gLAMPbcbdeffmabpatj SFS[D(3,1)(2,1)] gLAMPbcbdeffdawpatb SFS[D(2,1)(2,1)] gLAMPbcbdeffhxwmapf SFS[D(5,2)(2,1)] gLAMPbcbdeffhxjmapf SFS[D(4,1)(2,1)] gLAMPbcbdeffahfdaif SFS[D(2,1)(2,1)] gLAMPbcbdeffhhwdaif SFS[D(5,2)(2,1)] gLAMPbcbdeffhhjdaif SFS[D(4,1)(2,1)] gLAMPbcbdeffaiflapc SFS[D(2,1)(2,1)] gLAMPbcbdeffhacealc reducible gLAMPbcbdeffhawealc SFS[D(3,1)(2,1)] gLAMPbcbdeffhajealc SFS[D(3,1)(2,1)] gLAMPbcbdeffaakealc SFS[D(2,1)(2,1)] gLAMPbcbdeffhawdatb SFS[D(2,1)(2,1)] gLAMPbcbdeffhxciadv reducible gLAMPbcbdeffhxwiadv SFS[D(3,1)(2,1)] gLAMPbcbdeffhxjiadv SFS[D(3,1)(2,1)] gLAMPbcbdeffahreamb SFS[D(2,1)(2,1)] gLAMPbcbdeffhhweamb SFS[D(2,1)(2,1)] gLAMPbcbdeffaifealc SFS[D(2,1)(2,1)] gLAMPbcbdeffdawaamb SFS[D(2,1)(2,1)] gLAMPbcbdeffmabaamj SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcdado T2xI gLAMPbcbdeffdlcpapc T2xI gLAMPbcbdeffhxwdado SFS[D(8,3)(2,1)] gLAMPbcbdeffhxjdado SFS[D(7,3)(2,1)] gLAMPbcbdeffahftalc SFS[D(3,1)(2,1)] gLAMPbcbdeffahrtalc SFS[D(3,1)(2,1)] gLAMPbcbdeffahktalc reducible gLAMPbcbdeffhhctalc SFS[D(2,1)(2,1)] gLAMPbcbdeffhhwtalc SFS[D(7,2)(2,1)] gLAMPbcbdeffhhjtalc SFS[D(5,1)(2,1)] gLAMPbcbdeffaifmaif SFS[D(3,1)(2,1)] gLAMPbcbdeffaifpauf SFS[D(3,1)(2,1)] gLAMPbcbdeffhajmaif SFS[D(2,1)(2,1)] gLAMPbcbdeffaakmaif SFS[D(3,1)(2,1)] gLAMPbcbdeffaefiuxf reducible gLAMPbcbdeffaafdtqb reducible gLAMPbcbdeffaefdixf reducible gLAMPbcbdeffaefilhf reducible gLAMPbcbdeffaafdpxb reducible gLAMPbcbdeffaefdthf reducible gLAMPbcbdeffdlcqhxb SFS[D(2,1)(2,1)] gLAMPbcbdeffdlcqhxn SFS[D(13,5)(2,1)] gLAMPbcbdeffdlcqhxj SFS[D(11,4)(2,1)] gLAMPbcbdeffahfqdic SFS[D(5,2)(2,1)] gLAMPbcbdeffahrqdic SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcqhhv SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcqhhw SFS[D(12,5)(2,1)] gLAMPbcbdeffdlcqhhs SFS[D(9,4)(2,1)] gLAMPbcbdeffaifhilf SFS[D(4,1)(2,1)] gLAMPbcbdeffaifxpmo SFS[D(5,2)(2,1)] gLAMPbcbdeffaifhdtf SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcqahr SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcqahn SFS[D(5,2)(2,1)] gLAMPbcbdeffaakxdmc SFS[D(5,2)(2,1)] gLAMPbcbdeffaakhdtf SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcqaqb SFS[D(2,1)(2,1)] gLAMPbcbdeffdlcqqxk SFS[D(11,3)(2,1)] gLAMPbcbdeffdlcqqxr SFS[D(10,3)(2,1)] gLAMPbcbdeffahfhemc SFS[D(4,1)(2,1)] gLAMPbcbdeffahrhemc SFS[D(5,2)(2,1)] gLAMPbcbdeffdlcqqqv SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcqqqs SFS[D(9,2)(2,1)] gLAMPbcbdeffdlcqqqw SFS[D(6,1)(2,1)] gLAMPbcbdeffaifxdmc SFS[D(5,2)(2,1)] gLAMPbcbdeffdlciiuv SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcmipb SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcttmg SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcllig SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcilpo SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcilub SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcmlpo SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcaqhr SFS[D(2,1)(2,1)] gLAMPbcbdeffahkadtf SFS[D(2,1)(2,1)] gLAMPbcbdeffdlcaqqb reducible gLAMPbcbdeffdlcaqqj SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcaqqn SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcaaqs SFS[D(5,2)(2,1)] gLAMPbcbdeffdlcaaqw SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcaaxk SFS[D(5,2)(2,1)] gLAMPbcbdeffdlcaaxr SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcaxhw SFS[D(2,1)(2,1)] gLAMPbcbdeffahkadlf SFS[D(2,1)(2,1)] gLAMPbcbdeffdlcaxxb reducible gLAMPbcbdeffdlcaxxn SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcaxxj SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcxhqb SFS[D(2,1)(2,1)] gLAMPbcbdeffdlcxhqj SFS[D(13,5)(2,1)] gLAMPbcbdeffdlcxhqn SFS[D(11,4)(2,1)] gLAMPbcbdeffahfqdmc SFS[D(5,2)(2,1)] gLAMPbcbdeffahrqdmc SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcxhhf SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcxhhr SFS[D(12,5)(2,1)] gLAMPbcbdeffdlcxhhk SFS[D(9,4)(2,1)] gLAMPbcbdeffaifhitv SFS[D(4,1)(2,1)] gLAMPbcbdeffaifxpio SFS[D(5,2)(2,1)] gLAMPbcbdeffaifhdlf SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcxahw SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcxahj SFS[D(5,2)(2,1)] gLAMPbcbdeffaakxdic SFS[D(5,2)(2,1)] gLAMPbcbdeffaakhdlf SFS[D(4,1)(2,1)] gLAMPbcbdeffdlcxaxb SFS[D(2,1)(2,1)] gLAMPbcbdeffdlcxxqs SFS[D(11,3)(2,1)] gLAMPbcbdeffdlcxxqw SFS[D(10,3)(2,1)] gLAMPbcbdeffahfheic SFS[D(4,1)(2,1)] gLAMPbcbdeffahrheic SFS[D(5,2)(2,1)] gLAMPbcbdeffdlcxxxf SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcxxxk SFS[D(9,2)(2,1)] gLAMPbcbdeffdlcxxxr SFS[D(6,1)(2,1)] gLAMPbcbdeffaifxdic SFS[D(5,2)(2,1)] gLAMPbcbdeffdlciipb SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcleic SFS[D(3,1)(2,1)] gLAMPbcbdeffdlcllmg SFS[D(3,1)(2,1)] gLAMPbcbdeffaefhmlf reducible gLAMPbcbdeffdmcxqhr SFS[D(8,3)(2,1)] gLAMPbcbdeffdmcxqhk SFS[D(7,3)(2,1)] gLAMPbcbdeffahfqipb SFS[D(3,1)(2,1)] gLAMPbcbdeffahrqipb SFS[D(3,1)(2,1)] gLAMPbcbdeffahkqipb reducible gLAMPbcbdeffdmcxqqb SFS[D(2,1)(2,1)] gLAMPbcbdeffdmcxqqj SFS[D(7,2)(2,1)] gLAMPbcbdeffdmcxqqn SFS[D(5,1)(2,1)] gLAMPbcbdeffaifhtic SFS[D(3,1)(2,1)] gLAMPbcbdeffaifxtef SFS[D(3,1)(2,1)] gLAMPbcbdeffaifhuig SFS[D(3,1)(2,1)] gLAMPbcbdeffdmcxaqw SFS[D(2,1)(2,1)] gLAMPbcbdeffaafhtic reducible gLAMPbcbdeffaakxmec SFS[D(3,1)(2,1)] gLAMPbcbdeffaakhtic SFS[D(3,1)(2,1)] gLAMPbcbdeffdmcxaxr SFS[D(2,1)(2,1)] gLAMPbcbdeffdmcxxhw SFS[D(8,3)(2,1)] gLAMPbcbdeffdmcxxhs SFS[D(7,3)(2,1)] gLAMPbcbdeffahfhmlf SFS[D(3,1)(2,1)] gLAMPbcbdeffahrhmlf SFS[D(3,1)(2,1)] gLAMPbcbdeffahkhmlf reducible gLAMPbcbdeffdmcxxxb SFS[D(2,1)(2,1)] gLAMPbcbdeffdmcxxxn SFS[D(7,2)(2,1)] gLAMPbcbdeffdmcxxxj SFS[D(5,1)(2,1)] gLAMPbcbdeffaifxmec SFS[D(3,1)(2,1)] gLAMPbcbdeffaefhptv reducible gLAMPbcbdeffdmcaxqs SFS[D(5,2)(2,1)] gLAMPbcbdeffdmcaxqw SFS[D(4,1)(2,1)] gLAMPbcbdeffahfatic SFS[D(2,1)(2,1)] gLAMPbcbdeffdmcaxxk SFS[D(5,2)(2,1)] gLAMPbcbdeffdmcaxxr SFS[D(4,1)(2,1)] gLAMPbcbdeffaifamlf SFS[D(2,1)(2,1)] gLAMPbcbdeffdmcaaxb reducible gLAMPbcbdeffdmcaaxn SFS[D(3,1)(2,1)] gLAMPbcbdeffdmcaaxj SFS[D(3,1)(2,1)] gLAMPbcbdeffaakamlf SFS[D(2,1)(2,1)] gLAMPbcbdeffdmcaahw SFS[D(2,1)(2,1)] gLAMPbcbdeffdmcahqb reducible gLAMPbcbdeffdmcahqj SFS[D(3,1)(2,1)] gLAMPbcbdeffdmcahqn SFS[D(3,1)(2,1)] gLAMPbcbdeffahralef SFS[D(2,1)(2,1)] gLAMPbcbdeffdmcahhr SFS[D(2,1)(2,1)] gLAMPbcbdeffaifaptv SFS[D(2,1)(2,1)] gLAMPbcbdeffdmchqxk SFS[D(5,2)(2,1)] gLAMPbcbdeffdmchqxr SFS[D(4,1)(2,1)] gLAMPbcbdeffahfqmec SFS[D(2,1)(2,1)] gLAMPbcbdeffdmchqqs SFS[D(5,2)(2,1)] gLAMPbcbdeffdmchqqw SFS[D(4,1)(2,1)] gLAMPbcbdeffaifxipb SFS[D(2,1)(2,1)] gLAMPbcbdeffdmchaqb reducible gLAMPbcbdeffdmchaqj SFS[D(3,1)(2,1)] gLAMPbcbdeffdmchaqn SFS[D(3,1)(2,1)] gLAMPbcbdeffaakxipb SFS[D(2,1)(2,1)] gLAMPbcbdeffdmchahr SFS[D(2,1)(2,1)] gLAMPbcbdeffdmchhxb reducible gLAMPbcbdeffdmchhxn SFS[D(3,1)(2,1)] gLAMPbcbdeffdmchhxj SFS[D(3,1)(2,1)] gLAMPbcbdeffahrhidc SFS[D(2,1)(2,1)] gLAMPbcbdeffdmchhhw SFS[D(2,1)(2,1)] gLAMPbcbdeffaifxluv SFS[D(2,1)(2,1)] gLAMPbcbdeffdacalqs SFS[D(5,2)(2,1)] gLAMPbcbdeffdacalqw SFS[D(4,1)(2,1)] gLAMPbcbdeffdacalxk SFS[D(5,2)(2,1)] gLAMPbcbdeffdacalxr SFS[D(4,1)(2,1)] gLAMPbcbdeffdacamxb reducible gLAMPbcbdeffdacamxn SFS[D(3,1)(2,1)] gLAMPbcbdeffdacamxj SFS[D(3,1)(2,1)] gLAMPbcbdeffairaadc SFS[D(2,1)(2,1)] gLAMPbcbdeffdacamhw SFS[D(2,1)(2,1)] gLAMPbcbdeffdacauqb reducible gLAMPbcbdeffdacauqj SFS[D(3,1)(2,1)] gLAMPbcbdeffdacauqn SFS[D(3,1)(2,1)] gLAMPbcbdeffairaaeb SFS[D(2,1)(2,1)] gLAMPbcbdeffdacauhr SFS[D(2,1)(2,1)] gLAMPbcbdeffaefhplf reducible gLAMPbcbdeffducqxhw SFS[D(8,3)(2,1)] gLAMPbcbdeffducqxhs SFS[D(7,3)(2,1)] gLAMPbcbdeffahfqiub SFS[D(3,1)(2,1)] gLAMPbcbdeffahrqiub SFS[D(3,1)(2,1)] gLAMPbcbdeffahkqiub reducible gLAMPbcbdeffducqxxb SFS[D(2,1)(2,1)] gLAMPbcbdeffducqxxn SFS[D(7,2)(2,1)] gLAMPbcbdeffducqxxj SFS[D(5,1)(2,1)] gLAMPbcbdeffaifhumg SFS[D(3,1)(2,1)] gLAMPbcbdeffaifxmdf SFS[D(3,1)(2,1)] gLAMPbcbdeffaifhtmc SFS[D(3,1)(2,1)] gLAMPbcbdeffducqaxr SFS[D(2,1)(2,1)] gLAMPbcbdeffaafhtmc reducible gLAMPbcbdeffaakxmdf SFS[D(3,1)(2,1)] gLAMPbcbdeffaakhtmc SFS[D(3,1)(2,1)] gLAMPbcbdeffducqaqw SFS[D(2,1)(2,1)] gLAMPbcbdeffducqqhr SFS[D(8,3)(2,1)] gLAMPbcbdeffducqqhk SFS[D(7,3)(2,1)] gLAMPbcbdeffahfhmtf SFS[D(3,1)(2,1)] gLAMPbcbdeffahrhmtf SFS[D(3,1)(2,1)] gLAMPbcbdeffahkhmtf reducible gLAMPbcbdeffducqqqb SFS[D(2,1)(2,1)] gLAMPbcbdeffducqqqj SFS[D(7,2)(2,1)] gLAMPbcbdeffducqqqn SFS[D(5,1)(2,1)] gLAMPbcbdeffaifxtdb SFS[D(3,1)(2,1)] gLAMPbcbdeffaefhmtf reducible gLAMPbcbdeffducaqxk SFS[D(5,2)(2,1)] gLAMPbcbdeffducaqxr SFS[D(4,1)(2,1)] gLAMPbcbdeffahfatmc SFS[D(2,1)(2,1)] gLAMPbcbdeffducaqqs SFS[D(5,2)(2,1)] gLAMPbcbdeffducaqqw SFS[D(4,1)(2,1)] gLAMPbcbdeffaifaplf SFS[D(2,1)(2,1)] gLAMPbcbdeffducaaqb reducible gLAMPbcbdeffducaaqj SFS[D(3,1)(2,1)] gLAMPbcbdeffducaaqn SFS[D(3,1)(2,1)] gLAMPbcbdeffaakamtf SFS[D(2,1)(2,1)] gLAMPbcbdeffducaahr SFS[D(2,1)(2,1)] gLAMPbcbdeffducahxb reducible gLAMPbcbdeffducahxn SFS[D(3,1)(2,1)] gLAMPbcbdeffducahxj SFS[D(3,1)(2,1)] gLAMPbcbdeffahraldb SFS[D(2,1)(2,1)] gLAMPbcbdeffducahhw SFS[D(2,1)(2,1)] gLAMPbcbdeffaifamtf SFS[D(2,1)(2,1)] gLAMPbcbdeffduchxqs SFS[D(5,2)(2,1)] gLAMPbcbdeffduchxqw SFS[D(4,1)(2,1)] gLAMPbcbdeffahfqmdf SFS[D(2,1)(2,1)] gLAMPbcbdeffduchxxk SFS[D(5,2)(2,1)] gLAMPbcbdeffduchxxr SFS[D(4,1)(2,1)] gLAMPbcbdeffaifxlpb SFS[D(2,1)(2,1)] gLAMPbcbdeffduchaxb reducible gLAMPbcbdeffduchaxn SFS[D(3,1)(2,1)] gLAMPbcbdeffduchaxj SFS[D(3,1)(2,1)] gLAMPbcbdeffaakxiub SFS[D(2,1)(2,1)] gLAMPbcbdeffduchahw SFS[D(2,1)(2,1)] gLAMPbcbdeffduchhqb reducible gLAMPbcbdeffduchhqj SFS[D(3,1)(2,1)] gLAMPbcbdeffduchhqn SFS[D(3,1)(2,1)] gLAMPbcbdeffahrhieb SFS[D(2,1)(2,1)] gLAMPbcbdeffduchhhr SFS[D(2,1)(2,1)] gLAMPbcbdeffaifxiub SFS[D(2,1)(2,1)] gLAMPbcbdeffdecaixk SFS[D(5,2)(2,1)] gLAMPbcbdeffdecaixr SFS[D(4,1)(2,1)] gLAMPbcbdeffdecaiqs SFS[D(5,2)(2,1)] gLAMPbcbdeffdecaiqw SFS[D(4,1)(2,1)] gLAMPbcbdeffdecatqb reducible gLAMPbcbdeffdecatqj SFS[D(3,1)(2,1)] gLAMPbcbdeffdecatqn SFS[D(3,1)(2,1)] gLAMPbcbdeffairaeef SFS[D(2,1)(2,1)] gLAMPbcbdeffdecathr SFS[D(2,1)(2,1)] gLAMPbcbdeffdecapxb reducible gLAMPbcbdeffdecapxn SFS[D(3,1)(2,1)] gLAMPbcbdeffdecapxj SFS[D(3,1)(2,1)] gLAMPbcbdeffairaedb SFS[D(2,1)(2,1)] gLAMPbcbdeffdecaphw SFS[D(2,1)(2,1)] gLAMPbcbdeffaeftadk SFS[D(2,1)(2,1)] gLAMPbcbdeffaeftaun SFS[D(2,1)(2,1)] gLAMPbcbdeffaeftalj SFS[D(3,1)(2,1)] gLAMPbcbdeffaeftalw SFS[D(3,1)(2,1)] gLAMPbcbdeffaefdphw SFS[D(5,2)(2,1)] gLAMPbcbdeffaefdphs SFS[D(4,1)(2,1)] gLAMPbcbdeffaefdpxn SFS[D(5,2)(2,1)] gLAMPbcbdeffaefdpxj SFS[D(4,1)(2,1)] gLAMPbcbdeffaefdixk SFS[D(3,1)(2,1)] gLAMPbcbdeffaefdixr SFS[D(3,1)(2,1)] gLAMPbcbdeffaefdiaj SFS[D(2,1)(2,1)] gLAMPbcbdeffaefdiqj SFS[D(2,1)(2,1)] gLAMPbcbdeffaefdthr SFS[D(3,1)(2,1)] gLAMPbcbdeffaefdthk SFS[D(3,1)(2,1)] gLAMPbcbdeffaefdtaj SFS[D(2,1)(2,1)] gLAMPbcbdeffaefdtqj SFS[D(2,1)(2,1)] gLAMPbcbdeffaefilhr SFS[D(3,1)(2,1)] gLAMPbcbdeffaefilhk SFS[D(3,1)(2,1)] gLAMPbcbdeffaefilaj SFS[D(2,1)(2,1)] gLAMPbcbdeffaefilqj SFS[D(2,1)(2,1)] gLAMPbcbdeffaefiuqs SFS[D(2,1)(2,1)] gLAMPbcbdeffaefiuaj SFS[D(2,1)(2,1)] gLAMPbcbdeffaefiuxk SFS[D(3,1)(2,1)] gLAMPbcbdeffaefiuxr SFS[D(3,1)(2,1)] gLAMPbcbdeffaefidhw SFS[D(5,2)(2,1)] gLAMPbcbdeffaefidhj SFS[D(4,1)(2,1)] gLAMPbcbdeffaefidxn SFS[D(5,2)(2,1)] gLAMPbcbdeffaefidxj SFS[D(4,1)(2,1)] gLAMPbcbdeffaafmaej SFS[D(2,1)(2,1)] gLAMPbcbdeffaafmaik SFS[D(3,1)(2,1)] gLAMPbcbdeffaafdixk SFS[D(5,2)(2,1)] gLAMPbcbdeffaafdixr SFS[D(4,1)(2,1)] gLAMPbcbdeffaafdiqs SFS[D(5,2)(2,1)] gLAMPbcbdeffaafdiqw SFS[D(4,1)(2,1)] gLAMPbcbdeffaafdtqj SFS[D(3,1)(2,1)] gLAMPbcbdeffaafdtqn SFS[D(3,1)(2,1)] gLAMPbcbdeffaafdtaw SFS[D(2,1)(2,1)] gLAMPbcbdeffaafdthr SFS[D(2,1)(2,1)] gLAMPbcbdeffaafdpxn SFS[D(3,1)(2,1)] gLAMPbcbdeffaafdpxj SFS[D(3,1)(2,1)] gLAMPbcbdeffaafdpar SFS[D(2,1)(2,1)] gLAMPbcbdeffaafdphw SFS[D(2,1)(2,1)] gLAMPabcdeffbcjddpk SFS[D(3,1)(2,1)] gLAMPabcdeffbcjdeln SFS[D(3,1)(2,1)] gLAMPabcdeffbcjadlj SFS[D(3,1)(2,1)] gLAMPabcdeffbcjaein SFS[D(3,1)(2,1)] gLAMPabcdeffbcjdmdr SFS[D(3,1)(2,1)] gLAMPabcdeffbcjdidn SFS[D(3,1)(2,1)] gLAMPabcdeffbcjdelj SFS[D(3,1)(2,1)] gLAMPabcdeffbcjddpr SFS[D(3,1)(2,1)] gLAMPabcdeffbcjaeij SFS[D(3,1)(2,1)] gLAMPabcdeffbcjadln SFS[D(3,1)(2,1)] gLAMPabcdeffbcjdidr SFS[D(3,1)(2,1)] gLAMPabcdeffbcjdmdn SFS[D(3,1)(2,1)] gLAMPabcdeffbckuamj SFS[D(3,1)(2,1)] gLAMPabcdeffbcgpatn SFS[D(3,1)(2,1)] gLAMPabcdeffbrwdain toroidal gLAMPabcdeffbjrdaij SFS[D(3,1)(2,1)] gLAMPacbdeffbgjdaij toroidal gLAMPacbdeffbgjdain toroidal gLAMPabcdeffbcgpatj SFS[D(3,1)(2,1)] gLAMPabcdeffbckuamn SFS[D(3,1)(2,1)] gLAMPabcdeffbrwdaij toroidal gLAMPabcdeffbjrdain SFS[D(3,1)(2,1)] gLAMPabcdeffbcgaamj SFS[D(3,1)(2,1)] gLAMPabcdeffbckaatn SFS[D(3,1)(2,1)] gLAMPabcdeffbjraapr SFS[D(3,1)(2,1)] gLAMPabcdeffbrwaapk toroidal gLAMPacbdeffbgjaapk toroidal gLAMPacbdeffbgjaapr toroidal gLAMPabcdeffbcgaamn SFS[D(3,1)(2,1)] gLAMPabcdeffbckaatj SFS[D(3,1)(2,1)] gLAMPabcdeffbjraapk SFS[D(3,1)(2,1)] gLAMPabcdeffbrwaapr toroidal gLAMPabcdeffbcbaixr SFS[D(4,1)(2,1)] gLAMPabcdeffbcbaiqw SFS[D(4,1)(2,1)] gLAMPabcdeffbcgmqhk SFS[D(7,3)(2,1)] gLAMPabcdeffbcktxhs SFS[D(7,3)(2,1)] gLAMPabcdeffbjrphqn SFS[D(7,3)(2,1)] gLAMPabcdeffbrwpxqw toroidal gLAMPacbdeffbgjpxqw toroidal gLAMPacbdeffbgjphqn toroidal gLAMPabcdeffbcgmxhs SFS[D(7,3)(2,1)] gLAMPabcdeffbcktqhk SFS[D(7,3)(2,1)] gLAMPabcdeffbjrpxqw SFS[D(7,3)(2,1)] gLAMPabcdeffbrwphqn toroidal gLAMPacbdeffbrjhqxr SFS[D(4,1)(3,1)] gLAMPacbdeffbrnhqxr SFS[D(4,3)(3,1)] gLAMPabcdeffbrwqhxj SFS[D(11,4)(2,1)] gLAMPabcdeffbrgqxhs SFS[D(7,3)(2,1)] gLAMPacbdeffbgjqhxj SFS[D(11,7)(3,1)] gLAMPacbdeffbgjxhqn SFS[D(11,4)(3,1)] gLAMPabcdeffbrwxhqn SFS[D(11,7)(2,1)] gLAMPabcdeffbrghxqw SFS[D(4,1)(2,1)] gLAMPacbdeffbrjxqhk SFS[D(7,3)(3,1)] gLAMPacbdeffbrnxqhk SFS[D(7,4)(3,1)] gLAMPabcdeffbrbxqhk SFS[D(7,3)(2,1)] gLAMPabcdeffbrbhqxr SFS[D(4,1)(2,1)] gLAMPabcdeffbckexqw SFS[D(4,1)(2,1)] gLAMPabcdeffbcgdqxr SFS[D(4,1)(2,1)] gLAMPabcdeffbrwixhs toroidal gLAMPabcdeffbjrthxj SFS[D(4,1)(2,1)] gLAMPabcdeffbrwmqhn SFS[D(10,7)(2,1)] gLAMPacbdeffbgjmqhn SFS[D(10,3)(3,1)] gLAMPacbdeffbgjlhqn SFS[D(10,7)(3,1)] gLAMPacbdeffbgjthxj toroidal gLAMPacbdeffbgjixhs toroidal gLAMPabcdeffbrwlhqn SFS[D(10,3)(2,1)] gLAMPabcdeffbcglxqw SFS[D(4,1)(2,1)] gLAMPabcdeffbckiqxr SFS[D(4,1)(2,1)] gLAMPabcdeffbrwthxj toroidal gLAMPabcdeffbjrixhs SFS[D(4,1)(2,1)] gLAMPacbdeffbrjahqn SFS[D(3,1)(3,1)] gLAMPacbdeffbrnahqn SFS[D(3,1)(3,2)] gLAMPabcdeffbrgaqxr SFS[D(4,1)(2,1)] gLAMPabcdeffbrgahxj SFS[D(3,1)(2,1)] gLAMPacbdeffbrjaxqw SFS[D(4,3)(3,1)] gLAMPacbdeffbrnaxqw SFS[D(4,1)(3,1)] gLAMPabcdeffbrbaxqw SFS[D(4,1)(2,1)] gLAMPabcdeffbrbahqn SFS[D(3,1)(2,1)] gLAMPacbdeffbrjhhxj SFS[D(3,1)(3,2)] gLAMPacbdeffbrnhhxj SFS[D(3,1)(3,1)] gLAMPabcdeffbrwqqxr SFS[D(10,3)(2,1)] gLAMPabcdeffbrgqqhk SFS[D(7,3)(2,1)] gLAMPacbdeffbgjqqxr SFS[D(10,7)(3,1)] gLAMPacbdeffbgjxxqw SFS[D(10,3)(3,1)] gLAMPabcdeffbrwxxqw SFS[D(10,7)(2,1)] gLAMPabcdeffbrghhqn SFS[D(3,1)(2,1)] gLAMPacbdeffbrjxxhs SFS[D(7,4)(3,1)] gLAMPacbdeffbrnxxhs SFS[D(7,3)(3,1)] gLAMPabcdeffbrbxxhs SFS[D(7,3)(2,1)] gLAMPabcdeffbrbhhxj SFS[D(3,1)(2,1)] gLAMPabcdeffbckehqn SFS[D(3,1)(2,1)] gLAMPabcdeffbcgdhxj SFS[D(3,1)(2,1)] gLAMPabcdeffbrwiqhn toroidal gLAMPabcdeffbjrtqxr SFS[D(3,1)(2,1)] gLAMPabcdeffbrwmxhs SFS[D(11,4)(2,1)] gLAMPacbdeffbgjmxhs SFS[D(11,4)(3,1)] gLAMPacbdeffbgjlxqw SFS[D(11,7)(3,1)] gLAMPacbdeffbgjtqxr toroidal gLAMPacbdeffbgjiqhn toroidal gLAMPabcdeffbrwlxqw SFS[D(11,4)(2,1)] gLAMPabcdeffbcglhqn SFS[D(3,1)(2,1)] gLAMPabcdeffbckihxj SFS[D(3,1)(2,1)] gLAMPabcdeffbrwtqxr toroidal gLAMPabcdeffbjriqhn SFS[D(3,1)(2,1)] gLAMPabcdeffbcbapxj SFS[D(3,1)(2,1)] gLAMPabcdeffbcbatqn SFS[D(3,1)(2,1)] gLAMPabcdeffbrwdaqn SFS[D(4,1)(2,1)] gLAMPabcdeffbcgmaqw SFS[D(2,1)(2,1)] gLAMPabcdeffbcktaxr SFS[D(2,1)(2,1)] gLAMPabcdeffbjrpahj SFS[D(2,1)(2,1)] gLAMPabcdeffbrwpaxj toroidal gLAMPacbdeffbgjpaxj toroidal gLAMPacbdeffbgjpahj toroidal gLAMPacbdeffbgjdahn SFS[D(4,3)(3,1)] gLAMPacbdeffbgjdaqn SFS[D(4,1)(3,1)] gLAMPabcdeffbcgmaxr SFS[D(2,1)(2,1)] gLAMPabcdeffbcktaqw SFS[D(2,1)(2,1)] gLAMPabcdeffbjrpaxj SFS[D(2,1)(2,1)] gLAMPabcdeffbrwpahj toroidal gLAMPabcdeffbrwdahn SFS[D(4,1)(2,1)] gLAMPacbdeffbrjhaqn SFS[D(3,1)(3,1)] gLAMPacbdeffbrnhaqn SFS[D(3,1)(3,2)] gLAMPabcdeffbrwqahn SFS[D(5,2)(2,1)] gLAMPabcdeffbrgqaxr SFS[D(2,1)(2,1)] gLAMPacbdeffbgjqahn SFS[D(5,2)(3,1)] gLAMPacbdeffbgjxahj SFS[D(5,3)(3,1)] gLAMPabcdeffbrwxahj SFS[D(5,2)(2,1)] gLAMPabcdeffbrghaxj SFS[D(3,1)(2,1)] gLAMPacbdeffbrjxaqw SFS[D(3,1)(2,1)] gLAMPacbdeffbrnxaqw SFS[D(3,1)(2,1)] gLAMPabcdeffbrbxaqw SFS[D(2,1)(2,1)] gLAMPabcdeffbrbhaqn SFS[D(3,1)(2,1)] gLAMPabcdeffbckeaxj SFS[D(3,1)(2,1)] gLAMPabcdeffbcgdaqn SFS[D(3,1)(2,1)] gLAMPabcdeffbrwiaxr toroidal gLAMPabcdeffbjrtahn SFS[D(3,1)(2,1)] gLAMPacbdeffbgjtahn toroidal gLAMPacbdeffbgjiaxr toroidal gLAMPabcdeffbcglaxj SFS[D(3,1)(2,1)] gLAMPabcdeffbckiaqn SFS[D(3,1)(2,1)] gLAMPabcdeffbrwtahn toroidal gLAMPabcdeffbjriaxr SFS[D(3,1)(2,1)] gLAMPabcdeffbrwaaqw SFS[D(4,1)(2,1)] gLAMPabcdeffbrgaaqn SFS[D(3,1)(2,1)] gLAMPacbdeffbgjaaqw SFS[D(4,3)(3,1)] gLAMPacbdeffbgjaaxr SFS[D(4,1)(3,1)] gLAMPabcdeffbrwaaxr SFS[D(4,1)(2,1)] gLAMPacbdeffbrjaaxj SFS[D(3,1)(3,2)] gLAMPacbdeffbrnaaxj SFS[D(3,1)(3,1)] gLAMPabcdeffbrbaaxj SFS[D(3,1)(2,1)] gLAMPabcdeffbrgqaqw SFS[D(2,1)(2,1)] gLAMPacbdeffbrjxaxr SFS[D(3,1)(2,1)] gLAMPacbdeffbrnxaxr SFS[D(3,1)(2,1)] gLAMPabcdeffbrbxaxr SFS[D(2,1)(2,1)] gLAMPabcdeffbrwiaqw SFS[D(5,2)(2,1)] gLAMPabcdeffbrwmaxr SFS[D(5,2)(2,1)] gLAMPacbdeffbgjmaxr SFS[D(5,3)(3,1)] gLAMPacbdeffbgjlaxj SFS[D(5,2)(3,1)] gLAMPacbdeffbgjtaqn SFS[D(5,2)(3,1)] gLAMPacbdeffbgjiaqw SFS[D(5,3)(3,1)] gLAMPabcdeffbrwlaxj SFS[D(5,2)(2,1)] gLAMPabcdeffbrwtaqn SFS[D(5,2)(2,1)] gLAMPabcdeffbrwdqqw SFS[D(3,1)(2,1)] gLAMPabcdeffbcgmqqn SFS[D(5,1)(2,1)] gLAMPabcdeffbcktxxj SFS[D(5,1)(2,1)] gLAMPabcdeffbjrphhk SFS[D(5,1)(2,1)] gLAMPabcdeffbrwpxxr toroidal gLAMPacbdeffbgjpxxr toroidal gLAMPacbdeffbgjphhk toroidal gLAMPacbdeffbgjdhhs SFS[D(3,1)(3,1)] gLAMPacbdeffbgjdqqw SFS[D(3,1)(3,2)] gLAMPabcdeffbcgmxxj SFS[D(5,1)(2,1)] gLAMPabcdeffbcktqqn SFS[D(5,1)(2,1)] gLAMPabcdeffbjrpxxr SFS[D(5,1)(2,1)] gLAMPabcdeffbrwphhk toroidal gLAMPabcdeffbrwdhhs SFS[D(3,1)(2,1)] gLAMPacbdeffbrjhqqw SFS[D(4,3)(3,1)] gLAMPacbdeffbrnhqqw SFS[D(4,1)(3,1)] gLAMPabcdeffbrwqhhs SFS[D(9,4)(2,1)] gLAMPabcdeffbrgqxxj SFS[D(5,1)(2,1)] gLAMPacbdeffbgjqhhs SFS[D(9,5)(3,1)] gLAMPacbdeffbgjxhhk SFS[D(9,4)(3,1)] gLAMPabcdeffbrwxhhk SFS[D(9,4)(2,1)] gLAMPabcdeffbrghxxr SFS[D(4,1)(2,1)] gLAMPacbdeffbrjxqqn SFS[D(5,1)(3,1)] gLAMPacbdeffbrnxqqn SFS[D(5,4)(3,1)] gLAMPabcdeffbrbxqqn SFS[D(5,1)(2,1)] gLAMPabcdeffbrbhqqw SFS[D(4,1)(2,1)] gLAMPabcdeffbckexxr SFS[D(4,1)(2,1)] gLAMPabcdeffbcgdqqw SFS[D(4,1)(2,1)] gLAMPabcdeffbrwixxj toroidal gLAMPabcdeffbjrthhs SFS[D(4,1)(2,1)] gLAMPabcdeffbrwmqqn SFS[D(6,1)(2,1)] gLAMPacbdeffbgjmqqn SFS[D(6,1)(3,1)] gLAMPacbdeffbgjlhhk SFS[D(6,5)(3,1)] gLAMPacbdeffbgjthhs toroidal gLAMPacbdeffbgjixxj toroidal gLAMPabcdeffbrwlhhk SFS[D(6,1)(2,1)] gLAMPabcdeffbcglxxr SFS[D(4,1)(2,1)] gLAMPabcdeffbckiqqw SFS[D(4,1)(2,1)] gLAMPabcdeffbrwthhs toroidal gLAMPabcdeffbjrixxj SFS[D(4,1)(2,1)] gLAMPabcdeffbrwaqqn SFS[D(3,1)(2,1)] gLAMPabcdeffbrgaqqw SFS[D(4,1)(2,1)] gLAMPacbdeffbgjaqqn SFS[D(3,1)(3,1)] gLAMPacbdeffbgjaxxj SFS[D(3,1)(3,2)] gLAMPabcdeffbrwaxxj SFS[D(3,1)(2,1)] gLAMPacbdeffbrjaxxr SFS[D(4,1)(3,1)] gLAMPacbdeffbrnaxxr SFS[D(4,3)(3,1)] gLAMPabcdeffbrbaxxr SFS[D(4,1)(2,1)] gLAMPabcdeffbrwqqqw SFS[D(6,1)(2,1)] gLAMPabcdeffbrgqqqn SFS[D(5,1)(2,1)] gLAMPacbdeffbgjqqqw SFS[D(6,5)(3,1)] gLAMPacbdeffbgjxxxr SFS[D(6,1)(3,1)] gLAMPabcdeffbrwxxxr SFS[D(6,1)(2,1)] gLAMPacbdeffbrjxxxj SFS[D(5,4)(3,1)] gLAMPacbdeffbrnxxxj SFS[D(5,1)(3,1)] gLAMPabcdeffbrbxxxj SFS[D(5,1)(2,1)] gLAMPabcdeffbrwiqqn SFS[D(9,2)(2,1)] gLAMPabcdeffbrwmxxj SFS[D(9,4)(2,1)] gLAMPacbdeffbgjmxxj SFS[D(9,4)(3,1)] gLAMPacbdeffbgjlxxr SFS[D(9,5)(3,1)] gLAMPacbdeffbgjtqqw SFS[D(9,7)(3,1)] gLAMPacbdeffbgjiqqn SFS[D(9,2)(3,1)] gLAMPabcdeffbrwlxxr SFS[D(9,4)(2,1)] gLAMPabcdeffbrwtqqw SFS[D(9,2)(2,1)] gLAMPabcdeffbrwdaun SFS[D(5,2)(2,1)] gLAMPabcdeffbrwpaej SFS[D(5,2)(2,1)] gLAMPacbdeffbgjpaej SFS[D(5,2)(3,1)] gLAMPacbdeffbgjpatr SFS[D(5,3)(3,1)] gLAMPacbdeffbgjdalw SFS[D(5,2)(3,1)] gLAMPacbdeffbgjdaun SFS[D(5,3)(3,1)] gLAMPabcdeffbrwpatr SFS[D(5,2)(2,1)] gLAMPabcdeffbrwdalw SFS[D(5,2)(2,1)] gLAMPabcdeffbrwaaik SFS[D(5,2)(2,1)] gLAMPabcdeffbrwaamj SFS[D(5,2)(2,1)] gLAMPacbdeffbgjaamj SFS[D(5,2)(3,1)] gLAMPacbdeffbgjaalr SFS[D(5,3)(3,1)] gLAMPacbdeffbgjaatw SFS[D(5,3)(3,1)] gLAMPacbdeffbgjaaik SFS[D(5,2)(3,1)] gLAMPabcdeffbrwaalr SFS[D(5,2)(2,1)] gLAMPabcdeffbrwaatw SFS[D(5,2)(2,1)] gLAMPabcdeffbrwdapn SFS[D(5,2)(2,1)] gLAMPabcdeffbrwpadj SFS[D(5,2)(2,1)] gLAMPacbdeffbgjpadj SFS[D(5,3)(3,1)] gLAMPacbdeffbgjpalk SFS[D(5,2)(3,1)] gLAMPacbdeffbgjdats SFS[D(5,2)(3,1)] gLAMPacbdeffbgjdapn SFS[D(5,3)(3,1)] gLAMPabcdeffbrwpalk SFS[D(5,2)(2,1)] gLAMPabcdeffbrwdats SFS[D(5,2)(2,1)] gLAMPabcdeffbrwdqak SFS[D(2,1)(2,1)] gLAMPabcdeffbcgmqaw reducible gLAMPabcdeffbcktxar reducible gLAMPabcdeffbjrphaj reducible gLAMPabcdeffbrwpxaj reducible gLAMPacbdeffbgjpxaj reducible gLAMPacbdeffbgjphaj reducible gLAMPacbdeffbgjdhan SFS[D(3,1)(2,1)] gLAMPacbdeffbgjdqak SFS[D(3,1)(2,1)] gLAMPabcdeffbcgmxar reducible gLAMPabcdeffbcktqaw reducible gLAMPabcdeffbjrpxaj reducible gLAMPabcdeffbrwphaj reducible gLAMPabcdeffbrwdhan SFS[D(2,1)(2,1)] gLAMPabcdeffbrgqxar reducible gLAMPacbdeffbrjxqaw reducible gLAMPacbdeffbrnxqaw reducible gLAMPabcdeffbrbxqaw reducible gLAMPabcdeffbrwaqaw SFS[D(2,1)(2,1)] gLAMPacbdeffbgjaqaw SFS[D(3,1)(2,1)] gLAMPacbdeffbgjaxar SFS[D(3,1)(2,1)] gLAMPabcdeffbrwaxar SFS[D(2,1)(2,1)] gLAMPabcdeffbrgqqaw reducible gLAMPacbdeffbrjxxar reducible gLAMPacbdeffbrnxxar reducible gLAMPabcdeffbrbxxar reducible gLAMPabcdeffbcgmaaj SFS[D(3,1)(2,1)] gLAMPabcdeffbcktaan SFS[D(3,1)(2,1)] gLAMPabcdeffbjrpaar SFS[D(3,1)(2,1)] gLAMPabcdeffbrwpaak toroidal gLAMPacbdeffbgjpaak toroidal gLAMPacbdeffbgjpaar toroidal gLAMPabcdeffbcgmaan SFS[D(3,1)(2,1)] gLAMPabcdeffbcktaaj SFS[D(3,1)(2,1)] gLAMPabcdeffbjrpaak SFS[D(3,1)(2,1)] gLAMPabcdeffbrwpaar toroidal gLAMPabcdeffbrwqaaw SFS[D(4,1)(2,1)] gLAMPabcdeffbrgqaan SFS[D(3,1)(2,1)] gLAMPacbdeffbgjqaaw SFS[D(4,3)(3,1)] gLAMPacbdeffbgjxaar SFS[D(4,1)(3,1)] gLAMPabcdeffbrwxaar SFS[D(4,1)(2,1)] gLAMPacbdeffbrjxaaj SFS[D(3,1)(3,2)] gLAMPacbdeffbrnxaaj SFS[D(3,1)(3,1)] gLAMPabcdeffbrbxaaj SFS[D(3,1)(2,1)] gLAMPabcdeffbrwiaak SFS[D(5,2)(2,1)] gLAMPabcdeffbrwmaaj SFS[D(5,2)(2,1)] gLAMPacbdeffbgjmaaj SFS[D(5,2)(3,1)] gLAMPacbdeffbgjlaar SFS[D(5,3)(3,1)] gLAMPacbdeffbgjtaaw SFS[D(5,3)(3,1)] gLAMPacbdeffbgjiaak SFS[D(5,2)(3,1)] gLAMPabcdeffbrwlaar SFS[D(5,2)(2,1)] gLAMPabcdeffbrwtaaw SFS[D(5,2)(2,1)] gLAMPacbdeffbrjaaar SFS[D(3,1)(2,1)] gLAMPacbdeffbrnaaar SFS[D(3,1)(2,1)] gLAMPabcdeffbrgaaaw SFS[D(2,1)(2,1)] gLAMPabcdeffbrbaaar SFS[D(2,1)(2,1)] gLAMPacbdeffbrjhaaw SFS[D(3,1)(2,1)] gLAMPacbdeffbrnhaaw SFS[D(3,1)(2,1)] gLAMPabcdeffbrwqaas SFS[D(5,2)(2,1)] gLAMPabcdeffbrgqaaj SFS[D(3,1)(2,1)] gLAMPacbdeffbgjqaas SFS[D(5,3)(3,1)] gLAMPacbdeffbgjxaak SFS[D(5,2)(3,1)] gLAMPabcdeffbrwxaak SFS[D(5,2)(2,1)] gLAMPabcdeffbrghaar SFS[D(2,1)(2,1)] gLAMPacbdeffbrjxaan SFS[D(3,1)(3,1)] gLAMPacbdeffbrnxaan SFS[D(3,1)(3,2)] gLAMPabcdeffbrbxaan SFS[D(3,1)(2,1)] gLAMPabcdeffbrbhaaw SFS[D(2,1)(2,1)] gLAMPabcdeffbckeaar SFS[D(2,1)(2,1)] gLAMPabcdeffbcgdaaw SFS[D(2,1)(2,1)] gLAMPabcdeffbrwiaaj toroidal gLAMPabcdeffbjrtaas SFS[D(2,1)(2,1)] gLAMPabcdeffbrwmaak SFS[D(4,1)(2,1)] gLAMPacbdeffbgjmaak SFS[D(4,1)(3,1)] gLAMPacbdeffbgjlaak SFS[D(4,3)(3,1)] gLAMPacbdeffbgjtaas toroidal gLAMPacbdeffbgjiaaj toroidal gLAMPabcdeffbrwlaak SFS[D(4,1)(2,1)] gLAMPabcdeffbcglaar SFS[D(2,1)(2,1)] gLAMPabcdeffbckiaaw SFS[D(2,1)(2,1)] gLAMPabcdeffbrwtaas toroidal gLAMPabcdeffbjriaaj SFS[D(2,1)(2,1)] gLAMPabcdeffbcgmqaj SFS[D(3,1)(2,1)] gLAMPabcdeffbcktxan SFS[D(3,1)(2,1)] gLAMPabcdeffbjrphaw SFS[D(3,1)(2,1)] gLAMPabcdeffbrwpxak toroidal gLAMPacbdeffbgjpxak toroidal gLAMPacbdeffbgjphaw toroidal gLAMPabcdeffbcgmxan SFS[D(3,1)(2,1)] gLAMPabcdeffbcktqaj SFS[D(3,1)(2,1)] gLAMPabcdeffbjrpxak SFS[D(3,1)(2,1)] gLAMPabcdeffbrwphaw toroidal gLAMPabcdeffbrwqhar SFS[D(4,1)(2,1)] gLAMPabcdeffbrgqxan SFS[D(3,1)(2,1)] gLAMPacbdeffbgjqhar SFS[D(4,3)(3,1)] gLAMPacbdeffbgjxhaw SFS[D(4,1)(3,1)] gLAMPabcdeffbrwxhaw SFS[D(4,1)(2,1)] gLAMPacbdeffbrjxqaj SFS[D(3,1)(3,2)] gLAMPacbdeffbrnxqaj SFS[D(3,1)(3,1)] gLAMPabcdeffbrbxqaj SFS[D(3,1)(2,1)] gLAMPabcdeffbrwixan SFS[D(5,2)(2,1)] gLAMPabcdeffbrwmqas SFS[D(5,2)(2,1)] gLAMPacbdeffbgjmqas SFS[D(5,2)(3,1)] gLAMPacbdeffbgjlhaw SFS[D(5,3)(3,1)] gLAMPacbdeffbgjthar SFS[D(5,3)(3,1)] gLAMPacbdeffbgjixan SFS[D(5,2)(3,1)] gLAMPabcdeffbrwlhaw SFS[D(5,2)(2,1)] gLAMPabcdeffbrwthar SFS[D(5,2)(2,1)] gLAMPacbdeffbrjahaw SFS[D(3,1)(2,1)] gLAMPacbdeffbrnahaw SFS[D(3,1)(2,1)] gLAMPabcdeffbrgahar SFS[D(2,1)(2,1)] gLAMPabcdeffbrbahaw SFS[D(2,1)(2,1)] gLAMPacbdeffbrjhhar SFS[D(3,1)(2,1)] gLAMPacbdeffbrnhhar SFS[D(3,1)(2,1)] gLAMPabcdeffbrwqqaj SFS[D(5,2)(2,1)] gLAMPabcdeffbrgqqaj SFS[D(3,1)(2,1)] gLAMPacbdeffbgjqqaj SFS[D(5,3)(3,1)] gLAMPacbdeffbgjxxak SFS[D(5,2)(3,1)] gLAMPabcdeffbrwxxak SFS[D(5,2)(2,1)] gLAMPabcdeffbrghhaw SFS[D(2,1)(2,1)] gLAMPacbdeffbrjxxan SFS[D(3,1)(3,1)] gLAMPacbdeffbrnxxan SFS[D(3,1)(3,2)] gLAMPabcdeffbrbxxan SFS[D(3,1)(2,1)] gLAMPabcdeffbrbhhar SFS[D(2,1)(2,1)] gLAMPabcdeffbckehaw SFS[D(2,1)(2,1)] gLAMPabcdeffbcgdhar SFS[D(2,1)(2,1)] gLAMPabcdeffbrwiqas toroidal gLAMPabcdeffbjrtqaj SFS[D(2,1)(2,1)] gLAMPabcdeffbrwmxan SFS[D(4,1)(2,1)] gLAMPacbdeffbgjmxan SFS[D(4,1)(3,1)] gLAMPacbdeffbgjlxak SFS[D(4,3)(3,1)] gLAMPacbdeffbgjtqaj toroidal gLAMPacbdeffbgjiqas toroidal gLAMPabcdeffbrwlxak SFS[D(4,1)(2,1)] gLAMPabcdeffbcglhaw SFS[D(2,1)(2,1)] gLAMPabcdeffbckihar SFS[D(2,1)(2,1)] gLAMPabcdeffbrwtqaj toroidal gLAMPabcdeffbjriqas SFS[D(2,1)(2,1)] gLAMPabcdeffbcbapar SFS[D(2,1)(2,1)] gLAMPabcdeffbcbataw SFS[D(2,1)(2,1)] gLAMPabcdeffbcbaixk SFS[D(5,2)(2,1)] gLAMPabcdeffbcbaiqs SFS[D(5,2)(2,1)] gLAMPabcdeffbrwdqxk SFS[D(2,1)(2,1)] gLAMPabcdeffbcgmqhr SFS[D(8,3)(2,1)] gLAMPabcdeffbcktxhw SFS[D(8,3)(2,1)] gLAMPabcdeffbjrphqj SFS[D(8,3)(2,1)] gLAMPabcdeffbrwpxqs toroidal gLAMPacbdeffbgjpxqs toroidal gLAMPacbdeffbgjphqj toroidal gLAMPacbdeffbgjdhxn SFS[D(3,1)(2,1)] gLAMPacbdeffbgjdqxk SFS[D(3,1)(2,1)] gLAMPabcdeffbcgmxhw SFS[D(8,3)(2,1)] gLAMPabcdeffbcktqhr SFS[D(8,3)(2,1)] gLAMPabcdeffbjrpxqs SFS[D(8,3)(2,1)] gLAMPabcdeffbrwphqj toroidal gLAMPabcdeffbrwdhxn SFS[D(2,1)(2,1)] gLAMPacbdeffbrjhqxk SFS[D(5,2)(3,1)] gLAMPacbdeffbrnhqxk SFS[D(5,3)(3,1)] gLAMPabcdeffbrwqhxn SFS[D(13,5)(2,1)] gLAMPabcdeffbrgqxhw SFS[D(8,3)(2,1)] gLAMPacbdeffbgjqhxn SFS[D(13,8)(3,1)] gLAMPacbdeffbgjxhqj SFS[D(13,5)(3,1)] gLAMPabcdeffbrwxhqj SFS[D(13,8)(2,1)] gLAMPabcdeffbrghxqs SFS[D(5,2)(2,1)] gLAMPacbdeffbrjxqhr SFS[D(8,3)(3,1)] gLAMPacbdeffbrnxqhr SFS[D(8,3)(3,1)] gLAMPabcdeffbrbxqhr SFS[D(8,3)(2,1)] gLAMPabcdeffbrbhqxk SFS[D(5,2)(2,1)] gLAMPabcdeffbckexqs SFS[D(5,2)(2,1)] gLAMPabcdeffbcgdqxk SFS[D(5,2)(2,1)] gLAMPabcdeffbrwixhw toroidal gLAMPabcdeffbjrthxn SFS[D(5,2)(2,1)] gLAMPabcdeffbrwmqhr SFS[D(11,3)(2,1)] gLAMPacbdeffbgjmqhr SFS[D(11,3)(3,1)] gLAMPacbdeffbgjlhqj SFS[D(11,8)(3,1)] gLAMPacbdeffbgjthxn toroidal gLAMPacbdeffbgjixhw toroidal gLAMPabcdeffbrwlhqj SFS[D(11,3)(2,1)] gLAMPabcdeffbcglxqs SFS[D(5,2)(2,1)] gLAMPabcdeffbckiqxk SFS[D(5,2)(2,1)] gLAMPabcdeffbrwthxn toroidal gLAMPabcdeffbjrixhw SFS[D(5,2)(2,1)] gLAMPacbdeffbrjahqj SFS[D(3,1)(3,2)] gLAMPacbdeffbrnahqj SFS[D(3,1)(3,1)] gLAMPabcdeffbrwaqhr SFS[D(2,1)(2,1)] gLAMPabcdeffbrgaqxk SFS[D(5,2)(2,1)] gLAMPacbdeffbgjaqhr SFS[D(3,1)(2,1)] gLAMPacbdeffbgjaxhw SFS[D(3,1)(2,1)] gLAMPabcdeffbrwaxhw SFS[D(2,1)(2,1)] gLAMPabcdeffbrgahxn SFS[D(3,1)(2,1)] gLAMPacbdeffbrjaxqs SFS[D(5,3)(3,1)] gLAMPacbdeffbrnaxqs SFS[D(5,2)(3,1)] gLAMPabcdeffbrbaxqs SFS[D(5,2)(2,1)] gLAMPabcdeffbrbahqj SFS[D(3,1)(2,1)] gLAMPacbdeffbrjhhxn SFS[D(3,1)(3,1)] gLAMPacbdeffbrnhhxn SFS[D(3,1)(3,2)] gLAMPabcdeffbrwqqxk SFS[D(11,3)(2,1)] gLAMPabcdeffbrgqqhr SFS[D(8,3)(2,1)] gLAMPacbdeffbgjqqxk SFS[D(11,8)(3,1)] gLAMPacbdeffbgjxxqs SFS[D(11,3)(3,1)] gLAMPabcdeffbrwxxqs SFS[D(11,3)(2,1)] gLAMPabcdeffbrghhqj SFS[D(3,1)(2,1)] gLAMPacbdeffbrjxxhw SFS[D(8,3)(3,1)] gLAMPacbdeffbrnxxhw SFS[D(8,3)(3,1)] gLAMPabcdeffbrbxxhw SFS[D(8,3)(2,1)] gLAMPabcdeffbrbhhxn SFS[D(3,1)(2,1)] gLAMPabcdeffbckehqj SFS[D(3,1)(2,1)] gLAMPabcdeffbcgdhxn SFS[D(3,1)(2,1)] gLAMPabcdeffbrwiqhr toroidal gLAMPabcdeffbjrtqxk SFS[D(3,1)(2,1)] gLAMPabcdeffbrwmxhw SFS[D(13,5)(2,1)] gLAMPacbdeffbgjmxhw SFS[D(13,5)(3,1)] gLAMPacbdeffbgjlxqs SFS[D(13,8)(3,1)] gLAMPacbdeffbgjtqxk toroidal gLAMPacbdeffbgjiqhr toroidal gLAMPabcdeffbrwlxqs SFS[D(13,5)(2,1)] gLAMPabcdeffbcglhqj SFS[D(3,1)(2,1)] gLAMPabcdeffbckihxn SFS[D(3,1)(2,1)] gLAMPabcdeffbrwtqxk toroidal gLAMPabcdeffbjriqhr SFS[D(3,1)(2,1)] gLAMPabcdeffbcbapxn SFS[D(3,1)(2,1)] gLAMPabcdeffbcbatqj SFS[D(3,1)(2,1)] gLAMPabcdeffbrwdaqj SFS[D(5,2)(2,1)] gLAMPabcdeffbrwpaxn SFS[D(5,2)(2,1)] gLAMPacbdeffbgjpaxn SFS[D(5,2)(3,1)] gLAMPacbdeffbgjpahw SFS[D(5,3)(3,1)] gLAMPacbdeffbgjdahr SFS[D(5,3)(3,1)] gLAMPacbdeffbgjdaqj SFS[D(5,2)(3,1)] gLAMPabcdeffbrwpahw SFS[D(5,2)(2,1)] gLAMPabcdeffbrwdahr SFS[D(5,2)(2,1)] gLAMPacbdeffbrjhaqj SFS[D(3,1)(3,2)] gLAMPacbdeffbrnhaqj SFS[D(3,1)(3,1)] gLAMPabcdeffbrwqahr SFS[D(4,1)(2,1)] gLAMPacbdeffbgjqahr SFS[D(4,1)(3,1)] gLAMPacbdeffbgjxahw SFS[D(4,3)(3,1)] gLAMPabcdeffbrwxahw SFS[D(4,1)(2,1)] gLAMPabcdeffbrghaxn SFS[D(3,1)(2,1)] gLAMPabcdeffbrbhaqj SFS[D(3,1)(2,1)] gLAMPabcdeffbckeaxn SFS[D(3,1)(2,1)] gLAMPabcdeffbcgdaqj SFS[D(3,1)(2,1)] gLAMPabcdeffbrwiaxk toroidal gLAMPabcdeffbjrtahr SFS[D(3,1)(2,1)] gLAMPacbdeffbgjtahr toroidal gLAMPacbdeffbgjiaxk toroidal gLAMPabcdeffbcglaxn SFS[D(3,1)(2,1)] gLAMPabcdeffbckiaqj SFS[D(3,1)(2,1)] gLAMPabcdeffbrwtahr toroidal gLAMPabcdeffbjriaxk SFS[D(3,1)(2,1)] gLAMPacbdeffbrjaahw SFS[D(3,1)(2,1)] gLAMPacbdeffbrnaahw SFS[D(3,1)(2,1)] gLAMPabcdeffbrwaaqs SFS[D(5,2)(2,1)] gLAMPabcdeffbrgaaqj SFS[D(3,1)(2,1)] gLAMPacbdeffbgjaaqs SFS[D(5,3)(3,1)] gLAMPacbdeffbgjaaxk SFS[D(5,2)(3,1)] gLAMPabcdeffbrwaaxk SFS[D(5,2)(2,1)] gLAMPabcdeffbrgaahr SFS[D(2,1)(2,1)] gLAMPacbdeffbrjaaxn SFS[D(3,1)(3,1)] gLAMPacbdeffbrnaaxn SFS[D(3,1)(3,2)] gLAMPabcdeffbrbaaxn SFS[D(3,1)(2,1)] gLAMPabcdeffbrbaahw SFS[D(2,1)(2,1)] gLAMPacbdeffbrjhahr SFS[D(3,1)(2,1)] gLAMPacbdeffbrnhahr SFS[D(3,1)(2,1)] gLAMPabcdeffbrghahw SFS[D(2,1)(2,1)] gLAMPabcdeffbrbhahr SFS[D(2,1)(2,1)] gLAMPabcdeffbckeahw SFS[D(2,1)(2,1)] gLAMPabcdeffbcgdahr SFS[D(2,1)(2,1)] gLAMPabcdeffbrwiaqs toroidal gLAMPabcdeffbjrtaqj SFS[D(2,1)(2,1)] gLAMPabcdeffbrwmaxk SFS[D(4,1)(2,1)] gLAMPacbdeffbgjmaxk SFS[D(4,3)(3,1)] gLAMPacbdeffbgjlaxn SFS[D(4,1)(3,1)] gLAMPacbdeffbgjtaqj toroidal gLAMPacbdeffbgjiaqs toroidal gLAMPabcdeffbrwlaxn SFS[D(4,1)(2,1)] gLAMPabcdeffbcglahw SFS[D(2,1)(2,1)] gLAMPabcdeffbckiahr SFS[D(2,1)(2,1)] gLAMPabcdeffbrwtaqj toroidal gLAMPabcdeffbjriaqs SFS[D(2,1)(2,1)] gLAMPabcdeffbrwdqqs SFS[D(3,1)(2,1)] gLAMPabcdeffbcgmqqj SFS[D(7,2)(2,1)] gLAMPabcdeffbcktxxn SFS[D(7,2)(2,1)] gLAMPabcdeffbjrphhr SFS[D(7,2)(2,1)] gLAMPabcdeffbrwpxxk toroidal gLAMPacbdeffbgjpxxk toroidal gLAMPacbdeffbgjphhr toroidal gLAMPacbdeffbgjdhhw SFS[D(3,1)(3,2)] gLAMPacbdeffbgjdqqs SFS[D(3,1)(3,1)] gLAMPabcdeffbcgmxxn SFS[D(7,2)(2,1)] gLAMPabcdeffbcktqqj SFS[D(7,2)(2,1)] gLAMPabcdeffbjrpxxk SFS[D(7,2)(2,1)] gLAMPabcdeffbrwphhr toroidal gLAMPabcdeffbrwdhhw SFS[D(3,1)(2,1)] gLAMPacbdeffbrjhqqs SFS[D(5,3)(3,1)] gLAMPacbdeffbrnhqqs SFS[D(5,2)(3,1)] gLAMPabcdeffbrwqhhw SFS[D(12,5)(2,1)] gLAMPabcdeffbrgqxxn SFS[D(7,2)(2,1)] gLAMPacbdeffbgjqhhw SFS[D(12,7)(3,1)] gLAMPacbdeffbgjxhhr SFS[D(12,5)(3,1)] gLAMPabcdeffbrwxhhr SFS[D(12,5)(2,1)] gLAMPabcdeffbrghxxk SFS[D(5,2)(2,1)] gLAMPacbdeffbrjxqqj SFS[D(7,2)(3,1)] gLAMPacbdeffbrnxqqj SFS[D(7,5)(3,1)] gLAMPabcdeffbrbxqqj SFS[D(7,2)(2,1)] gLAMPabcdeffbrbhqqs SFS[D(5,2)(2,1)] gLAMPabcdeffbckexxk SFS[D(5,2)(2,1)] gLAMPabcdeffbcgdqqs SFS[D(5,2)(2,1)] gLAMPabcdeffbrwixxn toroidal gLAMPabcdeffbjrthhw SFS[D(5,2)(2,1)] gLAMPabcdeffbrwmqqj SFS[D(9,2)(2,1)] gLAMPacbdeffbgjmqqj SFS[D(9,2)(3,1)] gLAMPacbdeffbgjlhhr SFS[D(9,7)(3,1)] gLAMPacbdeffbgjthhw toroidal gLAMPacbdeffbgjixxn toroidal gLAMPabcdeffbrwlhhr SFS[D(9,2)(2,1)] gLAMPabcdeffbcglxxk SFS[D(5,2)(2,1)] gLAMPabcdeffbckiqqs SFS[D(5,2)(2,1)] gLAMPabcdeffbrwthhw toroidal gLAMPabcdeffbjrixxn SFS[D(5,2)(2,1)] gLAMPacbdeffbrjahhr SFS[D(3,1)(2,1)] gLAMPacbdeffbrnahhr SFS[D(3,1)(2,1)] gLAMPabcdeffbrwaqqj SFS[D(3,1)(2,1)] gLAMPabcdeffbrgaqqs SFS[D(5,2)(2,1)] gLAMPacbdeffbgjaqqj SFS[D(3,1)(3,2)] gLAMPacbdeffbgjaxxn SFS[D(3,1)(3,1)] gLAMPabcdeffbrwaxxn SFS[D(3,1)(2,1)] gLAMPabcdeffbrgahhw SFS[D(2,1)(2,1)] gLAMPacbdeffbrjaxxk SFS[D(5,2)(3,1)] gLAMPacbdeffbrnaxxk SFS[D(5,3)(3,1)] gLAMPabcdeffbrbaxxk SFS[D(5,2)(2,1)] gLAMPabcdeffbrbahhr SFS[D(2,1)(2,1)] gLAMPacbdeffbrjhhhw SFS[D(3,1)(2,1)] gLAMPacbdeffbrnhhhw SFS[D(3,1)(2,1)] gLAMPabcdeffbrwqqqs SFS[D(9,2)(2,1)] gLAMPabcdeffbrgqqqj SFS[D(7,2)(2,1)] gLAMPacbdeffbgjqqqs SFS[D(9,7)(3,1)] gLAMPacbdeffbgjxxxk SFS[D(9,2)(3,1)] gLAMPabcdeffbrwxxxk SFS[D(9,2)(2,1)] gLAMPabcdeffbrghhhr SFS[D(2,1)(2,1)] gLAMPacbdeffbrjxxxn SFS[D(7,5)(3,1)] gLAMPacbdeffbrnxxxn SFS[D(7,2)(3,1)] gLAMPabcdeffbrbxxxn SFS[D(7,2)(2,1)] gLAMPabcdeffbrbhhhw SFS[D(2,1)(2,1)] gLAMPabcdeffbckehhr SFS[D(2,1)(2,1)] gLAMPabcdeffbcgdhhw SFS[D(2,1)(2,1)] gLAMPabcdeffbrwiqqj toroidal gLAMPabcdeffbjrtqqs SFS[D(2,1)(2,1)] gLAMPabcdeffbrwmxxn SFS[D(12,5)(2,1)] gLAMPacbdeffbgjmxxn SFS[D(12,5)(3,1)] gLAMPacbdeffbgjlxxk SFS[D(12,7)(3,1)] gLAMPacbdeffbgjtqqs toroidal gLAMPacbdeffbgjiqqj toroidal gLAMPabcdeffbrwlxxk SFS[D(12,5)(2,1)] gLAMPabcdeffbcglhhr SFS[D(2,1)(2,1)] gLAMPabcdeffbckihhw SFS[D(2,1)(2,1)] gLAMPabcdeffbrwtqqs toroidal gLAMPabcdeffbjriqqj SFS[D(2,1)(2,1)] gLAMPabcdeffbcbaphw SFS[D(2,1)(2,1)] gLAMPabcdeffbcbathr SFS[D(2,1)(2,1)] gLAMPabcdeffbcjdmls SFS[D(2,1)(2,1)] gLAMPabcdeffbcjdiuj SFS[D(2,1)(2,1)] gLAMPabcdeffbcjaepr SFS[D(2,1)(2,1)] gLAMPabcdeffbcjaduw SFS[D(2,1)(2,1)] gLAMPabcdeffbcjddij SFS[D(2,1)(2,1)] gLAMPabcdeffbcjdemr SFS[D(2,1)(2,1)] gLAMPabcdeffbrwdauj SFS[D(4,1)(2,1)] gLAMPabcdeffbrwpaen SFS[D(4,1)(2,1)] gLAMPacbdeffbgjpaen SFS[D(4,1)(3,1)] gLAMPacbdeffbgjpatk SFS[D(4,3)(3,1)] gLAMPacbdeffbgjdals SFS[D(4,1)(3,1)] gLAMPacbdeffbgjdauj SFS[D(4,3)(3,1)] gLAMPabcdeffbrwpatk SFS[D(4,1)(2,1)] gLAMPabcdeffbrwdals SFS[D(4,1)(2,1)] gLAMPabcdeffbckaaer SFS[D(2,1)(2,1)] gLAMPabcdeffbcgaadw SFS[D(2,1)(2,1)] gLAMPabcdeffbrwaaij toroidal gLAMPabcdeffbjraats SFS[D(2,1)(2,1)] gLAMPabcdeffbrwaamk SFS[D(4,1)(2,1)] gLAMPacbdeffbgjaamk SFS[D(4,1)(3,1)] gLAMPacbdeffbgjaalk SFS[D(4,3)(3,1)] gLAMPacbdeffbgjaats toroidal gLAMPacbdeffbgjaaij toroidal gLAMPabcdeffbrwaalk SFS[D(4,1)(2,1)] gLAMPabcdeffbcgaalr SFS[D(2,1)(2,1)] gLAMPabcdeffbckaaiw SFS[D(2,1)(2,1)] gLAMPabcdeffbrwaats toroidal gLAMPabcdeffbjraaij SFS[D(2,1)(2,1)] gLAMPabcdeffbckuadw SFS[D(2,1)(2,1)] gLAMPabcdeffbcgpaer SFS[D(2,1)(2,1)] gLAMPabcdeffbrwdapr toroidal gLAMPabcdeffbjrdatw SFS[D(2,1)(2,1)] gLAMPabcdeffbrwpadw SFS[D(4,1)(2,1)] gLAMPacbdeffbgjpadw SFS[D(4,3)(3,1)] gLAMPacbdeffbgjpalr SFS[D(4,1)(3,1)] gLAMPacbdeffbgjdatw toroidal gLAMPacbdeffbgjdapr toroidal gLAMPabcdeffbrwpalr SFS[D(4,1)(2,1)] gLAMPabcdeffbcgpaiw SFS[D(2,1)(2,1)] gLAMPabcdeffbckualr SFS[D(2,1)(2,1)] gLAMPabcdeffbrwdatw toroidal gLAMPabcdeffbjrdapr SFS[D(2,1)(2,1)] gLAMPabcdeffbcjdmuj SFS[D(2,1)(2,1)] gLAMPabcdeffbcjdils SFS[D(2,1)(2,1)] gLAMPabcdeffbcjaetw SFS[D(2,1)(2,1)] gLAMPabcdeffbcjadmr SFS[D(2,1)(2,1)] gLAMPabcdeffbcjddts SFS[D(2,1)(2,1)] gLAMPabcdeffbcjdeuw SFS[D(2,1)(2,1)] gLAMPabcdeffbrwputb reducible gLAMPacbdeffbgjputb reducible gLAMPacbdeffbgjppdv reducible gLAMPabcdeffbrwppdv reducible gLAMPabcdeffbrwaudv reducible gLAMPacbdeffbgjapdv reducible gLAMPacbdeffbgjaudv reducible gLAMPabcdeffbrwapdv reducible gLAMPabcdeffbrwdido reducible gLAMPabcdeffbrwpmpc reducible gLAMPacbdeffbgjpmpc reducible gLAMPacbdeffbgjpipc reducible gLAMPacbdeffbgjdmdo reducible gLAMPacbdeffbgjdido reducible gLAMPabcdeffbrwpipc reducible gLAMPabcdeffbrwdmdo reducible gLAMPabcdeffbrnpatb reducible gLAMPacbdeffbjnuamb reducible gLAMPacbdeffbjjuamb reducible gLAMPabcdeffbrfuamb reducible gLAMPabcdeffbcodatb reducible gLAMPabcdeffbcseamb reducible gLAMPacbdeffbjnaatb reducible gLAMPacbdeffbjjaatb reducible gLAMPabcdeffbrnaamb reducible gLAMPabcdeffbrfaatb reducible gLAMPabcdeffbrwqhxb SFS[D(2,1)(2,1)] gLAMPacbdeffbgjqhxb SFS[D(3,1)(2,1)] gLAMPacbdeffbgjxhqb SFS[D(3,1)(2,1)] gLAMPabcdeffbrwxhqb SFS[D(2,1)(2,1)] gLAMPacbdeffbrjahqb reducible gLAMPacbdeffbrnahqb reducible gLAMPabcdeffbrgahxb reducible gLAMPabcdeffbrbahqb reducible gLAMPacbdeffbrjhhxb reducible gLAMPacbdeffbrnhhxb reducible gLAMPabcdeffbrghhqb reducible gLAMPabcdeffbrbhhxb reducible gLAMPabcdeffbckehqb reducible gLAMPabcdeffbcgdhxb reducible gLAMPabcdeffbrwiqho reducible gLAMPabcdeffbjrtqxf reducible gLAMPabcdeffbrwmxhv SFS[D(2,1)(2,1)] gLAMPacbdeffbgjmxhv SFS[D(3,1)(2,1)] gLAMPacbdeffbgjlxqv SFS[D(3,1)(2,1)] gLAMPacbdeffbgjtqxf reducible gLAMPacbdeffbgjiqho reducible gLAMPabcdeffbrwlxqv SFS[D(2,1)(2,1)] gLAMPabcdeffbcglhqb reducible gLAMPabcdeffbckihxb reducible gLAMPabcdeffbrwtqxf reducible gLAMPabcdeffbjriqho reducible gLAMPabcdeffbcbapxb reducible gLAMPabcdeffbcbatqb reducible gLAMPacbdeffbrjhaqb reducible gLAMPacbdeffbrnhaqb reducible gLAMPabcdeffbrghaxb reducible gLAMPabcdeffbrbhaqb reducible gLAMPabcdeffbckeaxb reducible gLAMPabcdeffbcgdaqb reducible gLAMPabcdeffbrwiaxf reducible gLAMPabcdeffbjrtaho reducible gLAMPabcdeffbrwmaqv SFS[D(2,1)(2,1)] gLAMPacbdeffbgjmaqv SFS[D(3,1)(2,1)] gLAMPacbdeffbgjlahc SFS[D(3,1)(2,1)] gLAMPacbdeffbgjtaho reducible gLAMPacbdeffbgjiaxf reducible gLAMPabcdeffbrwlahc SFS[D(2,1)(2,1)] gLAMPabcdeffbcglaxb reducible gLAMPabcdeffbckiaqb reducible gLAMPabcdeffbrwtaho reducible gLAMPabcdeffbjriaxf reducible gLAMPabcdeffbrgaaqb reducible gLAMPacbdeffbrjaaxb reducible gLAMPacbdeffbrnaaxb reducible gLAMPabcdeffbrbaaxb reducible gLAMPabcdeffbrwqaqb SFS[D(2,1)(2,1)] gLAMPacbdeffbgjqaqb SFS[D(3,1)(2,1)] gLAMPacbdeffbgjxaxb SFS[D(3,1)(2,1)] gLAMPabcdeffbrwxaxb SFS[D(2,1)(2,1)] gLAMPabcdeffbrwdqqv reducible gLAMPabcdeffbcgmqqb SFS[D(2,1)(2,1)] gLAMPabcdeffbcktxxb SFS[D(2,1)(2,1)] gLAMPabcdeffbjrphhf SFS[D(2,1)(2,1)] gLAMPabcdeffbrwpxxf toroidal gLAMPacbdeffbgjpxxf toroidal gLAMPacbdeffbgjphhf toroidal gLAMPacbdeffbgjdhhv reducible gLAMPacbdeffbgjdqqv reducible gLAMPabcdeffbcgmxxb SFS[D(2,1)(2,1)] gLAMPabcdeffbcktqqb SFS[D(2,1)(2,1)] gLAMPabcdeffbjrpxxf SFS[D(2,1)(2,1)] gLAMPabcdeffbrwphhf toroidal gLAMPabcdeffbrwdhhv reducible gLAMPabcdeffbrwqhhv SFS[D(3,1)(2,1)] gLAMPabcdeffbrgqxxb SFS[D(2,1)(2,1)] gLAMPacbdeffbgjqhhv SFS[D(3,1)(3,2)] gLAMPacbdeffbgjxhhf SFS[D(3,1)(3,1)] gLAMPabcdeffbrwxhhf SFS[D(3,1)(2,1)] gLAMPacbdeffbrjxqqb SFS[D(3,1)(2,1)] gLAMPacbdeffbrnxqqb SFS[D(3,1)(2,1)] gLAMPabcdeffbrbxqqb SFS[D(2,1)(2,1)] gLAMPabcdeffbrwixxb SFS[D(3,1)(2,1)] gLAMPabcdeffbrwmqqb SFS[D(3,1)(2,1)] gLAMPacbdeffbgjmqqb SFS[D(3,1)(3,1)] gLAMPacbdeffbgjlhhf SFS[D(3,1)(3,2)] gLAMPacbdeffbgjthhv SFS[D(3,1)(3,1)] gLAMPacbdeffbgjixxb SFS[D(3,1)(3,2)] gLAMPabcdeffbrwlhhf SFS[D(3,1)(2,1)] gLAMPabcdeffbrwthhv SFS[D(3,1)(2,1)] gLAMPabcdeffbrwaqqb reducible gLAMPacbdeffbgjaqqb reducible gLAMPacbdeffbgjaxxb reducible gLAMPabcdeffbrwaxxb reducible gLAMPabcdeffbrwqqqv SFS[D(3,1)(2,1)] gLAMPabcdeffbrgqqqb SFS[D(2,1)(2,1)] gLAMPacbdeffbgjqqqv SFS[D(3,1)(3,2)] gLAMPacbdeffbgjxxxf SFS[D(3,1)(3,1)] gLAMPabcdeffbrwxxxf SFS[D(3,1)(2,1)] gLAMPacbdeffbrjxxxb SFS[D(3,1)(2,1)] gLAMPacbdeffbrnxxxb SFS[D(3,1)(2,1)] gLAMPabcdeffbrbxxxb SFS[D(2,1)(2,1)] gLAMPabcdeffbrwiqqb SFS[D(3,1)(2,1)] gLAMPabcdeffbrwmxxb SFS[D(3,1)(2,1)] gLAMPacbdeffbgjmxxb SFS[D(3,1)(3,1)] gLAMPacbdeffbgjlxxf SFS[D(3,1)(3,2)] gLAMPacbdeffbgjtqqv SFS[D(3,1)(3,1)] gLAMPacbdeffbgjiqqb SFS[D(3,1)(3,2)] gLAMPabcdeffbrwlxxf SFS[D(3,1)(2,1)] gLAMPabcdeffbrwtqqv SFS[D(3,1)(2,1)] gLAMPabcdeffbrwduio reducible gLAMPabcdeffbcgmdmc T2xI gLAMPabcdeffbcktdic T2xI gLAMPabcdeffbjrplig T2xI gLAMPabcdeffbrwpemc SFS[A(2,1)] gLAMPacbdeffbgjpemc SFS[A(3,1)] gLAMPacbdeffbgjplig SFS[A(3,1)] gLAMPacbdeffbgjdtmg reducible gLAMPacbdeffbgjduio reducible gLAMPabcdeffbcgmpio T2xI gLAMPabcdeffbcktpmo T2xI gLAMPabcdeffbjrpemc T2xI gLAMPabcdeffbrwplig SFS[A(2,1)] gLAMPabcdeffbrwdtmg reducible gLAMPabcdeffbcjqtmg SFS[D(3,1)(2,1)] gLAMPabcdeffbcjxeic SFS[D(3,1)(2,1)] gLAMPabcdeffbcoxdmc SFS[D(2,1)(2,1)] gLAMPabcdeffbcsqdic SFS[D(2,1)(2,1)] gLAMPabcdeffbcjmipb SFS[D(3,1)(2,1)] gLAMPabcdeffbcjiiuv SFS[D(3,1)(2,1)] gLAMPabcdeffbcjilpo SFS[D(3,1)(2,1)] gLAMPabcdeffbcjmlub SFS[D(3,1)(2,1)] gLAMPabcdeffbcjmlpo SFS[D(3,1)(2,1)] gLAMPabcdeffbcjilub SFS[D(3,1)(2,1)] gLAMPacbdeffjfjaeic SFS[D(2,1)(2,1)] gLAMPabcdeffbrwaiuv reducible gLAMPabcdeffjrjaeic SFS[D(3,1)(2,1)] gLAMPabcdeffjkjaeic SFS[D(3,1)(2,1)] gLAMPabcdeffjjoaeic SFS[D(2,1)(2,1)] gLAMPabcdeffbrwaipb reducible gLAMPabcdeffjkjaemc SFS[D(3,1)(2,1)] gLAMPabcdeffjrjaemc SFS[D(3,1)(2,1)] gLAMPacbdeffbgjaipb reducible gLAMPacbdeffbgjalub reducible gLAMPacbdeffbgjalpo reducible gLAMPacbdeffjgnaiuv SFS[D(3,1)(3,1)] gLAMPacbdeffjgjalpo SFS[D(3,1)(3,2)] gLAMPacbdeffbgjaiuv reducible gLAMPacbdeffjgjaipb SFS[D(3,1)(3,2)] gLAMPacbdeffjgnaipb SFS[D(3,1)(3,1)] gLAMPabcdeffbrwalub reducible gLAMPabcdeffjrjalig SFS[D(3,1)(2,1)] gLAMPabcdeffjkjalig SFS[D(3,1)(2,1)] gLAMPabcdeffjjoaemc SFS[D(2,1)(2,1)] gLAMPabcdeffbrwalpo reducible gLAMPabcdeffjkjalmg SFS[D(3,1)(2,1)] gLAMPabcdeffjrjalmg SFS[D(3,1)(2,1)] gLAMPacbdeffjfjalig SFS[D(2,1)(2,1)] gLAMPabcdeffbcjqtig SFS[D(3,1)(2,1)] gLAMPabcdeffbcjxemc SFS[D(3,1)(2,1)] gLAMPabcdeffbcoxdic SFS[D(2,1)(2,1)] gLAMPabcdeffbcsqdmc SFS[D(2,1)(2,1)] gLAMPabcdeffbcjmiuv SFS[D(3,1)(2,1)] gLAMPabcdeffbcjiipb SFS[D(3,1)(2,1)] gLAMPabcdeffbrwdumo reducible gLAMPabcdeffbcgmdic T2xI gLAMPabcdeffbcktdmc T2xI gLAMPabcdeffbjrplmg T2xI gLAMPabcdeffbrwpeic SFS[A(2,1)] gLAMPacbdeffbgjpeic SFS[A(3,1)] gLAMPacbdeffbgjplmg SFS[A(3,1)] gLAMPacbdeffbgjdtig reducible gLAMPacbdeffbgjdumo reducible gLAMPabcdeffbcgmpmo T2xI gLAMPabcdeffbcktpio T2xI gLAMPabcdeffbjrpeic T2xI gLAMPabcdeffbrwplmg SFS[A(2,1)] gLAMPabcdeffbrwdtig reducible gLAMPabcdeffbcjqepb SFS[D(2,1)(2,1)] gLAMPabcdeffbcjxidc SFS[D(2,1)(2,1)] gLAMPabcdeffbcjiutv SFS[D(2,1)(2,1)] gLAMPabcdeffbcjmdio SFS[D(2,1)(2,1)] gLAMPabcdeffbcoaidc reducible gLAMPabcdeffbcsalef reducible gLAMPabcdeffbcohlef reducible gLAMPabcdeffbcshidc reducible gLAMPabcdeffbcjmpig SFS[D(2,1)(2,1)] gLAMPabcdeffbcjielv SFS[D(2,1)(2,1)] gLAMPacbdeffbcjaaef reducible gLAMPacbdeffbcnaaef reducible gLAMPacbdeffbcnaadb reducible gLAMPacbdeffjcnaadb SFS[D(3,1)(3,1)] gLAMPacbdeffjfjaadc SFS[D(3,1)(3,2)] gLAMPacbdeffbcjaadb reducible gLAMPacbdeffjcjaadb SFS[D(3,1)(3,2)] gLAMPacbdeffjcnaaef SFS[D(3,1)(3,1)] gLAMPabcdeffbrjaadc reducible gLAMPabcdeffjrjaadc SFS[D(3,1)(2,1)] gLAMPabcdeffjkwaaig SFS[D(3,1)(2,1)] gLAMPabcdeffbrvaaef reducible gLAMPabcdeffjkvaamc SFS[D(3,1)(2,1)] gLAMPabcdeffjrvaaef SFS[D(3,1)(2,1)] gLAMPabcdeffbrjaaeb reducible gLAMPabcdeffjkwaamg SFS[D(3,1)(2,1)] gLAMPabcdeffjrjaaeb SFS[D(3,1)(2,1)] gLAMPacbdeffjgjaaig SFS[D(2,1)(2,1)] gLAMPabcdeffjjkaamc SFS[D(2,1)(2,1)] gLAMPabcdeffbrvaadb reducible gLAMPabcdeffjrvaadb SFS[D(3,1)(2,1)] gLAMPabcdeffjkvaaic SFS[D(3,1)(2,1)] gLAMPabcdeffjjkaaic SFS[D(2,1)(2,1)] gLAMPacbdeffjcjaaic SFS[D(2,1)(2,1)] gLAMPabcdeffbcjqeuv SFS[D(2,1)(2,1)] gLAMPabcdeffbcjxieb SFS[D(2,1)(2,1)] gLAMPabcdeffbcjietv SFS[D(2,1)(2,1)] gLAMPabcdeffbcjmpmg SFS[D(2,1)(2,1)] gLAMPabcdeffbcoaieb reducible gLAMPabcdeffbcsaldb reducible gLAMPabcdeffbcohldb reducible gLAMPabcdeffbcshieb reducible gLAMPabcdeffbcjmdmo SFS[D(2,1)(2,1)] gLAMPabcdeffbcjiulf SFS[D(2,1)(2,1)] gLAMPacbdeffbcjaddc reducible gLAMPacbdeffbcnaddc reducible gLAMPacbdeffbcnadeb reducible gLAMPacbdeffjcnadeb SFS[D(3,1)(3,1)] gLAMPacbdeffjfjaedb SFS[D(3,1)(3,2)] gLAMPacbdeffbcjadeb reducible gLAMPacbdeffjcjaddc SFS[D(3,1)(3,2)] gLAMPacbdeffjcnaddc SFS[D(3,1)(3,1)] gLAMPabcdeffbrjaeef reducible gLAMPabcdeffjrjaeef SFS[D(3,1)(2,1)] gLAMPabcdeffjkwaimo SFS[D(3,1)(2,1)] gLAMPabcdeffbrvaddc reducible gLAMPabcdeffjkvaiig SFS[D(3,1)(2,1)] gLAMPabcdeffjrvaddc SFS[D(3,1)(2,1)] gLAMPabcdeffbrjaedb reducible gLAMPabcdeffjkwaiio SFS[D(3,1)(2,1)] gLAMPabcdeffjrjaedb SFS[D(3,1)(2,1)] gLAMPacbdeffjgjaiio SFS[D(2,1)(2,1)] gLAMPabcdeffjjkaiig SFS[D(2,1)(2,1)] gLAMPabcdeffbrvadeb reducible gLAMPabcdeffjrvadeb SFS[D(3,1)(2,1)] gLAMPabcdeffjkvaimg SFS[D(3,1)(2,1)] gLAMPabcdeffjjkaimg SFS[D(2,1)(2,1)] gLAMPacbdeffjcjaiig SFS[D(2,1)(2,1)] gLAMPabcdeffbrftdac reducible gLAMPabcdeffbrnmpao reducible gLAMPacbdeffbjntdac reducible gLAMPacbdeffbjjtdac reducible gLAMPacbdeffbjjtpao reducible gLAMPacbdeffbjntpao reducible gLAMPabcdeffbrnmdac reducible gLAMPabcdeffbrftpao reducible gLAMPabcdeffbrbxdac reducible gLAMPabcdeffbrgqdac reducible gLAMPacbdeffbrjxpao reducible gLAMPacbdeffbrnxpao reducible gLAMPacbdeffbrnxdac reducible gLAMPacbdeffbrjxdac reducible gLAMPabcdeffbrgqpao reducible gLAMPabcdeffbrbxpao reducible gLAMPacbdeffbcjeeac reducible gLAMPacbdeffbcneeac reducible gLAMPacbdeffbcnddac reducible gLAMPacbdeffjcnddac SFS[D(3,1)(3,1)] gLAMPacbdeffjfjddaf SFS[D(3,1)(3,2)] gLAMPacbdeffbcjddac reducible gLAMPacbdeffjcjddac SFS[D(3,1)(3,2)] gLAMPacbdeffjcneeac SFS[D(3,1)(3,1)] gLAMPabcdeffbrjddaf reducible gLAMPabcdeffjrjddaf SFS[D(3,1)(2,1)] gLAMPabcdeffjkwiiao SFS[D(3,1)(2,1)] gLAMPabcdeffbrveeac reducible gLAMPabcdeffjkvmiag SFS[D(3,1)(2,1)] gLAMPabcdeffjrveeac SFS[D(3,1)(2,1)] gLAMPabcdeffbrjedac reducible gLAMPabcdeffjkwmiao SFS[D(3,1)(2,1)] gLAMPabcdeffjrjedac SFS[D(3,1)(2,1)] gLAMPacbdeffjgjiiao SFS[D(2,1)(2,1)] gLAMPabcdeffjjkmiag SFS[D(2,1)(2,1)] gLAMPabcdeffbrvddac reducible gLAMPabcdeffjrvddac SFS[D(3,1)(2,1)] gLAMPabcdeffjkviiag SFS[D(3,1)(2,1)] gLAMPabcdeffjjkiiag SFS[D(2,1)(2,1)] gLAMPacbdeffjcjiiag SFS[D(2,1)(2,1)] gLAMPacbdeffjcjidaf SFS[D(2,1)(2,1)] gLAMPabcdeffjjkidaf SFS[D(2,1)(2,1)] gLAMPabcdeffbrvdpao reducible gLAMPabcdeffjrvdpao SFS[D(3,1)(2,1)] gLAMPabcdeffjkvidaf SFS[D(3,1)(2,1)] gLAMPabcdeffjjkmdaf SFS[D(2,1)(2,1)] gLAMPacbdeffjgjilav SFS[D(2,1)(2,1)] gLAMPabcdeffbrjepao reducible gLAMPabcdeffjkwmlav SFS[D(3,1)(2,1)] gLAMPabcdeffjrjepao SFS[D(3,1)(2,1)] gLAMPabcdeffbrvelag reducible gLAMPabcdeffjkvmdaf SFS[D(3,1)(2,1)] gLAMPabcdeffjrvelag SFS[D(3,1)(2,1)] gLAMPabcdeffbrjdiag reducible gLAMPabcdeffjrjdiag SFS[D(3,1)(2,1)] gLAMPabcdeffjkwilav SFS[D(3,1)(2,1)] gLAMPacbdeffbcjelag reducible gLAMPacbdeffbcnelag reducible gLAMPacbdeffbcndpao reducible gLAMPacbdeffjcndpao SFS[D(3,1)(3,1)] gLAMPacbdeffjfjdiag SFS[D(3,1)(3,2)] gLAMPacbdeffbcjdpao reducible gLAMPacbdeffjcjdpao SFS[D(3,1)(3,2)] gLAMPacbdeffjcnelag SFS[D(3,1)(3,1)] gLAMPabcdeffbcgmqac SFS[D(3,1)(2,1)] gLAMPabcdeffbcktxao SFS[D(3,1)(2,1)] gLAMPabcdeffbjrphac SFS[D(3,1)(2,1)] gLAMPabcdeffbrwpxag toroidal gLAMPacbdeffbgjpxag toroidal gLAMPacbdeffbgjphac toroidal gLAMPabcdeffbcgmxao SFS[D(3,1)(2,1)] gLAMPabcdeffbcktqac SFS[D(3,1)(2,1)] gLAMPabcdeffbjrpxag SFS[D(3,1)(2,1)] gLAMPabcdeffbrwphac toroidal gLAMPacbdeffbrjhqag SFS[D(3,1)(2,1)] gLAMPacbdeffbrnhqag SFS[D(3,1)(2,1)] gLAMPabcdeffbrwqhao SFS[D(5,2)(2,1)] gLAMPabcdeffbrgqxao SFS[D(3,1)(2,1)] gLAMPacbdeffbgjqhao SFS[D(5,3)(3,1)] gLAMPacbdeffbgjxhac SFS[D(5,2)(3,1)] gLAMPabcdeffbrwxhac SFS[D(5,2)(2,1)] gLAMPabcdeffbrghxag SFS[D(2,1)(2,1)] gLAMPacbdeffbrjxqac SFS[D(3,1)(3,1)] gLAMPacbdeffbrnxqac SFS[D(3,1)(3,2)] gLAMPabcdeffbrbxqac SFS[D(3,1)(2,1)] gLAMPabcdeffbrbhqag SFS[D(2,1)(2,1)] gLAMPabcdeffbckexag SFS[D(2,1)(2,1)] gLAMPabcdeffbcgdqag SFS[D(2,1)(2,1)] gLAMPabcdeffbrwixao toroidal gLAMPabcdeffbjrthao SFS[D(2,1)(2,1)] gLAMPabcdeffbrwmqav SFS[D(4,1)(2,1)] gLAMPacbdeffbgjmqav SFS[D(4,1)(3,1)] gLAMPacbdeffbgjlhac SFS[D(4,3)(3,1)] gLAMPacbdeffbgjthao toroidal gLAMPacbdeffbgjixao toroidal gLAMPabcdeffbrwlhac SFS[D(4,1)(2,1)] gLAMPabcdeffbcglxag SFS[D(2,1)(2,1)] gLAMPabcdeffbckiqag SFS[D(2,1)(2,1)] gLAMPabcdeffbrwthao toroidal gLAMPabcdeffbjrixao SFS[D(2,1)(2,1)] gLAMPabcdeffbrgaqag SFS[D(2,1)(2,1)] gLAMPacbdeffbrjaxag SFS[D(3,1)(2,1)] gLAMPacbdeffbrnaxag SFS[D(3,1)(2,1)] gLAMPabcdeffbrbaxag SFS[D(2,1)(2,1)] gLAMPabcdeffbrwqqag SFS[D(4,1)(2,1)] gLAMPabcdeffbrgqqac SFS[D(3,1)(2,1)] gLAMPacbdeffbgjqqag SFS[D(4,3)(3,1)] gLAMPacbdeffbgjxxag SFS[D(4,1)(3,1)] gLAMPabcdeffbrwxxag SFS[D(4,1)(2,1)] gLAMPacbdeffbrjxxao SFS[D(3,1)(3,2)] gLAMPacbdeffbrnxxao SFS[D(3,1)(3,1)] gLAMPabcdeffbrbxxao SFS[D(3,1)(2,1)] gLAMPabcdeffbrwiqav SFS[D(5,2)(2,1)] gLAMPabcdeffbrwmxao SFS[D(5,2)(2,1)] gLAMPacbdeffbgjmxao SFS[D(5,2)(3,1)] gLAMPacbdeffbgjlxag SFS[D(5,3)(3,1)] gLAMPacbdeffbgjtqag SFS[D(5,3)(3,1)] gLAMPacbdeffbgjiqav SFS[D(5,2)(3,1)] gLAMPabcdeffbrwlxag SFS[D(5,2)(2,1)] gLAMPabcdeffbrwtqag SFS[D(5,2)(2,1)] gLAMPabcdeffbcgmtac SFS[D(3,1)(2,1)] gLAMPabcdeffbcktiab SFS[D(3,1)(2,1)] gLAMPabcdeffbjrpiaf SFS[D(3,1)(2,1)] gLAMPabcdeffbrwpmaf toroidal gLAMPacbdeffbgjpmaf toroidal gLAMPacbdeffbgjpiaf toroidal gLAMPabcdeffbcgmlao SFS[D(3,1)(2,1)] gLAMPabcdeffbcktmab SFS[D(3,1)(2,1)] gLAMPabcdeffbjrpmaf SFS[D(3,1)(2,1)] gLAMPabcdeffbrwpiaf toroidal gLAMPabcdeffbrbxtac SFS[D(3,1)(2,1)] gLAMPabcdeffbrwxuac SFS[D(4,1)(2,1)] gLAMPabcdeffbrwqeao SFS[D(4,1)(2,1)] gLAMPabcdeffbrgqiab SFS[D(3,1)(2,1)] gLAMPacbdeffbgjqeao SFS[D(4,3)(3,1)] gLAMPacbdeffbgjxiaf SFS[D(4,1)(3,1)] gLAMPacbdeffbgjqmav SFS[D(4,3)(3,1)] gLAMPacbdeffbgjxuac SFS[D(4,1)(3,1)] gLAMPabcdeffbrwxiaf SFS[D(4,1)(2,1)] gLAMPacbdeffbrjxmab SFS[D(3,1)(3,2)] gLAMPacbdeffbrnxmab SFS[D(3,1)(3,1)] gLAMPacbdeffbrnxtac SFS[D(3,1)(3,1)] gLAMPacbdeffbrjxtac SFS[D(3,1)(3,2)] gLAMPabcdeffbrgqlao SFS[D(3,1)(2,1)] gLAMPabcdeffbrwqmav SFS[D(4,1)(2,1)] gLAMPabcdeffbrbxmab SFS[D(3,1)(2,1)] gLAMPabcdeffbrwidao SFS[D(5,2)(2,1)] gLAMPabcdeffbrwmuag SFS[D(5,2)(2,1)] gLAMPacbdeffbgjmuag SFS[D(5,2)(3,1)] gLAMPacbdeffbgjliaf SFS[D(5,3)(3,1)] gLAMPacbdeffbgjtmav SFS[D(5,3)(3,1)] gLAMPacbdeffbgjidao SFS[D(5,2)(3,1)] gLAMPabcdeffbrwliaf SFS[D(5,2)(2,1)] gLAMPabcdeffbrwtmav SFS[D(5,2)(2,1)] gLAMPabcdeffbckipaf SFS[D(2,1)(2,1)] gLAMPabcdeffbcgluac SFS[D(2,1)(2,1)] gLAMPabcdeffbrwtiav toroidal gLAMPabcdeffbjrieav SFS[D(2,1)(2,1)] gLAMPabcdeffbrwlmaf SFS[D(4,1)(2,1)] gLAMPacbdeffbgjlmaf SFS[D(4,3)(3,1)] gLAMPacbdeffbgjmpag SFS[D(4,1)(3,1)] gLAMPacbdeffbgjieav toroidal gLAMPacbdeffbgjtiav toroidal gLAMPabcdeffbrwmpag SFS[D(4,1)(2,1)] gLAMPabcdeffbcgdlac SFS[D(2,1)(2,1)] gLAMPabcdeffbckeiaf SFS[D(2,1)(2,1)] gLAMPabcdeffbrwieav toroidal gLAMPabcdeffbjrtiav SFS[D(2,1)(2,1)] gLAMPabcdeffbrwluac SFS[D(5,2)(2,1)] gLAMPabcdeffbrwteao SFS[D(5,2)(2,1)] gLAMPacbdeffbgjteao SFS[D(5,3)(3,1)] gLAMPacbdeffbgjipag SFS[D(5,2)(3,1)] gLAMPacbdeffbgjmeav SFS[D(5,2)(3,1)] gLAMPacbdeffbgjluac SFS[D(5,3)(3,1)] gLAMPabcdeffbrwipag SFS[D(5,2)(2,1)] gLAMPabcdeffbrwmeav SFS[D(5,2)(2,1)] gLAMPabcdeffbrbauac SFS[D(2,1)(2,1)] gLAMPabcdeffbrgapaf SFS[D(2,1)(2,1)] gLAMPacbdeffbrjauac SFS[D(3,1)(2,1)] gLAMPacbdeffbrnauac SFS[D(3,1)(2,1)] gLAMPacbdeffbrnaiaf SFS[D(3,1)(2,1)] gLAMPacbdeffbrjaiaf SFS[D(3,1)(2,1)] gLAMPabcdeffbrgalac SFS[D(2,1)(2,1)] gLAMPabcdeffbrbaiaf SFS[D(2,1)(2,1)] gLAMPabcdeffbrbhpaf SFS[D(2,1)(2,1)] gLAMPabcdeffbrbxiab SFS[D(3,1)(2,1)] gLAMPabcdeffbrghuac SFS[D(2,1)(2,1)] gLAMPabcdeffbrwxmaf SFS[D(5,2)(2,1)] gLAMPacbdeffbrjhpaf SFS[D(3,1)(2,1)] gLAMPacbdeffbrnhpaf SFS[D(3,1)(2,1)] gLAMPacbdeffbrnhlac SFS[D(3,1)(2,1)] gLAMPacbdeffbrjhlac SFS[D(3,1)(2,1)] gLAMPabcdeffbrwqiav SFS[D(5,2)(2,1)] gLAMPabcdeffbrgqtac SFS[D(3,1)(2,1)] gLAMPacbdeffbgjqiav SFS[D(5,3)(3,1)] gLAMPacbdeffbgjxpag SFS[D(5,2)(3,1)] gLAMPacbdeffbgjqdag SFS[D(5,3)(3,1)] gLAMPacbdeffbgjxmaf SFS[D(5,2)(3,1)] gLAMPabcdeffbrwxpag SFS[D(5,2)(2,1)] gLAMPabcdeffbrghiaf SFS[D(2,1)(2,1)] gLAMPacbdeffbrjxlao SFS[D(3,1)(3,1)] gLAMPacbdeffbrnxlao SFS[D(3,1)(3,2)] gLAMPacbdeffbrnxiab SFS[D(3,1)(3,2)] gLAMPacbdeffbrjxiab SFS[D(3,1)(3,1)] gLAMPabcdeffbrgqmab SFS[D(3,1)(2,1)] gLAMPabcdeffbrwqdag SFS[D(5,2)(2,1)] gLAMPabcdeffbrbxlao SFS[D(3,1)(2,1)] gLAMPabcdeffbrbhlac SFS[D(2,1)(2,1)] gLAMPabcdeffbckeuac SFS[D(2,1)(2,1)] gLAMPabcdeffbcgdpaf SFS[D(2,1)(2,1)] gLAMPabcdeffbrwiuag toroidal gLAMPabcdeffbjrtdag SFS[D(2,1)(2,1)] gLAMPabcdeffbrwmdao SFS[D(4,1)(2,1)] gLAMPacbdeffbgjmdao SFS[D(4,1)(3,1)] gLAMPacbdeffbgjlpag SFS[D(4,3)(3,1)] gLAMPacbdeffbgjtdag toroidal gLAMPacbdeffbgjiuag toroidal gLAMPabcdeffbrwlpag SFS[D(4,1)(2,1)] gLAMPabcdeffbcgliaf SFS[D(2,1)(2,1)] gLAMPabcdeffbckilac SFS[D(2,1)(2,1)] gLAMPabcdeffbrwtdag toroidal gLAMPabcdeffbjriuag SFS[D(2,1)(2,1)] gLAMPabcdeffbcgmiab SFS[D(3,1)(2,1)] gLAMPabcdeffbckttac SFS[D(3,1)(2,1)] gLAMPabcdeffbjrppag SFS[D(3,1)(2,1)] gLAMPabcdeffbrwpuac toroidal gLAMPacbdeffbgjpuac toroidal gLAMPacbdeffbgjppag toroidal gLAMPabcdeffbcgmmab SFS[D(3,1)(2,1)] gLAMPabcdeffbcktlao SFS[D(3,1)(2,1)] gLAMPabcdeffbjrpuac SFS[D(3,1)(2,1)] gLAMPabcdeffbrwppag toroidal gLAMPacbdeffbjntaab reducible gLAMPacbdeffbjjtaab reducible gLAMPabcdeffbrnmaab reducible gLAMPabcdeffbrftaab reducible gLAMPabcdeffbrgqaab reducible gLAMPacbdeffbrjxaab reducible gLAMPacbdeffbrnxaab reducible gLAMPabcdeffbrbxaab reducible gLAMPacbdeffbcjeaaf reducible gLAMPacbdeffbcneaaf reducible gLAMPacbdeffbcndaab reducible gLAMPacbdeffjcndaab SFS[D(3,1)(3,1)] gLAMPacbdeffjfjdaac SFS[D(3,1)(3,2)] gLAMPacbdeffbcjdaab reducible gLAMPacbdeffjcjdaab SFS[D(3,1)(3,2)] gLAMPacbdeffjcneaaf SFS[D(3,1)(3,1)] gLAMPabcdeffbrjdaac reducible gLAMPabcdeffjrjdaac SFS[D(3,1)(2,1)] gLAMPabcdeffjkwiaag SFS[D(3,1)(2,1)] gLAMPabcdeffbrveaaf reducible gLAMPabcdeffjkvmaac SFS[D(3,1)(2,1)] gLAMPabcdeffjrveaaf SFS[D(3,1)(2,1)] gLAMPabcdeffbrjeaab reducible gLAMPabcdeffjkwmaag SFS[D(3,1)(2,1)] gLAMPabcdeffjrjeaab SFS[D(3,1)(2,1)] gLAMPacbdeffjgjiaag SFS[D(2,1)(2,1)] gLAMPabcdeffjjkmaac SFS[D(2,1)(2,1)] gLAMPabcdeffbrvdaab reducible gLAMPabcdeffjrvdaab SFS[D(3,1)(2,1)] gLAMPabcdeffjkviaac SFS[D(3,1)(2,1)] gLAMPabcdeffjjkiaac SFS[D(2,1)(2,1)] gLAMPacbdeffjcjiaac SFS[D(2,1)(2,1)] gLAMPbbcdeffdegdadn toroidal gLAMPbbcdeffadjdadr SFS[D(3,1)(2,1)] gLAMPbbcdeffadjdadn SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkadhj toroidal gLAMPbbcdeffaifaehk SFS[D(3,1)(2,1)] gLAMPbbcdeffaifaeqn SFS[D(3,1)(2,1)] gLAMPbbcdeffaicadhj toroidal gLAMPbbcdeffaicadxj toroidal gLAMPbbcdeffaicaixr SFS[D(3,1)(2,1)] gLAMPbbcdeffaicaiqw SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkaiqw SFS[D(2,1)(2,1)] gLAMPbbcdeffaqoaehk SFS[D(2,1)(2,1)] gLAMPbbcdeffaikxqhk SFS[D(18,7)(3,1)] gLAMPbbcdeffainxhqn SFS[D(18,11)(3,1)] gLAMPbbcdeffaijqxhs toroidal gLAMPbbcdeffaisqhxj toroidal gLAMPbbcdeffaifxqhk toroidal gLAMPbbcdeffaifhqxr toroidal gLAMPbbcdeffaicqxhs SFS[D(3,1)(3,1)] gLAMPbbcdeffaichxqw SFS[D(3,1)(3,2)] gLAMPbbcdeffaqkhxqw SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbqxhs SFS[D(15,4)(2,1)] gLAMPbbcdeffaqbhxqw SFS[D(18,7)(2,1)] gLAMPbbcdeffainqhxj SFS[D(15,11)(3,1)] gLAMPbbcdeffaikhqxr SFS[D(15,4)(3,1)] gLAMPbbcdeffaisxhqn toroidal gLAMPbbcdeffaijhxqw toroidal gLAMPbbcdeffduwqxhs toroidal gLAMPbbcdeffduwhxqw toroidal gLAMPbbcdeffdugqhxj toroidal gLAMPbbcdeffaqjqhxj toroidal gLAMPbbcdeffdhwhxqw s063(0,0) gLAMPbbcdeffdurhqxr toroidal gLAMPbbcdeffdhrhqxr s067(0,0) gLAMPbbcdeffderhqxr toroidal gLAMPbbcdeffdurxqhk toroidal gLAMPbbcdeffderxqhk toroidal gLAMPbbcdeffdhrxqhk s053(0,0) gLAMPbbcdeffdhgqhxj m099(0,0) gLAMPbbcdeffadsqxhs SFS[D(15,4)(2,1)] gLAMPbbcdeffemkqhxj s105(0,0) gLAMPbbcdeffaqohqxr toroidal gLAMPbbcdeffadoxqhk SFS[D(15,4)(2,1)] gLAMPbbcdeffadohqxr SFS[D(18,7)(2,1)] gLAMPbbcdeffdugxhqn toroidal gLAMPbbcdeffdhwqxhs s050(0,0) gLAMPbbcdeffaqjxhqn toroidal gLAMPbbcdeffdegqhxj toroidal gLAMPbbcdeffadjqhxj SFS[D(3,1)(2,1)] gLAMPbbcdeffadjxhqn SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgxhqn m098(0,0) gLAMPbbcdeffemkxhqn s104(0,0) gLAMPbbcdeffadshxqw SFS[D(18,7)(2,1)] gLAMPbbcdeffdegixhs SFS[D(10,3)(2,1)] gLAMPbbcdeffaikaxqw SFS[D(5,4)(3,1)] gLAMPbbcdeffainaxhs SFS[D(5,1)(3,1)] gLAMPbbcdeffaijaqxr toroidal gLAMPbbcdeffaisaqhn toroidal gLAMPbbcdeffaifaxqw SFS[D(7,5)(3,1)] gLAMPbbcdeffaifahqn SFS[D(7,2)(3,1)] gLAMPbbcdeffaicaqxr SFS[D(7,4)(3,1)] gLAMPbbcdeffaicahxj SFS[D(7,3)(3,1)] gLAMPbbcdeffaqkahxj SFS[D(7,3)(2,1)] gLAMPbbcdeffaqbaqxr SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbahxj SFS[D(5,1)(2,1)] gLAMPbbcdeffainaqhn SFS[D(3,1)(2,1)] gLAMPbbcdeffaikahqn SFS[D(3,1)(2,1)] gLAMPbbcdeffaisaxhs toroidal gLAMPbbcdeffaijahxj toroidal gLAMPbbcdeffduwaqxr SFS[D(3,1)(2,1)] gLAMPbbcdeffduwahxj SFS[D(3,1)(2,1)] gLAMPbbcdeffdugaqhn toroidal gLAMPbbcdeffaqjaqhn toroidal gLAMPbbcdeffdhwahxj m027(0,0) gLAMPbbcdeffdurahqn toroidal gLAMPbbcdeffdhrahqn m026(0,0) gLAMPbbcdeffderahqn toroidal gLAMPbbcdeffduraxqw toroidal gLAMPbbcdeffderaxqw toroidal gLAMPbbcdeffdhraxqw m011(0,0) gLAMPbbcdeffdhgaqhn m043(0,0) gLAMPbbcdeffadsaqxr SFS[D(2,1)(2,1)] gLAMPbbcdeffemkaqhn m069(0,0) gLAMPbbcdeffaqoahqn SFS[D(7,2)(2,1)] gLAMPbbcdeffadoaxqw SFS[D(2,1)(2,1)] gLAMPbbcdeffadoahqn SFS[D(5,1)(2,1)] gLAMPbbcdeffdugaxhs toroidal gLAMPbbcdeffdhwaqxr m006(0,0) gLAMPbbcdeffaqjaxhs toroidal gLAMPbbcdeffdegaqhn toroidal gLAMPbbcdeffadjaqhn SFS[D(7,3)(2,1)] gLAMPbbcdeffadjaxhs SFS[D(7,3)(2,1)] gLAMPbbcdeffdhgaxhs m044(0,0) gLAMPbbcdeffemkaxhs m070(0,0) gLAMPbbcdeffadsahxj SFS[D(5,1)(2,1)] gLAMPbbcdeffaikxxhs SFS[D(17,7)(3,1)] gLAMPbbcdeffainxxqw SFS[D(17,10)(3,1)] gLAMPbbcdeffaijqqhk toroidal gLAMPbbcdeffaisqqxr toroidal gLAMPbbcdeffaifxxhs toroidal gLAMPbbcdeffaifhhxj toroidal gLAMPbbcdeffaicqqhk SFS[D(4,3)(3,1)] gLAMPbbcdeffaichhqn SFS[D(4,1)(3,1)] gLAMPbbcdeffaqkhhqn SFS[D(4,1)(2,1)] gLAMPbbcdeffaqbqqhk SFS[D(13,3)(2,1)] gLAMPbbcdeffaqbhhqn SFS[D(17,7)(2,1)] gLAMPbbcdeffainqqxr SFS[D(13,10)(3,1)] gLAMPbbcdeffaikhhxj SFS[D(13,3)(3,1)] gLAMPbbcdeffaisxxqw toroidal gLAMPbbcdeffaijhhqn toroidal gLAMPbbcdeffduwqqhk toroidal gLAMPbbcdeffduwhhqn toroidal gLAMPbbcdeffdugqqxr toroidal gLAMPbbcdeffaqjqqxr toroidal gLAMPbbcdeffdhwhhqn s058(0,0) gLAMPbbcdeffdurhhxj toroidal gLAMPbbcdeffdhrhhxj s059(0,0) gLAMPbbcdeffderhhxj toroidal gLAMPbbcdeffdurxxhs toroidal gLAMPbbcdeffderxxhs toroidal gLAMPbbcdeffdhrxxhs s037(0,0) gLAMPbbcdeffdhgqqxr m096(0,0) gLAMPbbcdeffadsqqhk SFS[D(13,3)(2,1)] gLAMPbbcdeffemkqqxr s101(0,0) gLAMPbbcdeffaqohhxj toroidal gLAMPbbcdeffadoxxhs SFS[D(13,3)(2,1)] gLAMPbbcdeffadohhxj SFS[D(17,7)(2,1)] gLAMPbbcdeffdugxxqw toroidal gLAMPbbcdeffdhwqqhk s036(0,0) gLAMPbbcdeffaqjxxqw toroidal gLAMPbbcdeffdegqqxr toroidal gLAMPbbcdeffadjqqxr SFS[D(4,1)(2,1)] gLAMPbbcdeffadjxxqw SFS[D(4,1)(2,1)] gLAMPbbcdeffdhgxxqw m095(0,0) gLAMPbbcdeffemkxxqw s100(0,0) gLAMPbbcdeffadshhqn SFS[D(17,7)(2,1)] gLAMPbbcdeffdegiqhn SFS[D(11,4)(2,1)] gLAMPbbcdeffaqkapxj SFS[D(5,1)(2,1)] gLAMPbbcdeffaifamxj SFS[D(5,4)(3,1)] gLAMPbbcdeffaifaihj SFS[D(5,1)(3,1)] gLAMPbbcdeffaicatqn SFS[D(5,1)(3,1)] gLAMPbbcdeffaicapxj SFS[D(5,4)(3,1)] gLAMPbbcdeffaicauxr toroidal gLAMPbbcdeffaicalhk toroidal gLAMPbbcdeffaqkalhk toroidal gLAMPbbcdeffaqoaihj SFS[D(5,1)(2,1)] gLAMPbbcdeffdegdahn SFS[D(4,1)(2,1)] gLAMPbbcdeffaikxaqw SFS[D(7,2)(3,1)] gLAMPbbcdeffainxahj SFS[D(7,5)(3,1)] gLAMPbbcdeffaijqaxr toroidal gLAMPbbcdeffaisqahn toroidal gLAMPbbcdeffaifxaqw toroidal gLAMPbbcdeffaifhaqn toroidal gLAMPbbcdeffaqbqaxr SFS[D(8,3)(2,1)] gLAMPbbcdeffaqbhaxj SFS[D(7,2)(2,1)] gLAMPbbcdeffainqahn SFS[D(8,3)(3,1)] gLAMPbbcdeffaikhaqn SFS[D(8,3)(3,1)] gLAMPbbcdeffaisxahj toroidal gLAMPbbcdeffaijhaxj toroidal gLAMPbbcdeffduwqaxr toroidal gLAMPbbcdeffduwhaxj toroidal gLAMPbbcdeffdugqahn toroidal gLAMPbbcdeffaqjqahn toroidal gLAMPbbcdeffdhwhaxj m052(0,0) gLAMPbbcdeffdurhaqn toroidal gLAMPbbcdeffdhrhaqn m055(0,0) gLAMPbbcdeffderhaqn toroidal gLAMPbbcdeffdurxaqw toroidal gLAMPbbcdeffderxaqw toroidal gLAMPbbcdeffdhrxaqw m064(0,0) gLAMPbbcdeffdhgqahn m016(0,0) gLAMPbbcdeffadsqaxr SFS[D(8,3)(2,1)] gLAMPbbcdeffemkqahn m118(0,0) gLAMPbbcdeffaqohaqn toroidal gLAMPbbcdeffadoxaqw SFS[D(8,3)(2,1)] gLAMPbbcdeffadohaqn SFS[D(7,2)(2,1)] gLAMPbbcdeffdugxahj toroidal gLAMPbbcdeffdhwqaxr m060(0,0) gLAMPbbcdeffaqjxahj toroidal gLAMPbbcdeffdegqahn SFS[D(5,2)(2,1)] gLAMPbbcdeffdhgxahj m019(0,0) gLAMPbbcdeffemkxahj m119(0,0) gLAMPbbcdeffadshaxj SFS[D(7,2)(2,1)] gLAMPbbcdeffaikaaxj SFS[D(7,3)(3,1)] gLAMPbbcdeffainaaxr SFS[D(7,4)(3,1)] gLAMPbbcdeffaijaaqn SFS[D(7,2)(3,1)] gLAMPbbcdeffaisaaqw SFS[D(7,5)(3,1)] gLAMPbbcdeffaifaaxj toroidal gLAMPbbcdeffaifaahj toroidal gLAMPbbcdeffaicaaqn SFS[D(3,1)(2,1)] gLAMPbbcdeffaicaahk SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkaahk SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbaaqn SFS[D(5,1)(2,1)] gLAMPbbcdeffaqbaahk SFS[D(7,3)(2,1)] gLAMPbbcdeffainaaqw SFS[D(5,4)(3,1)] gLAMPbbcdeffaikaahj SFS[D(5,1)(3,1)] gLAMPbbcdeffaisaaxr toroidal gLAMPbbcdeffaijaahk toroidal gLAMPbbcdeffduwaaqn toroidal gLAMPbbcdeffduwaahk toroidal gLAMPbbcdeffdugaaqw toroidal gLAMPbbcdeffaqjaaqw SFS[D(7,2)(2,1)] gLAMPbbcdeffdhwaahk m043(0,0) gLAMPbbcdeffduraahj toroidal gLAMPbbcdeffdhraahj m044(0,0) gLAMPbbcdeffderaahj toroidal gLAMPbbcdeffduraaxj SFS[D(3,1)(2,1)] gLAMPbbcdeffderaaxj toroidal gLAMPbbcdeffdhraaxj m027(0,0) gLAMPbbcdeffdhgaaqw m011(0,0) gLAMPbbcdeffadsaaqn SFS[D(5,1)(2,1)] gLAMPbbcdeffemkaaqw m069(0,0) gLAMPbbcdeffaqoaahj toroidal gLAMPbbcdeffadoaaxj SFS[D(5,1)(2,1)] gLAMPbbcdeffadoaahj SFS[D(7,3)(2,1)] gLAMPbbcdeffdugaaxr SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwaaqn m026(0,0) gLAMPbbcdeffaqjaaxr toroidal gLAMPbbcdeffdegaaqw toroidal gLAMPbbcdeffadjaaqw SFS[D(2,1)(2,1)] gLAMPbbcdeffadjaaxr SFS[D(2,1)(2,1)] gLAMPbbcdeffdhgaaxr m006(0,0) gLAMPbbcdeffemkaaxr m070(0,0) gLAMPbbcdeffadsaahk SFS[D(7,3)(2,1)] gLAMPbbcdeffaikxaxr SFS[D(3,1)(3,2)] gLAMPbbcdeffainxaxj SFS[D(3,1)(3,1)] gLAMPbbcdeffaijqaqw SFS[D(3,1)(3,1)] gLAMPbbcdeffaisqaqn SFS[D(3,1)(3,2)] gLAMPbbcdeffaifxaxr SFS[D(3,1)(3,1)] gLAMPbbcdeffaifhahk SFS[D(3,1)(3,2)] gLAMPbbcdeffaicqaqw SFS[D(3,1)(3,2)] gLAMPbbcdeffaichahj SFS[D(3,1)(3,1)] gLAMPbbcdeffaqkhahj SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbqaqw reducible gLAMPbbcdeffaqbhahj SFS[D(3,1)(2,1)] gLAMPbbcdeffainqaqn reducible gLAMPbbcdeffaikhahk reducible gLAMPbbcdeffaisxaxj toroidal gLAMPbbcdeffaijhahj toroidal gLAMPbbcdeffduwqaqw SFS[D(3,1)(2,1)] gLAMPbbcdeffduwhahj SFS[D(3,1)(2,1)] gLAMPbbcdeffdugqaqn toroidal gLAMPbbcdeffaqjqaqn SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwhahj m003(0,0) gLAMPbbcdeffdurhahk toroidal gLAMPbbcdeffdhrhahk toroidal gLAMPbbcdeffderhahk toroidal gLAMPbbcdeffdurxaxr SFS[D(3,1)(2,1)] gLAMPbbcdeffderxaxr reducible gLAMPbbcdeffdhrxaxr SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgqaqn toroidal gLAMPbbcdeffadsqaqw reducible gLAMPbbcdeffemkqaqn toroidal gLAMPbbcdeffaqohahk SFS[D(3,1)(2,1)] gLAMPbbcdeffadoxaxr reducible gLAMPbbcdeffadohahk SFS[D(3,1)(2,1)] gLAMPbbcdeffdugxaxj SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqaqw SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjxaxj toroidal gLAMPbbcdeffdegqaqn toroidal gLAMPbbcdeffadjqaqn SFS[D(3,1)(2,1)] gLAMPbbcdeffadjxaxj SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgxaxj m003(0,0) gLAMPbbcdeffemkxaxj toroidal gLAMPbbcdeffadshahj SFS[D(3,1)(2,1)] gLAMPbbcdeffdegiaqw SFS[D(5,2)(2,1)] gLAMPbbcdeffdegdhhs SFS[D(3,1)(2,1)] gLAMPbbcdeffaikxqqn SFS[D(14,5)(3,1)] gLAMPbbcdeffainxhhk SFS[D(14,9)(3,1)] gLAMPbbcdeffaijqxxj toroidal gLAMPbbcdeffaisqhhs toroidal gLAMPbbcdeffaifxqqn toroidal gLAMPbbcdeffaifhqqw toroidal gLAMPbbcdeffaqbqxxj SFS[D(13,4)(2,1)] gLAMPbbcdeffaqbhxxr SFS[D(14,5)(2,1)] gLAMPbbcdeffainqhhs SFS[D(13,9)(3,1)] gLAMPbbcdeffaikhqqw SFS[D(13,4)(3,1)] gLAMPbbcdeffaisxhhk toroidal gLAMPbbcdeffaijhxxr toroidal gLAMPbbcdeffduwqxxj toroidal gLAMPbbcdeffduwhxxr toroidal gLAMPbbcdeffdugqhhs toroidal gLAMPbbcdeffaqjqhhs toroidal gLAMPbbcdeffdhwhxxr s032(0,0) gLAMPbbcdeffdurhqqw toroidal gLAMPbbcdeffdhrhqqw s035(0,0) gLAMPbbcdeffderhqqw toroidal gLAMPbbcdeffdurxqqn toroidal gLAMPbbcdeffderxqqn toroidal gLAMPbbcdeffdhrxqqn s027(0,0) gLAMPbbcdeffdhgqhhs m072(0,0) gLAMPbbcdeffadsqxxj SFS[D(13,4)(2,1)] gLAMPbbcdeffemkqhhs s091(0,0) gLAMPbbcdeffaqohqqw toroidal gLAMPbbcdeffadoxqqn SFS[D(13,4)(2,1)] gLAMPbbcdeffadohqqw SFS[D(14,5)(2,1)] gLAMPbbcdeffdugxhhk toroidal gLAMPbbcdeffdhwqxxj s026(0,0) gLAMPbbcdeffaqjxhhk toroidal gLAMPbbcdeffdegqhhs SFS[D(9,2)(2,1)] gLAMPbbcdeffdhgxhhk m071(0,0) gLAMPbbcdeffemkxhhk s092(0,0) gLAMPbbcdeffadshxxr SFS[D(14,5)(2,1)] gLAMPbbcdeffdegixxj SFS[D(6,1)(2,1)] gLAMPbbcdeffaikaxxr SFS[D(7,4)(3,1)] gLAMPbbcdeffainaxxj SFS[D(7,3)(3,1)] gLAMPbbcdeffaijaqqw SFS[D(7,5)(3,1)] gLAMPbbcdeffaisaqqn SFS[D(7,2)(3,1)] gLAMPbbcdeffaifaxxr toroidal gLAMPbbcdeffaifahhk toroidal gLAMPbbcdeffaicaqqw SFS[D(5,4)(3,1)] gLAMPbbcdeffaicahhj SFS[D(5,1)(3,1)] gLAMPbbcdeffaqkahhj SFS[D(5,1)(2,1)] gLAMPbbcdeffaqbaqqw SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbahhj SFS[D(7,3)(2,1)] gLAMPbbcdeffainaqqn SFS[D(3,1)(2,1)] gLAMPbbcdeffaikahhk SFS[D(3,1)(2,1)] gLAMPbbcdeffaisaxxj toroidal gLAMPbbcdeffaijahhj toroidal gLAMPbbcdeffduwaqqw toroidal gLAMPbbcdeffduwahhj toroidal gLAMPbbcdeffdugaqqn toroidal gLAMPbbcdeffaqjaqqn SFS[D(7,2)(2,1)] gLAMPbbcdeffdhwahhj m044(0,0) gLAMPbbcdeffdurahhk toroidal gLAMPbbcdeffdhrahhk m043(0,0) gLAMPbbcdeffderahhk toroidal gLAMPbbcdeffduraxxr SFS[D(3,1)(2,1)] gLAMPbbcdeffderaxxr toroidal gLAMPbbcdeffdhraxxr m006(0,0) gLAMPbbcdeffdhgaqqn m026(0,0) gLAMPbbcdeffadsaqqw SFS[D(2,1)(2,1)] gLAMPbbcdeffemkaqqn m070(0,0) gLAMPbbcdeffaqoahhk toroidal gLAMPbbcdeffadoaxxr SFS[D(2,1)(2,1)] gLAMPbbcdeffadoahhk SFS[D(7,3)(2,1)] gLAMPbbcdeffdugaxxj SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwaqqw m011(0,0) gLAMPbbcdeffaqjaxxj toroidal gLAMPbbcdeffdegaqqn toroidal gLAMPbbcdeffadjaqqn SFS[D(5,1)(2,1)] gLAMPbbcdeffadjaxxj SFS[D(5,1)(2,1)] gLAMPbbcdeffdhgaxxj m027(0,0) gLAMPbbcdeffemkaxxj m069(0,0) gLAMPbbcdeffadsahhj SFS[D(7,3)(2,1)] gLAMPbbcdeffaikxxxj SFS[D(11,5)(3,1)] gLAMPbbcdeffainxxxr SFS[D(11,6)(3,1)] gLAMPbbcdeffaijqqqn SFS[D(11,2)(3,1)] gLAMPbbcdeffaisqqqw SFS[D(11,9)(3,1)] gLAMPbbcdeffaifxxxj toroidal gLAMPbbcdeffaifhhhj toroidal gLAMPbbcdeffaicqqqn SFS[D(4,1)(3,1)] gLAMPbbcdeffaichhhk SFS[D(4,3)(3,1)] gLAMPbbcdeffaqkhhhk SFS[D(4,1)(2,1)] gLAMPbbcdeffaqbqqqn SFS[D(7,1)(2,1)] gLAMPbbcdeffaqbhhhk SFS[D(11,5)(2,1)] gLAMPbbcdeffainqqqw SFS[D(7,6)(3,1)] gLAMPbbcdeffaikhhhj SFS[D(7,1)(3,1)] gLAMPbbcdeffaisxxxr toroidal gLAMPbbcdeffaijhhhk toroidal gLAMPbbcdeffduwqqqn toroidal gLAMPbbcdeffduwhhhk toroidal gLAMPbbcdeffdugqqqw toroidal gLAMPbbcdeffaqjqqqw SFS[D(11,2)(2,1)] gLAMPbbcdeffdhwhhhk s010(0,0) gLAMPbbcdeffdurhhhj toroidal gLAMPbbcdeffdhrhhhj s011(0,0) gLAMPbbcdeffderhhhj toroidal gLAMPbbcdeffdurxxxj SFS[D(3,1)(2,1)] gLAMPbbcdeffderxxxj toroidal gLAMPbbcdeffdhrxxxj s003(0,0) gLAMPbbcdeffdhgqqqw m049(0,0) gLAMPbbcdeffadsqqqn SFS[D(7,1)(2,1)] gLAMPbbcdeffemkqqqw s082(0,0) gLAMPbbcdeffaqohhhj toroidal gLAMPbbcdeffadoxxxj SFS[D(7,1)(2,1)] gLAMPbbcdeffadohhhj SFS[D(11,5)(2,1)] gLAMPbbcdeffdugxxxr SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqqqn s002(0,0) gLAMPbbcdeffaqjxxxr toroidal gLAMPbbcdeffdegqqqw toroidal gLAMPbbcdeffadjqqqw SFS[D(4,1)(2,1)] gLAMPbbcdeffadjxxxr SFS[D(4,1)(2,1)] gLAMPbbcdeffdhgxxxr m047(0,0) gLAMPbbcdeffemkxxxr s083(0,0) gLAMPbbcdeffadshhhk SFS[D(11,5)(2,1)] gLAMPbbcdeffdegiqqn SFS[D(9,4)(2,1)] gLAMPbbcdeffaqkaphj SFS[D(7,3)(2,1)] gLAMPbbcdeffaifamhj SFS[D(7,4)(3,1)] gLAMPbbcdeffaifaixj SFS[D(7,3)(3,1)] gLAMPbbcdeffaicathk SFS[D(7,3)(3,1)] gLAMPbbcdeffaicaphj SFS[D(7,4)(3,1)] gLAMPbbcdeffaicauqw SFS[D(7,5)(3,1)] gLAMPbbcdeffaicalqn SFS[D(7,2)(3,1)] gLAMPbbcdeffaqkalqn SFS[D(7,2)(2,1)] gLAMPbbcdeffaqoaixj SFS[D(7,3)(2,1)] gLAMPbbcdeffdegdalw SFS[D(5,2)(2,1)] gLAMPbbcdeffdegaaik SFS[D(5,2)(2,1)] gLAMPbbcdeffdegdapn SFS[D(5,2)(2,1)] gLAMPbbcdeffaqkadak SFS[D(3,1)(2,1)] gLAMPbbcdeffaifaeaw SFS[D(3,1)(3,2)] gLAMPbbcdeffaifaeaj SFS[D(3,1)(3,1)] gLAMPbbcdeffaicadar SFS[D(3,1)(3,1)] gLAMPbbcdeffaicadak SFS[D(3,1)(3,2)] gLAMPbbcdeffaicaiak SFS[D(3,1)(3,1)] gLAMPbbcdeffaicaiaj SFS[D(3,1)(3,2)] gLAMPbbcdeffaqkaiaj SFS[D(3,1)(2,1)] gLAMPbbcdeffaqoaeaj SFS[D(3,1)(2,1)] gLAMPbbcdeffdegdhan SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbqxar SFS[D(2,1)(2,1)] gLAMPbbcdeffainqhan SFS[D(3,1)(2,1)] gLAMPbbcdeffaikhqak SFS[D(3,1)(2,1)] gLAMPbbcdeffaisxhaj reducible gLAMPbbcdeffaijhxaj reducible gLAMPbbcdeffduwqxar SFS[D(3,1)(2,1)] gLAMPbbcdeffduwhxaj SFS[D(3,1)(2,1)] gLAMPbbcdeffdurxqaw SFS[D(3,1)(2,1)] gLAMPbbcdeffderxqaw toroidal gLAMPbbcdeffdhrxqaw SFS[D(3,1)(2,1)] gLAMPbbcdeffadsqxar SFS[D(2,1)(2,1)] gLAMPbbcdeffadoxqaw SFS[D(2,1)(2,1)] gLAMPbbcdeffdugxhaj SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqxar SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjxhaj reducible gLAMPbbcdeffaikaxaj SFS[D(3,1)(3,1)] gLAMPbbcdeffainaxar SFS[D(3,1)(3,2)] gLAMPbbcdeffaijaqak SFS[D(3,1)(3,2)] gLAMPbbcdeffaisaqaw SFS[D(3,1)(3,1)] gLAMPbbcdeffaifaxaj toroidal gLAMPbbcdeffaifahaj toroidal gLAMPbbcdeffaicaqak reducible gLAMPbbcdeffaicahak reducible gLAMPbbcdeffaqkahak reducible gLAMPbbcdeffaqbaqak SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbahak SFS[D(3,1)(2,1)] gLAMPbbcdeffainaqaw SFS[D(3,1)(3,2)] gLAMPbbcdeffaikahaj SFS[D(3,1)(3,1)] gLAMPbbcdeffaisaxar SFS[D(3,1)(3,1)] gLAMPbbcdeffaijahak SFS[D(3,1)(3,2)] gLAMPbbcdeffduwaqak toroidal gLAMPbbcdeffduwahak toroidal gLAMPbbcdeffdugaqaw SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaqaw SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwahak toroidal gLAMPbbcdeffdurahaj SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrahaj m003(0,0) gLAMPbbcdeffderahaj toroidal gLAMPbbcdeffduraxaj SFS[D(3,1)(2,1)] gLAMPbbcdeffderaxaj toroidal gLAMPbbcdeffdhraxaj m003(0,0) gLAMPbbcdeffdhgaqaw SFS[D(3,1)(2,1)] gLAMPbbcdeffadsaqak SFS[D(3,1)(2,1)] gLAMPbbcdeffemkaqaw toroidal gLAMPbbcdeffaqoahaj toroidal gLAMPbbcdeffadoaxaj SFS[D(3,1)(2,1)] gLAMPbbcdeffadoahaj SFS[D(3,1)(2,1)] gLAMPbbcdeffdugaxar SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwaqak toroidal gLAMPbbcdeffaqjaxar SFS[D(3,1)(2,1)] gLAMPbbcdeffdegaqaw reducible gLAMPbbcdeffadjaqaw reducible gLAMPbbcdeffadjaxar reducible gLAMPbbcdeffdhgaxar SFS[D(3,1)(2,1)] gLAMPbbcdeffemkaxar toroidal gLAMPbbcdeffadsahak SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbqqaw SFS[D(2,1)(2,1)] gLAMPbbcdeffainqqak SFS[D(3,1)(2,1)] gLAMPbbcdeffaikhhak SFS[D(3,1)(2,1)] gLAMPbbcdeffaisxxaj reducible gLAMPbbcdeffaijhhaj reducible gLAMPbbcdeffduwqqaw SFS[D(3,1)(2,1)] gLAMPbbcdeffduwhhaj SFS[D(3,1)(2,1)] gLAMPbbcdeffdurxxar SFS[D(3,1)(2,1)] gLAMPbbcdeffderxxar toroidal gLAMPbbcdeffdhrxxar SFS[D(3,1)(2,1)] gLAMPbbcdeffadsqqaw SFS[D(2,1)(2,1)] gLAMPbbcdeffadoxxar SFS[D(2,1)(2,1)] gLAMPbbcdeffdugxxaj SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqqaw SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjxxaj reducible gLAMPbbcdeffaqkapak SFS[D(3,1)(2,1)] gLAMPbbcdeffaifamak SFS[D(3,1)(3,1)] gLAMPbbcdeffaifaiar SFS[D(3,1)(3,2)] gLAMPbbcdeffaicataj SFS[D(3,1)(3,2)] gLAMPbbcdeffaicapak SFS[D(3,1)(3,1)] gLAMPbbcdeffaicauak SFS[D(3,1)(3,2)] gLAMPbbcdeffaicalaw SFS[D(3,1)(3,1)] gLAMPbbcdeffaqkalaw SFS[D(3,1)(2,1)] gLAMPbbcdeffaqoaiar SFS[D(3,1)(2,1)] gLAMPbbcdeffaikxaaj SFS[D(7,3)(3,1)] gLAMPbbcdeffainxaar SFS[D(7,4)(3,1)] gLAMPbbcdeffaijqaan SFS[D(7,2)(3,1)] gLAMPbbcdeffaisqaaw SFS[D(7,5)(3,1)] gLAMPbbcdeffaifxaaj toroidal gLAMPbbcdeffaifhaaj toroidal gLAMPbbcdeffaicqaan SFS[D(3,1)(2,1)] gLAMPbbcdeffaichaak SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkhaak SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbqaan SFS[D(5,1)(2,1)] gLAMPbbcdeffaqbhaak SFS[D(7,3)(2,1)] gLAMPbbcdeffainqaaw SFS[D(5,4)(3,1)] gLAMPbbcdeffaikhaaj SFS[D(5,1)(3,1)] gLAMPbbcdeffaisxaar toroidal gLAMPbbcdeffaijhaak toroidal gLAMPbbcdeffduwqaan toroidal gLAMPbbcdeffduwhaak toroidal gLAMPbbcdeffdugqaaw toroidal gLAMPbbcdeffaqjqaaw SFS[D(7,2)(2,1)] gLAMPbbcdeffdhwhaak m043(0,0) gLAMPbbcdeffdurhaaj toroidal gLAMPbbcdeffdhrhaaj m044(0,0) gLAMPbbcdeffderhaaj toroidal gLAMPbbcdeffdurxaaj SFS[D(3,1)(2,1)] gLAMPbbcdeffderxaaj toroidal gLAMPbbcdeffdhrxaaj m027(0,0) gLAMPbbcdeffdhgqaaw m011(0,0) gLAMPbbcdeffadsqaan SFS[D(5,1)(2,1)] gLAMPbbcdeffemkqaaw m069(0,0) gLAMPbbcdeffaqohaaj toroidal gLAMPbbcdeffadoxaaj SFS[D(5,1)(2,1)] gLAMPbbcdeffadohaaj SFS[D(7,3)(2,1)] gLAMPbbcdeffdugxaar SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqaan m026(0,0) gLAMPbbcdeffaqjxaar toroidal gLAMPbbcdeffdegqaaw toroidal gLAMPbbcdeffadjqaaw SFS[D(2,1)(2,1)] gLAMPbbcdeffadjxaar SFS[D(2,1)(2,1)] gLAMPbbcdeffdhgxaar m006(0,0) gLAMPbbcdeffemkxaar m070(0,0) gLAMPbbcdeffadshaak SFS[D(7,3)(2,1)] gLAMPbbcdeffdegiaak SFS[D(5,2)(2,1)] gLAMPbbcdeffaikaaak reducible gLAMPbbcdeffainaaak reducible gLAMPbbcdeffaijaaaj toroidal gLAMPbbcdeffaisaaaj toroidal gLAMPbbcdeffaifaaak SFS[D(3,1)(3,2)] gLAMPbbcdeffaifaaar SFS[D(3,1)(3,1)] gLAMPbbcdeffaicaaaj SFS[D(3,1)(3,1)] gLAMPbbcdeffaicaaaw SFS[D(3,1)(3,2)] gLAMPbbcdeffaqkaaaj SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbaaaj SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbaaaw reducible gLAMPbbcdeffainaaaj SFS[D(3,1)(3,1)] gLAMPbbcdeffaikaaar SFS[D(3,1)(3,2)] gLAMPbbcdeffaisaaak SFS[D(3,1)(3,2)] gLAMPbbcdeffaijaaaw SFS[D(3,1)(3,1)] gLAMPbbcdeffduwaaaj SFS[D(3,1)(2,1)] gLAMPbbcdeffduwaaaw SFS[D(3,1)(2,1)] gLAMPbbcdeffdugaaaj SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaaaj toroidal gLAMPbbcdeffdhwaaaw SFS[D(3,1)(2,1)] gLAMPbbcdeffduraaar SFS[D(3,1)(2,1)] gLAMPbbcdeffdhraaar SFS[D(3,1)(2,1)] gLAMPbbcdeffderaaar reducible gLAMPbbcdeffduraaak toroidal gLAMPbbcdeffderaaak toroidal gLAMPbbcdeffdhraaak toroidal gLAMPbbcdeffdhgaaaj m003(0,0) gLAMPbbcdeffadsaaaj SFS[D(3,1)(2,1)] gLAMPbbcdeffemkaaaj toroidal gLAMPbbcdeffaqoaaak SFS[D(3,1)(2,1)] gLAMPbbcdeffadoaaak SFS[D(3,1)(2,1)] gLAMPbbcdeffadoaaar reducible gLAMPbbcdeffdugaaak toroidal gLAMPbbcdeffdhwaaaj m003(0,0) gLAMPbbcdeffaqjaaak SFS[D(3,1)(2,1)] gLAMPbbcdeffdegaaaj toroidal gLAMPbbcdeffadjaaaj SFS[D(3,1)(2,1)] gLAMPbbcdeffadjaaak SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgaaak toroidal gLAMPbbcdeffemkaaak toroidal gLAMPbbcdeffadsaaaw reducible gLAMPbbcdeffaikxaan SFS[D(8,3)(3,1)] gLAMPbbcdeffainxaak SFS[D(8,3)(3,1)] gLAMPbbcdeffaijqaaj toroidal gLAMPbbcdeffaisqaas toroidal gLAMPbbcdeffaifxaan toroidal gLAMPbbcdeffaifhaaw toroidal gLAMPbbcdeffaqbqaaj SFS[D(7,2)(2,1)] gLAMPbbcdeffaqbhaar SFS[D(8,3)(2,1)] gLAMPbbcdeffainqaas SFS[D(7,5)(3,1)] gLAMPbbcdeffaikhaaw SFS[D(7,2)(3,1)] gLAMPbbcdeffaisxaak toroidal gLAMPbbcdeffaijhaar toroidal gLAMPbbcdeffduwqaaj toroidal gLAMPbbcdeffduwhaar toroidal gLAMPbbcdeffdugqaas toroidal gLAMPbbcdeffaqjqaas toroidal gLAMPbbcdeffdhwhaar m060(0,0) gLAMPbbcdeffdurhaaw toroidal gLAMPbbcdeffdhrhaaw m064(0,0) gLAMPbbcdeffderhaaw toroidal gLAMPbbcdeffdurxaan toroidal gLAMPbbcdeffderxaan toroidal gLAMPbbcdeffdhrxaan m055(0,0) gLAMPbbcdeffdhgqaas m019(0,0) gLAMPbbcdeffadsqaaj SFS[D(7,2)(2,1)] gLAMPbbcdeffemkqaas m119(0,0) gLAMPbbcdeffaqohaaw toroidal gLAMPbbcdeffadoxaan SFS[D(7,2)(2,1)] gLAMPbbcdeffadohaaw SFS[D(8,3)(2,1)] gLAMPbbcdeffdugxaak toroidal gLAMPbbcdeffdhwqaaj m052(0,0) gLAMPbbcdeffaqjxaak toroidal gLAMPbbcdeffdegqaas SFS[D(5,2)(2,1)] gLAMPbbcdeffdhgxaak m016(0,0) gLAMPbbcdeffemkxaak m118(0,0) gLAMPbbcdeffadshaar SFS[D(8,3)(2,1)] gLAMPbbcdeffdegiaaj SFS[D(4,1)(2,1)] gLAMPbbcdeffaikxqaj SFS[D(7,3)(3,1)] gLAMPbbcdeffainxhaw SFS[D(7,4)(3,1)] gLAMPbbcdeffaijqxan SFS[D(7,2)(3,1)] gLAMPbbcdeffaisqhar SFS[D(7,5)(3,1)] gLAMPbbcdeffaifxqaj toroidal gLAMPbbcdeffaifhqaj toroidal gLAMPbbcdeffaicqxan SFS[D(3,1)(2,1)] gLAMPbbcdeffaichxak SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkhxak SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbqxan SFS[D(5,1)(2,1)] gLAMPbbcdeffaqbhxak SFS[D(7,3)(2,1)] gLAMPbbcdeffainqhar SFS[D(5,4)(3,1)] gLAMPbbcdeffaikhqaj SFS[D(5,1)(3,1)] gLAMPbbcdeffaisxhaw toroidal gLAMPbbcdeffaijhxak toroidal gLAMPbbcdeffduwqxan toroidal gLAMPbbcdeffduwhxak toroidal gLAMPbbcdeffdugqhar toroidal gLAMPbbcdeffaqjqhar SFS[D(7,2)(2,1)] gLAMPbbcdeffdhwhxak m043(0,0) gLAMPbbcdeffdurhqaj toroidal gLAMPbbcdeffdhrhqaj m044(0,0) gLAMPbbcdeffderhqaj toroidal gLAMPbbcdeffdurxqaj SFS[D(3,1)(2,1)] gLAMPbbcdeffderxqaj toroidal gLAMPbbcdeffdhrxqaj m027(0,0) gLAMPbbcdeffdhgqhar m011(0,0) gLAMPbbcdeffadsqxan SFS[D(5,1)(2,1)] gLAMPbbcdeffemkqhar m069(0,0) gLAMPbbcdeffaqohqaj toroidal gLAMPbbcdeffadoxqaj SFS[D(5,1)(2,1)] gLAMPbbcdeffadohqaj SFS[D(7,3)(2,1)] gLAMPbbcdeffdugxhaw SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqxan m026(0,0) gLAMPbbcdeffaqjxhaw toroidal gLAMPbbcdeffdegqhar toroidal gLAMPbbcdeffadjqhar SFS[D(2,1)(2,1)] gLAMPbbcdeffadjxhaw SFS[D(2,1)(2,1)] gLAMPbbcdeffdhgxhaw m006(0,0) gLAMPbbcdeffemkxhaw m070(0,0) gLAMPbbcdeffadshxak SFS[D(7,3)(2,1)] gLAMPbbcdeffdegixan SFS[D(5,2)(2,1)] gLAMPbbcdeffaikaxak reducible gLAMPbbcdeffainaxan reducible gLAMPbbcdeffaijaqaj toroidal gLAMPbbcdeffaisaqas toroidal gLAMPbbcdeffaifaxak SFS[D(3,1)(3,2)] gLAMPbbcdeffaifahaw SFS[D(3,1)(3,1)] gLAMPbbcdeffaicaqaj SFS[D(3,1)(3,1)] gLAMPbbcdeffaicahar SFS[D(3,1)(3,2)] gLAMPbbcdeffaqkahar SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbaqaj SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbahar reducible gLAMPbbcdeffainaqas SFS[D(3,1)(3,1)] gLAMPbbcdeffaikahaw SFS[D(3,1)(3,2)] gLAMPbbcdeffaisaxan SFS[D(3,1)(3,2)] gLAMPbbcdeffaijahar SFS[D(3,1)(3,1)] gLAMPbbcdeffduwaqaj SFS[D(3,1)(2,1)] gLAMPbbcdeffduwahar SFS[D(3,1)(2,1)] gLAMPbbcdeffdugaqas SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaqas toroidal gLAMPbbcdeffdhwahar SFS[D(3,1)(2,1)] gLAMPbbcdeffdurahaw SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrahaw SFS[D(3,1)(2,1)] gLAMPbbcdeffderahaw reducible gLAMPbbcdeffduraxak toroidal gLAMPbbcdeffderaxak toroidal gLAMPbbcdeffdhraxak toroidal gLAMPbbcdeffdhgaqas m003(0,0) gLAMPbbcdeffadsaqaj SFS[D(3,1)(2,1)] gLAMPbbcdeffemkaqas toroidal gLAMPbbcdeffaqoahaw SFS[D(3,1)(2,1)] gLAMPbbcdeffadoaxak SFS[D(3,1)(2,1)] gLAMPbbcdeffadoahaw reducible gLAMPbbcdeffdugaxan toroidal gLAMPbbcdeffdhwaqaj m003(0,0) gLAMPbbcdeffaqjaxan SFS[D(3,1)(2,1)] gLAMPbbcdeffdegaqas toroidal gLAMPbbcdeffadjaqas SFS[D(3,1)(2,1)] gLAMPbbcdeffadjaxan SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgaxan toroidal gLAMPbbcdeffemkaxan toroidal gLAMPbbcdeffadsahar reducible gLAMPbbcdeffaikxxan SFS[D(8,3)(3,1)] gLAMPbbcdeffainxxak SFS[D(8,3)(3,1)] gLAMPbbcdeffaijqqaj toroidal gLAMPbbcdeffaisqqaj toroidal gLAMPbbcdeffaifxxan toroidal gLAMPbbcdeffaifhhar toroidal gLAMPbbcdeffaqbqqaj SFS[D(7,2)(2,1)] gLAMPbbcdeffaqbhhaw SFS[D(8,3)(2,1)] gLAMPbbcdeffainqqaj SFS[D(7,5)(3,1)] gLAMPbbcdeffaikhhar SFS[D(7,2)(3,1)] gLAMPbbcdeffaisxxak toroidal gLAMPbbcdeffaijhhaw toroidal gLAMPbbcdeffduwqqaj toroidal gLAMPbbcdeffduwhhaw toroidal gLAMPbbcdeffdugqqaj toroidal gLAMPbbcdeffaqjqqaj toroidal gLAMPbbcdeffdhwhhaw m060(0,0) gLAMPbbcdeffdurhhar toroidal gLAMPbbcdeffdhrhhar m064(0,0) gLAMPbbcdeffderhhar toroidal gLAMPbbcdeffdurxxan toroidal gLAMPbbcdeffderxxan toroidal gLAMPbbcdeffdhrxxan m055(0,0) gLAMPbbcdeffdhgqqaj m019(0,0) gLAMPbbcdeffadsqqaj SFS[D(7,2)(2,1)] gLAMPbbcdeffemkqqaj m119(0,0) gLAMPbbcdeffaqohhar toroidal gLAMPbbcdeffadoxxan SFS[D(7,2)(2,1)] gLAMPbbcdeffadohhar SFS[D(8,3)(2,1)] gLAMPbbcdeffdugxxak toroidal gLAMPbbcdeffdhwqqaj m052(0,0) gLAMPbbcdeffaqjxxak toroidal gLAMPbbcdeffdegqqaj SFS[D(5,2)(2,1)] gLAMPbbcdeffdhgxxak m016(0,0) gLAMPbbcdeffemkxxak m118(0,0) gLAMPbbcdeffadshhaw SFS[D(8,3)(2,1)] gLAMPbbcdeffdegiqas SFS[D(4,1)(2,1)] gLAMPbbcdeffaqkapar reducible gLAMPbbcdeffaifamar reducible gLAMPbbcdeffaifaiak reducible gLAMPbbcdeffaicataw reducible gLAMPbbcdeffaicapar reducible gLAMPbbcdeffaicauaj toroidal gLAMPbbcdeffaicalaj toroidal gLAMPbbcdeffaqkalaj toroidal gLAMPbbcdeffaqoaiak reducible gLAMPbbcdeffaqkadhw toroidal gLAMPbbcdeffaicadhw toroidal gLAMPbbcdeffaicadxn toroidal gLAMPbbcdeffdegdhxn SFS[D(2,1)(2,1)] gLAMPbbcdeffaikxqhr SFS[D(21,8)(3,1)] gLAMPbbcdeffainxhqj SFS[D(21,13)(3,1)] gLAMPbbcdeffaijqxhw toroidal gLAMPbbcdeffaisqhxn toroidal gLAMPbbcdeffaifxqhr toroidal gLAMPbbcdeffaifhqxk toroidal gLAMPbbcdeffaicqxhw SFS[D(3,1)(3,2)] gLAMPbbcdeffaichxqs SFS[D(3,1)(3,1)] gLAMPbbcdeffaqkhxqs SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbqxhw SFS[D(18,5)(2,1)] gLAMPbbcdeffaqbhxqs SFS[D(21,8)(2,1)] gLAMPbbcdeffainqhxn SFS[D(18,13)(3,1)] gLAMPbbcdeffaikhqxk SFS[D(18,5)(3,1)] gLAMPbbcdeffaisxhqj toroidal gLAMPbbcdeffaijhxqs toroidal gLAMPbbcdeffduwqxhw toroidal gLAMPbbcdeffduwhxqs toroidal gLAMPbbcdeffdugqhxn toroidal gLAMPbbcdeffaqjqhxn toroidal gLAMPbbcdeffdhwhxqs s078(0,0) gLAMPbbcdeffdurhqxk toroidal gLAMPbbcdeffdhrhqxk s079(0,0) gLAMPbbcdeffderhqxk toroidal gLAMPbbcdeffdurxqhr toroidal gLAMPbbcdeffderxqhr toroidal gLAMPbbcdeffdhrxqhr s075(0,0) gLAMPbbcdeffdhgqhxn m113(0,0) gLAMPbbcdeffadsqxhw SFS[D(18,13)(2,1)] gLAMPbbcdeffemkqhxn s113(0,0) gLAMPbbcdeffaqohqxk toroidal gLAMPbbcdeffadoxqhr SFS[D(18,13)(2,1)] gLAMPbbcdeffadohqxk SFS[D(21,8)(2,1)] gLAMPbbcdeffdugxhqj toroidal gLAMPbbcdeffdhwqxhw s073(0,0) gLAMPbbcdeffaqjxhqj toroidal gLAMPbbcdeffdegqhxn toroidal gLAMPbbcdeffadjqhxn SFS[D(3,1)(2,1)] gLAMPbbcdeffadjxhqj SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgxhqj m112(0,0) gLAMPbbcdeffemkxhqj s114(0,0) gLAMPbbcdeffadshxqs SFS[D(21,8)(2,1)] gLAMPbbcdeffdegixhw SFS[D(11,3)(2,1)] gLAMPbbcdeffaikaxqs SFS[D(7,5)(3,1)] gLAMPbbcdeffainaxhw SFS[D(7,2)(3,1)] gLAMPbbcdeffaijaqxk toroidal gLAMPbbcdeffaisaqhr toroidal gLAMPbbcdeffaifaxqs toroidal gLAMPbbcdeffaifahqj toroidal gLAMPbbcdeffaicaqxk SFS[D(8,3)(3,1)] gLAMPbbcdeffaicahxn SFS[D(8,3)(3,1)] gLAMPbbcdeffaqkahxn SFS[D(8,3)(2,1)] gLAMPbbcdeffaqbahxn SFS[D(7,2)(2,1)] gLAMPbbcdeffaisaxhw toroidal gLAMPbbcdeffaijahxn toroidal gLAMPbbcdeffduwaqxk toroidal gLAMPbbcdeffduwahxn toroidal gLAMPbbcdeffdugaqhr toroidal gLAMPbbcdeffaqjaqhr toroidal gLAMPbbcdeffdhwahxn m055(0,0) gLAMPbbcdeffdurahqj toroidal gLAMPbbcdeffdhrahqj m052(0,0) gLAMPbbcdeffderahqj toroidal gLAMPbbcdeffduraxqs toroidal gLAMPbbcdeffderaxqs SFS[D(5,2)(2,1)] gLAMPbbcdeffdhraxqs m019(0,0) gLAMPbbcdeffdhgaqhr m060(0,0) gLAMPbbcdeffemkaqhr m119(0,0) gLAMPbbcdeffaqoahqj toroidal gLAMPbbcdeffadoahqj SFS[D(7,2)(2,1)] gLAMPbbcdeffdugaxhw toroidal gLAMPbbcdeffdhwaqxk m016(0,0) gLAMPbbcdeffaqjaxhw toroidal gLAMPbbcdeffdegaqhr toroidal gLAMPbbcdeffadjaqhr SFS[D(8,3)(2,1)] gLAMPbbcdeffadjaxhw SFS[D(8,3)(2,1)] gLAMPbbcdeffdhgaxhw m064(0,0) gLAMPbbcdeffemkaxhw m118(0,0) gLAMPbbcdeffadsahxn SFS[D(7,2)(2,1)] gLAMPbbcdeffaikxxhw SFS[D(19,8)(3,1)] gLAMPbbcdeffainxxqs SFS[D(19,11)(3,1)] gLAMPbbcdeffaijqqhr toroidal gLAMPbbcdeffaisqqxk toroidal gLAMPbbcdeffaifxxhw toroidal gLAMPbbcdeffaifhhxn toroidal gLAMPbbcdeffaicqqhr SFS[D(5,3)(3,1)] gLAMPbbcdeffaichhqj SFS[D(5,2)(3,1)] gLAMPbbcdeffaqkhhqj SFS[D(5,2)(2,1)] gLAMPbbcdeffaqbqqhr SFS[D(14,3)(2,1)] gLAMPbbcdeffaqbhhqj SFS[D(19,8)(2,1)] gLAMPbbcdeffainqqxk SFS[D(14,11)(3,1)] gLAMPbbcdeffaikhhxn SFS[D(14,3)(3,1)] gLAMPbbcdeffaisxxqs toroidal gLAMPbbcdeffaijhhqj toroidal gLAMPbbcdeffduwqqhr toroidal gLAMPbbcdeffduwhhqj toroidal gLAMPbbcdeffdugqqxk toroidal gLAMPbbcdeffaqjqqxk toroidal gLAMPbbcdeffdhwhhqj s068(0,0) gLAMPbbcdeffdurhhxn toroidal gLAMPbbcdeffdhrhhxn s069(0,0) gLAMPbbcdeffderhhxn toroidal gLAMPbbcdeffdurxxhw toroidal gLAMPbbcdeffderxxhw toroidal gLAMPbbcdeffdhrxxhw s045(0,0) gLAMPbbcdeffdhgqqxk m106(0,0) gLAMPbbcdeffadsqqhr SFS[D(14,3)(2,1)] gLAMPbbcdeffemkqqxk s107(0,0) gLAMPbbcdeffaqohhxn toroidal gLAMPbbcdeffadoxxhw SFS[D(14,3)(2,1)] gLAMPbbcdeffadohhxn SFS[D(19,8)(2,1)] gLAMPbbcdeffdugxxqs toroidal gLAMPbbcdeffdhwqqhr s043(0,0) gLAMPbbcdeffaqjxxqs toroidal gLAMPbbcdeffdegqqxk toroidal gLAMPbbcdeffadjqqxk SFS[D(5,2)(2,1)] gLAMPbbcdeffadjxxqs SFS[D(5,2)(2,1)] gLAMPbbcdeffdhgxxqs m102(0,0) gLAMPbbcdeffemkxxqs s106(0,0) gLAMPbbcdeffadshhqj SFS[D(19,8)(2,1)] gLAMPbbcdeffdegiqhr SFS[D(13,5)(2,1)] gLAMPbbcdeffaqkapxn SFS[D(7,2)(2,1)] gLAMPbbcdeffaifamxn SFS[D(7,5)(3,1)] gLAMPbbcdeffaifaihw SFS[D(7,2)(3,1)] gLAMPbbcdeffaicatqj SFS[D(7,2)(3,1)] gLAMPbbcdeffaicapxn SFS[D(7,5)(3,1)] gLAMPbbcdeffaicauxk toroidal gLAMPbbcdeffaicalhr toroidal gLAMPbbcdeffaqkalhr toroidal gLAMPbbcdeffaqoaihw SFS[D(7,2)(2,1)] gLAMPbbcdeffdegdahr SFS[D(5,2)(2,1)] gLAMPbbcdeffaikxaqj SFS[D(5,1)(3,1)] gLAMPbbcdeffainxahw SFS[D(5,4)(3,1)] gLAMPbbcdeffaijqaxk toroidal gLAMPbbcdeffaisqahr toroidal gLAMPbbcdeffaifxaqj toroidal gLAMPbbcdeffaifhaqj toroidal gLAMPbbcdeffaicqaxk SFS[D(3,1)(2,1)] gLAMPbbcdeffaichaxn SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkhaxn SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbqaxk SFS[D(7,3)(2,1)] gLAMPbbcdeffaqbhaxn SFS[D(5,1)(2,1)] gLAMPbbcdeffainqahr SFS[D(7,4)(3,1)] gLAMPbbcdeffaikhaqj SFS[D(7,3)(3,1)] gLAMPbbcdeffaisxahw SFS[D(7,5)(3,1)] gLAMPbbcdeffaijhaxn SFS[D(7,2)(3,1)] gLAMPbbcdeffduwqaxk toroidal gLAMPbbcdeffduwhaxn toroidal gLAMPbbcdeffdugqahr SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjqahr toroidal gLAMPbbcdeffdhwhaxn m026(0,0) gLAMPbbcdeffdurhaqj SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrhaqj m027(0,0) gLAMPbbcdeffderhaqj toroidal gLAMPbbcdeffdurxaqj toroidal gLAMPbbcdeffderxaqj toroidal gLAMPbbcdeffdhrxaqj m044(0,0) gLAMPbbcdeffdhgqahr m006(0,0) gLAMPbbcdeffadsqaxk SFS[D(7,3)(2,1)] gLAMPbbcdeffemkqahr m070(0,0) gLAMPbbcdeffaqohaqj toroidal gLAMPbbcdeffadoxaqj SFS[D(7,3)(2,1)] gLAMPbbcdeffadohaqj SFS[D(5,1)(2,1)] gLAMPbbcdeffdugxahw toroidal gLAMPbbcdeffdhwqaxk m043(0,0) gLAMPbbcdeffaqjxahw SFS[D(7,2)(2,1)] gLAMPbbcdeffdegqahr toroidal gLAMPbbcdeffadjqahr SFS[D(2,1)(2,1)] gLAMPbbcdeffadjxahw SFS[D(2,1)(2,1)] gLAMPbbcdeffdhgxahw m011(0,0) gLAMPbbcdeffemkxahw m069(0,0) gLAMPbbcdeffadshaxn SFS[D(5,1)(2,1)] gLAMPbbcdeffaikaaxn SFS[D(8,3)(3,1)] gLAMPbbcdeffainaaxk SFS[D(8,3)(3,1)] gLAMPbbcdeffaijaaqj toroidal gLAMPbbcdeffaisaaqs toroidal gLAMPbbcdeffaifaaxn toroidal gLAMPbbcdeffaifaahw toroidal gLAMPbbcdeffaqbaaqj SFS[D(7,2)(2,1)] gLAMPbbcdeffaqbaahr SFS[D(8,3)(2,1)] gLAMPbbcdeffainaaqs SFS[D(7,5)(3,1)] gLAMPbbcdeffaikaahw SFS[D(7,2)(3,1)] gLAMPbbcdeffaisaaxk toroidal gLAMPbbcdeffaijaahr toroidal gLAMPbbcdeffduwaaqj toroidal gLAMPbbcdeffduwaahr toroidal gLAMPbbcdeffdugaaqs toroidal gLAMPbbcdeffaqjaaqs toroidal gLAMPbbcdeffdhwaahr m060(0,0) gLAMPbbcdeffduraahw toroidal gLAMPbbcdeffdhraahw m064(0,0) gLAMPbbcdeffderaahw toroidal gLAMPbbcdeffduraaxn toroidal gLAMPbbcdeffderaaxn toroidal gLAMPbbcdeffdhraaxn m055(0,0) gLAMPbbcdeffdhgaaqs m019(0,0) gLAMPbbcdeffadsaaqj SFS[D(7,2)(2,1)] gLAMPbbcdeffemkaaqs m119(0,0) gLAMPbbcdeffaqoaahw toroidal gLAMPbbcdeffadoaaxn SFS[D(7,2)(2,1)] gLAMPbbcdeffadoaahw SFS[D(8,3)(2,1)] gLAMPbbcdeffdugaaxk toroidal gLAMPbbcdeffdhwaaqj m052(0,0) gLAMPbbcdeffaqjaaxk toroidal gLAMPbbcdeffdegaaqs SFS[D(5,2)(2,1)] gLAMPbbcdeffdhgaaxk m016(0,0) gLAMPbbcdeffemkaaxk m118(0,0) gLAMPbbcdeffadsaahr SFS[D(8,3)(2,1)] gLAMPbbcdeffaikxaxk reducible gLAMPbbcdeffainxaxn reducible gLAMPbbcdeffaijqaqj toroidal gLAMPbbcdeffaisqaqj toroidal gLAMPbbcdeffaifxaxk SFS[D(3,1)(3,2)] gLAMPbbcdeffaifhahr SFS[D(3,1)(3,1)] gLAMPbbcdeffaicqaqj SFS[D(3,1)(3,1)] gLAMPbbcdeffaichahw SFS[D(3,1)(3,2)] gLAMPbbcdeffaqkhahw SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbqaqj SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbhahw reducible gLAMPbbcdeffainqaqj SFS[D(3,1)(3,1)] gLAMPbbcdeffaikhahr SFS[D(3,1)(3,2)] gLAMPbbcdeffaisxaxn SFS[D(3,1)(3,2)] gLAMPbbcdeffaijhahw SFS[D(3,1)(3,1)] gLAMPbbcdeffduwqaqj SFS[D(3,1)(2,1)] gLAMPbbcdeffduwhahw SFS[D(3,1)(2,1)] gLAMPbbcdeffdugqaqj SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjqaqj toroidal gLAMPbbcdeffdhwhahw SFS[D(3,1)(2,1)] gLAMPbbcdeffdurhahr SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrhahr SFS[D(3,1)(2,1)] gLAMPbbcdeffderhahr reducible gLAMPbbcdeffdurxaxk toroidal gLAMPbbcdeffderxaxk toroidal gLAMPbbcdeffdhrxaxk toroidal gLAMPbbcdeffdhgqaqj m003(0,0) gLAMPbbcdeffadsqaqj SFS[D(3,1)(2,1)] gLAMPbbcdeffemkqaqj toroidal gLAMPbbcdeffaqohahr SFS[D(3,1)(2,1)] gLAMPbbcdeffadoxaxk SFS[D(3,1)(2,1)] gLAMPbbcdeffadohahr reducible gLAMPbbcdeffdugxaxn toroidal gLAMPbbcdeffdhwqaqj m003(0,0) gLAMPbbcdeffaqjxaxn SFS[D(3,1)(2,1)] gLAMPbbcdeffdegqaqj toroidal gLAMPbbcdeffadjqaqj SFS[D(3,1)(2,1)] gLAMPbbcdeffadjxaxn SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgxaxn toroidal gLAMPbbcdeffemkxaxn toroidal gLAMPbbcdeffadshahw reducible gLAMPbbcdeffdegiaqs SFS[D(4,1)(2,1)] gLAMPbbcdeffdegdhhw SFS[D(3,1)(2,1)] gLAMPbbcdeffaikxqqj SFS[D(19,7)(3,1)] gLAMPbbcdeffainxhhr SFS[D(19,12)(3,1)] gLAMPbbcdeffaijqxxn toroidal gLAMPbbcdeffaisqhhw toroidal gLAMPbbcdeffaifxqqj toroidal gLAMPbbcdeffaifhqqs toroidal gLAMPbbcdeffaicqxxn SFS[D(3,1)(2,1)] gLAMPbbcdeffaichxxk SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkhxxk SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbqxxn SFS[D(17,5)(2,1)] gLAMPbbcdeffaqbhxxk SFS[D(19,7)(2,1)] gLAMPbbcdeffainqhhw SFS[D(17,12)(3,1)] gLAMPbbcdeffaikhqqs SFS[D(17,5)(3,1)] gLAMPbbcdeffaisxhhr toroidal gLAMPbbcdeffaijhxxk toroidal gLAMPbbcdeffduwqxxn toroidal gLAMPbbcdeffduwhxxk toroidal gLAMPbbcdeffdugqhhw toroidal gLAMPbbcdeffaqjqhhw toroidal gLAMPbbcdeffdhwhxxk s072(0,0) gLAMPbbcdeffdurhqqs toroidal gLAMPbbcdeffdhrhqqs s074(0,0) gLAMPbbcdeffderhqqs toroidal gLAMPbbcdeffdurxqqj toroidal gLAMPbbcdeffderxqqj toroidal gLAMPbbcdeffdhrxqqj s066(0,0) gLAMPbbcdeffdhgqhhw m108(0,0) gLAMPbbcdeffadsqxxn SFS[D(17,5)(2,1)] gLAMPbbcdeffemkqhhw s111(0,0) gLAMPbbcdeffaqohqqs toroidal gLAMPbbcdeffadoxqqj SFS[D(17,5)(2,1)] gLAMPbbcdeffadohqqs SFS[D(19,7)(2,1)] gLAMPbbcdeffdugxhhr toroidal gLAMPbbcdeffdhwqxxn s062(0,0) gLAMPbbcdeffaqjxhhr toroidal gLAMPbbcdeffdegqhhw toroidal gLAMPbbcdeffadjqhhw SFS[D(2,1)(2,1)] gLAMPbbcdeffadjxhhr SFS[D(2,1)(2,1)] gLAMPbbcdeffdhgxhhr m103(0,0) gLAMPbbcdeffemkxhhr s112(0,0) gLAMPbbcdeffadshxxk SFS[D(19,7)(2,1)] gLAMPbbcdeffdegixxn SFS[D(9,2)(2,1)] gLAMPbbcdeffaikaxxk SFS[D(8,3)(3,1)] gLAMPbbcdeffainaxxn SFS[D(8,3)(3,1)] gLAMPbbcdeffaijaqqs toroidal gLAMPbbcdeffaisaqqj toroidal gLAMPbbcdeffaifaxxk toroidal gLAMPbbcdeffaifahhr toroidal gLAMPbbcdeffaicaqqs SFS[D(7,5)(3,1)] gLAMPbbcdeffaicahhw SFS[D(7,2)(3,1)] gLAMPbbcdeffaqkahhw SFS[D(7,2)(2,1)] gLAMPbbcdeffaqbahhw SFS[D(8,3)(2,1)] gLAMPbbcdeffaisaxxn toroidal gLAMPbbcdeffaijahhw toroidal gLAMPbbcdeffduwaqqs toroidal gLAMPbbcdeffduwahhw toroidal gLAMPbbcdeffdugaqqj toroidal gLAMPbbcdeffaqjaqqj toroidal gLAMPbbcdeffdhwahhw m064(0,0) gLAMPbbcdeffdurahhr toroidal gLAMPbbcdeffdhrahhr m060(0,0) gLAMPbbcdeffderahhr toroidal gLAMPbbcdeffduraxxk toroidal gLAMPbbcdeffderaxxk SFS[D(5,2)(2,1)] gLAMPbbcdeffdhraxxk m016(0,0) gLAMPbbcdeffdhgaqqj m052(0,0) gLAMPbbcdeffemkaqqj m118(0,0) gLAMPbbcdeffaqoahhr toroidal gLAMPbbcdeffadoahhr SFS[D(8,3)(2,1)] gLAMPbbcdeffdugaxxn toroidal gLAMPbbcdeffdhwaqqs m019(0,0) gLAMPbbcdeffaqjaxxn toroidal gLAMPbbcdeffdegaqqj toroidal gLAMPbbcdeffadjaqqj SFS[D(7,2)(2,1)] gLAMPbbcdeffadjaxxn SFS[D(7,2)(2,1)] gLAMPbbcdeffdhgaxxn m055(0,0) gLAMPbbcdeffemkaxxn m119(0,0) gLAMPbbcdeffadsahhw SFS[D(8,3)(2,1)] gLAMPbbcdeffaikxxxn SFS[D(16,7)(3,1)] gLAMPbbcdeffainxxxk SFS[D(16,9)(3,1)] gLAMPbbcdeffaijqqqj toroidal gLAMPbbcdeffaisqqqs toroidal gLAMPbbcdeffaifxxxn toroidal gLAMPbbcdeffaifhhhw toroidal gLAMPbbcdeffaicqqqj SFS[D(5,2)(3,1)] gLAMPbbcdeffaichhhr SFS[D(5,3)(3,1)] gLAMPbbcdeffaqkhhhr SFS[D(5,2)(2,1)] gLAMPbbcdeffaqbqqqj SFS[D(11,2)(2,1)] gLAMPbbcdeffaqbhhhr SFS[D(16,7)(2,1)] gLAMPbbcdeffainqqqs SFS[D(11,9)(3,1)] gLAMPbbcdeffaikhhhw SFS[D(11,2)(3,1)] gLAMPbbcdeffaisxxxk toroidal gLAMPbbcdeffaijhhhr toroidal gLAMPbbcdeffduwqqqj toroidal gLAMPbbcdeffduwhhhr toroidal gLAMPbbcdeffdugqqqs toroidal gLAMPbbcdeffaqjqqqs toroidal gLAMPbbcdeffdhwhhhr s042(0,0) gLAMPbbcdeffdurhhhw toroidal gLAMPbbcdeffdhrhhhw s044(0,0) gLAMPbbcdeffderhhhw toroidal gLAMPbbcdeffdurxxxn toroidal gLAMPbbcdeffderxxxn toroidal gLAMPbbcdeffdhrxxxn s021(0,0) gLAMPbbcdeffdhgqqqs m087(0,0) gLAMPbbcdeffadsqqqj SFS[D(11,2)(2,1)] gLAMPbbcdeffemkqqqs s094(0,0) gLAMPbbcdeffaqohhhw toroidal gLAMPbbcdeffadoxxxn SFS[D(11,2)(2,1)] gLAMPbbcdeffadohhhw SFS[D(16,7)(2,1)] gLAMPbbcdeffdugxxxk toroidal gLAMPbbcdeffdhwqqqj s020(0,0) gLAMPbbcdeffaqjxxxk toroidal gLAMPbbcdeffdegqqqs toroidal gLAMPbbcdeffadjqqqs SFS[D(5,2)(2,1)] gLAMPbbcdeffadjxxxk SFS[D(5,2)(2,1)] gLAMPbbcdeffdhgxxxk m083(0,0) gLAMPbbcdeffemkxxxk s095(0,0) gLAMPbbcdeffadshhhr SFS[D(16,7)(2,1)] gLAMPbbcdeffdegiqqj SFS[D(12,5)(2,1)] gLAMPbbcdeffaqkaphw SFS[D(8,3)(2,1)] gLAMPbbcdeffaifamhw SFS[D(8,3)(3,1)] gLAMPbbcdeffaifaixn SFS[D(8,3)(3,1)] gLAMPbbcdeffaicathr SFS[D(8,3)(3,1)] gLAMPbbcdeffaicaphw SFS[D(8,3)(3,1)] gLAMPbbcdeffaicauqs toroidal gLAMPbbcdeffaicalqj toroidal gLAMPbbcdeffaqkalqj toroidal gLAMPbbcdeffaqoaixn SFS[D(8,3)(2,1)] gLAMPbbcdeffdegdals toroidal gLAMPbbcdeffadjdals SFS[D(2,1)(2,1)] gLAMPbbcdeffadjdauj SFS[D(2,1)(2,1)] gLAMPbbcdeffdegaaij SFS[D(4,1)(2,1)] gLAMPbbcdeffdegdapr SFS[D(4,1)(2,1)] gLAMPbbcdeffpugqhev T2xI gLAMPbbcdeffpugaqdo T2xI gLAMPbbcdeffpugqqdv T2xI gLAMPbbcdeffdegddpf reducible gLAMPbbcdeffdegadlb reducible gLAMPbbcdeffdtfuamb SFS[D(2,1)(2,1)] gLAMPbbcdeffdejuamb reducible gLAMPbbcdeffpugdaib T2xI gLAMPbbcdeffpugqado T2xI gLAMPbbcdeffpugiadv SFS[A(2,1)] gLAMPbbcdeffdtfaatb SFS[D(2,1)(2,1)] gLAMPbbcdeffdejaatb reducible gLAMPbbcdeffpugaadv T2xI gLAMPbbcdeffpugiapf T2xI gLAMPbbcdeffaifmaif SFS[A(3,1)] gLAMPbbcdeffaictalc reducible gLAMPbbcdeffaicuapc reducible gLAMPbbcdeffdtftalc SFS[D(3,1)(3,2)] gLAMPbbcdeffdtfuapc SFS[D(3,1)(3,2)] gLAMPbbcdeffdqftalc SFS[D(3,1)(3,1)] gLAMPbbcdeffaqktalc reducible gLAMPbbcdeffdejuapc toroidal gLAMPbbcdeffadkuapc SFS[D(3,1)(2,1)] gLAMPbbcdeffadgpauf SFS[D(3,1)(2,1)] gLAMPbbcdeffdejtalc toroidal gLAMPbbcdeffadktalc SFS[D(3,1)(2,1)] gLAMPbbcdeffadgmaif SFS[D(3,1)(2,1)] gLAMPbbcdeffhtgtalc m004(0,0) gLAMPbbcdeffpugdado SFS[A(2,1)] gLAMPbbcdeffaqomaif SFS[A(2,1)] gLAMPbbcdeffaikxqhf SFS[D(3,1)(3,1)] gLAMPbbcdeffainxhqb SFS[D(3,1)(3,2)] gLAMPbbcdeffaijqxhv SFS[D(3,1)(3,2)] gLAMPbbcdeffaisqhxb SFS[D(3,1)(3,1)] gLAMPbbcdeffaifxqhf toroidal gLAMPbbcdeffaifhqxf toroidal gLAMPbbcdeffaicqxhv reducible gLAMPbbcdeffaichxqv reducible gLAMPbbcdeffaqkhxqv reducible gLAMPbbcdeffaqbqxhv SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbhxqv SFS[D(3,1)(2,1)] gLAMPbbcdeffainqhxb SFS[D(3,1)(3,2)] gLAMPbbcdeffaikhqxf SFS[D(3,1)(3,1)] gLAMPbbcdeffaisxhqb SFS[D(3,1)(3,1)] gLAMPbbcdeffaijhxqv SFS[D(3,1)(3,2)] gLAMPbbcdeffduwqxhv toroidal gLAMPbbcdeffduwhxqv toroidal gLAMPbbcdeffdugqhxb SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjqhxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwhxqv toroidal gLAMPbbcdeffdurhqxf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrhqxf m003(0,0) gLAMPbbcdeffderhqxf toroidal gLAMPbbcdeffdurxqhf SFS[D(3,1)(2,1)] gLAMPbbcdeffderxqhf toroidal gLAMPbbcdeffdhrxqhf m003(0,0) gLAMPbbcdeffdhgqhxb SFS[D(3,1)(2,1)] gLAMPbbcdeffadsqxhv SFS[D(3,1)(2,1)] gLAMPbbcdeffemkqhxb toroidal gLAMPbbcdeffaqohqxf toroidal gLAMPbbcdeffadoxqhf SFS[D(3,1)(2,1)] gLAMPbbcdeffadohqxf SFS[D(3,1)(2,1)] gLAMPbbcdeffdugxhqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqxhv toroidal gLAMPbbcdeffaqjxhqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdegqhxb reducible gLAMPbbcdeffadjqhxb reducible gLAMPbbcdeffadjxhqb reducible gLAMPbbcdeffdhgxhqb SFS[D(3,1)(2,1)] gLAMPbbcdeffemkxhqb toroidal gLAMPbbcdeffadshxqv SFS[D(3,1)(2,1)] gLAMPbbcdeffaikaxqv SFS[D(3,1)(2,1)] gLAMPbbcdeffainaxhv SFS[D(3,1)(2,1)] gLAMPbbcdeffaijaqxf reducible gLAMPbbcdeffaisaqho reducible gLAMPbbcdeffaqbahxb SFS[D(2,1)(2,1)] gLAMPbbcdeffduwaqxf SFS[D(3,1)(2,1)] gLAMPbbcdeffduwahxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdugaqho SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaqho reducible gLAMPbbcdeffdhwahxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdurahqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrahqb SFS[D(3,1)(2,1)] gLAMPbbcdeffderahqb toroidal gLAMPbbcdeffadoahqb SFS[D(2,1)(2,1)] gLAMPbbcdeffadsahxb SFS[D(2,1)(2,1)] gLAMPbbcdeffaikxxhv SFS[D(3,1)(2,1)] gLAMPbbcdeffainxxqv SFS[D(3,1)(2,1)] gLAMPbbcdeffaijqqhf reducible gLAMPbbcdeffaisqqxf reducible gLAMPbbcdeffaqbhhqb SFS[D(2,1)(2,1)] gLAMPbbcdeffduwqqhf SFS[D(3,1)(2,1)] gLAMPbbcdeffduwhhqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdugqqxf SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjqqxf reducible gLAMPbbcdeffdhwhhqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdurhhxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrhhxb SFS[D(3,1)(2,1)] gLAMPbbcdeffderhhxb toroidal gLAMPbbcdeffadohhxb SFS[D(2,1)(2,1)] gLAMPbbcdeffadshhqb SFS[D(2,1)(2,1)] gLAMPbbcdeffdegiqho SFS[D(2,1)(2,1)] gLAMPbbcdeffaqkapxb SFS[D(2,1)(2,1)] gLAMPbbcdeffaifamxb SFS[D(3,1)(2,1)] gLAMPbbcdeffaifaihc SFS[D(3,1)(2,1)] gLAMPbbcdeffaicatqb SFS[D(3,1)(2,1)] gLAMPbbcdeffaicapxb SFS[D(3,1)(2,1)] gLAMPbbcdeffaicauxf reducible gLAMPbbcdeffaicalhf reducible gLAMPbbcdeffaqkalhf reducible gLAMPbbcdeffaqoaihc SFS[D(2,1)(2,1)] gLAMPbbcdeffaikxaqc SFS[D(3,1)(2,1)] gLAMPbbcdeffainxahc SFS[D(3,1)(2,1)] gLAMPbbcdeffaijqaxf reducible gLAMPbbcdeffaisqaho reducible gLAMPbbcdeffaqbhaxb SFS[D(2,1)(2,1)] gLAMPbbcdeffduwqaxf SFS[D(3,1)(2,1)] gLAMPbbcdeffduwhaxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdugqaho SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjqaho reducible gLAMPbbcdeffdhwhaxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdurhaqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrhaqb SFS[D(3,1)(2,1)] gLAMPbbcdeffderhaqb toroidal gLAMPbbcdeffadohaqb SFS[D(2,1)(2,1)] gLAMPbbcdeffadshaxb SFS[D(2,1)(2,1)] gLAMPbbcdeffdegiaxf SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbaaqb SFS[D(2,1)(2,1)] gLAMPbbcdeffainaaqv SFS[D(3,1)(2,1)] gLAMPbbcdeffaikaahc SFS[D(3,1)(2,1)] gLAMPbbcdeffaisaaxf reducible gLAMPbbcdeffaijaahf reducible gLAMPbbcdeffduwaaqb SFS[D(3,1)(2,1)] gLAMPbbcdeffduwaahf SFS[D(3,1)(2,1)] gLAMPbbcdeffduraaxb SFS[D(3,1)(2,1)] gLAMPbbcdeffderaaxb toroidal gLAMPbbcdeffdhraaxb SFS[D(3,1)(2,1)] gLAMPbbcdeffadsaaqb SFS[D(2,1)(2,1)] gLAMPbbcdeffadoaaxb SFS[D(2,1)(2,1)] gLAMPbbcdeffdugaaxf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwaaqb SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaaxf reducible gLAMPbbcdeffaikxaxf SFS[D(3,1)(3,1)] gLAMPbbcdeffainxaxb SFS[D(3,1)(3,2)] gLAMPbbcdeffaijqaqc SFS[D(3,1)(3,2)] gLAMPbbcdeffaisqaqb SFS[D(3,1)(3,1)] gLAMPbbcdeffaifxaxf toroidal gLAMPbbcdeffaifhahf toroidal gLAMPbbcdeffaicqaqc reducible gLAMPbbcdeffaichahc reducible gLAMPbbcdeffaqkhahc reducible gLAMPbbcdeffaqbqaqc SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbhahc SFS[D(3,1)(2,1)] gLAMPbbcdeffainqaqb SFS[D(3,1)(3,2)] gLAMPbbcdeffaikhahf SFS[D(3,1)(3,1)] gLAMPbbcdeffaisxaxb SFS[D(3,1)(3,1)] gLAMPbbcdeffaijhahc SFS[D(3,1)(3,2)] gLAMPbbcdeffduwqaqc toroidal gLAMPbbcdeffduwhahc toroidal gLAMPbbcdeffdugqaqb SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjqaqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwhahc toroidal gLAMPbbcdeffdurhahf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhrhahf m003(0,0) gLAMPbbcdeffderhahf toroidal gLAMPbbcdeffdurxaxf SFS[D(3,1)(2,1)] gLAMPbbcdeffderxaxf toroidal gLAMPbbcdeffdhrxaxf m003(0,0) gLAMPbbcdeffdhgqaqb SFS[D(3,1)(2,1)] gLAMPbbcdeffadsqaqc SFS[D(3,1)(2,1)] gLAMPbbcdeffemkqaqb toroidal gLAMPbbcdeffaqohahf toroidal gLAMPbbcdeffadoxaxf SFS[D(3,1)(2,1)] gLAMPbbcdeffadohahf SFS[D(3,1)(2,1)] gLAMPbbcdeffdugxaxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqaqc toroidal gLAMPbbcdeffaqjxaxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdegqaqb reducible gLAMPbbcdeffadjqaqb reducible gLAMPbbcdeffadjxaxb reducible gLAMPbbcdeffdhgxaxb SFS[D(3,1)(2,1)] gLAMPbbcdeffemkxaxb toroidal gLAMPbbcdeffadshahc SFS[D(3,1)(2,1)] gLAMPbbcdeffdegdhhv reducible gLAMPbbcdeffaikxqqb SFS[D(5,2)(3,1)] gLAMPbbcdeffainxhhf SFS[D(5,3)(3,1)] gLAMPbbcdeffaijqxxb SFS[D(5,2)(3,1)] gLAMPbbcdeffaisqhhv SFS[D(5,3)(3,1)] gLAMPbbcdeffaifxqqb toroidal gLAMPbbcdeffaifhqqv toroidal gLAMPbbcdeffaqbqxxb SFS[D(4,1)(2,1)] gLAMPbbcdeffaqbhxxf SFS[D(5,2)(2,1)] gLAMPbbcdeffainqhhv SFS[D(4,3)(3,1)] gLAMPbbcdeffaikhqqv SFS[D(4,1)(3,1)] gLAMPbbcdeffaisxhhf toroidal gLAMPbbcdeffaijhxxf toroidal gLAMPbbcdeffduwqxxb toroidal gLAMPbbcdeffduwhxxf toroidal gLAMPbbcdeffdugqhhv toroidal gLAMPbbcdeffaqjqhhv SFS[D(5,2)(2,1)] gLAMPbbcdeffdhwhxxf m016(0,0) gLAMPbbcdeffdurhqqv toroidal gLAMPbbcdeffdhrhqqv m019(0,0) gLAMPbbcdeffderhqqv toroidal gLAMPbbcdeffdurxqqb SFS[D(3,1)(2,1)] gLAMPbbcdeffderxqqb toroidal gLAMPbbcdeffdhrxqqb m011(0,0) gLAMPbbcdeffdhgqhhv m003(0,0) gLAMPbbcdeffadsqxxb SFS[D(4,1)(2,1)] gLAMPbbcdeffemkqhhv m017(0,0) gLAMPbbcdeffaqohqqv toroidal gLAMPbbcdeffadoxqqb SFS[D(4,1)(2,1)] gLAMPbbcdeffadohqqv SFS[D(5,2)(2,1)] gLAMPbbcdeffdugxhhf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqxxb m006(0,0) gLAMPbbcdeffaqjxhhf toroidal gLAMPbbcdeffdegqhhv SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgxhhf toroidal gLAMPbbcdeffemkxhhf m016(0,0) gLAMPbbcdeffadshxxf SFS[D(5,2)(2,1)] gLAMPbbcdeffdegixxb SFS[D(3,1)(2,1)] gLAMPbbcdeffaifaxxf reducible gLAMPbbcdeffaifahhf reducible gLAMPbbcdeffaicaqqv SFS[D(3,1)(2,1)] gLAMPbbcdeffaicahhc SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkahhc SFS[D(2,1)(2,1)] gLAMPbbcdeffdugaqqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdurahhf SFS[D(3,1)(2,1)] gLAMPbbcdeffduraxxf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgaqqb SFS[D(3,1)(2,1)] gLAMPbbcdeffaqoahhf reducible gLAMPbbcdeffdugaxxb SFS[D(3,1)(2,1)] gLAMPbbcdeffdegaqqb toroidal gLAMPbbcdeffadjaqqb SFS[D(2,1)(2,1)] gLAMPbbcdeffadjaxxb SFS[D(2,1)(2,1)] gLAMPbbcdeffdhgaxxb SFS[D(3,1)(2,1)] gLAMPbbcdeffaikxxxb SFS[D(5,2)(3,1)] gLAMPbbcdeffainxxxf SFS[D(5,3)(3,1)] gLAMPbbcdeffaijqqqb SFS[D(5,2)(3,1)] gLAMPbbcdeffaisqqqv SFS[D(5,3)(3,1)] gLAMPbbcdeffaifxxxb toroidal gLAMPbbcdeffaifhhhc toroidal gLAMPbbcdeffaqbqqqb SFS[D(4,1)(2,1)] gLAMPbbcdeffaqbhhhf SFS[D(5,2)(2,1)] gLAMPbbcdeffainqqqv SFS[D(4,3)(3,1)] gLAMPbbcdeffaikhhhc SFS[D(4,1)(3,1)] gLAMPbbcdeffaisxxxf toroidal gLAMPbbcdeffaijhhhf toroidal gLAMPbbcdeffduwqqqb toroidal gLAMPbbcdeffduwhhhf toroidal gLAMPbbcdeffdugqqqv toroidal gLAMPbbcdeffaqjqqqv SFS[D(5,2)(2,1)] gLAMPbbcdeffdhwhhhf m016(0,0) gLAMPbbcdeffdurhhhc toroidal gLAMPbbcdeffdhrhhhc m019(0,0) gLAMPbbcdeffderhhhc toroidal gLAMPbbcdeffdurxxxb SFS[D(3,1)(2,1)] gLAMPbbcdeffderxxxb toroidal gLAMPbbcdeffdhrxxxb m011(0,0) gLAMPbbcdeffdhgqqqv m003(0,0) gLAMPbbcdeffadsqqqb SFS[D(4,1)(2,1)] gLAMPbbcdeffemkqqqv m017(0,0) gLAMPbbcdeffaqohhhc toroidal gLAMPbbcdeffadoxxxb SFS[D(4,1)(2,1)] gLAMPbbcdeffadohhhc SFS[D(5,2)(2,1)] gLAMPbbcdeffdugxxxf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqqqb m006(0,0) gLAMPbbcdeffaqjxxxf toroidal gLAMPbbcdeffdegqqqv SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgxxxf toroidal gLAMPbbcdeffemkxxxf m016(0,0) gLAMPbbcdeffadshhhf SFS[D(5,2)(2,1)] gLAMPbbcdeffdegiqqb SFS[D(3,1)(2,1)] gLAMPbbcdeffdegdtmg reducible gLAMPbbcdeffpugqtmg SFS[A(2,1)] gLAMPbbcdeffaifedmc toroidal gLAMPbbcdeffaifddtf toroidal gLAMPbbcdeffaqoddtf toroidal gLAMPbbcdeffaifditv toroidal gLAMPbbcdeffaifepio toroidal gLAMPbbcdeffaqoditv toroidal gLAMPbbcdeffaifepmo toroidal gLAMPbbcdeffaifdilf toroidal gLAMPbbcdeffaqodilf toroidal gLAMPbbcdeffhqjaemc SFS[D(2,1)(2,1)] gLAMPbbcdeffpucailf T2xI gLAMPbbcdeffpucadlf T2xI gLAMPbbcdeffhqjaeic SFS[D(2,1)(2,1)] gLAMPbbcdeffpugaipb SFS[A(2,1)] gLAMPbbcdeffdegaipb SFS[A(2,1)] gLAMPbbcdeffadjaipb T2xI gLAMPbbcdeffadjaiuv T2xI gLAMPbbcdeffpugqtig SFS[A(2,1)] gLAMPbbcdeffaifedic toroidal gLAMPbbcdeffaifddlf toroidal gLAMPbbcdeffaqoddlf toroidal gLAMPbbcdeffdegdtig reducible gLAMPbbcdeffpugqhmo T2xI gLAMPbbcdeffpugaqlv T2xI gLAMPbbcdeffpugqqig T2xI gLAMPbbcdeffpugqemo T2xI gLAMPbbcdeffpugaduv T2xI gLAMPbbcdeffpugqdig T2xI gLAMPbbcdeffpugqdmg T2xI gLAMPbbcdeffpugadpb T2xI gLAMPbbcdeffpugqeio T2xI gLAMPbbcdeffpugqepb SFS[A(2,1)] gLAMPbbcdeffpugadio SFS[A(2,1)] gLAMPbbcdeffpugqdlf SFS[A(2,1)] gLAMPbbcdeffpugqalv T2xI gLAMPbbcdeffaqkdadf reducible gLAMPbbcdeffaifeaec reducible gLAMPbbcdeffaifdadb reducible gLAMPbbcdeffaicdadf reducible gLAMPbbcdeffaiceaeb reducible gLAMPbbcdeffaqodadb reducible gLAMPbbcdeffhqjaaeb SFS[D(2,1)(2,1)] gLAMPbbcdeffpucaaic T2xI gLAMPbbcdeffpucaadb SFS[A(2,1)] gLAMPbbcdeffdecaadb SFS[A(2,1)] gLAMPbbcdeffadbaadb T2xI gLAMPbbcdeffadbaaef T2xI gLAMPbbcdeffhqjaadc SFS[D(2,1)(2,1)] gLAMPbbcdeffpugaaig T2xI gLAMPbbcdeffpugqatv T2xI gLAMPbbcdeffaqkdaec reducible gLAMPbbcdeffaifeadf reducible gLAMPbbcdeffaifdaef reducible gLAMPbbcdeffaicdaec reducible gLAMPbbcdeffaiceadc reducible gLAMPbbcdeffaqodaef reducible gLAMPbbcdeffpugqhio T2xI gLAMPbbcdeffpugaqtv T2xI gLAMPbbcdeffpugqqmg T2xI gLAMPbbcdeffpugqeuv SFS[A(2,1)] gLAMPbbcdeffpugadmo SFS[A(2,1)] gLAMPbbcdeffpugqdtv SFS[A(2,1)] gLAMPbbcdeffpugqtlf T2xI gLAMPbbcdeffaqkddef reducible gLAMPbbcdeffaifeddb reducible gLAMPbbcdeffaifddeb reducible gLAMPbbcdeffaicddef reducible gLAMPbbcdeffaiceedb reducible gLAMPbbcdeffaqoddeb reducible gLAMPbbcdeffhqjaedb SFS[D(2,1)(2,1)] gLAMPbbcdeffpucaiig T2xI gLAMPbbcdeffpucaddc SFS[A(2,1)] gLAMPbbcdeffdecaddc SFS[A(2,1)] gLAMPbbcdeffadbadeb T2xI gLAMPbbcdeffadbaddc T2xI gLAMPbbcdeffhqjaeef SFS[D(2,1)(2,1)] gLAMPbbcdeffpugaiio T2xI gLAMPbbcdeffpugqttv T2xI gLAMPbbcdeffaqkdddb reducible gLAMPbbcdeffaifedef reducible gLAMPbbcdeffaifdddc reducible gLAMPbbcdeffaicdddb reducible gLAMPbbcdeffaiceeef reducible gLAMPbbcdeffaqodddc reducible gLAMPbbcdeffdejtdac reducible gLAMPbbcdeffdtftdac SFS[D(2,1)(2,1)] gLAMPbbcdeffdejtpao reducible gLAMPbbcdeffpugdtag T2xI gLAMPbbcdeffaqbqpao SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbqdac SFS[D(2,1)(2,1)] gLAMPbbcdeffainqtag SFS[D(3,1)(2,1)] gLAMPbbcdeffaikhdaf SFS[D(3,1)(2,1)] gLAMPbbcdeffaisxeac reducible gLAMPbbcdeffaijheac reducible gLAMPbbcdeffaikhiag SFS[D(3,1)(2,1)] gLAMPbbcdeffainquao SFS[D(3,1)(2,1)] gLAMPbbcdeffduwqdac SFS[D(3,1)(2,1)] gLAMPbbcdeffduwheac SFS[D(3,1)(2,1)] gLAMPbbcdeffdurxdac SFS[D(3,1)(2,1)] gLAMPbbcdeffderxdac toroidal gLAMPbbcdeffdhrxdac SFS[D(3,1)(2,1)] gLAMPbbcdeffadsqdac SFS[D(2,1)(2,1)] gLAMPbbcdeffadoxdac SFS[D(2,1)(2,1)] gLAMPbbcdeffdugxeac SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqdac SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjxeac reducible gLAMPbbcdeffhqjedac SFS[D(2,1)(2,1)] gLAMPbbcdeffpuciiag T2xI gLAMPbbcdeffpucddac SFS[A(2,1)] gLAMPbbcdeffdecddac SFS[A(2,1)] gLAMPbbcdeffadbddac T2xI gLAMPbbcdeffadbeeac T2xI gLAMPbbcdeffhqjddaf SFS[D(2,1)(2,1)] gLAMPbbcdeffpugiiao T2xI gLAMPbbcdeffhqjdiag SFS[D(2,1)(2,1)] gLAMPbbcdeffpucdpao SFS[A(2,1)] gLAMPbbcdeffdecdpao SFS[A(2,1)] gLAMPbbcdeffadbelag T2xI gLAMPbbcdeffadbdpao T2xI gLAMPbbcdeffpucidaf T2xI gLAMPbbcdeffhqjepao SFS[D(2,1)(2,1)] gLAMPbbcdeffpugilav T2xI gLAMPbbcdeffducaiag SFS[D(3,1)(2,1)] gLAMPbbcdeffdujadaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdukaeac toroidal gLAMPbbcdeffaqbaiag SFS[D(3,1)(2,1)] gLAMPbbcdeffdhjadaf m003(0,0) gLAMPbbcdeffdhkaeac toroidal gLAMPbbcdeffdejadaf toroidal gLAMPbbcdeffdhcaiag SFS[D(3,1)(2,1)] gLAMPbbcdeffadgaeac SFS[D(3,1)(2,1)] gLAMPbbcdeffadkadaf SFS[D(3,1)(2,1)] gLAMPbbcdeffembalag toroidal gLAMPbbcdeffdtbalag SFS[D(3,1)(3,2)] gLAMPbbcdeffdqbalag SFS[D(3,1)(3,1)] gLAMPbbcdeffdqbaeac SFS[D(3,1)(3,1)] gLAMPbbcdeffdtbaeac SFS[D(3,1)(3,2)] gLAMPbbcdeffdtfadaf SFS[D(3,1)(3,2)] gLAMPbbcdeffdqfadaf SFS[D(3,1)(3,1)] gLAMPbbcdeffdujaiag SFS[D(3,1)(2,1)] gLAMPbbcdeffducadaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhcadaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdukalag toroidal gLAMPbbcdeffdhjaiag m003(0,0) gLAMPbbcdeffaqbadaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdejaiag toroidal gLAMPbbcdeffadkaiag SFS[D(3,1)(2,1)] gLAMPbbcdeffadgalag SFS[D(3,1)(2,1)] gLAMPbbcdeffdhkalag toroidal gLAMPbbcdeffembaeac toroidal gLAMPbbcdeffainalav SFS[D(3,1)(3,2)] gLAMPbbcdeffaikaeac SFS[D(3,1)(3,1)] gLAMPbbcdeffaisaiao SFS[D(3,1)(3,1)] gLAMPbbcdeffaijadaf SFS[D(3,1)(3,2)] gLAMPbbcdeffaikalag SFS[D(3,1)(3,1)] gLAMPbbcdeffhtnaeac m004(0,0) gLAMPbbcdeffainaiao SFS[D(3,1)(3,2)] gLAMPbbcdeffhtgadaf m004(0,0) gLAMPbbcdeffhtnalag m004(0,0) gLAMPbbcdeffduwadaf toroidal gLAMPbbcdeffdugaiao SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaiao SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwadaf toroidal gLAMPbbcdeffduraeac SFS[D(3,1)(2,1)] gLAMPbbcdeffdhraeac m003(0,0) gLAMPbbcdeffderaeac toroidal gLAMPbbcdeffadoaeac SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgaiao SFS[D(3,1)(2,1)] gLAMPbbcdeffemkaiao toroidal gLAMPbbcdeffadsadaf SFS[D(3,1)(2,1)] gLAMPbbcdeffaikxqac SFS[D(8,3)(3,1)] gLAMPbbcdeffainxhac SFS[D(8,3)(3,1)] gLAMPbbcdeffaijqxao toroidal gLAMPbbcdeffaisqhao toroidal gLAMPbbcdeffaifxqac toroidal gLAMPbbcdeffaifhqag toroidal gLAMPbbcdeffaqbqxao SFS[D(7,2)(2,1)] gLAMPbbcdeffaqbhxag SFS[D(8,3)(2,1)] gLAMPbbcdeffainqhao SFS[D(7,5)(3,1)] gLAMPbbcdeffaikhqag SFS[D(7,2)(3,1)] gLAMPbbcdeffaisxhac toroidal gLAMPbbcdeffaijhxag toroidal gLAMPbbcdeffduwqxao toroidal gLAMPbbcdeffduwhxag toroidal gLAMPbbcdeffdugqhao toroidal gLAMPbbcdeffaqjqhao toroidal gLAMPbbcdeffdhwhxag m060(0,0) gLAMPbbcdeffdurhqag toroidal gLAMPbbcdeffdhrhqag m064(0,0) gLAMPbbcdeffderhqag toroidal gLAMPbbcdeffdurxqac toroidal gLAMPbbcdeffderxqac toroidal gLAMPbbcdeffdhrxqac m055(0,0) gLAMPbbcdeffdhgqhao m019(0,0) gLAMPbbcdeffadsqxao SFS[D(7,2)(2,1)] gLAMPbbcdeffemkqhao m119(0,0) gLAMPbbcdeffaqohqag toroidal gLAMPbbcdeffadoxqac SFS[D(7,2)(2,1)] gLAMPbbcdeffadohqag SFS[D(8,3)(2,1)] gLAMPbbcdeffdugxhac toroidal gLAMPbbcdeffdhwqxao m052(0,0) gLAMPbbcdeffaqjxhac toroidal gLAMPbbcdeffdegqhao SFS[D(5,2)(2,1)] gLAMPbbcdeffdhgxhac m016(0,0) gLAMPbbcdeffemkxhac m118(0,0) gLAMPbbcdeffadshxag SFS[D(8,3)(2,1)] gLAMPbbcdeffdegixao SFS[D(4,1)(2,1)] gLAMPbbcdeffaikaxag SFS[D(3,1)(3,2)] gLAMPbbcdeffainaxao SFS[D(3,1)(3,1)] gLAMPbbcdeffaijaqag SFS[D(3,1)(3,1)] gLAMPbbcdeffaisaqav SFS[D(3,1)(3,2)] gLAMPbbcdeffaifaxag SFS[D(3,1)(3,1)] gLAMPbbcdeffaifahac SFS[D(3,1)(3,2)] gLAMPbbcdeffaicaqag SFS[D(3,1)(3,2)] gLAMPbbcdeffaicahaf SFS[D(3,1)(3,1)] gLAMPbbcdeffaqkahaf SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbaqag reducible gLAMPbbcdeffaqbahaf SFS[D(3,1)(2,1)] gLAMPbbcdeffainaqav reducible gLAMPbbcdeffaikahac reducible gLAMPbbcdeffaisaxao toroidal gLAMPbbcdeffaijahaf toroidal gLAMPbbcdeffduwaqag SFS[D(3,1)(2,1)] gLAMPbbcdeffduwahaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdugaqav toroidal gLAMPbbcdeffaqjaqav SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwahaf m003(0,0) gLAMPbbcdeffdurahac toroidal gLAMPbbcdeffdhrahac toroidal gLAMPbbcdeffderahac toroidal gLAMPbbcdeffduraxag SFS[D(3,1)(2,1)] gLAMPbbcdeffderaxag reducible gLAMPbbcdeffdhraxag SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgaqav toroidal gLAMPbbcdeffadsaqag reducible gLAMPbbcdeffemkaqav toroidal gLAMPbbcdeffaqoahac SFS[D(3,1)(2,1)] gLAMPbbcdeffadoaxag reducible gLAMPbbcdeffadoahac SFS[D(3,1)(2,1)] gLAMPbbcdeffdugaxao SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwaqag SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaxao toroidal gLAMPbbcdeffdegaqav toroidal gLAMPbbcdeffadjaqav SFS[D(3,1)(2,1)] gLAMPbbcdeffadjaxao SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgaxao m003(0,0) gLAMPbbcdeffemkaxao toroidal gLAMPbbcdeffadsahaf SFS[D(3,1)(2,1)] gLAMPbbcdeffaikxxao SFS[D(7,3)(3,1)] gLAMPbbcdeffainxxag SFS[D(7,4)(3,1)] gLAMPbbcdeffaijqqac SFS[D(7,2)(3,1)] gLAMPbbcdeffaisqqag SFS[D(7,5)(3,1)] gLAMPbbcdeffaifxxao toroidal gLAMPbbcdeffaifhhaf toroidal gLAMPbbcdeffaicqqac SFS[D(3,1)(2,1)] gLAMPbbcdeffaichhac SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkhhac SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbqqac SFS[D(5,1)(2,1)] gLAMPbbcdeffaqbhhac SFS[D(7,3)(2,1)] gLAMPbbcdeffainqqag SFS[D(5,4)(3,1)] gLAMPbbcdeffaikhhaf SFS[D(5,1)(3,1)] gLAMPbbcdeffaisxxag toroidal gLAMPbbcdeffaijhhac toroidal gLAMPbbcdeffduwqqac toroidal gLAMPbbcdeffduwhhac toroidal gLAMPbbcdeffdugqqag toroidal gLAMPbbcdeffaqjqqag SFS[D(7,2)(2,1)] gLAMPbbcdeffdhwhhac m043(0,0) gLAMPbbcdeffdurhhaf toroidal gLAMPbbcdeffdhrhhaf m044(0,0) gLAMPbbcdeffderhhaf toroidal gLAMPbbcdeffdurxxao SFS[D(3,1)(2,1)] gLAMPbbcdeffderxxao toroidal gLAMPbbcdeffdhrxxao m027(0,0) gLAMPbbcdeffdhgqqag m011(0,0) gLAMPbbcdeffadsqqac SFS[D(5,1)(2,1)] gLAMPbbcdeffemkqqag m069(0,0) gLAMPbbcdeffaqohhaf toroidal gLAMPbbcdeffadoxxao SFS[D(5,1)(2,1)] gLAMPbbcdeffadohhaf SFS[D(7,3)(2,1)] gLAMPbbcdeffdugxxag SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqqac m026(0,0) gLAMPbbcdeffaqjxxag toroidal gLAMPbbcdeffdegqqag toroidal gLAMPbbcdeffadjqqag SFS[D(2,1)(2,1)] gLAMPbbcdeffadjxxag SFS[D(2,1)(2,1)] gLAMPbbcdeffdhgxxag m006(0,0) gLAMPbbcdeffemkxxag m070(0,0) gLAMPbbcdeffadshhac SFS[D(7,3)(2,1)] gLAMPbbcdeffdegiqav SFS[D(5,2)(2,1)] gLAMPbbcdeffaikxmab SFS[D(7,3)(3,1)] gLAMPbbcdeffainxuac SFS[D(7,4)(3,1)] gLAMPbbcdeffainxiaf SFS[D(7,4)(3,1)] gLAMPbbcdeffaikxtac SFS[D(7,3)(3,1)] gLAMPbbcdeffaijqiab SFS[D(7,2)(3,1)] gLAMPbbcdeffaisqeao SFS[D(7,5)(3,1)] gLAMPbbcdeffaqbqlao SFS[D(5,1)(2,1)] gLAMPbbcdeffaqbhpag SFS[D(7,3)(2,1)] gLAMPbbcdeffaqkhmaf SFS[D(2,1)(2,1)] gLAMPbbcdeffaifxmab toroidal gLAMPbbcdeffaifhtac toroidal gLAMPbbcdeffaicqiab SFS[D(3,1)(2,1)] gLAMPbbcdeffaichmaf SFS[D(3,1)(2,1)] gLAMPbbcdeffaicqlao SFS[D(3,1)(2,1)] gLAMPbbcdeffaichpag SFS[D(3,1)(2,1)] gLAMPbbcdeffaqkhpag SFS[D(2,1)(2,1)] gLAMPbbcdeffaqbqiab SFS[D(5,1)(2,1)] gLAMPbbcdeffaqbhmaf SFS[D(7,3)(2,1)] gLAMPbbcdeffainqmav SFS[D(5,4)(3,1)] gLAMPbbcdeffaikhtac SFS[D(5,1)(3,1)] gLAMPbbcdeffaisxiaf toroidal gLAMPbbcdeffaijhmaf toroidal gLAMPbbcdeffaikhuag SFS[D(5,1)(3,1)] gLAMPbbcdeffainqeao SFS[D(5,4)(3,1)] gLAMPbbcdeffduwqiab toroidal gLAMPbbcdeffduwhmaf toroidal gLAMPbbcdeffdugqeao toroidal gLAMPbbcdeffaqjqeao SFS[D(7,2)(2,1)] gLAMPbbcdeffdhwhmaf m043(0,0) gLAMPbbcdeffdurhtac toroidal gLAMPbbcdeffdhrhtac m044(0,0) gLAMPbbcdeffderhtac toroidal gLAMPbbcdeffdurxmab SFS[D(3,1)(2,1)] gLAMPbbcdeffderxmab toroidal gLAMPbbcdeffdhrxmab m027(0,0) gLAMPbbcdeffdhgqeao m011(0,0) gLAMPbbcdeffadsqiab SFS[D(5,1)(2,1)] gLAMPbbcdeffemkqeao m069(0,0) gLAMPbbcdeffaqohtac toroidal gLAMPbbcdeffadoxmab SFS[D(5,1)(2,1)] gLAMPbbcdeffadohtac SFS[D(7,3)(2,1)] gLAMPbbcdeffdugxiaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqiab m026(0,0) gLAMPbbcdeffaqjxiaf toroidal gLAMPbbcdeffdegqeao toroidal gLAMPbbcdeffadjqeao SFS[D(2,1)(2,1)] gLAMPbbcdeffadjxiaf SFS[D(2,1)(2,1)] gLAMPbbcdeffdhgxiaf m006(0,0) gLAMPbbcdeffemkxiaf m070(0,0) gLAMPbbcdeffadshmaf SFS[D(7,3)(2,1)] gLAMPbbcdeffdegidao SFS[D(5,2)(2,1)] gLAMPbbcdeffdegieav SFS[D(4,1)(2,1)] gLAMPbbcdeffdegipag SFS[D(5,2)(2,1)] gLAMPbbcdeffaikapag reducible gLAMPbbcdeffainadao reducible gLAMPbbcdeffainapag reducible gLAMPbbcdeffaikamaf reducible gLAMPbbcdeffaijatac toroidal gLAMPbbcdeffaisaeav toroidal gLAMPbbcdeffaqbauag SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbalac reducible gLAMPbbcdeffaqkapaf SFS[D(3,1)(2,1)] gLAMPbbcdeffaifamaf SFS[D(3,1)(3,2)] gLAMPbbcdeffaifaiaf SFS[D(3,1)(3,1)] gLAMPbbcdeffaicatac SFS[D(3,1)(3,1)] gLAMPbbcdeffaicapaf SFS[D(3,1)(3,2)] gLAMPbbcdeffaicauag SFS[D(3,1)(3,1)] gLAMPbbcdeffaicalac SFS[D(3,1)(3,2)] gLAMPbbcdeffaqkalac SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbatac SFS[D(3,1)(2,1)] gLAMPbbcdeffaqbapaf reducible gLAMPbbcdeffainaeav SFS[D(3,1)(3,1)] gLAMPbbcdeffaikauac SFS[D(3,1)(3,2)] gLAMPbbcdeffaisadao SFS[D(3,1)(3,2)] gLAMPbbcdeffaijalac SFS[D(3,1)(3,1)] gLAMPbbcdeffaikaiaf SFS[D(3,1)(3,2)] gLAMPbbcdeffainauag SFS[D(3,1)(3,1)] gLAMPbbcdeffduwatac SFS[D(3,1)(2,1)] gLAMPbbcdeffduwalac SFS[D(3,1)(2,1)] gLAMPbbcdeffdugaeav SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaeav toroidal gLAMPbbcdeffdhwalac SFS[D(3,1)(2,1)] gLAMPbbcdeffduraiaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhraiaf SFS[D(3,1)(2,1)] gLAMPbbcdeffderaiaf reducible gLAMPbbcdeffduramaf toroidal gLAMPbbcdeffderamaf toroidal gLAMPbbcdeffdhramaf toroidal gLAMPbbcdeffdhgaeav m003(0,0) gLAMPbbcdeffadsatac SFS[D(3,1)(2,1)] gLAMPbbcdeffemkaeav toroidal gLAMPbbcdeffaqoaiaf SFS[D(3,1)(2,1)] gLAMPbbcdeffadoamaf SFS[D(3,1)(2,1)] gLAMPbbcdeffadoaiaf reducible gLAMPbbcdeffdugadao toroidal gLAMPbbcdeffdhwatac m003(0,0) gLAMPbbcdeffaqjadao SFS[D(3,1)(2,1)] gLAMPbbcdeffdegadao toroidal gLAMPbbcdeffadjaeav SFS[D(3,1)(2,1)] gLAMPbbcdeffadjadao SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgadao toroidal gLAMPbbcdeffemkadao toroidal gLAMPbbcdeffadsalac reducible gLAMPbbcdeffaikxlao SFS[D(8,3)(3,1)] gLAMPbbcdeffainxmaf SFS[D(8,3)(3,1)] gLAMPbbcdeffainxpag SFS[D(8,3)(3,1)] gLAMPbbcdeffaikxiab SFS[D(8,3)(3,1)] gLAMPbbcdeffaijqmab toroidal gLAMPbbcdeffaisqdag toroidal gLAMPbbcdeffaqbqmab SFS[D(7,2)(2,1)] gLAMPbbcdeffaqbhiaf SFS[D(8,3)(2,1)] gLAMPbbcdeffaifxiab toroidal gLAMPbbcdeffaifhlac toroidal gLAMPbbcdeffaqbqtac SFS[D(7,2)(2,1)] gLAMPbbcdeffaqbhuac SFS[D(8,3)(2,1)] gLAMPbbcdeffainqdag SFS[D(7,5)(3,1)] gLAMPbbcdeffaikhpaf SFS[D(7,2)(3,1)] gLAMPbbcdeffaisxmaf toroidal gLAMPbbcdeffaijhiaf toroidal gLAMPbbcdeffaikhlac SFS[D(7,2)(3,1)] gLAMPbbcdeffainqiav SFS[D(7,5)(3,1)] gLAMPbbcdeffduwqmab toroidal gLAMPbbcdeffduwhiaf toroidal gLAMPbbcdeffdugqdag toroidal gLAMPbbcdeffaqjqdag toroidal gLAMPbbcdeffdhwhiaf m060(0,0) gLAMPbbcdeffdurhlac toroidal gLAMPbbcdeffdhrhlac m064(0,0) gLAMPbbcdeffderhlac toroidal gLAMPbbcdeffdurxiab toroidal gLAMPbbcdeffderxiab toroidal gLAMPbbcdeffdhrxiab m055(0,0) gLAMPbbcdeffdhgqdag m019(0,0) gLAMPbbcdeffadsqmab SFS[D(7,2)(2,1)] gLAMPbbcdeffemkqdag m119(0,0) gLAMPbbcdeffaqohlac toroidal gLAMPbbcdeffadoxiab SFS[D(7,2)(2,1)] gLAMPbbcdeffadohlac SFS[D(8,3)(2,1)] gLAMPbbcdeffdugxmaf toroidal gLAMPbbcdeffdhwqmab m052(0,0) gLAMPbbcdeffaqjxmaf toroidal gLAMPbbcdeffdegqdag SFS[D(5,2)(2,1)] gLAMPbbcdeffdhgxmaf m016(0,0) gLAMPbbcdeffemkxmaf m118(0,0) gLAMPbbcdeffadshiaf SFS[D(8,3)(2,1)] gLAMPbbcdeffdegiuag SFS[D(4,1)(2,1)] gLAMPbbcdeffdtftaab SFS[D(2,1)(2,1)] gLAMPbbcdeffdejtaab reducible gLAMPbbcdeffpugdaav T2xI gLAMPbbcdeffaqbqaab SFS[D(2,1)(2,1)] gLAMPbbcdeffainqaav SFS[D(3,1)(2,1)] gLAMPbbcdeffaikhaac SFS[D(3,1)(2,1)] gLAMPbbcdeffaisxaaf reducible gLAMPbbcdeffaijhaaf reducible gLAMPbbcdeffduwqaab SFS[D(3,1)(2,1)] gLAMPbbcdeffduwhaaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdurxaab SFS[D(3,1)(2,1)] gLAMPbbcdeffderxaab toroidal gLAMPbbcdeffdhrxaab SFS[D(3,1)(2,1)] gLAMPbbcdeffadsqaab SFS[D(2,1)(2,1)] gLAMPbbcdeffadoxaab SFS[D(2,1)(2,1)] gLAMPbbcdeffdugxaaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwqaab SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjxaaf reducible gLAMPbbcdeffhqjeaab SFS[D(2,1)(2,1)] gLAMPbbcdeffpuciaac T2xI gLAMPbbcdeffpucdaab SFS[A(2,1)] gLAMPbbcdeffdecdaab SFS[A(2,1)] gLAMPbbcdeffadbdaab T2xI gLAMPbbcdeffadbeaaf T2xI gLAMPbbcdeffhqjdaac SFS[D(2,1)(2,1)] gLAMPbbcdeffpugiaag T2xI gLAMPbbcdeffdtbaaaf SFS[D(3,1)(3,2)] gLAMPbbcdeffdqbaaaf SFS[D(3,1)(3,1)] gLAMPbbcdeffdtfaaac SFS[D(3,1)(3,2)] gLAMPbbcdeffdqfaaac SFS[D(3,1)(3,1)] gLAMPbbcdeffdujaaac SFS[D(3,1)(2,1)] gLAMPbbcdeffducaaac SFS[D(3,1)(2,1)] gLAMPbbcdeffdhcaaac SFS[D(3,1)(2,1)] gLAMPbbcdeffdukaaaf toroidal gLAMPbbcdeffdhjaaac m003(0,0) gLAMPbbcdeffaqbaaac SFS[D(3,1)(2,1)] gLAMPbbcdeffdejaaac toroidal gLAMPbbcdeffadkaaac SFS[D(3,1)(2,1)] gLAMPbbcdeffadgaaaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhkaaaf toroidal gLAMPbbcdeffembaaaf toroidal gLAMPbbcdeffainaaag SFS[D(3,1)(3,2)] gLAMPbbcdeffaikaaaf SFS[D(3,1)(3,1)] gLAMPbbcdeffaisaaag SFS[D(3,1)(3,1)] gLAMPbbcdeffaijaaac SFS[D(3,1)(3,2)] gLAMPbbcdeffhtgaaac m004(0,0) gLAMPbbcdeffhtnaaaf m004(0,0) gLAMPbbcdeffduwaaac toroidal gLAMPbbcdeffdugaaag SFS[D(3,1)(2,1)] gLAMPbbcdeffaqjaaag SFS[D(3,1)(2,1)] gLAMPbbcdeffdhwaaac toroidal gLAMPbbcdeffduraaaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhraaaf m003(0,0) gLAMPbbcdeffderaaaf toroidal gLAMPbbcdeffadoaaaf SFS[D(3,1)(2,1)] gLAMPbbcdeffdhgaaag SFS[D(3,1)(2,1)] gLAMPbbcdeffemkaaag toroidal gLAMPbbcdeffadsaaac SFS[D(3,1)(2,1)] gLALQbcbfeefmajawvv SFS[D(3,1)(2,1)] gLALQbcbefefmajcavo SFS[D(3,1)(2,1)] gLALQbcbfeefpajaogv SFS[D(3,1)(2,1)] gLALQbcbfeefpajdogo SFS[D(3,1)(2,1)] gLALQbcbfeefmanawvv SFS[D(3,1)(2,1)] gLALQbcbefefmancavo SFS[D(3,1)(2,1)] gLALQbcbfeefpawaogv SFS[D(3,1)(2,1)] gLALQbcbfeefpawdogo SFS[D(3,1)(2,1)] gLALQbcbefefxpjcigc reducible gLALQbcbefefxpjcmgc reducible gLALQbcbefefxpjwhgr SFS[D(7,2)(2,1)] gLALQbcbefefxpjwagw SFS[D(7,2)(2,1)] gLALQbcbefefxpjwqgb reducible gLALQbcbefefxpjwqgj SFS[D(7,2)(3,1)] gLALQbcbefefxpjwqgn SFS[D(7,5)(3,1)] gLALQbcbefefhijolfj toroidal gLALQbcbefefhijolfn toroidal gLALQbcbefefhijohfw SFS[D(7,2)(5,2)] gLALQbcbefefhijohfs SFS[D(7,2)(4,1)] gLALQbcbefefhijoifn SFS[D(7,5)(4,1)] gLALQbcbefefhijoifr SFS[D(7,5)(5,2)] gLALQbcbefefhijopfj SFS[D(7,2)(5,2)] gLALQbcbefefhijopfn SFS[D(7,2)(4,1)] gLALQbcbefefhijoufw toroidal gLALQbcbefefhijoufs SFS[D(7,2)(5,2)] gLALQbcbefefhijoxfn SFS[D(7,5)(5,2)] gLALQbcbefefhijoxfj SFS[D(7,5)(4,1)] gLALQbcbefefhijomfr toroidal gLALQbcbefefhijomfn SFS[D(7,5)(5,2)] gLALQbcbefefhijwefv reducible gLALQbcbefefhijkefv reducible gLALQbcbefefhujoico reducible gLALQbcbefefhujomco reducible gLALQbcbefefhujkxcn SFS[D(7,2)(2,1)] gLALQbcbefefhujkacn SFS[D(7,2)(2,1)] gLALQbcbefefhujkhcv reducible gLALQbcbefefhujkhcw SFS[D(7,5)(3,1)] gLALQbcbefefhujkhcs SFS[D(7,2)(3,1)] gLALQcbbefefihkjagc SFS[D(4,1)(2,1)] gLALQcbbefefihkjtgb SFS[D(4,1)(2,1)] gLALQcbbefefihkcegf SFS[D(4,1)(2,1)] gLALQcbbefefihkcigc reducible gLALQcbbefefihkcmgc reducible gLALQcbbefefihkcdgb SFS[D(4,1)(2,1)] gLALQcbbefefihkwhgf SFS[D(4,1)(2,1)] gLALQcbbefefihkwhgr toroidal gLALQcbbefefihkwhgk SFS[D(4,1)(2,1)] gLALQcbbefefihkwagc SFS[D(4,1)(2,1)] gLALQcbbefefihkwagj SFS[D(4,1)(2,1)] gLALQcbbefefihkwagw toroidal gLALQcbbefefihkwqgb reducible gLALQcbbefefihkwqgj toroidal gLALQcbbefefihkwqgn toroidal gLALQcbbfeefihkibgr toroidal gLALQcbbfeefihkibgk toroidal gLALQcbbfeefihkqbgc SFS[D(4,1)(2,1)] gLALQcbbfeefihkqbgj toroidal gLALQcbbfeefihkqbgw toroidal gLALQcbbfeefihkubgb SFS[D(4,1)(2,1)] gLALQcbbfeefihkubgn toroidal gLALQcbbfeefihkubgj toroidal gLALQcbbfeefihkdbgf SFS[D(4,1)(2,1)] gLALQcbbfeefihkdbgr toroidal gLALQcbbfeefihkdbgk toroidal gLALQcbbfeefihkebgc SFS[D(4,1)(2,1)] gLALQcbbfeefihkebgj toroidal gLALQcbbfeefihkebgw toroidal gLALQcbbfeefihkabgn SFS[D(4,1)(2,1)] gLALQcbbfeefihkabgj SFS[D(4,1)(2,1)] gLALQcbbfeefihkxbgf SFS[D(4,1)(2,1)] gLALQcbbfeefihkxbgk toroidal gLALQcbbfeefihkxbgr toroidal gLALQcbbfeefihkpbgb SFS[D(4,1)(2,1)] gLALQcbbfeefihkpbgj toroidal gLALQcbbfeefihkpbgn toroidal gLALQcbbfeefihklbgw SFS[D(4,1)(2,1)] gLALQcbbfeefihklbgj SFS[D(4,1)(2,1)] gLALQcbbfeefihkisgf SFS[D(4,1)(2,1)] gLALQcbbfeefihkasgb SFS[D(4,1)(2,1)] gLALQcbbfeefihklsgc reducible gLALQcbbfeefihkikgf SFS[D(4,1)(2,1)] gLALQcbbfeefihkakgb SFS[D(4,1)(2,1)] gLALQcbbfeefihklkgc reducible gLALQcbbefefiqnjagc SFS[D(4,1)(2,1)] gLALQcbbefefiqnjtgb SFS[D(4,1)(2,1)] gLALQcbbefefiqncegf SFS[D(4,1)(2,1)] gLALQcbbefefiqncigc reducible gLALQcbbefefiqncmgc reducible gLALQcbbefefiqncdgb SFS[D(4,1)(2,1)] gLALQcbbefefiqnwhgf SFS[D(4,1)(2,1)] gLALQcbbefefiqnwhgr toroidal gLALQcbbefefiqnwhgk SFS[D(4,1)(2,1)] gLALQcbbefefiqnwagc SFS[D(4,1)(2,1)] gLALQcbbefefiqnwagj SFS[D(4,1)(2,1)] gLALQcbbefefiqnwagw toroidal gLALQcbbefefiqnwqgb reducible gLALQcbbefefiqnwqgj toroidal gLALQcbbefefiqnwqgn toroidal gLALQbcbefefxhjgxgb reducible gLALQbcbefefxhjgxgn SFS[D(3,1)(3,2)] gLALQbcbefefxhjgxgj SFS[D(3,1)(3,1)] gLALQbcbefefxhjgagr SFS[D(3,1)(2,1)] gLALQbcbefefxhjghgw SFS[D(3,1)(2,1)] gLALQbcbefefxhjfpgb reducible gLALQbcbefefxhjfugv reducible gLALQbcbefefxhjfpkb SFS[D(3,1)(3,1)] gLALQbcbefefxhjfiko SFS[D(7,3)(2,1)] gLALQbcbefefxhjfmko SFS[D(7,3)(2,1)] gLALQbcbefefxhjfukv SFS[D(3,1)(3,1)] gLALQbcbefefxhjfpjb SFS[D(3,1)(3,2)] gLALQbcbefefxhjfujv SFS[D(3,1)(3,2)] gLALQbcbfeefhxjurcb reducible gLALQbcbfeefhxjprcb reducible gLALQbcbfeefhxjxvck SFS[D(3,1)(2,1)] gLALQbcbfeefhxjavcn SFS[D(3,1)(2,1)] gLALQbcbfeefhxjqvcc reducible gLALQbcbfeefhxjqvcj SFS[D(3,1)(3,1)] gLALQbcbfeefhxjqvcw SFS[D(3,1)(3,2)] gLALQbcbfeefhxjurwb SFS[D(3,1)(3,1)] gLALQbcbfeefhxjprwb SFS[D(3,1)(3,1)] gLALQbcbfeefhxjdrjf SFS[D(4,1)(2,1)] gLALQbcbfeefhxjurjb SFS[D(3,1)(3,2)] gLALQbcbfeefhxjprjb SFS[D(3,1)(3,2)] gLALQbcbfeefhxjerjc SFS[D(4,1)(2,1)] gLALQbcbefefhxjnucr toroidal gLALQbcbefefhxjnuck toroidal gLALQbcbefefhxjnhcr SFS[D(5,3)(3,1)] gLALQbcbefefhxjnhck SFS[D(4,3)(3,1)] gLALQbcbefefhxjnecr SFS[D(4,1)(3,1)] gLALQbcbefefhxjneck SFS[D(5,2)(3,1)] gLALQbcbefefhxjnicj SFS[D(5,3)(3,1)] gLALQbcbefefhxjnicw SFS[D(4,3)(3,1)] gLALQbcbefefhxjnmcj toroidal gLALQbcbefefhxjnmcw SFS[D(5,3)(3,1)] gLALQbcbefefhxjnqcj SFS[D(5,2)(3,1)] gLALQbcbefefhxjnqcn SFS[D(4,1)(3,1)] gLALQbcbefefhxjndcj toroidal gLALQbcbefefhxjndcn SFS[D(5,2)(3,1)] gLALQbcbefefhxjgtcb reducible gLALQbcbefefhxjstcb reducible gLALQbcbefefhxjniwc SFS[D(7,3)(2,1)] gLALQbcbefefhxjnmwc SFS[D(7,3)(2,1)] gLALQbcbefefhxjnejf SFS[D(4,1)(2,1)] gLALQbcbefefhxjndjb SFS[D(4,1)(2,1)] gLALQbcbefefxhjoico reducible gLALQbcbefefxhjomco reducible gLALQbcbefefxhjkxcn SFS[D(7,3)(2,1)] gLALQbcbefefxhjkacn SFS[D(7,3)(2,1)] gLALQbcbefefxhjkhcv reducible gLALQbcbefefxhjkhcw SFS[D(7,4)(3,1)] gLALQbcbefefxhjkhcs SFS[D(7,3)(3,1)] gLALQbcbefefxhjoijo SFS[D(7,4)(3,1)] gLALQbcbefefxhjomjo SFS[D(7,4)(3,1)] gLALQbcbefefxhjopwb SFS[D(3,1)(2,1)] gLALQbcbefefxhjoiwo SFS[D(7,3)(3,1)] gLALQbcbefefxhjomwo SFS[D(7,3)(3,1)] gLALQbcbefefxhjouwv SFS[D(3,1)(2,1)] gLALQbcbfeefhxjibgk toroidal gLALQbcbfeefhxjibgr toroidal gLALQbcbfeefhxjxbgk SFS[D(7,4)(5,2)] gLALQbcbfeefhxjxbgr SFS[D(7,4)(4,1)] gLALQbcbfeefhxjdbgk SFS[D(7,3)(4,1)] gLALQbcbfeefhxjdbgr SFS[D(7,3)(5,2)] gLALQbcbfeefhxjubgj SFS[D(7,4)(5,2)] gLALQbcbfeefhxjubgn SFS[D(7,4)(4,1)] gLALQbcbfeefhxjpbgj toroidal gLALQbcbfeefhxjpbgn SFS[D(7,4)(5,2)] gLALQbcbfeefhxjqbgj SFS[D(7,3)(5,2)] gLALQbcbfeefhxjqbgw SFS[D(7,3)(4,1)] gLALQbcbfeefhxjebgj toroidal gLALQbcbfeefhxjebgw SFS[D(7,3)(5,2)] gLALQbcbfeefhxjlkgc reducible gLALQbcbfeefhxjlsgc reducible gLALQbcbfeefhxjdbjf SFS[D(4,1)(2,1)] gLALQbcbfeefhxjebjc SFS[D(4,1)(2,1)] gLALQbcbfeefhxjubkb SFS[D(3,1)(2,1)] gLALQbcbfeefhxjpbkb SFS[D(3,1)(2,1)] gLALQbcbefefhxjcigc reducible gLALQbcbefefhxjcmgc reducible gLALQbcbefefhxjwhgr SFS[D(7,3)(2,1)] gLALQbcbefefhxjwagw SFS[D(7,3)(2,1)] gLALQbcbefefhxjwqgb reducible gLALQbcbefefhxjwqgj SFS[D(7,3)(3,1)] gLALQbcbefefhxjwqgn SFS[D(7,4)(3,1)] gLALQbcbefefhxjcejf SFS[D(4,1)(2,1)] gLALQbcbefefhxjcijc SFS[D(7,4)(3,1)] gLALQbcbefefhxjcmjc SFS[D(7,4)(3,1)] gLALQbcbefefhxjcdjb SFS[D(4,1)(2,1)] gLALQbcbefefhxjcikc SFS[D(7,3)(3,1)] gLALQbcbefefhxjcmkc SFS[D(7,3)(3,1)] gLALQbcbefefxhjslon toroidal gLALQbcbefefxhjsloj toroidal gLALQbcbefefxhjsxon SFS[D(5,2)(4,1)] gLALQbcbefefxhjsxoj SFS[D(4,1)(4,1)] gLALQbcbefefxhjspon SFS[D(4,3)(4,1)] gLALQbcbefefxhjspoj SFS[D(5,3)(4,1)] gLALQbcbefefxhjsior SFS[D(5,2)(4,1)] gLALQbcbefefxhjsion SFS[D(4,1)(4,1)] gLALQbcbefefxhjsmor toroidal gLALQbcbefefxhjsmon SFS[D(5,2)(4,1)] gLALQbcbefefxhjshow SFS[D(5,3)(4,1)] gLALQbcbefefxhjshos SFS[D(4,3)(4,1)] gLALQbcbefefxhjsuow toroidal gLALQbcbefefxhjsuos SFS[D(5,3)(4,1)] gLALQbcbefefxhjceov reducible gLALQbcbefefxhjreov reducible gLALQbcbefefxhjsino SFS[D(7,3)(2,1)] gLALQbcbefefxhjsmno SFS[D(7,3)(2,1)] gLALQbcbefefxhjsprb SFS[D(3,1)(2,1)] gLALQbcbefefxhjsurv SFS[D(3,1)(2,1)] gLALQbcbfeefhxjxfof reducible gLALQbcbfeefhxjxfok SFS[D(4,3)(3,1)] gLALQbcbfeefhxjxfor SFS[D(4,1)(3,1)] gLALQbcbfeefhxjafoj SFS[D(4,1)(2,1)] gLALQbcbfeefhxjqfoj SFS[D(4,1)(2,1)] gLALQbcbfeefhxjdwof reducible gLALQbcbfeefhxjewoc reducible gLALQbcbfeefhxjdwrf SFS[D(4,3)(3,1)] gLALQbcbfeefhxjewrc SFS[D(4,3)(3,1)] gLALQbcbfeefhxjdwnf SFS[D(4,1)(3,1)] gLALQbcbfeefhxjuwnb SFS[D(3,1)(2,1)] gLALQbcbfeefhxjpwnb SFS[D(3,1)(2,1)] gLALQbcbfeefhxjewnc SFS[D(4,1)(3,1)] gLALQbcbefefhxjohof reducible gLALQbcbefefhxjohor SFS[D(4,1)(3,1)] gLALQbcbefefhxjohok SFS[D(4,3)(3,1)] gLALQbcbefefhxjoaoj SFS[D(4,1)(2,1)] gLALQbcbefefhxjoqoj SFS[D(4,1)(2,1)] gLALQbcbefefhxjveof reducible gLALQbcbefefhxjvdob reducible gLALQbcbefefhxjverf SFS[D(4,3)(3,1)] gLALQbcbefefhxjvirc SFS[D(7,3)(2,1)] gLALQbcbefefhxjvmrc SFS[D(7,3)(2,1)] gLALQbcbefefhxjvdrb SFS[D(4,3)(3,1)] gLALQbcbefefhxjvenf SFS[D(4,1)(3,1)] gLALQbcbefefhxjvdnb SFS[D(4,1)(3,1)] gLALQbcbfeefhmjaggv SFS[D(3,1)(2,1)] gLALQbcbefefhmjnago SFS[D(3,1)(2,1)] gLALQbcbefefhmjnegv SFS[D(3,1)(2,1)] gLAPPbcbdeffhpjvgav SFS[D(3,1)(2,1)] gLALQbcbfeefhmjlvfv reducible gLALQbcbfeefhmjtvfv reducible gLALQbcbfeefhmjqjfj SFS[D(5,1)(2,1)] gLALQbcbfeefhmjajfs SFS[D(5,1)(2,1)] gLALQbcbfeefhmjhjfo reducible gLALQbcbfeefhmjhjfr SFS[D(5,1)(3,1)] gLALQbcbfeefhmjhjfn SFS[D(5,4)(3,1)] gLALQbcbefefhmjolfj toroidal gLALQbcbefefhmjolfn toroidal gLALQbcbefefhmjohfw SFS[D(5,2)(5,1)] gLALQbcbefefhmjohfs SFS[D(5,1)(4,1)] gLALQbcbefefhmjoifn SFS[D(5,4)(4,1)] gLALQbcbefefhmjoifr SFS[D(5,3)(5,1)] gLALQbcbefefhmjopfj SFS[D(5,2)(5,1)] gLALQbcbefefhmjopfn SFS[D(5,1)(4,1)] gLALQbcbefefhmjoufw toroidal gLALQbcbefefhmjoufs SFS[D(5,2)(5,1)] gLALQbcbefefhmjoxfn SFS[D(5,3)(5,1)] gLALQbcbefefhmjoxfj SFS[D(5,4)(4,1)] gLALQbcbefefhmjomfr toroidal gLALQbcbefefhmjomfn SFS[D(5,3)(5,1)] gLALQbcbefefhmjwefv reducible gLALQbcbefefhmjkefv reducible gLAPPbcbdeffhpjgvtv reducible gLAPPbcbdeffhpjgvlv reducible gLAPPbcbdeffhpjgrhr SFS[D(5,1)(2,1)] gLAPPbcbdeffhpjgraw SFS[D(5,1)(2,1)] gLAPPbcbdeffhpjgrqb reducible gLAPPbcbdeffhpjgrqj SFS[D(5,4)(3,1)] gLAPPbcbdeffhpjgrqn SFS[D(5,1)(3,1)] gLALQbcbfeefhmjafvv SFS[D(3,1)(2,1)] gLALQbcbefefhmjravo SFS[D(3,1)(2,1)] gLALQbcbefefhmjrevv SFS[D(3,1)(2,1)] gLAPPbcbdeffxujffab SFS[D(3,1)(2,1)] gLALQbcbefefhejgago SFS[D(4,1)(2,1)] gLALQbcbfeefhejasgv SFS[D(4,1)(2,1)] gLALQbcbfeefhejdsgo SFS[D(4,1)(2,1)] gLALQbcbefefxejcaoo SFS[D(4,1)(2,1)] gLALQbcbefefhejoico reducible gLALQbcbefefhejomco reducible gLALQbcbefefhejkxcn SFS[D(2,1)(2,1)] gLALQbcbefefhejkacn SFS[D(2,1)(2,1)] gLALQbcbefefhejkhcv reducible gLALQbcbefefhejkhcw SFS[D(3,1)(2,1)] gLALQbcbefefhejkhcs SFS[D(3,1)(2,1)] gLALQbcbfeefhejivcn toroidal gLALQbcbfeefhejivcj toroidal gLALQbcbfeefhejhvcr SFS[D(5,2)(2,1)] gLALQbcbfeefhejhvcn SFS[D(4,1)(2,1)] gLALQbcbfeefhejlvcs SFS[D(4,1)(2,1)] gLALQbcbfeefhejlvcw SFS[D(5,2)(2,1)] gLALQbcbfeefhejuvcn SFS[D(5,2)(2,1)] gLALQbcbfeefhejuvcj SFS[D(4,1)(2,1)] gLALQbcbfeefhejpvcr toroidal gLALQbcbfeefhejpvcn SFS[D(5,2)(2,1)] gLALQbcbfeefhejqvcj SFS[D(5,2)(2,1)] gLALQbcbfeefhejqvcn SFS[D(4,1)(2,1)] gLALQbcbfeefhejtvcw toroidal gLALQbcbfeefhejtvcs SFS[D(5,2)(2,1)] gLALQbcbfeefhejdrco reducible gLALQbcbfeefhejdjco reducible gLALQbcbefefxejoico reducible gLALQbcbefefxejomco reducible gLALQbcbefefxejkxcn SFS[D(2,1)(2,1)] gLALQbcbefefxejkacn SFS[D(2,1)(2,1)] gLALQbcbefefxejkhcv reducible gLALQbcbefefxejkhcw SFS[D(3,1)(2,1)] gLALQbcbefefxejkhcs SFS[D(3,1)(2,1)] gLALQbcbefefhejcaoo SFS[D(4,1)(2,1)] gLALQbcbfeefhejawov SFS[D(4,1)(2,1)] gLALQbcbfeefhejdwoo SFS[D(4,1)(2,1)] gLALQbcbefefxejgago SFS[D(4,1)(2,1)] gLALQbcbefefhpjjagc SFS[D(3,1)(2,1)] gLALQbcbefefhpjjtgb SFS[D(3,1)(2,1)] gLALQbcbefefhpjcegf SFS[D(3,1)(2,1)] gLALQbcbefefhpjcigc reducible gLALQbcbefefhpjcmgc reducible gLALQbcbefefhpjcdgb SFS[D(3,1)(2,1)] gLALQbcbefefhpjwhgf SFS[D(3,1)(2,1)] gLALQbcbefefhpjwhgr toroidal gLALQbcbefefhpjwhgk SFS[D(3,1)(2,1)] gLALQbcbefefhpjwagc SFS[D(3,1)(2,1)] gLALQbcbefefhpjwagj SFS[D(3,1)(2,1)] gLALQbcbefefhpjwagw toroidal gLALQbcbefefhpjwqgb reducible gLALQbcbefefhpjwqgj toroidal gLALQbcbefefhpjwqgn toroidal gLALQbcbefefxijolfj toroidal gLALQbcbefefxijolfn toroidal gLALQbcbefefxijohfv SFS[D(3,1)(2,1)] gLALQbcbefefxijohfw toroidal gLALQbcbefefxijohfs toroidal gLALQbcbefefxijoifo SFS[D(3,1)(2,1)] gLALQbcbefefxijoifn toroidal gLALQbcbefefxijoifr toroidal gLALQbcbefefxijopfb SFS[D(3,1)(2,1)] gLALQbcbefefxijopfj toroidal gLALQbcbefefxijopfn toroidal gLALQbcbefefxijoufv SFS[D(3,1)(2,1)] gLALQbcbefefxijoufw toroidal gLALQbcbefefxijoufs toroidal gLALQbcbefefxijoafn SFS[D(3,1)(2,1)] gLALQbcbefefxijoafr SFS[D(3,1)(2,1)] gLALQbcbefefxijoxfb SFS[D(3,1)(2,1)] gLALQbcbefefxijoxfn toroidal gLALQbcbefefxijoxfj toroidal gLALQbcbefefxijomfo SFS[D(3,1)(2,1)] gLALQbcbefefxijomfr toroidal gLALQbcbefefxijomfn toroidal gLALQbcbefefxijoefs SFS[D(3,1)(2,1)] gLALQbcbefefxijoefw SFS[D(3,1)(2,1)] gLALQbcbefefxijwlfb SFS[D(3,1)(2,1)] gLALQbcbefefxijwafo SFS[D(3,1)(2,1)] gLALQbcbefefxijwefv reducible gLALQbcbefefxijklfb SFS[D(3,1)(2,1)] gLALQbcbefefxijkafo SFS[D(3,1)(2,1)] gLALQbcbefefxijkefv reducible gLALQbcbefefxujwaco SFS[D(3,1)(2,1)] gLALQbcbefefxujwecv SFS[D(3,1)(2,1)] gLALQbcbefefxujopcb SFS[D(3,1)(2,1)] gLALQbcbefefxujoico reducible gLALQbcbefefxujomco reducible gLALQbcbefefxujoucv SFS[D(3,1)(2,1)] gLALQbcbefefxujkxcb SFS[D(3,1)(2,1)] gLALQbcbefefxujkxcn toroidal gLALQbcbefefxujkxcj SFS[D(3,1)(2,1)] gLALQbcbefefxujkaco SFS[D(3,1)(2,1)] gLALQbcbefefxujkacr SFS[D(3,1)(2,1)] gLALQbcbefefxujkacn toroidal gLALQbcbefefxujkhcv reducible gLALQbcbefefxujkhcw toroidal gLALQbcbefefxujkhcs toroidal gLALQbcbfeefhajlcjv SFS[D(2,1)(2,1)] gLALQbcbfeefhajtcjv SFS[D(2,1)(2,1)] gLALQbcbefefhajjiko SFS[D(3,1)(2,1)] gLALQbcbefefhajjmko SFS[D(3,1)(2,1)] gLALQbcbfeefxajinvj SFS[D(3,1)(2,1)] gLALQbcbfeefxajinvn SFS[D(3,1)(2,1)] gLALQbcbfeefxajtnvw SFS[D(2,1)(2,1)] gLALQbcbfeefxajpnvr SFS[D(2,1)(2,1)] gLALQbcbfeefxajlnsv SFS[D(2,1)(2,1)] gLALQbcbfeefxajtnsv SFS[D(2,1)(2,1)] gLALQbcbfeefxajunwb SFS[D(3,1)(2,1)] gLALQbcbfeefxajpnwo SFS[D(3,1)(2,1)] gLALQbcbfeefhajlvfv reducible gLALQbcbfeefhajtvfv reducible gLALQbcbfeefhajqjfj SFS[D(2,1)(2,1)] gLALQbcbfeefhajajfs SFS[D(2,1)(2,1)] gLALQbcbfeefhajhjfo reducible gLALQbcbfeefhajhjfr SFS[D(3,1)(2,1)] gLALQbcbfeefhajhjfn SFS[D(3,1)(2,1)] gLALQbcbfeefhajlvkv SFS[D(3,1)(2,1)] gLALQbcbfeefhajtvkv SFS[D(3,1)(2,1)] gLALQbcbfeefhajlvrv SFS[D(3,1)(2,1)] gLALQbcbfeefhajtvrv SFS[D(3,1)(2,1)] gLALQbcbefefhajolfj toroidal gLALQbcbefefhajolfn toroidal gLALQbcbefefhajohfw SFS[D(5,2)(2,1)] gLALQbcbefefhajohfs SFS[D(4,1)(2,1)] gLALQbcbefefhajoifn SFS[D(4,1)(2,1)] gLALQbcbefefhajoifr SFS[D(5,2)(2,1)] gLALQbcbefefhajopfj SFS[D(5,2)(2,1)] gLALQbcbefefhajopfn SFS[D(4,1)(2,1)] gLALQbcbefefhajoufw toroidal gLALQbcbefefhajoufs SFS[D(5,2)(2,1)] gLALQbcbefefhajoxfn SFS[D(5,2)(2,1)] gLALQbcbefefhajoxfj SFS[D(4,1)(2,1)] gLALQbcbefefhajomfr toroidal gLALQbcbefefhajomfn SFS[D(5,2)(2,1)] gLALQbcbefefhajwefv reducible gLALQbcbefefhajkefv reducible gLALQbcbefefhajoiko SFS[D(3,1)(2,1)] gLALQbcbefefhajomko SFS[D(3,1)(2,1)] gLALQbcbfeefxajlvfv reducible gLALQbcbfeefxajtvfv reducible gLALQbcbfeefxajqjfj SFS[D(2,1)(2,1)] gLALQbcbfeefxajajfs SFS[D(2,1)(2,1)] gLALQbcbfeefxajhjfo reducible gLALQbcbfeefxajhjfr SFS[D(3,1)(2,1)] gLALQbcbfeefxajhjfn SFS[D(3,1)(2,1)] gLALQbcbfeefxajuvrb SFS[D(3,1)(2,1)] gLALQbcbfeefxajlvrv SFS[D(3,1)(2,1)] gLALQbcbfeefxajtvrv SFS[D(3,1)(2,1)] gLALQbcbfeefxajpvro SFS[D(3,1)(2,1)] gLALQbcbfeefxajlvkv SFS[D(3,1)(2,1)] gLALQbcbfeefxajtvkv SFS[D(3,1)(2,1)] gLALQbcbfeefhajinvj toroidal gLALQbcbfeefhajinvn toroidal gLALQbcbfeefhajqnvj SFS[D(5,2)(3,1)] gLALQbcbfeefhajqnvn SFS[D(4,1)(3,1)] gLALQbcbfeefhajunvj SFS[D(4,3)(3,1)] gLALQbcbfeefhajunvn SFS[D(5,3)(3,1)] gLALQbcbfeefhajlnvw SFS[D(5,2)(3,1)] gLALQbcbfeefhajlnvs SFS[D(4,1)(3,1)] gLALQbcbfeefhajtnvw toroidal gLALQbcbfeefhajtnvs SFS[D(5,2)(3,1)] gLALQbcbfeefhajhnvr SFS[D(5,3)(3,1)] gLALQbcbfeefhajhnvn SFS[D(4,3)(3,1)] gLALQbcbfeefhajpnvr toroidal gLALQbcbfeefhajpnvn SFS[D(5,3)(3,1)] gLALQbcbfeefhajdfvo reducible gLALQbcbfeefhajdwvo reducible gLALQbcbfeefhajlnsv SFS[D(2,1)(2,1)] gLALQbcbfeefhajtnsv SFS[D(2,1)(2,1)] gLALQbcbefefhajchvv reducible gLALQbcbefefhajchvw SFS[D(3,1)(3,2)] gLALQbcbefefhajchvs SFS[D(3,1)(3,1)] gLALQbcbefefhajcavn SFS[D(3,1)(2,1)] gLALQbcbefefhajcxvn SFS[D(3,1)(2,1)] gLALQbcbefefhajsivo reducible gLALQbcbefefhajsmvo reducible gLALQbcbefefhajsiso SFS[D(3,1)(3,2)] gLALQbcbefefhajsmso SFS[D(3,1)(3,2)] gLALQbcbefefhajsiwo SFS[D(3,1)(3,1)] gLALQbcbefefhajsmwo SFS[D(3,1)(3,1)] gLALQbcbfeefxajqggb reducible gLALQbcbfeefxajqggj SFS[D(3,1)(3,1)] gLALQbcbfeefxajqggn SFS[D(3,1)(3,2)] gLALQbcbfeefxajaggw SFS[D(3,1)(2,1)] gLALQbcbfeefxajhggr SFS[D(3,1)(2,1)] gLALQbcbfeefxajucgb reducible gLALQbcbfeefxajpcgo reducible gLALQbcbfeefxajucjb SFS[D(3,1)(3,2)] gLALQbcbfeefxajlcjv SFS[D(2,1)(2,1)] gLALQbcbfeefxajtcjv SFS[D(2,1)(2,1)] gLALQbcbfeefxajpcjo SFS[D(3,1)(3,2)] gLALQbcbfeefxajuckb SFS[D(3,1)(3,1)] gLALQbcbfeefxajpcko SFS[D(3,1)(3,1)] gLALQbcbefefhhjfiko SFS[D(5,1)(2,1)] gLALQbcbefefhhjfmko SFS[D(5,1)(2,1)] gLALQbcbfeefhhjlkjv SFS[D(4,1)(2,1)] gLALQbcbfeefhhjtkjv SFS[D(4,1)(2,1)] gLALQbcbefefxxjnucr SFS[D(3,1)(2,1)] gLALQbcbefefxxjnuck SFS[D(3,1)(2,1)] gLALQbcbefefxxjnmcj SFS[D(2,1)(2,1)] gLALQbcbefefxxjndcj SFS[D(2,1)(2,1)] gLALQbcbefefxxjniwc SFS[D(5,1)(2,1)] gLALQbcbefefxxjnmwc SFS[D(5,1)(2,1)] gLALQbcbefefxxjnejf SFS[D(4,1)(2,1)] gLALQbcbefefxxjndjb SFS[D(4,1)(2,1)] gLALQbcbefefhhjoico reducible gLALQbcbefefhhjomco reducible gLALQbcbefefhhjkxcn SFS[D(5,1)(2,1)] gLALQbcbefefhhjkacn SFS[D(5,1)(2,1)] gLALQbcbefefhhjkhcv reducible gLALQbcbefefhhjkhcw SFS[D(5,4)(3,1)] gLALQbcbefefhhjkhcs SFS[D(5,1)(3,1)] gLALQbcbefefhhjoijo SFS[D(5,4)(3,1)] gLALQbcbefefhhjomjo SFS[D(5,4)(3,1)] gLALQbcbefefhhjoiwo SFS[D(5,1)(3,1)] gLALQbcbefefhhjomwo SFS[D(5,1)(3,1)] gLALQbcbfeefhhjivcn toroidal gLALQbcbfeefhhjivcj toroidal gLALQbcbfeefhhjhvcr SFS[D(5,3)(5,1)] gLALQbcbfeefhhjhvcn SFS[D(5,4)(4,1)] gLALQbcbfeefhhjlvcs SFS[D(5,1)(4,1)] gLALQbcbfeefhhjlvcw SFS[D(5,2)(5,1)] gLALQbcbfeefhhjuvcn SFS[D(5,3)(5,1)] gLALQbcbfeefhhjuvcj SFS[D(5,4)(4,1)] gLALQbcbfeefhhjpvcr toroidal gLALQbcbfeefhhjpvcn SFS[D(5,3)(5,1)] gLALQbcbfeefhhjqvcj SFS[D(5,2)(5,1)] gLALQbcbfeefhhjqvcn SFS[D(5,1)(4,1)] gLALQbcbfeefhhjtvcw toroidal gLALQbcbfeefhhjtvcs SFS[D(5,2)(5,1)] gLALQbcbfeefhhjdrco reducible gLALQbcbfeefhhjdjco reducible gLALQbcbfeefhhjlvjv SFS[D(4,1)(2,1)] gLALQbcbfeefhhjtvjv SFS[D(4,1)(2,1)] gLALQbcbefefxxjcigc reducible gLALQbcbefefxxjcmgc reducible gLALQbcbefefxxjwhgr SFS[D(5,1)(2,1)] gLALQbcbefefxxjwagw SFS[D(5,1)(2,1)] gLALQbcbefefxxjwqgb reducible gLALQbcbefefxxjwqgj SFS[D(5,1)(3,1)] gLALQbcbefefxxjwqgn SFS[D(5,4)(3,1)] gLALQbcbefefxxjcejf SFS[D(4,1)(2,1)] gLALQbcbefefxxjcijc SFS[D(5,4)(3,1)] gLALQbcbefefxxjcmjc SFS[D(5,4)(3,1)] gLALQbcbefefxxjcdjb SFS[D(4,1)(2,1)] gLALQbcbefefxxjcikc SFS[D(5,1)(3,1)] gLALQbcbefefxxjcmkc SFS[D(5,1)(3,1)] gLALQbcbefefhhjslon toroidal gLALQbcbefefhhjsloj toroidal gLALQbcbefefhhjsxon SFS[D(5,3)(4,1)] gLALQbcbefefhhjsxoj SFS[D(4,3)(4,1)] gLALQbcbefefhhjspon SFS[D(4,1)(4,1)] gLALQbcbefefhhjspoj SFS[D(5,2)(4,1)] gLALQbcbefefhhjsior SFS[D(5,3)(4,1)] gLALQbcbefefhhjsion SFS[D(4,3)(4,1)] gLALQbcbefefhhjsmor toroidal gLALQbcbefefhhjsmon SFS[D(5,3)(4,1)] gLALQbcbefefhhjshow SFS[D(5,2)(4,1)] gLALQbcbefefhhjshos SFS[D(4,1)(4,1)] gLALQbcbefefhhjsuow toroidal gLALQbcbefefhhjsuos SFS[D(5,2)(4,1)] gLALQbcbefefhhjceov reducible gLALQbcbefefhhjreov reducible gLALQbcbefefhhjsino SFS[D(5,1)(2,1)] gLALQbcbefefhhjsmno SFS[D(5,1)(2,1)] gLALQbcbfeefhhjhfoo reducible gLALQbcbfeefhhjhfor SFS[D(4,1)(3,1)] gLALQbcbfeefhhjhfon SFS[D(4,3)(3,1)] gLALQbcbfeefhhjafos SFS[D(4,1)(2,1)] gLALQbcbfeefhhjqfoj SFS[D(4,1)(2,1)] gLALQbcbfeefhhjlnov reducible gLALQbcbfeefhhjtnov reducible gLALQbcbfeefhhjlnnv SFS[D(4,1)(3,1)] gLALQbcbfeefhhjtnnv SFS[D(4,1)(3,1)] gLALQbcbfeefhhjlnrv SFS[D(4,3)(3,1)] gLALQbcbfeefhhjtnrv SFS[D(4,3)(3,1)] gLALQbcbefefxxjohof reducible gLALQbcbefefxxjohor SFS[D(4,3)(3,1)] gLALQbcbefefxxjohok SFS[D(4,1)(3,1)] gLALQbcbefefxxjoaoj SFS[D(4,1)(2,1)] gLALQbcbefefxxjoqoj SFS[D(4,1)(2,1)] gLALQbcbefefxxjveof reducible gLALQbcbefefxxjvdob reducible gLALQbcbefefxxjverf SFS[D(4,1)(3,1)] gLALQbcbefefxxjvirc SFS[D(5,1)(2,1)] gLALQbcbefefxxjvmrc SFS[D(5,1)(2,1)] gLALQbcbefefxxjvdrb SFS[D(4,1)(3,1)] gLALQbcbefefxxjvenf SFS[D(4,3)(3,1)] gLALQbcbefefxxjvdnb SFS[D(4,3)(3,1)] gLALQbcbfeefxmjlvfv reducible gLALQbcbfeefxmjtvfv reducible gLALQbcbfeefxmjqjfj SFS[D(7,3)(2,1)] gLALQbcbfeefxmjajfs SFS[D(7,3)(2,1)] gLALQbcbfeefxmjhjfo reducible gLALQbcbfeefxmjhjfr SFS[D(7,3)(3,1)] gLALQbcbfeefxmjhjfn SFS[D(7,4)(3,1)] gLALQbcbefefxmjolfj toroidal gLALQbcbefefxmjolfn toroidal gLALQbcbefefxmjohfw SFS[D(7,3)(5,2)] gLALQbcbefefxmjohfs SFS[D(7,3)(4,1)] gLALQbcbefefxmjoifn SFS[D(7,4)(4,1)] gLALQbcbefefxmjoifr SFS[D(7,4)(5,2)] gLALQbcbefefxmjopfj SFS[D(7,3)(5,2)] gLALQbcbefefxmjopfn SFS[D(7,3)(4,1)] gLALQbcbefefxmjoufw toroidal gLALQbcbefefxmjoufs SFS[D(7,3)(5,2)] gLALQbcbefefxmjoxfn SFS[D(7,4)(5,2)] gLALQbcbefefxmjoxfj SFS[D(7,4)(4,1)] gLALQbcbefefxmjomfr toroidal gLALQbcbefefxmjomfn SFS[D(7,4)(5,2)] gLALQbcbefefxmjwefv reducible gLALQbcbefefxmjkefv reducible gLAPPbcbdeffhijfcef reducible gLAPPbcbdeffhijfcdb reducible gLAPPbcbdeffhijfsqj SFS[D(7,3)(2,1)] gLAPPbcbdeffhijfsaj SFS[D(7,3)(2,1)] gLAPPbcbdeffhijfshf reducible gLAPPbcbdeffhijfshr SFS[D(7,4)(3,1)] gLAPPbcbdeffhijfshk SFS[D(7,3)(3,1)] gLALQbcbefefapkjagc SFS[D(2,1)(2,1)] gLALQbcbefefapkjtgb SFS[D(2,1)(2,1)] gLALQbcbefefapkcegf SFS[D(2,1)(2,1)] gLALQbcbefefapkcigc reducible gLALQbcbefefapkcmgc reducible gLALQbcbefefapkcdgb SFS[D(2,1)(2,1)] gLALQbcbefefapkwhgf SFS[D(2,1)(2,1)] gLALQbcbefefapkwhgr toroidal gLALQbcbefefapkwhgk SFS[D(2,1)(2,1)] gLALQbcbefefapkwagc SFS[D(2,1)(2,1)] gLALQbcbefefapkwagj SFS[D(2,1)(2,1)] gLALQbcbefefapkwagw toroidal gLALQbcbefefapkwqgb reducible gLALQbcbefefapkwqgj toroidal gLALQbcbefefapkwqgn toroidal gLALQbcbefefairolfj toroidal gLALQbcbefefairolfn toroidal gLALQbcbefefairohfv SFS[D(2,1)(2,1)] gLALQbcbefefairohfw toroidal gLALQbcbefefairohfs toroidal gLALQbcbefefairoifo SFS[D(2,1)(2,1)] gLALQbcbefefairoifn toroidal gLALQbcbefefairoifr toroidal gLALQbcbefefairopfb SFS[D(2,1)(2,1)] gLALQbcbefefairopfj toroidal gLALQbcbefefairopfn toroidal gLALQbcbefefairoufv SFS[D(2,1)(2,1)] gLALQbcbefefairoufw toroidal gLALQbcbefefairoufs toroidal gLALQbcbefefairoafn SFS[D(2,1)(2,1)] gLALQbcbefefairoafr SFS[D(2,1)(2,1)] gLALQbcbefefairoxfb SFS[D(2,1)(2,1)] gLALQbcbefefairoxfn toroidal gLALQbcbefefairoxfj toroidal gLALQbcbefefairomfo SFS[D(2,1)(2,1)] gLALQbcbefefairomfr toroidal gLALQbcbefefairomfn toroidal gLALQbcbefefairoefs SFS[D(2,1)(2,1)] gLALQbcbefefairoefw SFS[D(2,1)(2,1)] gLALQbcbefefairwlfb SFS[D(2,1)(2,1)] gLALQbcbefefairwafo SFS[D(2,1)(2,1)] gLALQbcbefefairwefv reducible gLALQbcbefefairklfb SFS[D(2,1)(2,1)] gLALQbcbefefairkafo SFS[D(2,1)(2,1)] gLALQbcbefefairkefv reducible gLALQbcbefefaurwaco SFS[D(2,1)(2,1)] gLALQbcbefefaurwecv SFS[D(2,1)(2,1)] gLALQbcbefefauropcb SFS[D(2,1)(2,1)] gLALQbcbefefauroico reducible gLALQbcbefefauromco reducible gLALQbcbefefauroucv SFS[D(2,1)(2,1)] gLALQbcbefefaurkxcb SFS[D(2,1)(2,1)] gLALQbcbefefaurkxcn toroidal gLALQbcbefefaurkxcj SFS[D(2,1)(2,1)] gLALQbcbefefaurkaco SFS[D(2,1)(2,1)] gLALQbcbefefaurkacr SFS[D(2,1)(2,1)] gLALQbcbefefaurkacn toroidal gLALQbcbefefaurkhcv reducible gLALQbcbefefaurkhcw toroidal gLALQbcbefefaurkhcs toroidal gLALQcbbefefiawcigc reducible gLALQcbbefefiawcmgc reducible gLALQcbbefefiawwhgr SFS[D(3,1)(2,1)] gLALQcbbefefiawwagw SFS[D(3,1)(2,1)] gLALQcbbefefiawwqgb reducible gLALQcbbefefiawwqgj SFS[D(3,1)(3,1)] gLALQcbbefefiawwqgn SFS[D(3,1)(3,2)] gLALQcbbfeefiajibgk toroidal gLALQcbbfeefiajibgr toroidal gLALQcbbfeefiajxbgk SFS[D(5,2)(3,1)] gLALQcbbfeefiajxbgr SFS[D(4,1)(3,1)] gLALQcbbfeefiajdbgk SFS[D(4,3)(3,1)] gLALQcbbfeefiajdbgr SFS[D(5,3)(3,1)] gLALQcbbfeefiajubgj SFS[D(5,2)(3,1)] gLALQcbbfeefiajubgn SFS[D(4,1)(3,1)] gLALQcbbfeefiajpbgj toroidal gLALQcbbfeefiajpbgn SFS[D(5,2)(3,1)] gLALQcbbfeefiajqbgj SFS[D(5,3)(3,1)] gLALQcbbfeefiajqbgw SFS[D(4,3)(3,1)] gLALQcbbfeefiajebgj toroidal gLALQcbbfeefiajebgw SFS[D(5,3)(3,1)] gLALQcbbfeefiajlkgc reducible gLALQcbbfeefiajlsgc reducible gLALQcbbefefiajcigc reducible gLALQcbbefefiajcmgc reducible gLALQcbbefefiajwhgr SFS[D(3,1)(2,1)] gLALQcbbefefiajwagw SFS[D(3,1)(2,1)] gLALQcbbefefiajwqgb reducible gLALQcbbefefiajwqgj SFS[D(3,1)(3,2)] gLALQcbbefefiajwqgn SFS[D(3,1)(3,1)] gLALQbcbefefahkfiko reducible gLALQbcbefefahkfmko reducible gLALQbcbefefaxrnucr SFS[D(3,1)(2,1)] gLALQbcbefefaxrnuck SFS[D(3,1)(2,1)] gLALQbcbefefaxrnmcj SFS[D(2,1)(2,1)] gLALQbcbefefaxrndcj SFS[D(2,1)(2,1)] gLALQbcbefefaxrniwc reducible gLALQbcbefefaxrnmwc reducible gLALQbcbefefahkoico reducible gLALQbcbefefahkomco reducible gLALQbcbefefahkkxcn reducible gLALQbcbefefahkkacn reducible gLALQbcbefefahkkhcv reducible gLALQbcbefefahkkhcw reducible gLALQbcbefefahkkhcs reducible gLALQbcbefefahkoijo reducible gLALQbcbefefahkomjo reducible gLALQbcbefefahkoiwo reducible gLALQbcbefefahkomwo reducible gLALQbcbfeefahkhvcr reducible gLALQbcbfeefahkhvcn reducible gLALQbcbfeefahklvcs reducible gLALQbcbfeefahklvcw reducible gLALQbcbfeefahkuvcn reducible gLALQbcbfeefahkuvcj reducible gLALQbcbfeefahkpvcr reducible gLALQbcbfeefahkpvcn reducible gLALQbcbfeefahkqvcj reducible gLALQbcbfeefahkqvcn reducible gLALQbcbfeefahktvcw reducible gLALQbcbfeefahktvcs reducible gLALQbcbfeefahkdrco reducible gLALQbcbfeefahkdjco reducible gLALQbcbefefaxrcigc reducible gLALQbcbefefaxrcmgc reducible gLALQbcbefefaxrwhgr reducible gLALQbcbefefaxrwagw reducible gLALQbcbefefaxrwqgb reducible gLALQbcbefefaxrwqgj reducible gLALQbcbefefaxrwqgn reducible gLALQbcbefefaxrcijc reducible gLALQbcbefefaxrcmjc reducible gLALQbcbefefaxrcikc reducible gLALQbcbefefaxrcmkc reducible gLALQbcbefefahkslon SFS[D(3,1)(2,1)] gLALQbcbefefahksloj SFS[D(3,1)(2,1)] gLALQbcbefefahksmor SFS[D(2,1)(2,1)] gLALQbcbefefahksuow SFS[D(2,1)(2,1)] gLALQbcbefefahksino reducible gLALQbcbefefahksmno reducible gLALQbcbefefaxrvirc reducible gLALQbcbefefaxrvmrc reducible gLALQbcbfeefamrlvfv reducible gLALQbcbfeefamrtvfv reducible gLALQbcbfeefamrqjfj SFS[D(3,1)(2,1)] gLALQbcbfeefamrajfs SFS[D(3,1)(2,1)] gLALQbcbfeefamrhjfo reducible gLALQbcbfeefamrhjfr SFS[D(3,1)(3,2)] gLALQbcbfeefamrhjfn SFS[D(3,1)(3,1)] gLALQbcbefefamrolfj toroidal gLALQbcbefefamrolfn toroidal gLALQbcbefefamrohfw SFS[D(5,3)(3,1)] gLALQbcbefefamrohfs SFS[D(4,3)(3,1)] gLALQbcbefefamroifn SFS[D(4,1)(3,1)] gLALQbcbefefamroifr SFS[D(5,2)(3,1)] gLALQbcbefefamropfj SFS[D(5,3)(3,1)] gLALQbcbefefamropfn SFS[D(4,3)(3,1)] gLALQbcbefefamroufw toroidal gLALQbcbefefamroufs SFS[D(5,3)(3,1)] gLALQbcbefefamroxfn SFS[D(5,2)(3,1)] gLALQbcbefefamroxfj SFS[D(4,1)(3,1)] gLALQbcbefefamromfr toroidal gLALQbcbefefamromfn SFS[D(5,2)(3,1)] gLALQbcbefefamrwefv reducible gLALQbcbefefamrkefv reducible gLAPPbcbdeffaikfcef reducible gLAPPbcbdeffaikfcdb reducible gLAPPbcbdeffaikfsqj SFS[D(3,1)(2,1)] gLAPPbcbdeffaikfsaj SFS[D(3,1)(2,1)] gLAPPbcbdeffaikfshf reducible gLAPPbcbdeffaikfshr SFS[D(3,1)(3,1)] gLAPPbcbdeffaikfshk SFS[D(3,1)(3,2)] gLALQbcbefefaeroico reducible gLALQbcbefefaeromco reducible gLALQbcbefefaerkxcn SFS[D(3,1)(2,1)] gLALQbcbefefaerkacn SFS[D(3,1)(2,1)] gLALQbcbefefaerkhcv reducible gLALQbcbefefaerkhcw SFS[D(3,1)(3,2)] gLALQbcbefefaerkhcs SFS[D(3,1)(3,1)] gLALQbcbfeefaekivcj toroidal gLALQbcbfeefaekivcn toroidal gLALQbcbfeefaekqvcj SFS[D(5,3)(3,1)] gLALQbcbfeefaekqvcn SFS[D(4,3)(3,1)] gLALQbcbfeefaekuvcj SFS[D(4,1)(3,1)] gLALQbcbfeefaekuvcn SFS[D(5,2)(3,1)] gLALQbcbfeefaeklvcw SFS[D(5,3)(3,1)] gLALQbcbfeefaeklvcs SFS[D(4,3)(3,1)] gLALQbcbfeefaektvcw toroidal gLALQbcbfeefaektvcs SFS[D(5,3)(3,1)] gLALQbcbfeefaekhvcr SFS[D(5,2)(3,1)] gLALQbcbfeefaekhvcn SFS[D(4,1)(3,1)] gLALQbcbfeefaekpvcr toroidal gLALQbcbfeefaekpvcn SFS[D(5,2)(3,1)] gLALQbcbfeefaekdjco reducible gLALQbcbfeefaekdrco reducible gLALQbcbefefaekoico reducible gLALQbcbefefaekomco reducible gLALQbcbefefaekkxcn SFS[D(3,1)(2,1)] gLALQbcbefefaekkacn SFS[D(3,1)(2,1)] gLALQbcbefefaekkhcv reducible gLALQbcbefefaekkhcw SFS[D(3,1)(3,1)] gLALQbcbefefaekkhcs SFS[D(3,1)(3,2)] gLALQbcbefefaprcigc reducible gLALQbcbefefaprcmgc reducible gLALQbcbefefaprwhgr SFS[D(3,1)(2,1)] gLALQbcbefefaprwagw SFS[D(3,1)(2,1)] gLALQbcbefefaprwqgb reducible gLALQbcbefefaprwqgj SFS[D(3,1)(3,1)] gLALQbcbefefaprwqgn SFS[D(3,1)(3,2)] gLALQbcbefefaikolfj toroidal gLALQbcbefefaikolfn toroidal gLALQbcbefefaikohfw SFS[D(5,2)(3,1)] gLALQbcbefefaikohfs SFS[D(4,1)(3,1)] gLALQbcbefefaikoifn SFS[D(4,3)(3,1)] gLALQbcbefefaikoifr SFS[D(5,3)(3,1)] gLALQbcbefefaikopfj SFS[D(5,2)(3,1)] gLALQbcbefefaikopfn SFS[D(4,1)(3,1)] gLALQbcbefefaikoufw toroidal gLALQbcbefefaikoufs SFS[D(5,2)(3,1)] gLALQbcbefefaikoxfn SFS[D(5,3)(3,1)] gLALQbcbefefaikoxfj SFS[D(4,3)(3,1)] gLALQbcbefefaikomfr toroidal gLALQbcbefefaikomfn SFS[D(5,3)(3,1)] gLALQbcbefefaikwefv reducible gLALQbcbefefaikkefv reducible gLALQbcbefefaukoico reducible gLALQbcbefefaukomco reducible gLALQbcbefefaukkxcn SFS[D(3,1)(2,1)] gLALQbcbefefaukkacn SFS[D(3,1)(2,1)] gLALQbcbefefaukkhcv reducible gLALQbcbefefaukkhcw SFS[D(3,1)(3,2)] gLALQbcbefefaukkhcs SFS[D(3,1)(3,1)] gLALQbcbfeefaarqggb reducible gLALQbcbfeefaarqggj SFS[D(3,1)(2,1)] gLALQbcbfeefaarqggn SFS[D(3,1)(2,1)] gLALQbcbfeefaaraggw SFS[D(2,1)(2,1)] gLALQbcbfeefaarhggr SFS[D(2,1)(2,1)] gLALQbcbfeefaarucgb reducible gLALQbcbfeefaarpcgo reducible gLALQbcbfeefaarucjb SFS[D(3,1)(2,1)] gLALQbcbfeefaarlcjv SFS[D(3,1)(2,1)] gLALQbcbfeefaartcjv SFS[D(3,1)(2,1)] gLALQbcbfeefaarpcjo SFS[D(3,1)(2,1)] gLALQbcbfeefaaruckb SFS[D(3,1)(2,1)] gLALQbcbfeefaarpcko SFS[D(3,1)(2,1)] gLALQbcbefefaaksivo reducible gLALQbcbefefaaksmvo reducible gLALQbcbefefaakcxvn SFS[D(2,1)(2,1)] gLALQbcbefefaakcavn SFS[D(2,1)(2,1)] gLALQbcbefefaakchvv reducible gLALQbcbefefaakchvw SFS[D(3,1)(2,1)] gLALQbcbefefaakchvs SFS[D(3,1)(2,1)] gLALQbcbefefaaksiso SFS[D(3,1)(2,1)] gLALQbcbefefaaksmso SFS[D(3,1)(2,1)] gLALQbcbefefaaksiwo SFS[D(3,1)(2,1)] gLALQbcbefefaaksmwo SFS[D(3,1)(2,1)] gLALQbcbfeefaakinvj toroidal gLALQbcbfeefaakinvn toroidal gLALQbcbfeefaakqnvj SFS[D(5,2)(2,1)] gLALQbcbfeefaakqnvn SFS[D(4,1)(2,1)] gLALQbcbfeefaakunvj SFS[D(4,1)(2,1)] gLALQbcbfeefaakunvn SFS[D(5,2)(2,1)] gLALQbcbfeefaaklnvw SFS[D(5,2)(2,1)] gLALQbcbfeefaaklnvs SFS[D(4,1)(2,1)] gLALQbcbfeefaaktnvw toroidal gLALQbcbfeefaaktnvs SFS[D(5,2)(2,1)] gLALQbcbfeefaakhnvr SFS[D(5,2)(2,1)] gLALQbcbfeefaakhnvn SFS[D(4,1)(2,1)] gLALQbcbfeefaakpnvr toroidal gLALQbcbfeefaakpnvn SFS[D(5,2)(2,1)] gLALQbcbfeefaakdfvo reducible gLALQbcbfeefaakdwvo reducible gLALQbcbfeefaaklnsv SFS[D(3,1)(2,1)] gLALQbcbfeefaaktnsv SFS[D(3,1)(2,1)] gLALQbcbfeefaarlvfv reducible gLALQbcbfeefaartvfv reducible gLALQbcbfeefaarqjfj SFS[D(3,1)(2,1)] gLALQbcbfeefaarajfs SFS[D(3,1)(2,1)] gLALQbcbfeefaarhjfo reducible gLALQbcbfeefaarhjfr SFS[D(3,1)(3,1)] gLALQbcbfeefaarhjfn SFS[D(3,1)(3,2)] gLALQbcbfeefaarlvkv SFS[D(3,1)(3,1)] gLALQbcbfeefaartvkv SFS[D(3,1)(3,1)] gLALQbcbfeefaaruvrb SFS[D(2,1)(2,1)] gLALQbcbfeefaarlvrv SFS[D(3,1)(3,2)] gLALQbcbfeefaartvrv SFS[D(3,1)(3,2)] gLALQbcbfeefaarpvro SFS[D(2,1)(2,1)] gLALQbcbefefaakolfn toroidal gLALQbcbefefaakolfj toroidal gLALQbcbefefaakoxfn SFS[D(5,2)(3,1)] gLALQbcbefefaakoxfj SFS[D(4,1)(3,1)] gLALQbcbefefaakopfn SFS[D(4,3)(3,1)] gLALQbcbefefaakopfj SFS[D(5,3)(3,1)] gLALQbcbefefaakoifr SFS[D(5,2)(3,1)] gLALQbcbefefaakoifn SFS[D(4,1)(3,1)] gLALQbcbefefaakomfr toroidal gLALQbcbefefaakomfn SFS[D(5,2)(3,1)] gLALQbcbefefaakohfw SFS[D(5,3)(3,1)] gLALQbcbefefaakohfs SFS[D(4,3)(3,1)] gLALQbcbefefaakoufw toroidal gLALQbcbefefaakoufs SFS[D(5,3)(3,1)] gLALQbcbefefaakkefv reducible gLALQbcbefefaakwefv reducible gLALQbcbefefaakoiko SFS[D(2,1)(2,1)] gLALQbcbefefaakomko SFS[D(2,1)(2,1)] gLALQbcbfeefaaklvfv reducible gLALQbcbfeefaaktvfv reducible gLALQbcbfeefaakqjfj SFS[D(3,1)(2,1)] gLALQbcbfeefaakajfs SFS[D(3,1)(2,1)] gLALQbcbfeefaakhjfo reducible gLALQbcbfeefaakhjfr SFS[D(3,1)(3,2)] gLALQbcbfeefaakhjfn SFS[D(3,1)(3,1)] gLALQbcbfeefaaklvrv SFS[D(3,1)(3,1)] gLALQbcbfeefaaktvrv SFS[D(3,1)(3,1)] gLALQbcbfeefaaklvkv SFS[D(3,1)(3,2)] gLALQbcbfeefaaktvkv SFS[D(3,1)(3,2)] gLALQbcbfeefaarinvj SFS[D(3,1)(2,1)] gLALQbcbfeefaarinvn SFS[D(3,1)(2,1)] gLALQbcbfeefaartnvw SFS[D(2,1)(2,1)] gLALQbcbfeefaarpnvr SFS[D(2,1)(2,1)] gLALQbcbfeefaarlnsv SFS[D(3,1)(2,1)] gLALQbcbfeefaartnsv SFS[D(3,1)(2,1)] gLALQbcbfeefaarunwb SFS[D(2,1)(2,1)] gLALQbcbfeefaarpnwo SFS[D(2,1)(2,1)] gLALQbcbefefaakjiko SFS[D(2,1)(2,1)] gLALQbcbefefaakjmko SFS[D(2,1)(2,1)] gLALQbcbfeefaaklcjv SFS[D(3,1)(2,1)] gLALQbcbfeefaaktcjv SFS[D(3,1)(2,1)] gLALQbcbefefahrgxgb reducible gLALQbcbefefahrgxgn SFS[D(3,1)(2,1)] gLALQbcbefefahrgxgj SFS[D(3,1)(2,1)] gLALQbcbefefahrgagr SFS[D(2,1)(2,1)] gLALQbcbefefahrghgw SFS[D(2,1)(2,1)] gLALQbcbefefahrfpgb reducible gLALQbcbefefahrfugv reducible gLALQbcbefefahrfpkb SFS[D(3,1)(2,1)] gLALQbcbefefahrfiko SFS[D(3,1)(2,1)] gLALQbcbefefahrfmko SFS[D(3,1)(2,1)] gLALQbcbefefahrfukv SFS[D(3,1)(2,1)] gLALQbcbefefahrfpjb SFS[D(3,1)(2,1)] gLALQbcbefefahrfujv SFS[D(3,1)(2,1)] gLALQbcbfeefahrukgb reducible gLALQbcbfeefahrpkgo reducible gLALQbcbfeefahrhbgr SFS[D(2,1)(2,1)] gLALQbcbfeefahrabgw SFS[D(2,1)(2,1)] gLALQbcbfeefahrqbgb reducible gLALQbcbfeefahrqbgj SFS[D(3,1)(2,1)] gLALQbcbfeefahrqbgn SFS[D(3,1)(2,1)] gLALQbcbfeefahrukkb SFS[D(3,1)(2,1)] gLALQbcbfeefahrpkko SFS[D(3,1)(2,1)] gLALQbcbfeefahrukjb SFS[D(3,1)(2,1)] gLALQbcbfeefahrpkjo SFS[D(3,1)(2,1)] gLALQbcbefefaxknucr toroidal gLALQbcbefefaxknuck toroidal gLALQbcbefefaxknhcr SFS[D(5,2)(2,1)] gLALQbcbefefaxknhck SFS[D(4,1)(2,1)] gLALQbcbefefaxknecr SFS[D(4,1)(2,1)] gLALQbcbefefaxkneck SFS[D(5,2)(2,1)] gLALQbcbefefaxknicj SFS[D(5,2)(2,1)] gLALQbcbefefaxknicw SFS[D(4,1)(2,1)] gLALQbcbefefaxknmcj toroidal gLALQbcbefefaxknmcw SFS[D(5,2)(2,1)] gLALQbcbefefaxknqcj SFS[D(5,2)(2,1)] gLALQbcbefefaxknqcn SFS[D(4,1)(2,1)] gLALQbcbefefaxkndcj toroidal gLALQbcbefefaxkndcn SFS[D(5,2)(2,1)] gLALQbcbefefaxkgtcb reducible gLALQbcbefefaxkstcb reducible gLALQbcbefefaxkniwc SFS[D(3,1)(2,1)] gLALQbcbefefaxknmwc SFS[D(3,1)(2,1)] gLALQbcbefefahroico reducible gLALQbcbefefahromco reducible gLALQbcbefefahrkxcn SFS[D(3,1)(2,1)] gLALQbcbefefahrkacn SFS[D(3,1)(2,1)] gLALQbcbefefahrkhcv reducible gLALQbcbefefahrkhcw SFS[D(3,1)(3,1)] gLALQbcbefefahrkhcs SFS[D(3,1)(3,2)] gLALQbcbefefahroijo SFS[D(3,1)(3,1)] gLALQbcbefefahromjo SFS[D(3,1)(3,1)] gLALQbcbefefahropwb SFS[D(2,1)(2,1)] gLALQbcbefefahroiwo SFS[D(3,1)(3,2)] gLALQbcbefefahromwo SFS[D(3,1)(3,2)] gLALQbcbefefahrouwv SFS[D(2,1)(2,1)] gLALQbcbfeefahrivcn toroidal gLALQbcbfeefahrivcj toroidal gLALQbcbfeefahrhvcr SFS[D(5,2)(3,1)] gLALQbcbfeefahrhvcn SFS[D(4,1)(3,1)] gLALQbcbfeefahrlvcs SFS[D(4,3)(3,1)] gLALQbcbfeefahrlvcw SFS[D(5,3)(3,1)] gLALQbcbfeefahruvcn SFS[D(5,2)(3,1)] gLALQbcbfeefahruvcj SFS[D(4,1)(3,1)] gLALQbcbfeefahrpvcr toroidal gLALQbcbfeefahrpvcn SFS[D(5,2)(3,1)] gLALQbcbfeefahrqvcj SFS[D(5,3)(3,1)] gLALQbcbfeefahrqvcn SFS[D(4,3)(3,1)] gLALQbcbfeefahrtvcw toroidal gLALQbcbfeefahrtvcs SFS[D(5,3)(3,1)] gLALQbcbfeefahrdrco reducible gLALQbcbfeefahrdjco reducible gLALQbcbfeefahruvwb SFS[D(2,1)(2,1)] gLALQbcbfeefahrpvwo SFS[D(2,1)(2,1)] gLALQbcbefefaxkcigc reducible gLALQbcbefefaxkcmgc reducible gLALQbcbefefaxkwhgr SFS[D(3,1)(2,1)] gLALQbcbefefaxkwagw SFS[D(3,1)(2,1)] gLALQbcbefefaxkwqgb reducible gLALQbcbefefaxkwqgj SFS[D(3,1)(3,2)] gLALQbcbefefaxkwqgn SFS[D(3,1)(3,1)] gLALQbcbefefaxkcijc SFS[D(3,1)(3,1)] gLALQbcbefefaxkcmjc SFS[D(3,1)(3,1)] gLALQbcbefefaxkcikc SFS[D(3,1)(3,2)] gLALQbcbefefaxkcmkc SFS[D(3,1)(3,2)] gLALQbcbefefahrslon SFS[D(3,1)(2,1)] gLALQbcbefefahrsloj SFS[D(3,1)(2,1)] gLALQbcbefefahrsmor SFS[D(2,1)(2,1)] gLALQbcbefefahrsuow SFS[D(2,1)(2,1)] gLALQbcbefefahrsino SFS[D(3,1)(2,1)] gLALQbcbefefahrsmno SFS[D(3,1)(2,1)] gLALQbcbefefahrsprb SFS[D(2,1)(2,1)] gLALQbcbefefahrsurv SFS[D(2,1)(2,1)] gLALQbcbfeefahrunrb SFS[D(2,1)(2,1)] gLALQbcbfeefahrpnro SFS[D(2,1)(2,1)] gLALQbcbefefaxkvirc SFS[D(3,1)(2,1)] gLALQbcbefefaxkvmrc SFS[D(3,1)(2,1)] gLALQbcbfeefamkaggv SFS[D(2,1)(2,1)] gLALQbcbefefamknago SFS[D(2,1)(2,1)] gLALQbcbefefamknegv SFS[D(2,1)(2,1)] gLAPPbcbdeffaircfac SFS[D(2,1)(2,1)] gLALQbcbfeefamklvfv reducible gLALQbcbfeefamktvfv reducible gLALQbcbfeefamkqjfj reducible gLALQbcbfeefamkajfs reducible gLALQbcbfeefamkhjfo reducible gLALQbcbfeefamkhjfr reducible gLALQbcbfeefamkhjfn reducible gLALQbcbefefamkohfw reducible gLALQbcbefefamkohfs reducible gLALQbcbefefamkoifn reducible gLALQbcbefefamkoifr reducible gLALQbcbefefamkopfj reducible gLALQbcbefefamkopfn reducible gLALQbcbefefamkoufw reducible gLALQbcbefefamkoufs reducible gLALQbcbefefamkoxfn reducible gLALQbcbefefamkoxfj reducible gLALQbcbefefamkomfr reducible gLALQbcbefefamkomfn reducible gLALQbcbefefamkwefv reducible gLALQbcbefefamkkefv reducible gLAPPbcbdeffairfcef reducible gLAPPbcbdeffairfcdb reducible gLAPPbcbdeffairfsqj reducible gLAPPbcbdeffairfsaj reducible gLAPPbcbdeffairfshf reducible gLAPPbcbdeffairfshr reducible gLAPPbcbdeffairfshk reducible gLALQbcbfeefamkafvv SFS[D(2,1)(2,1)] gLALQbcbefefamkravo SFS[D(2,1)(2,1)] gLALQbcbefefamkrevv SFS[D(2,1)(2,1)] gLAPPbcbdeffaurffab SFS[D(2,1)(2,1)] gLALQbcbefefxpnjagc SFS[D(2,1)(2,1)] gLALQbcbefefxpnjtgb SFS[D(2,1)(2,1)] gLALQbcbefefxpncegf SFS[D(2,1)(2,1)] gLALQbcbefefxpncigc reducible gLALQbcbefefxpncmgc reducible gLALQbcbefefxpncdgb SFS[D(2,1)(2,1)] gLALQbcbefefxpnwhgf SFS[D(2,1)(2,1)] gLALQbcbefefxpnwhgr toroidal gLALQbcbefefxpnwhgk SFS[D(2,1)(2,1)] gLALQbcbefefxpnwagc SFS[D(2,1)(2,1)] gLALQbcbefefxpnwagj SFS[D(2,1)(2,1)] gLALQbcbefefxpnwagw toroidal gLALQbcbefefxpnwqgb reducible gLALQbcbefefxpnwqgj toroidal gLALQbcbefefxpnwqgn toroidal gLALQbcbefefhiwolfj toroidal gLALQbcbefefhiwolfn toroidal gLALQbcbefefhiwohfv SFS[D(2,1)(2,1)] gLALQbcbefefhiwohfw toroidal gLALQbcbefefhiwohfs toroidal gLALQbcbefefhiwoifo SFS[D(2,1)(2,1)] gLALQbcbefefhiwoifn toroidal gLALQbcbefefhiwoifr toroidal gLALQbcbefefhiwopfb SFS[D(2,1)(2,1)] gLALQbcbefefhiwopfj toroidal gLALQbcbefefhiwopfn toroidal gLALQbcbefefhiwoufv SFS[D(2,1)(2,1)] gLALQbcbefefhiwoufw toroidal gLALQbcbefefhiwoufs toroidal gLALQbcbefefhiwoafn SFS[D(2,1)(2,1)] gLALQbcbefefhiwoafr SFS[D(2,1)(2,1)] gLALQbcbefefhiwoxfb SFS[D(2,1)(2,1)] gLALQbcbefefhiwoxfn toroidal gLALQbcbefefhiwoxfj toroidal gLALQbcbefefhiwomfo SFS[D(2,1)(2,1)] gLALQbcbefefhiwomfr toroidal gLALQbcbefefhiwomfn toroidal gLALQbcbefefhiwoefs SFS[D(2,1)(2,1)] gLALQbcbefefhiwoefw SFS[D(2,1)(2,1)] gLALQbcbefefhiwwlfb SFS[D(2,1)(2,1)] gLALQbcbefefhiwwafo SFS[D(2,1)(2,1)] gLALQbcbefefhiwwefv reducible gLALQbcbefefhiwklfb SFS[D(2,1)(2,1)] gLALQbcbefefhiwkafo SFS[D(2,1)(2,1)] gLALQbcbefefhiwkefv reducible gLALQbcbefefhuwwaco SFS[D(2,1)(2,1)] gLALQbcbefefhuwwecv SFS[D(2,1)(2,1)] gLALQbcbefefhuwopcb SFS[D(2,1)(2,1)] gLALQbcbefefhuwoico reducible gLALQbcbefefhuwomco reducible gLALQbcbefefhuwoucv SFS[D(2,1)(2,1)] gLALQbcbefefhuwkxcb SFS[D(2,1)(2,1)] gLALQbcbefefhuwkxcn toroidal gLALQbcbefefhuwkxcj SFS[D(2,1)(2,1)] gLALQbcbefefhuwkaco SFS[D(2,1)(2,1)] gLALQbcbefefhuwkacr SFS[D(2,1)(2,1)] gLALQbcbefefhuwkacn toroidal gLALQbcbefefhuwkhcv reducible gLALQbcbefefhuwkhcw toroidal gLALQbcbefefhuwkhcs toroidal gLALQcbbefefihrjagc SFS[D(5,2)(2,1)] gLALQcbbefefihrjtgb SFS[D(5,2)(2,1)] gLALQcbbefefihrcegf SFS[D(5,2)(2,1)] gLALQcbbefefihrcdgb SFS[D(5,2)(2,1)] gLALQcbbefefihrwhgf SFS[D(5,2)(2,1)] gLALQcbbefefihrwhgr toroidal gLALQcbbefefihrwhgk SFS[D(5,2)(2,1)] gLALQcbbefefihrwagc SFS[D(5,2)(2,1)] gLALQcbbefefihrwagj SFS[D(5,2)(2,1)] gLALQcbbefefihrwagw toroidal gLALQcbbefefihrwqgj toroidal gLALQcbbefefihrwqgn toroidal gLALQcbbfeefihribgr toroidal gLALQcbbfeefihribgk toroidal gLALQcbbfeefihrqbgc SFS[D(5,2)(2,1)] gLALQcbbfeefihrqbgj toroidal gLALQcbbfeefihrqbgw toroidal gLALQcbbfeefihrubgb SFS[D(5,2)(2,1)] gLALQcbbfeefihrubgn toroidal gLALQcbbfeefihrubgj toroidal gLALQcbbfeefihrdbgf SFS[D(5,2)(2,1)] gLALQcbbfeefihrdbgr toroidal gLALQcbbfeefihrdbgk toroidal gLALQcbbfeefihrebgc SFS[D(5,2)(2,1)] gLALQcbbfeefihrebgj toroidal gLALQcbbfeefihrebgw toroidal gLALQcbbfeefihrabgn SFS[D(5,2)(2,1)] gLALQcbbfeefihrabgj SFS[D(5,2)(2,1)] gLALQcbbfeefihrxbgf SFS[D(5,2)(2,1)] gLALQcbbfeefihrxbgk toroidal gLALQcbbfeefihrxbgr toroidal gLALQcbbfeefihrpbgb SFS[D(5,2)(2,1)] gLALQcbbfeefihrpbgj toroidal gLALQcbbfeefihrpbgn toroidal gLALQcbbfeefihrlbgw SFS[D(5,2)(2,1)] gLALQcbbfeefihrlbgj SFS[D(5,2)(2,1)] gLALQcbbfeefihrisgf SFS[D(5,2)(2,1)] gLALQcbbfeefihrasgb SFS[D(5,2)(2,1)] gLALQcbbfeefihrikgf SFS[D(5,2)(2,1)] gLALQcbbfeefihrakgb SFS[D(5,2)(2,1)] gLALQcbbefefiqjjagc SFS[D(5,2)(2,1)] gLALQcbbefefiqjjtgb SFS[D(5,2)(2,1)] gLALQcbbefefiqjcegf SFS[D(5,2)(2,1)] gLALQcbbefefiqjcdgb SFS[D(5,2)(2,1)] gLALQcbbefefiqjwhgf SFS[D(5,2)(2,1)] gLALQcbbefefiqjwhgr toroidal gLALQcbbefefiqjwhgk SFS[D(5,2)(2,1)] gLALQcbbefefiqjwagc SFS[D(5,2)(2,1)] gLALQcbbefefiqjwagj SFS[D(5,2)(2,1)] gLALQcbbefefiqjwagw toroidal gLALQcbbefefiqjwqgj toroidal gLALQcbbefefiqjwqgn toroidal gLALQbcbefefxhngxgb reducible gLALQbcbefefxhngxgn SFS[D(3,1)(3,1)] gLALQbcbefefxhngxgj SFS[D(3,1)(3,2)] gLALQbcbefefxhngagr SFS[D(3,1)(2,1)] gLALQbcbefefxhnghgw SFS[D(3,1)(2,1)] gLALQbcbefefxhnfpgb reducible gLALQbcbefefxhnfugv reducible gLALQbcbefefxhnfpkb SFS[D(3,1)(3,2)] gLALQbcbefefxhnfiko SFS[D(8,3)(2,1)] gLALQbcbefefxhnfmko SFS[D(8,3)(2,1)] gLALQbcbefefxhnfukv SFS[D(3,1)(3,2)] gLALQbcbefefxhnfpjb SFS[D(3,1)(3,1)] gLALQbcbefefxhnfujv SFS[D(3,1)(3,1)] gLALQbcbfeefhxwurcb reducible gLALQbcbfeefhxwprcb reducible gLALQbcbfeefhxwxvck SFS[D(3,1)(2,1)] gLALQbcbfeefhxwavcn SFS[D(3,1)(2,1)] gLALQbcbfeefhxwqvcc reducible gLALQbcbfeefhxwqvcj SFS[D(3,1)(3,2)] gLALQbcbfeefhxwqvcw SFS[D(3,1)(3,1)] gLALQbcbfeefhxwurwb SFS[D(3,1)(3,2)] gLALQbcbfeefhxwprwb SFS[D(3,1)(3,2)] gLALQbcbfeefhxwdrjf SFS[D(5,2)(2,1)] gLALQbcbfeefhxwurjb SFS[D(3,1)(3,1)] gLALQbcbfeefhxwprjb SFS[D(3,1)(3,1)] gLALQbcbfeefhxwerjc SFS[D(5,2)(2,1)] gLALQbcbefefhxwnucr toroidal gLALQbcbefefhxwnuck toroidal gLALQbcbefefhxwnhcr SFS[D(5,2)(3,1)] gLALQbcbefefhxwnhck SFS[D(4,1)(3,1)] gLALQbcbefefhxwnecr SFS[D(4,3)(3,1)] gLALQbcbefefhxwneck SFS[D(5,3)(3,1)] gLALQbcbefefhxwnicj SFS[D(5,2)(3,1)] gLALQbcbefefhxwnicw SFS[D(4,1)(3,1)] gLALQbcbefefhxwnmcj toroidal gLALQbcbefefhxwnmcw SFS[D(5,2)(3,1)] gLALQbcbefefhxwnqcj SFS[D(5,3)(3,1)] gLALQbcbefefhxwnqcn SFS[D(4,3)(3,1)] gLALQbcbefefhxwndcj toroidal gLALQbcbefefhxwndcn SFS[D(5,3)(3,1)] gLALQbcbefefhxwgtcb reducible gLALQbcbefefhxwstcb reducible gLALQbcbefefhxwniwc SFS[D(8,3)(2,1)] gLALQbcbefefhxwnmwc SFS[D(8,3)(2,1)] gLALQbcbefefhxwnejf SFS[D(5,2)(2,1)] gLALQbcbefefhxwndjb SFS[D(5,2)(2,1)] gLALQbcbefefxhnoico reducible gLALQbcbefefxhnomco reducible gLALQbcbefefxhnkxcn SFS[D(8,3)(2,1)] gLALQbcbefefxhnkacn SFS[D(8,3)(2,1)] gLALQbcbefefxhnkhcv reducible gLALQbcbefefxhnkhcw SFS[D(8,3)(3,1)] gLALQbcbefefxhnkhcs SFS[D(8,3)(3,1)] gLALQbcbefefxhnoijo SFS[D(8,3)(3,1)] gLALQbcbefefxhnomjo SFS[D(8,3)(3,1)] gLALQbcbefefxhnopwb SFS[D(3,1)(2,1)] gLALQbcbefefxhnoiwo SFS[D(8,3)(3,1)] gLALQbcbefefxhnomwo SFS[D(8,3)(3,1)] gLALQbcbefefxhnouwv SFS[D(3,1)(2,1)] gLALQbcbfeefhxwibgk toroidal gLALQbcbfeefhxwibgr toroidal gLALQbcbfeefhxwxbgk SFS[D(8,5)(5,2)] gLALQbcbfeefhxwxbgr SFS[D(8,5)(4,1)] gLALQbcbfeefhxwdbgk SFS[D(8,3)(4,1)] gLALQbcbfeefhxwdbgr SFS[D(8,3)(5,2)] gLALQbcbfeefhxwubgj SFS[D(8,5)(5,2)] gLALQbcbfeefhxwubgn SFS[D(8,5)(4,1)] gLALQbcbfeefhxwpbgj toroidal gLALQbcbfeefhxwpbgn SFS[D(8,5)(5,2)] gLALQbcbfeefhxwqbgj SFS[D(8,3)(5,2)] gLALQbcbfeefhxwqbgw SFS[D(8,3)(4,1)] gLALQbcbfeefhxwebgj toroidal gLALQbcbfeefhxwebgw SFS[D(8,3)(5,2)] gLALQbcbfeefhxwlkgc reducible gLALQbcbfeefhxwlsgc reducible gLALQbcbfeefhxwdbjf SFS[D(5,2)(2,1)] gLALQbcbfeefhxwebjc SFS[D(5,2)(2,1)] gLALQbcbfeefhxwubkb SFS[D(3,1)(2,1)] gLALQbcbfeefhxwpbkb SFS[D(3,1)(2,1)] gLALQbcbefefhxwcigc reducible gLALQbcbefefhxwcmgc reducible gLALQbcbefefhxwwhgr SFS[D(8,3)(2,1)] gLALQbcbefefhxwwagw SFS[D(8,3)(2,1)] gLALQbcbefefhxwwqgb reducible gLALQbcbefefhxwwqgj SFS[D(8,3)(3,1)] gLALQbcbefefhxwwqgn SFS[D(8,3)(3,1)] gLALQbcbefefhxwcejf SFS[D(5,2)(2,1)] gLALQbcbefefhxwcijc SFS[D(8,3)(3,1)] gLALQbcbefefhxwcmjc SFS[D(8,3)(3,1)] gLALQbcbefefhxwcdjb SFS[D(5,2)(2,1)] gLALQbcbefefhxwcikc SFS[D(8,3)(3,1)] gLALQbcbefefhxwcmkc SFS[D(8,3)(3,1)] gLALQbcbefefxhnslon toroidal gLALQbcbefefxhnsloj toroidal gLALQbcbefefxhnsxon SFS[D(5,2)(5,2)] gLALQbcbefefxhnsxoj SFS[D(5,2)(4,1)] gLALQbcbefefxhnspon SFS[D(5,3)(4,1)] gLALQbcbefefxhnspoj SFS[D(5,3)(5,2)] gLALQbcbefefxhnsior SFS[D(5,2)(5,2)] gLALQbcbefefxhnsion SFS[D(5,2)(4,1)] gLALQbcbefefxhnsmor toroidal gLALQbcbefefxhnsmon SFS[D(5,2)(5,2)] gLALQbcbefefxhnshow SFS[D(5,3)(5,2)] gLALQbcbefefxhnshos SFS[D(5,3)(4,1)] gLALQbcbefefxhnsuow toroidal gLALQbcbefefxhnsuos SFS[D(5,3)(5,2)] gLALQbcbefefxhnceov reducible gLALQbcbefefxhnreov reducible gLALQbcbefefxhnsino SFS[D(8,3)(2,1)] gLALQbcbefefxhnsmno SFS[D(8,3)(2,1)] gLALQbcbefefxhnsprb SFS[D(3,1)(2,1)] gLALQbcbefefxhnsurv SFS[D(3,1)(2,1)] gLALQbcbfeefhxwxfof reducible gLALQbcbfeefhxwxfok SFS[D(5,3)(3,1)] gLALQbcbfeefhxwxfor SFS[D(5,2)(3,1)] gLALQbcbfeefhxwafoj SFS[D(5,2)(2,1)] gLALQbcbfeefhxwqfoj SFS[D(5,2)(2,1)] gLALQbcbfeefhxwdwof reducible gLALQbcbfeefhxwewoc reducible gLALQbcbfeefhxwdwrf SFS[D(5,3)(3,1)] gLALQbcbfeefhxwewrc SFS[D(5,3)(3,1)] gLALQbcbfeefhxwdwnf SFS[D(5,2)(3,1)] gLALQbcbfeefhxwuwnb SFS[D(3,1)(2,1)] gLALQbcbfeefhxwpwnb SFS[D(3,1)(2,1)] gLALQbcbfeefhxwewnc SFS[D(5,2)(3,1)] gLALQbcbefefhxwohof reducible gLALQbcbefefhxwohor SFS[D(5,2)(3,1)] gLALQbcbefefhxwohok SFS[D(5,3)(3,1)] gLALQbcbefefhxwoaoj SFS[D(5,2)(2,1)] gLALQbcbefefhxwoqoj SFS[D(5,2)(2,1)] gLALQbcbefefhxwveof reducible gLALQbcbefefhxwvdob reducible gLALQbcbefefhxwverf SFS[D(5,3)(3,1)] gLALQbcbefefhxwvirc SFS[D(8,3)(2,1)] gLALQbcbefefhxwvmrc SFS[D(8,3)(2,1)] gLALQbcbefefhxwvdrb SFS[D(5,3)(3,1)] gLALQbcbefefhxwvenf SFS[D(5,2)(3,1)] gLALQbcbefefhxwvdnb SFS[D(5,2)(3,1)] gLALQbcbfeefhmwaggv SFS[D(3,1)(2,1)] gLALQbcbefefhmwnago SFS[D(3,1)(2,1)] gLALQbcbefefhmwnegv SFS[D(3,1)(2,1)] gLAPPbcbdeffhpwvgav SFS[D(3,1)(2,1)] gLALQbcbfeefhmwlvfv reducible gLALQbcbfeefhmwtvfv reducible gLALQbcbfeefhmwqjfj SFS[D(7,2)(2,1)] gLALQbcbfeefhmwajfs SFS[D(7,2)(2,1)] gLALQbcbfeefhmwhjfo reducible gLALQbcbfeefhmwhjfr SFS[D(7,2)(3,1)] gLALQbcbfeefhmwhjfn SFS[D(7,5)(3,1)] gLALQbcbefefhmwolfj toroidal gLALQbcbefefhmwolfn toroidal gLALQbcbefefhmwohfw SFS[D(7,2)(5,2)] gLALQbcbefefhmwohfs SFS[D(7,2)(4,1)] gLALQbcbefefhmwoifn SFS[D(7,5)(4,1)] gLALQbcbefefhmwoifr SFS[D(7,5)(5,2)] gLALQbcbefefhmwopfj SFS[D(7,2)(5,2)] gLALQbcbefefhmwopfn SFS[D(7,2)(4,1)] gLALQbcbefefhmwoufw toroidal gLALQbcbefefhmwoufs SFS[D(7,2)(5,2)] gLALQbcbefefhmwoxfn SFS[D(7,5)(5,2)] gLALQbcbefefhmwoxfj SFS[D(7,5)(4,1)] gLALQbcbefefhmwomfr toroidal gLALQbcbefefhmwomfn SFS[D(7,5)(5,2)] gLALQbcbefefhmwwefv reducible gLALQbcbefefhmwkefv reducible gLAPPbcbdeffhpwgvtv reducible gLAPPbcbdeffhpwgvlv reducible gLAPPbcbdeffhpwgrhr SFS[D(7,2)(2,1)] gLAPPbcbdeffhpwgraw SFS[D(7,2)(2,1)] gLAPPbcbdeffhpwgrqb reducible gLAPPbcbdeffhpwgrqj SFS[D(7,5)(3,1)] gLAPPbcbdeffhpwgrqn SFS[D(7,2)(3,1)] gLALQbcbfeefhmwafvv SFS[D(3,1)(2,1)] gLALQbcbefefhmwravo SFS[D(3,1)(2,1)] gLALQbcbefefhmwrevv SFS[D(3,1)(2,1)] gLAPPbcbdeffxunffab SFS[D(3,1)(2,1)] gLALQbcbefefhewgago SFS[D(5,2)(2,1)] gLALQbcbfeefhewasgv SFS[D(5,2)(2,1)] gLALQbcbfeefhewdsgo SFS[D(5,2)(2,1)] gLALQbcbefefxencaoo SFS[D(5,2)(2,1)] gLALQbcbfeefhewivcn SFS[D(3,1)(2,1)] gLALQbcbfeefhewivcj SFS[D(3,1)(2,1)] gLALQbcbfeefhewpvcr SFS[D(2,1)(2,1)] gLALQbcbfeefhewtvcw SFS[D(2,1)(2,1)] gLALQbcbefefhewcaoo SFS[D(5,2)(2,1)] gLALQbcbfeefhewawov SFS[D(5,2)(2,1)] gLALQbcbfeefhewdwoo SFS[D(5,2)(2,1)] gLALQbcbefefxengago SFS[D(5,2)(2,1)] gLALQbcbefefhpwjagc SFS[D(3,1)(2,1)] gLALQbcbefefhpwjtgb SFS[D(3,1)(2,1)] gLALQbcbefefhpwcegf SFS[D(3,1)(2,1)] gLALQbcbefefhpwcigc reducible gLALQbcbefefhpwcmgc reducible gLALQbcbefefhpwcdgb SFS[D(3,1)(2,1)] gLALQbcbefefhpwwhgf SFS[D(3,1)(2,1)] gLALQbcbefefhpwwhgr toroidal gLALQbcbefefhpwwhgk SFS[D(3,1)(2,1)] gLALQbcbefefhpwwagc SFS[D(3,1)(2,1)] gLALQbcbefefhpwwagj SFS[D(3,1)(2,1)] gLALQbcbefefhpwwagw toroidal gLALQbcbefefhpwwqgb reducible gLALQbcbefefhpwwqgj toroidal gLALQbcbefefhpwwqgn toroidal gLALQbcbefefxinolfj toroidal gLALQbcbefefxinolfn toroidal gLALQbcbefefxinohfv SFS[D(3,1)(2,1)] gLALQbcbefefxinohfw toroidal gLALQbcbefefxinohfs toroidal gLALQbcbefefxinoifo SFS[D(3,1)(2,1)] gLALQbcbefefxinoifn toroidal gLALQbcbefefxinoifr toroidal gLALQbcbefefxinopfb SFS[D(3,1)(2,1)] gLALQbcbefefxinopfj toroidal gLALQbcbefefxinopfn toroidal gLALQbcbefefxinoufv SFS[D(3,1)(2,1)] gLALQbcbefefxinoufw toroidal gLALQbcbefefxinoufs toroidal gLALQbcbefefxinoafn SFS[D(3,1)(2,1)] gLALQbcbefefxinoafr SFS[D(3,1)(2,1)] gLALQbcbefefxinoxfb SFS[D(3,1)(2,1)] gLALQbcbefefxinoxfn toroidal gLALQbcbefefxinoxfj toroidal gLALQbcbefefxinomfo SFS[D(3,1)(2,1)] gLALQbcbefefxinomfr toroidal gLALQbcbefefxinomfn toroidal gLALQbcbefefxinoefs SFS[D(3,1)(2,1)] gLALQbcbefefxinoefw SFS[D(3,1)(2,1)] gLALQbcbefefxinwlfb SFS[D(3,1)(2,1)] gLALQbcbefefxinwafo SFS[D(3,1)(2,1)] gLALQbcbefefxinwefv reducible gLALQbcbefefxinklfb SFS[D(3,1)(2,1)] gLALQbcbefefxinkafo SFS[D(3,1)(2,1)] gLALQbcbefefxinkefv reducible gLALQbcbefefxunwaco SFS[D(3,1)(2,1)] gLALQbcbefefxunwecv SFS[D(3,1)(2,1)] gLALQbcbefefxunopcb SFS[D(3,1)(2,1)] gLALQbcbefefxunoico reducible gLALQbcbefefxunomco reducible gLALQbcbefefxunoucv SFS[D(3,1)(2,1)] gLALQbcbefefxunkxcb SFS[D(3,1)(2,1)] gLALQbcbefefxunkxcn toroidal gLALQbcbefefxunkxcj SFS[D(3,1)(2,1)] gLALQbcbefefxunkaco SFS[D(3,1)(2,1)] gLALQbcbefefxunkacr SFS[D(3,1)(2,1)] gLALQbcbefefxunkacn toroidal gLALQbcbefefxunkhcv reducible gLALQbcbefefxunkhcw toroidal gLALQbcbefefxunkhcs toroidal gLALQbcbfeefhawqggb reducible gLALQbcbfeefhawqggj SFS[D(3,1)(2,1)] gLALQbcbfeefhawqggn SFS[D(3,1)(2,1)] gLALQbcbfeefhawaggw SFS[D(2,1)(2,1)] gLALQbcbfeefhawhggr SFS[D(2,1)(2,1)] gLALQbcbfeefhawucgb reducible gLALQbcbfeefhawpcgo reducible gLALQbcbfeefhawucjb SFS[D(3,1)(2,1)] gLALQbcbfeefhawpcjo SFS[D(3,1)(2,1)] gLALQbcbfeefhawuckb SFS[D(3,1)(2,1)] gLALQbcbfeefhawpcko SFS[D(3,1)(2,1)] gLALQbcbefefhawjpgb reducible gLALQbcbefefhawjugv reducible gLALQbcbefefhawbhgw SFS[D(2,1)(2,1)] gLALQbcbefefhawbagr SFS[D(2,1)(2,1)] gLALQbcbefefhawbxgb reducible gLALQbcbefefhawbxgn SFS[D(3,1)(2,1)] gLALQbcbefefhawbxgj SFS[D(3,1)(2,1)] gLALQbcbefefhawjpjb SFS[D(3,1)(2,1)] gLALQbcbefefhawjujv SFS[D(3,1)(2,1)] gLALQbcbefefhawjiko SFS[D(3,1)(2,1)] gLALQbcbefefhawjpkb SFS[D(3,1)(2,1)] gLALQbcbefefhawjukv SFS[D(3,1)(2,1)] gLALQbcbefefhawjmko SFS[D(3,1)(2,1)] gLALQbcbfeefxaninvj toroidal gLALQbcbfeefxaninvn toroidal gLALQbcbfeefxanqnvj SFS[D(5,2)(2,1)] gLALQbcbfeefxanqnvn SFS[D(4,1)(2,1)] gLALQbcbfeefxanunvj SFS[D(4,1)(2,1)] gLALQbcbfeefxanunvn SFS[D(5,2)(2,1)] gLALQbcbfeefxanlnvw SFS[D(5,2)(2,1)] gLALQbcbfeefxanlnvs SFS[D(4,1)(2,1)] gLALQbcbfeefxantnvw toroidal gLALQbcbfeefxantnvs SFS[D(5,2)(2,1)] gLALQbcbfeefxanhnvr SFS[D(5,2)(2,1)] gLALQbcbfeefxanhnvn SFS[D(4,1)(2,1)] gLALQbcbfeefxanpnvr toroidal gLALQbcbfeefxanpnvn SFS[D(5,2)(2,1)] gLALQbcbfeefxandfvo reducible gLALQbcbfeefxandwvo reducible gLALQbcbfeefxanunwb SFS[D(3,1)(2,1)] gLALQbcbfeefxanpnwo SFS[D(3,1)(2,1)] gLALQbcbfeefhawuvrb SFS[D(2,1)(2,1)] gLALQbcbfeefhawpvro SFS[D(2,1)(2,1)] gLALQbcbefefhawolfj SFS[D(3,1)(2,1)] gLALQbcbefefhawolfn SFS[D(3,1)(2,1)] gLALQbcbefefhawoufw SFS[D(2,1)(2,1)] gLALQbcbefefhawomfr SFS[D(2,1)(2,1)] gLALQbcbefefhawoiko SFS[D(3,1)(2,1)] gLALQbcbefefhawomko SFS[D(3,1)(2,1)] gLALQbcbefefhawoprb SFS[D(2,1)(2,1)] gLALQbcbefefhawourv SFS[D(2,1)(2,1)] gLALQbcbfeefxanuvrb SFS[D(3,1)(2,1)] gLALQbcbfeefxanpvro SFS[D(3,1)(2,1)] gLALQbcbfeefhawinvj toroidal gLALQbcbfeefhawinvn toroidal gLALQbcbfeefhawqnvj SFS[D(5,3)(3,1)] gLALQbcbfeefhawqnvn SFS[D(4,3)(3,1)] gLALQbcbfeefhawunvj SFS[D(4,1)(3,1)] gLALQbcbfeefhawunvn SFS[D(5,2)(3,1)] gLALQbcbfeefhawlnvw SFS[D(5,3)(3,1)] gLALQbcbfeefhawlnvs SFS[D(4,3)(3,1)] gLALQbcbfeefhawtnvw toroidal gLALQbcbfeefhawtnvs SFS[D(5,3)(3,1)] gLALQbcbfeefhawhnvr SFS[D(5,2)(3,1)] gLALQbcbfeefhawhnvn SFS[D(4,1)(3,1)] gLALQbcbfeefhawpnvr toroidal gLALQbcbfeefhawpnvn SFS[D(5,2)(3,1)] gLALQbcbfeefhawdfvo reducible gLALQbcbfeefhawdwvo reducible gLALQbcbfeefhawunwb SFS[D(2,1)(2,1)] gLALQbcbfeefhawpnwo SFS[D(2,1)(2,1)] gLALQbcbefefhawchvv reducible gLALQbcbefefhawchvw SFS[D(3,1)(3,1)] gLALQbcbefefhawchvs SFS[D(3,1)(3,2)] gLALQbcbefefhawcavn SFS[D(3,1)(2,1)] gLALQbcbefefhawcxvn SFS[D(3,1)(2,1)] gLALQbcbefefhawsivo reducible gLALQbcbefefhawsmvo reducible gLALQbcbefefhawsiso SFS[D(3,1)(3,1)] gLALQbcbefefhawsmso SFS[D(3,1)(3,1)] gLALQbcbefefhawsiwo SFS[D(3,1)(3,2)] gLALQbcbefefhawspwb SFS[D(2,1)(2,1)] gLALQbcbefefhawsuwv SFS[D(2,1)(2,1)] gLALQbcbefefhawsmwo SFS[D(3,1)(3,2)] gLALQbcbfeefxanqggb reducible gLALQbcbfeefxanqggj SFS[D(3,1)(3,2)] gLALQbcbfeefxanqggn SFS[D(3,1)(3,1)] gLALQbcbfeefxanaggw SFS[D(3,1)(2,1)] gLALQbcbfeefxanhggr SFS[D(3,1)(2,1)] gLALQbcbfeefxanucgb reducible gLALQbcbfeefxanpcgo reducible gLALQbcbfeefxanucjb SFS[D(3,1)(3,1)] gLALQbcbfeefxanpcjo SFS[D(3,1)(3,1)] gLALQbcbfeefxanuckb SFS[D(3,1)(3,2)] gLALQbcbfeefxanpcko SFS[D(3,1)(3,2)] gLALQbcbefefhhwgxgb reducible gLALQbcbefefhhwgxgn SFS[D(3,1)(2,1)] gLALQbcbefefhhwgxgj SFS[D(3,1)(2,1)] gLALQbcbefefhhwgagr SFS[D(2,1)(2,1)] gLALQbcbefefhhwghgw SFS[D(2,1)(2,1)] gLALQbcbefefhhwfpgb reducible gLALQbcbefefhhwfugv reducible gLALQbcbefefhhwfpkb SFS[D(3,1)(2,1)] gLALQbcbefefhhwfiko SFS[D(7,2)(2,1)] gLALQbcbefefhhwfmko SFS[D(7,2)(2,1)] gLALQbcbefefhhwfukv SFS[D(3,1)(2,1)] gLALQbcbefefhhwfpjb SFS[D(3,1)(2,1)] gLALQbcbefefhhwfujv SFS[D(3,1)(2,1)] gLALQbcbfeefhhwukgb reducible gLALQbcbfeefhhwpkgo reducible gLALQbcbfeefhhwhbgr SFS[D(2,1)(2,1)] gLALQbcbfeefhhwabgw SFS[D(2,1)(2,1)] gLALQbcbfeefhhwqbgb reducible gLALQbcbfeefhhwqbgj SFS[D(3,1)(2,1)] gLALQbcbfeefhhwqbgn SFS[D(3,1)(2,1)] gLALQbcbfeefhhwukkb SFS[D(3,1)(2,1)] gLALQbcbfeefhhwpkko SFS[D(3,1)(2,1)] gLALQbcbfeefhhwlkjv SFS[D(5,2)(2,1)] gLALQbcbfeefhhwukjb SFS[D(3,1)(2,1)] gLALQbcbfeefhhwpkjo SFS[D(3,1)(2,1)] gLALQbcbfeefhhwtkjv SFS[D(5,2)(2,1)] gLALQbcbefefxxnnucr toroidal gLALQbcbefefxxnnuck toroidal gLALQbcbefefxxnnhcr SFS[D(5,2)(2,1)] gLALQbcbefefxxnnhck SFS[D(4,1)(2,1)] gLALQbcbefefxxnnecr SFS[D(4,1)(2,1)] gLALQbcbefefxxnneck SFS[D(5,2)(2,1)] gLALQbcbefefxxnnicj SFS[D(5,2)(2,1)] gLALQbcbefefxxnnicw SFS[D(4,1)(2,1)] gLALQbcbefefxxnnmcj toroidal gLALQbcbefefxxnnmcw SFS[D(5,2)(2,1)] gLALQbcbefefxxnnqcj SFS[D(5,2)(2,1)] gLALQbcbefefxxnnqcn SFS[D(4,1)(2,1)] gLALQbcbefefxxnndcj toroidal gLALQbcbefefxxnndcn SFS[D(5,2)(2,1)] gLALQbcbefefxxngtcb reducible gLALQbcbefefxxnstcb reducible gLALQbcbefefxxnniwc SFS[D(7,2)(2,1)] gLALQbcbefefxxnnmwc SFS[D(7,2)(2,1)] gLALQbcbefefxxnnejf SFS[D(5,2)(2,1)] gLALQbcbefefxxnndjb SFS[D(5,2)(2,1)] gLALQbcbefefhhwoico reducible gLALQbcbefefhhwomco reducible gLALQbcbefefhhwkxcn SFS[D(7,2)(2,1)] gLALQbcbefefhhwkacn SFS[D(7,2)(2,1)] gLALQbcbefefhhwkhcv reducible gLALQbcbefefhhwkhcw SFS[D(7,5)(3,1)] gLALQbcbefefhhwkhcs SFS[D(7,2)(3,1)] gLALQbcbefefhhwoijo SFS[D(7,5)(3,1)] gLALQbcbefefhhwomjo SFS[D(7,5)(3,1)] gLALQbcbefefhhwopwb SFS[D(2,1)(2,1)] gLALQbcbefefhhwoiwo SFS[D(7,2)(3,1)] gLALQbcbefefhhwomwo SFS[D(7,2)(3,1)] gLALQbcbefefhhwouwv SFS[D(2,1)(2,1)] gLALQbcbfeefhhwivcn toroidal gLALQbcbfeefhhwivcj toroidal gLALQbcbfeefhhwhvcr SFS[D(7,5)(5,2)] gLALQbcbfeefhhwhvcn SFS[D(7,5)(4,1)] gLALQbcbfeefhhwlvcs SFS[D(7,2)(4,1)] gLALQbcbfeefhhwlvcw SFS[D(7,2)(5,2)] gLALQbcbfeefhhwuvcn SFS[D(7,5)(5,2)] gLALQbcbfeefhhwuvcj SFS[D(7,5)(4,1)] gLALQbcbfeefhhwpvcr toroidal gLALQbcbfeefhhwpvcn SFS[D(7,5)(5,2)] gLALQbcbfeefhhwqvcj SFS[D(7,2)(5,2)] gLALQbcbfeefhhwqvcn SFS[D(7,2)(4,1)] gLALQbcbfeefhhwtvcw toroidal gLALQbcbfeefhhwtvcs SFS[D(7,2)(5,2)] gLALQbcbfeefhhwdrco reducible gLALQbcbfeefhhwdjco reducible gLALQbcbfeefhhwlvjv SFS[D(5,2)(2,1)] gLALQbcbfeefhhwtvjv SFS[D(5,2)(2,1)] gLALQbcbfeefhhwuvwb SFS[D(2,1)(2,1)] gLALQbcbfeefhhwpvwo SFS[D(2,1)(2,1)] gLALQbcbefefxxncigc reducible gLALQbcbefefxxncmgc reducible gLALQbcbefefxxnwhgr SFS[D(7,2)(2,1)] gLALQbcbefefxxnwagw SFS[D(7,2)(2,1)] gLALQbcbefefxxnwqgb reducible gLALQbcbefefxxnwqgj SFS[D(7,2)(3,1)] gLALQbcbefefxxnwqgn SFS[D(7,5)(3,1)] gLALQbcbefefxxncejf SFS[D(5,2)(2,1)] gLALQbcbefefxxncijc SFS[D(7,5)(3,1)] gLALQbcbefefxxncmjc SFS[D(7,5)(3,1)] gLALQbcbefefxxncdjb SFS[D(5,2)(2,1)] gLALQbcbefefxxncikc SFS[D(7,2)(3,1)] gLALQbcbefefxxncmkc SFS[D(7,2)(3,1)] gLALQbcbefefhhwslon toroidal gLALQbcbefefhhwsloj toroidal gLALQbcbefefhhwsxon SFS[D(5,3)(5,2)] gLALQbcbefefhhwsxoj SFS[D(5,3)(4,1)] gLALQbcbefefhhwspon SFS[D(5,2)(4,1)] gLALQbcbefefhhwspoj SFS[D(5,2)(5,2)] gLALQbcbefefhhwsior SFS[D(5,3)(5,2)] gLALQbcbefefhhwsion SFS[D(5,3)(4,1)] gLALQbcbefefhhwsmor toroidal gLALQbcbefefhhwsmon SFS[D(5,3)(5,2)] gLALQbcbefefhhwshow SFS[D(5,2)(5,2)] gLALQbcbefefhhwshos SFS[D(5,2)(4,1)] gLALQbcbefefhhwsuow toroidal gLALQbcbefefhhwsuos SFS[D(5,2)(5,2)] gLALQbcbefefhhwceov reducible gLALQbcbefefhhwreov reducible gLALQbcbefefhhwsino SFS[D(7,2)(2,1)] gLALQbcbefefhhwsmno SFS[D(7,2)(2,1)] gLALQbcbefefhhwsprb SFS[D(2,1)(2,1)] gLALQbcbefefhhwsurv SFS[D(2,1)(2,1)] gLALQbcbfeefhhwhfoo reducible gLALQbcbfeefhhwhfor SFS[D(5,2)(3,1)] gLALQbcbfeefhhwhfon SFS[D(5,3)(3,1)] gLALQbcbfeefhhwafos SFS[D(5,2)(2,1)] gLALQbcbfeefhhwqfoj SFS[D(5,2)(2,1)] gLALQbcbfeefhhwlnov reducible gLALQbcbfeefhhwtnov reducible gLALQbcbfeefhhwlnnv SFS[D(5,2)(3,1)] gLALQbcbfeefhhwtnnv SFS[D(5,2)(3,1)] gLALQbcbfeefhhwlnrv SFS[D(5,3)(3,1)] gLALQbcbfeefhhwunrb SFS[D(2,1)(2,1)] gLALQbcbfeefhhwpnro SFS[D(2,1)(2,1)] gLALQbcbfeefhhwtnrv SFS[D(5,3)(3,1)] gLALQbcbefefxxnohof reducible gLALQbcbefefxxnohor SFS[D(5,3)(3,1)] gLALQbcbefefxxnohok SFS[D(5,2)(3,1)] gLALQbcbefefxxnoaoj SFS[D(5,2)(2,1)] gLALQbcbefefxxnoqoj SFS[D(5,2)(2,1)] gLALQbcbefefxxnveof reducible gLALQbcbefefxxnvdob reducible gLALQbcbefefxxnverf SFS[D(5,2)(3,1)] gLALQbcbefefxxnvirc SFS[D(7,2)(2,1)] gLALQbcbefefxxnvmrc SFS[D(7,2)(2,1)] gLALQbcbefefxxnvdrb SFS[D(5,2)(3,1)] gLALQbcbefefxxnvenf SFS[D(5,3)(3,1)] gLALQbcbefefxxnvdnb SFS[D(5,3)(3,1)] gLALQbcbfeefxmnaggv SFS[D(2,1)(2,1)] gLALQbcbefefxmnnago SFS[D(2,1)(2,1)] gLALQbcbefefxmnnegv SFS[D(2,1)(2,1)] gLAPPbcbdeffhiwcfac SFS[D(2,1)(2,1)] gLALQbcbfeefxmnlvfv reducible gLALQbcbfeefxmntvfv reducible gLALQbcbfeefxmnqjfj SFS[D(8,3)(2,1)] gLALQbcbfeefxmnajfs SFS[D(8,3)(2,1)] gLALQbcbfeefxmnhjfo reducible gLALQbcbfeefxmnhjfr SFS[D(8,3)(3,1)] gLALQbcbfeefxmnhjfn SFS[D(8,3)(3,1)] gLALQbcbefefxmnolfj toroidal gLALQbcbefefxmnolfn toroidal gLALQbcbefefxmnohfw SFS[D(8,3)(5,2)] gLALQbcbefefxmnohfs SFS[D(8,3)(4,1)] gLALQbcbefefxmnoifn SFS[D(8,5)(4,1)] gLALQbcbefefxmnoifr SFS[D(8,5)(5,2)] gLALQbcbefefxmnopfj SFS[D(8,3)(5,2)] gLALQbcbefefxmnopfn SFS[D(8,3)(4,1)] gLALQbcbefefxmnoufw toroidal gLALQbcbefefxmnoufs SFS[D(8,3)(5,2)] gLALQbcbefefxmnoxfn SFS[D(8,5)(5,2)] gLALQbcbefefxmnoxfj SFS[D(8,5)(4,1)] gLALQbcbefefxmnomfr toroidal gLALQbcbefefxmnomfn SFS[D(8,5)(5,2)] gLALQbcbefefxmnwefv reducible gLALQbcbefefxmnkefv reducible gLAPPbcbdeffhiwfcef reducible gLAPPbcbdeffhiwfcdb reducible gLAPPbcbdeffhiwfsqj SFS[D(8,3)(2,1)] gLAPPbcbdeffhiwfsaj SFS[D(8,3)(2,1)] gLAPPbcbdeffhiwfshf reducible gLAPPbcbdeffhiwfshr SFS[D(8,3)(3,1)] gLAPPbcbdeffhiwfshk SFS[D(8,3)(3,1)] gLALQbcbfeefxmnafvv SFS[D(2,1)(2,1)] gLALQbcbefefxmnravo SFS[D(2,1)(2,1)] gLALQbcbefefxmnrevv SFS[D(2,1)(2,1)] gLAPPbcbdeffhuwffab SFS[D(2,1)(2,1)] gLALQbcbfeefeanaogv SFS[D(2,1)(2,1)] gLALQbcbfeefeandogo SFS[D(2,1)(2,1)] gLALQbcbefefdawcavo SFS[D(2,1)(2,1)] gLALQbcbfeefdawawvv SFS[D(2,1)(2,1)] gLALQbcbfeeftakaogv SFS[D(2,1)(2,1)] gLALQbcbfeeftakdogo SFS[D(2,1)(2,1)] gLALQbcbefeflarcavo SFS[D(2,1)(2,1)] gLALQbcbfeeflarawvv SFS[D(2,1)(2,1)] gLALQcbbfeefitbibgk SFS[D(3,1)(2,1)] gLALQcbbfeefitbibgr SFS[D(3,1)(2,1)] gLALQcbbfeefitbpbgj SFS[D(2,1)(2,1)] gLALQcbbfeefitbebgj SFS[D(2,1)(2,1)] gLALQbcbfeefmebivcn SFS[D(3,1)(2,1)] gLALQbcbfeefmebivcj SFS[D(3,1)(2,1)] gLALQbcbfeefmebpvcr SFS[D(2,1)(2,1)] gLALQbcbfeefmebtvcw SFS[D(2,1)(2,1)] gLALQbcbfeefmabiogj SFS[D(3,1)(2,1)] gLALQbcbfeefmabiogn SFS[D(3,1)(2,1)] gLALQbcbfeefmabtogw SFS[D(2,1)(2,1)] gLALQbcbfeefmabpogr SFS[D(2,1)(2,1)] gLALQbcbfeefmabqokb reducible gLALQbcbfeefmabqokj SFS[D(3,1)(2,1)] gLALQbcbfeefmabqokn SFS[D(3,1)(2,1)] gLALQbcbfeefmabaokw SFS[D(2,1)(2,1)] gLALQbcbfeefmabhokr SFS[D(2,1)(2,1)] gLALQbcbfeefmabagkv SFS[D(2,1)(2,1)] gLALQbcbefefmabnako SFS[D(2,1)(2,1)] gLALQbcbefefmabjhkw SFS[D(2,1)(2,1)] gLALQbcbefefmabjakr SFS[D(2,1)(2,1)] gLALQbcbefefmabjxkb reducible gLALQbcbefefmabjxkn SFS[D(3,1)(2,1)] gLALQbcbefefmabjxkj SFS[D(3,1)(2,1)] gLALQbcbfeefpacqfwj SFS[D(5,2)(2,1)] gLALQbcbfeefpacqfwn SFS[D(4,1)(2,1)] gLALQbcbfeefpacafwv SFS[D(2,1)(2,1)] gLALQbcbfeefpachfwr SFS[D(5,2)(2,1)] gLALQbcbfeefpachfwn SFS[D(4,1)(2,1)] gLALQbcbfeefmabarkv SFS[D(2,1)(2,1)] gLALQbcbfeefmabqjkb reducible gLALQbcbfeefmabqjkj SFS[D(3,1)(2,1)] gLALQbcbfeefmabqjkn SFS[D(3,1)(2,1)] gLALQbcbfeefmabajkw SFS[D(2,1)(2,1)] gLALQbcbfeefmabhjkr SFS[D(2,1)(2,1)] gLALQbcbefefmabolfj SFS[D(3,1)(2,1)] gLALQbcbefefmabolfn SFS[D(3,1)(2,1)] gLALQbcbefefmaboufw SFS[D(2,1)(2,1)] gLALQbcbefefmabomfr SFS[D(2,1)(2,1)] gLALQbcbefefmabohkw SFS[D(2,1)(2,1)] gLALQbcbefefmaboakr SFS[D(2,1)(2,1)] gLALQbcbefefmaboxkb reducible gLALQbcbefefmaboxkn SFS[D(3,1)(2,1)] gLALQbcbefefmaboxkj SFS[D(3,1)(2,1)] gLALQbcbefefmabkako SFS[D(2,1)(2,1)] gLALQbcbfeefpacqjrj SFS[D(5,2)(2,1)] gLALQbcbfeefpacqjrn SFS[D(4,1)(2,1)] gLALQbcbfeefpacajrv SFS[D(2,1)(2,1)] gLALQbcbfeefpachjrr SFS[D(5,2)(2,1)] gLALQbcbfeefpachjrn SFS[D(4,1)(2,1)] gLALQbcbfeefmabqfvb reducible gLALQbcbfeefmabqfvj reducible gLALQbcbfeefmabqfvn reducible gLALQbcbfeefmabafvw reducible gLALQbcbfeefmabhfvr reducible gLALQbcbfeefmabqfsb reducible gLALQbcbfeefmabqfsj SFS[D(3,1)(3,1)] gLALQbcbfeefmabqfsn SFS[D(3,1)(3,2)] gLALQbcbfeefmabafsw SFS[D(3,1)(2,1)] gLALQbcbfeefmabhfsr SFS[D(3,1)(2,1)] gLALQbcbfeefmabawsv SFS[D(3,1)(2,1)] gLALQbcbfeefmabqfwb reducible gLALQbcbfeefmabqfwj SFS[D(3,1)(3,2)] gLALQbcbfeefmabqfwn SFS[D(3,1)(3,1)] gLALQbcbfeefmabafww SFS[D(3,1)(2,1)] gLALQbcbfeefmabhfwr SFS[D(3,1)(2,1)] gLALQbcbfeefmabawwv SFS[D(3,1)(2,1)] gLALQbcbefefmabshvw reducible gLALQbcbefefmabsavr reducible gLALQbcbefefmabsxvb reducible gLALQbcbefefmabsxvn reducible gLALQbcbefefmabsxvj reducible gLALQbcbefefmabcaso SFS[D(3,1)(2,1)] gLALQbcbefefmabshsw SFS[D(3,1)(2,1)] gLALQbcbefefmabsasr SFS[D(3,1)(2,1)] gLALQbcbefefmabsxsb reducible gLALQbcbefefmabsxsn SFS[D(3,1)(3,2)] gLALQbcbefefmabsxsj SFS[D(3,1)(3,1)] gLALQbcbefefmabcawo SFS[D(3,1)(2,1)] gLALQbcbefefmabshww SFS[D(3,1)(2,1)] gLALQbcbefefmabsawr SFS[D(3,1)(2,1)] gLALQbcbefefmabsxwb reducible gLALQbcbefefmabsxwn SFS[D(3,1)(3,1)] gLALQbcbefefmabsxwj SFS[D(3,1)(3,2)] gLALQbcbfeefpacqogj reducible gLALQbcbfeefpacqogn reducible gLALQbcbfeefpacuogj reducible gLALQbcbfeefpacuogn reducible gLALQbcbfeefpaclogw reducible gLALQbcbfeefpaclogs reducible gLALQbcbfeefpactogw reducible gLALQbcbfeefpactogs reducible gLALQbcbfeefpachogr reducible gLALQbcbfeefpachogn reducible gLALQbcbfeefpacpogr reducible gLALQbcbfeefpacpogn reducible gLALQbcbfeefpacqojj SFS[D(5,2)(3,1)] gLALQbcbfeefpacqojn SFS[D(4,1)(3,1)] gLALQbcbfeefpacaojv SFS[D(3,1)(2,1)] gLALQbcbfeefpachojr SFS[D(5,3)(3,1)] gLALQbcbfeefpachojn SFS[D(4,3)(3,1)] gLALQbcbfeefpacqokj SFS[D(5,3)(3,1)] gLALQbcbfeefpacqokn SFS[D(4,3)(3,1)] gLALQbcbfeefpacaokv SFS[D(3,1)(2,1)] gLALQbcbfeefpachokr SFS[D(5,2)(3,1)] gLALQbcbfeefpachokn SFS[D(4,1)(3,1)] gLALQbcbefefhicolfj SFS[D(3,1)(2,1)] gLALQbcbefefhicolfn SFS[D(3,1)(2,1)] gLALQbcbefefhicoufw SFS[D(2,1)(2,1)] gLALQbcbefefhicomfr SFS[D(2,1)(2,1)] gLALQcbbfeefihfibgr SFS[D(3,1)(2,1)] gLALQcbbfeefihfibgk SFS[D(3,1)(2,1)] gLALQcbbfeefihfebgj SFS[D(2,1)(2,1)] gLALQcbbfeefihfpbgj SFS[D(2,1)(2,1)] gLALQbcbefefxhbgxgb reducible gLALQbcbefefxhbgxgn reducible gLALQbcbefefxhbgxgj reducible gLALQbcbefefxhbgagr reducible gLALQbcbefefxhbghgw reducible gLALQbcbefefxhbfpgb reducible gLALQbcbefefxhbfugv reducible gLALQbcbefefxhbfpkb reducible gLALQbcbefefxhbfukv reducible gLALQbcbefefxhbfpjb reducible gLALQbcbefefxhbfujv reducible gLALQbcbfeefhxcurcb reducible gLALQbcbfeefhxcprcb reducible gLALQbcbfeefhxcxvck reducible gLALQbcbfeefhxcavcn reducible gLALQbcbfeefhxcqvcc reducible gLALQbcbfeefhxcqvcj reducible gLALQbcbfeefhxcqvcw reducible gLALQbcbfeefhxcurwb reducible gLALQbcbfeefhxcprwb reducible gLALQbcbfeefhxcurjb reducible gLALQbcbfeefhxcprjb reducible gLALQbcbefefhxcnhcr reducible gLALQbcbefefhxcnhck reducible gLALQbcbefefhxcnecr reducible gLALQbcbefefhxcneck reducible gLALQbcbefefhxcnicj reducible gLALQbcbefefhxcnicw reducible gLALQbcbefefhxcnmcj reducible gLALQbcbefefhxcnmcw reducible gLALQbcbefefhxcnqcj reducible gLALQbcbefefhxcnqcn reducible gLALQbcbefefhxcndcj reducible gLALQbcbefefhxcndcn reducible gLALQbcbefefhxcgtcb reducible gLALQbcbefefhxcstcb reducible gLALQbcbefefxhbopwb reducible gLALQbcbefefxhbouwv reducible gLALQbcbfeefhxcibgk SFS[D(3,1)(2,1)] gLALQbcbfeefhxcibgr SFS[D(3,1)(2,1)] gLALQbcbfeefhxcpbgj SFS[D(2,1)(2,1)] gLALQbcbfeefhxcebgj SFS[D(2,1)(2,1)] gLALQbcbfeefhxcubkb reducible gLALQbcbfeefhxcpbkb reducible gLALQbcbefefxhbslon SFS[D(3,1)(2,1)] gLALQbcbefefxhbsloj SFS[D(3,1)(2,1)] gLALQbcbefefxhbsmor SFS[D(2,1)(2,1)] gLALQbcbefefxhbsuow SFS[D(2,1)(2,1)] gLALQbcbefefxhbsprb reducible gLALQbcbefefxhbsurv reducible gLALQbcbfeefhxcuwnb reducible gLALQbcbfeefhxcpwnb reducible gLALQbcbfeefhmcaggv reducible gLALQbcbefefhmcnago reducible gLALQbcbefefhmcnegv reducible gLAPPbcbdeffhpcvgav reducible gLALQbcbfeefhmclvfv reducible gLALQbcbfeefhmctvfv reducible gLALQbcbfeefhmcqjfj SFS[D(2,1)(2,1)] gLALQbcbfeefhmcajfs SFS[D(2,1)(2,1)] gLALQbcbfeefhmchjfo reducible gLALQbcbfeefhmchjfr SFS[D(3,1)(2,1)] gLALQbcbfeefhmchjfn SFS[D(3,1)(2,1)] gLALQbcbefefhmcolfj toroidal gLALQbcbefefhmcolfn toroidal gLALQbcbefefhmcohfw SFS[D(5,2)(2,1)] gLALQbcbefefhmcohfs SFS[D(4,1)(2,1)] gLALQbcbefefhmcoifn SFS[D(4,1)(2,1)] gLALQbcbefefhmcoifr SFS[D(5,2)(2,1)] gLALQbcbefefhmcopfj SFS[D(5,2)(2,1)] gLALQbcbefefhmcopfn SFS[D(4,1)(2,1)] gLALQbcbefefhmcoufw toroidal gLALQbcbefefhmcoufs SFS[D(5,2)(2,1)] gLALQbcbefefhmcoxfn SFS[D(5,2)(2,1)] gLALQbcbefefhmcoxfj SFS[D(4,1)(2,1)] gLALQbcbefefhmcomfr toroidal gLALQbcbefefhmcomfn SFS[D(5,2)(2,1)] gLALQbcbefefhmcwefv reducible gLALQbcbefefhmckefv reducible gLAPPbcbdeffhpcgvtv reducible gLAPPbcbdeffhpcgvlv reducible gLAPPbcbdeffhpcgrhr SFS[D(2,1)(2,1)] gLAPPbcbdeffhpcgraw SFS[D(2,1)(2,1)] gLAPPbcbdeffhpcgrqb reducible gLAPPbcbdeffhpcgrqj SFS[D(3,1)(2,1)] gLAPPbcbdeffhpcgrqn SFS[D(3,1)(2,1)] gLALQbcbfeefhmcafvv reducible gLALQbcbefefhmcravo reducible gLALQbcbefefhmcrevv reducible gLAPPbcbdeffxubffab reducible gLALQbcbfeefhecivcn SFS[D(3,1)(2,1)] gLALQbcbfeefhecivcj SFS[D(3,1)(2,1)] gLALQbcbfeefhecpvcr SFS[D(2,1)(2,1)] gLALQbcbfeefhectvcw SFS[D(2,1)(2,1)] gLALQbcbefefhpcjagc reducible gLALQbcbefefhpcjtgb reducible gLALQbcbefefhpccegf reducible gLALQbcbefefhpccigc reducible gLALQbcbefefhpccmgc reducible gLALQbcbefefhpccdgb reducible gLALQbcbefefhpcwhgf reducible gLALQbcbefefhpcwhgr reducible gLALQbcbefefhpcwhgk reducible gLALQbcbefefhpcwagc reducible gLALQbcbefefhpcwagj reducible gLALQbcbefefhpcwagw reducible gLALQbcbefefhpcwqgb reducible gLALQbcbefefhpcwqgj reducible gLALQbcbefefhpcwqgn reducible gLALQbcbefefxibolfj reducible gLALQbcbefefxibolfn reducible gLALQbcbefefxibohfv reducible gLALQbcbefefxibohfw reducible gLALQbcbefefxibohfs reducible gLALQbcbefefxiboifo reducible gLALQbcbefefxiboifn reducible gLALQbcbefefxiboifr reducible gLALQbcbefefxibopfb reducible gLALQbcbefefxibopfj reducible gLALQbcbefefxibopfn reducible gLALQbcbefefxiboufv reducible gLALQbcbefefxiboufw reducible gLALQbcbefefxiboufs reducible gLALQbcbefefxiboafn reducible gLALQbcbefefxiboafr reducible gLALQbcbefefxiboxfb reducible gLALQbcbefefxiboxfn reducible gLALQbcbefefxiboxfj reducible gLALQbcbefefxibomfo reducible gLALQbcbefefxibomfr reducible gLALQbcbefefxibomfn reducible gLALQbcbefefxiboefs reducible gLALQbcbefefxiboefw reducible gLALQbcbefefxibwlfb reducible gLALQbcbefefxibwafo reducible gLALQbcbefefxibwefv reducible gLALQbcbefefxibklfb reducible gLALQbcbefefxibkafo reducible gLALQbcbefefxibkefv reducible gLALQbcbefefxubwaco reducible gLALQbcbefefxubwecv reducible gLALQbcbefefxubopcb reducible gLALQbcbefefxuboico reducible gLALQbcbefefxubomco reducible gLALQbcbefefxuboucv reducible gLALQbcbefefxubkxcb reducible gLALQbcbefefxubkxcn reducible gLALQbcbefefxubkxcj reducible gLALQbcbefefxubkaco reducible gLALQbcbefefxubkacr reducible gLALQbcbefefxubkacn reducible gLALQbcbefefxubkhcv reducible gLALQbcbefefxubkhcw reducible gLALQbcbefefxubkhcs reducible gLALQbcbefefhacjiko reducible gLALQbcbefefhacjmko reducible gLALQbcbfeefxabinvj SFS[D(3,1)(2,1)] gLALQbcbfeefxabinvn SFS[D(3,1)(2,1)] gLALQbcbfeefxabtnvw SFS[D(2,1)(2,1)] gLALQbcbfeefxabpnvr SFS[D(2,1)(2,1)] gLALQbcbfeefxabunwb reducible gLALQbcbfeefxabpnwo reducible gLALQbcbefefhacolfj SFS[D(3,1)(2,1)] gLALQbcbefefhacolfn SFS[D(3,1)(2,1)] gLALQbcbefefhacoufw SFS[D(2,1)(2,1)] gLALQbcbefefhacomfr SFS[D(2,1)(2,1)] gLALQbcbefefhacoiko reducible gLALQbcbefefhacomko reducible gLALQbcbfeefxabuvrb reducible gLALQbcbfeefxabpvro reducible gLALQbcbfeefhacqnvj reducible gLALQbcbfeefhacqnvn reducible gLALQbcbfeefhacunvj reducible gLALQbcbfeefhacunvn reducible gLALQbcbfeefhaclnvw reducible gLALQbcbfeefhaclnvs reducible gLALQbcbfeefhactnvw reducible gLALQbcbfeefhactnvs reducible gLALQbcbfeefhachnvr reducible gLALQbcbfeefhachnvn reducible gLALQbcbfeefhacpnvr reducible gLALQbcbfeefhacpnvn reducible gLALQbcbfeefhacdfvo reducible gLALQbcbfeefhacdwvo reducible gLALQbcbefefhacchvv reducible gLALQbcbefefhacchvw reducible gLALQbcbefefhacchvs reducible gLALQbcbefefhaccavn reducible gLALQbcbefefhaccxvn reducible gLALQbcbefefhacsivo reducible gLALQbcbefefhacsmvo reducible gLALQbcbefefhacsiso reducible gLALQbcbefefhacsmso reducible gLALQbcbefefhacsiwo reducible gLALQbcbefefhacsmwo reducible gLALQbcbfeefxabqggb reducible gLALQbcbfeefxabqggj reducible gLALQbcbfeefxabqggn reducible gLALQbcbfeefxabaggw reducible gLALQbcbfeefxabhggr reducible gLALQbcbfeefxabucgb reducible gLALQbcbfeefxabpcgo reducible gLALQbcbfeefxabucjb reducible gLALQbcbfeefxabpcjo reducible gLALQbcbfeefxabuckb reducible gLALQbcbfeefxabpcko reducible gLALQbcbefefhhcfiko SFS[D(2,1)(2,1)] gLALQbcbefefhhcfmko SFS[D(2,1)(2,1)] gLALQbcbefefxxbnucr SFS[D(3,1)(2,1)] gLALQbcbefefxxbnuck SFS[D(3,1)(2,1)] gLALQbcbefefxxbnmcj SFS[D(2,1)(2,1)] gLALQbcbefefxxbndcj SFS[D(2,1)(2,1)] gLALQbcbefefxxbniwc SFS[D(2,1)(2,1)] gLALQbcbefefxxbnmwc SFS[D(2,1)(2,1)] gLALQbcbefefhhcoico reducible gLALQbcbefefhhcomco reducible gLALQbcbefefhhckxcn SFS[D(2,1)(2,1)] gLALQbcbefefhhckacn SFS[D(2,1)(2,1)] gLALQbcbefefhhckhcv reducible gLALQbcbefefhhckhcw SFS[D(3,1)(2,1)] gLALQbcbefefhhckhcs SFS[D(3,1)(2,1)] gLALQbcbefefhhcoijo SFS[D(3,1)(2,1)] gLALQbcbefefhhcomjo SFS[D(3,1)(2,1)] gLALQbcbefefhhcoiwo SFS[D(3,1)(2,1)] gLALQbcbefefhhcomwo SFS[D(3,1)(2,1)] gLALQbcbfeefhhcivcn toroidal gLALQbcbfeefhhcivcj toroidal gLALQbcbfeefhhchvcr SFS[D(5,2)(2,1)] gLALQbcbfeefhhchvcn SFS[D(4,1)(2,1)] gLALQbcbfeefhhclvcs SFS[D(4,1)(2,1)] gLALQbcbfeefhhclvcw SFS[D(5,2)(2,1)] gLALQbcbfeefhhcuvcn SFS[D(5,2)(2,1)] gLALQbcbfeefhhcuvcj SFS[D(4,1)(2,1)] gLALQbcbfeefhhcpvcr toroidal gLALQbcbfeefhhcpvcn SFS[D(5,2)(2,1)] gLALQbcbfeefhhcqvcj SFS[D(5,2)(2,1)] gLALQbcbfeefhhcqvcn SFS[D(4,1)(2,1)] gLALQbcbfeefhhctvcw toroidal gLALQbcbfeefhhctvcs SFS[D(5,2)(2,1)] gLALQbcbfeefhhcdrco reducible gLALQbcbfeefhhcdjco reducible gLALQbcbefefxxbcigc reducible gLALQbcbefefxxbcmgc reducible gLALQbcbefefxxbwhgr SFS[D(2,1)(2,1)] gLALQbcbefefxxbwagw SFS[D(2,1)(2,1)] gLALQbcbefefxxbwqgb reducible gLALQbcbefefxxbwqgj SFS[D(3,1)(2,1)] gLALQbcbefefxxbwqgn SFS[D(3,1)(2,1)] gLALQbcbefefxxbcijc SFS[D(3,1)(2,1)] gLALQbcbefefxxbcmjc SFS[D(3,1)(2,1)] gLALQbcbefefxxbcikc SFS[D(3,1)(2,1)] gLALQbcbefefxxbcmkc SFS[D(3,1)(2,1)] gLALQbcbefefhhcslon SFS[D(3,1)(2,1)] gLALQbcbefefhhcsloj SFS[D(3,1)(2,1)] gLALQbcbefefhhcsmor SFS[D(2,1)(2,1)] gLALQbcbefefhhcsuow SFS[D(2,1)(2,1)] gLALQbcbefefhhcsino SFS[D(2,1)(2,1)] gLALQbcbefefhhcsmno SFS[D(2,1)(2,1)] gLALQbcbefefxxbvirc SFS[D(2,1)(2,1)] gLALQbcbefefxxbvmrc SFS[D(2,1)(2,1)] gLALQbcbefefxmbolfj SFS[D(3,1)(2,1)] gLALQbcbefefxmbolfn SFS[D(3,1)(2,1)] gLALQbcbefefxmboufw SFS[D(2,1)(2,1)] gLALQbcbefefxmbomfr SFS[D(2,1)(2,1)] gLALQbcbfeefdeciwoj SFS[D(3,1)(2,1)] gLALQbcbfeefdeciwon SFS[D(3,1)(2,1)] gLALQbcbfeefdectwow SFS[D(2,1)(2,1)] gLALQbcbfeefdecpwor SFS[D(2,1)(2,1)] gLALQbcbfeefdecinnb reducible gLALQbcbfeefdecivwb reducible gLALQbcbfeefdecivjb reducible gLALQbcbfeefdecisgj SFS[D(3,1)(2,1)] gLALQbcbfeefdecisgn SFS[D(3,1)(2,1)] gLALQbcbfeefdectsgw SFS[D(2,1)(2,1)] gLALQbcbfeefdecpsgr SFS[D(2,1)(2,1)] gLALQbcbfeefdecikkb reducible gLALQbcbefeflpfvanc SFS[D(2,1)(2,1)] gLALQbcbefeftifjako SFS[D(2,1)(2,1)] gLALQbcbefefducsaro SFS[D(2,1)(2,1)] gLALQbcbefeflpfcakc SFS[D(2,1)(2,1)] gLALQbcbefeftifoako SFS[D(2,1)(2,1)] gLALQbcbefefducoawo SFS[D(2,1)(2,1)] gLALQbcbefeflpfnacc reducible gLALQbcbefeflpfntcb reducible gLALQbcbefeflpfnawc SFS[D(3,1)(2,1)] gLALQbcbefeflpfnajc SFS[D(3,1)(2,1)] gLALQbcbefeftifsavo reducible gLALQbcbefeftifsaso SFS[D(3,1)(2,1)] gLALQbcbefeftifsawo SFS[D(3,1)(2,1)] gLALQbcbefefducfago reducible gLALQbcbefefducfako SFS[D(3,1)(2,1)] gLALQbcbefefducfajo SFS[D(3,1)(2,1)] gLALQbcbefefdacrlvn SFS[D(3,1)(2,1)] gLALQbcbefefdacrlvj SFS[D(3,1)(2,1)] gLALQbcbefefdacrmvr SFS[D(2,1)(2,1)] gLALQbcbefefdacruvw SFS[D(2,1)(2,1)] gLALQbcbefefdacslsb reducible gLALQbcbefefdacolrb reducible gLALQbcbefefdacolkb reducible gLALQbcbefefdacnlgn SFS[D(3,1)(2,1)] gLALQbcbefefdacnlgj SFS[D(3,1)(2,1)] gLALQbcbefefdacnmgr SFS[D(2,1)(2,1)] gLALQbcbefefdacnugw SFS[D(2,1)(2,1)] gLALQbcbefefdacjljb reducible gLAPPbcbdeffeubrgab SFS[D(2,1)(2,1)] gLALQbcbefefdmcsawo SFS[D(2,1)(2,1)] gLALQbcbfeefdmcanwv SFS[D(2,1)(2,1)] gLAPPbcbdeffeubwbab SFS[D(2,1)(2,1)] gLALQbcbefefdmcoaro SFS[D(2,1)(2,1)] gLALQbcbfeefdmcavrv SFS[D(2,1)(2,1)] gLAPPbcbdefflifcnac reducible gLAPPbcbdefflifcntb reducible gLAPPbcbdefflifjnac SFS[D(3,1)(2,1)] gLAPPbcbdefflifwnac SFS[D(3,1)(2,1)] gLALQbcbefefdmcjago reducible gLALQbcbefefdmcjajo SFS[D(3,1)(2,1)] gLALQbcbefefdmcjako SFS[D(3,1)(2,1)] gLALQbcbfeefdmcacgv reducible gLALQbcbfeefdmcacjv SFS[D(3,1)(2,1)] gLALQbcbfeefdmcackv SFS[D(3,1)(2,1)] gLALQcbbefefiefvarc SFS[D(4,1)(2,1)] gLALQcbbefefiefvanc SFS[D(5,2)(2,1)] gLALQcbbfeefidbijck SFS[D(3,1)(2,1)] gLALQcbbfeefidbijcr SFS[D(3,1)(2,1)] gLALQcbbfeefidbpjcj SFS[D(2,1)(2,1)] gLALQcbbfeefidbejcj SFS[D(2,1)(2,1)] gLALQcbbfeefidbarwb SFS[D(4,1)(2,1)] gLALQcbbfeefidbarjb SFS[D(5,2)(2,1)] gLALQcbbefefidbnawc SFS[D(4,1)(2,1)] gLALQcbbefefidbnajc SFS[D(5,2)(2,1)] gLALQcbbefefiefjugr SFS[D(3,1)(2,1)] gLALQcbbefefiefjugk SFS[D(3,1)(2,1)] gLALQcbbefefiefjmgj SFS[D(2,1)(2,1)] gLALQcbbefefiefjdgj SFS[D(2,1)(2,1)] gLALQcbbfeefidbdkgk SFS[D(2,1)(2,1)] gLALQcbbfeefidbukgn SFS[D(2,1)(2,1)] gLALQcbbfeefidblkgj SFS[D(3,1)(2,1)] gLALQcbbfeefidblkgw SFS[D(3,1)(2,1)] gLALQcbbfeefidbdsgk SFS[D(2,1)(2,1)] gLALQcbbfeefidbusgn SFS[D(2,1)(2,1)] gLALQcbbfeefidblsgj SFS[D(3,1)(2,1)] gLALQcbbfeefidblsgw SFS[D(3,1)(2,1)] gLALQcbbefefidbjugr SFS[D(3,1)(2,1)] gLALQcbbefefidbjugk SFS[D(3,1)(2,1)] gLALQcbbefefidbjmgj SFS[D(2,1)(2,1)] gLALQcbbefefidbjdgj SFS[D(2,1)(2,1)] gLALQcbbefefiefnawc SFS[D(4,1)(2,1)] gLALQcbbefefiefnajc SFS[D(5,2)(2,1)] gLALQcbbfeefidbinok SFS[D(3,1)(2,1)] gLALQcbbfeefidbinor SFS[D(3,1)(2,1)] gLALQcbbfeefidbpnoj SFS[D(2,1)(2,1)] gLALQcbbfeefidbenoj SFS[D(2,1)(2,1)] gLALQcbbfeefidbawrb SFS[D(4,1)(2,1)] gLALQcbbfeefidbawnb SFS[D(5,2)(2,1)] gLALQcbbefefidbvarc SFS[D(4,1)(2,1)] gLALQcbbefefidbvanc SFS[D(5,2)(2,1)] gLALQbcbefefdlcvarc SFS[D(4,1)(2,1)] gLALQbcbefefdlcvanc SFS[D(5,2)(2,1)] gLALQbcbfeefdlcinor SFS[D(3,1)(2,1)] gLALQbcbfeefdlcinok SFS[D(3,1)(2,1)] gLALQbcbfeefdlcenoj SFS[D(2,1)(2,1)] gLALQbcbfeefdlcpnoj SFS[D(2,1)(2,1)] gLALQbcbfeefdlcawrb SFS[D(4,1)(2,1)] gLALQbcbfeefdlcawnb SFS[D(5,2)(2,1)] gLALQbcbefefelbnawc SFS[D(4,1)(2,1)] gLALQbcbefefelbnajc SFS[D(5,2)(2,1)] gLALQbcbefefdlcjugr SFS[D(3,1)(2,1)] gLALQbcbefefdlcjugk SFS[D(3,1)(2,1)] gLALQbcbefefdlcjmgj SFS[D(2,1)(2,1)] gLALQbcbefefdlcjdgj SFS[D(2,1)(2,1)] gLALQbcbfeefdlcusgn SFS[D(2,1)(2,1)] gLALQbcbfeefdlcdsgk SFS[D(2,1)(2,1)] gLALQbcbfeefdlclsgw SFS[D(3,1)(2,1)] gLALQbcbfeefdlclsgj SFS[D(3,1)(2,1)] gLALQbcbfeefdlcukgn SFS[D(2,1)(2,1)] gLALQbcbfeefdlcdkgk SFS[D(2,1)(2,1)] gLALQbcbfeefdlclkgw SFS[D(3,1)(2,1)] gLALQbcbfeefdlclkgj SFS[D(3,1)(2,1)] gLALQbcbefefelbjugr SFS[D(3,1)(2,1)] gLALQbcbefefelbjugk SFS[D(3,1)(2,1)] gLALQbcbefefelbjmgj SFS[D(2,1)(2,1)] gLALQbcbefefelbjdgj SFS[D(2,1)(2,1)] gLALQbcbefefdlcnawc SFS[D(4,1)(2,1)] gLALQbcbefefdlcnajc SFS[D(5,2)(2,1)] gLALQbcbfeefdlcijcr SFS[D(3,1)(2,1)] gLALQbcbfeefdlcijck SFS[D(3,1)(2,1)] gLALQbcbfeefdlcejcj SFS[D(2,1)(2,1)] gLALQbcbfeefdlcpjcj SFS[D(2,1)(2,1)] gLALQbcbfeefdlcarwb SFS[D(4,1)(2,1)] gLALQbcbfeefdlcarjb SFS[D(5,2)(2,1)] gLALQbcbefefelbvarc SFS[D(4,1)(2,1)] gLALQbcbefefelbvanc SFS[D(5,2)(2,1)] gLALQbcbefefeubfago reducible gLALQbcbefefeubfako SFS[D(3,1)(2,1)] gLALQbcbefefeubfajo SFS[D(3,1)(2,1)] gLALQbcbefeflifsavo reducible gLALQbcbefeflifsaso SFS[D(3,1)(2,1)] gLALQbcbefeflifsawo SFS[D(3,1)(2,1)] gLALQbcbefeftpfnacc reducible gLALQbcbefeftpfntcb reducible gLALQbcbefeftpfnawc SFS[D(3,1)(2,1)] gLALQbcbefeftpfnajc SFS[D(3,1)(2,1)] gLALQbcbefefeuboawo SFS[D(2,1)(2,1)] gLALQbcbefeflifoako SFS[D(2,1)(2,1)] gLALQbcbefeftpfcakc SFS[D(2,1)(2,1)] gLALQbcbefefeubsaro SFS[D(2,1)(2,1)] gLALQbcbefeflifjako SFS[D(2,1)(2,1)] gLALQbcbefeftpfvanc SFS[D(2,1)(2,1)] gLALQbcbfeeftafqcgj reducible gLALQbcbfeeftafacgs reducible gLALQbcbfeeftafhcgo reducible gLALQbcbfeeftafhcgr reducible gLALQbcbfeeftafhcgn reducible gLALQbcbefeflafrxvn reducible gLALQbcbefeflafrxvj reducible gLALQbcbefeflafrpvn reducible gLALQbcbefeflafrpvj reducible gLALQbcbefeflafrivr reducible gLALQbcbefeflafrivn reducible gLALQbcbefeflafrmvr reducible gLALQbcbefeflafrmvn reducible gLALQbcbefeflafrhvw reducible gLALQbcbefeflafrhvs reducible gLALQbcbefeflafruvw reducible gLALQbcbefeflafruvs reducible gLALQbcbfeeflafqwvj reducible gLALQbcbfeeflafawvs reducible gLALQbcbfeeflafhwvo reducible gLALQbcbfeeflafhwvr reducible gLALQbcbfeeflafhwvn reducible gLALQbcbfeeftafirfj SFS[D(3,1)(2,1)] gLALQbcbfeeftafirfn SFS[D(3,1)(2,1)] gLALQbcbfeeftaftrfw SFS[D(2,1)(2,1)] gLALQbcbfeeftafprfr SFS[D(2,1)(2,1)] gLALQbcbefeflafkpfn SFS[D(2,1)(2,1)] gLALQbcbefeflafkifn SFS[D(2,1)(2,1)] gLALQbcbefeflafkefw SFS[D(3,1)(2,1)] gLALQbcbefeflafkefs SFS[D(3,1)(2,1)] gLALQbcbefeflafwpfn SFS[D(2,1)(2,1)] gLALQbcbefeflafwifn SFS[D(2,1)(2,1)] gLALQbcbefeflafwefw SFS[D(3,1)(2,1)] gLALQbcbefeflafwefs SFS[D(3,1)(2,1)] gLALQbcbfeeflafirfj SFS[D(3,1)(2,1)] gLALQbcbfeeflafirfn SFS[D(3,1)(2,1)] gLALQbcbfeeflaftrfw SFS[D(2,1)(2,1)] gLALQbcbfeeflafprfr SFS[D(2,1)(2,1)] gLALQbcbfeeftafqwvj reducible gLALQbcbfeeftafawvs reducible gLALQbcbfeeftafhwvo reducible gLALQbcbfeeftafhwvr reducible gLALQbcbfeeftafhwvn reducible gLALQbcbefeflafnxgn reducible gLALQbcbefeflafnxgj reducible gLALQbcbefeflafnpgn reducible gLALQbcbefeflafnpgj reducible gLALQbcbefeflafnigr reducible gLALQbcbefeflafnign reducible gLALQbcbefeflafnmgr reducible gLALQbcbefeflafnmgn reducible gLALQbcbefeflafnhgw reducible gLALQbcbefeflafnhgs reducible gLALQbcbefeflafnugw reducible gLALQbcbefeflafnugs reducible gLALQbcbfeeflafqcgj reducible gLALQbcbfeeflafacgs reducible gLALQbcbfeeflafhcgo reducible gLALQbcbfeeflafhcgr reducible gLALQbcbfeeflafhcgn reducible gLALQbcbfeefembacgv reducible gLALQbcbfeefembacjv SFS[D(3,1)(2,1)] gLALQbcbfeefembackv SFS[D(3,1)(2,1)] gLALQbcbefefembjago reducible gLALQbcbefefembjajo SFS[D(3,1)(2,1)] gLALQbcbefefembjako SFS[D(3,1)(2,1)] gLAPPbcbdefflpfvnav reducible gLAPPbcbdefflpfvnib reducible gLAPPbcbdefflpfwnav SFS[D(3,1)(2,1)] gLAPPbcbdefflpfsnav SFS[D(3,1)(2,1)] gLALQbcbfeefembavrv SFS[D(2,1)(2,1)] gLALQbcbefefemboaro SFS[D(2,1)(2,1)] gLAPPbcbdeffducwbab SFS[D(2,1)(2,1)] gLALQbcbfeefembanwv SFS[D(2,1)(2,1)] gLALQbcbefefembsawo SFS[D(2,1)(2,1)] gLAPPbcbdeffducrgab SFS[D(2,1)(2,1)] gLALQcbbefefiicvhor reducible gLALQcbbefefiicvaow reducible gLALQcbbefefiicvqob reducible gLALQcbbefefiicvqoj reducible gLALQcbbefefiicvqon reducible gLALQcbbfeefiicqnoj reducible gLALQcbbfeefiicqnow reducible gLALQcbbfeefiicunon reducible gLALQcbbfeefiicunoj reducible gLALQcbbfeefiicdnor reducible gLALQcbbfeefiicdnok reducible gLALQcbbfeefiicenoj reducible gLALQcbbfeefiicenow reducible gLALQcbbfeefiicxnok reducible gLALQcbbfeefiicxnor reducible gLALQcbbfeefiicpnoj reducible gLALQcbbfeefiicpnon reducible gLALQcbbefefimcshcr reducible gLALQcbbefefimcsacw reducible gLALQcbbefefimcsqcb reducible gLALQcbbefefimcsqcj reducible gLALQcbbefefimcsqcn reducible gLALQcbbefefiicjugr SFS[D(3,1)(2,1)] gLALQcbbefefiicjugk SFS[D(3,1)(2,1)] gLALQcbbefefiicjmgj SFS[D(2,1)(2,1)] gLALQcbbefefiicjdgj SFS[D(2,1)(2,1)] gLALQcbbfeefiicusgn SFS[D(2,1)(2,1)] gLALQcbbfeefiicdsgk SFS[D(2,1)(2,1)] gLALQcbbfeefiiclsgw SFS[D(3,1)(2,1)] gLALQcbbfeefiiclsgj SFS[D(3,1)(2,1)] gLALQcbbfeefiicukgn SFS[D(2,1)(2,1)] gLALQcbbfeefiicdkgk SFS[D(2,1)(2,1)] gLALQcbbfeefiiclkgw SFS[D(3,1)(2,1)] gLALQcbbfeefiiclkgj SFS[D(3,1)(2,1)] gLALQcbbefefimcjugr SFS[D(3,1)(2,1)] gLALQcbbefefimcjugk SFS[D(3,1)(2,1)] gLALQcbbefefimcjmgj SFS[D(2,1)(2,1)] gLALQcbbefefimcjdgj SFS[D(2,1)(2,1)] gLALQcbbefefiicshcr reducible gLALQcbbefefiicsacw reducible gLALQcbbefefiicsqcb reducible gLALQcbbefefiicsqcj reducible gLALQcbbefefiicsqcn reducible gLALQcbbfeefiicqjcj reducible gLALQcbbfeefiicqjcw reducible gLALQcbbfeefiicujcn reducible gLALQcbbfeefiicujcj reducible gLALQcbbfeefiicdjcr reducible gLALQcbbfeefiicdjck reducible gLALQcbbfeefiicejcj reducible gLALQcbbfeefiicejcw reducible gLALQcbbfeefiicxjck reducible gLALQcbbfeefiicxjcr reducible gLALQcbbfeefiicpjcj reducible gLALQcbbfeefiicpjcn reducible gLALQcbbefefimcvhor reducible gLALQcbbefefimcvaow reducible gLALQcbbefefimcvqob reducible gLALQcbbefefimcvqoj reducible gLALQcbbefefimcvqon reducible gLALQcbbefefiacjukf reducible gLALQcbbefefiaccikc reducible gLALQcbbefefiaccmkc reducible gLALQcbbefefiacwhkr SFS[D(3,1)(2,1)] gLALQcbbefefiacwakw SFS[D(3,1)(2,1)] gLALQcbbefefiacwqkb reducible gLALQcbbefefiacwqkj SFS[D(3,1)(3,1)] gLALQcbbefefiacwqkn SFS[D(3,1)(3,2)] gLALQcbbefefiacjujf reducible gLALQcbbefefiaccijc reducible gLALQcbbefefiaccmjc reducible gLALQcbbefefiacwhjr SFS[D(3,1)(2,1)] gLALQcbbefefiacwajw SFS[D(3,1)(2,1)] gLALQcbbefefiacwqjb reducible gLALQcbbefefiacwqjj SFS[D(3,1)(3,2)] gLALQcbbefefiacwqjn SFS[D(3,1)(3,1)] gLALQcbbfeefiacqbkj SFS[D(5,2)(3,1)] gLALQcbbfeefiacqbkw SFS[D(4,1)(3,1)] gLALQcbbfeefiacdbjk toroidal gLALQcbbfeefiacdbjr SFS[D(5,2)(3,1)] gLALQcbbfeefiacdbkr SFS[D(5,3)(3,1)] gLALQcbbfeefiacdbkk toroidal gLALQcbbfeefiacebkj SFS[D(4,3)(3,1)] gLALQcbbfeefiacebkw SFS[D(5,3)(3,1)] gLALQcbbfeefiacqbjj SFS[D(5,3)(3,1)] gLALQcbbfeefiacqbjw SFS[D(4,3)(3,1)] gLALQcbbfeefiacebjj SFS[D(4,1)(3,1)] gLALQcbbfeefiacebjw SFS[D(5,2)(3,1)] gLALQcbbfeefiaclbjj toroidal gLALQcbbfeefiaclbjw toroidal gLALQcbbefefiacnucr SFS[D(3,1)(2,1)] gLALQcbbefefiacnuck SFS[D(3,1)(2,1)] gLALQcbbefefiacnmcj SFS[D(2,1)(2,1)] gLALQcbbefefiacndcj SFS[D(2,1)(2,1)] gLALQcbbefefiacniwc reducible gLALQcbbefefiacnmwc reducible gLALQcbbefefiacghwr SFS[D(2,1)(2,1)] gLALQcbbefefiacgaww SFS[D(2,1)(2,1)] gLALQcbbefefiacgqwb reducible gLALQcbbefefiacgqwj SFS[D(3,1)(2,1)] gLALQcbbefefiacgqwn SFS[D(3,1)(2,1)] gLALQcbbefefiacsuwf reducible gLALQcbbfeefiacdfok SFS[D(2,1)(2,1)] gLALQcbbfeefiacdvck SFS[D(2,1)(2,1)] gLALQcbbfeefiaclfoj SFS[D(3,1)(2,1)] gLALQcbbfeefiaclfow SFS[D(3,1)(2,1)] gLALQcbbfeefiacdwok SFS[D(2,1)(2,1)] gLALQcbbfeefiacdrck SFS[D(2,1)(2,1)] gLALQcbbfeefiaclrcw SFS[D(3,1)(2,1)] gLALQcbbfeefiaclrcj SFS[D(3,1)(2,1)] gLALQcbbfeefiacqrwj SFS[D(5,2)(2,1)] gLALQcbbfeefiacqrww SFS[D(4,1)(2,1)] gLALQcbbfeefiacdwrk toroidal gLALQcbbfeefiacdwrr SFS[D(5,2)(2,1)] gLALQcbbfeefiacdrwr SFS[D(5,2)(2,1)] gLALQcbbfeefiacdrwk toroidal gLALQcbbfeefiacerwj SFS[D(4,1)(2,1)] gLALQcbbfeefiacerww SFS[D(5,2)(2,1)] gLALQcbbfeefiacqwrj SFS[D(5,2)(2,1)] gLALQcbbfeefiacqwrw SFS[D(4,1)(2,1)] gLALQcbbfeefiacewrj SFS[D(4,1)(2,1)] gLALQcbbfeefiacewrw SFS[D(5,2)(2,1)] gLALQcbbfeefiaclrww toroidal gLALQcbbfeefiaclrwj toroidal gLALQcbbfeefiacdwnk SFS[D(2,1)(2,1)] gLALQcbbfeefiacdrjk SFS[D(2,1)(2,1)] gLALQcbbfeefiaclrjw SFS[D(3,1)(2,1)] gLALQcbbfeefiaclrjj SFS[D(3,1)(2,1)] gLALQcbbefefiacbuor SFS[D(3,1)(2,1)] gLALQcbbefefiacbuok SFS[D(3,1)(2,1)] gLALQcbbefefiacbmoj SFS[D(2,1)(2,1)] gLALQcbbefefiacbdoj SFS[D(2,1)(2,1)] gLALQcbbefefiacbhrr SFS[D(2,1)(2,1)] gLALQcbbefefiacbarw SFS[D(2,1)(2,1)] gLALQcbbefefiacbqrb reducible gLALQcbbefefiacbqrj SFS[D(3,1)(2,1)] gLALQcbbefefiacbqrn SFS[D(3,1)(2,1)] gLALQcbbefefiacourf reducible gLALQcbbefefiacvirc reducible gLALQcbbefefiacvmrc reducible gLALQbcbefefahffiko SFS[D(3,1)(2,1)] gLALQbcbefefahffmko SFS[D(3,1)(2,1)] gLALQbcbfeefahflkjv SFS[D(2,1)(2,1)] gLALQbcbfeefahftkjv SFS[D(2,1)(2,1)] gLALQbcbefefaxfnucr SFS[D(3,1)(2,1)] gLALQbcbefefaxfnuck SFS[D(3,1)(2,1)] gLALQbcbefefaxfnmcj SFS[D(2,1)(2,1)] gLALQbcbefefaxfndcj SFS[D(2,1)(2,1)] gLALQbcbefefaxfniwc SFS[D(3,1)(2,1)] gLALQbcbefefaxfnmwc SFS[D(3,1)(2,1)] gLALQbcbefefaxfnejf SFS[D(2,1)(2,1)] gLALQbcbefefaxfndjb SFS[D(2,1)(2,1)] gLALQbcbefefahfoico reducible gLALQbcbefefahfomco reducible gLALQbcbefefahfkxcn SFS[D(3,1)(2,1)] gLALQbcbefefahfkacn SFS[D(3,1)(2,1)] gLALQbcbefefahfkhcv reducible gLALQbcbefefahfkhcw SFS[D(3,1)(3,2)] gLALQbcbefefahfkhcs SFS[D(3,1)(3,1)] gLALQbcbefefahfoijo SFS[D(3,1)(3,2)] gLALQbcbefefahfomjo SFS[D(3,1)(3,2)] gLALQbcbefefahfoiwo SFS[D(3,1)(3,1)] gLALQbcbefefahfomwo SFS[D(3,1)(3,1)] gLALQbcbfeefahfivcn toroidal gLALQbcbfeefahfivcj toroidal gLALQbcbfeefahfhvcr SFS[D(5,3)(3,1)] gLALQbcbfeefahfhvcn SFS[D(4,3)(3,1)] gLALQbcbfeefahflvcs SFS[D(4,1)(3,1)] gLALQbcbfeefahflvcw SFS[D(5,2)(3,1)] gLALQbcbfeefahfuvcn SFS[D(5,3)(3,1)] gLALQbcbfeefahfuvcj SFS[D(4,3)(3,1)] gLALQbcbfeefahfpvcr toroidal gLALQbcbfeefahfpvcn SFS[D(5,3)(3,1)] gLALQbcbfeefahfqvcj SFS[D(5,2)(3,1)] gLALQbcbfeefahfqvcn SFS[D(4,1)(3,1)] gLALQbcbfeefahftvcw toroidal gLALQbcbfeefahftvcs SFS[D(5,2)(3,1)] gLALQbcbfeefahfdrco reducible gLALQbcbfeefahfdjco reducible gLALQbcbfeefahflvjv SFS[D(2,1)(2,1)] gLALQbcbfeefahftvjv SFS[D(2,1)(2,1)] gLALQbcbefefaxfcigc reducible gLALQbcbefefaxfcmgc reducible gLALQbcbefefaxfwhgr SFS[D(3,1)(2,1)] gLALQbcbefefaxfwagw SFS[D(3,1)(2,1)] gLALQbcbefefaxfwqgb reducible gLALQbcbefefaxfwqgj SFS[D(3,1)(3,1)] gLALQbcbefefaxfwqgn SFS[D(3,1)(3,2)] gLALQbcbefefaxfcejf SFS[D(2,1)(2,1)] gLALQbcbefefaxfcijc SFS[D(3,1)(3,2)] gLALQbcbefefaxfcmjc SFS[D(3,1)(3,2)] gLALQbcbefefaxfcdjb SFS[D(2,1)(2,1)] gLALQbcbefefaxfcikc SFS[D(3,1)(3,1)] gLALQbcbefefaxfcmkc SFS[D(3,1)(3,1)] gLALQbcbefefahfslon toroidal gLALQbcbefefahfsloj toroidal gLALQbcbefefahfsxon SFS[D(5,2)(2,1)] gLALQbcbefefahfsxoj SFS[D(4,1)(2,1)] gLALQbcbefefahfspon SFS[D(4,1)(2,1)] gLALQbcbefefahfspoj SFS[D(5,2)(2,1)] gLALQbcbefefahfsior SFS[D(5,2)(2,1)] gLALQbcbefefahfsion SFS[D(4,1)(2,1)] gLALQbcbefefahfsmor toroidal gLALQbcbefefahfsmon SFS[D(5,2)(2,1)] gLALQbcbefefahfshow SFS[D(5,2)(2,1)] gLALQbcbefefahfshos SFS[D(4,1)(2,1)] gLALQbcbefefahfsuow toroidal gLALQbcbefefahfsuos SFS[D(5,2)(2,1)] gLALQbcbefefahfceov reducible gLALQbcbefefahfreov reducible gLALQbcbefefahfsino SFS[D(3,1)(2,1)] gLALQbcbefefahfsmno SFS[D(3,1)(2,1)] gLALQbcbfeefahfhfoo reducible gLALQbcbfeefahfhfor SFS[D(3,1)(2,1)] gLALQbcbfeefahfhfon SFS[D(3,1)(2,1)] gLALQbcbfeefahfafos SFS[D(2,1)(2,1)] gLALQbcbfeefahfqfoj SFS[D(2,1)(2,1)] gLALQbcbfeefahflnov reducible gLALQbcbfeefahftnov reducible gLALQbcbfeefahflnnv SFS[D(3,1)(2,1)] gLALQbcbfeefahftnnv SFS[D(3,1)(2,1)] gLALQbcbfeefahflnrv SFS[D(3,1)(2,1)] gLALQbcbfeefahftnrv SFS[D(3,1)(2,1)] gLALQbcbefefaxfohof reducible gLALQbcbefefaxfohor SFS[D(3,1)(2,1)] gLALQbcbefefaxfohok SFS[D(3,1)(2,1)] gLALQbcbefefaxfoaoj SFS[D(2,1)(2,1)] gLALQbcbefefaxfoqoj SFS[D(2,1)(2,1)] gLALQbcbefefaxfveof reducible gLALQbcbefefaxfvdob reducible gLALQbcbefefaxfverf SFS[D(3,1)(2,1)] gLALQbcbefefaxfvirc SFS[D(3,1)(2,1)] gLALQbcbefefaxfvmrc SFS[D(3,1)(2,1)] gLALQbcbefefaxfvdrb SFS[D(3,1)(2,1)] gLALQbcbefefaxfvenf SFS[D(3,1)(2,1)] gLALQbcbefefaxfvdnb SFS[D(3,1)(2,1)] gLALQbcbfeefamfqggb reducible gLALQbcbfeefamfqggj SFS[D(3,1)(2,1)] gLALQbcbfeefamfqggn SFS[D(3,1)(2,1)] gLALQbcbfeefamfaggw SFS[D(2,1)(2,1)] gLALQbcbfeefamfhggr SFS[D(2,1)(2,1)] gLALQbcbfeefamfucgb reducible gLALQbcbfeefamfpcgo reducible gLALQbcbfeefamfucjb SFS[D(3,1)(2,1)] gLALQbcbfeefamflcjv SFS[D(3,1)(2,1)] gLALQbcbfeefamftcjv SFS[D(3,1)(2,1)] gLALQbcbfeefamfpcjo SFS[D(3,1)(2,1)] gLALQbcbfeefamfuckb SFS[D(3,1)(2,1)] gLALQbcbfeefamfpcko SFS[D(3,1)(2,1)] gLALQbcbefefamfjpgb reducible gLALQbcbefefamfjugv reducible gLALQbcbefefamfbhgw SFS[D(2,1)(2,1)] gLALQbcbefefamfbagr SFS[D(2,1)(2,1)] gLALQbcbefefamfbxgb reducible gLALQbcbefefamfbxgn SFS[D(3,1)(2,1)] gLALQbcbefefamfbxgj SFS[D(3,1)(2,1)] gLALQbcbefefamfjpjb SFS[D(3,1)(2,1)] gLALQbcbefefamfjujv SFS[D(3,1)(2,1)] gLALQbcbefefamfjpkb SFS[D(3,1)(2,1)] gLALQbcbefefamfjukv SFS[D(3,1)(2,1)] gLAPPbcbdeffaifcnuk toroidal gLAPPbcbdeffaifcnur toroidal gLAPPbcbdeffaifcnqj SFS[D(5,2)(2,1)] gLAPPbcbdeffaifcnqn SFS[D(4,1)(2,1)] gLAPPbcbdeffaifcniw SFS[D(4,1)(2,1)] gLAPPbcbdeffaifcnij SFS[D(5,2)(2,1)] gLAPPbcbdeffaifcnek SFS[D(5,2)(2,1)] gLAPPbcbdeffaifcner SFS[D(4,1)(2,1)] gLAPPbcbdeffaifcndj toroidal gLAPPbcbdeffaifcndn SFS[D(5,2)(2,1)] gLAPPbcbdeffaifcnhr SFS[D(5,2)(2,1)] gLAPPbcbdeffaifcnhk SFS[D(4,1)(2,1)] gLAPPbcbdeffaifcnmj toroidal gLAPPbcbdeffaifcnmw SFS[D(5,2)(2,1)] gLAPPbcbdeffaifcftb reducible gLAPPbcbdeffaifcwtb reducible gLAPPbcbdeffaifjnef SFS[D(3,1)(2,1)] gLAPPbcbdeffaifjndb SFS[D(3,1)(2,1)] gLALQbcbfeefamflvfv reducible gLALQbcbfeefamftvfv reducible gLALQbcbfeefamfqjfj SFS[D(3,1)(2,1)] gLALQbcbfeefamfajfs SFS[D(3,1)(2,1)] gLALQbcbfeefamfhjfo reducible gLALQbcbfeefamfhjfr SFS[D(3,1)(3,1)] gLALQbcbfeefamfhjfn SFS[D(3,1)(3,2)] gLALQbcbfeefamflvkv SFS[D(3,1)(3,1)] gLALQbcbfeefamftvkv SFS[D(3,1)(3,1)] gLALQbcbfeefamfuvrb SFS[D(2,1)(2,1)] gLALQbcbfeefamflvrv SFS[D(3,1)(3,2)] gLALQbcbfeefamftvrv SFS[D(3,1)(3,2)] gLALQbcbfeefamfpvro SFS[D(2,1)(2,1)] gLALQbcbefefamfolfj toroidal gLALQbcbefefamfolfn toroidal gLALQbcbefefamfohfw SFS[D(5,2)(3,1)] gLALQbcbefefamfohfs SFS[D(4,1)(3,1)] gLALQbcbefefamfoifn SFS[D(4,3)(3,1)] gLALQbcbefefamfoifr SFS[D(5,3)(3,1)] gLALQbcbefefamfopfj SFS[D(5,2)(3,1)] gLALQbcbefefamfopfn SFS[D(4,1)(3,1)] gLALQbcbefefamfoufw toroidal gLALQbcbefefamfoufs SFS[D(5,2)(3,1)] gLALQbcbefefamfoxfn SFS[D(5,3)(3,1)] gLALQbcbefefamfoxfj SFS[D(4,3)(3,1)] gLALQbcbefefamfomfr toroidal gLALQbcbefefamfomfn SFS[D(5,3)(3,1)] gLALQbcbefefamfwefv reducible gLALQbcbefefamfkefv reducible gLALQbcbefefamfoprb SFS[D(2,1)(2,1)] gLALQbcbefefamfourv SFS[D(2,1)(2,1)] gLAPPbcbdeffaiffcef reducible gLAPPbcbdeffaiffcdb reducible gLAPPbcbdeffaiffsqj SFS[D(3,1)(2,1)] gLAPPbcbdeffaiffsaj SFS[D(3,1)(2,1)] gLAPPbcbdeffaiffshf reducible gLAPPbcbdeffaiffshr SFS[D(3,1)(3,2)] gLAPPbcbdeffaiffshk SFS[D(3,1)(3,1)] gLAPPbcbdeffaifrcef SFS[D(3,1)(3,1)] gLAPPbcbdeffaifrcdb SFS[D(3,1)(3,1)] gLAPPbcbdeffaifkcef SFS[D(3,1)(3,2)] gLAPPbcbdeffaifkcdb SFS[D(3,1)(3,2)] gLALQbcbfeefamfinvj SFS[D(3,1)(2,1)] gLALQbcbfeefamfinvn SFS[D(3,1)(2,1)] gLALQbcbfeefamftnvw SFS[D(2,1)(2,1)] gLALQbcbfeefamfpnvr SFS[D(2,1)(2,1)] gLALQbcbfeefamflnsv SFS[D(3,1)(2,1)] gLALQbcbfeefamftnsv SFS[D(3,1)(2,1)] gLALQbcbfeefamfunwb SFS[D(2,1)(2,1)] gLALQbcbfeefamfpnwo SFS[D(2,1)(2,1)] gLALQbcbefefamfspwb SFS[D(2,1)(2,1)] gLALQbcbefefamfsuwv SFS[D(2,1)(2,1)] gLAPPbcbdeffaufkgec SFS[D(3,1)(2,1)] gLAPPbcbdeffaufkgdf SFS[D(3,1)(2,1)] gLALQbcbefefaefwljb reducible gLALQbcbefefaefoijo reducible gLALQbcbefefaefomjo reducible gLALQbcbefefaefkxjn SFS[D(3,1)(2,1)] gLALQbcbefefaefkajn SFS[D(3,1)(2,1)] gLALQbcbefefaefkhjv reducible gLALQbcbefefaefkhjw SFS[D(3,1)(3,1)] gLALQbcbefefaefkhjs SFS[D(3,1)(3,2)] gLALQbcbefefaefwlwb reducible gLALQbcbefefaefoiwo reducible gLALQbcbefefaefomwo reducible gLALQbcbefefaefkxwn SFS[D(3,1)(2,1)] gLALQbcbefefaefkawn SFS[D(3,1)(2,1)] gLALQbcbefefaefkhwv reducible gLALQbcbefefaefkhww SFS[D(3,1)(3,2)] gLALQbcbefefaefkhws SFS[D(3,1)(3,1)] gLALQbcbfeefaefhvjr SFS[D(5,2)(3,1)] gLALQbcbfeefaefhvjn SFS[D(4,1)(3,1)] gLALQbcbfeefaeflvjs toroidal gLALQbcbfeefaeflvjw SFS[D(5,2)(3,1)] gLALQbcbfeefaeflvww SFS[D(5,3)(3,1)] gLALQbcbfeefaeflvws toroidal gLALQbcbfeefaefpvjr SFS[D(4,3)(3,1)] gLALQbcbfeefaefpvjn SFS[D(5,3)(3,1)] gLALQbcbfeefaefhvwr SFS[D(5,3)(3,1)] gLALQbcbfeefaefhvwn SFS[D(4,3)(3,1)] gLALQbcbfeefaefpvwr SFS[D(4,1)(3,1)] gLALQbcbfeefaefpvwn SFS[D(5,2)(3,1)] gLALQbcbfeefaefdvjn toroidal gLALQbcbfeefaefdvjr toroidal gLALQbcbefefaefslon SFS[D(3,1)(2,1)] gLALQbcbefefaefsloj SFS[D(3,1)(2,1)] gLALQbcbefefaefsmor SFS[D(2,1)(2,1)] gLALQbcbefefaefsuow SFS[D(2,1)(2,1)] gLALQbcbefefaefsino reducible gLALQbcbefefaefsmno reducible gLALQbcbefefaefcxnn SFS[D(2,1)(2,1)] gLALQbcbefefaefcann SFS[D(2,1)(2,1)] gLALQbcbefefaefchnv reducible gLALQbcbefefaefchnw SFS[D(3,1)(2,1)] gLALQbcbefefaefchns SFS[D(3,1)(2,1)] gLALQbcbefefaefrlnb reducible gLALQbcbfeefaeflfos SFS[D(2,1)(2,1)] gLALQbcbfeefaeflbgs SFS[D(2,1)(2,1)] gLALQbcbfeefaefdbgr SFS[D(3,1)(2,1)] gLALQbcbfeefaefdbgn SFS[D(3,1)(2,1)] gLALQbcbfeefaeflnos SFS[D(2,1)(2,1)] gLALQbcbfeefaeflkgs SFS[D(2,1)(2,1)] gLALQbcbfeefaefdkgr SFS[D(3,1)(2,1)] gLALQbcbfeefaefdkgn SFS[D(3,1)(2,1)] gLALQbcbfeefaefhnnr SFS[D(5,2)(2,1)] gLALQbcbfeefaefhnnn SFS[D(4,1)(2,1)] gLALQbcbfeefaeflnns toroidal gLALQbcbfeefaeflnnw SFS[D(5,2)(2,1)] gLALQbcbfeefaeflkkw SFS[D(5,2)(2,1)] gLALQbcbfeefaeflkks toroidal gLALQbcbfeefaefpnnr SFS[D(4,1)(2,1)] gLALQbcbfeefaefpnnn SFS[D(5,2)(2,1)] gLALQbcbfeefaefhkkr SFS[D(5,2)(2,1)] gLALQbcbfeefaefhkkn SFS[D(4,1)(2,1)] gLALQbcbfeefaefpkkr SFS[D(4,1)(2,1)] gLALQbcbfeefaefpkkn SFS[D(5,2)(2,1)] gLALQbcbfeefaefdkkr toroidal gLALQbcbfeefaefdkkn toroidal gLALQbcbfeefaeflnrs SFS[D(2,1)(2,1)] gLALQbcbfeefaeflkjs SFS[D(2,1)(2,1)] gLALQbcbfeefaefdkjr SFS[D(3,1)(2,1)] gLALQbcbfeefaefdkjn SFS[D(3,1)(2,1)] gLALQbcbefefaefvlgn SFS[D(3,1)(2,1)] gLALQbcbefefaefvlgj SFS[D(3,1)(2,1)] gLALQbcbefefaefvmgr SFS[D(2,1)(2,1)] gLALQbcbefefaefvugw SFS[D(2,1)(2,1)] gLALQbcbefefaefvxkn SFS[D(2,1)(2,1)] gLALQbcbefefaefvakn SFS[D(2,1)(2,1)] gLALQbcbefefaefvhkv reducible gLALQbcbefefaefvhkw SFS[D(3,1)(2,1)] gLALQbcbefefaefvhks SFS[D(3,1)(2,1)] gLALQbcbefefaefglkb reducible gLALQbcbefefaeffiko reducible gLALQbcbefefaeffmko reducible gLALQbcbefefapfvirc SFS[D(3,1)(2,1)] gLALQbcbefefapfvmrc SFS[D(3,1)(2,1)] gLALQbcbefefaifjiko SFS[D(2,1)(2,1)] gLALQbcbefefaifjmko SFS[D(2,1)(2,1)] gLALQbcbefefaufslon SFS[D(3,1)(2,1)] gLALQbcbefefaufsloj SFS[D(3,1)(2,1)] gLALQbcbefefaufsmor SFS[D(2,1)(2,1)] gLALQbcbefefaufsuow SFS[D(2,1)(2,1)] gLALQbcbefefaufsino SFS[D(3,1)(2,1)] gLALQbcbefefaufsmno SFS[D(3,1)(2,1)] gLALQbcbefefaufsprb SFS[D(2,1)(2,1)] gLALQbcbefefaufsurv SFS[D(2,1)(2,1)] gLALQbcbefefapfcigc reducible gLALQbcbefefapfcmgc reducible gLALQbcbefefapfwhgr SFS[D(3,1)(2,1)] gLALQbcbefefapfwagw SFS[D(3,1)(2,1)] gLALQbcbefefapfwqgb reducible gLALQbcbefefapfwqgj SFS[D(3,1)(3,2)] gLALQbcbefefapfwqgn SFS[D(3,1)(3,1)] gLALQbcbefefapfcikc SFS[D(3,1)(3,2)] gLALQbcbefefapfcmkc SFS[D(3,1)(3,2)] gLALQbcbefefapfcijc SFS[D(3,1)(3,1)] gLALQbcbefefapfcmjc SFS[D(3,1)(3,1)] gLALQbcbefefaifolfj toroidal gLALQbcbefefaifolfn toroidal gLALQbcbefefaifohfw SFS[D(5,3)(3,1)] gLALQbcbefefaifohfs SFS[D(4,3)(3,1)] gLALQbcbefefaifoifn SFS[D(4,1)(3,1)] gLALQbcbefefaifoifr SFS[D(5,2)(3,1)] gLALQbcbefefaifopfj SFS[D(5,3)(3,1)] gLALQbcbefefaifopfn SFS[D(4,3)(3,1)] gLALQbcbefefaifoufw toroidal gLALQbcbefefaifoufs SFS[D(5,3)(3,1)] gLALQbcbefefaifoxfn SFS[D(5,2)(3,1)] gLALQbcbefefaifoxfj SFS[D(4,1)(3,1)] gLALQbcbefefaifomfr toroidal gLALQbcbefefaifomfn SFS[D(5,2)(3,1)] gLALQbcbefefaifwefv reducible gLALQbcbefefaifkefv reducible gLALQbcbefefaifoiko SFS[D(2,1)(2,1)] gLALQbcbefefaifomko SFS[D(2,1)(2,1)] gLALQbcbefefaufoico reducible gLALQbcbefefaufomco reducible gLALQbcbefefaufkxcn SFS[D(3,1)(2,1)] gLALQbcbefefaufkacn SFS[D(3,1)(2,1)] gLALQbcbefefaufkhcv reducible gLALQbcbefefaufkhcw SFS[D(3,1)(3,1)] gLALQbcbefefaufkhcs SFS[D(3,1)(3,2)] gLALQbcbefefaufopwb SFS[D(2,1)(2,1)] gLALQbcbefefaufoiwo SFS[D(3,1)(3,2)] gLALQbcbefefaufomwo SFS[D(3,1)(3,2)] gLALQbcbefefaufouwv SFS[D(2,1)(2,1)] gLALQbcbefefaufoijo SFS[D(3,1)(3,1)] gLALQbcbefefaufomjo SFS[D(3,1)(3,1)] gLALQbcbefefapfnucr toroidal gLALQbcbefefapfnuck toroidal gLALQbcbefefapfnhcr SFS[D(5,2)(2,1)] gLALQbcbefefapfnhck SFS[D(4,1)(2,1)] gLALQbcbefefapfnecr SFS[D(4,1)(2,1)] gLALQbcbefefapfneck SFS[D(5,2)(2,1)] gLALQbcbefefapfnicj SFS[D(5,2)(2,1)] gLALQbcbefefapfnicw SFS[D(4,1)(2,1)] gLALQbcbefefapfnmcj toroidal gLALQbcbefefapfnmcw SFS[D(5,2)(2,1)] gLALQbcbefefapfnqcj SFS[D(5,2)(2,1)] gLALQbcbefefapfnqcn SFS[D(4,1)(2,1)] gLALQbcbefefapfndcj toroidal gLALQbcbefefapfndcn SFS[D(5,2)(2,1)] gLALQbcbefefapfgtcb reducible gLALQbcbefefapfstcb reducible gLALQbcbefefapfniwc SFS[D(3,1)(2,1)] gLALQbcbefefapfnmwc SFS[D(3,1)(2,1)] gLALQbcbefefaifchvv reducible gLALQbcbefefaifchvw SFS[D(3,1)(2,1)] gLALQbcbefefaifchvs SFS[D(3,1)(2,1)] gLALQbcbefefaifcavn SFS[D(2,1)(2,1)] gLALQbcbefefaifcxvn SFS[D(2,1)(2,1)] gLALQbcbefefaifsivo reducible gLALQbcbefefaifsmvo reducible gLALQbcbefefaifsiso SFS[D(3,1)(2,1)] gLALQbcbefefaifsmso SFS[D(3,1)(2,1)] gLALQbcbefefaifsiwo SFS[D(3,1)(2,1)] gLALQbcbefefaifsmwo SFS[D(3,1)(2,1)] gLALQbcbefefaufgxgb reducible gLALQbcbefefaufgxgn SFS[D(3,1)(2,1)] gLALQbcbefefaufgxgj SFS[D(3,1)(2,1)] gLALQbcbefefaufgagr SFS[D(2,1)(2,1)] gLALQbcbefefaufghgw SFS[D(2,1)(2,1)] gLALQbcbefefauffpgb reducible gLALQbcbefefauffugv reducible gLALQbcbefefauffpkb SFS[D(3,1)(2,1)] gLALQbcbefefauffiko SFS[D(3,1)(2,1)] gLALQbcbefefauffmko SFS[D(3,1)(2,1)] gLALQbcbefefauffukv SFS[D(3,1)(2,1)] gLALQbcbefefauffpjb SFS[D(3,1)(2,1)] gLALQbcbefefauffujv SFS[D(3,1)(2,1)] gLALQbcbfeefaafirkb reducible gLALQbcbfeefaaflvkv reducible gLALQbcbfeefaaftvkv reducible gLALQbcbfeefaafqjkj SFS[D(3,1)(2,1)] gLALQbcbfeefaafajks SFS[D(3,1)(2,1)] gLALQbcbfeefaafhjko reducible gLALQbcbfeefaafhjkr SFS[D(3,1)(3,1)] gLALQbcbfeefaafhjkn SFS[D(3,1)(3,2)] gLALQbcbfeefaafirrb reducible gLALQbcbfeefaaflvrv reducible gLALQbcbfeefaaftvrv reducible gLALQbcbfeefaafqjrj SFS[D(3,1)(2,1)] gLALQbcbfeefaafajrs SFS[D(3,1)(2,1)] gLALQbcbfeefaafhjro reducible gLALQbcbfeefaafhjrr SFS[D(3,1)(3,2)] gLALQbcbfeefaafhjrn SFS[D(3,1)(3,1)] gLALQbcbefefaafohkw SFS[D(5,2)(3,1)] gLALQbcbefefaafohks SFS[D(4,1)(3,1)] gLALQbcbefefaafoikn toroidal gLALQbcbefefaafoikr SFS[D(5,2)(3,1)] gLALQbcbefefaafoirr SFS[D(5,3)(3,1)] gLALQbcbefefaafoirn toroidal gLALQbcbefefaafomrr SFS[D(4,3)(3,1)] gLALQbcbefefaafomrn SFS[D(5,3)(3,1)] gLALQbcbefefaafohrw SFS[D(5,3)(3,1)] gLALQbcbefefaafohrs SFS[D(4,3)(3,1)] gLALQbcbefefaafomkr SFS[D(4,1)(3,1)] gLALQbcbefefaafomkn SFS[D(5,2)(3,1)] gLALQbcbefefaafoeks toroidal gLALQbcbefefaafoekw toroidal gLALQbcbfeefaafinvj SFS[D(3,1)(2,1)] gLALQbcbfeefaafinvn SFS[D(3,1)(2,1)] gLALQbcbfeefaaftnvw SFS[D(2,1)(2,1)] gLALQbcbfeefaafpnvr SFS[D(2,1)(2,1)] gLALQbcbfeefaaflnsv reducible gLALQbcbfeefaaftnsv reducible gLALQbcbfeefaafqfsj SFS[D(2,1)(2,1)] gLALQbcbfeefaafafss SFS[D(2,1)(2,1)] gLALQbcbfeefaafhfso reducible gLALQbcbfeefaafhfsr SFS[D(3,1)(2,1)] gLALQbcbfeefaafhfsn SFS[D(3,1)(2,1)] gLALQbcbfeefaafiwsb reducible gLALQbcbefefaafbpgn SFS[D(2,1)(2,1)] gLALQbcbefefaafbign SFS[D(2,1)(2,1)] gLALQbcbefefaafbegw SFS[D(3,1)(2,1)] gLALQbcbefefaafbegs SFS[D(3,1)(2,1)] gLALQbcbefefaafjpgn SFS[D(2,1)(2,1)] gLALQbcbefefaafjign SFS[D(2,1)(2,1)] gLALQbcbefefaafjegw SFS[D(3,1)(2,1)] gLALQbcbefefaafjegs SFS[D(3,1)(2,1)] gLALQbcbefefaafjxjn SFS[D(5,2)(2,1)] gLALQbcbefefaafjxjj SFS[D(4,1)(2,1)] gLALQbcbefefaafjpjn toroidal gLALQbcbefefaafjpjj SFS[D(5,2)(2,1)] gLALQbcbefefaafjijr SFS[D(5,2)(2,1)] gLALQbcbefefaafjijn toroidal gLALQbcbefefaafjmjr SFS[D(4,1)(2,1)] gLALQbcbefefaafjmjn SFS[D(5,2)(2,1)] gLALQbcbefefaafjhjw SFS[D(5,2)(2,1)] gLALQbcbefefaafjhjs SFS[D(4,1)(2,1)] gLALQbcbefefaafjujw SFS[D(4,1)(2,1)] gLALQbcbefefaafjujs SFS[D(5,2)(2,1)] gLALQbcbefefaafjejw toroidal gLALQbcbefefaafjejs toroidal gLALQbcbefefaafjpkn SFS[D(2,1)(2,1)] gLALQbcbefefaafjikn SFS[D(2,1)(2,1)] gLALQbcbefefaafjekw SFS[D(3,1)(2,1)] gLALQbcbefefaafjeks SFS[D(3,1)(2,1)] gLALQbcbfeefaafiogj SFS[D(3,1)(2,1)] gLALQbcbfeefaafiogn SFS[D(3,1)(2,1)] gLALQbcbfeefaaftogw SFS[D(2,1)(2,1)] gLALQbcbfeefaafpogr SFS[D(2,1)(2,1)] gLALQbcbfeefaafqojj SFS[D(2,1)(2,1)] gLALQbcbfeefaafaojs SFS[D(2,1)(2,1)] gLALQbcbfeefaafhojo reducible gLALQbcbfeefaafhojr SFS[D(3,1)(2,1)] gLALQbcbfeefaafhojn SFS[D(3,1)(2,1)] gLALQbcbfeefaafigjb reducible gLALQbcbfeefaaflcjv reducible gLALQbcbfeefaaftcjv reducible gLAzQbcbdeffmljggak reducible gLAzQbcbdeffmljggaj reducible gLAzQbcbdeffmljggxr reducible gLAzQbcbdeffmljggqw reducible gLALQbcbdeffpajbvmj reducible gLALQbcbdeffpajbvmn reducible gLALQbcbdeffpajbvdw reducible gLALQbcbdeffpajbvlr reducible gLAzQbcbdfefmajfafr reducible gLAzQbcbdfefmajfafk reducible gLAzQbcbdfefmajfhfs reducible gLAzQbcbdfefmajfxfj reducible gLALQbcbdeffmajbvmj reducible gLALQbcbdeffmajbvmn reducible gLALQbcbdeffmajbvdv SFS[D(3,1)(2,1)] gLALQbcbdeffmajbvdw reducible gLALQbcbdeffmajbvds SFS[D(3,1)(2,1)] gLALQbcbdeffmajbviv SFS[D(3,1)(2,1)] gLALQbcbdeffmajbvlo SFS[D(3,1)(2,1)] gLALQbcbdeffmajbvlr reducible gLALQbcbdeffmajbvln SFS[D(3,1)(2,1)] gLALQbcbdeffmajbvqo SFS[D(3,1)(2,1)] gLAzQbcbdeffmlnggak reducible gLAzQbcbdeffmlnggaj reducible gLAzQbcbdeffmlnggxr reducible gLAzQbcbdeffmlnggqw reducible gLALQbcbdeffxljfglr reducible gLALQbcbdeffxljfglk reducible gLALQbcbdeffxljfgdj reducible gLALQbcbdeffxljfgmj reducible gLALQbcbdeffxljrgmb SFS[D(2,1)(2,1)] gLALQbcbdeffxljrgeb SFS[D(2,1)(2,1)] gLALQcbbdeffiqnfglk reducible gLALQcbbdeffiqnfglr reducible gLALQcbbdeffiqnfgmb SFS[D(4,1)(2,1)] gLALQcbbdeffiqnfgmj reducible gLALQcbbdeffiqnfgmn SFS[D(4,1)(2,1)] gLALQcbbdeffiqnfghc SFS[D(4,1)(2,1)] gLALQcbbdeffiqnrgmb toroidal gLALQcbbdeffiqnkgmb SFS[D(4,1)(2,1)] gLALQcbbdeffiqnfgdc SFS[D(4,1)(2,1)] gLALQcbbdeffiqnfgdj reducible gLALQcbbdeffiqnfgdw SFS[D(4,1)(2,1)] gLALQcbbdeffiqnfgeb SFS[D(4,1)(2,1)] gLALQcbbdeffiqnrgeb toroidal gLALQcbbdeffiqnkgeb SFS[D(4,1)(2,1)] gLAzQbcbdeffhljgglj reducible gLAzQbcbdeffhljgglk reducible gLAzQbcbdeffhljggtj reducible gLAzQbcbdeffhljggtk reducible gLAzQbcbdeffhljggiw reducible gLAzQbcbdeffhljggij reducible gLAzQbcbdeffhljgguw reducible gLAzQbcbdeffhljgguj reducible gLAzQbcbdeffhljgkic toroidal gLAzQbcbdeffhljgjic toroidal gLAzQbcbdeffhljggmr reducible gLAzQbcbdeffhljggmn reducible gLAzQbcbdeffhljgger reducible gLAzQbcbdeffhljggen reducible gLAzQbcbdeffhljgkmo toroidal gLAzQbcbdeffhljgjmo toroidal gLAzQbcbdeffhljjglg SFS[D(3,1)(2,1)] gLAzQbcbdeffhljjgtg SFS[D(3,1)(2,1)] gLAzQbcbdeffhljkglg SFS[D(3,1)(2,1)] gLAzQbcbdeffhljkgtg SFS[D(3,1)(2,1)] gLALQcbbdeffihkfglr reducible gLALQcbbdeffihkfglk reducible gLALQcbbdeffihkfgdc SFS[D(4,1)(2,1)] gLALQcbbdeffihkfgdj reducible gLALQcbbdeffihkfgdw SFS[D(4,1)(2,1)] gLALQcbbdeffihkfgeb SFS[D(4,1)(2,1)] gLALQcbbdeffihkrgeb toroidal gLALQcbbdeffihkkgeb SFS[D(4,1)(2,1)] gLALQcbbdeffihkfgmb SFS[D(4,1)(2,1)] gLALQcbbdeffihkfgmj reducible gLALQcbbdeffihkfgmn SFS[D(4,1)(2,1)] gLALQcbbdeffihkfghc SFS[D(4,1)(2,1)] gLALQcbbdeffihkrgmb toroidal gLALQcbbdeffihkkgmb SFS[D(4,1)(2,1)] gLALQbcbdeffhljfglr reducible gLALQbcbdeffhljfglk reducible gLALQbcbdeffhljfgdj reducible gLALQbcbdeffhljfgmj reducible gLALQbcbdeffhljrgmb SFS[D(2,1)(2,1)] gLALQbcbdeffhljrgeb SFS[D(2,1)(2,1)] gLALQbcbdeffxhjbgdr reducible gLALQbcbdeffxhjbgdn reducible gLALQbcbdeffxhjbgts reducible gLALQbcbdeffxhjbgtw reducible gLALQbcbdeffxhjbkdo SFS[D(3,1)(3,1)] gLALQbcbdeffxhjbjdo SFS[D(3,1)(3,2)] gLALQbcbdeffxhjbglw reducible gLALQbcbdeffxhjbgls reducible gLALQbcbdeffxhjbktv SFS[D(3,1)(3,1)] gLALQbcbdeffxhjbjtv SFS[D(3,1)(3,2)] gLALQbcbdeffhxjfglk reducible gLALQbcbdeffhxjfglr reducible gLALQbcbdeffhxjfgmj reducible gLALQbcbdeffhxjrgmb SFS[D(7,3)(2,1)] gLALQbcbdeffhxjfgdj reducible gLALQbcbdeffhxjrgeb SFS[D(7,3)(2,1)] gLALQbcbdeffhxjfjdc SFS[D(4,1)(2,1)] gLALQbcbdeffhxjfjeb SFS[D(4,1)(2,1)] gLAzQbcbdeffhxjggiw reducible gLAzQbcbdeffhxjggij reducible gLAzQbcbdeffhxjggmn reducible gLAzQbcbdeffhxjggmr reducible gLAzQbcbdeffhxjgkic SFS[D(7,3)(3,1)] gLAzQbcbdeffhxjgjic SFS[D(7,4)(3,1)] gLAzQbcbdeffhxjgger reducible gLAzQbcbdeffhxjggen reducible gLAzQbcbdeffhxjgkmo SFS[D(7,3)(3,1)] gLAzQbcbdeffhxjgjmo SFS[D(7,4)(3,1)] gLALQbcbdfefxhjbdcn reducible gLALQbcbdfefxhjbdcj reducible gLALQbcbdfefxhjbucr reducible gLALQbcbdfefxhjnpcv SFS[D(7,3)(2,1)] gLALQbcbdfefxhjbmcw reducible gLALQbcbdfefxhjnmcv SFS[D(7,3)(2,1)] gLALQbcbdfefxhjbuwo SFS[D(3,1)(2,1)] gLALQbcbdfefxhjbpwv SFS[D(3,1)(2,1)] gLALQbcbdeffhxjfoir reducible gLALQbcbdeffhxjfoik reducible gLALQbcbdeffhxjfodr reducible gLALQbcbdeffhxjfodk reducible gLALQbcbdeffhxjfrlc SFS[D(4,3)(3,1)] gLALQbcbdeffhxjfnlc SFS[D(4,1)(3,1)] gLALQbcbdeffhxjfoew reducible gLALQbcbdeffhxjfoej reducible gLALQbcbdeffhxjfrpb SFS[D(4,3)(3,1)] gLALQbcbdeffhxjfnpb SFS[D(4,1)(3,1)] gLALQbcbdeffxhjbotj reducible gLALQbcbdeffxhjbotn reducible gLALQbcbdeffxhjboiw reducible gLALQbcbdeffxhjjolo SFS[D(4,1)(2,1)] gLALQbcbdeffxhjboer reducible gLALQbcbdeffxhjjoeo SFS[D(4,1)(2,1)] gLALQbcbdeffxhjbriv SFS[D(3,1)(2,1)] gLALQbcbdeffxhjbrlo SFS[D(3,1)(2,1)] gLALQbcbdfefxujbdcn reducible gLALQbcbdfefxujbdcj reducible gLALQbcbdfefxujbuco SFS[D(3,1)(2,1)] gLALQbcbdfefxujbucr reducible gLALQbcbdfefxujbucn SFS[D(3,1)(2,1)] gLALQbcbdfefxujbxco SFS[D(3,1)(2,1)] gLALQbcbdfefxujbmcv SFS[D(3,1)(2,1)] gLALQbcbdfefxujbmcw reducible gLALQbcbdfefxujbmcs SFS[D(3,1)(2,1)] gLALQbcbdfefxujbpcv SFS[D(3,1)(2,1)] gLALQbcbdfefxujnmcv toroidal gLALQbcbdfefxujnpcv toroidal gLALQbcbdfefxujjmcv SFS[D(3,1)(2,1)] gLALQbcbdfefxujjpcv SFS[D(3,1)(2,1)] gLAzQbcbdeffhpjgoij reducible gLAzQbcbdeffhpjgoik reducible gLAzQbcbdeffhpjgotw reducible gLAzQbcbdeffhpjgrtc SFS[D(5,1)(2,1)] gLAzQbcbdeffhpjgopr reducible gLAzQbcbdeffhpjgruo SFS[D(5,1)(2,1)] gLAzQbcbdeffhpjgglj reducible gLAzQbcbdeffhpjgglk reducible gLAzQbcbdeffhpjggtj reducible gLAzQbcbdeffhpjggtk reducible gLAzQbcbdeffhpjggiw reducible gLAzQbcbdeffhpjggij reducible gLAzQbcbdeffhpjgguw reducible gLAzQbcbdeffhpjgguj reducible gLAzQbcbdeffhpjgkic SFS[D(5,4)(3,1)] gLAzQbcbdeffhpjgjic SFS[D(5,1)(3,1)] gLAzQbcbdeffhpjggmr reducible gLAzQbcbdeffhpjggmn reducible gLAzQbcbdeffhpjgger reducible gLAzQbcbdeffhpjggen reducible gLAzQbcbdeffhpjgkmo SFS[D(5,4)(3,1)] gLAzQbcbdeffhpjgjmo SFS[D(5,1)(3,1)] gLAzQbcbdeffhpjjglg toroidal gLAzQbcbdeffhpjjgtg toroidal gLAzQbcbdeffhpjkglg toroidal gLAzQbcbdeffhpjkgtg toroidal gLALQbcbdfefhmjbefj reducible gLALQbcbdfefhmjbefn reducible gLALQbcbdfefhmjbpfw reducible gLALQbcbdfefhmjjufo SFS[D(5,1)(2,1)] gLALQbcbdfefhmjbtfr reducible gLALQbcbdfefhmjjtfo SFS[D(5,1)(2,1)] gLALQbcbdeffhpjfglr reducible gLALQbcbdeffhpjfglk reducible gLALQbcbdeffhpjfgdc SFS[D(3,1)(2,1)] gLALQbcbdeffhpjfgdj reducible gLALQbcbdeffhpjfgdw SFS[D(3,1)(2,1)] gLALQbcbdeffhpjfghc SFS[D(3,1)(2,1)] gLALQbcbdeffhpjfgmb SFS[D(3,1)(2,1)] gLALQbcbdeffhpjfgmj reducible gLALQbcbdeffhpjfgmn SFS[D(3,1)(2,1)] gLALQbcbdeffhpjfgeb SFS[D(3,1)(2,1)] gLALQbcbdeffhpjrgmb toroidal gLALQbcbdeffhpjrgeb toroidal gLALQbcbdeffhpjkgmb SFS[D(3,1)(2,1)] gLALQbcbdeffhpjkgeb SFS[D(3,1)(2,1)] gLALQbcbdfefxajbefn reducible gLALQbcbdfefxajbefj reducible gLALQbcbdfefxajbtfr reducible gLALQbcbdfefxajjtfo SFS[D(2,1)(2,1)] gLALQbcbdfefxajbpfw reducible gLALQbcbdfefxajjufo SFS[D(2,1)(2,1)] gLALQbcbdfefxajbprv SFS[D(3,1)(2,1)] gLALQbcbdfefxajburo SFS[D(3,1)(2,1)] gLAzQbcbdfefhajfdfk reducible gLAzQbcbdfefhajfdfr reducible gLAzQbcbdfefhajfefk reducible gLAzQbcbdfefhajfefr reducible gLAzQbcbdfefhajftrg SFS[D(3,1)(2,1)] gLAzQbcbdfefhajftkg SFS[D(3,1)(2,1)] gLAzQbcbdfefhajfifs reducible gLAzQbcbdfefhajfifw reducible gLAzQbcbdfefhajflrv SFS[D(3,1)(2,1)] gLAzQbcbdfefhajflkv SFS[D(3,1)(2,1)] gLALQbcbdfefhajbefj reducible gLALQbcbdfefhajbefn reducible gLALQbcbdfefhajbpfw reducible gLALQbcbdfefhajjufo SFS[D(2,1)(2,1)] gLALQbcbdfefhajbtfr reducible gLALQbcbdfefhajjtfo SFS[D(2,1)(2,1)] gLALQbcbdeffxajbgew reducible gLALQbcbdeffxajbges reducible gLALQbcbdeffxajbgmn reducible gLALQbcbdeffxajbgmr reducible gLALQbcbdeffxajbjev SFS[D(3,1)(3,2)] gLALQbcbdeffxajbkev SFS[D(3,1)(3,1)] gLALQbcbdeffxajbgir reducible gLALQbcbdeffxajbgin reducible gLALQbcbdeffxajbjmo SFS[D(3,1)(3,2)] gLALQbcbdeffxajbkmo SFS[D(3,1)(3,1)] gLALQbcbdeffhajbvmn reducible gLALQbcbdeffhajbvmj reducible gLALQbcbdeffhajbvlr reducible gLALQbcbdeffhajnviv SFS[D(3,1)(2,1)] gLALQbcbdeffhajbvdw reducible gLALQbcbdeffhajnvdv SFS[D(3,1)(2,1)] gLALQbcbdeffxxjfglk reducible gLALQbcbdeffxxjfglr reducible gLALQbcbdeffxxjfgmj reducible gLALQbcbdeffxxjrgmb SFS[D(5,1)(2,1)] gLALQbcbdeffxxjfgdj reducible gLALQbcbdeffxxjrgeb SFS[D(5,1)(2,1)] gLALQbcbdeffxxjfjdc SFS[D(4,1)(2,1)] gLALQbcbdeffxxjfjeb SFS[D(4,1)(2,1)] gLAzQbcbdeffxxjggiw reducible gLAzQbcbdeffxxjggij reducible gLAzQbcbdeffxxjggmn reducible gLAzQbcbdeffxxjggmr reducible gLAzQbcbdeffxxjgkic SFS[D(5,1)(3,1)] gLAzQbcbdeffxxjgjic SFS[D(5,4)(3,1)] gLAzQbcbdeffxxjgger reducible gLAzQbcbdeffxxjggen reducible gLAzQbcbdeffxxjgkmo SFS[D(5,1)(3,1)] gLAzQbcbdeffxxjgjmo SFS[D(5,4)(3,1)] gLALQbcbdfefhhjbdcn reducible gLALQbcbdfefhhjbdcj reducible gLALQbcbdfefhhjbucr reducible gLALQbcbdfefhhjnpcv SFS[D(5,1)(2,1)] gLALQbcbdfefhhjbmcw reducible gLALQbcbdfefhhjnmcv SFS[D(5,1)(2,1)] gLALQbcbdeffxxjfoir reducible gLALQbcbdeffxxjfoik reducible gLALQbcbdeffxxjfodr reducible gLALQbcbdeffxxjfodk reducible gLALQbcbdeffxxjfrlc SFS[D(4,1)(3,1)] gLALQbcbdeffxxjfnlc SFS[D(4,3)(3,1)] gLALQbcbdeffxxjfoew reducible gLALQbcbdeffxxjfoej reducible gLALQbcbdeffxxjfrpb SFS[D(4,1)(3,1)] gLALQbcbdeffxxjfnpb SFS[D(4,3)(3,1)] gLALQbcbdeffhhjbotj reducible gLALQbcbdeffhhjbotn reducible gLALQbcbdeffhhjboiw reducible gLALQbcbdeffhhjjolo SFS[D(4,1)(2,1)] gLALQbcbdeffhhjboer reducible gLALQbcbdeffhhjjoeo SFS[D(4,1)(2,1)] gLALQbcbdfefhujbdcn reducible gLALQbcbdfefhujbdcj reducible gLALQbcbdfefhujbucr reducible gLALQbcbdfefhujbmcw reducible gLALQbcbdfefhujnmcv SFS[D(7,2)(2,1)] gLALQbcbdfefhujnpcv SFS[D(7,2)(2,1)] gLAzQbcbdeffhijfglr reducible gLAzQbcbdeffhijfglk reducible gLAzQbcbdeffhijfgds reducible gLAzQbcbdeffhijfjdv SFS[D(7,3)(2,1)] gLAzQbcbdeffhijfgmj reducible gLAzQbcbdeffhijfjig SFS[D(7,3)(2,1)] gLAzQbcbdeffxpjgglj reducible gLAzQbcbdeffxpjgglk reducible gLAzQbcbdeffxpjggtj reducible gLAzQbcbdeffxpjggtk reducible gLAzQbcbdeffxpjggiw reducible gLAzQbcbdeffxpjggij reducible gLAzQbcbdeffxpjgguw reducible gLAzQbcbdeffxpjgguj reducible gLAzQbcbdeffxpjgkic SFS[D(7,4)(3,1)] gLAzQbcbdeffxpjgjic SFS[D(7,3)(3,1)] gLAzQbcbdeffxpjggmr reducible gLAzQbcbdeffxpjggmn reducible gLAzQbcbdeffxpjgger reducible gLAzQbcbdeffxpjggen reducible gLAzQbcbdeffxpjgkmo SFS[D(7,4)(3,1)] gLAzQbcbdeffxpjgjmo SFS[D(7,3)(3,1)] gLAzQbcbdeffxpjjglg SFS[D(7,5)(3,1)] gLAzQbcbdeffxpjjgtg SFS[D(7,5)(3,1)] gLAzQbcbdeffxpjkglg SFS[D(7,2)(3,1)] gLAzQbcbdeffxpjkgtg SFS[D(7,2)(3,1)] gLALQbcbdfefxmjbefj reducible gLALQbcbdfefxmjbefn reducible gLALQbcbdfefxmjbpfw reducible gLALQbcbdfefxmjjufo SFS[D(7,3)(2,1)] gLALQbcbdfefxmjbtfr reducible gLALQbcbdfefxmjjtfo SFS[D(7,3)(2,1)] gLALQbcbdeffxpjfglr reducible gLALQbcbdeffxpjfglk reducible gLALQbcbdeffxpjfgdj reducible gLALQbcbdeffxpjfgmj reducible gLALQbcbdeffxpjrgmb SFS[D(7,2)(2,1)] gLALQbcbdeffxpjrgeb SFS[D(7,2)(2,1)] gLAzQbcbdeffdljggaj reducible gLAzQbcbdeffdljggak reducible gLAzQbcbdeffdljggqw reducible gLAzQbcbdeffdljggxr reducible gLALQbcbdeffdajbvmj reducible gLALQbcbdeffdajbvmn reducible gLALQbcbdeffdajbvdw reducible gLALQbcbdeffdajbvlr reducible gLAzQbcbdfefdajfafk reducible gLAzQbcbdfefdajfafr reducible gLAzQbcbdfefdajfxfj reducible gLAzQbcbdfefdajfhfs reducible gLALQbcbdeffeajbvmj reducible gLALQbcbdeffeajbvmn reducible gLALQbcbdeffeajbvdw reducible gLALQbcbdeffeajbvlr reducible gLAzQbcbdeffllkggaj reducible gLAzQbcbdeffllkggak reducible gLAzQbcbdeffllkggqw reducible gLAzQbcbdeffllkggxr reducible gLALQbcbdeffalkfglr reducible gLALQbcbdeffalkfglk reducible gLALQbcbdeffalkfgdj reducible gLALQbcbdeffalkfgmj reducible gLALQbcbdeffalkrgmb SFS[D(3,1)(2,1)] gLALQbcbdeffalkrgeb SFS[D(3,1)(2,1)] gLALQcbbdeffiajfglk reducible gLALQcbbdeffiajfglr reducible gLALQcbbdeffiajfgmj reducible gLALQcbbdeffiajrgmb SFS[D(3,1)(2,1)] gLALQcbbdeffiajfgdj reducible gLALQcbbdeffiajrgeb SFS[D(3,1)(2,1)] gLAzQbcbdeffalkggtk reducible gLAzQbcbdeffalkggtj reducible gLAzQbcbdeffalkgglk reducible gLAzQbcbdeffalkgglj reducible gLAzQbcbdeffalkggmr reducible gLAzQbcbdeffalkggmn reducible gLAzQbcbdeffalkgger reducible gLAzQbcbdeffalkggen reducible gLAzQbcbdeffalkgjmo SFS[D(3,1)(3,2)] gLAzQbcbdeffalkgkmo SFS[D(3,1)(3,1)] gLAzQbcbdeffalkggiw reducible gLAzQbcbdeffalkggij reducible gLAzQbcbdeffalkgguw reducible gLAzQbcbdeffalkgguj reducible gLAzQbcbdeffalkgjic SFS[D(3,1)(3,2)] gLAzQbcbdeffalkgkic SFS[D(3,1)(3,1)] gLAzQbcbdeffalkkgtg SFS[D(3,1)(3,1)] gLAzQbcbdeffalkkglg SFS[D(3,1)(3,1)] gLAzQbcbdeffalkjgtg SFS[D(3,1)(3,2)] gLAzQbcbdeffalkjglg SFS[D(3,1)(3,2)] gLALQcbbdeffiawfglr reducible gLALQcbbdeffiawfglk reducible gLALQcbbdeffiawfgdj reducible gLALQcbbdeffiawrgeb SFS[D(3,1)(2,1)] gLALQcbbdeffiawfgmj reducible gLALQcbbdeffiawrgmb SFS[D(3,1)(2,1)] gLALQbcbdeffalrfglr reducible gLALQbcbdeffalrfglk reducible gLALQbcbdeffalrfgdj reducible gLALQbcbdeffalrfgmj reducible gLALQbcbdeffalrrgmb SFS[D(3,1)(2,1)] gLALQbcbdeffalrrgeb SFS[D(3,1)(2,1)] gLALQbcbdeffaxrfglk reducible gLALQbcbdeffaxrfglr reducible gLALQbcbdeffaxrfgmj reducible gLALQbcbdeffaxrrgmb reducible gLALQbcbdeffaxrfgdj reducible gLALQbcbdeffaxrrgeb reducible gLAzQbcbdeffaxrggiw reducible gLAzQbcbdeffaxrggij reducible gLAzQbcbdeffaxrggmn reducible gLAzQbcbdeffaxrggmr reducible gLAzQbcbdeffaxrgkic reducible gLAzQbcbdeffaxrgjic reducible gLAzQbcbdeffaxrgger reducible gLAzQbcbdeffaxrggen reducible gLAzQbcbdeffaxrgkmo reducible gLAzQbcbdeffaxrgjmo reducible gLALQbcbdfefahkbdcn reducible gLALQbcbdfefahkbdcj reducible gLALQbcbdfefahkbucr reducible gLALQbcbdfefahknpcv reducible gLALQbcbdfefahkbmcw reducible gLALQbcbdfefahknmcv reducible gLALQbcbdeffahkbotj reducible gLALQbcbdeffahkbotn reducible gLALQbcbdeffahkboiw reducible gLALQbcbdeffahkboer reducible gLALQbcbdfefaukbdcn reducible gLALQbcbdfefaukbdcj reducible gLALQbcbdfefaukbucr reducible gLALQbcbdfefaukbmcw reducible gLALQbcbdfefauknmcv SFS[D(3,1)(2,1)] gLALQbcbdfefauknpcv SFS[D(3,1)(2,1)] gLAzQbcbdeffaikfglr reducible gLAzQbcbdeffaikfglk reducible gLAzQbcbdeffaikfgds reducible gLAzQbcbdeffaikfjdv SFS[D(3,1)(2,1)] gLAzQbcbdeffaikfgmj reducible gLAzQbcbdeffaikfjig SFS[D(3,1)(2,1)] gLAzQbcbdeffaprgglj reducible gLAzQbcbdeffaprgglk reducible gLAzQbcbdeffaprggtj reducible gLAzQbcbdeffaprggtk reducible gLAzQbcbdeffaprggiw reducible gLAzQbcbdeffaprggij reducible gLAzQbcbdeffaprgguw reducible gLAzQbcbdeffaprgguj reducible gLAzQbcbdeffaprgkic SFS[D(3,1)(3,1)] gLAzQbcbdeffaprgjic SFS[D(3,1)(3,2)] gLAzQbcbdeffaprggmr reducible gLAzQbcbdeffaprggmn reducible gLAzQbcbdeffaprgger reducible gLAzQbcbdeffaprggen reducible gLAzQbcbdeffaprgkmo SFS[D(3,1)(3,1)] gLAzQbcbdeffaprgjmo SFS[D(3,1)(3,2)] gLAzQbcbdeffaprjglg SFS[D(3,1)(3,2)] gLAzQbcbdeffaprjgtg SFS[D(3,1)(3,2)] gLAzQbcbdeffaprkglg SFS[D(3,1)(3,1)] gLAzQbcbdeffaprkgtg SFS[D(3,1)(3,1)] gLALQbcbdfefamrbefj reducible gLALQbcbdfefamrbefn reducible gLALQbcbdfefamrbpfw reducible gLALQbcbdfefamrjufo SFS[D(3,1)(2,1)] gLALQbcbdfefamrbtfr reducible gLALQbcbdfefamrjtfo SFS[D(3,1)(2,1)] gLALQbcbdeffaprfglr reducible gLALQbcbdeffaprfglk reducible gLALQbcbdeffaprfgdj reducible gLALQbcbdeffaprfgmj reducible gLALQbcbdeffaprrgmb SFS[D(3,1)(2,1)] gLALQbcbdeffaprrgeb SFS[D(3,1)(2,1)] gLALQbcbdeffaarbgew reducible gLALQbcbdeffaarbges reducible gLALQbcbdeffaarbgmn reducible gLALQbcbdeffaarbgmr reducible gLALQbcbdeffaarbjev SFS[D(3,1)(2,1)] gLALQbcbdeffaarbkev SFS[D(3,1)(2,1)] gLALQbcbdeffaarbgir reducible gLALQbcbdeffaarbgin reducible gLALQbcbdeffaarbjmo SFS[D(3,1)(2,1)] gLALQbcbdeffaarbkmo SFS[D(3,1)(2,1)] gLALQbcbdfefaakbefn reducible gLALQbcbdfefaakbefj reducible gLALQbcbdfefaakbtfr reducible gLALQbcbdfefaakjtfo SFS[D(3,1)(2,1)] gLALQbcbdfefaakbpfw reducible gLALQbcbdfefaakjufo SFS[D(3,1)(2,1)] gLAzQbcbdfefaakfefr reducible gLAzQbcbdfefaakfefk reducible gLAzQbcbdfefaakfdfr reducible gLAzQbcbdfefaakfdfk reducible gLAzQbcbdfefaakflkv SFS[D(3,1)(3,2)] gLAzQbcbdfefaakflrv SFS[D(3,1)(3,1)] gLAzQbcbdfefaakfifw reducible gLAzQbcbdfefaakfifs reducible gLAzQbcbdfefaakftkg SFS[D(3,1)(3,2)] gLAzQbcbdfefaakftrg SFS[D(3,1)(3,1)] gLALQbcbdfefaarbefj reducible gLALQbcbdfefaarbefn reducible gLALQbcbdfefaarbpfw reducible gLALQbcbdfefaarjufo SFS[D(3,1)(2,1)] gLALQbcbdfefaarbtfr reducible gLALQbcbdfefaarjtfo SFS[D(3,1)(2,1)] gLALQbcbdfefaarbprv SFS[D(2,1)(2,1)] gLALQbcbdfefaarburo SFS[D(2,1)(2,1)] gLALQbcbdeffaakbvmj reducible gLALQbcbdeffaakbvmn reducible gLALQbcbdeffaakbvdw reducible gLALQbcbdeffaakbvlr reducible gLALQbcbdeffaaknvdv SFS[D(2,1)(2,1)] gLALQbcbdeffaaknviv SFS[D(2,1)(2,1)] gLALQbcbdeffahrbgdr reducible gLALQbcbdeffahrbgdn reducible gLALQbcbdeffahrbgts reducible gLALQbcbdeffahrbgtw reducible gLALQbcbdeffahrbkdo SFS[D(3,1)(2,1)] gLALQbcbdeffahrbjdo SFS[D(3,1)(2,1)] gLALQbcbdeffahrbglw reducible gLALQbcbdeffahrbgls reducible gLALQbcbdeffahrbktv SFS[D(3,1)(2,1)] gLALQbcbdeffahrbjtv SFS[D(3,1)(2,1)] gLALQbcbdeffaxkfglk reducible gLALQbcbdeffaxkfglr reducible gLALQbcbdeffaxkfgmj reducible gLALQbcbdeffaxkrgmb SFS[D(3,1)(2,1)] gLALQbcbdeffaxkfgdj reducible gLALQbcbdeffaxkrgeb SFS[D(3,1)(2,1)] gLAzQbcbdeffaxkggiw reducible gLAzQbcbdeffaxkggij reducible gLAzQbcbdeffaxkggmn reducible gLAzQbcbdeffaxkggmr reducible gLAzQbcbdeffaxkgkic SFS[D(3,1)(3,2)] gLAzQbcbdeffaxkgjic SFS[D(3,1)(3,1)] gLAzQbcbdeffaxkgger reducible gLAzQbcbdeffaxkggen reducible gLAzQbcbdeffaxkgkmo SFS[D(3,1)(3,2)] gLAzQbcbdeffaxkgjmo SFS[D(3,1)(3,1)] gLALQbcbdfefahrbdcn reducible gLALQbcbdfefahrbdcj reducible gLALQbcbdfefahrbucr reducible gLALQbcbdfefahrnpcv SFS[D(3,1)(2,1)] gLALQbcbdfefahrbmcw reducible gLALQbcbdfefahrnmcv SFS[D(3,1)(2,1)] gLALQbcbdfefahrbuwo SFS[D(2,1)(2,1)] gLALQbcbdfefahrbpwv SFS[D(2,1)(2,1)] gLALQbcbdeffahrbotj reducible gLALQbcbdeffahrbotn reducible gLALQbcbdeffahrboiw reducible gLALQbcbdeffahrboer reducible gLALQbcbdeffahrbriv SFS[D(2,1)(2,1)] gLALQbcbdeffahrbrlo SFS[D(2,1)(2,1)] gLALQbcbdfefaurbdcn reducible gLALQbcbdfefaurbdcj reducible gLALQbcbdfefaurbuco SFS[D(2,1)(2,1)] gLALQbcbdfefaurbucr reducible gLALQbcbdfefaurbucn SFS[D(2,1)(2,1)] gLALQbcbdfefaurbxco SFS[D(2,1)(2,1)] gLALQbcbdfefaurbmcv SFS[D(2,1)(2,1)] gLALQbcbdfefaurbmcw reducible gLALQbcbdfefaurbmcs SFS[D(2,1)(2,1)] gLALQbcbdfefaurbpcv SFS[D(2,1)(2,1)] gLALQbcbdfefaurnmcv toroidal gLALQbcbdfefaurnpcv toroidal gLALQbcbdfefaurjmcv SFS[D(2,1)(2,1)] gLALQbcbdfefaurjpcv SFS[D(2,1)(2,1)] gLAzQbcbdeffairfglr reducible gLAzQbcbdeffairfglk reducible gLAzQbcbdeffairfgds reducible gLAzQbcbdeffairfjdv reducible gLAzQbcbdeffairfgmj reducible gLAzQbcbdeffairfjig reducible gLAzQbcbdeffapkgglj reducible gLAzQbcbdeffapkgglk reducible gLAzQbcbdeffapkggtj reducible gLAzQbcbdeffapkggtk reducible gLAzQbcbdeffapkggiw reducible gLAzQbcbdeffapkggij reducible gLAzQbcbdeffapkgguw reducible gLAzQbcbdeffapkgguj reducible gLAzQbcbdeffapkgkic reducible gLAzQbcbdeffapkgjic reducible gLAzQbcbdeffapkggmr reducible gLAzQbcbdeffapkggmn reducible gLAzQbcbdeffapkgger reducible gLAzQbcbdeffapkggen reducible gLAzQbcbdeffapkgkmo reducible gLAzQbcbdeffapkgjmo reducible gLAzQbcbdeffapkjglg toroidal gLAzQbcbdeffapkjgtg toroidal gLAzQbcbdeffapkkglg toroidal gLAzQbcbdeffapkkgtg toroidal gLALQbcbdfefamkbefj reducible gLALQbcbdfefamkbefn reducible gLALQbcbdfefamkbpfw reducible gLALQbcbdfefamkjufo reducible gLALQbcbdfefamkbtfr reducible gLALQbcbdfefamkjtfo reducible gLALQbcbdeffapkfglr reducible gLALQbcbdeffapkfglk reducible gLALQbcbdeffapkfgdc SFS[D(2,1)(2,1)] gLALQbcbdeffapkfgdj reducible gLALQbcbdeffapkfgdw SFS[D(2,1)(2,1)] gLALQbcbdeffapkfghc SFS[D(2,1)(2,1)] gLALQbcbdeffapkfgmb SFS[D(2,1)(2,1)] gLALQbcbdeffapkfgmj reducible gLALQbcbdeffapkfgmn SFS[D(2,1)(2,1)] gLALQbcbdeffapkfgeb SFS[D(2,1)(2,1)] gLALQbcbdeffapkrgmb toroidal gLALQbcbdeffapkrgeb toroidal gLALQbcbdeffapkkgmb SFS[D(2,1)(2,1)] gLALQbcbdeffapkkgeb SFS[D(2,1)(2,1)] gLALQbcbdeffxlnfglr reducible gLALQbcbdeffxlnfglk reducible gLALQbcbdeffxlnfgdj reducible gLALQbcbdeffxlnfgmj reducible gLALQcbbdeffiqjfglk reducible gLALQcbbdeffiqjfglr reducible gLALQcbbdeffiqjfgmb SFS[D(5,2)(2,1)] gLALQcbbdeffiqjfgmj reducible gLALQcbbdeffiqjfgmn SFS[D(5,2)(2,1)] gLALQcbbdeffiqjfghc SFS[D(5,2)(2,1)] gLALQcbbdeffiqjrgmb toroidal gLALQcbbdeffiqjkgmb SFS[D(5,2)(2,1)] gLALQcbbdeffiqjfgdc SFS[D(5,2)(2,1)] gLALQcbbdeffiqjfgdj reducible gLALQcbbdeffiqjfgdw SFS[D(5,2)(2,1)] gLALQcbbdeffiqjfgeb SFS[D(5,2)(2,1)] gLALQcbbdeffiqjrgeb toroidal gLALQcbbdeffiqjkgeb SFS[D(5,2)(2,1)] gLAzQbcbdeffhlwgkic toroidal gLAzQbcbdeffhlwgjic toroidal gLAzQbcbdeffhlwgkmo toroidal gLAzQbcbdeffhlwgjmo toroidal gLALQcbbdeffihrfglr reducible gLALQcbbdeffihrfglk reducible gLALQcbbdeffihrfgdc SFS[D(5,2)(2,1)] gLALQcbbdeffihrfgdj reducible gLALQcbbdeffihrfgdw SFS[D(5,2)(2,1)] gLALQcbbdeffihrfgeb SFS[D(5,2)(2,1)] gLALQcbbdeffihrrgeb toroidal gLALQcbbdeffihrkgeb SFS[D(5,2)(2,1)] gLALQcbbdeffihrfgmb SFS[D(5,2)(2,1)] gLALQcbbdeffihrfgmj reducible gLALQcbbdeffihrfgmn SFS[D(5,2)(2,1)] gLALQcbbdeffihrfghc SFS[D(5,2)(2,1)] gLALQcbbdeffihrrgmb toroidal gLALQcbbdeffihrkgmb SFS[D(5,2)(2,1)] gLALQbcbdeffhlwfglr reducible gLALQbcbdeffhlwfglk reducible gLALQbcbdeffhlwfgdj reducible gLALQbcbdeffhlwfgmj reducible gLALQbcbdeffxhnbgdr reducible gLALQbcbdeffxhnbgdn reducible gLALQbcbdeffxhnbgts reducible gLALQbcbdeffxhnbgtw reducible gLALQbcbdeffxhnbkdo SFS[D(3,1)(3,2)] gLALQbcbdeffxhnbjdo SFS[D(3,1)(3,1)] gLALQbcbdeffxhnbglw reducible gLALQbcbdeffxhnbgls reducible gLALQbcbdeffxhnbktv SFS[D(3,1)(3,2)] gLALQbcbdeffxhnbjtv SFS[D(3,1)(3,1)] gLALQbcbdeffhxwfglk reducible gLALQbcbdeffhxwfglr reducible gLALQbcbdeffhxwfgmj reducible gLALQbcbdeffhxwrgmb SFS[D(8,3)(2,1)] gLALQbcbdeffhxwfgdj reducible gLALQbcbdeffhxwrgeb SFS[D(8,3)(2,1)] gLALQbcbdeffhxwfjdc SFS[D(5,2)(2,1)] gLALQbcbdeffhxwfjeb SFS[D(5,2)(2,1)] gLAzQbcbdeffhxwggiw reducible gLAzQbcbdeffhxwggij reducible gLAzQbcbdeffhxwggmn reducible gLAzQbcbdeffhxwggmr reducible gLAzQbcbdeffhxwgkic SFS[D(8,3)(3,1)] gLAzQbcbdeffhxwgjic SFS[D(8,3)(3,1)] gLAzQbcbdeffhxwgger reducible gLAzQbcbdeffhxwggen reducible gLAzQbcbdeffhxwgkmo SFS[D(8,3)(3,1)] gLAzQbcbdeffhxwgjmo SFS[D(8,3)(3,1)] gLALQbcbdfefxhnbdcn reducible gLALQbcbdfefxhnbdcj reducible gLALQbcbdfefxhnbucr reducible gLALQbcbdfefxhnnpcv SFS[D(8,3)(2,1)] gLALQbcbdfefxhnbmcw reducible gLALQbcbdfefxhnnmcv SFS[D(8,3)(2,1)] gLALQbcbdfefxhnbuwo SFS[D(3,1)(2,1)] gLALQbcbdfefxhnbpwv SFS[D(3,1)(2,1)] gLALQbcbdeffhxwfoir reducible gLALQbcbdeffhxwfoik reducible gLALQbcbdeffhxwfodr reducible gLALQbcbdeffhxwfodk reducible gLALQbcbdeffhxwfrlc SFS[D(5,3)(3,1)] gLALQbcbdeffhxwfnlc SFS[D(5,2)(3,1)] gLALQbcbdeffhxwfoew reducible gLALQbcbdeffhxwfoej reducible gLALQbcbdeffhxwfrpb SFS[D(5,3)(3,1)] gLALQbcbdeffhxwfnpb SFS[D(5,2)(3,1)] gLALQbcbdeffxhnbotj reducible gLALQbcbdeffxhnbotn reducible gLALQbcbdeffxhnboiw reducible gLALQbcbdeffxhnjolo SFS[D(5,2)(2,1)] gLALQbcbdeffxhnboer reducible gLALQbcbdeffxhnjoeo SFS[D(5,2)(2,1)] gLALQbcbdeffxhnbriv SFS[D(3,1)(2,1)] gLALQbcbdeffxhnbrlo SFS[D(3,1)(2,1)] gLALQbcbdfefxunbdcn reducible gLALQbcbdfefxunbdcj reducible gLALQbcbdfefxunbuco SFS[D(3,1)(2,1)] gLALQbcbdfefxunbucr reducible gLALQbcbdfefxunbucn SFS[D(3,1)(2,1)] gLALQbcbdfefxunbxco SFS[D(3,1)(2,1)] gLALQbcbdfefxunbmcv SFS[D(3,1)(2,1)] gLALQbcbdfefxunbmcw reducible gLALQbcbdfefxunbmcs SFS[D(3,1)(2,1)] gLALQbcbdfefxunbpcv SFS[D(3,1)(2,1)] gLALQbcbdfefxunnmcv toroidal gLALQbcbdfefxunnpcv toroidal gLALQbcbdfefxunjmcv SFS[D(3,1)(2,1)] gLALQbcbdfefxunjpcv SFS[D(3,1)(2,1)] gLAzQbcbdeffhpwgoij reducible gLAzQbcbdeffhpwgoik reducible gLAzQbcbdeffhpwgotw reducible gLAzQbcbdeffhpwgrtc SFS[D(7,2)(2,1)] gLAzQbcbdeffhpwgopr reducible gLAzQbcbdeffhpwgruo SFS[D(7,2)(2,1)] gLAzQbcbdeffhpwgglj reducible gLAzQbcbdeffhpwgglk reducible gLAzQbcbdeffhpwggtj reducible gLAzQbcbdeffhpwggtk reducible gLAzQbcbdeffhpwggiw reducible gLAzQbcbdeffhpwggij reducible gLAzQbcbdeffhpwgguw reducible gLAzQbcbdeffhpwgguj reducible gLAzQbcbdeffhpwgkic SFS[D(7,5)(3,1)] gLAzQbcbdeffhpwgjic SFS[D(7,2)(3,1)] gLAzQbcbdeffhpwggmr reducible gLAzQbcbdeffhpwggmn reducible gLAzQbcbdeffhpwgger reducible gLAzQbcbdeffhpwggen reducible gLAzQbcbdeffhpwgkmo SFS[D(7,5)(3,1)] gLAzQbcbdeffhpwgjmo SFS[D(7,2)(3,1)] gLAzQbcbdeffhpwjglg toroidal gLAzQbcbdeffhpwjgtg toroidal gLAzQbcbdeffhpwkglg toroidal gLAzQbcbdeffhpwkgtg toroidal gLALQbcbdfefhmwbefj reducible gLALQbcbdfefhmwbefn reducible gLALQbcbdfefhmwbpfw reducible gLALQbcbdfefhmwjufo SFS[D(7,2)(2,1)] gLALQbcbdfefhmwbtfr reducible gLALQbcbdfefhmwjtfo SFS[D(7,2)(2,1)] gLALQbcbdeffhpwfglr reducible gLALQbcbdeffhpwfglk reducible gLALQbcbdeffhpwfgdc SFS[D(3,1)(2,1)] gLALQbcbdeffhpwfgdj reducible gLALQbcbdeffhpwfgdw SFS[D(3,1)(2,1)] gLALQbcbdeffhpwfghc SFS[D(3,1)(2,1)] gLALQbcbdeffhpwfgmb SFS[D(3,1)(2,1)] gLALQbcbdeffhpwfgmj reducible gLALQbcbdeffhpwfgmn SFS[D(3,1)(2,1)] gLALQbcbdeffhpwfgeb SFS[D(3,1)(2,1)] gLALQbcbdeffhpwrgmb toroidal gLALQbcbdeffhpwrgeb toroidal gLALQbcbdeffhpwkgmb SFS[D(3,1)(2,1)] gLALQbcbdeffhpwkgeb SFS[D(3,1)(2,1)] gLALQbcbdeffhawbgew reducible gLALQbcbdeffhawbges reducible gLALQbcbdeffhawbgmn reducible gLALQbcbdeffhawbgmr reducible gLALQbcbdeffhawbjev SFS[D(3,1)(2,1)] gLALQbcbdeffhawbkev SFS[D(3,1)(2,1)] gLALQbcbdeffhawbgir reducible gLALQbcbdeffhawbgin reducible gLALQbcbdeffhawbjmo SFS[D(3,1)(2,1)] gLALQbcbdeffhawbkmo SFS[D(3,1)(2,1)] gLALQbcbdfefxanbefn reducible gLALQbcbdfefxanbefj reducible gLALQbcbdfefxanbtfr reducible gLALQbcbdfefxanbpfw reducible gLALQbcbdfefxanbprv SFS[D(3,1)(2,1)] gLALQbcbdfefxanburo SFS[D(3,1)(2,1)] gLALQbcbdfefhawbefj reducible gLALQbcbdfefhawbefn reducible gLALQbcbdfefhawbpfw reducible gLALQbcbdfefhawbtfr reducible gLALQbcbdfefhawbprv SFS[D(2,1)(2,1)] gLALQbcbdfefhawburo SFS[D(2,1)(2,1)] gLALQbcbdeffxanbgew reducible gLALQbcbdeffxanbges reducible gLALQbcbdeffxanbgmn reducible gLALQbcbdeffxanbgmr reducible gLALQbcbdeffxanbjev SFS[D(3,1)(3,1)] gLALQbcbdeffxanbkev SFS[D(3,1)(3,2)] gLALQbcbdeffxanbgir reducible gLALQbcbdeffxanbgin reducible gLALQbcbdeffxanbjmo SFS[D(3,1)(3,1)] gLALQbcbdeffxanbkmo SFS[D(3,1)(3,2)] gLALQbcbdeffhawbvmn reducible gLALQbcbdeffhawbvmj reducible gLALQbcbdeffhawbvlr reducible gLALQbcbdeffhawnviv SFS[D(3,1)(2,1)] gLALQbcbdeffhawbvdw reducible gLALQbcbdeffhawnvdv SFS[D(3,1)(2,1)] gLALQbcbdeffhawbwlo SFS[D(2,1)(2,1)] gLALQbcbdeffhawbwiv SFS[D(2,1)(2,1)] gLALQbcbdeffhhwbgdr reducible gLALQbcbdeffhhwbgdn reducible gLALQbcbdeffhhwbgts reducible gLALQbcbdeffhhwbgtw reducible gLALQbcbdeffhhwbkdo SFS[D(3,1)(2,1)] gLALQbcbdeffhhwbjdo SFS[D(3,1)(2,1)] gLALQbcbdeffhhwbglw reducible gLALQbcbdeffhhwbgls reducible gLALQbcbdeffhhwbktv SFS[D(3,1)(2,1)] gLALQbcbdeffhhwbjtv SFS[D(3,1)(2,1)] gLALQbcbdeffxxnfglk reducible gLALQbcbdeffxxnfglr reducible gLALQbcbdeffxxnfgmj reducible gLALQbcbdeffxxnrgmb SFS[D(7,2)(2,1)] gLALQbcbdeffxxnfgdj reducible gLALQbcbdeffxxnrgeb SFS[D(7,2)(2,1)] gLALQbcbdeffxxnfjdc SFS[D(5,2)(2,1)] gLALQbcbdeffxxnfjeb SFS[D(5,2)(2,1)] gLAzQbcbdeffxxnggiw reducible gLAzQbcbdeffxxnggij reducible gLAzQbcbdeffxxnggmn reducible gLAzQbcbdeffxxnggmr reducible gLAzQbcbdeffxxngkic SFS[D(7,2)(3,1)] gLAzQbcbdeffxxngjic SFS[D(7,5)(3,1)] gLAzQbcbdeffxxngger reducible gLAzQbcbdeffxxnggen reducible gLAzQbcbdeffxxngkmo SFS[D(7,2)(3,1)] gLAzQbcbdeffxxngjmo SFS[D(7,5)(3,1)] gLALQbcbdfefhhwbdcn reducible gLALQbcbdfefhhwbdcj reducible gLALQbcbdfefhhwbucr reducible gLALQbcbdfefhhwnpcv SFS[D(7,2)(2,1)] gLALQbcbdfefhhwbmcw reducible gLALQbcbdfefhhwnmcv SFS[D(7,2)(2,1)] gLALQbcbdfefhhwbuwo SFS[D(2,1)(2,1)] gLALQbcbdfefhhwbpwv SFS[D(2,1)(2,1)] gLALQbcbdeffxxnfoir reducible gLALQbcbdeffxxnfoik reducible gLALQbcbdeffxxnfodr reducible gLALQbcbdeffxxnfodk reducible gLALQbcbdeffxxnfrlc SFS[D(5,2)(3,1)] gLALQbcbdeffxxnfnlc SFS[D(5,3)(3,1)] gLALQbcbdeffxxnfoew reducible gLALQbcbdeffxxnfoej reducible gLALQbcbdeffxxnfrpb SFS[D(5,2)(3,1)] gLALQbcbdeffxxnfnpb SFS[D(5,3)(3,1)] gLALQbcbdeffhhwbotj reducible gLALQbcbdeffhhwbotn reducible gLALQbcbdeffhhwboiw reducible gLALQbcbdeffhhwjolo SFS[D(5,2)(2,1)] gLALQbcbdeffhhwboer reducible gLALQbcbdeffhhwjoeo SFS[D(5,2)(2,1)] gLALQbcbdeffhhwbriv SFS[D(2,1)(2,1)] gLALQbcbdeffhhwbrlo SFS[D(2,1)(2,1)] gLALQbcbdfefhuwbdcn reducible gLALQbcbdfefhuwbdcj reducible gLALQbcbdfefhuwbuco SFS[D(2,1)(2,1)] gLALQbcbdfefhuwbucr reducible gLALQbcbdfefhuwbucn SFS[D(2,1)(2,1)] gLALQbcbdfefhuwbxco SFS[D(2,1)(2,1)] gLALQbcbdfefhuwbmcv SFS[D(2,1)(2,1)] gLALQbcbdfefhuwbmcw reducible gLALQbcbdfefhuwbmcs SFS[D(2,1)(2,1)] gLALQbcbdfefhuwbpcv SFS[D(2,1)(2,1)] gLALQbcbdfefhuwnmcv toroidal gLALQbcbdfefhuwnpcv toroidal gLALQbcbdfefhuwjmcv SFS[D(2,1)(2,1)] gLALQbcbdfefhuwjpcv SFS[D(2,1)(2,1)] gLAzQbcbdeffhiwfglr reducible gLAzQbcbdeffhiwfglk reducible gLAzQbcbdeffhiwfgds reducible gLAzQbcbdeffhiwfjdv SFS[D(8,3)(2,1)] gLAzQbcbdeffhiwfgmj reducible gLAzQbcbdeffhiwfjig SFS[D(8,3)(2,1)] gLAzQbcbdeffxpngglj reducible gLAzQbcbdeffxpngglk reducible gLAzQbcbdeffxpnggtj reducible gLAzQbcbdeffxpnggtk reducible gLAzQbcbdeffxpnggiw reducible gLAzQbcbdeffxpnggij reducible gLAzQbcbdeffxpngguw reducible gLAzQbcbdeffxpngguj reducible gLAzQbcbdeffxpngkic SFS[D(8,3)(3,1)] gLAzQbcbdeffxpngjic SFS[D(8,3)(3,1)] gLAzQbcbdeffxpnggmr reducible gLAzQbcbdeffxpnggmn reducible gLAzQbcbdeffxpngger reducible gLAzQbcbdeffxpnggen reducible gLAzQbcbdeffxpngkmo SFS[D(8,3)(3,1)] gLAzQbcbdeffxpngjmo SFS[D(8,3)(3,1)] gLAzQbcbdeffxpnjglg toroidal gLAzQbcbdeffxpnjgtg toroidal gLAzQbcbdeffxpnkglg toroidal gLAzQbcbdeffxpnkgtg toroidal gLALQbcbdfefxmnbefj reducible gLALQbcbdfefxmnbefn reducible gLALQbcbdfefxmnbpfw reducible gLALQbcbdfefxmnjufo SFS[D(8,3)(2,1)] gLALQbcbdfefxmnbtfr reducible gLALQbcbdfefxmnjtfo SFS[D(8,3)(2,1)] gLALQbcbdeffxpnfglr reducible gLALQbcbdeffxpnfglk reducible gLALQbcbdeffxpnfgdc SFS[D(2,1)(2,1)] gLALQbcbdeffxpnfgdj reducible gLALQbcbdeffxpnfgdw SFS[D(2,1)(2,1)] gLALQbcbdeffxpnfghc SFS[D(2,1)(2,1)] gLALQbcbdeffxpnfgmb SFS[D(2,1)(2,1)] gLALQbcbdeffxpnfgmj reducible gLALQbcbdeffxpnfgmn SFS[D(2,1)(2,1)] gLALQbcbdeffxpnfgeb SFS[D(2,1)(2,1)] gLALQbcbdeffxpnrgmb toroidal gLALQbcbdeffxpnrgeb toroidal gLALQbcbdeffxpnkgmb SFS[D(2,1)(2,1)] gLALQbcbdeffxpnkgeb SFS[D(2,1)(2,1)] gLAzQbcbdeffdlwggaj reducible gLAzQbcbdeffdlwggak reducible gLAzQbcbdeffdlwggqw reducible gLAzQbcbdeffdlwggxr reducible gLALQbcbdeffdawbvmj reducible gLALQbcbdeffdawbvmn reducible gLALQbcbdeffdawbvdv SFS[D(2,1)(2,1)] gLALQbcbdeffdawbvdw reducible gLALQbcbdeffdawbvds SFS[D(2,1)(2,1)] gLALQbcbdeffdawbviv SFS[D(2,1)(2,1)] gLALQbcbdeffdawbvlo SFS[D(2,1)(2,1)] gLALQbcbdeffdawbvlr reducible gLALQbcbdeffdawbvln SFS[D(2,1)(2,1)] gLALQbcbdeffdawbvqo SFS[D(2,1)(2,1)] gLAzQbcbdfefdawfafk reducible gLAzQbcbdfefdawfafr reducible gLAzQbcbdfefdawfxfj reducible gLAzQbcbdfefdawfhfs reducible gLALQbcbdeffeanbvmj reducible gLALQbcbdeffeanbvmn reducible gLALQbcbdeffeanbvdw reducible gLALQbcbdeffeanbvlr reducible gLAzQbcbdeffllrggaj reducible gLAzQbcbdeffllrggak reducible gLAzQbcbdeffllrggqw reducible gLAzQbcbdeffllrggxr reducible gLALQbcbdeffmlbfglr reducible gLALQbcbdeffmlbfglk reducible gLALQbcbdeffmlbfgdj reducible gLALQbcbdeffmlbfgmj reducible gLALQcbbdeffitbfglk reducible gLALQcbbdeffitbfglr reducible gLALQcbbdeffitbfgmj reducible gLALQcbbdeffitbfgdj reducible gLALQcbbdeffiuffglr reducible gLALQcbbdeffiuffglk reducible gLALQcbbdeffiuffgdj reducible gLALQcbbdeffiuffgmj reducible gLALQbcbdeffplcfglr reducible gLALQbcbdeffplcfglk reducible gLALQbcbdeffplcfgdj reducible gLALQbcbdeffplcfgmj reducible gLALQbcbdeffmhbbgqn reducible gLALQbcbdeffmhbbgqj reducible gLALQbcbdeffmhbbghr reducible gLALQbcbdeffmhbbgaw reducible gLAzQbcbdeffmxbggaj reducible gLAzQbcbdeffmxbggak reducible gLAzQbcbdeffmxbggqw reducible gLAzQbcbdeffmxbggxr reducible gLALQbcbdeffmxbfoxr reducible gLALQbcbdeffmxbfoxk reducible gLALQbcbdeffmxbfoqj reducible gLALQbcbdeffmxbfoaj reducible gLALQbcbdeffpucbotn reducible gLALQbcbdeffpucbotj reducible gLALQbcbdeffpucboer reducible gLALQbcbdeffpucboiw reducible gLAzQbcbdeffppcggaj reducible gLAzQbcbdeffppcggak reducible gLAzQbcbdeffppcggqw reducible gLAzQbcbdeffppcggxr reducible gLALQbcbdeffmibbvmj reducible gLALQbcbdeffmibbvmn reducible gLALQbcbdeffmibbvdw reducible gLALQbcbdeffmibbvlr reducible gLALQbcbdeffpicbvmj reducible gLALQbcbdeffpicbvmn reducible gLALQbcbdeffpicbvdw reducible gLALQbcbdeffpicbvlr reducible gLAzQbcbdeffmpbggak reducible gLAzQbcbdeffmpbggaj reducible gLAzQbcbdeffmpbggxr reducible gLAzQbcbdeffmpbggqw reducible gLALQbcbdfefpacbefn reducible gLALQbcbdfefpacbefj reducible gLALQbcbdfefpacbtfr reducible gLALQbcbdfefpacbpfw reducible gLALQbcbdfefmabbefj reducible gLALQbcbdfefmabbefn reducible gLALQbcbdfefmabbpfw reducible gLALQbcbdfefmabbtfr reducible gLALQbcbdfefmabbtko reducible gLALQbcbdfefmabbqkv reducible gLALQbcbdeffmabbgxj reducible gLALQbcbdeffmabbgxn reducible gLALQbcbdeffmabbghw reducible gLALQbcbdeffmabbkhv reducible gLALQbcbdeffmabbgar reducible gLALQbcbdeffmabbkio reducible gLALQbcbdeffmabbsxv reducible gLALQbcbdeffmabbwxv reducible gLALQbcbdeffmabbseo reducible gLALQbcbdeffmabbweo reducible gLALQbcbdeffxlbfglr reducible gLALQbcbdeffxlbfglk reducible gLALQbcbdeffxlbfgdj reducible gLALQbcbdeffxlbfgmj reducible gLALQcbbdeffiqbfglk reducible gLALQcbbdeffiqbfglr reducible gLALQcbbdeffiqbfgmj reducible gLALQcbbdeffiqbfgdj reducible gLALQcbbdeffihffglr reducible gLALQcbbdeffihffglk reducible gLALQcbbdeffihffgdj reducible gLALQcbbdeffihffgmj reducible gLALQbcbdeffhlcfglr reducible gLALQbcbdeffhlcfglk reducible gLALQbcbdeffhlcfgdj reducible gLALQbcbdeffhlcfgmj reducible gLALQbcbdeffxhbbgdr reducible gLALQbcbdeffxhbbgdn reducible gLALQbcbdeffxhbbgts reducible gLALQbcbdeffxhbbgtw reducible gLALQbcbdeffxhbbkdo reducible gLALQbcbdeffxhbbjdo reducible gLALQbcbdeffxhbbglw reducible gLALQbcbdeffxhbbgls reducible gLALQbcbdeffxhbbktv reducible gLALQbcbdeffxhbbjtv reducible gLALQbcbdeffhxcfglk reducible gLALQbcbdeffhxcfglr reducible gLALQbcbdeffhxcfgmj reducible gLALQbcbdeffhxcfgdj reducible gLALQbcbdfefxhbbdcn reducible gLALQbcbdfefxhbbdcj reducible gLALQbcbdfefxhbbucr reducible gLALQbcbdfefxhbbmcw reducible gLALQbcbdfefxhbbuwo reducible gLALQbcbdfefxhbbpwv reducible gLALQbcbdeffxhbbotj reducible gLALQbcbdeffxhbbotn reducible gLALQbcbdeffxhbboiw reducible gLALQbcbdeffxhbboer reducible gLALQbcbdeffxhbbriv reducible gLALQbcbdeffxhbbrlo reducible gLALQbcbdfefxubbdcn reducible gLALQbcbdfefxubbdcj reducible gLALQbcbdfefxubbuco reducible gLALQbcbdfefxubbucr reducible gLALQbcbdfefxubbucn reducible gLALQbcbdfefxubbxco reducible gLALQbcbdfefxubbmcv reducible gLALQbcbdfefxubbmcw reducible gLALQbcbdfefxubbmcs reducible gLALQbcbdfefxubbpcv reducible gLALQbcbdfefxubnmcv reducible gLALQbcbdfefxubnpcv reducible gLALQbcbdfefxubjmcv reducible gLALQbcbdfefxubjpcv reducible gLAzQbcbdeffhpcgoij reducible gLAzQbcbdeffhpcgoik reducible gLAzQbcbdeffhpcgotw reducible gLAzQbcbdeffhpcgrtc SFS[D(2,1)(2,1)] gLAzQbcbdeffhpcgopr reducible gLAzQbcbdeffhpcgruo SFS[D(2,1)(2,1)] gLAzQbcbdeffhpcgglj reducible gLAzQbcbdeffhpcgglk reducible gLAzQbcbdeffhpcggtj reducible gLAzQbcbdeffhpcggtk reducible gLAzQbcbdeffhpcggiw reducible gLAzQbcbdeffhpcggij reducible gLAzQbcbdeffhpcgguw reducible gLAzQbcbdeffhpcgguj reducible gLAzQbcbdeffhpcgkic SFS[D(3,1)(2,1)] gLAzQbcbdeffhpcgjic SFS[D(3,1)(2,1)] gLAzQbcbdeffhpcggmr reducible gLAzQbcbdeffhpcggmn reducible gLAzQbcbdeffhpcgger reducible gLAzQbcbdeffhpcggen reducible gLAzQbcbdeffhpcgkmo SFS[D(3,1)(2,1)] gLAzQbcbdeffhpcgjmo SFS[D(3,1)(2,1)] gLAzQbcbdeffhpcjglg reducible gLAzQbcbdeffhpcjgtg reducible gLAzQbcbdeffhpckglg reducible gLAzQbcbdeffhpckgtg reducible gLALQbcbdfefhmcbefj reducible gLALQbcbdfefhmcbefn reducible gLALQbcbdfefhmcbpfw reducible gLALQbcbdfefhmcjufo SFS[D(2,1)(2,1)] gLALQbcbdfefhmcbtfr reducible gLALQbcbdfefhmcjtfo SFS[D(2,1)(2,1)] gLALQbcbdeffhpcfglr reducible gLALQbcbdeffhpcfglk reducible gLALQbcbdeffhpcfgdc reducible gLALQbcbdeffhpcfgdj reducible gLALQbcbdeffhpcfgdw reducible gLALQbcbdeffhpcfghc reducible gLALQbcbdeffhpcfgmb reducible gLALQbcbdeffhpcfgmj reducible gLALQbcbdeffhpcfgmn reducible gLALQbcbdeffhpcfgeb reducible gLALQbcbdeffhpcrgmb reducible gLALQbcbdeffhpcrgeb reducible gLALQbcbdeffhpckgmb reducible gLALQbcbdeffhpckgeb reducible gLALQbcbdfefxabbefn reducible gLALQbcbdfefxabbefj reducible gLALQbcbdfefxabbtfr reducible gLALQbcbdfefxabbpfw reducible gLALQbcbdfefxabbprv reducible gLALQbcbdfefxabburo reducible gLALQbcbdfefhacbefj reducible gLALQbcbdfefhacbefn reducible gLALQbcbdfefhacbpfw reducible gLALQbcbdfefhacbtfr reducible gLALQbcbdeffxabbgew reducible gLALQbcbdeffxabbges reducible gLALQbcbdeffxabbgmn reducible gLALQbcbdeffxabbgmr reducible gLALQbcbdeffxabbjev reducible gLALQbcbdeffxabbkev reducible gLALQbcbdeffxabbgir reducible gLALQbcbdeffxabbgin reducible gLALQbcbdeffxabbjmo reducible gLALQbcbdeffxabbkmo reducible gLALQbcbdeffhacbvmn reducible gLALQbcbdeffhacbvmj reducible gLALQbcbdeffhacbvlr reducible gLALQbcbdeffhacnviv reducible gLALQbcbdeffhacbvdw reducible gLALQbcbdeffhacnvdv reducible gLALQbcbdeffxxbfglk reducible gLALQbcbdeffxxbfglr reducible gLALQbcbdeffxxbfgmj reducible gLALQbcbdeffxxbrgmb SFS[D(2,1)(2,1)] gLALQbcbdeffxxbfgdj reducible gLALQbcbdeffxxbrgeb SFS[D(2,1)(2,1)] gLAzQbcbdeffxxbggiw reducible gLAzQbcbdeffxxbggij reducible gLAzQbcbdeffxxbggmn reducible gLAzQbcbdeffxxbggmr reducible gLAzQbcbdeffxxbgkic SFS[D(3,1)(2,1)] gLAzQbcbdeffxxbgjic SFS[D(3,1)(2,1)] gLAzQbcbdeffxxbgger reducible gLAzQbcbdeffxxbggen reducible gLAzQbcbdeffxxbgkmo SFS[D(3,1)(2,1)] gLAzQbcbdeffxxbgjmo SFS[D(3,1)(2,1)] gLALQbcbdfefhhcbdcn reducible gLALQbcbdfefhhcbdcj reducible gLALQbcbdfefhhcbucr reducible gLALQbcbdfefhhcnpcv SFS[D(2,1)(2,1)] gLALQbcbdfefhhcbmcw reducible gLALQbcbdfefhhcnmcv SFS[D(2,1)(2,1)] gLALQbcbdeffhhcbotj reducible gLALQbcbdeffhhcbotn reducible gLALQbcbdeffhhcboiw reducible gLALQbcbdeffhhcboer reducible gLALQbcbdfefhucbdcn reducible gLALQbcbdfefhucbdcj reducible gLALQbcbdfefhucbucr reducible gLALQbcbdfefhucbmcw reducible gLAzQbcbdeffhicfglr reducible gLAzQbcbdeffhicfglk reducible gLAzQbcbdeffhicfgds reducible gLAzQbcbdeffhicfgmj reducible gLALQbcbdfefxmbbefj reducible gLALQbcbdfefxmbbefn reducible gLALQbcbdfefxmbbpfw reducible gLALQbcbdfefxmbbtfr reducible gLALQbcbdeffxpbfglr reducible gLALQbcbdeffxpbfglk reducible gLALQbcbdeffxpbfgdj reducible gLALQbcbdeffxpbfgmj reducible gLALQbcbdefflefbotn reducible gLALQbcbdefflefbotj reducible gLALQbcbdefflefboer reducible gLALQbcbdefflefboiw reducible gLALQbcbdefflefnnxv SFS[D(2,1)(2,1)] gLALQbcbdeffelbrgar SFS[D(2,1)(2,1)] gLALQbcbdeffelbrghw SFS[D(2,1)(2,1)] gLALQbcbdeffelbrgxj SFS[D(3,1)(2,1)] gLALQbcbdeffelbrgxn SFS[D(3,1)(2,1)] gLALQbcbdeffelbrjxb SFS[D(3,1)(2,1)] gLALQbcbdeffelbrkxb SFS[D(3,1)(2,1)] gLALQbcbdeffelbfoxr reducible gLALQbcbdeffelbfoxk reducible gLALQbcbdeffelbfoqj reducible gLALQbcbdeffelbfoaj reducible gLALQbcbdeffelbrrab SFS[D(2,1)(2,1)] gLALQcbbdeffidbrgxj SFS[D(3,1)(2,1)] gLALQcbbdeffidbrgxn SFS[D(3,1)(2,1)] gLALQcbbdeffidbrghw SFS[D(2,1)(2,1)] gLALQcbbdeffidbrgar SFS[D(2,1)(2,1)] gLALQcbbdeffidbrjxb SFS[D(3,1)(2,1)] gLALQcbbdeffidbrkxb SFS[D(3,1)(2,1)] gLAzQbcbdeffdlcgkaj SFS[D(3,1)(3,1)] gLAzQbcbdeffdlcgkak SFS[D(3,1)(3,2)] gLAzQbcbdeffdlcgjaj SFS[D(3,1)(3,2)] gLAzQbcbdeffdlcgjak SFS[D(3,1)(3,1)] gLAzQbcbdeffdlcgkqw SFS[D(3,1)(2,1)] gLAzQbcbdeffdlcgjqw SFS[D(3,1)(2,1)] gLAzQbcbdeffdlcgkxr SFS[D(3,1)(2,1)] gLAzQbcbdeffdlcgjxr SFS[D(3,1)(2,1)] gLAzQbcbdeffdlcjgaj SFS[D(3,1)(3,2)] gLAzQbcbdeffdlcjgak SFS[D(3,1)(3,1)] gLAzQbcbdeffdlcjkag SFS[D(3,1)(3,2)] gLAzQbcbdeffdlcjjag SFS[D(3,1)(3,1)] gLAzQbcbdeffdlcjgqw SFS[D(3,1)(2,1)] gLAzQbcbdeffdlcjgxr SFS[D(3,1)(2,1)] gLAzQbcbdeffdlckgaj SFS[D(3,1)(3,1)] gLAzQbcbdeffdlckgak SFS[D(3,1)(3,2)] gLAzQbcbdeffdlckkag SFS[D(3,1)(3,1)] gLAzQbcbdeffdlckjag SFS[D(3,1)(3,2)] gLAzQbcbdeffdlckgqw SFS[D(3,1)(2,1)] gLAzQbcbdeffdlckgxr SFS[D(3,1)(2,1)] gLALQcbbdeffiefrgxn SFS[D(3,1)(2,1)] gLALQcbbdeffiefrgxj SFS[D(3,1)(2,1)] gLALQcbbdeffiefrgar SFS[D(2,1)(2,1)] gLALQcbbdeffiefrghw SFS[D(2,1)(2,1)] gLALQcbbdeffiefrkxb SFS[D(3,1)(2,1)] gLALQcbbdeffiefrjxb SFS[D(3,1)(2,1)] gLALQbcbdeffdlcfoxr reducible gLALQbcbdeffdlcfoxk reducible gLALQbcbdeffdlcfoqj reducible gLALQbcbdeffdlcfoaj reducible gLALQbcbdeffdlcrrab SFS[D(2,1)(2,1)] gLALQbcbdeffdlcrgar SFS[D(2,1)(2,1)] gLALQbcbdeffdlcrghw SFS[D(2,1)(2,1)] gLALQbcbdeffdlcrgxj SFS[D(3,1)(2,1)] gLALQbcbdeffdlcrgxn SFS[D(3,1)(2,1)] gLALQbcbdeffdlcrkxb SFS[D(3,1)(2,1)] gLALQbcbdeffdlcrjxb SFS[D(3,1)(2,1)] gLALQbcbdefftefbotn reducible gLALQbcbdefftefbotj reducible gLALQbcbdefftefboer reducible gLALQbcbdefftefboiw reducible gLALQbcbdefftefnnxv SFS[D(2,1)(2,1)] gLALQbcbdeffehbbgqn reducible gLALQbcbdeffehbbgqj reducible gLALQbcbdeffehbbghr reducible gLALQbcbdeffehbbgaw reducible gLAzQbcbdeffdxcggaj reducible gLAzQbcbdeffdxcggak reducible gLAzQbcbdeffdxcggqw reducible gLAzQbcbdeffdxcggxr reducible gLALQbcbdeffdxcfoxr reducible gLALQbcbdeffdxcfoxk reducible gLALQbcbdeffdxcfoqj reducible gLALQbcbdeffdxcfoaj reducible gLALQbcbdefflufbgqn reducible gLALQbcbdefflufbgqj reducible gLALQbcbdefflufbghr reducible gLALQbcbdefflufbgaw reducible gLAzQbcbdeffdpcggaj reducible gLAzQbcbdeffdpcggak reducible gLAzQbcbdeffdpcggqw reducible gLAzQbcbdeffdpcggxr reducible gLALQbcbdeffdpcfoxr reducible gLALQbcbdeffdpcfoxk reducible gLALQbcbdeffdpcfoqj reducible gLALQbcbdeffdpcfoaj reducible gLALQbcbdeffdicbgxj reducible gLALQbcbdeffdicbgxn reducible gLALQbcbdeffdicbghw reducible gLALQbcbdeffdicbgar reducible gLAzQbcbdeffepbggak reducible gLAzQbcbdeffepbggaj reducible gLAzQbcbdeffepbggxr reducible gLAzQbcbdeffepbggqw reducible gLALQbcbdefflmfbgxj reducible gLALQbcbdefflmfbgxn reducible gLALQbcbdefflmfbghw reducible gLALQbcbdefflmfbgar reducible gLALQbcbdeffdmcbgxj reducible gLALQbcbdeffdmcbgxn reducible gLALQbcbdeffdmcbghv reducible gLALQbcbdeffdmcbghw reducible gLALQbcbdeffdmcbghs reducible gLALQbcbdeffdmcbguv reducible gLALQbcbdeffdmcbgao reducible gLALQbcbdeffdmcbgar reducible gLALQbcbdeffdmcbgan reducible gLALQbcbdeffdmcbgio reducible gLAzQbcbdefftpfggaj reducible gLAzQbcbdefftpfggak reducible gLAzQbcbdefftpfggqw reducible gLAzQbcbdefftpfggxr reducible gLALQbcbdefflifbgxj reducible gLALQbcbdefflifbgxn reducible gLALQbcbdefflifbghw reducible gLALQbcbdefflifbgar reducible gLALQbcbdeffdacbvmj reducible gLALQbcbdeffdacbvmn reducible gLALQbcbdeffdacbvdw reducible gLALQbcbdeffdacbsdv reducible gLALQbcbdeffdacbvlr reducible gLALQbcbdeffdacbsqo reducible gLALQbcbdeffdacjsqo reducible gLALQbcbdeffdacnsqo reducible gLALQbcbdfefdacbmrv reducible gLALQbcbdfefdacbmkv reducible gLALQbcbdfefdacbxro reducible gLALQbcbdfefdacbxko reducible gLALQbcbdfefdacjxro reducible gLALQbcbdfefdacjxko reducible gLALQbcbdfefdacnxro reducible gLALQbcbdfefdacnxko reducible gLALQbcbdeffdacbgxj reducible gLALQbcbdeffdacbgxn reducible gLALQbcbdeffdacbghw reducible gLALQbcbdeffdacbjuv reducible gLALQbcbdeffdacbgar reducible gLALQbcbdeffdacbjao reducible gLALQbcbdeffdacjjao reducible gLALQbcbdeffdacnjao reducible gLALQbcbdfeflafjxfr SFS[D(3,1)(2,1)] gLALQbcbdfeflafjxfn SFS[D(3,1)(2,1)] gLALQbcbdfeflafjqfs SFS[D(2,1)(2,1)] gLALQbcbdfeflafjafj SFS[D(2,1)(2,1)] gLALQbcbdfeflafjxro reducible gLALQbcbdfeflafjxko reducible gLAzQbcbdfefdacfark SFS[D(3,1)(3,1)] gLAzQbcbdfefdacfarr SFS[D(3,1)(3,2)] gLAzQbcbdfefdacfakk SFS[D(3,1)(3,2)] gLAzQbcbdfefdacfakr SFS[D(3,1)(3,1)] gLAzQbcbdfefdacfxrj SFS[D(3,1)(2,1)] gLAzQbcbdfefdacfxkj SFS[D(3,1)(2,1)] gLAzQbcbdfefdacfhrs SFS[D(3,1)(2,1)] gLAzQbcbdfefdacfhks SFS[D(3,1)(2,1)] gLAzQbcbdfefdackarf reducible gLAzQbcbdfefdackakf reducible gLAzQbcbdfefdacrarf reducible gLAzQbcbdfefdacrakf reducible gLALQbcbdfeftafjxfn SFS[D(3,1)(2,1)] gLALQbcbdfeftafjxfr SFS[D(3,1)(2,1)] gLALQbcbdfeftafjafj SFS[D(2,1)(2,1)] gLALQbcbdfeftafjqfs SFS[D(2,1)(2,1)] gLALQbcbdfeftafjxko reducible gLALQbcbdfeftafjxro reducible gLALQbcbdeffeabbgxj reducible gLALQbcbdeffeabbgxn reducible gLALQbcbdeffeabbghw reducible gLALQbcbdeffeabbjuv reducible gLALQbcbdeffeabbgar reducible gLALQbcbdeffeabbjao reducible gLALQbcbdeffeabjjao reducible gLALQbcbdeffeabnjao reducible gLALQbcbdfefeabbmkv reducible gLALQbcbdfefeabbmrv reducible gLALQbcbdfefeabbxko reducible gLALQbcbdfefeabbxro reducible gLALQbcbdfefeabjxko reducible gLALQbcbdfefeabjxro reducible gLALQbcbdfefeabnxko reducible gLALQbcbdfefeabnxro reducible gLALQbcbdeffeabbvmj reducible gLALQbcbdeffeabbvmn reducible gLALQbcbdeffeabbvdw reducible gLALQbcbdeffeabbsdv reducible gLALQbcbdeffeabbvlr reducible gLALQbcbdeffeabbsqo reducible gLALQbcbdeffeabjsqo reducible gLALQbcbdeffeabnsqo reducible gLALQbcbdeffdhcbgqn reducible gLALQbcbdeffdhcbgqj reducible gLALQbcbdeffdhcbghr reducible gLALQbcbdeffdhcbgaw reducible gLAzQbcbdeffexbggaj reducible gLAzQbcbdeffexbggak reducible gLAzQbcbdeffexbggqw reducible gLAzQbcbdeffexbggxr reducible gLALQbcbdeffexbfoxr reducible gLALQbcbdeffexbfoxk reducible gLALQbcbdeffexbfoqj reducible gLALQbcbdeffexbfoaj reducible gLALQbcbdeffducbgqn reducible gLALQbcbdeffducbgqj reducible gLALQbcbdeffducbgho reducible gLALQbcbdeffducbghr reducible gLALQbcbdeffducbghn reducible gLALQbcbdeffducbgpo reducible gLALQbcbdeffducbgav reducible gLALQbcbdeffducbgaw reducible gLALQbcbdeffducbgas reducible gLALQbcbdeffducbglv reducible gLAzQbcbdefflpfggaj reducible gLAzQbcbdefflpfggak reducible gLAzQbcbdefflpfggqw reducible gLAzQbcbdefflpfggxr reducible gLALQbcbdefflpffoxr reducible gLALQbcbdefflpffoxk reducible gLALQbcbdefflpffoqj reducible gLALQbcbdefflpffoaj reducible gLALQbcbdeffdecbotn reducible gLALQbcbdeffdecbotj reducible gLALQbcbdeffdecboer reducible gLALQbcbdeffdecbneo reducible gLALQbcbdeffdecboiw reducible gLALQbcbdeffdecbnxv reducible gLALQbcbdeffdecnnxv reducible gLALQbcbdeffdecjnxv reducible gLALQbcbdefftlffjpc reducible gLALQbcbdefftlffkpc reducible gLALQbcbdefftlffjxb reducible gLALQbcbdefftlffkxb reducible gLALQbcbdefftlfrjxb reducible gLALQbcbdefftlfrkxb reducible gLALQbcbdefftlfkjxb reducible gLALQbcbdefftlfkkxb reducible gLALQbcbdeffdecbgqn reducible gLALQbcbdeffdecbgqj reducible gLALQbcbdeffdecbghr reducible gLALQbcbdeffdecbkpo reducible gLALQbcbdeffdecbgaw reducible gLALQbcbdeffdecbkav reducible gLALQbcbdeffdecnkav reducible gLALQbcbdeffdecjkav reducible gLALQcbbdeffimcrgxj SFS[D(3,1)(2,1)] gLALQcbbdeffimcrgxn SFS[D(3,1)(2,1)] gLALQcbbdeffimcrghw SFS[D(2,1)(2,1)] gLALQcbbdeffimcrgar SFS[D(2,1)(2,1)] gLALQcbbdeffimcrjxb reducible gLALQcbbdeffimcrkxb reducible gLAzQbcbdeffllfgkaj SFS[D(3,1)(3,1)] gLAzQbcbdeffllfgkak SFS[D(3,1)(3,2)] gLAzQbcbdeffllfgjaj SFS[D(3,1)(3,2)] gLAzQbcbdeffllfgjak SFS[D(3,1)(3,1)] gLAzQbcbdeffllfgkqw SFS[D(3,1)(2,1)] gLAzQbcbdeffllfgjqw SFS[D(3,1)(2,1)] gLAzQbcbdeffllfgkxr SFS[D(3,1)(2,1)] gLAzQbcbdeffllfgjxr SFS[D(3,1)(2,1)] gLAzQbcbdeffllfjkag reducible gLAzQbcbdeffllfjjag reducible gLAzQbcbdeffllfkkag reducible gLAzQbcbdeffllfkjag reducible gLALQcbbdeffiicrgxn SFS[D(3,1)(2,1)] gLALQcbbdeffiicrgxj SFS[D(3,1)(2,1)] gLALQcbbdeffiicrgar SFS[D(2,1)(2,1)] gLALQcbbdeffiicrghw SFS[D(2,1)(2,1)] gLALQcbbdeffiicrkxb reducible gLALQcbbdeffiicrjxb reducible gLALQbcbdeffeebbgqn reducible gLALQbcbdeffeebbgqj reducible gLALQbcbdeffeebbghr reducible gLALQbcbdeffeebbkpo reducible gLALQbcbdeffeebbgaw reducible gLALQbcbdeffeebbkav reducible gLALQbcbdeffeebnkav reducible gLALQbcbdeffeebjkav reducible gLALQbcbdeffllffkpc reducible gLALQbcbdeffllffjpc reducible gLALQbcbdeffllffkxb reducible gLALQbcbdeffllffjxb reducible gLALQbcbdeffllfrkxb reducible gLALQbcbdeffllfrjxb reducible gLALQbcbdeffllfkkxb reducible gLALQbcbdeffllfkjxb reducible gLALQbcbdeffeebbotn reducible gLALQbcbdeffeebbotj reducible gLALQbcbdeffeebboer reducible gLALQbcbdeffeebbneo reducible gLALQbcbdeffeebboiw reducible gLALQbcbdeffeebbnxv reducible gLALQbcbdeffeebnnxv reducible gLALQbcbdeffeebjnxv reducible gLAzQbcbdeffalfjklg reducible gLAzQbcbdeffalfjktg reducible gLAzQbcbdeffalfjjlg reducible gLAzQbcbdeffalfjjtg reducible gLAzQbcbdeffalfjkic reducible gLAzQbcbdeffalfjjic reducible gLAzQbcbdeffalfjkmo reducible gLAzQbcbdeffalfjjmo reducible gLALQcbbdeffiacfklr SFS[D(3,1)(3,2)] gLALQcbbdeffiacfklk SFS[D(3,1)(3,1)] gLALQcbbdeffiacrklf reducible gLALQcbbdeffiacrkpc reducible gLALQcbbdeffiackklf reducible gLALQcbbdeffiackkpc reducible gLALQcbbdeffiacfkdj SFS[D(3,1)(2,1)] gLALQcbbdeffiacrkeb reducible gLALQcbbdeffiacfkmj SFS[D(3,1)(2,1)] gLALQcbbdeffiacrkmb reducible gLALQcbbdeffiacfjlr SFS[D(3,1)(3,1)] gLALQcbbdeffiacfjlk SFS[D(3,1)(3,2)] gLALQcbbdeffiacrjlf reducible gLALQcbbdeffiacrjpc reducible gLALQcbbdeffiackjlf reducible gLALQcbbdeffiackjpc reducible gLALQcbbdeffiacfjdj SFS[D(3,1)(2,1)] gLALQcbbdeffiacrjeb reducible gLALQcbbdeffiacfjmj SFS[D(3,1)(2,1)] gLALQcbbdeffiacrjmb reducible gLALQbcbdeffaefbkun SFS[D(3,1)(2,1)] gLALQbcbdeffaefbkuj SFS[D(3,1)(2,1)] gLALQbcbdeffaefbkdr SFS[D(2,1)(2,1)] gLALQbcbdeffaefbklw SFS[D(2,1)(2,1)] gLALQbcbdeffaefngin SFS[D(2,1)(2,1)] gLALQbcbdeffaefnkub reducible gLALQbcbdeffaefngpn SFS[D(2,1)(2,1)] gLALQbcbdeffaefnkpo reducible gLALQbcbdeffaefngtw SFS[D(3,1)(2,1)] gLALQbcbdeffaefngts SFS[D(3,1)(2,1)] gLALQbcbdeffaefnktv reducible gLALQbcbdeffaefnklv reducible gLALQbcbdeffaefnjtv reducible gLALQbcbdeffaefnjlv reducible gLALQbcbdeffaefjkub reducible gLALQbcbdeffaefjkpo reducible gLALQbcbdeffalffklr SFS[D(3,1)(3,2)] gLALQbcbdeffalffklk SFS[D(3,1)(3,1)] gLALQbcbdeffalffjlr SFS[D(3,1)(3,1)] gLALQbcbdeffalffjlk SFS[D(3,1)(3,2)] gLALQbcbdeffalffkdj SFS[D(3,1)(2,1)] gLALQbcbdeffalffjdj SFS[D(3,1)(2,1)] gLALQbcbdeffalffkmj SFS[D(3,1)(2,1)] gLALQbcbdeffalffjmj SFS[D(3,1)(2,1)] gLALQbcbdeffalfrklf reducible gLALQbcbdeffalfrjlf reducible gLALQbcbdeffalfrkpc reducible gLALQbcbdeffalfrjpc reducible gLALQbcbdeffalfrkmb reducible gLALQbcbdeffalfrkeb reducible gLALQbcbdeffalfrjmb reducible gLALQbcbdeffalfrjeb reducible gLALQbcbdeffalfkklf reducible gLALQbcbdeffalfkjlf reducible gLALQbcbdeffalfkkpc reducible gLALQbcbdeffalfkjpc reducible gLALQbcbdeffaefbnmn SFS[D(3,1)(2,1)] gLALQbcbdeffaefbnmj SFS[D(3,1)(2,1)] gLALQbcbdeffaefbnlr SFS[D(2,1)(2,1)] gLALQbcbdeffaefbndw SFS[D(2,1)(2,1)] gLALQbcbdeffaefnomn SFS[D(2,1)(2,1)] gLALQbcbdeffaefnnmb reducible gLALQbcbdeffaefnoln SFS[D(2,1)(2,1)] gLALQbcbdeffaefnneo reducible gLALQbcbdeffaefnodw SFS[D(3,1)(2,1)] gLALQbcbdeffaefnods SFS[D(3,1)(2,1)] gLALQbcbdeffaefnndv reducible gLALQbcbdeffaefnniv reducible gLALQbcbdeffaefnrdv reducible gLALQbcbdeffaefnriv reducible gLALQbcbdeffaefjnmb reducible gLALQbcbdeffaefjneo reducible gLALQbcbdeffaxffglk reducible gLALQbcbdeffaxffglr reducible gLALQbcbdeffaxffgmj reducible gLALQbcbdeffaxfrgmb SFS[D(3,1)(2,1)] gLALQbcbdeffaxffgdj reducible gLALQbcbdeffaxfrgeb SFS[D(3,1)(2,1)] gLALQbcbdeffaxffjdc SFS[D(2,1)(2,1)] gLALQbcbdeffaxffjeb SFS[D(2,1)(2,1)] gLAzQbcbdeffaxfggiw reducible gLAzQbcbdeffaxfggij reducible gLAzQbcbdeffaxfggmn reducible gLAzQbcbdeffaxfggmr reducible gLAzQbcbdeffaxfgkic SFS[D(3,1)(3,1)] gLAzQbcbdeffaxfgjic SFS[D(3,1)(3,2)] gLAzQbcbdeffaxfgger reducible gLAzQbcbdeffaxfggen reducible gLAzQbcbdeffaxfgkmo SFS[D(3,1)(3,1)] gLAzQbcbdeffaxfgjmo SFS[D(3,1)(3,2)] gLALQbcbdfefahfbdcn reducible gLALQbcbdfefahfbdcj reducible gLALQbcbdfefahfbucr reducible gLALQbcbdfefahfnpcv SFS[D(3,1)(2,1)] gLALQbcbdfefahfbmcw reducible gLALQbcbdfefahfnmcv SFS[D(3,1)(2,1)] gLALQbcbdeffaxffoir reducible gLALQbcbdeffaxffoik reducible gLALQbcbdeffaxffodr reducible gLALQbcbdeffaxffodk reducible gLALQbcbdeffaxffrlc SFS[D(3,1)(2,1)] gLALQbcbdeffaxffnlc SFS[D(3,1)(2,1)] gLALQbcbdeffaxffoew reducible gLALQbcbdeffaxffoej reducible gLALQbcbdeffaxffrpb SFS[D(3,1)(2,1)] gLALQbcbdeffaxffnpb SFS[D(3,1)(2,1)] gLALQbcbdeffahfbotj reducible gLALQbcbdeffahfbotn reducible gLALQbcbdeffahfboiw reducible gLALQbcbdeffahfjolo SFS[D(2,1)(2,1)] gLALQbcbdeffahfboer reducible gLALQbcbdeffahfjoeo SFS[D(2,1)(2,1)] gLALQbcbdeffaufbotn reducible gLALQbcbdeffaufbotj reducible gLALQbcbdeffaufboer reducible gLALQbcbdeffaufbrlo SFS[D(2,1)(2,1)] gLALQbcbdeffaufboiw reducible gLALQbcbdeffaufbriv SFS[D(2,1)(2,1)] gLALQbcbdfefaufbdcn reducible gLALQbcbdfefaufbdcj reducible gLALQbcbdfefaufbucr reducible gLALQbcbdfefaufbuwo SFS[D(2,1)(2,1)] gLALQbcbdfefaufbmcw reducible gLALQbcbdfefaufbpwv SFS[D(2,1)(2,1)] gLALQbcbdfefaufnmcv SFS[D(3,1)(2,1)] gLALQbcbdfefaufnpcv SFS[D(3,1)(2,1)] gLALQbcbdeffamfbgew reducible gLALQbcbdeffamfbges reducible gLALQbcbdeffamfbgmn reducible gLALQbcbdeffamfbgmr reducible gLALQbcbdeffamfbglj reducible gLALQbcbdeffamfbgln reducible gLALQbcbdeffamfbgin reducible gLALQbcbdeffamfbgir reducible gLALQbcbdeffamfjglb SFS[D(3,1)(2,1)] gLALQbcbdeffamfnglb SFS[D(3,1)(2,1)] gLALQbcbdeffamfbgpn reducible gLALQbcbdeffamfbgpj reducible gLALQbcbdeffamfbgus reducible gLALQbcbdeffamfbguw reducible gLALQbcbdeffamfjgpb SFS[D(3,1)(2,1)] gLALQbcbdeffamfngpb SFS[D(3,1)(2,1)] gLALQbcbdeffamfbjev SFS[D(3,1)(2,1)] gLALQbcbdeffamfbjmo SFS[D(3,1)(2,1)] gLALQbcbdeffamfbkev SFS[D(3,1)(2,1)] gLALQbcbdeffamfbkmo SFS[D(3,1)(2,1)] gLAzQbcbdeffaiffglr reducible gLAzQbcbdeffaiffglk reducible gLAzQbcbdeffaiffgds reducible gLAzQbcbdeffaiffjdv SFS[D(3,1)(2,1)] gLAzQbcbdeffaiffgmj reducible gLAzQbcbdeffaiffjig SFS[D(3,1)(2,1)] gLAzQbcbdeffapfgglj reducible gLAzQbcbdeffapfgglk reducible gLAzQbcbdeffapfggtj reducible gLAzQbcbdeffapfggtk reducible gLAzQbcbdeffapfggiw reducible gLAzQbcbdeffapfggij reducible gLAzQbcbdeffapfgguw reducible gLAzQbcbdeffapfgguj reducible gLAzQbcbdeffapfgkic SFS[D(3,1)(3,2)] gLAzQbcbdeffapfgjic SFS[D(3,1)(3,1)] gLAzQbcbdeffapfggmr reducible gLAzQbcbdeffapfggmn reducible gLAzQbcbdeffapfgger reducible gLAzQbcbdeffapfggen reducible gLAzQbcbdeffapfgkmo SFS[D(3,1)(3,2)] gLAzQbcbdeffapfgjmo SFS[D(3,1)(3,1)] gLAzQbcbdeffapfjglg SFS[D(3,1)(3,1)] gLAzQbcbdeffapfjgtg SFS[D(3,1)(3,1)] gLAzQbcbdeffapfkglg SFS[D(3,1)(3,2)] gLAzQbcbdeffapfkgtg SFS[D(3,1)(3,2)] gLALQbcbdfefamfbefj reducible gLALQbcbdfefamfbefn reducible gLALQbcbdfefamfbpfw reducible gLALQbcbdfefamfjufo SFS[D(3,1)(2,1)] gLALQbcbdfefamfbtfr reducible gLALQbcbdfefamfjtfo SFS[D(3,1)(2,1)] gLALQbcbdfefamfbprv SFS[D(2,1)(2,1)] gLALQbcbdfefamfburo SFS[D(2,1)(2,1)] gLALQbcbdeffapffglr reducible gLALQbcbdeffapffglk reducible gLALQbcbdeffapffgdj reducible gLALQbcbdeffapffgmj reducible gLALQbcbdeffapfrgmb SFS[D(3,1)(2,1)] gLALQbcbdeffapfrgeb SFS[D(3,1)(2,1)] gLALQbcbdeffaifbvmj reducible gLALQbcbdeffaifbvmn reducible gLALQbcbdeffaifbvdw reducible gLALQbcbdeffaifbvlr reducible gLALQbcbdeffaifnvdv SFS[D(2,1)(2,1)] gLALQbcbdeffaifnviv SFS[D(2,1)(2,1)] gLAzQbcbdfefaafkdrf reducible gLAzQbcbdfefaafkerf reducible gLAzQbcbdfefaafkdkf reducible gLAzQbcbdfefaafkekf reducible gLALQbcbdfefaafbekj SFS[D(3,1)(3,2)] gLALQbcbdfefaafbekn SFS[D(3,1)(3,1)] gLALQbcbdfefaafjekb reducible gLALQbcbdfefaafjmkv reducible gLALQbcbdfefaafnekb reducible gLALQbcbdfefaafnmkv reducible gLALQbcbdfefaafbpkw SFS[D(3,1)(2,1)] gLALQbcbdfefaafjuko reducible gLALQbcbdfefaafbtkr SFS[D(3,1)(2,1)] gLALQbcbdfefaafjtko reducible gLALQbcbdfefaafberj SFS[D(3,1)(3,1)] gLALQbcbdfefaafbern SFS[D(3,1)(3,2)] gLALQbcbdfefaafjerb reducible gLALQbcbdfefaafjmrv reducible gLALQbcbdfefaafnerb reducible gLALQbcbdfefaafnmrv reducible gLALQbcbdfefaafbprw SFS[D(3,1)(2,1)] gLALQbcbdfefaafjuro reducible gLALQbcbdfefaafbtrr SFS[D(3,1)(2,1)] gLALQbcbdfefaafjtro reducible gLALQbcbdeffaafbjpj SFS[D(3,1)(2,1)] gLALQbcbdeffaafbjpn SFS[D(3,1)(2,1)] gLALQbcbdeffaafbjew SFS[D(2,1)(2,1)] gLALQbcbdeffaafbjir SFS[D(2,1)(2,1)] gLALQbcbdeffaafjjmo reducible gLALQbcbdeffaafjjio reducible gLALQbcbdeffaafjkmo reducible gLALQbcbdeffaafjkio reducible gLALQbcbdeffaafbstj SFS[D(3,1)(2,1)] gLALQbcbdeffaafbstn SFS[D(3,1)(2,1)] gLALQbcbdeffaafbsiw SFS[D(2,1)(2,1)] gLALQbcbdeffaafbser SFS[D(2,1)(2,1)] gLALQbcbdeffaafjseo reducible gLALQbcbdeffaafjsdv reducible gLALQbcbdeffaafjweo reducible gLALQbcbdeffaafjwlo reducible gLALQbcbffefmlnimgm reducible gLALQbcbdfffpawbtmh reducible gLALQbcbfffemajtltf reducible gLALQbcbdfffmanbtmh reducible gLALQbcbdfffmanbtth SFS[D(3,1)(2,1)] gLALQbcbdfffmanbthh SFS[D(3,1)(2,1)] gLALQcbbffefitnimgm reducible gLALQbcbffefmljimgm reducible gLALQbcbdfffpajbtmh reducible gLALQbcbfffemantltf reducible gLALQbcbdfffmajbtmh reducible gLALQbcbdfffmajbtth SFS[D(3,1)(2,1)] gLALQbcbdfffmajbthh SFS[D(3,1)(2,1)] gLALQcbbffefitjimgm reducible gLALQbcbffefhijtlga reducible gLALQbcbffefxpjamga reducible gLALQbcbffefxpjaiga reducible gLALQbcbffefxpjddgd SFS[D(7,2)(3,1)] gLALQbcbffefxpjeege SFS[D(7,5)(3,1)] gLALQbcbffefxpjpaga SFS[D(7,2)(3,1)] gLALQbcbffefxpjxdgd SFS[D(7,5)(3,1)] gLALQbcbffefxpjlege reducible gLALQbcbffefxpjuaga SFS[D(7,5)(3,1)] gLALQbcbffefxpjidgd toroidal gLALQbcbffefxpjqege SFS[D(7,2)(3,1)] gLALQbcbffefxpjltgt SFS[A(7,2)] gLALQbcbffefxpjahgh reducible gLALQbcbffefxpjpugd reducible gLALQbcbffefxpjqqga SFS[D(7,2)(2,1)] gLALQbcbffefxpjimge SFS[D(7,2)(2,1)] gLALQbcbffefxpjxagx SFS[D(7,2)(2,1)] gLALQbcbffefxpjedgl reducible gLALQbcbffefxpjimgx SFS[D(7,2)(2,1)] gLALQbcbdfffxmjbeda reducible gLALQbcbdfffxejbdea reducible gLALQcbbffefihkamga reducible gLALQcbbffefihkaiga reducible gLALQcbbffefihkddgd toroidal gLALQcbbffefihkeege toroidal gLALQcbbffefihkpaga toroidal gLALQcbbffefihkxdgd toroidal gLALQcbbffefihklege reducible gLALQcbbffefihkuaga toroidal gLALQcbbffefihkidgd toroidal gLALQcbbffefihkqege toroidal gLALQcbbffefihkltgt toroidal gLALQcbbffefihkahgh reducible gLALQcbbffefihkitgh SFS[D(4,1)(2,1)] gLALQcbbffefihkpugd reducible gLALQcbbffefihkaugd SFS[D(4,1)(2,1)] gLALQcbbffefihkqqga toroidal gLALQcbbffefihkimge toroidal gLALQcbbffefihkiage SFS[D(4,1)(2,1)] gLALQcbbffefihkiige SFS[D(4,1)(2,1)] gLALQcbbffefihkuugd SFS[D(4,1)(2,1)] gLALQcbbffefihkiqgp SFS[D(4,1)(2,1)] gLALQcbbffefihkxagx toroidal gLALQcbbffefihkedgl reducible gLALQcbbffefihkdagx SFS[D(4,1)(2,1)] gLALQcbbffefihkaegp SFS[D(4,1)(2,1)] gLALQcbbffefihkimgx toroidal gLALQcbbffefihkiagx SFS[D(4,1)(2,1)] gLALQcbbffefihkiigx SFS[D(4,1)(2,1)] gLALQbcbdfffhejbdea reducible gLALQbcbdfffxhjbaqa SFS[D(3,1)(2,1)] gLALQbcbdfffxhjbalt SFS[D(3,1)(2,1)] gLALQbcbdfffxhjbdea reducible gLALQbcbdfffxhjbmth reducible gLALQbcbdfffxhjbphd SFS[D(3,1)(2,1)] gLALQbcbdfffxhjbqhh SFS[D(3,1)(2,1)] gLALQbcbdfffxhjbmqq SFS[D(3,1)(3,2)] gLALQbcbdfffxhjbpqq SFS[D(3,1)(3,1)] gLALQbcbdfffxhjbqqi reducible gLALQbcbdfffxhjbqqu reducible gLALQbcbdfffxhjbqeq SFS[D(3,1)(3,1)] gLALQbcbdfffxhjbmeq toroidal gLALQbcbdfffxhjbpeq SFS[D(3,1)(3,2)] gLALQbcbdfffxhjbqlq SFS[D(3,1)(3,2)] gLALQbcbdfffxhjbmlq SFS[D(3,1)(3,1)] gLALQbcbdfffxhjbplq reducible gLALQbcbdfffxhjbtdq SFS[A(3,1)] gLALQbcbdfffxhjbxxq reducible gLALQbcbdfffxhjnaqa SFS[D(15,4)(2,1)] gLALQbcbdfffxhjnqhh toroidal gLALQbcbdfffxhjnmqq toroidal gLALQbcbdfffxhjnpqq toroidal gLALQbcbdfffxhjnqqi toroidal gLALQbcbdfffxhjnqqu toroidal gLALQbcbdfffxhjnqeq SFS[D(15,4)(3,1)] gLALQbcbdfffxhjnqlq SFS[D(15,11)(3,1)] gLALQbcbdfffxhjnxxq toroidal gLALQbcbdfffxhjjaqa toroidal gLALQbcbdfffxhjjqhh SFS[D(18,7)(2,1)] gLALQbcbdfffxhjjmqq SFS[D(18,7)(3,1)] gLALQbcbdfffxhjjpqq SFS[D(18,11)(3,1)] gLALQbcbdfffxhjjqqi toroidal gLALQbcbdfffxhjjqqu toroidal gLALQbcbdfffxhjjqeq toroidal gLALQbcbdfffxhjjqlq toroidal gLALQbcbdfffxhjjxxq toroidal gLALQbcbffefhxjaiga reducible gLALQbcbffefhxjamga reducible gLALQbcbffefhxjuaga SFS[D(7,4)(3,1)] gLALQbcbffefhxjpaga SFS[D(7,3)(3,1)] gLALQbcbffefhxjeege SFS[D(7,4)(3,1)] gLALQbcbffefhxjqege SFS[D(7,3)(3,1)] gLALQbcbffefhxjlege reducible gLALQbcbffefhxjddgd SFS[D(7,3)(3,1)] gLALQbcbffefhxjidgd toroidal gLALQbcbffefhxjxdgd SFS[D(7,4)(3,1)] gLALQbcbffefhxjltgt SFS[A(7,3)] gLALQbcbffefhxjahgh reducible gLALQbcbffefhxjedgl reducible gLALQbcbffefhxjxagx SFS[D(7,3)(2,1)] gLALQbcbffefhxjimgx SFS[D(7,3)(2,1)] gLALQbcbffefhxjqqga SFS[D(7,3)(2,1)] gLALQbcbffefhxjpugd reducible gLALQbcbffefhxjimge SFS[D(7,3)(2,1)] gLALQbcbffefhxjaija toroidal gLALQbcbffefhxjamja toroidal gLALQbcbffefhxjuaja SFS[D(3,1)(2,1)] gLALQbcbffefhxjpaja SFS[D(3,1)(2,1)] gLALQbcbffefhxjeeje toroidal gLALQbcbffefhxjddjd toroidal gLALQbcbffefhxjahjh toroidal gLALQbcbffefhxjxajx SFS[D(2,1)(2,1)] gLALQbcbffefhxjqqja toroidal gLALQbcbffefhxjaika toroidal gLALQbcbffefhxjamka toroidal gLALQbcbffefhxjuaka toroidal gLALQbcbffefhxjpaka toroidal gLALQbcbffefhxjeeke SFS[D(5,1)(3,1)] gLALQbcbffefhxjddkd SFS[D(5,4)(3,1)] gLALQbcbffefhxjahkh toroidal gLALQbcbffefhxjxakx toroidal gLALQbcbffefhxjqqka SFS[D(5,1)(2,1)] gLALQbcbdfffhxjfupa SFS[D(4,1)(2,1)] gLALQbcbdfffhxjfxaa SFS[D(4,1)(2,1)] gLALQbcbdfffhxjftal reducible gLALQbcbdfffhxjflxp SFS[A(4,1)] gLALQbcbdfffhxjfhxh reducible gLALQbcbdfffhxjfxxe SFS[D(4,3)(3,1)] gLALQbcbdfffhxjfxxm SFS[D(4,1)(3,1)] gLALQbcbdfffhxjfuxx SFS[D(4,1)(3,1)] gLALQbcbdfffhxjfuxe reducible gLALQbcbdfffhxjfuxm SFS[D(4,3)(3,1)] gLALQbcbdfffhxjftxx SFS[D(4,3)(3,1)] gLALQbcbdfffhxjftxe SFS[D(4,1)(3,1)] gLALQbcbdfffhxjftxm toroidal gLALQbcbdfffhxjfxdx reducible gLALQbcbdfffhxjfxix reducible gLALQbcbdfffhxjfqle SFS[D(4,1)(2,1)] gLALQbcbdfffhxjfpqm reducible gLALQbcbdfffhxjfqqx SFS[D(4,1)(2,1)] gLALQbcbdfffhxjrxaa SFS[D(13,3)(2,1)] gLALQbcbdfffhxjrhxh toroidal gLALQbcbdfffhxjrxxe toroidal gLALQbcbdfffhxjrxxm toroidal gLALQbcbdfffhxjruxx SFS[D(13,10)(3,1)] gLALQbcbdfffhxjrtxx SFS[D(13,3)(3,1)] gLALQbcbdfffhxjrxdx toroidal gLALQbcbdfffhxjrxix toroidal gLALQbcbdfffhxjrqqx toroidal gLALQbcbdfffhxjkxaa toroidal gLALQbcbdfffhxjkhxh toroidal gLALQbcbdfffhxjkxxe SFS[D(17,10)(3,1)] gLALQbcbdfffhxjkxxm SFS[D(17,7)(3,1)] gLALQbcbdfffhxjkuxx toroidal gLALQbcbdfffhxjktxx toroidal gLALQbcbdfffhxjkxdx toroidal gLALQbcbdfffhxjkxix toroidal gLALQbcbdfffhxjkqqx SFS[D(17,7)(2,1)] gLALQbcbdfffxujbdea reducible gLALQbcbdfffxujbaea SFS[D(3,1)(2,1)] gLALQbcbdfffxujbeea SFS[D(3,1)(2,1)] gLALQbcbfffehmjtaaf reducible gLALQbcbfffehmjlaaf reducible gLALQbcbfffehmjpppf SFS[D(5,1)(3,1)] gLALQbcbfffehmjuuuf SFS[D(5,4)(3,1)] gLALQbcbfffehmjamaf SFS[D(5,1)(3,1)] gLALQbcbfffehmjpxpf SFS[D(5,4)(3,1)] gLALQbcbfffehmjueuf reducible gLALQbcbfffehmjaiaf SFS[D(5,4)(3,1)] gLALQbcbfffehmjplpf toroidal gLALQbcbfffehmjuhuf SFS[D(5,1)(3,1)] gLALQbcbfffehmjdedf SFS[A(5,1)] gLALQbcbfffehmjqaqf reducible gLALQbcbfffehmjimpf reducible gLALQbcbfffehmjhhaf SFS[D(5,1)(2,1)] gLALQbcbfffehmjtluf SFS[D(5,1)(2,1)] gLALQbcbfffehmjaxxf SFS[D(5,1)(2,1)] gLALQbcbfffehmjpuef reducible gLALQbcbfffehmjtlxf SFS[D(5,1)(2,1)] gLALQbcbdfffhpjftal reducible gLALQbcbdfffhpjftat SFS[D(3,1)(2,1)] gLALQbcbdfffhpjftaa SFS[D(3,1)(2,1)] gLALQbcbffefhejimga reducible gLALQbcbffefhejiaga SFS[D(4,1)(2,1)] gLALQbcbffefhejiiga SFS[D(4,1)(2,1)] gLALQbcbffefhljamga reducible gLALQbcbffefhljaiga reducible gLALQbcbffefhljddgd SFS[D(3,1)(2,1)] gLALQbcbffefhljeege SFS[D(3,1)(2,1)] gLALQbcbffefhljpaga SFS[D(3,1)(2,1)] gLALQbcbffefhljxdgd SFS[D(3,1)(2,1)] gLALQbcbffefhljlege reducible gLALQbcbffefhljuaga SFS[D(3,1)(2,1)] gLALQbcbffefhljidgd toroidal gLALQbcbffefhljqege SFS[D(3,1)(2,1)] gLALQbcbffefhljltgt SFS[A(2,1)] gLALQbcbffefhljahgh reducible gLALQbcbffefhljpugd reducible gLALQbcbffefhljqqga SFS[D(2,1)(2,1)] gLALQbcbffefhljimge SFS[D(2,1)(2,1)] gLALQbcbffefhljxagx SFS[D(2,1)(2,1)] gLALQbcbffefhljedgl reducible gLALQbcbffefhljimgx SFS[D(2,1)(2,1)] gLALQbcbffefhejimoi reducible gLALQbcbffefhejiaoi SFS[D(4,1)(2,1)] gLALQbcbffefhejiioi SFS[D(4,1)(2,1)] gLALQbcbffefhpjimoa reducible gLALQbcbffefhpjamga reducible gLALQbcbffefhpjaiga reducible gLALQbcbffefhpjddgd toroidal gLALQbcbffefhpjeege toroidal gLALQbcbffefhpjpaga toroidal gLALQbcbffefhpjxdgd toroidal gLALQbcbffefhpjlege reducible gLALQbcbffefhpjuaga toroidal gLALQbcbffefhpjidgd toroidal gLALQbcbffefhpjqege toroidal gLALQbcbffefhpjltgt toroidal gLALQbcbffefhpjahgh reducible gLALQbcbffefhpjitgh SFS[D(3,1)(2,1)] gLALQbcbffefhpjpugd reducible gLALQbcbffefhpjaugd SFS[D(3,1)(2,1)] gLALQbcbffefhpjqqga toroidal gLALQbcbffefhpjimge toroidal gLALQbcbffefhpjiage SFS[D(3,1)(2,1)] gLALQbcbffefhpjiige SFS[D(3,1)(2,1)] gLALQbcbffefhpjuugd SFS[D(3,1)(2,1)] gLALQbcbffefhpjiqgp SFS[D(3,1)(2,1)] gLALQbcbffefhpjxagx toroidal gLALQbcbffefhpjedgl reducible gLALQbcbffefhpjdagx SFS[D(3,1)(2,1)] gLALQbcbffefhpjaegp SFS[D(3,1)(2,1)] gLALQbcbffefhpjimgx toroidal gLALQbcbffefhpjiagx SFS[D(3,1)(2,1)] gLALQbcbffefhpjiigx SFS[D(3,1)(2,1)] gLALQbcbdfffhmjbeda reducible gLALQbcbdfffhajbeda reducible gLALQbcbdfffhajbtmh reducible gLALQbcbdfffhajbtdx SFS[D(2,1)(2,1)] gLALQbcbdfffhajbmex T2xI gLALQbcbdfffhajjaxa SFS[D(8,3)(2,1)] gLALQbcbdfffhajjxhh toroidal gLALQbcbdfffhajjtxx toroidal gLALQbcbdfffhajjuxx toroidal gLALQbcbdfffhajjxxl SFS[D(8,3)(3,1)] gLALQbcbdfffhajjxxp SFS[D(8,3)(3,1)] gLALQbcbdfffhajjxdx SFS[D(8,3)(3,1)] gLALQbcbdfffhajjxix SFS[D(8,3)(3,1)] gLALQbcbdfffhajjqqx SFS[D(8,3)(2,1)] gLALQbcbdfffhajnaxa toroidal gLALQbcbdfffhajnxhh SFS[D(7,2)(2,1)] gLALQbcbdfffhajntxx SFS[D(7,2)(3,1)] gLALQbcbdfffhajnuxx SFS[D(7,5)(3,1)] gLALQbcbdfffhajnxxl SFS[D(7,3)(3,1)] gLALQbcbdfffhajnxxp SFS[D(7,4)(3,1)] gLALQbcbdfffhajnxdx toroidal gLALQbcbdfffhajnxix toroidal gLALQbcbdfffhajnqqx SFS[D(7,3)(2,1)] gLALQbcbfffehajtaaf reducible gLALQbcbfffehajlaaf reducible gLALQbcbfffehajpppf SFS[D(3,1)(2,1)] gLALQbcbfffehajuuuf SFS[D(3,1)(2,1)] gLALQbcbfffehajamaf SFS[D(3,1)(2,1)] gLALQbcbfffehajpxpf SFS[D(3,1)(2,1)] gLALQbcbfffehajueuf reducible gLALQbcbfffehajaiaf SFS[D(3,1)(2,1)] gLALQbcbfffehajplpf toroidal gLALQbcbfffehajuhuf SFS[D(3,1)(2,1)] gLALQbcbfffehajdedf SFS[A(2,1)] gLALQbcbfffehajqaqf reducible gLALQbcbfffehajimpf reducible gLALQbcbfffehajhhaf SFS[D(2,1)(2,1)] gLALQbcbfffehajtluf SFS[D(2,1)(2,1)] gLALQbcbfffehajaxxf SFS[D(2,1)(2,1)] gLALQbcbfffehajpuef reducible gLALQbcbfffehajtlxf SFS[D(2,1)(2,1)] gLALQbcbfffehajtaak toroidal gLALQbcbfffehajlaak toroidal gLALQbcbfffehajpppk SFS[D(5,1)(3,1)] gLALQbcbfffehajuuuk SFS[D(5,4)(3,1)] gLALQbcbfffehajamak toroidal gLALQbcbfffehajaiak toroidal gLALQbcbfffehajqaqk toroidal gLALQbcbfffehajhhak SFS[D(5,1)(2,1)] gLALQbcbfffehajaxxk toroidal gLALQbcbfffehajtaar toroidal gLALQbcbfffehajlaar toroidal gLALQbcbfffehajpppr SFS[D(7,2)(3,1)] gLALQbcbfffehajuuur SFS[D(7,5)(3,1)] gLALQbcbfffehajamar SFS[D(7,4)(3,1)] gLALQbcbfffehajaiar SFS[D(7,3)(3,1)] gLALQbcbfffehajqaqr toroidal gLALQbcbfffehajhhar SFS[D(7,2)(2,1)] gLALQbcbfffehajaxxr SFS[D(7,3)(2,1)] gLALQbcbdfffxajbaim SFS[D(3,1)(2,1)] gLALQbcbdfffxajbaxa SFS[D(3,1)(2,1)] gLALQbcbdfffxajbeda reducible gLALQbcbdfffxajbmex SFS[A(3,1)] gLALQbcbdfffxajbqqx reducible gLALQbcbdfffxajbuxx SFS[D(3,1)(3,2)] gLALQbcbdfffxajbtxx SFS[D(3,1)(3,1)] gLALQbcbdfffxajbxix SFS[D(3,1)(3,1)] gLALQbcbdfffxajbuix reducible gLALQbcbdfffxajbtix SFS[D(3,1)(3,2)] gLALQbcbdfffxajbxdx SFS[D(3,1)(3,2)] gLALQbcbdfffxajbudx SFS[D(3,1)(3,1)] gLALQbcbdfffxajbtdx toroidal gLALQbcbdfffxajbxxp reducible gLALQbcbdfffxajbxxl reducible gLALQbcbdfffxajbuhe SFS[D(3,1)(2,1)] gLALQbcbdfffxajbtmh reducible gLALQbcbdfffxajbxhh SFS[D(3,1)(2,1)] gLALQbcbdfffxajjaxa reducible gLALQbcbdfffxajjqqx toroidal gLALQbcbdfffxajjuxx toroidal gLALQbcbdfffxajjtxx toroidal gLALQbcbdfffxajjxix reducible gLALQbcbdfffxajjxdx reducible gLALQbcbdfffxajjxxp toroidal gLALQbcbdfffxajjxxl toroidal gLALQbcbdfffxajjxhh toroidal gLALQbcbdfffxajnaxa SFS[D(3,1)(2,1)] gLALQbcbdfffxajnqqx toroidal gLALQbcbdfffxajnuxx SFS[D(3,1)(3,1)] gLALQbcbdfffxajntxx SFS[D(3,1)(3,2)] gLALQbcbdfffxajnxix SFS[D(3,1)(3,2)] gLALQbcbdfffxajnxdx SFS[D(3,1)(3,1)] gLALQbcbdfffxajnxxp toroidal gLALQbcbdfffxajnxxl toroidal gLALQbcbdfffxajnxhh SFS[D(3,1)(2,1)] gLALQbcbdfffhhjbdea reducible gLALQbcbdfffhhjbmth reducible gLALQbcbdfffhhjbmeq SFS[D(2,1)(2,1)] gLALQbcbdfffhhjbtdq T2xI gLALQbcbdfffhhjnaqa SFS[D(13,4)(2,1)] gLALQbcbdfffhhjnqhh toroidal gLALQbcbdfffhhjnmqq toroidal gLALQbcbdfffhhjnpqq toroidal gLALQbcbdfffhhjnqqi SFS[D(13,10)(3,1)] gLALQbcbdfffhhjnqqu SFS[D(13,3)(3,1)] gLALQbcbdfffhhjnqeq SFS[D(13,4)(3,1)] gLALQbcbdfffhhjnqlq SFS[D(13,9)(3,1)] gLALQbcbdfffhhjnxxq SFS[D(13,3)(2,1)] gLALQbcbdfffhhjjaqa toroidal gLALQbcbdfffhhjjqhh SFS[D(14,5)(2,1)] gLALQbcbdfffhhjjmqq SFS[D(14,5)(3,1)] gLALQbcbdfffhhjjpqq SFS[D(14,9)(3,1)] gLALQbcbdfffhhjjqqi SFS[D(14,11)(3,1)] gLALQbcbdfffhhjjqqu SFS[D(14,3)(3,1)] gLALQbcbdfffhhjjqeq toroidal gLALQbcbdfffhhjjqlq toroidal gLALQbcbdfffhhjjxxq SFS[D(14,3)(2,1)] gLALQbcbffefxxjaiga reducible gLALQbcbffefxxjamga reducible gLALQbcbffefxxjuaga SFS[D(5,4)(3,1)] gLALQbcbffefxxjpaga SFS[D(5,1)(3,1)] gLALQbcbffefxxjeege SFS[D(5,4)(3,1)] gLALQbcbffefxxjqege SFS[D(5,1)(3,1)] gLALQbcbffefxxjlege reducible gLALQbcbffefxxjddgd SFS[D(5,1)(3,1)] gLALQbcbffefxxjidgd toroidal gLALQbcbffefxxjxdgd SFS[D(5,4)(3,1)] gLALQbcbffefxxjltgt SFS[A(5,1)] gLALQbcbffefxxjahgh reducible gLALQbcbffefxxjedgl reducible gLALQbcbffefxxjxagx SFS[D(5,1)(2,1)] gLALQbcbffefxxjimgx SFS[D(5,1)(2,1)] gLALQbcbffefxxjqqga SFS[D(5,1)(2,1)] gLALQbcbffefxxjpugd reducible gLALQbcbffefxxjimge SFS[D(5,1)(2,1)] gLALQbcbffefxxjaija toroidal gLALQbcbffefxxjamja toroidal gLALQbcbffefxxjuaja SFS[D(3,1)(2,1)] gLALQbcbffefxxjpaja SFS[D(3,1)(2,1)] gLALQbcbffefxxjeeje toroidal gLALQbcbffefxxjddjd toroidal gLALQbcbffefxxjahjh toroidal gLALQbcbffefxxjxajx SFS[D(2,1)(2,1)] gLALQbcbffefxxjqqja toroidal gLALQbcbffefxxjaika toroidal gLALQbcbffefxxjamka toroidal gLALQbcbffefxxjuaka SFS[D(7,5)(3,1)] gLALQbcbffefxxjpaka SFS[D(7,2)(3,1)] gLALQbcbffefxxjeeke SFS[D(7,3)(3,1)] gLALQbcbffefxxjddkd SFS[D(7,4)(3,1)] gLALQbcbffefxxjahkh toroidal gLALQbcbffefxxjxakx SFS[D(7,2)(2,1)] gLALQbcbffefxxjqqka SFS[D(7,3)(2,1)] gLALQbcbdfffxxjfupa SFS[D(4,1)(2,1)] gLALQbcbdfffxxjfxaa SFS[D(4,1)(2,1)] gLALQbcbdfffxxjftal reducible gLALQbcbdfffxxjflxp SFS[A(4,1)] gLALQbcbdfffxxjfhxh reducible gLALQbcbdfffxxjfxxe SFS[D(4,1)(3,1)] gLALQbcbdfffxxjfxxm SFS[D(4,3)(3,1)] gLALQbcbdfffxxjfuxx SFS[D(4,3)(3,1)] gLALQbcbdfffxxjfuxe reducible gLALQbcbdfffxxjfuxm SFS[D(4,1)(3,1)] gLALQbcbdfffxxjftxx SFS[D(4,1)(3,1)] gLALQbcbdfffxxjftxe SFS[D(4,3)(3,1)] gLALQbcbdfffxxjftxm toroidal gLALQbcbdfffxxjfxdx reducible gLALQbcbdfffxxjfxix reducible gLALQbcbdfffxxjfqle SFS[D(4,1)(2,1)] gLALQbcbdfffxxjfpqm reducible gLALQbcbdfffxxjfqqx SFS[D(4,1)(2,1)] gLALQbcbdfffxxjrxaa SFS[D(7,1)(2,1)] gLALQbcbdfffxxjrhxh toroidal gLALQbcbdfffxxjrxxe toroidal gLALQbcbdfffxxjrxxm toroidal gLALQbcbdfffxxjruxx SFS[D(7,6)(3,1)] gLALQbcbdfffxxjrtxx SFS[D(7,1)(3,1)] gLALQbcbdfffxxjrxdx toroidal gLALQbcbdfffxxjrxix toroidal gLALQbcbdfffxxjrqqx toroidal gLALQbcbdfffxxjkxaa SFS[D(11,2)(2,1)] gLALQbcbdfffxxjkhxh toroidal gLALQbcbdfffxxjkxxe SFS[D(11,6)(3,1)] gLALQbcbdfffxxjkxxm SFS[D(11,5)(3,1)] gLALQbcbdfffxxjkuxx SFS[D(11,9)(3,1)] gLALQbcbdfffxxjktxx SFS[D(11,2)(3,1)] gLALQbcbdfffxxjkxdx toroidal gLALQbcbdfffxxjkxix toroidal gLALQbcbdfffxxjkqqx SFS[D(11,5)(2,1)] gLALQbcbdfffhujbdea reducible gLALQbcbfffexmjtaaf reducible gLALQbcbfffexmjlaaf reducible gLALQbcbfffexmjpppf SFS[D(7,3)(3,1)] gLALQbcbfffexmjuuuf SFS[D(7,4)(3,1)] gLALQbcbfffexmjamaf SFS[D(7,3)(3,1)] gLALQbcbfffexmjpxpf SFS[D(7,4)(3,1)] gLALQbcbfffexmjueuf reducible gLALQbcbfffexmjaiaf SFS[D(7,4)(3,1)] gLALQbcbfffexmjplpf toroidal gLALQbcbfffexmjuhuf SFS[D(7,3)(3,1)] gLALQbcbfffexmjdedf SFS[A(7,3)] gLALQbcbfffexmjqaqf reducible gLALQbcbfffexmjimpf reducible gLALQbcbfffexmjhhaf SFS[D(7,3)(2,1)] gLALQbcbfffexmjtluf SFS[D(7,3)(2,1)] gLALQbcbfffexmjaxxf SFS[D(7,3)(2,1)] gLALQbcbfffexmjpuef reducible gLALQbcbfffexmjtlxf SFS[D(7,3)(2,1)] gLALQbcbdfffhijbeda reducible gLALQbcbffefllkimgm reducible gLALQbcbdffflakbtmh reducible gLALQbcbfffedajtltf reducible gLALQbcbdffftarbtmh reducible gLALQcbbffefidnimgm reducible gLALQbcbffefdljimgm reducible gLALQbcbdfffdajbtmh reducible gLALQbcbfffelaktltf reducible gLALQbcbdfffeajbtmh reducible gLALQcbbffefiijimgm reducible gLALQbcbffefairtlga reducible gLALQbcbffefapkamga reducible gLALQbcbffefapkaiga reducible gLALQbcbffefapkddgd toroidal gLALQbcbffefapkeege toroidal gLALQbcbffefapkpaga toroidal gLALQbcbffefapkxdgd toroidal gLALQbcbffefapklege reducible gLALQbcbffefapkuaga toroidal gLALQbcbffefapkidgd toroidal gLALQbcbffefapkqege toroidal gLALQbcbffefapkltgt toroidal gLALQbcbffefapkahgh reducible gLALQbcbffefapkitgh SFS[D(2,1)(2,1)] gLALQbcbffefapkpugd reducible gLALQbcbffefapkaugd SFS[D(2,1)(2,1)] gLALQbcbffefapkqqga toroidal gLALQbcbffefapkimge toroidal gLALQbcbffefapkiage SFS[D(2,1)(2,1)] gLALQbcbffefapkiige SFS[D(2,1)(2,1)] gLALQbcbffefapkuugd SFS[D(2,1)(2,1)] gLALQbcbffefapkiqgp SFS[D(2,1)(2,1)] gLALQbcbffefapkxagx toroidal gLALQbcbffefapkedgl reducible gLALQbcbffefapkdagx SFS[D(2,1)(2,1)] gLALQbcbffefapkaegp SFS[D(2,1)(2,1)] gLALQbcbffefapkimgx toroidal gLALQbcbffefapkiagx SFS[D(2,1)(2,1)] gLALQbcbffefapkiigx SFS[D(2,1)(2,1)] gLALQbcbdfffamkbeda reducible gLALQbcbdfffaekbdea reducible gLALQcbbffefiajaiga reducible gLALQcbbffefiajamga reducible gLALQcbbffefiajuaga SFS[D(3,1)(3,1)] gLALQcbbffefiajpaga SFS[D(3,1)(3,2)] gLALQcbbffefiajeege SFS[D(3,1)(3,1)] gLALQcbbffefiajqege SFS[D(3,1)(3,2)] gLALQcbbffefiajlege reducible gLALQcbbffefiajddgd SFS[D(3,1)(3,2)] gLALQcbbffefiajidgd toroidal gLALQcbbffefiajxdgd SFS[D(3,1)(3,1)] gLALQcbbffefiajltgt SFS[A(3,1)] gLALQcbbffefiajahgh reducible gLALQcbbffefiajedgl reducible gLALQcbbffefiajxagx SFS[D(3,1)(2,1)] gLALQcbbffefiajimgx SFS[D(3,1)(2,1)] gLALQcbbffefiajqqga SFS[D(3,1)(2,1)] gLALQcbbffefiajpugd reducible gLALQcbbffefiajimge SFS[D(3,1)(2,1)] gLALQbcbdfffaerbdea reducible gLALQbcbdfffahkbdea reducible gLALQbcbdfffahkbmth reducible gLALQbcbdfffahkbmeq SFS[D(2,1)(2,1)] gLALQbcbdfffahkbtdq T2xI gLALQbcbdfffahknaqa SFS[D(2,1)(2,1)] gLALQbcbdfffahknqhh reducible gLALQbcbdfffahknmqq reducible gLALQbcbdfffahknpqq reducible gLALQbcbdfffahknqqi SFS[D(3,1)(2,1)] gLALQbcbdfffahknqqu SFS[D(3,1)(2,1)] gLALQbcbdfffahknqeq SFS[D(3,1)(2,1)] gLALQbcbdfffahknqlq SFS[D(3,1)(2,1)] gLALQbcbdfffahknxxq SFS[D(2,1)(2,1)] gLALQbcbffefaxraiga reducible gLALQbcbffefaxramga reducible gLALQbcbffefaxruaga reducible gLALQbcbffefaxrpaga reducible gLALQbcbffefaxreege reducible gLALQbcbffefaxrqege reducible gLALQbcbffefaxrlege reducible gLALQbcbffefaxrddgd reducible gLALQbcbffefaxridgd reducible gLALQbcbffefaxrxdgd reducible gLALQbcbffefaxrltgt reducible gLALQbcbffefaxrahgh reducible gLALQbcbffefaxredgl reducible gLALQbcbffefaxrxagx reducible gLALQbcbffefaxrimgx reducible gLALQbcbffefaxrqqga reducible gLALQbcbffefaxrpugd reducible gLALQbcbffefaxrimge reducible gLALQbcbffefaxraija reducible gLALQbcbffefaxramja reducible gLALQbcbffefaxruaja SFS[D(3,1)(3,1)] gLALQbcbffefaxrpaja SFS[D(3,1)(3,2)] gLALQbcbffefaxreeje SFS[D(3,1)(3,1)] gLALQbcbffefaxrddjd SFS[D(3,1)(3,2)] gLALQbcbffefaxrahjh reducible gLALQbcbffefaxrxajx SFS[D(3,1)(2,1)] gLALQbcbffefaxrqqja SFS[D(3,1)(2,1)] gLALQbcbffefaxraika reducible gLALQbcbffefaxramka reducible gLALQbcbffefaxruaka SFS[D(3,1)(3,2)] gLALQbcbffefaxrpaka SFS[D(3,1)(3,1)] gLALQbcbffefaxreeke SFS[D(3,1)(3,2)] gLALQbcbffefaxrddkd SFS[D(3,1)(3,1)] gLALQbcbffefaxrahkh reducible gLALQbcbffefaxrxakx SFS[D(3,1)(2,1)] gLALQbcbffefaxrqqka SFS[D(3,1)(2,1)] gLALQbcbdfffaxrftal reducible gLALQbcbdfffaxrflxp T2xI gLALQbcbdfffaxrftxm SFS[D(2,1)(2,1)] gLALQbcbdfffaxrfpqm reducible gLALQbcbdfffaxrrxaa SFS[D(2,1)(2,1)] gLALQbcbdfffaxrrhxh SFS[D(2,1)(2,1)] gLALQbcbdfffaxrrxxe reducible gLALQbcbdfffaxrrxxm reducible gLALQbcbdfffaxrruxx SFS[D(3,1)(2,1)] gLALQbcbdfffaxrrtxx SFS[D(3,1)(2,1)] gLALQbcbdfffaxrrxdx SFS[D(3,1)(2,1)] gLALQbcbdfffaxrrxix SFS[D(3,1)(2,1)] gLALQbcbdfffaxrrqqx reducible gLALQbcbdfffaukbdea reducible gLALQbcbfffeamrtaaf reducible gLALQbcbfffeamrlaaf reducible gLALQbcbfffeamrpppf SFS[D(3,1)(3,2)] gLALQbcbfffeamruuuf SFS[D(3,1)(3,1)] gLALQbcbfffeamramaf SFS[D(3,1)(3,2)] gLALQbcbfffeamrpxpf SFS[D(3,1)(3,1)] gLALQbcbfffeamrueuf reducible gLALQbcbfffeamraiaf SFS[D(3,1)(3,1)] gLALQbcbfffeamrplpf toroidal gLALQbcbfffeamruhuf SFS[D(3,1)(3,2)] gLALQbcbfffeamrdedf SFS[A(3,1)] gLALQbcbfffeamrqaqf reducible gLALQbcbfffeamrimpf reducible gLALQbcbfffeamrhhaf SFS[D(3,1)(2,1)] gLALQbcbfffeamrtluf SFS[D(3,1)(2,1)] gLALQbcbfffeamraxxf SFS[D(3,1)(2,1)] gLALQbcbfffeamrpuef reducible gLALQbcbfffeamrtlxf SFS[D(3,1)(2,1)] gLALQbcbdfffaikbeda reducible gLALQbcbffefaekimoi reducible gLALQbcbffefalkaiga reducible gLALQbcbffefalkamga reducible gLALQbcbffefalkuaga SFS[D(3,1)(3,2)] gLALQbcbffefalkpaga SFS[D(3,1)(3,1)] gLALQbcbffefalkeege SFS[D(3,1)(3,2)] gLALQbcbffefalkqege SFS[D(3,1)(3,1)] gLALQbcbffefalklege reducible gLALQbcbffefalkddgd SFS[D(3,1)(3,1)] gLALQbcbffefalkidgd toroidal gLALQbcbffefalkxdgd SFS[D(3,1)(3,2)] gLALQbcbffefalkltgt SFS[A(3,1)] gLALQbcbffefalkahgh reducible gLALQbcbffefalkedgl reducible gLALQbcbffefalkxagx SFS[D(3,1)(2,1)] gLALQbcbffefalkimgx SFS[D(3,1)(2,1)] gLALQbcbffefalkqqga SFS[D(3,1)(2,1)] gLALQbcbffefalkpugd reducible gLALQbcbffefalkimge SFS[D(3,1)(2,1)] gLALQbcbffefaekimga reducible gLALQbcbffefaiktlga reducible gLALQbcbffefapramga reducible gLALQbcbffefapraiga reducible gLALQbcbffefaprddgd SFS[D(3,1)(3,1)] gLALQbcbffefapreege SFS[D(3,1)(3,2)] gLALQbcbffefaprpaga SFS[D(3,1)(3,1)] gLALQbcbffefaprxdgd SFS[D(3,1)(3,2)] gLALQbcbffefaprlege reducible gLALQbcbffefapruaga SFS[D(3,1)(3,2)] gLALQbcbffefapridgd toroidal gLALQbcbffefaprqege SFS[D(3,1)(3,1)] gLALQbcbffefaprltgt SFS[A(3,1)] gLALQbcbffefaprahgh reducible gLALQbcbffefaprpugd reducible gLALQbcbffefaprqqga SFS[D(3,1)(2,1)] gLALQbcbffefaprimge SFS[D(3,1)(2,1)] gLALQbcbffefaprxagx SFS[D(3,1)(2,1)] gLALQbcbffefapredgl reducible gLALQbcbffefaprimgx SFS[D(3,1)(2,1)] gLALQbcbdfffamrbeda reducible gLALQbcbdfffaarbaxa SFS[D(2,1)(2,1)] gLALQbcbdfffaarbaim SFS[D(2,1)(2,1)] gLALQbcbdfffaarbeda reducible gLALQbcbdfffaarbtmh reducible gLALQbcbdfffaarbuhe SFS[D(2,1)(2,1)] gLALQbcbdfffaarbxhh SFS[D(2,1)(2,1)] gLALQbcbdfffaarbtxx SFS[D(3,1)(2,1)] gLALQbcbdfffaarbuxx SFS[D(3,1)(2,1)] gLALQbcbdfffaarbxxl reducible gLALQbcbdfffaarbxxp reducible gLALQbcbdfffaarbxdx SFS[D(3,1)(2,1)] gLALQbcbdfffaarbtdx toroidal gLALQbcbdfffaarbudx SFS[D(3,1)(2,1)] gLALQbcbdfffaarbxix SFS[D(3,1)(2,1)] gLALQbcbdfffaarbtix SFS[D(3,1)(2,1)] gLALQbcbdfffaarbuix reducible gLALQbcbdfffaarbmex SFS[A(2,1)] gLALQbcbdfffaarbqqx reducible gLALQbcbdfffaarjaxa SFS[D(5,1)(2,1)] gLALQbcbdfffaarjxhh toroidal gLALQbcbdfffaarjtxx toroidal gLALQbcbdfffaarjuxx toroidal gLALQbcbdfffaarjxxl toroidal gLALQbcbdfffaarjxxp toroidal gLALQbcbdfffaarjxdx SFS[D(5,1)(3,1)] gLALQbcbdfffaarjxix SFS[D(5,4)(3,1)] gLALQbcbdfffaarjqqx toroidal gLALQbcbdfffaarnaxa SFS[D(7,2)(2,1)] gLALQbcbdfffaarnxhh SFS[D(7,3)(2,1)] gLALQbcbdfffaarntxx SFS[D(7,3)(3,1)] gLALQbcbdfffaarnuxx SFS[D(7,4)(3,1)] gLALQbcbdfffaarnxxl toroidal gLALQbcbdfffaarnxxp toroidal gLALQbcbdfffaarnxdx SFS[D(7,2)(3,1)] gLALQbcbdfffaarnxix SFS[D(7,5)(3,1)] gLALQbcbdfffaarnqqx toroidal gLALQbcbfffeaaklaaf reducible gLALQbcbfffeaaktaaf reducible gLALQbcbfffeaakaiaf SFS[D(3,1)(3,1)] gLALQbcbfffeaakamaf SFS[D(3,1)(3,2)] gLALQbcbfffeaakuuuf SFS[D(3,1)(3,1)] gLALQbcbfffeaakuhuf SFS[D(3,1)(3,2)] gLALQbcbfffeaakueuf reducible gLALQbcbfffeaakpppf SFS[D(3,1)(3,2)] gLALQbcbfffeaakplpf toroidal gLALQbcbfffeaakpxpf SFS[D(3,1)(3,1)] gLALQbcbfffeaakdedf SFS[A(3,1)] gLALQbcbfffeaakqaqf reducible gLALQbcbfffeaakpuef reducible gLALQbcbfffeaakaxxf SFS[D(3,1)(2,1)] gLALQbcbfffeaaktlxf SFS[D(3,1)(2,1)] gLALQbcbfffeaakhhaf SFS[D(3,1)(2,1)] gLALQbcbfffeaakimpf reducible gLALQbcbfffeaaktluf SFS[D(3,1)(2,1)] gLALQbcbfffeaaklaar toroidal gLALQbcbfffeaaktaar toroidal gLALQbcbfffeaakaiar SFS[D(3,1)(3,2)] gLALQbcbfffeaakamar SFS[D(3,1)(3,1)] gLALQbcbfffeaakuuur SFS[D(3,1)(3,2)] gLALQbcbfffeaakpppr SFS[D(3,1)(3,1)] gLALQbcbfffeaakqaqr toroidal gLALQbcbfffeaakaxxr SFS[D(3,1)(2,1)] gLALQbcbfffeaakhhar SFS[D(3,1)(2,1)] gLALQbcbfffeaaklaak toroidal gLALQbcbfffeaaktaak toroidal gLALQbcbfffeaakaiak toroidal gLALQbcbfffeaakamak toroidal gLALQbcbfffeaakuuuk reducible gLALQbcbfffeaakpppk reducible gLALQbcbfffeaakqaqk toroidal gLALQbcbfffeaakaxxk toroidal gLALQbcbfffeaakhhak reducible gLALQbcbdfffaakbeda reducible gLALQbcbdfffaakbmex T2xI gLALQbcbdfffaakbtdx SFS[D(2,1)(2,1)] gLALQbcbdfffaakbtmh reducible gLALQbcbdfffaakjaxa SFS[D(7,2)(2,1)] gLALQbcbdfffaakjqqx SFS[D(7,3)(2,1)] gLALQbcbdfffaakjuxx toroidal gLALQbcbdfffaakjtxx toroidal gLALQbcbdfffaakjxix SFS[D(7,5)(3,1)] gLALQbcbdfffaakjxdx SFS[D(7,2)(3,1)] gLALQbcbdfffaakjxxp SFS[D(7,3)(3,1)] gLALQbcbdfffaakjxxl SFS[D(7,4)(3,1)] gLALQbcbdfffaakjxhh toroidal gLALQbcbdfffaaknaxa toroidal gLALQbcbdfffaaknqqx SFS[D(8,3)(2,1)] gLALQbcbdfffaaknuxx SFS[D(8,3)(3,1)] gLALQbcbdfffaakntxx SFS[D(8,3)(3,1)] gLALQbcbdfffaaknxix toroidal gLALQbcbdfffaaknxdx toroidal gLALQbcbdfffaaknxxp SFS[D(8,3)(3,1)] gLALQbcbdfffaaknxxl SFS[D(8,3)(3,1)] gLALQbcbdfffaaknxhh SFS[D(8,3)(2,1)] gLALQbcbdfffahrbaqa SFS[D(2,1)(2,1)] gLALQbcbdfffahrbalt SFS[D(2,1)(2,1)] gLALQbcbdfffahrbdea reducible gLALQbcbdfffahrbmth reducible gLALQbcbdfffahrbphd SFS[D(2,1)(2,1)] gLALQbcbdfffahrbqhh SFS[D(2,1)(2,1)] gLALQbcbdfffahrbmqq SFS[D(3,1)(2,1)] gLALQbcbdfffahrbpqq SFS[D(3,1)(2,1)] gLALQbcbdfffahrbqqi reducible gLALQbcbdfffahrbqqu reducible gLALQbcbdfffahrbqeq SFS[D(3,1)(2,1)] gLALQbcbdfffahrbmeq toroidal gLALQbcbdfffahrbpeq SFS[D(3,1)(2,1)] gLALQbcbdfffahrbqlq SFS[D(3,1)(2,1)] gLALQbcbdfffahrbmlq SFS[D(3,1)(2,1)] gLALQbcbdfffahrbplq reducible gLALQbcbdfffahrbtdq SFS[A(2,1)] gLALQbcbdfffahrbxxq reducible gLALQbcbdfffahrnaqa SFS[D(5,1)(2,1)] gLALQbcbdfffahrnqhh toroidal gLALQbcbdfffahrnmqq toroidal gLALQbcbdfffahrnpqq toroidal gLALQbcbdfffahrnqqi toroidal gLALQbcbdfffahrnqqu toroidal gLALQbcbdfffahrnqeq SFS[D(5,1)(3,1)] gLALQbcbdfffahrnqlq SFS[D(5,4)(3,1)] gLALQbcbdfffahrnxxq toroidal gLALQbcbdfffahrjaqa SFS[D(7,2)(2,1)] gLALQbcbdfffahrjqhh SFS[D(7,3)(2,1)] gLALQbcbdfffahrjmqq SFS[D(7,3)(3,1)] gLALQbcbdfffahrjpqq SFS[D(7,4)(3,1)] gLALQbcbdfffahrjqqi toroidal gLALQbcbdfffahrjqqu toroidal gLALQbcbdfffahrjqeq SFS[D(7,2)(3,1)] gLALQbcbdfffahrjqlq SFS[D(7,5)(3,1)] gLALQbcbdfffahrjxxq toroidal gLALQbcbffefaxkaiga reducible gLALQbcbffefaxkamga reducible gLALQbcbffefaxkuaga SFS[D(3,1)(3,1)] gLALQbcbffefaxkpaga SFS[D(3,1)(3,2)] gLALQbcbffefaxkeege SFS[D(3,1)(3,1)] gLALQbcbffefaxkqege SFS[D(3,1)(3,2)] gLALQbcbffefaxklege reducible gLALQbcbffefaxkddgd SFS[D(3,1)(3,2)] gLALQbcbffefaxkidgd toroidal gLALQbcbffefaxkxdgd SFS[D(3,1)(3,1)] gLALQbcbffefaxkltgt SFS[A(3,1)] gLALQbcbffefaxkahgh reducible gLALQbcbffefaxkedgl reducible gLALQbcbffefaxkxagx SFS[D(3,1)(2,1)] gLALQbcbffefaxkimgx SFS[D(3,1)(2,1)] gLALQbcbffefaxkqqga SFS[D(3,1)(2,1)] gLALQbcbffefaxkpugd reducible gLALQbcbffefaxkimge SFS[D(3,1)(2,1)] gLALQbcbffefaxkaija toroidal gLALQbcbffefaxkamja toroidal gLALQbcbffefaxkuaja SFS[D(3,1)(3,2)] gLALQbcbffefaxkpaja SFS[D(3,1)(3,1)] gLALQbcbffefaxkeeje SFS[D(3,1)(3,2)] gLALQbcbffefaxkddjd SFS[D(3,1)(3,1)] gLALQbcbffefaxkahjh toroidal gLALQbcbffefaxkxajx SFS[D(3,1)(2,1)] gLALQbcbffefaxkqqja SFS[D(3,1)(2,1)] gLALQbcbffefaxkaika toroidal gLALQbcbffefaxkamka toroidal gLALQbcbffefaxkuaka toroidal gLALQbcbffefaxkpaka toroidal gLALQbcbffefaxkeeke reducible gLALQbcbffefaxkddkd reducible gLALQbcbffefaxkahkh toroidal gLALQbcbffefaxkxakx toroidal gLALQbcbffefaxkqqka reducible gLALQbcbdfffaxkftal reducible gLALQbcbdfffaxkflxp T2xI gLALQbcbdfffaxkftxm SFS[D(2,1)(2,1)] gLALQbcbdfffaxkfpqm reducible gLALQbcbdfffaxkrxaa SFS[D(7,2)(2,1)] gLALQbcbdfffaxkrhxh SFS[D(7,3)(2,1)] gLALQbcbdfffaxkrxxe toroidal gLALQbcbdfffaxkrxxm toroidal gLALQbcbdfffaxkruxx SFS[D(7,5)(3,1)] gLALQbcbdfffaxkrtxx SFS[D(7,2)(3,1)] gLALQbcbdfffaxkrxdx SFS[D(7,3)(3,1)] gLALQbcbdfffaxkrxix SFS[D(7,4)(3,1)] gLALQbcbdfffaxkrqqx toroidal gLALQbcbdfffaxkkxaa toroidal gLALQbcbdfffaxkkhxh SFS[D(8,3)(2,1)] gLALQbcbdfffaxkkxxe SFS[D(8,3)(3,1)] gLALQbcbdfffaxkkxxm SFS[D(8,3)(3,1)] gLALQbcbdfffaxkkuxx toroidal gLALQbcbdfffaxkktxx toroidal gLALQbcbdfffaxkkxdx SFS[D(8,3)(3,1)] gLALQbcbdfffaxkkxix SFS[D(8,3)(3,1)] gLALQbcbdfffaxkkqqx SFS[D(8,3)(2,1)] gLALQbcbdfffaurbdea reducible gLALQbcbdfffaurbaea SFS[D(2,1)(2,1)] gLALQbcbdfffaurbeea SFS[D(2,1)(2,1)] gLALQbcbfffeamktaaf reducible gLALQbcbfffeamklaaf reducible gLALQbcbfffeamkpppf reducible gLALQbcbfffeamkuuuf reducible gLALQbcbfffeamkamaf reducible gLALQbcbfffeamkpxpf reducible gLALQbcbfffeamkueuf reducible gLALQbcbfffeamkaiaf reducible gLALQbcbfffeamkplpf reducible gLALQbcbfffeamkuhuf reducible gLALQbcbfffeamkdedf reducible gLALQbcbfffeamkqaqf reducible gLALQbcbfffeamkimpf reducible gLALQbcbfffeamkhhaf reducible gLALQbcbfffeamktluf reducible gLALQbcbfffeamkaxxf reducible gLALQbcbfffeamkpuef reducible gLALQbcbfffeamktlxf reducible gLALQbcbdfffairbeda reducible gLALQbcbdfffairbdda SFS[D(2,1)(2,1)] gLALQbcbdfffairbada SFS[D(2,1)(2,1)] gLALQbcbffefhiwtlga reducible gLALQbcbffefxpnamga reducible gLALQbcbffefxpnaiga reducible gLALQbcbffefxpnddgd toroidal gLALQbcbffefxpneege toroidal gLALQbcbffefxpnpaga toroidal gLALQbcbffefxpnxdgd toroidal gLALQbcbffefxpnlege reducible gLALQbcbffefxpnuaga toroidal gLALQbcbffefxpnidgd toroidal gLALQbcbffefxpnqege toroidal gLALQbcbffefxpnltgt toroidal gLALQbcbffefxpnahgh reducible gLALQbcbffefxpnitgh SFS[D(2,1)(2,1)] gLALQbcbffefxpnpugd reducible gLALQbcbffefxpnaugd SFS[D(2,1)(2,1)] gLALQbcbffefxpnqqga toroidal gLALQbcbffefxpnimge toroidal gLALQbcbffefxpniage SFS[D(2,1)(2,1)] gLALQbcbffefxpniige SFS[D(2,1)(2,1)] gLALQbcbffefxpnuugd SFS[D(2,1)(2,1)] gLALQbcbffefxpniqgp SFS[D(2,1)(2,1)] gLALQbcbffefxpnxagx toroidal gLALQbcbffefxpnedgl reducible gLALQbcbffefxpndagx SFS[D(2,1)(2,1)] gLALQbcbffefxpnaegp SFS[D(2,1)(2,1)] gLALQbcbffefxpnimgx toroidal gLALQbcbffefxpniagx SFS[D(2,1)(2,1)] gLALQbcbffefxpniigx SFS[D(2,1)(2,1)] gLALQbcbdfffxmnbeda reducible gLALQbcbdfffxenbdea reducible gLALQcbbffefihrddgd toroidal gLALQcbbffefihreege toroidal gLALQcbbffefihrpaga toroidal gLALQcbbffefihrxdgd toroidal gLALQcbbffefihruaga toroidal gLALQcbbffefihridgd toroidal gLALQcbbffefihrqege toroidal gLALQcbbffefihrltgt toroidal gLALQcbbffefihritgh SFS[D(5,2)(2,1)] gLALQcbbffefihrpugd reducible gLALQcbbffefihraugd SFS[D(5,2)(2,1)] gLALQcbbffefihrqqga toroidal gLALQcbbffefihrimge toroidal gLALQcbbffefihriage SFS[D(5,2)(2,1)] gLALQcbbffefihriige SFS[D(5,2)(2,1)] gLALQcbbffefihruugd SFS[D(5,2)(2,1)] gLALQcbbffefihriqgp SFS[D(5,2)(2,1)] gLALQcbbffefihrxagx toroidal gLALQcbbffefihredgl reducible gLALQcbbffefihrdagx SFS[D(5,2)(2,1)] gLALQcbbffefihraegp SFS[D(5,2)(2,1)] gLALQcbbffefihrimgx toroidal gLALQcbbffefihriagx SFS[D(5,2)(2,1)] gLALQcbbffefihriigx SFS[D(5,2)(2,1)] gLALQbcbdfffhewbdea reducible gLALQbcbdfffxhnbaqa SFS[D(3,1)(2,1)] gLALQbcbdfffxhnbalt SFS[D(3,1)(2,1)] gLALQbcbdfffxhnbdea reducible gLALQbcbdfffxhnbmth reducible gLALQbcbdfffxhnbphd SFS[D(3,1)(2,1)] gLALQbcbdfffxhnbqhh SFS[D(3,1)(2,1)] gLALQbcbdfffxhnbmqq SFS[D(3,1)(3,1)] gLALQbcbdfffxhnbpqq SFS[D(3,1)(3,2)] gLALQbcbdfffxhnbqqi reducible gLALQbcbdfffxhnbqqu reducible gLALQbcbdfffxhnbqeq SFS[D(3,1)(3,2)] gLALQbcbdfffxhnbmeq toroidal gLALQbcbdfffxhnbpeq SFS[D(3,1)(3,1)] gLALQbcbdfffxhnbqlq SFS[D(3,1)(3,1)] gLALQbcbdfffxhnbmlq SFS[D(3,1)(3,2)] gLALQbcbdfffxhnbplq reducible gLALQbcbdfffxhnbtdq SFS[A(3,1)] gLALQbcbdfffxhnbxxq reducible gLALQbcbdfffxhnnaqa SFS[D(18,5)(2,1)] gLALQbcbdfffxhnnqhh toroidal gLALQbcbdfffxhnnmqq toroidal gLALQbcbdfffxhnnpqq toroidal gLALQbcbdfffxhnnqqi toroidal gLALQbcbdfffxhnnqqu toroidal gLALQbcbdfffxhnnqeq SFS[D(18,5)(3,1)] gLALQbcbdfffxhnnqlq SFS[D(18,13)(3,1)] gLALQbcbdfffxhnnxxq toroidal gLALQbcbdfffxhnjaqa toroidal gLALQbcbdfffxhnjqhh SFS[D(21,8)(2,1)] gLALQbcbdfffxhnjmqq SFS[D(21,8)(3,1)] gLALQbcbdfffxhnjpqq SFS[D(21,13)(3,1)] gLALQbcbdfffxhnjqqi toroidal gLALQbcbdfffxhnjqqu toroidal gLALQbcbdfffxhnjqeq toroidal gLALQbcbdfffxhnjqlq toroidal gLALQbcbdfffxhnjxxq toroidal gLALQbcbffefhxwaiga reducible gLALQbcbffefhxwamga reducible gLALQbcbffefhxwuaga SFS[D(8,3)(3,1)] gLALQbcbffefhxwpaga SFS[D(8,3)(3,1)] gLALQbcbffefhxweege SFS[D(8,3)(3,1)] gLALQbcbffefhxwqege SFS[D(8,3)(3,1)] gLALQbcbffefhxwlege reducible gLALQbcbffefhxwddgd SFS[D(8,3)(3,1)] gLALQbcbffefhxwidgd toroidal gLALQbcbffefhxwxdgd SFS[D(8,3)(3,1)] gLALQbcbffefhxwltgt SFS[A(8,3)] gLALQbcbffefhxwahgh reducible gLALQbcbffefhxwedgl reducible gLALQbcbffefhxwxagx SFS[D(8,3)(2,1)] gLALQbcbffefhxwimgx SFS[D(8,3)(2,1)] gLALQbcbffefhxwqqga SFS[D(8,3)(2,1)] gLALQbcbffefhxwpugd reducible gLALQbcbffefhxwimge SFS[D(8,3)(2,1)] gLALQbcbffefhxwaija toroidal gLALQbcbffefhxwamja toroidal gLALQbcbffefhxweeje toroidal gLALQbcbffefhxwddjd toroidal gLALQbcbffefhxwahjh toroidal gLALQbcbffefhxwqqja toroidal gLALQbcbffefhxwaika toroidal gLALQbcbffefhxwamka toroidal gLALQbcbffefhxwuaka toroidal gLALQbcbffefhxwpaka toroidal gLALQbcbffefhxweeke SFS[D(7,2)(3,1)] gLALQbcbffefhxwddkd SFS[D(7,5)(3,1)] gLALQbcbffefhxwahkh toroidal gLALQbcbffefhxwxakx toroidal gLALQbcbffefhxwqqka SFS[D(7,2)(2,1)] gLALQbcbdfffhxwfupa SFS[D(5,2)(2,1)] gLALQbcbdfffhxwfxaa SFS[D(5,2)(2,1)] gLALQbcbdfffhxwftal reducible gLALQbcbdfffhxwflxp SFS[A(5,2)] gLALQbcbdfffhxwfhxh reducible gLALQbcbdfffhxwfxxe SFS[D(5,3)(3,1)] gLALQbcbdfffhxwfxxm SFS[D(5,2)(3,1)] gLALQbcbdfffhxwfuxx SFS[D(5,2)(3,1)] gLALQbcbdfffhxwfuxe reducible gLALQbcbdfffhxwfuxm SFS[D(5,3)(3,1)] gLALQbcbdfffhxwftxx SFS[D(5,3)(3,1)] gLALQbcbdfffhxwftxe SFS[D(5,2)(3,1)] gLALQbcbdfffhxwftxm toroidal gLALQbcbdfffhxwfxdx reducible gLALQbcbdfffhxwfxix reducible gLALQbcbdfffhxwfqle SFS[D(5,2)(2,1)] gLALQbcbdfffhxwfpqm reducible gLALQbcbdfffhxwfqqx SFS[D(5,2)(2,1)] gLALQbcbdfffhxwrxaa SFS[D(14,3)(2,1)] gLALQbcbdfffhxwrhxh toroidal gLALQbcbdfffhxwrxxe toroidal gLALQbcbdfffhxwrxxm toroidal gLALQbcbdfffhxwruxx SFS[D(14,11)(3,1)] gLALQbcbdfffhxwrtxx SFS[D(14,3)(3,1)] gLALQbcbdfffhxwrxdx toroidal gLALQbcbdfffhxwrxix toroidal gLALQbcbdfffhxwrqqx toroidal gLALQbcbdfffhxwkxaa toroidal gLALQbcbdfffhxwkhxh toroidal gLALQbcbdfffhxwkxxe SFS[D(19,11)(3,1)] gLALQbcbdfffhxwkxxm SFS[D(19,8)(3,1)] gLALQbcbdfffhxwkuxx toroidal gLALQbcbdfffhxwktxx toroidal gLALQbcbdfffhxwkxdx toroidal gLALQbcbdfffhxwkxix toroidal gLALQbcbdfffhxwkqqx SFS[D(19,8)(2,1)] gLALQbcbdfffxunbdea reducible gLALQbcbdfffxunbaea SFS[D(3,1)(2,1)] gLALQbcbdfffxunbeea SFS[D(3,1)(2,1)] gLALQbcbfffehmwtaaf reducible gLALQbcbfffehmwlaaf reducible gLALQbcbfffehmwpppf SFS[D(7,2)(3,1)] gLALQbcbfffehmwuuuf SFS[D(7,5)(3,1)] gLALQbcbfffehmwamaf SFS[D(7,2)(3,1)] gLALQbcbfffehmwpxpf SFS[D(7,5)(3,1)] gLALQbcbfffehmwueuf reducible gLALQbcbfffehmwaiaf SFS[D(7,5)(3,1)] gLALQbcbfffehmwplpf toroidal gLALQbcbfffehmwuhuf SFS[D(7,2)(3,1)] gLALQbcbfffehmwdedf SFS[A(7,2)] gLALQbcbfffehmwqaqf reducible gLALQbcbfffehmwimpf reducible gLALQbcbfffehmwhhaf SFS[D(7,2)(2,1)] gLALQbcbfffehmwtluf SFS[D(7,2)(2,1)] gLALQbcbfffehmwaxxf SFS[D(7,2)(2,1)] gLALQbcbfffehmwpuef reducible gLALQbcbfffehmwtlxf SFS[D(7,2)(2,1)] gLALQbcbdfffhpwftal reducible gLALQbcbdfffhpwftat SFS[D(3,1)(2,1)] gLALQbcbdfffhpwftaa SFS[D(3,1)(2,1)] gLALQbcbffefhewimga reducible gLALQbcbffefhewiaga SFS[D(5,2)(2,1)] gLALQbcbffefhewiiga SFS[D(5,2)(2,1)] gLALQbcbffefhlwidgd SFS[D(2,1)(2,1)] gLALQbcbffefhlwltgt T2xI gLALQbcbffefhlwpugd reducible gLALQbcbffefhlwedgl reducible gLALQbcbffefhewimoi reducible gLALQbcbffefhewiaoi SFS[D(5,2)(2,1)] gLALQbcbffefhewiioi SFS[D(5,2)(2,1)] gLALQbcbffefhpwimoa reducible gLALQbcbffefhpwamga reducible gLALQbcbffefhpwaiga reducible gLALQbcbffefhpwddgd toroidal gLALQbcbffefhpweege toroidal gLALQbcbffefhpwpaga toroidal gLALQbcbffefhpwxdgd toroidal gLALQbcbffefhpwlege reducible gLALQbcbffefhpwuaga toroidal gLALQbcbffefhpwidgd toroidal gLALQbcbffefhpwqege toroidal gLALQbcbffefhpwltgt toroidal gLALQbcbffefhpwahgh reducible gLALQbcbffefhpwitgh SFS[D(3,1)(2,1)] gLALQbcbffefhpwpugd reducible gLALQbcbffefhpwaugd SFS[D(3,1)(2,1)] gLALQbcbffefhpwqqga toroidal gLALQbcbffefhpwimge toroidal gLALQbcbffefhpwiage SFS[D(3,1)(2,1)] gLALQbcbffefhpwiige SFS[D(3,1)(2,1)] gLALQbcbffefhpwuugd SFS[D(3,1)(2,1)] gLALQbcbffefhpwiqgp SFS[D(3,1)(2,1)] gLALQbcbffefhpwxagx toroidal gLALQbcbffefhpwedgl reducible gLALQbcbffefhpwdagx SFS[D(3,1)(2,1)] gLALQbcbffefhpwaegp SFS[D(3,1)(2,1)] gLALQbcbffefhpwimgx toroidal gLALQbcbffefhpwiagx SFS[D(3,1)(2,1)] gLALQbcbffefhpwiigx SFS[D(3,1)(2,1)] gLALQbcbdfffhmwbeda reducible gLALQbcbdfffhawbaxa SFS[D(2,1)(2,1)] gLALQbcbdfffhawbaim SFS[D(2,1)(2,1)] gLALQbcbdfffhawbeda reducible gLALQbcbdfffhawbtmh reducible gLALQbcbdfffhawbuhe SFS[D(2,1)(2,1)] gLALQbcbdfffhawbxhh SFS[D(2,1)(2,1)] gLALQbcbdfffhawbtxx SFS[D(3,1)(2,1)] gLALQbcbdfffhawbuxx SFS[D(3,1)(2,1)] gLALQbcbdfffhawbxxl reducible gLALQbcbdfffhawbxxp reducible gLALQbcbdfffhawbxdx SFS[D(3,1)(2,1)] gLALQbcbdfffhawbtdx toroidal gLALQbcbdfffhawbudx SFS[D(3,1)(2,1)] gLALQbcbdfffhawbxix SFS[D(3,1)(2,1)] gLALQbcbdfffhawbtix SFS[D(3,1)(2,1)] gLALQbcbdfffhawbuix reducible gLALQbcbdfffhawbmex SFS[A(2,1)] gLALQbcbdfffhawbqqx reducible gLALQbcbdfffhawjaxa SFS[D(7,3)(2,1)] gLALQbcbdfffhawjxhh SFS[D(7,2)(2,1)] gLALQbcbdfffhawjtxx SFS[D(7,2)(3,1)] gLALQbcbdfffhawjuxx SFS[D(7,5)(3,1)] gLALQbcbdfffhawjxxl toroidal gLALQbcbdfffhawjxxp toroidal gLALQbcbdfffhawjxdx SFS[D(7,3)(3,1)] gLALQbcbdfffhawjxix SFS[D(7,4)(3,1)] gLALQbcbdfffhawjqqx toroidal gLALQbcbdfffhawnaxa toroidal gLALQbcbdfffhawnxhh SFS[D(5,1)(2,1)] gLALQbcbdfffhawntxx SFS[D(5,1)(3,1)] gLALQbcbdfffhawnuxx SFS[D(5,4)(3,1)] gLALQbcbdfffhawnxxl toroidal gLALQbcbdfffhawnxxp toroidal gLALQbcbdfffhawnxdx toroidal gLALQbcbdfffhawnxix toroidal gLALQbcbdfffhawnqqx toroidal gLALQbcbfffehawplpf SFS[D(2,1)(2,1)] gLALQbcbfffehawdedf T2xI gLALQbcbfffehawimpf reducible gLALQbcbfffehawpuef reducible gLALQbcbfffehawtaak SFS[D(7,3)(3,1)] gLALQbcbfffehawlaak SFS[D(7,4)(3,1)] gLALQbcbfffehawpppk SFS[D(7,2)(3,1)] gLALQbcbfffehawuuuk SFS[D(7,5)(3,1)] gLALQbcbfffehawamak toroidal gLALQbcbfffehawaiak toroidal gLALQbcbfffehawqaqk SFS[D(7,3)(2,1)] gLALQbcbfffehawhhak SFS[D(7,2)(2,1)] gLALQbcbfffehawaxxk toroidal gLALQbcbfffehawtaar SFS[D(8,3)(3,1)] gLALQbcbfffehawlaar SFS[D(8,3)(3,1)] gLALQbcbfffehawpppr toroidal gLALQbcbfffehawuuur toroidal gLALQbcbfffehawamar SFS[D(8,3)(3,1)] gLALQbcbfffehawaiar SFS[D(8,3)(3,1)] gLALQbcbfffehawqaqr SFS[D(8,3)(2,1)] gLALQbcbfffehawhhar toroidal gLALQbcbfffehawaxxr SFS[D(8,3)(2,1)] gLALQbcbdfffxanbaim SFS[D(3,1)(2,1)] gLALQbcbdfffxanbaxa SFS[D(3,1)(2,1)] gLALQbcbdfffxanbeda reducible gLALQbcbdfffxanbmex SFS[A(3,1)] gLALQbcbdfffxanbqqx reducible gLALQbcbdfffxanbuxx SFS[D(3,1)(3,1)] gLALQbcbdfffxanbtxx SFS[D(3,1)(3,2)] gLALQbcbdfffxanbxix SFS[D(3,1)(3,2)] gLALQbcbdfffxanbuix reducible gLALQbcbdfffxanbtix SFS[D(3,1)(3,1)] gLALQbcbdfffxanbxdx SFS[D(3,1)(3,1)] gLALQbcbdfffxanbudx SFS[D(3,1)(3,2)] gLALQbcbdfffxanbtdx toroidal gLALQbcbdfffxanbxxp reducible gLALQbcbdfffxanbxxl reducible gLALQbcbdfffxanbuhe SFS[D(3,1)(2,1)] gLALQbcbdfffxanbtmh reducible gLALQbcbdfffxanbxhh SFS[D(3,1)(2,1)] gLALQbcbdfffxanjaxa SFS[D(3,1)(2,1)] gLALQbcbdfffxanjqqx toroidal gLALQbcbdfffxanjuxx SFS[D(3,1)(3,2)] gLALQbcbdfffxanjtxx SFS[D(3,1)(3,1)] gLALQbcbdfffxanjxix SFS[D(3,1)(3,1)] gLALQbcbdfffxanjxdx SFS[D(3,1)(3,2)] gLALQbcbdfffxanjxxp toroidal gLALQbcbdfffxanjxxl toroidal gLALQbcbdfffxanjxhh SFS[D(3,1)(2,1)] gLALQbcbdfffxannaxa toroidal gLALQbcbdfffxannqqx toroidal gLALQbcbdfffxannuxx reducible gLALQbcbdfffxanntxx reducible gLALQbcbdfffxannxix toroidal gLALQbcbdfffxannxdx toroidal gLALQbcbdfffxannxxp toroidal gLALQbcbdfffxannxxl toroidal gLALQbcbdfffxannxhh reducible gLALQbcbdfffhhwbaqa SFS[D(2,1)(2,1)] gLALQbcbdfffhhwbalt SFS[D(2,1)(2,1)] gLALQbcbdfffhhwbdea reducible gLALQbcbdfffhhwbmth reducible gLALQbcbdfffhhwbphd SFS[D(2,1)(2,1)] gLALQbcbdfffhhwbqhh SFS[D(2,1)(2,1)] gLALQbcbdfffhhwbmqq SFS[D(3,1)(2,1)] gLALQbcbdfffhhwbpqq SFS[D(3,1)(2,1)] gLALQbcbdfffhhwbqqi reducible gLALQbcbdfffhhwbqqu reducible gLALQbcbdfffhhwbqeq SFS[D(3,1)(2,1)] gLALQbcbdfffhhwbmeq toroidal gLALQbcbdfffhhwbpeq SFS[D(3,1)(2,1)] gLALQbcbdfffhhwbqlq SFS[D(3,1)(2,1)] gLALQbcbdfffhhwbmlq SFS[D(3,1)(2,1)] gLALQbcbdfffhhwbplq reducible gLALQbcbdfffhhwbtdq SFS[A(2,1)] gLALQbcbdfffhhwbxxq reducible gLALQbcbdfffhhwnaqa SFS[D(17,5)(2,1)] gLALQbcbdfffhhwnqhh toroidal gLALQbcbdfffhhwnmqq toroidal gLALQbcbdfffhhwnpqq toroidal gLALQbcbdfffhhwnqqi toroidal gLALQbcbdfffhhwnqqu toroidal gLALQbcbdfffhhwnqeq SFS[D(17,5)(3,1)] gLALQbcbdfffhhwnqlq SFS[D(17,12)(3,1)] gLALQbcbdfffhhwnxxq toroidal gLALQbcbdfffhhwjaqa toroidal gLALQbcbdfffhhwjqhh SFS[D(19,7)(2,1)] gLALQbcbdfffhhwjmqq SFS[D(19,7)(3,1)] gLALQbcbdfffhhwjpqq SFS[D(19,12)(3,1)] gLALQbcbdfffhhwjqqi toroidal gLALQbcbdfffhhwjqqu toroidal gLALQbcbdfffhhwjqeq toroidal gLALQbcbdfffhhwjqlq toroidal gLALQbcbdfffhhwjxxq toroidal gLALQbcbffefxxnaiga reducible gLALQbcbffefxxnamga reducible gLALQbcbffefxxnuaga SFS[D(7,5)(3,1)] gLALQbcbffefxxnpaga SFS[D(7,2)(3,1)] gLALQbcbffefxxneege SFS[D(7,5)(3,1)] gLALQbcbffefxxnqege SFS[D(7,2)(3,1)] gLALQbcbffefxxnlege reducible gLALQbcbffefxxnddgd SFS[D(7,2)(3,1)] gLALQbcbffefxxnidgd toroidal gLALQbcbffefxxnxdgd SFS[D(7,5)(3,1)] gLALQbcbffefxxnltgt SFS[A(7,2)] gLALQbcbffefxxnahgh reducible gLALQbcbffefxxnedgl reducible gLALQbcbffefxxnxagx SFS[D(7,2)(2,1)] gLALQbcbffefxxnimgx SFS[D(7,2)(2,1)] gLALQbcbffefxxnqqga SFS[D(7,2)(2,1)] gLALQbcbffefxxnpugd reducible gLALQbcbffefxxnimge SFS[D(7,2)(2,1)] gLALQbcbffefxxnaija toroidal gLALQbcbffefxxnamja toroidal gLALQbcbffefxxneeje toroidal gLALQbcbffefxxnddjd toroidal gLALQbcbffefxxnahjh toroidal gLALQbcbffefxxnqqja toroidal gLALQbcbffefxxnaika toroidal gLALQbcbffefxxnamka toroidal gLALQbcbffefxxnuaka toroidal gLALQbcbffefxxnpaka toroidal gLALQbcbffefxxneeke SFS[D(8,3)(3,1)] gLALQbcbffefxxnddkd SFS[D(8,3)(3,1)] gLALQbcbffefxxnahkh toroidal gLALQbcbffefxxnxakx toroidal gLALQbcbffefxxnqqka SFS[D(8,3)(2,1)] gLALQbcbdfffxxnfupa SFS[D(5,2)(2,1)] gLALQbcbdfffxxnfxaa SFS[D(5,2)(2,1)] gLALQbcbdfffxxnftal reducible gLALQbcbdfffxxnflxp SFS[A(5,2)] gLALQbcbdfffxxnfhxh reducible gLALQbcbdfffxxnfxxe SFS[D(5,2)(3,1)] gLALQbcbdfffxxnfxxm SFS[D(5,3)(3,1)] gLALQbcbdfffxxnfuxx SFS[D(5,3)(3,1)] gLALQbcbdfffxxnfuxe reducible gLALQbcbdfffxxnfuxm SFS[D(5,2)(3,1)] gLALQbcbdfffxxnftxx SFS[D(5,2)(3,1)] gLALQbcbdfffxxnftxe SFS[D(5,3)(3,1)] gLALQbcbdfffxxnftxm toroidal gLALQbcbdfffxxnfxdx reducible gLALQbcbdfffxxnfxix reducible gLALQbcbdfffxxnfqle SFS[D(5,2)(2,1)] gLALQbcbdfffxxnfpqm reducible gLALQbcbdfffxxnfqqx SFS[D(5,2)(2,1)] gLALQbcbdfffxxnrxaa SFS[D(11,2)(2,1)] gLALQbcbdfffxxnrhxh toroidal gLALQbcbdfffxxnrxxe toroidal gLALQbcbdfffxxnrxxm toroidal gLALQbcbdfffxxnruxx SFS[D(11,9)(3,1)] gLALQbcbdfffxxnrtxx SFS[D(11,2)(3,1)] gLALQbcbdfffxxnrxdx toroidal gLALQbcbdfffxxnrxix toroidal gLALQbcbdfffxxnrqqx toroidal gLALQbcbdfffxxnkxaa toroidal gLALQbcbdfffxxnkhxh toroidal gLALQbcbdfffxxnkxxe SFS[D(16,9)(3,1)] gLALQbcbdfffxxnkxxm SFS[D(16,7)(3,1)] gLALQbcbdfffxxnkuxx toroidal gLALQbcbdfffxxnktxx toroidal gLALQbcbdfffxxnkxdx toroidal gLALQbcbdfffxxnkxix toroidal gLALQbcbdfffxxnkqqx SFS[D(16,7)(2,1)] gLALQbcbdfffhuwbdea reducible gLALQbcbdfffhuwbaea SFS[D(2,1)(2,1)] gLALQbcbdfffhuwbeea SFS[D(2,1)(2,1)] gLALQbcbfffexmntaaf reducible gLALQbcbfffexmnlaaf reducible gLALQbcbfffexmnpppf SFS[D(8,3)(3,1)] gLALQbcbfffexmnuuuf SFS[D(8,3)(3,1)] gLALQbcbfffexmnamaf SFS[D(8,3)(3,1)] gLALQbcbfffexmnpxpf SFS[D(8,3)(3,1)] gLALQbcbfffexmnueuf reducible gLALQbcbfffexmnaiaf SFS[D(8,3)(3,1)] gLALQbcbfffexmnplpf toroidal gLALQbcbfffexmnuhuf SFS[D(8,3)(3,1)] gLALQbcbfffexmndedf SFS[A(8,3)] gLALQbcbfffexmnqaqf reducible gLALQbcbfffexmnimpf reducible gLALQbcbfffexmnhhaf SFS[D(8,3)(2,1)] gLALQbcbfffexmntluf SFS[D(8,3)(2,1)] gLALQbcbfffexmnaxxf SFS[D(8,3)(2,1)] gLALQbcbfffexmnpuef reducible gLALQbcbfffexmntlxf SFS[D(8,3)(2,1)] gLALQbcbdfffhiwbeda reducible gLALQbcbdfffhiwbdda SFS[D(2,1)(2,1)] gLALQbcbdfffhiwbada SFS[D(2,1)(2,1)] gLALQbcbffefllrimgm reducible gLALQbcbdffflarbtmh reducible gLALQbcbdffflarbthh SFS[D(2,1)(2,1)] gLALQbcbdffflarbtth SFS[D(2,1)(2,1)] gLALQbcbfffedawtltf reducible gLALQbcbdffftakbtmh reducible gLALQcbbffefidjimgm reducible gLALQbcbffefdlwimgm reducible gLALQbcbdfffdawbtmh reducible gLALQbcbdfffdawbthh SFS[D(2,1)(2,1)] gLALQbcbdfffdawbtth SFS[D(2,1)(2,1)] gLALQbcbfffelartltf reducible gLALQbcbdfffeanbtmh reducible gLALQcbbffefiiwimgm reducible gLALQbcbdfffmlbftal reducible gLALQcbbffefitbidgd SFS[D(2,1)(2,1)] gLALQcbbffefitbltgt T2xI gLALQcbbffefitbedgl reducible gLALQcbbffefitbpugd reducible gLALQbcbdfffmebbdea reducible gLALQbcbdfffphcbuiq reducible gLALQbcbffefmxbimgm reducible gLALQbcbdfffpxcfixd reducible gLALQbcbdfffpucbmth reducible gLALQbcbfffemmbtltf reducible gLALQbcbdfffmibbtmh reducible gLALQbcbffefmebimga reducible gLALQbcbffefmlbidgd SFS[D(2,1)(2,1)] gLALQbcbffefmlbltgt T2xI gLALQbcbffefmlbedgl reducible gLALQbcbffefmlbpugd reducible gLALQbcbffefmebimoi reducible gLALQbcbffefmibimgh reducible gLALQbcbffefppcimgm reducible gLALQbcbdfffmmbbtmh reducible gLALQbcbdfffmxbfixd reducible gLALQbcbffefpxcimgm reducible gLALQbcbdfffmhbbuiq reducible gLALQbcbdfffmpbfpqm reducible gLALQbcbfffepmctltf reducible gLALQbcbdfffpmcbtmh reducible gLALQbcbffefmpbimgm reducible gLALQbcbdfffpacbeda reducible gLALQbcbdfffpacbpma SFS[D(2,1)(2,1)] gLALQbcbdfffpacbxme T2xI gLALQbcbdfffpacbplx reducible gLALQbcbdfffpacjxme T2xI gLALQbcbdfffpacnxme SFS[A(2,1)] gLALQbcbfffemabplpf SFS[D(2,1)(2,1)] gLALQbcbfffemabdedf T2xI gLALQbcbfffemabimpf reducible gLALQbcbfffemabpuef reducible gLALQbcbfffemabdedk SFS[A(2,1)] gLALQbcbfffemabdedr T2xI gLALQbcbdfffmabbddm reducible gLALQbcbdfffmabbdxi reducible gLALQbcbdfffmabbeda reducible gLALQbcbdfffmabbplx reducible gLALQbcbdfffmabbqel reducible gLALQbcbdfffmabbmll reducible gLALQbcbdfffmabbxme reducible gLALQbcbdfffmabbpmm reducible gLALQbcbdfffmabbqmm reducible gLALQbcbdfffmabbmma reducible gLALQbcbdfffmabbpma reducible gLALQbcbdfffmabbqma reducible gLALQbcbdfffmabbmmi reducible gLALQbcbdfffmabbpmi reducible gLALQbcbdfffmabbqmi reducible gLALQbcbdfffmabjxme SFS[A(3,1)] gLALQbcbdfffmabnxme SFS[A(3,1)] gLALQbcbffefhictlga reducible gLALQbcbffefxpbidgd SFS[D(2,1)(2,1)] gLALQbcbffefxpbltgt T2xI gLALQbcbffefxpbpugd reducible gLALQbcbffefxpbedgl reducible gLALQbcbdfffxmbbeda reducible gLALQbcbdfffxebbdea reducible gLALQcbbffefihfidgd SFS[D(2,1)(2,1)] gLALQcbbffefihfltgt T2xI gLALQcbbffefihfpugd reducible gLALQcbbffefihfedgl reducible gLALQbcbdfffhecbdea reducible gLALQbcbdfffxhbbaqa reducible gLALQbcbdfffxhbbalt reducible gLALQbcbdfffxhbbdea reducible gLALQbcbdfffxhbbmth reducible gLALQbcbdfffxhbbphd reducible gLALQbcbdfffxhbbqhh reducible gLALQbcbdfffxhbbmqq reducible gLALQbcbdfffxhbbpqq reducible gLALQbcbdfffxhbbqqi reducible gLALQbcbdfffxhbbqqu reducible gLALQbcbdfffxhbbqeq reducible gLALQbcbdfffxhbbmeq reducible gLALQbcbdfffxhbbpeq reducible gLALQbcbdfffxhbbqlq reducible gLALQbcbdfffxhbbmlq reducible gLALQbcbdfffxhbbplq reducible gLALQbcbdfffxhbbtdq reducible gLALQbcbdfffxhbbxxq reducible gLALQbcbdfffxhbnaqa SFS[D(3,1)(2,1)] gLALQbcbdfffxhbnqhh SFS[D(3,1)(2,1)] gLALQbcbdfffxhbnmqq SFS[D(3,1)(3,2)] gLALQbcbdfffxhbnpqq SFS[D(3,1)(3,1)] gLALQbcbdfffxhbnqqi reducible gLALQbcbdfffxhbnqqu reducible gLALQbcbdfffxhbnqeq SFS[D(3,1)(3,1)] gLALQbcbdfffxhbnqlq SFS[D(3,1)(3,2)] gLALQbcbdfffxhbnxxq reducible gLALQbcbdfffxhbjaqa SFS[D(3,1)(2,1)] gLALQbcbdfffxhbjqhh SFS[D(3,1)(2,1)] gLALQbcbdfffxhbjmqq SFS[D(3,1)(3,1)] gLALQbcbdfffxhbjpqq SFS[D(3,1)(3,2)] gLALQbcbdfffxhbjqqi reducible gLALQbcbdfffxhbjqqu reducible gLALQbcbdfffxhbjqeq SFS[D(3,1)(3,2)] gLALQbcbdfffxhbjqlq SFS[D(3,1)(3,1)] gLALQbcbdfffxhbjxxq reducible gLALQbcbffefhxcidgd SFS[D(2,1)(2,1)] gLALQbcbffefhxcltgt T2xI gLALQbcbffefhxcedgl reducible gLALQbcbffefhxcpugd reducible gLALQbcbffefhxcaika SFS[D(3,1)(2,1)] gLALQbcbffefhxcamka SFS[D(3,1)(2,1)] gLALQbcbffefhxcuaka reducible gLALQbcbffefhxcpaka reducible gLALQbcbffefhxceeke SFS[D(3,1)(2,1)] gLALQbcbffefhxcddkd SFS[D(3,1)(2,1)] gLALQbcbffefhxcahkh SFS[D(2,1)(2,1)] gLALQbcbffefhxcxakx reducible gLALQbcbffefhxcqqka SFS[D(2,1)(2,1)] gLALQbcbdfffhxcftal reducible gLALQbcbdfffhxcflxp T2xI gLALQbcbdfffhxcftxm SFS[D(2,1)(2,1)] gLALQbcbdfffhxcfpqm reducible gLALQbcbdfffhxckxaa reducible gLALQbcbdfffhxckhxh SFS[D(2,1)(2,1)] gLALQbcbdfffhxckxxe SFS[D(3,1)(2,1)] gLALQbcbdfffhxckxxm SFS[D(3,1)(2,1)] gLALQbcbdfffhxckuxx reducible gLALQbcbdfffhxcktxx reducible gLALQbcbdfffhxckxdx SFS[D(3,1)(2,1)] gLALQbcbdfffhxckxix SFS[D(3,1)(2,1)] gLALQbcbdfffhxckqqx SFS[D(2,1)(2,1)] gLALQbcbdfffxubbdea reducible gLALQbcbdfffxubbaea reducible gLALQbcbdfffxubbeea reducible gLALQbcbfffehmctaaf reducible gLALQbcbfffehmclaaf reducible gLALQbcbfffehmcpppf SFS[D(3,1)(2,1)] gLALQbcbfffehmcuuuf SFS[D(3,1)(2,1)] gLALQbcbfffehmcamaf SFS[D(3,1)(2,1)] gLALQbcbfffehmcpxpf SFS[D(3,1)(2,1)] gLALQbcbfffehmcueuf reducible gLALQbcbfffehmcaiaf SFS[D(3,1)(2,1)] gLALQbcbfffehmcplpf toroidal gLALQbcbfffehmcuhuf SFS[D(3,1)(2,1)] gLALQbcbfffehmcdedf SFS[A(2,1)] gLALQbcbfffehmcqaqf reducible gLALQbcbfffehmcimpf reducible gLALQbcbfffehmchhaf SFS[D(2,1)(2,1)] gLALQbcbfffehmctluf SFS[D(2,1)(2,1)] gLALQbcbfffehmcaxxf SFS[D(2,1)(2,1)] gLALQbcbfffehmcpuef reducible gLALQbcbfffehmctlxf SFS[D(2,1)(2,1)] gLALQbcbdfffhpcftal reducible gLALQbcbdfffhpcftat reducible gLALQbcbdfffhpcftaa reducible gLALQbcbffefhecimga reducible gLALQbcbffefhlcidgd SFS[D(2,1)(2,1)] gLALQbcbffefhlcltgt T2xI gLALQbcbffefhlcpugd reducible gLALQbcbffefhlcedgl reducible gLALQbcbffefhecimoi reducible gLALQbcbffefhpcimoa reducible gLALQbcbffefhpcamga reducible gLALQbcbffefhpcaiga reducible gLALQbcbffefhpcddgd reducible gLALQbcbffefhpceege reducible gLALQbcbffefhpcpaga reducible gLALQbcbffefhpcxdgd reducible gLALQbcbffefhpclege reducible gLALQbcbffefhpcuaga reducible gLALQbcbffefhpcidgd reducible gLALQbcbffefhpcqege reducible gLALQbcbffefhpcltgt reducible gLALQbcbffefhpcahgh reducible gLALQbcbffefhpcitgh reducible gLALQbcbffefhpcpugd reducible gLALQbcbffefhpcaugd reducible gLALQbcbffefhpcqqga reducible gLALQbcbffefhpcimge reducible gLALQbcbffefhpciage reducible gLALQbcbffefhpciige reducible gLALQbcbffefhpcuugd reducible gLALQbcbffefhpciqgp reducible gLALQbcbffefhpcxagx reducible gLALQbcbffefhpcedgl reducible gLALQbcbffefhpcdagx reducible gLALQbcbffefhpcaegp reducible gLALQbcbffefhpcimgx reducible gLALQbcbffefhpciagx reducible gLALQbcbffefhpciigx reducible gLALQbcbdfffhmcbeda reducible gLALQbcbdfffhacbeda reducible gLALQbcbdfffhacbtmh reducible gLALQbcbdfffhacbtdx SFS[D(2,1)(2,1)] gLALQbcbdfffhacbmex T2xI gLALQbcbdfffhacnaxa reducible gLALQbcbdfffhacnxhh SFS[D(2,1)(2,1)] gLALQbcbdfffhacntxx SFS[D(3,1)(2,1)] gLALQbcbdfffhacnuxx SFS[D(3,1)(2,1)] gLALQbcbdfffhacnxxl SFS[D(3,1)(2,1)] gLALQbcbdfffhacnxxp SFS[D(3,1)(2,1)] gLALQbcbdfffhacnxdx reducible gLALQbcbdfffhacnxix reducible gLALQbcbdfffhacnqqx SFS[D(2,1)(2,1)] gLALQbcbfffehacplpf SFS[D(2,1)(2,1)] gLALQbcbfffehacdedf T2xI gLALQbcbfffehacimpf reducible gLALQbcbfffehacpuef reducible gLALQbcbfffehactaak SFS[D(3,1)(2,1)] gLALQbcbfffehaclaak SFS[D(3,1)(2,1)] gLALQbcbfffehacpppk SFS[D(3,1)(2,1)] gLALQbcbfffehacuuuk SFS[D(3,1)(2,1)] gLALQbcbfffehacamak reducible gLALQbcbfffehacaiak reducible gLALQbcbfffehacqaqk SFS[D(2,1)(2,1)] gLALQbcbfffehachhak SFS[D(2,1)(2,1)] gLALQbcbfffehacaxxk reducible gLALQbcbdfffxabbaim reducible gLALQbcbdfffxabbaxa reducible gLALQbcbdfffxabbeda reducible gLALQbcbdfffxabbmex reducible gLALQbcbdfffxabbqqx reducible gLALQbcbdfffxabbuxx reducible gLALQbcbdfffxabbtxx reducible gLALQbcbdfffxabbxix reducible gLALQbcbdfffxabbuix reducible gLALQbcbdfffxabbtix reducible gLALQbcbdfffxabbxdx reducible gLALQbcbdfffxabbudx reducible gLALQbcbdfffxabbtdx reducible gLALQbcbdfffxabbxxp reducible gLALQbcbdfffxabbxxl reducible gLALQbcbdfffxabbuhe reducible gLALQbcbdfffxabbtmh reducible gLALQbcbdfffxabbxhh reducible gLALQbcbdfffxabjaxa SFS[D(3,1)(2,1)] gLALQbcbdfffxabjqqx reducible gLALQbcbdfffxabjuxx SFS[D(3,1)(3,1)] gLALQbcbdfffxabjtxx SFS[D(3,1)(3,2)] gLALQbcbdfffxabjxix SFS[D(3,1)(3,2)] gLALQbcbdfffxabjxdx SFS[D(3,1)(3,1)] gLALQbcbdfffxabjxxp reducible gLALQbcbdfffxabjxxl reducible gLALQbcbdfffxabjxhh SFS[D(3,1)(2,1)] gLALQbcbdfffxabnaxa SFS[D(3,1)(2,1)] gLALQbcbdfffxabnqqx reducible gLALQbcbdfffxabnuxx SFS[D(3,1)(3,2)] gLALQbcbdfffxabntxx SFS[D(3,1)(3,1)] gLALQbcbdfffxabnxix SFS[D(3,1)(3,1)] gLALQbcbdfffxabnxdx SFS[D(3,1)(3,2)] gLALQbcbdfffxabnxxp reducible gLALQbcbdfffxabnxxl reducible gLALQbcbdfffxabnxhh SFS[D(3,1)(2,1)] gLALQbcbdfffhhcbdea reducible gLALQbcbdfffhhcbmth reducible gLALQbcbdfffhhcbmeq SFS[D(2,1)(2,1)] gLALQbcbdfffhhcbtdq T2xI gLALQbcbdfffhhcnaqa SFS[D(4,1)(2,1)] gLALQbcbdfffhhcnqhh toroidal gLALQbcbdfffhhcnmqq toroidal gLALQbcbdfffhhcnpqq toroidal gLALQbcbdfffhhcnqqi SFS[D(4,1)(3,1)] gLALQbcbdfffhhcnqqu SFS[D(4,3)(3,1)] gLALQbcbdfffhhcnqeq SFS[D(4,1)(3,1)] gLALQbcbdfffhhcnqlq SFS[D(4,3)(3,1)] gLALQbcbdfffhhcnxxq SFS[D(4,1)(2,1)] gLALQbcbdfffhhcjaqa SFS[D(5,2)(2,1)] gLALQbcbdfffhhcjqhh SFS[D(5,2)(2,1)] gLALQbcbdfffhhcjmqq SFS[D(5,2)(3,1)] gLALQbcbdfffhhcjpqq SFS[D(5,3)(3,1)] gLALQbcbdfffhhcjqqi SFS[D(5,2)(3,1)] gLALQbcbdfffhhcjqqu SFS[D(5,3)(3,1)] gLALQbcbdfffhhcjqeq SFS[D(5,2)(3,1)] gLALQbcbdfffhhcjqlq SFS[D(5,3)(3,1)] gLALQbcbdfffhhcjxxq SFS[D(5,2)(2,1)] gLALQbcbffefxxbaiga reducible gLALQbcbffefxxbamga reducible gLALQbcbffefxxbuaga SFS[D(3,1)(2,1)] gLALQbcbffefxxbpaga SFS[D(3,1)(2,1)] gLALQbcbffefxxbeege SFS[D(3,1)(2,1)] gLALQbcbffefxxbqege SFS[D(3,1)(2,1)] gLALQbcbffefxxblege reducible gLALQbcbffefxxbddgd SFS[D(3,1)(2,1)] gLALQbcbffefxxbidgd toroidal gLALQbcbffefxxbxdgd SFS[D(3,1)(2,1)] gLALQbcbffefxxbltgt SFS[A(2,1)] gLALQbcbffefxxbahgh reducible gLALQbcbffefxxbedgl reducible gLALQbcbffefxxbxagx SFS[D(2,1)(2,1)] gLALQbcbffefxxbimgx SFS[D(2,1)(2,1)] gLALQbcbffefxxbqqga SFS[D(2,1)(2,1)] gLALQbcbffefxxbpugd reducible gLALQbcbffefxxbimge SFS[D(2,1)(2,1)] gLALQbcbffefxxbaija toroidal gLALQbcbffefxxbamja toroidal gLALQbcbffefxxbahjh toroidal gLALQbcbffefxxbaika toroidal gLALQbcbffefxxbamka toroidal gLALQbcbffefxxbahkh toroidal gLALQbcbdfffxxbftal reducible gLALQbcbdfffxxbflxp T2xI gLALQbcbdfffxxbftxm SFS[D(2,1)(2,1)] gLALQbcbdfffxxbfpqm reducible gLALQbcbdfffxxbrxaa SFS[D(4,1)(2,1)] gLALQbcbdfffxxbrhxh SFS[D(4,1)(2,1)] gLALQbcbdfffxxbrxxe toroidal gLALQbcbdfffxxbrxxm toroidal gLALQbcbdfffxxbruxx SFS[D(4,3)(3,1)] gLALQbcbdfffxxbrtxx SFS[D(4,1)(3,1)] gLALQbcbdfffxxbrxdx SFS[D(4,3)(3,1)] gLALQbcbdfffxxbrxix SFS[D(4,1)(3,1)] gLALQbcbdfffxxbrqqx toroidal gLALQbcbdfffxxbkxaa SFS[D(5,2)(2,1)] gLALQbcbdfffxxbkhxh SFS[D(5,2)(2,1)] gLALQbcbdfffxxbkxxe SFS[D(5,3)(3,1)] gLALQbcbdfffxxbkxxm SFS[D(5,2)(3,1)] gLALQbcbdfffxxbkuxx SFS[D(5,3)(3,1)] gLALQbcbdfffxxbktxx SFS[D(5,2)(3,1)] gLALQbcbdfffxxbkxdx SFS[D(5,3)(3,1)] gLALQbcbdfffxxbkxix SFS[D(5,2)(3,1)] gLALQbcbdfffxxbkqqx SFS[D(5,2)(2,1)] gLALQbcbdfffhucbdea reducible gLALQbcbfffexmbplpf SFS[D(2,1)(2,1)] gLALQbcbfffexmbdedf T2xI gLALQbcbfffexmbimpf reducible gLALQbcbfffexmbpuef reducible gLALQbcbdfffhicbeda reducible gLALQbcbdfffexbfixd reducible gLALQbcbffeflxfimgm reducible gLALQbcbdfffthfbuiq reducible gLALQbcbffefdeciuoe SFS[D(2,1)(2,1)] gLALQbcbffefdecdeoh T2xI gLALQbcbffefdecpuot reducible gLALQbcbffefdectloe reducible gLALQbcbffefdecimnd SFS[D(2,1)(2,1)] gLALQbcbffefllfimkm SFS[D(3,1)(2,1)] gLALQbcbffefllfimjm SFS[D(3,1)(2,1)] gLALQbcbffefdecdegu T2xI gLALQbcbffefdeciugh SFS[D(2,1)(2,1)] gLALQbcbffefdecpugq reducible gLALQbcbffefdectlgh reducible gLALQbcbffefdecimkl SFS[D(2,1)(2,1)] gLALQbcbffefductloe reducible gLALQbcbffeflpfimgm reducible gLALQbcbdfffembbplx reducible gLALQbcbdfffembbpll reducible gLALQbcbdfffembbplp reducible gLALQbcbdffflmfbplx reducible gLALQbcbffefepbimgm reducible gLALQbcbffefdicpugx reducible gLALQbcbdffflafbelh SFS[D(2,1)(2,1)] gLALQbcbdffflafbexm T2xI gLALQbcbdffflafbtmh reducible gLALQbcbdffflafbplx reducible gLALQbcbdffflafjxtu SFS[D(2,1)(2,1)] gLALQbcbfffedactltr SFS[D(3,1)(2,1)] gLALQbcbfffedactltk SFS[D(3,1)(2,1)] gLALQbcbdffftafbexm T2xI gLALQbcbdffftafbelh SFS[D(2,1)(2,1)] gLALQbcbdffftafbplx reducible gLALQbcbdffftafbtmh reducible gLALQbcbdffftafjxtu SFS[D(2,1)(2,1)] gLALQbcbdffflifbplx reducible gLALQbcbfffedmctltf reducible gLALQbcbdfffeubbuiq reducible gLALQbcbdfffeubbuii reducible gLALQbcbdfffeubbuiu reducible gLALQbcbdfffelbfiql SFS[D(2,1)(2,1)] gLALQbcbdfffelbfxpl T2xI gLALQbcbdfffelbfpqm reducible gLALQbcbdfffelbfixd reducible gLALQbcbdfffelbrmex toroidal gLALQbcbdfffelbrmee SFS[D(4,1)(2,1)] gLALQbcbdfffelbrmem SFS[D(4,1)(2,1)] gLALQbcbdfffelbkmex toroidal gLALQbcbdfffelbkmee SFS[D(5,2)(2,1)] gLALQbcbdfffelbkmem SFS[D(5,2)(2,1)] gLALQcbbffefidbqtgt SFS[D(3,1)(2,1)] gLALQcbbffefidbetgt SFS[D(3,1)(2,1)] gLALQcbbffefidbphgh SFS[D(3,1)(2,1)] gLALQcbbffefidbuhgh SFS[D(3,1)(2,1)] gLALQcbbffefidbxmgm SFS[D(3,1)(2,1)] gLALQcbbffefidbdmgm SFS[D(3,1)(2,1)] gLALQcbbffefidbpmgl SFS[D(2,1)(2,1)] gLALQcbbffefidbqhgx SFS[D(2,1)(2,1)] gLALQcbbffefidblegx SFS[D(2,1)(2,1)] gLALQcbbffefidbltgl T2xI gLALQcbbffefidbeugm SFS[D(2,1)(2,1)] gLALQcbbffefidblegm SFS[D(2,1)(2,1)] gLALQcbbffefidbxqgh SFS[D(2,1)(2,1)] gLALQcbbffefidbltga T2xI gLALQcbbffefidbimjm SFS[D(3,1)(2,1)] gLALQcbbffefidbimkm SFS[D(3,1)(2,1)] gLALQbcbdfffdlcfxpl T2xI gLALQbcbdfffdlcfiql SFS[D(2,1)(2,1)] gLALQbcbdfffdlcfixd reducible gLALQbcbdfffdlcfpqm reducible gLALQbcbdfffdlcrmex toroidal gLALQbcbdfffdlcrmem SFS[D(4,1)(2,1)] gLALQbcbdfffdlcrmee SFS[D(4,1)(2,1)] gLALQbcbdfffdlckmex toroidal gLALQbcbdfffdlckmem SFS[D(5,2)(2,1)] gLALQbcbdfffdlckmee SFS[D(5,2)(2,1)] gLALQbcbdffflhfbuiq reducible gLALQbcbffeftxfimgm reducible gLALQbcbdfffdxcfixd reducible gLALQbcbdffflufbuiq reducible gLALQbcbfffetmftltf reducible gLALQbcbdfffdpcfixd reducible gLALQbcbffefdlcidoq SFS[D(2,1)(2,1)] gLALQbcbffefdlcltod T2xI gLALQbcbffefdlcpuoq reducible gLALQbcbffefdlcedox reducible gLALQbcbffefdlcimru toroidal gLALQbcbffefdlciaru SFS[D(4,1)(2,1)] gLALQbcbffefdlciiru SFS[D(4,1)(2,1)] gLALQbcbffefdlcimnu toroidal gLALQbcbffefdlcianu SFS[D(5,2)(2,1)] gLALQbcbffefdlciinu SFS[D(5,2)(2,1)] gLALQbcbffefdlcxmgm SFS[D(3,1)(2,1)] gLALQbcbffefdlcphgh SFS[D(3,1)(2,1)] gLALQbcbffefdlcetgt SFS[D(3,1)(2,1)] gLALQbcbffefdlcdmgm SFS[D(3,1)(2,1)] gLALQbcbffefdlcqtgt SFS[D(3,1)(2,1)] gLALQbcbffefdlcuhgh SFS[D(3,1)(2,1)] gLALQbcbffefdlceugm SFS[D(2,1)(2,1)] gLALQbcbffefdlcxqgh SFS[D(2,1)(2,1)] gLALQbcbffefdlclegm SFS[D(2,1)(2,1)] gLALQbcbffefdlcltga T2xI gLALQbcbffefdlcpmgl SFS[D(2,1)(2,1)] gLALQbcbffefdlclegx SFS[D(2,1)(2,1)] gLALQbcbffefdlcqhgx SFS[D(2,1)(2,1)] gLALQbcbffefdlcltgl T2xI gLALQbcbffefdlcimkm SFS[D(3,1)(2,1)] gLALQbcbffefdlcimjm SFS[D(3,1)(2,1)] gLALQbcbffefelbltod T2xI gLALQbcbffefelbidoq SFS[D(2,1)(2,1)] gLALQbcbffefelbedox reducible gLALQbcbffefelbpuoq reducible gLALQbcbffefelbimru toroidal gLALQbcbffefelbiiru SFS[D(4,1)(2,1)] gLALQbcbffefelbiaru SFS[D(4,1)(2,1)] gLALQbcbffefelbimnu toroidal gLALQbcbffefelbiinu SFS[D(5,2)(2,1)] gLALQbcbffefelbianu SFS[D(5,2)(2,1)] gLALQbcbffefdpcedox reducible gLALQbcbffefdpcimgm reducible gLALQbcbdffftmfbplx reducible gLALQbcbdffftxffixd reducible gLALQbcbffefdxcimgm reducible gLALQbcbdfffehbbuiq reducible gLALQbcbdfffdicbplx reducible gLALQbcbfffelmftltf reducible gLALQbcbdffftufbuiq reducible gLALQbcbdfffdmcbplx reducible gLALQbcbdfffdmcbplp reducible gLALQbcbdfffdmcbpll reducible gLALQbcbffeftpfimgm reducible gLALQbcbffefeubtloe reducible gLALQbcbdfffdacbeeh reducible gLALQbcbdfffdacbeeu reducible gLALQbcbdfffdacbeqe reducible gLALQbcbdfffdacbeqh reducible gLALQbcbdfffdacbequ reducible gLALQbcbdfffdacbele reducible gLALQbcbdfffdacbelh reducible gLALQbcbdfffdacbelu reducible gLALQbcbdfffdacbexm reducible gLALQbcbdfffdacbtmh reducible gLALQbcbdfffdacbtte reducible gLALQbcbdfffdacbxtu reducible gLALQbcbdfffdacbpep reducible gLALQbcbdfffdacbplx reducible gLALQbcbdfffdacbmqp reducible gLALQbcbdfffdacjxtu reducible gLALQbcbdfffdacnxtu reducible gLALQbcbfffelafdhdf SFS[D(3,1)(2,1)] gLALQbcbfffelafdudf SFS[D(3,1)(2,1)] gLALQbcbfffelafqmqf SFS[D(3,1)(2,1)] gLALQbcbfffelafqiqf SFS[D(3,1)(2,1)] gLALQbcbfffelaftxtf SFS[D(3,1)(2,1)] gLALQbcbfffelaftptf SFS[D(3,1)(2,1)] gLALQbcbfffelaftmef SFS[D(2,1)(2,1)] gLALQbcbfffelafqhxf SFS[D(2,1)(2,1)] gLALQbcbfffelafuexf SFS[D(2,1)(2,1)] gLALQbcbfffelafdeef T2xI gLALQbcbfffelafiutf SFS[D(2,1)(2,1)] gLALQbcbfffelafuetf SFS[D(2,1)(2,1)] gLALQbcbfffelafhxqf SFS[D(2,1)(2,1)] gLALQbcbfffelafdeaf T2xI gLALQbcbfffelaftltr reducible gLALQbcbfffelaftltk reducible gLALQbcbdfffeabbexm reducible gLALQbcbdfffeabbele reducible gLALQbcbdfffeabbeqe reducible gLALQbcbdfffeabbeeu reducible gLALQbcbdfffeabbelu reducible gLALQbcbdfffeabbequ reducible gLALQbcbdfffeabbeeh reducible gLALQbcbdfffeabbelh reducible gLALQbcbdfffeabbeqh reducible gLALQbcbdfffeabbplx reducible gLALQbcbdfffeabbpep reducible gLALQbcbdfffeabbmqp reducible gLALQbcbdfffeabbtte reducible gLALQbcbdfffeabbtmh reducible gLALQbcbdfffeabbxtu reducible gLALQbcbdfffeabjxtu reducible gLALQbcbdfffeabnxtu reducible gLALQbcbdfffdhcbuiq reducible gLALQbcbffefexbimgm reducible gLALQbcbdffflxffixd reducible gLALQbcbdfffducbuiq reducible gLALQbcbdfffducbuiu reducible gLALQbcbdfffducbuii reducible gLALQbcbfffeembtltf reducible gLALQbcbdffflpffixd reducible gLALQbcbdfffdecbddh reducible gLALQbcbdfffdecbddp reducible gLALQbcbdfffdecbdxd reducible gLALQbcbdfffdecbdxh reducible gLALQbcbdfffdecbdxp reducible gLALQbcbdfffdecbdid reducible gLALQbcbdfffdecbdih reducible gLALQbcbdfffdecbdip reducible gLALQbcbdfffdecbdqt reducible gLALQbcbdfffdecbmth reducible gLALQbcbdfffdecbmmd reducible gLALQbcbdfffdecbqmp reducible gLALQbcbdfffdecbudu reducible gLALQbcbdfffdecbuiq reducible gLALQbcbdfffdecbtxu reducible gLALQbcbdfffdecnqmp reducible gLALQbcbdfffdecjqmp reducible gLALQcbbffefiicxmgm SFS[D(3,1)(2,1)] gLALQcbbffefiicphgh SFS[D(3,1)(2,1)] gLALQcbbffefiicetgt SFS[D(3,1)(2,1)] gLALQcbbffefiicdmgm SFS[D(3,1)(2,1)] gLALQcbbffefiicqtgt SFS[D(3,1)(2,1)] gLALQcbbffefiicuhgh SFS[D(3,1)(2,1)] gLALQcbbffefiiceugm SFS[D(2,1)(2,1)] gLALQcbbffefiicxqgh SFS[D(2,1)(2,1)] gLALQcbbffefiiclegm SFS[D(2,1)(2,1)] gLALQcbbffefiicltga T2xI gLALQcbbffefiicpmgl SFS[D(2,1)(2,1)] gLALQcbbffefiiclegx SFS[D(2,1)(2,1)] gLALQcbbffefiicqhgx SFS[D(2,1)(2,1)] gLALQcbbffefiicltgl T2xI gLALQcbbffefiicimkm reducible gLALQcbbffefiicimjm reducible gLALQbcbdfffeebbdqt reducible gLALQbcbdfffeebbdid reducible gLALQbcbdfffeebbdxd reducible gLALQbcbdfffeebbddp reducible gLALQbcbdfffeebbdip reducible gLALQbcbdfffeebbdxp reducible gLALQbcbdfffeebbddh reducible gLALQbcbdfffeebbdih reducible gLALQbcbdfffeebbdxh reducible gLALQbcbdfffeebbuiq reducible gLALQbcbdfffeebbudu reducible gLALQbcbdfffeebbtxu reducible gLALQbcbdfffeebbmmd reducible gLALQbcbdfffeebbmth reducible gLALQbcbdfffeebbqmp reducible gLALQbcbdfffeebnqmp reducible gLALQbcbdfffeebjqmp reducible gLALQcbbffefiacaija reducible gLALQcbbffefiacaika reducible gLALQcbbffefiacddkd SFS[D(3,1)(3,1)] gLALQcbbffefiaceeke SFS[D(3,1)(3,2)] gLALQcbbffefiaceeje SFS[D(3,1)(3,1)] gLALQcbbffefiacqeje SFS[D(3,1)(3,2)] gLALQcbbffefiacleje toroidal gLALQcbbffefiacddjd SFS[D(3,1)(3,2)] gLALQcbbffefiacidjd reducible gLALQcbbffefiacqeke SFS[D(3,1)(3,1)] gLALQcbbffefiacltjt SFS[A(3,1)] gLALQcbbffefiacahjh reducible gLALQcbbffefiacedjl SFS[D(3,1)(2,1)] gLALQcbbffefiacqqka SFS[D(3,1)(2,1)] gLALQcbbffefiacimjx reducible gLALQcbbffefiacqqja SFS[D(3,1)(2,1)] gLALQcbbffefiacedkl SFS[D(3,1)(2,1)] gLALQcbbffefiacimje reducible gLALQbcbdfffaefbdet SFS[D(3,1)(2,1)] gLALQbcbdfffaefbdlt SFS[D(3,1)(2,1)] gLALQbcbdfffaefbdql SFS[D(3,1)(2,1)] gLALQbcbdfffaefbdel SFS[D(3,1)(2,1)] gLALQbcbdfffaefbdqa SFS[D(3,1)(2,1)] gLALQbcbdfffaefbdla SFS[D(3,1)(2,1)] gLALQbcbdfffaefbtdq T2xI gLALQbcbdfffaefbmeq SFS[D(2,1)(2,1)] gLALQbcbdfffaefbmlu SFS[D(2,1)(2,1)] gLALQbcbdfffaefbqeu SFS[D(2,1)(2,1)] gLALQbcbdfffaefbqtd T2xI gLALQbcbdfffaefbuta SFS[D(2,1)(2,1)] gLALQbcbdfffaefbtma SFS[D(2,1)(2,1)] gLALQbcbdfffaefbuml SFS[D(2,1)(2,1)] gLALQbcbdfffaefnalt SFS[D(2,1)(2,1)] gLALQbcbdfffaefnaqa SFS[D(2,1)(2,1)] gLALQbcbdfffaefndea reducible gLALQbcbdfffaefnxxq SFS[D(2,1)(2,1)] gLALQbcbdfffaefnxdi SFS[D(2,1)(2,1)] gLALQbcbdfffaefntxu reducible gLALQbcbdfffaefnpqq reducible gLALQbcbdfffaefnmqq reducible gLALQbcbdfffaefnqlq SFS[D(3,1)(2,1)] gLALQbcbdfffaefnqeq SFS[D(3,1)(2,1)] gLALQbcbdfffaefnqqu SFS[D(3,1)(2,1)] gLALQbcbdfffaefnqlu SFS[D(3,1)(2,1)] gLALQbcbdfffaefnqeu toroidal gLALQbcbdfffaefnqqi SFS[D(3,1)(2,1)] gLALQbcbdfffaefnqli reducible gLALQbcbdfffaefnqei SFS[D(3,1)(2,1)] gLALQbcbdfffaefnqtd SFS[A(2,1)] gLALQbcbdfffaefnqhh reducible gLALQbcbdfffaefjdea reducible gLALQbcbdfffaefjtxu reducible gLALQbcbdfffaefjqeu SFS[D(2,1)(2,1)] gLALQbcbdfffaefjqtd T2xI gLALQbcbdfffahfbdea reducible gLALQbcbdfffahfbmth reducible gLALQbcbdfffahfbmeq SFS[D(2,1)(2,1)] gLALQbcbdfffahfbtdq T2xI gLALQbcbdfffahfnaqa SFS[D(7,2)(2,1)] gLALQbcbdfffahfnqhh toroidal gLALQbcbdfffahfnmqq toroidal gLALQbcbdfffahfnpqq toroidal gLALQbcbdfffahfnqqi SFS[D(7,4)(3,1)] gLALQbcbdfffahfnqqu SFS[D(7,3)(3,1)] gLALQbcbdfffahfnqeq SFS[D(7,2)(3,1)] gLALQbcbdfffahfnqlq SFS[D(7,5)(3,1)] gLALQbcbdfffahfnxxq SFS[D(7,3)(2,1)] gLALQbcbdfffahfjaqa toroidal gLALQbcbdfffahfjqhh SFS[D(8,3)(2,1)] gLALQbcbdfffahfjmqq SFS[D(8,3)(3,1)] gLALQbcbdfffahfjpqq SFS[D(8,3)(3,1)] gLALQbcbdfffahfjqqi SFS[D(8,3)(3,1)] gLALQbcbdfffahfjqqu SFS[D(8,3)(3,1)] gLALQbcbdfffahfjqeq toroidal gLALQbcbdfffahfjqlq toroidal gLALQbcbdfffahfjxxq SFS[D(8,3)(2,1)] gLALQbcbffefaxfaiga reducible gLALQbcbffefaxfamga reducible gLALQbcbffefaxfuaga SFS[D(3,1)(3,2)] gLALQbcbffefaxfpaga SFS[D(3,1)(3,1)] gLALQbcbffefaxfeege SFS[D(3,1)(3,2)] gLALQbcbffefaxfqege SFS[D(3,1)(3,1)] gLALQbcbffefaxflege reducible gLALQbcbffefaxfddgd SFS[D(3,1)(3,1)] gLALQbcbffefaxfidgd toroidal gLALQbcbffefaxfxdgd SFS[D(3,1)(3,2)] gLALQbcbffefaxfltgt SFS[A(3,1)] gLALQbcbffefaxfahgh reducible gLALQbcbffefaxfedgl reducible gLALQbcbffefaxfxagx SFS[D(3,1)(2,1)] gLALQbcbffefaxfimgx SFS[D(3,1)(2,1)] gLALQbcbffefaxfqqga SFS[D(3,1)(2,1)] gLALQbcbffefaxfpugd reducible gLALQbcbffefaxfimge SFS[D(3,1)(2,1)] gLALQbcbffefaxfaija toroidal gLALQbcbffefaxfamja toroidal gLALQbcbffefaxfuaja reducible gLALQbcbffefaxfpaja reducible gLALQbcbffefaxfeeje toroidal gLALQbcbffefaxfddjd toroidal gLALQbcbffefaxfahjh toroidal gLALQbcbffefaxfxajx reducible gLALQbcbffefaxfqqja toroidal gLALQbcbffefaxfaika toroidal gLALQbcbffefaxfamka toroidal gLALQbcbffefaxfuaka SFS[D(3,1)(3,1)] gLALQbcbffefaxfpaka SFS[D(3,1)(3,2)] gLALQbcbffefaxfeeke SFS[D(3,1)(3,1)] gLALQbcbffefaxfddkd SFS[D(3,1)(3,2)] gLALQbcbffefaxfahkh toroidal gLALQbcbffefaxfxakx SFS[D(3,1)(2,1)] gLALQbcbffefaxfqqka SFS[D(3,1)(2,1)] gLALQbcbdfffaxffupa SFS[D(2,1)(2,1)] gLALQbcbdfffaxffxaa SFS[D(2,1)(2,1)] gLALQbcbdfffaxfftal reducible gLALQbcbdfffaxfflxp SFS[A(2,1)] gLALQbcbdfffaxffhxh reducible gLALQbcbdfffaxffxxe SFS[D(3,1)(2,1)] gLALQbcbdfffaxffxxm SFS[D(3,1)(2,1)] gLALQbcbdfffaxffuxx SFS[D(3,1)(2,1)] gLALQbcbdfffaxffuxe reducible gLALQbcbdfffaxffuxm SFS[D(3,1)(2,1)] gLALQbcbdfffaxfftxx SFS[D(3,1)(2,1)] gLALQbcbdfffaxfftxe SFS[D(3,1)(2,1)] gLALQbcbdfffaxfftxm toroidal gLALQbcbdfffaxffxdx reducible gLALQbcbdfffaxffxix reducible gLALQbcbdfffaxffqle SFS[D(2,1)(2,1)] gLALQbcbdfffaxffpqm reducible gLALQbcbdfffaxffqqx SFS[D(2,1)(2,1)] gLALQbcbdfffaxfrxaa SFS[D(5,1)(2,1)] gLALQbcbdfffaxfrhxh toroidal gLALQbcbdfffaxfrxxe toroidal gLALQbcbdfffaxfrxxm toroidal gLALQbcbdfffaxfruxx SFS[D(5,4)(3,1)] gLALQbcbdfffaxfrtxx SFS[D(5,1)(3,1)] gLALQbcbdfffaxfrxdx toroidal gLALQbcbdfffaxfrxix toroidal gLALQbcbdfffaxfrqqx toroidal gLALQbcbdfffaxfkxaa SFS[D(7,2)(2,1)] gLALQbcbdfffaxfkhxh toroidal gLALQbcbdfffaxfkxxe SFS[D(7,4)(3,1)] gLALQbcbdfffaxfkxxm SFS[D(7,3)(3,1)] gLALQbcbdfffaxfkuxx SFS[D(7,5)(3,1)] gLALQbcbdfffaxfktxx SFS[D(7,2)(3,1)] gLALQbcbdfffaxfkxdx toroidal gLALQbcbdfffaxfkxix toroidal gLALQbcbdfffaxfkqqx SFS[D(7,3)(2,1)] gLALQbcbdfffaufbaqa SFS[D(2,1)(2,1)] gLALQbcbdfffaufbalt SFS[D(2,1)(2,1)] gLALQbcbdfffaufbdea reducible gLALQbcbdfffaufbmth reducible gLALQbcbdfffaufbphd SFS[D(2,1)(2,1)] gLALQbcbdfffaufbqhh SFS[D(2,1)(2,1)] gLALQbcbdfffaufbmqq SFS[D(3,1)(2,1)] gLALQbcbdfffaufbpqq SFS[D(3,1)(2,1)] gLALQbcbdfffaufbqqi reducible gLALQbcbdfffaufbqqu reducible gLALQbcbdfffaufbqeq SFS[D(3,1)(2,1)] gLALQbcbdfffaufbmeq toroidal gLALQbcbdfffaufbpeq SFS[D(3,1)(2,1)] gLALQbcbdfffaufbqlq SFS[D(3,1)(2,1)] gLALQbcbdfffaufbmlq SFS[D(3,1)(2,1)] gLALQbcbdfffaufbplq reducible gLALQbcbdfffaufbtdq SFS[A(2,1)] gLALQbcbdfffaufbxxq reducible gLALQbcbdfffaufnaqa SFS[D(5,1)(2,1)] gLALQbcbdfffaufnqhh toroidal gLALQbcbdfffaufnmqq toroidal gLALQbcbdfffaufnpqq toroidal gLALQbcbdfffaufnqqi toroidal gLALQbcbdfffaufnqqu toroidal gLALQbcbdfffaufnqeq SFS[D(5,1)(3,1)] gLALQbcbdfffaufnqlq SFS[D(5,4)(3,1)] gLALQbcbdfffaufnxxq toroidal gLALQbcbdfffaufjaqa SFS[D(7,2)(2,1)] gLALQbcbdfffaufjqhh SFS[D(7,3)(2,1)] gLALQbcbdfffaufjmqq SFS[D(7,3)(3,1)] gLALQbcbdfffaufjpqq SFS[D(7,4)(3,1)] gLALQbcbdfffaufjqqi toroidal gLALQbcbdfffaufjqqu toroidal gLALQbcbdfffaufjqeq SFS[D(7,2)(3,1)] gLALQbcbdfffaufjqlq SFS[D(7,5)(3,1)] gLALQbcbdfffaufjxxq toroidal gLALQbcbfffeamftaaf reducible gLALQbcbfffeamflaaf reducible gLALQbcbfffeamfpppf SFS[D(3,1)(3,1)] gLALQbcbfffeamfuuuf SFS[D(3,1)(3,2)] gLALQbcbfffeamfamaf SFS[D(3,1)(3,1)] gLALQbcbfffeamfpxpf SFS[D(3,1)(3,2)] gLALQbcbfffeamfueuf reducible gLALQbcbfffeamfaiaf SFS[D(3,1)(3,2)] gLALQbcbfffeamfplpf toroidal gLALQbcbfffeamfuhuf SFS[D(3,1)(3,1)] gLALQbcbfffeamfdedf SFS[A(3,1)] gLALQbcbfffeamfqaqf reducible gLALQbcbfffeamfimpf reducible gLALQbcbfffeamfhhaf SFS[D(3,1)(2,1)] gLALQbcbfffeamftluf SFS[D(3,1)(2,1)] gLALQbcbfffeamfaxxf SFS[D(3,1)(2,1)] gLALQbcbfffeamfpuef reducible gLALQbcbfffeamftlxf SFS[D(3,1)(2,1)] gLALQbcbfffeamftaak toroidal gLALQbcbfffeamflaak toroidal gLALQbcbfffeamfpppk SFS[D(3,1)(3,2)] gLALQbcbfffeamfuuuk SFS[D(3,1)(3,1)] gLALQbcbfffeamfamak SFS[D(3,1)(3,2)] gLALQbcbfffeamfaiak SFS[D(3,1)(3,1)] gLALQbcbfffeamfqaqk toroidal gLALQbcbfffeamfhhak SFS[D(3,1)(2,1)] gLALQbcbfffeamfaxxk SFS[D(3,1)(2,1)] gLALQbcbfffeamftaar toroidal gLALQbcbfffeamflaar toroidal gLALQbcbfffeamfpppr toroidal gLALQbcbfffeamfuuur toroidal gLALQbcbfffeamfamar reducible gLALQbcbfffeamfaiar reducible gLALQbcbfffeamfqaqr toroidal gLALQbcbfffeamfhhar toroidal gLALQbcbfffeamfaxxr reducible gLALQbcbdfffaifbeda reducible gLALQbcbdfffaifbmex T2xI gLALQbcbdfffaifbtdx SFS[D(2,1)(2,1)] gLALQbcbdfffaifbtmh reducible gLALQbcbdfffaifjaxa SFS[D(7,2)(2,1)] gLALQbcbdfffaifjqqx SFS[D(7,3)(2,1)] gLALQbcbdfffaifjuxx toroidal gLALQbcbdfffaifjtxx toroidal gLALQbcbdfffaifjxix SFS[D(7,5)(3,1)] gLALQbcbdfffaifjxdx SFS[D(7,2)(3,1)] gLALQbcbdfffaifjxxp SFS[D(7,3)(3,1)] gLALQbcbdfffaifjxxl SFS[D(7,4)(3,1)] gLALQbcbdfffaifjxhh toroidal gLALQbcbdfffaifnaxa toroidal gLALQbcbdfffaifnqqx SFS[D(8,3)(2,1)] gLALQbcbdfffaifnuxx SFS[D(8,3)(3,1)] gLALQbcbdfffaifntxx SFS[D(8,3)(3,1)] gLALQbcbdfffaifnxix toroidal gLALQbcbdfffaifnxdx toroidal gLALQbcbdfffaifnxxp SFS[D(8,3)(3,1)] gLALQbcbdfffaifnxxl SFS[D(8,3)(3,1)] gLALQbcbdfffaifnxhh SFS[D(8,3)(2,1)] gLALQbcbffefalfaija reducible gLALQbcbffefalfaika reducible gLALQbcbffefalfddkd SFS[D(3,1)(3,1)] gLALQbcbffefalfeeke SFS[D(3,1)(3,2)] gLALQbcbffefalfeeje SFS[D(3,1)(3,1)] gLALQbcbffefalfqeje SFS[D(3,1)(3,2)] gLALQbcbffefalfleje toroidal gLALQbcbffefalfddjd SFS[D(3,1)(3,2)] gLALQbcbffefalfidjd reducible gLALQbcbffefalfqeke SFS[D(3,1)(3,1)] gLALQbcbffefalfltjt SFS[A(3,1)] gLALQbcbffefalfahjh reducible gLALQbcbffefalfedjl SFS[D(3,1)(2,1)] gLALQbcbffefalfqqka SFS[D(3,1)(2,1)] gLALQbcbffefalfimjx reducible gLALQbcbffefalfqqja SFS[D(3,1)(2,1)] gLALQbcbffefalfedkl SFS[D(3,1)(2,1)] gLALQbcbffefalfimje reducible gLALQbcbffefaefhegu SFS[D(3,1)(2,1)] gLALQbcbffefaefpegu SFS[D(3,1)(2,1)] gLALQbcbffefaefpeoh SFS[D(3,1)(2,1)] gLALQbcbffefaeflxgp SFS[D(3,1)(2,1)] gLALQbcbffefaefheoh SFS[D(3,1)(2,1)] gLALQbcbffefaeflxol SFS[D(3,1)(2,1)] gLALQbcbffefaefdegq T2xI gLALQbcbffefaefploi SFS[D(2,1)(2,1)] gLALQbcbffefaefhxgt SFS[D(2,1)(2,1)] gLALQbcbffefaefdpgt SFS[D(2,1)(2,1)] gLALQbcbffefaefdegi T2xI gLALQbcbffefaefplga SFS[D(2,1)(2,1)] gLALQbcbffefaefdpga SFS[D(2,1)(2,1)] gLALQbcbffefaefhxod SFS[D(2,1)(2,1)] gLALQbcbffefaefpuku SFS[D(2,1)(2,1)] gLALQbcbffefaefhhnh SFS[D(2,1)(2,1)] gLALQbcbffefaefimka reducible gLALQbcbffefaefhhkq SFS[D(2,1)(2,1)] gLALQbcbffefaefpunm SFS[D(2,1)(2,1)] gLALQbcbffefaefimkt reducible gLALQbcbffefaefaikq reducible gLALQbcbffefaefainh reducible gLALQbcbffefaeflakq SFS[D(3,1)(2,1)] gLALQbcbffefaefppni SFS[D(3,1)(2,1)] gLALQbcbffefaefppkt SFS[D(3,1)(2,1)] gLALQbcbffefaefhpkt SFS[D(3,1)(2,1)] gLALQbcbffefaefdpkt toroidal gLALQbcbffefaeflanh SFS[D(3,1)(2,1)] gLALQbcbffefaefiukd reducible gLALQbcbffefaefhpni SFS[D(3,1)(2,1)] gLALQbcbffefaefdeki SFS[A(2,1)] gLALQbcbffefaefaxkh reducible gLALQbcbffefaefimja reducible gLALQbcbffefaefimjt reducible gLALQbcbffefaefdpjt SFS[D(2,1)(2,1)] gLALQbcbffefaefdeji T2xI gLALQbcbffefaiftlga reducible gLALQbcbffefaifimgh reducible gLALQbcbffefaiftmgx SFS[D(2,1)(2,1)] gLALQbcbffefaifdegx T2xI gLALQbcbffefaifaxja SFS[D(7,2)(2,1)] gLALQbcbffefaifqajh toroidal gLALQbcbffefaiftajx toroidal gLALQbcbffefaiflajx toroidal gLALQbcbffefaifppje SFS[D(7,4)(3,1)] gLALQbcbffefaifuujm SFS[D(7,3)(3,1)] gLALQbcbffefaifamjx SFS[D(7,2)(3,1)] gLALQbcbffefaifaijx SFS[D(7,5)(3,1)] gLALQbcbffefaifhhjx SFS[D(7,3)(2,1)] gLALQbcbffefaifaxka toroidal gLALQbcbffefaifqakh SFS[D(8,3)(2,1)] gLALQbcbffefaiftakx SFS[D(8,3)(3,1)] gLALQbcbffefaiflakx SFS[D(8,3)(3,1)] gLALQbcbffefaifppke SFS[D(8,3)(3,1)] gLALQbcbffefaifuukm SFS[D(8,3)(3,1)] gLALQbcbffefaifamkx toroidal gLALQbcbffefaifaikx toroidal gLALQbcbffefaifhhkx SFS[D(8,3)(2,1)] gLALQbcbffefapfamga reducible gLALQbcbffefapfaiga reducible gLALQbcbffefapfddgd SFS[D(3,1)(3,2)] gLALQbcbffefapfeege SFS[D(3,1)(3,1)] gLALQbcbffefapfpaga SFS[D(3,1)(3,2)] gLALQbcbffefapfxdgd SFS[D(3,1)(3,1)] gLALQbcbffefapflege reducible gLALQbcbffefapfuaga SFS[D(3,1)(3,1)] gLALQbcbffefapfidgd toroidal gLALQbcbffefapfqege SFS[D(3,1)(3,2)] gLALQbcbffefapfltgt SFS[A(3,1)] gLALQbcbffefapfahgh reducible gLALQbcbffefapfpugd reducible gLALQbcbffefapfqqga SFS[D(3,1)(2,1)] gLALQbcbffefapfimge SFS[D(3,1)(2,1)] gLALQbcbffefapfxagx SFS[D(3,1)(2,1)] gLALQbcbffefapfedgl reducible gLALQbcbffefapfimgx SFS[D(3,1)(2,1)] gLALQbcbffefapfamka toroidal gLALQbcbffefapfaika toroidal gLALQbcbffefapfddkd reducible gLALQbcbffefapfeeke reducible gLALQbcbffefapfpaka toroidal gLALQbcbffefapfuaka toroidal gLALQbcbffefapfahkh toroidal gLALQbcbffefapfqqka reducible gLALQbcbffefapfxakx toroidal gLALQbcbffefapfamja toroidal gLALQbcbffefapfaija toroidal gLALQbcbffefapfddjd SFS[D(3,1)(3,1)] gLALQbcbffefapfeeje SFS[D(3,1)(3,2)] gLALQbcbffefapfpaja SFS[D(3,1)(3,1)] gLALQbcbffefapfuaja SFS[D(3,1)(3,2)] gLALQbcbffefapfahjh toroidal gLALQbcbffefapfqqja SFS[D(3,1)(2,1)] gLALQbcbffefapfxajx SFS[D(3,1)(2,1)] gLALQbcbdfffamfbaim SFS[D(2,1)(2,1)] gLALQbcbdfffamfbaxa SFS[D(2,1)(2,1)] gLALQbcbdfffamfbeda reducible gLALQbcbdfffamfbmex SFS[A(2,1)] gLALQbcbdfffamfbqqx reducible gLALQbcbdfffamfbuxx SFS[D(3,1)(2,1)] gLALQbcbdfffamfbtxx SFS[D(3,1)(2,1)] gLALQbcbdfffamfbxix SFS[D(3,1)(2,1)] gLALQbcbdfffamfbuix reducible gLALQbcbdfffamfbtix SFS[D(3,1)(2,1)] gLALQbcbdfffamfbxdx SFS[D(3,1)(2,1)] gLALQbcbdfffamfbudx SFS[D(3,1)(2,1)] gLALQbcbdfffamfbtdx toroidal gLALQbcbdfffamfbxxp reducible gLALQbcbdfffamfbxxl reducible gLALQbcbdfffamfbuhe SFS[D(2,1)(2,1)] gLALQbcbdfffamfbtmh reducible gLALQbcbdfffamfbxhh SFS[D(2,1)(2,1)] gLALQbcbdfffamfjaxa SFS[D(5,1)(2,1)] gLALQbcbdfffamfjqqx toroidal gLALQbcbdfffamfjuxx toroidal gLALQbcbdfffamfjtxx toroidal gLALQbcbdfffamfjxix SFS[D(5,4)(3,1)] gLALQbcbdfffamfjxdx SFS[D(5,1)(3,1)] gLALQbcbdfffamfjxxp toroidal gLALQbcbdfffamfjxxl toroidal gLALQbcbdfffamfjxhh toroidal gLALQbcbdfffamfnaxa SFS[D(7,2)(2,1)] gLALQbcbdfffamfnqqx toroidal gLALQbcbdfffamfnuxx SFS[D(7,4)(3,1)] gLALQbcbdfffamfntxx SFS[D(7,3)(3,1)] gLALQbcbdfffamfnxix SFS[D(7,5)(3,1)] gLALQbcbdfffamfnxdx SFS[D(7,2)(3,1)] gLALQbcbdfffamfnxxp toroidal gLALQbcbdfffamfnxxl toroidal gLALQbcbdfffamfnxhh SFS[D(7,3)(2,1)] gLALQbcbfffeaaflaar reducible gLALQbcbfffeaaflaak reducible gLALQbcbfffeaafaiar SFS[D(3,1)(3,1)] gLALQbcbfffeaafamar SFS[D(3,1)(3,2)] gLALQbcbfffeaafamak SFS[D(3,1)(3,1)] gLALQbcbfffeaafpxpk SFS[D(3,1)(3,2)] gLALQbcbfffeaafueuk toroidal gLALQbcbfffeaafaiak SFS[D(3,1)(3,2)] gLALQbcbfffeaafplpk reducible gLALQbcbfffeaafpxpr SFS[D(3,1)(3,1)] gLALQbcbfffeaafdedk SFS[A(3,1)] gLALQbcbfffeaafqaqk reducible gLALQbcbfffeaafimpk SFS[D(3,1)(2,1)] gLALQbcbfffeaafaxxr SFS[D(3,1)(2,1)] gLALQbcbfffeaaftluk reducible gLALQbcbfffeaafaxxk SFS[D(3,1)(2,1)] gLALQbcbfffeaafimpr SFS[D(3,1)(2,1)] gLALQbcbfffeaaftlur reducible gLALQbcbdfffaafbedm SFS[D(3,1)(2,1)] gLALQbcbdfffaafbeim SFS[D(3,1)(2,1)] gLALQbcbdfffaafbexi SFS[D(3,1)(2,1)] gLALQbcbdfffaafbedi SFS[D(3,1)(2,1)] gLALQbcbdfffaafbexa SFS[D(3,1)(2,1)] gLALQbcbdfffaafbeia SFS[D(3,1)(2,1)] gLALQbcbdfffaafbmex T2xI gLALQbcbdfffaafbtdx SFS[D(2,1)(2,1)] gLALQbcbdfffaafbtip SFS[D(2,1)(2,1)] gLALQbcbdfffaafbxdp SFS[D(2,1)(2,1)] gLALQbcbdfffaafbxme T2xI gLALQbcbdfffaafbpma SFS[D(2,1)(2,1)] gLALQbcbdfffaafbmta SFS[D(2,1)(2,1)] gLALQbcbdfffaafbpti SFS[D(2,1)(2,1)] gLALQbcbdfffaafjaim SFS[D(2,1)(2,1)] gLALQbcbdfffaafjaxa SFS[D(2,1)(2,1)] gLALQbcbdfffaafjeda reducible gLALQbcbdfffaafjqqx SFS[D(2,1)(2,1)] gLALQbcbdfffaafjqel SFS[D(2,1)(2,1)] gLALQbcbdfffaafjmqp reducible gLALQbcbdfffaafjuxx reducible gLALQbcbdfffaafjtxx reducible gLALQbcbdfffaafjxix SFS[D(3,1)(2,1)] gLALQbcbdfffaafjxdx SFS[D(3,1)(2,1)] gLALQbcbdfffaafjxxp SFS[D(3,1)(2,1)] gLALQbcbdfffaafjxip SFS[D(3,1)(2,1)] gLALQbcbdfffaafjxdp toroidal gLALQbcbdfffaafjxxl SFS[D(3,1)(2,1)] gLALQbcbdfffaafjxil reducible gLALQbcbdfffaafjxdl SFS[D(3,1)(2,1)] gLALQbcbdfffaafjxme SFS[A(2,1)] gLALQbcbdfffaafjxhh reducible gLALQbcbdfffaafneda reducible gLALQbcbdfffaafnmqp reducible gLALQbcbdfffaafnxdp SFS[D(2,1)(2,1)] gLALQbcbdfffaafnxme T2xI gLALQbcbeeffmpjbbuc SFS[D(3,1)(2,1)] gLALQbcbeeffmpjbbhb SFS[D(3,1)(2,1)] gLAMPaccdeffbgglpmn SFS[D(3,1)(2,1)] gLAMPaccdeffbggllur SFS[D(3,1)(2,1)] gLALQbcbeeffmunvvlo SFS[D(3,1)(2,1)] gLALQbcbeeffmunvvxv SFS[D(3,1)(2,1)] gLALQbcbeeffmpnbbuc SFS[D(3,1)(2,1)] gLALQbcbeeffmpnbbhb SFS[D(3,1)(2,1)] gLAMPaccdeffbgglpmj SFS[D(3,1)(2,1)] gLAMPaccdeffbgglluk SFS[D(3,1)(2,1)] gLALQbcbeeffmujvvlo SFS[D(3,1)(2,1)] gLALQbcbeeffmujvvxv SFS[D(3,1)(2,1)] gLALQbcbeeffpajoomj SFS[D(3,1)(2,1)] gLALQbcbeeffpajoomn SFS[D(3,1)(2,1)] gLALQbcbeeffpajoodw SFS[D(2,1)(2,1)] gLALQbcbeeffpajoolr SFS[D(2,1)(2,1)] gLALQbcbeeffpajcoto SFS[D(3,1)(2,1)] gLALQbcbeeffpajccto SFS[D(3,1)(2,1)] gLALQbcbeeffpajcgto toroidal gLALQbcbeeffpawcoto SFS[D(3,1)(2,1)] gLALQbcbeeffpawcgto toroidal gLALQbcbeeffpawccto SFS[D(3,1)(2,1)] gLAPPcbbeeffatjvvaj SFS[D(3,1)(2,1)] gLAPPcbbeeffatjvvaw SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqatj SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqatn SFS[D(2,1)(2,1)] gLALQbcbeeffmajoomj toroidal gLALQbcbeeffmajoomn toroidal gLALQbcbeeffmajootb SFS[D(3,1)(2,1)] gLALQbcbeeffmajootj toroidal gLALQbcbeeffmajootn toroidal gLALQbcbeeffmajoohb SFS[D(3,1)(2,1)] gLALQbcbeeffmajoohj toroidal gLALQbcbeeffmajoohn toroidal gLALQbcbeeffmajooxv SFS[D(3,1)(2,1)] gLALQbcbeeffmajooxw toroidal gLALQbcbeeffmajooxs toroidal gLALQbcbeeffmajoodv SFS[D(3,1)(2,1)] gLALQbcbeeffmajoodw toroidal gLALQbcbeeffmajoods toroidal gLALQbcbeeffmajooiw SFS[D(3,1)(2,1)] gLALQbcbeeffmajoois SFS[D(3,1)(2,1)] gLALQbcbeeffmajooeo SFS[D(3,1)(2,1)] gLALQbcbeeffmajooer toroidal gLALQbcbeeffmajooen toroidal gLALQbcbeeffmajoolo SFS[D(3,1)(2,1)] gLALQbcbeeffmajoolr toroidal gLALQbcbeeffmajooln toroidal gLALQbcbeeffmajooqr SFS[D(3,1)(2,1)] gLALQbcbeeffmajooqn SFS[D(3,1)(2,1)] gLALQcbbeeffiqngfaf SFS[D(4,1)(2,1)] gLALQcbbeeffiqnvvtf SFS[D(4,1)(2,1)] gLAPPbcbeeffhejbfac reducible gLAPPbcbeeffhejogac reducible gLALQcbbeeffihkvvtf SFS[D(4,1)(2,1)] gLALQcbbeeffihkgfaf SFS[D(4,1)(2,1)] gLAPPbcbeeffhejccac reducible gLAPPbcbeeffhejjrac reducible gLAPPbcbeeffhejjraw SFS[D(3,1)(2,1)] gLAPPbcbeeffhejjraj SFS[D(3,1)(2,1)] gLAMPaccdeffngjqdxj SFS[D(2,1)(2,1)] gLAMPaccdeffngjqdhj SFS[D(2,1)(2,1)] gLALQbcbeeffxhjsvqn SFS[D(3,1)(3,2)] gLALQbcbeeffxhjsvqj SFS[D(3,1)(3,1)] gLALQbcbeeffxhjsvhr toroidal gLALQbcbeeffxhjsvhn toroidal gLALQbcbeeffxhjsvaw toroidal gLALQbcbeeffxhjsvas toroidal gLALQbcbeeffxhjsjqb SFS[D(3,1)(3,1)] gLALQbcbeeffxhjsjqn s099(0,0) gLALQbcbeeffxhjsjqj s033(0,0) gLALQbcbeeffxhjsjho SFS[D(10,3)(2,1)] gLALQbcbeeffxhjsjhr m099(0,0) gLALQbcbeeffxhjsjhn m163(0,0) gLALQbcbeeffxhjsjaw s240(0,0) gLALQbcbeeffxhjsjas s229(0,0) gLALQbcbeeffxhjsrqb SFS[D(3,1)(3,2)] gLALQbcbeeffxhjsrqn s056(0,0) gLALQbcbeeffxhjsrqj s099(0,0) gLALQbcbeeffxhjsrhr s263(0,0) gLALQbcbeeffxhjsrhn s264(0,0) gLALQbcbeeffxhjsrav SFS[D(4,1)(2,1)] gLALQbcbeeffxhjsraw s058(0,0) gLALQbcbeeffxhjsras s101(0,0) gLALQbcbeeffxhjrvqb SFS[D(3,1)(3,1)] gLALQbcbeeffxhjrvqn m150(0,0) gLALQbcbeeffxhjrvqj m061(0,0) gLALQbcbeeffxhjrvho SFS[D(7,3)(2,1)] gLALQbcbeeffxhjrvhr m027(0,0) gLALQbcbeeffxhjrvhn m069(0,0) gLALQbcbeeffxhjrvaw m230(0,0) gLALQbcbeeffxhjrvas m218(0,0) gLALQbcbeeffxhjrjqb SFS[D(3,1)(3,2)] gLALQbcbeeffxhjrjqn s337(0,0) gLALQbcbeeffxhjrjqj s152(0,0) gLALQbcbeeffxhjrjho toroidal gLALQbcbeeffxhjrjhr toroidal gLALQbcbeeffxhjrjhn m043(0,0) gLALQbcbeeffxhjrjaw s382(0,0) gLALQbcbeeffxhjrjas s306(0,0) gLALQbcbeeffxhjrrqb reducible gLALQbcbeeffxhjrrqn toroidal gLALQbcbeeffxhjrrqj toroidal gLALQbcbeeffxhjrrho SFS[D(7,3)(2,1)] gLALQbcbeeffxhjrrhr toroidal gLALQbcbeeffxhjrrhn SFS[D(2,1)(2,1)] gLALQbcbeeffxhjrrav SFS[D(4,1)(2,1)] gLALQbcbeeffxhjrraw toroidal gLALQbcbeeffxhjrras SFS[D(13,3)(2,1)] gLALQbcbeeffxhjcvqb SFS[D(3,1)(3,2)] gLALQbcbeeffxhjcvqn m093(0,0) gLALQbcbeeffxhjcvqj m150(0,0) gLALQbcbeeffxhjcvhr m252(0,0) gLALQbcbeeffxhjcvhn m257(0,0) gLALQbcbeeffxhjcvaw m098(0,0) gLALQbcbeeffxhjcvas m164(0,0) gLALQbcbeeffxhjcjqb reducible gLALQbcbeeffxhjcjqn toroidal gLALQbcbeeffxhjcjqj toroidal gLALQbcbeeffxhjcjho SFS[D(11,4)(2,1)] gLALQbcbeeffxhjcjhr toroidal gLALQbcbeeffxhjcjhn SFS[D(11,4)(2,1)] gLALQbcbeeffxhjcjav SFS[D(11,4)(2,1)] gLALQbcbeeffxhjcjaw toroidal gLALQbcbeeffxhjcjas SFS[D(11,4)(2,1)] gLALQbcbeeffxhjcrqb SFS[D(3,1)(3,1)] gLALQbcbeeffxhjcrqn s171(0,0) gLALQbcbeeffxhjcrqj s364(0,0) gLALQbcbeeffxhjcrhr s414(0,0) gLALQbcbeeffxhjcrhn s342(0,0) gLALQbcbeeffxhjcrav toroidal gLALQbcbeeffxhjcraw toroidal gLALQbcbeeffxhjcras m096(0,0) gLALQbcbeeffxhjwwqn toroidal gLALQbcbeeffxhjwwqj toroidal gLALQbcbeeffxhjwwdo SFS[D(3,1)(2,1)] gLALQbcbeeffxhjwwdr toroidal gLALQbcbeeffxhjwwdn toroidal gLALQbcbeeffxhjwwtv SFS[D(3,1)(2,1)] gLALQbcbeeffxhjwwts toroidal gLALQbcbeeffxhjwwtw toroidal gLALQbcbeeffxhjwwho SFS[D(3,1)(2,1)] gLALQbcbeeffxhjwwhr toroidal gLALQbcbeeffxhjwwhn toroidal gLALQbcbeeffxhjwwav SFS[D(3,1)(2,1)] gLALQbcbeeffxhjwwaw toroidal gLALQbcbeeffxhjwwas toroidal gLALQbcbeeffxhjwwlw SFS[D(3,1)(2,1)] gLALQbcbeeffxhjwwls SFS[D(3,1)(2,1)] gLALQbcbeeffxhjkfqb reducible gLALQbcbeeffhxjnnlk toroidal gLALQbcbeeffhxjnnlr toroidal gLALQbcbeeffhxjnnxj SFS[D(11,4)(5,2)] gLALQbcbeeffhxjnnxn SFS[D(11,4)(4,1)] gLALQbcbeeffhxjnnpw SFS[D(11,7)(4,1)] gLALQbcbeeffhxjnnpj SFS[D(11,7)(5,2)] gLALQbcbeeffhxjnntk SFS[D(11,4)(5,2)] gLALQbcbeeffhxjnntr SFS[D(11,4)(4,1)] gLALQbcbeeffhxjnnmj toroidal gLALQbcbeeffhxjnnmn SFS[D(11,4)(5,2)] gLALQbcbeeffhxjnnar SFS[D(11,7)(5,2)] gLALQbcbeeffhxjnnak SFS[D(11,7)(4,1)] gLALQbcbeeffhxjnndj toroidal gLALQbcbeeffhxjnndw SFS[D(11,7)(5,2)] gLALQbcbeeffhxjnfxb SFS[D(7,3)(2,1)] gLALQbcbeeffhxjnfmb SFS[D(7,3)(2,1)] gLALQbcbeeffhxjnwaf SFS[D(4,1)(2,1)] gLALQbcbeeffhxjnwdc SFS[D(4,1)(2,1)] gLALQbcbeeffhxjsfaf SFS[D(4,1)(2,1)] gLALQbcbeeffhxjgwxb SFS[D(7,3)(2,1)] gLALQbcbeeffhxjvrdc SFS[D(10,3)(2,1)] gLAPPbcbeeffhxjbbaj toroidal gLAPPbcbeeffhxjbbak toroidal gLAMPaccdeffbjjehxj SFS[D(7,3)(2,1)] gLAMPaccdeffnjjehxj toroidal gLAMPaccdeffjjjehxj toroidal gLAMPaccdeffbjjeqxr SFS[D(7,3)(2,1)] gLAMPaccdeffjjjeqxr toroidal gLAMPaccdeffnjjeqxr toroidal gLAMPaccdeffbkkqhxj SFS[D(7,3)(2,1)] gLAMPaccdeffnkkqhxj toroidal gLAMPaccdeffjkkqhxj toroidal gLAMPaccdeffbkkqqxr SFS[D(7,3)(2,1)] gLAMPaccdeffnkkqqxr toroidal gLAMPaccdeffjkkqqxr toroidal gLAMPaccdeffjgglhxj SFS[D(7,3)(2,1)] gLAMPaccdeffjgglqxr SFS[D(7,3)(2,1)] gLAPPbcbeeffhxjcoag reducible gLALQbcbeeffxhjfnuo SFS[D(11,4)(2,1)] gLALQbcbeeffxhjssdn toroidal gLALQbcbeeffxhjssdj toroidal gLALQbcbeeffxhjsstr SFS[D(10,7)(5,2)] gLALQbcbeeffxhjsstn SFS[D(10,7)(4,1)] gLALQbcbeeffxhjssqs SFS[D(10,3)(4,1)] gLALQbcbeeffxhjssqw SFS[D(10,3)(5,2)] gLALQbcbeeffxhjssan SFS[D(10,7)(5,2)] gLALQbcbeeffxhjssaj SFS[D(10,7)(4,1)] gLALQbcbeeffxhjssur toroidal gLALQbcbeeffxhjssun SFS[D(10,7)(5,2)] gLALQbcbeeffxhjssej SFS[D(10,3)(5,2)] gLALQbcbeeffxhjssen SFS[D(10,3)(4,1)] gLALQbcbeeffxhjssmw toroidal gLALQbcbeeffxhjssms SFS[D(10,3)(5,2)] gLALQbcbeeffxhjskab SFS[D(3,1)(2,1)] gLALQbcbeeffxhjskuo SFS[D(3,1)(2,1)] gLALQbcbeeffxhjckqv SFS[D(7,3)(2,1)] gLALQbcbeeffxhjsbqv SFS[D(7,3)(2,1)] gLALQbcbeeffxhjsbmv SFS[D(7,3)(2,1)] gLALQbcbeeffxhjrbab SFS[D(3,1)(2,1)] gLAPPbcbeeffhxjjnaj SFS[D(7,3)(3,1)] gLAPPbcbeeffhxjjnak SFS[D(7,4)(3,1)] gLAMPaccdeffnsbqhxj toroidal gLAMPaccdeffjsbqhxj toroidal gLAMPaccdeffnsbqqxr toroidal gLAMPaccdeffjsbqqxr toroidal gLAPPbcbeeffhxjknag SFS[D(7,4)(3,1)] gLAPPbcbeeffhxjknaj s089(0,0) gLAPPbcbeeffhxjknak m067(0,0) gLAMPaccdeffbgbqhxj SFS[D(11,4)(2,1)] gLAMPaccdeffngbqhxj m043(0,0) gLAMPaccdeffjgbqhxj m163(0,0) gLAMPaccdeffnsjqqxr s214(0,0) gLAMPaccdeffjsjqqxr s211(0,0) gLAPPbcbeeffhxjgnag SFS[D(7,3)(3,1)] gLAPPbcbeeffhxjgnaj s024(0,0) gLAPPbcbeeffhxjgnak s089(0,0) gLAMPaccdeffnnbqhxj s248(0,0) gLAMPaccdeffjnbqhxj s262(0,0) gLAMPaccdeffbsnqqxr SFS[D(3,1)(2,1)] gLAMPaccdeffnsnqqxr s050(0,0) gLAMPaccdeffjsnqqxr s104(0,0) gLAPPbcbeeffhxjjgag SFS[D(7,4)(3,1)] gLAPPbcbeeffhxjjgaj s085(0,0) gLAPPbcbeeffhxjjgak s015(0,0) gLAMPaccdeffbsnqhxj SFS[D(4,1)(2,1)] gLAMPaccdeffnsnqhxj s036(0,0) gLAMPaccdeffjsnqhxj s100(0,0) gLAMPaccdeffnnbqqxr s230(0,0) gLAMPaccdeffjnbqqxr s241(0,0) gLAPPbcbeeffhxjkgag SFS[D(7,3)(3,1)] gLAPPbcbeeffhxjkgaj s274(0,0) gLAPPbcbeeffhxjkgak m200(0,0) gLAMPaccdeffbgnqhxj toroidal gLAMPaccdeffngnqhxj toroidal gLAMPaccdeffjgnqhxj m095(0,0) gLAMPaccdeffnnjqqxr s356(0,0) gLAMPaccdeffjnjqqxr s302(0,0) gLAPPbcbeeffhxjggag reducible gLAPPbcbeeffhxjggaj toroidal gLAPPbcbeeffhxjggak toroidal gLAMPaccdeffbnnqhxj SFS[D(4,1)(2,1)] gLAMPaccdeffnnnqhxj toroidal gLAMPaccdeffjnnqhxj SFS[D(17,7)(2,1)] gLAMPaccdeffbnnqqxr SFS[D(3,1)(2,1)] gLAMPaccdeffnnnqqxr toroidal gLAMPaccdeffjnnqqxr SFS[D(18,7)(2,1)] gLAPPbcbeeffhxjjsag SFS[D(7,3)(3,1)] gLAPPbcbeeffhxjjsaj m045(0,0) gLAPPbcbeeffhxjjsak s085(0,0) gLAMPaccdeffnsjqhxj s203(0,0) gLAMPaccdeffjsjqhxj s201(0,0) gLAMPaccdeffbgbqqxr SFS[D(10,3)(2,1)] gLAMPaccdeffngbqqxr m044(0,0) gLAMPaccdeffjgbqqxr m164(0,0) gLAPPbcbeeffhxjksag reducible gLAPPbcbeeffhxjksaj SFS[D(7,5)(3,1)] gLAPPbcbeeffhxjksak SFS[D(7,2)(3,1)] gLAMPaccdeffngjqhxj SFS[D(7,2)(2,1)] gLAMPaccdeffngjqqxr SFS[D(7,2)(2,1)] gLAPPbcbeeffhxjgsag SFS[D(7,4)(3,1)] gLAPPbcbeeffhxjgsaj m211(0,0) gLAPPbcbeeffhxjgsak s294(0,0) gLAMPaccdeffnnjqhxj s375(0,0) gLAMPaccdeffjnjqhxj s314(0,0) gLAMPaccdeffbgnqqxr toroidal gLAMPaccdeffngnqqxr toroidal gLAMPaccdeffjgnqqxr m098(0,0) gLALQbcbeeffhxjnbxr SFS[D(4,1)(3,1)] gLALQbcbeeffhxjnbxk SFS[D(4,3)(3,1)] gLALQbcbeeffhxjnbqj toroidal gLALQbcbeeffhxjnbqw toroidal gLALQbcbeeffhxjnbaj toroidal gLALQbcbeeffhxjnban toroidal gLALQbcbeeffhxjnkxf SFS[D(4,3)(3,1)] gLALQbcbeeffhxjnkxr s102(0,0) gLALQbcbeeffhxjnkxk s030(0,0) gLALQbcbeeffhxjnkqc SFS[D(11,4)(2,1)] gLALQbcbeeffhxjnkqj m096(0,0) gLALQbcbeeffhxjnkqw m164(0,0) gLALQbcbeeffhxjnkaj s245(0,0) gLALQbcbeeffhxjnkan s234(0,0) gLALQbcbeeffhxjnsxf SFS[D(4,1)(3,1)] gLALQbcbeeffhxjnsxr s060(0,0) gLALQbcbeeffhxjnsxk s102(0,0) gLALQbcbeeffhxjnsqj s270(0,0) gLALQbcbeeffhxjnsqw s273(0,0) gLALQbcbeeffhxjnsab SFS[D(3,1)(2,1)] gLALQbcbeeffhxjnsaj s063(0,0) gLALQbcbeeffhxjnsan s105(0,0) gLALQbcbeeffhxjsbxf SFS[D(4,3)(3,1)] gLALQbcbeeffhxjsbxr m121(0,0) gLALQbcbeeffhxjsbxk m029(0,0) gLALQbcbeeffhxjsbqc SFS[D(7,3)(2,1)] gLALQbcbeeffhxjsbqj m006(0,0) gLALQbcbeeffhxjsbqw m070(0,0) gLALQbcbeeffhxjsbaj m198(0,0) gLALQbcbeeffhxjsban m194(0,0) gLALQbcbeeffhxjskxf SFS[D(4,1)(3,1)] gLALQbcbeeffhxjskxr s325(0,0) gLALQbcbeeffhxjskxk s139(0,0) gLALQbcbeeffhxjskqc toroidal gLALQbcbeeffhxjskqj toroidal gLALQbcbeeffhxjskqw m044(0,0) gLALQbcbeeffhxjskaj s369(0,0) gLALQbcbeeffhxjskan s288(0,0) gLALQbcbeeffhxjssxf reducible gLALQbcbeeffhxjssxr toroidal gLALQbcbeeffhxjssxk toroidal gLALQbcbeeffhxjssqc SFS[D(7,3)(2,1)] gLALQbcbeeffhxjssqj toroidal gLALQbcbeeffhxjssqw SFS[D(5,1)(2,1)] gLALQbcbeeffhxjssab SFS[D(3,1)(2,1)] gLALQbcbeeffhxjssaj toroidal gLALQbcbeeffhxjssan SFS[D(15,4)(2,1)] gLALQbcbeeffhxjgbxf SFS[D(4,1)(3,1)] gLALQbcbeeffhxjgbxr m073(0,0) gLALQbcbeeffhxjgbxk m121(0,0) gLALQbcbeeffhxjgbqj m242(0,0) gLALQbcbeeffhxjgbqw m250(0,0) gLALQbcbeeffhxjgbaj m095(0,0) gLALQbcbeeffhxjgban m163(0,0) gLALQbcbeeffhxjgkxf reducible gLALQbcbeeffhxjgkxr toroidal gLALQbcbeeffhxjgkxk toroidal gLALQbcbeeffhxjgkqc SFS[D(10,3)(2,1)] gLALQbcbeeffhxjgkqj toroidal gLALQbcbeeffhxjgkqw SFS[D(10,3)(2,1)] gLALQbcbeeffhxjgkab SFS[D(10,3)(2,1)] gLALQbcbeeffhxjgkaj toroidal gLALQbcbeeffhxjgkan SFS[D(10,3)(2,1)] gLALQbcbeeffhxjgsxf SFS[D(4,3)(3,1)] gLALQbcbeeffhxjgsxr s168(0,0) gLALQbcbeeffhxjgsxk s361(0,0) gLALQbcbeeffhxjgsqj s410(0,0) gLALQbcbeeffhxjgsqw s343(0,0) gLALQbcbeeffhxjgsab toroidal gLALQbcbeeffhxjgsaj toroidal gLALQbcbeeffhxjgsan m099(0,0) gLALQbcbeeffhxjjjxr toroidal gLALQbcbeeffhxjjjxk toroidal gLALQbcbeeffhxjjjif SFS[D(4,1)(2,1)] gLALQbcbeeffhxjjjir toroidal gLALQbcbeeffhxjjjik toroidal gLALQbcbeeffhxjjjdf SFS[D(4,1)(2,1)] gLALQbcbeeffhxjjjdr toroidal gLALQbcbeeffhxjjjdk toroidal gLALQbcbeeffhxjjjqc SFS[D(4,1)(2,1)] gLALQbcbeeffhxjjjqj toroidal gLALQbcbeeffhxjjjqw toroidal gLALQbcbeeffhxjjjab SFS[D(4,1)(2,1)] gLALQbcbeeffhxjjjaj toroidal gLALQbcbeeffhxjjjan toroidal gLALQbcbeeffhxjjjew SFS[D(4,1)(2,1)] gLALQbcbeeffhxjjjej SFS[D(4,1)(2,1)] gLALQbcbeeffhxjcrxf reducible gLALQbcbeeffhxjbbpr SFS[D(3,1)(2,1)] gLALQbcbeeffhxjbbpk SFS[D(3,1)(2,1)] gLALQbcbeeffhxjbbtj SFS[D(2,1)(2,1)] gLALQbcbeeffhxjbbij SFS[D(2,1)(2,1)] gLALQbcbeeffhxjobxc SFS[D(3,1)(2,1)] gLALQbcbeeffhxjobtc SFS[D(3,1)(2,1)] gLALQbcbeeffhxjosqf SFS[D(4,1)(2,1)] gLALQbcbeeffhxjvbqf SFS[D(4,1)(2,1)] gLALQbcbeeffhxjvbib SFS[D(4,1)(2,1)] gLALQbcbeeffhxjvkxc SFS[D(3,1)(2,1)] gLALQbcbeeffhxjwftc SFS[D(11,4)(2,1)] gLALQbcbeeffhxjcwib SFS[D(10,3)(2,1)] gLALQbcbeeffxujcbab SFS[D(3,1)(2,1)] gLALQbcbeeffxujffeb SFS[D(3,1)(2,1)] gLAPPbcbeeffhpjfvag reducible gLAPPbcbeeffhpjcoag reducible gLAPPbcbeeffhpjggag reducible gLAPPbcbeeffhpjksag reducible gLAPPbcbeeffhpjksaj SFS[D(5,4)(3,1)] gLAPPbcbeeffhpjksak SFS[D(5,1)(3,1)] gLAMPaccdeffngjqlhk SFS[D(5,1)(2,1)] gLAMPaccdeffngjqtqn SFS[D(5,1)(2,1)] gLALQbcbeeffhpjvvtf SFS[D(3,1)(2,1)] gLALQbcbeeffhpjgfaf SFS[D(3,1)(2,1)] gLALQbcbeeffhajonhw SFS[D(4,1)(2,1)] gLALQbcbeeffhajonhs SFS[D(5,2)(2,1)] gLALQbcbeeffhajonar SFS[D(4,1)(2,1)] gLALQbcbeeffhajonan SFS[D(5,2)(2,1)] gLALQbcbeeffhajknxj m016(0,0) gLALQbcbeeffhajknxn m017(0,0) gLALQbcbeeffhajknhw m016(0,0) gLALQbcbeeffhajknhs m017(0,0) gLALQbcbeeffhajknar m017(0,0) gLALQbcbeeffhajknan m016(0,0) gLALQbcbeeffhajwnxj m006(0,0) gLALQbcbeeffhajwnxn m016(0,0) gLALQbcbeeffhajwnhw m019(0,0) gLALQbcbeeffhajwnhs m011(0,0) gLALQbcbeeffhajwnao SFS[D(3,1)(2,1)] gLALQbcbeeffhajwnar m003(0,0) gLALQbcbeeffhajwnan toroidal gLALQbcbeeffhajowxj m082(0,0) gLALQbcbeeffhajowxn m046(0,0) gLALQbcbeeffhajowhv SFS[D(2,1)(2,1)] gLALQbcbeeffhajowhw m043(0,0) gLALQbcbeeffhajowhs m069(0,0) gLALQbcbeeffhajowar m154(0,0) gLALQbcbeeffhajowan m147(0,0) gLALQbcbeeffhajkwxj m180(0,0) gLALQbcbeeffhajkwxn m141(0,0) gLALQbcbeeffhajkwhv toroidal gLALQbcbeeffhajkwhw toroidal gLALQbcbeeffhajkwhs m011(0,0) gLALQbcbeeffhajkwar m185(0,0) gLALQbcbeeffhajkwan m147(0,0) gLALQbcbeeffhajwwxj SFS[D(7,3)(2,1)] gLALQbcbeeffhajwwxn SFS[D(8,3)(2,1)] gLALQbcbeeffhajwwhv SFS[D(2,1)(2,1)] gLALQbcbeeffhajwwhw SFS[D(7,2)(2,1)] gLALQbcbeeffhajwwhs SFS[D(5,1)(2,1)] gLALQbcbeeffhajwwao SFS[D(3,1)(2,1)] gLALQbcbeeffhajwwar SFS[D(3,1)(2,1)] gLALQbcbeeffhajwwan reducible gLALQbcbeeffhajofxj m037(0,0) gLALQbcbeeffhajofxn m082(0,0) gLALQbcbeeffhajofhw m145(0,0) gLALQbcbeeffhajofhs m130(0,0) gLALQbcbeeffhajofao SFS[D(4,1)(2,1)] gLALQbcbeeffhajofar m019(0,0) gLALQbcbeeffhajofan m016(0,0) gLALQbcbeeffhajkfxj toroidal gLALQbcbeeffhajkfxn toroidal gLALQbcbeeffhajkfhv SFS[D(5,2)(2,1)] gLALQbcbeeffhajkfhw toroidal gLALQbcbeeffhajkfhs SFS[D(5,2)(2,1)] gLALQbcbeeffhajkfao SFS[D(5,2)(2,1)] gLALQbcbeeffhajkfar toroidal gLALQbcbeeffhajkfan SFS[D(5,2)(2,1)] gLALQbcbeeffhajwfxj m070(0,0) gLALQbcbeeffhajwfxn m118(0,0) gLALQbcbeeffhajwfhw m119(0,0) gLALQbcbeeffhajwfhs m069(0,0) gLALQbcbeeffhajwfao toroidal gLALQbcbeeffhajwfar toroidal gLALQbcbeeffhajwfan toroidal gLALQbcbeeffhajrrxj toroidal gLALQbcbeeffhajrrxn toroidal gLALQbcbeeffhajrrew SFS[D(5,2)(5,2)] gLALQbcbeeffhajrres SFS[D(5,2)(4,1)] gLALQbcbeeffhajrrmn SFS[D(5,3)(4,1)] gLALQbcbeeffhajrrmr SFS[D(5,3)(5,2)] gLALQbcbeeffhajrrhw toroidal gLALQbcbeeffhajrrhs SFS[D(5,2)(5,2)] gLALQbcbeeffhajrrar toroidal gLALQbcbeeffhajrran SFS[D(5,3)(5,2)] gLALQbcbeeffxajnnen toroidal gLALQbcbeeffxajnnej toroidal gLALQbcbeeffxajnnxr SFS[D(5,3)(5,2)] gLALQbcbeeffxajnnxn SFS[D(5,3)(4,1)] gLALQbcbeeffxajnnms SFS[D(5,2)(4,1)] gLALQbcbeeffxajnnmw SFS[D(5,2)(5,2)] gLALQbcbeeffxajnndn SFS[D(5,3)(5,2)] gLALQbcbeeffxajnndj SFS[D(5,3)(4,1)] gLALQbcbeeffxajnntr toroidal gLALQbcbeeffxajnntn SFS[D(5,3)(5,2)] gLALQbcbeeffxajnnaj SFS[D(5,2)(5,2)] gLALQbcbeeffxajnnan SFS[D(5,2)(4,1)] gLALQbcbeeffxajnnpw toroidal gLALQbcbeeffxajnnps SFS[D(5,2)(5,2)] gLALQbcbeeffxajbnxo SFS[D(2,1)(2,1)] gLALQbcbeeffxajbnto SFS[D(2,1)(2,1)] gLALQbcbeeffxajjnab SFS[D(3,1)(2,1)] gLALQbcbeeffxajjnpv SFS[D(3,1)(2,1)] gLALQbcbeeffxajbwab SFS[D(3,1)(2,1)] gLALQbcbeeffxajjfxo SFS[D(2,1)(2,1)] gLALQbcbeeffxajcgto SFS[D(4,1)(2,1)] gLAPPcbbeeffahkvvaj toroidal gLAPPcbbeeffahkvvaw toroidal gLAMPaccdeffbjjeahk SFS[D(2,1)(2,1)] gLAMPaccdeffnjjeahk toroidal gLAMPaccdeffjjjeahk toroidal gLAMPaccdeffbjjeaqn SFS[D(2,1)(2,1)] gLAMPaccdeffjjjeaqn toroidal gLAMPaccdeffnjjeaqn toroidal gLAMPaccdeffbkkqahk SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqahk toroidal gLAMPaccdeffjkkqahk toroidal gLAMPaccdeffbkkqaqn SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqaqn toroidal gLAMPaccdeffjkkqaqn toroidal gLAMPaccdeffjgglahk SFS[D(2,1)(2,1)] gLAMPaccdeffjgglaqn SFS[D(2,1)(2,1)] gLAPPcbbeeffahkbfac reducible gLALQbcbeeffhajscpv SFS[D(5,2)(2,1)] gLALQbcbeeffhajcgto SFS[D(4,1)(2,1)] gLALQbcbeeffhajnnej SFS[D(3,1)(2,1)] gLALQbcbeeffhajnnen SFS[D(3,1)(2,1)] gLALQbcbeeffhajnnpw SFS[D(2,1)(2,1)] gLALQbcbeeffhajnntr SFS[D(2,1)(2,1)] gLALQbcbeeffhajjfxo SFS[D(2,1)(2,1)] gLALQbcbeeffhajbnxo SFS[D(2,1)(2,1)] gLALQbcbeeffhajbnto SFS[D(2,1)(2,1)] gLAPPcbbeeffahkwsaj SFS[D(3,1)(2,1)] gLAPPcbbeeffahkwsaw SFS[D(3,1)(2,1)] gLAMPaccdeffnsbqahk toroidal gLAMPaccdeffjsbqahk toroidal gLAMPaccdeffnsbqaqn toroidal gLAMPaccdeffjsbqaqn toroidal gLAPPcbbeeffahkwrac SFS[D(3,1)(2,1)] gLAPPcbbeeffahkwraj m100(0,0) gLAPPcbbeeffahkwraw m030(0,0) gLAMPaccdeffbgbqahk SFS[D(5,2)(2,1)] gLAMPaccdeffngbqahk m011(0,0) gLAMPaccdeffjgbqahk m017(0,0) gLAMPaccdeffnsjqaqn m159(0,0) gLAMPaccdeffjsjqaqn m145(0,0) gLAPPcbbeeffahkwcac SFS[D(3,1)(2,1)] gLAPPcbbeeffahkwcaj m054(0,0) gLAPPcbbeeffahkwcaw m100(0,0) gLAMPaccdeffnnbqahk m178(0,0) gLAMPaccdeffjnbqahk m185(0,0) gLAMPaccdeffnsnqaqn m060(0,0) gLAMPaccdeffjsnqaqn m119(0,0) gLAPPcbbeeffahkcsac SFS[D(3,1)(2,1)] gLAPPcbbeeffahkcsaj toroidal gLAPPcbbeeffahkcsaw SFS[D(3,1)(2,1)] gLAMPaccdeffbsnqahk SFS[D(3,1)(2,1)] gLAMPaccdeffnsnqahk SFS[D(3,1)(2,1)] gLAMPaccdeffjsnqahk toroidal gLAMPaccdeffnnbqaqn toroidal gLAMPaccdeffjnbqaqn toroidal gLAPPcbbeeffahkcrac SFS[D(3,1)(2,1)] gLAPPcbbeeffahkcraj m052(0,0) gLAPPcbbeeffahkcraw m026(0,0) gLAMPaccdeffbgnqahk toroidal gLAMPaccdeffngnqahk SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqahk m003(0,0) gLAMPaccdeffnnjqaqn m060(0,0) gLAMPaccdeffjnjqaqn m043(0,0) gLAPPcbbeeffahkccac reducible gLAPPcbbeeffahkccaj toroidal gLAPPcbbeeffahkccaw toroidal gLAMPaccdeffbnnqahk SFS[D(3,1)(2,1)] gLAMPaccdeffnnnqahk toroidal gLAMPaccdeffjnnqahk SFS[D(3,1)(2,1)] gLAMPaccdeffnnnqaqn toroidal gLAMPaccdeffjnnqaqn SFS[D(7,2)(2,1)] gLAPPcbbeeffahkjsac SFS[D(3,1)(2,1)] gLAPPcbbeeffahkjsaj m003(0,0) gLAPPcbbeeffahkjsaw toroidal gLAMPaccdeffnsjqahk m011(0,0) gLAMPaccdeffjsjqahk m019(0,0) gLAMPaccdeffngbqaqn m006(0,0) gLAMPaccdeffjgbqaqn m016(0,0) gLAPPcbbeeffahkjrac reducible gLAPPcbbeeffahkjraj toroidal gLAPPcbbeeffahkjraw toroidal gLAMPaccdeffbgjqahk SFS[D(4,1)(2,1)] gLAMPaccdeffngjqahk toroidal gLAMPaccdeffjgjqahk SFS[D(4,1)(2,1)] gLAMPaccdeffbgjqaqn SFS[D(4,1)(2,1)] gLAMPaccdeffngjqaqn toroidal gLAMPaccdeffjgjqaqn SFS[D(4,1)(2,1)] gLAPPcbbeeffahkjcac SFS[D(3,1)(2,1)] gLAPPcbbeeffahkjcaj m116(0,0) gLAPPcbbeeffahkjcaw m170(0,0) gLAMPaccdeffnnjqahk m178(0,0) gLAMPaccdeffjnjqahk m154(0,0) gLAMPaccdeffbgnqaqn SFS[D(5,2)(2,1)] gLAMPaccdeffngnqaqn toroidal gLAMPaccdeffjgnqaqn m019(0,0) gLALQbcbeeffxajonxj SFS[D(3,1)(3,1)] gLALQbcbeeffxajonxn SFS[D(3,1)(3,2)] gLALQbcbeeffxajonhw toroidal gLALQbcbeeffxajonhs toroidal gLALQbcbeeffxajonar toroidal gLALQbcbeeffxajonan toroidal gLALQbcbeeffxajknxb SFS[D(3,1)(3,2)] gLALQbcbeeffxajknxj m036(0,0) gLALQbcbeeffxajknxn m007(0,0) gLALQbcbeeffxajknhv SFS[D(5,2)(2,1)] gLALQbcbeeffxajknhw toroidal gLALQbcbeeffxajknhs m016(0,0) gLALQbcbeeffxajknar m100(0,0) gLALQbcbeeffxajknan m082(0,0) gLALQbcbeeffxajwnxb SFS[D(3,1)(3,1)] gLALQbcbeeffxajwnxj m033(0,0) gLALQbcbeeffxajwnxn m036(0,0) gLALQbcbeeffxajwnhw m170(0,0) gLALQbcbeeffxajwnhs m180(0,0) gLALQbcbeeffxajwnar m052(0,0) gLALQbcbeeffxajwnan m118(0,0) gLALQbcbeeffxajowxb SFS[D(3,1)(3,2)] gLALQbcbeeffxajowxj m007(0,0) gLALQbcbeeffxajowxn m010(0,0) gLALQbcbeeffxajowhv SFS[D(2,1)(2,1)] gLALQbcbeeffxajowhw m026(0,0) gLALQbcbeeffxajowhs m070(0,0) gLALQbcbeeffxajowar m116(0,0) gLALQbcbeeffxajowan m141(0,0) gLALQbcbeeffxajkwxb SFS[D(3,1)(3,1)] gLALQbcbeeffxajkwxj m033(0,0) gLALQbcbeeffxajkwxn m010(0,0) gLALQbcbeeffxajkwhv toroidal gLALQbcbeeffxajkwhw SFS[D(3,1)(2,1)] gLALQbcbeeffxajkwhs m006(0,0) gLALQbcbeeffxajkwar m054(0,0) gLALQbcbeeffxajkwan m046(0,0) gLALQbcbeeffxajwwxb reducible gLALQbcbeeffxajwwxj toroidal gLALQbcbeeffxajwwxn toroidal gLALQbcbeeffxajwwhv SFS[D(2,1)(2,1)] gLALQbcbeeffxajwwhw toroidal gLALQbcbeeffxajwwhs SFS[D(7,3)(2,1)] gLALQbcbeeffxajwwar toroidal gLALQbcbeeffxajwwan SFS[D(8,3)(2,1)] gLALQbcbeeffxajofxb SFS[D(3,1)(3,1)] gLALQbcbeeffxajofxj toroidal gLALQbcbeeffxajofxn m007(0,0) gLALQbcbeeffxajofhw m030(0,0) gLALQbcbeeffxajofhs m037(0,0) gLALQbcbeeffxajofao SFS[D(4,1)(2,1)] gLALQbcbeeffxajofar m003(0,0) gLALQbcbeeffxajofan m017(0,0) gLALQbcbeeffxajkfxb reducible gLALQbcbeeffxajkfxj SFS[D(3,1)(3,1)] gLALQbcbeeffxajkfxn SFS[D(3,1)(3,2)] gLALQbcbeeffxajkfhw SFS[D(3,1)(2,1)] gLALQbcbeeffxajkfar SFS[D(3,1)(2,1)] gLALQbcbeeffxajwfxb SFS[D(3,1)(3,2)] gLALQbcbeeffxajwfxj m007(0,0) gLALQbcbeeffxajwfxn m036(0,0) gLALQbcbeeffxajwfhw m100(0,0) gLALQbcbeeffxajwfhs m082(0,0) gLALQbcbeeffxajwfao SFS[D(5,2)(2,1)] gLALQbcbeeffxajwfar toroidal gLALQbcbeeffxajwfan m016(0,0) gLALQbcbeeffxajrrxj toroidal gLALQbcbeeffxajrrxn toroidal gLALQbcbeeffxajrrev SFS[D(3,1)(2,1)] gLALQbcbeeffxajrrew toroidal gLALQbcbeeffxajrres toroidal gLALQbcbeeffxajrrmo SFS[D(3,1)(2,1)] gLALQbcbeeffxajrrmn toroidal gLALQbcbeeffxajrrmr toroidal gLALQbcbeeffxajrrhv SFS[D(3,1)(2,1)] gLALQbcbeeffxajrrhw toroidal gLALQbcbeeffxajrrhs toroidal gLALQbcbeeffxajrrao SFS[D(3,1)(2,1)] gLALQbcbeeffxajrrar toroidal gLALQbcbeeffxajrran toroidal gLALQbcbeeffxajrrir SFS[D(3,1)(2,1)] gLALQbcbeeffxajrrin SFS[D(3,1)(2,1)] gLALQbcbeeffxajcjxb reducible gLALQbcbeeffhajoomn toroidal gLALQbcbeeffhajoomj toroidal gLALQbcbeeffhajooer SFS[D(5,3)(4,1)] gLALQbcbeeffhajooen SFS[D(4,3)(4,1)] gLALQbcbeeffhajooxs SFS[D(4,1)(4,1)] gLALQbcbeeffhajooxw SFS[D(5,2)(4,1)] gLALQbcbeeffhajoohn SFS[D(5,3)(4,1)] gLALQbcbeeffhajoohj SFS[D(4,3)(4,1)] gLALQbcbeeffhajoolr toroidal gLALQbcbeeffhajooln SFS[D(5,3)(4,1)] gLALQbcbeeffhajootj SFS[D(5,2)(4,1)] gLALQbcbeeffhajootn SFS[D(4,1)(4,1)] gLALQbcbeeffhajoodw toroidal gLALQbcbeeffhajoods SFS[D(5,2)(4,1)] gLALQbcbeeffhajkcxv SFS[D(3,1)(2,1)] gLALQbcbeeffhajogxv SFS[D(3,1)(2,1)] gLALQbcbeeffhajogdv SFS[D(3,1)(2,1)] gLALQbcbeeffhajjvlo SFS[D(5,2)(2,1)] gLALQbcbeeffhhjsvhr SFS[D(4,1)(2,1)] gLALQbcbeeffhhjsvhn SFS[D(5,2)(2,1)] gLALQbcbeeffhhjsvaw SFS[D(4,1)(2,1)] gLALQbcbeeffhhjsvas SFS[D(5,2)(2,1)] gLALQbcbeeffhhjsjqn s086(0,0) gLALQbcbeeffhhjsjqj s008(0,0) gLALQbcbeeffhhjsjho SFS[D(6,1)(2,1)] gLALQbcbeeffhhjsjhr m072(0,0) gLALQbcbeeffhhjsjhn m122(0,0) gLALQbcbeeffhhjsjaw s160(0,0) gLALQbcbeeffhhjsjas s149(0,0) gLALQbcbeeffhhjsrqn s013(0,0) gLALQbcbeeffhhjsrqj s086(0,0) gLALQbcbeeffhhjsrhr s172(0,0) gLALQbcbeeffhhjsrhn s167(0,0) gLALQbcbeeffhhjsrav SFS[D(4,1)(2,1)] gLALQbcbeeffhhjsraw s010(0,0) gLALQbcbeeffhhjsras s082(0,0) gLALQbcbeeffhhjrvqn m144(0,0) gLALQbcbeeffhhjrvqj m066(0,0) gLALQbcbeeffhhjrvho SFS[D(5,1)(2,1)] gLALQbcbeeffhhjrvhr m044(0,0) gLALQbcbeeffhhjrvhn m070(0,0) gLALQbcbeeffhhjrvaw m212(0,0) gLALQbcbeeffhhjrvas m196(0,0) gLALQbcbeeffhhjrjqn s255(0,0) gLALQbcbeeffhhjrjqj s126(0,0) gLALQbcbeeffhhjrjho toroidal gLALQbcbeeffhhjrjhr toroidal gLALQbcbeeffhhjrjhn m026(0,0) gLALQbcbeeffhhjrjaw s310(0,0) gLALQbcbeeffhhjrjas s204(0,0) gLALQbcbeeffhhjrrqn SFS[D(14,3)(2,1)] gLALQbcbeeffhhjrrqj SFS[D(13,3)(2,1)] gLALQbcbeeffhhjrrho SFS[D(5,1)(2,1)] gLALQbcbeeffhhjrrhr SFS[D(7,2)(2,1)] gLALQbcbeeffhhjrrhn SFS[D(2,1)(2,1)] gLALQbcbeeffhhjrrav SFS[D(4,1)(2,1)] gLALQbcbeeffhhjrraw SFS[D(11,2)(2,1)] gLALQbcbeeffhhjrras SFS[D(7,1)(2,1)] gLALQbcbeeffhhjcvqn m076(0,0) gLALQbcbeeffhhjcvqj m144(0,0) gLALQbcbeeffhhjcvhr m219(0,0) gLALQbcbeeffhhjcvhn m215(0,0) gLALQbcbeeffhhjcvav SFS[D(3,1)(2,1)] gLALQbcbeeffhhjcvaw m071(0,0) gLALQbcbeeffhhjcvas m123(0,0) gLALQbcbeeffhhjcjqn toroidal gLALQbcbeeffhhjcjqj toroidal gLALQbcbeeffhhjcjho SFS[D(9,4)(2,1)] gLALQbcbeeffhhjcjhr toroidal gLALQbcbeeffhhjcjhn SFS[D(9,4)(2,1)] gLALQbcbeeffhhjcjav SFS[D(9,4)(2,1)] gLALQbcbeeffhhjcjaw toroidal gLALQbcbeeffhhjcjas SFS[D(9,4)(2,1)] gLALQbcbeeffhhjcrqn s133(0,0) gLALQbcbeeffhhjcrqj s293(0,0) gLALQbcbeeffhhjcrhr s338(0,0) gLALQbcbeeffhhjcrhn s231(0,0) gLALQbcbeeffhhjcrav toroidal gLALQbcbeeffhhjcraw toroidal gLALQbcbeeffhhjcras m049(0,0) gLALQbcbeeffhhjwwqn toroidal gLALQbcbeeffhhjwwqj toroidal gLALQbcbeeffhhjwwdr SFS[D(9,7)(5,2)] gLALQbcbeeffhhjwwdn SFS[D(9,7)(4,1)] gLALQbcbeeffhhjwwts SFS[D(9,2)(4,1)] gLALQbcbeeffhhjwwtw SFS[D(9,2)(5,2)] gLALQbcbeeffhhjwwhr toroidal gLALQbcbeeffhhjwwhn SFS[D(9,7)(5,2)] gLALQbcbeeffhhjwwaw toroidal gLALQbcbeeffhhjwwas SFS[D(9,2)(5,2)] gLALQbcbeeffxxjnnlk toroidal gLALQbcbeeffxxjnnlr toroidal gLALQbcbeeffxxjnnxj SFS[D(9,4)(5,2)] gLALQbcbeeffxxjnnxn SFS[D(9,4)(4,1)] gLALQbcbeeffxxjnnpw SFS[D(9,5)(4,1)] gLALQbcbeeffxxjnnpj SFS[D(9,5)(5,2)] gLALQbcbeeffxxjnntk SFS[D(9,4)(5,2)] gLALQbcbeeffxxjnntr SFS[D(9,4)(4,1)] gLALQbcbeeffxxjnnmj toroidal gLALQbcbeeffxxjnnmn SFS[D(9,4)(5,2)] gLALQbcbeeffxxjnnar SFS[D(9,5)(5,2)] gLALQbcbeeffxxjnnak SFS[D(9,5)(4,1)] gLALQbcbeeffxxjnndj toroidal gLALQbcbeeffxxjnndw SFS[D(9,5)(5,2)] gLALQbcbeeffxxjnfxb SFS[D(5,1)(2,1)] gLALQbcbeeffxxjnfmb SFS[D(5,1)(2,1)] gLALQbcbeeffxxjnwaf SFS[D(4,1)(2,1)] gLALQbcbeeffxxjnwdc SFS[D(4,1)(2,1)] gLALQbcbeeffxxjsfaf SFS[D(4,1)(2,1)] gLALQbcbeeffxxjgwxb SFS[D(5,1)(2,1)] gLALQbcbeeffxxjovmb SFS[D(3,1)(2,1)] gLALQbcbeeffxxjvrdc SFS[D(6,1)(2,1)] gLAPPbcbeeffhhjvvaj toroidal gLAPPbcbeeffhhjvvaw toroidal gLAMPaccdeffbjjehhj SFS[D(5,1)(2,1)] gLAMPaccdeffnjjehhj toroidal gLAMPaccdeffjjjehhj toroidal gLAMPaccdeffbjjeqqw SFS[D(5,1)(2,1)] gLAMPaccdeffjjjeqqw toroidal gLAMPaccdeffnjjeqqw toroidal gLAMPaccdeffbkkqhhj SFS[D(5,1)(2,1)] gLAMPaccdeffnkkqhhj toroidal gLAMPaccdeffjkkqhhj toroidal gLAMPaccdeffbkkqqqw SFS[D(5,1)(2,1)] gLAMPaccdeffnkkqqqw toroidal gLAMPaccdeffjkkqqqw toroidal gLAMPaccdeffjgglhhj SFS[D(5,1)(2,1)] gLAMPaccdeffjgglqqw SFS[D(5,1)(2,1)] gLAPPbcbeeffhhjbfac reducible gLALQbcbeeffhhjfnuo SFS[D(9,4)(2,1)] gLALQbcbeeffhhjgfmv SFS[D(3,1)(2,1)] gLALQbcbeeffhhjssdn toroidal gLALQbcbeeffhhjssdj toroidal gLALQbcbeeffhhjsstr SFS[D(6,5)(5,2)] gLALQbcbeeffhhjsstn SFS[D(6,5)(4,1)] gLALQbcbeeffhhjssqs SFS[D(6,1)(4,1)] gLALQbcbeeffhhjssqw SFS[D(6,1)(5,2)] gLALQbcbeeffhhjssan SFS[D(6,5)(5,2)] gLALQbcbeeffhhjssaj SFS[D(6,5)(4,1)] gLALQbcbeeffhhjssur toroidal gLALQbcbeeffhhjssun SFS[D(6,5)(5,2)] gLALQbcbeeffhhjssej SFS[D(6,1)(5,2)] gLALQbcbeeffhhjssen SFS[D(6,1)(4,1)] gLALQbcbeeffhhjssmw toroidal gLALQbcbeeffhhjssms SFS[D(6,1)(5,2)] gLALQbcbeeffhhjckqv SFS[D(5,1)(2,1)] gLALQbcbeeffhhjsbqv SFS[D(5,1)(2,1)] gLALQbcbeeffhhjsbmv SFS[D(5,1)(2,1)] gLAPPbcbeeffhhjwsaj SFS[D(5,1)(3,1)] gLAPPbcbeeffhhjwsaw SFS[D(5,4)(3,1)] gLAMPaccdeffnsbqhhj toroidal gLAMPaccdeffjsbqhhj toroidal gLAMPaccdeffnsbqqqw toroidal gLAMPaccdeffjsbqqqw toroidal gLAPPbcbeeffhhjwrac SFS[D(5,4)(3,1)] gLAPPbcbeeffhhjwraj s084(0,0) gLAPPbcbeeffhhjwraw m062(0,0) gLAMPaccdeffbgbqhhj SFS[D(9,4)(2,1)] gLAMPaccdeffngbqhhj m026(0,0) gLAMPaccdeffjgbqhhj m122(0,0) gLAMPaccdeffnsjqqqw s169(0,0) gLAMPaccdeffjsjqqqw s157(0,0) gLAPPbcbeeffhhjwcac SFS[D(5,1)(3,1)] gLAPPbcbeeffhhjwcaj s017(0,0) gLAPPbcbeeffhhjwcaw s084(0,0) gLAMPaccdeffnnbqhhj s209(0,0) gLAMPaccdeffjnbqhhj s218(0,0) gLAMPaccdeffnsnqqqw s026(0,0) gLAMPaccdeffjsnqqqw s092(0,0) gLAPPbcbeeffhhjcsac SFS[D(5,4)(3,1)] gLAPPbcbeeffhhjcsaj m078(0,0) gLAPPbcbeeffhhjcsaw m040(0,0) gLAMPaccdeffbsnqhhj SFS[D(4,1)(2,1)] gLAMPaccdeffnsnqhhj s002(0,0) gLAMPaccdeffjsnqhhj s083(0,0) gLAMPaccdeffnnbqqqw s130(0,0) gLAMPaccdeffjnbqqqw s137(0,0) gLAPPbcbeeffhhjcrac SFS[D(5,1)(3,1)] gLAPPbcbeeffhhjcraj s142(0,0) gLAPPbcbeeffhhjcraw m161(0,0) gLAMPaccdeffbgnqhhj toroidal gLAMPaccdeffngnqhhj SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqhhj m047(0,0) gLAMPaccdeffnnjqqqw s205(0,0) gLAMPaccdeffjnjqqqw s156(0,0) gLAPPbcbeeffhhjccac reducible gLAPPbcbeeffhhjccaj toroidal gLAPPbcbeeffhhjccaw toroidal gLAMPaccdeffbnnqhhj SFS[D(4,1)(2,1)] gLAMPaccdeffnnnqhhj toroidal gLAMPaccdeffjnnqhhj SFS[D(11,5)(2,1)] gLAMPaccdeffnnnqqqw toroidal gLAMPaccdeffjnnqqqw SFS[D(14,5)(2,1)] gLAPPbcbeeffhhjjsac SFS[D(5,1)(3,1)] gLAPPbcbeeffhhjjsaj m009(0,0) gLAPPbcbeeffhhjjsaw m078(0,0) gLAMPaccdeffnsjqhhj s117(0,0) gLAMPaccdeffjsjqhhj s122(0,0) gLAMPaccdeffbgbqqqw SFS[D(6,1)(2,1)] gLAMPaccdeffngbqqqw m027(0,0) gLAMPaccdeffjgbqqqw m123(0,0) gLAPPbcbeeffhhjjrac reducible gLAPPbcbeeffhhjjraj toroidal gLAPPbcbeeffhhjjraw toroidal gLAMPaccdeffbgjqhhj SFS[D(3,1)(2,1)] gLAMPaccdeffngjqhhj toroidal gLAMPaccdeffjgjqhhj SFS[D(3,1)(2,1)] gLAMPaccdeffbgjqqqw SFS[D(3,1)(2,1)] gLAMPaccdeffngjqqqw toroidal gLAMPaccdeffjgjqqqw SFS[D(3,1)(2,1)] gLAPPbcbeeffhhjjcac SFS[D(5,4)(3,1)] gLAPPbcbeeffhhjjcaj m183(0,0) gLAPPbcbeeffhhjjcaw s198(0,0) gLAMPaccdeffnnjqhhj s290(0,0) gLAMPaccdeffjnjqhhj s210(0,0) gLAMPaccdeffbgnqqqw SFS[D(9,2)(2,1)] gLAMPaccdeffngnqqqw toroidal gLAMPaccdeffjgnqqqw m071(0,0) gLALQbcbeeffxxjnbxr SFS[D(4,3)(3,1)] gLALQbcbeeffxxjnbxk SFS[D(4,1)(3,1)] gLALQbcbeeffxxjnbqj toroidal gLALQbcbeeffxxjnbqw toroidal gLALQbcbeeffxxjnbaj toroidal gLALQbcbeeffxxjnban toroidal gLALQbcbeeffxxjnkxf SFS[D(4,1)(3,1)] gLALQbcbeeffxxjnkxr s088(0,0) gLALQbcbeeffxxjnkxk s006(0,0) gLALQbcbeeffxxjnkqc SFS[D(9,4)(2,1)] gLALQbcbeeffxxjnkqj m049(0,0) gLALQbcbeeffxxjnkqw m123(0,0) gLALQbcbeeffxxjnkaj s190(0,0) gLALQbcbeeffxxjnkan s178(0,0) gLALQbcbeeffxxjnsxf SFS[D(4,3)(3,1)] gLALQbcbeeffxxjnsxr s022(0,0) gLALQbcbeeffxxjnsxk s088(0,0) gLALQbcbeeffxxjnsqj s217(0,0) gLALQbcbeeffxxjnsqw s219(0,0) gLALQbcbeeffxxjnsaj s032(0,0) gLALQbcbeeffxxjnsan s091(0,0) gLALQbcbeeffxxjsbxf SFS[D(4,1)(3,1)] gLALQbcbeeffxxjsbxr m034(0,0) gLALQbcbeeffxxjsbxk m004(0,0) gLALQbcbeeffxxjsbqc SFS[D(5,1)(2,1)] gLALQbcbeeffxxjsbqj m011(0,0) gLALQbcbeeffxxjsbqw m069(0,0) gLALQbcbeeffxxjsbaj m151(0,0) gLALQbcbeeffxxjsban m157(0,0) gLALQbcbeeffxxjskxf SFS[D(4,3)(3,1)] gLALQbcbeeffxxjskxr s165(0,0) gLALQbcbeeffxxjskxk s096(0,0) gLALQbcbeeffxxjskqc toroidal gLALQbcbeeffxxjskqj SFS[D(3,1)(2,1)] gLALQbcbeeffxxjskqw m027(0,0) gLALQbcbeeffxxjskaj s208(0,0) gLALQbcbeeffxxjskan s154(0,0) gLALQbcbeeffxxjssxf reducible gLALQbcbeeffxxjssxr toroidal gLALQbcbeeffxxjssxk toroidal gLALQbcbeeffxxjssqc SFS[D(5,1)(2,1)] gLALQbcbeeffxxjssqj toroidal gLALQbcbeeffxxjssqw SFS[D(7,3)(2,1)] gLALQbcbeeffxxjssaj toroidal gLALQbcbeeffxxjssan SFS[D(13,4)(2,1)] gLALQbcbeeffxxjgbxf SFS[D(4,3)(3,1)] gLALQbcbeeffxxjgbxr m022(0,0) gLALQbcbeeffxxjgbxk m034(0,0) gLALQbcbeeffxxjgbqj m184(0,0) gLALQbcbeeffxxjgbqw m190(0,0) gLALQbcbeeffxxjgbab SFS[D(3,1)(2,1)] gLALQbcbeeffxxjgbaj m047(0,0) gLALQbcbeeffxxjgban m122(0,0) gLALQbcbeeffxxjgkxf reducible gLALQbcbeeffxxjgkxr toroidal gLALQbcbeeffxxjgkxk toroidal gLALQbcbeeffxxjgkqc SFS[D(6,1)(2,1)] gLALQbcbeeffxxjgkqj toroidal gLALQbcbeeffxxjgkqw SFS[D(6,1)(2,1)] gLALQbcbeeffxxjgkab SFS[D(6,1)(2,1)] gLALQbcbeeffxxjgkaj toroidal gLALQbcbeeffxxjgkan SFS[D(6,1)(2,1)] gLALQbcbeeffxxjgsxf SFS[D(4,1)(3,1)] gLALQbcbeeffxxjgsxr s123(0,0) gLALQbcbeeffxxjgsxk s259(0,0) gLALQbcbeeffxxjgsqj s333(0,0) gLALQbcbeeffxxjgsqw s237(0,0) gLALQbcbeeffxxjgsab SFS[D(9,2)(2,1)] gLALQbcbeeffxxjgsaj toroidal gLALQbcbeeffxxjgsan m072(0,0) gLALQbcbeeffxxjjjxr toroidal gLALQbcbeeffxxjjjxk toroidal gLALQbcbeeffxxjjjif SFS[D(4,1)(2,1)] gLALQbcbeeffxxjjjir toroidal gLALQbcbeeffxxjjjik toroidal gLALQbcbeeffxxjjjdf SFS[D(4,1)(2,1)] gLALQbcbeeffxxjjjdr toroidal gLALQbcbeeffxxjjjdk toroidal gLALQbcbeeffxxjjjqc SFS[D(4,1)(2,1)] gLALQbcbeeffxxjjjqj toroidal gLALQbcbeeffxxjjjqw toroidal gLALQbcbeeffxxjjjab SFS[D(4,1)(2,1)] gLALQbcbeeffxxjjjaj toroidal gLALQbcbeeffxxjjjan toroidal gLALQbcbeeffxxjjjew SFS[D(4,1)(2,1)] gLALQbcbeeffxxjjjej SFS[D(4,1)(2,1)] gLALQbcbeeffxxjcrxf reducible gLALQbcbeeffhhjvvtj toroidal gLALQbcbeeffhhjvvtn toroidal gLALQbcbeeffhhjvvdw SFS[D(5,2)(3,1)] gLALQbcbeeffhhjvvds SFS[D(4,1)(3,1)] gLALQbcbeeffhhjvvqn SFS[D(4,3)(3,1)] gLALQbcbeeffhhjvvqr SFS[D(5,3)(3,1)] gLALQbcbeeffhhjvvhj SFS[D(5,2)(3,1)] gLALQbcbeeffhhjvvhn SFS[D(4,1)(3,1)] gLALQbcbeeffhhjvviw toroidal gLALQbcbeeffhhjvvis SFS[D(5,2)(3,1)] gLALQbcbeeffhhjvvmn SFS[D(5,3)(3,1)] gLALQbcbeeffhhjvvmj SFS[D(4,3)(3,1)] gLALQbcbeeffhhjvver toroidal gLALQbcbeeffhhjvven SFS[D(5,3)(3,1)] gLALQbcbeeffhhjfjqo SFS[D(4,1)(2,1)] gLALQbcbeeffhhjgvqo SFS[D(4,1)(2,1)] gLALQbcbeeffhhjgveo SFS[D(4,1)(2,1)] gLALQbcbeeffhhjokiv SFS[D(9,4)(2,1)] gLALQbcbeeffhhjkbeo SFS[D(6,1)(2,1)] gLAPPbcbeeffhujbfac reducible gLAPPbcbeeffhujogac reducible gLAPPbcbeeffhujccac reducible gLAPPbcbeeffhujjrac reducible gLAPPbcbeeffhujjraj SFS[D(7,4)(3,1)] gLAPPbcbeeffhujjraw SFS[D(7,3)(3,1)] gLAMPaccdeffngjqlqn SFS[D(7,3)(2,1)] gLAMPaccdeffngjqthk SFS[D(7,3)(2,1)] gLALQbcbeeffdajoomj toroidal gLALQbcbeeffdajoomn toroidal gLALQbcbeeffdajootj SFS[D(5,2)(5,2)] gLALQbcbeeffdajootn SFS[D(5,2)(4,1)] gLALQbcbeeffdajoohj SFS[D(5,3)(4,1)] gLALQbcbeeffdajoohn SFS[D(5,3)(5,2)] gLALQbcbeeffdajooxw SFS[D(5,2)(5,2)] gLALQbcbeeffdajooxs SFS[D(5,2)(4,1)] gLALQbcbeeffdajoodw toroidal gLALQbcbeeffdajoods SFS[D(5,2)(5,2)] gLALQbcbeeffdajooer SFS[D(5,3)(5,2)] gLALQbcbeeffdajooen SFS[D(5,3)(4,1)] gLALQbcbeeffdajoolr toroidal gLALQbcbeeffdajooln SFS[D(5,3)(5,2)] gLALQbcbeeffdajkwhv SFS[D(5,2)(2,1)] gLALQbcbeeffdajcgto SFS[D(5,2)(2,1)] gLALQbcbeefflakcgto SFS[D(5,2)(2,1)] gLAPPcbbeeffadnvvaw toroidal gLAPPcbbeeffadnvvaj toroidal gLAMPaccdeffnjjeaek SFS[D(5,3)(5,2)] gLAMPaccdeffjjjeaek SFS[D(5,3)(4,1)] gLAMPaccdeffjjjeadn SFS[D(5,2)(4,1)] gLAMPaccdeffnjjeadn SFS[D(5,2)(5,2)] gLAMPaccdeffnjjeamw SFS[D(5,3)(5,2)] gLAMPaccdeffjjjeamw SFS[D(5,3)(4,1)] gLAMPaccdeffnkkqaek toroidal gLAMPaccdeffjkkqaek SFS[D(5,3)(5,2)] gLAMPaccdeffnjjeaij SFS[D(5,2)(5,2)] gLAMPaccdeffjjjeaij SFS[D(5,2)(4,1)] gLAMPaccdeffnkkqadn toroidal gLAMPaccdeffjkkqadn SFS[D(5,2)(5,2)] gLALQbcbeefftarcgto SFS[D(5,2)(2,1)] gLALQbcbeeffeajkwhv SFS[D(5,2)(2,1)] gLALQbcbeeffeajcgto SFS[D(5,2)(2,1)] gLALQbcbeeffeajoomj toroidal gLALQbcbeeffeajoomn toroidal gLALQbcbeeffeajootj SFS[D(5,2)(5,2)] gLALQbcbeeffeajootn SFS[D(5,2)(4,1)] gLALQbcbeeffeajoohj SFS[D(5,3)(4,1)] gLALQbcbeeffeajoohn SFS[D(5,3)(5,2)] gLALQbcbeeffeajooxw SFS[D(5,2)(5,2)] gLALQbcbeeffeajooxs SFS[D(5,2)(4,1)] gLALQbcbeeffeajoodw toroidal gLALQbcbeeffeajoods SFS[D(5,2)(5,2)] gLALQbcbeeffeajooer SFS[D(5,3)(5,2)] gLALQbcbeeffeajooen SFS[D(5,3)(4,1)] gLALQbcbeeffeajoolr toroidal gLALQbcbeeffeajooln SFS[D(5,3)(5,2)] gLAPPbcbeeffaekbfac reducible gLAPPbcbeeffaekogac reducible gLAPPbcbeeffaekccac reducible gLAPPbcbeeffaekjrac reducible gLAPPbcbeeffaekjraj SFS[D(3,1)(3,2)] gLAPPbcbeeffaekjraw SFS[D(3,1)(3,1)] gLAMPaccdeffngjqdak SFS[D(3,1)(2,1)] gLAMPaccdeffngjqdar SFS[D(3,1)(2,1)] gLALQbcbeeffahksvhr SFS[D(4,1)(2,1)] gLALQbcbeeffahksvhn SFS[D(5,2)(2,1)] gLALQbcbeeffahksvaw SFS[D(4,1)(2,1)] gLALQbcbeeffahksvas SFS[D(5,2)(2,1)] gLALQbcbeeffahkrvqn SFS[D(5,2)(2,1)] gLALQbcbeeffahkrvqj toroidal gLALQbcbeeffahkrvho reducible gLALQbcbeeffahkrvhr toroidal gLALQbcbeeffahkrvhn toroidal gLALQbcbeeffahkrvaw SFS[D(5,2)(2,1)] gLALQbcbeeffahkrvas toroidal gLALQbcbeeffahkrjqj SFS[D(2,1)(2,1)] gLALQbcbeeffahkrjho reducible gLALQbcbeeffahkrjhr SFS[D(3,1)(2,1)] gLALQbcbeeffahkrjhn SFS[D(3,1)(2,1)] gLALQbcbeeffahkrjas SFS[D(2,1)(2,1)] gLALQbcbeeffahkrrqj SFS[D(2,1)(2,1)] gLALQbcbeeffahkrrho reducible gLALQbcbeeffahkrrhr SFS[D(3,1)(2,1)] gLALQbcbeeffahkrrhn SFS[D(3,1)(2,1)] gLALQbcbeeffahkrras SFS[D(2,1)(2,1)] gLALQbcbeeffahkcvqn SFS[D(4,1)(2,1)] gLALQbcbeeffahkcvqj SFS[D(5,2)(2,1)] gLALQbcbeeffahkcvhr SFS[D(5,2)(2,1)] gLALQbcbeeffahkcvhn SFS[D(4,1)(2,1)] gLALQbcbeeffahkcvav SFS[D(2,1)(2,1)] gLALQbcbeeffahkwwqn SFS[D(3,1)(2,1)] gLALQbcbeeffahkwwqj SFS[D(3,1)(2,1)] gLALQbcbeeffahkwwhr SFS[D(2,1)(2,1)] gLALQbcbeeffahkwwaw SFS[D(2,1)(2,1)] gLALQbcbeeffaxrnnlk SFS[D(3,1)(2,1)] gLALQbcbeeffaxrnnlr SFS[D(3,1)(2,1)] gLALQbcbeeffaxrnnmj SFS[D(2,1)(2,1)] gLALQbcbeeffaxrnndj SFS[D(2,1)(2,1)] gLALQbcbeeffaxrnfxb reducible gLALQbcbeeffaxrnfmb reducible gLALQbcbeeffaxrgwxb reducible gLALQbcbeeffaxrovmb SFS[D(2,1)(2,1)] gLAPPbcbeeffahkvvaj reducible gLAPPbcbeeffahkvvaw reducible gLAMPaccdeffbjjehak reducible gLAMPaccdeffnjjehak reducible gLAMPaccdeffjjjehak reducible gLAMPaccdeffbjjeqak reducible gLAMPaccdeffjjjeqak reducible gLAMPaccdeffnjjeqak reducible gLAMPaccdeffbkkqhak reducible gLAMPaccdeffnkkqhak reducible gLAMPaccdeffjkkqhak reducible gLAMPaccdeffbkkqqak reducible gLAMPaccdeffnkkqqak reducible gLAMPaccdeffjkkqqak reducible gLAMPaccdeffjgglhak reducible gLAMPaccdeffjgglqak reducible gLAPPbcbeeffahkbfac reducible gLALQbcbeeffahkgfmv SFS[D(2,1)(2,1)] gLALQbcbeeffahkssdn SFS[D(3,1)(2,1)] gLALQbcbeeffahkssdj SFS[D(3,1)(2,1)] gLALQbcbeeffahkssur SFS[D(2,1)(2,1)] gLALQbcbeeffahkssmw SFS[D(2,1)(2,1)] gLALQbcbeeffahkckqv reducible gLALQbcbeeffahksbqv reducible gLALQbcbeeffahksbmv reducible gLAPPbcbeeffahkwsaj reducible gLAPPbcbeeffahkwsaw reducible gLAMPaccdeffnsbqhak reducible gLAMPaccdeffnsbqqak reducible gLAPPbcbeeffahkwrac reducible gLAPPbcbeeffahkwraj SFS[D(3,1)(3,2)] gLAPPbcbeeffahkwraw SFS[D(3,1)(3,1)] gLAMPaccdeffngbqhak SFS[D(3,1)(2,1)] gLAMPaccdeffnsjqqak SFS[D(3,1)(2,1)] gLAPPbcbeeffahkwcac reducible gLAPPbcbeeffahkwcaj SFS[D(3,1)(3,1)] gLAPPbcbeeffahkwcaw SFS[D(3,1)(3,2)] gLAMPaccdeffnnbqhak SFS[D(3,1)(2,1)] gLAMPaccdeffnsnqqak SFS[D(3,1)(2,1)] gLAPPbcbeeffahkcsac reducible gLAPPbcbeeffahkcsaj SFS[D(3,1)(3,2)] gLAPPbcbeeffahkcsaw SFS[D(3,1)(3,1)] gLAMPaccdeffnsnqhak SFS[D(3,1)(2,1)] gLAMPaccdeffnnbqqak SFS[D(3,1)(2,1)] gLAPPbcbeeffahkcrac reducible gLAPPbcbeeffahkcraj SFS[D(3,1)(3,1)] gLAPPbcbeeffahkcraw SFS[D(3,1)(3,2)] gLAMPaccdeffngnqhak SFS[D(3,1)(2,1)] gLAMPaccdeffnnjqqak SFS[D(3,1)(2,1)] gLAPPbcbeeffahkccac reducible gLAPPbcbeeffahkccaj reducible gLAPPbcbeeffahkccaw reducible gLAMPaccdeffnnnqhak reducible gLAMPaccdeffnnnqqak reducible gLAPPbcbeeffahkjsac reducible gLAPPbcbeeffahkjsaj SFS[D(3,1)(3,1)] gLAPPbcbeeffahkjsaw SFS[D(3,1)(3,2)] gLAMPaccdeffnsjqhak SFS[D(3,1)(2,1)] gLAMPaccdeffngbqqak SFS[D(3,1)(2,1)] gLAPPbcbeeffahkjrac reducible gLAPPbcbeeffahkjraj toroidal gLAPPbcbeeffahkjraw toroidal gLAMPaccdeffbgjqhak SFS[D(2,1)(2,1)] gLAMPaccdeffngjqhak toroidal gLAMPaccdeffjgjqhak SFS[D(2,1)(2,1)] gLAMPaccdeffbgjqqak SFS[D(2,1)(2,1)] gLAMPaccdeffngjqqak toroidal gLAMPaccdeffjgjqqak SFS[D(2,1)(2,1)] gLAPPbcbeeffahkjcac reducible gLAPPbcbeeffahkjcaj SFS[D(3,1)(3,2)] gLAPPbcbeeffahkjcaw SFS[D(3,1)(3,1)] gLAMPaccdeffnnjqhak SFS[D(3,1)(2,1)] gLAMPaccdeffngnqqak SFS[D(3,1)(2,1)] gLALQbcbeeffaxrnbqj SFS[D(4,1)(2,1)] gLALQbcbeeffaxrnbqw SFS[D(5,2)(2,1)] gLALQbcbeeffaxrnbaj SFS[D(4,1)(2,1)] gLALQbcbeeffaxrnban SFS[D(5,2)(2,1)] gLALQbcbeeffaxrsbxr SFS[D(5,2)(2,1)] gLALQbcbeeffaxrsbxk toroidal gLALQbcbeeffaxrsbqc reducible gLALQbcbeeffaxrsbqj toroidal gLALQbcbeeffaxrsbqw toroidal gLALQbcbeeffaxrsbaj SFS[D(5,2)(2,1)] gLALQbcbeeffaxrsban toroidal gLALQbcbeeffaxrskxk SFS[D(2,1)(2,1)] gLALQbcbeeffaxrskqc reducible gLALQbcbeeffaxrskqj SFS[D(3,1)(2,1)] gLALQbcbeeffaxrskqw SFS[D(3,1)(2,1)] gLALQbcbeeffaxrskan SFS[D(2,1)(2,1)] gLALQbcbeeffaxrssxk SFS[D(2,1)(2,1)] gLALQbcbeeffaxrssqc reducible gLALQbcbeeffaxrssqj SFS[D(3,1)(2,1)] gLALQbcbeeffaxrssqw SFS[D(3,1)(2,1)] gLALQbcbeeffaxrssan SFS[D(2,1)(2,1)] gLALQbcbeeffaxrgbxr SFS[D(4,1)(2,1)] gLALQbcbeeffaxrgbxk SFS[D(5,2)(2,1)] gLALQbcbeeffaxrgbqj SFS[D(5,2)(2,1)] gLALQbcbeeffaxrgbqw SFS[D(4,1)(2,1)] gLALQbcbeeffaxrgbab SFS[D(2,1)(2,1)] gLALQbcbeeffaxrjjxr SFS[D(3,1)(2,1)] gLALQbcbeeffaxrjjxk SFS[D(3,1)(2,1)] gLALQbcbeeffaxrjjqj SFS[D(2,1)(2,1)] gLALQbcbeeffaxrjjaj SFS[D(2,1)(2,1)] gLALQbcbeeffahkvvtj toroidal gLALQbcbeeffahkvvtn toroidal gLALQbcbeeffahkvvdw SFS[D(5,2)(2,1)] gLALQbcbeeffahkvvds SFS[D(4,1)(2,1)] gLALQbcbeeffahkvvqn SFS[D(4,1)(2,1)] gLALQbcbeeffahkvvqr SFS[D(5,2)(2,1)] gLALQbcbeeffahkvvhj SFS[D(5,2)(2,1)] gLALQbcbeeffahkvvhn SFS[D(4,1)(2,1)] gLALQbcbeeffahkvviw toroidal gLALQbcbeeffahkvvis SFS[D(5,2)(2,1)] gLALQbcbeeffahkvvmn SFS[D(5,2)(2,1)] gLALQbcbeeffahkvvmj SFS[D(4,1)(2,1)] gLALQbcbeeffahkvver toroidal gLALQbcbeeffahkvven SFS[D(5,2)(2,1)] gLAPPbcbeeffaprfvag reducible gLAPPbcbeeffaprcoag reducible gLAPPbcbeeffaprggag reducible gLAPPbcbeeffaprksag reducible gLAPPbcbeeffaprksaj SFS[D(3,1)(3,1)] gLAPPbcbeeffaprksak SFS[D(3,1)(3,2)] gLAMPaccdeffngjqlaw SFS[D(3,1)(2,1)] gLAMPaccdeffngjqtaj SFS[D(3,1)(2,1)] gLALQbcbeeffaaronxj SFS[D(3,1)(2,1)] gLALQbcbeeffaaronxn SFS[D(3,1)(2,1)] gLALQbcbeeffaaronhw toroidal gLALQbcbeeffaaronhs toroidal gLALQbcbeeffaaronar toroidal gLALQbcbeeffaaronan toroidal gLALQbcbeeffaarknxb SFS[D(3,1)(2,1)] gLALQbcbeeffaarknxj m100(0,0) gLALQbcbeeffaarknxn m030(0,0) gLALQbcbeeffaarknhv SFS[D(5,2)(2,1)] gLALQbcbeeffaarknhw m011(0,0) gLALQbcbeeffaarknhs m017(0,0) gLALQbcbeeffaarknar m159(0,0) gLALQbcbeeffaarknan m145(0,0) gLALQbcbeeffaarwnxb SFS[D(3,1)(2,1)] gLALQbcbeeffaarwnxj m054(0,0) gLALQbcbeeffaarwnxn m100(0,0) gLALQbcbeeffaarwnhw m178(0,0) gLALQbcbeeffaarwnhs m185(0,0) gLALQbcbeeffaarwnar m060(0,0) gLALQbcbeeffaarwnan m119(0,0) gLALQbcbeeffaarowxb SFS[D(3,1)(2,1)] gLALQbcbeeffaarowxj toroidal gLALQbcbeeffaarowxn SFS[D(3,1)(2,1)] gLALQbcbeeffaarowhv SFS[D(3,1)(2,1)] gLALQbcbeeffaarowhw SFS[D(3,1)(2,1)] gLALQbcbeeffaarowhs toroidal gLALQbcbeeffaarowar toroidal gLALQbcbeeffaarowan toroidal gLALQbcbeeffaarkwxb SFS[D(3,1)(2,1)] gLALQbcbeeffaarkwxj m052(0,0) gLALQbcbeeffaarkwxn m026(0,0) gLALQbcbeeffaarkwhv toroidal gLALQbcbeeffaarkwhw SFS[D(3,1)(2,1)] gLALQbcbeeffaarkwhs m003(0,0) gLALQbcbeeffaarkwar m060(0,0) gLALQbcbeeffaarkwan m043(0,0) gLALQbcbeeffaarwwxb reducible gLALQbcbeeffaarwwxj toroidal gLALQbcbeeffaarwwxn toroidal gLALQbcbeeffaarwwhv SFS[D(3,1)(2,1)] gLALQbcbeeffaarwwhw toroidal gLALQbcbeeffaarwwhs SFS[D(3,1)(2,1)] gLALQbcbeeffaarwwar toroidal gLALQbcbeeffaarwwan SFS[D(7,2)(2,1)] gLALQbcbeeffaarofxb SFS[D(3,1)(2,1)] gLALQbcbeeffaarofxj m003(0,0) gLALQbcbeeffaarofxn toroidal gLALQbcbeeffaarofhw m011(0,0) gLALQbcbeeffaarofhs m019(0,0) gLALQbcbeeffaarofar m006(0,0) gLALQbcbeeffaarofan m016(0,0) gLALQbcbeeffaarkfxb reducible gLALQbcbeeffaarkfxj toroidal gLALQbcbeeffaarkfxn toroidal gLALQbcbeeffaarkfhv SFS[D(4,1)(2,1)] gLALQbcbeeffaarkfhw toroidal gLALQbcbeeffaarkfhs SFS[D(4,1)(2,1)] gLALQbcbeeffaarkfao SFS[D(4,1)(2,1)] gLALQbcbeeffaarkfar toroidal gLALQbcbeeffaarkfan SFS[D(4,1)(2,1)] gLALQbcbeeffaarwfxb SFS[D(3,1)(2,1)] gLALQbcbeeffaarwfxj m116(0,0) gLALQbcbeeffaarwfxn m170(0,0) gLALQbcbeeffaarwfhw m178(0,0) gLALQbcbeeffaarwfhs m154(0,0) gLALQbcbeeffaarwfao SFS[D(5,2)(2,1)] gLALQbcbeeffaarwfar toroidal gLALQbcbeeffaarwfan m019(0,0) gLALQbcbeeffaarrrxj toroidal gLALQbcbeeffaarrrxn toroidal gLALQbcbeeffaarrrev SFS[D(2,1)(2,1)] gLALQbcbeeffaarrrew toroidal gLALQbcbeeffaarrres toroidal gLALQbcbeeffaarrrmo SFS[D(2,1)(2,1)] gLALQbcbeeffaarrrmn toroidal gLALQbcbeeffaarrrmr toroidal gLALQbcbeeffaarrrhv SFS[D(2,1)(2,1)] gLALQbcbeeffaarrrhw toroidal gLALQbcbeeffaarrrhs toroidal gLALQbcbeeffaarrrao SFS[D(2,1)(2,1)] gLALQbcbeeffaarrrar toroidal gLALQbcbeeffaarrran toroidal gLALQbcbeeffaarrrir SFS[D(2,1)(2,1)] gLALQbcbeeffaarrrin SFS[D(2,1)(2,1)] gLALQbcbeeffaarcjxb reducible gLALQbcbeeffaaknnen toroidal gLALQbcbeeffaaknnej toroidal gLALQbcbeeffaaknnxr SFS[D(5,2)(4,1)] gLALQbcbeeffaaknnxn SFS[D(4,1)(4,1)] gLALQbcbeeffaaknnms SFS[D(4,3)(4,1)] gLALQbcbeeffaaknnmw SFS[D(5,3)(4,1)] gLALQbcbeeffaaknndn SFS[D(5,2)(4,1)] gLALQbcbeeffaaknndj SFS[D(4,1)(4,1)] gLALQbcbeeffaaknntr toroidal gLALQbcbeeffaaknntn SFS[D(5,2)(4,1)] gLALQbcbeeffaaknnaj SFS[D(5,3)(4,1)] gLALQbcbeeffaaknnan SFS[D(4,3)(4,1)] gLALQbcbeeffaaknnpw toroidal gLALQbcbeeffaaknnps SFS[D(5,3)(4,1)] gLALQbcbeeffaakbnxo SFS[D(3,1)(2,1)] gLALQbcbeeffaakbnto SFS[D(3,1)(2,1)] gLALQbcbeeffaakjfxo SFS[D(3,1)(2,1)] gLALQbcbeeffaakscpv SFS[D(5,2)(2,1)] gLAPPcbbeeffaajvvaw toroidal gLAPPcbbeeffaajvvaj toroidal gLAMPaccdeffbjjeaaw SFS[D(3,1)(2,1)] gLAMPaccdeffnjjeaaw toroidal gLAMPaccdeffjjjeaaw toroidal gLAMPaccdeffbjjeaaj SFS[D(3,1)(2,1)] gLAMPaccdeffjjjeaaj toroidal gLAMPaccdeffnjjeaaj toroidal gLAMPaccdeffbkkqaaw SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqaaw toroidal gLAMPaccdeffjkkqaaw toroidal gLAMPaccdeffbkkqaaj SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqaaj toroidal gLAMPaccdeffjkkqaaj toroidal gLAMPaccdeffjgglaaw SFS[D(3,1)(2,1)] gLAMPaccdeffjgglaaj SFS[D(3,1)(2,1)] gLAPPcbbeeffaajbfac reducible gLALQbcbeeffaarscpv SFS[D(4,1)(2,1)] gLALQbcbeeffaarnnej toroidal gLALQbcbeeffaarnnen toroidal gLALQbcbeeffaarnnmw SFS[D(5,3)(5,2)] gLALQbcbeeffaarnnms SFS[D(5,3)(4,1)] gLALQbcbeeffaarnnxn SFS[D(5,2)(4,1)] gLALQbcbeeffaarnnxr SFS[D(5,2)(5,2)] gLALQbcbeeffaarnnaj SFS[D(5,3)(5,2)] gLALQbcbeeffaarnnan SFS[D(5,3)(4,1)] gLALQbcbeeffaarnnpw toroidal gLALQbcbeeffaarnnps SFS[D(5,3)(5,2)] gLALQbcbeeffaarnndn SFS[D(5,2)(5,2)] gLALQbcbeeffaarnndj SFS[D(5,2)(4,1)] gLALQbcbeeffaarnntr toroidal gLALQbcbeeffaarnntn SFS[D(5,2)(5,2)] gLALQbcbeeffaarjnab SFS[D(2,1)(2,1)] gLALQbcbeeffaarjnpv SFS[D(2,1)(2,1)] gLALQbcbeeffaarjfxo SFS[D(3,1)(2,1)] gLALQbcbeeffaarbnxo SFS[D(3,1)(2,1)] gLALQbcbeeffaarbnto SFS[D(3,1)(2,1)] gLALQbcbeeffaarbwab SFS[D(2,1)(2,1)] gLAPPcbbeeffaajwsaw SFS[D(3,1)(3,2)] gLAPPcbbeeffaajwsaj SFS[D(3,1)(3,1)] gLAMPaccdeffnsbqaaw toroidal gLAMPaccdeffjsbqaaw toroidal gLAMPaccdeffnsbqaaj toroidal gLAMPaccdeffjsbqaaj toroidal gLAPPcbbeeffaajjsac SFS[D(3,1)(3,1)] gLAPPcbbeeffaajjsaw m007(0,0) gLAPPcbbeeffaajjsaj toroidal gLAMPaccdeffbgbqaaw SFS[D(4,1)(2,1)] gLAMPaccdeffngbqaaw m003(0,0) gLAMPaccdeffjgbqaaw m017(0,0) gLAMPaccdeffnsjqaaj m030(0,0) gLAMPaccdeffjsjqaaj m037(0,0) gLAPPcbbeeffaajcsac SFS[D(3,1)(3,2)] gLAPPcbbeeffaajcsaw m010(0,0) gLAPPcbbeeffaajcsaj m007(0,0) gLAMPaccdeffnnbqaaw m116(0,0) gLAMPaccdeffjnbqaaw m141(0,0) gLAMPaccdeffbsnqaaj SFS[D(2,1)(2,1)] gLAMPaccdeffnsnqaaj m026(0,0) gLAMPaccdeffjsnqaaj m070(0,0) gLAPPcbbeeffaajwcac SFS[D(3,1)(3,1)] gLAPPcbbeeffaajwcaw m036(0,0) gLAPPcbbeeffaajwcaj m033(0,0) gLAMPaccdeffnsnqaaw m052(0,0) gLAMPaccdeffjsnqaaw m118(0,0) gLAMPaccdeffnnbqaaj m170(0,0) gLAMPaccdeffjnbqaaj m180(0,0) gLAPPcbbeeffaajjcac SFS[D(3,1)(3,2)] gLAPPcbbeeffaajjcaw m036(0,0) gLAPPcbbeeffaajjcaj m007(0,0) gLAMPaccdeffbgnqaaw SFS[D(5,2)(2,1)] gLAMPaccdeffngnqaaw toroidal gLAMPaccdeffjgnqaaw m016(0,0) gLAMPaccdeffnnjqaaj m100(0,0) gLAMPaccdeffjnjqaaj m082(0,0) gLAPPcbbeeffaajccac reducible gLAPPcbbeeffaajccaw toroidal gLAPPcbbeeffaajccaj toroidal gLAMPaccdeffnnnqaaw toroidal gLAMPaccdeffjnnqaaw SFS[D(8,3)(2,1)] gLAMPaccdeffbnnqaaj SFS[D(2,1)(2,1)] gLAMPaccdeffnnnqaaj toroidal gLAMPaccdeffjnnqaaj SFS[D(7,3)(2,1)] gLAPPcbbeeffaajwrac SFS[D(3,1)(3,2)] gLAPPcbbeeffaajwraw m007(0,0) gLAPPcbbeeffaajwraj m036(0,0) gLAMPaccdeffnsjqaaw m100(0,0) gLAMPaccdeffjsjqaaw m082(0,0) gLAMPaccdeffbgbqaaj SFS[D(5,2)(2,1)] gLAMPaccdeffngbqaaj toroidal gLAMPaccdeffjgbqaaj m016(0,0) gLAPPcbbeeffaajjrac reducible gLAPPcbbeeffaajjraw SFS[D(3,1)(3,2)] gLAPPcbbeeffaajjraj SFS[D(3,1)(3,1)] gLAMPaccdeffngjqaaw SFS[D(3,1)(2,1)] gLAMPaccdeffngjqaaj SFS[D(3,1)(2,1)] gLAPPcbbeeffaajcrac SFS[D(3,1)(3,1)] gLAPPcbbeeffaajcraw m010(0,0) gLAPPcbbeeffaajcraj m033(0,0) gLAMPaccdeffnnjqaaw m054(0,0) gLAMPaccdeffjnjqaaw m046(0,0) gLAMPaccdeffbgnqaaj toroidal gLAMPaccdeffngnqaaj SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqaaj m006(0,0) gLALQbcbeeffaakonhw SFS[D(4,1)(2,1)] gLALQbcbeeffaakonhs SFS[D(5,2)(2,1)] gLALQbcbeeffaakonar SFS[D(4,1)(2,1)] gLALQbcbeeffaakonan SFS[D(5,2)(2,1)] gLALQbcbeeffaakknxj m082(0,0) gLALQbcbeeffaakknxn m037(0,0) gLALQbcbeeffaakknhv SFS[D(4,1)(2,1)] gLALQbcbeeffaakknhw m019(0,0) gLALQbcbeeffaakknhs m016(0,0) gLALQbcbeeffaakknar m145(0,0) gLALQbcbeeffaakknan m130(0,0) gLALQbcbeeffaakwnxj m046(0,0) gLALQbcbeeffaakwnxn m082(0,0) gLALQbcbeeffaakwnhw m154(0,0) gLALQbcbeeffaakwnhs m147(0,0) gLALQbcbeeffaakwnao SFS[D(2,1)(2,1)] gLALQbcbeeffaakwnar m043(0,0) gLALQbcbeeffaakwnan m069(0,0) gLALQbcbeeffaakowxj m016(0,0) gLALQbcbeeffaakowxn m006(0,0) gLALQbcbeeffaakowhv SFS[D(3,1)(2,1)] gLALQbcbeeffaakowhw m003(0,0) gLALQbcbeeffaakowhs toroidal gLALQbcbeeffaakowar m019(0,0) gLALQbcbeeffaakowan m011(0,0) gLALQbcbeeffaakkwxj m118(0,0) gLALQbcbeeffaakkwxn m070(0,0) gLALQbcbeeffaakkwhv toroidal gLALQbcbeeffaakkwhw toroidal gLALQbcbeeffaakkwhs toroidal gLALQbcbeeffaakkwar m119(0,0) gLALQbcbeeffaakkwan m069(0,0) gLALQbcbeeffaakwwxj SFS[D(8,3)(2,1)] gLALQbcbeeffaakwwxn SFS[D(7,3)(2,1)] gLALQbcbeeffaakwwhv SFS[D(3,1)(2,1)] gLALQbcbeeffaakwwhw SFS[D(3,1)(2,1)] gLALQbcbeeffaakwwhs reducible gLALQbcbeeffaakwwao SFS[D(2,1)(2,1)] gLALQbcbeeffaakwwar SFS[D(7,2)(2,1)] gLALQbcbeeffaakwwan SFS[D(5,1)(2,1)] gLALQbcbeeffaakofxj m017(0,0) gLALQbcbeeffaakofxn m016(0,0) gLALQbcbeeffaakofhw m017(0,0) gLALQbcbeeffaakofhs m016(0,0) gLALQbcbeeffaakofar m016(0,0) gLALQbcbeeffaakofan m017(0,0) gLALQbcbeeffaakkfxj toroidal gLALQbcbeeffaakkfxn toroidal gLALQbcbeeffaakkfhv SFS[D(5,2)(2,1)] gLALQbcbeeffaakkfhw toroidal gLALQbcbeeffaakkfhs SFS[D(5,2)(2,1)] gLALQbcbeeffaakkfao SFS[D(5,2)(2,1)] gLALQbcbeeffaakkfar toroidal gLALQbcbeeffaakkfan SFS[D(5,2)(2,1)] gLALQbcbeeffaakwfxj m141(0,0) gLALQbcbeeffaakwfxn m180(0,0) gLALQbcbeeffaakwfhw m185(0,0) gLALQbcbeeffaakwfhs m147(0,0) gLALQbcbeeffaakwfao toroidal gLALQbcbeeffaakwfar toroidal gLALQbcbeeffaakwfan m011(0,0) gLALQbcbeeffaakrrxj toroidal gLALQbcbeeffaakrrxn toroidal gLALQbcbeeffaakrrew SFS[D(5,3)(5,2)] gLALQbcbeeffaakrres SFS[D(5,3)(4,1)] gLALQbcbeeffaakrrmn SFS[D(5,2)(4,1)] gLALQbcbeeffaakrrmr SFS[D(5,2)(5,2)] gLALQbcbeeffaakrrhw toroidal gLALQbcbeeffaakrrhs SFS[D(5,3)(5,2)] gLALQbcbeeffaakrrar toroidal gLALQbcbeeffaakrran SFS[D(5,2)(5,2)] gLALQbcbeeffaakoomj SFS[D(3,1)(2,1)] gLALQbcbeeffaakoomn SFS[D(3,1)(2,1)] gLALQbcbeeffaakoodw SFS[D(2,1)(2,1)] gLALQbcbeeffaakoolr SFS[D(2,1)(2,1)] gLALQbcbeeffaakogxv SFS[D(2,1)(2,1)] gLALQbcbeeffaakogdv SFS[D(2,1)(2,1)] gLALQbcbeeffaakkcxv SFS[D(2,1)(2,1)] gLALQbcbeeffaakbjdv SFS[D(4,1)(2,1)] gLALQbcbeeffaakjvlo SFS[D(5,2)(2,1)] gLALQbcbeeffahrsvqn SFS[D(3,1)(2,1)] gLALQbcbeeffahrsvqj SFS[D(3,1)(2,1)] gLALQbcbeeffahrsvhr toroidal gLALQbcbeeffahrsvhn toroidal gLALQbcbeeffahrsvaw toroidal gLALQbcbeeffahrsvas toroidal gLALQbcbeeffahrsjqb SFS[D(3,1)(2,1)] gLALQbcbeeffahrsjqn m100(0,0) gLALQbcbeeffahrsjqj m030(0,0) gLALQbcbeeffahrsjho SFS[D(5,2)(2,1)] gLALQbcbeeffahrsjhr m011(0,0) gLALQbcbeeffahrsjhn m017(0,0) gLALQbcbeeffahrsjaw m159(0,0) gLALQbcbeeffahrsjas m145(0,0) gLALQbcbeeffahrsrqb SFS[D(3,1)(2,1)] gLALQbcbeeffahrsrqn m054(0,0) gLALQbcbeeffahrsrqj m100(0,0) gLALQbcbeeffahrsrhr m178(0,0) gLALQbcbeeffahrsrhn m185(0,0) gLALQbcbeeffahrsraw m060(0,0) gLALQbcbeeffahrsras m119(0,0) gLALQbcbeeffahrrvqb SFS[D(3,1)(2,1)] gLALQbcbeeffahrrvqn toroidal gLALQbcbeeffahrrvqj SFS[D(3,1)(2,1)] gLALQbcbeeffahrrvho SFS[D(3,1)(2,1)] gLALQbcbeeffahrrvhr SFS[D(3,1)(2,1)] gLALQbcbeeffahrrvhn toroidal gLALQbcbeeffahrrvaw toroidal gLALQbcbeeffahrrvas toroidal gLALQbcbeeffahrrjqb SFS[D(3,1)(2,1)] gLALQbcbeeffahrrjqn m052(0,0) gLALQbcbeeffahrrjqj m026(0,0) gLALQbcbeeffahrrjho toroidal gLALQbcbeeffahrrjhr SFS[D(3,1)(2,1)] gLALQbcbeeffahrrjhn m003(0,0) gLALQbcbeeffahrrjaw m060(0,0) gLALQbcbeeffahrrjas m043(0,0) gLALQbcbeeffahrrrqb reducible gLALQbcbeeffahrrrqn toroidal gLALQbcbeeffahrrrqj toroidal gLALQbcbeeffahrrrho SFS[D(3,1)(2,1)] gLALQbcbeeffahrrrhr toroidal gLALQbcbeeffahrrrhn SFS[D(3,1)(2,1)] gLALQbcbeeffahrrraw toroidal gLALQbcbeeffahrrras SFS[D(7,2)(2,1)] gLALQbcbeeffahrcvqb SFS[D(3,1)(2,1)] gLALQbcbeeffahrcvqn m003(0,0) gLALQbcbeeffahrcvqj toroidal gLALQbcbeeffahrcvhr m011(0,0) gLALQbcbeeffahrcvhn m019(0,0) gLALQbcbeeffahrcvaw m006(0,0) gLALQbcbeeffahrcvas m016(0,0) gLALQbcbeeffahrcjqb reducible gLALQbcbeeffahrcjqn toroidal gLALQbcbeeffahrcjqj toroidal gLALQbcbeeffahrcjho SFS[D(4,1)(2,1)] gLALQbcbeeffahrcjhr toroidal gLALQbcbeeffahrcjhn SFS[D(4,1)(2,1)] gLALQbcbeeffahrcjav SFS[D(4,1)(2,1)] gLALQbcbeeffahrcjaw toroidal gLALQbcbeeffahrcjas SFS[D(4,1)(2,1)] gLALQbcbeeffahrcrqb SFS[D(3,1)(2,1)] gLALQbcbeeffahrcrqn m116(0,0) gLALQbcbeeffahrcrqj m170(0,0) gLALQbcbeeffahrcrhr m178(0,0) gLALQbcbeeffahrcrhn m154(0,0) gLALQbcbeeffahrcrav SFS[D(5,2)(2,1)] gLALQbcbeeffahrcraw toroidal gLALQbcbeeffahrcras m019(0,0) gLALQbcbeeffahrwwqn toroidal gLALQbcbeeffahrwwqj toroidal gLALQbcbeeffahrwwdo SFS[D(2,1)(2,1)] gLALQbcbeeffahrwwdr toroidal gLALQbcbeeffahrwwdn toroidal gLALQbcbeeffahrwwtv SFS[D(2,1)(2,1)] gLALQbcbeeffahrwwts toroidal gLALQbcbeeffahrwwtw toroidal gLALQbcbeeffahrwwho SFS[D(2,1)(2,1)] gLALQbcbeeffahrwwhr toroidal gLALQbcbeeffahrwwhn toroidal gLALQbcbeeffahrwwav SFS[D(2,1)(2,1)] gLALQbcbeeffahrwwaw toroidal gLALQbcbeeffahrwwas toroidal gLALQbcbeeffahrwwlw SFS[D(2,1)(2,1)] gLALQbcbeeffahrwwls SFS[D(2,1)(2,1)] gLALQbcbeeffahrkfqb reducible gLALQbcbeeffaxknnlk toroidal gLALQbcbeeffaxknnlr toroidal gLALQbcbeeffaxknnxj SFS[D(5,2)(4,1)] gLALQbcbeeffaxknnxn SFS[D(4,1)(4,1)] gLALQbcbeeffaxknnpw SFS[D(4,3)(4,1)] gLALQbcbeeffaxknnpj SFS[D(5,3)(4,1)] gLALQbcbeeffaxknntk SFS[D(5,2)(4,1)] gLALQbcbeeffaxknntr SFS[D(4,1)(4,1)] gLALQbcbeeffaxknnmj toroidal gLALQbcbeeffaxknnmn SFS[D(5,2)(4,1)] gLALQbcbeeffaxknnar SFS[D(5,3)(4,1)] gLALQbcbeeffaxknnak SFS[D(4,3)(4,1)] gLALQbcbeeffaxknndj toroidal gLALQbcbeeffaxknndw SFS[D(5,3)(4,1)] gLALQbcbeeffaxknfxb SFS[D(3,1)(2,1)] gLALQbcbeeffaxknfmb SFS[D(3,1)(2,1)] gLALQbcbeeffaxkgwxb SFS[D(3,1)(2,1)] gLALQbcbeeffaxkvrdc SFS[D(5,2)(2,1)] gLAPPbcbeeffahrvvaj toroidal gLAPPbcbeeffahrvvaw toroidal gLAMPaccdeffbjjehar SFS[D(3,1)(2,1)] gLAMPaccdeffnjjehar toroidal gLAMPaccdeffjjjehar toroidal gLAMPaccdeffbjjeqaj SFS[D(3,1)(2,1)] gLAMPaccdeffjjjeqaj toroidal gLAMPaccdeffnjjeqaj toroidal gLAMPaccdeffbkkqhar SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqhar toroidal gLAMPaccdeffjkkqhar toroidal gLAMPaccdeffbkkqqaj SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqqaj toroidal gLAMPaccdeffjkkqqaj toroidal gLAMPaccdeffjgglhar SFS[D(3,1)(2,1)] gLAMPaccdeffjgglqaj SFS[D(3,1)(2,1)] gLAPPbcbeeffahrbfac reducible gLALQbcbeeffahrfnuo SFS[D(4,1)(2,1)] gLALQbcbeeffahrssdn toroidal gLALQbcbeeffahrssdj toroidal gLALQbcbeeffahrsstr SFS[D(5,3)(5,2)] gLALQbcbeeffahrsstn SFS[D(5,3)(4,1)] gLALQbcbeeffahrssqs SFS[D(5,2)(4,1)] gLALQbcbeeffahrssqw SFS[D(5,2)(5,2)] gLALQbcbeeffahrssan SFS[D(5,3)(5,2)] gLALQbcbeeffahrssaj SFS[D(5,3)(4,1)] gLALQbcbeeffahrssur toroidal gLALQbcbeeffahrssun SFS[D(5,3)(5,2)] gLALQbcbeeffahrssej SFS[D(5,2)(5,2)] gLALQbcbeeffahrssen SFS[D(5,2)(4,1)] gLALQbcbeeffahrssmw toroidal gLALQbcbeeffahrssms SFS[D(5,2)(5,2)] gLALQbcbeeffahrskab SFS[D(2,1)(2,1)] gLALQbcbeeffahrskuo SFS[D(2,1)(2,1)] gLALQbcbeeffahrckqv SFS[D(3,1)(2,1)] gLALQbcbeeffahrsbqv SFS[D(3,1)(2,1)] gLALQbcbeeffahrsbmv SFS[D(3,1)(2,1)] gLALQbcbeeffahrrbab SFS[D(2,1)(2,1)] gLAPPbcbeeffahrwsaj SFS[D(3,1)(3,2)] gLAPPbcbeeffahrwsaw SFS[D(3,1)(3,1)] gLAMPaccdeffnsbqhar toroidal gLAMPaccdeffjsbqhar toroidal gLAMPaccdeffnsbqqaj toroidal gLAMPaccdeffjsbqqaj toroidal gLAPPbcbeeffahrwrac SFS[D(3,1)(3,1)] gLAPPbcbeeffahrwraj m007(0,0) gLAPPbcbeeffahrwraw toroidal gLAMPaccdeffbgbqhar SFS[D(4,1)(2,1)] gLAMPaccdeffngbqhar m003(0,0) gLAMPaccdeffjgbqhar m017(0,0) gLAMPaccdeffnsjqqaj m030(0,0) gLAMPaccdeffjsjqqaj m037(0,0) gLAPPbcbeeffahrwcac SFS[D(3,1)(3,2)] gLAPPbcbeeffahrwcaj m010(0,0) gLAPPbcbeeffahrwcaw m007(0,0) gLAMPaccdeffnnbqhar m116(0,0) gLAMPaccdeffjnbqhar m141(0,0) gLAMPaccdeffbsnqqaj SFS[D(2,1)(2,1)] gLAMPaccdeffnsnqqaj m026(0,0) gLAMPaccdeffjsnqqaj m070(0,0) gLAPPbcbeeffahrcsac SFS[D(3,1)(3,1)] gLAPPbcbeeffahrcsaj m036(0,0) gLAPPbcbeeffahrcsaw m033(0,0) gLAMPaccdeffnsnqhar m052(0,0) gLAMPaccdeffjsnqhar m118(0,0) gLAMPaccdeffnnbqqaj m170(0,0) gLAMPaccdeffjnbqqaj m180(0,0) gLAPPbcbeeffahrcrac SFS[D(3,1)(3,2)] gLAPPbcbeeffahrcraj m036(0,0) gLAPPbcbeeffahrcraw m007(0,0) gLAMPaccdeffbgnqhar SFS[D(5,2)(2,1)] gLAMPaccdeffngnqhar toroidal gLAMPaccdeffjgnqhar m016(0,0) gLAMPaccdeffnnjqqaj m100(0,0) gLAMPaccdeffjnjqqaj m082(0,0) gLAPPbcbeeffahrccac reducible gLAPPbcbeeffahrccaj toroidal gLAPPbcbeeffahrccaw toroidal gLAMPaccdeffnnnqhar toroidal gLAMPaccdeffjnnqhar SFS[D(8,3)(2,1)] gLAMPaccdeffbnnqqaj SFS[D(2,1)(2,1)] gLAMPaccdeffnnnqqaj toroidal gLAMPaccdeffjnnqqaj SFS[D(7,3)(2,1)] gLAPPbcbeeffahrjsac SFS[D(3,1)(3,2)] gLAPPbcbeeffahrjsaj m007(0,0) gLAPPbcbeeffahrjsaw m036(0,0) gLAMPaccdeffnsjqhar m100(0,0) gLAMPaccdeffjsjqhar m082(0,0) gLAMPaccdeffbgbqqaj SFS[D(5,2)(2,1)] gLAMPaccdeffngbqqaj toroidal gLAMPaccdeffjgbqqaj m016(0,0) gLAPPbcbeeffahrjrac reducible gLAPPbcbeeffahrjraj SFS[D(3,1)(3,2)] gLAPPbcbeeffahrjraw SFS[D(3,1)(3,1)] gLAMPaccdeffngjqhar SFS[D(3,1)(2,1)] gLAMPaccdeffngjqqaj SFS[D(3,1)(2,1)] gLAPPbcbeeffahrjcac SFS[D(3,1)(3,1)] gLAPPbcbeeffahrjcaj m010(0,0) gLAPPbcbeeffahrjcaw m033(0,0) gLAMPaccdeffnnjqhar m054(0,0) gLAMPaccdeffjnjqhar m046(0,0) gLAMPaccdeffbgnqqaj toroidal gLAMPaccdeffngnqqaj SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqqaj m006(0,0) gLALQbcbeeffaxknbqj SFS[D(4,1)(2,1)] gLALQbcbeeffaxknbqw SFS[D(5,2)(2,1)] gLALQbcbeeffaxknbaj SFS[D(4,1)(2,1)] gLALQbcbeeffaxknban SFS[D(5,2)(2,1)] gLALQbcbeeffaxknkxr m082(0,0) gLALQbcbeeffaxknkxk m037(0,0) gLALQbcbeeffaxknkqc SFS[D(4,1)(2,1)] gLALQbcbeeffaxknkqj m019(0,0) gLALQbcbeeffaxknkqw m016(0,0) gLALQbcbeeffaxknkaj m145(0,0) gLALQbcbeeffaxknkan m130(0,0) gLALQbcbeeffaxknsxr m046(0,0) gLALQbcbeeffaxknsxk m082(0,0) gLALQbcbeeffaxknsqj m154(0,0) gLALQbcbeeffaxknsqw m147(0,0) gLALQbcbeeffaxknsab SFS[D(2,1)(2,1)] gLALQbcbeeffaxknsaj m043(0,0) gLALQbcbeeffaxknsan m069(0,0) gLALQbcbeeffaxksbxr m016(0,0) gLALQbcbeeffaxksbxk m006(0,0) gLALQbcbeeffaxksbqc SFS[D(3,1)(2,1)] gLALQbcbeeffaxksbqj m003(0,0) gLALQbcbeeffaxksbqw toroidal gLALQbcbeeffaxksbaj m019(0,0) gLALQbcbeeffaxksban m011(0,0) gLALQbcbeeffaxkskxr m118(0,0) gLALQbcbeeffaxkskxk m070(0,0) gLALQbcbeeffaxkskqc toroidal gLALQbcbeeffaxkskqj toroidal gLALQbcbeeffaxkskqw toroidal gLALQbcbeeffaxkskaj m119(0,0) gLALQbcbeeffaxkskan m069(0,0) gLALQbcbeeffaxkssxr SFS[D(8,3)(2,1)] gLALQbcbeeffaxkssxk SFS[D(7,3)(2,1)] gLALQbcbeeffaxkssqc SFS[D(3,1)(2,1)] gLALQbcbeeffaxkssqj SFS[D(3,1)(2,1)] gLALQbcbeeffaxkssqw reducible gLALQbcbeeffaxkssab SFS[D(2,1)(2,1)] gLALQbcbeeffaxkssaj SFS[D(7,2)(2,1)] gLALQbcbeeffaxkssan SFS[D(5,1)(2,1)] gLALQbcbeeffaxkgbxr m017(0,0) gLALQbcbeeffaxkgbxk m016(0,0) gLALQbcbeeffaxkgbqj m017(0,0) gLALQbcbeeffaxkgbqw m016(0,0) gLALQbcbeeffaxkgbaj m016(0,0) gLALQbcbeeffaxkgban m017(0,0) gLALQbcbeeffaxkgkxr toroidal gLALQbcbeeffaxkgkxk toroidal gLALQbcbeeffaxkgkqc SFS[D(5,2)(2,1)] gLALQbcbeeffaxkgkqj toroidal gLALQbcbeeffaxkgkqw SFS[D(5,2)(2,1)] gLALQbcbeeffaxkgkab SFS[D(5,2)(2,1)] gLALQbcbeeffaxkgkaj toroidal gLALQbcbeeffaxkgkan SFS[D(5,2)(2,1)] gLALQbcbeeffaxkgsxr m141(0,0) gLALQbcbeeffaxkgsxk m180(0,0) gLALQbcbeeffaxkgsqj m185(0,0) gLALQbcbeeffaxkgsqw m147(0,0) gLALQbcbeeffaxkgsab toroidal gLALQbcbeeffaxkgsaj toroidal gLALQbcbeeffaxkgsan m011(0,0) gLALQbcbeeffaxkjjxr toroidal gLALQbcbeeffaxkjjxk toroidal gLALQbcbeeffaxkjjir SFS[D(5,3)(5,2)] gLALQbcbeeffaxkjjik SFS[D(5,3)(4,1)] gLALQbcbeeffaxkjjdr SFS[D(5,2)(4,1)] gLALQbcbeeffaxkjjdk SFS[D(5,2)(5,2)] gLALQbcbeeffaxkjjqj toroidal gLALQbcbeeffaxkjjqw SFS[D(5,3)(5,2)] gLALQbcbeeffaxkjjaj toroidal gLALQbcbeeffaxkjjan SFS[D(5,2)(5,2)] gLALQbcbeeffahrvvtj SFS[D(3,1)(2,1)] gLALQbcbeeffahrvvtn SFS[D(3,1)(2,1)] gLALQbcbeeffahrvviw SFS[D(2,1)(2,1)] gLALQbcbeeffahrvver SFS[D(2,1)(2,1)] gLALQbcbeeffahrfvhb SFS[D(2,1)(2,1)] gLALQbcbeeffahrfviv SFS[D(2,1)(2,1)] gLALQbcbeeffahrgrhb SFS[D(2,1)(2,1)] gLALQbcbeeffahrokiv SFS[D(4,1)(2,1)] gLALQbcbeeffahrkbeo SFS[D(5,2)(2,1)] gLALQbcbeeffaurcbab SFS[D(2,1)(2,1)] gLALQbcbeeffaurffeb SFS[D(2,1)(2,1)] gLAPPbcbeeffapkfvag reducible gLAPPbcbeeffapkcoag reducible gLAPPbcbeeffapkggag reducible gLAPPbcbeeffapkksag reducible gLAPPbcbeeffapkksaj reducible gLAPPbcbeeffapkksak reducible gLAMPaccdeffngjqlaj reducible gLAMPaccdeffngjqtaw reducible gLALQbcbeeffairccdb SFS[D(2,1)(2,1)] gLALQbcbeeffairbfab SFS[D(2,1)(2,1)] gLALQcbbeeffiqjgfaf SFS[D(5,2)(2,1)] gLALQcbbeeffiqjvvtf SFS[D(5,2)(2,1)] gLALQcbbeeffihrvvtf SFS[D(5,2)(2,1)] gLALQcbbeeffihrgfaf SFS[D(5,2)(2,1)] gLALQbcbeeffxhnsvqn SFS[D(3,1)(3,1)] gLALQbcbeeffxhnsvqj SFS[D(3,1)(3,2)] gLALQbcbeeffxhnsvhr toroidal gLALQbcbeeffxhnsvhn toroidal gLALQbcbeeffxhnsvaw toroidal gLALQbcbeeffxhnsvas toroidal gLALQbcbeeffxhnsjqb SFS[D(3,1)(3,2)] gLALQbcbeeffxhnsjqn s109(0,0) gLALQbcbeeffxhnsjqj s054(0,0) gLALQbcbeeffxhnsjho SFS[D(11,3)(2,1)] gLALQbcbeeffxhnsjhr m113(0,0) gLALQbcbeeffxhnsjhn m172(0,0) gLALQbcbeeffxhnsjaw s268(0,0) gLALQbcbeeffxhnsjas s261(0,0) gLALQbcbeeffxhnsrqb SFS[D(3,1)(3,1)] gLALQbcbeeffxhnsrqn s070(0,0) gLALQbcbeeffxhnsrqj s109(0,0) gLALQbcbeeffxhnsrhr s284(0,0) gLALQbcbeeffxhnsrhn s282(0,0) gLALQbcbeeffxhnsrav SFS[D(5,2)(2,1)] gLALQbcbeeffxhnsraw s068(0,0) gLALQbcbeeffxhnsras s107(0,0) gLALQbcbeeffxhnrvqb SFS[D(3,1)(3,2)] gLALQbcbeeffxhnrvqn m169(0,0) gLALQbcbeeffxhnrvqj m084(0,0) gLALQbcbeeffxhnrvho SFS[D(8,3)(2,1)] gLALQbcbeeffxhnrvhr m055(0,0) gLALQbcbeeffxhnrvhn m119(0,0) gLALQbcbeeffxhnrvaw m266(0,0) gLALQbcbeeffxhnrvas m255(0,0) gLALQbcbeeffxhnrjqb SFS[D(3,1)(3,1)] gLALQbcbeeffxhnrjqn s372(0,0) gLALQbcbeeffxhnrjqj s179(0,0) gLALQbcbeeffxhnrjho toroidal gLALQbcbeeffxhnrjhr toroidal gLALQbcbeeffxhnrjhn m060(0,0) gLALQbcbeeffxhnrjaw s411(0,0) gLALQbcbeeffxhnrjas s340(0,0) gLALQbcbeeffxhnrrqb reducible gLALQbcbeeffxhnrrqn toroidal gLALQbcbeeffxhnrrqj toroidal gLALQbcbeeffxhnrrho SFS[D(8,3)(2,1)] gLALQbcbeeffxhnrrhr toroidal gLALQbcbeeffxhnrrav SFS[D(5,2)(2,1)] gLALQbcbeeffxhnrraw toroidal gLALQbcbeeffxhnrras SFS[D(14,3)(2,1)] gLALQbcbeeffxhncvqb SFS[D(3,1)(3,1)] gLALQbcbeeffxhncvqn m110(0,0) gLALQbcbeeffxhncvqj m169(0,0) gLALQbcbeeffxhncvhr m277(0,0) gLALQbcbeeffxhncvhn m278(0,0) gLALQbcbeeffxhncvav SFS[D(2,1)(2,1)] gLALQbcbeeffxhncvaw m112(0,0) gLALQbcbeeffxhncvas m173(0,0) gLALQbcbeeffxhncjqb reducible gLALQbcbeeffxhncjqn toroidal gLALQbcbeeffxhncjqj toroidal gLALQbcbeeffxhncjho SFS[D(13,5)(2,1)] gLALQbcbeeffxhncjhr toroidal gLALQbcbeeffxhncjhn SFS[D(13,5)(2,1)] gLALQbcbeeffxhncjav SFS[D(13,5)(2,1)] gLALQbcbeeffxhncjaw toroidal gLALQbcbeeffxhncjas SFS[D(13,5)(2,1)] gLALQbcbeeffxhncrqb SFS[D(3,1)(3,2)] gLALQbcbeeffxhncrqn s191(0,0) gLALQbcbeeffxhncrqj s390(0,0) gLALQbcbeeffxhncrhr s422(0,0) gLALQbcbeeffxhncrhn s366(0,0) gLALQbcbeeffxhncrav toroidal gLALQbcbeeffxhncraw toroidal gLALQbcbeeffxhncras m106(0,0) gLALQbcbeeffxhnwwqn toroidal gLALQbcbeeffxhnwwqj toroidal gLALQbcbeeffxhnwwdo SFS[D(3,1)(2,1)] gLALQbcbeeffxhnwwdr toroidal gLALQbcbeeffxhnwwdn toroidal gLALQbcbeeffxhnwwtv SFS[D(3,1)(2,1)] gLALQbcbeeffxhnwwts toroidal gLALQbcbeeffxhnwwtw toroidal gLALQbcbeeffxhnwwho SFS[D(3,1)(2,1)] gLALQbcbeeffxhnwwhr toroidal gLALQbcbeeffxhnwwhn toroidal gLALQbcbeeffxhnwwav SFS[D(3,1)(2,1)] gLALQbcbeeffxhnwwaw toroidal gLALQbcbeeffxhnwwas toroidal gLALQbcbeeffxhnwwlw SFS[D(3,1)(2,1)] gLALQbcbeeffxhnwwls SFS[D(3,1)(2,1)] gLALQbcbeeffxhnkfqb reducible gLALQbcbeeffhxwnnlk toroidal gLALQbcbeeffhxwnnlr toroidal gLALQbcbeeffhxwnnxj SFS[D(13,5)(5,2)] gLALQbcbeeffhxwnnxn SFS[D(13,5)(4,1)] gLALQbcbeeffhxwnnpw SFS[D(13,8)(4,1)] gLALQbcbeeffhxwnnpj SFS[D(13,8)(5,2)] gLALQbcbeeffhxwnntk SFS[D(13,5)(5,2)] gLALQbcbeeffhxwnntr SFS[D(13,5)(4,1)] gLALQbcbeeffhxwnnmj toroidal gLALQbcbeeffhxwnnmn SFS[D(13,5)(5,2)] gLALQbcbeeffhxwnnar SFS[D(13,8)(5,2)] gLALQbcbeeffhxwnnak SFS[D(13,8)(4,1)] gLALQbcbeeffhxwnndj toroidal gLALQbcbeeffhxwnndw SFS[D(13,8)(5,2)] gLALQbcbeeffhxwnfxb SFS[D(8,3)(2,1)] gLALQbcbeeffhxwnfmb SFS[D(8,3)(2,1)] gLALQbcbeeffhxwnwaf SFS[D(5,2)(2,1)] gLALQbcbeeffhxwnwdc SFS[D(5,2)(2,1)] gLALQbcbeeffhxwsfaf SFS[D(5,2)(2,1)] gLALQbcbeeffhxwgwxb SFS[D(8,3)(2,1)] gLALQbcbeeffhxwovmb SFS[D(2,1)(2,1)] gLALQbcbeeffhxwvrdc SFS[D(11,3)(2,1)] gLAPPbcbeeffhxwbbaj toroidal gLAPPbcbeeffhxwbbak toroidal gLAMPaccdeffbjjehxn SFS[D(8,3)(2,1)] gLAMPaccdeffnjjehxn toroidal gLAMPaccdeffjjjehxn toroidal gLAMPaccdeffbjjeqxk SFS[D(8,3)(2,1)] gLAMPaccdeffjjjeqxk toroidal gLAMPaccdeffnjjeqxk toroidal gLAMPaccdeffbkkqhxn SFS[D(8,3)(2,1)] gLAMPaccdeffnkkqhxn toroidal gLAMPaccdeffjkkqhxn toroidal gLAMPaccdeffbkkqqxk SFS[D(8,3)(2,1)] gLAMPaccdeffnkkqqxk toroidal gLAMPaccdeffjkkqqxk toroidal gLAMPaccdeffjgglhxn SFS[D(8,3)(2,1)] gLAMPaccdeffjgglqxk SFS[D(8,3)(2,1)] gLAPPbcbeeffhxwcoag reducible gLALQbcbeeffxhnfnuo SFS[D(13,5)(2,1)] gLALQbcbeeffxhngfmv SFS[D(2,1)(2,1)] gLALQbcbeeffxhnssdn toroidal gLALQbcbeeffxhnssdj toroidal gLALQbcbeeffxhnsstr SFS[D(11,8)(5,2)] gLALQbcbeeffxhnsstn SFS[D(11,8)(4,1)] gLALQbcbeeffxhnssqs SFS[D(11,3)(4,1)] gLALQbcbeeffxhnssqw SFS[D(11,3)(5,2)] gLALQbcbeeffxhnssan SFS[D(11,8)(5,2)] gLALQbcbeeffxhnssaj SFS[D(11,8)(4,1)] gLALQbcbeeffxhnssur toroidal gLALQbcbeeffxhnssun SFS[D(11,8)(5,2)] gLALQbcbeeffxhnssej SFS[D(11,3)(5,2)] gLALQbcbeeffxhnssen SFS[D(11,3)(4,1)] gLALQbcbeeffxhnssmw toroidal gLALQbcbeeffxhnssms SFS[D(11,3)(5,2)] gLALQbcbeeffxhnskab SFS[D(3,1)(2,1)] gLALQbcbeeffxhnskuo SFS[D(3,1)(2,1)] gLALQbcbeeffxhnckqv SFS[D(8,3)(2,1)] gLALQbcbeeffxhnsbqv SFS[D(8,3)(2,1)] gLALQbcbeeffxhnsbmv SFS[D(8,3)(2,1)] gLALQbcbeeffxhnrbab SFS[D(3,1)(2,1)] gLAPPbcbeeffhxwjnaj SFS[D(8,3)(3,1)] gLAPPbcbeeffhxwjnak SFS[D(8,3)(3,1)] gLAMPaccdeffnsbqhxn toroidal gLAMPaccdeffjsbqhxn toroidal gLAMPaccdeffnsbqqxk toroidal gLAMPaccdeffjsbqqxk toroidal gLAPPbcbeeffhxwknag SFS[D(8,3)(3,1)] gLAPPbcbeeffhxwknaj s097(0,0) gLAPPbcbeeffhxwknak m090(0,0) gLAMPaccdeffbgbqhxn SFS[D(13,5)(2,1)] gLAMPaccdeffngbqhxn m060(0,0) gLAMPaccdeffjgbqhxn m172(0,0) gLAMPaccdeffnsjqqxk s247(0,0) gLAMPaccdeffjsjqqxk s243(0,0) gLAPPbcbeeffhxwgnag SFS[D(8,3)(3,1)] gLAPPbcbeeffhxwgnaj s049(0,0) gLAPPbcbeeffhxwgnak s097(0,0) gLAMPaccdeffnnbqhxn s285(0,0) gLAMPaccdeffjnbqhxn s295(0,0) gLAMPaccdeffbsnqqxk SFS[D(3,1)(2,1)] gLAMPaccdeffnsnqqxk s073(0,0) gLAMPaccdeffjsnqqxk s114(0,0) gLAPPbcbeeffhxwjgag SFS[D(8,3)(3,1)] gLAPPbcbeeffhxwjgaj s087(0,0) gLAPPbcbeeffhxwjgak s019(0,0) gLAMPaccdeffbsnqhxn SFS[D(5,2)(2,1)] gLAMPaccdeffnsnqhxn s043(0,0) gLAMPaccdeffjsnqhxn s106(0,0) gLAMPaccdeffnnbqqxk s257(0,0) gLAMPaccdeffjnbqqxk s265(0,0) gLAPPbcbeeffhxwkgag SFS[D(8,3)(3,1)] gLAPPbcbeeffhxwkgaj s330(0,0) gLAPPbcbeeffhxwkgak m228(0,0) gLAMPaccdeffbgnqhxn toroidal gLAMPaccdeffngnqhxn toroidal gLAMPaccdeffjgnqhxn m102(0,0) gLAMPaccdeffnnjqqxk s393(0,0) gLAMPaccdeffjnjqqxk s334(0,0) gLAPPbcbeeffhxwggag reducible gLAPPbcbeeffhxwggaj toroidal gLAPPbcbeeffhxwggak toroidal gLAMPaccdeffbnnqhxn SFS[D(5,2)(2,1)] gLAMPaccdeffnnnqhxn toroidal gLAMPaccdeffjnnqhxn SFS[D(19,11)(2,1)] gLAMPaccdeffbnnqqxk SFS[D(3,1)(2,1)] gLAMPaccdeffnnnqqxk toroidal gLAMPaccdeffjnnqqxk SFS[D(21,8)(2,1)] gLAPPbcbeeffhxwjsag SFS[D(8,3)(3,1)] gLAPPbcbeeffhxwjsaj m053(0,0) gLAPPbcbeeffhxwjsak s087(0,0) gLAMPaccdeffnsjqhxn s220(0,0) gLAMPaccdeffjsjqhxn s222(0,0) gLAMPaccdeffbgbqqxk SFS[D(11,3)(2,1)] gLAMPaccdeffngbqqxk m064(0,0) gLAMPaccdeffjgbqqxk m173(0,0) gLAPPbcbeeffhxwksag reducible gLAPPbcbeeffhxwksaj toroidal gLAPPbcbeeffhxwksak toroidal gLAMPaccdeffbgjqhxn SFS[D(2,1)(2,1)] gLAMPaccdeffngjqhxn toroidal gLAMPaccdeffjgjqhxn SFS[D(2,1)(2,1)] gLAMPaccdeffbgjqqxk SFS[D(2,1)(2,1)] gLAMPaccdeffngjqqxk toroidal gLAMPaccdeffjgjqqxk SFS[D(2,1)(2,1)] gLAPPbcbeeffhxwgsag SFS[D(8,3)(3,1)] gLAPPbcbeeffhxwgsaj m236(0,0) gLAPPbcbeeffhxwgsak s341(0,0) gLAMPaccdeffnnjqhxn s407(0,0) gLAMPaccdeffjnjqhxn s346(0,0) gLAMPaccdeffbgnqqxk toroidal gLAMPaccdeffngnqqxk toroidal gLAMPaccdeffjgnqqxk m112(0,0) gLALQbcbeeffhxwnbxr SFS[D(5,2)(3,1)] gLALQbcbeeffhxwnbxk SFS[D(5,3)(3,1)] gLALQbcbeeffhxwnbqj toroidal gLALQbcbeeffhxwnbqw toroidal gLALQbcbeeffhxwnbaj toroidal gLALQbcbeeffhxwnban toroidal gLALQbcbeeffhxwnkxf SFS[D(5,3)(3,1)] gLALQbcbeeffhxwnkxr s110(0,0) gLALQbcbeeffhxwnkxk s046(0,0) gLALQbcbeeffhxwnkqc SFS[D(13,5)(2,1)] gLALQbcbeeffhxwnkqj m106(0,0) gLALQbcbeeffhxwnkqw m173(0,0) gLALQbcbeeffhxwnkaj s276(0,0) gLALQbcbeeffhxwnkan s266(0,0) gLALQbcbeeffhxwnsxf SFS[D(5,2)(3,1)] gLALQbcbeeffhxwnsxr s076(0,0) gLALQbcbeeffhxwnsxk s110(0,0) gLALQbcbeeffhxwnsqj s305(0,0) gLALQbcbeeffhxwnsqw s307(0,0) gLALQbcbeeffhxwnsab SFS[D(3,1)(2,1)] gLALQbcbeeffhxwnsaj s078(0,0) gLALQbcbeeffhxwnsan s113(0,0) gLALQbcbeeffhxwsbxf SFS[D(5,3)(3,1)] gLALQbcbeeffhxwsbxr m143(0,0) gLALQbcbeeffhxwsbxk m035(0,0) gLALQbcbeeffhxwsbqc SFS[D(8,3)(2,1)] gLALQbcbeeffhxwsbqj m016(0,0) gLALQbcbeeffhxwsbqw m118(0,0) gLALQbcbeeffhxwsbaj m233(0,0) gLALQbcbeeffhxwsban m231(0,0) gLALQbcbeeffhxwskxf SFS[D(5,2)(3,1)] gLALQbcbeeffhxwskxr s351(0,0) gLALQbcbeeffhxwskxk s158(0,0) gLALQbcbeeffhxwskqc toroidal gLALQbcbeeffhxwskqj toroidal gLALQbcbeeffhxwskqw m064(0,0) gLALQbcbeeffhxwskaj s399(0,0) gLALQbcbeeffhxwskan s332(0,0) gLALQbcbeeffhxwssxf reducible gLALQbcbeeffhxwssxr toroidal gLALQbcbeeffhxwssxk toroidal gLALQbcbeeffhxwssqc SFS[D(8,3)(2,1)] gLALQbcbeeffhxwssqj toroidal gLALQbcbeeffhxwssqw SFS[D(7,2)(2,1)] gLALQbcbeeffhxwssab SFS[D(3,1)(2,1)] gLALQbcbeeffhxwssaj toroidal gLALQbcbeeffhxwssan SFS[D(18,13)(2,1)] gLALQbcbeeffhxwgbxf SFS[D(5,2)(3,1)] gLALQbcbeeffhxwgbxr m079(0,0) gLALQbcbeeffhxwgbxk m143(0,0) gLALQbcbeeffhxwgbqj m267(0,0) gLALQbcbeeffhxwgbqw m273(0,0) gLALQbcbeeffhxwgbab SFS[D(2,1)(2,1)] gLALQbcbeeffhxwgbaj m102(0,0) gLALQbcbeeffhxwgban m172(0,0) gLALQbcbeeffhxwgkxf reducible gLALQbcbeeffhxwgkxr toroidal gLALQbcbeeffhxwgkxk toroidal gLALQbcbeeffhxwgkqc SFS[D(11,3)(2,1)] gLALQbcbeeffhxwgkqj toroidal gLALQbcbeeffhxwgkqw SFS[D(11,3)(2,1)] gLALQbcbeeffhxwgkab SFS[D(11,3)(2,1)] gLALQbcbeeffhxwgkaj toroidal gLALQbcbeeffhxwgkan SFS[D(11,3)(2,1)] gLALQbcbeeffhxwgsxf SFS[D(5,3)(3,1)] gLALQbcbeeffhxwgsxr s186(0,0) gLALQbcbeeffhxwgsxk s389(0,0) gLALQbcbeeffhxwgsqj s421(0,0) gLALQbcbeeffhxwgsqw s368(0,0) gLALQbcbeeffhxwgsab toroidal gLALQbcbeeffhxwgsaj toroidal gLALQbcbeeffhxwgsan m113(0,0) gLALQbcbeeffhxwjjxr toroidal gLALQbcbeeffhxwjjxk toroidal gLALQbcbeeffhxwjjif SFS[D(5,2)(2,1)] gLALQbcbeeffhxwjjir toroidal gLALQbcbeeffhxwjjik toroidal gLALQbcbeeffhxwjjdf SFS[D(5,2)(2,1)] gLALQbcbeeffhxwjjdr toroidal gLALQbcbeeffhxwjjdk toroidal gLALQbcbeeffhxwjjqc SFS[D(5,2)(2,1)] gLALQbcbeeffhxwjjqj toroidal gLALQbcbeeffhxwjjqw toroidal gLALQbcbeeffhxwjjab SFS[D(5,2)(2,1)] gLALQbcbeeffhxwjjaj toroidal gLALQbcbeeffhxwjjan toroidal gLALQbcbeeffhxwjjew SFS[D(5,2)(2,1)] gLALQbcbeeffhxwjjej SFS[D(5,2)(2,1)] gLALQbcbeeffhxwcrxf reducible gLALQbcbeeffhxwbbpr toroidal gLALQbcbeeffhxwbbpk toroidal gLALQbcbeeffhxwbbmr SFS[D(5,2)(2,1)] gLALQbcbeeffhxwbbmk SFS[D(4,1)(2,1)] gLALQbcbeeffhxwbbqr SFS[D(4,1)(2,1)] gLALQbcbeeffhxwbbqk SFS[D(5,2)(2,1)] gLALQbcbeeffhxwbbxj SFS[D(5,2)(2,1)] gLALQbcbeeffhxwbbxw SFS[D(4,1)(2,1)] gLALQbcbeeffhxwbbtj toroidal gLALQbcbeeffhxwbbtw SFS[D(5,2)(2,1)] gLALQbcbeeffhxwbblj SFS[D(5,2)(2,1)] gLALQbcbeeffhxwbbln SFS[D(4,1)(2,1)] gLALQbcbeeffhxwbbij toroidal gLALQbcbeeffhxwbbin SFS[D(5,2)(2,1)] gLALQbcbeeffhxwobxc SFS[D(3,1)(2,1)] gLALQbcbeeffhxwobtc SFS[D(3,1)(2,1)] gLALQbcbeeffhxwosqf SFS[D(5,2)(2,1)] gLALQbcbeeffhxwvbqf SFS[D(5,2)(2,1)] gLALQbcbeeffhxwvbib SFS[D(5,2)(2,1)] gLALQbcbeeffhxwvkxc SFS[D(3,1)(2,1)] gLALQbcbeeffhxwwftc SFS[D(13,5)(2,1)] gLALQbcbeeffhxwcwib SFS[D(11,3)(2,1)] gLALQbcbeeffxuncbab SFS[D(3,1)(2,1)] gLALQbcbeeffxunffeb SFS[D(3,1)(2,1)] gLAPPbcbeeffhpwfvag reducible gLAPPbcbeeffhpwcoag reducible gLAPPbcbeeffhpwggag reducible gLAPPbcbeeffhpwksag reducible gLAPPbcbeeffhpwksaj SFS[D(7,5)(3,1)] gLAPPbcbeeffhpwksak SFS[D(7,2)(3,1)] gLAMPaccdeffngjqlhr SFS[D(7,2)(2,1)] gLAMPaccdeffngjqtqj SFS[D(7,2)(2,1)] gLALQbcbeeffhpwvvtf SFS[D(3,1)(2,1)] gLALQbcbeeffhpwgfaf SFS[D(3,1)(2,1)] gLALQbcbeeffhawonxj SFS[D(3,1)(2,1)] gLALQbcbeeffhawonxn SFS[D(3,1)(2,1)] gLALQbcbeeffhawonhw toroidal gLALQbcbeeffhawonhs toroidal gLALQbcbeeffhawonar toroidal gLALQbcbeeffhawonan toroidal gLALQbcbeeffhawknxb SFS[D(3,1)(2,1)] gLALQbcbeeffhawknxj toroidal gLALQbcbeeffhawknxn m003(0,0) gLALQbcbeeffhawknhw m006(0,0) gLALQbcbeeffhawknhs m016(0,0) gLALQbcbeeffhawknar m011(0,0) gLALQbcbeeffhawknan m019(0,0) gLALQbcbeeffhawwnxb SFS[D(3,1)(2,1)] gLALQbcbeeffhawwnxj SFS[D(3,1)(2,1)] gLALQbcbeeffhawwnxn toroidal gLALQbcbeeffhawwnhw toroidal gLALQbcbeeffhawwnhs toroidal gLALQbcbeeffhawwnao SFS[D(3,1)(2,1)] gLALQbcbeeffhawwnar SFS[D(3,1)(2,1)] gLALQbcbeeffhawwnan toroidal gLALQbcbeeffhawowxb SFS[D(3,1)(2,1)] gLALQbcbeeffhawowxj m100(0,0) gLALQbcbeeffhawowxn m054(0,0) gLALQbcbeeffhawowhw m060(0,0) gLALQbcbeeffhawowhs m119(0,0) gLALQbcbeeffhawowar m178(0,0) gLALQbcbeeffhawowan m185(0,0) gLALQbcbeeffhawkwxb SFS[D(3,1)(2,1)] gLALQbcbeeffhawkwxj m170(0,0) gLALQbcbeeffhawkwxn m116(0,0) gLALQbcbeeffhawkwhv SFS[D(5,2)(2,1)] gLALQbcbeeffhawkwhw toroidal gLALQbcbeeffhawkwhs m019(0,0) gLALQbcbeeffhawkwar m178(0,0) gLALQbcbeeffhawkwan m154(0,0) gLALQbcbeeffhawwwxb reducible gLALQbcbeeffhawwwxj toroidal gLALQbcbeeffhawwwxn toroidal gLALQbcbeeffhawwwhw toroidal gLALQbcbeeffhawwwhs SFS[D(7,2)(2,1)] gLALQbcbeeffhawwwao SFS[D(3,1)(2,1)] gLALQbcbeeffhawwwar toroidal gLALQbcbeeffhawwwan SFS[D(3,1)(2,1)] gLALQbcbeeffhawofxb SFS[D(3,1)(2,1)] gLALQbcbeeffhawofxj m030(0,0) gLALQbcbeeffhawofxn m100(0,0) gLALQbcbeeffhawofhw m159(0,0) gLALQbcbeeffhawofhs m145(0,0) gLALQbcbeeffhawofao SFS[D(5,2)(2,1)] gLALQbcbeeffhawofar m011(0,0) gLALQbcbeeffhawofan m017(0,0) gLALQbcbeeffhawkfxb reducible gLALQbcbeeffhawkfxj toroidal gLALQbcbeeffhawkfxn toroidal gLALQbcbeeffhawkfhv SFS[D(4,1)(2,1)] gLALQbcbeeffhawkfhw toroidal gLALQbcbeeffhawkfhs SFS[D(4,1)(2,1)] gLALQbcbeeffhawkfao SFS[D(4,1)(2,1)] gLALQbcbeeffhawkfar toroidal gLALQbcbeeffhawkfan SFS[D(4,1)(2,1)] gLALQbcbeeffhawwfxb SFS[D(3,1)(2,1)] gLALQbcbeeffhawwfxj m026(0,0) gLALQbcbeeffhawwfxn m052(0,0) gLALQbcbeeffhawwfhw m060(0,0) gLALQbcbeeffhawwfhs m043(0,0) gLALQbcbeeffhawwfao toroidal gLALQbcbeeffhawwfar SFS[D(3,1)(2,1)] gLALQbcbeeffhawwfan m003(0,0) gLALQbcbeeffhawrrxj toroidal gLALQbcbeeffhawrrxn toroidal gLALQbcbeeffhawrrev SFS[D(2,1)(2,1)] gLALQbcbeeffhawrrew toroidal gLALQbcbeeffhawrres toroidal gLALQbcbeeffhawrrmo SFS[D(2,1)(2,1)] gLALQbcbeeffhawrrmn toroidal gLALQbcbeeffhawrrmr toroidal gLALQbcbeeffhawrrhv SFS[D(2,1)(2,1)] gLALQbcbeeffhawrrhw toroidal gLALQbcbeeffhawrrhs toroidal gLALQbcbeeffhawrrao SFS[D(2,1)(2,1)] gLALQbcbeeffhawrrar toroidal gLALQbcbeeffhawrran toroidal gLALQbcbeeffhawrrir SFS[D(2,1)(2,1)] gLALQbcbeeffhawrrin SFS[D(2,1)(2,1)] gLALQbcbeeffhawcjxb reducible gLALQbcbeeffxannnen toroidal gLALQbcbeeffxannnej toroidal gLALQbcbeeffxannnxr SFS[D(5,3)(4,1)] gLALQbcbeeffxannnxn SFS[D(4,3)(4,1)] gLALQbcbeeffxannnms SFS[D(4,1)(4,1)] gLALQbcbeeffxannnmw SFS[D(5,2)(4,1)] gLALQbcbeeffxannndn SFS[D(5,3)(4,1)] gLALQbcbeeffxannndj SFS[D(4,3)(4,1)] gLALQbcbeeffxannntr toroidal gLALQbcbeeffxannntn SFS[D(5,3)(4,1)] gLALQbcbeeffxannnaj SFS[D(5,2)(4,1)] gLALQbcbeeffxannnan SFS[D(4,1)(4,1)] gLALQbcbeeffxannnpw toroidal gLALQbcbeeffxannnps SFS[D(5,2)(4,1)] gLALQbcbeeffxanjnab SFS[D(3,1)(2,1)] gLALQbcbeeffxanjnpv SFS[D(3,1)(2,1)] gLALQbcbeeffxanbwab SFS[D(3,1)(2,1)] gLALQbcbeeffxancgto SFS[D(5,2)(2,1)] gLAPPcbbeeffahrvvaj toroidal gLAPPcbbeeffahrvvaw toroidal gLAMPaccdeffnjjeahr SFS[D(5,3)(5,2)] gLAMPaccdeffjjjeahr SFS[D(5,3)(4,1)] gLAMPaccdeffjjjeaqj SFS[D(5,2)(4,1)] gLAMPaccdeffnjjeaqj SFS[D(5,2)(5,2)] gLAMPaccdeffnkkqahr toroidal gLAMPaccdeffjkkqahr SFS[D(5,3)(5,2)] gLAMPaccdeffnkkqaqj toroidal gLAMPaccdeffjkkqaqj SFS[D(5,2)(5,2)] gLALQbcbeeffhawscpv SFS[D(4,1)(2,1)] gLALQbcbeeffhawcgto SFS[D(5,2)(2,1)] gLALQbcbeeffhawnnej SFS[D(3,1)(2,1)] gLALQbcbeeffhawnnen SFS[D(3,1)(2,1)] gLALQbcbeeffhawnnpw SFS[D(2,1)(2,1)] gLALQbcbeeffhawnntr SFS[D(2,1)(2,1)] gLALQbcbeeffhawjnab SFS[D(2,1)(2,1)] gLALQbcbeeffhawjnpv SFS[D(2,1)(2,1)] gLALQbcbeeffhawbwab SFS[D(2,1)(2,1)] gLAMPaccdeffnsbqahr SFS[D(4,1)(2,1)] gLAMPaccdeffjsbqahr SFS[D(5,2)(2,1)] gLAMPaccdeffnsbqaqj SFS[D(4,1)(2,1)] gLAMPaccdeffjsbqaqj SFS[D(5,2)(2,1)] gLAPPcbbeeffahrwraj m082(0,0) gLAPPcbbeeffahrwraw m037(0,0) gLAMPaccdeffbgbqahr SFS[D(4,1)(2,1)] gLAMPaccdeffngbqahr m019(0,0) gLAMPaccdeffjgbqahr m016(0,0) gLAMPaccdeffnsjqaqj m145(0,0) gLAMPaccdeffjsjqaqj m130(0,0) gLAPPcbbeeffahrwcaj m046(0,0) gLAPPcbbeeffahrwcaw m082(0,0) gLAMPaccdeffnnbqahr m154(0,0) gLAMPaccdeffjnbqahr m147(0,0) gLAMPaccdeffbsnqaqj SFS[D(2,1)(2,1)] gLAMPaccdeffnsnqaqj m043(0,0) gLAMPaccdeffjsnqaqj m069(0,0) gLAPPcbbeeffahrcsaj m016(0,0) gLAPPcbbeeffahrcsaw m006(0,0) gLAMPaccdeffbsnqahr SFS[D(3,1)(2,1)] gLAMPaccdeffnsnqahr m003(0,0) gLAMPaccdeffjsnqahr toroidal gLAMPaccdeffnnbqaqj m019(0,0) gLAMPaccdeffjnbqaqj m011(0,0) gLAPPcbbeeffahrcraj m118(0,0) gLAPPcbbeeffahrcraw m070(0,0) gLAMPaccdeffbgnqahr toroidal gLAMPaccdeffngnqahr toroidal gLAMPaccdeffjgnqahr toroidal gLAMPaccdeffnnjqaqj m119(0,0) gLAMPaccdeffjnjqaqj m069(0,0) gLAPPcbbeeffahrccaj SFS[D(8,3)(2,1)] gLAPPcbbeeffahrccaw SFS[D(7,3)(2,1)] gLAMPaccdeffbnnqahr SFS[D(3,1)(2,1)] gLAMPaccdeffnnnqahr SFS[D(3,1)(2,1)] gLAMPaccdeffjnnqahr reducible gLAMPaccdeffbnnqaqj SFS[D(2,1)(2,1)] gLAMPaccdeffnnnqaqj SFS[D(7,2)(2,1)] gLAMPaccdeffjnnqaqj SFS[D(5,1)(2,1)] gLAPPcbbeeffahrjsaj m017(0,0) gLAPPcbbeeffahrjsaw m016(0,0) gLAMPaccdeffnsjqahr m017(0,0) gLAMPaccdeffjsjqahr m016(0,0) gLAMPaccdeffngbqaqj m016(0,0) gLAMPaccdeffjgbqaqj m017(0,0) gLAPPcbbeeffahrjraj toroidal gLAPPcbbeeffahrjraw toroidal gLAMPaccdeffbgjqahr SFS[D(5,2)(2,1)] gLAMPaccdeffngjqahr toroidal gLAMPaccdeffjgjqahr SFS[D(5,2)(2,1)] gLAMPaccdeffbgjqaqj SFS[D(5,2)(2,1)] gLAMPaccdeffngjqaqj toroidal gLAMPaccdeffjgjqaqj SFS[D(5,2)(2,1)] gLAPPcbbeeffahrjcaj m141(0,0) gLAPPcbbeeffahrjcaw m180(0,0) gLAMPaccdeffnnjqahr m185(0,0) gLAMPaccdeffjnjqahr m147(0,0) gLAMPaccdeffbgnqaqj toroidal gLAMPaccdeffngnqaqj toroidal gLAMPaccdeffjgnqaqj m011(0,0) gLALQbcbeeffxanonxj SFS[D(3,1)(3,2)] gLALQbcbeeffxanonxn SFS[D(3,1)(3,1)] gLALQbcbeeffxanonhw toroidal gLALQbcbeeffxanonhs toroidal gLALQbcbeeffxanonar toroidal gLALQbcbeeffxanonan toroidal gLALQbcbeeffxanknxb SFS[D(3,1)(3,1)] gLALQbcbeeffxanknxj m007(0,0) gLALQbcbeeffxanknxn toroidal gLALQbcbeeffxanknhv SFS[D(4,1)(2,1)] gLALQbcbeeffxanknhw m003(0,0) gLALQbcbeeffxanknhs m017(0,0) gLALQbcbeeffxanknar m030(0,0) gLALQbcbeeffxanknan m037(0,0) gLALQbcbeeffxanwnxb SFS[D(3,1)(3,2)] gLALQbcbeeffxanwnxj m010(0,0) gLALQbcbeeffxanwnxn m007(0,0) gLALQbcbeeffxanwnhw m116(0,0) gLALQbcbeeffxanwnhs m141(0,0) gLALQbcbeeffxanwnao SFS[D(2,1)(2,1)] gLALQbcbeeffxanwnar m026(0,0) gLALQbcbeeffxanwnan m070(0,0) gLALQbcbeeffxanowxb SFS[D(3,1)(3,1)] gLALQbcbeeffxanowxj m036(0,0) gLALQbcbeeffxanowxn m033(0,0) gLALQbcbeeffxanowhw m052(0,0) gLALQbcbeeffxanowhs m118(0,0) gLALQbcbeeffxanowar m170(0,0) gLALQbcbeeffxanowan m180(0,0) gLALQbcbeeffxankwxb SFS[D(3,1)(3,2)] gLALQbcbeeffxankwxj m036(0,0) gLALQbcbeeffxankwxn m007(0,0) gLALQbcbeeffxankwhv SFS[D(5,2)(2,1)] gLALQbcbeeffxankwhw toroidal gLALQbcbeeffxankwhs m016(0,0) gLALQbcbeeffxankwar m100(0,0) gLALQbcbeeffxankwan m082(0,0) gLALQbcbeeffxanwwxb reducible gLALQbcbeeffxanwwxj toroidal gLALQbcbeeffxanwwxn toroidal gLALQbcbeeffxanwwhw toroidal gLALQbcbeeffxanwwhs SFS[D(8,3)(2,1)] gLALQbcbeeffxanwwao SFS[D(2,1)(2,1)] gLALQbcbeeffxanwwar toroidal gLALQbcbeeffxanwwan SFS[D(7,3)(2,1)] gLALQbcbeeffxanofxb SFS[D(3,1)(3,2)] gLALQbcbeeffxanofxj m007(0,0) gLALQbcbeeffxanofxn m036(0,0) gLALQbcbeeffxanofhw m100(0,0) gLALQbcbeeffxanofhs m082(0,0) gLALQbcbeeffxanofao SFS[D(5,2)(2,1)] gLALQbcbeeffxanofar toroidal gLALQbcbeeffxanofan m016(0,0) gLALQbcbeeffxankfxb reducible gLALQbcbeeffxankfxj SFS[D(3,1)(3,2)] gLALQbcbeeffxankfxn SFS[D(3,1)(3,1)] gLALQbcbeeffxankfhw SFS[D(3,1)(2,1)] gLALQbcbeeffxankfar SFS[D(3,1)(2,1)] gLALQbcbeeffxanwfxb SFS[D(3,1)(3,1)] gLALQbcbeeffxanwfxj m010(0,0) gLALQbcbeeffxanwfxn m033(0,0) gLALQbcbeeffxanwfhw m054(0,0) gLALQbcbeeffxanwfhs m046(0,0) gLALQbcbeeffxanwfao toroidal gLALQbcbeeffxanwfar SFS[D(3,1)(2,1)] gLALQbcbeeffxanwfan m006(0,0) gLALQbcbeeffxanrrxj toroidal gLALQbcbeeffxanrrxn toroidal gLALQbcbeeffxanrrev SFS[D(3,1)(2,1)] gLALQbcbeeffxanrrew toroidal gLALQbcbeeffxanrres toroidal gLALQbcbeeffxanrrmo SFS[D(3,1)(2,1)] gLALQbcbeeffxanrrmn toroidal gLALQbcbeeffxanrrmr toroidal gLALQbcbeeffxanrrhv SFS[D(3,1)(2,1)] gLALQbcbeeffxanrrhw toroidal gLALQbcbeeffxanrrhs toroidal gLALQbcbeeffxanrrao SFS[D(3,1)(2,1)] gLALQbcbeeffxanrrar toroidal gLALQbcbeeffxanrran toroidal gLALQbcbeeffxanrrir SFS[D(3,1)(2,1)] gLALQbcbeeffxanrrin SFS[D(3,1)(2,1)] gLALQbcbeeffxancjxb reducible gLALQbcbeeffhawoomn toroidal gLALQbcbeeffhawoomj toroidal gLALQbcbeeffhawooer SFS[D(5,3)(5,2)] gLALQbcbeeffhawooen SFS[D(5,3)(4,1)] gLALQbcbeeffhawooxs SFS[D(5,2)(4,1)] gLALQbcbeeffhawooxw SFS[D(5,2)(5,2)] gLALQbcbeeffhawoohn SFS[D(5,3)(5,2)] gLALQbcbeeffhawoohj SFS[D(5,3)(4,1)] gLALQbcbeeffhawoolr toroidal gLALQbcbeeffhawooln SFS[D(5,3)(5,2)] gLALQbcbeeffhawootj SFS[D(5,2)(5,2)] gLALQbcbeeffhawootn SFS[D(5,2)(4,1)] gLALQbcbeeffhawoodw toroidal gLALQbcbeeffhawoods SFS[D(5,2)(5,2)] gLALQbcbeeffhawochb SFS[D(2,1)(2,1)] gLALQbcbeeffhawoclo SFS[D(2,1)(2,1)] gLALQbcbeeffhawkcxv SFS[D(3,1)(2,1)] gLALQbcbeeffhawogxv SFS[D(3,1)(2,1)] gLALQbcbeeffhawogdv SFS[D(3,1)(2,1)] gLALQbcbeeffhawwghb SFS[D(2,1)(2,1)] gLALQbcbeeffhawjvlo SFS[D(4,1)(2,1)] gLALQbcbeeffhhwsvqn SFS[D(3,1)(2,1)] gLALQbcbeeffhhwsvqj SFS[D(3,1)(2,1)] gLALQbcbeeffhhwsvhr toroidal gLALQbcbeeffhhwsvhn toroidal gLALQbcbeeffhhwsvaw toroidal gLALQbcbeeffhhwsvas toroidal gLALQbcbeeffhhwsjqb SFS[D(3,1)(2,1)] gLALQbcbeeffhhwsjqn s098(0,0) gLALQbcbeeffhhwsjqj s038(0,0) gLALQbcbeeffhhwsjho SFS[D(9,2)(2,1)] gLALQbcbeeffhhwsjhr m108(0,0) gLALQbcbeeffhhwsjhn m165(0,0) gLALQbcbeeffhhwsjaw s236(0,0) gLALQbcbeeffhhwsjas s228(0,0) gLALQbcbeeffhhwsrqb SFS[D(3,1)(2,1)] gLALQbcbeeffhhwsrqn s051(0,0) gLALQbcbeeffhhwsrqj s098(0,0) gLALQbcbeeffhhwsrhr s251(0,0) gLALQbcbeeffhhwsrhn s246(0,0) gLALQbcbeeffhhwsrav SFS[D(5,2)(2,1)] gLALQbcbeeffhhwsraw s042(0,0) gLALQbcbeeffhhwsras s094(0,0) gLALQbcbeeffhhwrvqb SFS[D(3,1)(2,1)] gLALQbcbeeffhhwrvqn m167(0,0) gLALQbcbeeffhhwrvqj m089(0,0) gLALQbcbeeffhhwrvho SFS[D(7,2)(2,1)] gLALQbcbeeffhhwrvhr m064(0,0) gLALQbcbeeffhhwrvhn m118(0,0) gLALQbcbeeffhhwrvaw m258(0,0) gLALQbcbeeffhhwrvas m248(0,0) gLALQbcbeeffhhwrjqb SFS[D(3,1)(2,1)] gLALQbcbeeffhhwrjqn s352(0,0) gLALQbcbeeffhhwrjqj s162(0,0) gLALQbcbeeffhhwrjho toroidal gLALQbcbeeffhhwrjhr toroidal gLALQbcbeeffhhwrjhn m052(0,0) gLALQbcbeeffhhwrjaw s397(0,0) gLALQbcbeeffhhwrjas s320(0,0) gLALQbcbeeffhhwrrqb reducible gLALQbcbeeffhhwrrqn toroidal gLALQbcbeeffhhwrrqj toroidal gLALQbcbeeffhhwrrho SFS[D(7,2)(2,1)] gLALQbcbeeffhhwrrhr toroidal gLALQbcbeeffhhwrrav SFS[D(5,2)(2,1)] gLALQbcbeeffhhwrraw toroidal gLALQbcbeeffhhwrras SFS[D(11,2)(2,1)] gLALQbcbeeffhhwcvqb SFS[D(3,1)(2,1)] gLALQbcbeeffhhwcvqn m104(0,0) gLALQbcbeeffhhwcvqj m167(0,0) gLALQbcbeeffhhwcvhr m271(0,0) gLALQbcbeeffhhwcvhn m270(0,0) gLALQbcbeeffhhwcvav SFS[D(3,1)(2,1)] gLALQbcbeeffhhwcvaw m103(0,0) gLALQbcbeeffhhwcvas m166(0,0) gLALQbcbeeffhhwcjqb reducible gLALQbcbeeffhhwcjqn toroidal gLALQbcbeeffhhwcjqj toroidal gLALQbcbeeffhhwcjho SFS[D(12,5)(2,1)] gLALQbcbeeffhhwcjhr toroidal gLALQbcbeeffhhwcjhn SFS[D(12,5)(2,1)] gLALQbcbeeffhhwcjav SFS[D(12,5)(2,1)] gLALQbcbeeffhhwcjaw toroidal gLALQbcbeeffhhwcjas SFS[D(12,5)(2,1)] gLALQbcbeeffhhwcrqb SFS[D(3,1)(2,1)] gLALQbcbeeffhhwcrqn s180(0,0) gLALQbcbeeffhhwcrqj s376(0,0) gLALQbcbeeffhhwcrhr s416(0,0) gLALQbcbeeffhhwcrhn s344(0,0) gLALQbcbeeffhhwcrav toroidal gLALQbcbeeffhhwcraw toroidal gLALQbcbeeffhhwcras m087(0,0) gLALQbcbeeffhhwwwqn toroidal gLALQbcbeeffhhwwwqj toroidal gLALQbcbeeffhhwwwdo SFS[D(2,1)(2,1)] gLALQbcbeeffhhwwwdr toroidal gLALQbcbeeffhhwwwdn toroidal gLALQbcbeeffhhwwwtv SFS[D(2,1)(2,1)] gLALQbcbeeffhhwwwts toroidal gLALQbcbeeffhhwwwtw toroidal gLALQbcbeeffhhwwwho SFS[D(2,1)(2,1)] gLALQbcbeeffhhwwwhr toroidal gLALQbcbeeffhhwwwhn toroidal gLALQbcbeeffhhwwwav SFS[D(2,1)(2,1)] gLALQbcbeeffhhwwwaw toroidal gLALQbcbeeffhhwwwas toroidal gLALQbcbeeffhhwwwlw SFS[D(2,1)(2,1)] gLALQbcbeeffhhwwwls SFS[D(2,1)(2,1)] gLALQbcbeeffhhwkfqb reducible gLALQbcbeeffxxnnnlk toroidal gLALQbcbeeffxxnnnlr toroidal gLALQbcbeeffxxnnnxj SFS[D(12,5)(5,2)] gLALQbcbeeffxxnnnxn SFS[D(12,5)(4,1)] gLALQbcbeeffxxnnnpw SFS[D(12,7)(4,1)] gLALQbcbeeffxxnnnpj SFS[D(12,7)(5,2)] gLALQbcbeeffxxnnntk SFS[D(12,5)(5,2)] gLALQbcbeeffxxnnntr SFS[D(12,5)(4,1)] gLALQbcbeeffxxnnnmj toroidal gLALQbcbeeffxxnnnmn SFS[D(12,5)(5,2)] gLALQbcbeeffxxnnnar SFS[D(12,7)(5,2)] gLALQbcbeeffxxnnnak SFS[D(12,7)(4,1)] gLALQbcbeeffxxnnndj toroidal gLALQbcbeeffxxnnndw SFS[D(12,7)(5,2)] gLALQbcbeeffxxnnfxb SFS[D(7,2)(2,1)] gLALQbcbeeffxxnnfmb SFS[D(7,2)(2,1)] gLALQbcbeeffxxnnwaf SFS[D(5,2)(2,1)] gLALQbcbeeffxxnnwdc SFS[D(5,2)(2,1)] gLALQbcbeeffxxnsfaf SFS[D(5,2)(2,1)] gLALQbcbeeffxxngwxb SFS[D(7,2)(2,1)] gLALQbcbeeffxxnovmb SFS[D(3,1)(2,1)] gLALQbcbeeffxxnvrdc SFS[D(9,2)(2,1)] gLAPPbcbeeffhhwvvaj toroidal gLAPPbcbeeffhhwvvaw toroidal gLAMPaccdeffbjjehhw SFS[D(7,2)(2,1)] gLAMPaccdeffnjjehhw toroidal gLAMPaccdeffjjjehhw toroidal gLAMPaccdeffbjjeqqs SFS[D(7,2)(2,1)] gLAMPaccdeffjjjeqqs toroidal gLAMPaccdeffnjjeqqs toroidal gLAMPaccdeffbkkqhhw SFS[D(7,2)(2,1)] gLAMPaccdeffnkkqhhw toroidal gLAMPaccdeffjkkqhhw toroidal gLAMPaccdeffbkkqqqs SFS[D(7,2)(2,1)] gLAMPaccdeffnkkqqqs toroidal gLAMPaccdeffjkkqqqs toroidal gLAMPaccdeffjgglhhw SFS[D(7,2)(2,1)] gLAMPaccdeffjgglqqs SFS[D(7,2)(2,1)] gLAPPbcbeeffhhwbfac reducible gLALQbcbeeffhhwfnuo SFS[D(12,5)(2,1)] gLALQbcbeeffhhwgfmv SFS[D(3,1)(2,1)] gLALQbcbeeffhhwssdn toroidal gLALQbcbeeffhhwssdj toroidal gLALQbcbeeffhhwsstr SFS[D(9,7)(5,2)] gLALQbcbeeffhhwsstn SFS[D(9,7)(4,1)] gLALQbcbeeffhhwssqs SFS[D(9,2)(4,1)] gLALQbcbeeffhhwssqw SFS[D(9,2)(5,2)] gLALQbcbeeffhhwssan SFS[D(9,7)(5,2)] gLALQbcbeeffhhwssaj SFS[D(9,7)(4,1)] gLALQbcbeeffhhwssur toroidal gLALQbcbeeffhhwssun SFS[D(9,7)(5,2)] gLALQbcbeeffhhwssej SFS[D(9,2)(5,2)] gLALQbcbeeffhhwssen SFS[D(9,2)(4,1)] gLALQbcbeeffhhwssmw toroidal gLALQbcbeeffhhwssms SFS[D(9,2)(5,2)] gLALQbcbeeffhhwskab SFS[D(2,1)(2,1)] gLALQbcbeeffhhwskuo SFS[D(2,1)(2,1)] gLALQbcbeeffhhwckqv SFS[D(7,2)(2,1)] gLALQbcbeeffhhwsbqv SFS[D(7,2)(2,1)] gLALQbcbeeffhhwsbmv SFS[D(7,2)(2,1)] gLALQbcbeeffhhwrbab SFS[D(2,1)(2,1)] gLAPPbcbeeffhhwwsaj SFS[D(7,2)(3,1)] gLAPPbcbeeffhhwwsaw SFS[D(7,5)(3,1)] gLAMPaccdeffnsbqhhw toroidal gLAMPaccdeffjsbqhhw toroidal gLAMPaccdeffnsbqqqs toroidal gLAMPaccdeffjsbqqqs toroidal gLAPPbcbeeffhhwwrac SFS[D(7,5)(3,1)] gLAPPbcbeeffhhwwraj s093(0,0) gLAPPbcbeeffhhwwraw m085(0,0) gLAMPaccdeffbgbqhhw SFS[D(12,5)(2,1)] gLAMPaccdeffngbqhhw m052(0,0) gLAMPaccdeffjgbqhhw m165(0,0) gLAMPaccdeffnsjqqqs s233(0,0) gLAMPaccdeffjsjqqqs s226(0,0) gLAPPbcbeeffhhwwcac SFS[D(7,2)(3,1)] gLAPPbcbeeffhhwwcaj s040(0,0) gLAPPbcbeeffhhwwcaw s093(0,0) gLAMPaccdeffnnbqhhw s269(0,0) gLAMPaccdeffjnbqhhw s277(0,0) gLAMPaccdeffbsnqqqs SFS[D(2,1)(2,1)] gLAMPaccdeffnsnqqqs s062(0,0) gLAMPaccdeffjsnqqqs s112(0,0) gLAPPbcbeeffhhwcsac SFS[D(7,5)(3,1)] gLAPPbcbeeffhhwcsaj s081(0,0) gLAPPbcbeeffhhwcsaw s004(0,0) gLAMPaccdeffbsnqhhw SFS[D(5,2)(2,1)] gLAMPaccdeffnsnqhhw s020(0,0) gLAMPaccdeffjsnqhhw s095(0,0) gLAMPaccdeffnnbqqqs s215(0,0) gLAMPaccdeffjnbqqqs s223(0,0) gLAPPbcbeeffhhwcrac SFS[D(7,2)(3,1)] gLAPPbcbeeffhhwcraj s279(0,0) gLAPPbcbeeffhhwcraw m209(0,0) gLAMPaccdeffbgnqhhw toroidal gLAMPaccdeffngnqhhw toroidal gLAMPaccdeffjgnqhhw m083(0,0) gLAMPaccdeffnnjqqqs s357(0,0) gLAMPaccdeffjnjqqqs s300(0,0) gLAPPbcbeeffhhwccac reducible gLAPPbcbeeffhhwccaj toroidal gLAPPbcbeeffhhwccaw toroidal gLAMPaccdeffbnnqhhw SFS[D(5,2)(2,1)] gLAMPaccdeffnnnqhhw toroidal gLAMPaccdeffjnnqhhw SFS[D(16,7)(2,1)] gLAMPaccdeffbnnqqqs SFS[D(2,1)(2,1)] gLAMPaccdeffnnnqqqs toroidal gLAMPaccdeffjnnqqqs SFS[D(19,7)(2,1)] gLAPPbcbeeffhhwjsac SFS[D(7,2)(3,1)] gLAPPbcbeeffhhwjsaj m032(0,0) gLAPPbcbeeffhhwjsaw s081(0,0) gLAMPaccdeffnsjqhhw s192(0,0) gLAMPaccdeffjsjqhhw s197(0,0) gLAMPaccdeffbgbqqqs SFS[D(9,2)(2,1)] gLAMPaccdeffngbqqqs m055(0,0) gLAMPaccdeffjgbqqqs m166(0,0) gLAPPbcbeeffhhwjrac reducible gLAPPbcbeeffhhwjraj toroidal gLAPPbcbeeffhhwjraw toroidal gLAMPaccdeffbgjqhhw SFS[D(3,1)(2,1)] gLAMPaccdeffngjqhhw toroidal gLAMPaccdeffjgjqhhw SFS[D(3,1)(2,1)] gLAMPaccdeffbgjqqqs SFS[D(3,1)(2,1)] gLAMPaccdeffngjqqqs toroidal gLAMPaccdeffjgjqqqs SFS[D(3,1)(2,1)] gLAPPbcbeeffhhwjcac SFS[D(7,5)(3,1)] gLAPPbcbeeffhhwjcaj m227(0,0) gLAPPbcbeeffhhwjcaw s321(0,0) gLAMPaccdeffnnjqhhw s392(0,0) gLAMPaccdeffjnjqhhw s331(0,0) gLAMPaccdeffbgnqqqs toroidal gLAMPaccdeffngnqqqs toroidal gLAMPaccdeffjgnqqqs m103(0,0) gLALQbcbeeffxxnnbxr SFS[D(5,3)(3,1)] gLALQbcbeeffxxnnbxk SFS[D(5,2)(3,1)] gLALQbcbeeffxxnnbqj toroidal gLALQbcbeeffxxnnbqw toroidal gLALQbcbeeffxxnnbaj toroidal gLALQbcbeeffxxnnban toroidal gLALQbcbeeffxxnnkxf SFS[D(5,2)(3,1)] gLALQbcbeeffxxnnkxr s103(0,0) gLALQbcbeeffxxnnkxk s028(0,0) gLALQbcbeeffxxnnkqc SFS[D(12,5)(2,1)] gLALQbcbeeffxxnnkqj m087(0,0) gLALQbcbeeffxxnnkqw m166(0,0) gLALQbcbeeffxxnnkaj s258(0,0) gLALQbcbeeffxxnnkan s242(0,0) gLALQbcbeeffxxnnsxf SFS[D(5,3)(3,1)] gLALQbcbeeffxxnnsxr s064(0,0) gLALQbcbeeffxxnnsxk s103(0,0) gLALQbcbeeffxxnnsqj s280(0,0) gLALQbcbeeffxxnnsqw s286(0,0) gLALQbcbeeffxxnnsab SFS[D(2,1)(2,1)] gLALQbcbeeffxxnnsaj s072(0,0) gLALQbcbeeffxxnnsan s111(0,0) gLALQbcbeeffxxnsbxf SFS[D(5,2)(3,1)] gLALQbcbeeffxxnsbxr m115(0,0) gLALQbcbeeffxxnsbxk m015(0,0) gLALQbcbeeffxxnsbqc SFS[D(7,2)(2,1)] gLALQbcbeeffxxnsbqj m019(0,0) gLALQbcbeeffxxnsbqw m119(0,0) gLALQbcbeeffxxnsbaj m213(0,0) gLALQbcbeeffxxnsban m214(0,0) gLALQbcbeeffxxnskxf SFS[D(5,3)(3,1)] gLALQbcbeeffxxnskxr s317(0,0) gLALQbcbeeffxxnskxk s135(0,0) gLALQbcbeeffxxnskqc toroidal gLALQbcbeeffxxnskqj toroidal gLALQbcbeeffxxnskqw m055(0,0) gLALQbcbeeffxxnskaj s363(0,0) gLALQbcbeeffxxnskan s292(0,0) gLALQbcbeeffxxnssxf reducible gLALQbcbeeffxxnssxr toroidal gLALQbcbeeffxxnssxk toroidal gLALQbcbeeffxxnssqc SFS[D(7,2)(2,1)] gLALQbcbeeffxxnssqj toroidal gLALQbcbeeffxxnssqw SFS[D(8,3)(2,1)] gLALQbcbeeffxxnssab SFS[D(2,1)(2,1)] gLALQbcbeeffxxnssaj toroidal gLALQbcbeeffxxnssan SFS[D(17,5)(2,1)] gLALQbcbeeffxxngbxf SFS[D(5,3)(3,1)] gLALQbcbeeffxxngbxr m058(0,0) gLALQbcbeeffxxngbxk m115(0,0) gLALQbcbeeffxxngbqj m246(0,0) gLALQbcbeeffxxngbqw m256(0,0) gLALQbcbeeffxxngbab SFS[D(3,1)(2,1)] gLALQbcbeeffxxngbaj m083(0,0) gLALQbcbeeffxxngban m165(0,0) gLALQbcbeeffxxngkxf reducible gLALQbcbeeffxxngkxr toroidal gLALQbcbeeffxxngkxk toroidal gLALQbcbeeffxxngkqc SFS[D(9,2)(2,1)] gLALQbcbeeffxxngkqj toroidal gLALQbcbeeffxxngkqw SFS[D(9,2)(2,1)] gLALQbcbeeffxxngkab SFS[D(9,2)(2,1)] gLALQbcbeeffxxngkaj toroidal gLALQbcbeeffxxngkan SFS[D(9,2)(2,1)] gLALQbcbeeffxxngsxf SFS[D(5,2)(3,1)] gLALQbcbeeffxxngsxr s163(0,0) gLALQbcbeeffxxngsxk s360(0,0) gLALQbcbeeffxxngsqj s415(0,0) gLALQbcbeeffxxngsqw s347(0,0) gLALQbcbeeffxxngsab toroidal gLALQbcbeeffxxngsaj toroidal gLALQbcbeeffxxngsan m108(0,0) gLALQbcbeeffxxnjjxr toroidal gLALQbcbeeffxxnjjxk toroidal gLALQbcbeeffxxnjjif SFS[D(5,2)(2,1)] gLALQbcbeeffxxnjjir toroidal gLALQbcbeeffxxnjjik toroidal gLALQbcbeeffxxnjjdf SFS[D(5,2)(2,1)] gLALQbcbeeffxxnjjdr toroidal gLALQbcbeeffxxnjjdk toroidal gLALQbcbeeffxxnjjqc SFS[D(5,2)(2,1)] gLALQbcbeeffxxnjjqj toroidal gLALQbcbeeffxxnjjqw toroidal gLALQbcbeeffxxnjjab SFS[D(5,2)(2,1)] gLALQbcbeeffxxnjjaj toroidal gLALQbcbeeffxxnjjan toroidal gLALQbcbeeffxxnjjew SFS[D(5,2)(2,1)] gLALQbcbeeffxxnjjej SFS[D(5,2)(2,1)] gLALQbcbeeffxxncrxf reducible gLALQbcbeeffhhwvvtj toroidal gLALQbcbeeffhhwvvtn toroidal gLALQbcbeeffhhwvvdw SFS[D(5,3)(3,1)] gLALQbcbeeffhhwvvds SFS[D(4,3)(3,1)] gLALQbcbeeffhhwvvqn SFS[D(4,1)(3,1)] gLALQbcbeeffhhwvvqr SFS[D(5,2)(3,1)] gLALQbcbeeffhhwvvhj SFS[D(5,3)(3,1)] gLALQbcbeeffhhwvvhn SFS[D(4,3)(3,1)] gLALQbcbeeffhhwvviw toroidal gLALQbcbeeffhhwvvis SFS[D(5,3)(3,1)] gLALQbcbeeffhhwvvmn SFS[D(5,2)(3,1)] gLALQbcbeeffhhwvvmj SFS[D(4,1)(3,1)] gLALQbcbeeffhhwvver toroidal gLALQbcbeeffhhwvven SFS[D(5,2)(3,1)] gLALQbcbeeffhhwfvhb SFS[D(2,1)(2,1)] gLALQbcbeeffhhwfviv SFS[D(2,1)(2,1)] gLALQbcbeeffhhwfjqo SFS[D(5,2)(2,1)] gLALQbcbeeffhhwgvqo SFS[D(5,2)(2,1)] gLALQbcbeeffhhwgveo SFS[D(5,2)(2,1)] gLALQbcbeeffhhwgrhb SFS[D(2,1)(2,1)] gLALQbcbeeffhhwokiv SFS[D(12,5)(2,1)] gLALQbcbeeffhhwkbeo SFS[D(9,2)(2,1)] gLALQbcbeeffhuwcbab SFS[D(2,1)(2,1)] gLALQbcbeeffhuwffeb SFS[D(2,1)(2,1)] gLAPPbcbeeffhuwbfac reducible gLAPPbcbeeffhuwogac reducible gLAPPbcbeeffhuwccac reducible gLAPPbcbeeffhuwjrac reducible gLAPPbcbeeffhuwjraj SFS[D(8,3)(3,1)] gLAPPbcbeeffhuwjraw SFS[D(8,3)(3,1)] gLAMPaccdeffngjqlqj SFS[D(8,3)(2,1)] gLAMPaccdeffngjqthr SFS[D(8,3)(2,1)] gLALQbcbeeffhiwccdb SFS[D(2,1)(2,1)] gLALQbcbeeffhiwbfab SFS[D(2,1)(2,1)] gLALQbcbeefflurvvlo SFS[D(2,1)(2,1)] gLALQbcbeefflurvvxv SFS[D(2,1)(2,1)] gLAMPaccdeffbggllmj SFS[D(2,1)(2,1)] gLAMPaccdeffbgglplr SFS[D(2,1)(2,1)] gLALQbcbeeffdpwbbuc SFS[D(2,1)(2,1)] gLALQbcbeeffdpwbbhb SFS[D(2,1)(2,1)] gLALQbcbeeffdawoomj toroidal gLALQbcbeeffdawoomn toroidal gLALQbcbeeffdawootb SFS[D(2,1)(2,1)] gLALQbcbeeffdawootj toroidal gLALQbcbeeffdawootn toroidal gLALQbcbeeffdawoohb SFS[D(2,1)(2,1)] gLALQbcbeeffdawoohj toroidal gLALQbcbeeffdawoohn toroidal gLALQbcbeeffdawooxv SFS[D(2,1)(2,1)] gLALQbcbeeffdawooxw toroidal gLALQbcbeeffdawooxs toroidal gLALQbcbeeffdawoodv SFS[D(2,1)(2,1)] gLALQbcbeeffdawoodw toroidal gLALQbcbeeffdawoods toroidal gLALQbcbeeffdawooiw SFS[D(2,1)(2,1)] gLALQbcbeeffdawoois SFS[D(2,1)(2,1)] gLALQbcbeeffdawooeo SFS[D(2,1)(2,1)] gLALQbcbeeffdawooer toroidal gLALQbcbeeffdawooen toroidal gLALQbcbeeffdawoolo SFS[D(2,1)(2,1)] gLALQbcbeeffdawoolr toroidal gLALQbcbeeffdawooln toroidal gLALQbcbeeffdawooqr SFS[D(2,1)(2,1)] gLALQbcbeeffdawooqn SFS[D(2,1)(2,1)] gLALQbcbeeffdawkwhv SFS[D(4,1)(2,1)] gLALQbcbeeffdawcgto SFS[D(4,1)(2,1)] gLALQbcbeefflarcgto SFS[D(4,1)(2,1)] gLAPPcbbeeffadjvvaw toroidal gLAPPcbbeeffadjvvaj toroidal gLAMPaccdeffnjjeaer SFS[D(5,3)(4,1)] gLAMPaccdeffjjjeaer SFS[D(4,3)(4,1)] gLAMPaccdeffjjjeadj SFS[D(4,1)(4,1)] gLAMPaccdeffnjjeadj SFS[D(5,2)(4,1)] gLAMPaccdeffnjjeamj SFS[D(5,3)(4,1)] gLAMPaccdeffjjjeamj SFS[D(4,3)(4,1)] gLAMPaccdeffnkkqaer toroidal gLAMPaccdeffjkkqaer SFS[D(5,3)(4,1)] gLAMPaccdeffnjjeaiw SFS[D(5,2)(4,1)] gLAMPaccdeffjjjeaiw SFS[D(4,1)(4,1)] gLAMPaccdeffnkkqadj toroidal gLAMPaccdeffjkkqadj SFS[D(5,2)(4,1)] gLALQbcbeefftakcoto SFS[D(2,1)(2,1)] gLALQbcbeefftakccto SFS[D(2,1)(2,1)] gLALQbcbeefftakcgto toroidal gLALQbcbeeffeankwhv SFS[D(4,1)(2,1)] gLALQbcbeeffeancoto SFS[D(2,1)(2,1)] gLALQbcbeeffeanccto SFS[D(2,1)(2,1)] gLALQbcbeeffeancgto toroidal gLALQbcbeeffeanoomj toroidal gLALQbcbeeffeanoomn toroidal gLALQbcbeeffeanootj SFS[D(5,2)(4,1)] gLALQbcbeeffeanootn SFS[D(4,1)(4,1)] gLALQbcbeeffeanoohj SFS[D(4,3)(4,1)] gLALQbcbeeffeanoohn SFS[D(5,3)(4,1)] gLALQbcbeeffeanooxw SFS[D(5,2)(4,1)] gLALQbcbeeffeanooxs SFS[D(4,1)(4,1)] gLALQbcbeeffeanoodw toroidal gLALQbcbeeffeanoods SFS[D(5,2)(4,1)] gLALQbcbeeffeanooer SFS[D(5,3)(4,1)] gLALQbcbeeffeanooen SFS[D(4,3)(4,1)] gLALQbcbeeffeanoolr toroidal gLALQbcbeeffeanooln SFS[D(5,3)(4,1)] gLALQbcbeeffduwvvlo SFS[D(2,1)(2,1)] gLALQbcbeeffduwvvxv SFS[D(2,1)(2,1)] gLAMPaccdeffbgglldj SFS[D(2,1)(2,1)] gLAMPaccdeffbgglpdw SFS[D(2,1)(2,1)] gLALQbcbeeffemnooiv SFS[D(2,1)(2,1)] gLALQbcbeeffemnooqo SFS[D(2,1)(2,1)] gLALQbcbeeffpucvvtn SFS[D(3,1)(2,1)] gLALQbcbeeffpucvvtj SFS[D(3,1)(2,1)] gLALQbcbeeffpucvver SFS[D(2,1)(2,1)] gLALQbcbeeffpucvviw SFS[D(2,1)(2,1)] gLAPPbcbeeffppcbbaj SFS[D(3,1)(2,1)] gLAPPbcbeeffppcbbak SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqltb SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqttb SFS[D(2,1)(2,1)] gLALQbcbeeffmiboomj SFS[D(3,1)(2,1)] gLALQbcbeeffmiboomn SFS[D(3,1)(2,1)] gLALQbcbeeffmiboodw SFS[D(2,1)(2,1)] gLALQbcbeeffmiboolr SFS[D(2,1)(2,1)] gLALQbcbeeffmpbbbmr reducible gLALQbcbeeffmpbbbmk reducible gLALQbcbeeffmpbbbqr reducible gLALQbcbeeffmpbbbqk reducible gLALQbcbeeffmpbbbxj reducible gLALQbcbeeffmpbbbxw reducible gLALQbcbeeffmpbbbtj reducible gLALQbcbeeffmpbbbtw reducible gLALQbcbeeffmpbbblj reducible gLALQbcbeeffmpbbbln reducible gLALQbcbeeffmpbbbij reducible gLALQbcbeeffmpbbbin reducible gLALQbcbeeffmpbskqc reducible gLAMPaccdeffnjjetuf reducible gLAMPaccdeffjjjetuf reducible gLAMPaccdeffjjjepmb reducible gLAMPaccdeffnjjepmb reducible gLAMPaccdeffnjjeudv reducible gLAMPaccdeffjjjeudv reducible gLAMPaccdeffnkkqtuf reducible gLAMPaccdeffjkkqtuf reducible gLAMPaccdeffnjjeluf reducible gLAMPaccdeffjjjeluf reducible gLAMPaccdeffnkkqluf reducible gLAMPaccdeffjkkqluf reducible gLAMPaccdeffbgniluf reducible gLALQbcbeeffmubrjho reducible gLALQbcbeeffmubgfmv reducible gLALQbcbeeffpacjjiv reducible gLALQbcbeeffpacsopv T2xI gLALQbcbeeffmabsodb reducible gLALQbcbeeffmabcgdb reducible gLALQbcbeeffmabcgqv reducible gLALQbcbeeffmabnwqv SFS[D(2,1)(2,1)] gLAMPaccdeffbwwlauf reducible gLALQbcbeeffmabkwlb reducible gLALQbcbeeffmabkwio reducible gLALQbcbeeffmaboflb reducible gLALQbcbeeffmabcrio SFS[D(2,1)(2,1)] gLALQbcbeeffmabkomb reducible gLALQbcbeeffmabocmb reducible gLALQbcbeeffmabkgmb reducible gLALQbcbeeffmabkcmb reducible gLALQbcbeeffmabnreo reducible gLALQbcbeeffmabnrhb reducible gLALQbcbeeffmabbvmb reducible gLALQbcbeeffmabbvmj SFS[A(3,1)] gLALQbcbeeffmabbvdv T2xI gLALQbcbeeffmabbvdw SFS[A(2,1)] gLALQbcbeeffmabbvds T2xI gLALQbcbeeffxhbsvqn reducible gLALQbcbeeffxhbsvqj reducible gLALQbcbeeffxhbsvhr reducible gLALQbcbeeffxhbsvaw reducible gLALQbcbeeffxhbsjqb reducible gLALQbcbeeffxhbsjqn SFS[D(3,1)(3,2)] gLALQbcbeeffxhbsjqj SFS[D(3,1)(3,1)] gLALQbcbeeffxhbsjhr SFS[D(3,1)(2,1)] gLALQbcbeeffxhbsjaw SFS[D(3,1)(2,1)] gLALQbcbeeffxhbsrqb reducible gLALQbcbeeffxhbsrqn SFS[D(3,1)(3,1)] gLALQbcbeeffxhbsrqj SFS[D(3,1)(3,2)] gLALQbcbeeffxhbsrhr SFS[D(3,1)(2,1)] gLALQbcbeeffxhbsraw SFS[D(3,1)(2,1)] gLALQbcbeeffxhbrvqb reducible gLALQbcbeeffxhbrvqn SFS[D(3,1)(3,2)] gLALQbcbeeffxhbrvqj SFS[D(3,1)(3,1)] gLALQbcbeeffxhbrvhr SFS[D(3,1)(2,1)] gLALQbcbeeffxhbrvaw SFS[D(3,1)(2,1)] gLALQbcbeeffxhbrjqb reducible gLALQbcbeeffxhbrjqn SFS[D(3,1)(3,1)] gLALQbcbeeffxhbrjqj SFS[D(3,1)(3,2)] gLALQbcbeeffxhbrjhr SFS[D(3,1)(2,1)] gLALQbcbeeffxhbrjaw SFS[D(3,1)(2,1)] gLALQbcbeeffxhbrrqb reducible gLALQbcbeeffxhbrrqn reducible gLALQbcbeeffxhbrrqj reducible gLALQbcbeeffxhbrrhr reducible gLALQbcbeeffxhbrraw reducible gLALQbcbeeffxhbcvqb reducible gLALQbcbeeffxhbcvqn SFS[D(3,1)(3,1)] gLALQbcbeeffxhbcvqj SFS[D(3,1)(3,2)] gLALQbcbeeffxhbcvhr SFS[D(3,1)(2,1)] gLALQbcbeeffxhbcvaw SFS[D(3,1)(2,1)] gLALQbcbeeffxhbcjqb reducible gLALQbcbeeffxhbcjqn toroidal gLALQbcbeeffxhbcjqj toroidal gLALQbcbeeffxhbcjho SFS[D(2,1)(2,1)] gLALQbcbeeffxhbcjhr toroidal gLALQbcbeeffxhbcjhn SFS[D(2,1)(2,1)] gLALQbcbeeffxhbcjav SFS[D(2,1)(2,1)] gLALQbcbeeffxhbcjaw toroidal gLALQbcbeeffxhbcjas SFS[D(2,1)(2,1)] gLALQbcbeeffxhbcrqb reducible gLALQbcbeeffxhbcrqn SFS[D(3,1)(3,2)] gLALQbcbeeffxhbcrqj SFS[D(3,1)(3,1)] gLALQbcbeeffxhbcrhr SFS[D(3,1)(2,1)] gLALQbcbeeffxhbcraw SFS[D(3,1)(2,1)] gLALQbcbeeffxhbwwqn reducible gLALQbcbeeffxhbwwqj reducible gLALQbcbeeffxhbwwdo reducible gLALQbcbeeffxhbwwdr reducible gLALQbcbeeffxhbwwdn reducible gLALQbcbeeffxhbwwtv reducible gLALQbcbeeffxhbwwts reducible gLALQbcbeeffxhbwwtw reducible gLALQbcbeeffxhbwwho reducible gLALQbcbeeffxhbwwhr reducible gLALQbcbeeffxhbwwhn reducible gLALQbcbeeffxhbwwav reducible gLALQbcbeeffxhbwwaw reducible gLALQbcbeeffxhbwwas reducible gLALQbcbeeffxhbwwlw reducible gLALQbcbeeffxhbwwls reducible gLALQbcbeeffxhbkfqb reducible gLALQbcbeeffhxcnnlk toroidal gLALQbcbeeffhxcnnlr toroidal gLALQbcbeeffhxcnnxj SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnnxn SFS[D(4,1)(2,1)] gLALQbcbeeffhxcnnpw SFS[D(4,1)(2,1)] gLALQbcbeeffhxcnnpj SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnntk SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnntr SFS[D(4,1)(2,1)] gLALQbcbeeffhxcnnmj toroidal gLALQbcbeeffhxcnnmn SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnnar SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnnak SFS[D(4,1)(2,1)] gLALQbcbeeffhxcnndj toroidal gLALQbcbeeffhxcnndw SFS[D(5,2)(2,1)] gLAPPbcbeeffhxcbbaj SFS[D(3,1)(2,1)] gLAPPbcbeeffhxcbbak SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqhxb SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqqxf SFS[D(2,1)(2,1)] gLALQbcbeeffxhbfnuo SFS[D(2,1)(2,1)] gLALQbcbeeffxhbssdn SFS[D(3,1)(2,1)] gLALQbcbeeffxhbssdj SFS[D(3,1)(2,1)] gLALQbcbeeffxhbssur SFS[D(2,1)(2,1)] gLALQbcbeeffxhbssmw SFS[D(2,1)(2,1)] gLALQbcbeeffxhbskab reducible gLALQbcbeeffxhbskuo reducible gLALQbcbeeffxhbrbab reducible gLAMPaccdeffnsbqhxb SFS[D(4,1)(2,1)] gLAMPaccdeffjsbqhxb SFS[D(5,2)(2,1)] gLAMPaccdeffnsbqqxf SFS[D(4,1)(2,1)] gLAMPaccdeffjsbqqxf SFS[D(5,2)(2,1)] gLAPPbcbeeffhxcknaj SFS[D(5,2)(2,1)] gLAPPbcbeeffhxcknak SFS[D(4,1)(2,1)] gLAMPaccdeffbgbqhxb SFS[D(2,1)(2,1)] gLAMPaccdeffnsjqqxf SFS[D(5,2)(2,1)] gLAMPaccdeffjsjqqxf SFS[D(4,1)(2,1)] gLAPPbcbeeffhxcgnaj toroidal gLAPPbcbeeffhxcgnak SFS[D(5,2)(2,1)] gLAMPaccdeffnnbqhxb SFS[D(5,2)(2,1)] gLAMPaccdeffjnbqhxb toroidal gLAMPaccdeffbsnqqxf reducible gLAMPaccdeffnsnqqxf toroidal gLAMPaccdeffjsnqqxf toroidal gLAPPbcbeeffhxcggaj SFS[D(2,1)(2,1)] gLAMPaccdeffjnnqhxb SFS[D(2,1)(2,1)] gLAMPaccdeffbnnqqxf reducible gLAMPaccdeffnnnqqxf SFS[D(3,1)(2,1)] gLAMPaccdeffjnnqqxf SFS[D(3,1)(2,1)] gLAPPbcbeeffhxcgsaj SFS[D(2,1)(2,1)] gLAMPaccdeffjnjqhxb SFS[D(2,1)(2,1)] gLAMPaccdeffbgnqqxf reducible gLAMPaccdeffngnqqxf SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqqxf SFS[D(3,1)(2,1)] gLALQbcbeeffhxcnbqj SFS[D(4,1)(2,1)] gLALQbcbeeffhxcnbqw SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnbaj SFS[D(4,1)(2,1)] gLALQbcbeeffhxcnban SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnkxr SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnkxk SFS[D(4,1)(2,1)] gLALQbcbeeffhxcnkqc SFS[D(2,1)(2,1)] gLALQbcbeeffhxcnkaj SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnkan SFS[D(4,1)(2,1)] gLALQbcbeeffhxcnsxr toroidal gLALQbcbeeffhxcnsxk SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnsqj SFS[D(5,2)(2,1)] gLALQbcbeeffhxcnsqw toroidal gLALQbcbeeffhxcnsab reducible gLALQbcbeeffhxcnsaj toroidal gLALQbcbeeffhxcnsan toroidal gLALQbcbeeffhxcssxr SFS[D(2,1)(2,1)] gLALQbcbeeffhxcssqw SFS[D(2,1)(2,1)] gLALQbcbeeffhxcssab reducible gLALQbcbeeffhxcssaj SFS[D(3,1)(2,1)] gLALQbcbeeffhxcssan SFS[D(3,1)(2,1)] gLALQbcbeeffhxcgsxr SFS[D(2,1)(2,1)] gLALQbcbeeffhxcgsqw SFS[D(2,1)(2,1)] gLALQbcbeeffhxcgsab reducible gLALQbcbeeffhxcgsaj SFS[D(3,1)(2,1)] gLALQbcbeeffhxcgsan SFS[D(3,1)(2,1)] gLALQbcbeeffhxcjjxr SFS[D(3,1)(2,1)] gLALQbcbeeffhxcjjxk SFS[D(3,1)(2,1)] gLALQbcbeeffhxcjjqj SFS[D(2,1)(2,1)] gLALQbcbeeffhxcjjaj SFS[D(2,1)(2,1)] gLALQbcbeeffhxcbbpr SFS[D(3,1)(2,1)] gLALQbcbeeffhxcbbpk SFS[D(3,1)(2,1)] gLALQbcbeeffhxcbbtj SFS[D(2,1)(2,1)] gLALQbcbeeffhxcbbij SFS[D(2,1)(2,1)] gLALQbcbeeffhxcobxc reducible gLALQbcbeeffhxcobtc reducible gLALQbcbeeffhxcvkxc reducible gLALQbcbeeffhxcwftc SFS[D(2,1)(2,1)] gLALQbcbeeffxubcbab reducible gLALQbcbeeffxubffeb reducible gLAPPbcbeeffhpcfvag reducible gLAPPbcbeeffhpccoag reducible gLAPPbcbeeffhpcggag reducible gLAPPbcbeeffhpcksag reducible gLAPPbcbeeffhpcksaj SFS[D(3,1)(2,1)] gLAPPbcbeeffhpcksak SFS[D(3,1)(2,1)] gLAMPaccdeffngjqlhf SFS[D(2,1)(2,1)] gLAMPaccdeffngjqtqb SFS[D(2,1)(2,1)] gLALQbcbeeffhpcvvtf reducible gLALQbcbeeffhpcgfaf reducible gLALQbcbeeffhaconhw SFS[D(4,1)(2,1)] gLALQbcbeeffhaconhs SFS[D(5,2)(2,1)] gLALQbcbeeffhaconar SFS[D(4,1)(2,1)] gLALQbcbeeffhaconan SFS[D(5,2)(2,1)] gLALQbcbeeffhacknxj SFS[D(5,2)(2,1)] gLALQbcbeeffhacknxn SFS[D(4,1)(2,1)] gLALQbcbeeffhacknhv SFS[D(2,1)(2,1)] gLALQbcbeeffhacknar SFS[D(5,2)(2,1)] gLALQbcbeeffhacknan SFS[D(4,1)(2,1)] gLALQbcbeeffhacwnxj toroidal gLALQbcbeeffhacwnxn SFS[D(5,2)(2,1)] gLALQbcbeeffhacwnhw SFS[D(5,2)(2,1)] gLALQbcbeeffhacwnhs toroidal gLALQbcbeeffhacwnao reducible gLALQbcbeeffhacwnar toroidal gLALQbcbeeffhacwnan toroidal gLALQbcbeeffhacwwxj SFS[D(2,1)(2,1)] gLALQbcbeeffhacwwhs SFS[D(2,1)(2,1)] gLALQbcbeeffhacwwao reducible gLALQbcbeeffhacwwar SFS[D(3,1)(2,1)] gLALQbcbeeffhacwwan SFS[D(3,1)(2,1)] gLALQbcbeeffhacwfxj SFS[D(2,1)(2,1)] gLALQbcbeeffhacwfhs SFS[D(2,1)(2,1)] gLALQbcbeeffhacwfao reducible gLALQbcbeeffhacwfar SFS[D(3,1)(2,1)] gLALQbcbeeffhacwfan SFS[D(3,1)(2,1)] gLALQbcbeeffhacrrxj SFS[D(3,1)(2,1)] gLALQbcbeeffhacrrxn SFS[D(3,1)(2,1)] gLALQbcbeeffhacrrhw SFS[D(2,1)(2,1)] gLALQbcbeeffhacrrar SFS[D(2,1)(2,1)] gLALQbcbeeffxabnnen SFS[D(3,1)(2,1)] gLALQbcbeeffxabnnej SFS[D(3,1)(2,1)] gLALQbcbeeffxabnntr SFS[D(2,1)(2,1)] gLALQbcbeeffxabnnpw SFS[D(2,1)(2,1)] gLALQbcbeeffxabjnab reducible gLALQbcbeeffxabjnpv reducible gLALQbcbeeffxabbwab reducible gLALQbcbeeffxabscpv SFS[D(2,1)(2,1)] gLAPPcbbeeffahfvvaj SFS[D(3,1)(2,1)] gLAPPcbbeeffahfvvaw SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqahf SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqaqb SFS[D(2,1)(2,1)] gLALQbcbeeffhacnnej toroidal gLALQbcbeeffhacnnen toroidal gLALQbcbeeffhacnnmw SFS[D(5,2)(2,1)] gLALQbcbeeffhacnnms SFS[D(4,1)(2,1)] gLALQbcbeeffhacnnxn SFS[D(4,1)(2,1)] gLALQbcbeeffhacnnxr SFS[D(5,2)(2,1)] gLALQbcbeeffhacnnaj SFS[D(5,2)(2,1)] gLALQbcbeeffhacnnan SFS[D(4,1)(2,1)] gLALQbcbeeffhacnnpw toroidal gLALQbcbeeffhacnnps SFS[D(5,2)(2,1)] gLALQbcbeeffhacnndn SFS[D(5,2)(2,1)] gLALQbcbeeffhacnndj SFS[D(4,1)(2,1)] gLALQbcbeeffhacnntr toroidal gLALQbcbeeffhacnntn SFS[D(5,2)(2,1)] gLAMPaccdeffnsbqahf SFS[D(4,1)(2,1)] gLAMPaccdeffjsbqahf SFS[D(5,2)(2,1)] gLAMPaccdeffnsbqaqb SFS[D(4,1)(2,1)] gLAMPaccdeffjsbqaqb SFS[D(5,2)(2,1)] gLAPPcbbeeffahfcsaj SFS[D(5,2)(2,1)] gLAPPcbbeeffahfcsaw toroidal gLAMPaccdeffbsnqahf reducible gLAMPaccdeffnsnqahf toroidal gLAMPaccdeffjsnqahf toroidal gLAMPaccdeffnnbqaqb SFS[D(5,2)(2,1)] gLAMPaccdeffjnbqaqb toroidal gLAPPcbbeeffahfcraw SFS[D(2,1)(2,1)] gLAMPaccdeffbgnqahf reducible gLAMPaccdeffngnqahf SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqahf SFS[D(3,1)(2,1)] gLAMPaccdeffjnjqaqb SFS[D(2,1)(2,1)] gLAPPcbbeeffahfccaw SFS[D(2,1)(2,1)] gLAMPaccdeffbnnqahf reducible gLAMPaccdeffnnnqahf SFS[D(3,1)(2,1)] gLAMPaccdeffjnnqahf SFS[D(3,1)(2,1)] gLAMPaccdeffjnnqaqb SFS[D(2,1)(2,1)] gLAPPcbbeeffahfjsaj SFS[D(4,1)(2,1)] gLAPPcbbeeffahfjsaw SFS[D(5,2)(2,1)] gLAMPaccdeffnsjqahf SFS[D(5,2)(2,1)] gLAMPaccdeffjsjqahf SFS[D(4,1)(2,1)] gLAMPaccdeffbgbqaqb SFS[D(2,1)(2,1)] gLALQbcbeeffxabonxj reducible gLALQbcbeeffxabonxn reducible gLALQbcbeeffxabonhw reducible gLALQbcbeeffxabonar reducible gLALQbcbeeffxabknxb reducible gLALQbcbeeffxabknxj SFS[D(3,1)(3,2)] gLALQbcbeeffxabknxn SFS[D(3,1)(3,1)] gLALQbcbeeffxabknhw SFS[D(3,1)(2,1)] gLALQbcbeeffxabknar SFS[D(3,1)(2,1)] gLALQbcbeeffxabwnxb reducible gLALQbcbeeffxabwnxj SFS[D(3,1)(3,1)] gLALQbcbeeffxabwnxn SFS[D(3,1)(3,2)] gLALQbcbeeffxabwnhw SFS[D(3,1)(2,1)] gLALQbcbeeffxabwnar SFS[D(3,1)(2,1)] gLALQbcbeeffxabowxb reducible gLALQbcbeeffxabowxj SFS[D(3,1)(3,2)] gLALQbcbeeffxabowxn SFS[D(3,1)(3,1)] gLALQbcbeeffxabowhw SFS[D(3,1)(2,1)] gLALQbcbeeffxabowar SFS[D(3,1)(2,1)] gLALQbcbeeffxabkwxb reducible gLALQbcbeeffxabkwxj SFS[D(3,1)(3,1)] gLALQbcbeeffxabkwxn SFS[D(3,1)(3,2)] gLALQbcbeeffxabkwhw SFS[D(3,1)(2,1)] gLALQbcbeeffxabkwar SFS[D(3,1)(2,1)] gLALQbcbeeffxabwwxb reducible gLALQbcbeeffxabwwxj reducible gLALQbcbeeffxabwwxn reducible gLALQbcbeeffxabwwhw reducible gLALQbcbeeffxabwwar reducible gLALQbcbeeffxabofxb reducible gLALQbcbeeffxabofxj SFS[D(3,1)(3,1)] gLALQbcbeeffxabofxn SFS[D(3,1)(3,2)] gLALQbcbeeffxabofhw SFS[D(3,1)(2,1)] gLALQbcbeeffxabofar SFS[D(3,1)(2,1)] gLALQbcbeeffxabkfxb reducible gLALQbcbeeffxabkfxj toroidal gLALQbcbeeffxabkfxn toroidal gLALQbcbeeffxabkfhv SFS[D(2,1)(2,1)] gLALQbcbeeffxabkfhw toroidal gLALQbcbeeffxabkfhs SFS[D(2,1)(2,1)] gLALQbcbeeffxabkfao SFS[D(2,1)(2,1)] gLALQbcbeeffxabkfar toroidal gLALQbcbeeffxabkfan SFS[D(2,1)(2,1)] gLALQbcbeeffxabwfxb reducible gLALQbcbeeffxabwfxj SFS[D(3,1)(3,2)] gLALQbcbeeffxabwfxn SFS[D(3,1)(3,1)] gLALQbcbeeffxabwfhw SFS[D(3,1)(2,1)] gLALQbcbeeffxabwfar SFS[D(3,1)(2,1)] gLALQbcbeeffxabrrxj reducible gLALQbcbeeffxabrrxn reducible gLALQbcbeeffxabrrev reducible gLALQbcbeeffxabrrew reducible gLALQbcbeeffxabrres reducible gLALQbcbeeffxabrrmo reducible gLALQbcbeeffxabrrmn reducible gLALQbcbeeffxabrrmr reducible gLALQbcbeeffxabrrhv reducible gLALQbcbeeffxabrrhw reducible gLALQbcbeeffxabrrhs reducible gLALQbcbeeffxabrrao reducible gLALQbcbeeffxabrrar reducible gLALQbcbeeffxabrran reducible gLALQbcbeeffxabrrir reducible gLALQbcbeeffxabrrin reducible gLALQbcbeeffxabcjxb reducible gLALQbcbeeffhacoomn SFS[D(3,1)(2,1)] gLALQbcbeeffhacoomj SFS[D(3,1)(2,1)] gLALQbcbeeffhacoolr SFS[D(2,1)(2,1)] gLALQbcbeeffhacoodw SFS[D(2,1)(2,1)] gLALQbcbeeffhackcxv reducible gLALQbcbeeffhacogxv reducible gLALQbcbeeffhacogdv reducible gLALQbcbeeffhacbjdv SFS[D(2,1)(2,1)] gLALQbcbeeffhhcsvhr SFS[D(4,1)(2,1)] gLALQbcbeeffhhcsvhn SFS[D(5,2)(2,1)] gLALQbcbeeffhhcsvaw SFS[D(4,1)(2,1)] gLALQbcbeeffhhcsvas SFS[D(5,2)(2,1)] gLALQbcbeeffhhcsjqn m016(0,0) gLALQbcbeeffhhcsjqj m006(0,0) gLALQbcbeeffhhcsjho SFS[D(3,1)(2,1)] gLALQbcbeeffhhcsjhr m003(0,0) gLALQbcbeeffhhcsjhn toroidal gLALQbcbeeffhhcsjaw m019(0,0) gLALQbcbeeffhhcsjas m011(0,0) gLALQbcbeeffhhcsrqn m017(0,0) gLALQbcbeeffhhcsrqj m016(0,0) gLALQbcbeeffhhcsrhr m017(0,0) gLALQbcbeeffhhcsrhn m016(0,0) gLALQbcbeeffhhcsraw m016(0,0) gLALQbcbeeffhhcsras m017(0,0) gLALQbcbeeffhhcrvqn SFS[D(5,2)(2,1)] gLALQbcbeeffhhcrvqj SFS[D(4,1)(2,1)] gLALQbcbeeffhhcrvho SFS[D(2,1)(2,1)] gLALQbcbeeffhhcrvaw SFS[D(5,2)(2,1)] gLALQbcbeeffhhcrvas SFS[D(4,1)(2,1)] gLALQbcbeeffhhcrjqn toroidal gLALQbcbeeffhhcrjqj toroidal gLALQbcbeeffhhcrjho toroidal gLALQbcbeeffhhcrjhr SFS[D(3,1)(2,1)] gLALQbcbeeffhhcrjhn SFS[D(3,1)(2,1)] gLALQbcbeeffhhcrjaw toroidal gLALQbcbeeffhhcrjas toroidal gLALQbcbeeffhhcrrqn SFS[D(5,2)(2,1)] gLALQbcbeeffhhcrrqj SFS[D(4,1)(2,1)] gLALQbcbeeffhhcrrho SFS[D(2,1)(2,1)] gLALQbcbeeffhhcrraw SFS[D(5,2)(2,1)] gLALQbcbeeffhhcrras SFS[D(4,1)(2,1)] gLALQbcbeeffhhccvqn toroidal gLALQbcbeeffhhccvqj SFS[D(5,2)(2,1)] gLALQbcbeeffhhccvhr SFS[D(5,2)(2,1)] gLALQbcbeeffhhccvhn toroidal gLALQbcbeeffhhccvav reducible gLALQbcbeeffhhccvaw toroidal gLALQbcbeeffhhccvas toroidal gLALQbcbeeffhhccjqn toroidal gLALQbcbeeffhhccjqj toroidal gLALQbcbeeffhhccjho SFS[D(3,1)(2,1)] gLALQbcbeeffhhccjhr toroidal gLALQbcbeeffhhccjhn SFS[D(3,1)(2,1)] gLALQbcbeeffhhccjav SFS[D(3,1)(2,1)] gLALQbcbeeffhhccjaw toroidal gLALQbcbeeffhhccjas SFS[D(3,1)(2,1)] gLALQbcbeeffhhccrqn m011(0,0) gLALQbcbeeffhhccrqj m019(0,0) gLALQbcbeeffhhccrhr m016(0,0) gLALQbcbeeffhhccrhn m006(0,0) gLALQbcbeeffhhccrav SFS[D(3,1)(2,1)] gLALQbcbeeffhhccraw toroidal gLALQbcbeeffhhccras m003(0,0) gLALQbcbeeffhhcwwqn toroidal gLALQbcbeeffhhcwwqj toroidal gLALQbcbeeffhhcwwdr SFS[D(5,2)(3,1)] gLALQbcbeeffhhcwwdn SFS[D(4,1)(3,1)] gLALQbcbeeffhhcwwts SFS[D(4,3)(3,1)] gLALQbcbeeffhhcwwtw SFS[D(5,3)(3,1)] gLALQbcbeeffhhcwwhr toroidal gLALQbcbeeffhhcwwhn SFS[D(5,2)(3,1)] gLALQbcbeeffhhcwwaw toroidal gLALQbcbeeffhhcwwas SFS[D(5,3)(3,1)] gLALQbcbeeffxxbnnlk toroidal gLALQbcbeeffxxbnnlr toroidal gLALQbcbeeffxxbnnxj SFS[D(5,2)(3,1)] gLALQbcbeeffxxbnnxn SFS[D(4,1)(3,1)] gLALQbcbeeffxxbnnpw SFS[D(4,3)(3,1)] gLALQbcbeeffxxbnnpj SFS[D(5,3)(3,1)] gLALQbcbeeffxxbnntk SFS[D(5,2)(3,1)] gLALQbcbeeffxxbnntr SFS[D(4,1)(3,1)] gLALQbcbeeffxxbnnmj toroidal gLALQbcbeeffxxbnnmn SFS[D(5,2)(3,1)] gLALQbcbeeffxxbnnar SFS[D(5,3)(3,1)] gLALQbcbeeffxxbnnak SFS[D(4,3)(3,1)] gLALQbcbeeffxxbnndj toroidal gLALQbcbeeffxxbnndw SFS[D(5,3)(3,1)] gLALQbcbeeffxxbnfxb SFS[D(2,1)(2,1)] gLALQbcbeeffxxbnfmb SFS[D(2,1)(2,1)] gLALQbcbeeffxxbgwxb SFS[D(2,1)(2,1)] gLALQbcbeeffxxbovmb reducible gLALQbcbeeffxxbvrdc SFS[D(3,1)(2,1)] gLAPPbcbeeffhhcvvaj toroidal gLAPPbcbeeffhhcvvaw toroidal gLAMPaccdeffbjjehhc SFS[D(2,1)(2,1)] gLAMPaccdeffnjjehhc toroidal gLAMPaccdeffjjjehhc toroidal gLAMPaccdeffbjjeqqv SFS[D(2,1)(2,1)] gLAMPaccdeffjjjeqqv toroidal gLAMPaccdeffnjjeqqv toroidal gLAMPaccdeffbkkqhhc SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqhhc toroidal gLAMPaccdeffjkkqhhc toroidal gLAMPaccdeffbkkqqqv SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqqqv toroidal gLAMPaccdeffjkkqqqv toroidal gLAMPaccdeffjgglhhc SFS[D(2,1)(2,1)] gLAMPaccdeffjgglqqv SFS[D(2,1)(2,1)] gLAPPbcbeeffhhcbfac reducible gLALQbcbeeffhhcfnuo SFS[D(3,1)(2,1)] gLALQbcbeeffhhcgfmv reducible gLALQbcbeeffhhcssdn toroidal gLALQbcbeeffhhcssdj toroidal gLALQbcbeeffhhcsstr SFS[D(5,3)(3,1)] gLALQbcbeeffhhcsstn SFS[D(4,3)(3,1)] gLALQbcbeeffhhcssqs SFS[D(4,1)(3,1)] gLALQbcbeeffhhcssqw SFS[D(5,2)(3,1)] gLALQbcbeeffhhcssan SFS[D(5,3)(3,1)] gLALQbcbeeffhhcssaj SFS[D(4,3)(3,1)] gLALQbcbeeffhhcssur toroidal gLALQbcbeeffhhcssun SFS[D(5,3)(3,1)] gLALQbcbeeffhhcssej SFS[D(5,2)(3,1)] gLALQbcbeeffhhcssen SFS[D(4,1)(3,1)] gLALQbcbeeffhhcssmw toroidal gLALQbcbeeffhhcssms SFS[D(5,2)(3,1)] gLALQbcbeeffhhcckqv SFS[D(2,1)(2,1)] gLALQbcbeeffhhcsbqv SFS[D(2,1)(2,1)] gLALQbcbeeffhhcsbmv SFS[D(2,1)(2,1)] gLAPPbcbeeffhhcwsaj SFS[D(3,1)(2,1)] gLAPPbcbeeffhhcwsaw SFS[D(3,1)(2,1)] gLAMPaccdeffnsbqhhc toroidal gLAMPaccdeffjsbqhhc toroidal gLAMPaccdeffnsbqqqv toroidal gLAMPaccdeffjsbqqqv toroidal gLAPPbcbeeffhhcwrac SFS[D(3,1)(2,1)] gLAPPbcbeeffhhcwraj toroidal gLAPPbcbeeffhhcwraw SFS[D(3,1)(2,1)] gLAMPaccdeffbgbqhhc SFS[D(3,1)(2,1)] gLAMPaccdeffngbqhhc SFS[D(3,1)(2,1)] gLAMPaccdeffjgbqhhc toroidal gLAMPaccdeffnsjqqqv toroidal gLAMPaccdeffjsjqqqv toroidal gLAPPbcbeeffhhcwcac SFS[D(3,1)(2,1)] gLAPPbcbeeffhhcwcaj m003(0,0) gLAPPbcbeeffhhcwcaw toroidal gLAMPaccdeffnnbqhhc m011(0,0) gLAMPaccdeffjnbqhhc m019(0,0) gLAMPaccdeffnsnqqqv m006(0,0) gLAMPaccdeffjsnqqqv m016(0,0) gLAPPbcbeeffhhccsac SFS[D(3,1)(2,1)] gLAPPbcbeeffhhccsaj toroidal gLAPPbcbeeffhhccsaw m003(0,0) gLAMPaccdeffnsnqhhc m006(0,0) gLAMPaccdeffjsnqhhc m016(0,0) gLAMPaccdeffnnbqqqv m011(0,0) gLAMPaccdeffjnbqqqv m019(0,0) gLAPPbcbeeffhhccrac SFS[D(3,1)(2,1)] gLAPPbcbeeffhhccraj toroidal gLAPPbcbeeffhhccraw SFS[D(3,1)(2,1)] gLAMPaccdeffbgnqhhc SFS[D(3,1)(2,1)] gLAMPaccdeffngnqhhc SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqhhc toroidal gLAMPaccdeffnnjqqqv toroidal gLAMPaccdeffjnjqqqv toroidal gLAPPbcbeeffhhcccac reducible gLAPPbcbeeffhhcccaj toroidal gLAPPbcbeeffhhcccaw toroidal gLAMPaccdeffnnnqhhc toroidal gLAMPaccdeffjnnqhhc SFS[D(5,2)(2,1)] gLAMPaccdeffnnnqqqv toroidal gLAMPaccdeffjnnqqqv SFS[D(5,2)(2,1)] gLAPPbcbeeffhhcjsac SFS[D(3,1)(2,1)] gLAPPbcbeeffhhcjsaj SFS[D(3,1)(2,1)] gLAPPbcbeeffhhcjsaw toroidal gLAMPaccdeffnsjqhhc toroidal gLAMPaccdeffjsjqhhc toroidal gLAMPaccdeffbgbqqqv SFS[D(3,1)(2,1)] gLAMPaccdeffngbqqqv SFS[D(3,1)(2,1)] gLAMPaccdeffjgbqqqv toroidal gLAPPbcbeeffhhcjrac reducible gLAPPbcbeeffhhcjraj reducible gLAPPbcbeeffhhcjraw reducible gLAMPaccdeffbgjqhhc reducible gLAMPaccdeffngjqhhc reducible gLAMPaccdeffjgjqhhc reducible gLAMPaccdeffbgjqqqv reducible gLAMPaccdeffngjqqqv reducible gLAMPaccdeffjgjqqqv reducible gLAPPbcbeeffhhcjcac SFS[D(3,1)(2,1)] gLAPPbcbeeffhhcjcaj SFS[D(3,1)(2,1)] gLAPPbcbeeffhhcjcaw toroidal gLAMPaccdeffnnjqhhc toroidal gLAMPaccdeffjnjqhhc toroidal gLAMPaccdeffbgnqqqv SFS[D(3,1)(2,1)] gLAMPaccdeffngnqqqv SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqqqv toroidal gLALQbcbeeffxxbnbqj SFS[D(4,1)(2,1)] gLALQbcbeeffxxbnbqw SFS[D(5,2)(2,1)] gLALQbcbeeffxxbnbaj SFS[D(4,1)(2,1)] gLALQbcbeeffxxbnban SFS[D(5,2)(2,1)] gLALQbcbeeffxxbnkxr m016(0,0) gLALQbcbeeffxxbnkxk m006(0,0) gLALQbcbeeffxxbnkqc SFS[D(3,1)(2,1)] gLALQbcbeeffxxbnkqj m003(0,0) gLALQbcbeeffxxbnkqw toroidal gLALQbcbeeffxxbnkaj m019(0,0) gLALQbcbeeffxxbnkan m011(0,0) gLALQbcbeeffxxbnsxr m017(0,0) gLALQbcbeeffxxbnsxk m016(0,0) gLALQbcbeeffxxbnsqj m017(0,0) gLALQbcbeeffxxbnsqw m016(0,0) gLALQbcbeeffxxbnsaj m016(0,0) gLALQbcbeeffxxbnsan m017(0,0) gLALQbcbeeffxxbsbxr SFS[D(5,2)(2,1)] gLALQbcbeeffxxbsbxk SFS[D(4,1)(2,1)] gLALQbcbeeffxxbsbqc SFS[D(2,1)(2,1)] gLALQbcbeeffxxbsbaj SFS[D(5,2)(2,1)] gLALQbcbeeffxxbsban SFS[D(4,1)(2,1)] gLALQbcbeeffxxbskxr toroidal gLALQbcbeeffxxbskxk toroidal gLALQbcbeeffxxbskqc toroidal gLALQbcbeeffxxbskqj SFS[D(3,1)(2,1)] gLALQbcbeeffxxbskqw SFS[D(3,1)(2,1)] gLALQbcbeeffxxbskaj toroidal gLALQbcbeeffxxbskan toroidal gLALQbcbeeffxxbssxr SFS[D(5,2)(2,1)] gLALQbcbeeffxxbssxk SFS[D(4,1)(2,1)] gLALQbcbeeffxxbssqc SFS[D(2,1)(2,1)] gLALQbcbeeffxxbssaj SFS[D(5,2)(2,1)] gLALQbcbeeffxxbssan SFS[D(4,1)(2,1)] gLALQbcbeeffxxbgbxr toroidal gLALQbcbeeffxxbgbxk SFS[D(5,2)(2,1)] gLALQbcbeeffxxbgbqj SFS[D(5,2)(2,1)] gLALQbcbeeffxxbgbqw toroidal gLALQbcbeeffxxbgbab reducible gLALQbcbeeffxxbgbaj toroidal gLALQbcbeeffxxbgban toroidal gLALQbcbeeffxxbgkxr toroidal gLALQbcbeeffxxbgkxk toroidal gLALQbcbeeffxxbgkqc SFS[D(3,1)(2,1)] gLALQbcbeeffxxbgkqj toroidal gLALQbcbeeffxxbgkqw SFS[D(3,1)(2,1)] gLALQbcbeeffxxbgkab SFS[D(3,1)(2,1)] gLALQbcbeeffxxbgkaj toroidal gLALQbcbeeffxxbgkan SFS[D(3,1)(2,1)] gLALQbcbeeffxxbgsxr m011(0,0) gLALQbcbeeffxxbgsxk m019(0,0) gLALQbcbeeffxxbgsqj m016(0,0) gLALQbcbeeffxxbgsqw m006(0,0) gLALQbcbeeffxxbgsab SFS[D(3,1)(2,1)] gLALQbcbeeffxxbgsaj toroidal gLALQbcbeeffxxbgsan m003(0,0) gLALQbcbeeffxxbjjxr toroidal gLALQbcbeeffxxbjjxk toroidal gLALQbcbeeffxxbjjir SFS[D(5,2)(3,1)] gLALQbcbeeffxxbjjik SFS[D(4,1)(3,1)] gLALQbcbeeffxxbjjdr SFS[D(4,3)(3,1)] gLALQbcbeeffxxbjjdk SFS[D(5,3)(3,1)] gLALQbcbeeffxxbjjqj toroidal gLALQbcbeeffxxbjjqw SFS[D(5,2)(3,1)] gLALQbcbeeffxxbjjaj toroidal gLALQbcbeeffxxbjjan SFS[D(5,3)(3,1)] gLALQbcbeeffhhcvvdw reducible gLALQbcbeeffhhcvvds reducible gLALQbcbeeffhhcvvqn reducible gLALQbcbeeffhhcvvqr reducible gLALQbcbeeffhhcvvhj reducible gLALQbcbeeffhhcvvhn reducible gLALQbcbeeffhhcvviw reducible gLALQbcbeeffhhcvvis reducible gLALQbcbeeffhhcvvmn reducible gLALQbcbeeffhhcvvmj reducible gLALQbcbeeffhhcvver reducible gLALQbcbeeffhhcvven reducible gLALQbcbeeffhhcokiv SFS[D(3,1)(2,1)] gLALQbcbeeffhhckbeo SFS[D(3,1)(2,1)] gLALQbcbeeffelbbbmr reducible gLALQbcbeeffelbbbmk reducible gLALQbcbeeffelbbbqr reducible gLALQbcbeeffelbbbqk reducible gLALQbcbeeffelbbbxj reducible gLALQbcbeeffelbbbxw reducible gLALQbcbeeffelbbbtj reducible gLALQbcbeeffelbbbtw reducible gLALQbcbeeffelbbblj reducible gLALQbcbeeffelbbbln reducible gLALQbcbeeffelbbbij reducible gLALQbcbeeffelbbbin reducible gLALQbcbeeffelbobmr SFS[D(5,3)(3,1)] gLALQbcbeeffelbobmk SFS[D(4,3)(3,1)] gLALQbcbeeffelbobuc SFS[D(3,1)(2,1)] gLALQbcbeeffelboblj SFS[D(5,2)(3,1)] gLALQbcbeeffelbobln SFS[D(4,1)(3,1)] gLALQbcbeeffelbvbmr SFS[D(5,2)(3,1)] gLALQbcbeeffelbvbmk SFS[D(4,1)(3,1)] gLALQbcbeeffelbvbuc SFS[D(3,1)(2,1)] gLALQbcbeeffelbvblj SFS[D(5,3)(3,1)] gLALQbcbeeffelbvbln SFS[D(4,3)(3,1)] gLALQbcbeeffelbjftc SFS[D(3,1)(2,1)] gLALQbcbeeffelbwwqr SFS[D(4,1)(2,1)] gLALQbcbeeffelbwwqk SFS[D(5,2)(2,1)] gLALQbcbeeffelbwwxj SFS[D(5,2)(2,1)] gLALQbcbeeffelbwwxw SFS[D(4,1)(2,1)] gLALQbcbeeffelbwwhb SFS[D(2,1)(2,1)] gLALQbcbeeffelbcnib SFS[D(3,1)(2,1)] gLALQbcbeeffelbnnhc SFS[D(3,1)(2,1)] gLALQbcbeeffelbnneb SFS[D(3,1)(2,1)] gLALQbcbeeffelbnweb SFS[D(3,1)(2,1)] gLALQbcbeeffelbnfeb reducible gLALQbcbeeffelbsbqc T2xI gLALQbcbeeffelbskqc SFS[A(2,1)] gLALQbcbeeffelbssqc T2xI gLALQbcbeeffelbjjec SFS[D(3,1)(2,1)] gLALQbcbeeffelbjjub SFS[D(3,1)(2,1)] gLALQbcbeeffelbwrab SFS[D(2,1)(2,1)] gLALQbcbeeffelbojmb SFS[D(3,1)(2,1)] gLALQbcbeeffelborlr toroidal gLALQbcbeeffelborlk toroidal gLALQbcbeeffelbordc SFS[D(3,1)(2,1)] gLALQbcbeeffelbordj toroidal gLALQbcbeeffelbordw SFS[D(3,1)(2,1)] gLALQbcbeeffelbormb SFS[D(3,1)(2,1)] gLALQbcbeeffelbormj toroidal gLALQbcbeeffelbormn SFS[D(3,1)(2,1)] gLALQbcbeeffelbovmb reducible gLALQcbbeeffidbnnhc SFS[D(3,1)(2,1)] gLALQcbbeeffidbnneb SFS[D(3,1)(2,1)] gLALQcbbeeffidbnfeb reducible gLALQcbbeeffidbnweb SFS[D(3,1)(2,1)] gLALQcbbeeffidbojmb SFS[D(3,1)(2,1)] gLALQcbbeeffidbovmb reducible gLALQcbbeeffidborlk toroidal gLALQcbbeeffidborlr toroidal gLALQcbbeeffidbormb SFS[D(3,1)(2,1)] gLALQcbbeeffidbormj toroidal gLALQcbbeeffidbormn SFS[D(3,1)(2,1)] gLALQcbbeeffidbordc SFS[D(3,1)(2,1)] gLALQcbbeeffidbordj toroidal gLALQcbbeeffidbordw SFS[D(3,1)(2,1)] gLAPPbcbeeffdlcbbaj toroidal gLAPPbcbeeffdlcbbak toroidal gLAMPaccdeffbjjedlf T2xI gLAMPaccdeffnjjedlf SFS[A(5,2)] gLAMPaccdeffjjjedlf SFS[A(4,1)] gLAMPaccdeffbjjedtf T2xI gLAMPaccdeffjjjedtf SFS[A(4,1)] gLAMPaccdeffnjjedtf SFS[A(5,2)] gLAMPaccdeffbjjeitv T2xI gLAMPaccdeffnjjeitv SFS[A(5,2)] gLAMPaccdeffjjjeitv SFS[A(4,1)] gLAMPaccdeffbkkqdlf T2xI gLAMPaccdeffnkkqdlf toroidal gLAMPaccdeffjkkqdlf SFS[A(5,2)] gLAMPaccdeffjggldtf T2xI gLAMPaccdeffjgglitv T2xI gLAMPaccdeffbjjeilf T2xI gLAMPaccdeffnjjeilf SFS[A(5,2)] gLAMPaccdeffjjjeilf SFS[A(4,1)] gLAMPaccdeffbkkqdtf T2xI gLAMPaccdeffnkkqdtf toroidal gLAMPaccdeffjkkqdtf SFS[A(5,2)] gLAMPaccdeffjggldlf T2xI gLAMPaccdeffjgglilf T2xI gLAMPaccdeffbwneitv SFS[D(2,1)(2,1)] gLAMPaccdeffbwneilf SFS[D(2,1)(2,1)] gLAMPaccdeffbwnedlf SFS[D(2,1)(2,1)] gLAMPaccdeffbwnedtf SFS[D(2,1)(2,1)] gLALQcbbeeffiefojmb SFS[D(3,1)(2,1)] gLALQcbbeeffieforlr toroidal gLALQcbbeeffieforlk toroidal gLALQcbbeeffiefordc SFS[D(3,1)(2,1)] gLALQcbbeeffiefordj toroidal gLALQcbbeeffiefordw SFS[D(3,1)(2,1)] gLALQcbbeeffieformb SFS[D(3,1)(2,1)] gLALQcbbeeffieformj toroidal gLALQcbbeeffieformn SFS[D(3,1)(2,1)] gLALQcbbeeffiefovmb reducible gLALQcbbeeffiefnneb SFS[D(3,1)(2,1)] gLALQcbbeeffiefnnhc SFS[D(3,1)(2,1)] gLALQcbbeeffiefnweb SFS[D(3,1)(2,1)] gLALQcbbeeffiefnfeb reducible gLAMPaccdeffbrvedlf SFS[D(2,1)(2,1)] gLAMPaccdeffbrvedtf SFS[D(2,1)(2,1)] gLAMPaccdeffbrveitv SFS[D(2,1)(2,1)] gLAMPaccdeffbrveilf SFS[D(2,1)(2,1)] gLAMPaccdeffbkgedlf T2xI gLAMPaccdeffbkgedtf T2xI gLAMPaccdeffbkgeitv T2xI gLAMPaccdeffbjkldtf T2xI gLAMPaccdeffbkgeilf T2xI gLAMPaccdeffbjkldlf T2xI gLALQbcbeeffdlcsbqc T2xI gLALQbcbeeffdlcskqc SFS[A(2,1)] gLALQbcbeeffdlcssqc T2xI gLALQbcbeeffdlcjjec SFS[D(3,1)(2,1)] gLALQbcbeeffdlcjjub SFS[D(3,1)(2,1)] gLALQbcbeeffdlcwrab SFS[D(2,1)(2,1)] gLALQbcbeeffdlcojmb SFS[D(3,1)(2,1)] gLALQbcbeeffdlcorlr toroidal gLALQbcbeeffdlcorlk toroidal gLALQbcbeeffdlcordc SFS[D(3,1)(2,1)] gLALQbcbeeffdlcordj toroidal gLALQbcbeeffdlcordw SFS[D(3,1)(2,1)] gLALQbcbeeffdlcormb SFS[D(3,1)(2,1)] gLALQbcbeeffdlcormj toroidal gLALQbcbeeffdlcormn SFS[D(3,1)(2,1)] gLALQbcbeeffdlcovmb reducible gLALQbcbeeffdlcbbmr reducible gLALQbcbeeffdlcbbmk reducible gLALQbcbeeffdlcbbqr reducible gLALQbcbeeffdlcbbqk reducible gLALQbcbeeffdlcbbxj reducible gLALQbcbeeffdlcbbxw reducible gLALQbcbeeffdlcbbtj reducible gLALQbcbeeffdlcbbtw reducible gLALQbcbeeffdlcbblj reducible gLALQbcbeeffdlcbbln reducible gLALQbcbeeffdlcbbij reducible gLALQbcbeeffdlcbbin reducible gLALQbcbeeffdlcobmr SFS[D(5,3)(3,1)] gLALQbcbeeffdlcobmk SFS[D(4,3)(3,1)] gLALQbcbeeffdlcobuc SFS[D(3,1)(2,1)] gLALQbcbeeffdlcoblj SFS[D(5,2)(3,1)] gLALQbcbeeffdlcobln SFS[D(4,1)(3,1)] gLALQbcbeeffdlcvbmr SFS[D(5,2)(3,1)] gLALQbcbeeffdlcvbmk SFS[D(4,1)(3,1)] gLALQbcbeeffdlcvbuc SFS[D(3,1)(2,1)] gLALQbcbeeffdlcvblj SFS[D(5,3)(3,1)] gLALQbcbeeffdlcvbln SFS[D(4,3)(3,1)] gLALQbcbeeffdlcjftc SFS[D(3,1)(2,1)] gLALQbcbeeffdlcwwqr SFS[D(4,1)(2,1)] gLALQbcbeeffdlcwwqk SFS[D(5,2)(2,1)] gLALQbcbeeffdlcwwxj SFS[D(5,2)(2,1)] gLALQbcbeeffdlcwwxw SFS[D(4,1)(2,1)] gLALQbcbeeffdlcwwhb SFS[D(2,1)(2,1)] gLALQbcbeeffdlccnib SFS[D(3,1)(2,1)] gLALQbcbeeffdlcnnhc SFS[D(3,1)(2,1)] gLALQbcbeeffdlcnneb SFS[D(3,1)(2,1)] gLALQbcbeeffdlcnweb SFS[D(3,1)(2,1)] gLALQbcbeeffdlcnfeb reducible gLALQbcbeeffdmcociv SFS[D(2,1)(2,1)] gLALQbcbeeffdmcjnuo SFS[D(2,1)(2,1)] gLALQbcbeeffdmconlb reducible gLALQbcbeeffdmconpb reducible gLALQbcbeeffdmconev reducible gLALQbcbeeffdmconmo reducible gLALQbcbeeffdmcrruv SFS[D(2,1)(2,1)] gLALQbcbeeffdmcrrio SFS[D(2,1)(2,1)] gLALQbcbeefflifnnqv SFS[D(2,1)(2,1)] gLALQbcbeefflifnnuo SFS[D(2,1)(2,1)] gLALQbcbeefflifccqv reducible gLALQbcbeeffeubskpv SFS[D(2,1)(2,1)] gLAMPaccdeffbwwqdub reducible gLALQbcbeeffeubfvlo SFS[D(2,1)(2,1)] gLAMPaccdeffbggqdub SFS[D(2,1)(2,1)] gLAMPaccdeffbggeelv SFS[D(2,1)(2,1)] gLALQbcbeeffdacoomj SFS[D(3,1)(2,1)] gLALQbcbeeffdacoomn SFS[D(3,1)(2,1)] gLALQbcbeeffdacoodw SFS[D(2,1)(2,1)] gLALQbcbeeffdacoolr SFS[D(2,1)(2,1)] gLALQbcbeeffdacogtb reducible gLALQbcbeeffdacogtj SFS[D(3,1)(2,1)] gLALQbcbeeffdacogtn SFS[D(3,1)(2,1)] gLALQbcbeeffdacogiw SFS[D(2,1)(2,1)] gLALQbcbeeffdacoger SFS[D(2,1)(2,1)] gLALQbcbeeffdacjweb reducible gLALQbcbeeffdacowpb reducible gLALQbcbeeffdacsgeb reducible gLALQbcbeeffdacsgej reducible gLALQbcbeeffdacsgen reducible gLALQbcbeeffdacsgpw reducible gLALQbcbeeffdacsgtr reducible gLAPPcbbeeffadbvvaw SFS[D(3,1)(2,1)] gLAPPcbbeeffadbvvaj SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqaef SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqadb SFS[D(2,1)(2,1)] gLALQbcbeeffeabowpb reducible gLALQbcbeeffeabsgeb reducible gLALQbcbeeffeabsgej reducible gLALQbcbeeffeabsgen reducible gLALQbcbeeffeabsgpw reducible gLALQbcbeeffeabsgtr reducible gLALQbcbeeffeaboomj SFS[D(3,1)(2,1)] gLALQbcbeeffeaboomn SFS[D(3,1)(2,1)] gLALQbcbeeffeaboodw SFS[D(2,1)(2,1)] gLALQbcbeeffeaboolr SFS[D(2,1)(2,1)] gLALQbcbeeffeabogtb reducible gLALQbcbeeffeabogtj SFS[D(3,1)(2,1)] gLALQbcbeeffeabogtn SFS[D(3,1)(2,1)] gLALQbcbeeffeabogiw SFS[D(2,1)(2,1)] gLALQbcbeeffeaboger SFS[D(2,1)(2,1)] gLALQbcbeeffeabjweb reducible gLALQbcbeeffducfvlo SFS[D(2,1)(2,1)] gLALQbcbeeffducskpv SFS[D(2,1)(2,1)] gLALQbcbeeffducsvib reducible gLALQbcbeeffducsvub reducible gLALQbcbeeffducsvdo reducible gLALQbcbeeffducsvtv reducible gLALQbcbeeffducwwpo SFS[D(2,1)(2,1)] gLALQbcbeeffducwwlv SFS[D(2,1)(2,1)] gLAMPaccdeffbggqdpo SFS[D(2,1)(2,1)] gLAMPaccdeffbggeetv SFS[D(2,1)(2,1)] gLAMPaccdeffbwwqdpo reducible gLALQbcbeeffembjnuo SFS[D(2,1)(2,1)] gLALQbcbeefflpfvvhc reducible gLALQbcbeeffembociv SFS[D(2,1)(2,1)] gLALQbcbeefflpfnnhc SFS[D(2,1)(2,1)] gLALQbcbeefflpfnneb SFS[D(2,1)(2,1)] gLALQbcbeeffdecvvtn SFS[D(3,1)(2,1)] gLALQbcbeeffdecvvtj SFS[D(3,1)(2,1)] gLALQbcbeeffdecvver SFS[D(2,1)(2,1)] gLALQbcbeeffdecvviw SFS[D(2,1)(2,1)] gLALQbcbeeffdecgvmb reducible gLALQbcbeeffdecgvmn SFS[D(3,1)(2,1)] gLALQbcbeeffdecgvmj SFS[D(3,1)(2,1)] gLALQbcbeeffdecgvlr SFS[D(2,1)(2,1)] gLALQbcbeeffdecgvdw SFS[D(2,1)(2,1)] gLALQbcbeeffdecrkdb reducible gLALQbcbeeffdecrvub reducible gLALQbcbeeffdecgndb reducible gLALQbcbeeffdecgndn reducible gLALQbcbeeffdecgndj reducible gLALQbcbeeffdecgnur reducible gLALQbcbeeffdecgnmw reducible gLAPPbcbeeffdecvvaj SFS[D(3,1)(2,1)] gLAPPbcbeeffdecvvaw SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqddc SFS[D(2,1)(2,1)] gLAMPaccdeffnkkqdeb SFS[D(2,1)(2,1)] gLALQbcbeeffeebrvub reducible gLALQbcbeeffeebgndb reducible gLALQbcbeeffeebgndn reducible gLALQbcbeeffeebgndj reducible gLALQbcbeeffeebgnur reducible gLALQbcbeeffeebgnmw reducible gLALQbcbeeffeebvvtn SFS[D(3,1)(2,1)] gLALQbcbeeffeebvvtj SFS[D(3,1)(2,1)] gLALQbcbeeffeebvver SFS[D(2,1)(2,1)] gLALQbcbeeffeebvviw SFS[D(2,1)(2,1)] gLALQbcbeeffeebgvmb reducible gLALQbcbeeffeebgvmn SFS[D(3,1)(2,1)] gLALQbcbeeffeebgvmj SFS[D(3,1)(2,1)] gLALQbcbeeffeebgvlr SFS[D(2,1)(2,1)] gLALQbcbeeffeebgvdw SFS[D(2,1)(2,1)] gLALQbcbeeffeebrkdb reducible gLAPPbcbeeffaefovac reducible gLAPPbcbeeffaefbvac reducible gLAPPbcbeeffaefbfaj reducible gLAMPaccdeffnfwqiag reducible gLAPPbcbeeffaefogaj reducible gLAMPaccdeffnfwqdaf reducible gLAPPbcbeeffaefbgac reducible gLALQcbbeeffiacbrxb reducible gLALQcbbeeffiacvjxb reducible gLALQcbbeeffiacovxb reducible gLALQcbbeeffiacoveb reducible gLALQcbbeeffiacnnlr SFS[D(3,1)(2,1)] gLALQcbbeeffiacnnlk SFS[D(3,1)(2,1)] gLALQcbbeeffiacnndj SFS[D(2,1)(2,1)] gLALQcbbeeffiacnnmj SFS[D(2,1)(2,1)] gLALQcbbeeffiacsnxb reducible gLALQcbbeeffiacsnxn SFS[D(3,1)(2,1)] gLALQcbbeeffiacsnxj SFS[D(3,1)(2,1)] gLALQcbbeeffiacsnar SFS[D(2,1)(2,1)] gLALQcbbeeffiacsnhw SFS[D(2,1)(2,1)] gLALQcbbeeffiacgwxb reducible gLALQcbbeeffiacgwxn SFS[D(3,1)(2,1)] gLALQcbbeeffiacgwxj SFS[D(3,1)(2,1)] gLALQcbbeeffiacgwar SFS[D(2,1)(2,1)] gLALQcbbeeffiacgwhw SFS[D(2,1)(2,1)] gLALQcbbeeffiacnfxb reducible gLALQcbbeeffiacnfmb reducible gLAPPbcbeeffaefwsaj reducible gLAMPaccdeffnsbqdaf reducible gLAPPbcbeeffaefjsac reducible gLAPPbcbeeffaefjsaw SFS[D(3,1)(3,2)] gLAPPbcbeeffaefjsaj SFS[D(3,1)(3,1)] gLAMPaccdeffngbqdaf SFS[D(3,1)(2,1)] gLAMPaccdeffnsjqdaf SFS[D(3,1)(2,1)] gLAPPbcbeeffaefcsac reducible gLAPPbcbeeffaefcsaw SFS[D(3,1)(3,1)] gLAPPbcbeeffaefcsaj SFS[D(3,1)(3,2)] gLAMPaccdeffnnbqdaf SFS[D(3,1)(2,1)] gLAMPaccdeffnsnqdaf SFS[D(3,1)(2,1)] gLAPPbcbeeffaefccaj reducible gLAMPaccdeffnnnqdaf reducible gLAPPbcbeeffaefcrac reducible gLAPPbcbeeffaefcraw SFS[D(3,1)(3,2)] gLAPPbcbeeffaefcraj SFS[D(3,1)(3,1)] gLAMPaccdeffnnjqdaf SFS[D(3,1)(2,1)] gLAMPaccdeffngnqdaf SFS[D(3,1)(2,1)] gLALQbcbeeffaefsvhr SFS[D(4,1)(2,1)] gLALQbcbeeffaefsvhn SFS[D(5,2)(2,1)] gLALQbcbeeffaefsvaw SFS[D(4,1)(2,1)] gLALQbcbeeffaefsvas SFS[D(5,2)(2,1)] gLALQbcbeeffaefrvqn SFS[D(5,2)(2,1)] gLALQbcbeeffaefrvqj toroidal gLALQbcbeeffaefrvin SFS[D(4,1)(2,1)] gLALQbcbeeffaefrvij SFS[D(5,2)(2,1)] gLALQbcbeeffaefrvdr SFS[D(4,1)(2,1)] gLALQbcbeeffaefrvdn SFS[D(5,2)(2,1)] gLALQbcbeeffaefrvhr toroidal gLALQbcbeeffaefrvhn toroidal gLALQbcbeeffaefrvpr SFS[D(5,2)(2,1)] gLALQbcbeeffaefrvpn SFS[D(4,1)(2,1)] gLALQbcbeeffaefrvaw SFS[D(5,2)(2,1)] gLALQbcbeeffaefrvas toroidal gLALQbcbeeffaefrvlw SFS[D(4,1)(2,1)] gLALQbcbeeffaefrvls SFS[D(5,2)(2,1)] gLALQbcbeeffaefrjqj SFS[D(2,1)(2,1)] gLALQbcbeeffaefrjhr SFS[D(3,1)(2,1)] gLALQbcbeeffaefrjhn SFS[D(3,1)(2,1)] gLALQbcbeeffaefrjas SFS[D(2,1)(2,1)] gLALQbcbeeffaefrrqj SFS[D(2,1)(2,1)] gLALQbcbeeffaefrrhr SFS[D(3,1)(2,1)] gLALQbcbeeffaefrrhn SFS[D(3,1)(2,1)] gLALQbcbeeffaefrras SFS[D(2,1)(2,1)] gLALQbcbeeffaefcvqn SFS[D(4,1)(2,1)] gLALQbcbeeffaefcvqj SFS[D(5,2)(2,1)] gLALQbcbeeffaefcvhr SFS[D(5,2)(2,1)] gLALQbcbeeffaefcvhn SFS[D(4,1)(2,1)] gLALQbcbeeffaefwwqn SFS[D(3,1)(2,1)] gLALQbcbeeffaefwwqj SFS[D(3,1)(2,1)] gLALQbcbeeffaefwwhr SFS[D(2,1)(2,1)] gLALQbcbeeffaefwwaw SFS[D(2,1)(2,1)] gLALQbcbeeffaefwnub reducible gLALQbcbeeffaefwnun SFS[D(3,1)(2,1)] gLALQbcbeeffaefwnuj SFS[D(3,1)(2,1)] gLALQbcbeeffaefwndr SFS[D(2,1)(2,1)] gLALQbcbeeffaefwnlw SFS[D(2,1)(2,1)] gLALQbcbeeffaefkwin SFS[D(2,1)(2,1)] gLALQbcbeeffaefkwpn SFS[D(2,1)(2,1)] gLALQbcbeeffaefkwtv reducible gLALQbcbeeffaefkwtw SFS[D(3,1)(2,1)] gLALQbcbeeffaefkwts SFS[D(3,1)(2,1)] gLALQbcbeeffaefvnqv reducible gLALQbcbeeffaeffwqv reducible gLALQbcbeeffaefgfqv reducible gLALQbcbeeffaefgfpv reducible gLALQbcbeeffaefwkmb reducible gLALQbcbeeffaefksdv reducible gLALQbcbeeffaefssdn SFS[D(3,1)(2,1)] gLALQbcbeeffaefssdj SFS[D(3,1)(2,1)] gLALQbcbeeffaefssur SFS[D(2,1)(2,1)] gLALQbcbeeffaefssmw SFS[D(2,1)(2,1)] gLALQbcbeeffaefsbqv reducible gLALQbcbeeffaefsbmv reducible gLALQbcbeeffaefckan SFS[D(2,1)(2,1)] gLALQbcbeeffaefckxn SFS[D(2,1)(2,1)] gLALQbcbeeffaefckqv reducible gLALQbcbeeffaefckqw SFS[D(3,1)(2,1)] gLALQbcbeeffaefckqs SFS[D(3,1)(2,1)] gLALQbcbeeffaefrsan SFS[D(2,1)(2,1)] gLALQbcbeeffaefrsxn SFS[D(2,1)(2,1)] gLALQbcbeeffaefrsqv reducible gLALQbcbeeffaefrsqw SFS[D(3,1)(2,1)] gLALQbcbeeffaefrsqs SFS[D(3,1)(2,1)] gLALQbcbeeffahfsvhr SFS[D(4,1)(2,1)] gLALQbcbeeffahfsvhn SFS[D(5,2)(2,1)] gLALQbcbeeffahfsvaw SFS[D(4,1)(2,1)] gLALQbcbeeffahfsvas SFS[D(5,2)(2,1)] gLALQbcbeeffahfsjqn m082(0,0) gLALQbcbeeffahfsjqj m037(0,0) gLALQbcbeeffahfsjho SFS[D(4,1)(2,1)] gLALQbcbeeffahfsjhr m019(0,0) gLALQbcbeeffahfsjhn m016(0,0) gLALQbcbeeffahfsjaw m145(0,0) gLALQbcbeeffahfsjas m130(0,0) gLALQbcbeeffahfsrqn m046(0,0) gLALQbcbeeffahfsrqj m082(0,0) gLALQbcbeeffahfsrhr m154(0,0) gLALQbcbeeffahfsrhn m147(0,0) gLALQbcbeeffahfsrav SFS[D(2,1)(2,1)] gLALQbcbeeffahfsraw m043(0,0) gLALQbcbeeffahfsras m069(0,0) gLALQbcbeeffahfrvqn m016(0,0) gLALQbcbeeffahfrvqj m006(0,0) gLALQbcbeeffahfrvho SFS[D(3,1)(2,1)] gLALQbcbeeffahfrvhr m003(0,0) gLALQbcbeeffahfrvhn toroidal gLALQbcbeeffahfrvaw m019(0,0) gLALQbcbeeffahfrvas m011(0,0) gLALQbcbeeffahfrjqn m118(0,0) gLALQbcbeeffahfrjqj m070(0,0) gLALQbcbeeffahfrjho toroidal gLALQbcbeeffahfrjhr toroidal gLALQbcbeeffahfrjhn toroidal gLALQbcbeeffahfrjaw m119(0,0) gLALQbcbeeffahfrjas m069(0,0) gLALQbcbeeffahfrrqn SFS[D(8,3)(2,1)] gLALQbcbeeffahfrrqj SFS[D(7,3)(2,1)] gLALQbcbeeffahfrrho SFS[D(3,1)(2,1)] gLALQbcbeeffahfrrhr SFS[D(3,1)(2,1)] gLALQbcbeeffahfrrhn reducible gLALQbcbeeffahfrrav SFS[D(2,1)(2,1)] gLALQbcbeeffahfrraw SFS[D(7,2)(2,1)] gLALQbcbeeffahfrras SFS[D(5,1)(2,1)] gLALQbcbeeffahfcvqn m017(0,0) gLALQbcbeeffahfcvqj m016(0,0) gLALQbcbeeffahfcvhr m017(0,0) gLALQbcbeeffahfcvhn m016(0,0) gLALQbcbeeffahfcvaw m016(0,0) gLALQbcbeeffahfcvas m017(0,0) gLALQbcbeeffahfcjqn toroidal gLALQbcbeeffahfcjqj toroidal gLALQbcbeeffahfcjho SFS[D(5,2)(2,1)] gLALQbcbeeffahfcjhr toroidal gLALQbcbeeffahfcjhn SFS[D(5,2)(2,1)] gLALQbcbeeffahfcjav SFS[D(5,2)(2,1)] gLALQbcbeeffahfcjaw toroidal gLALQbcbeeffahfcjas SFS[D(5,2)(2,1)] gLALQbcbeeffahfcrqn m141(0,0) gLALQbcbeeffahfcrqj m180(0,0) gLALQbcbeeffahfcrhr m185(0,0) gLALQbcbeeffahfcrhn m147(0,0) gLALQbcbeeffahfcrav toroidal gLALQbcbeeffahfcraw toroidal gLALQbcbeeffahfcras m011(0,0) gLALQbcbeeffahfwwqn toroidal gLALQbcbeeffahfwwqj toroidal gLALQbcbeeffahfwwdr SFS[D(5,3)(5,2)] gLALQbcbeeffahfwwdn SFS[D(5,3)(4,1)] gLALQbcbeeffahfwwts SFS[D(5,2)(4,1)] gLALQbcbeeffahfwwtw SFS[D(5,2)(5,2)] gLALQbcbeeffahfwwhr toroidal gLALQbcbeeffahfwwhn SFS[D(5,3)(5,2)] gLALQbcbeeffahfwwaw toroidal gLALQbcbeeffahfwwas SFS[D(5,2)(5,2)] gLALQbcbeeffaxfnnlk toroidal gLALQbcbeeffaxfnnlr toroidal gLALQbcbeeffaxfnnxj SFS[D(5,2)(5,2)] gLALQbcbeeffaxfnnxn SFS[D(5,2)(4,1)] gLALQbcbeeffaxfnnpw SFS[D(5,3)(4,1)] gLALQbcbeeffaxfnnpj SFS[D(5,3)(5,2)] gLALQbcbeeffaxfnntk SFS[D(5,2)(5,2)] gLALQbcbeeffaxfnntr SFS[D(5,2)(4,1)] gLALQbcbeeffaxfnnmj toroidal gLALQbcbeeffaxfnnmn SFS[D(5,2)(5,2)] gLALQbcbeeffaxfnnar SFS[D(5,3)(5,2)] gLALQbcbeeffaxfnnak SFS[D(5,3)(4,1)] gLALQbcbeeffaxfnndj toroidal gLALQbcbeeffaxfnndw SFS[D(5,3)(5,2)] gLALQbcbeeffaxfnfxb SFS[D(3,1)(2,1)] gLALQbcbeeffaxfnfmb SFS[D(3,1)(2,1)] gLALQbcbeeffaxfnwaf SFS[D(2,1)(2,1)] gLALQbcbeeffaxfnwdc SFS[D(2,1)(2,1)] gLALQbcbeeffaxfsfaf SFS[D(2,1)(2,1)] gLALQbcbeeffaxfgwxb SFS[D(3,1)(2,1)] gLALQbcbeeffaxfvrdc SFS[D(4,1)(2,1)] gLAPPbcbeeffahfvvaj toroidal gLAPPbcbeeffahfvvaw toroidal gLAMPaccdeffbjjehaf SFS[D(3,1)(2,1)] gLAMPaccdeffnjjehaf toroidal gLAMPaccdeffjjjehaf toroidal gLAMPaccdeffbjjeqag SFS[D(3,1)(2,1)] gLAMPaccdeffjjjeqag toroidal gLAMPaccdeffnjjeqag toroidal gLAMPaccdeffbkkqhaf SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqhaf toroidal gLAMPaccdeffjkkqhaf toroidal gLAMPaccdeffbkkqqag SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqqag toroidal gLAMPaccdeffjkkqqag toroidal gLAMPaccdeffjgglhaf SFS[D(3,1)(2,1)] gLAMPaccdeffjgglqag SFS[D(3,1)(2,1)] gLAPPbcbeeffahfbfac reducible gLALQbcbeeffahffnuo SFS[D(5,2)(2,1)] gLALQbcbeeffahfssdn toroidal gLALQbcbeeffahfssdj toroidal gLALQbcbeeffahfsstr SFS[D(5,3)(4,1)] gLALQbcbeeffahfsstn SFS[D(4,3)(4,1)] gLALQbcbeeffahfssqs SFS[D(4,1)(4,1)] gLALQbcbeeffahfssqw SFS[D(5,2)(4,1)] gLALQbcbeeffahfssan SFS[D(5,3)(4,1)] gLALQbcbeeffahfssaj SFS[D(4,3)(4,1)] gLALQbcbeeffahfssur toroidal gLALQbcbeeffahfssun SFS[D(5,3)(4,1)] gLALQbcbeeffahfssej SFS[D(5,2)(4,1)] gLALQbcbeeffahfssen SFS[D(4,1)(4,1)] gLALQbcbeeffahfssmw toroidal gLALQbcbeeffahfssms SFS[D(5,2)(4,1)] gLALQbcbeeffahfckqv SFS[D(3,1)(2,1)] gLALQbcbeeffahfsbqv SFS[D(3,1)(2,1)] gLALQbcbeeffahfsbmv SFS[D(3,1)(2,1)] gLAPPbcbeeffahfwsaj SFS[D(3,1)(3,1)] gLAPPbcbeeffahfwsaw SFS[D(3,1)(3,2)] gLAMPaccdeffnsbqhaf toroidal gLAMPaccdeffjsbqhaf toroidal gLAMPaccdeffnsbqqag toroidal gLAMPaccdeffjsbqqag toroidal gLAPPbcbeeffahfwrac SFS[D(3,1)(3,2)] gLAPPbcbeeffahfwraj m036(0,0) gLAPPbcbeeffahfwraw m007(0,0) gLAMPaccdeffbgbqhaf SFS[D(5,2)(2,1)] gLAMPaccdeffngbqhaf toroidal gLAMPaccdeffjgbqhaf m016(0,0) gLAMPaccdeffnsjqqag m100(0,0) gLAMPaccdeffjsjqqag m082(0,0) gLAPPbcbeeffahfwcac SFS[D(3,1)(3,1)] gLAPPbcbeeffahfwcaj m033(0,0) gLAPPbcbeeffahfwcaw m036(0,0) gLAMPaccdeffnnbqhaf m170(0,0) gLAMPaccdeffjnbqhaf m180(0,0) gLAMPaccdeffnsnqqag m052(0,0) gLAMPaccdeffjsnqqag m118(0,0) gLAPPbcbeeffahfcsac SFS[D(3,1)(3,2)] gLAPPbcbeeffahfcsaj m007(0,0) gLAPPbcbeeffahfcsaw m010(0,0) gLAMPaccdeffbsnqhaf SFS[D(2,1)(2,1)] gLAMPaccdeffnsnqhaf m026(0,0) gLAMPaccdeffjsnqhaf m070(0,0) gLAMPaccdeffnnbqqag m116(0,0) gLAMPaccdeffjnbqqag m141(0,0) gLAPPbcbeeffahfcrac SFS[D(3,1)(3,1)] gLAPPbcbeeffahfcraj m033(0,0) gLAPPbcbeeffahfcraw m010(0,0) gLAMPaccdeffbgnqhaf toroidal gLAMPaccdeffngnqhaf SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqhaf m006(0,0) gLAMPaccdeffnnjqqag m054(0,0) gLAMPaccdeffjnjqqag m046(0,0) gLAPPbcbeeffahfccac reducible gLAPPbcbeeffahfccaj toroidal gLAPPbcbeeffahfccaw toroidal gLAMPaccdeffbnnqhaf SFS[D(2,1)(2,1)] gLAMPaccdeffnnnqhaf toroidal gLAMPaccdeffjnnqhaf SFS[D(7,3)(2,1)] gLAMPaccdeffnnnqqag toroidal gLAMPaccdeffjnnqqag SFS[D(8,3)(2,1)] gLAPPbcbeeffahfjsac SFS[D(3,1)(3,1)] gLAPPbcbeeffahfjsaj toroidal gLAPPbcbeeffahfjsaw m007(0,0) gLAMPaccdeffnsjqhaf m030(0,0) gLAMPaccdeffjsjqhaf m037(0,0) gLAMPaccdeffbgbqqag SFS[D(4,1)(2,1)] gLAMPaccdeffngbqqag m003(0,0) gLAMPaccdeffjgbqqag m017(0,0) gLAPPbcbeeffahfjrac reducible gLAPPbcbeeffahfjraj SFS[D(3,1)(3,1)] gLAPPbcbeeffahfjraw SFS[D(3,1)(3,2)] gLAMPaccdeffngjqhaf SFS[D(3,1)(2,1)] gLAMPaccdeffngjqqag SFS[D(3,1)(2,1)] gLAPPbcbeeffahfjcac SFS[D(3,1)(3,2)] gLAPPbcbeeffahfjcaj m007(0,0) gLAPPbcbeeffahfjcaw m036(0,0) gLAMPaccdeffnnjqhaf m100(0,0) gLAMPaccdeffjnjqhaf m082(0,0) gLAMPaccdeffbgnqqag SFS[D(5,2)(2,1)] gLAMPaccdeffngnqqag toroidal gLAMPaccdeffjgnqqag m016(0,0) gLALQbcbeeffaxfnbxr SFS[D(3,1)(2,1)] gLALQbcbeeffaxfnbxk SFS[D(3,1)(2,1)] gLALQbcbeeffaxfnbqj toroidal gLALQbcbeeffaxfnbqw toroidal gLALQbcbeeffaxfnbaj toroidal gLALQbcbeeffaxfnban toroidal gLALQbcbeeffaxfnkxf SFS[D(3,1)(2,1)] gLALQbcbeeffaxfnkxr m100(0,0) gLALQbcbeeffaxfnkxk m030(0,0) gLALQbcbeeffaxfnkqc SFS[D(5,2)(2,1)] gLALQbcbeeffaxfnkqj m011(0,0) gLALQbcbeeffaxfnkqw m017(0,0) gLALQbcbeeffaxfnkaj m159(0,0) gLALQbcbeeffaxfnkan m145(0,0) gLALQbcbeeffaxfnsxf SFS[D(3,1)(2,1)] gLALQbcbeeffaxfnsxr m054(0,0) gLALQbcbeeffaxfnsxk m100(0,0) gLALQbcbeeffaxfnsqj m178(0,0) gLALQbcbeeffaxfnsqw m185(0,0) gLALQbcbeeffaxfnsaj m060(0,0) gLALQbcbeeffaxfnsan m119(0,0) gLALQbcbeeffaxfsbxf SFS[D(3,1)(2,1)] gLALQbcbeeffaxfsbxr toroidal gLALQbcbeeffaxfsbxk SFS[D(3,1)(2,1)] gLALQbcbeeffaxfsbqc SFS[D(3,1)(2,1)] gLALQbcbeeffaxfsbqj SFS[D(3,1)(2,1)] gLALQbcbeeffaxfsbqw toroidal gLALQbcbeeffaxfsbaj toroidal gLALQbcbeeffaxfsban toroidal gLALQbcbeeffaxfskxf SFS[D(3,1)(2,1)] gLALQbcbeeffaxfskxr m052(0,0) gLALQbcbeeffaxfskxk m026(0,0) gLALQbcbeeffaxfskqc toroidal gLALQbcbeeffaxfskqj SFS[D(3,1)(2,1)] gLALQbcbeeffaxfskqw m003(0,0) gLALQbcbeeffaxfskaj m060(0,0) gLALQbcbeeffaxfskan m043(0,0) gLALQbcbeeffaxfssxf reducible gLALQbcbeeffaxfssxr toroidal gLALQbcbeeffaxfssxk toroidal gLALQbcbeeffaxfssqc SFS[D(3,1)(2,1)] gLALQbcbeeffaxfssqj toroidal gLALQbcbeeffaxfssqw SFS[D(3,1)(2,1)] gLALQbcbeeffaxfssaj toroidal gLALQbcbeeffaxfssan SFS[D(7,2)(2,1)] gLALQbcbeeffaxfgbxf SFS[D(3,1)(2,1)] gLALQbcbeeffaxfgbxr m003(0,0) gLALQbcbeeffaxfgbxk toroidal gLALQbcbeeffaxfgbqj m011(0,0) gLALQbcbeeffaxfgbqw m019(0,0) gLALQbcbeeffaxfgbaj m006(0,0) gLALQbcbeeffaxfgban m016(0,0) gLALQbcbeeffaxfgkxf reducible gLALQbcbeeffaxfgkxr toroidal gLALQbcbeeffaxfgkxk toroidal gLALQbcbeeffaxfgkqc SFS[D(4,1)(2,1)] gLALQbcbeeffaxfgkqj toroidal gLALQbcbeeffaxfgkqw SFS[D(4,1)(2,1)] gLALQbcbeeffaxfgkab SFS[D(4,1)(2,1)] gLALQbcbeeffaxfgkaj toroidal gLALQbcbeeffaxfgkan SFS[D(4,1)(2,1)] gLALQbcbeeffaxfgsxf SFS[D(3,1)(2,1)] gLALQbcbeeffaxfgsxr m116(0,0) gLALQbcbeeffaxfgsxk m170(0,0) gLALQbcbeeffaxfgsqj m178(0,0) gLALQbcbeeffaxfgsqw m154(0,0) gLALQbcbeeffaxfgsab SFS[D(5,2)(2,1)] gLALQbcbeeffaxfgsaj toroidal gLALQbcbeeffaxfgsan m019(0,0) gLALQbcbeeffaxfjjxr toroidal gLALQbcbeeffaxfjjxk toroidal gLALQbcbeeffaxfjjif SFS[D(2,1)(2,1)] gLALQbcbeeffaxfjjir toroidal gLALQbcbeeffaxfjjik toroidal gLALQbcbeeffaxfjjdf SFS[D(2,1)(2,1)] gLALQbcbeeffaxfjjdr toroidal gLALQbcbeeffaxfjjdk toroidal gLALQbcbeeffaxfjjqc SFS[D(2,1)(2,1)] gLALQbcbeeffaxfjjqj toroidal gLALQbcbeeffaxfjjqw toroidal gLALQbcbeeffaxfjjab SFS[D(2,1)(2,1)] gLALQbcbeeffaxfjjaj toroidal gLALQbcbeeffaxfjjan toroidal gLALQbcbeeffaxfjjew SFS[D(2,1)(2,1)] gLALQbcbeeffaxfjjej SFS[D(2,1)(2,1)] gLALQbcbeeffaxfcrxf reducible gLALQbcbeeffahfvvtj SFS[D(3,1)(2,1)] gLALQbcbeeffahfvvtn SFS[D(3,1)(2,1)] gLALQbcbeeffahfvviw SFS[D(2,1)(2,1)] gLALQbcbeeffahfvver SFS[D(2,1)(2,1)] gLALQbcbeeffahffjqo SFS[D(2,1)(2,1)] gLALQbcbeeffahfgvqo SFS[D(2,1)(2,1)] gLALQbcbeeffahfgveo SFS[D(2,1)(2,1)] gLALQbcbeeffahfokiv SFS[D(5,2)(2,1)] gLALQbcbeeffahfkbeo SFS[D(4,1)(2,1)] gLALQbcbeeffaufvvtn SFS[D(3,1)(2,1)] gLALQbcbeeffaufvvtj SFS[D(3,1)(2,1)] gLALQbcbeeffaufvver SFS[D(2,1)(2,1)] gLALQbcbeeffaufvviw SFS[D(2,1)(2,1)] gLALQbcbeeffaufgrhb SFS[D(2,1)(2,1)] gLALQbcbeeffauffvhb SFS[D(2,1)(2,1)] gLALQbcbeeffauffviv SFS[D(2,1)(2,1)] gLALQbcbeeffaufkbeo SFS[D(5,2)(2,1)] gLALQbcbeeffaufokiv SFS[D(4,1)(2,1)] gLALQbcbeeffaufssdn toroidal gLALQbcbeeffaufssdj toroidal gLALQbcbeeffaufssan SFS[D(5,3)(5,2)] gLALQbcbeeffaufssaj SFS[D(5,3)(4,1)] gLALQbcbeeffaufssen SFS[D(5,2)(4,1)] gLALQbcbeeffaufssej SFS[D(5,2)(5,2)] gLALQbcbeeffaufsstr SFS[D(5,3)(5,2)] gLALQbcbeeffaufsstn SFS[D(5,3)(4,1)] gLALQbcbeeffaufssur toroidal gLALQbcbeeffaufssun SFS[D(5,3)(5,2)] gLALQbcbeeffaufssqw SFS[D(5,2)(5,2)] gLALQbcbeeffaufssqs SFS[D(5,2)(4,1)] gLALQbcbeeffaufssmw toroidal gLALQbcbeeffaufssms SFS[D(5,2)(5,2)] gLALQbcbeeffaufskab SFS[D(2,1)(2,1)] gLALQbcbeeffaufskuo SFS[D(2,1)(2,1)] gLALQbcbeeffaufsbqv SFS[D(3,1)(2,1)] gLALQbcbeeffaufsbmv SFS[D(3,1)(2,1)] gLALQbcbeeffaufckqv SFS[D(3,1)(2,1)] gLALQbcbeeffaufrbab SFS[D(2,1)(2,1)] gLALQbcbeeffamfonxj SFS[D(3,1)(2,1)] gLALQbcbeeffamfonxn SFS[D(3,1)(2,1)] gLALQbcbeeffamfonhw toroidal gLALQbcbeeffamfonhs toroidal gLALQbcbeeffamfonar toroidal gLALQbcbeeffamfonan toroidal gLALQbcbeeffamfknxb SFS[D(3,1)(2,1)] gLALQbcbeeffamfknxj m100(0,0) gLALQbcbeeffamfknxn m030(0,0) gLALQbcbeeffamfknhv SFS[D(5,2)(2,1)] gLALQbcbeeffamfknhw m011(0,0) gLALQbcbeeffamfknhs m017(0,0) gLALQbcbeeffamfknar m159(0,0) gLALQbcbeeffamfknan m145(0,0) gLALQbcbeeffamfwnxb SFS[D(3,1)(2,1)] gLALQbcbeeffamfwnxj m054(0,0) gLALQbcbeeffamfwnxn m100(0,0) gLALQbcbeeffamfwnhw m178(0,0) gLALQbcbeeffamfwnhs m185(0,0) gLALQbcbeeffamfwnar m060(0,0) gLALQbcbeeffamfwnan m119(0,0) gLALQbcbeeffamfowxb SFS[D(3,1)(2,1)] gLALQbcbeeffamfowxj toroidal gLALQbcbeeffamfowxn SFS[D(3,1)(2,1)] gLALQbcbeeffamfowhv SFS[D(3,1)(2,1)] gLALQbcbeeffamfowhw SFS[D(3,1)(2,1)] gLALQbcbeeffamfowhs toroidal gLALQbcbeeffamfowar toroidal gLALQbcbeeffamfowan toroidal gLALQbcbeeffamfkwxb SFS[D(3,1)(2,1)] gLALQbcbeeffamfkwxj m052(0,0) gLALQbcbeeffamfkwxn m026(0,0) gLALQbcbeeffamfkwhv toroidal gLALQbcbeeffamfkwhw SFS[D(3,1)(2,1)] gLALQbcbeeffamfkwhs m003(0,0) gLALQbcbeeffamfkwar m060(0,0) gLALQbcbeeffamfkwan m043(0,0) gLALQbcbeeffamfwwxb reducible gLALQbcbeeffamfwwxj toroidal gLALQbcbeeffamfwwxn toroidal gLALQbcbeeffamfwwhv SFS[D(3,1)(2,1)] gLALQbcbeeffamfwwhw toroidal gLALQbcbeeffamfwwhs SFS[D(3,1)(2,1)] gLALQbcbeeffamfwwar toroidal gLALQbcbeeffamfwwan SFS[D(7,2)(2,1)] gLALQbcbeeffamfofxb SFS[D(3,1)(2,1)] gLALQbcbeeffamfofxj m003(0,0) gLALQbcbeeffamfofxn toroidal gLALQbcbeeffamfofhw m011(0,0) gLALQbcbeeffamfofhs m019(0,0) gLALQbcbeeffamfofar m006(0,0) gLALQbcbeeffamfofan m016(0,0) gLALQbcbeeffamfkfxb reducible gLALQbcbeeffamfkfxj toroidal gLALQbcbeeffamfkfxn toroidal gLALQbcbeeffamfkfhv SFS[D(4,1)(2,1)] gLALQbcbeeffamfkfhw toroidal gLALQbcbeeffamfkfhs SFS[D(4,1)(2,1)] gLALQbcbeeffamfkfao SFS[D(4,1)(2,1)] gLALQbcbeeffamfkfar toroidal gLALQbcbeeffamfkfan SFS[D(4,1)(2,1)] gLALQbcbeeffamfwfxb SFS[D(3,1)(2,1)] gLALQbcbeeffamfwfxj m116(0,0) gLALQbcbeeffamfwfxn m170(0,0) gLALQbcbeeffamfwfhw m178(0,0) gLALQbcbeeffamfwfhs m154(0,0) gLALQbcbeeffamfwfao SFS[D(5,2)(2,1)] gLALQbcbeeffamfwfar toroidal gLALQbcbeeffamfwfan m019(0,0) gLALQbcbeeffamfrrxj toroidal gLALQbcbeeffamfrrxn toroidal gLALQbcbeeffamfrrev SFS[D(2,1)(2,1)] gLALQbcbeeffamfrrew toroidal gLALQbcbeeffamfrres toroidal gLALQbcbeeffamfrrmo SFS[D(2,1)(2,1)] gLALQbcbeeffamfrrmn toroidal gLALQbcbeeffamfrrmr toroidal gLALQbcbeeffamfrrlb SFS[D(2,1)(2,1)] gLALQbcbeeffamfrrlj toroidal gLALQbcbeeffamfrrln toroidal gLALQbcbeeffamfrrhv SFS[D(2,1)(2,1)] gLALQbcbeeffamfrrhw toroidal gLALQbcbeeffamfrrhs toroidal gLALQbcbeeffamfrrin SFS[D(2,1)(2,1)] gLALQbcbeeffamfrrir SFS[D(2,1)(2,1)] gLALQbcbeeffamfrrpb SFS[D(2,1)(2,1)] gLALQbcbeeffamfrrpn toroidal gLALQbcbeeffamfrrpj toroidal gLALQbcbeeffamfrrao SFS[D(2,1)(2,1)] gLALQbcbeeffamfrrar toroidal gLALQbcbeeffamfrran toroidal gLALQbcbeeffamfrrus SFS[D(2,1)(2,1)] gLALQbcbeeffamfrruw SFS[D(2,1)(2,1)] gLALQbcbeeffamfcjxb reducible gLALQbcbeeffamfsvxb reducible gLALQbcbeeffauffnuo SFS[D(4,1)(2,1)] gLAPPbcbeeffamfrrdw toroidal gLAPPbcbeeffamfrrdj toroidal gLAMPaccdeffnjjqeav SFS[D(5,2)(4,1)] gLAMPaccdeffjjjqeav SFS[D(4,1)(4,1)] gLAMPaccdeffjjjldav SFS[D(4,3)(4,1)] gLAMPaccdeffnjjldav SFS[D(5,3)(4,1)] gLAMPaccdeffnjjdlac SFS[D(5,2)(4,1)] gLAMPaccdeffjjjdlac SFS[D(4,1)(4,1)] gLAMPaccdeffnkkilac toroidal gLAMPaccdeffjkkilac SFS[D(5,2)(4,1)] gLAMPaccdeffnjjauag SFS[D(5,3)(4,1)] gLAMPaccdeffjjjauag SFS[D(4,3)(4,1)] gLAMPaccdeffnkkedav toroidal gLAMPaccdeffjkkedav SFS[D(5,3)(4,1)] gLAMPaccdeffbjnqeav SFS[D(3,1)(2,1)] gLAMPaccdeffbkwleav SFS[D(3,1)(2,1)] gLAMPaccdeffbwbqeav SFS[D(3,1)(2,1)] gLAMPaccdeffbgnedav SFS[D(5,2)(2,1)] gLAPPbcbeeffapfbbaj toroidal gLAPPbcbeeffapfbbak toroidal gLAMPaccdeffbjjepaf SFS[D(3,1)(2,1)] gLAMPaccdeffnjjepaf toroidal gLAMPaccdeffjjjepaf toroidal gLAMPaccdeffbjjetac SFS[D(3,1)(2,1)] gLAMPaccdeffjjjetac toroidal gLAMPaccdeffnjjetac toroidal gLAMPaccdeffbjjelac SFS[D(3,1)(2,1)] gLAMPaccdeffnjjelac toroidal gLAMPaccdeffjjjelac toroidal gLAMPaccdeffbkkqlac SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqlac toroidal gLAMPaccdeffjkkqlac toroidal gLAMPaccdeffjggltac SFS[D(3,1)(2,1)] gLAMPaccdeffjggllac SFS[D(3,1)(2,1)] gLAMPaccdeffbjjeuag SFS[D(3,1)(2,1)] gLAMPaccdeffnjjeuag toroidal gLAMPaccdeffjjjeuag toroidal gLAMPaccdeffbkkqtac SFS[D(3,1)(2,1)] gLAMPaccdeffnkkqtac toroidal gLAMPaccdeffjkkqtac toroidal gLAMPaccdeffjgglpaf SFS[D(3,1)(2,1)] gLAMPaccdeffjggluag SFS[D(3,1)(2,1)] gLAPPbcbeeffapffvag reducible gLAPPbcbeeffapfcoag reducible gLALQbcbeeffamfscpv SFS[D(4,1)(2,1)] gLALQbcbeeffamfnnej toroidal gLALQbcbeeffamfnnen toroidal gLALQbcbeeffamfnnmw SFS[D(5,3)(5,2)] gLALQbcbeeffamfnnms SFS[D(5,3)(4,1)] gLALQbcbeeffamfnnxn SFS[D(5,2)(4,1)] gLALQbcbeeffamfnnxr SFS[D(5,2)(5,2)] gLALQbcbeeffamfnnaj SFS[D(5,3)(5,2)] gLALQbcbeeffamfnnan SFS[D(5,3)(4,1)] gLALQbcbeeffamfnnpw toroidal gLALQbcbeeffamfnnps SFS[D(5,3)(5,2)] gLALQbcbeeffamfnndn SFS[D(5,2)(5,2)] gLALQbcbeeffamfnndj SFS[D(5,2)(4,1)] gLALQbcbeeffamfnntr toroidal gLALQbcbeeffamfnntn SFS[D(5,2)(5,2)] gLALQbcbeeffamfjnab SFS[D(2,1)(2,1)] gLALQbcbeeffamfjnpv SFS[D(2,1)(2,1)] gLALQbcbeeffamfjfxo SFS[D(3,1)(2,1)] gLALQbcbeeffamfbnxo SFS[D(3,1)(2,1)] gLALQbcbeeffamfbnto SFS[D(3,1)(2,1)] gLALQbcbeeffamfbwab SFS[D(2,1)(2,1)] gLAPPbcbeeffapfjnaj SFS[D(3,1)(3,2)] gLAPPbcbeeffapfjnak SFS[D(3,1)(3,1)] gLAMPaccdeffnsbqlac toroidal gLAMPaccdeffjsbqlac toroidal gLAMPaccdeffnsbqtac toroidal gLAMPaccdeffjsbqtac toroidal gLAPPbcbeeffapfknag SFS[D(3,1)(3,1)] gLAPPbcbeeffapfknaj m007(0,0) gLAPPbcbeeffapfknak toroidal gLAMPaccdeffbgbqlac SFS[D(4,1)(2,1)] gLAMPaccdeffngbqlac m003(0,0) gLAMPaccdeffjgbqlac m017(0,0) gLAMPaccdeffnsjqtac m030(0,0) gLAMPaccdeffjsjqtac m037(0,0) gLAPPbcbeeffapfgnag SFS[D(3,1)(3,2)] gLAPPbcbeeffapfgnaj m010(0,0) gLAPPbcbeeffapfgnak m007(0,0) gLAMPaccdeffnnbqlac m116(0,0) gLAMPaccdeffjnbqlac m141(0,0) gLAMPaccdeffbsnqtac SFS[D(2,1)(2,1)] gLAMPaccdeffnsnqtac m026(0,0) gLAMPaccdeffjsnqtac m070(0,0) gLAPPbcbeeffapfjgag SFS[D(3,1)(3,1)] gLAPPbcbeeffapfjgaj m036(0,0) gLAPPbcbeeffapfjgak m033(0,0) gLAMPaccdeffnsnqlac m052(0,0) gLAMPaccdeffjsnqlac m118(0,0) gLAMPaccdeffnnbqtac m170(0,0) gLAMPaccdeffjnbqtac m180(0,0) gLAPPbcbeeffapfkgag SFS[D(3,1)(3,2)] gLAPPbcbeeffapfkgaj m036(0,0) gLAPPbcbeeffapfkgak m007(0,0) gLAMPaccdeffbgnqlac SFS[D(5,2)(2,1)] gLAMPaccdeffngnqlac toroidal gLAMPaccdeffjgnqlac m016(0,0) gLAMPaccdeffnnjqtac m100(0,0) gLAMPaccdeffjnjqtac m082(0,0) gLAPPbcbeeffapfggag reducible gLAPPbcbeeffapfggaj toroidal gLAPPbcbeeffapfggak toroidal gLAMPaccdeffnnnqlac toroidal gLAMPaccdeffjnnqlac SFS[D(8,3)(2,1)] gLAMPaccdeffbnnqtac SFS[D(2,1)(2,1)] gLAMPaccdeffnnnqtac toroidal gLAMPaccdeffjnnqtac SFS[D(7,3)(2,1)] gLAPPbcbeeffapfjsag SFS[D(3,1)(3,2)] gLAPPbcbeeffapfjsaj m007(0,0) gLAPPbcbeeffapfjsak m036(0,0) gLAMPaccdeffnsjqlac m100(0,0) gLAMPaccdeffjsjqlac m082(0,0) gLAMPaccdeffbgbqtac SFS[D(5,2)(2,1)] gLAMPaccdeffngbqtac toroidal gLAMPaccdeffjgbqtac m016(0,0) gLAPPbcbeeffapfksag reducible gLAPPbcbeeffapfksaj SFS[D(3,1)(3,2)] gLAPPbcbeeffapfksak SFS[D(3,1)(3,1)] gLAMPaccdeffngjqlac SFS[D(3,1)(2,1)] gLAMPaccdeffngjqtac SFS[D(3,1)(2,1)] gLAPPbcbeeffapfgsag SFS[D(3,1)(3,1)] gLAPPbcbeeffapfgsaj m010(0,0) gLAPPbcbeeffapfgsak m033(0,0) gLAMPaccdeffnnjqlac m054(0,0) gLAMPaccdeffjnjqlac m046(0,0) gLAMPaccdeffbgnqtac toroidal gLAMPaccdeffngnqtac SFS[D(3,1)(2,1)] gLAMPaccdeffjgnqtac m006(0,0) gLALQbcbeeffaifonhw SFS[D(4,1)(2,1)] gLALQbcbeeffaifonhs SFS[D(5,2)(2,1)] gLALQbcbeeffaifonar SFS[D(4,1)(2,1)] gLALQbcbeeffaifonan SFS[D(5,2)(2,1)] gLALQbcbeeffaifknxj m082(0,0) gLALQbcbeeffaifknxn m037(0,0) gLALQbcbeeffaifknhv SFS[D(4,1)(2,1)] gLALQbcbeeffaifknhw m019(0,0) gLALQbcbeeffaifknhs m016(0,0) gLALQbcbeeffaifknar m145(0,0) gLALQbcbeeffaifknan m130(0,0) gLALQbcbeeffaifwnxj m046(0,0) gLALQbcbeeffaifwnxn m082(0,0) gLALQbcbeeffaifwnhw m154(0,0) gLALQbcbeeffaifwnhs m147(0,0) gLALQbcbeeffaifwnao SFS[D(2,1)(2,1)] gLALQbcbeeffaifwnar m043(0,0) gLALQbcbeeffaifwnan m069(0,0) gLALQbcbeeffaifowxj m016(0,0) gLALQbcbeeffaifowxn m006(0,0) gLALQbcbeeffaifowhv SFS[D(3,1)(2,1)] gLALQbcbeeffaifowhw m003(0,0) gLALQbcbeeffaifowhs toroidal gLALQbcbeeffaifowar m019(0,0) gLALQbcbeeffaifowan m011(0,0) gLALQbcbeeffaifkwxj m118(0,0) gLALQbcbeeffaifkwxn m070(0,0) gLALQbcbeeffaifkwhv toroidal gLALQbcbeeffaifkwhw toroidal gLALQbcbeeffaifkwhs toroidal gLALQbcbeeffaifkwar m119(0,0) gLALQbcbeeffaifkwan m069(0,0) gLALQbcbeeffaifwwxj SFS[D(8,3)(2,1)] gLALQbcbeeffaifwwxn SFS[D(7,3)(2,1)] gLALQbcbeeffaifwwhv SFS[D(3,1)(2,1)] gLALQbcbeeffaifwwhw SFS[D(3,1)(2,1)] gLALQbcbeeffaifwwhs reducible gLALQbcbeeffaifwwao SFS[D(2,1)(2,1)] gLALQbcbeeffaifwwar SFS[D(7,2)(2,1)] gLALQbcbeeffaifwwan SFS[D(5,1)(2,1)] gLALQbcbeeffaifofxj m017(0,0) gLALQbcbeeffaifofxn m016(0,0) gLALQbcbeeffaifofhw m017(0,0) gLALQbcbeeffaifofhs m016(0,0) gLALQbcbeeffaifofar m016(0,0) gLALQbcbeeffaifofan m017(0,0) gLALQbcbeeffaifkfxj toroidal gLALQbcbeeffaifkfxn toroidal gLALQbcbeeffaifkfhv SFS[D(5,2)(2,1)] gLALQbcbeeffaifkfhw toroidal gLALQbcbeeffaifkfhs SFS[D(5,2)(2,1)] gLALQbcbeeffaifkfao SFS[D(5,2)(2,1)] gLALQbcbeeffaifkfar toroidal gLALQbcbeeffaifkfan SFS[D(5,2)(2,1)] gLALQbcbeeffaifwfxj m141(0,0) gLALQbcbeeffaifwfxn m180(0,0) gLALQbcbeeffaifwfhw m185(0,0) gLALQbcbeeffaifwfhs m147(0,0) gLALQbcbeeffaifwfao toroidal gLALQbcbeeffaifwfar toroidal gLALQbcbeeffaifwfan m011(0,0) gLALQbcbeeffaifrrxj toroidal gLALQbcbeeffaifrrxn toroidal gLALQbcbeeffaifrrlj SFS[D(5,3)(5,2)] gLALQbcbeeffaifrrln SFS[D(5,3)(4,1)] gLALQbcbeeffaifrrpj SFS[D(5,2)(4,1)] gLALQbcbeeffaifrrpn SFS[D(5,2)(5,2)] gLALQbcbeeffaifrrew SFS[D(5,3)(5,2)] gLALQbcbeeffaifrres SFS[D(5,3)(4,1)] gLALQbcbeeffaifrrhw toroidal gLALQbcbeeffaifrrhs SFS[D(5,3)(5,2)] gLALQbcbeeffaifrrmr SFS[D(5,2)(5,2)] gLALQbcbeeffaifrrmn SFS[D(5,2)(4,1)] gLALQbcbeeffaifrrar toroidal gLALQbcbeeffaifrran SFS[D(5,2)(5,2)] gLALQbcbeeffaifscpv SFS[D(5,2)(2,1)] gLALQbcbeeffaifoomj SFS[D(3,1)(2,1)] gLALQbcbeeffaifoomn SFS[D(3,1)(2,1)] gLALQbcbeeffaifoodw SFS[D(2,1)(2,1)] gLALQbcbeeffaifoolr SFS[D(2,1)(2,1)] gLALQbcbeeffaifogxv SFS[D(2,1)(2,1)] gLALQbcbeeffaifogdv SFS[D(2,1)(2,1)] gLALQbcbeeffaifkcxv SFS[D(2,1)(2,1)] gLALQbcbeeffaifbjdv SFS[D(4,1)(2,1)] gLALQbcbeeffaifjvlo SFS[D(5,2)(2,1)] gLALQbcbeeffaifnnej toroidal gLALQbcbeeffaifnnen toroidal gLALQbcbeeffaifnnaj SFS[D(5,3)(4,1)] gLALQbcbeeffaifnnan SFS[D(4,3)(4,1)] gLALQbcbeeffaifnndj SFS[D(4,1)(4,1)] gLALQbcbeeffaifnndn SFS[D(5,2)(4,1)] gLALQbcbeeffaifnnmw SFS[D(5,3)(4,1)] gLALQbcbeeffaifnnms SFS[D(4,3)(4,1)] gLALQbcbeeffaifnnpw toroidal gLALQbcbeeffaifnnps SFS[D(5,3)(4,1)] gLALQbcbeeffaifnnxr SFS[D(5,2)(4,1)] gLALQbcbeeffaifnnxn SFS[D(4,1)(4,1)] gLALQbcbeeffaifnntr toroidal gLALQbcbeeffaifnntn SFS[D(5,2)(4,1)] gLALQbcbeeffaifbnxo SFS[D(3,1)(2,1)] gLALQbcbeeffaifbnto SFS[D(3,1)(2,1)] gLALQbcbeeffaifjfxo SFS[D(3,1)(2,1)] gLAPPcbbeeffaacbvac reducible gLAPPcbbeeffaacbfaj reducible gLAMPaccdeffnfwqaac reducible gLAPPcbbeeffaacbgac reducible gLALQbcbeeffaafsoxo reducible gLALQbcbeeffaafrcxo reducible gLALQbcbeeffaafcgxo reducible gLALQbcbeeffaafcguo reducible gLALQbcbeeffaafnnej SFS[D(3,1)(2,1)] gLALQbcbeeffaafnnen SFS[D(3,1)(2,1)] gLALQbcbeeffaafnnpw SFS[D(2,1)(2,1)] gLALQbcbeeffaafnntr SFS[D(2,1)(2,1)] gLALQbcbeeffaafnwxo reducible gLALQbcbeeffaafnwxn SFS[D(3,1)(2,1)] gLALQbcbeeffaafnwxr SFS[D(3,1)(2,1)] gLALQbcbeeffaafnwaj SFS[D(2,1)(2,1)] gLALQbcbeeffaafnwqs SFS[D(2,1)(2,1)] gLALQbcbeeffaafjfxo reducible gLALQbcbeeffaafjfxn SFS[D(3,1)(2,1)] gLALQbcbeeffaafjfxr SFS[D(3,1)(2,1)] gLALQbcbeeffaafjfaj SFS[D(2,1)(2,1)] gLALQbcbeeffaafjfqs SFS[D(2,1)(2,1)] gLALQbcbeeffaafbnxo reducible gLALQbcbeeffaafbnto reducible gLAPPcbbeeffaacwsaj reducible gLAMPaccdeffnsbqaac reducible gLAPPcbbeeffaacjsac reducible gLAPPcbbeeffaacjsaw SFS[D(3,1)(3,2)] gLAPPcbbeeffaacjsaj SFS[D(3,1)(3,1)] gLAMPaccdeffngbqaac SFS[D(3,1)(2,1)] gLAMPaccdeffnsjqaac SFS[D(3,1)(2,1)] gLAPPcbbeeffaaccsac reducible gLAPPcbbeeffaaccsaw SFS[D(3,1)(3,1)] gLAPPcbbeeffaaccsaj SFS[D(3,1)(3,2)] gLAMPaccdeffnnbqaac SFS[D(3,1)(2,1)] gLAMPaccdeffnsnqaac SFS[D(3,1)(2,1)] gLAPPcbbeeffaacccaj reducible gLAMPaccdeffnnnqaac reducible gLAPPcbbeeffaaccrac reducible gLAPPcbbeeffaaccraw SFS[D(3,1)(3,2)] gLAPPcbbeeffaaccraj SFS[D(3,1)(3,1)] gLAMPaccdeffnnjqaac SFS[D(3,1)(2,1)] gLAMPaccdeffngnqaac SFS[D(3,1)(2,1)] gLALQbcbeeffaafonhw SFS[D(4,1)(2,1)] gLALQbcbeeffaafonhs SFS[D(5,2)(2,1)] gLALQbcbeeffaafonar SFS[D(4,1)(2,1)] gLALQbcbeeffaafonan SFS[D(5,2)(2,1)] gLALQbcbeeffaafowxj SFS[D(5,2)(2,1)] gLALQbcbeeffaafowxn toroidal gLALQbcbeeffaafowew SFS[D(4,1)(2,1)] gLALQbcbeeffaafowes SFS[D(5,2)(2,1)] gLALQbcbeeffaafowhw toroidal gLALQbcbeeffaafowhs toroidal gLALQbcbeeffaafowar SFS[D(5,2)(2,1)] gLALQbcbeeffaafowan toroidal gLALQbcbeeffaafowir SFS[D(4,1)(2,1)] gLALQbcbeeffaafowin SFS[D(5,2)(2,1)] gLALQbcbeeffaafkwxn SFS[D(2,1)(2,1)] gLALQbcbeeffaafkwhw SFS[D(3,1)(2,1)] gLALQbcbeeffaafkwhs SFS[D(3,1)(2,1)] gLALQbcbeeffaafkwan SFS[D(2,1)(2,1)] gLALQbcbeeffaafwwxn SFS[D(2,1)(2,1)] gLALQbcbeeffaafwwhw SFS[D(3,1)(2,1)] gLALQbcbeeffaafwwhs SFS[D(3,1)(2,1)] gLALQbcbeeffaafwwan SFS[D(2,1)(2,1)] gLALQbcbeeffaafofxj SFS[D(4,1)(2,1)] gLALQbcbeeffaafofxn SFS[D(5,2)(2,1)] gLALQbcbeeffaafofhw SFS[D(5,2)(2,1)] gLALQbcbeeffaafofhs SFS[D(4,1)(2,1)] gLALQbcbeeffaafrrxj SFS[D(3,1)(2,1)] gLALQbcbeeffaafrrxn SFS[D(3,1)(2,1)] gLALQbcbeeffaafrrhw SFS[D(2,1)(2,1)] gLALQbcbeeffaafrrar SFS[D(2,1)(2,1)] gLALQbcbeeffaafrjmo reducible gLALQbcbeeffaafrjmn SFS[D(3,1)(2,1)] gLALQbcbeeffaafrjmr SFS[D(3,1)(2,1)] gLALQbcbeeffaafrjlj SFS[D(2,1)(2,1)] gLALQbcbeeffaafrjus SFS[D(2,1)(2,1)] gLALQbcbeeffaafjrtb reducible gLALQbcbfeffmajaoum SFS[D(3,1)(2,1)] gLALQbcbfeffmajhomm SFS[D(3,1)(2,1)] gLALQbcbefffmanjhum toroidal gLALQbcbefffmanjamm SFS[D(3,1)(2,1)] gLALQbcbefffmajjhum toroidal gLALQbcbefffmajjamm SFS[D(3,1)(2,1)] gLALQbcbefffmajoamu SFS[D(3,1)(2,1)] gLALQbcbefffmajohmm SFS[D(3,1)(2,1)] gLALQbcbefffhejfaad SFS[D(2,1)(2,1)] gLALQbcbefffhejgimm SFS[D(4,1)(2,1)] gLALQbcbefffhejgmmm toroidal gLALQbcbefffhejgamm SFS[D(4,1)(2,1)] gLALQbcbefffhejoaii SFS[D(4,1)(2,1)] gLALQbcbfeffhejavmp SFS[D(4,1)(2,1)] gLALQbcbfeffhejavli SFS[D(4,1)(2,1)] gLALQbcbefffxejoaii SFS[D(4,1)(2,1)] gLALQbcbefffxejfaad SFS[D(2,1)(2,1)] gLALQbcbefffxejgimm SFS[D(4,1)(2,1)] gLALQbcbefffxejgmmm toroidal gLALQbcbefffxejgamm SFS[D(4,1)(2,1)] gLALQbcbefffhxjbaha SFS[D(7,3)(2,1)] gLALQbcbefffhxjbhhh SFS[D(7,3)(2,1)] gLALQbcbefffhxjvqul SFS[D(11,4)(3,1)] gLALQbcbefffhxjvala SFS[D(7,3)(2,1)] gLALQbcbefffhxjvaia SFS[D(2,1)(2,1)] gLALQbcbefffhxjvaha toroidal gLALQbcbefffhxjvhhh SFS[D(5,1)(2,1)] gLALQbcbefffhxjottt SFS[D(5,1)(2,1)] gLALQbcbefffhxjoaha SFS[D(2,1)(2,1)] gLALQbcbefffhxjohhh toroidal gLALQbcbefffhxjohum SFS[D(10,3)(3,1)] gLALQbcbefffhxjommm SFS[D(7,3)(2,1)] gLALQbcbefffhxjjahx SFS[D(4,1)(2,1)] gLALQbcbefffhxjjqxx SFS[D(4,1)(2,1)] gLALQbcbefffhxjwahx SFS[D(13,3)(2,1)] gLALQbcbefffhxjwqxx toroidal gLALQbcbefffhxjwdxx SFS[D(4,1)(2,1)] gLALQbcbefffhxjwtxx SFS[D(17,7)(2,1)] gLALQbcbefffhxjchie SFS[D(11,7)(3,1)] gLALQbcbefffhxjcalx SFS[D(13,3)(2,1)] gLALQbcbefffhxjcaix SFS[D(4,1)(2,1)] gLALQbcbefffhxjcahx toroidal gLALQbcbefffhxjcqxx SFS[D(17,7)(2,1)] gLALQbcbefffhxjntqt s025(0,0) gLALQbcbefffhxjnhah m066(0,0) gLALQbcbefffhxjnqxh s031(0,0) gLALQbcbefffhxjntxp s061(0,0) gLALQbcbefffhxjghah toroidal gLALQbcbefffhxjgqxh s159(0,0) gLALQbcbefffhxjshah m179(0,0) gLALQbcbefffhxjsqxh toroidal gLALQbcbfeffhxjxbhq m094(0,0) gLALQbcbfeffhxjlbma m062(0,0) gLALQbcbfeffhxjqbhx m074(0,0) gLALQbcbfeffhxjlblx m030(0,0) gLALQbcbfeffhxjxkhq toroidal gLALQbcbfeffhxjqkhx s182(0,0) gLALQbcbfeffhxjxshq s187(0,0) gLALQbcbfeffhxjqshx toroidal gLALQbcbefffxhjseeh s012(0,0) gLALQbcbefffxhjsxxa m046(0,0) gLALQbcbefffxhjshxq s034(0,0) gLALQbcbefffxhjsetq s057(0,0) gLALQbcbefffxhjcxxa toroidal gLALQbcbefffxhjchxq s177(0,0) gLALQbcbefffxhjrxxa m191(0,0) gLALQbcbefffxhjrhxq toroidal gLALQbcbefffxhjwhqq SFS[D(3,1)(2,1)] gLALQbcbefffxhjwaxq SFS[D(3,1)(2,1)] gLALQbcbefffxhjohqq SFS[D(18,7)(2,1)] gLALQbcbefffxhjoadq SFS[D(15,4)(2,1)] gLALQbcbefffxhjoaiq SFS[D(3,1)(2,1)] gLALQbcbefffxhjoaxq toroidal gLALQbcbefffxhjoxip SFS[D(10,7)(3,1)] gLALQbcbefffxhjkhqq toroidal gLALQbcbefffxhjkeqq SFS[D(18,11)(2,1)] gLALQbcbefffxhjkuqq SFS[D(3,1)(2,1)] gLALQbcbefffxhjkaxq SFS[D(15,4)(2,1)] gLALQbcbefffhpjvall SFS[D(3,1)(2,1)] gLALQbcbefffhpjvala toroidal gLALQbcbefffhpjvalt SFS[D(3,1)(2,1)] gLALQbcbefffhpjommm SFS[D(5,1)(2,1)] gLALQbcbefffxijbadd SFS[D(3,1)(2,1)] gLALQbcbefffhmjoatu SFS[D(3,1)(2,1)] gLALQbcbefffhmjoail SFS[D(3,1)(2,1)] gLALQbcbefffxijcaee SFS[D(3,1)(2,1)] gLALQbcbefffxujfadd SFS[D(3,1)(2,1)] gLALQbcbefffxujfaad toroidal gLALQbcbefffxujfaed SFS[D(3,1)(2,1)] gLALQbcbefffxujgmmm SFS[D(5,1)(2,1)] gLALQbcbfeffhajqoqq SFS[D(2,1)(2,1)] gLALQbcbfeffhajaoaq SFS[D(2,1)(2,1)] gLALQbcbfeffhajqgti SFS[D(5,3)(3,1)] gLALQbcbfeffhajtgtt SFS[D(2,1)(2,1)] gLALQbcbfeffhajdgdd SFS[D(5,1)(2,1)] gLALQbcbfeffhajqgqq SFS[D(7,2)(2,1)] gLALQbcbfeffhajagaq SFS[D(7,3)(2,1)] gLALQbcbfeffhajacal SFS[D(7,3)(2,1)] gLALQbcbfeffhajqcqq SFS[D(5,1)(2,1)] gLALQbcbfeffhajacaq toroidal gLALQbcbfeffhajacae SFS[D(2,1)(2,1)] gLALQbcbefffhajnxqq SFS[D(3,1)(2,1)] gLALQbcbefffhajnaqh SFS[D(3,1)(2,1)] gLALQbcbefffhajjhum SFS[D(4,1)(3,1)] gLALQbcbefffhajjxqq reducible gLALQbcbefffhajjaqh toroidal gLALQbcbefffhajjamh SFS[D(3,1)(2,1)] gLALQbcbefffhajjaph SFS[D(3,1)(2,1)] gLALQbcbefffhajbxud SFS[D(5,2)(3,1)] gLALQbcbefffhajbett reducible gLALQbcbefffhajbmdd SFS[D(3,1)(2,1)] gLALQbcbefffhajbxqq SFS[D(3,1)(2,1)] gLALQbcbefffhajbaqh SFS[D(3,1)(2,1)] gLALQbcbfeffxajdndh m053(0,0) gLALQbcbfeffxajqnqa m029(0,0) gLALQbcbfeffxajhnqx m006(0,0) gLALQbcbfeffxajdnmx m032(0,0) gLALQbcbfeffxajqfqa toroidal gLALQbcbfeffxajhfqx toroidal gLALQbcbfeffxajqwqa m081(0,0) gLALQbcbfeffxajhwqx toroidal gLALQbcbefffhajohqx m035(0,0) gLALQbcbefffhajoeex m045(0,0) gLALQbcbefffhajoxqh toroidal gLALQbcbefffhajoeta m009(0,0) gLALQbcbefffhajwhqx SFS[D(5,2)(3,1)] gLALQbcbefffhajwxqh m011(0,0) gLALQbcbefffhajkhqx m142(0,0) gLALQbcbefffhajkxqh toroidal gLALQbcbfeffhajdndh SFS[D(3,1)(3,1)] gLALQbcbfeffhajqnqa m004(0,0) gLALQbcbfeffhajhnqx m015(0,0) gLALQbcbfeffhajdnmx m007(0,0) gLALQbcbfeffhajqfqa toroidal gLALQbcbfeffhajhfqx m146(0,0) gLALQbcbfeffhajqwqa m117(0,0) gLALQbcbfeffhajhwqx SFS[D(5,3)(3,1)] gLALQbcbefffhajcaqx SFS[D(7,2)(2,1)] gLALQbcbefffhajcexx SFS[D(8,3)(2,1)] gLALQbcbefffhajchxx toroidal gLALQbcbefffhajsaqx toroidal gLALQbcbefffhajsamx SFS[D(7,2)(2,1)] gLALQbcbefffhajshxx SFS[D(8,3)(2,1)] gLALQbcbefffhajsxpi SFS[D(4,3)(3,1)] gLALQbcbefffhhjvxxx SFS[D(5,1)(2,1)] gLALQbcbefffhhjvaax SFS[D(5,1)(2,1)] gLALQbcbefffhhjgxml SFS[D(9,4)(3,1)] gLALQbcbefffhhjgmmm SFS[D(5,1)(2,1)] gLALQbcbefffhhjgeee SFS[D(2,1)(2,1)] gLALQbcbefffhhjgxxx SFS[D(7,2)(2,1)] gLALQbcbefffhhjgaax SFS[D(7,3)(2,1)] gLALQbcbefffhhjfaai SFS[D(7,3)(2,1)] gLALQbcbefffhhjfxxx SFS[D(2,1)(2,1)] gLALQbcbefffhhjfaax toroidal gLALQbcbefffhhjfhdl SFS[D(6,1)(3,1)] gLALQbcbefffhhjfaad SFS[D(5,1)(2,1)] gLALQbcbefffxxjjahx SFS[D(4,1)(2,1)] gLALQbcbefffxxjjqxx SFS[D(4,1)(2,1)] gLALQbcbefffxxjwqpe SFS[D(3,1)(3,2)] gLALQbcbefffxxjwahx SFS[D(7,1)(2,1)] gLALQbcbefffxxjwqxx toroidal gLALQbcbefffxxjwdxx SFS[D(4,1)(2,1)] gLALQbcbefffxxjwtxx SFS[D(11,5)(2,1)] gLALQbcbefffxxjchie SFS[D(9,5)(3,1)] gLALQbcbefffxxjcalx SFS[D(7,1)(2,1)] gLALQbcbefffxxjcaix SFS[D(4,1)(2,1)] gLALQbcbefffxxjcahx SFS[D(11,2)(2,1)] gLALQbcbefffxxjcqxx SFS[D(11,5)(2,1)] gLALQbcbefffxxjntqt s016(0,0) gLALQbcbefffxxjnhah m061(0,0) gLALQbcbefffxxjnqxh s007(0,0) gLALQbcbefffxxjntxp s023(0,0) gLALQbcbefffxxjghah toroidal gLALQbcbefffxxjgqxh s115(0,0) gLALQbcbefffxxjshah m139(0,0) gLALQbcbefffxxjsqxh toroidal gLALQbcbfeffhhjhvxq m077(0,0) gLALQbcbfeffhhjdvdq m067(0,0) gLALQbcbfeffhhjqvxh m023(0,0) gLALQbcbfeffhhjdvma m003(0,0) gLALQbcbfeffhhjhrxq SFS[D(9,7)(3,1)] gLALQbcbfeffhhjqrxh s125(0,0) gLALQbcbfeffhhjhjxq s147(0,0) gLALQbcbfeffhhjqjxh toroidal gLALQbcbefffhhjseeh m039(0,0) gLALQbcbefffhhjsxxa m010(0,0) gLALQbcbefffhhjshxq s009(0,0) gLALQbcbefffhhjsetq s014(0,0) gLALQbcbefffhhjcxxa toroidal gLALQbcbefffhhjchxq s141(0,0) gLALQbcbefffhhjrxxa m181(0,0) gLALQbcbefffhhjrhxq SFS[D(9,2)(3,1)] gLALQbcbefffhhjohqq SFS[D(14,5)(2,1)] gLALQbcbefffhhjoadq SFS[D(13,4)(2,1)] gLALQbcbefffhhjoaxq toroidal gLALQbcbefffhhjoxip SFS[D(6,5)(3,1)] gLALQbcbefffhhjkhqq toroidal gLALQbcbefffhhjkeqq SFS[D(14,5)(2,1)] gLALQbcbefffhhjkaxq SFS[D(13,4)(2,1)] gLALQbcbefffhhjkhtp SFS[D(3,1)(3,1)] gLALQbcbefffxpjvala SFS[D(7,2)(2,1)] gLALQbcbefffxpjommm SFS[D(7,3)(2,1)] gLALQbcbefffhujfaad SFS[D(7,2)(2,1)] gLALQbcbefffhujgmmm SFS[D(7,3)(2,1)] gLALQbcbeffflaksxpi SFS[D(5,3)(3,1)] gLALQbcbfeffeajqfqa SFS[D(5,2)(3,1)] gLALQbcbefffdajsxpi SFS[D(5,2)(3,1)] gLALQbcbefffdajjhum SFS[D(5,2)(3,1)] gLALQbcbfeffdajqfqa SFS[D(5,3)(3,1)] gLALQbcbeffflakjhum SFS[D(5,3)(3,1)] gLALQbcbefffaerfaad SFS[D(3,1)(2,1)] gLALQbcbefffaergmmm SFS[D(3,1)(2,1)] gLALQbcbefffaekfaad SFS[D(3,1)(2,1)] gLALQbcbefffaekgmmm SFS[D(3,1)(2,1)] gLALQbcbefffahkvxxx reducible gLALQbcbefffahkvaax reducible gLALQbcbefffahkgmmm reducible gLALQbcbefffahkgeee SFS[D(3,1)(2,1)] gLALQbcbefffahkgxxx SFS[D(3,1)(2,1)] gLALQbcbefffahkgaax SFS[D(3,1)(2,1)] gLALQbcbefffahkfaai SFS[D(3,1)(2,1)] gLALQbcbefffahkfxxx SFS[D(3,1)(2,1)] gLALQbcbefffahkfaax SFS[D(3,1)(2,1)] gLALQbcbefffahkfaad reducible gLALQbcbefffaxrwqpe SFS[D(3,1)(2,1)] gLALQbcbefffaxrwahx SFS[D(2,1)(2,1)] gLALQbcbefffaxrwqxx reducible gLALQbcbefffaxrcalx SFS[D(2,1)(2,1)] gLALQbcbefffaxrntqt SFS[D(3,1)(2,1)] gLALQbcbefffaxrnhah SFS[D(3,1)(2,1)] gLALQbcbefffaxrghah reducible gLALQbcbefffaxrgqxh SFS[D(2,1)(2,1)] gLALQbcbefffaxrshah SFS[D(3,1)(2,1)] gLALQbcbfeffahkhvxq SFS[D(4,1)(2,1)] gLALQbcbfeffahkdvdq toroidal gLALQbcbfeffahkqvxh SFS[D(4,1)(2,1)] gLALQbcbfeffahkdvma toroidal gLALQbcbefffahkseeh SFS[D(3,1)(2,1)] gLALQbcbefffahksxxa SFS[D(3,1)(2,1)] gLALQbcbefffahkcxxa reducible gLALQbcbefffahkchxq SFS[D(2,1)(2,1)] gLALQbcbefffahkrxxa SFS[D(3,1)(2,1)] gLALQbcbefffahkoadq SFS[D(2,1)(2,1)] gLALQbcbefffahkkhqq reducible gLALQbcbefffahkkaxq SFS[D(2,1)(2,1)] gLALQbcbefffahkkhtp SFS[D(3,1)(2,1)] gLALQbcbefffaprvala SFS[D(3,1)(2,1)] gLALQbcbefffaprommm SFS[D(3,1)(2,1)] gLALQbcbefffaukfaad SFS[D(3,1)(2,1)] gLALQbcbefffaukgmmm SFS[D(3,1)(2,1)] gLALQbcbfeffaakaoaq SFS[D(3,1)(2,1)] gLALQbcbfeffaakqoqq SFS[D(3,1)(2,1)] gLALQbcbfeffaakhcei SFS[D(4,1)(3,1)] gLALQbcbfeffaakacae SFS[D(3,1)(2,1)] gLALQbcbfeffaakacal SFS[D(3,1)(2,1)] gLALQbcbfeffaakacaq toroidal gLALQbcbfeffaakqcqq reducible gLALQbcbfeffaakdgdd reducible gLALQbcbfeffaakagaq SFS[D(3,1)(2,1)] gLALQbcbfeffaakqgqq SFS[D(3,1)(2,1)] gLALQbcbfeffaakqgti SFS[D(5,2)(3,1)] gLALQbcbfeffaaktgtt SFS[D(3,1)(2,1)] gLALQbcbefffaakshxx SFS[D(7,2)(2,1)] gLALQbcbefffaaksaqx toroidal gLALQbcbefffaaksamx SFS[D(8,3)(2,1)] gLALQbcbefffaakchei SFS[D(4,3)(3,1)] gLALQbcbefffaakcexx SFS[D(7,2)(2,1)] gLALQbcbefffaakchxx toroidal gLALQbcbefffaakcaqx SFS[D(8,3)(2,1)] gLALQbcbfeffaakdndh m009(0,0) gLALQbcbfeffaakqnqa toroidal gLALQbcbfeffaakhnqx m035(0,0) gLALQbcbfeffaakdnmx m045(0,0) gLALQbcbfeffaakqfqa toroidal gLALQbcbfeffaakhfqx m142(0,0) gLALQbcbfeffaakqwqa m011(0,0) gLALQbcbfeffaakhwqx SFS[D(5,2)(3,1)] gLALQbcbefffaakoxqh m004(0,0) gLALQbcbefffaakoeta SFS[D(3,1)(3,1)] gLALQbcbefffaakohqx m015(0,0) gLALQbcbefffaakoeex m007(0,0) gLALQbcbefffaakkxqh toroidal gLALQbcbefffaakkhqx m146(0,0) gLALQbcbefffaakwxqh m117(0,0) gLALQbcbefffaakwhqx SFS[D(5,3)(3,1)] gLALQbcbfeffaardndh m032(0,0) gLALQbcbfeffaarqnqa m006(0,0) gLALQbcbfeffaarhnqx m029(0,0) gLALQbcbfeffaardnmx m053(0,0) gLALQbcbfeffaarqfqa toroidal gLALQbcbfeffaarhfqx m081(0,0) gLALQbcbfeffaarqwqa toroidal gLALQbcbfeffaarhwqx toroidal gLALQbcbefffaaknaqh SFS[D(2,1)(2,1)] gLALQbcbefffaaknxqq SFS[D(2,1)(2,1)] gLALQbcbefffaakbaqh SFS[D(7,3)(2,1)] gLALQbcbefffaakbett SFS[D(5,1)(2,1)] gLALQbcbefffaakbmdd SFS[D(2,1)(2,1)] gLALQbcbefffaakbxqq SFS[D(7,2)(2,1)] gLALQbcbefffaakbxud SFS[D(5,3)(3,1)] gLALQbcbefffaakjaqh toroidal gLALQbcbefffaakjaph SFS[D(7,3)(2,1)] gLALQbcbefffaakjamh SFS[D(2,1)(2,1)] gLALQbcbefffaakjxqq SFS[D(5,1)(2,1)] gLALQbcbefffahrvxxx SFS[D(3,1)(2,1)] gLALQbcbefffahrvaax SFS[D(3,1)(2,1)] gLALQbcbefffahrgxml SFS[D(4,1)(3,1)] gLALQbcbefffahrgmmm SFS[D(3,1)(2,1)] gLALQbcbefffahrgeee SFS[D(3,1)(2,1)] gLALQbcbefffahrgxxx toroidal gLALQbcbefffahrgaax reducible gLALQbcbefffahrfaai reducible gLALQbcbefffahrfxxx SFS[D(3,1)(2,1)] gLALQbcbefffahrfaax SFS[D(3,1)(2,1)] gLALQbcbefffahrfhdl SFS[D(5,2)(3,1)] gLALQbcbefffahrfaad SFS[D(3,1)(2,1)] gLALQbcbefffaxkwahx SFS[D(7,2)(2,1)] gLALQbcbefffaxkwqxx toroidal gLALQbcbefffaxkwtxx SFS[D(8,3)(2,1)] gLALQbcbefffaxkchie SFS[D(4,3)(3,1)] gLALQbcbefffaxkcalx SFS[D(7,2)(2,1)] gLALQbcbefffaxkcahx toroidal gLALQbcbefffaxkcqxx SFS[D(8,3)(2,1)] gLALQbcbefffaxkntqt m009(0,0) gLALQbcbefffaxknhah toroidal gLALQbcbefffaxknqxh m035(0,0) gLALQbcbefffaxkntxp m045(0,0) gLALQbcbefffaxkghah toroidal gLALQbcbefffaxkgqxh m142(0,0) gLALQbcbefffaxkshah m011(0,0) gLALQbcbefffaxksqxh SFS[D(5,2)(3,1)] gLALQbcbfeffahrhvxq m004(0,0) gLALQbcbfeffahrdvdq SFS[D(3,1)(3,1)] gLALQbcbfeffahrqvxh m015(0,0) gLALQbcbfeffahrdvma m007(0,0) gLALQbcbfeffahrhrxq toroidal gLALQbcbfeffahrqrxh m146(0,0) gLALQbcbfeffahrhjxq m117(0,0) gLALQbcbfeffahrqjxh SFS[D(5,3)(3,1)] gLALQbcbefffahrseeh m032(0,0) gLALQbcbefffahrsxxa m006(0,0) gLALQbcbefffahrshxq m029(0,0) gLALQbcbefffahrsetq m053(0,0) gLALQbcbefffahrcxxa toroidal gLALQbcbefffahrchxq m081(0,0) gLALQbcbefffahrrxxa toroidal gLALQbcbefffahrrhxq toroidal gLALQbcbefffahrwhqq SFS[D(2,1)(2,1)] gLALQbcbefffahrwaxq SFS[D(2,1)(2,1)] gLALQbcbefffahrohqq SFS[D(7,3)(2,1)] gLALQbcbefffahroadq SFS[D(5,1)(2,1)] gLALQbcbefffahroaiq SFS[D(2,1)(2,1)] gLALQbcbefffahroaxq SFS[D(7,2)(2,1)] gLALQbcbefffahroxip SFS[D(5,3)(3,1)] gLALQbcbefffahrkhqq toroidal gLALQbcbefffahrkeqq SFS[D(7,3)(2,1)] gLALQbcbefffahrkuqq SFS[D(2,1)(2,1)] gLALQbcbefffahrkaxq SFS[D(5,1)(2,1)] gLALQbcbefffapkvall SFS[D(2,1)(2,1)] gLALQbcbefffapkvala toroidal gLALQbcbefffapkvalt SFS[D(2,1)(2,1)] gLALQbcbefffapkommm reducible gLALQbcbefffairbadd SFS[D(2,1)(2,1)] gLALQbcbefffairolee SFS[D(2,1)(2,1)] gLALQbcbefffairolii SFS[D(2,1)(2,1)] gLALQbcbefffaircaee SFS[D(2,1)(2,1)] gLALQbcbefffaurfadd SFS[D(2,1)(2,1)] gLALQbcbefffaurfaad toroidal gLALQbcbefffaurfaed SFS[D(2,1)(2,1)] gLALQbcbefffaurgmmm reducible gLALQbcbefffhewgimm SFS[D(5,2)(2,1)] gLALQbcbefffhewgmmm toroidal gLALQbcbefffhewgamm SFS[D(5,2)(2,1)] gLALQbcbefffhewoaii SFS[D(5,2)(2,1)] gLALQbcbfeffhewavmp SFS[D(5,2)(2,1)] gLALQbcbfeffhewavli SFS[D(5,2)(2,1)] gLALQbcbefffxenoaii SFS[D(5,2)(2,1)] gLALQbcbefffxengimm SFS[D(5,2)(2,1)] gLALQbcbefffxengmmm toroidal gLALQbcbefffxengamm SFS[D(5,2)(2,1)] gLALQbcbefffhxwbaha SFS[D(8,3)(2,1)] gLALQbcbefffhxwbhhh SFS[D(8,3)(2,1)] gLALQbcbefffhxwvqul SFS[D(13,5)(3,1)] gLALQbcbefffhxwvala SFS[D(8,3)(2,1)] gLALQbcbefffhxwvaha toroidal gLALQbcbefffhxwvhhh SFS[D(7,2)(2,1)] gLALQbcbefffhxwottt SFS[D(7,2)(2,1)] gLALQbcbefffhxwohhh toroidal gLALQbcbefffhxwohum SFS[D(11,3)(3,1)] gLALQbcbefffhxwommm SFS[D(8,3)(2,1)] gLALQbcbefffhxwjahx SFS[D(5,2)(2,1)] gLALQbcbefffhxwjqxx SFS[D(5,2)(2,1)] gLALQbcbefffhxwwqpe SFS[D(3,1)(2,1)] gLALQbcbefffhxwwahx SFS[D(14,3)(2,1)] gLALQbcbefffhxwwqxx toroidal gLALQbcbefffhxwwdxx SFS[D(5,2)(2,1)] gLALQbcbefffhxwwtxx SFS[D(19,11)(2,1)] gLALQbcbefffhxwchie SFS[D(13,8)(3,1)] gLALQbcbefffhxwcalx SFS[D(14,3)(2,1)] gLALQbcbefffhxwcaix SFS[D(5,2)(2,1)] gLALQbcbefffhxwcahx toroidal gLALQbcbefffhxwcqxx SFS[D(19,8)(2,1)] gLALQbcbefffhxwntqt s048(0,0) gLALQbcbefffhxwnhah m089(0,0) gLALQbcbefffhxwnqxh s047(0,0) gLALQbcbefffhxwntxp s077(0,0) gLALQbcbefffhxwghah toroidal gLALQbcbefffhxwgqxh s181(0,0) gLALQbcbefffhxwshah m197(0,0) gLALQbcbefffhxwsqxh toroidal gLALQbcbfeffhxwxbhq m111(0,0) gLALQbcbfeffhxwlbma m085(0,0) gLALQbcbfeffhxwqbhx m080(0,0) gLALQbcbfeffhxwlblx m037(0,0) gLALQbcbfeffhxwxkhq toroidal gLALQbcbfeffhxwqkhx s195(0,0) gLALQbcbfeffhxwxshq s202(0,0) gLALQbcbfeffhxwqshx toroidal gLALQbcbefffxhnseeh s018(0,0) gLALQbcbefffxhnsxxa m054(0,0) gLALQbcbefffxhnshxq s055(0,0) gLALQbcbefffxhnsetq s071(0,0) gLALQbcbefffxhncxxa toroidal gLALQbcbefffxhnchxq s196(0,0) gLALQbcbefffxhnrxxa m225(0,0) gLALQbcbefffxhnrhxq toroidal gLALQbcbefffxhnwhqq SFS[D(3,1)(2,1)] gLALQbcbefffxhnwaxq SFS[D(3,1)(2,1)] gLALQbcbefffxhnohqq SFS[D(21,8)(2,1)] gLALQbcbefffxhnoadq SFS[D(18,13)(2,1)] gLALQbcbefffxhnoaiq SFS[D(3,1)(2,1)] gLALQbcbefffxhnoaxq toroidal gLALQbcbefffxhnoxip SFS[D(11,8)(3,1)] gLALQbcbefffxhnkhqq toroidal gLALQbcbefffxhnkeqq SFS[D(21,8)(2,1)] gLALQbcbefffxhnkuqq SFS[D(3,1)(2,1)] gLALQbcbefffxhnkaxq SFS[D(18,13)(2,1)] gLALQbcbefffxhnkhtp SFS[D(3,1)(2,1)] gLALQbcbefffhpwvall SFS[D(3,1)(2,1)] gLALQbcbefffhpwvala toroidal gLALQbcbefffhpwvalt SFS[D(3,1)(2,1)] gLALQbcbefffhpwommm SFS[D(7,2)(2,1)] gLALQbcbefffxinbadd SFS[D(3,1)(2,1)] gLALQbcbefffhmwoatu SFS[D(3,1)(2,1)] gLALQbcbefffhmwoail SFS[D(3,1)(2,1)] gLALQbcbefffxincaee SFS[D(3,1)(2,1)] gLALQbcbefffxunfadd SFS[D(3,1)(2,1)] gLALQbcbefffxunfaad toroidal gLALQbcbefffxunfaed SFS[D(3,1)(2,1)] gLALQbcbefffxungmmm SFS[D(7,2)(2,1)] gLALQbcbfeffhawqgti SFS[D(4,3)(3,1)] gLALQbcbfeffhawdgdd SFS[D(7,2)(2,1)] gLALQbcbfeffhawqgqq toroidal gLALQbcbfeffhawagaq SFS[D(8,3)(2,1)] gLALQbcbfeffhawacal SFS[D(8,3)(2,1)] gLALQbcbfeffhawqcqq SFS[D(7,2)(2,1)] gLALQbcbfeffhawacaq toroidal gLALQbcbefffhawnxqq SFS[D(3,1)(2,1)] gLALQbcbefffhawnaqh SFS[D(3,1)(2,1)] gLALQbcbefffhawjhum SFS[D(5,2)(3,1)] gLALQbcbefffhawjxqq SFS[D(3,1)(2,1)] gLALQbcbefffhawjaqh SFS[D(3,1)(2,1)] gLALQbcbefffhawjamh SFS[D(3,1)(2,1)] gLALQbcbefffhawjaph reducible gLALQbcbefffhawbxud SFS[D(4,1)(3,1)] gLALQbcbefffhawbett SFS[D(3,1)(2,1)] gLALQbcbefffhawbmdd SFS[D(3,1)(2,1)] gLALQbcbefffhawbxqq toroidal gLALQbcbefffhawbaqh reducible gLALQbcbfeffxandndh m045(0,0) gLALQbcbfeffxanqnqa m035(0,0) gLALQbcbfeffxanhnqx toroidal gLALQbcbfeffxandnmx m009(0,0) gLALQbcbfeffxanqfqa SFS[D(5,2)(3,1)] gLALQbcbfeffxanhfqx m011(0,0) gLALQbcbfeffxanqwqa m142(0,0) gLALQbcbfeffxanhwqx toroidal gLALQbcbefffhawohqx m029(0,0) gLALQbcbefffhawoeex m053(0,0) gLALQbcbefffhawoxqh m006(0,0) gLALQbcbefffhawoeta m032(0,0) gLALQbcbefffhawwhqx toroidal gLALQbcbefffhawwxqh toroidal gLALQbcbefffhawkhqx m081(0,0) gLALQbcbefffhawkxqh toroidal gLALQbcbfeffhawdndh m007(0,0) gLALQbcbfeffhawqnqa m015(0,0) gLALQbcbfeffhawhnqx m004(0,0) gLALQbcbfeffhawdnmx SFS[D(3,1)(3,1)] gLALQbcbfeffhawqfqa SFS[D(5,3)(3,1)] gLALQbcbfeffhawhfqx m117(0,0) gLALQbcbfeffhawqwqa m146(0,0) gLALQbcbfeffhawhwqx toroidal gLALQbcbefffhawraqx SFS[D(2,1)(2,1)] gLALQbcbefffhawrhxx SFS[D(2,1)(2,1)] gLALQbcbefffhawcaqx SFS[D(5,1)(2,1)] gLALQbcbefffhawcexx SFS[D(7,3)(2,1)] gLALQbcbefffhawcuxx SFS[D(2,1)(2,1)] gLALQbcbefffhawchxx toroidal gLALQbcbefffhawsaqx SFS[D(7,2)(2,1)] gLALQbcbefffhawsamx SFS[D(5,1)(2,1)] gLALQbcbefffhawsapx SFS[D(2,1)(2,1)] gLALQbcbefffhawshxx SFS[D(7,3)(2,1)] gLALQbcbefffhawsxpi SFS[D(5,3)(3,1)] gLALQbcbefffhhwvxxx SFS[D(7,2)(2,1)] gLALQbcbefffhhwvaax SFS[D(7,2)(2,1)] gLALQbcbefffhhwgxml SFS[D(12,5)(3,1)] gLALQbcbefffhhwgmmm SFS[D(7,2)(2,1)] gLALQbcbefffhhwgxxx toroidal gLALQbcbefffhhwgaax SFS[D(8,3)(2,1)] gLALQbcbefffhhwfaai SFS[D(8,3)(2,1)] gLALQbcbefffhhwfaax toroidal gLALQbcbefffhhwfhdl SFS[D(9,2)(3,1)] gLALQbcbefffhhwfaad SFS[D(7,2)(2,1)] gLALQbcbefffxxnjahx SFS[D(5,2)(2,1)] gLALQbcbefffxxnjqxx SFS[D(5,2)(2,1)] gLALQbcbefffxxnwqpe SFS[D(3,1)(3,1)] gLALQbcbefffxxnwahx SFS[D(11,2)(2,1)] gLALQbcbefffxxnwqxx toroidal gLALQbcbefffxxnwdxx SFS[D(5,2)(2,1)] gLALQbcbefffxxnwtxx SFS[D(16,7)(2,1)] gLALQbcbefffxxnchie SFS[D(12,7)(3,1)] gLALQbcbefffxxncalx SFS[D(11,2)(2,1)] gLALQbcbefffxxncaix SFS[D(5,2)(2,1)] gLALQbcbefffxxncahx toroidal gLALQbcbefffxxncqxx SFS[D(16,7)(2,1)] gLALQbcbefffxxnntqt s041(0,0) gLALQbcbefffxxnnhah m084(0,0) gLALQbcbefffxxnnqxh s029(0,0) gLALQbcbefffxxnntxp s065(0,0) gLALQbcbefffxxnghah toroidal gLALQbcbefffxxngqxh s150(0,0) gLALQbcbefffxxnshah m186(0,0) gLALQbcbefffxxnsqxh toroidal gLALQbcbfeffhhwhvxq m105(0,0) gLALQbcbfeffhhwdvdq m090(0,0) gLALQbcbfeffhhwqvxh m059(0,0) gLALQbcbfeffhhwdvma m017(0,0) gLALQbcbfeffhhwhrxq toroidal gLALQbcbfeffhhwqrxh s174(0,0) gLALQbcbfeffhhwhjxq s193(0,0) gLALQbcbfeffhhwqjxh toroidal gLALQbcbefffhhwseeh s005(0,0) gLALQbcbefffhhwsxxa m033(0,0) gLALQbcbefffhhwshxq s039(0,0) gLALQbcbefffhhwsetq s052(0,0) gLALQbcbefffhhwcxxa toroidal gLALQbcbefffhhwchxq s189(0,0) gLALQbcbefffhhwrxxa m217(0,0) gLALQbcbefffhhwrhxq toroidal gLALQbcbefffhhwwhqq SFS[D(2,1)(2,1)] gLALQbcbefffhhwwaxq SFS[D(2,1)(2,1)] gLALQbcbefffhhwohqq SFS[D(19,7)(2,1)] gLALQbcbefffhhwoadq SFS[D(17,5)(2,1)] gLALQbcbefffhhwoaiq SFS[D(2,1)(2,1)] gLALQbcbefffhhwoaxq toroidal gLALQbcbefffhhwoxip SFS[D(9,7)(3,1)] gLALQbcbefffhhwkhqq toroidal gLALQbcbefffhhwkeqq SFS[D(19,7)(2,1)] gLALQbcbefffhhwkuqq SFS[D(2,1)(2,1)] gLALQbcbefffhhwkaxq SFS[D(17,5)(2,1)] gLALQbcbefffhhwkhtp SFS[D(3,1)(3,2)] gLALQbcbefffxpnvall SFS[D(2,1)(2,1)] gLALQbcbefffxpnvala toroidal gLALQbcbefffxpnvalt SFS[D(2,1)(2,1)] gLALQbcbefffxpnommm SFS[D(8,3)(2,1)] gLALQbcbefffhiwbadd SFS[D(2,1)(2,1)] gLALQbcbefffhiwolee SFS[D(2,1)(2,1)] gLALQbcbefffhiwolii SFS[D(2,1)(2,1)] gLALQbcbefffhiwcaee SFS[D(2,1)(2,1)] gLALQbcbefffhuwfadd SFS[D(2,1)(2,1)] gLALQbcbefffhuwfaad toroidal gLALQbcbefffhuwfaed SFS[D(2,1)(2,1)] gLALQbcbefffhuwgmmm SFS[D(8,3)(2,1)] gLALQbcbeffflarsxpi SFS[D(4,3)(3,1)] gLALQbcbfeffeanqfqa SFS[D(4,1)(3,1)] gLALQbcbefffdawsxpi SFS[D(4,1)(3,1)] gLALQbcbefffdawoamu SFS[D(2,1)(2,1)] gLALQbcbefffdawohmm SFS[D(2,1)(2,1)] gLALQbcbefffdawjamm SFS[D(2,1)(2,1)] gLALQbcbefffdawjhum toroidal gLALQbcbfeffdawqfqa SFS[D(4,3)(3,1)] gLALQbcbeffflarjamm SFS[D(2,1)(2,1)] gLALQbcbeffflarjhum toroidal gLALQbcbfeffdawaoum SFS[D(2,1)(2,1)] gLALQbcbfeffdawhomm SFS[D(2,1)(2,1)] gLALQbcbefffmxbnmxm SFS[D(2,1)(2,1)] gLALQbcbefffmxbndxd SFS[D(2,1)(2,1)] gLALQbcbfeffmhbpviq SFS[D(2,1)(2,1)] gLALQbcbfeffmhbtveq SFS[D(2,1)(2,1)] gLALQbcbefffmhbsmmq SFS[D(2,1)(2,1)] gLALQbcbefffmhbsuuq SFS[D(2,1)(2,1)] gLALQbcbefffmubcxxa reducible gLALQbcbefffpicjhum reducible gLALQbcbefffmpbghah reducible gLALQbcbefffmpbwqpe reducible gLALQbcbfeffmabaodl SFS[D(2,1)(2,1)] gLALQbcbfeffmabpoed SFS[D(2,1)(2,1)] gLALQbcbfeffmabaotm SFS[D(3,1)(2,1)] gLALQbcbfeffmabpopm reducible gLALQbcbfeffmablotm SFS[D(3,1)(2,1)] gLALQbcbfeffmabaoxm SFS[D(3,1)(2,1)] gLALQbcbfeffmabagde SFS[D(2,1)(2,1)] gLALQbcbfeffmablcth SFS[D(2,1)(2,1)] gLALQbcbfeffmablgtm SFS[D(3,1)(2,1)] gLALQbcbfeffmabpcpm SFS[D(3,1)(2,1)] gLALQbcbfeffmabagtm reducible gLALQbcbfeffmabactm SFS[D(3,1)(2,1)] gLALQbcbfeffmabpgpm SFS[D(3,1)(2,1)] gLALQbcbfeffmablctm toroidal gLALQbcbefffmabnutm toroidal gLALQbcbefffmabnadx SFS[D(2,1)(2,1)] gLALQbcbefffmabnpqe SFS[D(2,1)(2,1)] gLALQbcbefffmabnaqm reducible gLALQbcbefffmabnmqm SFS[D(3,1)(2,1)] gLALQbcbefffmabniqm SFS[D(3,1)(2,1)] gLALQbcbefffmabnamm SFS[D(3,1)(2,1)] gLALQbcbefffmabnmmm SFS[D(3,1)(2,1)] gLALQbcbefffmabnimm reducible gLALQbcbefffmabnapm SFS[D(3,1)(2,1)] gLALQbcbefffmabnmpm toroidal gLALQbcbefffmabnipm SFS[D(3,1)(2,1)] gLALQbcbefffmabnuth SFS[D(2,1)(2,1)] gLALQbcbefffmabnutt SFS[D(2,1)(2,1)] gLALQbcbefffmabjadd SFS[D(2,1)(2,1)] gLALQbcbefffmabjhdl SFS[D(2,1)(2,1)] gLALQbcbefffmabbamm SFS[D(3,1)(2,1)] gLALQbcbfeffmabtntx SFS[D(2,1)(2,1)] gLALQbcbfeffmabpnpx SFS[D(2,1)(2,1)] gLALQbcbfeffmabqfxh SFS[D(3,1)(2,1)] gLALQbcbefffmaboame SFS[D(3,1)(2,1)] gLALQbcbefffmabomdx SFS[D(2,1)(2,1)] gLALQbcbefffmaboimh SFS[D(3,1)(2,1)] gLALQbcbefffmaboadl SFS[D(2,1)(2,1)] gLALQbcbefffmaboamh SFS[D(3,1)(2,1)] gLALQbcbefffmabommh reducible gLALQbcbefffmabkumm SFS[D(3,1)(2,1)] gLALQbcbefffmabkaxl SFS[D(2,1)(2,1)] gLALQbcbefffmabkumi toroidal gLALQbcbefffmabkpeh SFS[D(2,1)(2,1)] gLALQbcbefffmabkmmh SFS[D(3,1)(2,1)] gLALQbcbefffmabkamh reducible gLALQbcbefffmabkimh SFS[D(3,1)(2,1)] gLALQbcbefffmabkuma SFS[D(3,1)(2,1)] gLALQbcbefffmabruea SFS[D(2,1)(2,1)] gLALQbcbefffmabrmeh SFS[D(2,1)(2,1)] gLALQbcbefffmabsxte SFS[D(3,1)(2,1)] gLALQbcbfeffpacpoed toroidal gLALQbcbfeffpacloel SFS[D(5,2)(2,1)] gLALQbcbfeffpactoeq SFS[D(5,2)(2,1)] gLALQbcbfeffpacloeq SFS[D(4,1)(2,1)] gLALQbcbfeffpactoth SFS[D(5,2)(2,1)] gLALQbcbfeffpacloth toroidal gLALQbcbfeffpacaoee SFS[D(2,1)(2,1)] gLALQbcbfeffpacpopm SFS[D(4,1)(2,1)] gLALQbcbfeffpaclotm SFS[D(5,2)(2,1)] gLALQbcbfeffpaclcth SFS[D(2,1)(2,1)] gLALQbcbfeffpaclgth SFS[D(2,1)(2,1)] gLALQbcbefffhxcvqul SFS[D(3,1)(2,1)] gLALQbcbefffhxcvaha reducible gLALQbcbefffhxcvhhh SFS[D(2,1)(2,1)] gLALQbcbefffhxcottt SFS[D(2,1)(2,1)] gLALQbcbefffhxcwtxx SFS[D(2,1)(2,1)] gLALQbcbefffhxcchie SFS[D(3,1)(2,1)] gLALQbcbefffhxccahx reducible gLALQbcbefffhxccqxx SFS[D(2,1)(2,1)] gLALQbcbefffhxcntqt toroidal gLALQbcbefffhxcnhah SFS[D(4,1)(2,1)] gLALQbcbefffhxcnqxh SFS[D(4,1)(2,1)] gLALQbcbefffhxcntxp toroidal gLALQbcbfeffhxcxbhq SFS[D(3,1)(2,1)] gLALQbcbfeffhxclbma SFS[D(3,1)(2,1)] gLALQbcbfeffhxcxkhq reducible gLALQbcbfeffhxcqkhx SFS[D(2,1)(2,1)] gLALQbcbfeffhxcxshq SFS[D(3,1)(2,1)] gLALQbcbefffxhbshxq SFS[D(3,1)(2,1)] gLALQbcbefffxhbsetq SFS[D(3,1)(2,1)] gLALQbcbefffxhbchxq SFS[D(3,1)(2,1)] gLALQbcbefffxhbrxxa SFS[D(2,1)(2,1)] gLALQbcbefffxhbrhxq reducible gLALQbcbefffxhbwhqq reducible gLALQbcbefffxhbwaxq reducible gLALQbcbefffxhbohqq SFS[D(3,1)(2,1)] gLALQbcbefffxhboadq SFS[D(3,1)(2,1)] gLALQbcbefffxhboaiq reducible gLALQbcbefffxhboaxq SFS[D(3,1)(2,1)] gLALQbcbefffxhbkhqq SFS[D(3,1)(2,1)] gLALQbcbefffxhbkeqq SFS[D(3,1)(2,1)] gLALQbcbefffxhbkuqq reducible gLALQbcbefffxhbkaxq SFS[D(3,1)(2,1)] gLALQbcbefffhpcvall reducible gLALQbcbefffhpcvala reducible gLALQbcbefffhpcvalt reducible gLALQbcbefffhpcommm SFS[D(2,1)(2,1)] gLALQbcbefffxibbadd reducible gLALQbcbefffhmcoatu reducible gLALQbcbefffhmcoail reducible gLALQbcbefffxibcaee reducible gLALQbcbefffxubfadd reducible gLALQbcbefffxubfaad reducible gLALQbcbefffxubfaed reducible gLALQbcbefffxubgmmm SFS[D(2,1)(2,1)] gLALQbcbfeffhacdgdd SFS[D(2,1)(2,1)] gLALQbcbfeffhacqcqq SFS[D(2,1)(2,1)] gLALQbcbfeffhacacaq reducible gLALQbcbfeffhachcei SFS[D(3,1)(2,1)] gLALQbcbefffhacnxqq reducible gLALQbcbefffhacnaqh reducible gLALQbcbefffhacjxqq SFS[D(3,1)(2,1)] gLALQbcbefffhacjaqh SFS[D(3,1)(2,1)] gLALQbcbefffhacjamh reducible gLALQbcbefffhacjaph SFS[D(3,1)(2,1)] gLALQbcbefffhacbett SFS[D(3,1)(2,1)] gLALQbcbefffhacbmdd reducible gLALQbcbefffhacbxqq SFS[D(3,1)(2,1)] gLALQbcbefffhacbaqh SFS[D(3,1)(2,1)] gLALQbcbfeffxabhnqx SFS[D(3,1)(2,1)] gLALQbcbfeffxabdnmx SFS[D(3,1)(2,1)] gLALQbcbfeffxabhfqx SFS[D(3,1)(2,1)] gLALQbcbfeffxabqwqa SFS[D(2,1)(2,1)] gLALQbcbfeffxabhwqx reducible gLALQbcbefffhacoxqh SFS[D(3,1)(2,1)] gLALQbcbefffhacoeta SFS[D(3,1)(2,1)] gLALQbcbefffhacwxqh SFS[D(3,1)(2,1)] gLALQbcbefffhackhqx SFS[D(2,1)(2,1)] gLALQbcbefffhackxqh reducible gLALQbcbfeffhacdndh toroidal gLALQbcbfeffhacqnqa SFS[D(4,1)(2,1)] gLALQbcbfeffhachnqx SFS[D(4,1)(2,1)] gLALQbcbfeffhacdnmx toroidal gLALQbcbefffhaccaqx SFS[D(2,1)(2,1)] gLALQbcbefffhacchxx reducible gLALQbcbefffhacchei SFS[D(3,1)(2,1)] gLALQbcbefffhacsamx SFS[D(2,1)(2,1)] gLALQbcbefffhhcvxxx SFS[D(2,1)(2,1)] gLALQbcbefffhhcvaax SFS[D(2,1)(2,1)] gLALQbcbefffhhcgxml SFS[D(3,1)(3,1)] gLALQbcbefffhhcgmmm SFS[D(2,1)(2,1)] gLALQbcbefffhhcfhdl SFS[D(3,1)(3,1)] gLALQbcbefffhhcfaad SFS[D(2,1)(2,1)] gLALQbcbefffxxbwqpe reducible gLALQbcbefffxxbwahx SFS[D(4,1)(2,1)] gLALQbcbefffxxbwqxx toroidal gLALQbcbefffxxbwtxx SFS[D(5,2)(2,1)] gLALQbcbefffxxbchie SFS[D(3,1)(3,2)] gLALQbcbefffxxbcalx SFS[D(4,1)(2,1)] gLALQbcbefffxxbcahx SFS[D(5,2)(2,1)] gLALQbcbefffxxbcqxx SFS[D(5,2)(2,1)] gLALQbcbefffxxbntqt m004(0,0) gLALQbcbefffxxbnhah SFS[D(3,1)(3,1)] gLALQbcbefffxxbnqxh m007(0,0) gLALQbcbefffxxbntxp m015(0,0) gLALQbcbefffxxbghah toroidal gLALQbcbefffxxbgqxh m010(0,0) gLALQbcbefffxxbshah SFS[D(3,1)(3,2)] gLALQbcbefffxxbsqxh SFS[D(3,1)(3,2)] gLALQbcbfeffhhchvxq toroidal gLALQbcbfeffhhcdvdq SFS[D(4,1)(2,1)] gLALQbcbfeffhhcqvxh toroidal gLALQbcbfeffhhcdvma SFS[D(4,1)(2,1)] gLALQbcbfeffhhchrxq SFS[D(3,1)(3,1)] gLALQbcbfeffhhcqrxh m007(0,0) gLALQbcbfeffhhchjxq m007(0,0) gLALQbcbfeffhhcqjxh SFS[D(3,1)(3,1)] gLALQbcbefffhhcseeh m004(0,0) gLALQbcbefffhhcsxxa SFS[D(3,1)(3,1)] gLALQbcbefffhhcshxq m007(0,0) gLALQbcbefffhhcsetq m015(0,0) gLALQbcbefffhhccxxa toroidal gLALQbcbefffhhcchxq m010(0,0) gLALQbcbefffhhcrxxa SFS[D(3,1)(3,2)] gLALQbcbefffhhcrhxq SFS[D(3,1)(3,2)] gLALQbcbefffhhcohqq SFS[D(5,2)(2,1)] gLALQbcbefffhhcoadq SFS[D(4,1)(2,1)] gLALQbcbefffhhcoaxq SFS[D(5,2)(2,1)] gLALQbcbefffhhcoxip SFS[D(3,1)(3,2)] gLALQbcbefffhhckhqq toroidal gLALQbcbefffhhckeqq SFS[D(5,2)(2,1)] gLALQbcbefffhhckaxq SFS[D(4,1)(2,1)] gLALQbcbefffhhckhtp reducible gLALQbcbefffdlcbaha T2xI gLALQbcbefffdlcbhhh T2xI gLALQbcbefffdlcwqql m007(0,0) gLALQbcbefffdlcwqqq toroidal gLALQbcbefffdlcwqpe reducible gLALQbcbefffdlcwqqe SFS[D(3,1)(3,1)] gLALQbcbefffdlcwqme SFS[D(3,1)(3,2)] gLALQbcbefffdlcwaqa SFS[D(4,1)(2,1)] gLALQbcbefffdlcwaqu SFS[D(5,2)(2,1)] gLALQbcbefffdlccaqu SFS[D(4,1)(2,1)] gLALQbcbefffdlcceiq m004(0,0) gLALQbcbefffdlccdui m015(0,0) gLALQbcbefffdlcnaua SFS[D(2,1)(2,1)] gLALQbcbefffdlcnele SFS[D(7,2)(2,1)] gLALQbcbefffdlcneee SFS[D(2,1)(2,1)] gLALQbcbefffdlcneqe SFS[D(5,1)(2,1)] gLALQbcbefffdlcnixm SFS[D(8,3)(2,1)] gLALQbcbefffdlcnixe SFS[D(7,3)(2,1)] gLALQbcbefffdlcnmxx SFS[D(4,1)(2,1)] gLALQbcbefffdlcnmxm toroidal gLALQbcbefffdlcnmxe SFS[D(8,3)(2,1)] gLALQbcbefffdlcnaxx SFS[D(5,2)(2,1)] gLALQbcbefffdlcnaxm SFS[D(4,1)(2,1)] gLALQbcbefffdlcndxd toroidal gLALQbcbefffdlcndid SFS[D(7,2)(2,1)] gLALQbcbefffdlcgqqa m009(0,0) gLALQbcbefffdlcghah SFS[A(3,1)] gLALQbcbefffdlcgaxx SFS[D(4,1)(2,1)] gLALQbcbfeffdlcifux m015(0,0) gLALQbcbfeffdlcifxx SFS[D(4,1)(2,1)] gLALQbcbfeffdlciftx m004(0,0) gLALQbcbfeffdlcxwxx SFS[D(4,1)(2,1)] gLALQbcbfeffdlcawxa toroidal gLALQbcbfeffdlciwxx SFS[D(5,2)(2,1)] gLALQbcbfeffdlciwld SFS[D(3,1)(3,2)] gLALQbcbfeffdlcuwxa SFS[D(3,1)(3,1)] gLALQbcbfeffdlcqwpe reducible gLALQbcbfeffdlcpwxa m007(0,0) gLALQbcbfeffdlcpbtx toroidal gLALQbcbfeffdlcpbxx SFS[D(5,2)(2,1)] gLALQbcbfeffdlcdbua SFS[D(2,1)(2,1)] gLALQbcbfeffdlcabqq SFS[D(4,1)(2,1)] gLALQbcbfeffdlcabql SFS[D(5,2)(2,1)] gLALQbcbfeffdlcebii SFS[D(5,2)(2,1)] gLALQbcbfeffdlcebix toroidal gLALQbcbfeffdlcibie SFS[D(5,2)(2,1)] gLALQbcbfeffdlcibiq SFS[D(4,1)(2,1)] gLALQbcbfeffdlcqbqa toroidal gLALQbcbfeffdlcqbqu SFS[D(5,2)(2,1)] gLALQbcbfeffdlcubux SFS[D(2,1)(2,1)] gLALQbcbfeffdlcibxa SFS[D(5,2)(2,1)] gLALQbcbfeffdlcibta SFS[D(4,1)(2,1)] gLALQbcbfeffdlcabtx SFS[D(5,2)(2,1)] gLALQbcbfeffdlcabxx SFS[D(4,1)(2,1)] gLALQbcbfeffdlcxbxa toroidal gLALQbcbfeffdlcxbta SFS[D(5,2)(2,1)] gLALQbcbfeffdlcikiq m004(0,0) gLALQbcbfeffdlcikta m015(0,0) gLALQbcbfeffdlcakxx SFS[D(5,2)(2,1)] gLALQbcbfeffdlcasqq SFS[D(5,2)(2,1)] gLALQbcbfeffdlcisiq m015(0,0) gLALQbcbfeffdlcista m004(0,0) gLALQbcbfeffdlcivee SFS[D(4,1)(2,1)] gLALQbcbfeffdlcivle m015(0,0) gLALQbcbfeffdlcivqe m004(0,0) gLALQbcbfeffdlcdrud SFS[D(3,1)(3,1)] gLALQbcbfeffdlcarqa toroidal gLALQbcbfeffdlcerie m007(0,0) gLALQbcbfeffdlciree SFS[D(5,2)(2,1)] gLALQbcbfeffdlcqraa SFS[D(4,1)(2,1)] gLALQbcbfeffdlcirud SFS[D(3,1)(3,2)] gLALQbcbfeffdlcxrud reducible gLALQbcbefffelbnaua SFS[D(2,1)(2,1)] gLALQbcbefffelbnele SFS[D(7,2)(2,1)] gLALQbcbefffelbneee SFS[D(2,1)(2,1)] gLALQbcbefffelbneqe SFS[D(5,1)(2,1)] gLALQbcbefffelbnixm SFS[D(8,3)(2,1)] gLALQbcbefffelbnixe SFS[D(7,3)(2,1)] gLALQbcbefffelbnmxx SFS[D(4,1)(2,1)] gLALQbcbefffelbnmxm toroidal gLALQbcbefffelbnmxe SFS[D(8,3)(2,1)] gLALQbcbefffelbnaxx SFS[D(5,2)(2,1)] gLALQbcbefffelbnaxm SFS[D(4,1)(2,1)] gLALQbcbefffelbndxd toroidal gLALQbcbefffelbndid SFS[D(7,2)(2,1)] gLALQbcbefffelbgqqa m009(0,0) gLALQbcbefffelbghah SFS[A(3,1)] gLALQbcbefffelbgaxx SFS[D(4,1)(2,1)] gLALQbcbefffelbcdui m015(0,0) gLALQbcbefffelbceiq m004(0,0) gLALQbcbefffelbcaqu SFS[D(4,1)(2,1)] gLALQbcbefffelbwaqa SFS[D(4,1)(2,1)] gLALQbcbefffelbwaqu SFS[D(5,2)(2,1)] gLALQbcbefffelbwqpe reducible gLALQbcbefffelbwqql m007(0,0) gLALQbcbefffelbwqqq toroidal gLALQbcbefffelbwqqe SFS[D(3,1)(3,1)] gLALQbcbefffelbwqme SFS[D(3,1)(3,2)] gLALQbcbefffelbbaha T2xI gLALQbcbefffelbbhhh T2xI gLALQbcbefffdxcnmxm SFS[D(2,1)(2,1)] gLALQbcbefffdxcndxd SFS[D(2,1)(2,1)] gLALQbcbfeffdxcpbtx SFS[D(2,1)(2,1)] gLALQbcbfeffdxcebix SFS[D(2,1)(2,1)] gLALQbcbefffehbsmmq SFS[D(2,1)(2,1)] gLALQbcbefffehbsuuq SFS[D(2,1)(2,1)] gLALQbcbefffdpcnmxm SFS[D(2,1)(2,1)] gLALQbcbefffdpcndxd SFS[D(2,1)(2,1)] gLALQbcbefffeibomdx SFS[D(2,1)(2,1)] gLALQbcbefffeiboulx SFS[D(2,1)(2,1)] gLALQbcbeffflufsmmq SFS[D(2,1)(2,1)] gLALQbcbeffflufsuuq SFS[D(2,1)(2,1)] gLALQbcbeffftufsmmq SFS[D(2,1)(2,1)] gLALQbcbeffftufsuuq SFS[D(2,1)(2,1)] gLALQbcbefffdicoulx SFS[D(2,1)(2,1)] gLALQbcbefffdicomdx SFS[D(2,1)(2,1)] gLALQbcbefffepbnmxm SFS[D(2,1)(2,1)] gLALQbcbefffepbndxd SFS[D(2,1)(2,1)] gLALQbcbeffftpfnaaa SFS[D(2,1)(2,1)] gLALQbcbeffftpfndid SFS[D(5,2)(2,1)] gLALQbcbeffftpfneqe SFS[D(4,1)(2,1)] gLALQbcbeffftpfnmxe SFS[D(5,2)(2,1)] gLALQbcbeffftpfnixe SFS[D(4,1)(2,1)] gLALQbcbeffftpfnmxm toroidal gLALQbcbeffftpfnixm SFS[D(5,2)(2,1)] gLALQbcbeffftpfnaxx SFS[D(2,1)(2,1)] gLALQbcbeffftpfndxd toroidal gLALQbcbeffftpfnele SFS[D(5,2)(2,1)] gLALQbcbefffdmcoulx toroidal gLALQbcbefffdmcoull SFS[D(2,1)(2,1)] gLALQbcbefffdmcoulp SFS[D(2,1)(2,1)] gLALQbcbefffdmcoixx reducible gLALQbcbefffdmcoidx SFS[D(3,1)(2,1)] gLALQbcbefffdmcoiix SFS[D(3,1)(2,1)] gLALQbcbefffdmcoaxx SFS[D(3,1)(2,1)] gLALQbcbefffdmcoadx SFS[D(3,1)(2,1)] gLALQbcbefffdmcoaix reducible gLALQbcbefffdmcomxx SFS[D(3,1)(2,1)] gLALQbcbefffdmcomdx toroidal gLALQbcbefffdmcomix SFS[D(3,1)(2,1)] gLALQbcbefffdmcopim SFS[D(2,1)(2,1)] gLALQbcbefffdmcoahe SFS[D(2,1)(2,1)] gLALQbcbefffdmcwaxx reducible gLALQbcbefffdmcwahh SFS[D(2,1)(2,1)] gLALQbcbefffdmckaxx SFS[D(3,1)(2,1)] gLALQbcbefffeubsuuu SFS[D(2,1)(2,1)] gLALQbcbefffeubsuui SFS[D(2,1)(2,1)] gLALQbcbefffeubsapq reducible gLALQbcbefffeubsmpq SFS[D(3,1)(2,1)] gLALQbcbefffeubsipq SFS[D(3,1)(2,1)] gLALQbcbefffeubsamq SFS[D(3,1)(2,1)] gLALQbcbefffeubsmmq toroidal gLALQbcbefffeubsimq SFS[D(3,1)(2,1)] gLALQbcbefffeubsaqq SFS[D(3,1)(2,1)] gLALQbcbefffeubsmqq SFS[D(3,1)(2,1)] gLALQbcbefffeubsiqq reducible gLALQbcbefffeubsuuq toroidal gLALQbcbefffeubsaat SFS[D(2,1)(2,1)] gLALQbcbefffeubsppd SFS[D(2,1)(2,1)] gLALQbcbefffeubcaqq SFS[D(3,1)(2,1)] gLALQbcbefffeubraaa SFS[D(2,1)(2,1)] gLALQbcbefffeubraqq reducible gLALQbcbfeffeabdcdd T2xI gLALQbcbfeffeabtntx SFS[D(2,1)(2,1)] gLALQbcbfeffeabpnpx SFS[D(2,1)(2,1)] gLALQbcbfeffeabpwee reducible gLALQbcbfeffeabpwpp SFS[D(2,1)(2,1)] gLALQbcbefffdacslpi SFS[D(2,1)(2,1)] gLALQbcbefffdacsmpp reducible gLALQbcbefffdacouep SFS[D(2,1)(2,1)] gLALQbcbefffdacoulx SFS[D(2,1)(2,1)] gLALQbcbefffdacomdx SFS[D(2,1)(2,1)] gLALQbcbefffdacomip SFS[D(2,1)(2,1)] gLALQbcbefffdacolxa SFS[D(3,1)(2,1)] gLALQbcbefffdacolim SFS[D(3,1)(2,1)] gLALQbcbefffdacolia SFS[D(3,1)(2,1)] gLALQbcbefffdacolda reducible gLALQbcbefffdacolqe SFS[D(3,1)(2,1)] gLALQbcbefffdacolle SFS[D(3,1)(2,1)] gLALQbcbefffdacollu SFS[D(3,1)(2,1)] gLALQbcbefffdacollh reducible gLALQbcbefffdacjuee reducible gLALQbcbefffdacjlpe SFS[D(2,1)(2,1)] gLALQbcbfeffdactntx SFS[D(2,1)(2,1)] gLALQbcbfeffdacpnpx SFS[D(2,1)(2,1)] gLALQbcbfeffdacpwee reducible gLALQbcbfeffdacpwpp SFS[D(2,1)(2,1)] gLALQbcbfeffdacdcdd T2xI gLALQbcbefffexbnmxm SFS[D(2,1)(2,1)] gLALQbcbefffexbndxd SFS[D(2,1)(2,1)] gLALQbcbfeffdhcpviq SFS[D(2,1)(2,1)] gLALQbcbfeffdhctveq SFS[D(2,1)(2,1)] gLALQbcbefffdhcsmmq SFS[D(2,1)(2,1)] gLALQbcbefffdhcsuuq SFS[D(2,1)(2,1)] gLALQbcbeffflpfnaaa SFS[D(2,1)(2,1)] gLALQbcbeffflpfnele SFS[D(5,2)(2,1)] gLALQbcbeffflpfneqe SFS[D(4,1)(2,1)] gLALQbcbeffflpfnixm SFS[D(5,2)(2,1)] gLALQbcbeffflpfnixe SFS[D(4,1)(2,1)] gLALQbcbeffflpfnmxm toroidal gLALQbcbeffflpfnmxe SFS[D(5,2)(2,1)] gLALQbcbeffflpfnaxx SFS[D(2,1)(2,1)] gLALQbcbeffflpfndxd toroidal gLALQbcbeffflpfndid SFS[D(5,2)(2,1)] gLALQbcbefffemboulx toroidal gLALQbcbefffemboahe SFS[D(2,1)(2,1)] gLALQbcbefffembopim SFS[D(2,1)(2,1)] gLALQbcbefffemboaix reducible gLALQbcbefffembomix SFS[D(3,1)(2,1)] gLALQbcbefffemboiix SFS[D(3,1)(2,1)] gLALQbcbefffemboaxx SFS[D(3,1)(2,1)] gLALQbcbefffembomxx SFS[D(3,1)(2,1)] gLALQbcbefffemboixx reducible gLALQbcbefffemboadx SFS[D(3,1)(2,1)] gLALQbcbefffembomdx toroidal gLALQbcbefffemboidx SFS[D(3,1)(2,1)] gLALQbcbefffemboulp SFS[D(2,1)(2,1)] gLALQbcbefffemboull SFS[D(2,1)(2,1)] gLALQbcbefffembwaxx reducible gLALQbcbefffembwahh SFS[D(2,1)(2,1)] gLALQbcbefffembkaxx SFS[D(3,1)(2,1)] gLALQbcbefffducsaat SFS[D(2,1)(2,1)] gLALQbcbefffducsppd SFS[D(2,1)(2,1)] gLALQbcbefffducsiqq reducible gLALQbcbefffducsimq SFS[D(3,1)(2,1)] gLALQbcbefffducsipq SFS[D(3,1)(2,1)] gLALQbcbefffducsmqq SFS[D(3,1)(2,1)] gLALQbcbefffducsmmq toroidal gLALQbcbefffducsmpq SFS[D(3,1)(2,1)] gLALQbcbefffducsaqq SFS[D(3,1)(2,1)] gLALQbcbefffducsamq SFS[D(3,1)(2,1)] gLALQbcbefffducsapq reducible gLALQbcbefffducsuuq toroidal gLALQbcbefffducsuuu SFS[D(2,1)(2,1)] gLALQbcbefffducsuui SFS[D(2,1)(2,1)] gLALQbcbefffduccaqq SFS[D(3,1)(2,1)] gLALQbcbefffducraaa SFS[D(2,1)(2,1)] gLALQbcbefffducraqq reducible gLALQbcbefffeebfeee T2xI gLALQbcbefffeebsmmq SFS[D(2,1)(2,1)] gLALQbcbefffeebsuuq SFS[D(2,1)(2,1)] gLALQbcbefffeebrudd reducible gLALQbcbefffeebruuu SFS[D(2,1)(2,1)] gLALQbcbfeffdecinul SFS[D(2,1)(2,1)] gLALQbcbfeffdectnuu reducible gLALQbcbfeffdecpvdu SFS[D(2,1)(2,1)] gLALQbcbfeffdecpviq SFS[D(2,1)(2,1)] gLALQbcbfeffdectveq SFS[D(2,1)(2,1)] gLALQbcbfeffdectvlu SFS[D(2,1)(2,1)] gLALQbcbfeffdecivqa SFS[D(3,1)(2,1)] gLALQbcbfeffdecivlt SFS[D(3,1)(2,1)] gLALQbcbfeffdecivla SFS[D(3,1)(2,1)] gLALQbcbfeffdecivea reducible gLALQbcbfeffdecivxd SFS[D(3,1)(2,1)] gLALQbcbfeffdecivid SFS[D(3,1)(2,1)] gLALQbcbfeffdecivip SFS[D(3,1)(2,1)] gLALQbcbfeffdecivih reducible gLALQbcbfeffdecpkdd reducible gLALQbcbfeffdecikud SFS[D(2,1)(2,1)] gLALQbcbefffdecsmmq SFS[D(2,1)(2,1)] gLALQbcbefffdecsuuq SFS[D(2,1)(2,1)] gLALQbcbefffdecrudd reducible gLALQbcbefffdecruuu SFS[D(2,1)(2,1)] gLALQbcbefffdecfeee T2xI gLALQbcbefffaefveee SFS[D(3,1)(2,1)] gLALQbcbefffaefvude SFS[D(2,1)(2,1)] gLALQbcbefffaefvaad SFS[D(3,1)(2,1)] gLALQbcbefffaefvaai SFS[D(3,1)(2,1)] gLALQbcbefffaefvmdi SFS[D(2,1)(2,1)] gLALQbcbefffaefvppq SFS[D(3,1)(2,1)] gLALQbcbefffaefvxqq SFS[D(2,1)(2,1)] gLALQbcbefffaefvmmt reducible gLALQbcbefffaefvmmm SFS[D(3,1)(2,1)] gLALQbcbefffaefvmmh SFS[D(3,1)(2,1)] gLALQbcbefffaefvaqh SFS[D(2,1)(2,1)] gLALQbcbefffaefvuut reducible gLALQbcbefffaeffhal SFS[D(2,1)(2,1)] gLALQbcbefffaeffeeq SFS[D(3,1)(2,1)] gLALQbcbefffaeffeel SFS[D(3,1)(2,1)] gLALQbcbefffaeffiad reducible gLALQbcbefffaeffaai SFS[D(3,1)(2,1)] gLALQbcbefffaeffaax SFS[D(3,1)(2,1)] gLALQbcbefffaeffmad reducible gLALQbcbefffaeffxxd reducible gLALQbcbefffaeffxxx SFS[D(3,1)(2,1)] gLALQbcbefffaeffxxi SFS[D(3,1)(2,1)] gLALQbcbefffaeffppq SFS[D(3,1)(2,1)] gLALQbcbefffaeffimh SFS[D(2,1)(2,1)] gLALQbcbefffaeffmmt SFS[D(3,1)(2,1)] gLALQbcbefffaeffmmm SFS[D(3,1)(2,1)] gLALQbcbefffaeffmmh toroidal gLALQbcbefffaeffaqm SFS[D(2,1)(2,1)] gLALQbcbefffaeffamh SFS[D(2,1)(2,1)] gLALQbcbefffaeffuut SFS[D(3,1)(2,1)] gLALQbcbefffaefgeee SFS[D(3,1)(2,1)] gLALQbcbefffaefgaad SFS[D(3,1)(2,1)] gLALQbcbefffaefgaax SFS[D(3,1)(2,1)] gLALQbcbefffaefgmdd SFS[D(2,1)(2,1)] gLALQbcbefffaefgxxx SFS[D(3,1)(2,1)] gLALQbcbefffaefglml SFS[D(2,1)(2,1)] gLALQbcbefffaefgpqq SFS[D(2,1)(2,1)] gLALQbcbefffaefgppq toroidal gLALQbcbefffaefgpmq SFS[D(2,1)(2,1)] gLALQbcbefffaefgppl SFS[D(3,1)(2,1)] gLALQbcbefffaefgppe SFS[D(3,1)(2,1)] gLALQbcbefffaefgmmt SFS[D(3,1)(2,1)] gLALQbcbefffaefgmqm reducible gLALQbcbefffaefgmpm reducible gLALQbcbefffaefgmmh SFS[D(3,1)(2,1)] gLALQbcbefffaefguut SFS[D(3,1)(2,1)] gLALQbcbefffaefguuh SFS[D(3,1)(2,1)] gLALQbcbefffaefguum reducible gLALQbcbefffaefwumd SFS[D(2,1)(2,1)] gLALQbcbefffaefwuth SFS[D(2,1)(2,1)] gLALQbcbefffaefwmta SFS[D(2,1)(2,1)] gLALQbcbefffaefwmml SFS[D(2,1)(2,1)] gLALQbcbefffaefwlet SFS[D(3,1)(2,1)] gLALQbcbefffaefwlql SFS[D(3,1)(2,1)] gLALQbcbefffaefwlel SFS[D(3,1)(2,1)] gLALQbcbefffaefwlea reducible gLALQbcbefffaefwldp SFS[D(3,1)(2,1)] gLALQbcbefffaefwldh SFS[D(3,1)(2,1)] gLALQbcbefffaefwlxh SFS[D(3,1)(2,1)] gLALQbcbefffaefwlih reducible gLALQbcbefffaefkaxq SFS[D(2,1)(2,1)] gLALQbcbefffaefkadi SFS[D(2,1)(2,1)] gLALQbcbefffaefkhqq reducible gLALQbcbefffaefkhqu SFS[D(3,1)(2,1)] gLALQbcbefffaefkhqi SFS[D(3,1)(2,1)] gLALQbcbefffaefkhei SFS[D(3,1)(2,1)] gLALQbcbefffaefkhli reducible gLALQbcbefffaefoihl reducible gLALQbcbefffaefoama T2xI gLALQbcbefffaefomhl reducible gLALQbcbefffaefoadq SFS[D(2,1)(2,1)] gLALQbcbefffaefseeh SFS[D(3,1)(2,1)] gLALQbcbefffaefsxxa SFS[D(3,1)(2,1)] gLALQbcbefffaefcedd T2xI gLALQbcbefffaefceed SFS[A(2,1)] gLALQbcbefffaefcead T2xI gLALQbcbefffaefcxqh SFS[D(2,1)(2,1)] gLALQbcbefffaefcimi T2xI gLALQbcbefffaefcmmi SFS[A(2,1)] gLALQbcbefffaefcami T2xI gLALQbcbefffaefchxq SFS[D(2,1)(2,1)] gLALQbcbefffaefreep SFS[D(3,1)(2,1)] gLALQbcbefffaefrxxt reducible gLALQbcbefffaefrxxl SFS[D(3,1)(2,1)] gLALQbcbefffaefrxxa SFS[D(3,1)(2,1)] gLALQbcbefffaefrlmd SFS[D(2,1)(2,1)] gLALQbcbefffaefrmmu reducible gLALQbcbefffaefrhxi SFS[D(2,1)(2,1)] gLALQbcbfeffaefpwda SFS[D(2,1)(2,1)] gLALQbcbfeffaefpwel SFS[D(3,1)(2,1)] gLALQbcbfeffaeflwap SFS[D(3,1)(2,1)] gLALQbcbfeffaefpsmt SFS[D(2,1)(2,1)] gLALQbcbfeffaefpsph SFS[D(3,1)(2,1)] gLALQbcbfeffaefisme reducible gLALQbcbfeffaefhsad SFS[D(2,1)(2,1)] gLALQbcbfeffaefhsex SFS[D(3,1)(2,1)] gLALQbcbfeffaeflsxm SFS[D(3,1)(2,1)] gLALQbcbfeffaefisui reducible gLALQbcbfeffaefhwqi SFS[D(2,1)(2,1)] gLALQbcbfeffaefhwpu SFS[D(3,1)(2,1)] gLALQbcbfeffaefdbdd T2xI gLALQbcbfeffaefibpq reducible gLALQbcbfeffaefibmq reducible gLALQbcbfeffaefdbmm SFS[D(2,1)(2,1)] gLALQbcbfeffaefpnet SFS[D(3,1)(2,1)] gLALQbcbfeffaefpkmm SFS[D(2,1)(2,1)] gLALQbcbfeffaefikml reducible gLALQbcbfeffaefhkei SFS[D(3,1)(2,1)] gLALQbcbfeffaeflkxh SFS[D(3,1)(2,1)] gLALQbcbfeffaefakxh reducible gLALQbcbfeffaefhnqq SFS[D(2,1)(2,1)] gLALQbcbfeffaeflvth SFS[D(5,2)(2,1)] gLALQbcbfeffaeflvmh toroidal gLALQbcbfeffaeflvmd SFS[D(5,2)(2,1)] gLALQbcbfeffaefhvdi SFS[D(4,1)(2,1)] gLALQbcbfeffaefhvxi SFS[D(5,2)(2,1)] gLALQbcbfeffaefhvxq SFS[D(4,1)(2,1)] gLALQbcbfeffaefpvta SFS[D(4,1)(2,1)] gLALQbcbfeffaefpvtl SFS[D(5,2)(2,1)] gLALQbcbfeffaefpvml SFS[D(4,1)(2,1)] gLALQbcbfeffaefdvdq toroidal gLALQbcbfeffaeflrmh SFS[D(2,1)(2,1)] gLALQbcbfeffaefljmh SFS[D(2,1)(2,1)] gLALQbcbefffahfvxxx SFS[D(3,1)(2,1)] gLALQbcbefffahfvaax SFS[D(3,1)(2,1)] gLALQbcbefffahfgxml SFS[D(5,2)(3,1)] gLALQbcbefffahfgmmm SFS[D(3,1)(2,1)] gLALQbcbefffahfgeee reducible gLALQbcbefffahfgxxx SFS[D(3,1)(2,1)] gLALQbcbefffahfgaax SFS[D(3,1)(2,1)] gLALQbcbefffahffaai SFS[D(3,1)(2,1)] gLALQbcbefffahffxxx reducible gLALQbcbefffahffaax toroidal gLALQbcbefffahffhdl SFS[D(4,1)(3,1)] gLALQbcbefffahffaad SFS[D(3,1)(2,1)] gLALQbcbefffaxfjahx SFS[D(2,1)(2,1)] gLALQbcbefffaxfjqxx SFS[D(2,1)(2,1)] gLALQbcbefffaxfwahx SFS[D(5,1)(2,1)] gLALQbcbefffaxfwqxx toroidal gLALQbcbefffaxfwdxx SFS[D(2,1)(2,1)] gLALQbcbefffaxfwtxx SFS[D(7,3)(2,1)] gLALQbcbefffaxfchie SFS[D(5,3)(3,1)] gLALQbcbefffaxfcalx SFS[D(5,1)(2,1)] gLALQbcbefffaxfcaix SFS[D(2,1)(2,1)] gLALQbcbefffaxfcahx SFS[D(7,2)(2,1)] gLALQbcbefffaxfcqxx SFS[D(7,3)(2,1)] gLALQbcbefffaxfntqt m032(0,0) gLALQbcbefffaxfnhah m006(0,0) gLALQbcbefffaxfnqxh m029(0,0) gLALQbcbefffaxfntxp m053(0,0) gLALQbcbefffaxfghah toroidal gLALQbcbefffaxfgqxh m081(0,0) gLALQbcbefffaxfshah toroidal gLALQbcbefffaxfsqxh toroidal gLALQbcbfeffahfhvxq m015(0,0) gLALQbcbfeffahfdvdq m007(0,0) gLALQbcbfeffahfqvxh m004(0,0) gLALQbcbfeffahfdvma SFS[D(3,1)(3,1)] gLALQbcbfeffahfhrxq SFS[D(5,3)(3,1)] gLALQbcbfeffahfqrxh m117(0,0) gLALQbcbfeffahfhjxq m146(0,0) gLALQbcbfeffahfqjxh toroidal gLALQbcbefffahfseeh m009(0,0) gLALQbcbefffahfsxxa toroidal gLALQbcbefffahfshxq m035(0,0) gLALQbcbefffahfsetq m045(0,0) gLALQbcbefffahfcxxa toroidal gLALQbcbefffahfchxq m142(0,0) gLALQbcbefffahfrxxa m011(0,0) gLALQbcbefffahfrhxq SFS[D(5,2)(3,1)] gLALQbcbefffahfohqq SFS[D(8,3)(2,1)] gLALQbcbefffahfoadq SFS[D(7,2)(2,1)] gLALQbcbefffahfoaxq toroidal gLALQbcbefffahfoxip SFS[D(4,3)(3,1)] gLALQbcbefffahfkhqq toroidal gLALQbcbefffahfkeqq SFS[D(8,3)(2,1)] gLALQbcbefffahfkaxq SFS[D(7,2)(2,1)] gLALQbcbefffapfbaha SFS[D(3,1)(2,1)] gLALQbcbefffapfbhhh SFS[D(3,1)(2,1)] gLALQbcbefffapfvqul SFS[D(4,1)(3,1)] gLALQbcbefffapfvala SFS[D(3,1)(2,1)] gLALQbcbefffapfvaia SFS[D(3,1)(2,1)] gLALQbcbefffapfvaha toroidal gLALQbcbefffapfvhhh reducible gLALQbcbefffapfottt reducible gLALQbcbefffapfoaha SFS[D(3,1)(2,1)] gLALQbcbefffapfohhh SFS[D(3,1)(2,1)] gLALQbcbefffapfohum SFS[D(5,2)(3,1)] gLALQbcbefffapfommm SFS[D(3,1)(2,1)] gLALQbcbefffamfjxqq SFS[D(7,2)(2,1)] gLALQbcbefffamfjaqh toroidal gLALQbcbefffamfjaph SFS[D(8,3)(2,1)] gLALQbcbefffamfbxud SFS[D(4,3)(3,1)] gLALQbcbefffamfbett SFS[D(7,2)(2,1)] gLALQbcbefffamfbxqq toroidal gLALQbcbefffamfbaqh SFS[D(8,3)(2,1)] gLALQbcbefffapfntqt m009(0,0) gLALQbcbefffapfnhah toroidal gLALQbcbefffapfnqxh m035(0,0) gLALQbcbefffapfntxp m045(0,0) gLALQbcbefffapfghah toroidal gLALQbcbefffapfgqxh m142(0,0) gLALQbcbefffapfshah m011(0,0) gLALQbcbefffapfsqxh SFS[D(5,2)(3,1)] gLALQbcbefffaifnaqh SFS[D(2,1)(2,1)] gLALQbcbefffaifnxqq SFS[D(2,1)(2,1)] gLALQbcbefffaifbxud SFS[D(5,3)(3,1)] gLALQbcbefffaifbaqh SFS[D(7,3)(2,1)] gLALQbcbefffaifbxqq SFS[D(7,2)(2,1)] gLALQbcbefffaifbmdd SFS[D(2,1)(2,1)] gLALQbcbefffaifbett SFS[D(5,1)(2,1)] gLALQbcbefffaifjaph SFS[D(7,3)(2,1)] gLALQbcbefffaifjamh SFS[D(2,1)(2,1)] gLALQbcbefffaifjaqh toroidal gLALQbcbefffaifjxqq SFS[D(5,1)(2,1)] gLALQbcbefffaifoxqh m004(0,0) gLALQbcbefffaifoeta SFS[D(3,1)(3,1)] gLALQbcbefffaifohqx m015(0,0) gLALQbcbefffaifoeex m007(0,0) gLALQbcbefffaifkxqh toroidal gLALQbcbefffaifkhqx m146(0,0) gLALQbcbefffaifwxqh m117(0,0) gLALQbcbefffaifwhqx SFS[D(5,3)(3,1)] gLALQbcbefffaifchei SFS[D(4,3)(3,1)] gLALQbcbefffaifchxx toroidal gLALQbcbefffaifcaqx SFS[D(8,3)(2,1)] gLALQbcbefffaifcexx SFS[D(7,2)(2,1)] gLALQbcbefffaifshxx SFS[D(7,2)(2,1)] gLALQbcbefffaifsamx SFS[D(8,3)(2,1)] gLALQbcbefffaifsaqx toroidal gLALQbcbefffaufseeh m032(0,0) gLALQbcbefffaufsxxa m006(0,0) gLALQbcbefffaufshxq m029(0,0) gLALQbcbefffaufsetq m053(0,0) gLALQbcbefffaufcxxa toroidal gLALQbcbefffaufchxq m081(0,0) gLALQbcbefffaufrxxa toroidal gLALQbcbefffaufrhxq toroidal gLALQbcbefffamfraqx SFS[D(2,1)(2,1)] gLALQbcbefffamfrhxx SFS[D(2,1)(2,1)] gLALQbcbefffamfcaqx SFS[D(7,3)(2,1)] gLALQbcbefffamfcexx SFS[D(5,1)(2,1)] gLALQbcbefffamfcuxx SFS[D(2,1)(2,1)] gLALQbcbefffamfchxx SFS[D(7,2)(2,1)] gLALQbcbefffamfchei SFS[D(5,3)(3,1)] gLALQbcbefffamfsaqx toroidal gLALQbcbefffamfsamx SFS[D(7,3)(2,1)] gLALQbcbefffamfsapx SFS[D(2,1)(2,1)] gLALQbcbefffamfshxx SFS[D(5,1)(2,1)] gLALQbcbefffaufvaax SFS[D(3,1)(2,1)] gLALQbcbefffaufvxxx SFS[D(3,1)(2,1)] gLALQbcbefffauffhdl SFS[D(5,2)(3,1)] gLALQbcbefffauffaad SFS[D(3,1)(2,1)] gLALQbcbefffauffaai reducible gLALQbcbefffauffaax SFS[D(3,1)(2,1)] gLALQbcbefffauffxxx SFS[D(3,1)(2,1)] gLALQbcbefffaufgeee SFS[D(3,1)(2,1)] gLALQbcbefffaufgaax reducible gLALQbcbefffaufgxxx toroidal gLALQbcbefffaufgxml SFS[D(4,1)(3,1)] gLALQbcbefffaufgmmm SFS[D(3,1)(2,1)] gLALQbcbfeffaafaoal SFS[D(3,1)(2,1)] gLALQbcbfeffaafpoed SFS[D(2,1)(2,1)] gLALQbcbfeffaaftoth SFS[D(3,1)(2,1)] gLALQbcbfeffaafaoxh SFS[D(2,1)(2,1)] gLALQbcbfeffaafaoae SFS[D(3,1)(2,1)] gLALQbcbfeffaafpopm reducible gLALQbcbfeffaafacal SFS[D(3,1)(2,1)] gLALQbcbfeffaafagae SFS[D(3,1)(2,1)] gLALQbcbfeffaafagaq SFS[D(3,1)(2,1)] gLALQbcbfeffaafacxt SFS[D(2,1)(2,1)] gLALQbcbfeffaafacaq SFS[D(3,1)(2,1)] gLALQbcbfeffaafhcai SFS[D(2,1)(2,1)] gLALQbcbfeffaafacth SFS[D(2,1)(2,1)] gLALQbcbfeffaaftcth toroidal gLALQbcbfeffaaflcth SFS[D(2,1)(2,1)] gLALQbcbfeffaafdcdi SFS[D(3,1)(2,1)] gLALQbcbfeffaafqcql SFS[D(3,1)(2,1)] gLALQbcbfeffaafpcpm SFS[D(3,1)(2,1)] gLALQbcbfeffaaftcae reducible gLALQbcbfeffaaflcae reducible gLALQbcbfeffaaftgth SFS[D(3,1)(2,1)] gLALQbcbfeffaafpgpm SFS[D(3,1)(2,1)] gLALQbcbfeffaafdcdx SFS[D(3,1)(2,1)] gLALQbcbfeffaafpgpt reducible gLALQbcbefffaafnxqe SFS[D(2,1)(2,1)] gLALQbcbefffaafnutm SFS[D(2,1)(2,1)] gLALQbcbefffaafnmpm SFS[D(2,1)(2,1)] gLALQbcbefffaafnhae SFS[D(2,1)(2,1)] gLALQbcbefffaafnxpl SFS[D(3,1)(2,1)] gLALQbcbefffaafnuuh SFS[D(3,1)(2,1)] gLALQbcbefffaafnppl SFS[D(3,1)(2,1)] gLALQbcbefffaafnlpl reducible gLALQbcbefffaafnmqt SFS[D(3,1)(2,1)] gLALQbcbefffaafniqt SFS[D(3,1)(2,1)] gLALQbcbefffaafnhdq SFS[D(3,1)(2,1)] gLALQbcbefffaafnltd reducible gLALQbcbefffaafjxqq SFS[D(2,1)(2,1)] gLALQbcbefffaafjutt SFS[D(2,1)(2,1)] gLALQbcbefffaafjaqh reducible gLALQbcbefffaafjmqh SFS[D(3,1)(2,1)] gLALQbcbefffaafjiqh SFS[D(3,1)(2,1)] gLALQbcbefffaafjhdl SFS[D(3,1)(2,1)] gLALQbcbefffaafjlti reducible gLALQbcbefffaafbltx reducible gLALQbcbefffaafbeee T2xI gLALQbcbefffaafblux reducible gLALQbcbefffaafbett SFS[D(2,1)(2,1)] gLALQbcbfeffaafdndh SFS[D(3,1)(2,1)] gLALQbcbfeffaafqnqa SFS[D(3,1)(2,1)] gLALQbcbfeffaafqfxh SFS[D(2,1)(2,1)] gLALQbcbfeffaafdfae T2xI gLALQbcbfeffaafdfde SFS[A(2,1)] gLALQbcbfeffaafaftl T2xI gLALQbcbfeffaafhfqx SFS[D(2,1)(2,1)] gLALQbcbfeffaafqwqm reducible gLALQbcbfeffaafdwdu SFS[D(3,1)(2,1)] gLALQbcbfeffaafqwqa SFS[D(3,1)(2,1)] gLALQbcbfeffaafhwql SFS[D(2,1)(2,1)] gLALQbcbefffaafoimh SFS[D(5,2)(2,1)] gLALQbcbefffaafoith toroidal gLALQbcbefffaafohel SFS[D(4,1)(2,1)] gLALQbcbefffaafohql SFS[D(5,2)(2,1)] gLALQbcbefffaafohqx SFS[D(4,1)(2,1)] gLALQbcbefffaafommh SFS[D(4,1)(2,1)] gLALQbcbefffaafoeex toroidal gLALQbcbefffaafkpeh SFS[D(2,1)(2,1)] gLALQbcbefffaafkith SFS[D(2,1)(2,1)] gLALQabcefefbcjjmgj SFS[D(2,1)(2,1)] gLALQabcefefbfkjmgj SFS[D(2,1)(2,1)] gLAPPabcdeffbcbcsdk SFS[D(2,1)(2,1)] gLAPPabcdeffbcbcwen SFS[D(2,1)(2,1)] gLALQabcefefbckvmgr SFS[D(2,1)(2,1)] gLALQabcefefbfgvmgr SFS[D(2,1)(2,1)] gLALQabcefefbwrbmoj toroidal gLALQabcefefbjrbmoj SFS[D(2,1)(2,1)] gLAPPabcedffbcvbfls reducible gLAPPabcedffbfwbfls reducible gLAPPabcedffbkwbfls reducible gLAPPabcedffbrwbfls reducible gLALQacbefefngbbmoj reducible gLALQacbefefjgbbmoj reducible gLALQacbefefbgjbmoj toroidal gLALQacbefefbgnbmoj toroidal gLAPPabcedffbcgobdj reducible gLAPPabcedffbckvben reducible gLAPPabcedffbjrbfls reducible gLAPPabcedffbwrbfls reducible gLALQabcefefbcvbmoj SFS[D(2,1)(2,1)] gLALQabcefefbfwbmoj SFS[D(2,1)(2,1)] gLALQabcefefbrwbmoj toroidal gLALQabcefefbkwbmoj SFS[D(2,1)(2,1)] gLALQabcefefbfvsmor SFS[D(2,1)(2,1)] gLALQabcefefbcssmor SFS[D(2,1)(2,1)] gLALQabcefefbcjnmcj SFS[D(2,1)(2,1)] gLALQabcefefbfknmcj SFS[D(2,1)(2,1)] gLAPPabcedffbcorbej reducible gLAPPabcedffbcswbdk reducible gLALQacbefefbfnoufw reducible gLALQacbefefbfjoufw reducible gLALQacbefefbfjomfr reducible gLALQacbefefjfnoufw toroidal gLALQacbefefjfjomfr toroidal gLALQacbefefbfnomfr reducible gLALQacbefefnfnomfr toroidal gLALQacbefefjfnomfr toroidal gLALQabcefefbfjoufw SFS[D(2,1)(2,1)] gLALQabcefefbrjoufw reducible gLALQabcefefbkjoufw SFS[D(2,1)(2,1)] gLALQabcefefbcgoufw SFS[D(2,1)(2,1)] gLALQabcefefjfjoufw toroidal gLALQabcefefjrjoufw toroidal gLALQabcefefjkjoufw toroidal gLALQabcefefnfjoufw SFS[D(2,1)(2,1)] gLALQabcefefnrjoufw toroidal gLALQabcefefnkjoufw toroidal gLALQabcefefbcooufw SFS[D(2,1)(2,1)] gLALQabcefefbwooufw reducible gLALQabcefefbjooufw SFS[D(2,1)(2,1)] gLALQabcefefbfnoufw SFS[D(2,1)(2,1)] gLALQabcefefjcooufw SFS[D(2,1)(2,1)] gLALQabcefefjwooufw toroidal gLALQabcefefjjooufw toroidal gLALQabcefefncooufw toroidal gLALQabcefefnwooufw toroidal gLALQabcefefnjooufw toroidal gLALQabcefefbcgomfr SFS[D(2,1)(2,1)] gLALQabcefefbfjomfr SFS[D(2,1)(2,1)] gLALQabcefefnfjomfr SFS[D(2,1)(2,1)] gLALQabcefefjfjomfr toroidal gLALQabcefefbkjomfr SFS[D(2,1)(2,1)] gLALQabcefefnkjomfr toroidal gLALQabcefefjkjomfr toroidal gLALQabcefefbrjomfr reducible gLALQabcefefnrjomfr toroidal gLALQabcefefjrjomfr toroidal gLALQacbfeefbgnpbgj toroidal gLALQacbfeefbgjpbgj toroidal gLALQacbfeefbgjebgj toroidal gLALQacbfeefjgnpbgj toroidal gLALQacbfeefjgjebgj reducible gLALQacbfeefbgnebgj toroidal gLALQacbfeefngnebgj toroidal gLALQacbfeefjgnebgj toroidal gLALQabcfeefbcvpbgj SFS[D(2,1)(2,1)] gLALQabcfeefbfwpbgj SFS[D(2,1)(2,1)] gLALQabcfeefbkwpbgj SFS[D(2,1)(2,1)] gLALQabcfeefbrwpbgj toroidal gLALQabcfeefjfwpbgj toroidal gLALQabcfeefjkwpbgj toroidal gLALQabcfeefjrwpbgj toroidal gLALQabcfeefnfwpbgj SFS[D(2,1)(2,1)] gLALQabcfeefnkwpbgj toroidal gLALQabcfeefnrwpbgj toroidal gLALQabcefefbcoomfr SFS[D(2,1)(2,1)] gLALQabcefefncoomfr toroidal gLALQabcefefjcoomfr SFS[D(2,1)(2,1)] gLALQabcefefbfnomfr SFS[D(2,1)(2,1)] gLALQabcefefbjoomfr SFS[D(2,1)(2,1)] gLALQabcefefnjoomfr toroidal gLALQabcefefjjoomfr toroidal gLALQabcefefbwoomfr reducible gLALQabcefefnwoomfr toroidal gLALQabcefefjwoomfr toroidal gLALQabcfeefbcvebgj SFS[D(2,1)(2,1)] gLALQabcfeefbfwebgj SFS[D(2,1)(2,1)] gLALQabcfeefnfwebgj SFS[D(2,1)(2,1)] gLALQabcfeefjfwebgj toroidal gLALQabcfeefbrwebgj toroidal gLALQabcfeefnrwebgj toroidal gLALQabcfeefjrwebgj toroidal gLALQabcfeefbkwebgj SFS[D(2,1)(2,1)] gLALQabcfeefnkwebgj toroidal gLALQabcfeefjkwebgj toroidal gLAPPacbdeffbcjcvuj toroidal gLAPPacbdeffbcncvuj toroidal gLAPPacbdeffbcncvls toroidal gLAPPacbdeffjcncvls toroidal gLAPPacbdeffjfjfoin reducible gLAPPacbdeffbcjcvls toroidal gLAPPacbdeffjcjcvls toroidal gLAPPacbdeffjcncvuj toroidal gLALQabcefefbccrmvr SFS[D(2,1)(2,1)] gLALQabcefefbccnugw SFS[D(2,1)(2,1)] gLALQabcfeefbcjenoj SFS[D(2,1)(2,1)] gLALQabcfeefbcjpjcj SFS[D(2,1)(2,1)] gLAPPabcdeffbcbfwuj reducible gLAPPabcdeffbcccrpn reducible gLALQabcefefbccnmgr SFS[D(2,1)(2,1)] gLALQabcefefbccruvw SFS[D(2,1)(2,1)] gLALQabcfeefbcjejcj SFS[D(2,1)(2,1)] gLALQabcfeefbcjpnoj SFS[D(2,1)(2,1)] gLAPPabcdeffbcccrin reducible gLAPPabcdeffbcbfwls reducible gLALQabcefefbcjjdgj SFS[D(2,1)(2,1)] gLALQabcefefbfkjdgj SFS[D(2,1)(2,1)] gLAPPabcdeffbcbcsun SFS[D(2,1)(2,1)] gLAPPabcdeffbcbcwtk SFS[D(2,1)(2,1)] gLALQabcefefbckvugw SFS[D(2,1)(2,1)] gLALQabcefefbfgvugw SFS[D(2,1)(2,1)] gLALQabcefefbwrbdoj toroidal gLALQabcefefbjrbdoj SFS[D(2,1)(2,1)] gLAPPabcedffbcvbfuj reducible gLAPPabcedffbfwbfuj reducible gLAPPabcedffbkwbfuj reducible gLAPPabcedffbrwbfuj reducible gLALQacbefefngbbdoj reducible gLALQacbefefjgbbdoj reducible gLALQacbefefbgjbdoj toroidal gLALQacbefefbgnbdoj toroidal gLAPPabcedffbcgobmj reducible gLAPPabcedffbckvbtk reducible gLAPPabcedffbjrbfuj reducible gLAPPabcedffbwrbfuj reducible gLALQabcefefbcvbdoj SFS[D(2,1)(2,1)] gLALQabcefefbfwbdoj SFS[D(2,1)(2,1)] gLALQabcefefbrwbdoj toroidal gLALQabcefefbkwbdoj SFS[D(2,1)(2,1)] gLALQabcefefbfvsuow SFS[D(2,1)(2,1)] gLALQabcefefbcssuow SFS[D(2,1)(2,1)] gLALQabcefefbcjndcj SFS[D(2,1)(2,1)] gLALQabcefefbfkndcj SFS[D(2,1)(2,1)] gLAPPabcedffbcorbpj reducible gLAPPabcedffbcswbun reducible gLALQabcefefbcjjugr SFS[D(3,1)(2,1)] gLALQabcefefbfkjugr SFS[D(3,1)(2,1)] gLAPPabcdeffbcbcslw SFS[D(3,1)(2,1)] gLAPPabcdeffbcbcwpj SFS[D(3,1)(2,1)] gLALQabcefefbckvlgn SFS[D(3,1)(2,1)] gLALQabcefefbfgvlgn SFS[D(3,1)(2,1)] gLALQabcefefbwrbuor toroidal gLALQabcefefbjrbuor SFS[D(3,1)(2,1)] gLALQacbefefbgjbuor toroidal gLALQacbefefbgnbuor toroidal gLALQabcefefbcvbuor SFS[D(3,1)(2,1)] gLALQabcefefbfwbuor SFS[D(3,1)(2,1)] gLALQabcefefbrwbuor toroidal gLALQabcefefbkwbuor SFS[D(3,1)(2,1)] gLALQabcefefbfvslon SFS[D(3,1)(2,1)] gLALQabcefefbcsslon SFS[D(3,1)(2,1)] gLALQabcefefbcjnucr SFS[D(3,1)(2,1)] gLALQabcefefbfknucr SFS[D(3,1)(2,1)] gLALQacbefefbfnolfj reducible gLALQacbefefbfjolfj reducible gLALQacbefefbfjolfn reducible gLALQacbefefjfnolfj toroidal gLALQacbefefjfjolfj toroidal gLALQacbefefbfnolfn reducible gLALQacbefefnfnolfj toroidal gLALQacbefefjfnolfn toroidal gLALQabcefefbfjolfj SFS[D(3,1)(2,1)] gLALQabcefefbrjolfj reducible gLALQabcefefbkjolfj SFS[D(3,1)(2,1)] gLALQabcefefbcgolfj SFS[D(3,1)(2,1)] gLALQabcefefjfjolfj toroidal gLALQabcefefjrjolfj toroidal gLALQabcefefjkjolfj toroidal gLALQabcefefnfjolfj SFS[D(3,1)(2,1)] gLALQabcefefnrjolfj toroidal gLALQabcefefnkjolfj toroidal gLALQabcefefbcoolfj SFS[D(3,1)(2,1)] gLALQabcefefbwoolfj reducible gLALQabcefefbjoolfj SFS[D(3,1)(2,1)] gLALQabcefefbfnolfj SFS[D(3,1)(2,1)] gLALQabcefefjcoolfj SFS[D(3,1)(2,1)] gLALQabcefefjwoolfj toroidal gLALQabcefefjjoolfj toroidal gLALQabcefefncoolfj toroidal gLALQabcefefnwoolfj toroidal gLALQabcefefnjoolfj toroidal gLALQabcefefbcgolfn SFS[D(3,1)(2,1)] gLALQabcefefbfjolfn SFS[D(3,1)(2,1)] gLALQabcefefnfjolfn SFS[D(3,1)(2,1)] gLALQabcefefjfjolfn toroidal gLALQabcefefbkjolfn SFS[D(3,1)(2,1)] gLALQabcefefnkjolfn toroidal gLALQabcefefjkjolfn toroidal gLALQabcefefbrjolfn reducible gLALQabcefefnrjolfn toroidal gLALQabcefefjrjolfn toroidal gLALQacbfeefbgnibgk toroidal gLALQacbfeefbgjibgk toroidal gLALQacbfeefbgjibgr toroidal gLALQacbfeefjgnibgk toroidal gLALQacbfeefbgnibgr toroidal gLALQacbfeefngnibgk toroidal gLALQacbfeefjgnibgr toroidal gLALQabcfeefbcvibgk SFS[D(3,1)(2,1)] gLALQabcfeefbfwibgk SFS[D(3,1)(2,1)] gLALQabcfeefbkwibgk SFS[D(3,1)(2,1)] gLALQabcfeefbrwibgk toroidal gLALQabcfeefjfwibgk toroidal gLALQabcfeefjkwibgk toroidal gLALQabcfeefjrwibgk toroidal gLALQabcfeefnfwibgk SFS[D(3,1)(2,1)] gLALQabcfeefnkwibgk toroidal gLALQabcfeefnrwibgk toroidal gLALQabcefefbcoolfn SFS[D(3,1)(2,1)] gLALQabcefefncoolfn toroidal gLALQabcefefjcoolfn SFS[D(3,1)(2,1)] gLALQabcefefbfnolfn SFS[D(3,1)(2,1)] gLALQabcefefbjoolfn SFS[D(3,1)(2,1)] gLALQabcefefnjoolfn toroidal gLALQabcefefjjoolfn toroidal gLALQabcefefbwoolfn reducible gLALQabcefefnwoolfn toroidal gLALQabcefefjwoolfn toroidal gLALQabcfeefbcvibgr SFS[D(3,1)(2,1)] gLALQabcfeefbfwibgr SFS[D(3,1)(2,1)] gLALQabcfeefnfwibgr SFS[D(3,1)(2,1)] gLALQabcfeefjfwibgr toroidal gLALQabcfeefbrwibgr toroidal gLALQabcfeefnrwibgr toroidal gLALQabcfeefjrwibgr toroidal gLALQabcfeefbkwibgr SFS[D(3,1)(2,1)] gLALQabcfeefnkwibgr toroidal gLALQabcfeefjkwibgr toroidal gLAPPacbdeffbcjcvdn toroidal gLAPPacbdeffbcncvdn toroidal gLAPPacbdeffbcncvdr toroidal gLAPPacbdeffjcncvdr toroidal gLAPPacbdeffbcjcvdr toroidal gLAPPacbdeffjcjcvdn toroidal gLAPPacbdeffjcncvdn toroidal gLALQabcefefbccrlvn SFS[D(3,1)(2,1)] gLALQabcefefbccnlgj SFS[D(3,1)(2,1)] gLALQabcfeefbcjinor SFS[D(3,1)(2,1)] gLALQabcfeefbcjijck SFS[D(3,1)(2,1)] gLALQabcefefbccnlgn SFS[D(3,1)(2,1)] gLALQabcefefbccrlvj SFS[D(3,1)(2,1)] gLALQabcfeefbcjijcr SFS[D(3,1)(2,1)] gLALQabcfeefbcjinok SFS[D(3,1)(2,1)] gLALQabcefefbcjjugk SFS[D(3,1)(2,1)] gLALQabcefefbfkjugk SFS[D(3,1)(2,1)] gLAPPabcdeffbcbcslj SFS[D(3,1)(2,1)] gLAPPabcdeffbcbcwpw SFS[D(3,1)(2,1)] gLALQabcefefbckvlgj SFS[D(3,1)(2,1)] gLALQabcefefbfgvlgj SFS[D(3,1)(2,1)] gLALQabcefefbwrbuok toroidal gLALQabcefefbjrbuok SFS[D(3,1)(2,1)] gLALQacbefefbgjbuok toroidal gLALQacbefefbgnbuok toroidal gLALQabcefefbcvbuok SFS[D(3,1)(2,1)] gLALQabcefefbfwbuok SFS[D(3,1)(2,1)] gLALQabcefefbrwbuok toroidal gLALQabcefefbkwbuok SFS[D(3,1)(2,1)] gLALQabcefefbfvsloj SFS[D(3,1)(2,1)] gLALQabcefefbcssloj SFS[D(3,1)(2,1)] gLALQabcefefbcjnuck SFS[D(3,1)(2,1)] gLALQabcefefbfknuck SFS[D(3,1)(2,1)] gLALQabcefefbwrgqjn SFS[D(10,7)(2,1)] gLAPPabcdeffbcvsgqn SFS[D(4,1)(2,1)] gLAPPabcdeffbfwsgqn SFS[D(4,1)(2,1)] gLAPPabcdeffbkwsgqn SFS[D(4,1)(2,1)] gLAPPabcdeffbrwsgqn toroidal gLALQacbefefngbgqjn toroidal gLALQacbefefjgbgqjn toroidal gLALQacbefefbgjgqjn SFS[D(10,7)(3,1)] gLALQacbefefbgngqjn SFS[D(10,3)(3,1)] gLAPPabcdeffbcgwfhk SFS[D(4,1)(2,1)] gLAPPabcdeffbckrchj SFS[D(4,1)(2,1)] gLAPPabcdeffbjrsgqn SFS[D(4,1)(2,1)] gLAPPabcdeffbwrsgqn toroidal gLALQabcefefbrwgqjn SFS[D(10,3)(2,1)] gLALQabcefefbwrgqwn SFS[D(11,3)(2,1)] gLAPPabcdeffbrwwgqn SFS[D(11,4)(2,1)] gLALQacbefefngbgqwn SFS[D(11,7)(3,1)] gLALQacbefefjgbgqwn SFS[D(11,4)(3,1)] gLALQacbefefbgjgqwn SFS[D(11,8)(3,1)] gLALQacbefefbgngqwn SFS[D(11,3)(3,1)] gLAPPabcdeffbwrwgqn SFS[D(11,4)(2,1)] gLALQabcefefbrwgqwn SFS[D(11,3)(2,1)] gLALQabcefefjfjjxjj SFS[D(10,3)(2,1)] gLALQabcefefjfjshss SFS[D(10,3)(2,1)] gLALQacbfeefbgnqrww SFS[D(10,7)(3,1)] gLALQacbfeefbgjqrww SFS[D(10,3)(3,1)] gLALQacbfeefbgjxwrr SFS[D(10,3)(3,1)] gLALQacbfeefbgnxwrr SFS[D(10,7)(3,1)] gLALQabcfeefbrwqrww SFS[D(10,7)(2,1)] gLALQabcfeefbrwxwrr SFS[D(10,7)(2,1)] gLALQabcefefbfjjxkj SFS[D(3,1)(2,1)] gLALQabcefefbcgjxkj SFS[D(3,1)(2,1)] gLALQabcefefjfjjxkj toroidal gLALQabcefefnfjjxkj SFS[D(3,1)(2,1)] gLALQabcefefjfjshws SFS[D(11,3)(2,1)] gLALQacbfeefbgnqrjw SFS[D(11,8)(3,1)] gLALQacbfeefbgjqrjw SFS[D(11,3)(3,1)] gLALQacbfeefbgjxwnr toroidal gLALQacbfeefbgnxwnr toroidal gLALQabcfeefbrwqrjw SFS[D(11,3)(2,1)] gLALQabcfeefbcvxwnr SFS[D(3,1)(2,1)] gLALQabcfeefbfwxwnr SFS[D(3,1)(2,1)] gLALQabcfeefbrwxwnr toroidal gLALQabcfeefbkwxwnr SFS[D(3,1)(2,1)] gLALQacbefefbcjkxcj reducible gLALQacbefefbcnkxcj reducible gLALQacbefefncbkxcj reducible gLALQacbefefncjkxcj SFS[D(3,1)(3,1)] gLALQacbefefncnkxcj SFS[D(3,1)(3,2)] gLALQacbefefjcbkxcj reducible gLALQacbefefjcjkxcj SFS[D(3,1)(3,2)] gLALQacbefefjcnkxcj SFS[D(3,1)(3,1)] gLALQabcefefbwkkxcj reducible gLALQabcefefnwkkxcj SFS[D(3,1)(2,1)] gLALQabcefefjwkkxcj SFS[D(3,1)(2,1)] gLALQabcefefbrvkxcj reducible gLALQabcefefnrvkxcj SFS[D(3,1)(2,1)] gLALQabcefefjrvkxcj SFS[D(3,1)(2,1)] gLAPPabcdeffjfwgrhn reducible gLAPPabcdeffjkwgrhn SFS[D(3,1)(2,1)] gLAPPabcdeffjrwgrhn SFS[D(3,1)(2,1)] gLALQacbefefngnwhgk SFS[D(2,1)(2,1)] gLAPPabcdeffjjkcnxj SFS[D(2,1)(2,1)] gLAPPabcdeffjfvckxr reducible gLAPPabcdeffjrvckxr SFS[D(3,1)(2,1)] gLAPPabcdeffjkvckxr SFS[D(3,1)(2,1)] gLALQabcefefnkwwhgk SFS[D(2,1)(2,1)] gLAPPacbdeffjcjckxr SFS[D(2,1)(2,1)] gLALQabcefefbwrwhjk SFS[D(10,3)(2,1)] gLAPPabcdeffbcvjrhn SFS[D(4,1)(2,1)] gLAPPabcdeffbfwjrhn SFS[D(4,1)(2,1)] gLAPPabcdeffbkwjrhn SFS[D(4,1)(2,1)] gLAPPabcdeffbrwjrhn toroidal gLALQacbefefngbwhjk toroidal gLALQacbefefjgbwhjk toroidal gLALQacbefefbgjwhjk SFS[D(10,7)(3,1)] gLALQacbefefbgnwhjk SFS[D(10,3)(3,1)] gLAPPabcdeffbcgrsqn SFS[D(4,1)(2,1)] gLAPPabcdeffbckwnxj SFS[D(4,1)(2,1)] gLAPPabcdeffbjrjrhn SFS[D(4,1)(2,1)] gLAPPabcdeffbwrjrhn toroidal gLALQabcefefbrwwhjk SFS[D(10,3)(2,1)] gLALQabcefefbckkxjj SFS[D(3,1)(2,1)] gLALQabcefefbfgkxjj SFS[D(3,1)(2,1)] gLALQabcefefbwrwhkk toroidal gLALQabcefefbjrwhkk SFS[D(3,1)(2,1)] gLAPPabcdeffbrwkrhn SFS[D(11,4)(2,1)] gLALQacbefefngbwhkk SFS[D(11,4)(3,1)] gLALQacbefefjgbwhkk SFS[D(11,7)(3,1)] gLALQacbefefbgjwhkk toroidal gLALQacbefefbgnwhkk toroidal gLAPPabcdeffbwrkrhn SFS[D(11,4)(2,1)] gLALQabcefefbcvwhkk SFS[D(3,1)(2,1)] gLALQabcefefbfwwhkk SFS[D(3,1)(2,1)] gLALQabcefefbrwwhkk toroidal gLALQabcefefbkwwhkk SFS[D(3,1)(2,1)] gLALQabcefefbwrbqon SFS[D(4,1)(2,1)] gLAPPabcedffbcvbfqn reducible gLAPPabcedffbfwbfqn reducible gLAPPabcedffbkwbfqn reducible gLAPPabcedffbrwbfqn reducible gLALQacbefefngbbqon reducible gLALQacbefefjgbbqon reducible gLALQacbefefbgjbqon SFS[D(4,3)(3,1)] gLALQacbefefbgnbqon SFS[D(4,1)(3,1)] gLAPPabcedffbcgobhk reducible gLAPPabcedffbckvbhj reducible gLAPPabcedffbjrbfqn reducible gLAPPabcedffbwrbfqn reducible gLALQabcefefbrwbqon SFS[D(4,1)(2,1)] gLAPPabcedffbcorbxr reducible gLAPPabcedffbcswbqw reducible gLAPPabcedffbcvbrqn SFS[D(4,3)(3,1)] gLAPPabcedffbfwbrqn SFS[D(4,3)(3,1)] gLAPPabcedffbkwbrqn SFS[D(4,3)(3,1)] gLAPPabcedffbrwbrqn toroidal gLALQacbefefngbbqrn toroidal gLALQacbefefjgbbqrn toroidal gLAPPabcedffbcgojhk SFS[D(4,3)(3,1)] gLAPPabcedffbckvnhj SFS[D(4,3)(3,1)] gLAPPabcedffbjrbrqn SFS[D(4,3)(3,1)] gLAPPabcedffbwrbrqn toroidal gLALQabcefefbwrbqnn SFS[D(5,2)(2,1)] gLAPPabcedffbcvbkqn SFS[D(4,1)(3,1)] gLAPPabcedffbfwbkqn SFS[D(4,1)(3,1)] gLAPPabcedffbkwbkqn SFS[D(4,1)(3,1)] gLAPPabcedffbrwbkqn toroidal gLALQacbefefngbbqnn toroidal gLALQacbefefjgbbqnn toroidal gLALQacbefefbgjbqnn SFS[D(5,3)(3,1)] gLALQacbefefbgnbqnn SFS[D(5,2)(3,1)] gLAPPabcedffbcgonhk SFS[D(4,1)(3,1)] gLAPPabcedffbckvjhj SFS[D(4,1)(3,1)] gLAPPabcedffbjrbkqn SFS[D(4,1)(3,1)] gLAPPabcedffbwrbkqn toroidal gLALQabcefefbrwbqnn SFS[D(5,2)(2,1)] gLALQacbefefbfnoxfj reducible gLALQacbefefbfjoxfj reducible gLALQacbefefbfjohfs reducible gLALQacbefefjfnoxfj toroidal gLALQacbefefjfjohfs toroidal gLALQacbefefbfnohfs reducible gLALQacbefefnfnohfs toroidal gLALQacbefefjfnohfs toroidal gLALQabcefefbrjoxfj reducible gLALQabcefefjfjoxfj SFS[D(4,1)(2,1)] gLALQabcefefjrjoxfj toroidal gLALQabcefefjkjoxfj SFS[D(7,3)(4,1)] gLALQabcefefnrjoxfj toroidal gLALQabcefefnkjoxfj SFS[D(8,3)(4,1)] gLALQabcefefbwooxfj reducible gLALQabcefefjwooxfj toroidal gLALQabcefefjjooxfj SFS[D(8,5)(4,1)] gLALQabcefefncooxfj SFS[D(4,1)(2,1)] gLALQabcefefnwooxfj toroidal gLALQabcefefnjooxfj SFS[D(7,4)(4,1)] gLALQabcefefjfjohfs SFS[D(4,1)(2,1)] gLALQabcefefnkjohfs SFS[D(8,5)(4,1)] gLALQabcefefjkjohfs SFS[D(7,4)(4,1)] gLALQabcefefbrjohfs reducible gLALQabcefefnrjohfs toroidal gLALQabcefefjrjohfs toroidal gLALQacbfeefbgnqbgw SFS[D(4,3)(3,1)] gLALQacbfeefbgjqbgw SFS[D(4,1)(3,1)] gLALQacbfeefbgjxbgr SFS[D(4,3)(3,1)] gLALQacbfeefjgnqbgw SFS[D(4,1)(3,1)] gLALQacbfeefjgjqbgw reducible gLALQacbfeefbgnxbgr SFS[D(4,1)(3,1)] gLALQacbfeefngnqbgw toroidal gLALQacbfeefjgnxbgr SFS[D(4,3)(3,1)] gLALQabcfeefbrwqbgw SFS[D(4,1)(2,1)] gLALQabcfeefjfwqbgw SFS[D(4,1)(2,1)] gLALQabcfeefjkwqbgw SFS[D(7,5)(4,1)] gLALQabcfeefjrwqbgw SFS[D(5,4)(4,1)] gLALQabcfeefnkwqbgw toroidal gLALQabcfeefnrwqbgw SFS[D(7,5)(4,1)] gLALQabcefefncoohfs SFS[D(4,1)(2,1)] gLALQabcefefnjoohfs SFS[D(7,3)(4,1)] gLALQabcefefjjoohfs SFS[D(8,3)(4,1)] gLALQabcefefbwoohfs reducible gLALQabcefefnwoohfs toroidal gLALQabcefefjwoohfs toroidal gLALQabcfeefjfwxbgr SFS[D(4,1)(2,1)] gLALQabcfeefbrwxbgr SFS[D(4,1)(2,1)] gLALQabcfeefnrwxbgr SFS[D(7,2)(4,1)] gLALQabcfeefjrwxbgr SFS[D(5,1)(4,1)] gLALQabcfeefnkwxbgr toroidal gLALQabcfeefjkwxbgr SFS[D(7,2)(4,1)] gLAPPacbdeffbcjcvhn SFS[D(4,1)(3,1)] gLAPPacbdeffbcncvhn SFS[D(4,3)(3,1)] gLAPPacbdeffbcncvqn SFS[D(4,1)(3,1)] gLAPPacbdeffjcncvqn SFS[D(4,3)(3,1)] gLAPPacbdeffjfjfohs reducible gLAPPacbdeffbcjcvqn SFS[D(4,3)(3,1)] gLAPPacbdeffjcjcvhn toroidal gLAPPacbdeffjcncvhn SFS[D(4,1)(3,1)] gLAPPabcdeffbcbfwhn reducible gLAPPabcdeffbcccrhs reducible gLAPPabcdeffbcccrxj reducible gLAPPabcdeffbcbfwqn reducible gLALQabcefefbfjoxkj SFS[D(3,1)(2,1)] gLALQabcefefbcgoxkj SFS[D(3,1)(2,1)] gLALQabcefefjfjoxkj toroidal gLALQabcefefnfjoxkj SFS[D(3,1)(2,1)] gLALQacbfeefbgjxbkr toroidal gLALQacbfeefbgnxbkr toroidal gLALQabcfeefbcvxbkr SFS[D(3,1)(2,1)] gLALQabcfeefbfwxbkr SFS[D(3,1)(2,1)] gLALQabcfeefbrwxbkr toroidal gLALQabcfeefbkwxbkr SFS[D(3,1)(2,1)] gLALQabcefefjfjoxrj SFS[D(5,2)(2,1)] gLALQabcefefjfjohks SFS[D(5,2)(2,1)] gLALQacbfeefbgnqbkw SFS[D(5,3)(3,1)] gLALQacbfeefbgjqbkw SFS[D(5,2)(3,1)] gLALQacbfeefbgjxbjr SFS[D(5,2)(3,1)] gLALQacbfeefbgnxbjr SFS[D(5,3)(3,1)] gLALQabcfeefbrwqbkw SFS[D(5,2)(2,1)] gLALQabcfeefbrwxbjr SFS[D(5,2)(2,1)] gLALQabcefefbwrbhok SFS[D(4,1)(2,1)] gLAPPabcedffbcvbfhn reducible gLAPPabcedffbfwbfhn reducible gLAPPabcedffbkwbfhn reducible gLAPPabcedffbrwbfhn reducible gLALQacbefefngbbhok reducible gLALQacbefefjgbbhok reducible gLALQacbefefbgjbhok SFS[D(4,1)(3,1)] gLALQacbefefbgnbhok SFS[D(4,3)(3,1)] gLAPPabcedffbcgobqn reducible gLAPPabcedffbckvbxj reducible gLAPPabcedffbjrbfhn reducible gLAPPabcedffbwrbfhn reducible gLALQabcefefbrwbhok SFS[D(4,1)(2,1)] gLAPPabcedffbcorbqw reducible gLAPPabcedffbcswbxr reducible gLALQabcefefbckvxjj SFS[D(3,1)(2,1)] gLALQabcefefbfgvxjj SFS[D(3,1)(2,1)] gLALQabcefefbwrbhnk toroidal gLALQabcefefbjrbhnk SFS[D(3,1)(2,1)] gLAPPabcedffbcvbkhn SFS[D(4,3)(3,1)] gLAPPabcedffbfwbkhn SFS[D(4,3)(3,1)] gLAPPabcedffbkwbkhn SFS[D(4,3)(3,1)] gLAPPabcedffbrwbkhn toroidal gLALQacbefefngbbhnk toroidal gLALQacbefefjgbbhnk toroidal gLALQacbefefbgjbhnk toroidal gLALQacbefefbgnbhnk toroidal gLAPPabcedffbcgonqn SFS[D(4,3)(3,1)] gLAPPabcedffbckvjxj SFS[D(4,3)(3,1)] gLAPPabcedffbjrbkhn SFS[D(4,3)(3,1)] gLAPPabcedffbwrbkhn toroidal gLALQabcefefbcvbhnk SFS[D(3,1)(2,1)] gLALQabcefefbfwbhnk SFS[D(3,1)(2,1)] gLALQabcefefbrwbhnk toroidal gLALQabcefefbkwbhnk SFS[D(3,1)(2,1)] gLALQabcefefbwrbhrk SFS[D(5,2)(2,1)] gLAPPabcedffbcvbrhn SFS[D(4,1)(3,1)] gLAPPabcedffbfwbrhn SFS[D(4,1)(3,1)] gLAPPabcedffbkwbrhn SFS[D(4,1)(3,1)] gLAPPabcedffbrwbrhn toroidal gLALQacbefefngbbhrk toroidal gLALQacbefefjgbbhrk toroidal gLALQacbefefbgjbhrk SFS[D(5,3)(3,1)] gLALQacbefefbgnbhrk SFS[D(5,2)(3,1)] gLAPPabcedffbcgojqn SFS[D(4,1)(3,1)] gLAPPabcedffbckvnxj SFS[D(4,1)(3,1)] gLAPPabcedffbjrbrhn SFS[D(4,1)(3,1)] gLAPPabcedffbwrbrhn toroidal gLALQabcefefbrwbhrk SFS[D(5,2)(2,1)] gLALQacbefefbcjkhcs reducible gLALQacbefefbcnkhcs reducible gLALQacbefefncbkhcs reducible gLALQacbefefncjkhcs toroidal gLALQacbefefncnkhcs toroidal gLALQacbefefjcbkhcs reducible gLALQacbefefjcjkhcs toroidal gLALQacbefefjcnkhcs toroidal gLALQabcefefbwkkhcs reducible gLALQabcefefbwrwqgn SFS[D(3,1)(2,1)] gLALQabcefefnwkkhcs toroidal gLALQabcefefjwrwqgn SFS[D(7,3)(3,1)] gLALQabcefefjwkkhcs toroidal gLALQabcefefjjkkhcs SFS[D(8,3)(3,1)] gLALQabcefefbrvkhcs reducible gLALQabcefefnrvkhcs toroidal gLALQabcefefnkvkhcs SFS[D(8,3)(3,1)] gLALQabcefefjfvkhcs SFS[D(3,1)(2,1)] gLALQabcefefjrvkhcs toroidal gLALQabcefefjkvkhcs SFS[D(7,4)(3,1)] gLAPPabcdeffbrwgrqn SFS[D(3,1)(2,1)] gLAPPabcdeffnkwgrqn SFS[D(8,3)(3,1)] gLAPPabcdeffnrwgrqn SFS[D(7,4)(3,1)] gLAPPabcdeffjfwgrqn reducible gLAPPabcdeffjkwgrqn toroidal gLAPPabcdeffjrwgrqn toroidal gLALQacbefefngbwqgn SFS[D(3,1)(3,2)] gLALQacbefefjgbwqgn SFS[D(3,1)(3,1)] gLALQacbefefbgjwqgn SFS[D(3,1)(3,2)] gLALQacbefefngjwqgn SFS[D(3,1)(3,1)] gLALQacbefefjgjwqgn reducible gLALQacbefefbgnwqgn SFS[D(3,1)(3,1)] gLALQacbefefngnwqgn toroidal gLALQacbefefjgnwqgn SFS[D(3,1)(3,2)] gLAPPabcdeffbwrgrqn SFS[D(3,1)(2,1)] gLAPPabcdeffbrjfshk SFS[D(3,1)(2,1)] gLAPPabcdeffjwkcnhj SFS[D(7,5)(3,1)] gLAPPabcdeffjrjfshk SFS[D(5,4)(3,1)] gLAPPabcdeffjjkcnhj toroidal gLAPPabcdeffjkjfshk SFS[D(7,5)(3,1)] gLAPPabcdeffbrvckqw SFS[D(3,1)(2,1)] gLAPPabcdeffjwofjxr SFS[D(7,3)(3,1)] gLAPPabcdeffjjofjxr SFS[D(8,3)(3,1)] gLAPPabcdeffjfvckqw reducible gLAPPabcdeffjrvckqw toroidal gLAPPabcdeffjkvckqw toroidal gLALQabcefefjfwwqgn SFS[D(3,1)(2,1)] gLALQabcefefbrwwqgn SFS[D(3,1)(2,1)] gLALQabcefefnrwwqgn SFS[D(7,2)(3,1)] gLALQabcefefjrwwqgn SFS[D(5,1)(3,1)] gLALQabcefefnkwwqgn toroidal gLALQabcefefjkwwqgn SFS[D(7,2)(3,1)] gLAPPacbdeffbcjckqw SFS[D(3,1)(3,1)] gLAPPacbdeffbcnckqw SFS[D(3,1)(3,2)] gLAPPacbdeffbcncnhj SFS[D(3,1)(3,1)] gLAPPacbdeffjcncnhj SFS[D(3,1)(3,2)] gLAPPacbdeffjfjfjxr reducible gLAPPacbdeffbcjcnhj SFS[D(3,1)(3,2)] gLAPPacbdeffjcjckqw toroidal gLAPPacbdeffjcnckqw SFS[D(3,1)(3,1)] gLAPPabcdeffbcbfgqw reducible gLAPPabcdeffbcccgxr reducible gLAPPabcdeffbcccwhk reducible gLAPPabcdeffbcbfrhj reducible gLALQabcefefbwrwqjn SFS[D(6,1)(2,1)] gLAPPabcdeffbcvjrqn SFS[D(4,1)(2,1)] gLAPPabcdeffbfwjrqn SFS[D(4,1)(2,1)] gLAPPabcdeffbkwjrqn SFS[D(4,1)(2,1)] gLAPPabcdeffbrwjrqn toroidal gLALQacbefefngbwqjn toroidal gLALQacbefefjgbwqjn toroidal gLALQacbefefbgjwqjn SFS[D(6,5)(3,1)] gLALQacbefefbgnwqjn SFS[D(6,1)(3,1)] gLAPPabcdeffbcgrshk SFS[D(4,1)(2,1)] gLAPPabcdeffbckwnhj SFS[D(4,1)(2,1)] gLAPPabcdeffbjrjrqn SFS[D(4,1)(2,1)] gLAPPabcdeffbwrjrqn toroidal gLALQabcefefbrwwqjn SFS[D(6,1)(2,1)] gLALQabcefefbwrwqkn SFS[D(9,2)(2,1)] gLAPPabcdeffbrwkrqn SFS[D(9,4)(2,1)] gLALQacbefefngbwqkn SFS[D(9,4)(3,1)] gLALQacbefefjgbwqkn SFS[D(9,5)(3,1)] gLALQacbefefbgjwqkn SFS[D(9,7)(3,1)] gLALQacbefefbgnwqkn SFS[D(9,2)(3,1)] gLAPPabcdeffbwrkrqn SFS[D(9,4)(2,1)] gLALQabcefefbrwwqkn SFS[D(9,2)(2,1)] gLALQabcefefbcobxgj reducible gLALQabcefefbfnbxgj reducible gLALQabcefefbfjsxvj reducible gLALQabcefefbcgsxvj reducible gLALQabcefefjfjsxvj reducible gLALQabcefefnfjsxvj reducible gLALQabcefefjfjjhgs SFS[D(3,1)(2,1)] gLALQacbfeefbgnqwow SFS[D(3,1)(3,2)] gLALQacbfeefbgjqwow SFS[D(3,1)(3,1)] gLALQacbfeefbgjxrcr reducible gLALQacbfeefbgnxrcr reducible gLALQabcfeefbrwqwow SFS[D(3,1)(2,1)] gLALQabcfeefbcvxrcr reducible gLALQabcfeefbfwxrcr reducible gLALQabcfeefbrwxrcr reducible gLALQabcfeefbkwxrcr reducible gLALQabcefefbfjsxsj SFS[D(3,1)(3,1)] gLALQabcefefbcgsxsj SFS[D(3,1)(3,1)] gLALQabcefefjfjsxsj toroidal gLALQabcefefnfjsxsj SFS[D(3,1)(3,1)] gLALQabcefefjfjjhjs SFS[D(6,1)(2,1)] gLALQacbfeefbgnqwrw SFS[D(6,5)(3,1)] gLALQacbfeefbgjqwrw SFS[D(6,1)(3,1)] gLALQacbfeefbgjxrwr toroidal gLALQacbfeefbgnxrwr toroidal gLALQabcfeefbrwqwrw SFS[D(6,1)(2,1)] gLALQabcfeefbcvxrwr SFS[D(3,1)(3,1)] gLALQabcfeefbfwxrwr SFS[D(3,1)(3,1)] gLALQabcfeefbrwxrwr toroidal gLALQabcfeefbkwxrwr SFS[D(3,1)(3,1)] gLALQabcefefbfjsxwj SFS[D(3,1)(3,2)] gLALQabcefefbcgsxwj SFS[D(3,1)(3,2)] gLALQabcefefjfjsxwj toroidal gLALQabcefefnfjsxwj SFS[D(3,1)(3,2)] gLALQabcefefjfjjhks SFS[D(9,2)(2,1)] gLALQacbfeefbgnqwnw SFS[D(9,7)(3,1)] gLALQacbfeefbgjqwnw SFS[D(9,2)(3,1)] gLALQacbfeefbgjxrjr toroidal gLALQacbfeefbgnxrjr toroidal gLALQabcfeefbrwqwnw SFS[D(9,2)(2,1)] gLALQabcfeefbcvxrjr SFS[D(3,1)(3,2)] gLALQabcfeefbfwxrjr SFS[D(3,1)(3,2)] gLALQabcfeefbrwxrjr toroidal gLALQabcfeefbkwxrjr SFS[D(3,1)(3,2)] gLALQabcefefbfvgxgj reducible gLALQabcefefbcsgxgj reducible gLALQabcefefbckcxoj reducible gLALQabcefefbfgcxoj reducible gLALQabcefefbwrghck reducible gLALQabcefefbjrghck reducible gLAPPabcdeffbrwvghn SFS[D(3,1)(2,1)] gLALQacbefefngbghck SFS[D(3,1)(3,1)] gLALQacbefefjgbghck SFS[D(3,1)(3,2)] gLALQacbefefbgjghck reducible gLALQacbefefbgnghck reducible gLAPPabcdeffbwrvghn SFS[D(3,1)(2,1)] gLALQabcefefbcvghck reducible gLALQabcefefbfwghck reducible gLALQabcefefbrwghck reducible gLALQabcefefbkwghck reducible gLALQabcefefbckcxrj SFS[D(3,1)(3,1)] gLALQabcefefbfgcxrj SFS[D(3,1)(3,1)] gLALQabcefefbwrghjk toroidal gLALQabcefefbjrghjk SFS[D(3,1)(3,1)] gLAPPabcdeffbcvsghn SFS[D(4,1)(2,1)] gLAPPabcdeffbfwsghn SFS[D(4,1)(2,1)] gLAPPabcdeffbkwsghn SFS[D(4,1)(2,1)] gLAPPabcdeffbrwsghn toroidal gLALQacbefefngbghjk toroidal gLALQacbefefjgbghjk toroidal gLALQacbefefbgjghjk toroidal gLALQacbefefbgnghjk toroidal gLAPPabcdeffbcgwfqn SFS[D(4,1)(2,1)] gLAPPabcdeffbckrcxj SFS[D(4,1)(2,1)] gLAPPabcdeffbjrsghn SFS[D(4,1)(2,1)] gLAPPabcdeffbwrsghn toroidal gLALQabcefefbcvghjk SFS[D(3,1)(3,1)] gLALQabcefefbfwghjk SFS[D(3,1)(3,1)] gLALQabcefefbrwghjk toroidal gLALQabcefefbkwghjk SFS[D(3,1)(3,1)] gLALQabcefefbckcxnj SFS[D(3,1)(3,2)] gLALQabcefefbfgcxnj SFS[D(3,1)(3,2)] gLALQabcefefbwrghwk toroidal gLALQabcefefbjrghwk SFS[D(3,1)(3,2)] gLAPPabcdeffbrwwghn SFS[D(9,4)(2,1)] gLALQacbefefngbghwk SFS[D(9,5)(3,1)] gLALQacbefefjgbghwk SFS[D(9,4)(3,1)] gLALQacbefefbgjghwk toroidal gLALQacbefefbgnghwk toroidal gLAPPabcdeffbwrwghn SFS[D(9,4)(2,1)] gLALQabcefefbcvghwk SFS[D(3,1)(3,2)] gLALQabcefefbfwghwk SFS[D(3,1)(3,2)] gLALQabcefefbrwghwk toroidal gLALQabcefefbkwghwk SFS[D(3,1)(3,2)] gLALQabcefefbwrbioj SFS[D(5,2)(2,1)] gLAPPabcedffbcvbfts reducible gLAPPabcedffbfwbfts reducible gLAPPabcedffbkwbfts reducible gLAPPabcedffbrwbfts reducible gLALQacbefefngbbioj reducible gLALQacbefefjgbbioj reducible gLALQacbefefbgjbioj SFS[D(5,2)(3,1)] gLALQacbefefbgnbioj SFS[D(5,3)(3,1)] gLAPPabcedffbcgobek reducible gLAPPabcedffbckvbdj reducible gLAPPabcedffbjrbfts reducible gLAPPabcedffbwrbfts reducible gLALQabcefefbrwbioj SFS[D(5,2)(2,1)] gLAPPabcedffbcorbdr reducible gLAPPabcedffbcswbew reducible gLALQacbefefbfnopfj reducible gLALQacbefefbfjopfj reducible gLALQacbefefbfjoifr reducible gLALQacbefefjfnopfj toroidal gLALQacbefefjfjoifr toroidal gLALQacbefefbfnoifr reducible gLALQacbefefnfnoifr toroidal gLALQacbefefjfnoifr toroidal gLALQabcefefbrjopfj reducible gLALQabcefefjfjopfj SFS[D(5,2)(2,1)] gLALQabcefefjrjopfj toroidal gLALQabcefefjkjopfj SFS[D(7,4)(5,2)] gLALQabcefefnrjopfj toroidal gLALQabcefefnkjopfj SFS[D(8,5)(5,2)] gLALQabcefefbwoopfj reducible gLALQabcefefjwoopfj toroidal gLALQabcefefjjoopfj SFS[D(8,3)(5,2)] gLALQabcefefncoopfj SFS[D(5,2)(2,1)] gLALQabcefefnwoopfj toroidal gLALQabcefefnjoopfj SFS[D(7,3)(5,2)] gLALQabcefefjfjoifr SFS[D(5,2)(2,1)] gLALQabcefefnkjoifr SFS[D(8,3)(5,2)] gLALQabcefefjkjoifr SFS[D(7,3)(5,2)] gLALQabcefefbrjoifr reducible gLALQabcefefnrjoifr toroidal gLALQabcefefjrjoifr toroidal gLALQacbfeefbgnubgj SFS[D(5,2)(3,1)] gLALQacbfeefbgjubgj SFS[D(5,3)(3,1)] gLALQacbfeefbgjdbgr SFS[D(5,2)(3,1)] gLALQacbfeefjgnubgj SFS[D(5,3)(3,1)] gLALQacbfeefjgjdbgr reducible gLALQacbfeefbgndbgr SFS[D(5,3)(3,1)] gLALQacbfeefngndbgr toroidal gLALQacbfeefjgndbgr SFS[D(5,2)(3,1)] gLALQabcfeefbrwubgj SFS[D(5,2)(2,1)] gLALQabcfeefjfwubgj SFS[D(5,2)(2,1)] gLALQabcfeefjkwubgj SFS[D(7,2)(5,2)] gLALQabcfeefjrwubgj SFS[D(5,2)(5,1)] gLALQabcfeefnkwubgj toroidal gLALQabcfeefnrwubgj SFS[D(7,2)(5,2)] gLALQabcefefncooifr SFS[D(5,2)(2,1)] gLALQabcefefnjooifr SFS[D(7,4)(5,2)] gLALQabcefefjjooifr SFS[D(8,5)(5,2)] gLALQabcefefbwooifr reducible gLALQabcefefnwooifr toroidal gLALQabcefefjwooifr toroidal gLALQabcfeefjfwdbgr SFS[D(5,2)(2,1)] gLALQabcfeefbrwdbgr SFS[D(5,2)(2,1)] gLALQabcfeefnrwdbgr SFS[D(7,5)(5,2)] gLALQabcfeefjrwdbgr SFS[D(5,3)(5,1)] gLALQabcfeefnkwdbgr toroidal gLALQabcfeefjkwdbgr SFS[D(7,5)(5,2)] gLAPPacbdeffbcjcvpn SFS[D(5,3)(3,1)] gLAPPacbdeffbcncvpn SFS[D(5,2)(3,1)] gLAPPacbdeffbcncvts SFS[D(5,3)(3,1)] gLAPPacbdeffjcncvts SFS[D(5,2)(3,1)] gLAPPacbdeffjfjfomn reducible gLAPPacbdeffbcjcvts SFS[D(5,2)(3,1)] gLAPPacbdeffjcjcvpn toroidal gLAPPacbdeffjcncvpn SFS[D(5,3)(3,1)] gLAPPabcdeffbcbfwpn reducible gLAPPabcdeffbcccrus reducible gLAPPabcdeffbcccrmn reducible gLAPPabcdeffbcbfwts reducible gLALQabcefefbwrbeok SFS[D(5,2)(2,1)] gLAPPabcedffbcvbfpn reducible gLAPPabcedffbfwbfpn reducible gLAPPabcedffbkwbfpn reducible gLAPPabcedffbrwbfpn reducible gLALQacbefefngbbeok reducible gLALQacbefefjgbbeok reducible gLALQacbefefbgjbeok SFS[D(5,3)(3,1)] gLALQacbefefbgnbeok SFS[D(5,2)(3,1)] gLAPPabcedffbcgobij reducible gLAPPabcedffbckvblk reducible gLAPPabcedffbjrbfpn reducible gLAPPabcedffbwrbfpn reducible gLALQabcefefbrwbeok SFS[D(5,2)(2,1)] gLAPPabcedffbcorbuj reducible gLAPPabcedffbcswbpn reducible gLALQabcefefbcjotoj SFS[D(3,1)(2,1)] gLALQabcefefbfkotoj SFS[D(3,1)(2,1)] gLALQabcfeefbcjlsgw SFS[D(3,1)(2,1)] gLALQabcfeefbcjlkgj SFS[D(3,1)(2,1)] gLAPPabcdeffbcbcjin SFS[D(3,1)(2,1)] gLAPPabcdeffbcbcrij SFS[D(3,1)(2,1)] gLALQabcefefbcjvton SFS[D(3,1)(2,1)] gLALQabcefefbfkvton SFS[D(3,1)(2,1)] gLALQacbefefbfnoefs reducible gLALQacbefefbfjoefs reducible gLALQacbefefbfjoefw reducible gLALQacbefefjfnoefs SFS[D(3,1)(3,1)] gLALQacbefefjfjoefs SFS[D(3,1)(3,2)] gLALQacbefefbfnoefw reducible gLALQacbefefnfnoefs SFS[D(3,1)(3,2)] gLALQacbefefjfnoefw SFS[D(3,1)(3,1)] gLALQabcefefbrjoefs reducible gLALQabcefefjrjoefs SFS[D(3,1)(2,1)] gLALQabcefefnrjoefs SFS[D(3,1)(2,1)] gLALQabcefefbwooefs reducible gLALQabcefefjwooefs SFS[D(3,1)(2,1)] gLALQabcefefnwooefs SFS[D(3,1)(2,1)] gLALQabcefefbrjoefw reducible gLALQabcefefnrjoefw SFS[D(3,1)(2,1)] gLALQabcefefjrjoefw SFS[D(3,1)(2,1)] gLALQacbfeefngnlbgj SFS[D(2,1)(2,1)] gLALQabcfeefnkwlbgj SFS[D(2,1)(2,1)] gLALQabcefefbwooefw reducible gLALQabcefefnwooefw SFS[D(3,1)(2,1)] gLALQabcefefjwooefw SFS[D(3,1)(2,1)] gLALQabcfeefnkwlbgw SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcvij SFS[D(2,1)(2,1)] gLALQabcefefbcjvtoj SFS[D(3,1)(2,1)] gLALQabcefefbfkvtoj SFS[D(3,1)(2,1)] gLALQabcfeefbcjlkgw SFS[D(3,1)(2,1)] gLALQabcfeefbcjlsgj SFS[D(3,1)(2,1)] gLAPPabcdeffbcbcrin SFS[D(3,1)(2,1)] gLAPPabcdeffbcbcjij SFS[D(3,1)(2,1)] gLALQabcefefbcjoton SFS[D(3,1)(2,1)] gLALQabcefefbfkoton SFS[D(3,1)(2,1)] gLALQabcefefbwrbmow SFS[D(5,2)(2,1)] gLAPPabcedffbcvbflw reducible gLAPPabcedffbfwbflw reducible gLAPPabcedffbkwbflw reducible gLAPPabcedffbrwbflw reducible gLALQacbefefngbbmow reducible gLALQacbefefjgbbmow reducible gLALQacbefefbgjbmow SFS[D(5,2)(3,1)] gLALQacbefefbgnbmow SFS[D(5,3)(3,1)] gLAPPabcedffbcgobdn reducible gLAPPabcedffbckvbej reducible gLAPPabcedffbjrbflw reducible gLAPPabcedffbwrbflw reducible gLALQabcefefbrwbmow SFS[D(5,2)(2,1)] gLAPPabcedffbcorbew reducible gLAPPabcedffbcswbdr reducible gLALQacbefefbfnoufs reducible gLALQacbefefbfjoufs reducible gLALQacbefefbfjomfn reducible gLALQacbefefjfnoufs toroidal gLALQacbefefjfjomfn toroidal gLALQacbefefbfnomfn reducible gLALQacbefefnfnomfn toroidal gLALQacbefefjfnomfn toroidal gLALQabcefefbrjoufs reducible gLALQabcefefjfjoufs SFS[D(5,2)(2,1)] gLALQabcefefjrjoufs toroidal gLALQabcefefjkjoufs SFS[D(7,4)(5,2)] gLALQabcefefnrjoufs toroidal gLALQabcefefnkjoufs SFS[D(8,5)(5,2)] gLALQabcefefbwooufs reducible gLALQabcefefjwooufs toroidal gLALQabcefefjjooufs SFS[D(8,3)(5,2)] gLALQabcefefncooufs SFS[D(5,2)(2,1)] gLALQabcefefnwooufs toroidal gLALQabcefefnjooufs SFS[D(7,3)(5,2)] gLALQabcefefjfjomfn SFS[D(5,2)(2,1)] gLALQabcefefnkjomfn SFS[D(8,3)(5,2)] gLALQabcefefjkjomfn SFS[D(7,3)(5,2)] gLALQabcefefbrjomfn reducible gLALQabcefefnrjomfn toroidal gLALQabcefefjrjomfn toroidal gLALQacbfeefbgnpbgn SFS[D(5,2)(3,1)] gLALQacbfeefbgjpbgn SFS[D(5,3)(3,1)] gLALQacbfeefbgjebgw SFS[D(5,2)(3,1)] gLALQacbfeefjgnpbgn SFS[D(5,3)(3,1)] gLALQacbfeefjgjebgw reducible gLALQacbfeefbgnebgw SFS[D(5,3)(3,1)] gLALQacbfeefngnebgw toroidal gLALQacbfeefjgnebgw SFS[D(5,2)(3,1)] gLALQabcfeefbrwpbgn SFS[D(5,2)(2,1)] gLALQabcfeefjfwpbgn SFS[D(5,2)(2,1)] gLALQabcfeefjkwpbgn SFS[D(7,2)(5,2)] gLALQabcfeefjrwpbgn SFS[D(5,2)(5,1)] gLALQabcfeefnkwpbgn toroidal gLALQabcfeefnrwpbgn SFS[D(7,2)(5,2)] gLALQabcefefncoomfn SFS[D(5,2)(2,1)] gLALQabcefefnjoomfn SFS[D(7,4)(5,2)] gLALQabcefefjjoomfn SFS[D(8,5)(5,2)] gLALQabcefefbwoomfn reducible gLALQabcefefnwoomfn toroidal gLALQabcefefjwoomfn toroidal gLALQabcfeefjfwebgw SFS[D(5,2)(2,1)] gLALQabcfeefbrwebgw SFS[D(5,2)(2,1)] gLALQabcfeefnrwebgw SFS[D(7,5)(5,2)] gLALQabcfeefjrwebgw SFS[D(5,3)(5,1)] gLALQabcfeefnkwebgw toroidal gLALQabcfeefjkwebgw SFS[D(7,5)(5,2)] gLAPPacbdeffbcjcvun SFS[D(5,3)(3,1)] gLAPPacbdeffbcncvun SFS[D(5,2)(3,1)] gLAPPacbdeffbcncvlw SFS[D(5,3)(3,1)] gLAPPacbdeffjcncvlw SFS[D(5,2)(3,1)] gLAPPacbdeffjfjfoir reducible gLAPPacbdeffbcjcvlw SFS[D(5,2)(3,1)] gLAPPacbdeffjcjcvlw toroidal gLAPPacbdeffjcncvun SFS[D(5,3)(3,1)] gLAPPabcdeffbcbfwun reducible gLAPPabcdeffbcccrpj reducible gLAPPabcdeffbcccrir reducible gLAPPabcdeffbcbfwlw reducible gLALQabcefefbwrbdon SFS[D(5,2)(2,1)] gLAPPabcedffbcvbfun reducible gLAPPabcedffbfwbfun reducible gLAPPabcedffbkwbfun reducible gLAPPabcedffbrwbfun reducible gLALQacbefefngbbdon reducible gLALQacbefefjgbbdon reducible gLALQacbefefbgjbdon SFS[D(5,3)(3,1)] gLALQacbefefbgnbdon SFS[D(5,2)(3,1)] gLAPPabcedffbcgobmw reducible gLAPPabcedffbckvbtr reducible gLAPPabcedffbjrbfun reducible gLAPPabcedffbwrbfun reducible gLALQabcefefbrwbdon SFS[D(5,2)(2,1)] gLAPPabcedffbcorbpn reducible gLAPPabcedffbcswbuj reducible gLALQabcefefbfvgagr reducible gLALQabcefefbcsgagr reducible gLALQabcefefbckcaor reducible gLALQabcefefbfgcaor reducible gLALQabcefefbwrgacj reducible gLALQabcefefbjrgacj reducible gLAPPabcdeffbrwvgas SFS[D(2,1)(2,1)] gLALQacbefefngbgacj SFS[D(3,1)(2,1)] gLALQacbefefjgbgacj SFS[D(3,1)(2,1)] gLALQacbefefbgjgacj reducible gLALQacbefefbgngacj reducible gLAPPabcdeffbwrvgas SFS[D(2,1)(2,1)] gLALQabcefefbcvgacj reducible gLALQabcefefbfwgacj reducible gLALQabcefefbrwgacj reducible gLALQabcefefbkwgacj reducible gLALQabcefefbckcarr SFS[D(3,1)(2,1)] gLALQabcefefbfgcarr SFS[D(3,1)(2,1)] gLALQabcefefbwrgajj toroidal gLALQabcefefbjrgajj SFS[D(3,1)(2,1)] gLALQacbefefbgjgajj toroidal gLALQacbefefbgngajj toroidal gLALQabcefefbcvgajj SFS[D(3,1)(2,1)] gLALQabcefefbfwgajj SFS[D(3,1)(2,1)] gLALQabcefefbrwgajj toroidal gLALQabcefefbkwgajj SFS[D(3,1)(2,1)] gLALQabcefefbckcanr SFS[D(3,1)(2,1)] gLALQabcefefbfgcanr SFS[D(3,1)(2,1)] gLALQabcefefbwrgawj toroidal gLALQabcefefbjrgawj SFS[D(3,1)(2,1)] gLALQacbefefbgjgawj toroidal gLALQacbefefbgngawj toroidal gLALQabcefefbcvgawj SFS[D(3,1)(2,1)] gLALQabcefefbfwgawj SFS[D(3,1)(2,1)] gLALQabcefefbrwgawj toroidal gLALQabcefefbkwgawj SFS[D(3,1)(2,1)] gLALQabcefefjfjjagn SFS[D(2,1)(2,1)] gLALQabcefefbcgsavr reducible gLALQabcefefbfjsavr reducible gLALQabcefefnfjsavr reducible gLALQabcefefjfjsavr reducible gLALQacbfeefbgnarcj reducible gLALQacbfeefbgjarcj reducible gLALQacbfeefbgjawon SFS[D(3,1)(2,1)] gLALQacbfeefbgnawon SFS[D(3,1)(2,1)] gLALQabcfeefbcvarcj reducible gLALQabcfeefbfwarcj reducible gLALQabcfeefbkwarcj reducible gLALQabcfeefbrwarcj reducible gLALQabcfeefbrwawon SFS[D(2,1)(2,1)] gLALQabcefefbcobagr reducible gLALQabcefefbfnbagr reducible gLALQabcefefbcgsasr SFS[D(3,1)(2,1)] gLALQabcefefbfjsasr SFS[D(3,1)(2,1)] gLALQabcefefnfjsasr SFS[D(3,1)(2,1)] gLALQabcefefjfjsasr toroidal gLALQacbfeefbgnarwj toroidal gLALQacbfeefbgjarwj toroidal gLALQabcfeefbcvarwj SFS[D(3,1)(2,1)] gLALQabcfeefbfwarwj SFS[D(3,1)(2,1)] gLALQabcfeefbkwarwj SFS[D(3,1)(2,1)] gLALQabcfeefbrwarwj toroidal gLALQabcefefbcgsawr SFS[D(3,1)(2,1)] gLALQabcefefbfjsawr SFS[D(3,1)(2,1)] gLALQabcefefnfjsawr SFS[D(3,1)(2,1)] gLALQabcefefjfjsawr toroidal gLALQacbfeefbgnarjj toroidal gLALQacbfeefbgjarjj toroidal gLALQabcfeefbcvarjj SFS[D(3,1)(2,1)] gLALQabcfeefbfwarjj SFS[D(3,1)(2,1)] gLALQabcfeefbkwarjj SFS[D(3,1)(2,1)] gLALQabcfeefbrwarjj toroidal gLALQacbefefbcjkacn reducible gLALQacbefefbcnkacn reducible gLALQacbefefncbkacn reducible gLALQacbefefncjkacn toroidal gLALQacbefefncnkacn toroidal gLALQacbefefjcbkacn reducible gLALQacbefefjcjkacn toroidal gLALQacbefefjcnkacn toroidal gLALQabcefefbwkkacn reducible gLALQabcefefbwrwagw SFS[D(2,1)(2,1)] gLALQabcefefnwkkacn toroidal gLALQabcefefjwrwagw SFS[D(7,3)(2,1)] gLALQabcefefjwkkacn toroidal gLALQabcefefjjkkacn SFS[D(8,3)(2,1)] gLALQabcefefbrvkacn reducible gLALQabcefefnrvkacn toroidal gLALQabcefefnkvkacn SFS[D(8,3)(2,1)] gLALQabcefefjfvkacn SFS[D(2,1)(2,1)] gLALQabcefefjrvkacn toroidal gLALQabcefefjkvkacn SFS[D(7,3)(2,1)] gLAPPabcdeffbrwgraw SFS[D(2,1)(2,1)] gLAPPabcdeffnkwgraw SFS[D(8,3)(2,1)] gLAPPabcdeffnrwgraw SFS[D(7,3)(2,1)] gLAPPabcdeffjfwgraw reducible gLAPPabcdeffjkwgraw toroidal gLAPPabcdeffjrwgraw toroidal gLALQacbefefngbwagw SFS[D(3,1)(2,1)] gLALQacbefefjgbwagw SFS[D(3,1)(2,1)] gLALQacbefefbgjwagw SFS[D(3,1)(2,1)] gLALQacbefefngjwagw SFS[D(3,1)(2,1)] gLALQacbefefjgjwagw reducible gLALQacbefefbgnwagw SFS[D(3,1)(2,1)] gLALQacbefefngnwagw toroidal gLALQacbefefjgnwagw SFS[D(3,1)(2,1)] gLAPPabcdeffbwrgraw SFS[D(2,1)(2,1)] gLAPPabcdeffbrjfsaj SFS[D(2,1)(2,1)] gLAPPabcdeffjwkcnak SFS[D(7,2)(2,1)] gLAPPabcdeffjrjfsaj SFS[D(5,1)(2,1)] gLAPPabcdeffjjkcnak toroidal gLAPPabcdeffjkjfsaj SFS[D(7,2)(2,1)] gLAPPabcdeffbrvckan SFS[D(2,1)(2,1)] gLAPPabcdeffjwofjaj SFS[D(7,3)(2,1)] gLAPPabcdeffjjofjaj SFS[D(8,3)(2,1)] gLAPPabcdeffjfvckan reducible gLAPPabcdeffjrvckan toroidal gLAPPabcdeffjkvckan toroidal gLALQabcefefjfwwagw SFS[D(2,1)(2,1)] gLALQabcefefbrwwagw SFS[D(2,1)(2,1)] gLALQabcefefnrwwagw SFS[D(7,2)(2,1)] gLALQabcefefjrwwagw SFS[D(5,1)(2,1)] gLALQabcefefnkwwagw toroidal gLALQabcefefjkwwagw SFS[D(7,2)(2,1)] gLAPPacbdeffbcjckan SFS[D(3,1)(2,1)] gLAPPacbdeffbcnckan SFS[D(3,1)(2,1)] gLAPPacbdeffbcncnak SFS[D(3,1)(2,1)] gLAPPacbdeffjcncnak SFS[D(3,1)(2,1)] gLAPPacbdeffjfjfjaj reducible gLAPPacbdeffbcjcnak SFS[D(3,1)(2,1)] gLAPPacbdeffjcjckan toroidal gLAPPacbdeffjcnckan SFS[D(3,1)(2,1)] gLAPPabcdeffbcbfgan reducible gLAPPabcdeffbcccgaj reducible gLAPPabcdeffbcccwaj reducible gLAPPabcdeffbcbfrak reducible gLALQabcefefbwrbarj SFS[D(5,2)(2,1)] gLAPPabcedffbrwbras SFS[D(5,2)(2,1)] gLALQacbefefngbbarj SFS[D(5,3)(3,1)] gLALQacbefefjgbbarj SFS[D(5,2)(3,1)] gLALQacbefefbgjbarj SFS[D(5,2)(3,1)] gLALQacbefefbgnbarj SFS[D(5,3)(3,1)] gLAPPabcedffbwrbras SFS[D(5,2)(2,1)] gLALQabcefefbrwbarj SFS[D(5,2)(2,1)] gLALQabcefefbckvajr SFS[D(2,1)(2,1)] gLALQabcefefbfgvajr SFS[D(2,1)(2,1)] gLALQabcefefbwrbanj toroidal gLALQabcefefbjrbanj SFS[D(2,1)(2,1)] gLAPPabcedffbrwbkas SFS[D(4,1)(2,1)] gLALQacbefefngbbanj SFS[D(4,3)(3,1)] gLALQacbefefjgbbanj SFS[D(4,1)(3,1)] gLALQacbefefbgjbanj toroidal gLALQacbefefbgnbanj toroidal gLAPPabcedffbwrbkas SFS[D(4,1)(2,1)] gLALQabcefefbcvbanj SFS[D(2,1)(2,1)] gLALQabcefefbfwbanj SFS[D(2,1)(2,1)] gLALQabcefefbrwbanj toroidal gLALQabcefefbkwbanj SFS[D(2,1)(2,1)] gLALQacbefefbfnoafn reducible gLALQacbefefbfjoafn reducible gLALQacbefefbfjoafr reducible gLALQacbefefjfnoafn SFS[D(3,1)(3,1)] gLALQacbefefjfjoafn SFS[D(3,1)(3,2)] gLALQacbefefbfnoafr reducible gLALQacbefefnfnoafn SFS[D(3,1)(3,2)] gLALQacbefefjfnoafr SFS[D(3,1)(3,1)] gLALQabcefefbrjoafn reducible gLALQabcefefjrjoafn SFS[D(3,1)(2,1)] gLALQabcefefnrjoafn SFS[D(3,1)(2,1)] gLALQabcefefbwooafn reducible gLALQabcefefjwooafn SFS[D(3,1)(2,1)] gLALQabcefefnwooafn SFS[D(3,1)(2,1)] gLALQabcefefbrjoafr reducible gLALQabcefefnrjoafr SFS[D(3,1)(2,1)] gLALQabcefefjrjoafr SFS[D(3,1)(2,1)] gLALQacbfeefngnabgj SFS[D(2,1)(2,1)] gLALQabcfeefnkwabgj SFS[D(2,1)(2,1)] gLALQabcefefbwooafr reducible gLALQabcefefnwooafr SFS[D(3,1)(2,1)] gLALQabcefefjwooafr SFS[D(3,1)(2,1)] gLALQabcfeefnkwabgn SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcvas SFS[D(2,1)(2,1)] gLALQabcefefjfjoakn SFS[D(5,2)(2,1)] gLALQabcefefjfjoarr SFS[D(5,2)(2,1)] gLALQacbfeefbgnabjj SFS[D(5,2)(3,1)] gLALQacbfeefbgjabjj SFS[D(5,3)(3,1)] gLALQacbfeefbgjabkn SFS[D(5,3)(3,1)] gLALQacbfeefbgnabkn SFS[D(5,2)(3,1)] gLALQabcfeefbrwabjj SFS[D(5,2)(2,1)] gLALQabcfeefbrwabkn SFS[D(5,2)(2,1)] gLALQabcefefjfjoarn SFS[D(4,1)(2,1)] gLALQabcefefbcgoakr SFS[D(2,1)(2,1)] gLALQabcefefbfjoakr SFS[D(2,1)(2,1)] gLALQabcefefnfjoakr SFS[D(2,1)(2,1)] gLALQabcefefjfjoakr toroidal gLALQacbfeefbgnabkj toroidal gLALQacbfeefbgjabkj toroidal gLALQacbfeefbgjabjn SFS[D(4,3)(3,1)] gLALQacbfeefbgnabjn SFS[D(4,1)(3,1)] gLALQabcfeefbcvabkj SFS[D(2,1)(2,1)] gLALQabcfeefbfwabkj SFS[D(2,1)(2,1)] gLALQabcfeefbkwabkj SFS[D(2,1)(2,1)] gLALQabcfeefbrwabkj toroidal gLALQabcfeefbrwabjn SFS[D(4,1)(2,1)] gLALQabcefefbwrbanw SFS[D(5,2)(2,1)] gLAPPabcedffbrwbkaw SFS[D(5,2)(2,1)] gLALQacbefefngbbanw SFS[D(5,2)(3,1)] gLALQacbefefjgbbanw SFS[D(5,3)(3,1)] gLALQacbefefbgjbanw SFS[D(5,2)(3,1)] gLALQacbefefbgnbanw SFS[D(5,3)(3,1)] gLAPPabcedffbwrbkaw SFS[D(5,2)(2,1)] gLALQabcefefbrwbanw SFS[D(5,2)(2,1)] gLALQabcefefbwrbarw SFS[D(4,1)(2,1)] gLAPPabcedffbrwbraw SFS[D(4,1)(2,1)] gLALQacbefefngbbarw SFS[D(4,1)(3,1)] gLALQacbefefjgbbarw SFS[D(4,3)(3,1)] gLALQacbefefbgjbarw SFS[D(4,1)(3,1)] gLALQacbefefbgnbarw SFS[D(4,3)(3,1)] gLAPPabcedffbwrbraw SFS[D(4,1)(2,1)] gLALQabcefefbrwbarw SFS[D(4,1)(2,1)] gLALQacbefefbcjkacr reducible gLALQacbefefbcnkacr reducible gLALQacbefefncbkacr reducible gLALQacbefefncjkacr SFS[D(3,1)(3,1)] gLALQacbefefncnkacr SFS[D(3,1)(3,2)] gLALQacbefefjcbkacr reducible gLALQacbefefjcjkacr SFS[D(3,1)(3,2)] gLALQacbefefjcnkacr SFS[D(3,1)(3,1)] gLALQabcefefbwkkacr reducible gLALQabcefefnwkkacr SFS[D(3,1)(2,1)] gLALQabcefefjwkkacr SFS[D(3,1)(2,1)] gLALQabcefefbrvkacr reducible gLALQabcefefnrvkacr SFS[D(3,1)(2,1)] gLALQabcefefjrvkacr SFS[D(3,1)(2,1)] gLAPPabcdeffjfwgras reducible gLAPPabcdeffjkwgras SFS[D(3,1)(2,1)] gLAPPabcdeffjrwgras SFS[D(3,1)(2,1)] gLALQacbefefngnwagj SFS[D(2,1)(2,1)] gLAPPabcdeffjjkcnar SFS[D(2,1)(2,1)] gLAPPabcdeffjfvckaj reducible gLAPPabcdeffjrvckaj SFS[D(3,1)(2,1)] gLAPPabcdeffjkvckaj SFS[D(3,1)(2,1)] gLALQabcefefnkwwagj SFS[D(2,1)(2,1)] gLAPPacbdeffjcjckaj SFS[D(2,1)(2,1)] gLALQabcefefbwrwajj SFS[D(5,2)(2,1)] gLAPPabcdeffbrwjras SFS[D(5,2)(2,1)] gLALQacbefefngbwajj SFS[D(5,2)(3,1)] gLALQacbefefjgbwajj SFS[D(5,3)(3,1)] gLALQacbefefbgjwajj SFS[D(5,3)(3,1)] gLALQacbefefbgnwajj SFS[D(5,2)(3,1)] gLAPPabcdeffbwrjras SFS[D(5,2)(2,1)] gLALQabcefefbrwwajj SFS[D(5,2)(2,1)] gLALQabcefefbckkajr SFS[D(2,1)(2,1)] gLALQabcefefbfgkajr SFS[D(2,1)(2,1)] gLALQabcefefbwrwakj toroidal gLALQabcefefbjrwakj SFS[D(2,1)(2,1)] gLAPPabcdeffbrwkras SFS[D(4,1)(2,1)] gLALQacbefefngbwakj SFS[D(4,1)(3,1)] gLALQacbefefjgbwakj SFS[D(4,3)(3,1)] gLALQacbefefbgjwakj toroidal gLALQacbefefbgnwakj toroidal gLAPPabcdeffbwrkras SFS[D(4,1)(2,1)] gLALQabcefefbcvwakj SFS[D(2,1)(2,1)] gLALQabcefefbfwwakj SFS[D(2,1)(2,1)] gLALQabcefefbrwwakj toroidal gLALQabcefefbkwwakj SFS[D(2,1)(2,1)] gLALQabcefefjfjsasn SFS[D(5,2)(2,1)] gLALQabcefefjfjjajr SFS[D(5,2)(2,1)] gLALQacbfeefbgnawrj SFS[D(5,3)(3,1)] gLALQacbfeefbgjawrj SFS[D(5,2)(3,1)] gLALQacbfeefbgjarwn SFS[D(5,2)(3,1)] gLALQacbfeefbgnarwn SFS[D(5,3)(3,1)] gLALQabcfeefbrwawrj SFS[D(5,2)(2,1)] gLALQabcfeefbrwarwn SFS[D(5,2)(2,1)] gLALQabcefefjfjsawn SFS[D(4,1)(2,1)] gLALQabcefefbcgjakr SFS[D(2,1)(2,1)] gLALQabcefefbfjjakr SFS[D(2,1)(2,1)] gLALQabcefefnfjjakr SFS[D(2,1)(2,1)] gLALQabcefefjfjjakr toroidal gLALQacbfeefbgnawnj toroidal gLALQacbfeefbgjawnj toroidal gLALQacbfeefbgjarjn SFS[D(4,1)(3,1)] gLALQacbfeefbgnarjn SFS[D(4,3)(3,1)] gLALQabcfeefbcvawnj SFS[D(2,1)(2,1)] gLALQabcfeefbfwawnj SFS[D(2,1)(2,1)] gLALQabcfeefbkwawnj SFS[D(2,1)(2,1)] gLALQabcfeefbrwawnj toroidal gLALQabcfeefbrwarjn SFS[D(4,1)(2,1)] gLALQabcefefbwrgajw SFS[D(5,2)(2,1)] gLAPPabcdeffbrwsgaw SFS[D(5,2)(2,1)] gLALQacbefefngbgajw SFS[D(5,3)(3,1)] gLALQacbefefjgbgajw SFS[D(5,2)(3,1)] gLALQacbefefbgjgajw SFS[D(5,3)(3,1)] gLALQacbefefbgngajw SFS[D(5,2)(3,1)] gLAPPabcdeffbwrsgaw SFS[D(5,2)(2,1)] gLALQabcefefbrwgajw SFS[D(5,2)(2,1)] gLALQabcefefbwrgaww SFS[D(4,1)(2,1)] gLAPPabcdeffbrwwgaw SFS[D(4,1)(2,1)] gLALQacbefefngbgaww SFS[D(4,3)(3,1)] gLALQacbefefjgbgaww SFS[D(4,1)(3,1)] gLALQacbefefbgjgaww SFS[D(4,3)(3,1)] gLALQacbefefbgngaww SFS[D(4,1)(3,1)] gLAPPabcdeffbwrwgaw SFS[D(4,1)(2,1)] gLALQabcefefbrwgaww SFS[D(4,1)(2,1)] gLALQabcefefbfvghgw reducible gLALQabcefefbcsghgw reducible gLALQabcefefbckchow reducible gLALQabcefefbfgchow reducible gLALQabcefefbwrgqcj reducible gLALQabcefefbjrgqcj reducible gLAPPabcdeffbrwvgqj SFS[D(2,1)(2,1)] gLALQacbefefngbgqcj SFS[D(3,1)(2,1)] gLALQacbefefjgbgqcj SFS[D(3,1)(2,1)] gLALQacbefefbgjgqcj reducible gLALQacbefefbgngqcj reducible gLAPPabcdeffbwrvgqj SFS[D(2,1)(2,1)] gLALQabcefefbcvgqcj reducible gLALQabcefefbfwgqcj reducible gLALQabcefefbrwgqcj reducible gLALQabcefefbkwgqcj reducible gLALQabcefefbckchrw SFS[D(3,1)(2,1)] gLALQabcefefbfgchrw SFS[D(3,1)(2,1)] gLALQabcefefbwrgqjj toroidal gLALQabcefefbjrgqjj SFS[D(3,1)(2,1)] gLAPPabcdeffbcvsgqj SFS[D(5,2)(2,1)] gLAPPabcdeffbfwsgqj SFS[D(5,2)(2,1)] gLAPPabcdeffbkwsgqj SFS[D(5,2)(2,1)] gLAPPabcdeffbrwsgqj toroidal gLALQacbefefngbgqjj toroidal gLALQacbefefjgbgqjj toroidal gLALQacbefefbgjgqjj toroidal gLALQacbefefbgngqjj toroidal gLAPPabcdeffbcgwfhr SFS[D(5,2)(2,1)] gLAPPabcdeffbckrchw SFS[D(5,2)(2,1)] gLAPPabcdeffbjrsgqj SFS[D(5,2)(2,1)] gLAPPabcdeffbwrsgqj toroidal gLALQabcefefbcvgqjj SFS[D(3,1)(2,1)] gLALQabcefefbfwgqjj SFS[D(3,1)(2,1)] gLALQabcefefbrwgqjj toroidal gLALQabcefefbkwgqjj SFS[D(3,1)(2,1)] gLALQabcefefbckchnw SFS[D(3,1)(2,1)] gLALQabcefefbfgchnw SFS[D(3,1)(2,1)] gLALQabcefefbwrgqwj toroidal gLALQabcefefbjrgqwj SFS[D(3,1)(2,1)] gLAPPabcdeffbrwwgqj SFS[D(13,5)(2,1)] gLALQacbefefngbgqwj SFS[D(13,8)(3,1)] gLALQacbefefjgbgqwj SFS[D(13,5)(3,1)] gLALQacbefefbgjgqwj toroidal gLALQacbefefbgngqwj toroidal gLAPPabcdeffbwrwgqj SFS[D(13,5)(2,1)] gLALQabcefefbcvgqwj SFS[D(3,1)(2,1)] gLALQabcefefbfwgqwj SFS[D(3,1)(2,1)] gLALQabcefefbrwgqwj toroidal gLALQabcefefbkwgqwj SFS[D(3,1)(2,1)] gLALQabcefefjfjjxgn SFS[D(2,1)(2,1)] gLALQabcefefbcgshvw reducible gLALQabcefefbfjshvw reducible gLALQabcefefnfjshvw reducible gLALQabcefefjfjshvw reducible gLALQacbfeefbgnqrcj reducible gLALQacbfeefbgjqrcj reducible gLALQacbfeefbgjxwok SFS[D(3,1)(2,1)] gLALQacbfeefbgnxwok SFS[D(3,1)(2,1)] gLALQabcfeefbcvqrcj reducible gLALQabcfeefbfwqrcj reducible gLALQabcfeefbkwqrcj reducible gLALQabcfeefbrwqrcj reducible gLALQabcfeefbrwxwok SFS[D(2,1)(2,1)] gLALQabcefefbcobhgw reducible gLALQabcefefbfnbhgw reducible gLALQabcefefjfjjxjn SFS[D(11,3)(2,1)] gLALQabcefefbcgshsw SFS[D(3,1)(2,1)] gLALQabcefefbfjshsw SFS[D(3,1)(2,1)] gLALQabcefefnfjshsw SFS[D(3,1)(2,1)] gLALQabcefefjfjshsw toroidal gLALQacbfeefbgnqrwj toroidal gLALQacbfeefbgjqrwj toroidal gLALQacbfeefbgjxwrk SFS[D(11,3)(3,1)] gLALQacbfeefbgnxwrk SFS[D(11,8)(3,1)] gLALQabcfeefbcvqrwj SFS[D(3,1)(2,1)] gLALQabcfeefbfwqrwj SFS[D(3,1)(2,1)] gLALQabcfeefbkwqrwj SFS[D(3,1)(2,1)] gLALQabcfeefbrwqrwj toroidal gLALQabcfeefbrwxwrk SFS[D(11,3)(2,1)] gLALQabcefefbfjjxkn SFS[D(3,1)(2,1)] gLALQabcefefbcgjxkn SFS[D(3,1)(2,1)] gLALQabcefefjfjjxkn toroidal gLALQabcefefnfjjxkn SFS[D(3,1)(2,1)] gLALQabcefefbcgshww SFS[D(3,1)(2,1)] gLALQabcefefbfjshww SFS[D(3,1)(2,1)] gLALQabcefefnfjshww SFS[D(3,1)(2,1)] gLALQabcefefjfjshww toroidal gLALQacbfeefbgnqrjj toroidal gLALQacbfeefbgjqrjj toroidal gLALQacbfeefbgjxwnk toroidal gLALQacbfeefbgnxwnk toroidal gLALQabcfeefbcvqrjj SFS[D(3,1)(2,1)] gLALQabcfeefbfwqrjj SFS[D(3,1)(2,1)] gLALQabcfeefbkwqrjj SFS[D(3,1)(2,1)] gLALQabcfeefbrwqrjj toroidal gLALQabcfeefbcvxwnk SFS[D(3,1)(2,1)] gLALQabcfeefbfwxwnk SFS[D(3,1)(2,1)] gLALQabcfeefbrwxwnk toroidal gLALQabcfeefbkwxwnk SFS[D(3,1)(2,1)] gLALQacbefefbcjkxcn reducible gLALQacbefefbcnkxcn reducible gLALQacbefefncbkxcn reducible gLALQacbefefncjkxcn toroidal gLALQacbefefncnkxcn toroidal gLALQacbefefjcbkxcn reducible gLALQacbefefjcjkxcn toroidal gLALQacbefefjcnkxcn toroidal gLALQabcefefbwkkxcn reducible gLALQabcefefbwrwhgr SFS[D(2,1)(2,1)] gLALQabcefefnwkkxcn toroidal gLALQabcefefjwrwhgr SFS[D(7,3)(2,1)] gLALQabcefefjwkkxcn toroidal gLALQabcefefjjkkxcn SFS[D(8,3)(2,1)] gLALQabcefefbrvkxcn reducible gLALQabcefefnrvkxcn toroidal gLALQabcefefnkvkxcn SFS[D(8,3)(2,1)] gLALQabcefefjfvkxcn SFS[D(2,1)(2,1)] gLALQabcefefjrvkxcn toroidal gLALQabcefefjkvkxcn SFS[D(7,3)(2,1)] gLAPPabcdeffbrwgrhr SFS[D(2,1)(2,1)] gLAPPabcdeffnkwgrhr SFS[D(8,3)(2,1)] gLAPPabcdeffnrwgrhr SFS[D(7,3)(2,1)] gLAPPabcdeffjfwgrhr reducible gLAPPabcdeffjkwgrhr toroidal gLAPPabcdeffjrwgrhr toroidal gLALQacbefefngbwhgr SFS[D(3,1)(2,1)] gLALQacbefefjgbwhgr SFS[D(3,1)(2,1)] gLALQacbefefbgjwhgr SFS[D(3,1)(2,1)] gLALQacbefefngjwhgr SFS[D(3,1)(2,1)] gLALQacbefefjgjwhgr reducible gLALQacbefefbgnwhgr SFS[D(3,1)(2,1)] gLALQacbefefngnwhgr toroidal gLALQacbefefjgnwhgr SFS[D(3,1)(2,1)] gLAPPabcdeffbwrgrhr SFS[D(2,1)(2,1)] gLAPPabcdeffbrjfsqj SFS[D(2,1)(2,1)] gLAPPabcdeffjwkcnxn SFS[D(7,2)(2,1)] gLAPPabcdeffjrjfsqj SFS[D(5,1)(2,1)] gLAPPabcdeffjjkcnxn toroidal gLAPPabcdeffjkjfsqj SFS[D(7,2)(2,1)] gLAPPabcdeffbrvckxk SFS[D(2,1)(2,1)] gLAPPabcdeffjwofjqj SFS[D(7,3)(2,1)] gLAPPabcdeffjjofjqj SFS[D(8,3)(2,1)] gLAPPabcdeffjfvckxk reducible gLAPPabcdeffjrvckxk toroidal gLAPPabcdeffjkvckxk toroidal gLALQabcefefjfwwhgr SFS[D(2,1)(2,1)] gLALQabcefefbrwwhgr SFS[D(2,1)(2,1)] gLALQabcefefnrwwhgr SFS[D(7,2)(2,1)] gLALQabcefefjrwwhgr SFS[D(5,1)(2,1)] gLALQabcefefnkwwhgr toroidal gLALQabcefefjkwwhgr SFS[D(7,2)(2,1)] gLAPPacbdeffbcjckxk SFS[D(3,1)(2,1)] gLAPPacbdeffbcnckxk SFS[D(3,1)(2,1)] gLAPPacbdeffbcncnxn SFS[D(3,1)(2,1)] gLAPPacbdeffjcncnxn SFS[D(3,1)(2,1)] gLAPPacbdeffjfjfjqj reducible gLAPPacbdeffbcjcnxn SFS[D(3,1)(2,1)] gLAPPacbdeffjcjckxk toroidal gLAPPacbdeffjcnckxk SFS[D(3,1)(2,1)] gLAPPabcdeffbcbfgxk reducible gLAPPabcdeffbcccgqj reducible gLAPPabcdeffbcccwqj reducible gLAPPabcdeffbcbfrxn reducible gLALQabcefefbwrwhjr SFS[D(11,3)(2,1)] gLAPPabcdeffbcvjrhr SFS[D(5,2)(2,1)] gLAPPabcdeffbfwjrhr SFS[D(5,2)(2,1)] gLAPPabcdeffbkwjrhr SFS[D(5,2)(2,1)] gLAPPabcdeffbrwjrhr toroidal gLALQacbefefngbwhjr toroidal gLALQacbefefjgbwhjr toroidal gLALQacbefefbgjwhjr SFS[D(11,8)(3,1)] gLALQacbefefbgnwhjr SFS[D(11,3)(3,1)] gLAPPabcdeffbcgrsqj SFS[D(5,2)(2,1)] gLAPPabcdeffbckwnxn SFS[D(5,2)(2,1)] gLAPPabcdeffbjrjrhr SFS[D(5,2)(2,1)] gLAPPabcdeffbwrjrhr toroidal gLALQabcefefbrwwhjr SFS[D(11,3)(2,1)] gLALQabcefefbckkxjn SFS[D(3,1)(2,1)] gLALQabcefefbfgkxjn SFS[D(3,1)(2,1)] gLALQabcefefbwrwhkr toroidal gLALQabcefefbjrwhkr SFS[D(3,1)(2,1)] gLAPPabcdeffbrwkrhr SFS[D(13,5)(2,1)] gLALQacbefefngbwhkr SFS[D(13,5)(3,1)] gLALQacbefefjgbwhkr SFS[D(13,8)(3,1)] gLALQacbefefbgjwhkr toroidal gLALQacbefefbgnwhkr toroidal gLAPPabcdeffbwrkrhr SFS[D(13,5)(2,1)] gLALQabcefefbcvwhkr SFS[D(3,1)(2,1)] gLALQabcefefbfwwhkr SFS[D(3,1)(2,1)] gLALQabcefefbrwwhkr toroidal gLALQabcefefbkwwhkr SFS[D(3,1)(2,1)] gLALQabcefefbwrbqoj SFS[D(5,2)(2,1)] gLAPPabcedffbcvbfqj reducible gLAPPabcedffbfwbfqj reducible gLAPPabcedffbkwbfqj reducible gLAPPabcedffbrwbfqj reducible gLALQacbefefngbbqoj reducible gLALQacbefefjgbbqoj reducible gLALQacbefefbgjbqoj SFS[D(5,3)(3,1)] gLALQacbefefbgnbqoj SFS[D(5,2)(3,1)] gLAPPabcedffbcgobhr reducible gLAPPabcedffbckvbhw reducible gLAPPabcedffbjrbfqj reducible gLAPPabcedffbwrbfqj reducible gLALQabcefefbrwbqoj SFS[D(5,2)(2,1)] gLAPPabcedffbcorbxk reducible gLAPPabcedffbcswbqj reducible gLAPPabcedffbcvbrqj SFS[D(5,3)(3,1)] gLAPPabcedffbfwbrqj SFS[D(5,3)(3,1)] gLAPPabcedffbkwbrqj SFS[D(5,3)(3,1)] gLAPPabcedffbrwbrqj toroidal gLALQacbefefngbbqrj toroidal gLALQacbefefjgbbqrj toroidal gLAPPabcedffbcgojhr SFS[D(5,3)(3,1)] gLAPPabcedffbckvnhw SFS[D(5,3)(3,1)] gLAPPabcedffbjrbrqj SFS[D(5,3)(3,1)] gLAPPabcedffbwrbrqj toroidal gLALQabcefefbckvhjw SFS[D(2,1)(2,1)] gLALQabcefefbfgvhjw SFS[D(2,1)(2,1)] gLALQabcefefbwrbqnj toroidal gLALQabcefefbjrbqnj SFS[D(2,1)(2,1)] gLAPPabcedffbcvbkqj SFS[D(5,2)(3,1)] gLAPPabcedffbfwbkqj SFS[D(5,2)(3,1)] gLAPPabcedffbkwbkqj SFS[D(5,2)(3,1)] gLAPPabcedffbrwbkqj toroidal gLALQacbefefngbbqnj toroidal gLALQacbefefjgbbqnj toroidal gLALQacbefefbgjbqnj toroidal gLALQacbefefbgnbqnj toroidal gLAPPabcedffbcgonhr SFS[D(5,2)(3,1)] gLAPPabcedffbckvjhw SFS[D(5,2)(3,1)] gLAPPabcedffbjrbkqj SFS[D(5,2)(3,1)] gLAPPabcedffbwrbkqj toroidal gLALQabcefefbcvbqnj SFS[D(2,1)(2,1)] gLALQabcefefbfwbqnj SFS[D(2,1)(2,1)] gLALQabcefefbrwbqnj toroidal gLALQabcefefbkwbqnj SFS[D(2,1)(2,1)] gLALQacbefefbfnoxfn reducible gLALQacbefefbfjoxfn reducible gLALQacbefefbfjohfw reducible gLALQacbefefjfnoxfn toroidal gLALQacbefefjfjohfw toroidal gLALQacbefefbfnohfw reducible gLALQacbefefnfnohfw toroidal gLALQacbefefjfnohfw toroidal gLALQabcefefbrjoxfn reducible gLALQabcefefjfjoxfn SFS[D(5,2)(2,1)] gLALQabcefefjrjoxfn toroidal gLALQabcefefjkjoxfn SFS[D(7,3)(5,2)] gLALQabcefefnrjoxfn toroidal gLALQabcefefnkjoxfn SFS[D(8,3)(5,2)] gLALQabcefefbwooxfn reducible gLALQabcefefjwooxfn toroidal gLALQabcefefjjooxfn SFS[D(8,5)(5,2)] gLALQabcefefncooxfn SFS[D(5,2)(2,1)] gLALQabcefefnwooxfn toroidal gLALQabcefefnjooxfn SFS[D(7,4)(5,2)] gLALQabcefefjfjohfw SFS[D(5,2)(2,1)] gLALQabcefefnkjohfw SFS[D(8,5)(5,2)] gLALQabcefefjkjohfw SFS[D(7,4)(5,2)] gLALQabcefefbrjohfw reducible gLALQabcefefnrjohfw toroidal gLALQabcefefjrjohfw toroidal gLALQacbfeefbgnqbgj SFS[D(5,3)(3,1)] gLALQacbfeefbgjqbgj SFS[D(5,2)(3,1)] gLALQacbfeefbgjxbgk SFS[D(5,3)(3,1)] gLALQacbfeefjgnqbgj SFS[D(5,2)(3,1)] gLALQacbfeefjgjqbgj reducible gLALQacbfeefbgnxbgk SFS[D(5,2)(3,1)] gLALQacbfeefngnqbgj toroidal gLALQacbfeefjgnxbgk SFS[D(5,3)(3,1)] gLALQabcfeefbrwqbgj SFS[D(5,2)(2,1)] gLALQabcfeefjfwqbgj SFS[D(5,2)(2,1)] gLALQabcfeefjkwqbgj SFS[D(7,5)(5,2)] gLALQabcfeefjrwqbgj SFS[D(5,3)(5,1)] gLALQabcfeefnkwqbgj toroidal gLALQabcfeefnrwqbgj SFS[D(7,5)(5,2)] gLALQabcefefncoohfw SFS[D(5,2)(2,1)] gLALQabcefefnjoohfw SFS[D(7,3)(5,2)] gLALQabcefefjjoohfw SFS[D(8,3)(5,2)] gLALQabcefefbwoohfw reducible gLALQabcefefnwoohfw toroidal gLALQabcefefjwoohfw toroidal gLALQabcfeefjfwxbgk SFS[D(5,2)(2,1)] gLALQabcfeefbrwxbgk SFS[D(5,2)(2,1)] gLALQabcfeefnrwxbgk SFS[D(7,2)(5,2)] gLALQabcfeefjrwxbgk SFS[D(5,2)(5,1)] gLALQabcfeefnkwxbgk toroidal gLALQabcfeefjkwxbgk SFS[D(7,2)(5,2)] gLAPPacbdeffbcjcvhr SFS[D(5,2)(3,1)] gLAPPacbdeffbcncvhr SFS[D(5,3)(3,1)] gLAPPacbdeffbcncvqj SFS[D(5,2)(3,1)] gLAPPacbdeffjcncvqj SFS[D(5,3)(3,1)] gLAPPacbdeffjfjfohw reducible gLAPPacbdeffbcjcvqj SFS[D(5,3)(3,1)] gLAPPacbdeffjcjcvhr toroidal gLAPPacbdeffjcncvhr SFS[D(5,2)(3,1)] gLAPPabcdeffbcbfwhr reducible gLAPPabcdeffbcccrhw reducible gLAPPabcdeffbcccrxn reducible gLAPPabcdeffbcbfwqj reducible gLALQabcefefbfjoxkn SFS[D(3,1)(2,1)] gLALQabcefefbcgoxkn SFS[D(3,1)(2,1)] gLALQabcefefjfjoxkn toroidal gLALQabcefefnfjoxkn SFS[D(3,1)(2,1)] gLALQacbfeefbgjxbkk toroidal gLALQacbfeefbgnxbkk toroidal gLALQabcfeefbcvxbkk SFS[D(3,1)(2,1)] gLALQabcfeefbfwxbkk SFS[D(3,1)(2,1)] gLALQabcfeefbrwxbkk toroidal gLALQabcfeefbkwxbkk SFS[D(3,1)(2,1)] gLALQabcefefjfjoxrn SFS[D(4,1)(2,1)] gLALQabcefefbcgohkw SFS[D(2,1)(2,1)] gLALQabcefefbfjohkw SFS[D(2,1)(2,1)] gLALQabcefefnfjohkw SFS[D(2,1)(2,1)] gLALQabcefefjfjohkw toroidal gLALQacbfeefbgnqbkj toroidal gLALQacbfeefbgjqbkj toroidal gLALQacbfeefbgjxbjk SFS[D(4,1)(3,1)] gLALQacbfeefbgnxbjk SFS[D(4,3)(3,1)] gLALQabcfeefbcvqbkj SFS[D(2,1)(2,1)] gLALQabcfeefbfwqbkj SFS[D(2,1)(2,1)] gLALQabcfeefbkwqbkj SFS[D(2,1)(2,1)] gLALQabcfeefbrwqbkj toroidal gLALQabcfeefbrwxbjk SFS[D(4,1)(2,1)] gLALQabcefefbwrbhor SFS[D(5,2)(2,1)] gLAPPabcedffbcvbfhr reducible gLAPPabcedffbfwbfhr reducible gLAPPabcedffbkwbfhr reducible gLAPPabcedffbrwbfhr reducible gLALQacbefefngbbhor reducible gLALQacbefefjgbbhor reducible gLALQacbefefbgjbhor SFS[D(5,2)(3,1)] gLALQacbefefbgnbhor SFS[D(5,3)(3,1)] gLAPPabcedffbcgobqj reducible gLAPPabcedffbckvbxn reducible gLAPPabcedffbjrbfhr reducible gLAPPabcedffbwrbfhr reducible gLALQabcefefbrwbhor SFS[D(5,2)(2,1)] gLAPPabcedffbcorbqj reducible gLAPPabcedffbcswbxk reducible gLALQabcefefbckvxjn SFS[D(3,1)(2,1)] gLALQabcefefbfgvxjn SFS[D(3,1)(2,1)] gLALQabcefefbwrbhnr toroidal gLALQabcefefbjrbhnr SFS[D(3,1)(2,1)] gLAPPabcedffbcvbkhr SFS[D(5,3)(3,1)] gLAPPabcedffbfwbkhr SFS[D(5,3)(3,1)] gLAPPabcedffbkwbkhr SFS[D(5,3)(3,1)] gLAPPabcedffbrwbkhr toroidal gLALQacbefefngbbhnr toroidal gLALQacbefefjgbbhnr toroidal gLALQacbefefbgjbhnr toroidal gLALQacbefefbgnbhnr toroidal gLAPPabcedffbcgonqj SFS[D(5,3)(3,1)] gLAPPabcedffbckvjxn SFS[D(5,3)(3,1)] gLAPPabcedffbjrbkhr SFS[D(5,3)(3,1)] gLAPPabcedffbwrbkhr toroidal gLALQabcefefbcvbhnr SFS[D(3,1)(2,1)] gLALQabcefefbfwbhnr SFS[D(3,1)(2,1)] gLALQabcefefbrwbhnr toroidal gLALQabcefefbkwbhnr SFS[D(3,1)(2,1)] gLALQabcefefbwrbhrr SFS[D(4,1)(2,1)] gLAPPabcedffbcvbrhr SFS[D(5,2)(3,1)] gLAPPabcedffbfwbrhr SFS[D(5,2)(3,1)] gLAPPabcedffbkwbrhr SFS[D(5,2)(3,1)] gLAPPabcedffbrwbrhr toroidal gLALQacbefefngbbhrr toroidal gLALQacbefefjgbbhrr toroidal gLALQacbefefbgjbhrr SFS[D(4,3)(3,1)] gLALQacbefefbgnbhrr SFS[D(4,1)(3,1)] gLAPPabcedffbcgojqj SFS[D(5,2)(3,1)] gLAPPabcedffbckvnxn SFS[D(5,2)(3,1)] gLAPPabcedffbjrbrhr SFS[D(5,2)(3,1)] gLAPPabcedffbwrbrhr toroidal gLALQabcefefbrwbhrr SFS[D(4,1)(2,1)] gLALQacbefefbcjkhcw reducible gLALQacbefefbcnkhcw reducible gLALQacbefefncbkhcw reducible gLALQacbefefncjkhcw toroidal gLALQacbefefncnkhcw toroidal gLALQacbefefjcbkhcw reducible gLALQacbefefjcjkhcw toroidal gLALQacbefefjcnkhcw toroidal gLALQabcefefbwkkhcw reducible gLALQabcefefbwrwqgj SFS[D(3,1)(2,1)] gLALQabcefefnwkkhcw toroidal gLALQabcefefjwrwqgj SFS[D(7,4)(3,1)] gLALQabcefefjwkkhcw toroidal gLALQabcefefjjkkhcw SFS[D(8,3)(3,1)] gLALQabcefefbrvkhcw reducible gLALQabcefefnrvkhcw toroidal gLALQabcefefnkvkhcw SFS[D(8,3)(3,1)] gLALQabcefefjfvkhcw SFS[D(3,1)(2,1)] gLALQabcefefjrvkhcw toroidal gLALQabcefefjkvkhcw SFS[D(7,3)(3,1)] gLAPPabcdeffbrwgrqj SFS[D(3,1)(2,1)] gLAPPabcdeffnkwgrqj SFS[D(8,3)(3,1)] gLAPPabcdeffnrwgrqj SFS[D(7,3)(3,1)] gLAPPabcdeffjfwgrqj reducible gLAPPabcdeffjkwgrqj toroidal gLAPPabcdeffjrwgrqj toroidal gLALQacbefefngbwqgj SFS[D(3,1)(3,1)] gLALQacbefefjgbwqgj SFS[D(3,1)(3,2)] gLALQacbefefbgjwqgj SFS[D(3,1)(3,1)] gLALQacbefefngjwqgj SFS[D(3,1)(3,2)] gLALQacbefefjgjwqgj reducible gLALQacbefefbgnwqgj SFS[D(3,1)(3,2)] gLALQacbefefngnwqgj toroidal gLALQacbefefjgnwqgj SFS[D(3,1)(3,1)] gLAPPabcdeffbwrgrqj SFS[D(3,1)(2,1)] gLAPPabcdeffbrjfshr SFS[D(3,1)(2,1)] gLAPPabcdeffjwkcnhw SFS[D(7,2)(3,1)] gLAPPabcdeffjrjfshr SFS[D(5,1)(3,1)] gLAPPabcdeffjjkcnhw toroidal gLAPPabcdeffjkjfshr SFS[D(7,2)(3,1)] gLAPPabcdeffbrvckqj SFS[D(3,1)(2,1)] gLAPPabcdeffjwofjxk SFS[D(7,4)(3,1)] gLAPPabcdeffjjofjxk SFS[D(8,3)(3,1)] gLAPPabcdeffjfvckqj reducible gLAPPabcdeffjrvckqj toroidal gLAPPabcdeffjkvckqj toroidal gLALQabcefefjfwwqgj SFS[D(3,1)(2,1)] gLALQabcefefbrwwqgj SFS[D(3,1)(2,1)] gLALQabcefefnrwwqgj SFS[D(7,5)(3,1)] gLALQabcefefjrwwqgj SFS[D(5,4)(3,1)] gLALQabcefefnkwwqgj toroidal gLALQabcefefjkwwqgj SFS[D(7,5)(3,1)] gLAPPacbdeffbcjckqj SFS[D(3,1)(3,2)] gLAPPacbdeffbcnckqj SFS[D(3,1)(3,1)] gLAPPacbdeffbcncnhw SFS[D(3,1)(3,2)] gLAPPacbdeffjcncnhw SFS[D(3,1)(3,1)] gLAPPacbdeffjfjfjxk reducible gLAPPacbdeffbcjcnhw SFS[D(3,1)(3,1)] gLAPPacbdeffjcjckqj toroidal gLAPPacbdeffjcnckqj SFS[D(3,1)(3,2)] gLAPPabcdeffbcbfgqj reducible gLAPPabcdeffbcccgxk reducible gLAPPabcdeffbcccwhr reducible gLAPPabcdeffbcbfrhw reducible gLALQabcefefbwrwqjj SFS[D(9,2)(2,1)] gLAPPabcdeffbcvjrqj SFS[D(5,2)(2,1)] gLAPPabcdeffbfwjrqj SFS[D(5,2)(2,1)] gLAPPabcdeffbkwjrqj SFS[D(5,2)(2,1)] gLAPPabcdeffbrwjrqj toroidal gLALQacbefefngbwqjj toroidal gLALQacbefefjgbwqjj toroidal gLALQacbefefbgjwqjj SFS[D(9,7)(3,1)] gLALQacbefefbgnwqjj SFS[D(9,2)(3,1)] gLAPPabcdeffbcgrshr SFS[D(5,2)(2,1)] gLAPPabcdeffbckwnhw SFS[D(5,2)(2,1)] gLAPPabcdeffbjrjrqj SFS[D(5,2)(2,1)] gLAPPabcdeffbwrjrqj toroidal gLALQabcefefbrwwqjj SFS[D(9,2)(2,1)] gLALQabcefefbckkhjw SFS[D(2,1)(2,1)] gLALQabcefefbfgkhjw SFS[D(2,1)(2,1)] gLALQabcefefbwrwqkj toroidal gLALQabcefefbjrwqkj SFS[D(2,1)(2,1)] gLAPPabcdeffbrwkrqj SFS[D(12,5)(2,1)] gLALQacbefefngbwqkj SFS[D(12,5)(3,1)] gLALQacbefefjgbwqkj SFS[D(12,7)(3,1)] gLALQacbefefbgjwqkj toroidal gLALQacbefefbgnwqkj toroidal gLAPPabcdeffbwrkrqj SFS[D(12,5)(2,1)] gLALQabcefefbcvwqkj SFS[D(2,1)(2,1)] gLALQabcefefbfwwqkj SFS[D(2,1)(2,1)] gLALQabcefefbrwwqkj toroidal gLALQabcefefbkwwqkj SFS[D(2,1)(2,1)] gLALQabcefefbcobxgn reducible gLALQabcefefbfnbxgn reducible gLALQabcefefbfjsxvn reducible gLALQabcefefbcgsxvn reducible gLALQabcefefjfjsxvn reducible gLALQabcefefnfjsxvn reducible gLALQabcefefjfjjhgw SFS[D(3,1)(2,1)] gLALQacbfeefbgnqwoj SFS[D(3,1)(3,1)] gLALQacbfeefbgjqwoj SFS[D(3,1)(3,2)] gLALQacbfeefbgjxrck reducible gLALQacbfeefbgnxrck reducible gLALQabcfeefbrwqwoj SFS[D(3,1)(2,1)] gLALQabcfeefbcvxrck reducible gLALQabcfeefbfwxrck reducible gLALQabcfeefbrwxrck reducible gLALQabcfeefbkwxrck reducible gLALQabcefefbfjsxsn SFS[D(3,1)(3,2)] gLALQabcefefbcgsxsn SFS[D(3,1)(3,2)] gLALQabcefefjfjsxsn toroidal gLALQabcefefnfjsxsn SFS[D(3,1)(3,2)] gLALQabcefefjfjjhjw SFS[D(9,2)(2,1)] gLALQacbfeefbgnqwrj SFS[D(9,7)(3,1)] gLALQacbfeefbgjqwrj SFS[D(9,2)(3,1)] gLALQacbfeefbgjxrwk toroidal gLALQacbfeefbgnxrwk toroidal gLALQabcfeefbrwqwrj SFS[D(9,2)(2,1)] gLALQabcfeefbcvxrwk SFS[D(3,1)(3,2)] gLALQabcfeefbfwxrwk SFS[D(3,1)(3,2)] gLALQabcfeefbrwxrwk toroidal gLALQabcfeefbkwxrwk SFS[D(3,1)(3,2)] gLALQabcefefbfjsxwn SFS[D(3,1)(3,1)] gLALQabcefefbcgsxwn SFS[D(3,1)(3,1)] gLALQabcefefjfjsxwn toroidal gLALQabcefefnfjsxwn SFS[D(3,1)(3,1)] gLALQabcefefbcgjhkw SFS[D(2,1)(2,1)] gLALQabcefefbfjjhkw SFS[D(2,1)(2,1)] gLALQabcefefnfjjhkw SFS[D(2,1)(2,1)] gLALQabcefefjfjjhkw toroidal gLALQacbfeefbgnqwnj toroidal gLALQacbfeefbgjqwnj toroidal gLALQacbfeefbgjxrjk toroidal gLALQacbfeefbgnxrjk toroidal gLALQabcfeefbcvqwnj SFS[D(2,1)(2,1)] gLALQabcfeefbfwqwnj SFS[D(2,1)(2,1)] gLALQabcfeefbkwqwnj SFS[D(2,1)(2,1)] gLALQabcfeefbrwqwnj toroidal gLALQabcfeefbcvxrjk SFS[D(3,1)(3,1)] gLALQabcfeefbfwxrjk SFS[D(3,1)(3,1)] gLALQabcfeefbrwxrjk toroidal gLALQabcfeefbkwxrjk SFS[D(3,1)(3,1)] gLALQabcefefbfvgxgn reducible gLALQabcefefbcsgxgn reducible gLALQabcefefbckcxon reducible gLALQabcefefbfgcxon reducible gLALQabcefefbwrghcr reducible gLALQabcefefbjrghcr reducible gLAPPabcdeffbrwvghr SFS[D(3,1)(2,1)] gLALQacbefefngbghcr SFS[D(3,1)(3,2)] gLALQacbefefjgbghcr SFS[D(3,1)(3,1)] gLALQacbefefbgjghcr reducible gLALQacbefefbgnghcr reducible gLAPPabcdeffbwrvghr SFS[D(3,1)(2,1)] gLALQabcefefbcvghcr reducible gLALQabcefefbfwghcr reducible gLALQabcefefbrwghcr reducible gLALQabcefefbkwghcr reducible gLALQabcefefbckcxrn SFS[D(3,1)(3,2)] gLALQabcefefbfgcxrn SFS[D(3,1)(3,2)] gLALQabcefefbwrghjr toroidal gLALQabcefefbjrghjr SFS[D(3,1)(3,2)] gLAPPabcdeffbcvsghr SFS[D(5,2)(2,1)] gLAPPabcdeffbfwsghr SFS[D(5,2)(2,1)] gLAPPabcdeffbkwsghr SFS[D(5,2)(2,1)] gLAPPabcdeffbrwsghr toroidal gLALQacbefefngbghjr toroidal gLALQacbefefjgbghjr toroidal gLALQacbefefbgjghjr toroidal gLALQacbefefbgnghjr toroidal gLAPPabcdeffbcgwfqj SFS[D(5,2)(2,1)] gLAPPabcdeffbckrcxn SFS[D(5,2)(2,1)] gLAPPabcdeffbjrsghr SFS[D(5,2)(2,1)] gLAPPabcdeffbwrsghr toroidal gLALQabcefefbcvghjr SFS[D(3,1)(3,2)] gLALQabcefefbfwghjr SFS[D(3,1)(3,2)] gLALQabcefefbrwghjr toroidal gLALQabcefefbkwghjr SFS[D(3,1)(3,2)] gLALQabcefefbckcxnn SFS[D(3,1)(3,1)] gLALQabcefefbfgcxnn SFS[D(3,1)(3,1)] gLALQabcefefbwrghwr toroidal gLALQabcefefbjrghwr SFS[D(3,1)(3,1)] gLAPPabcdeffbrwwghr SFS[D(12,5)(2,1)] gLALQacbefefngbghwr SFS[D(12,7)(3,1)] gLALQacbefefjgbghwr SFS[D(12,5)(3,1)] gLALQacbefefbgjghwr toroidal gLALQacbefefbgnghwr toroidal gLAPPabcdeffbwrwghr SFS[D(12,5)(2,1)] gLALQabcefefbcvghwr SFS[D(3,1)(3,1)] gLALQabcefefbfwghwr SFS[D(3,1)(3,1)] gLALQabcefefbrwghwr toroidal gLALQabcefefbkwghwr SFS[D(3,1)(3,1)] gLALQabcefefbcjoiow SFS[D(2,1)(2,1)] gLALQabcefefbfkoiow SFS[D(2,1)(2,1)] gLALQabcfeefbcjdsgk SFS[D(2,1)(2,1)] gLALQabcfeefbcjukgn SFS[D(2,1)(2,1)] gLAPPabcdeffbcbcjpr SFS[D(2,1)(2,1)] gLAPPabcdeffbcbcrtw SFS[D(2,1)(2,1)] gLALQabcefefbcjveor SFS[D(2,1)(2,1)] gLALQabcefefbfkveor SFS[D(2,1)(2,1)] gLALQabcefefbwrbiow SFS[D(4,1)(2,1)] gLAPPabcedffbcvbftw reducible gLAPPabcedffbfwbftw reducible gLAPPabcedffbkwbftw reducible gLAPPabcedffbrwbftw reducible gLALQacbefefngbbiow reducible gLALQacbefefjgbbiow reducible gLALQacbefefbgjbiow SFS[D(4,1)(3,1)] gLALQacbefefbgnbiow SFS[D(4,3)(3,1)] gLAPPabcedffbcgober reducible gLAPPabcedffbckvbdw reducible gLAPPabcedffbjrbftw reducible gLAPPabcedffbwrbftw reducible gLALQabcefefbrwbiow SFS[D(4,1)(2,1)] gLAPPabcedffbcorbdk reducible gLAPPabcedffbcswbej reducible gLALQacbefefbfnopfn reducible gLALQacbefefbfjopfn reducible gLALQacbefefbfjoifn reducible gLALQacbefefjfnopfn toroidal gLALQacbefefjfjoifn toroidal gLALQacbefefbfnoifn reducible gLALQacbefefnfnoifn toroidal gLALQacbefefjfnoifn toroidal gLALQabcefefbrjopfn reducible gLALQabcefefjfjopfn SFS[D(4,1)(2,1)] gLALQabcefefjrjopfn toroidal gLALQabcefefjkjopfn SFS[D(7,4)(4,1)] gLALQabcefefnrjopfn toroidal gLALQabcefefnkjopfn SFS[D(8,5)(4,1)] gLALQabcefefbwoopfn reducible gLALQabcefefjwoopfn toroidal gLALQabcefefjjoopfn SFS[D(8,3)(4,1)] gLALQabcefefncoopfn SFS[D(4,1)(2,1)] gLALQabcefefnwoopfn toroidal gLALQabcefefnjoopfn SFS[D(7,3)(4,1)] gLALQabcefefjfjoifn SFS[D(4,1)(2,1)] gLALQabcefefnkjoifn SFS[D(8,3)(4,1)] gLALQabcefefjkjoifn SFS[D(7,3)(4,1)] gLALQabcefefbrjoifn reducible gLALQabcefefnrjoifn toroidal gLALQabcefefjrjoifn toroidal gLALQacbfeefbgnubgn SFS[D(4,1)(3,1)] gLALQacbfeefbgjubgn SFS[D(4,3)(3,1)] gLALQacbfeefbgjdbgk SFS[D(4,1)(3,1)] gLALQacbfeefjgnubgn SFS[D(4,3)(3,1)] gLALQacbfeefjgjdbgk reducible gLALQacbfeefbgndbgk SFS[D(4,3)(3,1)] gLALQacbfeefngndbgk toroidal gLALQacbfeefjgndbgk SFS[D(4,1)(3,1)] gLALQabcfeefbrwubgn SFS[D(4,1)(2,1)] gLALQabcfeefjfwubgn SFS[D(4,1)(2,1)] gLALQabcfeefjkwubgn SFS[D(7,2)(4,1)] gLALQabcfeefjrwubgn SFS[D(5,1)(4,1)] gLALQabcfeefnkwubgn toroidal gLALQabcfeefnrwubgn SFS[D(7,2)(4,1)] gLALQabcefefncooifn SFS[D(4,1)(2,1)] gLALQabcefefnjooifn SFS[D(7,4)(4,1)] gLALQabcefefjjooifn SFS[D(8,5)(4,1)] gLALQabcefefbwooifn reducible gLALQabcefefnwooifn toroidal gLALQabcefefjwooifn toroidal gLALQabcfeefjfwdbgk SFS[D(4,1)(2,1)] gLALQabcfeefbrwdbgk SFS[D(4,1)(2,1)] gLALQabcfeefnrwdbgk SFS[D(7,5)(4,1)] gLALQabcfeefjrwdbgk SFS[D(5,4)(4,1)] gLALQabcfeefnkwdbgk toroidal gLALQabcfeefjkwdbgk SFS[D(7,5)(4,1)] gLAPPacbdeffbcjcvpr SFS[D(4,3)(3,1)] gLAPPacbdeffbcncvpr SFS[D(4,1)(3,1)] gLAPPacbdeffbcncvtw SFS[D(4,3)(3,1)] gLAPPacbdeffjcncvtw SFS[D(4,1)(3,1)] gLAPPacbdeffjfjfomr reducible gLAPPacbdeffbcjcvtw SFS[D(4,1)(3,1)] gLAPPacbdeffjcjcvpr toroidal gLAPPacbdeffjcncvpr SFS[D(4,3)(3,1)] gLAPPabcdeffbcbfwpr reducible gLAPPabcdeffbcccruw reducible gLAPPabcdeffbcccrmr reducible gLAPPabcdeffbcbfwtw reducible gLALQabcefefbwrbeor SFS[D(4,1)(2,1)] gLAPPabcedffbcvbfpr reducible gLAPPabcedffbfwbfpr reducible gLAPPabcedffbkwbfpr reducible gLAPPabcedffbrwbfpr reducible gLALQacbefefngbbeor reducible gLALQacbefefjgbbeor reducible gLALQacbefefbgjbeor SFS[D(4,3)(3,1)] gLALQacbefefbgnbeor SFS[D(4,1)(3,1)] gLAPPabcedffbcgobiw reducible gLAPPabcedffbckvblr reducible gLAPPabcedffbjrbfpr reducible gLAPPabcedffbwrbfpr reducible gLALQabcefefbrwbeor SFS[D(4,1)(2,1)] gLAPPabcedffbcorbun reducible gLAPPabcedffbcswbpj reducible gLALQabcefefbcjviow SFS[D(2,1)(2,1)] gLALQabcefefbfkviow SFS[D(2,1)(2,1)] gLALQabcfeefbcjdkgk SFS[D(2,1)(2,1)] gLALQabcfeefbcjusgn SFS[D(2,1)(2,1)] gLAPPabcdeffbcbcrpr SFS[D(2,1)(2,1)] gLAPPabcdeffbcbcjtw SFS[D(2,1)(2,1)] gLALQabcefefbcjoeor SFS[D(2,1)(2,1)] gLALQabcefefbfkoeor SFS[D(2,1)(2,1)] gLALQabcefefbccolrb reducible gLALQabcefefbccolkb reducible gLALQacbefefbfnklfb reducible gLALQacbefefbfjklfb reducible gLALQacbefefbfjwlfb reducible gLALQacbefefjfnklfb SFS[D(3,1)(3,1)] gLALQacbefefjfjklfb SFS[D(3,1)(3,2)] gLALQacbefefbfnwlfb reducible gLALQacbefefnfnklfb SFS[D(3,1)(3,2)] gLALQacbefefjfnwlfb SFS[D(3,1)(3,1)] gLALQabcefefbrjklfb reducible gLALQabcefefjrjklfb SFS[D(3,1)(2,1)] gLALQabcefefnrjklfb SFS[D(3,1)(2,1)] gLALQabcefefbwoklfb reducible gLALQabcefefjwoklfb SFS[D(3,1)(2,1)] gLALQabcefefnwoklfb SFS[D(3,1)(2,1)] gLALQabcefefbrjwlfb reducible gLALQabcefefnrjwlfb SFS[D(3,1)(2,1)] gLALQabcefefjrjwlfb SFS[D(3,1)(2,1)] gLALQacbfeefngnikgf SFS[D(2,1)(2,1)] gLALQabcfeefnkwisgf SFS[D(2,1)(2,1)] gLALQabcefefbwowlfb reducible gLALQabcefefnwowlfb SFS[D(3,1)(2,1)] gLALQabcefefjwowlfb SFS[D(3,1)(2,1)] gLALQabcfeefnkwikgf SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcjdo SFS[D(2,1)(2,1)] gLALQabcefefbccjljb reducible gLALQabcefefbccslsb reducible gLALQabcefefbwrgqwb SFS[D(2,1)(2,1)] gLAPPabcdeffbrwwgqb SFS[D(2,1)(2,1)] gLALQacbefefngbgqwb SFS[D(3,1)(2,1)] gLALQacbefefjgbgqwb SFS[D(3,1)(2,1)] gLALQacbefefbgjgqwb SFS[D(3,1)(2,1)] gLALQacbefefbgngqwb SFS[D(3,1)(2,1)] gLAPPabcdeffbwrwgqb SFS[D(2,1)(2,1)] gLALQabcefefbrwgqwb SFS[D(2,1)(2,1)] gLALQabcefefbfjjxkb reducible gLALQabcefefbcgjxkb reducible gLALQabcefefjfjjxkb reducible gLALQabcefefnfjjxkb reducible gLALQabcefefjfjshwv SFS[D(2,1)(2,1)] gLALQacbfeefbgnqrjc SFS[D(3,1)(2,1)] gLALQacbfeefbgjqrjc SFS[D(3,1)(2,1)] gLALQacbfeefbgjxwnf reducible gLALQacbfeefbgnxwnf reducible gLALQabcfeefbrwqrjc SFS[D(2,1)(2,1)] gLALQabcfeefbcvxwnf reducible gLALQabcfeefbfwxwnf reducible gLALQabcfeefbrwxwnf reducible gLALQabcfeefbkwxwnf reducible gLALQacbefefbcjkxcb reducible gLALQacbefefbcnkxcb reducible gLALQacbefefncbkxcb reducible gLALQacbefefncjkxcb SFS[D(3,1)(3,1)] gLALQacbefefncnkxcb SFS[D(3,1)(3,2)] gLALQacbefefjcbkxcb reducible gLALQacbefefjcjkxcb SFS[D(3,1)(3,2)] gLALQacbefefjcnkxcb SFS[D(3,1)(3,1)] gLALQabcefefbwkkxcb reducible gLALQabcefefnwkkxcb SFS[D(3,1)(2,1)] gLALQabcefefjwkkxcb SFS[D(3,1)(2,1)] gLALQabcefefbrvkxcb reducible gLALQabcefefnrvkxcb SFS[D(3,1)(2,1)] gLALQabcefefjrvkxcb SFS[D(3,1)(2,1)] gLAPPabcdeffjfwgrho reducible gLAPPabcdeffjkwgrho SFS[D(3,1)(2,1)] gLAPPabcdeffjrwgrho SFS[D(3,1)(2,1)] gLALQacbefefngnwhgf SFS[D(2,1)(2,1)] gLAPPabcdeffjjkcnxb SFS[D(2,1)(2,1)] gLAPPabcdeffjfvckxf reducible gLAPPabcdeffjrvckxf SFS[D(3,1)(2,1)] gLAPPabcdeffjkvckxf SFS[D(3,1)(2,1)] gLALQabcefefnkwwhgf SFS[D(2,1)(2,1)] gLAPPacbdeffjcjckxf SFS[D(2,1)(2,1)] gLALQabcefefbckkxjb reducible gLALQabcefefbfgkxjb reducible gLALQabcefefbwrwhkf reducible gLALQabcefefbjrwhkf reducible gLAPPabcdeffbrwkrho SFS[D(2,1)(2,1)] gLALQacbefefngbwhkf SFS[D(3,1)(2,1)] gLALQacbefefjgbwhkf SFS[D(3,1)(2,1)] gLALQacbefefbgjwhkf reducible gLALQacbefefbgnwhkf reducible gLAPPabcdeffbwrkrho SFS[D(2,1)(2,1)] gLALQabcefefbcvwhkf reducible gLALQabcefefbfwwhkf reducible gLALQabcefefbrwwhkf reducible gLALQabcefefbkwwhkf reducible gLALQabcefefbwrbqrb SFS[D(2,1)(2,1)] gLAPPabcedffbrwbrqb SFS[D(2,1)(2,1)] gLALQacbefefngbbqrb SFS[D(3,1)(2,1)] gLALQacbefefjgbbqrb SFS[D(3,1)(2,1)] gLALQacbefefbgjbqrb SFS[D(3,1)(2,1)] gLALQacbefefbgnbqrb SFS[D(3,1)(2,1)] gLAPPabcedffbwrbrqb SFS[D(2,1)(2,1)] gLALQabcefefbrwbqrb SFS[D(2,1)(2,1)] gLALQacbefefbfnoxfb reducible gLALQacbefefbfjoxfb reducible gLALQacbefefbfjohfv reducible gLALQacbefefjfnoxfb SFS[D(3,1)(3,1)] gLALQacbefefjfjohfv SFS[D(3,1)(3,2)] gLALQacbefefbfnohfv reducible gLALQacbefefnfnohfv SFS[D(3,1)(3,2)] gLALQacbefefjfnohfv SFS[D(3,1)(3,1)] gLALQabcefefbrjoxfb reducible gLALQabcefefjrjoxfb SFS[D(3,1)(2,1)] gLALQabcefefnrjoxfb SFS[D(3,1)(2,1)] gLALQabcefefbwooxfb reducible gLALQabcefefjwooxfb SFS[D(3,1)(2,1)] gLALQabcefefnwooxfb SFS[D(3,1)(2,1)] gLALQabcefefbrjohfv reducible gLALQabcefefnrjohfv SFS[D(3,1)(2,1)] gLALQabcefefjrjohfv SFS[D(3,1)(2,1)] gLALQacbfeefngnqbgc SFS[D(2,1)(2,1)] gLALQabcfeefnkwqbgc SFS[D(2,1)(2,1)] gLALQabcefefbwoohfv reducible gLALQabcefefnwoohfv SFS[D(3,1)(2,1)] gLALQabcefefjwoohfv SFS[D(3,1)(2,1)] gLALQabcfeefnkwxbgf SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcvho SFS[D(2,1)(2,1)] gLALQabcefefbfjoxkb reducible gLALQabcefefbcgoxkb reducible gLALQabcefefjfjoxkb reducible gLALQabcefefnfjoxkb reducible gLALQabcefefjfjohrv SFS[D(2,1)(2,1)] gLALQacbfeefbgnqbjc SFS[D(3,1)(2,1)] gLALQacbfeefbgjqbjc SFS[D(3,1)(2,1)] gLALQacbfeefbgjxbkf reducible gLALQacbfeefbgnxbkf reducible gLALQabcfeefbrwqbjc SFS[D(2,1)(2,1)] gLALQabcfeefbcvxbkf reducible gLALQabcfeefbfwxbkf reducible gLALQabcfeefbrwxbkf reducible gLALQabcfeefbkwxbkf reducible gLALQabcefefbckvxjb reducible gLALQabcefefbfgvxjb reducible gLALQabcefefbwrbhnf reducible gLALQabcefefbjrbhnf reducible gLAPPabcedffbrwbkho SFS[D(2,1)(2,1)] gLALQacbefefngbbhnf SFS[D(3,1)(2,1)] gLALQacbefefjgbbhnf SFS[D(3,1)(2,1)] gLALQacbefefbgjbhnf reducible gLALQacbefefbgnbhnf reducible gLAPPabcedffbwrbkho SFS[D(2,1)(2,1)] gLALQabcefefbcvbhnf reducible gLALQabcefefbfwbhnf reducible gLALQabcefefbrwbhnf reducible gLALQabcefefbkwbhnf reducible gLALQacbefefbcjkhcv reducible gLALQacbefefbcnkhcv reducible gLALQacbefefncbkhcv reducible gLALQacbefefncjkhcv reducible gLALQacbefefncnkhcv reducible gLALQacbefefjcbkhcv reducible gLALQacbefefjcjkhcv reducible gLALQacbefefjcnkhcv reducible gLALQabcefefbwkkhcv reducible gLALQabcefefbwrwqgb reducible gLALQabcefefnwkkhcv reducible gLALQabcefefjwrwqgb reducible gLALQabcefefjwkkhcv reducible gLALQabcefefjjkkhcv reducible gLALQabcefefbrvkhcv reducible gLALQabcefefnrvkhcv reducible gLALQabcefefnkvkhcv reducible gLALQabcefefjfvkhcv reducible gLALQabcefefjrvkhcv reducible gLALQabcefefjkvkhcv reducible gLAPPabcdeffbrwgrqb reducible gLAPPabcdeffnkwgrqb reducible gLAPPabcdeffnrwgrqb reducible gLAPPabcdeffjfwgrqb reducible gLAPPabcdeffjkwgrqb reducible gLAPPabcdeffjrwgrqb reducible gLALQacbefefngbwqgb reducible gLALQacbefefjgbwqgb reducible gLALQacbefefbgjwqgb reducible gLALQacbefefngjwqgb reducible gLALQacbefefjgjwqgb reducible gLALQacbefefbgnwqgb reducible gLALQacbefefngnwqgb reducible gLALQacbefefjgnwqgb reducible gLAPPabcdeffbwrgrqb reducible gLAPPabcdeffbrjfshf reducible gLAPPabcdeffjwkcnhc reducible gLAPPabcdeffjrjfshf reducible gLAPPabcdeffjjkcnhc reducible gLAPPabcdeffjkjfshf reducible gLAPPabcdeffbrvckqc reducible gLAPPabcdeffjwofjxf reducible gLAPPabcdeffjjofjxf reducible gLAPPabcdeffjfvckqc reducible gLAPPabcdeffjrvckqc reducible gLAPPabcdeffjkvckqc reducible gLALQabcefefjfwwqgb reducible gLALQabcefefbrwwqgb reducible gLALQabcefefnrwwqgb reducible gLALQabcefefjrwwqgb reducible gLALQabcefefnkwwqgb reducible gLALQabcefefjkwwqgb reducible gLAPPacbdeffbcjckqc reducible gLAPPacbdeffbcnckqc reducible gLAPPacbdeffbcncnhc reducible gLAPPacbdeffjcncnhc reducible gLAPPacbdeffjfjfjxf reducible gLAPPacbdeffbcjcnhc reducible gLAPPacbdeffjcjckqc reducible gLAPPacbdeffjcnckqc reducible gLAPPabcdeffbcbfgqc reducible gLAPPabcdeffbcccgxf reducible gLAPPabcdeffbcccwhf reducible gLAPPabcdeffbcbfrhc reducible gLALQabcefefbwrwqjb SFS[D(3,1)(2,1)] gLAPPabcdeffbrwjrqb SFS[D(3,1)(2,1)] gLALQacbefefngbwqjb SFS[D(3,1)(3,2)] gLALQacbefefjgbwqjb SFS[D(3,1)(3,1)] gLALQacbefefbgjwqjb SFS[D(3,1)(3,2)] gLALQacbefefbgnwqjb SFS[D(3,1)(3,1)] gLAPPabcdeffbwrjrqb SFS[D(3,1)(2,1)] gLALQabcefefbrwwqjb SFS[D(3,1)(2,1)] gLALQabcefefbwrwqkb SFS[D(3,1)(2,1)] gLAPPabcdeffbrwkrqb SFS[D(3,1)(2,1)] gLALQacbefefngbwqkb SFS[D(3,1)(3,1)] gLALQacbefefjgbwqkb SFS[D(3,1)(3,2)] gLALQacbefefbgjwqkb SFS[D(3,1)(3,1)] gLALQacbefefbgnwqkb SFS[D(3,1)(3,2)] gLAPPabcdeffbwrkrqb SFS[D(3,1)(2,1)] gLALQabcefefbrwwqkb SFS[D(3,1)(2,1)] gLALQabcefefbcobxgb reducible gLALQabcefefbfnbxgb reducible gLALQabcefefbfjsxvb reducible gLALQabcefefbcgsxvb reducible gLALQabcefefjfjsxvb reducible gLALQabcefefnfjsxvb reducible gLALQabcefefjfjjhgv reducible gLALQacbfeefbgnqwoc reducible gLALQacbfeefbgjqwoc reducible gLALQacbfeefbgjxrcf reducible gLALQacbfeefbgnxrcf reducible gLALQabcfeefbrwqwoc reducible gLALQabcfeefbcvxrcf reducible gLALQabcfeefbfwxrcf reducible gLALQabcfeefbrwxrcf reducible gLALQabcfeefbkwxrcf reducible gLALQabcefefbfjsxsb reducible gLALQabcefefbcgsxsb reducible gLALQabcefefjfjsxsb reducible gLALQabcefefnfjsxsb reducible gLALQabcefefjfjjhjv SFS[D(3,1)(2,1)] gLALQacbfeefbgnqwrc SFS[D(3,1)(3,2)] gLALQacbfeefbgjqwrc SFS[D(3,1)(3,1)] gLALQacbfeefbgjxrwf reducible gLALQacbfeefbgnxrwf reducible gLALQabcfeefbrwqwrc SFS[D(3,1)(2,1)] gLALQabcfeefbcvxrwf reducible gLALQabcfeefbfwxrwf reducible gLALQabcfeefbrwxrwf reducible gLALQabcfeefbkwxrwf reducible gLALQabcefefbfjsxwb reducible gLALQabcefefbcgsxwb reducible gLALQabcefefjfjsxwb reducible gLALQabcefefnfjsxwb reducible gLALQabcefefjfjjhkv SFS[D(3,1)(2,1)] gLALQacbfeefbgnqwnc SFS[D(3,1)(3,1)] gLALQacbfeefbgjqwnc SFS[D(3,1)(3,2)] gLALQacbfeefbgjxrjf reducible gLALQacbfeefbgnxrjf reducible gLALQabcfeefbrwqwnc SFS[D(3,1)(2,1)] gLALQabcfeefbcvxrjf reducible gLALQabcfeefbfwxrjf reducible gLALQabcfeefbrwxrjf reducible gLALQabcfeefbkwxrjf reducible gLALQabcefefbfvgxgb reducible gLALQabcefefbcsgxgb reducible gLALQabcefefbckcxob reducible gLALQabcefefbfgcxob reducible gLALQabcefefbwrghcf reducible gLALQabcefefbjrghcf reducible gLAPPabcdeffbrwvgho reducible gLALQacbefefngbghcf reducible gLALQacbefefjgbghcf reducible gLALQacbefefbgjghcf reducible gLALQacbefefbgnghcf reducible gLAPPabcdeffbwrvgho reducible gLALQabcefefbcvghcf reducible gLALQabcefefbfwghcf reducible gLALQabcefefbrwghcf reducible gLALQabcefefbkwghcf reducible gLALQabcefefbckcxrb reducible gLALQabcefefbfgcxrb reducible gLALQabcefefbwrghjf reducible gLALQabcefefbjrghjf reducible gLAPPabcdeffbrwsgho SFS[D(3,1)(2,1)] gLALQacbefefngbghjf SFS[D(3,1)(3,1)] gLALQacbefefjgbghjf SFS[D(3,1)(3,2)] gLALQacbefefbgjghjf reducible gLALQacbefefbgnghjf reducible gLAPPabcdeffbwrsgho SFS[D(3,1)(2,1)] gLALQabcefefbcvghjf reducible gLALQabcefefbfwghjf reducible gLALQabcefefbrwghjf reducible gLALQabcefefbkwghjf reducible gLALQabcefefbckcxnb reducible gLALQabcefefbfgcxnb reducible gLALQabcefefbwrghwf reducible gLALQabcefefbjrghwf reducible gLAPPabcdeffbrwwgho SFS[D(3,1)(2,1)] gLALQacbefefngbghwf SFS[D(3,1)(3,2)] gLALQacbefefjgbghwf SFS[D(3,1)(3,1)] gLALQacbefefbgjghwf reducible gLALQacbefefbgnghwf reducible gLAPPabcdeffbwrwgho SFS[D(3,1)(2,1)] gLALQabcefefbcvghwf reducible gLALQabcefefbfwghwf reducible gLALQabcefefbrwghwf reducible gLALQabcefefbkwghwf reducible gLALQacbefefbcjoico reducible gLALQacbefefbcnoico reducible gLALQacbefefncboico reducible gLALQacbefefncjoico reducible gLALQacbefefncnoico reducible gLALQacbefefjcboico reducible gLALQacbefefjcjoico reducible gLALQacbefefjcnoico reducible gLALQabcefefbwkoico reducible gLALQabcefefbwrcigc reducible gLALQabcefefnwkoico reducible gLALQabcefefjwrcigc reducible gLALQabcefefjwkoico reducible gLALQabcefefjjkoico reducible gLALQabcefefbrvoico reducible gLALQabcefefnrvoico reducible gLALQabcefefnkvoico reducible gLALQabcefefjfvoico reducible gLALQabcefefjrvoico reducible gLALQabcefefjkvoico reducible gLAPPabcdeffbrwgvtv reducible gLAPPabcdeffnkwgvtv reducible gLAPPabcdeffnrwgvtv reducible gLAPPabcdeffjfwgvtv reducible gLAPPabcdeffjkwgvtv reducible gLAPPabcdeffjrwgvtv reducible gLALQacbefefngbcigc reducible gLALQacbefefjgbcigc reducible gLALQacbefefbgjcigc reducible gLALQacbefefngjcigc reducible gLALQacbefefjgjcigc reducible gLALQacbefefbgncigc reducible gLALQacbefefngncigc reducible gLALQacbefefjgncigc reducible gLAPPabcdeffbwrgvtv reducible gLAPPabcdeffbrjfcef reducible gLAPPabcdeffjwkcfdc reducible gLAPPabcdeffjrjfcef reducible gLAPPabcdeffjjkcfdc reducible gLAPPabcdeffjkjfcef reducible gLAPPabcdeffbrvcbec reducible gLAPPabcdeffjwofbdf reducible gLAPPabcdeffjjofbdf reducible gLAPPabcdeffjfvcbec reducible gLAPPabcdeffjrvcbec reducible gLAPPabcdeffjkvcbec reducible gLALQabcefefjfwcigc reducible gLALQabcefefbrwcigc reducible gLALQabcefefnrwcigc reducible gLALQabcefefjrwcigc reducible gLALQabcefefnkwcigc reducible gLALQabcefefjkwcigc reducible gLAPPacbdeffbcjcbec reducible gLAPPacbdeffbcncbec reducible gLAPPacbdeffbcncfdc reducible gLAPPacbdeffjcncfdc reducible gLAPPacbdeffjfjfbdf reducible gLAPPacbdeffbcjcfdc reducible gLAPPacbdeffjcjcbec reducible gLAPPacbdeffjcncbec reducible gLALQabcefefbcjcikc SFS[D(3,1)(2,1)] gLALQabcefefbfkcikc SFS[D(3,1)(2,1)] gLALQabcefefbcjcijc SFS[D(3,1)(2,1)] gLALQabcefefbfkcijc SFS[D(3,1)(2,1)] gLALQabcefefbcojpgb reducible gLALQabcefefbfnjpgb reducible gLALQabcefefjfjbigo reducible gLALQacbfeefbgnufob reducible gLALQacbfeefbgjufob reducible gLALQabcfeefbrwufob reducible gLALQabcefefbcojpjb reducible gLALQabcefefbfnjpjb reducible gLALQabcfeefbcjdvjf SFS[D(3,1)(2,1)] gLALQabcfeefbcjufnb SFS[D(3,1)(2,1)] gLALQabcefefbcojpkb reducible gLALQabcefefbfnjpkb reducible gLALQabcfeefbcjdvwf SFS[D(3,1)(2,1)] gLALQabcfeefbcjufrb SFS[D(3,1)(2,1)] gLALQabcefefbfvfpgb reducible gLALQabcefefbcsfpgb reducible gLAPPabcdeffbrwvspo reducible gLALQacbefefngbsecf reducible gLALQacbefefjgbsecf reducible gLAPPabcdeffbwrvspo reducible gLALQabcefefbfvfpjb reducible gLALQabcefefbcsfpjb reducible gLALQabcefefbcjsewf SFS[D(3,1)(2,1)] gLALQabcefefbfksewf SFS[D(3,1)(2,1)] gLALQabcefefbfvfpkb reducible gLALQabcefefbcsfpkb reducible gLALQabcefefbcjsejf SFS[D(3,1)(2,1)] gLALQabcefefbfksejf SFS[D(3,1)(2,1)] gLALQabcefefbcjniwc SFS[D(2,1)(2,1)] gLALQabcefefbfkniwc SFS[D(2,1)(2,1)] gLALQacbefefbfnopfb reducible gLALQacbefefbfjopfb reducible gLALQacbefefbfjoifo reducible gLALQacbefefjfnopfb SFS[D(3,1)(3,1)] gLALQacbefefjfjoifo SFS[D(3,1)(3,2)] gLALQacbefefbfnoifo reducible gLALQacbefefnfnoifo SFS[D(3,1)(3,2)] gLALQacbefefjfnoifo SFS[D(3,1)(3,1)] gLALQabcefefbrjopfb reducible gLALQabcefefjrjopfb SFS[D(3,1)(2,1)] gLALQabcefefnrjopfb SFS[D(3,1)(2,1)] gLALQabcefefbwoopfb reducible gLALQabcefefjwoopfb SFS[D(3,1)(2,1)] gLALQabcefefnwoopfb SFS[D(3,1)(2,1)] gLALQabcefefbrjoifo reducible gLALQabcefefnrjoifo SFS[D(3,1)(2,1)] gLALQabcefefjrjoifo SFS[D(3,1)(2,1)] gLALQacbfeefngndbgf SFS[D(2,1)(2,1)] gLALQabcfeefnkwubgb SFS[D(2,1)(2,1)] gLALQabcefefbwooifo reducible gLALQabcefefnwooifo SFS[D(3,1)(2,1)] gLALQabcefefjwooifo SFS[D(3,1)(2,1)] gLALQabcfeefnkwdbgf SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcvpo SFS[D(2,1)(2,1)] gLALQabcefefbcooprb reducible gLALQabcefefbfnoprb reducible gLALQabcfeefbcjdnnf SFS[D(2,1)(2,1)] gLALQabcfeefbcjujjb SFS[D(2,1)(2,1)] gLALQabcefefbcjjekf SFS[D(2,1)(2,1)] gLALQabcefefbfkjekf SFS[D(2,1)(2,1)] gLALQabcefefbfvsprb reducible gLALQabcefefbcssprb reducible gLALQabcefefbcjvirc SFS[D(2,1)(2,1)] gLALQabcefefbfkvirc SFS[D(2,1)(2,1)] gLALQabcfeefbcjdkkf SFS[D(2,1)(2,1)] gLALQabcfeefbcjusjb SFS[D(2,1)(2,1)] gLALQabcefefbcospwb reducible gLALQabcefefbfnspwb reducible gLALQacbefefbcjopcb reducible gLALQacbefefbcnopcb reducible gLALQacbefefncbopcb reducible gLALQacbefefncjopcb SFS[D(3,1)(3,1)] gLALQacbefefncnopcb SFS[D(3,1)(3,2)] gLALQacbefefjcbopcb reducible gLALQacbefefjcjopcb SFS[D(3,1)(3,2)] gLALQacbefefjcnopcb SFS[D(3,1)(3,1)] gLALQabcefefbwkopcb reducible gLALQabcefefnwkopcb SFS[D(3,1)(2,1)] gLALQabcefefjwkopcb SFS[D(3,1)(2,1)] gLALQabcefefbrvopcb reducible gLALQabcefefnrvopcb SFS[D(3,1)(2,1)] gLALQabcefefjrvopcb SFS[D(3,1)(2,1)] gLAPPabcdeffjfwgvpo reducible gLAPPabcdeffjkwgvpo SFS[D(3,1)(2,1)] gLAPPabcdeffjrwgvpo SFS[D(3,1)(2,1)] gLALQacbefefngncegf SFS[D(2,1)(2,1)] gLAPPabcdeffjjkcflf SFS[D(2,1)(2,1)] gLAPPabcdeffjfvcbpb reducible gLAPPabcdeffjrvcbpb SFS[D(3,1)(2,1)] gLAPPabcdeffjkvcbpb SFS[D(3,1)(2,1)] gLALQabcefefnkwcegf SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcbpb SFS[D(2,1)(2,1)] gLALQabcefefbfvopwb reducible gLALQabcefefbcsopwb reducible gLALQabcefefbcjoenf SFS[D(2,1)(2,1)] gLALQabcefefbfkoenf SFS[D(2,1)(2,1)] gLALQacbefefbcjwecv reducible gLALQacbefefbcnwecv reducible gLALQacbefefncbwecv reducible gLALQacbefefncjwecv SFS[D(3,1)(3,1)] gLALQacbefefncnwecv SFS[D(3,1)(3,2)] gLALQacbefefjcbwecv reducible gLALQacbefefjcjwecv SFS[D(3,1)(3,2)] gLALQacbefefjcnwecv SFS[D(3,1)(3,1)] gLALQabcefefbwkwecv reducible gLALQabcefefnwkwecv SFS[D(3,1)(2,1)] gLALQabcefefjwkwecv SFS[D(3,1)(2,1)] gLALQabcefefbrvwecv reducible gLALQabcefefnrvwecv SFS[D(3,1)(2,1)] gLALQabcefefjrvwecv SFS[D(3,1)(2,1)] gLAPPabcdeffjfwgjib reducible gLAPPabcdeffjkwgjib SFS[D(3,1)(2,1)] gLAPPabcdeffjrwgjib SFS[D(3,1)(2,1)] gLALQacbefefngnjtgb SFS[D(2,1)(2,1)] gLAPPabcdeffjjkcwmb SFS[D(2,1)(2,1)] gLAPPabcdeffjfvcsif reducible gLAPPabcdeffjrvcsif SFS[D(3,1)(2,1)] gLAPPabcdeffjkvcsif SFS[D(3,1)(2,1)] gLALQabcefefnkwjtgb SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcsif SFS[D(2,1)(2,1)] gLALQabcefefncbvegv reducible gLALQabcefefncsvegv reducible gLAPPacbedffnsbbfib reducible gLAPPacbedffjsbbfib reducible gLAPPacbedffbjjvbmb reducible gLAPPacbedffbjnvbmb reducible gLAPPabcdeffjfncolc reducible gLAPPabcdeffjfbcolc reducible gLALQabcefefjffseov reducible gLAPPabcdeffncvvnib reducible gLAPPacbedffbrjrblc reducible gLAPPacbedffbrnrblc reducible gLAPPacbedffjrbrblc reducible gLAPPacbedffjwbwbif reducible gLALQabcefefncvntcb reducible gLAPPabcdeffjfffsmb reducible gLALQacbefefnfnnegv SFS[D(2,1)(2,1)] gLALQabcefefnkjrevv SFS[D(2,1)(2,1)] gLALQabcefefncorevv reducible gLALQabcefefnworevv SFS[D(3,1)(2,1)] gLALQabcefefnjorevv SFS[D(3,1)(2,1)] gLALQabcefefnkjnegv SFS[D(2,1)(2,1)] gLALQacbfeefjgjljcc SFS[D(2,1)(2,1)] gLALQabcfeefjfwlnoc reducible gLALQabcfeefjkwlnoc SFS[D(3,1)(2,1)] gLALQabcfeefjrwlnoc SFS[D(3,1)(2,1)] gLALQabcefefnconegv reducible gLALQabcefefnjonegv SFS[D(3,1)(2,1)] gLALQabcefefnwonegv SFS[D(3,1)(2,1)] gLALQabcfeefjfwljcc reducible gLALQabcfeefjrwljcc SFS[D(3,1)(2,1)] gLALQabcfeefjkwljcc SFS[D(3,1)(2,1)] gLAPPacbdeffjcbfwib reducible gLAPPacbdeffjfbcrlb reducible gLAPPacbdeffbcnfwib reducible gLAPPacbdeffjcnfwib SFS[D(3,1)(3,1)] gLAPPacbdeffjfjcrlb SFS[D(3,1)(3,2)] gLAPPacbdeffbcjfwib reducible gLAPPacbdeffjcjfwib SFS[D(3,1)(3,2)] gLAPPacbdeffjfncrlb SFS[D(3,1)(3,1)] gLALQabcefefbwrvtob reducible gLALQacbefefbgjvtob reducible gLALQacbefefbgnvtob reducible gLALQabcefefbrwvtob reducible gLAPPabcedffbcokblc reducible gLAPPabcedffbcsjbif reducible gLALQacbefefbfnkefv reducible gLALQacbefefbfjkefv reducible gLALQacbefefbfjwefv reducible gLALQacbefefjfnkefv reducible gLALQacbefefjfjkefv reducible gLALQacbefefbfnwefv reducible gLALQacbefefnfnkefv reducible gLALQacbefefjfnwefv reducible gLALQabcefefbrjkefv reducible gLALQabcefefjfjkefv reducible gLALQabcefefjrjkefv reducible gLALQabcefefjkjkefv reducible gLALQabcefefnrjkefv reducible gLALQabcefefnkjkefv reducible gLALQabcefefbwokefv reducible gLALQabcefefjwokefv reducible gLALQabcefefjjokefv reducible gLALQabcefefncokefv reducible gLALQabcefefnwokefv reducible gLALQabcefefnjokefv reducible gLALQabcefefjfjwefv reducible gLALQabcefefnkjwefv reducible gLALQabcefefjkjwefv reducible gLALQabcefefbrjwefv reducible gLALQabcefefnrjwefv reducible gLALQabcefefjrjwefv reducible gLALQacbfeefbgnlsgc reducible gLALQacbfeefbgjlsgc reducible gLALQacbfeefbgjlkgc reducible gLALQacbfeefjgnlsgc reducible gLALQacbfeefjgjlkgc reducible gLALQacbfeefbgnlkgc reducible gLALQacbfeefngnlkgc reducible gLALQacbfeefjgnlkgc reducible gLALQabcfeefbrwlsgc reducible gLALQabcfeefjfwlsgc reducible gLALQabcfeefjkwlsgc reducible gLALQabcfeefjrwlsgc reducible gLALQabcfeefnkwlsgc reducible gLALQabcfeefnrwlsgc reducible gLALQabcefefncowefv reducible gLALQabcefefnjowefv reducible gLALQabcefefjjowefv reducible gLALQabcefefbwowefv reducible gLALQabcefefnwowefv reducible gLALQabcefefjwowefv reducible gLALQabcfeefjfwlkgc reducible gLALQabcfeefbrwlkgc reducible gLALQabcfeefnrwlkgc reducible gLALQabcfeefjrwlkgc reducible gLALQabcfeefnkwlkgc reducible gLALQabcfeefjkwlkgc reducible gLAPPacbdeffbcjcrib reducible gLAPPacbdeffbcncrib reducible gLAPPacbdeffbcncjib reducible gLAPPacbdeffjcncjib reducible gLAPPacbdeffjfjfklb reducible gLAPPacbdeffbcjcjib reducible gLAPPacbdeffjcjcjib reducible gLAPPacbdeffjcncrib reducible gLALQabcefefbwrotob reducible gLALQacbefefbgjotob reducible gLALQacbefefbgnotob reducible gLALQabcefefbrwotob reducible gLAPPabcedffbcofblc reducible gLAPPabcedffbcscbif reducible gLALQacbefefbcjomco reducible gLALQacbefefbcnomco reducible gLALQacbefefncbomco reducible gLALQacbefefncjomco reducible gLALQacbefefncnomco reducible gLALQacbefefjcbomco reducible gLALQacbefefjcjomco reducible gLALQacbefefjcnomco reducible gLALQabcefefbwkomco reducible gLALQabcefefbwrcmgc reducible gLALQabcefefnwkomco reducible gLALQabcefefjwrcmgc reducible gLALQabcefefjwkomco reducible gLALQabcefefjjkomco reducible gLALQabcefefbrvomco reducible gLALQabcefefnrvomco reducible gLALQabcefefnkvomco reducible gLALQabcefefjfvomco reducible gLALQabcefefjrvomco reducible gLALQabcefefjkvomco reducible gLAPPabcdeffbrwgvlv reducible gLAPPabcdeffnkwgvlv reducible gLAPPabcdeffnrwgvlv reducible gLAPPabcdeffjfwgvlv reducible gLAPPabcdeffjkwgvlv reducible gLAPPabcdeffjrwgvlv reducible gLALQacbefefngbcmgc reducible gLALQacbefefjgbcmgc reducible gLALQacbefefbgjcmgc reducible gLALQacbefefngjcmgc reducible gLALQacbefefjgjcmgc reducible gLALQacbefefbgncmgc reducible gLALQacbefefngncmgc reducible gLALQacbefefjgncmgc reducible gLAPPabcdeffbwrgvlv reducible gLAPPabcdeffbrjfcdb reducible gLAPPabcdeffjwkcfeb reducible gLAPPabcdeffjrjfcdb reducible gLAPPabcdeffjjkcfeb reducible gLAPPabcdeffjkjfcdb reducible gLAPPabcdeffbrvcbdf reducible gLAPPabcdeffjwofbec reducible gLAPPabcdeffjjofbec reducible gLAPPabcdeffjfvcbdf reducible gLAPPabcdeffjrvcbdf reducible gLAPPabcdeffjkvcbdf reducible gLALQabcefefjfwcmgc reducible gLALQabcefefbrwcmgc reducible gLALQabcefefnrwcmgc reducible gLALQabcefefjrwcmgc reducible gLALQabcefefnkwcmgc reducible gLALQabcefefjkwcmgc reducible gLAPPacbdeffbcjcbdf reducible gLAPPacbdeffbcncbdf reducible gLAPPacbdeffbcncfeb reducible gLAPPacbdeffjcncfeb reducible gLAPPacbdeffjfjfbec reducible gLAPPacbdeffbcjcfeb reducible gLAPPacbdeffjcjcbdf reducible gLAPPacbdeffjcncbdf reducible gLALQabcefefbcjcmkc SFS[D(3,1)(2,1)] gLALQabcefefbfkcmkc SFS[D(3,1)(2,1)] gLALQabcefefbcjcmjc SFS[D(3,1)(2,1)] gLALQabcefefbfkcmjc SFS[D(3,1)(2,1)] gLALQabcefefbcojugv reducible gLALQabcefefbfnjugv reducible gLALQabcefefjfjbmgo reducible gLALQacbfeefbgnpfob reducible gLALQacbfeefbgjpfob reducible gLALQabcfeefbrwpfob reducible gLALQabcefefbcojujv reducible gLALQabcefefbfnjujv reducible gLALQabcfeefbcjevjc SFS[D(3,1)(2,1)] gLALQabcfeefbcjpfnb SFS[D(3,1)(2,1)] gLALQabcefefbcojukv reducible gLALQabcefefbfnjukv reducible gLALQabcfeefbcjevwc SFS[D(3,1)(2,1)] gLALQabcfeefbcjpfrb SFS[D(3,1)(2,1)] gLALQabcefefbfvfugv reducible gLALQabcefefbcsfugv reducible gLAPPabcdeffbrwvsub reducible gLALQacbefefngbsdcb reducible gLALQacbefefjgbsdcb reducible gLAPPabcdeffbwrvsub reducible gLALQabcefefbfvfujv reducible gLALQabcefefbcsfujv reducible gLALQabcefefbcjsdwb SFS[D(3,1)(2,1)] gLALQabcefefbfksdwb SFS[D(3,1)(2,1)] gLALQabcefefbfvfukv reducible gLALQabcefefbcsfukv reducible gLALQabcefefbcjsdjb SFS[D(3,1)(2,1)] gLALQabcefefbfksdjb SFS[D(3,1)(2,1)] gLALQabcefefbcjnmwc SFS[D(2,1)(2,1)] gLALQabcefefbfknmwc SFS[D(2,1)(2,1)] gLALQacbefefbfnoufv reducible gLALQacbefefbfjoufv reducible gLALQacbefefbfjomfo reducible gLALQacbefefjfnoufv SFS[D(3,1)(3,1)] gLALQacbefefjfjomfo SFS[D(3,1)(3,2)] gLALQacbefefbfnomfo reducible gLALQacbefefnfnomfo SFS[D(3,1)(3,2)] gLALQacbefefjfnomfo SFS[D(3,1)(3,1)] gLALQabcefefbrjoufv reducible gLALQabcefefjrjoufv SFS[D(3,1)(2,1)] gLALQabcefefnrjoufv SFS[D(3,1)(2,1)] gLALQabcefefbwooufv reducible gLALQabcefefjwooufv SFS[D(3,1)(2,1)] gLALQabcefefnwooufv SFS[D(3,1)(2,1)] gLALQabcefefbrjomfo reducible gLALQabcefefnrjomfo SFS[D(3,1)(2,1)] gLALQabcefefjrjomfo SFS[D(3,1)(2,1)] gLALQacbfeefngnebgc SFS[D(2,1)(2,1)] gLALQabcfeefnkwpbgb SFS[D(2,1)(2,1)] gLALQabcefefbwoomfo reducible gLALQabcefefnwoomfo SFS[D(3,1)(2,1)] gLALQabcefefjwoomfo SFS[D(3,1)(2,1)] gLALQabcfeefnkwebgc SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcvlv SFS[D(2,1)(2,1)] gLALQabcefefbcoourv reducible gLALQabcefefbfnourv reducible gLALQabcfeefbcjennc SFS[D(2,1)(2,1)] gLALQabcfeefbcjpjjb SFS[D(2,1)(2,1)] gLALQabcefefbcjjdkb SFS[D(2,1)(2,1)] gLALQabcefefbfkjdkb SFS[D(2,1)(2,1)] gLALQabcefefbfvsurv reducible gLALQabcefefbcssurv reducible gLALQabcefefbcjvmrc SFS[D(2,1)(2,1)] gLALQabcefefbfkvmrc SFS[D(2,1)(2,1)] gLALQabcfeefbcjekkc SFS[D(2,1)(2,1)] gLALQabcfeefbcjpsjb SFS[D(2,1)(2,1)] gLALQabcefefbcosuwv reducible gLALQabcefefbfnsuwv reducible gLALQacbefefbcjoucv reducible gLALQacbefefbcnoucv reducible gLALQacbefefncboucv reducible gLALQacbefefncjoucv SFS[D(3,1)(3,1)] gLALQacbefefncnoucv SFS[D(3,1)(3,2)] gLALQacbefefjcboucv reducible gLALQacbefefjcjoucv SFS[D(3,1)(3,2)] gLALQacbefefjcnoucv SFS[D(3,1)(3,1)] gLALQabcefefbwkoucv reducible gLALQabcefefnwkoucv SFS[D(3,1)(2,1)] gLALQabcefefjwkoucv SFS[D(3,1)(2,1)] gLALQabcefefbrvoucv reducible gLALQabcefefnrvoucv SFS[D(3,1)(2,1)] gLALQabcefefjrvoucv SFS[D(3,1)(2,1)] gLAPPabcdeffjfwgvub reducible gLAPPabcdeffjkwgvub SFS[D(3,1)(2,1)] gLAPPabcdeffjrwgvub SFS[D(3,1)(2,1)] gLALQacbefefngncdgb SFS[D(2,1)(2,1)] gLAPPabcdeffjjkcftf SFS[D(2,1)(2,1)] gLAPPabcdeffjfvcbub reducible gLAPPabcdeffjrvcbub SFS[D(3,1)(2,1)] gLAPPabcdeffjkvcbub SFS[D(3,1)(2,1)] gLALQabcefefnkwcdgb SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcbub SFS[D(2,1)(2,1)] gLALQabcefefbfvouwv reducible gLALQabcefefbcsouwv reducible gLALQabcefefbcjodnb SFS[D(2,1)(2,1)] gLALQabcefefbfkodnb SFS[D(2,1)(2,1)] gLALQacbefefbcjwaco reducible gLALQacbefefbcnwaco reducible gLALQacbefefncbwaco reducible gLALQacbefefncjwaco SFS[D(3,1)(3,1)] gLALQacbefefncnwaco SFS[D(3,1)(3,2)] gLALQacbefefjcbwaco reducible gLALQacbefefjcjwaco SFS[D(3,1)(3,2)] gLALQacbefefjcnwaco SFS[D(3,1)(3,1)] gLALQabcefefbwkwaco reducible gLALQabcefefnwkwaco SFS[D(3,1)(2,1)] gLALQabcefefjwkwaco SFS[D(3,1)(2,1)] gLALQabcefefbrvwaco reducible gLALQabcefefnrvwaco SFS[D(3,1)(2,1)] gLALQabcefefjrvwaco SFS[D(3,1)(2,1)] gLAPPabcdeffjfwgjav reducible gLAPPabcdeffjkwgjav SFS[D(3,1)(2,1)] gLAPPabcdeffjrwgjav SFS[D(3,1)(2,1)] gLALQacbefefngnjagc SFS[D(2,1)(2,1)] gLAPPabcdeffjjkcwaf SFS[D(2,1)(2,1)] gLAPPabcdeffjfvcsab reducible gLAPPabcdeffjrvcsab SFS[D(3,1)(2,1)] gLAPPabcdeffjkvcsab SFS[D(3,1)(2,1)] gLALQabcefefnkwjagc SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcsab SFS[D(2,1)(2,1)] gLALQabcefefncbvago reducible gLALQabcefefncsvago reducible gLAPPacbedffnsbbfav reducible gLAPPacbedffjsbbfav reducible gLAPPacbedffbjjvbaf reducible gLAPPacbedffbjnvbaf reducible gLAPPabcdeffjfncoab reducible gLAPPabcdeffjfbcoab reducible gLALQabcefefjffsaoo reducible gLAPPabcdeffncvvnav reducible gLAPPacbedffbrjrbab reducible gLAPPacbedffbrnrbab reducible gLAPPacbedffjrbrbab reducible gLAPPacbedffjwbwbab reducible gLALQabcefefncvnacc reducible gLAPPabcdeffjfffsaf reducible gLALQabcefefbckwajo SFS[D(2,1)(2,1)] gLALQabcefefbfgwajo SFS[D(2,1)(2,1)] gLALQabcefefbwrjakc toroidal gLALQabcefefbjrjakc SFS[D(2,1)(2,1)] gLAPPabcdeffbrwkjav SFS[D(4,1)(2,1)] gLALQacbefefngbjakc SFS[D(4,1)(3,1)] gLALQacbefefjgbjakc SFS[D(4,3)(3,1)] gLALQacbefefbgjjakc toroidal gLALQacbefefbgnjakc toroidal gLAPPabcdeffbwrkjav SFS[D(4,1)(2,1)] gLALQabcefefbcvjakc SFS[D(2,1)(2,1)] gLALQabcefefbfwjakc SFS[D(2,1)(2,1)] gLALQabcefefbrwjakc toroidal gLALQabcefefbkwjakc SFS[D(2,1)(2,1)] gLAPPabcedffbcvbrav SFS[D(3,1)(2,1)] gLAPPabcedffbfwbrav SFS[D(3,1)(2,1)] gLAPPabcedffbkwbrav SFS[D(3,1)(2,1)] gLAPPabcedffbrwbrav toroidal gLALQacbefefngbbarc toroidal gLALQacbefefjgbbarc toroidal gLAPPabcedffbcgojac SFS[D(3,1)(2,1)] gLAPPabcedffbckvnaf SFS[D(3,1)(2,1)] gLAPPabcedffbjrbrav SFS[D(3,1)(2,1)] gLAPPabcedffbwrbrav toroidal gLALQabcefefbwbsaro SFS[D(2,1)(2,1)] gLALQabcefefjffsaro SFS[D(3,1)(2,1)] gLALQabcefefbrgsaro SFS[D(2,1)(2,1)] gLALQabcefefbwrnajc SFS[D(5,2)(2,1)] gLALQacbefefbwnsaro SFS[D(3,1)(2,1)] gLALQacbefefbwjsaro SFS[D(3,1)(2,1)] gLALQacbefefnwbsaro SFS[D(3,1)(2,1)] gLALQacbefefjwbsaro SFS[D(3,1)(2,1)] gLAPPabcdeffbrwsnav SFS[D(5,2)(2,1)] gLAPPabcdeffncvsnav SFS[D(3,1)(2,1)] gLALQacbefefngbnajc SFS[D(5,3)(3,1)] gLALQacbefefjgbnajc SFS[D(5,2)(3,1)] gLALQacbefefbgjnajc SFS[D(5,3)(3,1)] gLALQacbefefbgnnajc SFS[D(5,2)(3,1)] gLAPPabcdeffbwrsnav SFS[D(5,2)(2,1)] gLAPPabcdeffbrgrsaf SFS[D(2,1)(2,1)] gLAPPacbedffbrjrnab SFS[D(3,1)(3,1)] gLAPPacbedffbrnrnab SFS[D(3,1)(3,2)] gLAPPacbedffjrbrnab SFS[D(3,1)(3,2)] gLAPPacbedffjwbwjab SFS[D(3,1)(3,1)] gLALQabcefefncvnajc SFS[D(3,1)(2,1)] gLALQabcefefbrwnajc SFS[D(5,2)(2,1)] gLAPPabcdeffjffrsaf SFS[D(3,1)(2,1)] gLAPPabcdeffbrbwnac SFS[D(2,1)(2,1)] gLALQabcefefbwrjajc SFS[D(5,2)(2,1)] gLAPPabcdeffbrwjjav SFS[D(5,2)(2,1)] gLALQacbefefngbjajc SFS[D(5,2)(3,1)] gLALQacbefefjgbjajc SFS[D(5,3)(3,1)] gLALQacbefefbgjjajc SFS[D(5,3)(3,1)] gLALQacbefefbgnjajc SFS[D(5,2)(3,1)] gLAPPabcdeffbwrjjav SFS[D(5,2)(2,1)] gLALQabcefefbrwjajc SFS[D(5,2)(2,1)] gLAPPabcedffbcvbkav SFS[D(3,1)(2,1)] gLAPPabcedffbfwbkav SFS[D(3,1)(2,1)] gLAPPabcedffbkwbkav SFS[D(3,1)(2,1)] gLAPPabcedffbrwbkav toroidal gLALQacbefefngbbanc toroidal gLALQacbefefjgbbanc toroidal gLAPPabcedffbcgonac SFS[D(3,1)(2,1)] gLAPPabcedffbckvjaf SFS[D(3,1)(2,1)] gLAPPabcedffbjrbkav SFS[D(3,1)(2,1)] gLAPPabcedffbwrbkav toroidal gLALQabcefefjffsano SFS[D(3,1)(2,1)] gLALQabcefefbwrnawc SFS[D(4,1)(2,1)] gLAPPabcdeffbrwwnav SFS[D(4,1)(2,1)] gLAPPabcdeffncvwnav SFS[D(3,1)(2,1)] gLALQacbefefngbnawc SFS[D(4,3)(3,1)] gLALQacbefefjgbnawc SFS[D(4,1)(3,1)] gLALQacbefefbgjnawc SFS[D(4,3)(3,1)] gLALQacbefefbgnnawc SFS[D(4,1)(3,1)] gLAPPabcdeffbwrwnav SFS[D(4,1)(2,1)] gLAPPacbedffbrjrjab SFS[D(3,1)(3,2)] gLAPPacbedffbrnrjab SFS[D(3,1)(3,1)] gLAPPacbedffjrbrjab SFS[D(3,1)(3,1)] gLAPPacbedffjwbwnab SFS[D(3,1)(3,2)] gLALQabcefefncvnawc SFS[D(3,1)(2,1)] gLALQabcefefbrwnawc SFS[D(4,1)(2,1)] gLAPPabcdeffjffksaf SFS[D(3,1)(2,1)] gLALQacbefefnfnnago SFS[D(2,1)(2,1)] gLALQabcefefnkjravo SFS[D(2,1)(2,1)] gLALQabcefefncoravo reducible gLALQabcefefnworavo SFS[D(3,1)(2,1)] gLALQabcefefnjoravo SFS[D(3,1)(2,1)] gLALQabcefefnkjnago SFS[D(2,1)(2,1)] gLALQacbfeefjgjajcb SFS[D(2,1)(2,1)] gLALQabcfeefjfwanob reducible gLALQabcfeefjkwanob SFS[D(3,1)(2,1)] gLALQabcfeefjrwanob SFS[D(3,1)(2,1)] gLALQabcefefnconago reducible gLALQabcefefnjonago SFS[D(3,1)(2,1)] gLALQabcefefnwonago SFS[D(3,1)(2,1)] gLALQabcfeefjfwajcb reducible gLALQabcfeefjrwajcb SFS[D(3,1)(2,1)] gLALQabcfeefjkwajcb SFS[D(3,1)(2,1)] gLAPPacbdeffjcbfwav reducible gLAPPacbdeffjfbcrao reducible gLAPPacbdeffbcnfwav reducible gLAPPacbdeffjcnfwav SFS[D(3,1)(3,1)] gLAPPacbdeffjfjcrao SFS[D(3,1)(3,2)] gLAPPacbdeffbcjfwav reducible gLAPPacbdeffjcjfwav SFS[D(3,1)(3,2)] gLAPPacbdeffjfncrao SFS[D(3,1)(3,1)] gLALQabcefefbrboaro SFS[D(2,1)(2,1)] gLALQabcefefbwgoaro SFS[D(2,1)(2,1)] gLALQacbefefnrboaro SFS[D(3,1)(2,1)] gLALQacbefefjrboaro SFS[D(3,1)(2,1)] gLALQacbefefbrnoaro SFS[D(3,1)(2,1)] gLALQacbefefbrjoaro SFS[D(3,1)(2,1)] gLALQabcfeefncvabkb SFS[D(2,1)(2,1)] gLAPPabcdeffbrbroao SFS[D(2,1)(2,1)] gLALQabcefefjfjnajo SFS[D(5,2)(2,1)] gLALQabcefefjfjraso SFS[D(5,2)(2,1)] gLALQacbfeefbgnajwb SFS[D(5,3)(3,1)] gLALQacbfeefbgjajwb SFS[D(5,2)(3,1)] gLALQacbfeefbgjanrb SFS[D(5,2)(3,1)] gLALQacbfeefbgnanrb SFS[D(5,3)(3,1)] gLALQabcfeefbrwajwb SFS[D(5,2)(2,1)] gLALQabcfeefbrwanrb SFS[D(5,2)(2,1)] gLALQabcefefjfjrawo SFS[D(4,1)(2,1)] gLALQabcefefbcgnako SFS[D(2,1)(2,1)] gLALQabcefefbfjnako SFS[D(2,1)(2,1)] gLALQabcefefnfjnako SFS[D(2,1)(2,1)] gLALQabcefefjfjnako toroidal gLALQacbfeefbgnannb toroidal gLALQacbfeefbgjannb toroidal gLALQacbfeefbgjajjb SFS[D(4,1)(3,1)] gLALQacbfeefbgnajjb SFS[D(4,3)(3,1)] gLALQabcfeefbcvannb SFS[D(2,1)(2,1)] gLALQabcfeefbfwannb SFS[D(2,1)(2,1)] gLALQabcfeefbkwannb SFS[D(2,1)(2,1)] gLALQabcfeefbrwannb toroidal gLALQabcfeefbrwajjb SFS[D(4,1)(2,1)] gLALQacbefefbcjkaco reducible gLALQacbefefbcnkaco reducible gLALQacbefefncbkaco reducible gLALQacbefefncjkaco SFS[D(3,1)(3,1)] gLALQacbefefncnkaco SFS[D(3,1)(3,2)] gLALQacbefefjcbkaco reducible gLALQacbefefjcjkaco SFS[D(3,1)(3,2)] gLALQacbefefjcnkaco SFS[D(3,1)(3,1)] gLALQabcefefbwkkaco reducible gLALQabcefefnwkkaco SFS[D(3,1)(2,1)] gLALQabcefefjwkkaco SFS[D(3,1)(2,1)] gLALQabcefefbrvkaco reducible gLALQabcefefnrvkaco SFS[D(3,1)(2,1)] gLALQabcefefjrvkaco SFS[D(3,1)(2,1)] gLAPPabcdeffjfwgrav reducible gLAPPabcdeffjkwgrav SFS[D(3,1)(2,1)] gLAPPabcdeffjrwgrav SFS[D(3,1)(2,1)] gLALQacbefefngnwagc SFS[D(2,1)(2,1)] gLAPPabcdeffjjkcnaf SFS[D(2,1)(2,1)] gLAPPabcdeffjfvckab reducible gLAPPabcdeffjrvckab SFS[D(3,1)(2,1)] gLAPPabcdeffjkvckab SFS[D(3,1)(2,1)] gLALQabcefefnkwwagc SFS[D(2,1)(2,1)] gLAPPacbdeffjcjckab SFS[D(2,1)(2,1)] gLALQabcefefbwbfago reducible gLALQabcefefbrgfago reducible gLALQacbefefbwnfago reducible gLALQacbefefbwjfago reducible gLALQacbefefnwbfago reducible gLALQacbefefjwbfago reducible gLAPPabcedffbrgobaf reducible gLAPPabcdeffjfffgab reducible gLALQabcefefbrfraoo reducible gLALQacbefefbjjraoo reducible gLALQacbefefbjnraoo reducible gLALQabcefefbwsraoo reducible gLAPPabcedffbrnkbab reducible gLALQacbefefnsbsacc reducible gLALQacbefefjsbsacc reducible gLAPPabcdeffjfbcwac reducible gLALQabcefefbwrwajc SFS[D(4,1)(2,1)] gLAPPabcdeffbcvjrav SFS[D(2,1)(2,1)] gLAPPabcdeffbfwjrav SFS[D(2,1)(2,1)] gLAPPabcdeffbkwjrav SFS[D(2,1)(2,1)] gLAPPabcdeffbrwjrav toroidal gLALQacbefefngbwajc toroidal gLALQacbefefjgbwajc toroidal gLALQacbefefbgjwajc SFS[D(4,3)(3,1)] gLALQacbefefbgnwajc SFS[D(4,1)(3,1)] gLAPPabcdeffbcgrsac SFS[D(2,1)(2,1)] gLAPPabcdeffbckwnaf SFS[D(2,1)(2,1)] gLAPPabcdeffbjrjrav SFS[D(2,1)(2,1)] gLAPPabcdeffbwrjrav toroidal gLALQabcefefbrwwajc SFS[D(4,1)(2,1)] gLALQabcefefbwbfajo SFS[D(3,1)(2,1)] gLALQabcefefjfffajo SFS[D(2,1)(2,1)] gLALQabcefefbrgfajo SFS[D(3,1)(2,1)] gLALQabcefefbwrvanc SFS[D(5,2)(2,1)] gLALQacbefefbwnfajo SFS[D(3,1)(3,1)] gLALQacbefefbwjfajo SFS[D(3,1)(3,2)] gLALQacbefefnwbfajo SFS[D(3,1)(3,2)] gLALQacbefefjwbfajo SFS[D(3,1)(3,1)] gLAPPabcedffbrwckav SFS[D(5,2)(2,1)] gLAPPabcedffncvckav SFS[D(2,1)(2,1)] gLALQacbefefngbvanc SFS[D(5,2)(3,1)] gLALQacbefefjgbvanc SFS[D(5,3)(3,1)] gLALQacbefefbgjvanc SFS[D(5,2)(3,1)] gLALQacbefefbgnvanc SFS[D(5,3)(3,1)] gLAPPabcedffbwrckav SFS[D(5,2)(2,1)] gLAPPabcedffbrgojaf SFS[D(3,1)(2,1)] gLAPPacbdeffbrjwgab SFS[D(3,1)(2,1)] gLAPPacbdeffbrnwgab SFS[D(3,1)(2,1)] gLAPPacbdeffjrbwgab SFS[D(3,1)(2,1)] gLAPPacbdeffjwbrgab SFS[D(3,1)(2,1)] gLALQabcefefncvvanc SFS[D(2,1)(2,1)] gLALQabcefefbrwvanc SFS[D(5,2)(2,1)] gLAPPabcdeffbrbwgab SFS[D(2,1)(2,1)] gLAPPabcdeffjffrgab SFS[D(3,1)(2,1)] gLALQabcefefbckrano SFS[D(3,1)(2,1)] gLALQabcefefbfgrano SFS[D(3,1)(2,1)] gLALQabcefefbwrsawc toroidal gLALQabcefefbjrsawc SFS[D(3,1)(2,1)] gLALQacbefefbgjsawc toroidal gLALQacbefefbgnsawc toroidal gLALQabcefefbcvsawc SFS[D(3,1)(2,1)] gLALQabcefefbfwsawc SFS[D(3,1)(2,1)] gLALQabcefefbrwsawc toroidal gLALQabcefefbkwsawc SFS[D(3,1)(2,1)] gLALQabcefefbwrwakc SFS[D(5,2)(2,1)] gLAPPabcdeffbrwkrav SFS[D(5,2)(2,1)] gLALQacbefefngbwakc SFS[D(5,2)(3,1)] gLALQacbefefjgbwakc SFS[D(5,3)(3,1)] gLALQacbefefbgjwakc SFS[D(5,3)(3,1)] gLALQacbefefbgnwakc SFS[D(5,2)(3,1)] gLAPPabcdeffbwrkrav SFS[D(5,2)(2,1)] gLALQabcefefbrwwakc SFS[D(5,2)(2,1)] gLALQabcefefbwbfako SFS[D(3,1)(2,1)] gLALQabcefefbrgfako SFS[D(3,1)(2,1)] gLALQabcefefbwrvarc SFS[D(4,1)(2,1)] gLALQacbefefbwnfako SFS[D(3,1)(3,2)] gLALQacbefefbwjfako SFS[D(3,1)(3,1)] gLALQacbefefnwbfako SFS[D(3,1)(3,1)] gLALQacbefefjwbfako SFS[D(3,1)(3,2)] gLAPPabcedffbrwcrav SFS[D(4,1)(2,1)] gLALQacbefefngbvarc SFS[D(4,1)(3,1)] gLALQacbefefjgbvarc SFS[D(4,3)(3,1)] gLALQacbefefbgjvarc SFS[D(4,1)(3,1)] gLALQacbefefbgnvarc SFS[D(4,3)(3,1)] gLAPPabcedffbwrcrav SFS[D(4,1)(2,1)] gLAPPabcedffbrgonaf SFS[D(3,1)(2,1)] gLALQabcefefbrwvarc SFS[D(4,1)(2,1)] gLAPPabcdeffjffkgab SFS[D(3,1)(2,1)] gLALQabcefefbckraro SFS[D(3,1)(2,1)] gLALQabcefefbfgraro SFS[D(3,1)(2,1)] gLALQabcefefbwrsajc toroidal gLALQabcefefbjrsajc SFS[D(3,1)(2,1)] gLALQacbefefbgjsajc toroidal gLALQacbefefbgnsajc toroidal gLALQabcefefbcvsajc SFS[D(3,1)(2,1)] gLALQabcefefbfwsajc SFS[D(3,1)(2,1)] gLALQabcefefbrwsajc toroidal gLALQabcefefbkwsajc SFS[D(3,1)(2,1)] gLALQacbefefbfnkafo reducible gLALQacbefefbfjkafo reducible gLALQacbefefbfjwafo reducible gLALQacbefefjfnkafo SFS[D(3,1)(3,1)] gLALQacbefefjfjkafo SFS[D(3,1)(3,2)] gLALQacbefefbfnwafo reducible gLALQacbefefnfnkafo SFS[D(3,1)(3,2)] gLALQacbefefjfnwafo SFS[D(3,1)(3,1)] gLALQabcefefbrjkafo reducible gLALQabcefefjrjkafo SFS[D(3,1)(2,1)] gLALQabcefefnrjkafo SFS[D(3,1)(2,1)] gLALQabcefefbwokafo reducible gLALQabcefefjwokafo SFS[D(3,1)(2,1)] gLALQabcefefnwokafo SFS[D(3,1)(2,1)] gLALQabcefefbrjwafo reducible gLALQabcefefnrjwafo SFS[D(3,1)(2,1)] gLALQabcefefjrjwafo SFS[D(3,1)(2,1)] gLALQacbfeefngnakgb SFS[D(2,1)(2,1)] gLALQabcfeefnkwasgb SFS[D(2,1)(2,1)] gLALQabcefefbwowafo reducible gLALQabcefefnwowafo SFS[D(3,1)(2,1)] gLALQabcefefjwowafo SFS[D(3,1)(2,1)] gLALQabcfeefnkwakgb SFS[D(2,1)(2,1)] gLAPPacbdeffjcjcjav SFS[D(2,1)(2,1)] gLALQabcefefbwccavo reducible gLALQabcefefjfnbago reducible gLALQacbefefbkjcavo reducible gLALQacbefefbkncavo reducible gLALQacbfeefjsbavcb reducible gLALQacbfeefnsbavcb reducible gLALQabcefefbrncavo reducible gLAPPabcdeffjfbcvao reducible gLALQabcefefbrbjago reducible gLALQabcefefbwgjago reducible gLALQacbefefnrbjago reducible gLALQacbefefjrbjago reducible gLALQacbefefbrnjago reducible gLALQacbefefbrjjago reducible gLALQabcfeefncvarcb reducible gLAPPabcdeffjfffkav reducible gLALQabcefefjfjkaro SFS[D(5,2)(2,1)] gLALQabcefefjfjwako SFS[D(5,2)(2,1)] gLALQacbfeefbgnaskb SFS[D(5,2)(3,1)] gLALQacbfeefbgjaskb SFS[D(5,3)(3,1)] gLALQacbfeefbgjakjb SFS[D(5,3)(3,1)] gLALQacbfeefbgnakjb SFS[D(5,2)(3,1)] gLALQabcfeefbrwaskb SFS[D(5,2)(2,1)] gLALQabcfeefbrwakjb SFS[D(5,2)(2,1)] gLALQabcefefbcgcawo SFS[D(3,1)(2,1)] gLALQabcefefbfjcawo SFS[D(3,1)(2,1)] gLALQabcefefnfjcawo SFS[D(3,1)(2,1)] gLALQabcefefjfjcawo toroidal gLALQacbfeefbgnavjb toroidal gLALQacbfeefbgjavjb toroidal gLALQabcfeefbcvavjb SFS[D(3,1)(2,1)] gLALQabcfeefbfwavjb SFS[D(3,1)(2,1)] gLALQabcfeefbkwavjb SFS[D(3,1)(2,1)] gLALQabcfeefbrwavjb toroidal gLALQabcefefbrbjajo SFS[D(3,1)(2,1)] gLALQabcefefjfjsaso SFS[D(4,1)(2,1)] gLALQabcefefjfjjajo SFS[D(4,1)(2,1)] gLALQabcefefbwgjajo SFS[D(3,1)(2,1)] gLALQacbfeefbgnawrb SFS[D(4,3)(3,1)] gLALQacbfeefbgjawrb SFS[D(4,1)(3,1)] gLALQacbfeefbgjarwb SFS[D(4,3)(3,1)] gLALQacbfeefbgnarwb SFS[D(4,1)(3,1)] gLALQabcfeefbrwawrb SFS[D(4,1)(2,1)] gLALQacbefefnrbjajo SFS[D(3,1)(3,2)] gLALQacbefefjrbjajo SFS[D(3,1)(3,1)] gLALQacbefefbrnjajo SFS[D(3,1)(3,1)] gLALQacbefefbrjjajo SFS[D(3,1)(3,2)] gLALQabcfeefncvarwb SFS[D(3,1)(2,1)] gLALQabcfeefbrwarwb SFS[D(4,1)(2,1)] gLAPPabcdeffjffkkav SFS[D(3,1)(2,1)] gLALQabcefefbfjkako SFS[D(2,1)(2,1)] gLALQabcefefbcgkako SFS[D(2,1)(2,1)] gLALQabcefefjfjkako toroidal gLALQabcefefnfjkako SFS[D(2,1)(2,1)] gLALQabcefefjfjwaro SFS[D(4,1)(2,1)] gLALQacbfeefbgnasjb SFS[D(4,1)(3,1)] gLALQacbfeefbgjasjb SFS[D(4,3)(3,1)] gLALQacbfeefbgjakkb toroidal gLALQacbfeefbgnakkb toroidal gLALQabcfeefbrwasjb SFS[D(4,1)(2,1)] gLALQabcfeefbcvakkb SFS[D(2,1)(2,1)] gLALQabcfeefbfwakkb SFS[D(2,1)(2,1)] gLALQabcfeefbrwakkb toroidal gLALQabcfeefbkwakkb SFS[D(2,1)(2,1)] gLALQabcefefbcgcaso SFS[D(3,1)(2,1)] gLALQabcefefbfjcaso SFS[D(3,1)(2,1)] gLALQabcefefnfjcaso SFS[D(3,1)(2,1)] gLALQabcefefjfjcaso toroidal gLALQacbfeefbgnavwb toroidal gLALQacbfeefbgjavwb toroidal gLALQabcfeefbcvavwb SFS[D(3,1)(2,1)] gLALQabcfeefbfwavwb SFS[D(3,1)(2,1)] gLALQabcfeefbkwavwb SFS[D(3,1)(2,1)] gLALQabcfeefbrwavwb toroidal gLALQabcefefbrbsawo SFS[D(2,1)(2,1)] gLALQabcefefbrbjako SFS[D(3,1)(2,1)] gLALQabcefefbwgsawo SFS[D(2,1)(2,1)] gLALQabcefefjfjsawo SFS[D(5,2)(2,1)] gLALQacbefefbrjsawo SFS[D(3,1)(2,1)] gLALQacbefefbrnsawo SFS[D(3,1)(2,1)] gLALQacbefefjrbsawo SFS[D(3,1)(2,1)] gLALQacbefefnrbsawo SFS[D(3,1)(2,1)] gLALQabcefefjfjjako SFS[D(5,2)(2,1)] gLALQabcefefbwgjako SFS[D(3,1)(2,1)] gLALQacbfeefbgnawnb SFS[D(5,3)(3,1)] gLALQacbfeefbgjawnb SFS[D(5,2)(3,1)] gLALQacbfeefbgjarjb SFS[D(5,3)(3,1)] gLALQacbfeefbgnarjb SFS[D(5,2)(3,1)] gLALQabcfeefbrwawnb SFS[D(5,2)(2,1)] gLALQabcfeefncvawnb SFS[D(2,1)(2,1)] gLALQacbefefnrbjako SFS[D(3,1)(3,1)] gLALQacbefefjrbjako SFS[D(3,1)(3,2)] gLALQacbefefbrnjako SFS[D(3,1)(3,2)] gLALQacbefefbrjjako SFS[D(3,1)(3,1)] gLALQabcfeefncvarjb SFS[D(3,1)(2,1)] gLALQabcfeefbrwarjb SFS[D(5,2)(2,1)] gLAPPabcdeffjffrkav SFS[D(3,1)(2,1)] gLAPPabcdeffbrbwjao SFS[D(2,1)(2,1)] gLALQacbefefjcjgago SFS[D(2,1)(2,1)] gLALQabcefefjjkgago SFS[D(2,1)(2,1)] gLALQabcefefjfvgago reducible gLALQabcefefjrvgago SFS[D(3,1)(2,1)] gLALQabcefefjkvgago SFS[D(3,1)(2,1)] gLAPPabcedffnkwffav SFS[D(2,1)(2,1)] gLALQacbefefjgjoaoc SFS[D(2,1)(2,1)] gLAPPabcedffbrjbbac reducible gLAPPabcedffjwkbbaf SFS[D(3,1)(2,1)] gLAPPabcedffjrjbbac SFS[D(3,1)(2,1)] gLAPPabcdeffbrvffab reducible gLAPPabcdeffjwoccab SFS[D(3,1)(2,1)] gLAPPabcdeffjrvffab SFS[D(3,1)(2,1)] gLALQabcefefjfwoaoc reducible gLALQabcefefjrwoaoc SFS[D(3,1)(2,1)] gLALQabcefefjkwoaoc SFS[D(3,1)(2,1)] gLAPPacbdeffbcjffab reducible gLAPPacbdeffbcnffab reducible gLAPPacbdeffjfbccab reducible gLAPPacbdeffjfnccab SFS[D(3,1)(3,1)] gLAPPacbdeffjfjccab SFS[D(3,1)(3,2)] gLAPPacbdeffjcbffab reducible gLAPPacbdeffjcjffab SFS[D(3,1)(3,2)] gLAPPacbdeffjcnffab SFS[D(3,1)(3,1)] gLALQacbefefjcjcaoo SFS[D(2,1)(2,1)] gLALQabcefefjjkcaoo SFS[D(2,1)(2,1)] gLALQabcefefjfvcaoo reducible gLALQabcefefjrvcaoo SFS[D(3,1)(2,1)] gLALQabcefefjkvcaoo SFS[D(3,1)(2,1)] gLAPPabcdeffnkwvgav SFS[D(2,1)(2,1)] gLALQacbefefjgjgacc SFS[D(2,1)(2,1)] gLAPPabcdeffbrjcfac reducible gLAPPabcdeffjwkfcaf SFS[D(3,1)(2,1)] gLAPPabcdeffjrjcfac SFS[D(3,1)(2,1)] gLAPPabcedffbrvcbab reducible gLAPPabcedffjwofbab SFS[D(3,1)(2,1)] gLAPPabcedffjrvcbab SFS[D(3,1)(2,1)] gLALQabcefefjfwgacc reducible gLALQabcefefjrwgacc SFS[D(3,1)(2,1)] gLALQabcefefjkwgacc SFS[D(3,1)(2,1)] gLAPPacbdeffjcbfcaf reducible gLAPPacbdeffjfbcfac reducible gLAPPacbdeffbcnfcaf reducible gLAPPacbdeffjcnfcaf SFS[D(3,1)(3,1)] gLAPPacbdeffjfjcfac SFS[D(3,1)(3,2)] gLAPPacbdeffbcjfcaf reducible gLAPPacbdeffjcjfcaf SFS[D(3,1)(3,2)] gLAPPacbdeffjfncfac SFS[D(3,1)(3,1)] gLALQabcefefjffoajo SFS[D(2,1)(2,1)] gLAPPabcdeffncvkvav SFS[D(2,1)(2,1)] gLAPPacbdeffbrjrbab SFS[D(3,1)(2,1)] gLAPPacbdeffbrnrbab SFS[D(3,1)(2,1)] gLAPPacbdeffjrbrbab SFS[D(3,1)(2,1)] gLAPPacbdeffjwbwbab SFS[D(3,1)(2,1)] gLALQabcefefncvcakc SFS[D(2,1)(2,1)] gLAPPabcdeffbrbrbab SFS[D(2,1)(2,1)] gLALQabcefefbwroarc SFS[D(5,2)(2,1)] gLAPPabcedffbrwfrav SFS[D(5,2)(2,1)] gLALQacbefefngboarc SFS[D(5,3)(3,1)] gLALQacbefefjgboarc SFS[D(5,2)(3,1)] gLALQacbefefbgjoarc SFS[D(5,2)(3,1)] gLALQacbefefbgnoarc SFS[D(5,3)(3,1)] gLAPPabcedffbwrfrav SFS[D(5,2)(2,1)] gLALQabcefefbrwoarc SFS[D(5,2)(2,1)] gLALQabcefefbwrgajc SFS[D(4,1)(2,1)] gLAPPabcdeffbcvsgav SFS[D(2,1)(2,1)] gLAPPabcdeffbfwsgav SFS[D(2,1)(2,1)] gLAPPabcdeffbkwsgav SFS[D(2,1)(2,1)] gLAPPabcdeffbrwsgav toroidal gLALQacbefefngbgajc toroidal gLALQacbefefjgbgajc toroidal gLALQacbefefbgjgajc SFS[D(4,1)(3,1)] gLALQacbefefbgngajc SFS[D(4,3)(3,1)] gLAPPabcdeffbcgwfac SFS[D(2,1)(2,1)] gLAPPabcdeffbckrcaf SFS[D(2,1)(2,1)] gLAPPabcdeffbjrsgav SFS[D(2,1)(2,1)] gLAPPabcdeffbwrsgav toroidal gLALQabcefefbrwgajc SFS[D(4,1)(2,1)] gLALQabcefefbwboawo SFS[D(2,1)(2,1)] gLALQabcefefbrgoawo SFS[D(2,1)(2,1)] gLALQacbefefbwnoawo SFS[D(3,1)(2,1)] gLALQacbefefbwjoawo SFS[D(3,1)(2,1)] gLALQacbefefnwboawo SFS[D(3,1)(2,1)] gLALQacbefefjwboawo SFS[D(3,1)(2,1)] gLAPPabcdeffbrgwfaf SFS[D(2,1)(2,1)] gLAPPabcdeffbrbrcac SFS[D(2,1)(2,1)] gLALQabcefefbckgajo SFS[D(2,1)(2,1)] gLALQabcefefbfggajo SFS[D(2,1)(2,1)] gLALQabcefefbwroanc toroidal gLALQabcefefbjroanc SFS[D(2,1)(2,1)] gLAPPabcedffbrwfkav SFS[D(4,1)(2,1)] gLALQacbefefngboanc SFS[D(4,3)(3,1)] gLALQacbefefjgboanc SFS[D(4,1)(3,1)] gLALQacbefefbgjoanc toroidal gLALQacbefefbgnoanc toroidal gLAPPabcedffbwrfkav SFS[D(4,1)(2,1)] gLALQabcefefbcvoanc SFS[D(2,1)(2,1)] gLALQabcefefbfwoanc SFS[D(2,1)(2,1)] gLALQabcefefbrwoanc toroidal gLALQabcefefbkwoanc SFS[D(2,1)(2,1)] gLALQabcefefbwrgawc SFS[D(5,2)(2,1)] gLAPPabcdeffbrwwgav SFS[D(5,2)(2,1)] gLALQacbefefngbgawc SFS[D(5,3)(3,1)] gLALQacbefefjgbgawc SFS[D(5,2)(3,1)] gLALQacbefefbgjgawc SFS[D(5,2)(3,1)] gLALQacbefefbgngawc SFS[D(5,3)(3,1)] gLAPPabcdeffbwrwgav SFS[D(5,2)(2,1)] gLALQabcefefbrwgawc SFS[D(5,2)(2,1)] gLALQbbcefefxajkmfr reducible gLALQbbcefefaifkmfr reducible gLALQbbcefefaifwufw reducible gLALQbbcefeflafkmfr reducible gLALQbbcefeflafwufw reducible gLALQbbcefefaqokmfr reducible gLALQbbcefefaqkwmcr reducible gLALQbbcefefddkjmgj reducible gLALQbbcefefeejjmgj reducible gLALQbbcefefamcwmcr reducible gLALQbbcefefaicwmcr reducible gLALQbbcefefhhgjmgj reducible gLALQbbcefefdegbmoj toroidal gLALQbbcefefadjbmoj SFS[D(2,1)(2,1)] gLALQbbcefefatsvmgr SFS[D(2,1)(2,1)] gLALQbbcefefpugnmcj toroidal gLALQbbcefefhqjomfr toroidal gLALQbbcefefpukomfr toroidal gLALQbbcefefltgomfr reducible gLALQbbcefefatgomfr reducible gLALQbbcefefatgoufw reducible gLALQbbcefefpufomfr toroidal gLALQbbcefefdefomfr toroidal gLALQbbcefefadcoufw toroidal gLALQbbcefefadcomfr toroidal gLALQbbcefefhqjoufw toroidal gLALQbbcefefpuromfr toroidal gLALQbbcefefminomfr reducible gLALQbbcefefmanomfr reducible gLALQbbcefefmanoufw reducible gLALQbbcefefxajnugw reducible gLALQbbcefefaifrmvr toroidal gLALQbbcefefaifnugw toroidal gLALQbbcefeflafrmvr reducible gLALQbbcefeflafnugw reducible gLALQbbcefefddbnugw toroidal gLALQbbcefefddbrmvr toroidal gLALQbbcefefhhfnugw toroidal gLALQbbcefefaqonugw toroidal gLALQbbcefefxajnmgr reducible gLALQbbcefefaifnmgr toroidal gLALQbbcefefaifruvw toroidal gLALQbbcefeflafnmgr reducible gLALQbbcefeflafruvw reducible gLALQbbcefefddbruvw toroidal gLALQbbcefefddbnmgr toroidal gLALQbbcefefhhfnmgr toroidal gLALQbbcefefaqonmgr toroidal gLALQbbcefefaqkwucw reducible gLALQbbcefefddkjdgj reducible gLALQbbcefefeejjdgj reducible gLALQbbcefefamcwucw reducible gLALQbbcefefaicwucw reducible gLALQbbcefefhhgjdgj reducible gLALQbbcefefdegbdoj toroidal gLALQbbcefefadjbdoj SFS[D(2,1)(2,1)] gLALQbbcefefatsvugw SFS[D(2,1)(2,1)] gLALQbbcefefpugndcj toroidal gLALQbbcefefxajkufw reducible gLALQbbcefefaifwmfr reducible gLALQbbcefefaifkufw reducible gLALQbbcefeflafwmfr reducible gLALQbbcefeflafkufw reducible gLALQbbcefefaqokufw reducible gLALQbbcefefxajklfn reducible gLALQbbcefefaifklfn reducible gLALQbbcefefaifwlfj reducible gLALQbbcefeflafklfn reducible gLALQbbcefeflafwlfj reducible gLALQbbcefefaqoklfn reducible gLALQbbcefefaqkwlcn reducible gLALQbbcefefddkjugr reducible gLALQbbcefefeejjugr reducible gLALQbbcefefamcwlcn reducible gLALQbbcefefaicwlcn reducible gLALQbbcefefhhgjugr reducible gLALQbbcefefdegbuor toroidal gLALQbbcefefadjbuor SFS[D(3,1)(2,1)] gLALQbbcefefatsvlgn SFS[D(3,1)(2,1)] gLALQbbcefefpugnucr toroidal gLALQbbcefefhqjolfn toroidal gLALQbbcefefpukolfj toroidal gLALQbbcefefpufolfj toroidal gLALQbbcefefdefolfj toroidal gLALQbbcefefadcolfj toroidal gLALQbbcefefadcolfn toroidal gLALQbbcefefhqjolfj toroidal gLALQbbcefefpurolfj toroidal gLALQbbcefefaifrlvn toroidal gLALQbbcefefaifnlgj toroidal gLALQbbcefefddbnlgj toroidal gLALQbbcefefddbrlvn toroidal gLALQbbcefefhhfnlgj toroidal gLALQbbcefefaqonlgj toroidal gLALQbbcefefaifnlgn toroidal gLALQbbcefefaifrlvj toroidal gLALQbbcefefddbrlvj toroidal gLALQbbcefefddbnlgn toroidal gLALQbbcefefhhfnlgn toroidal gLALQbbcefefaqonlgn toroidal gLALQbbcefefaqkwlcj reducible gLALQbbcefefddkjugk reducible gLALQbbcefefeejjugk reducible gLALQbbcefefamcwlcj reducible gLALQbbcefefaicwlcj reducible gLALQbbcefefhhgjugk reducible gLALQbbcefefdegbuok toroidal gLALQbbcefefadjbuok SFS[D(3,1)(2,1)] gLALQbbcefefatsvlgj SFS[D(3,1)(2,1)] gLALQbbcefefpugnuck toroidal gLALQbbcefefxajklfj reducible gLALQbbcefefaifwlfn reducible gLALQbbcefefaifklfj reducible gLALQbbcefeflafwlfn reducible gLALQbbcefeflafklfj reducible gLALQbbcefefaqoklfj reducible gLALQbbcefefaqkohcs reducible gLALQbbcefefddkcqgn reducible gLALQbbcefefeejcqgn reducible gLALQbbcefefamcohcs reducible gLALQbbcefefaicohcs reducible gLALQbbcefefhhgcqgn reducible gLALQbbcefefpugoqon T2xI gLALQbbcefefdeggqjn SFS[D(10,3)(2,1)] gLALQbbcefefdeggqwn toroidal gLALQbbcefefadjgqwn SFS[D(3,1)(2,1)] gLALQbbcefefatschns SFS[D(3,1)(2,1)] gLALQbbcefefxajkhfs reducible gLALQbbcefefaifkhfs reducible gLALQbbcefefaifwxfj reducible gLALQbbcefeflafkhfs reducible gLALQbbcefeflafwxfj reducible gLALQbbcefefaqokhfs reducible gLALQbbcefefpurbhgs T2xI gLALQbbcefefminjxjj toroidal gLALQbbcefefmanshss SFS[D(4,1)(2,1)] gLALQbbcefefmanjxjj SFS[D(4,1)(2,1)] gLALQbbcefefminjxkj SFS[D(11,4)(2,1)] gLALQbbcefefhqvkxcj SFS[D(2,1)(2,1)] gLALQbbcefefpujkxcj T2xI gLALQbbcefefpuckxcj SFS[A(2,1)] gLALQbbcefefdeckxcj SFS[A(2,1)] gLALQbbcefefatvwhgk T2xI gLALQbbcefefadbkxcj T2xI gLALQbbcefefxhkkxcj SFS[D(2,1)(2,1)] gLALQbbcefefpugwhgk T2xI gLALQbbcefefdegwhjk SFS[D(10,3)(2,1)] gLALQbbcefefdegwhkk SFS[D(11,3)(2,1)] gLALQbbcefefaqkwhcs reducible gLALQbbcefefddkjqgn reducible gLALQbbcefefeejjqgn reducible gLALQbbcefefamcwhcs reducible gLALQbbcefefaicwhcs reducible gLALQbbcefefhhgjqgn reducible gLALQbbcefefdegbqon SFS[D(4,1)(2,1)] gLALQbbcefefpugnqcn SFS[A(4,1)] gLALQbbcefefdegbqrn toroidal gLALQbbcefefadjbqrn SFS[D(3,1)(2,1)] gLALQbbcefefatsvhks SFS[D(3,1)(2,1)] gLALQbbcefefdegbqnn SFS[D(5,2)(2,1)] gLALQbbcefefhqjohfs toroidal gLALQbbcefefpukohfs SFS[A(4,1)] gLALQbbcefefltgohfs reducible gLALQbbcefefatgohfs reducible gLALQbbcefefatgoxfj reducible gLALQbbcefefpufohfs toroidal gLALQbbcefefdefohfs toroidal gLALQbbcefefadcoxfj SFS[A(4,1)] gLALQbbcefefadcohfs SFS[A(4,1)] gLALQbbcefefhqjoxfj toroidal gLALQbbcefefpurohfs SFS[A(4,1)] gLALQbbcefefminohfs reducible gLALQbbcefefmanohfs reducible gLALQbbcefefmanoxfj reducible gLALQbbcefefxajnxgj reducible gLALQbbcefefaifrhvs SFS[D(4,3)(3,1)] gLALQbbcefefaifnxgj SFS[D(4,1)(3,1)] gLALQbbcefeflafrhvs reducible gLALQbbcefeflafnxgj reducible gLALQbbcefefddbnxgj SFS[D(4,1)(3,1)] gLALQbbcefefddbrhvs SFS[D(4,3)(3,1)] gLALQbbcefefhhfnxgj SFS[D(4,1)(2,1)] gLALQbbcefefaqonxgj SFS[D(4,1)(2,1)] gLALQbbcefefxajnhgs reducible gLALQbbcefefaifnhgs SFS[D(4,3)(3,1)] gLALQbbcefefaifrxvj SFS[D(4,1)(3,1)] gLALQbbcefeflafnhgs reducible gLALQbbcefeflafrxvj reducible gLALQbbcefefddbrxvj SFS[D(4,1)(3,1)] gLALQbbcefefddbnhgs SFS[D(4,3)(3,1)] gLALQbbcefefhhfnhgs SFS[D(4,1)(2,1)] gLALQbbcefefaqonhgs SFS[D(4,1)(2,1)] gLALQbbcefefminohrs toroidal gLALQbbcefefmanohrs SFS[D(4,3)(3,1)] gLALQbbcefefmanoxkj SFS[D(4,3)(3,1)] gLALQbbcefefminohks toroidal gLALQbbcefefmanohks SFS[D(4,1)(3,1)] gLALQbbcefefmanoxrj SFS[D(4,1)(3,1)] gLALQbbcefefaqkwxcj reducible gLALQbbcefefddkjhgk reducible gLALQbbcefefeejjhgk reducible gLALQbbcefefamcwxcj reducible gLALQbbcefefaicwxcj reducible gLALQbbcefefhhgjhgk reducible gLALQbbcefefdegbhok SFS[D(4,1)(2,1)] gLALQbbcefefpugnhck SFS[A(4,1)] gLALQbbcefefdegbhrk SFS[D(5,2)(2,1)] gLALQbbcefefhqvkhcs toroidal gLALQbbcefefpujkhcs SFS[A(3,1)] gLALQbbcefefmigkhcs reducible gLALQbbcefefmmgkhcs reducible gLALQbbcefefmagkhcs reducible gLALQbbcefefpuckhcs toroidal gLALQbbcefefdeckhcs toroidal gLALQbbcefefatvwqgn SFS[A(3,1)] gLALQbbcefefadbkhcs SFS[A(3,1)] gLALQbbcefefxhkkhcs toroidal gLALQbbcefefpugwqgn SFS[A(3,1)] gLALQbbcefefdegwqgn reducible gLALQbbcefefadjwqgn reducible gLALQbbcefefatskhcs reducible gLALQbbcefefaqkfhgs reducible gLALQbbcefefddkvqon SFS[D(3,1)(3,2)] gLALQbbcefefeejvqon SFS[D(3,1)(3,1)] gLALQbbcefefamcfhgs reducible gLALQbbcefefaicfhgs reducible gLALQbbcefefeebfhgs SFS[D(3,1)(3,1)] gLALQbbcefefddffhgs SFS[D(3,1)(3,2)] gLALQbbcefefhhcfhgs SFS[D(3,1)(2,1)] gLALQbbcefefhhgvqon SFS[D(3,1)(2,1)] gLALQbbcefefaqkrhos reducible gLALQbbcefefddksqcn SFS[D(3,1)(3,2)] gLALQbbcefefeejsqcn SFS[D(3,1)(3,1)] gLALQbbcefefamcrhos reducible gLALQbbcefefaicrhos reducible gLALQbbcefefeebrhos SFS[D(3,1)(3,1)] gLALQbbcefefddfrhos SFS[D(3,1)(3,2)] gLALQbbcefefhhcrhos SFS[D(3,1)(2,1)] gLALQbbcefefhhgsqcn SFS[D(3,1)(2,1)] gLALQbbcefefdegwqjn toroidal gLALQbbcefefadjwqjn SFS[D(3,1)(3,1)] gLALQbbcefefatskhws SFS[D(3,1)(3,1)] gLALQbbcefefdegwqkn toroidal gLALQbbcefefadjwqkn SFS[D(3,1)(3,2)] gLALQbbcefefatskhjs SFS[D(3,1)(3,2)] gLALQbbcefefxajkxfj reducible gLALQbbcefefaifwhfs reducible gLALQbbcefefaifkxfj reducible gLALQbbcefeflafwhfs reducible gLALQbbcefeflafkxfj reducible gLALQbbcefefaqokxfj reducible gLALQbbcefefpurbxgj SFS[A(3,1)] gLALQbbcefefminjhgs SFS[D(3,1)(2,1)] gLALQbbcefefminjhjs toroidal gLALQbbcefefmanjhjs SFS[D(4,1)(2,1)] gLALQbbcefefmansxsj SFS[D(4,1)(2,1)] gLALQbbcefefminjhks SFS[D(9,4)(2,1)] gLALQbbcefefaqkoxcj reducible gLALQbbcefefddkchgk reducible gLALQbbcefefeejchgk reducible gLALQbbcefefamcoxcj reducible gLALQbbcefefaicoxcj reducible gLALQbbcefefhhgchgk reducible gLALQbbcefefpugohok SFS[A(3,1)] gLALQbbcefefdegghck SFS[D(3,1)(2,1)] gLALQbbcefefdegghjk SFS[D(6,1)(2,1)] gLALQbbcefefdegghwk SFS[D(9,2)(2,1)] gLALQbbcefefxajkifr reducible gLALQbbcefefaifkifr reducible gLALQbbcefefaifwpfj reducible gLALQbbcefeflafkifr reducible gLALQbbcefeflafwpfj reducible gLALQbbcefefaqokifr reducible gLALQbbcefefaqkwicr reducible gLALQbbcefefddkjigj reducible gLALQbbcefefeejjigj reducible gLALQbbcefefamcwicr reducible gLALQbbcefefaicwicr reducible gLALQbbcefefhhgjigj reducible gLALQbbcefefdegbioj SFS[D(5,2)(2,1)] gLALQbbcefefpugnicj SFS[A(5,2)] gLALQbbcefefhqjoifr toroidal gLALQbbcefefpukoifr SFS[A(5,2)] gLALQbbcefefltgoifr reducible gLALQbbcefefatgoifr reducible gLALQbbcefefatgopfj reducible gLALQbbcefefpufoifr toroidal gLALQbbcefefdefoifr toroidal gLALQbbcefefadcopfj SFS[A(5,2)] gLALQbbcefefadcoifr SFS[A(5,2)] gLALQbbcefefhqjopfj toroidal gLALQbbcefefpuroifr SFS[A(5,2)] gLALQbbcefefminoifr reducible gLALQbbcefefmanoifr reducible gLALQbbcefefmanopfj reducible gLALQbbcefefxajnpgj reducible gLALQbbcefefaifrivr SFS[D(5,2)(3,1)] gLALQbbcefefaifnpgj SFS[D(5,3)(3,1)] gLALQbbcefeflafrivr reducible gLALQbbcefeflafnpgj reducible gLALQbbcefefddbnpgj SFS[D(5,3)(3,1)] gLALQbbcefefddbrivr SFS[D(5,2)(3,1)] gLALQbbcefefhhfnpgj SFS[D(5,2)(2,1)] gLALQbbcefefaqonpgj SFS[D(5,2)(2,1)] gLALQbbcefefxajnigr reducible gLALQbbcefefaifnigr SFS[D(5,2)(3,1)] gLALQbbcefefaifrpvj SFS[D(5,3)(3,1)] gLALQbbcefeflafnigr reducible gLALQbbcefeflafrpvj reducible gLALQbbcefefddbrpvj SFS[D(5,3)(3,1)] gLALQbbcefefddbnigr SFS[D(5,2)(3,1)] gLALQbbcefefhhfnigr SFS[D(5,2)(2,1)] gLALQbbcefefaqonigr SFS[D(5,2)(2,1)] gLALQbbcefefaqkwpcj reducible gLALQbbcefefddkjegk reducible gLALQbbcefefeejjegk reducible gLALQbbcefefamcwpcj reducible gLALQbbcefefaicwpcj reducible gLALQbbcefefhhgjegk reducible gLALQbbcefefdegbeok SFS[D(5,2)(2,1)] gLALQbbcefefpugneck SFS[A(5,2)] gLALQbbcefefxajkpfj reducible gLALQbbcefefaifwifr reducible gLALQbbcefefaifkpfj reducible gLALQbbcefeflafwifr reducible gLALQbbcefeflafkpfj reducible gLALQbbcefefaqokpfj reducible gLALQbbcefefxajkefw reducible gLALQbbcefefaifkefw reducible gLALQbbcefefaifwefs reducible gLALQbbcefeflafkefw reducible gLALQbbcefeflafwefs reducible gLALQbbcefefaqokefw reducible gLALQbbcefefaqkwecw reducible gLALQbbcefefddkjtgj reducible gLALQbbcefefeejjtgj reducible gLALQbbcefefamcwecw reducible gLALQbbcefefaicwecw reducible gLALQbbcefefhhgjtgj reducible gLALQbbcefefpugntcj T2xI gLALQbbcefefhqjoefw SFS[D(2,1)(2,1)] gLALQbbcefefpukoefs T2xI gLALQbbcefefpufoefs SFS[A(2,1)] gLALQbbcefefdefoefs SFS[A(2,1)] gLALQbbcefefadcoefs T2xI gLALQbbcefefadcoefw T2xI gLALQbbcefefhqjoefs SFS[D(2,1)(2,1)] gLALQbbcefefpuroefs T2xI gLALQbbcefefaqkwecs reducible gLALQbbcefefddkjtgn reducible gLALQbbcefefeejjtgn reducible gLALQbbcefefamcwecs reducible gLALQbbcefefaicwecs reducible gLALQbbcefefhhgjtgn reducible gLALQbbcefefpugntcn T2xI gLALQbbcefefxajkefs reducible gLALQbbcefefaifwefw reducible gLALQbbcefefaifkefs reducible gLALQbbcefeflafwefw reducible gLALQbbcefeflafkefs reducible gLALQbbcefefaqokefs reducible gLALQbbcefefxajkmfn reducible gLALQbbcefefaifkmfn reducible gLALQbbcefefaifwufs reducible gLALQbbcefeflafkmfn reducible gLALQbbcefeflafwufs reducible gLALQbbcefefaqokmfn reducible gLALQbbcefefaqkwmcn reducible gLALQbbcefefddkjmgw reducible gLALQbbcefefeejjmgw reducible gLALQbbcefefamcwmcn reducible gLALQbbcefefaicwmcn reducible gLALQbbcefefhhgjmgw reducible gLALQbbcefefdegbmow SFS[D(5,2)(2,1)] gLALQbbcefefpugnmcw SFS[A(5,2)] gLALQbbcefefhqjomfn toroidal gLALQbbcefefpukomfn SFS[A(5,2)] gLALQbbcefefltgomfn reducible gLALQbbcefefatgomfn reducible gLALQbbcefefatgoufs reducible gLALQbbcefefpufomfn toroidal gLALQbbcefefdefomfn toroidal gLALQbbcefefadcoufs SFS[A(5,2)] gLALQbbcefefadcomfn SFS[A(5,2)] gLALQbbcefefhqjoufs toroidal gLALQbbcefefpuromfn SFS[A(5,2)] gLALQbbcefefminomfn reducible gLALQbbcefefmanomfn reducible gLALQbbcefefmanoufs reducible gLALQbbcefefxajnugs reducible gLALQbbcefefaifrmvn SFS[D(5,2)(3,1)] gLALQbbcefefaifnugs SFS[D(5,3)(3,1)] gLALQbbcefeflafrmvn reducible gLALQbbcefeflafnugs reducible gLALQbbcefefddbnugs SFS[D(5,3)(3,1)] gLALQbbcefefddbrmvn SFS[D(5,2)(3,1)] gLALQbbcefefhhfnugs SFS[D(5,2)(2,1)] gLALQbbcefefaqonugs SFS[D(5,2)(2,1)] gLALQbbcefefxajnmgn reducible gLALQbbcefefaifnmgn SFS[D(5,2)(3,1)] gLALQbbcefefaifruvs SFS[D(5,3)(3,1)] gLALQbbcefeflafnmgn reducible gLALQbbcefeflafruvs reducible gLALQbbcefefddbruvs SFS[D(5,3)(3,1)] gLALQbbcefefddbnmgn SFS[D(5,2)(3,1)] gLALQbbcefefhhfnmgn SFS[D(5,2)(2,1)] gLALQbbcefefaqonmgn SFS[D(5,2)(2,1)] gLALQbbcefefaqkwucs reducible gLALQbbcefefddkjdgn reducible gLALQbbcefefeejjdgn reducible gLALQbbcefefamcwucs reducible gLALQbbcefefaicwucs reducible gLALQbbcefefhhgjdgn reducible gLALQbbcefefdegbdon SFS[D(5,2)(2,1)] gLALQbbcefefpugndcn SFS[A(5,2)] gLALQbbcefefxajkufs reducible gLALQbbcefefaifwmfn reducible gLALQbbcefefaifkufs reducible gLALQbbcefeflafwmfn reducible gLALQbbcefeflafkufs reducible gLALQbbcefefaqokufs reducible gLALQbbcefefaqkoacr reducible gLALQbbcefefddkcagj reducible gLALQbbcefefeejcagj reducible gLALQbbcefefamcoacr reducible gLALQbbcefefaicoacr reducible gLALQbbcefefhhgcagj reducible gLALQbbcefefpugoaoj SFS[A(2,1)] gLALQbbcefefdeggacj SFS[D(2,1)(2,1)] gLALQbbcefefxajkafr reducible gLALQbbcefefaifkafr reducible gLALQbbcefefaifwafn reducible gLALQbbcefeflafkafr reducible gLALQbbcefeflafwafn reducible gLALQbbcefefaqokafr reducible gLALQbbcefefminjagn SFS[D(2,1)(2,1)] gLALQbbcefefpurbagr SFS[A(2,1)] gLALQbbcefefhqvkacn toroidal gLALQbbcefefpujkacn SFS[A(2,1)] gLALQbbcefefmigkacn reducible gLALQbbcefefmmgkacn reducible gLALQbbcefefmagkacn reducible gLALQbbcefefpuckacn toroidal gLALQbbcefefdeckacn toroidal gLALQbbcefefatvwagw SFS[A(2,1)] gLALQbbcefefadbkacn SFS[A(2,1)] gLALQbbcefefxhkkacn toroidal gLALQbbcefefpugwagw SFS[A(2,1)] gLALQbbcefefdegwagw reducible gLALQbbcefefadjwagw reducible gLALQbbcefefatskacn reducible gLALQbbcefefaqkfagn reducible gLALQbbcefefddkvaow SFS[D(3,1)(2,1)] gLALQbbcefefeejvaow SFS[D(3,1)(2,1)] gLALQbbcefefamcfagn reducible gLALQbbcefefaicfagn reducible gLALQbbcefefeebfagn SFS[D(3,1)(2,1)] gLALQbbcefefddffagn SFS[D(3,1)(2,1)] gLALQbbcefefhhcfagn SFS[D(2,1)(2,1)] gLALQbbcefefhhgvaow SFS[D(2,1)(2,1)] gLALQbbcefefaqkraon reducible gLALQbbcefefddksacw SFS[D(3,1)(2,1)] gLALQbbcefefeejsacw SFS[D(3,1)(2,1)] gLALQbbcefefamcraon reducible gLALQbbcefefaicraon reducible gLALQbbcefefeebraon SFS[D(3,1)(2,1)] gLALQbbcefefddfraon SFS[D(3,1)(2,1)] gLALQbbcefefhhcraon SFS[D(2,1)(2,1)] gLALQbbcefefhhgsacw SFS[D(2,1)(2,1)] gLALQbbcefefdegwajw toroidal gLALQbbcefefadjwajw SFS[D(3,1)(2,1)] gLALQbbcefefatskawn SFS[D(3,1)(2,1)] gLALQbbcefefdegwakw toroidal gLALQbbcefefadjwakw SFS[D(3,1)(2,1)] gLALQbbcefefatskajn SFS[D(3,1)(2,1)] gLALQbbcefefaqkwacr reducible gLALQbbcefefddkjagj reducible gLALQbbcefefeejjagj reducible gLALQbbcefefamcwacr reducible gLALQbbcefefaicwacr reducible gLALQbbcefefhhgjagj reducible gLALQbbcefefpugnacj T2xI gLALQbbcefefdegbarj SFS[D(5,2)(2,1)] gLALQbbcefefdegbanj SFS[D(4,1)(2,1)] gLALQbbcefefhqjoafr SFS[D(2,1)(2,1)] gLALQbbcefefpukoafn T2xI gLALQbbcefefpufoafn SFS[A(2,1)] gLALQbbcefefdefoafn SFS[A(2,1)] gLALQbbcefefadcoafn T2xI gLALQbbcefefadcoafr T2xI gLALQbbcefefhqjoafn SFS[D(2,1)(2,1)] gLALQbbcefefpuroafn T2xI gLALQbbcefefminoakn SFS[D(5,2)(2,1)] gLALQbbcefefminoakr SFS[D(4,1)(2,1)] gLALQbbcefefaqkwacn reducible gLALQbbcefefddkjagw reducible gLALQbbcefefeejjagw reducible gLALQbbcefefamcwacn reducible gLALQbbcefefaicwacn reducible gLALQbbcefefhhgjagw reducible gLALQbbcefefpugnacw T2xI gLALQbbcefefdegbanw SFS[D(5,2)(2,1)] gLALQbbcefefdegbarw toroidal gLALQbbcefefadjbarw SFS[D(2,1)(2,1)] gLALQbbcefefatsvakn SFS[D(2,1)(2,1)] gLALQbbcefefhqvkacr SFS[D(2,1)(2,1)] gLALQbbcefefpujkacr T2xI gLALQbbcefefpuckacr SFS[A(2,1)] gLALQbbcefefdeckacr SFS[A(2,1)] gLALQbbcefefatvwagj T2xI gLALQbbcefefadbkacr T2xI gLALQbbcefefxhkkacr SFS[D(2,1)(2,1)] gLALQbbcefefpugwagj T2xI gLALQbbcefefdegwajj SFS[D(5,2)(2,1)] gLALQbbcefefdegwakj SFS[D(4,1)(2,1)] gLALQbbcefefxajkafn reducible gLALQbbcefefaifwafr reducible gLALQbbcefefaifkafn reducible gLALQbbcefeflafwafr reducible gLALQbbcefeflafkafn reducible gLALQbbcefefaqokafn reducible gLALQbbcefefpurbagn T2xI gLALQbbcefefminjajr SFS[D(5,2)(2,1)] gLALQbbcefefminjakr SFS[D(4,1)(2,1)] gLALQbbcefefaqkoacn reducible gLALQbbcefefddkcagw reducible gLALQbbcefefeejcagw reducible gLALQbbcefefamcoacn reducible gLALQbbcefefaicoacn reducible gLALQbbcefefhhgcagw reducible gLALQbbcefefpugoaow T2xI gLALQbbcefefdeggajw SFS[D(5,2)(2,1)] gLALQbbcefefdeggaww toroidal gLALQbbcefefadjgaww SFS[D(2,1)(2,1)] gLALQbbcefefatscann SFS[D(2,1)(2,1)] gLALQbbcefefaqkohcw reducible gLALQbbcefefddkcqgj reducible gLALQbbcefefeejcqgj reducible gLALQbbcefefamcohcw reducible gLALQbbcefefaicohcw reducible gLALQbbcefefhhgcqgj reducible gLALQbbcefefpugoqoj SFS[A(2,1)] gLALQbbcefefdeggqcj SFS[D(2,1)(2,1)] gLALQbbcefefdeggqjj SFS[D(11,3)(2,1)] gLALQbbcefefdeggqwj toroidal gLALQbbcefefadjgqwj SFS[D(3,1)(2,1)] gLALQbbcefefatschnw SFS[D(3,1)(2,1)] gLALQbbcefefxajkhfw reducible gLALQbbcefefaifkhfw reducible gLALQbbcefefaifwxfn reducible gLALQbbcefeflafkhfw reducible gLALQbbcefeflafwxfn reducible gLALQbbcefefaqokhfw reducible gLALQbbcefefminjxgn SFS[D(2,1)(2,1)] gLALQbbcefefpurbhgw SFS[A(2,1)] gLALQbbcefefminjxjn toroidal gLALQbbcefefmanshsw SFS[D(5,2)(2,1)] gLALQbbcefefmanjxjn SFS[D(5,2)(2,1)] gLALQbbcefefminjxkn SFS[D(13,5)(2,1)] gLALQbbcefefhqvkxcn toroidal gLALQbbcefefpujkxcn SFS[A(2,1)] gLALQbbcefefmigkxcn reducible gLALQbbcefefmmgkxcn reducible gLALQbbcefefmagkxcn reducible gLALQbbcefefpuckxcn toroidal gLALQbbcefefdeckxcn toroidal gLALQbbcefefatvwhgr SFS[A(2,1)] gLALQbbcefefadbkxcn SFS[A(2,1)] gLALQbbcefefxhkkxcn toroidal gLALQbbcefefpugwhgr SFS[A(2,1)] gLALQbbcefefdegwhgr reducible gLALQbbcefefadjwhgr reducible gLALQbbcefefatskxcn reducible gLALQbbcefefaqkfxgn reducible gLALQbbcefefddkvhor SFS[D(3,1)(2,1)] gLALQbbcefefeejvhor SFS[D(3,1)(2,1)] gLALQbbcefefamcfxgn reducible gLALQbbcefefaicfxgn reducible gLALQbbcefefeebfxgn SFS[D(3,1)(2,1)] gLALQbbcefefddffxgn SFS[D(3,1)(2,1)] gLALQbbcefefhhcfxgn SFS[D(2,1)(2,1)] gLALQbbcefefhhgvhor SFS[D(2,1)(2,1)] gLALQbbcefefaqkrxon reducible gLALQbbcefefddkshcr SFS[D(3,1)(2,1)] gLALQbbcefefeejshcr SFS[D(3,1)(2,1)] gLALQbbcefefamcrxon reducible gLALQbbcefefaicrxon reducible gLALQbbcefefeebrxon SFS[D(3,1)(2,1)] gLALQbbcefefddfrxon SFS[D(3,1)(2,1)] gLALQbbcefefhhcrxon SFS[D(2,1)(2,1)] gLALQbbcefefhhgshcr SFS[D(2,1)(2,1)] gLALQbbcefefdegwhjr toroidal gLALQbbcefefadjwhjr SFS[D(3,1)(2,1)] gLALQbbcefefatskxwn SFS[D(3,1)(2,1)] gLALQbbcefefdegwhkr toroidal gLALQbbcefefadjwhkr SFS[D(3,1)(2,1)] gLALQbbcefefatskxjn SFS[D(3,1)(2,1)] gLALQbbcefefaqkwhcw reducible gLALQbbcefefddkjqgj reducible gLALQbbcefefeejjqgj reducible gLALQbbcefefamcwhcw reducible gLALQbbcefefaicwhcw reducible gLALQbbcefefhhgjqgj reducible gLALQbbcefefdegbqoj SFS[D(5,2)(2,1)] gLALQbbcefefpugnqcj SFS[A(5,2)] gLALQbbcefefdegbqrj toroidal gLALQbbcefefadjbqrj SFS[D(3,1)(2,1)] gLALQbbcefefatsvhkw SFS[D(3,1)(2,1)] gLALQbbcefefdegbqnj SFS[D(4,1)(2,1)] gLALQbbcefefhqjohfw toroidal gLALQbbcefefpukohfw SFS[A(5,2)] gLALQbbcefefltgohfw reducible gLALQbbcefefatgohfw reducible gLALQbbcefefatgoxfn reducible gLALQbbcefefpufohfw toroidal gLALQbbcefefdefohfw toroidal gLALQbbcefefadcoxfn SFS[A(5,2)] gLALQbbcefefadcohfw SFS[A(5,2)] gLALQbbcefefhqjoxfn toroidal gLALQbbcefefpurohfw SFS[A(5,2)] gLALQbbcefefminohfw reducible gLALQbbcefefmanohfw reducible gLALQbbcefefmanoxfn reducible gLALQbbcefefxajnxgn reducible gLALQbbcefefaifrhvw SFS[D(5,3)(3,1)] gLALQbbcefefaifnxgn SFS[D(5,2)(3,1)] gLALQbbcefeflafrhvw reducible gLALQbbcefeflafnxgn reducible gLALQbbcefefddbnxgn SFS[D(5,2)(3,1)] gLALQbbcefefddbrhvw SFS[D(5,3)(3,1)] gLALQbbcefefhhfnxgn SFS[D(5,2)(2,1)] gLALQbbcefefaqonxgn SFS[D(5,2)(2,1)] gLALQbbcefefxajnhgw reducible gLALQbbcefefaifnhgw SFS[D(5,3)(3,1)] gLALQbbcefefaifrxvn SFS[D(5,2)(3,1)] gLALQbbcefeflafnhgw reducible gLALQbbcefeflafrxvn reducible gLALQbbcefefddbrxvn SFS[D(5,2)(3,1)] gLALQbbcefefddbnhgw SFS[D(5,3)(3,1)] gLALQbbcefefhhfnhgw SFS[D(5,2)(2,1)] gLALQbbcefefaqonhgw SFS[D(5,2)(2,1)] gLALQbbcefefminohrw toroidal gLALQbbcefefmanohrw SFS[D(5,3)(3,1)] gLALQbbcefefmanoxkn SFS[D(5,3)(3,1)] gLALQbbcefefminohkw toroidal gLALQbbcefefmanohkw SFS[D(5,2)(3,1)] gLALQbbcefefmanoxrn SFS[D(5,2)(3,1)] gLALQbbcefefaqkwxcn reducible gLALQbbcefefddkjhgr reducible gLALQbbcefefeejjhgr reducible gLALQbbcefefamcwxcn reducible gLALQbbcefefaicwxcn reducible gLALQbbcefefhhgjhgr reducible gLALQbbcefefdegbhor SFS[D(5,2)(2,1)] gLALQbbcefefpugnhcr SFS[A(5,2)] gLALQbbcefefdegbhrr toroidal gLALQbbcefefadjbhrr SFS[D(2,1)(2,1)] gLALQbbcefefatsvxkn SFS[D(2,1)(2,1)] gLALQbbcefefhqvkhcw toroidal gLALQbbcefefpujkhcw SFS[A(3,1)] gLALQbbcefefmigkhcw reducible gLALQbbcefefmmgkhcw reducible gLALQbbcefefmagkhcw reducible gLALQbbcefefpuckhcw toroidal gLALQbbcefefdeckhcw toroidal gLALQbbcefefatvwqgj SFS[A(3,1)] gLALQbbcefefadbkhcw SFS[A(3,1)] gLALQbbcefefxhkkhcw toroidal gLALQbbcefefpugwqgj SFS[A(3,1)] gLALQbbcefefdegwqgj reducible gLALQbbcefefadjwqgj reducible gLALQbbcefefatskhcw reducible gLALQbbcefefaqkfhgw reducible gLALQbbcefefddkvqoj SFS[D(3,1)(3,1)] gLALQbbcefefeejvqoj SFS[D(3,1)(3,2)] gLALQbbcefefamcfhgw reducible gLALQbbcefefaicfhgw reducible gLALQbbcefefeebfhgw SFS[D(3,1)(3,2)] gLALQbbcefefddffhgw SFS[D(3,1)(3,1)] gLALQbbcefefhhcfhgw SFS[D(3,1)(2,1)] gLALQbbcefefhhgvqoj SFS[D(3,1)(2,1)] gLALQbbcefefaqkrhow reducible gLALQbbcefefddksqcj SFS[D(3,1)(3,1)] gLALQbbcefefeejsqcj SFS[D(3,1)(3,2)] gLALQbbcefefamcrhow reducible gLALQbbcefefaicrhow reducible gLALQbbcefefeebrhow SFS[D(3,1)(3,2)] gLALQbbcefefddfrhow SFS[D(3,1)(3,1)] gLALQbbcefefhhcrhow SFS[D(3,1)(2,1)] gLALQbbcefefhhgsqcj SFS[D(3,1)(2,1)] gLALQbbcefefdegwqjj toroidal gLALQbbcefefadjwqjj SFS[D(3,1)(3,2)] gLALQbbcefefatskhww SFS[D(3,1)(3,2)] gLALQbbcefefdegwqkj toroidal gLALQbbcefefadjwqkj SFS[D(3,1)(3,1)] gLALQbbcefefatskhjw SFS[D(3,1)(3,1)] gLALQbbcefefxajkxfn reducible gLALQbbcefefaifwhfw reducible gLALQbbcefefaifkxfn reducible gLALQbbcefeflafwhfw reducible gLALQbbcefeflafkxfn reducible gLALQbbcefefaqokxfn reducible gLALQbbcefefpurbxgn SFS[A(3,1)] gLALQbbcefefminjhgw SFS[D(3,1)(2,1)] gLALQbbcefefminjhjw toroidal gLALQbbcefefmanjhjw SFS[D(5,2)(2,1)] gLALQbbcefefmansxsn SFS[D(5,2)(2,1)] gLALQbbcefefminjhkw SFS[D(12,5)(2,1)] gLALQbbcefefaqkoxcn reducible gLALQbbcefefddkchgr reducible gLALQbbcefefeejchgr reducible gLALQbbcefefamcoxcn reducible gLALQbbcefefaicoxcn reducible gLALQbbcefefhhgchgr reducible gLALQbbcefefpugohor SFS[A(3,1)] gLALQbbcefefdegghcr SFS[D(3,1)(2,1)] gLALQbbcefefdegghjr SFS[D(9,2)(2,1)] gLALQbbcefefdegghwr toroidal gLALQbbcefefadjghwr SFS[D(2,1)(2,1)] gLALQbbcefefatscxnn SFS[D(2,1)(2,1)] gLALQbbcefefxajkifn reducible gLALQbbcefefaifkifn reducible gLALQbbcefefaifwpfn reducible gLALQbbcefeflafkifn reducible gLALQbbcefeflafwpfn reducible gLALQbbcefefaqokifn reducible gLALQbbcefefaqkwicn reducible gLALQbbcefefddkjigw reducible gLALQbbcefefeejjigw reducible gLALQbbcefefamcwicn reducible gLALQbbcefefaicwicn reducible gLALQbbcefefhhgjigw reducible gLALQbbcefefdegbiow SFS[D(4,1)(2,1)] gLALQbbcefefpugnicw SFS[A(4,1)] gLALQbbcefefhqjoifn toroidal gLALQbbcefefpukoifn SFS[A(4,1)] gLALQbbcefefltgoifn reducible gLALQbbcefefatgoifn reducible gLALQbbcefefatgopfn reducible gLALQbbcefefpufoifn toroidal gLALQbbcefefdefoifn toroidal gLALQbbcefefadcopfn SFS[A(4,1)] gLALQbbcefefadcoifn SFS[A(4,1)] gLALQbbcefefhqjopfn toroidal gLALQbbcefefpuroifn SFS[A(4,1)] gLALQbbcefefminoifn reducible gLALQbbcefefmanoifn reducible gLALQbbcefefmanopfn reducible gLALQbbcefefxajnpgn reducible gLALQbbcefefaifrivn SFS[D(4,1)(3,1)] gLALQbbcefefaifnpgn SFS[D(4,3)(3,1)] gLALQbbcefeflafrivn reducible gLALQbbcefeflafnpgn reducible gLALQbbcefefddbnpgn SFS[D(4,3)(3,1)] gLALQbbcefefddbrivn SFS[D(4,1)(3,1)] gLALQbbcefefhhfnpgn SFS[D(4,1)(2,1)] gLALQbbcefefaqonpgn SFS[D(4,1)(2,1)] gLALQbbcefefxajnign reducible gLALQbbcefefaifnign SFS[D(4,1)(3,1)] gLALQbbcefefaifrpvn SFS[D(4,3)(3,1)] gLALQbbcefeflafnign reducible gLALQbbcefeflafrpvn reducible gLALQbbcefefddbrpvn SFS[D(4,3)(3,1)] gLALQbbcefefddbnign SFS[D(4,1)(3,1)] gLALQbbcefefhhfnign SFS[D(4,1)(2,1)] gLALQbbcefefaqonign SFS[D(4,1)(2,1)] gLALQbbcefefaqkwpcn reducible gLALQbbcefefddkjegr reducible gLALQbbcefefeejjegr reducible gLALQbbcefefamcwpcn reducible gLALQbbcefefaicwpcn reducible gLALQbbcefefhhgjegr reducible gLALQbbcefefdegbeor SFS[D(4,1)(2,1)] gLALQbbcefefpugnecr SFS[A(4,1)] gLALQbbcefefxajkpfn reducible gLALQbbcefefaifwifn reducible gLALQbbcefefaifkpfn reducible gLALQbbcefeflafwifn reducible gLALQbbcefeflafkpfn reducible gLALQbbcefefaqokpfn reducible gLALQbbcefefxajolkb SFS[D(3,1)(2,1)] gLALQbbcefefaifolrb SFS[D(3,1)(3,1)] gLALQbbcefefaifolkb SFS[D(3,1)(3,2)] gLALQbbcefeflafolrb SFS[D(3,1)(3,2)] gLALQbbcefeflafolkb SFS[D(3,1)(3,1)] gLALQbbcefefddbolkb reducible gLALQbbcefefddbolrb reducible gLALQbbcefefhhfolkb reducible gLALQbbcefefaqoolkb SFS[D(3,1)(2,1)] gLALQbbcefefaqkklcb reducible gLALQbbcefefddkwugf reducible gLALQbbcefefeejwugf reducible gLALQbbcefefamcklcb reducible gLALQbbcefefaicklcb reducible gLALQbbcefefhhgwugf reducible gLALQbbcefefpugsucf T2xI gLALQbbcefefhqjwlfb SFS[D(2,1)(2,1)] gLALQbbcefefpukklfb T2xI gLALQbbcefefpufklfb SFS[A(2,1)] gLALQbbcefefdefklfb SFS[A(2,1)] gLALQbbcefefadcklfb T2xI gLALQbbcefefadcwlfb T2xI gLALQbbcefefhqjklfb SFS[D(2,1)(2,1)] gLALQbbcefefpurklfb T2xI gLALQbbcefefxajjljb SFS[D(2,1)(2,1)] gLALQbbcefefaifjljb SFS[D(3,1)(2,1)] gLALQbbcefefaifslsb SFS[D(3,1)(2,1)] gLALQbbcefeflafjljb SFS[D(3,1)(2,1)] gLALQbbcefeflafslsb SFS[D(3,1)(2,1)] gLALQbbcefefddbslsb reducible gLALQbbcefefddbjljb reducible gLALQbbcefefhhfjljb reducible gLALQbbcefefaqojljb SFS[D(2,1)(2,1)] gLALQbbcefefaqkolcb reducible gLALQbbcefefddkcugf reducible gLALQbbcefefeejcugf reducible gLALQbbcefefamcolcb reducible gLALQbbcefefaicolcb reducible gLALQbbcefefhhgcugf reducible gLALQbbcefefpuggucf T2xI gLALQbbcefefaqkohcv reducible gLALQbbcefefddkcqgb reducible gLALQbbcefefeejcqgb reducible gLALQbbcefefamcohcv reducible gLALQbbcefefaicohcv reducible gLALQbbcefefhhgcqgb reducible gLALQbbcefefpugoqob T2xI gLALQbbcefefdeggqwb reducible gLALQbbcefefadjgqwb reducible gLALQbbcefefatschnv reducible gLALQbbcefefxajkhfv reducible gLALQbbcefefaifkhfv reducible gLALQbbcefefaifwxfb reducible gLALQbbcefeflafkhfv reducible gLALQbbcefeflafwxfb reducible gLALQbbcefefaqokhfv reducible gLALQbbcefefpurbhgv T2xI gLALQbbcefefminjxkb SFS[D(2,1)(2,1)] gLALQbbcefefhqvkxcb SFS[D(2,1)(2,1)] gLALQbbcefefpujkxcb T2xI gLALQbbcefefpuckxcb SFS[A(2,1)] gLALQbbcefefdeckxcb SFS[A(2,1)] gLALQbbcefefatvwhgf T2xI gLALQbbcefefadbkxcb T2xI gLALQbbcefefxhkkxcb SFS[D(2,1)(2,1)] gLALQbbcefefpugwhgf T2xI gLALQbbcefefdegwhkf SFS[D(2,1)(2,1)] gLALQbbcefefaqkwhcv reducible gLALQbbcefefddkjqgb reducible gLALQbbcefefeejjqgb reducible gLALQbbcefefamcwhcv reducible gLALQbbcefefaicwhcv reducible gLALQbbcefefhhgjqgb reducible gLALQbbcefefpugnqcb T2xI gLALQbbcefefdegbqrb reducible gLALQbbcefefadjbqrb reducible gLALQbbcefefatsvhkv reducible gLALQbbcefefhqjohfv SFS[D(2,1)(2,1)] gLALQbbcefefpukohfv T2xI gLALQbbcefefpufohfv SFS[A(2,1)] gLALQbbcefefdefohfv SFS[A(2,1)] gLALQbbcefefadcoxfb T2xI gLALQbbcefefadcohfv T2xI gLALQbbcefefhqjoxfb SFS[D(2,1)(2,1)] gLALQbbcefefpurohfv T2xI gLALQbbcefefminohrv SFS[D(2,1)(2,1)] gLALQbbcefefaqkwxcb reducible gLALQbbcefefddkjhgf reducible gLALQbbcefefeejjhgf reducible gLALQbbcefefamcwxcb reducible gLALQbbcefefaicwxcb reducible gLALQbbcefefhhgjhgf reducible gLALQbbcefefpugnhcf T2xI gLALQbbcefefdegbhnf SFS[D(2,1)(2,1)] gLALQbbcefefhqvkhcv reducible gLALQbbcefefpujkhcv reducible gLALQbbcefefmigkhcv reducible gLALQbbcefefmmgkhcv reducible gLALQbbcefefmagkhcv reducible gLALQbbcefefpuckhcv reducible gLALQbbcefefdeckhcv reducible gLALQbbcefefatvwqgb reducible gLALQbbcefefadbkhcv reducible gLALQbbcefefxhkkhcv reducible gLALQbbcefefpugwqgb reducible gLALQbbcefefdegwqgb reducible gLALQbbcefefadjwqgb reducible gLALQbbcefefatskhcv reducible gLALQbbcefefaqkfhgv reducible gLALQbbcefefddkvqob reducible gLALQbbcefefeejvqob reducible gLALQbbcefefamcfhgv reducible gLALQbbcefefaicfhgv reducible gLALQbbcefefeebfhgv reducible gLALQbbcefefddffhgv reducible gLALQbbcefefhhcfhgv reducible gLALQbbcefefhhgvqob reducible gLALQbbcefefaqkrhov reducible gLALQbbcefefddksqcb reducible gLALQbbcefefeejsqcb reducible gLALQbbcefefamcrhov reducible gLALQbbcefefaicrhov reducible gLALQbbcefefeebrhov reducible gLALQbbcefefddfrhov reducible gLALQbbcefefhhcrhov reducible gLALQbbcefefhhgsqcb reducible gLALQbbcefefdegwqjb reducible gLALQbbcefefadjwqjb reducible gLALQbbcefefatskhwv reducible gLALQbbcefefdegwqkb reducible gLALQbbcefefadjwqkb reducible gLALQbbcefefatskhjv reducible gLALQbbcefefxajkxfb reducible gLALQbbcefefaifwhfv reducible gLALQbbcefefaifkxfb reducible gLALQbbcefeflafwhfv reducible gLALQbbcefeflafkxfb reducible gLALQbbcefefaqokxfb reducible gLALQbbcefefpurbxgb reducible gLALQbbcefefminjhgv reducible gLALQbbcefefminjhjv SFS[D(3,1)(2,1)] gLALQbbcefefminjhkv SFS[D(3,1)(2,1)] gLALQbbcefefaqkoxcb reducible gLALQbbcefefddkchgf reducible gLALQbbcefefeejchgf reducible gLALQbbcefefamcoxcb reducible gLALQbbcefefaicoxcb reducible gLALQbbcefefhhgchgf reducible gLALQbbcefefpugohof reducible gLALQbbcefefdegghcf reducible gLALQbbcefefdegghjf SFS[D(3,1)(2,1)] gLALQbbcefefdegghwf SFS[D(3,1)(2,1)] gLALQbbcefefhqvoico reducible gLALQbbcefefpujoico reducible gLALQbbcefefmigoico reducible gLALQbbcefefmmgoico reducible gLALQbbcefefmagoico reducible gLALQbbcefefpucoico reducible gLALQbbcefefdecoico reducible gLALQbbcefefatvcigc reducible gLALQbbcefefadboico reducible gLALQbbcefefxhkoico reducible gLALQbbcefefpugcigc reducible gLALQbbcefefddkoioc reducible gLALQbbcefefeejoioc reducible gLALQbbcefefeebgigo reducible gLALQbbcefefddfgigo reducible gLALQbbcefefhhcgigo reducible gLALQbbcefefhhgoioc reducible gLALQbbcefefddkgicc reducible gLALQbbcefefeejgicc reducible gLALQbbcefefeebcioo reducible gLALQbbcefefddfcioo reducible gLALQbbcefefhhccioo reducible gLALQbbcefefhhggicc reducible gLALQbbcefefpugcikc SFS[A(3,1)] gLALQbbcefefpugcijc SFS[A(3,1)] gLALQbbcefefxajkifo reducible gLALQbbcefefaifkifo reducible gLALQbbcefefaifwpfb reducible gLALQbbcefeflafkifo reducible gLALQbbcefeflafwpfb reducible gLALQbbcefefaqokifo reducible gLALQbbcefefpurjpgb reducible gLALQbbcefefminbigo reducible gLALQbbcefefpurjpjb SFS[A(3,1)] gLALQbbcefefpurjpkb SFS[A(3,1)] gLALQbbcefefaqkkpcb reducible gLALQbbcefefddkwegf reducible gLALQbbcefefeejwegf reducible gLALQbbcefefamckpcb reducible gLALQbbcefefaickpcb reducible gLALQbbcefefhhgwegf reducible gLALQbbcefefpugveof reducible gLALQbbcefefdegsecf reducible gLALQbbcefefpugvenf SFS[A(3,1)] gLALQbbcefefpugverf SFS[A(3,1)] gLALQbbcefefaqkwico reducible gLALQbbcefefddkjigc reducible gLALQbbcefefeejjigc reducible gLALQbbcefefamcwico reducible gLALQbbcefefaicwico reducible gLALQbbcefefhhgjigc reducible gLALQbbcefefpugnicc T2xI gLALQbbcefefpugnijc T2xI gLALQbbcefefpugniwc SFS[A(2,1)] gLALQbbcefefhqjoifo SFS[D(2,1)(2,1)] gLALQbbcefefpukoifo T2xI gLALQbbcefefpufoifo SFS[A(2,1)] gLALQbbcefefdefoifo SFS[A(2,1)] gLALQbbcefefadcopfb T2xI gLALQbbcefefadcoifo T2xI gLALQbbcefefhqjopfb SFS[D(2,1)(2,1)] gLALQbbcefefpuroifo T2xI gLALQbbcefefpuroiro T2xI gLALQbbcefefpuroiko SFS[A(2,1)] gLALQbbcefefaqkwpcb reducible gLALQbbcefefddkjegf reducible gLALQbbcefefeejjegf reducible gLALQbbcefefamcwpcb reducible gLALQbbcefefaicwpcb reducible gLALQbbcefefhhgjegf reducible gLALQbbcefefpugnecf T2xI gLALQbbcefefpugnewf T2xI gLALQbbcefefpugnejf SFS[A(2,1)] gLALQbbcefefaqkkico reducible gLALQbbcefefddkwigc reducible gLALQbbcefefeejwigc reducible gLALQbbcefefamckico reducible gLALQbbcefefaickico reducible gLALQbbcefefhhgwigc reducible gLALQbbcefefpugvioc T2xI gLALQbbcefefpugvinc T2xI gLALQbbcefefpugvirc SFS[A(2,1)] gLALQbbcefefxajkpfb reducible gLALQbbcefefaifwifo reducible gLALQbbcefefaifkpfb reducible gLALQbbcefeflafwifo reducible gLALQbbcefeflafkpfb reducible gLALQbbcefefaqokpfb reducible gLALQbbcefefpurjigo T2xI gLALQbbcefefpurjijo T2xI gLALQbbcefefpurjiko SFS[A(2,1)] gLALQbbcefefhqvopcb SFS[D(2,1)(2,1)] gLALQbbcefefpujopcb T2xI gLALQbbcefefpucopcb SFS[A(2,1)] gLALQbbcefefdecopcb SFS[A(2,1)] gLALQbbcefefatvcegf T2xI gLALQbbcefefadbopcb T2xI gLALQbbcefefxhkopcb SFS[D(2,1)(2,1)] gLALQbbcefefpugcegf T2xI gLALQbbcefefpugcekf T2xI gLALQbbcefefpugcejf SFS[A(2,1)] gLALQbbcefefhqvwecv SFS[D(2,1)(2,1)] gLALQbbcefefpujwecv T2xI gLALQbbcefefpucwecv SFS[A(2,1)] gLALQbbcefefdecwecv SFS[A(2,1)] gLALQbbcefefatvjtgb T2xI gLALQbbcefefadbwecv T2xI gLALQbbcefefxhkwecv SFS[D(2,1)(2,1)] gLALQbbcefefpugjtgb T2xI gLALQbbcefefltkvegv reducible gLALQbbcefefeubvegv SFS[D(2,1)(2,1)] gLALQbbcefefltbvegv reducible gLALQbbcefefpugbtob T2xI gLALQbbcefefhhjseov SFS[D(2,1)(2,1)] gLALQbbcefefaqvntcb SFS[D(2,1)(2,1)] gLALQbbcefefainntcb SFS[D(3,1)(2,1)] gLALQbbcefefamnntcb SFS[D(3,1)(2,1)] gLALQbbcefefamjseov reducible gLALQbbcefefaijseov reducible gLALQbbcefefeekseov SFS[D(3,1)(2,1)] gLALQbbcefefddgseov SFS[D(3,1)(2,1)] gLALQbbcefefhuwseov SFS[D(3,1)(2,1)] gLALQbbcefefduwseov SFS[D(3,1)(2,1)] gLALQbbcefefphgntcb SFS[D(3,1)(2,1)] gLALQbbcefefltjntcb toroidal gLALQbbcefefeivseov SFS[D(3,1)(2,1)] gLALQbbcefefatjntcb SFS[D(2,1)(2,1)] gLALQbbcefefmavseov SFS[D(2,1)(2,1)] gLALQbbcefeflqsseov SFS[D(3,1)(2,1)] gLALQbbcefefldjntcb SFS[D(3,1)(2,1)] gLALQbbcefefaqsseov reducible gLALQbbcefeflqgoefv SFS[D(3,1)(2,1)] gLALQbbcefefpekoefv SFS[D(3,1)(2,1)] gLALQbbcefefdukoefv toroidal gLALQbbcefefaqgoefv SFS[D(3,1)(2,1)] gLALQbbcefefeijoefv m003(0,0) gLALQbbcefefdhkoefv toroidal gLALQbbcefefdekoefv toroidal gLALQbbcefefldgoefv SFS[D(3,1)(2,1)] gLALQbbcefefadgoefv SFS[D(3,1)(2,1)] gLALQbbcefefeajoefv SFS[D(3,1)(2,1)] gLALQbbcefefemjoefv toroidal gLALQbbcefeflifoefv SFS[D(3,1)(3,2)] gLALQbbcefeflmfoefv SFS[D(3,1)(3,1)] gLALQbbcefefdqboefv SFS[D(3,1)(3,1)] gLALQbbcefefdtboefv SFS[D(3,1)(3,2)] gLALQbbcefefmecoefv SFS[D(3,1)(3,2)] gLALQbbcefefhdboefv SFS[D(3,1)(3,1)] gLALQbbcefefhufoefv SFS[D(3,1)(2,1)] gLALQbbcefefdufoefv SFS[D(3,1)(2,1)] gLALQbbcefefdhfoefv SFS[D(3,1)(2,1)] gLALQbbcefeflqcoefv toroidal gLALQbbcefeftqcoefv m003(0,0) gLALQbbcefefaqcoefv SFS[D(3,1)(2,1)] gLALQbbcefefltcoefv toroidal gLALQbbcefefmmboefv SFS[D(3,1)(2,1)] gLALQbbcefefatcoefv SFS[D(3,1)(2,1)] gLALQbbcefefeiboefv toroidal gLALQbbcefefemboefv toroidal gLALQbbcefefamkoefv SFS[D(3,1)(3,2)] gLALQbbcefefaikoefv SFS[D(3,1)(3,1)] gLALQbbcefefeeooefv SFS[D(3,1)(3,1)] gLALQbbcefefddnoefv SFS[D(3,1)(3,2)] gLALQbbcefefamroefv SFS[D(3,1)(3,1)] gLALQbbcefefhtnoefv m004(0,0) gLALQbbcefefairoefv SFS[D(3,1)(3,2)] gLALQbbcefefmhgoefv m004(0,0) gLALQbbcefefpqnoefv m004(0,0) gLALQbbcefefperoefv toroidal gLALQbbcefefhuroefv SFS[D(3,1)(2,1)] gLALQbbcefefhhroefv SFS[D(3,1)(2,1)] gLALQbbcefefheroefv toroidal gLALQbbcefefduroefv SFS[D(3,1)(2,1)] gLALQbbcefefdhroefv m003(0,0) gLALQbbcefefderoefv toroidal gLALQbbcefefadooefv SFS[D(3,1)(2,1)] gLALQbbcefefeinoefv SFS[D(3,1)(2,1)] gLALQbbcefefemnoefv toroidal gLALQbbcefefeanoefv SFS[D(3,1)(2,1)] gLALQbbcefefhqjnegv SFS[D(2,1)(2,1)] gLALQbbcefefpuknegv SFS[A(2,1)] gLALQbbcefefltgnegv SFS[A(2,1)] gLALQbbcefefatgnegv T2xI gLALQbbcefefatgrevv T2xI gLALQbbcefefpufnegv T2xI gLALQbbcefefhqjrevv SFS[D(2,1)(2,1)] gLALQbbcefefpurnegv T2xI gLALQbbcefefaifoerv reducible gLALQbbcefefaifoekv reducible gLALQbbcefefddboekv reducible gLALQbbcefefddboerv reducible gLALQbbcefefhhfoekv reducible gLALQbbcefefaqooekv reducible gLALQbbcefefaqkkecv reducible gLALQbbcefefddkwtgb reducible gLALQbbcefefeejwtgb reducible gLALQbbcefefamckecv reducible gLALQbbcefefaickecv reducible gLALQbbcefefhhgwtgb reducible gLALQbbcefefdegvtob reducible gLALQbbcefefpugstcb reducible gLALQbbcefefhqjwefv reducible gLALQbbcefefpukkefv reducible gLALQbbcefefltgkefv reducible gLALQbbcefefatgwefv reducible gLALQbbcefefatgkefv reducible gLALQbbcefefpufkefv reducible gLALQbbcefefdefkefv reducible gLALQbbcefefadckefv reducible gLALQbbcefefadcwefv reducible gLALQbbcefefhqjkefv reducible gLALQbbcefefpurkefv reducible gLALQbbcefefaifcevv reducible gLALQbbcefefaifbegv reducible gLALQbbcefefddbbegv reducible gLALQbbcefefddbcevv reducible gLALQbbcefefhhfbegv reducible gLALQbbcefefaqobegv reducible gLALQbbcefefaifjegv reducible gLALQbbcefefaifsevv reducible gLALQbbcefefddbsevv reducible gLALQbbcefefddbjegv reducible gLALQbbcefefhhfjegv reducible gLALQbbcefefaqojegv reducible gLALQbbcefefaifjejv reducible gLALQbbcefefaifsesv reducible gLALQbbcefefddbsesv reducible gLALQbbcefefddbjejv reducible gLALQbbcefefhhfjejv reducible gLALQbbcefefaqojejv reducible gLALQbbcefefaifjekv reducible gLALQbbcefefaifsewv reducible gLALQbbcefefddbsewv reducible gLALQbbcefefddbjekv reducible gLALQbbcefefhhfjekv reducible gLALQbbcefefaqojekv reducible gLALQbbcefefaqkoecv reducible gLALQbbcefefddkctgb reducible gLALQbbcefefeejctgb reducible gLALQbbcefefamcoecv reducible gLALQbbcefefaicoecv reducible gLALQbbcefefhhgctgb reducible gLALQbbcefefdegotob reducible gLALQbbcefefpuggtcb reducible gLALQbbcefefhqvomco reducible gLALQbbcefefpujomco reducible gLALQbbcefefmigomco reducible gLALQbbcefefmmgomco reducible gLALQbbcefefmagomco reducible gLALQbbcefefpucomco reducible gLALQbbcefefdecomco reducible gLALQbbcefefatvcmgc reducible gLALQbbcefefadbomco reducible gLALQbbcefefxhkomco reducible gLALQbbcefefpugcmgc reducible gLALQbbcefefddkomoc reducible gLALQbbcefefeejomoc reducible gLALQbbcefefeebgmgo reducible gLALQbbcefefddfgmgo reducible gLALQbbcefefhhcgmgo reducible gLALQbbcefefhhgomoc reducible gLALQbbcefefddkgmcc reducible gLALQbbcefefeejgmcc reducible gLALQbbcefefeebcmoo reducible gLALQbbcefefddfcmoo reducible gLALQbbcefefhhccmoo reducible gLALQbbcefefhhggmcc reducible gLALQbbcefefpugcmkc SFS[A(3,1)] gLALQbbcefefpugcmjc SFS[A(3,1)] gLALQbbcefefxajkmfo reducible gLALQbbcefefaifkmfo reducible gLALQbbcefefaifwufv reducible gLALQbbcefeflafkmfo reducible gLALQbbcefeflafwufv reducible gLALQbbcefefaqokmfo reducible gLALQbbcefefpurjugv reducible gLALQbbcefefminbmgo reducible gLALQbbcefefpurjujv SFS[A(3,1)] gLALQbbcefefpurjukv SFS[A(3,1)] gLALQbbcefefaqkkucv reducible gLALQbbcefefddkwdgb reducible gLALQbbcefefeejwdgb reducible gLALQbbcefefamckucv reducible gLALQbbcefefaickucv reducible gLALQbbcefefhhgwdgb reducible gLALQbbcefefpugvdob reducible gLALQbbcefefdegsdcb reducible gLALQbbcefefpugvdnb SFS[A(3,1)] gLALQbbcefefpugvdrb SFS[A(3,1)] gLALQbbcefefaqkwmco reducible gLALQbbcefefddkjmgc reducible gLALQbbcefefeejjmgc reducible gLALQbbcefefamcwmco reducible gLALQbbcefefaicwmco reducible gLALQbbcefefhhgjmgc reducible gLALQbbcefefpugnmcc T2xI gLALQbbcefefpugnmjc T2xI gLALQbbcefefpugnmwc SFS[A(2,1)] gLALQbbcefefhqjomfo SFS[D(2,1)(2,1)] gLALQbbcefefpukomfo T2xI gLALQbbcefefpufomfo SFS[A(2,1)] gLALQbbcefefdefomfo SFS[A(2,1)] gLALQbbcefefadcoufv T2xI gLALQbbcefefadcomfo T2xI gLALQbbcefefhqjoufv SFS[D(2,1)(2,1)] gLALQbbcefefpuromfo T2xI gLALQbbcefefpuromro T2xI gLALQbbcefefpuromko SFS[A(2,1)] gLALQbbcefefaqkwucv reducible gLALQbbcefefddkjdgb reducible gLALQbbcefefeejjdgb reducible gLALQbbcefefamcwucv reducible gLALQbbcefefaicwucv reducible gLALQbbcefefhhgjdgb reducible gLALQbbcefefpugndcb T2xI gLALQbbcefefpugndwb T2xI gLALQbbcefefpugndjb SFS[A(2,1)] gLALQbbcefefaqkkmco reducible gLALQbbcefefddkwmgc reducible gLALQbbcefefeejwmgc reducible gLALQbbcefefamckmco reducible gLALQbbcefefaickmco reducible gLALQbbcefefhhgwmgc reducible gLALQbbcefefpugvmoc T2xI gLALQbbcefefpugvmnc T2xI gLALQbbcefefpugvmrc SFS[A(2,1)] gLALQbbcefefxajkufv reducible gLALQbbcefefaifwmfo reducible gLALQbbcefefaifkufv reducible gLALQbbcefeflafwmfo reducible gLALQbbcefeflafkufv reducible gLALQbbcefefaqokufv reducible gLALQbbcefefpurjmgo T2xI gLALQbbcefefpurjmjo T2xI gLALQbbcefefpurjmko SFS[A(2,1)] gLALQbbcefefhqvoucv SFS[D(2,1)(2,1)] gLALQbbcefefpujoucv T2xI gLALQbbcefefpucoucv SFS[A(2,1)] gLALQbbcefefdecoucv SFS[A(2,1)] gLALQbbcefefatvcdgb T2xI gLALQbbcefefadboucv T2xI gLALQbbcefefxhkoucv SFS[D(2,1)(2,1)] gLALQbbcefefpugcdgb T2xI gLALQbbcefefpugcdkb T2xI gLALQbbcefefpugcdjb SFS[A(2,1)] gLALQbbcefefhqvwaco SFS[D(2,1)(2,1)] gLALQbbcefefpujwaco T2xI gLALQbbcefefpucwaco SFS[A(2,1)] gLALQbbcefefdecwaco SFS[A(2,1)] gLALQbbcefefatvjagc T2xI gLALQbbcefefadbwaco T2xI gLALQbbcefefxhkwaco SFS[D(2,1)(2,1)] gLALQbbcefefpugjagc T2xI gLALQbbcefefltkvago reducible gLALQbbcefefeubvago SFS[D(2,1)(2,1)] gLALQbbcefefltbvago reducible gLALQbbcefefpugbaoc T2xI gLALQbbcefefhhjsaoo SFS[D(2,1)(2,1)] gLALQbbcefefaqvnacc SFS[D(2,1)(2,1)] gLALQbbcefefainnacc SFS[D(3,1)(2,1)] gLALQbbcefefamnnacc SFS[D(3,1)(2,1)] gLALQbbcefefamjsaoo reducible gLALQbbcefefaijsaoo reducible gLALQbbcefefeeksaoo SFS[D(3,1)(2,1)] gLALQbbcefefddgsaoo SFS[D(3,1)(2,1)] gLALQbbcefefhuwsaoo SFS[D(3,1)(2,1)] gLALQbbcefefduwsaoo SFS[D(3,1)(2,1)] gLALQbbcefefphgnacc SFS[D(3,1)(2,1)] gLALQbbcefefltjnacc toroidal gLALQbbcefefeivsaoo SFS[D(3,1)(2,1)] gLALQbbcefefatjnacc SFS[D(2,1)(2,1)] gLALQbbcefefmavsaoo SFS[D(2,1)(2,1)] gLALQbbcefeflqssaoo SFS[D(3,1)(2,1)] gLALQbbcefefldjnacc SFS[D(3,1)(2,1)] gLALQbbcefefaqssaoo reducible gLALQbbcefefdegjakc SFS[D(4,1)(2,1)] gLALQbbcefeftasnajc SFS[D(8,3)(3,1)] gLALQbbcefeflasnajc SFS[D(8,3)(3,1)] gLALQbbcefefamwsaro SFS[D(8,3)(3,1)] gLALQbbcefefaiwsaro SFS[D(8,3)(3,1)] gLALQbbcefefamsnajc toroidal gLALQbbcefefaisnajc toroidal gLALQbbcefefhhjsaro SFS[D(7,2)(2,1)] gLALQbbcefefxagsaro SFS[D(8,3)(2,1)] gLALQbbcefefddknajc toroidal gLALQbbcefefeejnajc toroidal gLALQbbcefefaqvnajc SFS[D(7,2)(2,1)] gLALQbbcefefaqbsaro SFS[D(8,3)(2,1)] gLALQbbcefefainnajc SFS[D(7,5)(3,1)] gLALQbbcefefamnnajc SFS[D(7,2)(3,1)] gLALQbbcefefamjsaro toroidal gLALQbbcefefaijsaro toroidal gLALQbbcefefeeksaro SFS[D(7,2)(3,1)] gLALQbbcefefddgsaro SFS[D(7,5)(3,1)] gLALQbbcefefhuwsaro toroidal gLALQbbcefefduwsaro toroidal gLALQbbcefefdugnajc toroidal gLALQbbcefefaqjnajc toroidal gLALQbbcefefdhwsaro m060(0,0) gLALQbbcefefhugnajc toroidal gLALQbbcefefhewsaro m064(0,0) gLALQbbcefefdewsaro toroidal gLALQbbcefefphgnajc toroidal gLALQbbcefefltjnajc toroidal gLALQbbcefefeivsaro m055(0,0) gLALQbbcefefdhgnajc m019(0,0) gLALQbbcefefatjnajc SFS[D(7,2)(2,1)] gLALQbbcefefemknajc m119(0,0) gLALQbbcefefhhgnajc toroidal gLALQbbcefefmavsaro SFS[D(7,2)(2,1)] gLALQbbcefefeavsaro SFS[D(8,3)(2,1)] gLALQbbcefeflqssaro toroidal gLALQbbcefefldjnajc m052(0,0) gLALQbbcefefaqssaro toroidal gLALQbbcefefdegnajc SFS[D(5,2)(2,1)] gLALQbbcefefhegnajc m016(0,0) gLALQbbcefeftdjnajc m118(0,0) gLALQbbcefefadssaro SFS[D(8,3)(2,1)] gLALQbbcefefdegjajc SFS[D(5,2)(2,1)] gLALQbbcefeftasnawc SFS[D(7,3)(3,1)] gLALQbbcefeflasnawc SFS[D(7,4)(3,1)] gLALQbbcefefamwsano SFS[D(7,4)(3,1)] gLALQbbcefefaiwsano SFS[D(7,3)(3,1)] gLALQbbcefefamsnawc SFS[D(7,2)(3,1)] gLALQbbcefefaisnawc SFS[D(7,5)(3,1)] gLALQbbcefefhhjsano SFS[D(5,1)(2,1)] gLALQbbcefefxagsano SFS[D(7,3)(2,1)] gLALQbbcefefaqksano SFS[D(2,1)(2,1)] gLALQbbcefefddknawc toroidal gLALQbbcefefeejnawc toroidal gLALQbbcefefamcsano SFS[D(3,1)(2,1)] gLALQbbcefefaicsano SFS[D(3,1)(2,1)] gLALQbbcefefeebsano SFS[D(3,1)(2,1)] gLALQbbcefefddfsano SFS[D(3,1)(2,1)] gLALQbbcefefhhcsano SFS[D(2,1)(2,1)] gLALQbbcefefaqvnawc SFS[D(5,1)(2,1)] gLALQbbcefefaqbsano SFS[D(7,3)(2,1)] gLALQbbcefefainnawc SFS[D(5,4)(3,1)] gLALQbbcefefamnnawc SFS[D(5,1)(3,1)] gLALQbbcefefamjsano toroidal gLALQbbcefefaijsano toroidal gLALQbbcefefeeksano SFS[D(5,1)(3,1)] gLALQbbcefefddgsano SFS[D(5,4)(3,1)] gLALQbbcefefhuwsano toroidal gLALQbbcefefduwsano toroidal gLALQbbcefefdugnawc toroidal gLALQbbcefefaqjnawc SFS[D(7,2)(2,1)] gLALQbbcefefdhwsano m043(0,0) gLALQbbcefefhugnawc toroidal gLALQbbcefefhewsano m044(0,0) gLALQbbcefefdewsano toroidal gLALQbbcefefphgnawc SFS[D(3,1)(2,1)] gLALQbbcefefltjnawc toroidal gLALQbbcefefeivsano m027(0,0) gLALQbbcefefdhgnawc m011(0,0) gLALQbbcefefatjnawc SFS[D(5,1)(2,1)] gLALQbbcefefemknawc m069(0,0) gLALQbbcefefhhgnawc toroidal gLALQbbcefefmavsano SFS[D(5,1)(2,1)] gLALQbbcefefeavsano SFS[D(7,3)(2,1)] gLALQbbcefeflqssano SFS[D(3,1)(2,1)] gLALQbbcefefldjnawc m026(0,0) gLALQbbcefefaqssano toroidal gLALQbbcefefdegnawc toroidal gLALQbbcefefadjnawc SFS[D(2,1)(2,1)] gLALQbbcefefatssano SFS[D(2,1)(2,1)] gLALQbbcefefhegnawc m006(0,0) gLALQbbcefeftdjnawc m070(0,0) gLALQbbcefefadssano SFS[D(7,3)(2,1)] gLALQbbcefeflqgoafo SFS[D(3,1)(2,1)] gLALQbbcefefpekoafo SFS[D(3,1)(2,1)] gLALQbbcefefdukoafo toroidal gLALQbbcefefaqgoafo SFS[D(3,1)(2,1)] gLALQbbcefefeijoafo m003(0,0) gLALQbbcefefdhkoafo toroidal gLALQbbcefefdekoafo toroidal gLALQbbcefefldgoafo SFS[D(3,1)(2,1)] gLALQbbcefefadgoafo SFS[D(3,1)(2,1)] gLALQbbcefefeajoafo SFS[D(3,1)(2,1)] gLALQbbcefefemjoafo toroidal gLALQbbcefeflifoafo SFS[D(3,1)(3,2)] gLALQbbcefeflmfoafo SFS[D(3,1)(3,1)] gLALQbbcefefdqboafo SFS[D(3,1)(3,1)] gLALQbbcefefdtboafo SFS[D(3,1)(3,2)] gLALQbbcefefmecoafo SFS[D(3,1)(3,2)] gLALQbbcefefhdboafo SFS[D(3,1)(3,1)] gLALQbbcefefhufoafo SFS[D(3,1)(2,1)] gLALQbbcefefdufoafo SFS[D(3,1)(2,1)] gLALQbbcefefdhfoafo SFS[D(3,1)(2,1)] gLALQbbcefeflqcoafo toroidal gLALQbbcefeftqcoafo m003(0,0) gLALQbbcefefaqcoafo SFS[D(3,1)(2,1)] gLALQbbcefefltcoafo toroidal gLALQbbcefefmmboafo SFS[D(3,1)(2,1)] gLALQbbcefefatcoafo SFS[D(3,1)(2,1)] gLALQbbcefefeiboafo toroidal gLALQbbcefefemboafo toroidal gLALQbbcefefamkoafo SFS[D(3,1)(3,2)] gLALQbbcefefaikoafo SFS[D(3,1)(3,1)] gLALQbbcefefeeooafo SFS[D(3,1)(3,1)] gLALQbbcefefddnoafo SFS[D(3,1)(3,2)] gLALQbbcefefamroafo SFS[D(3,1)(3,1)] gLALQbbcefefhtnoafo m004(0,0) gLALQbbcefefairoafo SFS[D(3,1)(3,2)] gLALQbbcefefmhgoafo m004(0,0) gLALQbbcefefpqnoafo m004(0,0) gLALQbbcefefperoafo toroidal gLALQbbcefefhuroafo SFS[D(3,1)(2,1)] gLALQbbcefefhhroafo SFS[D(3,1)(2,1)] gLALQbbcefefheroafo toroidal gLALQbbcefefduroafo SFS[D(3,1)(2,1)] gLALQbbcefefdhroafo m003(0,0) gLALQbbcefefderoafo toroidal gLALQbbcefefadooafo SFS[D(3,1)(2,1)] gLALQbbcefefeinoafo SFS[D(3,1)(2,1)] gLALQbbcefefemnoafo toroidal gLALQbbcefefeanoafo SFS[D(3,1)(2,1)] gLALQbbcefefhqjnago SFS[D(2,1)(2,1)] gLALQbbcefefpuknago SFS[A(2,1)] gLALQbbcefefltgnago SFS[A(2,1)] gLALQbbcefefatgnago T2xI gLALQbbcefefatgravo T2xI gLALQbbcefefpufnago T2xI gLALQbbcefefhqjravo SFS[D(2,1)(2,1)] gLALQbbcefefpurnago T2xI gLALQbbcefefamroako SFS[D(3,1)(3,2)] gLALQbbcefefairoako SFS[D(3,1)(3,1)] gLALQbbcefefamkoaro SFS[D(3,1)(3,1)] gLALQbbcefefaikoaro SFS[D(3,1)(3,2)] gLALQbbcefefddnoako SFS[D(3,1)(3,1)] gLALQbbcefefeeooako SFS[D(3,1)(3,2)] gLALQbbcefefaqgoaro reducible gLALQbbcefefaqgoako SFS[D(3,1)(2,1)] gLALQbbcefefxajoako SFS[D(3,1)(2,1)] gLALQbbcefefaifoaro SFS[D(3,1)(3,1)] gLALQbbcefefaifoako SFS[D(3,1)(3,2)] gLALQbbcefeflafoaro SFS[D(3,1)(3,2)] gLALQbbcefeflafoako SFS[D(3,1)(3,1)] gLALQbbcefefddboako SFS[D(3,1)(3,2)] gLALQbbcefefddboaro SFS[D(3,1)(3,1)] gLALQbbcefefhhfoako SFS[D(3,1)(2,1)] gLALQbbcefefaqcoako reducible gLALQbbcefefaqcoaro SFS[D(3,1)(2,1)] gLALQbbcefefamkoako reducible gLALQbbcefefaikoako reducible gLALQbbcefefeeooaro toroidal gLALQbbcefefddnoaro toroidal gLALQbbcefefamroaro reducible gLALQbbcefefairoaro reducible gLALQbbcefefperoaro SFS[D(3,1)(2,1)] gLALQbbcefefperoako SFS[D(3,1)(2,1)] gLALQbbcefefhuroako toroidal gLALQbbcefefhhroako SFS[D(3,1)(2,1)] gLALQbbcefefheroako m003(0,0) gLALQbbcefefduroako toroidal gLALQbbcefefdhroako toroidal gLALQbbcefefderoako toroidal gLALQbbcefefduroaro SFS[D(3,1)(2,1)] gLALQbbcefefderoaro reducible gLALQbbcefefdhroaro SFS[D(3,1)(2,1)] gLALQbbcefefeinoaro toroidal gLALQbbcefefeanoaro reducible gLALQbbcefefemnoaro toroidal gLALQbbcefefaqooako SFS[D(3,1)(2,1)] gLALQbbcefefadooaro reducible gLALQbbcefefadooako SFS[D(3,1)(2,1)] gLALQbbcefefhuroaro SFS[D(3,1)(2,1)] gLALQbbcefefheroaro SFS[D(3,1)(2,1)] gLALQbbcefefhhroaro toroidal gLALQbbcefefminoako toroidal gLALQbbcefefmanoaro SFS[D(3,1)(2,1)] gLALQbbcefefmanoako SFS[D(3,1)(2,1)] gLALQbbcefefeinoako m003(0,0) gLALQbbcefefemnoako toroidal gLALQbbcefefeanoako SFS[D(3,1)(2,1)] gLALQbbcefefminnajo SFS[D(5,2)(2,1)] gLALQbbcefefminnako SFS[D(4,1)(2,1)] gLALQbbcefefhqvkaco SFS[D(2,1)(2,1)] gLALQbbcefefpujkaco T2xI gLALQbbcefefpuckaco SFS[A(2,1)] gLALQbbcefefdeckaco SFS[A(2,1)] gLALQbbcefefatvwagc T2xI gLALQbbcefefadbkaco T2xI gLALQbbcefefxhkkaco SFS[D(2,1)(2,1)] gLALQbbcefefpugwagc T2xI gLALQbbcefeftasvaoc SFS[D(3,1)(2,1)] gLALQbbcefeflasvaoc SFS[D(3,1)(2,1)] gLALQbbcefefamwfago SFS[D(3,1)(2,1)] gLALQbbcefefaiwfago SFS[D(3,1)(2,1)] gLALQbbcefefamsvaoc reducible gLALQbbcefefaisvaoc reducible gLALQbbcefefxagfago SFS[D(2,1)(2,1)] gLALQbbcefefaqbfago SFS[D(2,1)(2,1)] gLALQbbcefefhuwfago SFS[D(3,1)(2,1)] gLALQbbcefefduwfago SFS[D(3,1)(2,1)] gLALQbbcefefdugvaoc SFS[D(3,1)(2,1)] gLALQbbcefefaqjvaoc reducible gLALQbbcefefdhwfago SFS[D(3,1)(2,1)] gLALQbbcefefhugvaoc SFS[D(3,1)(2,1)] gLALQbbcefefhewfago SFS[D(3,1)(2,1)] gLALQbbcefefdewfago toroidal gLALQbbcefefeavfago SFS[D(2,1)(2,1)] gLALQbbcefefadsfago SFS[D(2,1)(2,1)] gLALQbbcefefdejraoo reducible gLALQbbcefefdtfraoo SFS[D(2,1)(2,1)] gLALQbbcefefdessacc reducible gLALQbbcefefpugsacc T2xI gLALQbbcefefdegwajc SFS[D(4,1)(2,1)] gLALQbbcefeftasvanc SFS[D(7,2)(3,1)] gLALQbbcefeflasvanc SFS[D(7,5)(3,1)] gLALQbbcefefamwfajo SFS[D(7,5)(3,1)] gLALQbbcefefaiwfajo SFS[D(7,2)(3,1)] gLALQbbcefefamsvanc toroidal gLALQbbcefefaisvanc toroidal gLALQbbcefefhhjfajo SFS[D(8,3)(2,1)] gLALQbbcefefxagfajo SFS[D(7,2)(2,1)] gLALQbbcefefddkvanc toroidal gLALQbbcefefeejvanc toroidal gLALQbbcefefaqvvanc SFS[D(8,3)(2,1)] gLALQbbcefefaqbfajo SFS[D(7,2)(2,1)] gLALQbbcefefainvanc SFS[D(8,3)(3,1)] gLALQbbcefefamnvanc SFS[D(8,3)(3,1)] gLALQbbcefefamjfajo toroidal gLALQbbcefefaijfajo toroidal gLALQbbcefefeekfajo SFS[D(8,3)(3,1)] gLALQbbcefefddgfajo SFS[D(8,3)(3,1)] gLALQbbcefefhuwfajo toroidal gLALQbbcefefduwfajo toroidal gLALQbbcefefdugvanc toroidal gLALQbbcefefaqjvanc toroidal gLALQbbcefefdhwfajo m052(0,0) gLALQbbcefefhugvanc toroidal gLALQbbcefefhewfajo m055(0,0) gLALQbbcefefdewfajo toroidal gLALQbbcefefphgvanc toroidal gLALQbbcefefltjvanc toroidal gLALQbbcefefeivfajo m064(0,0) gLALQbbcefefdhgvanc m016(0,0) gLALQbbcefefatjvanc SFS[D(8,3)(2,1)] gLALQbbcefefemkvanc m118(0,0) gLALQbbcefefhhgvanc toroidal gLALQbbcefefmavfajo SFS[D(8,3)(2,1)] gLALQbbcefefeavfajo SFS[D(7,2)(2,1)] gLALQbbcefeflqsfajo toroidal gLALQbbcefefldjvanc m060(0,0) gLALQbbcefefaqsfajo toroidal gLALQbbcefefdegvanc SFS[D(5,2)(2,1)] gLALQbbcefefhegvanc m019(0,0) gLALQbbcefeftdjvanc m119(0,0) gLALQbbcefefadsfajo SFS[D(7,2)(2,1)] gLALQbbcefefdegwakc SFS[D(5,2)(2,1)] gLALQbbcefeftasvarc SFS[D(5,1)(3,1)] gLALQbbcefeflasvarc SFS[D(5,4)(3,1)] gLALQbbcefefamwfako SFS[D(5,4)(3,1)] gLALQbbcefefaiwfako SFS[D(5,1)(3,1)] gLALQbbcefefamsvarc toroidal gLALQbbcefefaisvarc toroidal gLALQbbcefefhhjfako SFS[D(7,3)(2,1)] gLALQbbcefefxagfako SFS[D(5,1)(2,1)] gLALQbbcefefaqkfako SFS[D(2,1)(2,1)] gLALQbbcefefddkvarc toroidal gLALQbbcefefeejvarc toroidal gLALQbbcefefamcfako SFS[D(3,1)(2,1)] gLALQbbcefefaicfako SFS[D(3,1)(2,1)] gLALQbbcefefeebfako SFS[D(3,1)(2,1)] gLALQbbcefefddffako SFS[D(3,1)(2,1)] gLALQbbcefefhhcfako SFS[D(2,1)(2,1)] gLALQbbcefefaqvvarc SFS[D(7,3)(2,1)] gLALQbbcefefaqbfako SFS[D(5,1)(2,1)] gLALQbbcefefainvarc SFS[D(7,4)(3,1)] gLALQbbcefefamnvarc SFS[D(7,3)(3,1)] gLALQbbcefefamjfako SFS[D(7,5)(3,1)] gLALQbbcefefaijfako SFS[D(7,2)(3,1)] gLALQbbcefefeekfako SFS[D(7,3)(3,1)] gLALQbbcefefddgfako SFS[D(7,4)(3,1)] gLALQbbcefefhuwfako toroidal gLALQbbcefefduwfako toroidal gLALQbbcefefdugvarc SFS[D(3,1)(2,1)] gLALQbbcefefaqjvarc toroidal gLALQbbcefefdhwfako m026(0,0) gLALQbbcefefhugvarc SFS[D(3,1)(2,1)] gLALQbbcefefhewfako m027(0,0) gLALQbbcefefdewfako toroidal gLALQbbcefefphgvarc toroidal gLALQbbcefefltjvarc toroidal gLALQbbcefefeivfako m044(0,0) gLALQbbcefefdhgvarc m006(0,0) gLALQbbcefefatjvarc SFS[D(7,3)(2,1)] gLALQbbcefefemkvarc m070(0,0) gLALQbbcefefhhgvarc toroidal gLALQbbcefefmavfako SFS[D(7,3)(2,1)] gLALQbbcefefeavfako SFS[D(5,1)(2,1)] gLALQbbcefeflqsfako toroidal gLALQbbcefefldjvarc m043(0,0) gLALQbbcefefaqsfako SFS[D(7,2)(2,1)] gLALQbbcefefdegvarc toroidal gLALQbbcefefadjvarc SFS[D(2,1)(2,1)] gLALQbbcefefatsfako SFS[D(2,1)(2,1)] gLALQbbcefefhegvarc m011(0,0) gLALQbbcefeftdjvarc m069(0,0) gLALQbbcefefadsfako SFS[D(5,1)(2,1)] gLALQbbcefefhqjwafo SFS[D(2,1)(2,1)] gLALQbbcefefpukkafo T2xI gLALQbbcefefpufkafo SFS[A(2,1)] gLALQbbcefefdefkafo SFS[A(2,1)] gLALQbbcefefadckafo T2xI gLALQbbcefefadcwafo T2xI gLALQbbcefefhqjkafo SFS[D(2,1)(2,1)] gLALQbbcefefpurkafo T2xI gLALQbbcefefdekcavo reducible gLALQbbcefefmeccavo SFS[D(2,1)(2,1)] gLALQbbcefefltccavo reducible gLALQbbcefefpurbago T2xI gLALQbbcefefaqgjago SFS[D(2,1)(2,1)] gLALQbbcefefaqcsavo SFS[D(2,1)(2,1)] gLALQbbcefefamksavo SFS[D(3,1)(2,1)] gLALQbbcefefaiksavo SFS[D(3,1)(2,1)] gLALQbbcefefeeojago reducible gLALQbbcefefddnjago reducible gLALQbbcefefamrjago SFS[D(3,1)(2,1)] gLALQbbcefefairjago SFS[D(3,1)(2,1)] gLALQbbcefefperjago SFS[D(3,1)(2,1)] gLALQbbcefefpersavo SFS[D(3,1)(2,1)] gLALQbbcefefdurjago SFS[D(3,1)(2,1)] gLALQbbcefefderjago toroidal gLALQbbcefefdhrjago SFS[D(3,1)(2,1)] gLALQbbcefefeanjago SFS[D(2,1)(2,1)] gLALQbbcefefadojago SFS[D(2,1)(2,1)] gLALQbbcefefhurjago SFS[D(3,1)(2,1)] gLALQbbcefefherjago SFS[D(3,1)(2,1)] gLALQbbcefefhhrjago reducible gLALQbbcefefminkaro SFS[D(5,2)(2,1)] gLALQbbcefefamrsaso SFS[D(7,3)(3,1)] gLALQbbcefefairsaso SFS[D(7,4)(3,1)] gLALQbbcefefamkjajo SFS[D(7,4)(3,1)] gLALQbbcefefaikjajo SFS[D(7,3)(3,1)] gLALQbbcefefddnsaso SFS[D(7,2)(3,1)] gLALQbbcefefeeosaso SFS[D(7,5)(3,1)] gLALQbbcefefaqgjajo SFS[D(5,1)(2,1)] gLALQbbcefefaqgsaso SFS[D(7,3)(2,1)] gLALQbbcefefxajjajo SFS[D(2,1)(2,1)] gLALQbbcefefaifjajo toroidal gLALQbbcefefaifsaso toroidal gLALQbbcefeflafjajo SFS[D(3,1)(2,1)] gLALQbbcefeflafsaso SFS[D(3,1)(2,1)] gLALQbbcefefddbsaso SFS[D(3,1)(2,1)] gLALQbbcefefddbjajo SFS[D(3,1)(2,1)] gLALQbbcefefhhfjajo SFS[D(2,1)(2,1)] gLALQbbcefefaqcsaso SFS[D(5,1)(2,1)] gLALQbbcefefaqcjajo SFS[D(7,3)(2,1)] gLALQbbcefefamksaso SFS[D(5,4)(3,1)] gLALQbbcefefaiksaso SFS[D(5,1)(3,1)] gLALQbbcefefeeojajo toroidal gLALQbbcefefddnjajo toroidal gLALQbbcefefamrjajo SFS[D(5,1)(3,1)] gLALQbbcefefairjajo SFS[D(5,4)(3,1)] gLALQbbcefefperjajo toroidal gLALQbbcefefpersaso toroidal gLALQbbcefefhursaso toroidal gLALQbbcefefhhrsaso SFS[D(7,2)(2,1)] gLALQbbcefefhersaso m043(0,0) gLALQbbcefefdursaso toroidal gLALQbbcefefdhrsaso m044(0,0) gLALQbbcefefdersaso toroidal gLALQbbcefefdurjajo SFS[D(3,1)(2,1)] gLALQbbcefefderjajo toroidal gLALQbbcefefdhrjajo m027(0,0) gLALQbbcefefeinjajo m011(0,0) gLALQbbcefefeanjajo SFS[D(5,1)(2,1)] gLALQbbcefefemnjajo m069(0,0) gLALQbbcefefaqojajo toroidal gLALQbbcefefadojajo SFS[D(5,1)(2,1)] gLALQbbcefefadosaso SFS[D(7,3)(2,1)] gLALQbbcefefhurjajo SFS[D(3,1)(2,1)] gLALQbbcefefherjajo m026(0,0) gLALQbbcefefhhrjajo toroidal gLALQbbcefefminjajo toroidal gLALQbbcefefmanjajo SFS[D(2,1)(2,1)] gLALQbbcefefmansaso SFS[D(2,1)(2,1)] gLALQbbcefefeinsaso m006(0,0) gLALQbbcefefemnsaso m070(0,0) gLALQbbcefefeansaso SFS[D(7,3)(2,1)] gLALQbbcefefminkako SFS[D(4,1)(2,1)] gLALQbbcefefamrsawo SFS[D(8,3)(3,1)] gLALQbbcefefairsawo SFS[D(8,3)(3,1)] gLALQbbcefefamkjako SFS[D(8,3)(3,1)] gLALQbbcefefaikjako SFS[D(8,3)(3,1)] gLALQbbcefefddnsawo toroidal gLALQbbcefefeeosawo toroidal gLALQbbcefefaqgjako SFS[D(7,2)(2,1)] gLALQbbcefefaqgsawo SFS[D(8,3)(2,1)] gLALQbbcefefaifjako toroidal gLALQbbcefefaifsawo toroidal gLALQbbcefefaqcsawo SFS[D(7,2)(2,1)] gLALQbbcefefaqcjako SFS[D(8,3)(2,1)] gLALQbbcefefamksawo SFS[D(7,5)(3,1)] gLALQbbcefefaiksawo SFS[D(7,2)(3,1)] gLALQbbcefefeeojako toroidal gLALQbbcefefddnjako toroidal gLALQbbcefefamrjako SFS[D(7,2)(3,1)] gLALQbbcefefairjako SFS[D(7,5)(3,1)] gLALQbbcefefperjako toroidal gLALQbbcefefpersawo toroidal gLALQbbcefefhursawo toroidal gLALQbbcefefhhrsawo toroidal gLALQbbcefefhersawo m060(0,0) gLALQbbcefefdursawo toroidal gLALQbbcefefdhrsawo m064(0,0) gLALQbbcefefdersawo toroidal gLALQbbcefefdurjako toroidal gLALQbbcefefderjako toroidal gLALQbbcefefdhrjako m055(0,0) gLALQbbcefefeinjako m019(0,0) gLALQbbcefefeanjako SFS[D(7,2)(2,1)] gLALQbbcefefemnjako m119(0,0) gLALQbbcefefaqojako toroidal gLALQbbcefefadojako SFS[D(7,2)(2,1)] gLALQbbcefefadosawo SFS[D(8,3)(2,1)] gLALQbbcefefhurjako toroidal gLALQbbcefefherjako m052(0,0) gLALQbbcefefhhrjako toroidal gLALQbbcefefminjako SFS[D(5,2)(2,1)] gLALQbbcefefeinsawo m016(0,0) gLALQbbcefefemnsawo m118(0,0) gLALQbbcefefeansawo SFS[D(8,3)(2,1)] gLALQbbcefeftascagc SFS[D(3,1)(3,1)] gLALQbbcefeflascagc SFS[D(3,1)(3,2)] gLALQbbcefefamwoaco SFS[D(3,1)(3,2)] gLALQbbcefefaiwoaco SFS[D(3,1)(3,1)] gLALQbbcefefamscagc SFS[D(3,1)(3,2)] gLALQbbcefefmhsoaco m004(0,0) gLALQbbcefefptwcagc m004(0,0) gLALQbbcefefaiscagc SFS[D(3,1)(3,1)] gLALQbbcefefptvoaco m004(0,0) gLALQbbcefefhujoaco SFS[D(3,1)(2,1)] gLALQbbcefefdujoaco SFS[D(3,1)(2,1)] gLALQbbcefefphjoaco toroidal gLALQbbcefefhhjoaco SFS[D(3,1)(2,1)] gLALQbbcefefdhjoaco m003(0,0) gLALQbbcefefpejoaco toroidal gLALQbbcefefhejoaco toroidal gLALQbbcefefdejoaco toroidal gLALQbbcefefxigoaco SFS[D(3,1)(2,1)] gLALQbbcefefeigoaco SFS[D(3,1)(2,1)] gLALQbbcefefxmgoaco toroidal gLALQbbcefefemgoaco toroidal gLALQbbcefefxagoaco SFS[D(3,1)(2,1)] gLALQbbcefefeagoaco SFS[D(3,1)(2,1)] gLALQbbcefeflqkoaco SFS[D(3,1)(2,1)] gLALQbbcefeftqkoaco SFS[D(3,1)(2,1)] gLALQbbcefefltkoaco toroidal gLALQbbcefefttkoaco SFS[D(3,1)(2,1)] gLALQbbcefefatkoaco SFS[D(3,1)(2,1)] gLALQbbcefefldkoaco m003(0,0) gLALQbbcefeftdkoaco toroidal gLALQbbcefefadkoaco SFS[D(3,1)(2,1)] gLALQbbcefefdtkcagc SFS[D(3,1)(3,2)] gLALQbbcefefehjcagc SFS[D(3,1)(3,1)] gLALQbbcefefdqkcagc SFS[D(3,1)(3,1)] gLALQbbcefefeujcagc SFS[D(3,1)(3,2)] gLALQbbcefefmeboaco SFS[D(3,1)(3,2)] gLALQbbcefefxeboaco SFS[D(3,1)(3,1)] gLALQbbcefefehboaco SFS[D(3,1)(3,1)] gLALQbbcefefeuboaco SFS[D(3,1)(3,2)] gLALQbbcefefhdfoaco SFS[D(3,1)(3,1)] gLALQbbcefefmejcagc SFS[D(3,1)(3,2)] gLALQbbcefefdtfoaco SFS[D(3,1)(3,2)] gLALQbbcefefdqfoaco SFS[D(3,1)(3,1)] gLALQbbcefefhucoaco SFS[D(3,1)(2,1)] gLALQbbcefefducoaco SFS[D(3,1)(2,1)] gLALQbbcefefphcoaco SFS[D(3,1)(2,1)] gLALQbbcefefdhcoaco SFS[D(3,1)(2,1)] gLALQbbcefeflqvcagc SFS[D(3,1)(2,1)] gLALQbbcefefhecoaco SFS[D(3,1)(2,1)] gLALQbbcefefduscagc toroidal gLALQbbcefefdescagc toroidal gLALQbbcefefdhscagc toroidal gLALQbbcefefeiwcagc m003(0,0) gLALQbbcefefeawcagc SFS[D(3,1)(2,1)] gLALQbbcefefemfoaco toroidal gLALQbbcefefaqvcagc SFS[D(3,1)(2,1)] gLALQbbcefefadvcagc SFS[D(3,1)(2,1)] gLALQbbcefefhuscagc toroidal gLALQbbcefefhescagc m003(0,0) gLALQbbcefefaqboaco SFS[D(3,1)(2,1)] gLALQbbcefefltboaco toroidal gLALQbbcefefmawcagc SFS[D(3,1)(2,1)] gLALQbbcefefatboaco SFS[D(3,1)(2,1)] gLALQbbcefefldboaco toroidal gLALQbbcefeftdboaco toroidal gLALQbbcefefaincagc SFS[D(3,1)(3,2)] gLALQbbcefefamncagc SFS[D(3,1)(3,1)] gLALQbbcefefamjoaco SFS[D(3,1)(3,1)] gLALQbbcefefaijoaco SFS[D(3,1)(3,2)] gLALQbbcefefeekoaco SFS[D(3,1)(3,1)] gLALQbbcefefmukoaco m004(0,0) gLALQbbcefefddgoaco SFS[D(3,1)(3,2)] gLALQbbcefefhtgoaco m004(0,0) gLALQbbcefefhtocagc m004(0,0) gLALQbbcefefhuwoaco toroidal gLALQbbcefefduwoaco toroidal gLALQbbcefefdugcagc SFS[D(3,1)(2,1)] gLALQbbcefefaqjcagc SFS[D(3,1)(2,1)] gLALQbbcefefdhwoaco toroidal gLALQbbcefefhugcagc SFS[D(3,1)(2,1)] gLALQbbcefefhewoaco m003(0,0) gLALQbbcefefdewoaco toroidal gLALQbbcefefphgcagc SFS[D(3,1)(2,1)] gLALQbbcefefltjcagc toroidal gLALQbbcefefeivoaco m003(0,0) gLALQbbcefefdhgcagc SFS[D(3,1)(2,1)] gLALQbbcefefatjcagc SFS[D(3,1)(2,1)] gLALQbbcefefemkcagc toroidal gLALQbbcefefmavoaco SFS[D(3,1)(2,1)] gLALQbbcefefeavoaco SFS[D(3,1)(2,1)] gLALQbbcefeflqsoaco SFS[D(3,1)(2,1)] gLALQbbcefefldjcagc toroidal gLALQbbcefefaqsoaco SFS[D(3,1)(2,1)] gLALQbbcefefhegcagc SFS[D(3,1)(2,1)] gLALQbbcefeftdjcagc toroidal gLALQbbcefefadsoaco SFS[D(3,1)(2,1)] gLALQbbcefefhqvgago SFS[D(2,1)(2,1)] gLALQbbcefefpujgago SFS[A(2,1)] gLALQbbcefefmiggago SFS[A(2,1)] gLALQbbcefefmmggago T2xI gLALQbbcefefmaggago T2xI gLALQbbcefefpucgago T2xI gLALQbbcefefxhkgago SFS[D(2,1)(2,1)] gLALQbbcefefpugoaoc T2xI gLALQbbcefefhqvcaoo SFS[D(2,1)(2,1)] gLALQbbcefefpujcaoo SFS[A(2,1)] gLALQbbcefefmigcaoo SFS[A(2,1)] gLALQbbcefefmmgcaoo T2xI gLALQbbcefefmagcaoo T2xI gLALQbbcefefpuccaoo T2xI gLALQbbcefefxhkcaoo SFS[D(2,1)(2,1)] gLALQbbcefefpuggacc T2xI gLALQbbcefeftascakc SFS[D(3,1)(3,2)] gLALQbbcefeflascakc SFS[D(3,1)(3,1)] gLALQbbcefefamwoajo SFS[D(3,1)(3,1)] gLALQbbcefefaiwoajo SFS[D(3,1)(3,2)] gLALQbbcefefamscakc SFS[D(3,1)(3,1)] gLALQbbcefefaiscakc SFS[D(3,1)(3,2)] gLALQbbcefefhhjoajo reducible gLALQbbcefefxagoajo SFS[D(3,1)(2,1)] gLALQbbcefefaqkoajo SFS[D(3,1)(2,1)] gLALQbbcefefddkcakc SFS[D(3,1)(3,1)] gLALQbbcefefeejcakc SFS[D(3,1)(3,2)] gLALQbbcefefamcoajo SFS[D(3,1)(3,2)] gLALQbbcefefaicoajo SFS[D(3,1)(3,1)] gLALQbbcefefeeboajo SFS[D(3,1)(3,2)] gLALQbbcefefddfoajo SFS[D(3,1)(3,1)] gLALQbbcefefhhcoajo SFS[D(3,1)(2,1)] gLALQbbcefefaqvcakc reducible gLALQbbcefefaqboajo SFS[D(3,1)(2,1)] gLALQbbcefefaincakc reducible gLALQbbcefefamncakc reducible gLALQbbcefefamjoajo toroidal gLALQbbcefefaijoajo toroidal gLALQbbcefefeekoajo reducible gLALQbbcefefddgoajo reducible gLALQbbcefefhuwoajo SFS[D(3,1)(2,1)] gLALQbbcefefduwoajo SFS[D(3,1)(2,1)] gLALQbbcefefdugcakc toroidal gLALQbbcefefaqjcakc SFS[D(3,1)(2,1)] gLALQbbcefefdhwoajo m003(0,0) gLALQbbcefefhugcakc toroidal gLALQbbcefefhewoajo toroidal gLALQbbcefefdewoajo toroidal gLALQbbcefefphgcakc SFS[D(3,1)(2,1)] gLALQbbcefefltjcakc reducible gLALQbbcefefeivoajo SFS[D(3,1)(2,1)] gLALQbbcefefdhgcakc toroidal gLALQbbcefefatjcakc reducible gLALQbbcefefemkcakc toroidal gLALQbbcefefhhgcakc SFS[D(3,1)(2,1)] gLALQbbcefefmavoajo reducible gLALQbbcefefeavoajo SFS[D(3,1)(2,1)] gLALQbbcefeflqsoajo SFS[D(3,1)(2,1)] gLALQbbcefefldjcakc SFS[D(3,1)(2,1)] gLALQbbcefefaqsoajo toroidal gLALQbbcefefdegcakc toroidal gLALQbbcefefadjcakc SFS[D(3,1)(2,1)] gLALQbbcefefatsoajo SFS[D(3,1)(2,1)] gLALQbbcefefhegcakc m003(0,0) gLALQbbcefeftdjcakc toroidal gLALQbbcefefadsoajo SFS[D(3,1)(2,1)] gLALQbbcefefdegoarc SFS[D(5,2)(2,1)] gLALQbbcefefdeggajc SFS[D(4,1)(2,1)] gLALQbbcefeftascajc reducible gLALQbbcefeflascajc reducible gLALQbbcefefamwoawo reducible gLALQbbcefefaiwoawo reducible gLALQbbcefefamscajc toroidal gLALQbbcefefaiscajc toroidal gLALQbbcefefhhjoawo SFS[D(3,1)(2,1)] gLALQbbcefefxagoawo reducible gLALQbbcefefaqkoawo SFS[D(3,1)(2,1)] gLALQbbcefefddkcajc SFS[D(3,1)(3,2)] gLALQbbcefefeejcajc SFS[D(3,1)(3,1)] gLALQbbcefefamcoawo SFS[D(3,1)(3,1)] gLALQbbcefefaicoawo SFS[D(3,1)(3,2)] gLALQbbcefefeeboawo SFS[D(3,1)(3,1)] gLALQbbcefefddfoawo SFS[D(3,1)(3,2)] gLALQbbcefefhhcoawo SFS[D(3,1)(2,1)] gLALQbbcefefaqvcajc SFS[D(3,1)(2,1)] gLALQbbcefefaqboawo reducible gLALQbbcefefaincajc SFS[D(3,1)(3,1)] gLALQbbcefefamncajc SFS[D(3,1)(3,2)] gLALQbbcefefamjoawo SFS[D(3,1)(3,2)] gLALQbbcefefaijoawo SFS[D(3,1)(3,1)] gLALQbbcefefeekoawo SFS[D(3,1)(3,2)] gLALQbbcefefddgoawo SFS[D(3,1)(3,1)] gLALQbbcefefhuwoawo SFS[D(3,1)(2,1)] gLALQbbcefefduwoawo SFS[D(3,1)(2,1)] gLALQbbcefefdugcajc SFS[D(3,1)(2,1)] gLALQbbcefefaqjcajc toroidal gLALQbbcefefdhwoawo SFS[D(3,1)(2,1)] gLALQbbcefefhugcajc SFS[D(3,1)(2,1)] gLALQbbcefefhewoawo SFS[D(3,1)(2,1)] gLALQbbcefefdewoawo reducible gLALQbbcefefphgcajc toroidal gLALQbbcefefltjcajc toroidal gLALQbbcefefeivoawo toroidal gLALQbbcefefdhgcajc m003(0,0) gLALQbbcefefatjcajc SFS[D(3,1)(2,1)] gLALQbbcefefemkcajc toroidal gLALQbbcefefhhgcajc SFS[D(3,1)(2,1)] gLALQbbcefefmavoawo SFS[D(3,1)(2,1)] gLALQbbcefefeavoawo reducible gLALQbbcefeflqsoawo toroidal gLALQbbcefefldjcajc m003(0,0) gLALQbbcefefaqsoawo SFS[D(3,1)(2,1)] gLALQbbcefefdegcajc toroidal gLALQbbcefefadjcajc SFS[D(3,1)(2,1)] gLALQbbcefefatsoawo SFS[D(3,1)(2,1)] gLALQbbcefefhegcajc toroidal gLALQbbcefeftdjcajc toroidal gLALQbbcefefadsoawo reducible gLALQbbcefefdegoanc SFS[D(4,1)(2,1)] gLALQbbcefefdeggawc SFS[D(5,2)(2,1)] gLLMQadefdefbedxsfk reducible gLLMQadefdefbedxsfr reducible gLLMQadefdefbedisfj reducible gLLMQadefdefbedisfk reducible gLLMQadefdefbedtsfw reducible gLLMQadefdefbedtsfs reducible gLLMQadefdefbedlsfk reducible gLLMQadefdefbedlsfr reducible gLLMQadefdefbedqsfs reducible gLLMQadefdefbedqsfw reducible gLLMQadefdefbedmsfk reducible gLLMQadefdefbedmsfj reducible gLLMQadefdefbxtdngw reducible gLLMQadefdefbxtdjgw reducible gLLMQadefdefbatdrgw reducible gLLMQadefdefbhtdwgw reducible gLLMQadefdefbxudngs reducible gLLMQadefdefbxudjgs reducible gLLMQadefdefbaudrgs reducible gLLMQadefdefbhudwgs reducible gLLMQadefdefbldqjfs reducible gLLMQadefdefbldqjfw reducible gLLMQadefdefbldmjfk reducible gLLMQadefdefbldmjfj reducible gLLMQadefdefbldljfr reducible gLLMQadefdefbldljfk reducible gLLMQadefdefbldtjfs reducible gLLMQadefdefbldtjfw reducible gLLMQadefdefbldajfk SFS[D(3,1)(2,1)] gLLMQadefdefbldajfj SFS[D(3,1)(2,1)] gLLMQadefdefbldxjfk reducible gLLMQadefdefbldxjfr reducible gLLMQadefdefbldijfj reducible gLLMQadefdefbldijfk reducible gLLMQadefdefbxupngk reducible gLLMQadefdefbxupjgk reducible gLLMQadefdefbauprgk reducible gLLMQadefdefbaupngk SFS[D(3,1)(2,1)] gLLMQadefdefbhupwgk reducible gLLMQadefdefbhupsgk SFS[D(3,1)(2,1)] gLLMQadefdefbxtpngr reducible gLLMQadefdefbxtpjgr reducible gLLMQadefdefbatprgr reducible gLLMQadefdefbatpngr SFS[D(3,1)(2,1)] gLLMQadefdefbhtpwgr reducible gLLMQadefdefbhtpsgr SFS[D(3,1)(2,1)] gLLMQadefdefbmddrfw SFS[D(2,1)(2,1)] gLLMQadefdefbuddwfw SFS[D(2,1)(2,1)] gLLMQadefdefblddjfw toroidal gLLMQadefdefblddnfw toroidal gLLMQadefdefbuddwfs SFS[D(2,1)(2,1)] gLLMQadefdefbmddrfs SFS[D(2,1)(2,1)] gLLMQadefdefblddnfs toroidal gLLMQadefdefblddjfs toroidal gLLMQadefdefbldpnfk toroidal gLLMQadefdefbldpjfk toroidal gLLMQadefdefbmdprfk SFS[D(2,1)(2,1)] gLLMQadefdefbudpwfk SFS[D(2,1)(2,1)] gLLMQadefdefbldpnfr toroidal gLLMQadefdefbldpjfr toroidal gLLMQadefdefbmdprfr SFS[D(2,1)(2,1)] gLLMQadefdefbudpwfr SFS[D(2,1)(2,1)] gLLMQadefdefbldxnfk reducible gLLMQadefdefbldxnfr reducible gLLMQadefdefbldlnfk reducible gLLMQadefdefbldlnfr reducible gLLMQadefdefbldmnfj reducible gLLMQadefdefbldmnfk reducible gLLMQadefdefbldinfj reducible gLLMQadefdefbldinfk reducible gLLMQadefdefbldanfj SFS[D(3,1)(2,1)] gLLMQadefdefbldanfk SFS[D(3,1)(2,1)] gLLMQadefdefbldqnfs reducible gLLMQadefdefbldqnfw reducible gLLMQadefdefbldtnfs reducible gLLMQadefdefbldtnfw reducible gLLMQadefdefbxtpngk reducible gLLMQadefdefbxtpjgk reducible gLLMQadefdefbatprgk reducible gLLMQadefdefbatpngk SFS[D(3,1)(2,1)] gLLMQadefdefbhtpwgk reducible gLLMQadefdefbhtpsgk SFS[D(3,1)(2,1)] gLLMQadefdefbxupngr reducible gLLMQadefdefbxupjgr reducible gLLMQadefdefbauprgr reducible gLLMQadefdefbaupngr SFS[D(3,1)(2,1)] gLLMQadefdefbhupwgr reducible gLLMQadefdefbhupsgr SFS[D(3,1)(2,1)] gLLMQadefdefbedxwfk reducible gLLMQadefdefbedxwfr reducible gLLMQadefdefbediwfj reducible gLLMQadefdefbediwfk reducible gLLMQadefdefbedtwfw reducible gLLMQadefdefbedtwfs reducible gLLMQadefdefbedlwfk reducible gLLMQadefdefbedlwfr reducible gLLMQadefdefbedqwfs reducible gLLMQadefdefbedqwfw reducible gLLMQadefdefbedmwfk reducible gLLMQadefdefbedmwfj reducible gLLMQadefdefbxtdngs reducible gLLMQadefdefbxtdjgs reducible gLLMQadefdefbatdrgs reducible gLLMQadefdefbhtdwgs reducible gLLMQadefdefbxudngw reducible gLLMQadefdefbxudjgw reducible gLLMQadefdefbaudrgw reducible gLLMQadefdefbhudwgw reducible gLLMQadefdefbhtisgj SFS[D(2,1)(2,1)] gLLMQadefdefbhttsgs SFS[D(2,1)(2,1)] gLLMQadefdefbhuisgj SFS[D(2,1)(2,1)] gLLMQadefdefbhutsgs SFS[D(2,1)(2,1)] gLLMQadefdefbxdqjfs reducible gLLMQadefdefbxdmjfk reducible gLLMQadefdefbxdljfk reducible gLLMQadefdefbxdtjfs reducible gLLMQadefdefbxdxjfk reducible gLLMQadefdefbxdijfj reducible gLLMQadefdefbxuqngw reducible gLLMQadefdefbxuqjgw reducible gLLMQadefdefbauqrgw reducible gLLMQadefdefbhuqwgw reducible gLLMQadefdefbxtxngr reducible gLLMQadefdefbxtxjgr reducible gLLMQadefdefbatxrgr reducible gLLMQadefdefbhtxwgr reducible gLLMQadefdefbxdqnfw reducible gLLMQadefdefbxdqjfw reducible gLLMQadefdefbmdqrfw reducible gLLMQadefdefbudqwfw reducible gLLMQadefdefbpdqnfw reducible gLLMQadefdefbadqrfw reducible gLLMQadefdefbadqnfw reducible gLLMQadefdefbhdqwfw reducible gLLMQadefdefbhdqsfw reducible gLLMQadefdefbidqnfw reducible gLLMQadefdefbhdxwfr reducible gLLMQadefdefbhdxsfr reducible gLLMQadefdefbudxwfr reducible gLLMQadefdefbmdxrfr reducible gLLMQadefdefbidxnfr reducible gLLMQadefdefbadxnfr reducible gLLMQadefdefbadxrfr reducible gLLMQadefdefbxdxnfr reducible gLLMQadefdefbxdxjfr reducible gLLMQadefdefbpdxnfr reducible gLLMQadefdefbhiqwvw reducible gLLMQadefdefbhiqsvw reducible gLLMQadefdefbaiqnvw reducible gLLMQadefdefbaiqrvw reducible gLLMQadefdefbhixwvr reducible gLLMQadefdefbhixsvr reducible gLLMQadefdefbhdxsfk reducible gLLMQadefdefbhdlsfk reducible gLLMQadefdefbhdmsfk reducible gLLMQadefdefbhdisfj reducible gLLMQadefdefbhdqsfs reducible gLLMQadefdefbhdtsfs reducible gLLMQadefdefbxtqngw reducible gLLMQadefdefbxtqjgw reducible gLLMQadefdefbatqrgw reducible gLLMQadefdefbhtqwgw reducible gLLMQadefdefbxuxngr reducible gLLMQadefdefbxuxjgr reducible gLLMQadefdefbauxrgr reducible gLLMQadefdefbhuxwgr reducible gLLMQadefdefbxtxjgk reducible gLLMQadefdefbxtijgj reducible gLLMQadefdefbxttjgs reducible gLLMQadefdefbxtljgk reducible gLLMQadefdefbxtajgj reducible gLLMQadefdefbxtajgk reducible gLLMQadefdefbxtqjgs reducible gLLMQadefdefbxtmjgk reducible gLLMQadefdefbxuxjgk reducible gLLMQadefdefbxuijgj reducible gLLMQadefdefbxutjgs reducible gLLMQadefdefbxuljgk reducible gLLMQadefdefbxuajgj reducible gLLMQadefdefbxuajgk reducible gLLMQadefdefbxuqjgs reducible gLLMQadefdefbxumjgk reducible gLLPQadefdefbheqwvn reducible gLLPQadefdefbaeqnvn reducible gLLPQadefdefbaeqrvn reducible gLLPQadefdefbxeqnvn reducible gLLMQadefdefbhiqsvs reducible gLLMQadefdefbhimsvk reducible gLLMQadefdefbhilsvk reducible gLLMQadefdefbhitsvs reducible gLLMQadefdefbhixsvk reducible gLLMQadefdefbhiisvj reducible gLLPQadefdefbxeqjvj reducible gLLPQadefdefbxeqjvn reducible gLLPQadefdefbapqrgn reducible gLLPQadefdefbhpqwgn reducible gLLPQadefdefbheqsvj reducible gLLPQadefdefbheqsvn reducible gLLPQadefdefbaphrgk reducible gLLPQadefdefbhehsvr reducible gLLMQadefdefbudxsfk reducible gLLMQadefdefbudxsfr reducible gLLMQadefdefbudisfj reducible gLLMQadefdefbudtsfs reducible gLLMQadefdefbudlsfk reducible gLLMQadefdefbudqsfs reducible gLLMQadefdefbudqsfw reducible gLLMQadefdefbudmsfk reducible gLLMQadefdefbxttngw reducible gLLMQadefdefbxttjgw reducible gLLMQadefdefbattrgw reducible gLLMQadefdefbhttwgw reducible gLLMQadefdefbxuingk reducible gLLMQadefdefbxuijgk reducible gLLMQadefdefbauirgk reducible gLLMQadefdefbhuiwgk reducible gLLMQadefdefbpdqjfs reducible gLLMQadefdefbpdqjfw reducible gLLMQadefdefbpdmjfk reducible gLLMQadefdefbpdljfk reducible gLLMQadefdefbpdtjfs reducible gLLMQadefdefbpdxjfk reducible gLLMQadefdefbpdxjfr reducible gLLMQadefdefbpdijfj reducible gLLMQadefdefbxumngj reducible gLLMQadefdefbxumjgj reducible gLLMQadefdefbaumrgj reducible gLLMQadefdefbhumwgj reducible gLLMQadefdefbxtlngr reducible gLLMQadefdefbxtljgr reducible gLLMQadefdefbatlrgr reducible gLLMQadefdefbhtlwgr reducible gLLMQadefdefbxdtnfw reducible gLLMQadefdefbxdtjfw reducible gLLMQadefdefbmdtrfw reducible gLLMQadefdefbmdtnfw reducible gLLMQadefdefbudtsfw reducible gLLMQadefdefbudtwfw reducible gLLMQadefdefbpdtnfw reducible gLLMQadefdefbpdtjfw reducible gLLMQadefdefbadtrfw reducible gLLMQadefdefbadtnfw reducible gLLMQadefdefbhdtwfw reducible gLLMQadefdefbhdtsfw reducible gLLMQadefdefbidtnfw reducible gLLMQadefdefbidtrfw reducible gLLMQadefdefbhdiwfk reducible gLLMQadefdefbhdisfk reducible gLLMQadefdefbudiwfk reducible gLLMQadefdefbudisfk reducible gLLMQadefdefbmdinfk reducible gLLMQadefdefbmdirfk reducible gLLMQadefdefbidinfk reducible gLLMQadefdefbidirfk reducible gLLMQadefdefbadinfk reducible gLLMQadefdefbadirfk reducible gLLMQadefdefbxdinfk reducible gLLMQadefdefbxdijfk reducible gLLMQadefdefbpdinfk reducible gLLMQadefdefbpdijfk reducible gLLMQadefdefbxdmnfj reducible gLLMQadefdefbxdmjfj reducible gLLMQadefdefbpdmnfj reducible gLLMQadefdefbpdmjfj reducible gLLMQadefdefbidmrfj reducible gLLMQadefdefbidmnfj reducible gLLMQadefdefbmdmrfj reducible gLLMQadefdefbmdmnfj reducible gLLMQadefdefbadmrfj reducible gLLMQadefdefbadmnfj reducible gLLMQadefdefbhdmwfj reducible gLLMQadefdefbhdmsfj reducible gLLMQadefdefbudmwfj reducible gLLMQadefdefbudmsfj reducible gLLMQadefdefbhiiwvk reducible gLLMQadefdefbhiisvk reducible gLLMQadefdefbaiinvk reducible gLLMQadefdefbaiirvk reducible gLLMQadefdefbhimwvj reducible gLLMQadefdefbhimsvj reducible gLLMQadefdefbxdlnfr reducible gLLMQadefdefbxdljfr reducible gLLMQadefdefbpdlnfr reducible gLLMQadefdefbpdljfr reducible gLLMQadefdefbidlrfr reducible gLLMQadefdefbidlnfr reducible gLLMQadefdefbmdlrfr reducible gLLMQadefdefbmdlnfr reducible gLLMQadefdefbadlrfr reducible gLLMQadefdefbadlnfr reducible gLLMQadefdefbhdlwfr reducible gLLMQadefdefbhdlsfr reducible gLLMQadefdefbudlwfr reducible gLLMQadefdefbudlsfr reducible gLLMQadefdefbhitwvw reducible gLLMQadefdefbhitsvw reducible gLLMQadefdefbailrvr reducible gLLMQadefdefbailnvr reducible gLLMQadefdefbhilwvr reducible gLLMQadefdefbhilsvr reducible gLLMQadefdefbidxrfk reducible gLLMQadefdefbidxrfr reducible gLLMQadefdefbidlrfk reducible gLLMQadefdefbidmrfk reducible gLLMQadefdefbidirfj reducible gLLMQadefdefbidqrfs reducible gLLMQadefdefbidqrfw reducible gLLMQadefdefbidtrfs reducible gLLMQadefdefbxtmngj reducible gLLMQadefdefbxtmjgj reducible gLLMQadefdefbatmrgj reducible gLLMQadefdefbhtmwgj reducible gLLMQadefdefbxulngr reducible gLLMQadefdefbxuljgr reducible gLLMQadefdefbaulrgr reducible gLLMQadefdefbhulwgr reducible gLLMQadefdefbmdxnfk reducible gLLMQadefdefbmdxnfr reducible gLLMQadefdefbmdinfj reducible gLLMQadefdefbmdtnfs reducible gLLMQadefdefbmdlnfk reducible gLLMQadefdefbmdqnfs reducible gLLMQadefdefbmdqnfw reducible gLLMQadefdefbmdmnfk reducible gLLMQadefdefbxtingk reducible gLLMQadefdefbxtijgk reducible gLLMQadefdefbatirgk reducible gLLMQadefdefbhtiwgk reducible gLLMQadefdefbxutngw reducible gLLMQadefdefbxutjgw reducible gLLMQadefdefbautrgw reducible gLLMQadefdefbhutwgw reducible gLLMQadefdefbauargj reducible gLLMQadefdefbatargk reducible gLLMQadefdefbatargj reducible gLLMQadefdefbauargk reducible gLLPQadefdefbaeanvw reducible gLLPQadefdefbaearvw reducible gLLMQadefdefbhtiwgj reducible gLLMQadefdefbhttwgs reducible gLLMQadefdefbhtlwgk reducible gLLMQadefdefbhtawgj reducible gLLMQadefdefbhtawgk reducible gLLMQadefdefbhtmwgk reducible gLLMQadefdefbhuiwgj reducible gLLMQadefdefbhutwgs reducible gLLMQadefdefbhulwgk reducible gLLMQadefdefbhuawgj reducible gLLMQadefdefbhuawgk reducible gLLMQadefdefbhumwgk reducible gLLPQadefdefbaehnvr reducible gLLPQadefdefbaehrvr reducible gLLMQadefdefbxdmnfk reducible gLLMQadefdefbxdlnfk reducible gLLMQadefdefbxdtnfs reducible gLLMQadefdefbxdinfj reducible gLLMQadefdefbxuqngs reducible gLLMQadefdefbauqrgs reducible gLLMQadefdefbhuqwgs reducible gLLMQadefdefbxtxngk reducible gLLMQadefdefbatxrgk reducible gLLMQadefdefbhtxwgk reducible gLLMQadefdefbxdqnfs reducible gLLMQadefdefbmdqrfs reducible gLLMQadefdefbudqwfs reducible gLLMQadefdefbpdqnfs reducible gLLMQadefdefbadqrfs reducible gLLMQadefdefbadqnfs reducible gLLMQadefdefbhdqwfs reducible gLLMQadefdefbidqnfs reducible gLLMQadefdefbhdxwfk reducible gLLMQadefdefbudxwfk reducible gLLMQadefdefbmdxrfk reducible gLLMQadefdefbidxnfk reducible gLLMQadefdefbadxnfk reducible gLLMQadefdefbadxrfk reducible gLLMQadefdefbxdxnfk reducible gLLMQadefdefbpdxnfk reducible gLLMQadefdefbhiqwvs reducible gLLMQadefdefbaiqnvs reducible gLLMQadefdefbaiqrvs reducible gLLMQadefdefbhixwvk reducible gLLMQadefdefbhdlwfk reducible gLLMQadefdefbhdmwfk reducible gLLMQadefdefbhdiwfj reducible gLLMQadefdefbhdtwfs reducible gLLMQadefdefbxtqngs reducible gLLMQadefdefbatqrgs reducible gLLMQadefdefbhtqwgs reducible gLLMQadefdefbxuxngk reducible gLLMQadefdefbauxrgk reducible gLLMQadefdefbhuxwgk reducible gLLMQadefdefbxtingj reducible gLLMQadefdefbxttngs reducible gLLMQadefdefbxtlngk reducible gLLMQadefdefbxtangj reducible gLLMQadefdefbxtangk reducible gLLMQadefdefbxtmngk reducible gLLMQadefdefbxuingj reducible gLLMQadefdefbxutngs reducible gLLMQadefdefbxulngk reducible gLLMQadefdefbxuangj reducible gLLMQadefdefbxuangk reducible gLLMQadefdefbxumngk reducible gLLPQadefdefbaeqnvj reducible gLLPQadefdefbaeqrvj reducible gLLMQadefdefbhimwvk reducible gLLMQadefdefbhilwvk reducible gLLMQadefdefbhitwvs reducible gLLMQadefdefbhiiwvj reducible gLLPQadefdefbxeqnvj reducible gLLPQadefdefbapqrgj reducible gLLPQadefdefbhpqwgj reducible gLLPQadefdefbheqwvj reducible gLLPQadefdefbaphrgr reducible gLLPQadefdefbhehwvr reducible gLLMQadefdefbudawfj SFS[D(2,1)(2,1)] gLLMQadefdefbudawfk SFS[D(2,1)(2,1)] gLLMQadefdefbattrgs reducible gLLMQadefdefbattngs SFS[D(2,1)(2,1)] gLLMQadefdefbauirgj reducible gLLMQadefdefbauingj SFS[D(2,1)(2,1)] gLLMQadefdefbaumrgk reducible gLLMQadefdefbatlrgk reducible gLLMQadefdefbmdtrfs reducible gLLMQadefdefbudtwfs reducible gLLMQadefdefbpdtnfs reducible gLLMQadefdefbadtrfs reducible gLLMQadefdefbadtnfs reducible gLLMQadefdefbidtnfs reducible gLLMQadefdefbudiwfj reducible gLLMQadefdefbmdirfj reducible gLLMQadefdefbidinfj reducible gLLMQadefdefbadinfj reducible gLLMQadefdefbadirfj reducible gLLMQadefdefbpdinfj reducible gLLMQadefdefbpdmnfk reducible gLLMQadefdefbidmnfk reducible gLLMQadefdefbmdmrfk reducible gLLMQadefdefbadmrfk reducible gLLMQadefdefbadmnfk reducible gLLMQadefdefbudmwfk reducible gLLMQadefdefbaiinvj reducible gLLMQadefdefbaiirvj reducible gLLMQadefdefbpdlnfk reducible gLLMQadefdefbidlnfk reducible gLLMQadefdefbmdlrfk reducible gLLMQadefdefbadlrfk reducible gLLMQadefdefbadlnfk reducible gLLMQadefdefbudlwfk reducible gLLMQadefdefbailrvk reducible gLLMQadefdefbailnvk reducible gLLMQadefdefbatmrgk reducible gLLMQadefdefbaulrgk reducible gLLMQadefdefbmdarfj SFS[D(2,1)(2,1)] gLLMQadefdefbmdarfk SFS[D(2,1)(2,1)] gLLMQadefdefbatirgj reducible gLLMQadefdefbatingj SFS[D(2,1)(2,1)] gLLMQadefdefbautrgs reducible gLLMQadefdefbautngs SFS[D(2,1)(2,1)] gLLMQaedfdefbdadjwv toroidal gLLMQaedfdefbdadjsv toroidal gLLMQaedfdefbpaqnfs SFS[D(5,3)(3,1)] gLLMQaedfdefbpaqnfw SFS[D(4,3)(3,1)] gLLMQaedfdefbiadjjv SFS[D(4,1)(3,1)] gLLMQaedfdefbiadjkv SFS[D(5,2)(3,1)] gLLMQaedfdefbiadnkv SFS[D(5,3)(3,1)] gLLMQaedfdefbiadnjv SFS[D(4,3)(3,1)] gLLMQaedfdefbladjkv toroidal gLLMQaedfdefbladjrv SFS[D(5,3)(3,1)] gLLMQaedfdefbpaqjfs SFS[D(5,2)(3,1)] gLLMQaedfdefbpaqjfw SFS[D(4,1)(3,1)] gLLMQaedfdefbladnkv toroidal gLLMQaedfdefbladnrv SFS[D(5,2)(3,1)] gLLMQadefdefblddbrv reducible gLLMQadefdefblddbkv reducible gLLMQadefdefbxxdbkv reducible gLLMQadefdefbxxdnkv SFS[D(3,1)(3,1)] gLLMQadefdefbxxdjkv SFS[D(3,1)(3,2)] gLLMQadefdefbaxdrkv SFS[D(3,1)(2,1)] gLLMQadefdefbhxdwkv SFS[D(3,1)(2,1)] gLLMQadefdefbuidvwv reducible gLLMQadefdefbpidbwv reducible gLLMQadefdefbxxdbjv reducible gLLMQadefdefbxxdnjv SFS[D(3,1)(3,2)] gLLMQadefdefbxxdjjv SFS[D(3,1)(3,1)] gLLMQadefdefbaxdrjv SFS[D(3,1)(2,1)] gLLMQadefdefbhxdwjv SFS[D(3,1)(2,1)] gLLMQadefdefbuidvsv reducible gLLMQadefdefbpidbsv reducible gLLMQadefdefbldabkg reducible gLLMQadefdefnalpovf reducible gLLMQadefdefjahpovf reducible gLLMQadefdefbldabrg reducible gLLMQadefdefjalpovf reducible gLLMQadefdefnahpovf reducible gLLMQadefdefbexxvgk reducible gLLMQadefdefbexxvgr reducible gLLMQadefdefbexivgj reducible gLLMQadefdefbexivgk reducible gLLMQadefdefbextvgw reducible gLLMQadefdefbextvgs reducible gLLMQadefdefbexlvgk reducible gLLMQadefdefbexlvgr reducible gLLMQadefdefbexqvgs reducible gLLMQadefdefbexqvgw reducible gLLMQadefdefbexmvgk reducible gLLMQadefdefbexmvgj reducible gLLPQadefdefbehqvgb reducible gLLPQadefdefbehqvgj reducible gLLPQadefdefbehqvgn reducible gLLPQadefdefbahtrgb reducible gLLPQadefdefbehhvgr reducible gLLPQadfedefbexavgb reducible gLLPQadfedefbexavgn reducible gLLPQadfedefbexavgj reducible gLLPQadfedefbamargb reducible gLLPQadfedefbehavgw reducible gLLMQadefdefjeuavgg reducible gLLPQadefdefbahtokb reducible gLLMQadefdefbluabjg reducible gLLMQadefdefbeaivfj SFS[D(2,1)(2,1)] gLLMQadefdefbeatvfs SFS[D(2,1)(2,1)] gLLMQadefdefbeapvfr SFS[D(3,1)(2,1)] gLLMQadefdefbeapvfk SFS[D(3,1)(2,1)] gLLMQadefdefbeeivfj SFS[D(2,1)(2,1)] gLLMQadefdefbeetvfs SFS[D(2,1)(2,1)] gLLMQadefdefbeepvfr SFS[D(3,1)(2,1)] gLLMQadefdefbeepvfk SFS[D(3,1)(2,1)] gLLMQaedfdefbdmdvsv SFS[D(3,1)(2,1)] gLLMQaedfdefbdmdvwv SFS[D(3,1)(2,1)] gLLMQaedfdefbltdokv SFS[D(2,1)(2,1)] gLLMQaedfdefblmdvkv SFS[D(2,1)(2,1)] gLLMQaedfdefbdqdvsv SFS[D(3,1)(2,1)] gLLMQaedfdefbdqdvwv SFS[D(3,1)(2,1)] gLLMQaedfdefblxdokv SFS[D(2,1)(2,1)] gLLMQaedfdefblqdvkv SFS[D(2,1)(2,1)] gLLMQadefdefbxadbrv reducible gLLMQadefdefbxadnrv SFS[D(3,1)(2,1)] gLLMQadefdefbxadjrv SFS[D(3,1)(2,1)] gLLMQadefdefbaadrrv SFS[D(2,1)(2,1)] gLLMQadefdefbhadwrv SFS[D(2,1)(2,1)] gLLMQadefdefbuedvkv reducible gLLMQadefdefbpedbkv reducible gLLMQadefdefbutdvkv reducible gLLMQadefdefbptdbkv reducible gLLMQadefdefbhhdwwv SFS[D(2,1)(2,1)] gLLMQadefdefbahdrwv SFS[D(2,1)(2,1)] gLLMQadefdefbxhdbwv reducible gLLMQadefdefbxhdnwv SFS[D(3,1)(2,1)] gLLMQadefdefbxhdjwv SFS[D(3,1)(2,1)] gLLMQaedfdefbdqdwsv toroidal gLLMQaedfdefbdqdwwv toroidal gLLMQaedfdefbpqqwfs SFS[D(5,2)(2,1)] gLLMQaedfdefbpqqwfw SFS[D(4,1)(2,1)] gLLMQaedfdefbixdrjv SFS[D(4,1)(2,1)] gLLMQaedfdefbixdrkv SFS[D(5,2)(2,1)] gLLMQaedfdefbiqdwkv SFS[D(5,2)(2,1)] gLLMQaedfdefbiqdwjv SFS[D(4,1)(2,1)] gLLMQaedfdefblxdrkv toroidal gLLMQaedfdefblxdrrv SFS[D(5,2)(2,1)] gLLMQaedfdefbpqxwfk SFS[D(5,2)(2,1)] gLLMQaedfdefbpqxwfr SFS[D(4,1)(2,1)] gLLMQaedfdefblqdwkv toroidal gLLMQaedfdefblqdwrv SFS[D(5,2)(2,1)] gLLMQadefdefbludbjv reducible gLLMQadefdefblldbsv reducible gLLMQaedfdefbdqdssv SFS[D(3,1)(2,1)] gLLMQaedfdefbdqdswv SFS[D(3,1)(2,1)] gLLMQaedfdefblxdnkv SFS[D(2,1)(2,1)] gLLMQaedfdefblqdskv SFS[D(2,1)(2,1)] gLLMQadefdefbeixvvk reducible gLLMQadefdefbeixvvr reducible gLLMQadefdefbeiivvj reducible gLLMQadefdefbeiivvk reducible gLLMQadefdefbeitvvw reducible gLLMQadefdefbeitvvs reducible gLLMQadefdefbeilvvk reducible gLLMQadefdefbeilvvr reducible gLLMQadefdefbeiqvvs reducible gLLMQadefdefbeiqvvw reducible gLLMQadefdefbeimvvk reducible gLLMQadefdefbeimvvj reducible gLLPQadefdefbeeqvvb reducible gLLPQadefdefbeeqvvj reducible gLLPQadefdefbeeqvvn reducible gLLPQadefdefbapurgf reducible gLLPQadefdefbeehvvr reducible gLLPQadefdefbleqbvb reducible gLLPQadefdefbleqbvj reducible gLLPQadefdefbleqbvn reducible gLLPQadefdefbaptrgb reducible gLLPQadefdefbhptwgb reducible gLLMQadefdefjehavvg reducible gLLPQadefdefjeeavvc reducible gLLMQadefdefbllabsg reducible gLLMQadefdefbhtivgj SFS[D(2,1)(2,1)] gLLMQadefdefbhttvgs SFS[D(2,1)(2,1)] gLLMQadefdefbhtpvgr SFS[D(3,1)(2,1)] gLLMQadefdefbhtpvgk SFS[D(3,1)(2,1)] gLLMQadefdefbhuivgj SFS[D(2,1)(2,1)] gLLMQadefdefbhutvgs SFS[D(2,1)(2,1)] gLLMQadefdefbhupvgr SFS[D(3,1)(2,1)] gLLMQadefdefbhupvgk SFS[D(3,1)(2,1)] gLLMQadefdefbxdqbfs reducible gLLMQadefdefbxdqbfw reducible gLLMQadefdefbxdmbfk reducible gLLMQadefdefbxdmbfj reducible gLLMQadefdefbxdlbfr reducible gLLMQadefdefbxdlbfk reducible gLLMQadefdefbxdtbfs reducible gLLMQadefdefbxdtbfw reducible gLLMQadefdefbxdxbfk reducible gLLMQadefdefbxdxbfr reducible gLLMQadefdefbxdibfj reducible gLLMQadefdefbxdibfk reducible gLLMQadefdefbxuqbgv reducible gLLMQadefdefbxuqngv reducible gLLMQadefdefbxuqjgv reducible gLLMQadefdefbauqrgv reducible gLLMQadefdefbhuqwgv reducible gLLMQadefdefbxtxbgf reducible gLLMQadefdefbxtxngf reducible gLLMQadefdefbxtxjgf reducible gLLMQadefdefbatxrgf reducible gLLMQadefdefbhtxwgf reducible gLLMQaedfdefjamxvgf reducible gLLMQadefdefnauqogv reducible gLLMQadefdefbxaabrg reducible gLLMQadefdefbmdqrfv SFS[D(2,1)(2,1)] gLLMQadefdefbudqwfv SFS[D(2,1)(2,1)] gLLMQadefdefbldqjfv SFS[D(3,1)(2,1)] gLLMQadefdefbldqnfv SFS[D(3,1)(2,1)] gLLMQadefdefbudxwff SFS[D(2,1)(2,1)] gLLMQadefdefbmdxrff SFS[D(2,1)(2,1)] gLLMQadefdefbldxnff SFS[D(3,1)(2,1)] gLLMQadefdefbldxjff SFS[D(3,1)(2,1)] gLLMQadefdefbhdxvfk reducible gLLMQadefdefbhdxvfr reducible gLLMQadefdefbhdlvfk reducible gLLMQadefdefbhdlvfr reducible gLLMQadefdefbhdmvfj reducible gLLMQadefdefbhdmvfk reducible gLLMQadefdefbhdivfj reducible gLLMQadefdefbhdivfk reducible gLLMQadefdefbhdqvfs reducible gLLMQadefdefbhdqvfw reducible gLLMQadefdefbhdtvfs reducible gLLMQadefdefbhdtvfw reducible gLLMQadefdefbxtqbgv reducible gLLMQadefdefbxtqngv reducible gLLMQadefdefbxtqjgv reducible gLLMQadefdefbatqrgv reducible gLLMQadefdefbhtqwgv reducible gLLMQadefdefbxuxbgf reducible gLLMQadefdefbxuxngf reducible gLLMQadefdefbxuxjgf reducible gLLMQadefdefbauxrgf reducible gLLMQadefdefbhuxwgf reducible gLLMQadefdefbxtdbgw reducible gLLMQadefdefbxtdbgs reducible gLLMQadefdefbxtxbgk reducible gLLMQadefdefbxtxbgr reducible gLLMQadefdefbxtibgj reducible gLLMQadefdefbxtibgk reducible gLLMQadefdefbxttbgw reducible gLLMQadefdefbxttbgs reducible gLLMQadefdefbxtlbgk reducible gLLMQadefdefbxtlbgr reducible gLLMQadefdefbxtabgj reducible gLLMQadefdefbxtabgk reducible gLLMQadefdefbxtqbgs reducible gLLMQadefdefbxtqbgw reducible gLLMQadefdefbxtmbgk reducible gLLMQadefdefbxtmbgj reducible gLLMQadefdefbxtpbgr reducible gLLMQadefdefbxtpbgk reducible gLLMQadefdefbxudbgw reducible gLLMQadefdefbxudbgs reducible gLLMQadefdefbxuxbgk reducible gLLMQadefdefbxuxbgr reducible gLLMQadefdefbxuibgj reducible gLLMQadefdefbxuibgk reducible gLLMQadefdefbxutbgw reducible gLLMQadefdefbxutbgs reducible gLLMQadefdefbxulbgk reducible gLLMQadefdefbxulbgr reducible gLLMQadefdefbxuabgj reducible gLLMQadefdefbxuabgk reducible gLLMQadefdefbxuqbgs reducible gLLMQadefdefbxuqbgw reducible gLLMQadefdefbxumbgk reducible gLLMQadefdefbxumbgj reducible gLLMQadefdefbxupbgr reducible gLLMQadefdefbxupbgk reducible gLLMQadefdefbxxabjg reducible gLLMQadefdefbxxabkg reducible gLLPQadefdefbaeqosb reducible gLLPQadefdefbaeqowb reducible gLLPQadefdefbheqwvb reducible gLLPQadefdefbheqsvb reducible gLLPQadefdefbaeqnvb reducible gLLPQadefdefbaeqrvb reducible gLLPQadefdefbxeqnvb reducible gLLPQadefdefbxeqjvb reducible gLLPQadefdefjxpabgc reducible gLLPQadefdefjaeqovb reducible gLLMQadefdefbhiqvvs reducible gLLMQadefdefbhiqvvw reducible gLLMQadefdefbhimvvk reducible gLLMQadefdefbhimvvj reducible gLLMQadefdefbhilvvr reducible gLLMQadefdefbhilvvk reducible gLLMQadefdefbhitvvs reducible gLLMQadefdefbhitvvw reducible gLLMQadefdefbhixvvk reducible gLLMQadefdefbhixvvr reducible gLLMQadefdefbhiivvj reducible gLLMQadefdefbhiivvk reducible gLLMQadefdefbxhabwg reducible gLLPQadefdefbxeqbvb reducible gLLPQadefdefbxeqbvj reducible gLLPQadefdefbxeqbvn reducible gLLPQadefdefbapqrgb reducible gLLPQadefdefbhpqwgb reducible gLLPQadefdefbapqokb reducible gLLPQadefdefbheqvvb reducible gLLPQadefdefbheqvvj reducible gLLPQadefdefbheqvvn reducible gLLPQadefdefbaphrgf reducible gLLPQadefdefbhehvvr reducible gLLMQadefdefnhlavvg reducible gLLMQadefdefbuiavsg reducible gLLMQadefdefbuiavwg reducible gLLPQadefdefbameowf reducible gLLPQadefdefbameosf reducible gLLPQadfedefbadqosc reducible gLLPQadfedefbadqowc reducible gLLMQadefdefbpiabsg reducible gLLMQadefdefjpiabsg SFS[D(3,1)(3,2)] gLLMQadefdefjuiavwg SFS[D(3,1)(3,1)] gLLPQadefdefbamdowb reducible gLLPQadefdefjpmabsc SFS[D(3,1)(3,2)] gLLPQadefdefjamdowb SFS[D(3,1)(3,1)] gLLPQadfedefbaeqosb reducible gLLPQadfedefjadqosc SFS[D(3,1)(3,2)] gLLPQadfedefjadqowc SFS[D(3,1)(3,1)] gLLMQadefdefbpiabwg reducible gLLMQadefdefjpiabwg SFS[D(3,1)(3,1)] gLLMQadefdefnpiabwg SFS[D(3,1)(3,2)] gLLPQadefdefbamdosb reducible gLLPQadefdefjameowf SFS[D(3,1)(3,1)] gLLPQadefdefjamdosb SFS[D(3,1)(3,2)] gLLPQadfedefbaeqowb reducible gLLPQadfedefjaeqowb SFS[D(3,1)(3,1)] gLLPQadfedefnadqowc SFS[D(3,1)(3,2)] gLLMQadefdefbudxvfk reducible gLLMQadefdefbudxvfr reducible gLLMQadefdefbudivfj reducible gLLMQadefdefbudivfk reducible gLLMQadefdefbudtvfw reducible gLLMQadefdefbudtvfs reducible gLLMQadefdefbudlvfk reducible gLLMQadefdefbudlvfr reducible gLLMQadefdefbudqvfs reducible gLLMQadefdefbudqvfw reducible gLLMQadefdefbudmvfk reducible gLLMQadefdefbudmvfj reducible gLLMQadefdefbueavkg reducible gLLMQadefdefbxttbgv reducible gLLMQadefdefbxttngv reducible gLLMQadefdefbxttjgv reducible gLLMQadefdefbattrgv reducible gLLMQadefdefbhttwgv reducible gLLMQadefdefnattogv reducible gLLMQadefdefbxuibgg reducible gLLMQadefdefbxuingg reducible gLLMQadefdefbxuijgg reducible gLLMQadefdefbauirgg reducible gLLMQadefdefbhuiwgg reducible gLLMQaedfdefjaqivgg reducible gLLMQadefdefjaeiokg SFS[D(3,1)(2,1)] gLLMQadefdefnattokv SFS[D(3,1)(2,1)] gLLMQaedfdefjaqiwgg SFS[D(3,1)(2,1)] gLLMQadefdefjaeiorg SFS[D(3,1)(2,1)] gLLMQadefdefnattojv SFS[D(3,1)(2,1)] gLLMQaedfdefjaqisgg SFS[D(3,1)(2,1)] gLLMQadefdefbixxogk reducible gLLMQadefdefbixxogr reducible gLLMQadefdefbixlogk reducible gLLMQadefdefbixlogr reducible gLLMQadefdefbixmogj reducible gLLMQadefdefbixmogk reducible gLLMQadefdefbixiogj reducible gLLMQadefdefbixiogk reducible gLLMQadefdefbixqogs reducible gLLMQadefdefbixqogw reducible gLLMQadefdefbixtogs reducible gLLMQadefdefbixtogw reducible gLLMQadefdefbutavkg reducible gLLPQadefdefbihqogb reducible gLLPQadefdefbihqogj reducible gLLPQadefdefbihqogn reducible gLLPQadefdefbahergf reducible gLLPQadefdefbhhewgf reducible gLLMQadefdefnitaogg reducible gLLPQadfedefbixaogb reducible gLLPQadfedefbixaogn reducible gLLPQadfedefbixaogj reducible gLLPQadfedefbadargc reducible gLLPQadfedefbhdawgc reducible gLLPQadfedefbadaokc reducible gLLMQadefdefjutavkg SFS[D(3,1)(2,1)] gLLMQadefdefnitaojg SFS[D(3,1)(2,1)] gLLPQadfedefjadaokc SFS[D(3,1)(2,1)] gLLMQadefdefnutavkg SFS[D(3,1)(2,1)] gLLMQadefdefnitaokg SFS[D(3,1)(2,1)] gLLPQadfedefnadaokc SFS[D(3,1)(2,1)] gLLMQadefdefbpdqbfs reducible gLLMQadefdefbpdqbfw reducible gLLMQadefdefbpdmbfk reducible gLLMQadefdefbpdmbfj reducible gLLMQadefdefbpdlbfr reducible gLLMQadefdefbpdlbfk reducible gLLMQadefdefbpdtbfs reducible gLLMQadefdefbpdtbfw reducible gLLMQadefdefbpdxbfk reducible gLLMQadefdefbpdxbfr reducible gLLMQadefdefbpdibfj reducible gLLMQadefdefbpdibfk reducible gLLMQadefdefbxumbgg reducible gLLMQadefdefbxumngg reducible gLLMQadefdefbxumjgg reducible gLLMQadefdefbaumrgg reducible gLLMQadefdefbhumwgg reducible gLLMQadefdefbxtlbgf reducible gLLMQadefdefbxtlngf reducible gLLMQadefdefbxtljgf reducible gLLMQadefdefbatlrgf reducible gLLMQadefdefbhtlwgf reducible gLLMQaedfdefjaqmvgg reducible gLLMQaedfdefjaqmwgg SFS[D(3,1)(2,1)] gLLMQaedfdefjaqmsgg SFS[D(3,1)(2,1)] gLLMQadefdefbpeabkg reducible gLLMQadefdefjaemokg SFS[D(3,1)(2,1)] gLLMQadefdefjaemorg SFS[D(3,1)(2,1)] gLLMQadefdefnatlogf reducible gLLMQadefdefnatlokf SFS[D(3,1)(2,1)] gLLMQadefdefnatlojf SFS[D(3,1)(2,1)] gLLMQadefdefbmdtrfv SFS[D(2,1)(2,1)] gLLMQadefdefbudtwfv SFS[D(2,1)(2,1)] gLLMQadefdefbldtjfv SFS[D(3,1)(2,1)] gLLMQadefdefbldtnfv SFS[D(3,1)(2,1)] gLLMQadefdefbudiwfg SFS[D(2,1)(2,1)] gLLMQadefdefbmdirfg SFS[D(2,1)(2,1)] gLLMQadefdefbldinfg SFS[D(3,1)(2,1)] gLLMQadefdefbldijfg SFS[D(3,1)(2,1)] gLLMQadefdefbldmnfg SFS[D(3,1)(2,1)] gLLMQadefdefbldmjfg SFS[D(3,1)(2,1)] gLLMQadefdefbmdmrfg SFS[D(2,1)(2,1)] gLLMQadefdefbudmwfg SFS[D(2,1)(2,1)] gLLMQadefdefbldlnff SFS[D(3,1)(2,1)] gLLMQadefdefbldljff SFS[D(3,1)(2,1)] gLLMQadefdefbmdlrff SFS[D(2,1)(2,1)] gLLMQadefdefbudlwff SFS[D(2,1)(2,1)] gLLMQaedfdefjaaingg SFS[D(2,1)(2,1)] gLLMQadefdefjaiiosg SFS[D(2,1)(2,1)] gLLMQadefdefnailowf SFS[D(2,1)(2,1)] gLLMQadefdefbidxofk reducible gLLMQadefdefbidxofr reducible gLLMQadefdefbidlofk reducible gLLMQadefdefbidlofr reducible gLLMQadefdefbidmofj reducible gLLMQadefdefbidmofk reducible gLLMQadefdefbidiofj reducible gLLMQadefdefbidiofk reducible gLLMQadefdefbidqofs reducible gLLMQadefdefbidqofw reducible gLLMQadefdefbidtofs reducible gLLMQadefdefbidtofw reducible gLLMQadefdefbxtmbgg reducible gLLMQadefdefbxtmngg reducible gLLMQadefdefbxtmjgg reducible gLLMQadefdefbatmrgg reducible gLLMQadefdefbhtmwgg reducible gLLMQadefdefbxulbgf reducible gLLMQadefdefbxulngf reducible gLLMQadefdefbxuljgf reducible gLLMQadefdefbaulrgf reducible gLLMQadefdefbhulwgf reducible gLLMQaedfdefjaxmngg SFS[D(2,1)(2,1)] gLLMQadefdefjatmojg SFS[D(2,1)(2,1)] gLLMQadefdefnaelorf SFS[D(2,1)(2,1)] gLLMQadefdefbmxxogk reducible gLLMQadefdefbmxxogr reducible gLLMQadefdefbmxiogj reducible gLLMQadefdefbmxiogk reducible gLLMQadefdefbmxtogw reducible gLLMQadefdefbmxtogs reducible gLLMQadefdefbmxlogk reducible gLLMQadefdefbmxlogr reducible gLLMQadefdefbmxqogs reducible gLLMQadefdefbmxqogw reducible gLLMQadefdefbmxmogk reducible gLLMQadefdefbmxmogj reducible gLLPQadefdefbmhqogb reducible gLLPQadefdefbmhqogj reducible gLLPQadefdefbmhqogn reducible gLLPQadefdefbahdrgb reducible gLLPQadefdefbhhdwgb reducible gLLPQadfedefbmxaogb reducible gLLPQadfedefbmxaogn reducible gLLPQadfedefbmxaogj reducible gLLPQadfedefbaeargb reducible gLLPQadfedefbheawgb reducible gLLMQadefdefnmtaogg reducible gLLMQadefdefnmtaojg SFS[D(3,1)(2,1)] gLLMQadefdefnmtaokg SFS[D(3,1)(2,1)] gLLMQadefdefbptabkg reducible gLLMQadefdefjptabkg SFS[D(3,1)(2,1)] gLLMQadefdefnptabkg SFS[D(3,1)(2,1)] gLLPQadfedefbaeaokb reducible gLLPQadfedefjaeaokb SFS[D(3,1)(2,1)] gLLPQadfedefnaeaokb SFS[D(3,1)(2,1)] gLLMQadefdefbmdxofk reducible gLLMQadefdefbmdxofr reducible gLLMQadefdefbmdiofj reducible gLLMQadefdefbmdiofk reducible gLLMQadefdefbmdtofw reducible gLLMQadefdefbmdtofs reducible gLLMQadefdefbmdlofk reducible gLLMQadefdefbmdlofr reducible gLLMQadefdefbmdqofs reducible gLLMQadefdefbmdqofw reducible gLLMQadefdefbmdmofk reducible gLLMQadefdefbmdmofj reducible gLLMQadefdefbxtibgg reducible gLLMQadefdefbxtingg reducible gLLMQadefdefbxtijgg reducible gLLMQadefdefbatirgg reducible gLLMQadefdefbhtiwgg reducible gLLMQadefdefbxutbgv reducible gLLMQadefdefbxutngv reducible gLLMQadefdefbxutjgv reducible gLLMQadefdefbautrgv reducible gLLMQadefdefbhutwgv reducible gLLMQadefdefnaetorv SFS[D(2,1)(2,1)] gLLMQadefdefjatiojg SFS[D(2,1)(2,1)] gLLMQaedfdefjaxingg SFS[D(2,1)(2,1)] gLLMQadefdefbmliovj SFS[D(2,1)(2,1)] gLLMQadefdefbmltovs SFS[D(2,1)(2,1)] gLLMQadefdefbmlpovr SFS[D(3,1)(2,1)] gLLMQadefdefbmlpovk SFS[D(3,1)(2,1)] gLLMQadefdefbmhiovj SFS[D(2,1)(2,1)] gLLMQadefdefbmhtovs SFS[D(2,1)(2,1)] gLLMQadefdefbmhpovr SFS[D(3,1)(2,1)] gLLMQadefdefbmhpovk SFS[D(3,1)(2,1)] gLLMQadefdefbihpovr SFS[D(3,1)(2,1)] gLLMQadefdefbihpovk SFS[D(3,1)(2,1)] gLLMQadefdefbihtovs SFS[D(2,1)(2,1)] gLLMQadefdefbihiovj SFS[D(2,1)(2,1)] gLLMQadefdefbilpovk SFS[D(3,1)(2,1)] gLLMQadefdefbilpovr SFS[D(3,1)(2,1)] gLLMQadefdefbiliovj SFS[D(2,1)(2,1)] gLLMQadefdefbiltovs SFS[D(2,1)(2,1)] gLLMQadefdefniiaowg SFS[D(2,1)(2,1)] gLLPQadefdefjamiosc SFS[D(2,1)(2,1)] gLLPQadfedefnalqowf SFS[D(2,1)(2,1)] gLLMQaedfdefbaaqjgs SFS[D(5,2)(3,1)] gLLMQaedfdefbaaqjgw SFS[D(4,1)(3,1)] gLLMQaedfdefbaaingj toroidal gLLMQaedfdefbaaingk SFS[D(5,2)(3,1)] gLLMQaedfdefbaaijgk SFS[D(5,3)(3,1)] gLLMQaedfdefbaaijgj toroidal gLLMQaedfdefbaalngk SFS[D(4,3)(3,1)] gLLMQaedfdefbaalngr SFS[D(5,3)(3,1)] gLLMQaedfdefbaaqngs SFS[D(5,3)(3,1)] gLLMQaedfdefbaaqngw SFS[D(4,3)(3,1)] gLLMQaedfdefbaaljgk SFS[D(4,1)(3,1)] gLLMQaedfdefbaaljgr SFS[D(5,2)(3,1)] gLLMQaedfdefbaapjgk toroidal gLLMQaedfdefbaapjgr toroidal gLLMQadefdefbxxankg SFS[D(3,1)(3,1)] gLLMQadefdefbxxajkg SFS[D(3,1)(3,2)] gLLMQadefdefbaxarkg SFS[D(3,1)(2,1)] gLLMQadefdefbhxawkg SFS[D(3,1)(2,1)] gLLMQadefdefbxxanjg SFS[D(3,1)(3,2)] gLLMQadefdefbxxajjg SFS[D(3,1)(3,1)] gLLMQadefdefbaxarjg SFS[D(3,1)(2,1)] gLLMQadefdefbhxawjg SFS[D(3,1)(2,1)] gLLMQaedfdefbamivgj SFS[D(2,1)(2,1)] gLLMQaedfdefbamtvgs SFS[D(2,1)(2,1)] gLLMQaedfdefbampvgr SFS[D(3,1)(2,1)] gLLMQaedfdefbampvgk SFS[D(3,1)(2,1)] gLLMQaedfdefbaqivgj SFS[D(2,1)(2,1)] gLLMQaedfdefbaqtvgs SFS[D(2,1)(2,1)] gLLMQaedfdefbaqpvgr SFS[D(3,1)(2,1)] gLLMQaedfdefbaqpvgk SFS[D(3,1)(2,1)] gLLMQaedfdefbaqxwgk SFS[D(5,2)(2,1)] gLLMQaedfdefbaqxwgr SFS[D(4,1)(2,1)] gLLMQaedfdefbaqiwgj toroidal gLLMQaedfdefbaqiwgk SFS[D(5,2)(2,1)] gLLMQaedfdefbaqtwgw SFS[D(5,2)(2,1)] gLLMQaedfdefbaqtwgs toroidal gLLMQaedfdefbaqlwgk SFS[D(4,1)(2,1)] gLLMQaedfdefbaqlwgr SFS[D(5,2)(2,1)] gLLMQaedfdefbaqqwgs SFS[D(5,2)(2,1)] gLLMQaedfdefbaqqwgw SFS[D(4,1)(2,1)] gLLMQaedfdefbaqmwgk SFS[D(4,1)(2,1)] gLLMQaedfdefbaqmwgj SFS[D(5,2)(2,1)] gLLMQaedfdefbaqpwgr toroidal gLLMQaedfdefbaqpwgk toroidal gLLMQaedfdefbaqisgj SFS[D(2,1)(2,1)] gLLMQaedfdefbaqtsgs SFS[D(2,1)(2,1)] gLLMQaedfdefbaqpsgr SFS[D(3,1)(2,1)] gLLMQaedfdefbaqpsgk SFS[D(3,1)(2,1)] gLLMQadefdefbaapofk SFS[D(3,1)(2,1)] gLLMQadefdefbaapofr SFS[D(3,1)(2,1)] gLLMQadefdefbaaiofj SFS[D(2,1)(2,1)] gLLMQadefdefbaatofs SFS[D(2,1)(2,1)] gLLMQadefdefbxaanrg SFS[D(3,1)(2,1)] gLLMQadefdefbxaajrg SFS[D(3,1)(2,1)] gLLMQadefdefbaaarrg SFS[D(2,1)(2,1)] gLLMQadefdefbhaawrg SFS[D(2,1)(2,1)] gLLMQadefdefbaepofr SFS[D(3,1)(2,1)] gLLMQadefdefbaepofk SFS[D(3,1)(2,1)] gLLMQadefdefbaetofs SFS[D(2,1)(2,1)] gLLMQadefdefbaeiofj SFS[D(2,1)(2,1)] gLLMQadefdefbxhanwg SFS[D(3,1)(2,1)] gLLMQadefdefbxhajwg SFS[D(3,1)(2,1)] gLLMQadefdefbaharwg SFS[D(2,1)(2,1)] gLLMQadefdefbhhawwg SFS[D(2,1)(2,1)] gLLMQaedfdefjamxvgk SFS[D(3,1)(2,1)] gLLMQaedfdefjamxvgr SFS[D(3,1)(2,1)] gLLMQaedfdefjamavgj SFS[D(2,1)(2,1)] gLLMQaedfdefjamqvgs SFS[D(2,1)(2,1)] gLLMQadefdefnxlanvg SFS[D(2,1)(2,1)] gLLMQadefdefnalanvg SFS[D(2,1)(2,1)] gLLMQadefdefnhlawvg SFS[D(3,1)(2,1)] gLLMQadefdefnhlasvg SFS[D(3,1)(2,1)] gLLMQadefdefbaepokr toroidal gLLMQadefdefbaepokk toroidal gLLMQadefdefbaeqoks SFS[D(5,2)(2,1)] gLLMQadefdefbaeqokw SFS[D(4,1)(2,1)] gLLMQadefdefbaemokk SFS[D(4,1)(2,1)] gLLMQadefdefbaemokj SFS[D(5,2)(2,1)] gLLMQadefdefbaelokr SFS[D(5,2)(2,1)] gLLMQadefdefbaelokk SFS[D(4,1)(2,1)] gLLMQadefdefbaetoks toroidal gLLMQadefdefbaetokw SFS[D(5,2)(2,1)] gLLMQadefdefbaexokk SFS[D(5,2)(2,1)] gLLMQadefdefbaexokr SFS[D(4,1)(2,1)] gLLMQadefdefbaeiokj toroidal gLLMQadefdefbaeiokk SFS[D(5,2)(2,1)] gLLMQadefdefbaeporr SFS[D(3,1)(2,1)] gLLMQadefdefbaepork SFS[D(3,1)(2,1)] gLLMQadefdefbaetors SFS[D(2,1)(2,1)] gLLMQadefdefbaeiorj SFS[D(2,1)(2,1)] gLLMQadefdefbatiogj SFS[D(2,1)(2,1)] gLLMQadefdefbattogs SFS[D(2,1)(2,1)] gLLMQadefdefbatpogr SFS[D(3,1)(2,1)] gLLMQadefdefbatpogk SFS[D(3,1)(2,1)] gLLMQadefdefbauiogj SFS[D(2,1)(2,1)] gLLMQadefdefbautogs SFS[D(2,1)(2,1)] gLLMQadefdefbaupogr SFS[D(3,1)(2,1)] gLLMQadefdefbaupogk SFS[D(3,1)(2,1)] gLLMQadefdefbatiojj SFS[D(2,1)(2,1)] gLLMQadefdefbattojs SFS[D(2,1)(2,1)] gLLMQadefdefbatpojr SFS[D(3,1)(2,1)] gLLMQadefdefbatpojk SFS[D(3,1)(2,1)] gLLMQadefdefbatxokk SFS[D(5,2)(2,1)] gLLMQadefdefbatxokr SFS[D(4,1)(2,1)] gLLMQadefdefbatiokj toroidal gLLMQadefdefbatiokk SFS[D(5,2)(2,1)] gLLMQadefdefbattokw SFS[D(5,2)(2,1)] gLLMQadefdefbattoks toroidal gLLMQadefdefbatlokk SFS[D(4,1)(2,1)] gLLMQadefdefbatlokr SFS[D(5,2)(2,1)] gLLMQadefdefbatqoks SFS[D(5,2)(2,1)] gLLMQadefdefbatqokw SFS[D(4,1)(2,1)] gLLMQadefdefbatmokk SFS[D(4,1)(2,1)] gLLMQadefdefbatmokj SFS[D(5,2)(2,1)] gLLMQadefdefbatpokr toroidal gLLMQadefdefbatpokk toroidal gLLPQadefdefbapqokj SFS[D(3,1)(2,1)] gLLPQadefdefbapqokn SFS[D(3,1)(2,1)] gLLPQadefdefbaearwc SFS[D(2,1)(2,1)] gLLPQadefdefbaphokr SFS[D(2,1)(2,1)] gLLMQadefdefnauqogs SFS[D(3,1)(2,1)] gLLMQadefdefnauqogw SFS[D(3,1)(2,1)] gLLMQadefdefnauaogk SFS[D(2,1)(2,1)] gLLMQadefdefnauxogk SFS[D(2,1)(2,1)] gLLMQadefdefbaixosk SFS[D(5,2)(3,1)] gLLMQadefdefbaixosr SFS[D(4,1)(3,1)] gLLMQadefdefbaiiosj toroidal gLLMQadefdefbaiiosk SFS[D(5,2)(3,1)] gLLMQadefdefbaitosw SFS[D(5,3)(3,1)] gLLMQadefdefbaitoss toroidal gLLMQadefdefbailosk SFS[D(4,3)(3,1)] gLLMQadefdefbailosr SFS[D(5,3)(3,1)] gLLMQadefdefbaiqoss SFS[D(5,3)(3,1)] gLLMQadefdefbaiqosw SFS[D(4,3)(3,1)] gLLMQadefdefbaimosk SFS[D(4,1)(3,1)] gLLMQadefdefbaimosj SFS[D(5,2)(3,1)] gLLMQadefdefbaiposr toroidal gLLMQadefdefbaiposk toroidal gLLMQadefdefbaixowk SFS[D(5,3)(3,1)] gLLMQadefdefbaixowr SFS[D(4,3)(3,1)] gLLMQadefdefbaiiowj toroidal gLLMQadefdefbaiiowk SFS[D(5,3)(3,1)] gLLMQadefdefbaitoww SFS[D(5,2)(3,1)] gLLMQadefdefbaitows toroidal gLLMQadefdefbailowk SFS[D(4,1)(3,1)] gLLMQadefdefbailowr SFS[D(5,2)(3,1)] gLLMQadefdefbaiqows SFS[D(5,2)(3,1)] gLLMQadefdefbaiqoww SFS[D(4,1)(3,1)] gLLMQadefdefbaimowk SFS[D(4,3)(3,1)] gLLMQadefdefbaimowj SFS[D(5,3)(3,1)] gLLMQadefdefbaipowr toroidal gLLMQadefdefbaipowk toroidal gLLPQadefdefbaeqosj SFS[D(3,1)(3,2)] gLLPQadefdefbaeqosn SFS[D(3,1)(3,1)] gLLPQadefdefbaeaosw SFS[D(3,1)(2,1)] gLLPQadefdefbaehosr SFS[D(3,1)(2,1)] gLLPQadefdefbaeqowj SFS[D(3,1)(3,1)] gLLPQadefdefbaeqown SFS[D(3,1)(3,2)] gLLPQadefdefbaeaoww SFS[D(3,1)(2,1)] gLLPQadefdefbaehowr SFS[D(3,1)(2,1)] gLLPQadefdefjaeqovj SFS[D(3,1)(3,1)] gLLPQadefdefjaeqovn SFS[D(3,1)(3,2)] gLLPQadefdefjaeaovw SFS[D(3,1)(2,1)] gLLPQadefdefjaehovr SFS[D(3,1)(2,1)] gLLPQadefdefjxpangc SFS[D(3,1)(3,2)] gLLPQadefdefjxpajgc SFS[D(3,1)(3,1)] gLLPQadefdefjapargc SFS[D(3,1)(2,1)] gLLPQadefdefjhpawgc SFS[D(3,1)(2,1)] gLLMQaecdfefbpovrrn reducible gLLMQaecdfefbpovrrr reducible gLLMQaecdfefbpoofkr reducible gLLMQaecdfefbpoofkn reducible gLLMQadcdfefbevsgfw reducible gLLMQadcdfefbevsgfs reducible gLLMQadcdfefbevsbfk reducible gLLMQadcdfefbewssfg reducible gLLMQadcdfefbevswfk reducible gLLMQadcdfefbewswfg reducible gLLMQadcdfefbeosjfn reducible gLLMQadcdfefbeosjfr reducible gLLMQadcdfefbeosofj reducible gLLMQadcdfefbersofg reducible gLLMQadcdfefbeosffj reducible gLLMQadcdfefbersrfg reducible gLLMQadcdfefjeosjfn reducible gLLMQadcdfefjeosjfr reducible gLLMQadcdfefjeosofj reducible gLLMQadcdfefjeosffj reducible gLLMQadcdfefneosjfn reducible gLLMQadcdfefneosjfr reducible gLLMQadcdfefneosofj reducible gLLMQadcdfefneosffj reducible gLLMQadcdfefblvjgfs reducible gLLMQadcdfefblvjgfw reducible gLLMQadcdfefblojjfr reducible gLLMQadcdfefblojjfn reducible gLLMQadcdfefjlojjfr reducible gLLMQadcdfefjlojjfn reducible gLLMQadcdfefnlojjfr reducible gLLMQadcdfefnlojjfn reducible gLLMQaecdfefbdovrwr reducible gLLMQaecdfefbdovrwn reducible gLLMQadcdfefblvjsfg SFS[D(3,1)(2,1)] gLLMQadcdfefblwjsfg reducible gLLMQadcdfefblsjsfg SFS[D(3,1)(2,1)] gLLMQadcdfefblvjbff SFS[D(3,1)(2,1)] gLLMQadcdfefblvjbfr SFS[D(3,1)(2,1)] gLLMQadcdfefblvjbfk reducible gLLMQadcdfefblojofg SFS[D(3,1)(2,1)] gLLMQadcdfefblrjofg reducible gLLMQadcdfefblnjofg SFS[D(3,1)(2,1)] gLLMQadcdfefblojcfc SFS[D(3,1)(2,1)] gLLMQadcdfefblojofk SFS[D(3,1)(2,1)] gLLMQadcdfefblojofj reducible gLLMQadcdfefjlojofg toroidal gLLMQadcdfefjlojcfc toroidal gLLMQadcdfefjlojofk toroidal gLLMQadcdfefjlojofj reducible gLLMQadcdfefnlojofg SFS[D(3,1)(2,1)] gLLMQadcdfefnlojcfc SFS[D(3,1)(2,1)] gLLMQadcdfefnlojofk SFS[D(3,1)(2,1)] gLLMQadcdfefnlojofj reducible gLLMQaecdfefbdoofsn reducible gLLMQaecdfefbdoofsr reducible gLLMQadcdfefblvjwfg SFS[D(3,1)(2,1)] gLLMQadcdfefblwjwfg reducible gLLMQadcdfefblsjwfg SFS[D(3,1)(2,1)] gLLMQadcdfefblvjcff SFS[D(3,1)(2,1)] gLLMQadcdfefblvjwfj SFS[D(3,1)(2,1)] gLLMQadcdfefblvjwfk reducible gLLMQadcdfefblojrfg SFS[D(3,1)(2,1)] gLLMQadcdfefblrjrfg reducible gLLMQadcdfefblnjrfg SFS[D(3,1)(2,1)] gLLMQadcdfefblojffc SFS[D(3,1)(2,1)] gLLMQadcdfefblojffw SFS[D(3,1)(2,1)] gLLMQadcdfefblojffj reducible gLLMQadcdfefjlojrfg toroidal gLLMQadcdfefjlojffc toroidal gLLMQadcdfefjlojffw toroidal gLLMQadcdfefjlojffj reducible gLLMQadcdfefnlojrfg SFS[D(3,1)(2,1)] gLLMQadcdfefnlojffc SFS[D(3,1)(2,1)] gLLMQadcdfefnlojffw SFS[D(3,1)(2,1)] gLLMQadcdfefnlojffj reducible gLLPQaecfdefbdjgbwn toroidal gLLPQaecfdefbdjgbwj toroidal gLLPQaecfdefbdjgbsj toroidal gLLPQaecfdefbdjgbsn toroidal gLLMQaecfdefbprrbrj toroidal gLLMQaecfdefbprrbrk toroidal gLLMQaecfdefbprrbkk toroidal gLLMQaecfdefbprrbkj toroidal gLLPQaecfdefbdjgjwb reducible gLLPQaecfdefbdjgnsb reducible gLLPQaecfdefbdjgnwb reducible gLLPQaecfdefbdjgjsb reducible gLLMQaecfdefbdrrbwk toroidal gLLMQaecfdefbdrrbwj toroidal gLLMQaecfdefbdrgbwr SFS[D(2,1)(2,1)] gLLMQaecfdefbdrbbww SFS[D(2,1)(2,1)] gLLMQaecfdefbdofjwc toroidal gLLMQaecfdefbdorjwg toroidal gLLMQaecfdefbdnrjwg toroidal gLLMQaecfdefbdrrjwg reducible gLLMQaecfdefbdofnwc toroidal gLLMQaecfdefbdornwg toroidal gLLMQaecfdefbdnrnwg toroidal gLLMQaecfdefbdrrnwg reducible gLLMQaecfdefbdrrbsj toroidal gLLMQaecfdefbdrrbsk toroidal gLLMQaecfdefbdrbbsw SFS[D(2,1)(2,1)] gLLMQaecfdefbdrgbsr SFS[D(2,1)(2,1)] gLLMQaecfdefbdornsg toroidal gLLMQaecfdefbdofnsc toroidal gLLMQaecfdefbdnrnsg toroidal gLLMQaecfdefbdrrnsg reducible gLLMQaecfdefbdorjsg toroidal gLLMQaecfdefbdofjsc toroidal gLLMQaecfdefbdnrjsg toroidal gLLMQaecfdefbdrrjsg reducible gLLPQaecfdefbpjgnkb reducible gLLPQaecfdefbpjgjrb reducible gLLMQaecfdefbprrjrg reducible gLLMQaecfdefbprrnkg reducible gLLPQaecfdefbpjgjkb reducible gLLPQaecfdefbpjgnrb reducible gLLMQaecfdefbprrnrg reducible gLLMQaecfdefbprrjkg reducible gLLMQadcdfefblvngfw reducible gLLMQadcdfefblvngfs reducible gLLMQadcdfefblonjfn reducible gLLMQadcdfefblonjfr reducible gLLMQadcdfefjlonjfn reducible gLLMQadcdfefjlonjfr reducible gLLMQadcdfefnlonjfn reducible gLLMQadcdfefnlonjfr reducible gLLMQaecdfefbdoofwn reducible gLLMQaecdfefbdoofwr reducible gLLMQadcdfefblvnwfg SFS[D(3,1)(2,1)] gLLMQadcdfefblwnwfg reducible gLLMQadcdfefblsnwfg SFS[D(3,1)(2,1)] gLLMQadcdfefblvncff SFS[D(3,1)(2,1)] gLLMQadcdfefblvnwfj SFS[D(3,1)(2,1)] gLLMQadcdfefblvnwfk reducible gLLMQadcdfefblonrfg SFS[D(3,1)(2,1)] gLLMQadcdfefblrnrfg reducible gLLMQadcdfefblnnrfg SFS[D(3,1)(2,1)] gLLMQadcdfefblonffc SFS[D(3,1)(2,1)] gLLMQadcdfefblonffw SFS[D(3,1)(2,1)] gLLMQadcdfefblonffj reducible gLLMQadcdfefjlonrfg toroidal gLLMQadcdfefjlonffc toroidal gLLMQadcdfefjlonffw toroidal gLLMQadcdfefjlonffj reducible gLLMQadcdfefnlonrfg SFS[D(3,1)(2,1)] gLLMQadcdfefnlonffc SFS[D(3,1)(2,1)] gLLMQadcdfefnlonffw SFS[D(3,1)(2,1)] gLLMQadcdfefnlonffj reducible gLLMQaecdfefbdovrsr reducible gLLMQaecdfefbdovrsn reducible gLLMQadcdfefblvnsfg SFS[D(3,1)(2,1)] gLLMQadcdfefblwnsfg reducible gLLMQadcdfefblsnsfg SFS[D(3,1)(2,1)] gLLMQadcdfefblvnbff SFS[D(3,1)(2,1)] gLLMQadcdfefblvnbfr SFS[D(3,1)(2,1)] gLLMQadcdfefblvnbfk reducible gLLMQadcdfefblonofg SFS[D(3,1)(2,1)] gLLMQadcdfefblrnofg reducible gLLMQadcdfefblnnofg SFS[D(3,1)(2,1)] gLLMQadcdfefbloncfc SFS[D(3,1)(2,1)] gLLMQadcdfefblonofk SFS[D(3,1)(2,1)] gLLMQadcdfefblonofj reducible gLLMQadcdfefjlonofg toroidal gLLMQadcdfefjloncfc toroidal gLLMQadcdfefjlonofk toroidal gLLMQadcdfefjlonofj reducible gLLMQadcdfefnlonofg SFS[D(3,1)(2,1)] gLLMQadcdfefnloncfc SFS[D(3,1)(2,1)] gLLMQadcdfefnlonofk SFS[D(3,1)(2,1)] gLLMQadcdfefnlonofj reducible gLLMQaecdfefbpoofrr reducible gLLMQaecdfefbpoofrn reducible gLLMQaecdfefbpovrkn reducible gLLMQaecdfefbpovrkr reducible gLLMQadcdfefbevwgfs reducible gLLMQadcdfefbevwgfw reducible gLLMQadcdfefbevwwfk reducible gLLMQadcdfefbewwwfg reducible gLLMQadcdfefbevwbfk reducible gLLMQadcdfefbewwsfg reducible gLLMQadcdfefbeowjfr reducible gLLMQadcdfefbeowjfn reducible gLLMQadcdfefbeowffj reducible gLLMQadcdfefberwrfg reducible gLLMQadcdfefbeowofj reducible gLLMQadcdfefberwofg reducible gLLMQadcdfefjeowjfr reducible gLLMQadcdfefjeowjfn reducible gLLMQadcdfefjeowffj reducible gLLMQadcdfefjeowofj reducible gLLMQadcdfefneowjfr reducible gLLMQadcdfefneowjfn reducible gLLMQadcdfefneowffj reducible gLLMQadcdfefneowofj reducible gLLAQcbcdfefhbngwjk SFS[D(3,1)(3,2)] gLLAQcbcdfefhbngwjj SFS[D(3,1)(3,1)] gLLAQcbcdfefhbngwnk SFS[D(3,1)(3,1)] gLLAQcbcdfefhbnkwjg reducible gLLAQcbcdfefhbnkwng reducible gLLAQcbcdfefhbnjwjg reducible gLLAQcbcdfefhbnjwng reducible gLLAQcbcdeffhbngrgk SFS[D(3,1)(2,1)] gLLAQcbcdeffhbngrgj SFS[D(3,1)(2,1)] gLLAQcbcdeffhbngrrr SFS[D(2,1)(2,1)] gLLAQcbcdeffhbngrww SFS[D(2,1)(2,1)] gLLAQcbcdeffhbnkrgg reducible gLLAQcbcdeffhbnjrgg reducible gLLAQcbcdeffhbngwbk SFS[D(3,1)(2,1)] gLLAQcbcdeffhbngwbj SFS[D(3,1)(2,1)] gLLAQcbcdeffhbngwrw SFS[D(2,1)(2,1)] gLLAQcbcdeffhbnkwbg reducible gLLAQcbcdeffhbnjwbg reducible gLLMQadcdfefbxvjgfs reducible gLLMQadcdfefbxvjgfw reducible gLLMQadcdfefbxojjfr reducible gLLMQadcdfefbxojjfn reducible gLLMQadcdfefjxojjfr reducible gLLMQadcdfefjxojjfn reducible gLLMQadcdfefnxojjfr reducible gLLMQadcdfefnxojjfn reducible gLLMQaecdfefbqovrwr reducible gLLMQaecdfefbqovrwn reducible gLLMQadcdfefbxwjsfg reducible gLLMQadcdfefbxvjbfk reducible gLLMQadcdfefbxrjofg reducible gLLMQadcdfefbxojofj reducible gLLMQadcdfefjxojofg SFS[D(4,1)(2,1)] gLLMQadcdfefjxojcfc SFS[D(4,1)(2,1)] gLLMQadcdfefjxojofk SFS[D(4,1)(2,1)] gLLMQadcdfefjxojofj reducible gLLMQadcdfefnxojofj reducible gLLMQaecdfefbqvvcws reducible gLLMQaecdfefbqvvcww reducible gLLMQadcdfefbxwjwfg reducible gLLMQadcdfefbxvjwfk reducible gLLMQadcdfefbxrjrfg reducible gLLMQadcdfefbxojffj reducible gLLMQadcdfefjxojrfg SFS[D(4,1)(2,1)] gLLMQadcdfefjxojffc SFS[D(4,1)(2,1)] gLLMQadcdfefjxojffw SFS[D(4,1)(2,1)] gLLMQadcdfefjxojffj reducible gLLMQadcdfefnxojffj reducible gLLMQaecdfefjxoofrn reducible gLLMQaecdfefjxoofrr reducible gLLMQadcdfefbxvjwrg SFS[D(3,1)(2,1)] gLLMQadcdfefbxwjwrg reducible gLLMQadcdfefbxsjwrg SFS[D(3,1)(2,1)] gLLMQadcdfefbxvjcrf SFS[D(3,1)(2,1)] gLLMQadcdfefbxojrrg SFS[D(3,1)(2,1)] gLLMQadcdfefbxrjrrg reducible gLLMQadcdfefbxnjrrg SFS[D(3,1)(2,1)] gLLMQadcdfefbxojfrc SFS[D(3,1)(2,1)] gLLMQaecdfefjqvvcws reducible gLLMQaecdfefjqvvcww reducible gLLMQadcdfefbxwjwkg reducible gLLMQadcdfefbxrjrkg reducible gLLPQaecfdefbqjgbwn reducible gLLPQaecfdefbqjgbwj reducible gLLPQaecfdefbqngbwj reducible gLLPQaecfdefbqjgjwb reducible gLLPQaecfdefbqngjwb reducible gLLPQaecfdefbqjgnwb reducible gLLPQaecfdefbqngnwb reducible gLLMQaecfdefbqofbwj reducible gLLMQaecfdefbqofbww reducible gLLMQaecfdefbqorbwk reducible gLLMQaecfdefbqorbwj reducible gLLMQaecfdefbqnrbwk reducible gLLMQaecfdefbqnrbwj reducible gLLMQaecfdefbqrrbwk reducible gLLMQaecfdefbqrrbwj reducible gLLMQaecfdefbqogbwr reducible gLLMQaecfdefbqogbwn reducible gLLMQaecfdefbqoobwk reducible gLLMQaecfdefbqoobwj reducible gLLMQaecfdefbqngbwo reducible gLLMQaecfdefbqngbwr reducible gLLMQaecfdefbqngbwn reducible gLLMQaecfdefbqncbwc reducible gLLMQaecfdefbqrgbwo reducible gLLMQaecfdefbqrgbwr reducible gLLMQaecfdefbqrgbwn reducible gLLMQaecfdefbqrcbwc reducible gLLMQaecfdefbqojbwn reducible gLLMQaecfdefbqnjbwo reducible gLLMQaecfdefbqobbww reducible gLLMQaecfdefbqnbbwc reducible gLLMQaecfdefbqnbbww reducible gLLMQaecfdefbqnbbwj reducible gLLMQaecfdefbqrbbww reducible gLLMQaecfdefbqofjwc SFS[D(4,1)(3,1)] gLLMQaecfdefbqorjwg SFS[D(4,1)(3,1)] gLLMQaecfdefbqnrjwg SFS[D(4,1)(3,1)] gLLMQaecfdefbqrrjwg reducible gLLMQaecfdefbqofnwc SFS[D(4,3)(3,1)] gLLMQaecfdefbqornwg SFS[D(4,3)(3,1)] gLLMQaecfdefbqnrnwg SFS[D(4,3)(3,1)] gLLMQaecfdefbqrrnwg reducible gLLMQaecfdefbqvwbwk reducible gLLMQaecfdefbqvwbwj reducible gLLMQaecfdefbqvcbwr reducible gLLMQaecfdefbqvcbwk reducible gLLMQaecfdefbqswbwk reducible gLLMQaecfdefbqswbwj reducible gLLMQaecfdefbqwwbwk reducible gLLMQaecfdefbqwwbwj reducible gLLMQaecfdefbqvkbws reducible gLLMQaecfdefbqskbwv reducible gLLMQaecfdefbqvbbwr reducible gLLMQaecfdefbqsbbwf reducible gLLMQaecfdefbqsbbwr reducible gLLMQaecfdefbqsbbwk reducible gLLMQaecfdefbqwbbwr reducible gLLMQaecfdefbqvwjwg SFS[D(4,1)(3,1)] gLLMQaecfdefbqvcjwf SFS[D(4,1)(3,1)] gLLMQaecfdefbqswjwg SFS[D(4,1)(3,1)] gLLMQaecfdefbqwwjwg reducible gLLMQaecfdefbqvwnwg SFS[D(4,3)(3,1)] gLLMQaecfdefbqvcnwf SFS[D(4,3)(3,1)] gLLMQaecfdefbqswnwg SFS[D(4,3)(3,1)] gLLMQaecfdefbqwwnwg reducible gLLMQadcdfefbhvsgfw reducible gLLMQadcdfefbhvsgfs reducible gLLMQadcdfefbhosjfn reducible gLLMQadcdfefbhosjfr reducible gLLMQadcdfefjhosjfn reducible gLLMQadcdfefjhosjfr reducible gLLMQadcdfefnhosjfn reducible gLLMQadcdfefnhosjfr reducible gLLMQaecdfefbqoofwn reducible gLLMQaecdfefbqoofwr reducible gLLMQadcdfefbhwswfg reducible gLLMQadcdfefbhvswfk reducible gLLMQadcdfefbhrsrfg reducible gLLMQadcdfefbhosffj reducible gLLMQadcdfefjhosrfg SFS[D(4,1)(2,1)] gLLMQadcdfefjhosffc SFS[D(4,1)(2,1)] gLLMQadcdfefjhosffw SFS[D(4,1)(2,1)] gLLMQadcdfefjhosffj reducible gLLMQadcdfefnhosffj reducible gLLMQaecdfefbqvowww reducible gLLMQaecdfefbqvowws reducible gLLMQadcdfefbhwssfg reducible gLLMQadcdfefbhvsbfk reducible gLLMQadcdfefbhrsofg reducible gLLMQadcdfefbhosofj reducible gLLMQadcdfefjhosofg SFS[D(4,1)(2,1)] gLLMQadcdfefjhoscfc SFS[D(4,1)(2,1)] gLLMQadcdfefjhosofk SFS[D(4,1)(2,1)] gLLMQadcdfefjhosofj reducible gLLMQadcdfefnhosofj reducible gLLMQaecdfefjxvvcrs reducible gLLMQaecdfefjxvvcrw reducible gLLMQadcdfefbhwswkg reducible gLLMQadcdfefbhrsrkg reducible gLLMQaecdfefjqoofwn reducible gLLMQaecdfefjqoofwr reducible gLLMQadcdfefbhwswrg reducible gLLMQadcdfefbhrsrrg reducible gLLAQcbcdfefqbngwjk reducible gLLAQcbcdfefqbngwjj reducible gLLAQcbcdfefqbngwnk reducible gLLAQcbcdfefqbnkwjg reducible gLLAQcbcdfefqbnkwng reducible gLLAQcbcdfefqbnjwjg reducible gLLAQcbcdfefqbnjwng reducible gLLAQcbcdeffqbngogk reducible gLLAQcbcdeffqbngogj reducible gLLAQcbcdeffqbngook reducible gLLAQcbcdeffqbngooj reducible gLLAQcbcdeffqbngngk reducible gLLAQcbcdeffqbngngj reducible gLLAQcbcdeffqbngrgk reducible gLLAQcbcdeffqbngrgj reducible gLLAQcbcdeffqbngojr reducible gLLAQcbcdeffqbngnjf reducible gLLAQcbcdeffqbngorr reducible gLLAQcbcdeffqbngnrf reducible gLLAQcbcdeffqbngnrr reducible gLLAQcbcdeffqbngnrk reducible gLLAQcbcdeffqbngrrr reducible gLLAQcbcdeffqbngoww reducible gLLAQcbcdeffqbngows reducible gLLAQcbcdeffqbngofw reducible gLLAQcbcdeffqbngofs reducible gLLAQcbcdeffqbngnwv reducible gLLAQcbcdeffqbngnww reducible gLLAQcbcdeffqbngnws reducible gLLAQcbcdeffqbngnnv reducible gLLAQcbcdeffqbngrwv reducible gLLAQcbcdeffqbngrww reducible gLLAQcbcdeffqbngrws reducible gLLAQcbcdeffqbngrnv reducible gLLAQcbcdeffqbnkogg SFS[D(3,1)(3,1)] gLLAQcbcdeffqbnkoog SFS[D(3,1)(3,1)] gLLAQcbcdeffqbnkngg SFS[D(3,1)(3,1)] gLLAQcbcdeffqbnkrgg reducible gLLAQcbcdeffqbnjogg SFS[D(3,1)(3,2)] gLLAQcbcdeffqbnjoog SFS[D(3,1)(3,2)] gLLAQcbcdeffqbnjngg SFS[D(3,1)(3,2)] gLLAQcbcdeffqbnjrgg reducible gLLAQcbcdeffqbngvnk reducible gLLAQcbcdeffqbngvnj reducible gLLAQcbcdeffqbngvbk reducible gLLAQcbcdeffqbngvbj reducible gLLAQcbcdeffqbngsbk reducible gLLAQcbcdeffqbngsbj reducible gLLAQcbcdeffqbngwbk reducible gLLAQcbcdeffqbngwbj reducible gLLAQcbcdeffqbngvcw reducible gLLAQcbcdeffqbngscv reducible gLLAQcbcdeffqbngvrw reducible gLLAQcbcdeffqbngsrv reducible gLLAQcbcdeffqbngsrw reducible gLLAQcbcdeffqbngsrs reducible gLLAQcbcdeffqbngwrw reducible gLLAQcbcdeffqbnkvng SFS[D(3,1)(3,1)] gLLAQcbcdeffqbnkvbg SFS[D(3,1)(3,1)] gLLAQcbcdeffqbnksbg SFS[D(3,1)(3,1)] gLLAQcbcdeffqbnkwbg reducible gLLAQcbcdeffqbnjvng SFS[D(3,1)(3,2)] gLLAQcbcdeffqbnjvbg SFS[D(3,1)(3,2)] gLLAQcbcdeffqbnjsbg SFS[D(3,1)(3,2)] gLLAQcbcdeffqbnjwbg reducible gLLAQcbcdeffhbnooor reducible gLLAQcbcdeffhbnooon reducible gLLAQcbcdeffhbnovbr reducible gLLAQcbcdeffhbnovbn reducible gLLAQcbcdeffhnnooor reducible gLLAQcbcdeffhnnooon reducible gLLAQcbcdeffhjnooor reducible gLLAQcbcdeffhjnooon reducible gLLAQcbcdeffqbnooon reducible gLLAQcbcdeffqbnooor reducible gLLAQcbcdeffhbnorrb reducible gLLAQcbcdeffhbnoojj reducible gLLAQcbcdeffhbnowwb reducible gLLAQcbcdeffhbnovwj reducible gLLAQcbcdeffhnnoojj reducible gLLAQcbcdeffhjnoorb SFS[D(3,1)(2,1)] gLLAQcbcdeffhjnoojb SFS[D(3,1)(2,1)] gLLAQcbcdeffhjnoojn SFS[D(3,1)(2,1)] gLLAQcbcdeffhjnoojj reducible gLLAQcbcdeffqbnovbn reducible gLLAQcbcdeffqbnovbr reducible gLLAQcbcdeffhbnorsv reducible gLLAQcbcdeffhbnooss reducible gLLAQcbcdeffhbnowfv reducible gLLAQcbcdeffhbnovgs reducible gLLAQcbcdeffhnnooss reducible gLLAQcbcdeffhjnoosv SFS[D(3,1)(2,1)] gLLAQcbcdeffhjnookv SFS[D(3,1)(2,1)] gLLAQcbcdeffhjnoosw SFS[D(3,1)(2,1)] gLLAQcbcdeffhjnooss reducible gLLAQcbcdeffqnnooon reducible gLLAQcbcdeffqnnooor reducible gLLAQcbcdeffhbnnrrb reducible gLLAQcbcdeffhbnnwwb reducible gLLAQcbcdeffqjnooon reducible gLLAQcbcdeffqjnooor reducible gLLAQcbcdeffhbnrrrb reducible gLLAQcbcdeffhbnrwwb reducible gLLMQaecdfefblovrrn reducible gLLMQaecdfefblovrrr reducible gLLMQaecdfefblvvcrw reducible gLLMQaecdfefblvvcrs reducible gLLMQadcdfefbuvsgfw reducible gLLMQadcdfefbuvsgfs reducible gLLMQadcdfefbuvsbfk reducible gLLMQadcdfefbuwssfg reducible gLLMQadcdfefbuvswfk reducible gLLMQadcdfefbuwswfg reducible gLLMQadcdfefbuosjfn reducible gLLMQadcdfefbuosjfr reducible gLLMQadcdfefbuosofj reducible gLLMQadcdfefbursofg reducible gLLMQadcdfefbuosffj reducible gLLMQadcdfefbursrfg reducible gLLMQadcdfefjuosjfn reducible gLLMQadcdfefjuosjfr reducible gLLMQadcdfefjuosofg SFS[D(5,2)(2,1)] gLLMQadcdfefjuosofj reducible gLLMQadcdfefjuosofk SFS[D(5,2)(2,1)] gLLMQadcdfefjuoscfc SFS[D(5,2)(2,1)] gLLMQadcdfefjuosffc SFS[D(5,2)(2,1)] gLLMQadcdfefjuosffj reducible gLLMQadcdfefjuosffw SFS[D(5,2)(2,1)] gLLMQadcdfefjuosrfg SFS[D(5,2)(2,1)] gLLMQadcdfefnuosjfn reducible gLLMQadcdfefnuosjfr reducible gLLMQadcdfefnuosofj reducible gLLMQadcdfefnuosffj reducible gLLMQadcdfefbpvjgfs reducible gLLMQadcdfefbpvjgfw reducible gLLMQadcdfefbpojjfr reducible gLLMQadcdfefbpojjfn reducible gLLMQadcdfefjpojjfr reducible gLLMQadcdfefjpojjfn reducible gLLMQadcdfefnpojjfr reducible gLLMQadcdfefnpojjfn reducible gLLMQaecdfefbivowkw reducible gLLMQaecdfefbivowks reducible gLLMQadcdfefbpwjsfg reducible gLLMQadcdfefbpvjbfk reducible gLLMQadcdfefbprjofg reducible gLLMQadcdfefbpojofj reducible gLLMQadcdfefjpojofg SFS[D(5,2)(2,1)] gLLMQadcdfefjpojcfc SFS[D(5,2)(2,1)] gLLMQadcdfefjpojofk SFS[D(5,2)(2,1)] gLLMQadcdfefjpojofj reducible gLLMQadcdfefnpojofj reducible gLLMQaecdfefbioofkn reducible gLLMQaecdfefbioofkr reducible gLLMQadcdfefbpwjwfg reducible gLLMQadcdfefbpvjwfk reducible gLLMQadcdfefbprjrfg reducible gLLMQadcdfefbpojffj reducible gLLMQadcdfefjpojrfg SFS[D(5,2)(2,1)] gLLMQadcdfefjpojffc SFS[D(5,2)(2,1)] gLLMQadcdfefjpojffw SFS[D(5,2)(2,1)] gLLMQadcdfefjpojffj reducible gLLMQadcdfefnpojffj reducible gLLPQaecfdefbingbkj reducible gLLPQaecfdefbingbkn reducible gLLPQaecfdefbijgbkj reducible gLLPQaecfdefbijgbkn reducible gLLMQaecfdefblorbrj reducible gLLMQaecfdefblrrbrj reducible gLLMQaecfdefblnrbrj reducible gLLMQaecfdefblofbrw reducible gLLMQaecfdefblorbrk reducible gLLMQaecfdefblrrbrk reducible gLLMQaecfdefblnrbrk reducible gLLMQaecfdefblofbrj reducible gLLMQaecfdefblvwbrj reducible gLLMQaecfdefblwwbrj reducible gLLMQaecfdefblswbrj reducible gLLMQaecfdefblvcbrk reducible gLLMQaecfdefblvwbrk reducible gLLMQaecfdefblwwbrk reducible gLLMQaecfdefblswbrk reducible gLLMQaecfdefblvcbrr reducible gLLPQaecfdefbingnkb reducible gLLPQaecfdefbijgnkb reducible gLLPQaecfdefbingjkb reducible gLLPQaecfdefbijgjkb reducible gLLMQaecfdefbivcbkk reducible gLLMQaecfdefbivcbkr reducible gLLMQaecfdefbivwbkj reducible gLLMQaecfdefbivwbkk reducible gLLMQaecfdefbiswbkj reducible gLLMQaecfdefbiswbkk reducible gLLMQaecfdefbiwwbkj reducible gLLMQaecfdefbiwwbkk reducible gLLMQaecfdefbivgbkw reducible gLLMQaecfdefbivgbks reducible gLLMQaecfdefbivvbkj reducible gLLMQaecfdefbivvbkk reducible gLLMQaecfdefbisgbkv reducible gLLMQaecfdefbisgbkw reducible gLLMQaecfdefbisgbks reducible gLLMQaecfdefbisfbkf reducible gLLMQaecfdefbiwgbkv reducible gLLMQaecfdefbiwgbkw reducible gLLMQaecfdefbiwgbks reducible gLLMQaecfdefbiwfbkf reducible gLLMQaecfdefbivkbks reducible gLLMQaecfdefbivkbkw reducible gLLMQaecfdefbivbbkr reducible gLLMQaecfdefbivbbkk reducible gLLMQaecfdefbiskbkv reducible gLLMQaecfdefbisbbkf reducible gLLMQaecfdefbisbbkr reducible gLLMQaecfdefbisbbkk reducible gLLMQaecfdefbiwkbkv reducible gLLMQaecfdefbiwbbkf reducible gLLMQaecfdefbiwbbkr reducible gLLMQaecfdefbiwbbkk reducible gLLMQaecfdefbivcnkf SFS[D(5,3)(3,1)] gLLMQaecfdefbivwnkg SFS[D(5,3)(3,1)] gLLMQaecfdefbiswnkg SFS[D(5,3)(3,1)] gLLMQaecfdefbiwwnkg reducible gLLMQaecfdefbivcjkf SFS[D(5,2)(3,1)] gLLMQaecfdefbivwjkg SFS[D(5,2)(3,1)] gLLMQaecfdefbiswjkg SFS[D(5,2)(3,1)] gLLMQaecfdefbiwwjkg reducible gLLMQaecfdefbiorbkj reducible gLLMQaecfdefbiorbkk reducible gLLMQaecfdefbiofbkw reducible gLLMQaecfdefbiofbkj reducible gLLMQaecfdefbinrbkj reducible gLLMQaecfdefbinrbkk reducible gLLMQaecfdefbirrbkj reducible gLLMQaecfdefbirrbkk reducible gLLMQaecfdefbiojbkn reducible gLLMQaecfdefbiojbkr reducible gLLMQaecfdefbiobbkw reducible gLLMQaecfdefbiobbkj reducible gLLMQaecfdefbinjbko reducible gLLMQaecfdefbinbbkc reducible gLLMQaecfdefbinbbkw reducible gLLMQaecfdefbinbbkj reducible gLLMQaecfdefbirjbko reducible gLLMQaecfdefbirbbkc reducible gLLMQaecfdefbirbbkw reducible gLLMQaecfdefbirbbkj reducible gLLMQaecfdefbiogbkr reducible gLLMQaecfdefbiogbkn reducible gLLMQaecfdefbioobkk reducible gLLMQaecfdefbioobkj reducible gLLMQaecfdefbingbko reducible gLLMQaecfdefbingbkr reducible gLLMQaecfdefbingbkn reducible gLLMQaecfdefbincbkc reducible gLLMQaecfdefbirgbko reducible gLLMQaecfdefbirgbkr reducible gLLMQaecfdefbirgbkn reducible gLLMQaecfdefbircbkc reducible gLLMQaecfdefbiornkg SFS[D(5,3)(3,1)] gLLMQaecfdefbiofnkc SFS[D(5,3)(3,1)] gLLMQaecfdefbinrnkg SFS[D(5,3)(3,1)] gLLMQaecfdefbirrnkg reducible gLLMQaecfdefbiorjkg SFS[D(5,2)(3,1)] gLLMQaecfdefbiofjkc SFS[D(5,2)(3,1)] gLLMQaecfdefbinrjkg SFS[D(5,2)(3,1)] gLLMQaecfdefbirrjkg reducible gLLPQaecfdefblngjrb reducible gLLPQaecfdefbljgjrb reducible gLLMQaecfdefblorjrg SFS[D(5,3)(3,1)] gLLMQaecfdefblrrjrg reducible gLLMQaecfdefblnrjrg SFS[D(5,3)(3,1)] gLLMQaecfdefblofjrc SFS[D(5,3)(3,1)] gLLMQaecfdefblvwjrg SFS[D(5,3)(3,1)] gLLMQaecfdefblwwjrg reducible gLLMQaecfdefblswjrg SFS[D(5,3)(3,1)] gLLMQaecfdefblvcjrf SFS[D(5,3)(3,1)] gLLPQaecfdefblngnrb reducible gLLPQaecfdefbljgnrb reducible gLLMQaecfdefblornrg SFS[D(5,2)(3,1)] gLLMQaecfdefblrrnrg reducible gLLMQaecfdefblnrnrg SFS[D(5,2)(3,1)] gLLMQaecfdefblofnrc SFS[D(5,2)(3,1)] gLLMQaecfdefblvwnrg SFS[D(5,2)(3,1)] gLLMQaecfdefblwwnrg reducible gLLMQaecfdefblswnrg SFS[D(5,2)(3,1)] gLLMQaecfdefblvcnrf SFS[D(5,2)(3,1)] gLLMQadcdfefbivrgfw reducible gLLMQadcdfefbivrgfs reducible gLLMQadcdfefbiorjfn reducible gLLMQadcdfefbiorjfr reducible gLLMQadcdfefjiorjfn reducible gLLMQadcdfefjiorjfr reducible gLLMQadcdfefniorjfn reducible gLLMQadcdfefniorjfr reducible gLLMQaecdfefbivvcks reducible gLLMQaecdfefbivvckw reducible gLLMQadcdfefbiwrwfg reducible gLLMQadcdfefbivrwfk reducible gLLMQadcdfefbirrrfg reducible gLLMQadcdfefbiorffj reducible gLLMQadcdfefjiorrfg SFS[D(5,2)(2,1)] gLLMQadcdfefjiorffc SFS[D(5,2)(2,1)] gLLMQadcdfefjiorffw SFS[D(5,2)(2,1)] gLLMQadcdfefjiorffj reducible gLLMQadcdfefniorffj reducible gLLMQaecdfefbiovrkr reducible gLLMQaecdfefbiovrkn reducible gLLMQadcdfefbiwrsfg reducible gLLMQadcdfefbivrbfk reducible gLLMQadcdfefbirrofg reducible gLLMQadcdfefbiorofj reducible gLLMQadcdfefjiorofg SFS[D(5,2)(2,1)] gLLMQadcdfefjiorcfc SFS[D(5,2)(2,1)] gLLMQadcdfefjiorofk SFS[D(5,2)(2,1)] gLLMQadcdfefjiorofj reducible gLLMQadcdfefniorofj reducible gLLMQaecdfefbloofrr reducible gLLMQaecdfefbloofrn reducible gLLMQaecdfefblvowrs reducible gLLMQaecdfefblvowrw reducible gLLMQadcdfefbmvngfs reducible gLLMQadcdfefbmvngfw reducible gLLMQadcdfefbmvnwfk reducible gLLMQadcdfefbmwnwfg reducible gLLMQadcdfefbmvnbfk reducible gLLMQadcdfefbmwnsfg reducible gLLMQadcdfefbmonjfr reducible gLLMQadcdfefbmonjfn reducible gLLMQadcdfefbmonffj reducible gLLMQadcdfefbmrnrfg reducible gLLMQadcdfefbmonofj reducible gLLMQadcdfefbmrnofg reducible gLLMQadcdfefjmonjfr reducible gLLMQadcdfefjmonjfn reducible gLLMQadcdfefjmonffc SFS[D(5,2)(2,1)] gLLMQadcdfefjmonffj reducible gLLMQadcdfefjmonffw SFS[D(5,2)(2,1)] gLLMQadcdfefjmonrfg SFS[D(5,2)(2,1)] gLLMQadcdfefjmonofg SFS[D(5,2)(2,1)] gLLMQadcdfefjmonofj reducible gLLMQadcdfefjmonofk SFS[D(5,2)(2,1)] gLLMQadcdfefjmoncfc SFS[D(5,2)(2,1)] gLLMQadcdfefnmonjfr reducible gLLMQadcdfefnmonjfn reducible gLLMQadcdfefnmonffj reducible gLLMQadcdfefnmonofj reducible gLLAQcbcdfefabwgwjk reducible gLLAQcbcdfefabwgwjj reducible gLLAQcbcdfefabwgwnk reducible gLLAQcbcdfefabwkwjg reducible gLLAQcbcdfefabwkwng reducible gLLAQcbcdfefabwjwjg reducible gLLAQcbcdfefabwjwng reducible gLLAQcbcdeffabwgogk reducible gLLAQcbcdeffabwgogj reducible gLLAQcbcdeffabwgook reducible gLLAQcbcdeffabwgooj reducible gLLAQcbcdeffabwgngk reducible gLLAQcbcdeffabwgngj reducible gLLAQcbcdeffabwgrgk reducible gLLAQcbcdeffabwgrgj reducible gLLAQcbcdeffabwgojr reducible gLLAQcbcdeffabwgnjf reducible gLLAQcbcdeffabwgorr reducible gLLAQcbcdeffabwgnrf reducible gLLAQcbcdeffabwgnrr reducible gLLAQcbcdeffabwgnrk reducible gLLAQcbcdeffabwgrrr reducible gLLAQcbcdeffabwgoww reducible gLLAQcbcdeffabwgows reducible gLLAQcbcdeffabwgofw reducible gLLAQcbcdeffabwgofs reducible gLLAQcbcdeffabwgnwv reducible gLLAQcbcdeffabwgnww reducible gLLAQcbcdeffabwgnws reducible gLLAQcbcdeffabwgnnv reducible gLLAQcbcdeffabwgrwv reducible gLLAQcbcdeffabwgrww reducible gLLAQcbcdeffabwgrws reducible gLLAQcbcdeffabwgrnv reducible gLLAQcbcdeffabwkogg SFS[D(3,1)(2,1)] gLLAQcbcdeffabwkoog SFS[D(3,1)(2,1)] gLLAQcbcdeffabwkngg SFS[D(3,1)(2,1)] gLLAQcbcdeffabwkrgg reducible gLLAQcbcdeffabwjogg SFS[D(3,1)(2,1)] gLLAQcbcdeffabwjoog SFS[D(3,1)(2,1)] gLLAQcbcdeffabwjngg SFS[D(3,1)(2,1)] gLLAQcbcdeffabwjrgg reducible gLLAQcbcdeffabwgvnk reducible gLLAQcbcdeffabwgvnj reducible gLLAQcbcdeffabwgvbk reducible gLLAQcbcdeffabwgvbj reducible gLLAQcbcdeffabwgsbk reducible gLLAQcbcdeffabwgsbj reducible gLLAQcbcdeffabwgwbk reducible gLLAQcbcdeffabwgwbj reducible gLLAQcbcdeffabwgvcw reducible gLLAQcbcdeffabwgscv reducible gLLAQcbcdeffabwgvrw reducible gLLAQcbcdeffabwgsrv reducible gLLAQcbcdeffabwgsrw reducible gLLAQcbcdeffabwgsrs reducible gLLAQcbcdeffabwgwrw reducible gLLAQcbcdeffabwkvng SFS[D(3,1)(2,1)] gLLAQcbcdeffabwkvbg SFS[D(3,1)(2,1)] gLLAQcbcdeffabwksbg SFS[D(3,1)(2,1)] gLLAQcbcdeffabwkwbg reducible gLLAQcbcdeffabwjvng SFS[D(3,1)(2,1)] gLLAQcbcdeffabwjvbg SFS[D(3,1)(2,1)] gLLAQcbcdeffabwjsbg SFS[D(3,1)(2,1)] gLLAQcbcdeffabwjwbg reducible gLLMQadcdfefbavngfs reducible gLLMQadcdfefbavngfw reducible gLLMQadcdfefbaonjfr reducible gLLMQadcdfefbaonjfn reducible gLLMQadcdfefjaonjfr reducible gLLMQadcdfefjaonjfn reducible gLLMQadcdfefnaonjfr reducible gLLMQadcdfefnaonjfn reducible gLLMQaecdfefbaovrjr reducible gLLMQaecdfefbaovrjn reducible gLLMQadcdfefbawnsfg reducible gLLMQadcdfefbavnbfk reducible gLLMQadcdfefbarnofg reducible gLLMQadcdfefbaonofj reducible gLLMQadcdfefjaonofj reducible gLLMQadcdfefnaonofj reducible gLLMQaecdfefbaoofkn reducible gLLMQaecdfefbaoofkr reducible gLLMQadcdfefbawnwfg reducible gLLMQadcdfefbavnwfk reducible gLLMQadcdfefbarnrfg reducible gLLMQadcdfefbaonffj reducible gLLMQadcdfefjaonffj reducible gLLMQadcdfefnaonffj reducible gLLMQaecdfefjaoofkn reducible gLLMQaecdfefjaoofkr reducible gLLMQadcdfefbawnwrg reducible gLLMQadcdfefbarnrrg reducible gLLMQaecdfefjavvcjs reducible gLLMQaecdfefjavvcjw reducible gLLMQadcdfefbawnwkg reducible gLLMQadcdfefbarnrkg reducible gLLPQaecfdefbajgbjn SFS[D(3,1)(3,1)] gLLPQaecfdefbajgbjj SFS[D(3,1)(3,2)] gLLPQaecfdefbajgbkn SFS[D(3,1)(3,1)] gLLPQaecfdefbajgjjb reducible gLLPQaecfdefbajgnkb reducible gLLPQaecfdefbajgnjb reducible gLLPQaecfdefbajgjkb reducible gLLMQaecfdefbarrbjk SFS[D(3,1)(2,1)] gLLMQaecfdefbarrbjj SFS[D(3,1)(2,1)] gLLMQaecfdefbargbjr SFS[D(2,1)(2,1)] gLLMQaecfdefbarbbjw SFS[D(2,1)(2,1)] gLLMQaecfdefbarrjjg reducible gLLMQaecfdefbarrnjg reducible gLLMQaecfdefbarrbkj SFS[D(3,1)(2,1)] gLLMQaecfdefbarrbkk SFS[D(3,1)(2,1)] gLLMQaecfdefbarbbkw SFS[D(2,1)(2,1)] gLLMQaecfdefbarrnkg reducible gLLMQaecfdefbarrjkg reducible gLLMQadcdfefbavrgfw reducible gLLMQadcdfefbavrgfs reducible gLLMQadcdfefbaorjfn reducible gLLMQadcdfefbaorjfr reducible gLLMQadcdfefjaorjfn reducible gLLMQadcdfefjaorjfr reducible gLLMQadcdfefnaorjfn reducible gLLMQadcdfefnaorjfr reducible gLLMQaecdfefbaoofjn reducible gLLMQaecdfefbaoofjr reducible gLLMQadcdfefbawrwfg reducible gLLMQadcdfefbavrwfk reducible gLLMQadcdfefbarrrfg reducible gLLMQadcdfefbaorffj reducible gLLMQadcdfefjaorffj reducible gLLMQadcdfefnaorffj reducible gLLMQaecdfefbaovrkr reducible gLLMQaecdfefbaovrkn reducible gLLMQadcdfefbawrsfg reducible gLLMQadcdfefbavrbfk reducible gLLMQadcdfefbarrofg reducible gLLMQadcdfefbaorofj reducible gLLMQadcdfefjaorofj reducible gLLMQadcdfefnaorofj reducible gLLMQaecdfefjavvcks reducible gLLMQaecdfefjavvckw reducible gLLMQadcdfefbawrwkg reducible gLLMQadcdfefbarrrkg reducible gLLMQaecdfefjaoofjn reducible gLLMQaecdfefjaoofjr reducible gLLMQadcdfefbavrwrg SFS[D(2,1)(2,1)] gLLMQadcdfefbawrwrg reducible gLLMQadcdfefbasrwrg SFS[D(2,1)(2,1)] gLLMQadcdfefbavrcrf SFS[D(2,1)(2,1)] gLLMQadcdfefbaorrrg SFS[D(2,1)(2,1)] gLLMQadcdfefbarrrrg reducible gLLMQadcdfefbanrrrg SFS[D(2,1)(2,1)] gLLMQadcdfefbaorfrc SFS[D(2,1)(2,1)] gLLAQcbcdfefabsgwjk SFS[D(3,1)(3,2)] gLLAQcbcdfefabsgwjj SFS[D(3,1)(3,1)] gLLAQcbcdfefabsgwnk SFS[D(3,1)(3,1)] gLLAQcbcdfefabskwjg reducible gLLAQcbcdfefabskwng reducible gLLAQcbcdfefabsjwjg reducible gLLAQcbcdfefabsjwng reducible gLLAQcbcdeffabsgrgk SFS[D(3,1)(2,1)] gLLAQcbcdeffabsgrgj SFS[D(3,1)(2,1)] gLLAQcbcdeffabsgrrr SFS[D(2,1)(2,1)] gLLAQcbcdeffabsgrww SFS[D(2,1)(2,1)] gLLAQcbcdeffabskrgg reducible gLLAQcbcdeffabsjrgg reducible gLLAQcbcdeffabsgwbk SFS[D(3,1)(2,1)] gLLAQcbcdeffabsgwbj SFS[D(3,1)(2,1)] gLLAQcbcdeffabsgwrw SFS[D(2,1)(2,1)] gLLAQcbcdeffabskwbg reducible gLLAQcbcdeffabsjwbg reducible gLLAQcbcdeffabwooor reducible gLLAQcbcdeffabwooon reducible gLLAQcbcdeffabwovbr reducible gLLAQcbcdeffabwovbn reducible gLLAQcbcdeffanwooor reducible gLLAQcbcdeffanwooon reducible gLLAQcbcdeffajwooor reducible gLLAQcbcdeffajwooon reducible gLLAQcbcdeffabsooon reducible gLLAQcbcdeffabsooor reducible gLLAQcbcdeffabsoojj reducible gLLAQcbcdeffabsorrb reducible gLLAQcbcdeffabsooss reducible gLLAQcbcdeffabsorsv reducible gLLAQcbcdeffabsnrrb reducible gLLAQcbcdeffabsrrrb reducible gLLAQcbcdeffabsovbn reducible gLLAQcbcdeffabsovbr reducible gLLAQcbcdeffabsovwj reducible gLLAQcbcdeffabsowwb reducible gLLAQcbcdeffabsovgs reducible gLLAQcbcdeffabsowfv reducible gLLAQcbcdeffabsnwwb reducible gLLAQcbcdeffabsrwwb reducible gLLAQcbcdeffansooon reducible gLLAQcbcdeffansooor reducible gLLAQcbcdeffabwnrrb reducible gLLAQcbcdeffabwnwwb reducible gLLAQcbcdeffajsooon reducible gLLAQcbcdeffajsooor reducible gLLAQcbcdeffabwrorb SFS[D(2,1)(2,1)] gLLAQcbcdeffabwrrrb reducible gLLAQcbcdeffabwrnrb SFS[D(2,1)(2,1)] gLLAQcbcdeffabwrojb SFS[D(2,1)(2,1)] gLLAQcbcdeffabwrvwb SFS[D(2,1)(2,1)] gLLAQcbcdeffabwrwwb reducible gLLAQcbcdeffabwrswb SFS[D(2,1)(2,1)] gLLAQcbcdeffabwrvkb SFS[D(2,1)(2,1)] gLLAQcbcdfefhbrgwjk reducible gLLAQcbcdfefhbrgwjj reducible gLLAQcbcdfefhbrgwnk reducible gLLAQcbcdfefhbrkwjg reducible gLLAQcbcdfefhbrkwng reducible gLLAQcbcdfefhbrjwjg reducible gLLAQcbcdfefhbrjwng reducible gLLAQcbcdeffhbrgogk reducible gLLAQcbcdeffhbrgogj reducible gLLAQcbcdeffhbrgook reducible gLLAQcbcdeffhbrgooj reducible gLLAQcbcdeffhbrgngk reducible gLLAQcbcdeffhbrgngj reducible gLLAQcbcdeffhbrgrgk reducible gLLAQcbcdeffhbrgrgj reducible gLLAQcbcdeffhbrgojr reducible gLLAQcbcdeffhbrgnjf reducible gLLAQcbcdeffhbrgorr reducible gLLAQcbcdeffhbrgnrf reducible gLLAQcbcdeffhbrgnrr reducible gLLAQcbcdeffhbrgnrk reducible gLLAQcbcdeffhbrgrrr reducible gLLAQcbcdeffhbrgoww reducible gLLAQcbcdeffhbrgows reducible gLLAQcbcdeffhbrgofw reducible gLLAQcbcdeffhbrgofs reducible gLLAQcbcdeffhbrgnwv reducible gLLAQcbcdeffhbrgnww reducible gLLAQcbcdeffhbrgnws reducible gLLAQcbcdeffhbrgnnv reducible gLLAQcbcdeffhbrgrwv reducible gLLAQcbcdeffhbrgrww reducible gLLAQcbcdeffhbrgrws reducible gLLAQcbcdeffhbrgrnv reducible gLLAQcbcdeffhbrkogg SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrkoog SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrkngg SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrkrgg reducible gLLAQcbcdeffhbrjogg SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrjoog SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrjngg SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrjrgg reducible gLLAQcbcdeffhbrgvnk reducible gLLAQcbcdeffhbrgvnj reducible gLLAQcbcdeffhbrgvbk reducible gLLAQcbcdeffhbrgvbj reducible gLLAQcbcdeffhbrgsbk reducible gLLAQcbcdeffhbrgsbj reducible gLLAQcbcdeffhbrgwbk reducible gLLAQcbcdeffhbrgwbj reducible gLLAQcbcdeffhbrgvcw reducible gLLAQcbcdeffhbrgscv reducible gLLAQcbcdeffhbrgvrw reducible gLLAQcbcdeffhbrgsrv reducible gLLAQcbcdeffhbrgsrw reducible gLLAQcbcdeffhbrgsrs reducible gLLAQcbcdeffhbrgwrw reducible gLLAQcbcdeffhbrkvng SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrkvbg SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrksbg SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrkwbg reducible gLLAQcbcdeffhbrjvng SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrjvbg SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrjsbg SFS[D(3,1)(2,1)] gLLAQcbcdeffhbrjwbg reducible gLLMQadcdfefbxvngfs reducible gLLMQadcdfefbxvngfw reducible gLLMQadcdfefbxonjfr reducible gLLMQadcdfefbxonjfn reducible gLLMQadcdfefjxonjfr reducible gLLMQadcdfefjxonjfn reducible gLLMQadcdfefnxonjfr reducible gLLMQadcdfefnxonjfn reducible gLLMQaecdfefbqovrsr reducible gLLMQaecdfefbqovrsn reducible gLLMQadcdfefbxwnsfg reducible gLLMQadcdfefbxvnbfk reducible gLLMQadcdfefbxrnofg reducible gLLMQadcdfefbxonofj reducible gLLMQadcdfefjxonofg SFS[D(5,2)(2,1)] gLLMQadcdfefjxoncfc SFS[D(5,2)(2,1)] gLLMQadcdfefjxonofk SFS[D(5,2)(2,1)] gLLMQadcdfefjxonofj reducible gLLMQadcdfefnxonofj reducible gLLMQaecdfefbqvvcss reducible gLLMQaecdfefbqvvcsw reducible gLLMQadcdfefbxwnwfg reducible gLLMQadcdfefbxvnwfk reducible gLLMQadcdfefbxrnrfg reducible gLLMQadcdfefbxonffj reducible gLLMQadcdfefjxonrfg SFS[D(5,2)(2,1)] gLLMQadcdfefjxonffc SFS[D(5,2)(2,1)] gLLMQadcdfefjxonffw SFS[D(5,2)(2,1)] gLLMQadcdfefjxonffj reducible gLLMQadcdfefnxonffj reducible gLLMQaecdfefjxoofkn reducible gLLMQaecdfefjxoofkr reducible gLLMQadcdfefbxvnwrg SFS[D(3,1)(2,1)] gLLMQadcdfefbxwnwrg reducible gLLMQadcdfefbxsnwrg SFS[D(3,1)(2,1)] gLLMQadcdfefbxvncrf SFS[D(3,1)(2,1)] gLLMQadcdfefbxonrrg SFS[D(3,1)(2,1)] gLLMQadcdfefbxrnrrg reducible gLLMQadcdfefbxnnrrg SFS[D(3,1)(2,1)] gLLMQadcdfefbxonfrc SFS[D(3,1)(2,1)] gLLMQaecdfefjqvvcss reducible gLLMQaecdfefjqvvcsw reducible gLLMQadcdfefbxwnwkg reducible gLLMQadcdfefbxrnrkg reducible gLLPQaecfdefbqjgbsn reducible gLLPQaecfdefbqjgbsj reducible gLLPQaecfdefbqngbsj reducible gLLPQaecfdefbqjgjsb reducible gLLPQaecfdefbqngjsb reducible gLLPQaecfdefbqjgnsb reducible gLLPQaecfdefbqngnsb reducible gLLMQaecfdefbqofbsj reducible gLLMQaecfdefbqofbsw reducible gLLMQaecfdefbqorbsk reducible gLLMQaecfdefbqorbsj reducible gLLMQaecfdefbqnrbsk reducible gLLMQaecfdefbqnrbsj reducible gLLMQaecfdefbqrrbsk reducible gLLMQaecfdefbqrrbsj reducible gLLMQaecfdefbqogbsr reducible gLLMQaecfdefbqogbsn reducible gLLMQaecfdefbqoobsk reducible gLLMQaecfdefbqoobsj reducible gLLMQaecfdefbqngbso reducible gLLMQaecfdefbqngbsr reducible gLLMQaecfdefbqngbsn reducible gLLMQaecfdefbqncbsc reducible gLLMQaecfdefbqrgbso reducible gLLMQaecfdefbqrgbsr reducible gLLMQaecfdefbqrgbsn reducible gLLMQaecfdefbqrcbsc reducible gLLMQaecfdefbqojbsn reducible gLLMQaecfdefbqnjbso reducible gLLMQaecfdefbqobbsw reducible gLLMQaecfdefbqnbbsc reducible gLLMQaecfdefbqnbbsw reducible gLLMQaecfdefbqnbbsj reducible gLLMQaecfdefbqrbbsw reducible gLLMQaecfdefbqofjsc SFS[D(5,2)(3,1)] gLLMQaecfdefbqorjsg SFS[D(5,2)(3,1)] gLLMQaecfdefbqnrjsg SFS[D(5,2)(3,1)] gLLMQaecfdefbqrrjsg reducible gLLMQaecfdefbqofnsc SFS[D(5,3)(3,1)] gLLMQaecfdefbqornsg SFS[D(5,3)(3,1)] gLLMQaecfdefbqnrnsg SFS[D(5,3)(3,1)] gLLMQaecfdefbqrrnsg reducible gLLMQaecfdefbqvwbsk reducible gLLMQaecfdefbqvwbsj reducible gLLMQaecfdefbqvcbsr reducible gLLMQaecfdefbqvcbsk reducible gLLMQaecfdefbqswbsk reducible gLLMQaecfdefbqswbsj reducible gLLMQaecfdefbqwwbsk reducible gLLMQaecfdefbqwwbsj reducible gLLMQaecfdefbqvkbss reducible gLLMQaecfdefbqskbsv reducible gLLMQaecfdefbqvbbsr reducible gLLMQaecfdefbqsbbsf reducible gLLMQaecfdefbqsbbsr reducible gLLMQaecfdefbqsbbsk reducible gLLMQaecfdefbqwbbsr reducible gLLMQaecfdefbqvwjsg SFS[D(5,2)(3,1)] gLLMQaecfdefbqvcjsf SFS[D(5,2)(3,1)] gLLMQaecfdefbqswjsg SFS[D(5,2)(3,1)] gLLMQaecfdefbqwwjsg reducible gLLMQaecfdefbqvwnsg SFS[D(5,3)(3,1)] gLLMQaecfdefbqvcnsf SFS[D(5,3)(3,1)] gLLMQaecfdefbqswnsg SFS[D(5,3)(3,1)] gLLMQaecfdefbqwwnsg reducible gLLMQadcdfefbhvwgfw reducible gLLMQadcdfefbhvwgfs reducible gLLMQadcdfefbhowjfn reducible gLLMQadcdfefbhowjfr reducible gLLMQadcdfefjhowjfn reducible gLLMQadcdfefjhowjfr reducible gLLMQadcdfefnhowjfn reducible gLLMQadcdfefnhowjfr reducible gLLMQaecdfefbqoofsn reducible gLLMQaecdfefbqoofsr reducible gLLMQadcdfefbhwwwfg reducible gLLMQadcdfefbhvwwfk reducible gLLMQadcdfefbhrwrfg reducible gLLMQadcdfefbhowffj reducible gLLMQadcdfefjhowrfg SFS[D(5,2)(2,1)] gLLMQadcdfefjhowffc SFS[D(5,2)(2,1)] gLLMQadcdfefjhowffw SFS[D(5,2)(2,1)] gLLMQadcdfefjhowffj reducible gLLMQadcdfefnhowffj reducible gLLMQaecdfefbqvowsw reducible gLLMQaecdfefbqvowss reducible gLLMQadcdfefbhwwsfg reducible gLLMQadcdfefbhvwbfk reducible gLLMQadcdfefbhrwofg reducible gLLMQadcdfefbhowofj reducible gLLMQadcdfefjhowofg SFS[D(5,2)(2,1)] gLLMQadcdfefjhowcfc SFS[D(5,2)(2,1)] gLLMQadcdfefjhowofk SFS[D(5,2)(2,1)] gLLMQadcdfefjhowofj reducible gLLMQadcdfefnhowofj reducible gLLMQaecdfefjxvvcks reducible gLLMQaecdfefjxvvckw reducible gLLMQadcdfefbhwwwkg reducible gLLMQadcdfefbhrwrkg reducible gLLMQaecdfefjqoofsn reducible gLLMQaecdfefjqoofsr reducible gLLMQadcdfefbhvwwrg SFS[D(2,1)(2,1)] gLLMQadcdfefbhwwwrg reducible gLLMQadcdfefbhswwrg SFS[D(2,1)(2,1)] gLLMQadcdfefbhvwcrf SFS[D(2,1)(2,1)] gLLMQadcdfefbhowrrg SFS[D(2,1)(2,1)] gLLMQadcdfefbhrwrrg reducible gLLMQadcdfefbhnwrrg SFS[D(2,1)(2,1)] gLLMQadcdfefbhowfrc SFS[D(2,1)(2,1)] gLLAQcbcdfefqbjgwjk reducible gLLAQcbcdfefqbjgwjj reducible gLLAQcbcdfefqbjgwnk reducible gLLAQcbcdfefqbjkwjg reducible gLLAQcbcdfefqbjkwng reducible gLLAQcbcdfefqbjjwjg reducible gLLAQcbcdfefqbjjwng reducible gLLAQcbcdeffqbjgogk reducible gLLAQcbcdeffqbjgogj reducible gLLAQcbcdeffqbjgook reducible gLLAQcbcdeffqbjgooj reducible gLLAQcbcdeffqbjgngk reducible gLLAQcbcdeffqbjgngj reducible gLLAQcbcdeffqbjgrgk reducible gLLAQcbcdeffqbjgrgj reducible gLLAQcbcdeffqbjgojr reducible gLLAQcbcdeffqbjgnjf reducible gLLAQcbcdeffqbjgorr reducible gLLAQcbcdeffqbjgnrf reducible gLLAQcbcdeffqbjgnrr reducible gLLAQcbcdeffqbjgnrk reducible gLLAQcbcdeffqbjgrrr reducible gLLAQcbcdeffqbjgoww reducible gLLAQcbcdeffqbjgows reducible gLLAQcbcdeffqbjgofw reducible gLLAQcbcdeffqbjgofs reducible gLLAQcbcdeffqbjgnwv reducible gLLAQcbcdeffqbjgnww reducible gLLAQcbcdeffqbjgnws reducible gLLAQcbcdeffqbjgnnv reducible gLLAQcbcdeffqbjgrwv reducible gLLAQcbcdeffqbjgrww reducible gLLAQcbcdeffqbjgrws reducible gLLAQcbcdeffqbjgrnv reducible gLLAQcbcdeffqbjkogg SFS[D(3,1)(3,2)] gLLAQcbcdeffqbjkoog SFS[D(3,1)(3,2)] gLLAQcbcdeffqbjkngg SFS[D(3,1)(3,2)] gLLAQcbcdeffqbjkrgg reducible gLLAQcbcdeffqbjjogg SFS[D(3,1)(3,1)] gLLAQcbcdeffqbjjoog SFS[D(3,1)(3,1)] gLLAQcbcdeffqbjjngg SFS[D(3,1)(3,1)] gLLAQcbcdeffqbjjrgg reducible gLLAQcbcdeffqbjgvnk reducible gLLAQcbcdeffqbjgvnj reducible gLLAQcbcdeffqbjgvbk reducible gLLAQcbcdeffqbjgvbj reducible gLLAQcbcdeffqbjgsbk reducible gLLAQcbcdeffqbjgsbj reducible gLLAQcbcdeffqbjgwbk reducible gLLAQcbcdeffqbjgwbj reducible gLLAQcbcdeffqbjgvcw reducible gLLAQcbcdeffqbjgscv reducible gLLAQcbcdeffqbjgvrw reducible gLLAQcbcdeffqbjgsrv reducible gLLAQcbcdeffqbjgsrw reducible gLLAQcbcdeffqbjgsrs reducible gLLAQcbcdeffqbjgwrw reducible gLLAQcbcdeffqbjkvng SFS[D(3,1)(3,2)] gLLAQcbcdeffqbjkvbg SFS[D(3,1)(3,2)] gLLAQcbcdeffqbjksbg SFS[D(3,1)(3,2)] gLLAQcbcdeffqbjkwbg reducible gLLAQcbcdeffqbjjvng SFS[D(3,1)(3,1)] gLLAQcbcdeffqbjjvbg SFS[D(3,1)(3,1)] gLLAQcbcdeffqbjjsbg SFS[D(3,1)(3,1)] gLLAQcbcdeffqbjjwbg reducible gLLAQcbcdeffhbrooor reducible gLLAQcbcdeffhbrooon reducible gLLAQcbcdeffhbrovbr reducible gLLAQcbcdeffhbrovbn reducible gLLAQcbcdeffhnrooor reducible gLLAQcbcdeffhnrooon reducible gLLAQcbcdeffhjrooor reducible gLLAQcbcdeffhjrooon reducible gLLAQcbcdeffqbjooon reducible gLLAQcbcdeffqbjooor reducible gLLAQcbcdeffhbrorrb reducible gLLAQcbcdeffhbroojj reducible gLLAQcbcdeffhbrowwb reducible gLLAQcbcdeffhbrovwj reducible gLLAQcbcdeffhnroojj reducible gLLAQcbcdeffhjroorb SFS[D(3,1)(2,1)] gLLAQcbcdeffhjroojb SFS[D(3,1)(2,1)] gLLAQcbcdeffhjroojn SFS[D(3,1)(2,1)] gLLAQcbcdeffhjroojj reducible gLLAQcbcdeffqbjovbn reducible gLLAQcbcdeffqbjovbr reducible gLLAQcbcdeffhbrorsv reducible gLLAQcbcdeffhbrooss reducible gLLAQcbcdeffhbrowfv reducible gLLAQcbcdeffhbrovgs reducible gLLAQcbcdeffhnrooss reducible gLLAQcbcdeffhjroosv SFS[D(3,1)(2,1)] gLLAQcbcdeffhjrookv SFS[D(3,1)(2,1)] gLLAQcbcdeffhjroosw SFS[D(3,1)(2,1)] gLLAQcbcdeffhjrooss reducible gLLAQcbcdeffqnjooon reducible gLLAQcbcdeffqnjooor reducible gLLAQcbcdeffhbrnrrb reducible gLLAQcbcdeffhbrnwwb reducible gLLAQcbcdeffqjjooon reducible gLLAQcbcdeffqjjooor reducible gLLAQcbcdeffhbrrorb SFS[D(2,1)(2,1)] gLLAQcbcdeffhbrrrrb reducible gLLAQcbcdeffhbrrnrb SFS[D(2,1)(2,1)] gLLAQcbcdeffhbrrojb SFS[D(2,1)(2,1)] gLLAQcbcdeffhbrrvwb SFS[D(2,1)(2,1)] gLLAQcbcdeffhbrrwwb reducible gLLAQcbcdeffhbrrswb SFS[D(2,1)(2,1)] gLLAQcbcdeffhbrrvkb SFS[D(2,1)(2,1)] gLLMQaecdfefblovrkn reducible gLLMQaecdfefblovrkr reducible gLLMQaecdfefblvvckw reducible gLLMQaecdfefblvvcks reducible gLLMQadcdfefbuvwgfw reducible gLLMQadcdfefbuvwgfs reducible gLLMQadcdfefbuvwbff SFS[D(2,1)(2,1)] gLLMQadcdfefbuvwbfk reducible gLLMQadcdfefbuvwbfr SFS[D(2,1)(2,1)] gLLMQadcdfefbuvwsfg SFS[D(2,1)(2,1)] gLLMQadcdfefbuswsfg SFS[D(2,1)(2,1)] gLLMQadcdfefbuwwsfg reducible gLLMQadcdfefbuvwwfg SFS[D(2,1)(2,1)] gLLMQadcdfefbuvwwfk reducible gLLMQadcdfefbuvwwfj SFS[D(2,1)(2,1)] gLLMQadcdfefbuvwcff SFS[D(2,1)(2,1)] gLLMQadcdfefbuswwfg SFS[D(2,1)(2,1)] gLLMQadcdfefbuwwwfg reducible gLLMQadcdfefbuowjfn reducible gLLMQadcdfefbuowjfr reducible gLLMQadcdfefbuowofg SFS[D(2,1)(2,1)] gLLMQadcdfefbuowofj reducible gLLMQadcdfefbuowofk SFS[D(2,1)(2,1)] gLLMQadcdfefbuowcfc SFS[D(2,1)(2,1)] gLLMQadcdfefbunwofg SFS[D(2,1)(2,1)] gLLMQadcdfefburwofg reducible gLLMQadcdfefbuowffc SFS[D(2,1)(2,1)] gLLMQadcdfefbuowffj reducible gLLMQadcdfefbuowffw SFS[D(2,1)(2,1)] gLLMQadcdfefbuowrfg SFS[D(2,1)(2,1)] gLLMQadcdfefbunwrfg SFS[D(2,1)(2,1)] gLLMQadcdfefburwrfg reducible gLLMQadcdfefjuowjfn reducible gLLMQadcdfefjuowjfr reducible gLLMQadcdfefjuowofg toroidal gLLMQadcdfefjuowofj reducible gLLMQadcdfefjuowofk toroidal gLLMQadcdfefjuowcfc toroidal gLLMQadcdfefjuowffc toroidal gLLMQadcdfefjuowffj reducible gLLMQadcdfefjuowffw toroidal gLLMQadcdfefjuowrfg toroidal gLLMQadcdfefnuowjfn reducible gLLMQadcdfefnuowjfr reducible gLLMQadcdfefnuowofg SFS[D(2,1)(2,1)] gLLMQadcdfefnuowofj reducible gLLMQadcdfefnuowofk SFS[D(2,1)(2,1)] gLLMQadcdfefnuowcfc SFS[D(2,1)(2,1)] gLLMQadcdfefnuowffc SFS[D(2,1)(2,1)] gLLMQadcdfefnuowffj reducible gLLMQadcdfefnuowffw SFS[D(2,1)(2,1)] gLLMQadcdfefnuowrfg SFS[D(2,1)(2,1)] gLLMQadcdfefbpvngfs reducible gLLMQadcdfefbpvngfw reducible gLLMQadcdfefbponjfr reducible gLLMQadcdfefbponjfn reducible gLLMQadcdfefjponjfr reducible gLLMQadcdfefjponjfn reducible gLLMQadcdfefnponjfr reducible gLLMQadcdfefnponjfn reducible gLLMQaecdfefbivowjw reducible gLLMQaecdfefbivowjs reducible gLLMQadcdfefbpwnsfg reducible gLLMQadcdfefbpvnbfk reducible gLLMQadcdfefbprnofg reducible gLLMQadcdfefbponofj reducible gLLMQadcdfefjponofg SFS[D(4,1)(2,1)] gLLMQadcdfefjponcfc SFS[D(4,1)(2,1)] gLLMQadcdfefjponofk SFS[D(4,1)(2,1)] gLLMQadcdfefjponofj reducible gLLMQadcdfefnponofj reducible gLLMQaecdfefbioofjn reducible gLLMQaecdfefbioofjr reducible gLLMQadcdfefbpwnwfg reducible gLLMQadcdfefbpvnwfk reducible gLLMQadcdfefbprnrfg reducible gLLMQadcdfefbponffj reducible gLLMQadcdfefjponrfg SFS[D(4,1)(2,1)] gLLMQadcdfefjponffc SFS[D(4,1)(2,1)] gLLMQadcdfefjponffw SFS[D(4,1)(2,1)] gLLMQadcdfefjponffj reducible gLLMQadcdfefnponffj reducible gLLPQaecfdefbingbjj reducible gLLPQaecfdefbingbjn reducible gLLPQaecfdefbijgbjj reducible gLLPQaecfdefbijgbjn reducible gLLMQaecfdefblorbkj reducible gLLMQaecfdefblrrbkj reducible gLLMQaecfdefblnrbkj reducible gLLMQaecfdefblofbkw reducible gLLMQaecfdefblorbkk reducible gLLMQaecfdefblrrbkk reducible gLLMQaecfdefblnrbkk reducible gLLMQaecfdefblofbkj reducible gLLMQaecfdefblvwbkj reducible gLLMQaecfdefblwwbkj reducible gLLMQaecfdefblswbkj reducible gLLMQaecfdefblvcbkk reducible gLLMQaecfdefblvwbkk reducible gLLMQaecfdefblwwbkk reducible gLLMQaecfdefblswbkk reducible gLLMQaecfdefblvcbkr reducible gLLPQaecfdefbingnjb reducible gLLPQaecfdefbijgnjb reducible gLLPQaecfdefbingjjb reducible gLLPQaecfdefbijgjjb reducible gLLMQaecfdefbivcbjk reducible gLLMQaecfdefbivcbjr reducible gLLMQaecfdefbivwbjj reducible gLLMQaecfdefbivwbjk reducible gLLMQaecfdefbiswbjj reducible gLLMQaecfdefbiswbjk reducible gLLMQaecfdefbiwwbjj reducible gLLMQaecfdefbiwwbjk reducible gLLMQaecfdefbivgbjw reducible gLLMQaecfdefbivgbjs reducible gLLMQaecfdefbivvbjj reducible gLLMQaecfdefbivvbjk reducible gLLMQaecfdefbisgbjv reducible gLLMQaecfdefbisgbjw reducible gLLMQaecfdefbisgbjs reducible gLLMQaecfdefbisfbjf reducible gLLMQaecfdefbiwgbjv reducible gLLMQaecfdefbiwgbjw reducible gLLMQaecfdefbiwgbjs reducible gLLMQaecfdefbiwfbjf reducible gLLMQaecfdefbivkbjs reducible gLLMQaecfdefbivkbjw reducible gLLMQaecfdefbivbbjr reducible gLLMQaecfdefbivbbjk reducible gLLMQaecfdefbiskbjv reducible gLLMQaecfdefbisbbjf reducible gLLMQaecfdefbisbbjr reducible gLLMQaecfdefbisbbjk reducible gLLMQaecfdefbiwkbjv reducible gLLMQaecfdefbiwbbjf reducible gLLMQaecfdefbiwbbjr reducible gLLMQaecfdefbiwbbjk reducible gLLMQaecfdefbivcnjf SFS[D(4,3)(3,1)] gLLMQaecfdefbivwnjg SFS[D(4,3)(3,1)] gLLMQaecfdefbiswnjg SFS[D(4,3)(3,1)] gLLMQaecfdefbiwwnjg reducible gLLMQaecfdefbivcjjf SFS[D(4,1)(3,1)] gLLMQaecfdefbivwjjg SFS[D(4,1)(3,1)] gLLMQaecfdefbiswjjg SFS[D(4,1)(3,1)] gLLMQaecfdefbiwwjjg reducible gLLMQaecfdefbiorbjj reducible gLLMQaecfdefbiorbjk reducible gLLMQaecfdefbiofbjw reducible gLLMQaecfdefbiofbjj reducible gLLMQaecfdefbinrbjj reducible gLLMQaecfdefbinrbjk reducible gLLMQaecfdefbirrbjj reducible gLLMQaecfdefbirrbjk reducible gLLMQaecfdefbiojbjn reducible gLLMQaecfdefbiojbjr reducible gLLMQaecfdefbiobbjw reducible gLLMQaecfdefbiobbjj reducible gLLMQaecfdefbinjbjo reducible gLLMQaecfdefbinbbjc reducible gLLMQaecfdefbinbbjw reducible gLLMQaecfdefbinbbjj reducible gLLMQaecfdefbirjbjo reducible gLLMQaecfdefbirbbjc reducible gLLMQaecfdefbirbbjw reducible gLLMQaecfdefbirbbjj reducible gLLMQaecfdefbiogbjr reducible gLLMQaecfdefbiogbjn reducible gLLMQaecfdefbioobjk reducible gLLMQaecfdefbioobjj reducible gLLMQaecfdefbingbjo reducible gLLMQaecfdefbingbjr reducible gLLMQaecfdefbingbjn reducible gLLMQaecfdefbincbjc reducible gLLMQaecfdefbirgbjo reducible gLLMQaecfdefbirgbjr reducible gLLMQaecfdefbirgbjn reducible gLLMQaecfdefbircbjc reducible gLLMQaecfdefbiornjg SFS[D(4,3)(3,1)] gLLMQaecfdefbiofnjc SFS[D(4,3)(3,1)] gLLMQaecfdefbinrnjg SFS[D(4,3)(3,1)] gLLMQaecfdefbirrnjg reducible gLLMQaecfdefbiorjjg SFS[D(4,1)(3,1)] gLLMQaecfdefbiofjjc SFS[D(4,1)(3,1)] gLLMQaecfdefbinrjjg SFS[D(4,1)(3,1)] gLLMQaecfdefbirrjjg reducible gLLPQaecfdefblngjkb reducible gLLPQaecfdefbljgjkb reducible gLLMQaecfdefblorjkg toroidal gLLMQaecfdefblrrjkg reducible gLLMQaecfdefblnrjkg toroidal gLLMQaecfdefblofjkc toroidal gLLMQaecfdefblvwjkg toroidal gLLMQaecfdefblwwjkg reducible gLLMQaecfdefblswjkg toroidal gLLMQaecfdefblvcjkf toroidal gLLPQaecfdefblngnkb reducible gLLPQaecfdefbljgnkb reducible gLLMQaecfdefblornkg toroidal gLLMQaecfdefblrrnkg reducible gLLMQaecfdefblnrnkg toroidal gLLMQaecfdefblofnkc toroidal gLLMQaecfdefblvwnkg toroidal gLLMQaecfdefblwwnkg reducible gLLMQaecfdefblswnkg toroidal gLLMQaecfdefblvcnkf toroidal gLLMQadcdfefbivngfw reducible gLLMQadcdfefbivngfs reducible gLLMQadcdfefbionjfn reducible gLLMQadcdfefbionjfr reducible gLLMQadcdfefjionjfn reducible gLLMQadcdfefjionjfr reducible gLLMQadcdfefnionjfn reducible gLLMQadcdfefnionjfr reducible gLLMQaecdfefbivvcjs reducible gLLMQaecdfefbivvcjw reducible gLLMQadcdfefbiwnwfg reducible gLLMQadcdfefbivnwfk reducible gLLMQadcdfefbirnrfg reducible gLLMQadcdfefbionffj reducible gLLMQadcdfefjionrfg SFS[D(4,1)(2,1)] gLLMQadcdfefjionffc SFS[D(4,1)(2,1)] gLLMQadcdfefjionffw SFS[D(4,1)(2,1)] gLLMQadcdfefjionffj reducible gLLMQadcdfefnionffj reducible gLLMQaecdfefbiovrjr reducible gLLMQaecdfefbiovrjn reducible gLLMQadcdfefbiwnsfg reducible gLLMQadcdfefbivnbfk reducible gLLMQadcdfefbirnofg reducible gLLMQadcdfefbionofj reducible gLLMQadcdfefjionofg SFS[D(4,1)(2,1)] gLLMQadcdfefjioncfc SFS[D(4,1)(2,1)] gLLMQadcdfefjionofk SFS[D(4,1)(2,1)] gLLMQadcdfefjionofj reducible gLLMQadcdfefnionofj reducible gLLMQaecdfefbloofkr reducible gLLMQaecdfefbloofkn reducible gLLMQaecdfefblvowks reducible gLLMQaecdfefblvowkw reducible gLLMQadcdfefbmvrgfs reducible gLLMQadcdfefbmvrgfw reducible gLLMQadcdfefbmvrwfg SFS[D(2,1)(2,1)] gLLMQadcdfefbmvrwfk reducible gLLMQadcdfefbmvrwfj SFS[D(2,1)(2,1)] gLLMQadcdfefbmvrcff SFS[D(2,1)(2,1)] gLLMQadcdfefbmsrwfg SFS[D(2,1)(2,1)] gLLMQadcdfefbmwrwfg reducible gLLMQadcdfefbmvrbff SFS[D(2,1)(2,1)] gLLMQadcdfefbmvrbfk reducible gLLMQadcdfefbmvrbfr SFS[D(2,1)(2,1)] gLLMQadcdfefbmvrsfg SFS[D(2,1)(2,1)] gLLMQadcdfefbmsrsfg SFS[D(2,1)(2,1)] gLLMQadcdfefbmwrsfg reducible gLLMQadcdfefbmorjfr reducible gLLMQadcdfefbmorjfn reducible gLLMQadcdfefbmorffc SFS[D(2,1)(2,1)] gLLMQadcdfefbmorffj reducible gLLMQadcdfefbmorffw SFS[D(2,1)(2,1)] gLLMQadcdfefbmorrfg SFS[D(2,1)(2,1)] gLLMQadcdfefbmnrrfg SFS[D(2,1)(2,1)] gLLMQadcdfefbmrrrfg reducible gLLMQadcdfefbmorofg SFS[D(2,1)(2,1)] gLLMQadcdfefbmorofj reducible gLLMQadcdfefbmorofk SFS[D(2,1)(2,1)] gLLMQadcdfefbmorcfc SFS[D(2,1)(2,1)] gLLMQadcdfefbmnrofg SFS[D(2,1)(2,1)] gLLMQadcdfefbmrrofg reducible gLLMQadcdfefjmorjfr reducible gLLMQadcdfefjmorjfn reducible gLLMQadcdfefjmorffc toroidal gLLMQadcdfefjmorffj reducible gLLMQadcdfefjmorffw toroidal gLLMQadcdfefjmorrfg toroidal gLLMQadcdfefjmorofg toroidal gLLMQadcdfefjmorofj reducible gLLMQadcdfefjmorofk toroidal gLLMQadcdfefjmorcfc toroidal gLLMQadcdfefnmorjfr reducible gLLMQadcdfefnmorjfn reducible gLLMQadcdfefnmorffc SFS[D(2,1)(2,1)] gLLMQadcdfefnmorffj reducible gLLMQadcdfefnmorffw SFS[D(2,1)(2,1)] gLLMQadcdfefnmorrfg SFS[D(2,1)(2,1)] gLLMQadcdfefnmorofg SFS[D(2,1)(2,1)] gLLMQadcdfefnmorofj reducible gLLMQadcdfefnmorofk SFS[D(2,1)(2,1)] gLLMQadcdfefnmorcfc SFS[D(2,1)(2,1)] gLLPQaecfdefbpjnnff reducible gLLPQaecfdefbpjsjfc reducible gLLPQaecfdefbpjsnfc reducible gLLPQaecfdefbpjnjff reducible gLLMQaecfdefbprkjfo reducible gLLMQaecfdefbpnkjfo reducible gLLMQaecfdefbprfjfc reducible gLLMQaecfdefbpnfjfc reducible gLLMQaecfdefbpokjfn SFS[D(3,1)(3,1)] gLLMQaecfdefbpokjfr SFS[D(3,1)(3,2)] gLLMQaecfdefbprknfo reducible gLLMQaecfdefbpnknfo reducible gLLMQaecfdefbprfnfc reducible gLLMQaecfdefbpnfnfc reducible gLLMQaecfdefbpoknfr SFS[D(3,1)(3,1)] gLLMQaecfdefbpoknfn SFS[D(3,1)(3,2)] gLLPQaecfdefjdbsnvc reducible gLLPQaecfdefjdbnnvf reducible gLLPQaecfdefjdbsjvc reducible gLLPQaecfdefjdbnjvf reducible gLLMQaecfdefjdvjbvw reducible gLLMQaecfdefjdvjbvs reducible gLLMQaecfdefbprojfg reducible gLLMQaecfdefbpocjfj SFS[D(3,1)(2,1)] gLLMQaecfdefbprnnfg reducible gLLMQaecfdefbponnfj SFS[D(3,1)(2,1)] gLLMQaecfdefjdokbvn reducible gLLMQaecfdefjdokbvr reducible gLLMQaecfdefbprnjfg reducible gLLMQaecfdefbponjfj SFS[D(3,1)(2,1)] gLLMQaecfdefbpronfg reducible gLLMQaecfdefbpocnfj SFS[D(3,1)(2,1)] gLLMQcbcdfefibbjsnc reducible gLLMQcbcdfefibbjsjc reducible gLLMQadcdfefblvbvkg reducible gLLMQadcdfefblwbvkg reducible gLLMQadcdfefblsbvkg reducible gLLMQadcdfefblvbfkf reducible gLLMQadcdfefblobnkg reducible gLLMQadcdfefblrbnkg reducible gLLMQadcdfefblnbnkg reducible gLLMQadcdfefblobbkc reducible gLLMQadcdfefjlobnkg reducible gLLMQadcdfefjlobbkc reducible gLLMQadcdfefnlobnkg reducible gLLMQadcdfefnlobbkc reducible gLLMQcbcdfefibbwsnc reducible gLLMQcbcdfefibbwsjc reducible gLLMQadcdfefblvbvrg reducible gLLMQadcdfefblwbvrg reducible gLLMQadcdfefblsbvrg reducible gLLMQadcdfefblvbfrf reducible gLLMQadcdfefblobnrg reducible gLLMQadcdfefblrbnrg reducible gLLMQadcdfefblnbnrg reducible gLLMQadcdfefblobbrc reducible gLLMQadcdfefjlobnrg reducible gLLMQadcdfefjlobbrc reducible gLLMQadcdfefnlobnrg reducible gLLMQadcdfefnlobbrc reducible gLLAQcbcdeffibbgocj reducible gLLAQcbcdeffibbgock reducible gLLAQcbcdeffibbgvjj reducible gLLAQcbcdeffibbgvjk reducible gLLAQcbcdeffinbgvjj reducible gLLAQcbcdeffinbgvjk reducible gLLAQcbcdeffijbgvjj reducible gLLAQcbcdeffijbgvjk reducible gLLAQcbcdeffdbogock reducible gLLAQcbcdeffdbogocj reducible gLLAQcbcdeffdbogovr reducible gLLAQcbcdeffdbogrvf reducible gLLAQcbcdeffdbogonw reducible gLLAQcbcdeffdbogrfv reducible gLLAQcbcdeffdbokrfv reducible gLLAQcbcdeffdbojrfv reducible gLLAQcbcdeffdbogvjk reducible gLLAQcbcdeffdbogvjj reducible gLLAQcbcdeffdbogvor reducible gLLAQcbcdeffdbogwkf reducible gLLAQcbcdeffdbogvsw reducible gLLAQcbcdeffdbogwsv reducible gLLAQcbcdeffdbokwsv reducible gLLAQcbcdeffdbojwsv reducible gLLAQcbcdeffdnogvjk reducible gLLAQcbcdeffdnogvjj reducible gLLAQcbcdeffdnogvof reducible gLLAQcbcdeffdnogvor reducible gLLAQcbcdeffdnogvok reducible gLLAQcbcdeffdnogvkf reducible gLLAQcbcdeffdnogvsv reducible gLLAQcbcdeffdnogvsw reducible gLLAQcbcdeffdnogvss reducible gLLAQcbcdeffdnogvrv reducible gLLAQcbcdeffdnokvsv reducible gLLAQcbcdeffdnokvrv reducible gLLAQcbcdeffdnojvsv reducible gLLAQcbcdeffdnojvrv reducible gLLAQcbcdeffdjogvjk reducible gLLAQcbcdeffdjogvjj reducible gLLAQcbcdeffdjogvor reducible gLLAQcbcdeffdjogvsw reducible gLLMQcbcdfefdbocsjj SFS[D(3,1)(3,2)] gLLMQcbcdfefdbocsjw SFS[D(3,1)(3,1)] gLLMQcbcdfefdbocsnj SFS[D(3,1)(3,1)] gLLMQcbcdfefdbocsnw SFS[D(3,1)(3,2)] gLLMQaecdfefbprokfk SFS[D(3,1)(2,1)] gLLMQaecdfefbprokfj SFS[D(3,1)(2,1)] gLLMQaecdfefbprvffj SFS[D(3,1)(2,1)] gLLMQaecdfefbprvffk SFS[D(3,1)(2,1)] gLLMQcbcdfefdbojsjc reducible gLLMQcbcdfefdbojsnc reducible gLLMQcbcdfefdbowsjc reducible gLLMQcbcdfefdbowsnc reducible gLLMQadcdfefbewvvfk SFS[D(3,1)(2,1)] gLLMQadcdfefbewvvfj SFS[D(3,1)(2,1)] gLLMQadcdfefbewvcfr SFS[D(2,1)(2,1)] gLLMQadcdfefbewvkfw SFS[D(2,1)(2,1)] gLLMQadcdfefbewvvkg reducible gLLMQadcdfefbewvvrg reducible gLLMQadcdfefbervnfk SFS[D(3,1)(2,1)] gLLMQadcdfefbervnfj SFS[D(3,1)(2,1)] gLLMQadcdfefbervkfr SFS[D(2,1)(2,1)] gLLMQadcdfefbervcfw SFS[D(2,1)(2,1)] gLLMQadcdfefbervnkg reducible gLLMQadcdfefbervnrg reducible gLLMQcbcdfefdnocsbj reducible gLLMQcbcdfefdnocsbw reducible gLLMQaecdfefbprrkfg reducible gLLMQaecdfefbporkfj SFS[D(2,1)(2,1)] gLLMQaecdfefbprwffg reducible gLLMQaecdfefbpowkfj SFS[D(2,1)(2,1)] gLLMQadcdfefjevvgfs reducible gLLMQadcdfefjevvgfw reducible gLLMQadcdfefjevvwfk reducible gLLMQadcdfefjesvcff SFS[D(2,1)(2,1)] gLLMQadcdfefjevvbfk reducible gLLMQadcdfefjesvbff SFS[D(2,1)(2,1)] gLLMQadcdfefjeovbfj reducible gLLMQadcdfefjeovbfw reducible gLLMQadcdfefjeovnfk reducible gLLMQadcdfefjeovnfj reducible gLLMQadcdfefjeovkfr reducible gLLMQadcdfefjeovkfn reducible gLLMQadcdfefjeovrfk reducible gLLMQadcdfefjeovrfj reducible gLLMQadcdfefjenvkfo SFS[D(3,1)(2,1)] gLLMQadcdfefjervkfo SFS[D(3,1)(2,1)] gLLMQadcdfefjeovgfn reducible gLLMQadcdfefjeovgfr reducible gLLMQadcdfefjeovcfw reducible gLLMQadcdfefjeovcfj reducible gLLMQadcdfefjenvgfo SFS[D(3,1)(2,1)] gLLMQadcdfefjervgfo SFS[D(3,1)(2,1)] gLLMQadcdfefjeovbkc reducible gLLMQadcdfefjeovnkg reducible gLLMQadcdfefjeovbrc reducible gLLMQadcdfefjeovnrg reducible gLLMQcbcdfefdjocsbj reducible gLLMQcbcdfefdjocsbw reducible gLLMQaecdfefbprnkfg reducible gLLMQaecdfefbprsffg reducible gLLMQadcdfefnevvgfs reducible gLLMQadcdfefnevvgfw reducible gLLMQadcdfefnevvwfk reducible gLLMQadcdfefnevvbfk reducible gLLAQcbcdeffibbooor reducible gLLAQcbcdeffibbooon reducible gLLAQcbcdeffibbovbr reducible gLLAQcbcdeffibbovbn reducible gLLAQcbcdeffinbovbr reducible gLLAQcbcdeffinbovbn reducible gLLAQcbcdeffijbovbr reducible gLLAQcbcdeffijbovbn reducible gLLAQcbcdeffdboooon reducible gLLAQcbcdeffdboooor reducible gLLAQcbcdeffdbooojj reducible gLLAQcbcdeffdboorrb reducible gLLAQcbcdeffdboooss reducible gLLAQcbcdeffdboorsv reducible gLLAQcbcdeffdbonrsv reducible gLLAQcbcdeffdborrsv reducible gLLAQcbcdeffdboovbn reducible gLLAQcbcdeffdboovbr reducible gLLAQcbcdeffdboovwj reducible gLLAQcbcdeffdboowwb reducible gLLAQcbcdeffdboovgs reducible gLLAQcbcdeffdboowfv reducible gLLAQcbcdeffdbonwfv reducible gLLAQcbcdeffdborwfv reducible gLLAQcbcdeffdnoovbn reducible gLLAQcbcdeffdnoovbr reducible gLLAQcbcdeffdnoovwb reducible gLLAQcbcdeffdnoovwj reducible gLLAQcbcdeffdnoovwn reducible gLLAQcbcdeffdnoovkb reducible gLLAQcbcdeffdnoovgv reducible gLLAQcbcdeffdnoovgs reducible gLLAQcbcdeffdnoovgw reducible gLLAQcbcdeffdnoovfv reducible gLLAQcbcdeffdnonvgv reducible gLLAQcbcdeffdnonvfv reducible gLLAQcbcdeffdnorvgv reducible gLLAQcbcdeffdnorvfv reducible gLLAQcbcdeffdjoovbn reducible gLLAQcbcdeffdjoovbr reducible gLLAQcbcdeffdjoovwj reducible gLLAQcbcdeffdjoovgs reducible gLLAQcbcdfefhbogwjk SFS[D(3,1)(3,2)] gLLAQcbcdfefhbogwjj SFS[D(3,1)(3,1)] gLLAQcbcdfefhbogwnk SFS[D(3,1)(3,1)] gLLAQcbcdfefhbokwjg reducible gLLAQcbcdfefhbokwng reducible gLLAQcbcdfefhbojwjg reducible gLLAQcbcdfefhbojwng reducible gLLAQcbcdeffhbogrgk SFS[D(3,1)(2,1)] gLLAQcbcdeffhbogrgj SFS[D(3,1)(2,1)] gLLAQcbcdeffhbogrrr SFS[D(2,1)(2,1)] gLLAQcbcdeffhbogrww SFS[D(2,1)(2,1)] gLLAQcbcdeffhbokrgg reducible gLLAQcbcdeffhbojrgg reducible gLLAQcbcdeffhbogwbk SFS[D(3,1)(2,1)] gLLAQcbcdeffhbogwbj SFS[D(3,1)(2,1)] gLLAQcbcdeffhbogwrw SFS[D(2,1)(2,1)] gLLAQcbcdeffhbokwbg reducible gLLAQcbcdeffhbojwbg reducible gLLMQadcdfefbxvbgfs reducible gLLMQadcdfefbxvbgfw reducible gLLMQadcdfefbxobjfr reducible gLLMQadcdfefbxobjfn reducible gLLMQadcdfefjxobjfr reducible gLLMQadcdfefjxobjfn reducible gLLMQadcdfefnxobjfr reducible gLLMQadcdfefnxobjfn reducible gLLMQaecdfefbqovrvr reducible gLLMQaecdfefbqovrvn reducible gLLMQadcdfefbxwbsfg reducible gLLMQadcdfefbxvbbfk reducible gLLMQadcdfefbxrbofg reducible gLLMQadcdfefbxobofj reducible gLLMQadcdfefjxobofj reducible gLLMQadcdfefnxobofj reducible gLLMQaecdfefbqvvcvs reducible gLLMQaecdfefbqvvcvw reducible gLLMQadcdfefbxwbwfg reducible gLLMQadcdfefbxvbwfk reducible gLLMQadcdfefbxrbrfg reducible gLLMQadcdfefbxobffj reducible gLLMQadcdfefjxobffj reducible gLLMQadcdfefnxobffj reducible gLLMQaecdfefjxooffn reducible gLLMQaecdfefjxooffr reducible gLLMQadcdfefbxvbwrg reducible gLLMQadcdfefbxwbwrg reducible gLLMQadcdfefbxsbwrg reducible gLLMQadcdfefbxvbcrf reducible gLLMQadcdfefbxobrrg reducible gLLMQadcdfefbxrbrrg reducible gLLMQadcdfefbxnbrrg reducible gLLMQadcdfefbxobfrc reducible gLLMQaecdfefjqvvcvs reducible gLLMQaecdfefjqvvcvw reducible gLLMQadcdfefbxwbwkg reducible gLLMQadcdfefbxrbrkg reducible gLLPQaecfdefbqjgbvn SFS[D(3,1)(3,1)] gLLPQaecfdefbqjgbvj SFS[D(3,1)(3,2)] gLLPQaecfdefbqngbvj SFS[D(3,1)(3,1)] gLLPQaecfdefbqjgjvb reducible gLLPQaecfdefbqngjvb reducible gLLPQaecfdefbqjgnvb reducible gLLPQaecfdefbqngnvb reducible gLLMQaecfdefbqrrbvk SFS[D(3,1)(2,1)] gLLMQaecfdefbqrrbvj SFS[D(3,1)(2,1)] gLLMQaecfdefbqrgbvr SFS[D(2,1)(2,1)] gLLMQaecfdefbqrbbvw SFS[D(2,1)(2,1)] gLLMQaecfdefbqrrjvg reducible gLLMQaecfdefbqrrnvg reducible gLLMQaecfdefbqwwbvk SFS[D(3,1)(2,1)] gLLMQaecfdefbqwwbvj SFS[D(3,1)(2,1)] gLLMQaecfdefbqwbbvr SFS[D(2,1)(2,1)] gLLMQaecfdefbqwwjvg reducible gLLMQaecfdefbqwwnvg reducible gLLMQadcdfefbhvvgfw reducible gLLMQadcdfefbhvvgfs reducible gLLMQadcdfefbhovjfn reducible gLLMQadcdfefbhovjfr reducible gLLMQadcdfefjhovjfn reducible gLLMQadcdfefjhovjfr reducible gLLMQadcdfefnhovjfn reducible gLLMQadcdfefnhovjfr reducible gLLMQaecdfefbqoofvn reducible gLLMQaecdfefbqoofvr reducible gLLMQadcdfefbhwvwfg reducible gLLMQadcdfefbhvvwfk reducible gLLMQadcdfefbhrvrfg reducible gLLMQadcdfefbhovffj reducible gLLMQadcdfefjhovffj reducible gLLMQadcdfefnhovffj reducible gLLMQaecdfefbqvowvw reducible gLLMQaecdfefbqvowvs reducible gLLMQadcdfefbhwvsfg reducible gLLMQadcdfefbhvvbfk reducible gLLMQadcdfefbhrvofg reducible gLLMQadcdfefbhovofj reducible gLLMQadcdfefjhovofj reducible gLLMQadcdfefnhovofj reducible gLLMQaecdfefjxvvcfs reducible gLLMQaecdfefjxvvcfw reducible gLLMQadcdfefbhwvwkg reducible gLLMQadcdfefbhrvrkg reducible gLLMQaecdfefjqoofvn reducible gLLMQaecdfefjqoofvr reducible gLLMQadcdfefbhwvwrg reducible gLLMQadcdfefbhrvrrg reducible gLLAQcbcdfefqbbgwjk reducible gLLAQcbcdfefqbbgwjj reducible gLLAQcbcdfefqbbgwnk reducible gLLAQcbcdfefqbbkwjg reducible gLLAQcbcdfefqbbkwng reducible gLLAQcbcdfefqbbjwjg reducible gLLAQcbcdfefqbbjwng reducible gLLAQcbcdeffqbbgogk reducible gLLAQcbcdeffqbbgogj reducible gLLAQcbcdeffqbbgook reducible gLLAQcbcdeffqbbgooj reducible gLLAQcbcdeffqbbgngk reducible gLLAQcbcdeffqbbgngj reducible gLLAQcbcdeffqbbgrgk reducible gLLAQcbcdeffqbbgrgj reducible gLLAQcbcdeffqbbgojr reducible gLLAQcbcdeffqbbgnjf reducible gLLAQcbcdeffqbbgorr reducible gLLAQcbcdeffqbbgnrf reducible gLLAQcbcdeffqbbgnrr reducible gLLAQcbcdeffqbbgnrk reducible gLLAQcbcdeffqbbgrrr reducible gLLAQcbcdeffqbbgoww reducible gLLAQcbcdeffqbbgows reducible gLLAQcbcdeffqbbgofw reducible gLLAQcbcdeffqbbgofs reducible gLLAQcbcdeffqbbgnwv reducible gLLAQcbcdeffqbbgnww reducible gLLAQcbcdeffqbbgnws reducible gLLAQcbcdeffqbbgnnv reducible gLLAQcbcdeffqbbgrwv reducible gLLAQcbcdeffqbbgrww reducible gLLAQcbcdeffqbbgrws reducible gLLAQcbcdeffqbbgrnv reducible gLLAQcbcdeffqbbkogg reducible gLLAQcbcdeffqbbkoog reducible gLLAQcbcdeffqbbkngg reducible gLLAQcbcdeffqbbkrgg reducible gLLAQcbcdeffqbbjogg reducible gLLAQcbcdeffqbbjoog reducible gLLAQcbcdeffqbbjngg reducible gLLAQcbcdeffqbbjrgg reducible gLLAQcbcdeffqbbgvnk reducible gLLAQcbcdeffqbbgvnj reducible gLLAQcbcdeffqbbgvbk reducible gLLAQcbcdeffqbbgvbj reducible gLLAQcbcdeffqbbgsbk reducible gLLAQcbcdeffqbbgsbj reducible gLLAQcbcdeffqbbgwbk reducible gLLAQcbcdeffqbbgwbj reducible gLLAQcbcdeffqbbgvcw reducible gLLAQcbcdeffqbbgscv reducible gLLAQcbcdeffqbbgvrw reducible gLLAQcbcdeffqbbgsrv reducible gLLAQcbcdeffqbbgsrw reducible gLLAQcbcdeffqbbgsrs reducible gLLAQcbcdeffqbbgwrw reducible gLLAQcbcdeffqbbkvng reducible gLLAQcbcdeffqbbkvbg reducible gLLAQcbcdeffqbbksbg reducible gLLAQcbcdeffqbbkwbg reducible gLLAQcbcdeffqbbjvng reducible gLLAQcbcdeffqbbjvbg reducible gLLAQcbcdeffqbbjsbg reducible gLLAQcbcdeffqbbjwbg reducible gLLAQcbcdeffhboooor reducible gLLAQcbcdeffhboooon reducible gLLAQcbcdeffhboovbr reducible gLLAQcbcdeffhboovbn reducible gLLAQcbcdeffhnoooor reducible gLLAQcbcdeffhnoooon reducible gLLAQcbcdeffhjoooor reducible gLLAQcbcdeffhjoooon reducible gLLAQcbcdeffqbbooon reducible gLLAQcbcdeffqbbooor reducible gLLAQcbcdeffhboorrb reducible gLLAQcbcdeffhbooojj reducible gLLAQcbcdeffhboowwb reducible gLLAQcbcdeffhboovwj reducible gLLAQcbcdeffhnooojj reducible gLLAQcbcdeffhjooorb reducible gLLAQcbcdeffhjooojb reducible gLLAQcbcdeffhjooojn reducible gLLAQcbcdeffhjooojj reducible gLLAQcbcdeffqbbovbn reducible gLLAQcbcdeffqbbovbr reducible gLLAQcbcdeffhboorsv reducible gLLAQcbcdeffhboooss reducible gLLAQcbcdeffhboowfv reducible gLLAQcbcdeffhboovgs reducible gLLAQcbcdeffhnoooss reducible gLLAQcbcdeffhjooosv reducible gLLAQcbcdeffhjoookv reducible gLLAQcbcdeffhjooosw reducible gLLAQcbcdeffhjoooss reducible gLLAQcbcdeffqnbooon reducible gLLAQcbcdeffqnbooor reducible gLLAQcbcdeffhbonrrb reducible gLLAQcbcdeffhbonwwb reducible gLLAQcbcdeffqjbooon reducible gLLAQcbcdeffqjbooor reducible gLLAQcbcdeffhborrrb reducible gLLAQcbcdeffhborwwb reducible gLLAQcbcdfefpbonvjo reducible gLLAQcbcdfefpbonvno reducible gLLAQcbcdfefpborvjo reducible gLLAQcbcdfefpborvno reducible gLLAQcbcdeffpbonogo reducible gLLAQcbcdeffpbonoco reducible gLLAQcbcdeffpbonnco reducible gLLAQcbcdeffpbonrco reducible gLLAQcbcdeffpborogo reducible gLLAQcbcdeffpboroco reducible gLLAQcbcdeffpbornco reducible gLLAQcbcdeffpborrco reducible gLLAQcbcdeffpbonvno reducible gLLAQcbcdeffpbonvjo reducible gLLAQcbcdeffpbonsno reducible gLLAQcbcdeffpbonwno reducible gLLAQcbcdeffpborvno reducible gLLAQcbcdeffpborvjo reducible gLLAQcbcdeffpborsno reducible gLLAQcbcdeffpborwno reducible gLLAQcbcdfefpnoovbn reducible gLLAQcbcdfefpnoovbr reducible gLLAQcbcdeffubbnoco reducible gLLAQcbcdeffubbnrco reducible gLLAQcbcdeffubbnnco reducible gLLAQcbcdeffubbnogo reducible gLLAQcbcdeffubbnvno reducible gLLAQcbcdeffubbnwno reducible gLLAQcbcdeffubbnsno reducible gLLAQcbcdeffubbnvjo reducible gLLAQcbcdfefpjoovbn reducible gLLAQcbcdfefpjoovbr reducible gLLAQcbcdeffubbroco reducible gLLAQcbcdeffubbrrco reducible gLLAQcbcdeffubbrnco reducible gLLAQcbcdeffubbrogo reducible gLLAQcbcdeffubbrvno reducible gLLAQcbcdeffubbrwno reducible gLLAQcbcdeffubbrsno reducible gLLAQcbcdeffubbrvjo reducible gLLMQaecdfefblovrfn reducible gLLMQaecdfefblovrfr reducible gLLMQaecdfefblvvcfw reducible gLLMQaecdfefblvvcfs reducible gLLMQaecdfefjmvowgs reducible gLLMQaecdfefjmvowgw reducible gLLMQaecdfefjlovrfn reducible gLLMQaecdfefjlovrfr reducible gLLMQadcdfefbuvvgfw reducible gLLMQadcdfefbuvvgfs reducible gLLMQadcdfefbuvvbfk reducible gLLMQadcdfefbuwvsfg reducible gLLMQadcdfefbuvvwfk reducible gLLMQadcdfefbuwvwfg reducible gLLMQadcdfefbuwvsrg reducible gLLMQadcdfefbuvvbkf reducible gLLMQadcdfefbuvvskg reducible gLLMQadcdfefbusvskg reducible gLLMQadcdfefbuwvskg reducible gLLMQadcdfefbuovjfn reducible gLLMQadcdfefbuovjfr reducible gLLMQadcdfefbuovofj reducible gLLMQadcdfefburvofg reducible gLLMQadcdfefbuovffj reducible gLLMQadcdfefburvrfg reducible gLLMQadcdfefburvorg reducible gLLMQadcdfefbuovokg reducible gLLMQadcdfefbuovckc reducible gLLMQadcdfefbunvokg reducible gLLMQadcdfefburvokg reducible gLLMQadcdfefjuovjfn reducible gLLMQadcdfefjuovjfr reducible gLLMQadcdfefjuovofj reducible gLLMQadcdfefjuovffj reducible gLLMQadcdfefnuovjfn reducible gLLMQadcdfefnuovjfr reducible gLLMQadcdfefnuovofj reducible gLLMQadcdfefnuovffj reducible gLLAQcbcdefflbvgocj reducible gLLAQcbcdefflbvgock reducible gLLAQcbcdefflbvgvjj reducible gLLAQcbcdefflbvgvjk reducible gLLAQcbcdefflnvgocj reducible gLLAQcbcdefflnvgock reducible gLLAQcbcdeffljvgocj reducible gLLAQcbcdeffljvgock reducible gLLAQcbcdeffpbogock reducible gLLAQcbcdeffpbogocj reducible gLLAQcbcdefflbvgrvf reducible gLLAQcbcdefflbvgovr reducible gLLAQcbcdefflbvgwkf reducible gLLAQcbcdefflbvgvor reducible gLLAQcbcdefflnvgovr reducible gLLAQcbcdeffljvgovf reducible gLLAQcbcdeffljvgorf reducible gLLAQcbcdeffljvgovk reducible gLLAQcbcdeffljvgovr reducible gLLAQcbcdeffpbogvjk reducible gLLAQcbcdeffpbogvjj reducible gLLAQcbcdefflbvgrfv reducible gLLAQcbcdefflbvgonw reducible gLLAQcbcdefflbvgwsv reducible gLLAQcbcdefflbvgvsw reducible gLLAQcbcdefflnvgonw reducible gLLAQcbcdeffljvgofv reducible gLLAQcbcdeffljvgonv reducible gLLAQcbcdeffljvgons reducible gLLAQcbcdeffljvgonw reducible gLLAQcbcdeffpnogock reducible gLLAQcbcdeffpnogocj reducible gLLAQcbcdefflbvkrvf reducible gLLAQcbcdefflbvkwkf reducible gLLAQcbcdeffpjogock reducible gLLAQcbcdeffpjogocj reducible gLLAQcbcdefflbvjrvf reducible gLLAQcbcdefflbvjwkf reducible gLLMQadcdfefbpvbgfs reducible gLLMQadcdfefbpvbgfw reducible gLLMQadcdfefbpobjfr reducible gLLMQadcdfefbpobjfn reducible gLLMQadcdfefjpobjfr reducible gLLMQadcdfefjpobjfn reducible gLLMQadcdfefnpobjfr reducible gLLMQadcdfefnpobjfn reducible gLLMQaecdfefbivowgw reducible gLLMQaecdfefbivowgs reducible gLLMQadcdfefbpwbsfg reducible gLLMQadcdfefbpvbbfk reducible gLLMQadcdfefbprbofg reducible gLLMQadcdfefbpobofj reducible gLLMQadcdfefjpobofj reducible gLLMQadcdfefnpobofj reducible gLLMQaecdfefbioofgn reducible gLLMQaecdfefbioofgr reducible gLLMQadcdfefbpwbwfg reducible gLLMQadcdfefbpvbwfk reducible gLLMQadcdfefbprbrfg reducible gLLMQadcdfefbpobffj reducible gLLMQadcdfefjpobffj reducible gLLMQadcdfefnpobffj reducible gLLMQaecdfefjivowgw reducible gLLMQaecdfefjivowgs reducible gLLMQadcdfefbpwbsrg reducible gLLMQadcdfefbprborg reducible gLLMQaecdfefjtovrvr reducible gLLMQaecdfefjtovrvn reducible gLLMQadcdfefbpvbskg reducible gLLMQadcdfefbpwbskg reducible gLLMQadcdfefbpsbskg reducible gLLMQadcdfefbpvbbkf reducible gLLMQadcdfefbpobokg reducible gLLMQadcdfefbprbokg reducible gLLMQadcdfefbpnbokg reducible gLLMQadcdfefbpobckc reducible gLLPQaecfdefbingbgj SFS[D(3,1)(3,1)] gLLPQaecfdefbingbgn SFS[D(3,1)(3,2)] gLLPQaecfdefbijgbgj SFS[D(3,1)(3,2)] gLLPQaecfdefbijgbgn SFS[D(3,1)(3,1)] gLLMQaecfdefblrrbfj SFS[D(3,1)(2,1)] gLLMQaecfdefblrrbfk SFS[D(3,1)(2,1)] gLLMQaecfdefblwwbfj SFS[D(3,1)(2,1)] gLLMQaecfdefblwwbfk SFS[D(3,1)(2,1)] gLLPQaecfdefbingngb reducible gLLPQaecfdefbijgngb reducible gLLPQaecfdefbingjgb reducible gLLPQaecfdefbijgjgb reducible gLLMQaecfdefbiwwbgj SFS[D(3,1)(2,1)] gLLMQaecfdefbiwwbgk SFS[D(3,1)(2,1)] gLLMQaecfdefbiwgbgw SFS[D(2,1)(2,1)] gLLMQaecfdefbiwbbgr SFS[D(2,1)(2,1)] gLLMQaecfdefbiwwngg reducible gLLMQaecfdefbiwwjgg reducible gLLMQaecfdefbirrbgj SFS[D(3,1)(2,1)] gLLMQaecfdefbirrbgk SFS[D(3,1)(2,1)] gLLMQaecfdefbirbbgw SFS[D(2,1)(2,1)] gLLMQaecfdefbirgbgr SFS[D(2,1)(2,1)] gLLMQaecfdefbirrngg reducible gLLMQaecfdefbirrjgg reducible gLLPQaecfdefblngjfb reducible gLLPQaecfdefbljgjfb reducible gLLMQaecfdefblrrjfg reducible gLLMQaecfdefblwwjfg reducible gLLPQaecfdefblngnfb reducible gLLPQaecfdefbljgnfb reducible gLLMQaecfdefblrrnfg reducible gLLMQaecfdefblwwnfg reducible gLLMQadcdfefbivogfw reducible gLLMQadcdfefbivogfs reducible gLLMQadcdfefbioojfn reducible gLLMQadcdfefbioojfr reducible gLLMQadcdfefjioojfn reducible gLLMQadcdfefjioojfr reducible gLLMQadcdfefnioojfn reducible gLLMQadcdfefnioojfr reducible gLLMQaecdfefbivvcgs reducible gLLMQaecdfefbivvcgw reducible gLLMQadcdfefbiwowfg reducible gLLMQadcdfefbivowfk reducible gLLMQadcdfefbirorfg reducible gLLMQadcdfefbiooffj reducible gLLMQadcdfefjiooffj reducible gLLMQadcdfefniooffj reducible gLLMQaecdfefbiovrgr reducible gLLMQaecdfefbiovrgn reducible gLLMQadcdfefbiwosfg reducible gLLMQadcdfefbivobfk reducible gLLMQadcdfefbiroofg reducible gLLMQadcdfefbiooofj reducible gLLMQadcdfefjiooofj reducible gLLMQadcdfefniooofj reducible gLLMQaecdfefjiovrgr reducible gLLMQaecdfefjiovrgn reducible gLLMQadcdfefbiwoskg reducible gLLMQadcdfefbirookg reducible gLLMQaecdfefjtvowvw reducible gLLMQaecdfefjtvowvs reducible gLLMQadcdfefbiwosrg reducible gLLMQadcdfefbiroorg reducible gLLAQcbcdeffubbgocj reducible gLLAQcbcdeffubbgock reducible gLLAQcbcdeffubbgvjj reducible gLLAQcbcdeffubbgvjk reducible gLLAQcbcdeffunbgocj reducible gLLAQcbcdeffunbgock reducible gLLAQcbcdeffujbgocj reducible gLLAQcbcdeffujbgock reducible gLLAQcbcdefftbvgock reducible gLLAQcbcdefftbvgocj reducible gLLAQcbcdefftbvgovr reducible gLLAQcbcdefftbvgrvf reducible gLLAQcbcdefftbvgonw reducible gLLAQcbcdefftbvgrfv reducible gLLAQcbcdefftbvkrvf reducible gLLAQcbcdefftbvjrvf reducible gLLAQcbcdefftbvgvjk reducible gLLAQcbcdefftbvgvjj reducible gLLAQcbcdefftbvgvor reducible gLLAQcbcdefftbvgwkf reducible gLLAQcbcdefftbvgvsw reducible gLLAQcbcdefftbvgwsv reducible gLLAQcbcdefftbvkwkf reducible gLLAQcbcdefftbvjwkf reducible gLLAQcbcdefftnvgock reducible gLLAQcbcdefftnvgocj reducible gLLAQcbcdefftnvgovr reducible gLLAQcbcdefftnvgonw reducible gLLAQcbcdefftjvgock reducible gLLAQcbcdefftjvgocj reducible gLLAQcbcdefftjvgovf reducible gLLAQcbcdefftjvgovr reducible gLLAQcbcdefftjvgovk reducible gLLAQcbcdefftjvgorf reducible gLLAQcbcdefftjvgonv reducible gLLAQcbcdefftjvgonw reducible gLLAQcbcdefftjvgons reducible gLLAQcbcdefftjvgofv reducible gLLMQaecdfefblooffr reducible gLLMQaecdfefblooffn reducible gLLMQaecdfefblvowfs reducible gLLMQaecdfefblvowfw reducible gLLMQaecdfefjmovrgn reducible gLLMQaecdfefjmovrgr reducible gLLMQaecdfefjlvowfs reducible gLLMQaecdfefjlvowfw reducible gLLMQadcdfefbmvogfs reducible gLLMQadcdfefbmvogfw reducible gLLMQadcdfefbmvowfk reducible gLLMQadcdfefbmwowfg reducible gLLMQadcdfefbmvobfk reducible gLLMQadcdfefbmwosfg reducible gLLMQadcdfefbmwoskg reducible gLLMQadcdfefbmwosrg reducible gLLMQadcdfefbmoojfr reducible gLLMQadcdfefbmoojfn reducible gLLMQadcdfefbmooffj reducible gLLMQadcdfefbmrorfg reducible gLLMQadcdfefbmooofj reducible gLLMQadcdfefbmroofg reducible gLLMQadcdfefbmrookg reducible gLLMQadcdfefbmroorg reducible gLLMQadcdfefjmoojfr reducible gLLMQadcdfefjmoojfn reducible gLLMQadcdfefjmooffj reducible gLLMQadcdfefjmooofj reducible gLLMQadcdfefnmoojfr reducible gLLMQadcdfefnmoojfn reducible gLLMQadcdfefnmooffj reducible gLLMQadcdfefnmooofj reducible gLLAQcbcdfeflbvovnr SFS[D(3,1)(3,1)] gLLAQcbcdfeflbvovjr SFS[D(3,1)(3,2)] gLLAQcbcdfeflbvovnn SFS[D(3,1)(3,2)] gLLAQcbcdfeflbvovjn SFS[D(3,1)(3,1)] gLLAQcbcdefflbvorcr SFS[D(3,1)(2,1)] gLLAQcbcdefflbvorcn SFS[D(3,1)(2,1)] gLLAQcbcdefflbvownr SFS[D(3,1)(2,1)] gLLAQcbcdefflbvownn SFS[D(3,1)(2,1)] gLLAQcbcdfeflnvovbr reducible gLLAQcbcdfeflnvovbn reducible gLLAQcbcdfefljvovbr reducible gLLAQcbcdfefljvovbn reducible gLLAQcbcdefftbvorcn SFS[D(3,1)(2,1)] gLLAQcbcdefftbvorcr SFS[D(3,1)(2,1)] gLLAQcbcdefflbvorvj SFS[D(2,1)(2,1)] gLLAQcbcdefflbvowkj SFS[D(2,1)(2,1)] gLLAQcbcdefftbvnrco reducible gLLAQcbcdefftbvrrco reducible gLLAQcbcdefftbvownn SFS[D(3,1)(2,1)] gLLAQcbcdefftbvownr SFS[D(3,1)(2,1)] gLLAQcbcdefflbvorks SFS[D(2,1)(2,1)] gLLAQcbcdefflbvowvs SFS[D(2,1)(2,1)] gLLAQcbcdefftbvnwno reducible gLLAQcbcdefftbvrwno reducible gLLAQcbcdfeflbvnvno reducible gLLAQcbcdfeflbvnvjo reducible gLLAQcbcdefflbvnrco reducible gLLAQcbcdefflbvnwno reducible gLLAQcbcdfeflbvrvno reducible gLLAQcbcdfeflbvrvjo reducible gLLAQcbcdefflbvrrco reducible gLLAQcbcdefflbvrwno reducible gLLPQaecfdefbajnjgf reducible gLLPQaecfdefbajsjgc reducible gLLPQaecfdefbajsngc reducible gLLPQaecfdefbajnngf reducible gLLMQaecfdefjavjbgs reducible gLLMQaecfdefjavjbgw reducible gLLMQaecfdefjaokbgr reducible gLLMQaecfdefjaokbgn reducible gLLMQaecfdefbaokjgr SFS[D(3,1)(3,2)] gLLMQaecfdefbaokjgn SFS[D(3,1)(3,1)] gLLMQaecfdefbankjgo reducible gLLMQaecfdefbanfjgc reducible gLLMQaecfdefbarkjgo reducible gLLMQaecfdefbarfjgc reducible gLLMQaecfdefbaocjgj SFS[D(3,1)(2,1)] gLLMQaecfdefbarojgg reducible gLLMQaecfdefbaonjgj SFS[D(3,1)(2,1)] gLLMQaecfdefbarnjgg reducible gLLMQaecfdefbaokngr SFS[D(3,1)(3,1)] gLLMQaecfdefbaokngn SFS[D(3,1)(3,2)] gLLMQaecfdefbankngo reducible gLLMQaecfdefbanfngc reducible gLLMQaecfdefbarkngo reducible gLLMQaecfdefbarfngc reducible gLLMQaecfdefbaocngj SFS[D(3,1)(2,1)] gLLMQaecfdefbarongg reducible gLLMQaecfdefbaonngj SFS[D(3,1)(2,1)] gLLMQaecfdefbarnngg reducible gLLPQaecfdefjabnngf SFS[D(3,1)(3,2)] gLLPQaecfdefjabsjgc SFS[D(3,1)(3,1)] gLLPQaecfdefjabnjgf SFS[D(3,1)(3,1)] gLLMQaecfdefjaocngc SFS[D(2,1)(2,1)] gLLMQcbcdfefabvcsnw SFS[D(3,1)(3,2)] gLLMQcbcdfefabvcsjw SFS[D(3,1)(3,1)] gLLMQcbcdfefabvcsnj SFS[D(3,1)(3,1)] gLLMQcbcdfefabvcsjj SFS[D(3,1)(3,2)] gLLMQadcdfefbawovfj SFS[D(3,1)(2,1)] gLLMQadcdfefbawovfk SFS[D(3,1)(2,1)] gLLMQadcdfefbaronfj SFS[D(3,1)(2,1)] gLLMQadcdfefbaronfk SFS[D(3,1)(2,1)] gLLMQcbcdfefanvcsbw reducible gLLMQcbcdfefanvcsbj reducible gLLMQadcdfefjavogfw reducible gLLMQadcdfefjavogfs reducible gLLMQadcdfefjaoonfj reducible gLLMQadcdfefjaoobfw reducible gLLMQadcdfefjaoonfk reducible gLLMQadcdfefjaoobfj reducible gLLMQcbcdfefajvcsbw reducible gLLMQcbcdfefajvcsbj reducible gLLMQadcdfefnavogfw reducible gLLMQadcdfefnavogfs reducible gLLMQaecdfefbarokgj SFS[D(3,1)(2,1)] gLLMQaecdfefbarokgk SFS[D(3,1)(2,1)] gLLMQadcdfefbawocfr SFS[D(2,1)(2,1)] gLLMQadcdfefbarokfr SFS[D(2,1)(2,1)] gLLMQaecdfefbaorkgj SFS[D(2,1)(2,1)] gLLMQaecdfefbarrkgg reducible gLLMQadcdfefjasocff SFS[D(2,1)(2,1)] gLLMQadcdfefjavowfk reducible gLLMQadcdfefjarokfo SFS[D(3,1)(2,1)] gLLMQadcdfefjanokfo SFS[D(3,1)(2,1)] gLLMQadcdfefjaookfn reducible gLLMQadcdfefjaoorfj reducible gLLMQadcdfefjaookfr reducible gLLMQadcdfefjaoorfk reducible gLLMQaecdfefbarnkgg reducible gLLMQadcdfefnavowfk reducible gLLMQaecdfefbarvfgk SFS[D(3,1)(2,1)] gLLMQaecdfefbarvfgj SFS[D(3,1)(2,1)] gLLMQadcdfefbawokfw SFS[D(2,1)(2,1)] gLLMQadcdfefbarocfw SFS[D(2,1)(2,1)] gLLMQaecdfefbaowkgj SFS[D(2,1)(2,1)] gLLMQaecdfefbarwfgg reducible gLLMQadcdfefjasobff SFS[D(2,1)(2,1)] gLLMQadcdfefjavobfk reducible gLLMQadcdfefjarogfo SFS[D(3,1)(2,1)] gLLMQadcdfefjanogfo SFS[D(3,1)(2,1)] gLLMQadcdfefjaoogfr reducible gLLMQadcdfefjaoocfj reducible gLLMQadcdfefjaoogfn reducible gLLMQadcdfefjaoocfw reducible gLLMQaecdfefbarsfgg reducible gLLMQadcdfefnavobfk reducible gLLMQcbcdfefabvjsnc reducible gLLMQcbcdfefabvjsjc reducible gLLMQadcdfefbawovkg reducible gLLMQadcdfefbavovkk SFS[D(2,1)(2,1)] gLLMQadcdfefbaronkg reducible gLLMQadcdfefbaoobkj SFS[D(2,1)(2,1)] gLLMQadcdfefjaoonkg SFS[D(3,1)(2,1)] gLLMQadcdfefjaoobkc SFS[D(3,1)(2,1)] gLLMQaecdfefjavvcgs reducible gLLMQaecdfefjavvcgw reducible gLLMQadcdfefbawowkg reducible gLLMQadcdfefbavockk SFS[D(2,1)(2,1)] gLLMQadcdfefbarorkg reducible gLLMQadcdfefbaoorkj SFS[D(2,1)(2,1)] gLLMQaecdfefjaovkgj reducible gLLMQaecdfefjaovkgw reducible gLLMQaecdfefjaovfgk reducible gLLMQaecdfefjaovfgj reducible gLLMQadcdfefbawokkv reducible gLLMQadcdfefbasokkv reducible gLLMQadcdfefbawobkf reducible gLLMQadcdfefbasobkf reducible gLLMQadcdfefbavokks SFS[D(3,1)(2,1)] gLLMQadcdfefbavokkw SFS[D(3,1)(2,1)] gLLMQadcdfefbarogko reducible gLLMQadcdfefbanogko reducible gLLMQadcdfefbarockc reducible gLLMQadcdfefbanockc reducible gLLMQadcdfefbaoogkr SFS[D(3,1)(2,1)] gLLMQadcdfefbaoogkn SFS[D(3,1)(2,1)] gLLMQaecdfefjaowkgc SFS[D(3,1)(2,1)] gLLMQaecdfefjaowfgg SFS[D(3,1)(2,1)] gLLMQaecdfefjaoskgc SFS[D(3,1)(2,1)] gLLMQaecdfefjaosfgg SFS[D(3,1)(2,1)] gLLMQcbcdfefabvwsnc reducible gLLMQcbcdfefabvwsjc reducible gLLMQadcdfefbawovrg reducible gLLMQadcdfefbaronrg reducible gLLMQadcdfefjaoonrg SFS[D(3,1)(2,1)] gLLMQadcdfefjaoobrc SFS[D(3,1)(2,1)] gLLMQaecdfefjaoofgn reducible gLLMQaecdfefjaoofgr reducible gLLMQadcdfefbawowrg reducible gLLMQadcdfefbarorrg reducible gLLMQadcdfefnavowrg SFS[D(2,1)(2,1)] gLLMQadcdfefnavocrf SFS[D(2,1)(2,1)] gLLAQcbcdfefabvgwjk SFS[D(3,1)(3,2)] gLLAQcbcdfefabvgwjj SFS[D(3,1)(3,1)] gLLAQcbcdfefabvgwnk SFS[D(3,1)(3,1)] gLLAQcbcdfefabvkwjg reducible gLLAQcbcdfefabvkwng reducible gLLAQcbcdeffanvgvjj reducible gLLAQcbcdeffanvgvjk reducible gLLAQcbcdfefabvjwjg reducible gLLAQcbcdfefabvjwng reducible gLLAQcbcdeffajvgogj reducible gLLAQcbcdeffajvgooj reducible gLLAQcbcdeffajvgogk reducible gLLAQcbcdeffajvgook reducible gLLAQcbcdeffajvgvjj reducible gLLAQcbcdeffajvgvjk reducible gLLAQcbcdeffabvgrgk SFS[D(3,1)(2,1)] gLLAQcbcdeffabvgrgj SFS[D(3,1)(2,1)] gLLAQcbcdeffabvgrrr SFS[D(2,1)(2,1)] gLLAQcbcdeffabvgrww SFS[D(2,1)(2,1)] gLLAQcbcdeffabvkrgg reducible gLLAQcbcdeffabvkrfv reducible gLLAQcbcdeffabvjooj SFS[D(2,1)(2,1)] gLLAQcbcdeffabvjrgg reducible gLLAQcbcdeffabvjojr SFS[D(3,1)(2,1)] gLLAQcbcdeffabvjojk SFS[D(3,1)(2,1)] gLLAQcbcdeffabvjnjf reducible gLLAQcbcdeffabvjnrf reducible gLLAQcbcdeffabvjrjf reducible gLLAQcbcdeffabvjrrf reducible gLLAQcbcdeffabvjofs SFS[D(2,1)(2,1)] gLLAQcbcdeffabvjrfv reducible gLLAQcbcdeffabvgwbk SFS[D(3,1)(2,1)] gLLAQcbcdeffabvgwbj SFS[D(3,1)(2,1)] gLLAQcbcdeffabvgwrw SFS[D(2,1)(2,1)] gLLAQcbcdeffabvkwbg reducible gLLAQcbcdeffabvkwsv reducible gLLAQcbcdeffabvjvbj SFS[D(2,1)(2,1)] gLLAQcbcdeffabvjwbg reducible gLLAQcbcdeffabvjvwr SFS[D(3,1)(2,1)] gLLAQcbcdeffabvjvwk SFS[D(3,1)(2,1)] gLLAQcbcdeffabvjswf reducible gLLAQcbcdeffabvjsof reducible gLLAQcbcdeffabvjwwf reducible gLLAQcbcdeffabvjwof reducible gLLAQcbcdeffabvjvrs SFS[D(2,1)(2,1)] gLLAQcbcdeffabvjwsv reducible gLLAQcbcdeffajvkogg SFS[D(3,1)(2,1)] gLLAQcbcdeffajvkoog SFS[D(3,1)(2,1)] gLLAQcbcdeffanvkvsv SFS[D(2,1)(2,1)] gLLAQcbcdeffanvkvrv SFS[D(2,1)(2,1)] gLLAQcbcdeffajvjogg SFS[D(3,1)(2,1)] gLLAQcbcdeffajvjoog SFS[D(3,1)(2,1)] gLLAQcbcdfefabvnsjo reducible gLLAQcbcdfefabvnwjo reducible gLLAQcbcdfefabvnsno reducible gLLAQcbcdfefabvnwno reducible gLLAQcbcdeffanvooor reducible gLLAQcbcdeffanvooon reducible gLLAQcbcdeffanvovbr reducible gLLAQcbcdeffanvovbn reducible gLLAQcbcdfefabvrsjo reducible gLLAQcbcdfefabvrwjo reducible gLLAQcbcdfefabvrsno reducible gLLAQcbcdfefabvrwno reducible gLLAQcbcdeffajvooor reducible gLLAQcbcdeffajvooon reducible gLLAQcbcdeffajvovbr reducible gLLAQcbcdeffajvovbn reducible gLLAQcbcdeffabvnoon SFS[D(3,1)(3,2)] gLLAQcbcdeffabvnoor SFS[D(3,1)(3,1)] gLLAQcbcdeffabvnnoo reducible gLLAQcbcdeffabvnngo reducible gLLAQcbcdeffabvnroo reducible gLLAQcbcdeffabvnrgo reducible gLLAQcbcdeffabvnojj SFS[D(3,1)(2,1)] gLLAQcbcdeffabvnrrb reducible gLLAQcbcdeffabvnoss SFS[D(3,1)(2,1)] gLLAQcbcdeffabvnrsv reducible gLLAQcbcdeffabvroon SFS[D(3,1)(3,1)] gLLAQcbcdeffabvroor SFS[D(3,1)(3,2)] gLLAQcbcdeffabvrnoo reducible gLLAQcbcdeffabvrngo reducible gLLAQcbcdeffabvrroo reducible gLLAQcbcdeffabvrrgo reducible gLLAQcbcdeffabvrojj SFS[D(3,1)(2,1)] gLLAQcbcdeffabvrrrb reducible gLLAQcbcdeffabvross SFS[D(3,1)(2,1)] gLLAQcbcdeffabvrrsv reducible gLLAQcbcdeffabvnvbn SFS[D(3,1)(3,2)] gLLAQcbcdeffabvnvbr SFS[D(3,1)(3,1)] gLLAQcbcdeffabvnsbo reducible gLLAQcbcdeffabvnsjo reducible gLLAQcbcdeffabvnwbo reducible gLLAQcbcdeffabvnwjo reducible gLLAQcbcdeffabvnvwj SFS[D(3,1)(2,1)] gLLAQcbcdeffabvnwwb reducible gLLAQcbcdeffabvnvgs SFS[D(3,1)(2,1)] gLLAQcbcdeffabvnwfv reducible gLLAQcbcdeffabvrvbn SFS[D(3,1)(3,1)] gLLAQcbcdeffabvrvbr SFS[D(3,1)(3,2)] gLLAQcbcdeffabvrsbo reducible gLLAQcbcdeffabvrsjo reducible gLLAQcbcdeffabvrwbo reducible gLLAQcbcdeffabvrwjo reducible gLLAQcbcdeffabvrvwj SFS[D(3,1)(2,1)] gLLAQcbcdeffabvrwwb reducible gLLAQcbcdeffabvrvgs SFS[D(3,1)(2,1)] gLLAQcbcdeffabvrwfv reducible gLLAQcbcdfefanvnsbo SFS[D(3,1)(3,2)] gLLAQcbcdfefajvnwbo SFS[D(3,1)(3,1)] gLLAQcbcdfefajvnsbo SFS[D(3,1)(3,1)] gLLAQcbcdeffanvnvfv SFS[D(2,1)(2,1)] gLLAQcbcdfefajvrsbo SFS[D(3,1)(3,2)] gLLAQcbcdeffajvrojb SFS[D(2,1)(2,1)] gLALQccbefefimcbmvj reducible gLALQccbefefaxfbton reducible gLALQccbefefpucvmbj reducible gLALQccbefefppcsmfj reducible gLALQccbefefppfftgn reducible gLALQccbefefamfwtfn reducible gLALQccbefefdpcsmfj reducible gLALQccbefefpxfftgn reducible gLALQccbefefaifwtfn reducible gLALQccbefefhpcsmfj reducible gLALQccbefefiuccmgj reducible gLALQccbefefdecjmfj reducible gLALQccbefefimcsmfj reducible gLALQccbefefimfftgn reducible gLALQccbefefhhcrmcj reducible gLALQccbefefimkftgn reducible gLALQccbefefimrftgn reducible gLALQccbefefdlfgufk SFS[D(3,1)(2,1)] gLALQccbefefpucvpbj reducible gLALQccbefefapcopoj SFS[D(3,1)(2,1)] gLALQccbefefaxfbuok reducible gLALQccbefefimcbpvj reducible gLALQccbefefiicbpvj SFS[D(3,1)(2,1)] gLALQccbefefalfbuok SFS[D(3,1)(2,1)] gLALQccbefefapfbuok SFS[D(3,1)(2,1)] gLALQccbefefppffugk reducible gLALQccbefefppcspfj reducible gLALQccbefefaifwufk reducible gLALQccbefefiuccpgj reducible gLALQccbefefhpcspfj reducible gLALQccbefefamfwufk reducible gLALQccbefefpxffugk reducible gLALQccbefefdpcspfj reducible gLALQccbefefdecjpfj reducible gLALQccbefefhlfvuvk SFS[D(3,1)(2,1)] gLALQccbefefimffugk reducible gLALQccbefefimcspfj reducible gLALQccbefefalfnuck SFS[D(3,1)(2,1)] gLALQccbefefhhcrpcj reducible gLALQccbefefiicspfj SFS[D(3,1)(2,1)] gLALQccbefefiiffugk SFS[D(3,1)(2,1)] gLALQccbefefalccpgj SFS[D(3,1)(2,1)] gLALQccbefefimkfugk reducible gLALQccbefefiikfugk toroidal gLALQccbefefaljcpgj toroidal gLALQccbefefimrfugk reducible gLALQccbefefiirfugk SFS[D(3,1)(2,1)] gLALQccbefefalwcpgj SFS[D(3,1)(2,1)] gLAzQccbefefdpckivj SFS[D(2,1)(2,1)] gLAzQccbefefdpckdvn SFS[D(2,1)(2,1)] gLAzQccbefefhxckdvn SFS[D(2,1)(2,1)] gLAzQccbefefdecjdbr T2xI gLAzQccbefefdufwecw toroidal gLAzQccbefefdhfwecw toroidal gLAzQccbefefdufwecs toroidal gLAzQccbefeflxccdcr toroidal gLAzQccbefefdhfwecs toroidal gLAzQccbefeflxccdcn toroidal gLAzQccbefefdpckivn SFS[D(2,1)(2,1)] gLAzQccbefefdpckdvr SFS[D(2,1)(2,1)] gLAzQccbefefhxckdvr SFS[D(2,1)(2,1)] gLAzQccbefefdecjdbn T2xI gLAzQccbefefimcsijn reducible gLAzQccbefefalfnlkj toroidal gLAzQccbefefalfnljn toroidal gLAzQccbefefimcsijj reducible gLAzQccbefefalfnljj toroidal gLAzQccbefefalfnlkn toroidal gLAzQccbefefimcsdjn reducible gLAzQccbefefimcsdjr reducible gLALQccbefefimffugr reducible gLALQccbefefalccpgw SFS[D(3,1)(2,1)] gLALQccbefefhhcrpcw reducible gLALQccbefefimcspfw reducible gLALQccbefefalfnucr SFS[D(3,1)(2,1)] gLALQccbefefiicspfw SFS[D(3,1)(2,1)] gLALQccbefefiiffugr SFS[D(3,1)(2,1)] gLALQccbefefhlfvuvr SFS[D(3,1)(2,1)] gLALQccbefefdecjpfw reducible gLALQccbefefaifwufr reducible gLALQccbefefamfwufr reducible gLALQccbefefppffugr reducible gLALQccbefefiuccpgw reducible gLALQccbefefpxffugr reducible gLALQccbefefppcspfw reducible gLALQccbefefhpcspfw reducible gLALQccbefefdpcspfw reducible gLALQccbefefpucvpbw reducible gLALQccbefefimcbpvw reducible gLALQccbefefiicbpvw SFS[D(3,1)(2,1)] gLALQccbefefaxfbuor reducible gLALQccbefefalfbuor SFS[D(3,1)(2,1)] gLALQccbefefapfbuor SFS[D(3,1)(2,1)] gLALQccbefefapcopow SFS[D(3,1)(2,1)] gLALQccbefefdlfgufr SFS[D(3,1)(2,1)] gLALQccbefefimkfugr reducible gLALQccbefefaljcpgw toroidal gLALQccbefefiikfugr toroidal gLALQccbefefimrfugr reducible gLALQccbefefalwcpgw SFS[D(3,1)(2,1)] gLALQccbefefiirfugr SFS[D(3,1)(2,1)] gLALQccbefefimcbmvn reducible gLALQccbefefaxfbtoj reducible gLALQccbefefpucvmbn reducible gLALQccbefefdecjmfn reducible gLALQccbefefppcsmfn reducible gLALQccbefefppfftgj reducible gLALQccbefefamfwtfj reducible gLALQccbefefdpcsmfn reducible gLALQccbefefpxfftgj reducible gLALQccbefefaifwtfj reducible gLALQccbefefhpcsmfn reducible gLALQccbefefiuccmgn reducible gLALQccbefefimcsmfn reducible gLALQccbefefimfftgj reducible gLALQccbefefhhcrmcn reducible gLALQccbefefimkftgj reducible gLALQccbefefimrftgj reducible gLALQccbefefdpcvxvj SFS[D(2,1)(2,1)] gLALQccbefefhxcvxvj SFS[D(2,1)(2,1)] gLALQccbefefqmfsqfn SFS[D(3,1)(2,1)] gLALQccbefefqmcfxgj SFS[D(3,1)(2,1)] gLALQccbefefdufrqcn SFS[D(3,1)(2,1)] gLALQccbefeftpfcqgn SFS[D(3,1)(2,1)] gLALQccbefefdhfrqcn SFS[D(3,1)(2,1)] gLALQccbefeflxcnxcj SFS[D(3,1)(2,1)] gLALQccbefefdeckxcj T2xI gLALQccbefefdpcfxgj SFS[D(2,1)(2,1)] gLALQccbefefhxfsqfn SFS[D(2,1)(2,1)] gLALQccbefefimcfxjj reducible gLALQccbefefimcfxkj reducible gLALQccbefefpucvhbj reducible gLALQccbefefaxfbhok reducible gLALQccbefefimcbhvj reducible gLALQccbefefppffhgk reducible gLALQccbefefppcshfj reducible gLALQccbefefaifwhfk reducible gLALQccbefefiucchgj reducible gLALQccbefefhpcshfj reducible gLALQccbefefamfwhfk reducible gLALQccbefefpxffhgk reducible gLALQccbefefdpcshfj reducible gLALQccbefefdecjhfj reducible gLALQccbefefimffhgk reducible gLALQccbefefimcshfj reducible gLALQccbefefhhcrhcj reducible gLALQccbefefimkfhgk reducible gLALQccbefefiikfhgk SFS[D(4,1)(2,1)] gLALQccbefefaljchgj SFS[D(4,1)(2,1)] gLALQccbefefimrfhgk reducible gLALQccbefefimcshrj reducible gLALQccbefefalfnhwk SFS[D(3,1)(2,1)] gLALQccbefefiicshrj SFS[D(3,1)(2,1)] gLALQccbefefimcshkj reducible gLAzQccbefefaicrqfn reducible gLAzQccbefefaicjhbn reducible gLAzQccbefefamfkhbs reducible gLAzQccbefefdpckhvn reducible gLAzQccbefefhpcsqgn reducible gLAzQccbefefaifkhbs reducible gLAzQccbefefhpckhvn reducible gLAzQccbefefdpffxfj reducible gLAzQccbefefhxckhvn reducible gLAzQccbefefdlfghvs reducible gLAzQccbefefdlcbhfn reducible gLAzQccbefefdlcbqfn reducible gLAzQccbefefdufwxcj reducible gLAzQccbefefdhfwxcj reducible gLAzQccbefefdufwhcs reducible gLAzQccbefeflxccqcn reducible gLAzQccbefefdhfwhcs reducible gLAzQccbefeflxcchcn reducible gLAzQccbefefdhcrhfn reducible gLAzQccbefefimffhfs reducible gLAzQccbefefhucrqfn reducible gLAzQccbefefhufwhcs reducible gLAzQccbefefalcchcn reducible gLAzQccbefeflpccqcn reducible gLAzQccbefefaxfnxgj reducible gLAzQccbefefapfnxgj reducible gLAzQccbefefdhcrqfn reducible gLAzQccbefefhufwxcj reducible gLAzQccbefefaxfnhgs reducible gLAzQccbefefimffxfj reducible gLAzQccbefefalccqcn reducible gLAzQccbefefapfnhgs reducible gLAzQccbefefhucrhfn reducible gLAzQccbefeflpcchcn reducible gLAzQccbefefamfkxbj reducible gLAzQccbefefaifkxbj reducible gLAzQccbefefaicrhfn reducible gLAzQccbefefdpckqvn reducible gLAzQccbefefhpckqvn reducible gLAzQccbefefaicjqbn reducible gLAzQccbefefhpcshgn reducible gLAzQccbefefdpffhfs reducible gLAzQccbefefhxckqvn reducible gLAzQccbefefdlfgxvj reducible gLAzQccbefefdecjhbn reducible gLAzQccbefefaxcgqon reducible gLAzQccbefefaxcghon reducible gLAzQccbefefimfghvs reducible gLAzQccbefefalcgqon reducible gLAzQccbefefalcghon reducible gLAzQccbefefimcshkn reducible gLAzQccbefefalfnxkj SFS[D(4,1)(3,1)] gLAzQccbefefalfnhjs SFS[D(4,1)(3,1)] gLAzQccbefefimcshjn reducible gLAzQccbefefalfnxjj SFS[D(4,3)(3,1)] gLAzQccbefefalfnhks SFS[D(4,3)(3,1)] gLALQccbefefimffqgn reducible gLALQccbefefhhcrxcj reducible gLALQccbefefimcsxfj reducible gLALQccbefefdecjxfj reducible gLALQccbefefaifwqfn reducible gLALQccbefefamfwqfn reducible gLALQccbefefppffqgn reducible gLALQccbefefiuccxgj reducible gLALQccbefefpxffqgn reducible gLALQccbefefppcsxfj reducible gLALQccbefefhpcsxfj reducible gLALQccbefefdpcsxfj reducible gLALQccbefefpucvxbj reducible gLALQccbefefimcbxvj reducible gLALQccbefefaxfbqon reducible gLALQccbefefimkfqgn reducible gLALQccbefefaljcxgj SFS[D(4,1)(2,1)] gLALQccbefefiikfqgn SFS[D(4,1)(2,1)] gLALQccbefefimrfqgn reducible gLALQccbefefimcsxkj reducible gLALQccbefefimcsxrj reducible gLALQccbefefamcohbj reducible gLALQccbefefaicohbj reducible gLALQccbefefamfvhbk reducible gLALQccbefefdpcvhvj reducible gLALQccbefeflmfvhbk reducible gLALQccbefefaifvhbk reducible gLALQccbefefhpcvhvj reducible gLALQccbefefiucbhoj reducible gLALQccbefefhxcvhvj reducible gLALQccbefefdlfbhvk reducible gLALQccbefefqmfshfk reducible gLALQccbefefqmcfhgj reducible gLALQccbefefdufrhck reducible gLALQccbefeftpfchgk reducible gLALQccbefefdhfrhck reducible gLALQccbefeflxcnhcj reducible gLALQccbefefdhcwhfj reducible gLALQccbefefimfshfk reducible gLALQccbefeflxfchgk reducible gLALQccbefefhufrhck reducible gLALQccbefefalcnhcj reducible gLALQccbefeflpfchgk reducible gLALQccbefefhhcwhfj reducible gLALQccbefefiifshfk reducible gLALQccbefefducwhfj reducible gLALQccbefeftpcnhcj reducible gLALQccbefefaxfchgk reducible gLALQccbefefpucwhfj reducible gLALQccbefefapcnhcj reducible gLALQccbefefapfchgk reducible gLALQccbefefhucwhfj reducible gLALQccbefeflpcnhcj reducible gLALQccbefefdlcghfj reducible gLALQccbefefdlfkhgk reducible gLALQccbefefdeckhcj reducible gLALQccbefefaxcjhgj reducible gLALQccbefefaxcbhoj reducible gLALQccbefefimfbhvk reducible gLALQccbefefapcjhgj reducible gLALQccbefefalcbhoj reducible gLALQccbefefppcfhgj reducible gLALQccbefefppfshfk reducible gLALQccbefefaicwhfj reducible gLALQccbefefdpcfhgj reducible gLALQccbefefhpfshfk reducible gLALQccbefefaifrhck reducible gLALQccbefefhpcfhgj reducible gLALQccbefefdpfshfk reducible gLALQccbefefhxfshfk reducible gLALQccbefefdxfshfk reducible gLALQccbefefimcfhjj reducible gLALQccbefefiicfhjj SFS[D(3,1)(3,1)] gLALQccbefefalfchkk SFS[D(3,1)(3,1)] gLALQccbefefimcfhkj reducible gLALQccbefefiicfhkj SFS[D(3,1)(3,2)] gLALQccbefefalfchjk SFS[D(3,1)(3,2)] gLALQccbefefimcohvj reducible gLALQccbefefaxfvhok reducible gLALQccbefefimcoxvj reducible gLALQccbefefppcnhfj reducible gLALQccbefefppcnxfj reducible gLALQccbefefaifcqfn reducible gLALQccbefefdpcnhfj reducible gLALQccbefefhpcnxfj reducible gLALQccbefefaifchfk reducible gLALQccbefefhpcnhfj reducible gLALQccbefefdpcnxfj reducible gLALQccbefefdecchfj reducible gLALQccbefefimcnhfj reducible gLALQccbefefimcnxfj reducible gLALQccbefefhhcfhcj reducible gLALQccbefefimcohsj reducible gLALQccbefefimcohwj reducible gLALQccbefefapwvxoj SFS[D(3,1)(2,1)] gLALQccbefefalfvhrk SFS[D(3,1)(2,1)] gLALQccbefefimcoxsj reducible gLALQccbefefimcoxwj reducible gLALQccbefefimcbevj reducible gLALQccbefefaxfbdon reducible gLALQccbefefpucvebj reducible gLALQccbefefppcsefj reducible gLALQccbefefppffdgn reducible gLALQccbefefamfwdfn reducible gLALQccbefefdpcsefj reducible gLALQccbefefpxffdgn reducible gLALQccbefefaifwdfn reducible gLALQccbefefhpcsefj reducible gLALQccbefefiuccegj reducible gLALQccbefefdecjefj reducible gLALQccbefefimcsefj reducible gLALQccbefefimffdgn reducible gLALQccbefefhhcrecj reducible gLALQccbefefimkfdgn reducible gLALQccbefefaljcegj SFS[D(5,2)(2,1)] gLALQccbefefiikfdgn SFS[D(5,2)(2,1)] gLALQccbefefimrfdgn reducible gLALQccbefefpucvdbj reducible gLALQccbefefaxfbeok reducible gLALQccbefefimcbdvj reducible gLALQccbefefppffegk reducible gLALQccbefefppcsdfj reducible gLALQccbefefaifwefk reducible gLALQccbefefiuccdgj reducible gLALQccbefefhpcsdfj reducible gLALQccbefefamfwefk reducible gLALQccbefefpxffegk reducible gLALQccbefefdpcsdfj reducible gLALQccbefefdecjdfj reducible gLALQccbefefimffegk reducible gLALQccbefefimcsdfj reducible gLALQccbefefhhcrdcj reducible gLALQccbefefimkfegk reducible gLALQccbefefiikfegk SFS[D(5,2)(2,1)] gLALQccbefefaljcdgj SFS[D(5,2)(2,1)] gLALQccbefefimrfegk reducible gLAzQccbefefaicrtfs reducible gLAzQccbefefaicjpbn reducible gLAzQccbefefamfkibr reducible gLAzQccbefefdpcklvw reducible gLAzQccbefefhpcsugn reducible gLAzQccbefefaifkibr reducible gLAzQccbefefhpcklvw reducible gLAzQccbefefdpffmfn reducible gLAzQccbefefaicjlbw reducible gLAzQccbefefhpcstgs reducible gLAzQccbefefdpffpfj reducible gLAzQccbefefdlfguvs reducible gLAzQccbefefaicrufn reducible gLAzQccbefefdpckpvn reducible gLAzQccbefefhpckpvn reducible gLAzQccbefefhxcklvw reducible gLAzQccbefefdlfgivr reducible gLAzQccbefefdecjlbw reducible gLAzQccbefefaxcglow reducible gLAzQccbefefimfgivr reducible gLAzQccbefefalcglow reducible gLAzQccbefefaxcgtos reducible gLAzQccbefefalcgtos reducible gLAzQccbefefdlcblfw reducible gLAzQccbefefdlcbpfn reducible gLAzQccbefefdlcbufn reducible gLAzQccbefefdlcbtfs reducible gLAzQccbefefdufwmcn reducible gLAzQccbefefdhfwmcn reducible gLAzQccbefefdufwicr reducible gLAzQccbefeflxcctcs reducible gLAzQccbefefdhfwicr reducible gLAzQccbefeflxcclcw reducible gLAzQccbefefdhcrlfw reducible gLAzQccbefefimffifr reducible gLAzQccbefefhucrtfs reducible gLAzQccbefefhufwicr reducible gLAzQccbefefalcclcw reducible gLAzQccbefeflpcctcs reducible gLAzQccbefefaxfnmgn reducible gLAzQccbefefapfnmgn reducible gLAzQccbefefdhcrtfs reducible gLAzQccbefefhufwmcn reducible gLAzQccbefefaxfnigr reducible gLAzQccbefefimffmfn reducible gLAzQccbefefalcctcs reducible gLAzQccbefefapfnigr reducible gLAzQccbefefhucrlfw reducible gLAzQccbefeflpcclcw reducible gLAzQccbefefamfkmbn reducible gLAzQccbefefaifkmbn reducible gLAzQccbefefaicrpfn reducible gLAzQccbefefdpckuvn reducible gLAzQccbefefhpckuvn reducible gLAzQccbefefaicjtbs reducible gLAzQccbefefhpcslgw reducible gLAzQccbefefdpffufs reducible gLAzQccbefefaicrlfw reducible gLAzQccbefefdpcktvs reducible gLAzQccbefefhpcktvs reducible gLAzQccbefefhxcktvs reducible gLAzQccbefefdlfgpvj reducible gLAzQccbefefaicjubn reducible gLAzQccbefefhpcspgn reducible gLAzQccbefefdpffifr reducible gLAzQccbefefdlfgmvn reducible gLAzQccbefefdecjpbn reducible gLAzQccbefefaxcguon reducible gLAzQccbefefaxcgpon reducible gLAzQccbefefimfgpvj reducible gLAzQccbefefalcguon reducible gLAzQccbefefalcgpon reducible gLAzQccbefefimcslkw reducible gLAzQccbefefalfnpkj SFS[D(5,3)(3,1)] gLAzQccbefefalfnijr SFS[D(5,3)(3,1)] gLAzQccbefefimcsljw reducible gLAzQccbefefalfnpjj SFS[D(5,2)(3,1)] gLAzQccbefefalfnikr SFS[D(5,2)(3,1)] gLAzQccbefefimcspjn reducible gLAzQccbefefalfnmjn SFS[D(5,3)(3,1)] gLAzQccbefefalfnuks SFS[D(5,3)(3,1)] gLAzQccbefefimcspkn reducible gLAzQccbefefalfnmkn SFS[D(5,2)(3,1)] gLAzQccbefefalfnujs SFS[D(5,2)(3,1)] gLALQccbefefimffigj reducible gLALQccbefefhhcrlck reducible gLALQccbefefimcslfk reducible gLALQccbefefdecjlfk reducible gLALQccbefefaifwifj reducible gLALQccbefefamfwifj reducible gLALQccbefefppffigj reducible gLALQccbefefiucclgk reducible gLALQccbefefpxffigj reducible gLALQccbefefppcslfk reducible gLALQccbefefhpcslfk reducible gLALQccbefefdpcslfk reducible gLALQccbefefpucvlbk reducible gLALQccbefefimcblvk reducible gLALQccbefefaxfbioj reducible gLALQccbefefimkfigj reducible gLALQccbefefaljclgk SFS[D(5,2)(2,1)] gLALQccbefefiikfigj SFS[D(5,2)(2,1)] gLALQccbefefimrfigj reducible gLALQccbefefimcbtvr reducible gLALQccbefefaxfbmow reducible gLALQccbefefpucvtbr reducible gLALQccbefefdecjtfr reducible gLALQccbefefppcstfr reducible gLALQccbefefppffmgw reducible gLALQccbefefamfwmfw reducible gLALQccbefefdpcstfr reducible gLALQccbefefpxffmgw reducible gLALQccbefefaifwmfw reducible gLALQccbefefhpcstfr reducible gLALQccbefefiucctgr reducible gLALQccbefefimcstfr reducible gLALQccbefefimffmgw reducible gLALQccbefefhhcrtcr reducible gLALQccbefefimkfmgw reducible gLALQccbefefaljctgr SFS[D(5,2)(2,1)] gLALQccbefefiikfmgw SFS[D(5,2)(2,1)] gLALQccbefefimrfmgw reducible gLALQccbefefamcoabk reducible gLALQccbefefaicoabk reducible gLALQccbefefamfvabj reducible gLALQccbefefdpcvavk reducible gLALQccbefeflmfvabj reducible gLALQccbefefaifvabj reducible gLALQccbefefhpcvavk reducible gLALQccbefefiucbaok reducible gLALQccbefefhxcvavk reducible gLALQccbefefdlfbavj reducible gLALQccbefefqmfsafj reducible gLALQccbefefqmcfagk reducible gLALQccbefefdufracj reducible gLALQccbefeftpfcagj reducible gLALQccbefefdhfracj reducible gLALQccbefeflxcnack reducible gLALQccbefefdhcwafk reducible gLALQccbefefimfsafj reducible gLALQccbefeflxfcagj reducible gLALQccbefefhufracj reducible gLALQccbefefalcnack reducible gLALQccbefeflpfcagj reducible gLALQccbefefhhcwafk reducible gLALQccbefefiifsafj reducible gLALQccbefefducwafk reducible gLALQccbefeftpcnack reducible gLALQccbefefaxfcagj reducible gLALQccbefefpucwafk reducible gLALQccbefefapcnack reducible gLALQccbefefapfcagj reducible gLALQccbefefhucwafk reducible gLALQccbefeflpcnack reducible gLALQccbefefdlcgafk reducible gLALQccbefefdlfkagj reducible gLALQccbefefdeckack reducible gLALQccbefefaxcjagk reducible gLALQccbefefaxcbaok reducible gLALQccbefefimfbavj reducible gLALQccbefefapcjagk reducible gLALQccbefefalcbaok reducible gLALQccbefefppcfagk reducible gLALQccbefefppfsafj reducible gLALQccbefefaicwafk reducible gLALQccbefefdpcfagk reducible gLALQccbefefhpfsafj reducible gLALQccbefefaifracj reducible gLALQccbefefhpcfagk reducible gLALQccbefefdpfsafj reducible gLALQccbefefhxfsafj reducible gLALQccbefefdxfsafj reducible gLALQccbefefimcfajk reducible gLALQccbefefiicfajk SFS[D(3,1)(2,1)] gLALQccbefefalfcakj SFS[D(3,1)(2,1)] gLALQccbefefimcfakk reducible gLALQccbefefiicfakk SFS[D(3,1)(2,1)] gLALQccbefefalfcajj SFS[D(3,1)(2,1)] gLALQccbefefpucvabr reducible gLALQccbefefaxfbaow reducible gLALQccbefefimcbavr reducible gLALQccbefefppffagw reducible gLALQccbefefppcsafr reducible gLALQccbefefaifwafw reducible gLALQccbefefiuccagr reducible gLALQccbefefhpcsafr reducible gLALQccbefefamfwafw reducible gLALQccbefefpxffagw reducible gLALQccbefefdpcsafr reducible gLALQccbefefdecjafr reducible gLALQccbefefimffagw reducible gLALQccbefefimcsafr reducible gLALQccbefefhhcracr reducible gLALQccbefefimkfagw reducible gLALQccbefefimrfagw reducible gLALQccbefefimcsarr reducible gLALQccbefefimcsakr reducible gLAzQccbefefdpckavw SFS[D(2,1)(2,1)] gLAzQccbefefhxckavw SFS[D(2,1)(2,1)] gLAzQccbefefdufwacn SFS[D(3,1)(2,1)] gLAzQccbefefdhfwacn SFS[D(3,1)(2,1)] gLAzQccbefefdufwacr SFS[D(3,1)(2,1)] gLAzQccbefeflxccacs SFS[D(3,1)(2,1)] gLAzQccbefefdhfwacr SFS[D(3,1)(2,1)] gLAzQccbefeflxccacw SFS[D(3,1)(2,1)] gLAzQccbefefdpckavs SFS[D(2,1)(2,1)] gLAzQccbefefhxckavs SFS[D(2,1)(2,1)] gLAzQccbefefdecjabs T2xI gLAzQccbefefimcsajs reducible gLAzQccbefefimcsajw reducible gLALQccbefefimffagj reducible gLALQccbefefhhcrack reducible gLALQccbefefimcsafk reducible gLALQccbefefdecjafk reducible gLALQccbefefaifwafj reducible gLALQccbefefamfwafj reducible gLALQccbefefppffagj reducible gLALQccbefefiuccagk reducible gLALQccbefefpxffagj reducible gLALQccbefefppcsafk reducible gLALQccbefefhpcsafk reducible gLALQccbefefdpcsafk reducible gLALQccbefefpucvabk reducible gLALQccbefefimcbavk reducible gLALQccbefefaxfbaoj reducible gLALQccbefefimkfagj reducible gLALQccbefefimrfagj reducible gLALQccbefefimcsakk reducible gLALQccbefefimcsark reducible gLALQccbefefalfnawj SFS[D(2,1)(2,1)] gLALQccbefefiicsark SFS[D(2,1)(2,1)] gLALQccbefefdpcvavr SFS[D(2,1)(2,1)] gLALQccbefefhxcvavr SFS[D(2,1)(2,1)] gLALQccbefefqmfsafw SFS[D(3,1)(2,1)] gLALQccbefefqmcfagr SFS[D(3,1)(2,1)] gLALQccbefefdufracw SFS[D(3,1)(2,1)] gLALQccbefeftpfcagw SFS[D(3,1)(2,1)] gLALQccbefefdhfracw SFS[D(3,1)(2,1)] gLALQccbefeflxcnacr SFS[D(3,1)(2,1)] gLALQccbefefdeckacr T2xI gLALQccbefefdpcfagr SFS[D(2,1)(2,1)] gLALQccbefefhxfsafw SFS[D(2,1)(2,1)] gLALQccbefefimcfajr reducible gLALQccbefefimcfakr reducible gLALQccbefefimcoavr reducible gLALQccbefefaxfvaoj reducible gLALQccbefefimcoavk reducible gLALQccbefefppcnafr reducible gLALQccbefefppcnafk reducible gLALQccbefefaifcafj reducible gLALQccbefefdpcnafr reducible gLALQccbefefhpcnafk reducible gLALQccbefefaifcafw reducible gLALQccbefefhpcnafr reducible gLALQccbefefdpcnafk reducible gLALQccbefefdeccafk reducible gLALQccbefefimcnafr reducible gLALQccbefefimcnafk reducible gLALQccbefefhhcfack reducible gLALQccbefefimcoasr reducible gLALQccbefefimcoawr reducible gLALQccbefefimcoask reducible gLALQccbefefimcoawk reducible gLALQccbefefapwvaor SFS[D(2,1)(2,1)] gLALQccbefefalfvarj SFS[D(2,1)(2,1)] gLALQccbefefamcoxbn reducible gLALQccbefefaicoxbn reducible gLALQccbefefamfvqbj reducible gLALQccbefefdpcvxvn reducible gLALQccbefeflmfvqbj reducible gLALQccbefefaifvqbj reducible gLALQccbefefhpcvxvn reducible gLALQccbefefiucbxon reducible gLALQccbefefhxcvxvn reducible gLALQccbefefdlfbqvj reducible gLALQccbefefqmfsqfj reducible gLALQccbefefqmcfxgn reducible gLALQccbefefdufrqcj reducible gLALQccbefeftpfcqgj reducible gLALQccbefefdhfrqcj reducible gLALQccbefeflxcnxcn reducible gLALQccbefefdhcwxfn reducible gLALQccbefefimfsqfj reducible gLALQccbefeflxfcqgj reducible gLALQccbefefhufrqcj reducible gLALQccbefefalcnxcn reducible gLALQccbefeflpfcqgj reducible gLALQccbefefhhcwxfn reducible gLALQccbefefiifsqfj reducible gLALQccbefefducwxfn reducible gLALQccbefeftpcnxcn reducible gLALQccbefefaxfcqgj reducible gLALQccbefefpucwxfn reducible gLALQccbefefapcnxcn reducible gLALQccbefefapfcqgj reducible gLALQccbefefhucwxfn reducible gLALQccbefeflpcnxcn reducible gLALQccbefefdlcgxfn reducible gLALQccbefefdlfkqgj reducible gLALQccbefefdeckxcn reducible gLALQccbefefaxcjxgn reducible gLALQccbefefaxcbxon reducible gLALQccbefefimfbqvj reducible gLALQccbefefapcjxgn reducible gLALQccbefefalcbxon reducible gLALQccbefefppcfxgn reducible gLALQccbefefppfsqfj reducible gLALQccbefefaicwxfn reducible gLALQccbefefdpcfxgn reducible gLALQccbefefhpfsqfj reducible gLALQccbefefaifrqcj reducible gLALQccbefefhpcfxgn reducible gLALQccbefefdpfsqfj reducible gLALQccbefefhxfsqfj reducible gLALQccbefefdxfsqfj reducible gLALQccbefefimcfxjn reducible gLALQccbefefiicfxjn SFS[D(3,1)(2,1)] gLALQccbefefalfcqkj SFS[D(3,1)(2,1)] gLALQccbefefimcfxkn reducible gLALQccbefefiicfxkn SFS[D(3,1)(2,1)] gLALQccbefefalfcqjj SFS[D(3,1)(2,1)] gLALQccbefefpucvhbw reducible gLALQccbefefaxfbhor reducible gLALQccbefefimcbhvw reducible gLALQccbefefppffhgr reducible gLALQccbefefppcshfw reducible gLALQccbefefaifwhfr reducible gLALQccbefefiucchgw reducible gLALQccbefefhpcshfw reducible gLALQccbefefamfwhfr reducible gLALQccbefefpxffhgr reducible gLALQccbefefdpcshfw reducible gLALQccbefefdecjhfw reducible gLALQccbefefimffhgr reducible gLALQccbefefimcshfw reducible gLALQccbefefhhcrhcw reducible gLALQccbefefimkfhgr reducible gLALQccbefefiikfhgr SFS[D(5,2)(2,1)] gLALQccbefefaljchgw SFS[D(5,2)(2,1)] gLALQccbefefimrfhgr reducible gLALQccbefefimcshrw reducible gLALQccbefefalfnhwr SFS[D(3,1)(2,1)] gLALQccbefefiicshrw SFS[D(3,1)(2,1)] gLALQccbefefimcshkw reducible gLAzQccbefefaicrqfj reducible gLAzQccbefefaicjhbr reducible gLAzQccbefefamfkhbw reducible gLAzQccbefefdpckhvr reducible gLAzQccbefefhpcsqgj reducible gLAzQccbefefaifkhbw reducible gLAzQccbefefhpckhvr reducible gLAzQccbefefdpffxfn reducible gLAzQccbefefhxckhvr reducible gLAzQccbefefdlfghvw reducible gLAzQccbefefdlcbhfr reducible gLAzQccbefefdlcbqfj reducible gLAzQccbefefdufwxcn reducible gLAzQccbefefdhfwxcn reducible gLAzQccbefefdufwhcw reducible gLAzQccbefeflxccqcj reducible gLAzQccbefefdhfwhcw reducible gLAzQccbefeflxcchcr reducible gLAzQccbefefdhcrhfr reducible gLAzQccbefefimffhfw reducible gLAzQccbefefhucrqfj reducible gLAzQccbefefhufwhcw reducible gLAzQccbefefalcchcr reducible gLAzQccbefeflpccqcj reducible gLAzQccbefefaxfnxgn reducible gLAzQccbefefapfnxgn reducible gLAzQccbefefdhcrqfj reducible gLAzQccbefefhufwxcn reducible gLAzQccbefefaxfnhgw reducible gLAzQccbefefimffxfn reducible gLAzQccbefefalccqcj reducible gLAzQccbefefapfnhgw reducible gLAzQccbefefhucrhfr reducible gLAzQccbefeflpcchcr reducible gLAzQccbefefamfkxbn reducible gLAzQccbefefaifkxbn reducible gLAzQccbefefaicrhfr reducible gLAzQccbefefdpckqvj reducible gLAzQccbefefhpckqvj reducible gLAzQccbefefaicjqbj reducible gLAzQccbefefhpcshgr reducible gLAzQccbefefdpffhfw reducible gLAzQccbefefhxckqvj reducible gLAzQccbefefdlfgxvn reducible gLAzQccbefefdecjhbr reducible gLAzQccbefefaxcgqoj reducible gLAzQccbefefaxcghor reducible gLAzQccbefefimfghvw reducible gLAzQccbefefalcgqoj reducible gLAzQccbefefalcghor reducible gLAzQccbefefimcshkr reducible gLAzQccbefefalfnxkn SFS[D(5,2)(3,1)] gLAzQccbefefalfnhjw SFS[D(5,2)(3,1)] gLAzQccbefefimcshjr reducible gLAzQccbefefalfnxjn SFS[D(5,3)(3,1)] gLAzQccbefefalfnhkw SFS[D(5,3)(3,1)] gLALQccbefefimffqgj reducible gLALQccbefefhhcrxcn reducible gLALQccbefefimcsxfn reducible gLALQccbefefdecjxfn reducible gLALQccbefefaifwqfj reducible gLALQccbefefamfwqfj reducible gLALQccbefefppffqgj reducible gLALQccbefefiuccxgn reducible gLALQccbefefpxffqgj reducible gLALQccbefefppcsxfn reducible gLALQccbefefhpcsxfn reducible gLALQccbefefdpcsxfn reducible gLALQccbefefpucvxbn reducible gLALQccbefefimcbxvn reducible gLALQccbefefaxfbqoj reducible gLALQccbefefimkfqgj reducible gLALQccbefefaljcxgn SFS[D(5,2)(2,1)] gLALQccbefefiikfqgj SFS[D(5,2)(2,1)] gLALQccbefefimrfqgj reducible gLALQccbefefimcsxkn reducible gLALQccbefefimcsxrn reducible gLALQccbefefalfnqwj SFS[D(2,1)(2,1)] gLALQccbefefiicsxrn SFS[D(2,1)(2,1)] gLALQccbefefamcohbw reducible gLALQccbefefaicohbw reducible gLALQccbefefamfvhbr reducible gLALQccbefefdpcvhvw reducible gLALQccbefeflmfvhbr reducible gLALQccbefefaifvhbr reducible gLALQccbefefhpcvhvw reducible gLALQccbefefiucbhow reducible gLALQccbefefhxcvhvw reducible gLALQccbefefdlfbhvr reducible gLALQccbefefqmfshfr reducible gLALQccbefefqmcfhgw reducible gLALQccbefefdufrhcr reducible gLALQccbefeftpfchgr reducible gLALQccbefefdhfrhcr reducible gLALQccbefeflxcnhcw reducible gLALQccbefefdhcwhfw reducible gLALQccbefefimfshfr reducible gLALQccbefeflxfchgr reducible gLALQccbefefhufrhcr reducible gLALQccbefefalcnhcw reducible gLALQccbefeflpfchgr reducible gLALQccbefefhhcwhfw reducible gLALQccbefefiifshfr reducible gLALQccbefefducwhfw reducible gLALQccbefeftpcnhcw reducible gLALQccbefefaxfchgr reducible gLALQccbefefpucwhfw reducible gLALQccbefefapcnhcw reducible gLALQccbefefapfchgr reducible gLALQccbefefhucwhfw reducible gLALQccbefeflpcnhcw reducible gLALQccbefefdlcghfw reducible gLALQccbefefdlfkhgr reducible gLALQccbefefdeckhcw reducible gLALQccbefefaxcjhgw reducible gLALQccbefefaxcbhow reducible gLALQccbefefimfbhvr reducible gLALQccbefefapcjhgw reducible gLALQccbefefalcbhow reducible gLALQccbefefppcfhgw reducible gLALQccbefefppfshfr reducible gLALQccbefefaicwhfw reducible gLALQccbefefdpcfhgw reducible gLALQccbefefhpfshfr reducible gLALQccbefefaifrhcr reducible gLALQccbefefhpcfhgw reducible gLALQccbefefdpfshfr reducible gLALQccbefefhxfshfr reducible gLALQccbefefdxfshfr reducible gLALQccbefefimcfhjw reducible gLALQccbefefiicfhjw SFS[D(3,1)(3,2)] gLALQccbefefalfchkr SFS[D(3,1)(3,2)] gLALQccbefefimcfhkw reducible gLALQccbefefiicfhkw SFS[D(3,1)(3,1)] gLALQccbefefalfchjr SFS[D(3,1)(3,1)] gLALQccbefefimcohvw reducible gLALQccbefefaxfvhor reducible gLALQccbefefimcoxvn reducible gLALQccbefefppcnhfw reducible gLALQccbefefppcnxfn reducible gLALQccbefefaifcqfj reducible gLALQccbefefdpcnhfw reducible gLALQccbefefhpcnxfn reducible gLALQccbefefaifchfr reducible gLALQccbefefhpcnhfw reducible gLALQccbefefdpcnxfn reducible gLALQccbefefdecchfw reducible gLALQccbefefimcnhfw reducible gLALQccbefefimcnxfn reducible gLALQccbefefhhcfhcw reducible gLALQccbefefimcohsw reducible gLALQccbefefimcohww reducible gLALQccbefefapwvxon SFS[D(3,1)(2,1)] gLALQccbefefalfvhrr SFS[D(3,1)(2,1)] gLALQccbefefimcoxsn reducible gLALQccbefefimcoxwn reducible gLALQccbefefapwvhow SFS[D(2,1)(2,1)] gLALQccbefefalfvqrj SFS[D(2,1)(2,1)] gLALQccbefefhlfvdvj SFS[D(2,1)(2,1)] gLALQccbefefimcbevn reducible gLALQccbefefiicbevn SFS[D(2,1)(2,1)] gLALQccbefefaxfbdoj reducible gLALQccbefefpucvebn reducible gLALQccbefefapcoeon SFS[D(2,1)(2,1)] gLALQccbefefapfbdoj SFS[D(2,1)(2,1)] gLALQccbefefalfbdoj SFS[D(2,1)(2,1)] gLALQccbefefppcsefn reducible gLALQccbefefppffdgj reducible gLALQccbefefamfwdfj reducible gLALQccbefefdpcsefn reducible gLALQccbefefpxffdgj reducible gLALQccbefefaifwdfj reducible gLALQccbefefhpcsefn reducible gLALQccbefefiuccegn reducible gLALQccbefefdecjefn reducible gLALQccbefefdlfgdfj SFS[D(2,1)(2,1)] gLALQccbefefimcsefn reducible gLALQccbefefimffdgj reducible gLALQccbefefalccegn SFS[D(2,1)(2,1)] gLALQccbefefhhcrecn reducible gLALQccbefefiiffdgj SFS[D(2,1)(2,1)] gLALQccbefefiicsefn SFS[D(2,1)(2,1)] gLALQccbefefalfndcj SFS[D(2,1)(2,1)] gLALQccbefefimkfdgj reducible gLALQccbefefaljcegn toroidal gLALQccbefefiikfdgj toroidal gLALQccbefefimrfdgj reducible gLALQccbefefalwcegn SFS[D(2,1)(2,1)] gLALQccbefefiirfdgj SFS[D(2,1)(2,1)] gLALQccbefefpucvdbw reducible gLALQccbefefaxfbeor reducible gLALQccbefefimcbdvw reducible gLALQccbefefppffegr reducible gLALQccbefefppcsdfw reducible gLALQccbefefaifwefr reducible gLALQccbefefiuccdgw reducible gLALQccbefefhpcsdfw reducible gLALQccbefefamfwefr reducible gLALQccbefefpxffegr reducible gLALQccbefefdpcsdfw reducible gLALQccbefefdecjdfw reducible gLALQccbefefimffegr reducible gLALQccbefefimcsdfw reducible gLALQccbefefhhcrdcw reducible gLALQccbefefimkfegr reducible gLALQccbefefiikfegr SFS[D(4,1)(2,1)] gLALQccbefefaljcdgw SFS[D(4,1)(2,1)] gLALQccbefefimrfegr reducible gLAzQccbefefaicrtfw reducible gLAzQccbefefaicjpbr reducible gLAzQccbefefamfkibn reducible gLAzQccbefefdpcklvs reducible gLAzQccbefefhpcsugj reducible gLAzQccbefefaifkibn reducible gLAzQccbefefhpcklvs reducible gLAzQccbefefdpffmfr reducible gLAzQccbefefaicjlbs reducible gLAzQccbefefhpcstgw reducible gLAzQccbefefdpffpfn reducible gLAzQccbefefdlfguvw reducible gLAzQccbefefaicrufj reducible gLAzQccbefefdpckpvr reducible gLAzQccbefefhpckpvr reducible gLAzQccbefefhxcklvs reducible gLAzQccbefefdlfgivn reducible gLAzQccbefefdecjlbs reducible gLAzQccbefefaxcglos reducible gLAzQccbefefimfgivn reducible gLAzQccbefefalcglos reducible gLAzQccbefefaxcgtow reducible gLAzQccbefefalcgtow reducible gLAzQccbefefdlcblfs reducible gLAzQccbefefdlcbpfr reducible gLAzQccbefefdlcbufj reducible gLAzQccbefefdlcbtfw reducible gLAzQccbefefdufwmcr reducible gLAzQccbefefdhfwmcr reducible gLAzQccbefefdufwicn reducible gLAzQccbefeflxcctcw reducible gLAzQccbefefdhfwicn reducible gLAzQccbefeflxcclcs reducible gLAzQccbefefdhcrlfs reducible gLAzQccbefefimffifn reducible gLAzQccbefefhucrtfw reducible gLAzQccbefefhufwicn reducible gLAzQccbefefalcclcs reducible gLAzQccbefeflpcctcw reducible gLAzQccbefefaxfnmgr reducible gLAzQccbefefapfnmgr reducible gLAzQccbefefdhcrtfw reducible gLAzQccbefefhufwmcr reducible gLAzQccbefefaxfnign reducible gLAzQccbefefimffmfr reducible gLAzQccbefefalcctcw reducible gLAzQccbefefapfnign reducible gLAzQccbefefhucrlfs reducible gLAzQccbefeflpcclcs reducible gLAzQccbefefamfkmbr reducible gLAzQccbefefaifkmbr reducible gLAzQccbefefaicrpfr reducible gLAzQccbefefdpckuvj reducible gLAzQccbefefhpckuvj reducible gLAzQccbefefaicjtbw reducible gLAzQccbefefhpcslgs reducible gLAzQccbefefdpffufw reducible gLAzQccbefefaicrlfs reducible gLAzQccbefefdpcktvw reducible gLAzQccbefefhpcktvw reducible gLAzQccbefefhxcktvw reducible gLAzQccbefefdlfgpvn reducible gLAzQccbefefaicjubj reducible gLAzQccbefefhpcspgr reducible gLAzQccbefefdpffifn reducible gLAzQccbefefdlfgmvr reducible gLAzQccbefefdecjpbr reducible gLAzQccbefefaxcguoj reducible gLAzQccbefefaxcgpor reducible gLAzQccbefefimfgpvn reducible gLAzQccbefefalcguoj reducible gLAzQccbefefalcgpor reducible gLAzQccbefefimcslks reducible gLAzQccbefefalfnpkn SFS[D(4,3)(3,1)] gLAzQccbefefalfnijn SFS[D(4,3)(3,1)] gLAzQccbefefimcsljs reducible gLAzQccbefefalfnpjn SFS[D(4,1)(3,1)] gLAzQccbefefalfnikn SFS[D(4,1)(3,1)] gLAzQccbefefimcspjr reducible gLAzQccbefefalfnmjr toroidal gLAzQccbefefalfnukw toroidal gLAzQccbefefimcspkr reducible gLAzQccbefefalfnmkr toroidal gLAzQccbefefalfnujw toroidal gLALQccbefefimffigw reducible gLALQccbefefhhcrlcr reducible gLALQccbefefimcslfr reducible gLALQccbefefdecjlfr reducible gLALQccbefefaifwifw reducible gLALQccbefefamfwifw reducible gLALQccbefefppffigw reducible gLALQccbefefiucclgr reducible gLALQccbefefpxffigw reducible gLALQccbefefppcslfr reducible gLALQccbefefhpcslfr reducible gLALQccbefefdpcslfr reducible gLALQccbefefpucvlbr reducible gLALQccbefefimcblvr reducible gLALQccbefefaxfbiow reducible gLALQccbefefimkfigw reducible gLALQccbefefaljclgr SFS[D(4,1)(2,1)] gLALQccbefefiikfigw SFS[D(4,1)(2,1)] gLALQccbefefimrfigw reducible gLALQccbefefimcbtvk reducible gLALQccbefefiicbtvk SFS[D(2,1)(2,1)] gLALQccbefefaxfbmoj reducible gLALQccbefefpucvtbk reducible gLALQccbefefapcotok SFS[D(2,1)(2,1)] gLALQccbefefapfbmoj SFS[D(2,1)(2,1)] gLALQccbefefalfbmoj SFS[D(2,1)(2,1)] gLALQccbefefhlfvmvj SFS[D(2,1)(2,1)] gLALQccbefefdecjtfk reducible gLALQccbefefppcstfk reducible gLALQccbefefppffmgj reducible gLALQccbefefamfwmfj reducible gLALQccbefefdpcstfk reducible gLALQccbefefpxffmgj reducible gLALQccbefefaifwmfj reducible gLALQccbefefhpcstfk reducible gLALQccbefefiucctgk reducible gLALQccbefefimcstfk reducible gLALQccbefefimffmgj reducible gLALQccbefefalcctgk SFS[D(2,1)(2,1)] gLALQccbefefhhcrtck reducible gLALQccbefefiiffmgj SFS[D(2,1)(2,1)] gLALQccbefefiicstfk SFS[D(2,1)(2,1)] gLALQccbefefalfnmcj SFS[D(2,1)(2,1)] gLALQccbefefdlfgmfj SFS[D(2,1)(2,1)] gLALQccbefefimkfmgj reducible gLALQccbefefaljctgk toroidal gLALQccbefefiikfmgj toroidal gLALQccbefefimrfmgj reducible gLALQccbefefalwctgk SFS[D(2,1)(2,1)] gLALQccbefefiirfmgj SFS[D(2,1)(2,1)] gLAzQccbefefimfvekv SFS[D(3,1)(2,1)] gLAzQccbefefaxfjenv SFS[D(3,1)(2,1)] gLAzQccbefefimcbdko reducible gLAzQccbefefaifoerv SFS[D(3,1)(3,1)] gLAzQccbefefairolfb SFS[D(3,1)(3,2)] gLAzQccbefefaifoekv SFS[D(3,1)(3,2)] gLAzQccbefefdpjbifb reducible gLAzQccbefefhpcbdro SFS[D(3,1)(3,1)] gLAzQccbefefaikolfb SFS[D(3,1)(3,1)] gLAzQccbefefhpcbdko SFS[D(3,1)(3,2)] gLAzQccbefefdpcbdko toroidal gLAzQccbefefaicvdwo reducible gLAzQccbefefaicvdjo reducible gLAzQccbefefdecrdko SFS[A(3,1)] gLAzQccbefefaxccdjo reducible gLAzQccbefefimfvejv SFS[D(3,1)(2,1)] gLAzQccbefefimcbdro reducible gLAzQccbefefaxfjerv SFS[D(3,1)(2,1)] gLALQccbefefimckpjc reducible gLALQccbefefiickpjc reducible gLALQccbefefalfjukf reducible gLALQccbefefimckpkc reducible gLALQccbefefiickpkc reducible gLALQccbefefalfjujf reducible gLALQccbefefimcvmvb reducible gLALQccbefefaxfotob reducible gLALQccbefefimcgpfc reducible gLALQccbefefdecwmfb reducible gLALQccbefefaifjuff reducible gLALQccbefefamfjuff reducible gLALQccbefefamfjtfb reducible gLALQccbefefdpcgmfb reducible gLALQccbefefpxfktgb reducible gLALQccbefefaifjtfb reducible gLALQccbefefhpcgmfb reducible gLALQccbefefdpcgpfc reducible gLALQccbefefimcgmfb reducible gLALQccbefefimcvpvc reducible gLALQccbefefaxfouof reducible gLALQccbefefimcvmwb reducible gLALQccbefefimcvmsb reducible gLALQccbefefimcvpwc reducible gLALQccbefefaljjmgb reducible gLALQccbefefalfourf reducible gLALQccbefefimcvpsc reducible gLALQccbefefdecvmbb T2xI gLALQccbefefdpcbmvb SFS[D(2,1)(2,1)] gLALQccbefeftmcvmbb SFS[D(2,1)(2,1)] gLALQccbefefhxcbmvb SFS[D(2,1)(2,1)] gLALQccbefefqmfgtfb SFS[D(3,1)(2,1)] gLALQccbefefqmckmgb SFS[D(3,1)(2,1)] gLALQccbefefdufktcb SFS[D(3,1)(2,1)] gLALQccbefeftpfjtgb SFS[D(3,1)(2,1)] gLALQccbefefdhfktcb SFS[D(3,1)(2,1)] gLALQccbefeflxcgmcb SFS[D(3,1)(2,1)] gLALQccbefefdecrmcb T2xI gLALQccbefefdpckmgb SFS[D(2,1)(2,1)] gLALQccbefefiufjtgb SFS[D(2,1)(2,1)] gLALQccbefefhxfgtfb SFS[D(2,1)(2,1)] gLALQccbefefimckmjb reducible gLALQccbefefimckmkb reducible gLALQccbefefaxjomob SFS[D(2,1)(2,1)] gLALQccbefefimkvtvb SFS[D(2,1)(2,1)] gLALQccbefefpujvmbb reducible gLALQccbefefimjkmgb reducible gLALQccbefefimkgtfb SFS[D(2,1)(2,1)] gLALQccbefefhhjjmfb SFS[D(2,1)(2,1)] gLALQccbefefdejrmcb SFS[A(2,1)] gLALQccbefefaxkntcb reducible gLALQccbefefppjkmgb SFS[D(3,1)(2,1)] gLALQccbefefppkgtfb SFS[D(3,1)(2,1)] gLALQccbefefamkktcb reducible gLALQccbefefaikktcb reducible gLALQccbefefaijjmfb SFS[D(3,1)(2,1)] gLALQccbefefiukjtgb toroidal gLALQccbefefhpkgtfb SFS[D(3,1)(2,1)] gLALQccbefefamjjmfb SFS[D(3,1)(2,1)] gLALQccbefefpxjkmgb SFS[D(3,1)(2,1)] gLALQccbefefdpkgtfb reducible gLALQccbefefpurotbb reducible gLALQccbefefimwkmgb reducible gLALQccbefefderwtfb T2xI gLALQccbefefiurjtgb SFS[D(2,1)(2,1)] gLALQccbefefimcomvb reducible gLALQccbefefaxfvtob reducible gLALQccbefefimcopvc reducible gLALQccbefefppcnmfb reducible gLALQccbefefppcnpfc reducible gLALQccbefefaifcuff reducible gLALQccbefefdpcnmfb reducible gLALQccbefefhpcnpfc reducible gLALQccbefefaifctfb reducible gLALQccbefefhpcnmfb reducible gLALQccbefefdpcnpfc reducible gLALQccbefefdeccmfb reducible gLALQccbefefimcnmfb reducible gLALQccbefefimcnpfc reducible gLALQccbefefhhcfmcb reducible gLALQccbefefimcnmrb reducible gLALQccbefefimcnmkb reducible gLALQccbefefimcnprc reducible gLALQccbefefalfsuwf reducible gLALQccbefefiicnprc reducible gLALQccbefefimcnpkc reducible gLALQccbefefdpcvxvb SFS[D(2,1)(2,1)] gLALQccbefefhxcvxvb SFS[D(2,1)(2,1)] gLALQccbefefqmfsqfb SFS[D(3,1)(2,1)] gLALQccbefefqmcfxgb SFS[D(3,1)(2,1)] gLALQccbefefdufrqcb SFS[D(3,1)(2,1)] gLALQccbefeftpfcqgb SFS[D(3,1)(2,1)] gLALQccbefefdhfrqcb SFS[D(3,1)(2,1)] gLALQccbefeflxcnxcb SFS[D(3,1)(2,1)] gLALQccbefefdeckxcb T2xI gLALQccbefefdpcfxgb SFS[D(2,1)(2,1)] gLALQccbefefhxfsqfb SFS[D(2,1)(2,1)] gLALQccbefefimcfxjb reducible gLALQccbefefimcfxkb reducible gLALQccbefefpucvhbc reducible gLALQccbefefaxfbhof reducible gLALQccbefefimcbhvc reducible gLALQccbefefppffhgf reducible gLALQccbefefppcshfc reducible gLALQccbefefaifwhff reducible gLALQccbefefiucchgc reducible gLALQccbefefhpcshfc reducible gLALQccbefefamfwhff reducible gLALQccbefefpxffhgf reducible gLALQccbefefdpcshfc reducible gLALQccbefefdecjhfc reducible gLALQccbefefimffhgf reducible gLALQccbefefimcshfc reducible gLALQccbefefhhcrhcc reducible gLALQccbefefimkfhgf reducible gLALQccbefefimrfhgf reducible gLALQccbefefimcshrc reducible gLALQccbefefalfnhwf reducible gLALQccbefefiicshrc reducible gLALQccbefefimcshkc reducible gLAzQccbefefdpckhvo SFS[D(2,1)(2,1)] gLAzQccbefefhxckhvo SFS[D(2,1)(2,1)] gLAzQccbefefdufwxcb SFS[D(3,1)(2,1)] gLAzQccbefefdhfwxcb SFS[D(3,1)(2,1)] gLAzQccbefefdufwhcv SFS[D(3,1)(2,1)] gLAzQccbefeflxccqcb SFS[D(3,1)(2,1)] gLAzQccbefefdhfwhcv SFS[D(3,1)(2,1)] gLAzQccbefeflxcchco SFS[D(3,1)(2,1)] gLAzQccbefefdpckqvb SFS[D(2,1)(2,1)] gLAzQccbefefhxckqvb SFS[D(2,1)(2,1)] gLAzQccbefefdecjhbo T2xI gLAzQccbefefimcshko reducible gLAzQccbefefimcshjo reducible gLALQccbefefimffqgb reducible gLALQccbefefhhcrxcb reducible gLALQccbefefimcsxfb reducible gLALQccbefefdecjxfb reducible gLALQccbefefaifwqfb reducible gLALQccbefefamfwqfb reducible gLALQccbefefppffqgb reducible gLALQccbefefiuccxgb reducible gLALQccbefefpxffqgb reducible gLALQccbefefppcsxfb reducible gLALQccbefefhpcsxfb reducible gLALQccbefefdpcsxfb reducible gLALQccbefefpucvxbb reducible gLALQccbefefimcbxvb reducible gLALQccbefefaxfbqob reducible gLALQccbefefimkfqgb reducible gLALQccbefefimrfqgb reducible gLALQccbefefimcsxkb reducible gLALQccbefefimcsxrb reducible gLALQccbefefamcohbc reducible gLALQccbefefaicohbc reducible gLALQccbefefamfvhbf reducible gLALQccbefefdpcvhvc reducible gLALQccbefeflmfvhbf reducible gLALQccbefefaifvhbf reducible gLALQccbefefhpcvhvc reducible gLALQccbefefiucbhoc reducible gLALQccbefefhxcvhvc reducible gLALQccbefefdlfbhvf reducible gLALQccbefefqmfshff reducible gLALQccbefefqmcfhgc reducible gLALQccbefefdufrhcf reducible gLALQccbefeftpfchgf reducible gLALQccbefefdhfrhcf reducible gLALQccbefeflxcnhcc reducible gLALQccbefefdhcwhfc reducible gLALQccbefefimfshff reducible gLALQccbefeflxfchgf reducible gLALQccbefefhufrhcf reducible gLALQccbefefalcnhcc reducible gLALQccbefeflpfchgf reducible gLALQccbefefhhcwhfc reducible gLALQccbefefiifshff reducible gLALQccbefefducwhfc reducible gLALQccbefeftpcnhcc reducible gLALQccbefefaxfchgf reducible gLALQccbefefpucwhfc reducible gLALQccbefefapcnhcc reducible gLALQccbefefapfchgf reducible gLALQccbefefhucwhfc reducible gLALQccbefeflpcnhcc reducible gLALQccbefefdlcghfc reducible gLALQccbefefdlfkhgf reducible gLALQccbefefdeckhcc reducible gLALQccbefefaxcjhgc reducible gLALQccbefefaxcbhoc reducible gLALQccbefefimfbhvf reducible gLALQccbefefapcjhgc reducible gLALQccbefefalcbhoc reducible gLALQccbefefppcfhgc reducible gLALQccbefefppfshff reducible gLALQccbefefaicwhfc reducible gLALQccbefefdpcfhgc reducible gLALQccbefefhpfshff reducible gLALQccbefefaifrhcf reducible gLALQccbefefhpcfhgc reducible gLALQccbefefdpfshff reducible gLALQccbefefhxfshff reducible gLALQccbefefdxfshff reducible gLALQccbefefimcfhjc reducible gLALQccbefefiicfhjc reducible gLALQccbefefalfchkf reducible gLALQccbefefimcfhkc reducible gLALQccbefefiicfhkc reducible gLALQccbefefalfchjf reducible gLALQccbefefimcohvc reducible gLALQccbefefaxfvhof reducible gLALQccbefefimcoxvb reducible gLALQccbefefppcnhfc reducible gLALQccbefefppcnxfb reducible gLALQccbefefaifcqfb reducible gLALQccbefefdpcnhfc reducible gLALQccbefefhpcnxfb reducible gLALQccbefefaifchff reducible gLALQccbefefhpcnhfc reducible gLALQccbefefdpcnxfb reducible gLALQccbefefdecchfc reducible gLALQccbefefimcnhfc reducible gLALQccbefefimcnxfb reducible gLALQccbefefhhcfhcc reducible gLALQccbefefimcohsc reducible gLALQccbefefimcohwc reducible gLALQccbefefapwvxob reducible gLALQccbefefalfvhrf reducible gLALQccbefefimcoxsb reducible gLALQccbefefimcoxwb reducible gLALQccbefefimcrekb reducible gLALQccbefefalkwegf reducible gLALQccbefefalfwdjb reducible gLALQccbefefimcrejb reducible gLALQccbefefalrwegf reducible gLALQccbefefalfwdkb reducible gLALQccbefefimcrdkc reducible gLALQccbefefalfwejf reducible gLALQccbefefalkwdgb reducible gLALQccbefefimcrdjc reducible gLALQccbefefalfwekf reducible gLALQccbefefalrwdgb reducible gLALQccbefefimcbevb reducible gLALQccbefefaxfbdob reducible gLALQccbefefpucvebb reducible gLALQccbefefppcsefb reducible gLALQccbefefppffdgb reducible gLALQccbefefamfwdfb reducible gLALQccbefefdpcsefb reducible gLALQccbefefpxffdgb reducible gLALQccbefefaifwdfb reducible gLALQccbefefhpcsefb reducible gLALQccbefefiuccegb reducible gLALQccbefefdecjefb reducible gLALQccbefefimcsefb reducible gLALQccbefefimffdgb reducible gLALQccbefefhhcrecb reducible gLALQccbefefimcbesb reducible gLALQccbefefimcbewb reducible gLALQccbefefiicbewb reducible gLALQccbefefalfbdrb reducible gLALQccbefefimkfdgb reducible gLALQccbefefimrfdgb reducible gLALQccbefefimcvevb reducible gLALQccbefefaxfodob reducible gLALQccbefefimcglff reducible gLALQccbefefdecwefb reducible gLALQccbefefaifjifc reducible gLALQccbefefamfjifc reducible gLALQccbefefamfjdfb reducible gLALQccbefefdpcgefb reducible gLALQccbefefpxfkdgb reducible gLALQccbefefaifjdfb reducible gLALQccbefefhpcgefb reducible gLALQccbefefdpcglff reducible gLALQccbefefimcgefb reducible gLALQccbefefimcvlvf reducible gLALQccbefefaxfoioc reducible gLALQccbefefimcgekb reducible gLALQccbefefimcgerb reducible gLALQccbefefaproioc reducible gLALQccbefefalfgdwb reducible gLALQccbefefimcglkf reducible gLALQccbefefimcglrf reducible gLALQccbefefpucvdbc reducible gLALQccbefefaxfbeof reducible gLALQccbefefimcbdvc reducible gLALQccbefefppffegf reducible gLALQccbefefppcsdfc reducible gLALQccbefefaifweff reducible gLALQccbefefiuccdgc reducible gLALQccbefefhpcsdfc reducible gLALQccbefefamfweff reducible gLALQccbefefpxffegf reducible gLALQccbefefdpcsdfc reducible gLALQccbefefdecjdfc reducible gLALQccbefefimffegf reducible gLALQccbefefimcsdfc reducible gLALQccbefefhhcrdcc reducible gLALQccbefefimkfegf reducible gLALQccbefefimrfegf reducible gLALQccbefefimcbdsc reducible gLALQccbefefimcbdwc reducible gLALQccbefefiicbdwc reducible gLALQccbefefalfberf reducible gLAzQccbefefdpcklvv SFS[D(2,1)(2,1)] gLAzQccbefefdpckpvo SFS[D(2,1)(2,1)] gLAzQccbefefhxcklvv SFS[D(2,1)(2,1)] gLAzQccbefefdecjlbv T2xI gLAzQccbefefdufwmco SFS[D(3,1)(2,1)] gLAzQccbefefdhfwmco SFS[D(3,1)(2,1)] gLAzQccbefefdufwico SFS[D(3,1)(2,1)] gLAzQccbefeflxcctcv SFS[D(3,1)(2,1)] gLAzQccbefefdhfwico SFS[D(3,1)(2,1)] gLAzQccbefeflxcclcv SFS[D(3,1)(2,1)] gLAzQccbefefdpckuvb SFS[D(2,1)(2,1)] gLAzQccbefefdpcktvv SFS[D(2,1)(2,1)] gLAzQccbefefhxcktvv SFS[D(2,1)(2,1)] gLAzQccbefefdecjpbo T2xI gLAzQccbefefimcslkv reducible gLAzQccbefefimcsljv reducible gLAzQccbefefimcspjo reducible gLAzQccbefefimcspko reducible gLALQccbefefimffigc reducible gLALQccbefefhhcrlcf reducible gLALQccbefefimcslff reducible gLALQccbefefdecjlff reducible gLALQccbefefaifwifc reducible gLALQccbefefamfwifc reducible gLALQccbefefppffigc reducible gLALQccbefefiucclgf reducible gLALQccbefefpxffigc reducible gLALQccbefefppcslff reducible gLALQccbefefhpcslff reducible gLALQccbefefdpcslff reducible gLALQccbefefpucvlbf reducible gLALQccbefefimcblvf reducible gLALQccbefefaxfbioc reducible gLALQccbefefimkfigc reducible gLALQccbefefimrfigc reducible gLALQccbefefimcblwf reducible gLALQccbefefimcblsf reducible gLALQccbefefimcvtvf reducible gLALQccbefefaxfomoc reducible gLALQccbefefimcgdfc reducible gLALQccbefefdecwdfc reducible gLALQccbefefaifjeff reducible gLALQccbefefamfjeff reducible gLALQccbefefamfjmfc reducible gLALQccbefefdpcgtff reducible gLALQccbefefpxfkegf reducible gLALQccbefefaifjmfc reducible gLALQccbefefhpcgdfc reducible gLALQccbefefdpcgdfc reducible gLALQccbefefimcgtff reducible gLALQccbefefimcvdvc reducible gLALQccbefefaxfoeof reducible gLALQccbefefimcgtkf reducible gLALQccbefefimcgtrf reducible gLALQccbefefimcgdkc reducible gLALQccbefefimcgdrc reducible gLALQccbefefalfgewf reducible gLALQccbefefapromoc reducible gLALQccbefefimcbtvf reducible gLALQccbefefaxfbmoc reducible gLALQccbefefpucvtbf reducible gLALQccbefefdecjtff reducible gLALQccbefefppcstff reducible gLALQccbefefppffmgc reducible gLALQccbefefamfwmfc reducible gLALQccbefefdpcstff reducible gLALQccbefefpxffmgc reducible gLALQccbefefaifwmfc reducible gLALQccbefefhpcstff reducible gLALQccbefefiucctgf reducible gLALQccbefefimcstff reducible gLALQccbefefimffmgc reducible gLALQccbefefhhcrtcf reducible gLALQccbefefimcbtwf reducible gLALQccbefefimcbtsf reducible gLALQccbefefimkfmgc reducible gLALQccbefefimrfmgc reducible gLALQccbefefdpcotvf SFS[D(2,1)(2,1)] gLALQccbefefdpcrlgf SFS[D(2,1)(2,1)] gLALQccbefefhxcotvf SFS[D(2,1)(2,1)] gLALQccbefefdecblbf T2xI gLALQccbefefdufficc SFS[D(3,1)(2,1)] gLALQccbefefdhfficc SFS[D(3,1)(2,1)] gLALQccbefefduffmcc SFS[D(3,1)(2,1)] gLALQccbefeflxcslcf SFS[D(3,1)(2,1)] gLALQccbefefdhffmcc SFS[D(3,1)(2,1)] gLALQccbefeflxcstcf SFS[D(3,1)(2,1)] gLALQccbefefdpcrtgf SFS[D(2,1)(2,1)] gLALQccbefefdpcolvf SFS[D(2,1)(2,1)] gLALQccbefefhxcolvf SFS[D(2,1)(2,1)] gLALQccbefefdecflcf T2xI gLALQccbefefimcrtkf reducible gLALQccbefefimcrtjf reducible gLALQccbefefimcrlkf reducible gLALQccbefefimcrljf reducible gLAzQccbefefimcbakv reducible gLAzQccbefefaxfjano SFS[D(3,1)(2,1)] gLAzQccbefefimfvako SFS[D(3,1)(2,1)] gLAzQccbefefairoafo SFS[D(3,1)(3,2)] gLAzQccbefefaifoaro SFS[D(3,1)(3,1)] gLAzQccbefefaikoafo SFS[D(3,1)(3,1)] gLAzQccbefefdpcbakv toroidal gLAzQccbefefhpcbakv SFS[D(3,1)(3,2)] gLAzQccbefefaifoako SFS[D(3,1)(3,2)] gLAzQccbefefhpcbarv SFS[D(3,1)(3,1)] gLAzQccbefefdpjbafv reducible gLAzQccbefefaicvajv reducible gLAzQccbefefaicvawv reducible gLAzQccbefefdecrakv SFS[A(3,1)] gLAzQccbefefaxccajv reducible gLAzQccbefefimcbarv reducible gLAzQccbefefimfvajo SFS[D(3,1)(2,1)] gLAzQccbefefaxfjaro SFS[D(3,1)(2,1)] gLAzQccbefefaxkjano toroidal gLAzQccbefefairoaro reducible gLAzQccbefefaikoako toroidal gLAzQccbefefaijvajv toroidal gLAzQccbefefaxjcajv toroidal gLAzQccbefefaxrjaro reducible gLAzQccbefefaikoaro SFS[D(3,1)(3,2)] gLAzQccbefefairoako SFS[D(3,1)(3,1)] gLAzQccbefefaijvawv toroidal gLAzQccbefefaiwvajv toroidal gLAzQccbefefaxjcawv toroidal gLAzQccbefefaxkjaro SFS[D(3,1)(2,1)] gLALQccbefefdecracf T2xI gLALQccbefeftmcvabf SFS[D(2,1)(2,1)] gLALQccbefefdpcbavf SFS[D(2,1)(2,1)] gLALQccbefefhxcbavf SFS[D(2,1)(2,1)] gLALQccbefefqmfgafc SFS[D(3,1)(2,1)] gLALQccbefefqmckagf SFS[D(3,1)(2,1)] gLALQccbefefdufkacc SFS[D(3,1)(2,1)] gLALQccbefeftpfjagc SFS[D(3,1)(2,1)] gLALQccbefefdhfkacc SFS[D(3,1)(2,1)] gLALQccbefeflxcgacf SFS[D(3,1)(2,1)] gLALQccbefefdecvabf T2xI gLALQccbefefiufjagc SFS[D(2,1)(2,1)] gLALQccbefefdpckagf SFS[D(2,1)(2,1)] gLALQccbefefhxfgafc SFS[D(2,1)(2,1)] gLALQccbefefdejracf SFS[A(2,1)] gLALQccbefefaxknacc reducible gLALQccbefefimjkagf reducible gLALQccbefefimkgafc SFS[D(2,1)(2,1)] gLALQccbefefhhjjaff SFS[D(2,1)(2,1)] gLALQccbefefpujvabf reducible gLALQccbefefaxjoaof SFS[D(2,1)(2,1)] gLALQccbefefimkvavc SFS[D(2,1)(2,1)] gLALQccbefefppjkagf SFS[D(3,1)(2,1)] gLALQccbefefppkgafc SFS[D(3,1)(2,1)] gLALQccbefefaijjaff SFS[D(3,1)(2,1)] gLALQccbefefiukjagc toroidal gLALQccbefefhpkgafc SFS[D(3,1)(2,1)] gLALQccbefefamjjaff SFS[D(3,1)(2,1)] gLALQccbefefpxjkagf SFS[D(3,1)(2,1)] gLALQccbefefdpkgafc reducible gLALQccbefefamkkacc reducible gLALQccbefefaikkacc reducible gLALQccbefefderwafc T2xI gLALQccbefefimwkagf reducible gLALQccbefefpuroabc reducible gLALQccbefefiurjagc SFS[D(2,1)(2,1)] gLALQccbefefaxfnajc SFS[D(2,1)(2,1)] gLALQccbefefpucrawf SFS[D(2,1)(2,1)] gLALQccbefefimcsakf reducible gLALQccbefefimckajf reducible gLALQccbefefimfgarc SFS[D(2,1)(2,1)] gLALQccbefefhhcjakf SFS[D(2,1)(2,1)] gLALQccbefefdecvajf SFS[A(2,1)] gLALQccbefefaxcoanf reducible gLALQccbefefppckajf SFS[D(3,1)(2,1)] gLALQccbefefppfgarc SFS[D(3,1)(2,1)] gLALQccbefefaicjakf reducible gLALQccbefefamcjakf reducible gLALQccbefefamfkajc SFS[D(3,1)(2,1)] gLALQccbefefdpckajf toroidal gLALQccbefefpxfgarc SFS[D(3,1)(2,1)] gLALQccbefefaifkajc SFS[D(3,1)(2,1)] gLALQccbefefhpckajf SFS[D(3,1)(2,1)] gLALQccbefefiucgawf reducible gLALQccbefefaxknajc toroidal gLALQccbefefhhjjakf SFS[D(5,1)(2,1)] gLALQccbefefaxjoanf toroidal gLALQccbefefppjkajf SFS[D(5,1)(3,1)] gLALQccbefefppkgarc SFS[D(5,4)(3,1)] gLALQccbefefaijjakf toroidal gLALQccbefefamjjakf toroidal gLALQccbefefamkkajc toroidal gLALQccbefefaikkajc toroidal gLALQccbefefaxrnajc SFS[D(7,3)(2,1)] gLALQccbefefhhrkajc SFS[D(7,2)(2,1)] gLALQccbefefaxwoanf toroidal gLALQccbefefppwkajf SFS[D(7,2)(3,1)] gLALQccbefefpprgarc SFS[D(7,5)(3,1)] gLALQccbefefaiwjakf toroidal gLALQccbefefamwjakf toroidal gLALQccbefefamrkajc SFS[D(7,3)(3,1)] gLALQccbefefairkajc SFS[D(7,4)(3,1)] gLALQccbefefimcsarf reducible gLALQccbefefimckakf reducible gLALQccbefefdecvanf T2xI gLALQccbefefdpckakf SFS[D(2,1)(2,1)] gLALQccbefefaxknawc toroidal gLALQccbefefhhjjarf SFS[D(7,2)(2,1)] gLALQccbefefaxjoarf SFS[D(7,3)(2,1)] gLALQccbefefppjkakf SFS[D(7,2)(3,1)] gLALQccbefefppkgakc SFS[D(7,5)(3,1)] gLALQccbefefaijjarf SFS[D(7,3)(3,1)] gLALQccbefefamjjarf SFS[D(7,4)(3,1)] gLALQccbefefamkkawc toroidal gLALQccbefefaikkawc toroidal gLALQccbefefaxrnawc SFS[D(8,3)(2,1)] gLALQccbefefhhrkawc toroidal gLALQccbefefaxwoarf SFS[D(8,3)(2,1)] gLALQccbefefppwkakf toroidal gLALQccbefefpprgakc toroidal gLALQccbefefaiwjarf SFS[D(8,3)(3,1)] gLALQccbefefamwjarf SFS[D(8,3)(3,1)] gLALQccbefefamrkawc SFS[D(8,3)(3,1)] gLALQccbefefairkawc SFS[D(8,3)(3,1)] gLALQccbefefdpcvavf SFS[D(2,1)(2,1)] gLALQccbefefhxcvavf SFS[D(2,1)(2,1)] gLALQccbefefqmfsafc SFS[D(3,1)(2,1)] gLALQccbefefqmcfagf SFS[D(3,1)(2,1)] gLALQccbefefdufracc SFS[D(3,1)(2,1)] gLALQccbefeftpfcagc SFS[D(3,1)(2,1)] gLALQccbefefdhfracc SFS[D(3,1)(2,1)] gLALQccbefeflxcnacf SFS[D(3,1)(2,1)] gLALQccbefefdeckacf T2xI gLALQccbefefdpcfagf SFS[D(2,1)(2,1)] gLALQccbefefhxfsafc SFS[D(2,1)(2,1)] gLALQccbefefimcvawf reducible gLALQccbefefdpcvawf SFS[D(2,1)(2,1)] gLALQccbefefimcfajf reducible gLALQccbefefdeckawf T2xI gLALQccbefefimcvasf reducible gLALQccbefefimfbawc SFS[D(2,1)(2,1)] gLALQccbefefaxwjagf SFS[D(2,1)(2,1)] gLALQccbefefamwoabf SFS[D(3,1)(2,1)] gLALQccbefefaiwoabf SFS[D(3,1)(2,1)] gLALQccbefefamfvajc SFS[D(3,1)(2,1)] gLALQccbefefdpcvasf toroidal gLALQccbefeflmrvabc SFS[D(3,1)(2,1)] gLALQccbefefaifvajc SFS[D(3,1)(2,1)] gLALQccbefefhpcvasf SFS[D(3,1)(2,1)] gLALQccbefefiucbarf reducible gLALQccbefefaicoanf reducible gLALQccbefefamcoanf reducible gLALQccbefefimcfakf reducible gLALQccbefefaxfcajc SFS[D(2,1)(2,1)] gLALQccbefefpucwarf SFS[D(2,1)(2,1)] gLALQccbefefdeckajf SFS[A(2,1)] gLALQccbefefaxcjakf reducible gLALQccbefefamjoajf SFS[D(8,3)(3,1)] gLALQccbefefaijoajf SFS[D(8,3)(3,1)] gLALQccbefefamkvanc toroidal gLALQccbefefaikvanc toroidal gLALQccbefefaxkcakc toroidal gLALQccbefefaxjjajf SFS[D(8,3)(2,1)] gLALQccbefefaxwjajf SFS[D(7,3)(2,1)] gLALQccbefefamwoajf SFS[D(7,3)(3,1)] gLALQccbefefaiwoajf SFS[D(7,4)(3,1)] gLALQccbefefamkvajc SFS[D(7,2)(3,1)] gLALQccbefefaikvajc SFS[D(7,5)(3,1)] gLALQccbefefaijoanf toroidal gLALQccbefefamjoanf toroidal gLALQccbefefaxkcajc SFS[D(7,2)(2,1)] gLALQccbefefaxjjakf toroidal gLALQccbefefamwoanf toroidal gLALQccbefefaiwoanf toroidal gLALQccbefefamrvajc SFS[D(5,1)(3,1)] gLALQccbefefairvajc SFS[D(5,4)(3,1)] gLALQccbefefaxrcajc SFS[D(5,1)(2,1)] gLALQccbefefaxwjakf toroidal gLALQccbefefimcoasf reducible gLALQccbefefaxfvanc SFS[D(3,1)(2,1)] gLALQccbefefimjoavf SFS[D(3,1)(2,1)] gLALQccbefefppcnarf SFS[D(3,1)(3,2)] gLALQccbefefppfrajc SFS[D(3,1)(3,1)] gLALQccbefefaikcafc SFS[D(3,1)(3,1)] gLALQccbefefdpcnarf toroidal gLALQccbefefhpjnaff SFS[D(3,1)(3,2)] gLALQccbefefaifcakc SFS[D(3,1)(3,2)] gLALQccbefefhpcnarf SFS[D(3,1)(3,1)] gLALQccbefefdpjnaff reducible gLALQccbefefaicfajf reducible gLALQccbefefaijfacf reducible gLALQccbefefdeccarf SFS[A(3,1)] gLALQccbefefaxcsajf reducible gLALQccbefefimcnarf reducible gLALQccbefefimfrajc SFS[D(3,1)(2,1)] gLALQccbefefhhcfajf SFS[D(3,1)(2,1)] gLALQccbefefimcoawf reducible gLALQccbefefaxfvarc SFS[D(3,1)(2,1)] gLALQccbefefimwoavf SFS[D(3,1)(2,1)] gLALQccbefefppcnakf SFS[D(3,1)(3,1)] gLALQccbefefppfrakc SFS[D(3,1)(3,2)] gLALQccbefefaircafc SFS[D(3,1)(3,2)] gLALQccbefefdpcnakf toroidal gLALQccbefefhpwnaff SFS[D(3,1)(3,1)] gLALQccbefefaifcarc SFS[D(3,1)(3,1)] gLALQccbefefhpcnakf SFS[D(3,1)(3,2)] gLALQccbefefdpwnaff reducible gLALQccbefefaicfawf reducible gLALQccbefefaiwfacf reducible gLALQccbefefdeccakf SFS[A(3,1)] gLALQccbefefaxcsawf reducible gLALQccbefefimcnakf reducible gLALQccbefefimfrakc SFS[D(3,1)(2,1)] gLALQccbefefhhcfawf SFS[D(3,1)(2,1)] gLALQccbefefaxkvanc toroidal gLALQccbefefppjnarf reducible gLALQccbefefaikcakc toroidal gLALQccbefefaijfajf toroidal gLALQccbefefaxjsajf toroidal gLALQccbefefhhjfajf reducible gLALQccbefefaxkvarc SFS[D(3,1)(2,1)] gLALQccbefefppjnakf SFS[D(3,1)(3,2)] gLALQccbefefppkrakc SFS[D(3,1)(3,1)] gLALQccbefefaircakc SFS[D(3,1)(3,1)] gLALQccbefefaikcarc SFS[D(3,1)(3,2)] gLALQccbefefaijfawf toroidal gLALQccbefefaiwfajf toroidal gLALQccbefefaxjsawf toroidal gLALQccbefefhhjfawf SFS[D(3,1)(2,1)] gLALQccbefefaxrvarc reducible gLALQccbefefpprrakc toroidal gLALQccbefefaircarc reducible gLALQccbefefaiwfawf toroidal gLALQccbefefaxwsawf toroidal gLALQccbefefhhrcarc toroidal gLLMQbccefefpboievn reducible gLLMQcbceeffubjeasc reducible gLLMQcbceeffubjeasw reducible gLLMQcbceeffubjeasj reducible gLAPPaccedffngjgcmj reducible gLAPPaccedffngjjcdj reducible gLALQaccefefbggoeon SFS[D(2,1)(2,1)] gLALQaccfeefbggdcok SFS[D(2,1)(2,1)] gLALQaccfeefbgvdcok SFS[D(2,1)(2,1)] gLALQaccfeefbgfdcok toroidal gLALQaccefefbfwbevn SFS[D(2,1)(2,1)] gLALQaccfeefbnfdcok SFS[D(2,1)(2,1)] gLLAQbccefefpboquvj reducible gLALQaccfeefbsfdcok SFS[D(2,1)(2,1)] gLALQaccfeefbsndsvk SFS[D(2,1)(2,1)] gLALQaccefefbwwoeon SFS[D(2,1)(2,1)] gLALQaccfeefbnndsvk SFS[D(2,1)(2,1)] gLALQaccfeefbgbdsvk SFS[D(2,1)(2,1)] gLLMQaeefedfbptikbj reducible gLLMQaeefedfbptiknj reducible gLLMQaeefedfbptikjj reducible gLALQaccefefbgjbevn SFS[D(2,1)(2,1)] gLALQaccefefngjbevn reducible gLALQaccefefjgjbevn SFS[D(2,1)(2,1)] gLALQaccfeefbgjdsvk SFS[D(2,1)(2,1)] gLALQaccfeefngjdsvk reducible gLALQaccfeefjgjdsvk SFS[D(2,1)(2,1)] gLALQaccfeefbgndsvk toroidal gLALQaccefefbggcegn SFS[D(2,1)(2,1)] gLALQaccfeefbggdock SFS[D(2,1)(2,1)] gLAPPaccdeffbcborpr SFS[D(2,1)(2,1)] gLALQaccefefbcbrecn SFS[D(2,1)(2,1)] gLALQaccfeefbrwdbgk reducible gLALQaccefefbgbkegn SFS[D(2,1)(2,1)] gLAPPaccdeffbffojuw SFS[D(2,1)(2,1)] gLAPPaccdeffjffojuw toroidal gLAPPaccdeffnffojuw SFS[D(2,1)(2,1)] gLALQaccefefbffjefn SFS[D(2,1)(2,1)] gLALQaccefefnffjefn SFS[D(2,1)(2,1)] gLALQaccefefjffjefn toroidal gLALQaccfeefbwwdggk reducible gLALQaccfeefnwwdggk toroidal gLALQaccfeefjwwdggk toroidal gLALQaccfeefbgbdkfk SFS[D(2,1)(2,1)] gLLAQaeddfefbmaafkn toroidal gLLAQaeddfefbmaafkr toroidal gLAPPaccdeffbjjgjpr SFS[D(2,1)(2,1)] gLAPPaccdeffnjjgjpr toroidal gLAPPaccdeffjjjgjpr toroidal gLAPPaccdeffbjjojuw SFS[D(2,1)(2,1)] gLAPPaccdeffjjjojuw toroidal gLAPPaccdeffnjjojuw toroidal gLALQaccefefbjjjefn SFS[D(2,1)(2,1)] gLALQaccefefnjjjefn toroidal gLALQaccefefjjjjefn toroidal gLALQaccefefbkkkegn SFS[D(2,1)(2,1)] gLALQaccefefnkkkegn toroidal gLALQaccefefjkkkegn toroidal gLALQaccefefngggecn SFS[D(2,1)(2,1)] gLALQaccefefjgggecn SFS[D(2,1)(2,1)] gLALQaccfeefbjjdjck SFS[D(2,1)(2,1)] gLALQaccfeefnjjdjck toroidal gLALQaccfeefjjjdjck toroidal gLALQaccfeefbkkdkfk SFS[D(2,1)(2,1)] gLALQaccfeefnkkdkfk toroidal gLALQaccfeefjkkdkfk toroidal gLALQaccfeefnggdggk SFS[D(2,1)(2,1)] gLALQaccfeefjggdggk SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjpr reducible gLAPPaccdeffncjgjpr toroidal gLAPPaccdeffjcjgjpr toroidal gLALQaccefefbgfgecn SFS[D(2,1)(2,1)] gLALQaccefefngfgecn toroidal gLALQaccefefjgfgecn toroidal gLALQaccfeefbwjdjck SFS[D(2,1)(2,1)] gLALQaccfeefnwjdjck toroidal gLALQaccfeefjwjdjck toroidal gLAPPaccdeffbcngjpr SFS[D(2,1)(2,1)] gLAPPaccdeffbcbgjpr SFS[D(2,1)(2,1)] gLAPPaccdeffbwjgjpr SFS[D(2,1)(2,1)] gLAPPaccdeffnwjgjpr toroidal gLAPPaccdeffjwjgjpr toroidal gLALQaccefefbgvgecn SFS[D(2,1)(2,1)] gLALQaccefefngvgecn toroidal gLALQaccefefjgvgecn toroidal gLALQaccfeefbcjdjck toroidal gLALQaccfeefncjdjck SFS[D(2,1)(2,1)] gLALQaccfeefjcjdjck SFS[D(2,1)(2,1)] gLALQaccfeefbcbdjck SFS[D(2,1)(2,1)] gLALQaccfeefbcndjck SFS[D(2,1)(2,1)] gLAPPaccdeffbrvorpr SFS[D(2,1)(2,1)] gLAPPaccdeffbrvgvuw SFS[D(2,1)(2,1)] gLALQaccefefbrvrecn SFS[D(2,1)(2,1)] gLALQaccfeefbrvdvfk SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgvuw reducible gLALQaccefefbsnsefn reducible gLALQaccfeefbfvdvfk toroidal gLAPPaccdeffbfggvuw SFS[D(2,1)(2,1)] gLALQaccefefbgnsefn reducible gLALQaccfeefbfgdvfk SFS[D(2,1)(2,1)] gLAPPaccdeffbffgvuw SFS[D(2,1)(2,1)] gLALQaccefefbnnsefn reducible gLALQaccfeefbffdvfk SFS[D(2,1)(2,1)] gLAPPaccdeffbkvgvuw SFS[D(2,1)(2,1)] gLALQaccefefbckcegn SFS[D(2,1)(2,1)] gLALQaccfeefbkvdvfk SFS[D(2,1)(2,1)] gLALQaccfeefbjodock SFS[D(2,1)(2,1)] gLLMQaeefedfbaaignj reducible gLLMQaeefedfbaaigjj reducible gLAPPaccedffbjjjcts reducible gLAPPaccedffnjjjcts reducible gLAPPaccedffjjjjcts reducible gLAPPaccedffbjjjcij reducible gLAPPaccedffjjjjcij reducible gLAPPaccedffnjjjcij reducible gLAzQaccefefbjjjlbs reducible gLAzQaccefefnjjjlbs reducible gLAzQaccefefjjjjlbs reducible gLAPPaccedffbkkkcmj reducible gLAPPaccedffnkkkcmj reducible gLAPPaccedffjkkkcmj reducible gLAPPaccedffjgggctk reducible gLAPPaccedffngggctk reducible gLAzQaccefefbjjjubj reducible gLAzQaccefefnjjjubj reducible gLAzQaccefefjjjjubj reducible gLAPPaccedffbkkkcdj reducible gLAPPaccedffnkkkcdj reducible gLAPPaccedffjkkkcdj reducible gLAPPaccedffjgggcen reducible gLAPPaccedffngggcen reducible gLAzQaccefefbwnjlbs reducible gLAzQaccefefbwnjubj reducible gLAPPaccedffbwnjcts reducible gLAPPaccedffbwnjcij reducible gLAzQaccefefbcbjlbs reducible gLAzQaccefefbcbjubj reducible gLAPPaccedffbrvjcts reducible gLAPPaccedffbrvjcij reducible gLAzQaccefefbrvjlbs reducible gLAzQaccefefbrvjubj reducible gLAzQaccefefbffjlbs reducible gLAzQaccefefbffjubj reducible gLAPPaccedffbkgjcts reducible gLAPPaccedffbkgjcij reducible gLAzQaccefefbkgjlbs reducible gLAPPaccedffbjkgctk reducible gLAzQaccefefbkgjubj reducible gLAPPaccedffbjkgcen reducible gLAPPaccdeffbgggctk SFS[D(2,1)(2,1)] gLAPPaccdeffbggooen SFS[D(2,1)(2,1)] gLAPPaccdeffbgvgctk SFS[D(2,1)(2,1)] gLLAQaeddfefblqdkko reducible gLAPPaccdeffbgfgctk toroidal gLLAQaeddfefblmhkko reducible gLAPPaccdeffbfwobmj SFS[D(2,1)(2,1)] gLAPPaccdeffbnfgctk SFS[D(2,1)(2,1)] gLAzQaccefefbcbrufj reducible gLAPPaccdeffbsfgctk SFS[D(2,1)(2,1)] gLAPPaccdeffbgbgsmj SFS[D(2,1)(2,1)] gLAPPaccdeffbsngsmj SFS[D(2,1)(2,1)] gLAPPaccdeffbgngsmj toroidal gLLAQaeddfefbmttkko reducible gLAPPaccdeffbnngsmj SFS[D(2,1)(2,1)] gLAPPaccdeffbwwootk SFS[D(2,1)(2,1)] gLAzQaccefefbffvucj reducible gLLAQaeddfefbmxlkko reducible gLLAQaeddfefbmxlkkn toroidal gLLAQaeddfefbmxlkkr toroidal gLAPPaccdeffbgjgsmj SFS[D(2,1)(2,1)] gLAPPaccdeffngjgsmj toroidal gLAPPaccdeffjgjgsmj SFS[D(2,1)(2,1)] gLAPPaccdeffbgjobdj SFS[D(2,1)(2,1)] gLAPPaccdeffngjobdj toroidal gLAPPaccdeffjgjobdj SFS[D(2,1)(2,1)] gLAPPaccdeffbggootk SFS[D(2,1)(2,1)] gLAPPaccdeffbgggcen SFS[D(2,1)(2,1)] gLAPPaccdeffbgfgcen toroidal gLAPPaccdeffbgvgcen SFS[D(2,1)(2,1)] gLAPPaccdeffbsfgcen SFS[D(2,1)(2,1)] gLLAQaeddfefbmqdkko reducible gLLAQaeddfefbmmhkko reducible gLAzQaccefefbcbrlfs reducible gLAPPaccdeffbfwobdj SFS[D(2,1)(2,1)] gLAPPaccdeffbnfgcen SFS[D(2,1)(2,1)] gLAPPaccdeffbsngsdj SFS[D(2,1)(2,1)] gLLAQaeddfefblttkko reducible gLAzQaccefefbffvlcs reducible gLAPPaccdeffbnngsdj SFS[D(2,1)(2,1)] gLAPPaccdeffbwwooen SFS[D(2,1)(2,1)] gLAPPaccdeffbgbgsdj SFS[D(2,1)(2,1)] gLLAQaeddfefblxlkko reducible gLLAQaeddfefblxlkkr toroidal gLLAQaeddfefblxlkkn toroidal gLAPPaccdeffbgjobmj SFS[D(2,1)(2,1)] gLAPPaccdeffngjobmj toroidal gLAPPaccdeffjgjobmj SFS[D(2,1)(2,1)] gLAPPaccdeffbgjgsdj SFS[D(2,1)(2,1)] gLAPPaccdeffngjgsdj toroidal gLAPPaccdeffjgjgsdj SFS[D(2,1)(2,1)] gLAPPaccdeffbgngsdj toroidal gLALQaccfeefbsnusvn SFS[D(2,1)(2,1)] gLALQaccefefbwwotok SFS[D(2,1)(2,1)] gLALQaccfeefbnnusvn SFS[D(2,1)(2,1)] gLALQaccfeefbgbusvn SFS[D(2,1)(2,1)] gLLMQaeefedfbpttkbs reducible gLLMQaeefedfbpttkns reducible gLLMQaeefedfbpttkjs reducible gLALQaccefefbgjbtvk SFS[D(2,1)(2,1)] gLALQaccefefngjbtvk reducible gLALQaccefefjgjbtvk SFS[D(2,1)(2,1)] gLALQaccfeefbgjusvn SFS[D(2,1)(2,1)] gLALQaccfeefngjusvn reducible gLALQaccfeefjgjusvn SFS[D(2,1)(2,1)] gLALQaccfeefbgnusvn toroidal gLALQaccefefbggotok SFS[D(2,1)(2,1)] gLALQaccfeefbggucon SFS[D(2,1)(2,1)] gLALQaccfeefbgvucon SFS[D(2,1)(2,1)] gLALQaccfeefbgfucon toroidal gLALQaccefefbfwbtvk SFS[D(2,1)(2,1)] gLALQaccfeefbnfucon SFS[D(2,1)(2,1)] gLLAQbccefefpboqlvs reducible gLALQaccfeefbsfucon SFS[D(2,1)(2,1)] gLALQaccefefbgbktgk SFS[D(2,1)(2,1)] gLAPPaccdeffbffojmr SFS[D(2,1)(2,1)] gLAPPaccdeffjffojmr toroidal gLAPPaccdeffnffojmr SFS[D(2,1)(2,1)] gLALQaccefefbffjtfk SFS[D(2,1)(2,1)] gLALQaccefefnffjtfk SFS[D(2,1)(2,1)] gLALQaccefefjffjtfk toroidal gLALQaccfeefbwwuggn reducible gLALQaccfeefnwwuggn toroidal gLALQaccfeefjwwuggn toroidal gLALQaccfeefbgbukfn SFS[D(2,1)(2,1)] gLALQaccefefbggctgk SFS[D(2,1)(2,1)] gLALQaccfeefbgguocn SFS[D(2,1)(2,1)] gLAPPaccdeffbcbortw SFS[D(2,1)(2,1)] gLALQaccefefbcbrtck SFS[D(2,1)(2,1)] gLALQaccfeefbrwubgn reducible gLAPPaccdeffbrvortw SFS[D(2,1)(2,1)] gLAPPaccdeffbrvgvmr SFS[D(2,1)(2,1)] gLALQaccefefbrvrtck SFS[D(2,1)(2,1)] gLALQaccfeefbrvuvfn SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgvmr reducible gLALQaccefefbsnstfk reducible gLALQaccfeefbfvuvfn toroidal gLAPPaccdeffbfggvmr SFS[D(2,1)(2,1)] gLALQaccefefbgnstfk reducible gLALQaccfeefbfguvfn SFS[D(2,1)(2,1)] gLAPPaccdeffbffgvmr SFS[D(2,1)(2,1)] gLALQaccefefbnnstfk reducible gLALQaccfeefbffuvfn SFS[D(2,1)(2,1)] gLAPPaccdeffbkvgvmr SFS[D(2,1)(2,1)] gLALQaccefefbckctgk SFS[D(2,1)(2,1)] gLALQaccfeefbkvuvfn SFS[D(2,1)(2,1)] gLALQaccfeefbjouocn SFS[D(2,1)(2,1)] gLLAQaeddfefblaafkn toroidal gLLAQaeddfefblaafkr toroidal gLAPPaccdeffbjjgjtw SFS[D(2,1)(2,1)] gLAPPaccdeffnjjgjtw toroidal gLAPPaccdeffjjjgjtw toroidal gLAPPaccdeffbjjojmr SFS[D(2,1)(2,1)] gLAPPaccdeffjjjojmr toroidal gLAPPaccdeffnjjojmr toroidal gLALQaccefefbjjjtfk SFS[D(2,1)(2,1)] gLALQaccefefnjjjtfk toroidal gLALQaccefefjjjjtfk toroidal gLALQaccefefbkkktgk SFS[D(2,1)(2,1)] gLALQaccefefnkkktgk toroidal gLALQaccefefjkkktgk toroidal gLALQaccefefngggtck SFS[D(2,1)(2,1)] gLALQaccefefjgggtck SFS[D(2,1)(2,1)] gLALQaccfeefbjjujcn SFS[D(2,1)(2,1)] gLALQaccfeefnjjujcn toroidal gLALQaccfeefjjjujcn toroidal gLALQaccfeefbkkukfn SFS[D(2,1)(2,1)] gLALQaccfeefnkkukfn toroidal gLALQaccfeefjkkukfn toroidal gLALQaccfeefngguggn SFS[D(2,1)(2,1)] gLALQaccfeefjgguggn SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjtw reducible gLAPPaccdeffncjgjtw toroidal gLAPPaccdeffjcjgjtw toroidal gLALQaccefefbgfgtck SFS[D(2,1)(2,1)] gLALQaccefefngfgtck toroidal gLALQaccefefjgfgtck toroidal gLALQaccfeefbwjujcn SFS[D(2,1)(2,1)] gLALQaccfeefnwjujcn toroidal gLALQaccfeefjwjujcn toroidal gLAPPaccdeffbcngjtw SFS[D(2,1)(2,1)] gLAPPaccdeffbcbgjtw SFS[D(2,1)(2,1)] gLAPPaccdeffbwjgjtw SFS[D(2,1)(2,1)] gLAPPaccdeffnwjgjtw toroidal gLAPPaccdeffjwjgjtw toroidal gLALQaccefefbgvgtck SFS[D(2,1)(2,1)] gLALQaccefefngvgtck toroidal gLALQaccefefjgvgtck toroidal gLALQaccfeefbcjujcn toroidal gLALQaccfeefncjujcn SFS[D(2,1)(2,1)] gLALQaccfeefjcjujcn SFS[D(2,1)(2,1)] gLALQaccfeefbcbujcn SFS[D(2,1)(2,1)] gLALQaccfeefbcnujcn SFS[D(2,1)(2,1)] gLLMQcbceefflbseasc reducible gLLMQcbceefflbseasj reducible gLLMQcbceefflbseasw reducible gLAPPaccedffngjjcmj reducible gLAPPaccedffngjgcdj reducible gLLMQbccefefpboitvk reducible gLLMQbccefefpboipvj reducible gLLMQcbceeffdbneasc reducible gLLMQcbceeffdbneasw reducible gLLMQcbceeffdbneasj reducible gLAPPaccedffngjgcur reducible gLAPPaccedffngjjcuk reducible gLALQaccefefbggopoj SFS[D(3,1)(2,1)] gLALQaccfeefbgglcow SFS[D(3,1)(2,1)] gLALQaccfeefbgvlcow SFS[D(3,1)(2,1)] gLALQaccfeefbgflcow toroidal gLALQaccefefbfwbpvj SFS[D(3,1)(2,1)] gLALQaccfeefbnflcow SFS[D(3,1)(2,1)] gLLAQbccefefpboqdvn reducible gLALQaccfeefbsflcow SFS[D(3,1)(2,1)] gLALQaccfeefbsnlsvw SFS[D(3,1)(2,1)] gLALQaccefefbwwopoj SFS[D(3,1)(2,1)] gLALQaccfeefbnnlsvw SFS[D(3,1)(2,1)] gLALQaccfeefbgblsvw SFS[D(3,1)(2,1)] gLLMQaeefedfbptpkbk reducible gLLMQaeefedfbptpknk reducible gLLMQaeefedfbptpkjk reducible gLALQaccefefbgjbpvj SFS[D(3,1)(2,1)] gLALQaccefefngjbpvj reducible gLALQaccefefjgjbpvj SFS[D(3,1)(2,1)] gLALQaccfeefbgjlsvw SFS[D(3,1)(2,1)] gLALQaccfeefngjlsvw reducible gLALQaccfeefjgjlsvw SFS[D(3,1)(2,1)] gLALQaccfeefbgnlsvw toroidal gLALQaccefefbggcpgj SFS[D(3,1)(2,1)] gLALQaccfeefbgglocw SFS[D(3,1)(2,1)] gLAPPaccdeffbcborin SFS[D(3,1)(2,1)] gLALQaccefefbcbrpcj SFS[D(3,1)(2,1)] gLALQaccefefbgbkpgj SFS[D(3,1)(2,1)] gLAPPaccdeffbffojlj SFS[D(3,1)(2,1)] gLAPPaccdeffjffojlj toroidal gLAPPaccdeffnffojlj SFS[D(3,1)(2,1)] gLALQaccefefbffjpfj SFS[D(3,1)(2,1)] gLALQaccefefnffjpfj SFS[D(3,1)(2,1)] gLALQaccefefjffjpfj toroidal gLALQaccfeefnwwlggw toroidal gLALQaccfeefjwwlggw toroidal gLALQaccfeefbgblkfw SFS[D(3,1)(2,1)] gLLAQaeddfefbdaafsn toroidal gLLAQaeddfefbdaafsr toroidal gLAPPaccdeffbjjgjin SFS[D(3,1)(2,1)] gLAPPaccdeffnjjgjin toroidal gLAPPaccdeffjjjgjin toroidal gLAPPaccdeffbjjojlj SFS[D(3,1)(2,1)] gLAPPaccdeffjjjojlj toroidal gLAPPaccdeffnjjojlj toroidal gLALQaccefefbjjjpfj SFS[D(3,1)(2,1)] gLALQaccefefnjjjpfj toroidal gLALQaccefefjjjjpfj toroidal gLALQaccefefbkkkpgj SFS[D(3,1)(2,1)] gLALQaccefefnkkkpgj toroidal gLALQaccefefjkkkpgj toroidal gLALQaccefefngggpcj SFS[D(3,1)(2,1)] gLALQaccefefjgggpcj SFS[D(3,1)(2,1)] gLALQaccfeefbjjljcw SFS[D(3,1)(2,1)] gLALQaccfeefnjjljcw toroidal gLALQaccfeefjjjljcw toroidal gLALQaccfeefbkklkfw SFS[D(3,1)(2,1)] gLALQaccfeefnkklkfw toroidal gLALQaccfeefjkklkfw toroidal gLALQaccfeefngglggw SFS[D(3,1)(2,1)] gLALQaccfeefjgglggw SFS[D(3,1)(2,1)] gLAPPaccdeffbcjgjin reducible gLAPPaccdeffncjgjin toroidal gLAPPaccdeffjcjgjin toroidal gLALQaccefefbgfgpcj SFS[D(3,1)(2,1)] gLALQaccefefngfgpcj toroidal gLALQaccefefjgfgpcj toroidal gLALQaccfeefbwjljcw SFS[D(3,1)(2,1)] gLALQaccfeefnwjljcw toroidal gLALQaccfeefjwjljcw toroidal gLAPPaccdeffbcngjin SFS[D(3,1)(2,1)] gLAPPaccdeffbcbgjin SFS[D(3,1)(2,1)] gLAPPaccdeffbwjgjin SFS[D(3,1)(2,1)] gLAPPaccdeffnwjgjin toroidal gLAPPaccdeffjwjgjin toroidal gLALQaccefefbgvgpcj SFS[D(3,1)(2,1)] gLALQaccefefngvgpcj toroidal gLALQaccefefjgvgpcj toroidal gLALQaccfeefbcjljcw toroidal gLALQaccfeefncjljcw SFS[D(3,1)(2,1)] gLALQaccfeefjcjljcw SFS[D(3,1)(2,1)] gLALQaccfeefbcbljcw SFS[D(3,1)(2,1)] gLALQaccfeefbcnljcw SFS[D(3,1)(2,1)] gLAPPaccdeffbrvorin SFS[D(3,1)(2,1)] gLAPPaccdeffbrvgvlj SFS[D(3,1)(2,1)] gLALQaccefefbrvrpcj SFS[D(3,1)(2,1)] gLALQaccfeefbrvlvfw SFS[D(3,1)(2,1)] gLAPPaccdeffbfvgvlj reducible gLALQaccfeefbfvlvfw toroidal gLAPPaccdeffbfggvlj SFS[D(3,1)(2,1)] gLALQaccfeefbfglvfw SFS[D(3,1)(2,1)] gLAPPaccdeffbffgvlj SFS[D(3,1)(2,1)] gLALQaccfeefbfflvfw SFS[D(3,1)(2,1)] gLAPPaccdeffbkvgvlj SFS[D(3,1)(2,1)] gLALQaccefefbckcpgj SFS[D(3,1)(2,1)] gLALQaccfeefbkvlvfw SFS[D(3,1)(2,1)] gLALQaccfeefbjolocw SFS[D(3,1)(2,1)] gLLMQaeefedfbaapgjr toroidal gLLMQaeefedfbaapgjk toroidal gLAPPaccedffnkkkcur SFS[D(2,1)(2,1)] gLAPPaccedffnkkkcuk SFS[D(2,1)(2,1)] gLAPPaccdeffbgggcpw SFS[D(3,1)(2,1)] gLAPPaccdeffbggoopj SFS[D(3,1)(2,1)] gLAPPaccdeffbgvgcpw SFS[D(3,1)(2,1)] gLAPPaccdeffbgfgcpw toroidal gLAPPaccdeffbfwobur SFS[D(3,1)(2,1)] gLAPPaccdeffbnfgcpw SFS[D(3,1)(2,1)] gLAPPaccdeffbsfgcpw SFS[D(3,1)(2,1)] gLAPPaccdeffbgbgsur SFS[D(3,1)(2,1)] gLAPPaccdeffbsngsur SFS[D(3,1)(2,1)] gLAPPaccdeffbgngsur toroidal gLAPPaccdeffbnngsur SFS[D(3,1)(2,1)] gLAPPaccdeffbwwoopw SFS[D(3,1)(2,1)] gLLAQaeddfefbdxlksn toroidal gLLAQaeddfefbdxlksr toroidal gLAPPaccdeffbgjgsur SFS[D(3,1)(2,1)] gLAPPaccdeffngjgsur toroidal gLAPPaccdeffjgjgsur SFS[D(3,1)(2,1)] gLAPPaccdeffbgjobuk SFS[D(3,1)(2,1)] gLAPPaccdeffngjobuk toroidal gLAPPaccdeffjgjobuk SFS[D(3,1)(2,1)] gLAPPaccdeffbggoopw SFS[D(3,1)(2,1)] gLAPPaccdeffbgggcpj SFS[D(3,1)(2,1)] gLAPPaccdeffbgfgcpj toroidal gLAPPaccdeffbgvgcpj SFS[D(3,1)(2,1)] gLAPPaccdeffbsfgcpj SFS[D(3,1)(2,1)] gLAPPaccdeffbfwobuk SFS[D(3,1)(2,1)] gLAPPaccdeffbnfgcpj SFS[D(3,1)(2,1)] gLAPPaccdeffbsngsuk SFS[D(3,1)(2,1)] gLAPPaccdeffbnngsuk SFS[D(3,1)(2,1)] gLAPPaccdeffbwwoopj SFS[D(3,1)(2,1)] gLAPPaccdeffbgbgsuk SFS[D(3,1)(2,1)] gLLAQaeddfefbdxlkwr toroidal gLLAQaeddfefbdxlkwn toroidal gLAPPaccdeffbgjobur SFS[D(3,1)(2,1)] gLAPPaccdeffngjobur toroidal gLAPPaccdeffjgjobur SFS[D(3,1)(2,1)] gLAPPaccdeffbgjgsuk SFS[D(3,1)(2,1)] gLAPPaccdeffngjgsuk toroidal gLAPPaccdeffjgjgsuk SFS[D(3,1)(2,1)] gLAPPaccdeffbgngsuk toroidal gLALQaccfeefbsnlsvj SFS[D(3,1)(2,1)] gLALQaccefefbwwopow SFS[D(3,1)(2,1)] gLALQaccfeefbnnlsvj SFS[D(3,1)(2,1)] gLALQaccfeefbgblsvj SFS[D(3,1)(2,1)] gLLMQaeefedfbptpkbr reducible gLLMQaeefedfbptpknr reducible gLLMQaeefedfbptpkjr reducible gLALQaccefefbgjbpvw SFS[D(3,1)(2,1)] gLALQaccefefngjbpvw reducible gLALQaccefefjgjbpvw SFS[D(3,1)(2,1)] gLALQaccfeefbgjlsvj SFS[D(3,1)(2,1)] gLALQaccfeefngjlsvj reducible gLALQaccfeefjgjlsvj SFS[D(3,1)(2,1)] gLALQaccfeefbgnlsvj toroidal gLALQaccefefbggopow SFS[D(3,1)(2,1)] gLALQaccfeefbgglcoj SFS[D(3,1)(2,1)] gLALQaccfeefbgvlcoj SFS[D(3,1)(2,1)] gLALQaccfeefbgflcoj toroidal gLALQaccefefbfwbpvw SFS[D(3,1)(2,1)] gLALQaccfeefbnflcoj SFS[D(3,1)(2,1)] gLLAQbccefefpboqdvr reducible gLALQaccfeefbsflcoj SFS[D(3,1)(2,1)] gLALQaccefefbgbkpgw SFS[D(3,1)(2,1)] gLAPPaccdeffbffojln SFS[D(3,1)(2,1)] gLAPPaccdeffjffojln toroidal gLAPPaccdeffnffojln SFS[D(3,1)(2,1)] gLALQaccefefbffjpfw SFS[D(3,1)(2,1)] gLALQaccefefnffjpfw SFS[D(3,1)(2,1)] gLALQaccefefjffjpfw toroidal gLALQaccfeefnwwlggj toroidal gLALQaccfeefjwwlggj toroidal gLALQaccfeefbgblkfj SFS[D(3,1)(2,1)] gLALQaccefefbggcpgw SFS[D(3,1)(2,1)] gLALQaccfeefbgglocj SFS[D(3,1)(2,1)] gLAPPaccdeffbcborij SFS[D(3,1)(2,1)] gLALQaccefefbcbrpcw SFS[D(3,1)(2,1)] gLAPPaccdeffbrvorij SFS[D(3,1)(2,1)] gLAPPaccdeffbrvgvln SFS[D(3,1)(2,1)] gLALQaccefefbrvrpcw SFS[D(3,1)(2,1)] gLALQaccfeefbrvlvfj SFS[D(3,1)(2,1)] gLAPPaccdeffbfvgvln reducible gLALQaccfeefbfvlvfj toroidal gLAPPaccdeffbfggvln SFS[D(3,1)(2,1)] gLALQaccfeefbfglvfj SFS[D(3,1)(2,1)] gLAPPaccdeffbffgvln SFS[D(3,1)(2,1)] gLALQaccfeefbfflvfj SFS[D(3,1)(2,1)] gLAPPaccdeffbkvgvln SFS[D(3,1)(2,1)] gLALQaccefefbckcpgw SFS[D(3,1)(2,1)] gLALQaccfeefbkvlvfj SFS[D(3,1)(2,1)] gLALQaccfeefbjolocj SFS[D(3,1)(2,1)] gLLAQaeddfefbdaafwn toroidal gLLAQaeddfefbdaafwr toroidal gLAPPaccdeffbjjgjij SFS[D(3,1)(2,1)] gLAPPaccdeffnjjgjij toroidal gLAPPaccdeffjjjgjij toroidal gLAPPaccdeffbjjojln SFS[D(3,1)(2,1)] gLAPPaccdeffjjjojln toroidal gLAPPaccdeffnjjojln toroidal gLALQaccefefbjjjpfw SFS[D(3,1)(2,1)] gLALQaccefefnjjjpfw toroidal gLALQaccefefjjjjpfw toroidal gLALQaccefefbkkkpgw SFS[D(3,1)(2,1)] gLALQaccefefnkkkpgw toroidal gLALQaccefefjkkkpgw toroidal gLALQaccefefngggpcw SFS[D(3,1)(2,1)] gLALQaccefefjgggpcw SFS[D(3,1)(2,1)] gLALQaccfeefbjjljcj SFS[D(3,1)(2,1)] gLALQaccfeefnjjljcj toroidal gLALQaccfeefjjjljcj toroidal gLALQaccfeefbkklkfj SFS[D(3,1)(2,1)] gLALQaccfeefnkklkfj toroidal gLALQaccfeefjkklkfj toroidal gLALQaccfeefngglggj SFS[D(3,1)(2,1)] gLALQaccfeefjgglggj SFS[D(3,1)(2,1)] gLAPPaccdeffbcjgjij reducible gLAPPaccdeffncjgjij toroidal gLAPPaccdeffjcjgjij toroidal gLALQaccefefbgfgpcw SFS[D(3,1)(2,1)] gLALQaccefefngfgpcw toroidal gLALQaccefefjgfgpcw toroidal gLALQaccfeefbwjljcj SFS[D(3,1)(2,1)] gLALQaccfeefnwjljcj toroidal gLALQaccfeefjwjljcj toroidal gLAPPaccdeffbcngjij SFS[D(3,1)(2,1)] gLAPPaccdeffbcbgjij SFS[D(3,1)(2,1)] gLAPPaccdeffbwjgjij SFS[D(3,1)(2,1)] gLAPPaccdeffnwjgjij toroidal gLAPPaccdeffjwjgjij toroidal gLALQaccefefbgvgpcw SFS[D(3,1)(2,1)] gLALQaccefefngvgpcw toroidal gLALQaccefefjgvgpcw toroidal gLALQaccfeefbcjljcj toroidal gLALQaccfeefncjljcj SFS[D(3,1)(2,1)] gLALQaccfeefjcjljcj SFS[D(3,1)(2,1)] gLALQaccfeefbcbljcj SFS[D(3,1)(2,1)] gLALQaccfeefbcnljcj SFS[D(3,1)(2,1)] gLLMQcbceeffdbreasc reducible gLLMQcbceeffdbreasj reducible gLLMQcbceeffdbreasw reducible gLAPPaccedffngjjcur reducible gLAPPaccedffngjgcuk reducible gLLMQbccefefpboipvw reducible gLLAQbccefefpbophvn reducible gLLAQcbceeffhbnmhvo reducible gLLAQcbceeffhbnmhvn reducible gLLAQcbceeffhbnmhvr reducible gLALQaccefefngjohvj reducible gLALQaccfeefngjqrvw reducible gLLAQcbceeffhbnqqon SFS[D(3,1)(2,1)] gLLAQcbceeffhbnqqor SFS[D(3,1)(2,1)] gLALQaccefefnkknhfj SFS[D(2,1)(2,1)] gLALQaccfeefnkkqngw SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgfxj reducible gLAPPaccdeffjcjgfxj SFS[D(3,1)(2,1)] gLAPPaccdeffncjgfxj SFS[D(3,1)(2,1)] gLALQaccefefnwjfhcj SFS[D(2,1)(2,1)] gLALQaccfeefngfqwcw SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgnqn reducible gLALQaccefefbsnohsj SFS[D(4,1)(2,1)] gLALQaccefefbgnohsj toroidal gLALQaccefefbnnohsj SFS[D(4,1)(2,1)] gLLAQcbceeffhnnqqon toroidal gLLAQcbceeffhnnqqor toroidal gLAPPaccdeffnjjrfqn SFS[D(10,7)(5,2)] gLAPPaccdeffjjjrfqn SFS[D(10,7)(4,1)] gLAPPaccdeffjjjjfxj SFS[D(10,3)(4,1)] gLAPPaccdeffnjjjfxj SFS[D(10,3)(5,2)] gLALQaccefefnjjfhjj SFS[D(10,7)(5,2)] gLALQaccefefjjjfhjj SFS[D(10,7)(4,1)] gLALQaccefefnkknhrj toroidal gLALQaccefefjkknhrj SFS[D(10,7)(5,2)] gLALQaccfeefnjjqfkw SFS[D(10,3)(5,2)] gLALQaccfeefjjjqfkw SFS[D(10,3)(4,1)] gLALQaccfeefnkkqnjw toroidal gLALQaccfeefjkkqnjw SFS[D(10,3)(5,2)] gLALQaccfeefbgnqokw SFS[D(10,3)(2,1)] gLALQaccefefbgnohwj SFS[D(11,4)(2,1)] gLLAQcbceeffhjnqqon toroidal gLLAQcbceeffhjnqqor toroidal gLAPPaccdeffbjjnfqn SFS[D(3,1)(2,1)] gLAPPaccdeffnjjnfqn toroidal gLAPPaccdeffjjjnfqn toroidal gLAPPaccdeffbjjkfxj SFS[D(3,1)(2,1)] gLAPPaccdeffjjjkfxj toroidal gLAPPaccdeffnjjkfxj toroidal gLALQaccefefbjjfhwj SFS[D(3,1)(2,1)] gLALQaccefefnjjfhwj toroidal gLALQaccefefjjjfhwj toroidal gLALQaccefefbkknhkj SFS[D(3,1)(2,1)] gLALQaccefefnkknhkj toroidal gLALQaccefefjkknhkj toroidal gLALQaccefefnggwhjj SFS[D(3,1)(2,1)] gLALQaccefefjggwhjj SFS[D(3,1)(2,1)] gLALQaccfeefbjjqfrw SFS[D(3,1)(2,1)] gLALQaccfeefnjjqfrw toroidal gLALQaccfeefjjjqfrw toroidal gLALQaccfeefbkkqnkw SFS[D(3,1)(2,1)] gLALQaccfeefnkkqnkw toroidal gLALQaccfeefjkkqnkw toroidal gLALQaccfeefnggqwjw SFS[D(3,1)(2,1)] gLALQaccfeefjggqwjw SFS[D(3,1)(2,1)] gLALQaccfeefbgnqorw SFS[D(11,3)(2,1)] gLLMQbccefefpboihvj reducible gLLMQcbceeffhbneasc reducible gLLMQcbceeffhbneasw reducible gLLMQcbceeffhbneasj reducible gLAPPaccedffngjgcqn reducible gLAPPaccedffngjjchk reducible gLLAQadeedffbhxxsjn SFS[D(3,1)(2,1)] gLLAQadeedffbhxxsjr SFS[D(3,1)(2,1)] gLAPPaccdeffnkkgcqn SFS[D(2,1)(2,1)] gLAPPaccdeffnkkovhk SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgsxr reducible gLAPPaccdeffncjgsxr SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgsxr SFS[D(3,1)(2,1)] gLAPPaccdeffjgvobxj SFS[D(2,1)(2,1)] gLAzQaccefefnwjshcn SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgcqw reducible gLAPPaccedffbgnjwhk SFS[D(10,3)(2,1)] gLLAQadeedffjhxxsjn toroidal gLLAQadeedffjhxxsjr toroidal gLAPPaccdeffbjjksxr SFS[D(4,1)(2,1)] gLAPPaccdeffnjjksxr toroidal gLAPPaccdeffjjjksxr toroidal gLAPPaccdeffbjjnoqw SFS[D(4,1)(2,1)] gLAPPaccdeffjjjnoqw toroidal gLAPPaccdeffnjjnoqw toroidal gLAzQaccefefbjjoqrn SFS[D(4,1)(2,1)] gLAzQaccefefnjjoqrn toroidal gLAzQaccefefjjjoqrn toroidal gLAPPaccdeffbkkkcqn SFS[D(4,1)(2,1)] gLAPPaccdeffnkkkcqn toroidal gLAPPaccdeffjkkkcqn toroidal gLAPPaccdeffjggnbxj SFS[D(4,1)(2,1)] gLAPPaccdeffnggnbxj SFS[D(4,1)(2,1)] gLAzQaccefefbjjshwn SFS[D(4,1)(2,1)] gLAzQaccefefnjjshwn toroidal gLAzQaccefefjjjshwn toroidal gLAPPaccdeffbkknvhk SFS[D(4,1)(2,1)] gLAPPaccdeffnkknvhk toroidal gLAPPaccdeffjkknvhk toroidal gLAPPaccdeffjggkrhj SFS[D(4,1)(2,1)] gLAPPaccdeffnggkrhj SFS[D(4,1)(2,1)] gLAPPaccdeffbgnroqn SFS[D(10,3)(2,1)] gLAPPaccedffbsnjjhk SFS[D(3,1)(2,1)] gLAPPaccedffbnnjjhk SFS[D(3,1)(2,1)] gLAPPaccedffbgnjjhk toroidal gLLAQadeedffnhxxsjn toroidal gLLAQadeedffnhxxsjr toroidal gLAPPaccdeffnjjjsxr SFS[D(11,4)(5,2)] gLAPPaccdeffjjjjsxr SFS[D(11,4)(4,1)] gLAPPaccdeffjjjroqw SFS[D(11,7)(4,1)] gLAPPaccdeffnjjroqw SFS[D(11,7)(5,2)] gLAzQaccefefnjjoqkn SFS[D(11,4)(5,2)] gLAzQaccefefjjjoqkn SFS[D(11,4)(4,1)] gLAPPaccdeffnkkjcqn toroidal gLAPPaccdeffjkkjcqn SFS[D(11,4)(5,2)] gLAzQaccefefnjjshjn SFS[D(11,7)(5,2)] gLAzQaccefefjjjshjn SFS[D(11,7)(4,1)] gLAPPaccdeffnkkrvhk toroidal gLAPPaccdeffjkkrvhk SFS[D(11,7)(5,2)] gLAPPaccdeffbgnnoqn SFS[D(11,3)(2,1)] gLLMQbdefdefafxqrow SFS[D(3,1)(2,1)] gLLMQbdefdefafxqnow SFS[D(3,1)(2,1)] gLALQaccefefnkkvxvj SFS[D(2,1)(2,1)] gLALQaccfeefnkkxcvr SFS[D(2,1)(2,1)] gLLMQbdefdefafxqrrw toroidal gLLMQbdefdefafxqnrw toroidal gLAPPaccedffnjjswhn SFS[D(10,7)(5,2)] gLAPPaccedffjjjswhn SFS[D(10,7)(4,1)] gLAPPaccedffjjjojhs SFS[D(10,3)(4,1)] gLAPPaccedffnjjojhs SFS[D(10,3)(5,2)] gLALQaccefefnjjoxjj SFS[D(10,7)(5,2)] gLALQaccefefjjjoxjj SFS[D(10,7)(4,1)] gLALQaccefefnkkvxwj toroidal gLALQaccefefjkkvxwj SFS[D(10,7)(5,2)] gLALQaccfeefnjjxsnr SFS[D(10,3)(5,2)] gLALQaccfeefjjjxsnr SFS[D(10,3)(4,1)] gLALQaccfeefnkkxcsr toroidal gLALQaccfeefjkkxcsr SFS[D(10,3)(5,2)] gLALQaccefefbsnfxjj SFS[D(4,1)(2,1)] gLALQaccefefbgnfxjj toroidal gLALQaccefefbnnfxjj SFS[D(4,1)(2,1)] gLALQaccfeefbgnxjkr SFS[D(10,3)(2,1)] gLLMQbdefdefafxqrnw toroidal gLLMQbdefdefafxqnnw toroidal gLAPPaccedffnjjsjhn SFS[D(11,8)(5,2)] gLAPPaccedffjjjsjhn SFS[D(11,8)(4,1)] gLAPPaccedffjjjowhs SFS[D(11,3)(4,1)] gLAPPaccedffnjjowhs SFS[D(11,3)(5,2)] gLALQaccefefnjjoxnj SFS[D(11,8)(5,2)] gLALQaccefefjjjoxnj SFS[D(11,8)(4,1)] gLALQaccefefnkkvxsj toroidal gLALQaccefefjkkvxsj SFS[D(11,8)(5,2)] gLALQaccfeefnjjxsjr SFS[D(11,3)(5,2)] gLALQaccfeefjjjxsjr SFS[D(11,3)(4,1)] gLALQaccfeefnkkxcwr toroidal gLALQaccfeefjkkxcwr SFS[D(11,3)(5,2)] gLALQaccefefbgnfxkj SFS[D(11,4)(2,1)] gLALQaccfeefbsnxjjr SFS[D(3,1)(2,1)] gLALQaccfeefbnnxjjr SFS[D(3,1)(2,1)] gLALQaccfeefbgnxjjr toroidal gLALQaccfeefbgfqcow SFS[D(4,1)(2,1)] gLLAQbccefefpboqhvn reducible gLLMQaeefedfbptqkbw reducible gLLMQaeefedfbptqknw reducible gLLMQaeefedfbptqkjw reducible gLALQaccefefngjbhvj reducible gLALQaccfeefngjqsvw reducible gLALQaccfeefbgnqsvw SFS[D(4,1)(2,1)] gLALQaccfeefbrwqbgw reducible gLAPPaccdeffjffojxj SFS[D(4,1)(2,1)] gLALQaccefefjffjhfj SFS[D(4,1)(2,1)] gLALQaccfeefbwwqggw reducible gLALQaccfeefnwwqggw SFS[D(4,1)(3,1)] gLALQaccfeefjwwqggw SFS[D(4,3)(3,1)] gLLAQaeddfefbxaafrn toroidal gLLAQaeddfefbxaafrr toroidal gLAPPaccdeffnjjgjqn SFS[D(5,2)(4,1)] gLAPPaccdeffjjjgjqn SFS[D(4,1)(4,1)] gLAPPaccdeffjjjojxj SFS[D(4,3)(4,1)] gLAPPaccdeffnjjojxj SFS[D(5,3)(4,1)] gLALQaccefefnjjjhfj SFS[D(5,2)(4,1)] gLALQaccefefjjjjhfj SFS[D(4,1)(4,1)] gLALQaccefefnkkkhgj toroidal gLALQaccefefjkkkhgj SFS[D(5,2)(4,1)] gLALQaccfeefnjjqjcw SFS[D(5,3)(4,1)] gLALQaccfeefjjjqjcw SFS[D(4,3)(4,1)] gLALQaccfeefnkkqkfw toroidal gLALQaccfeefjkkqkfw SFS[D(5,3)(4,1)] gLAPPaccdeffbcjgjqn reducible gLAPPaccdeffncjgjqn toroidal gLAPPaccdeffjcjgjqn toroidal gLALQaccefefngfghcj toroidal gLALQaccefefjgfghcj SFS[D(5,2)(4,1)] gLALQaccfeefnwjqjcw toroidal gLALQaccfeefjwjqjcw SFS[D(5,3)(4,1)] gLAPPaccdeffnwjgjqn SFS[D(4,3)(4,1)] gLAPPaccdeffjwjgjqn SFS[D(5,3)(4,1)] gLALQaccefefngvghcj SFS[D(5,2)(4,1)] gLALQaccefefjgvghcj SFS[D(4,1)(4,1)] gLALQaccfeefbcjqjcw SFS[D(4,1)(2,1)] gLAPPaccdeffbfvgvxj reducible gLALQaccefefbsnshfj reducible gLALQaccfeefbfvqvfw SFS[D(4,1)(2,1)] gLALQaccefefbgnshfj reducible gLALQaccefefbnnshfj reducible gLLAQaeddfefjxaafrn toroidal gLLAQaeddfefjxaafrr toroidal gLAPPaccdeffbjjkjqn SFS[D(3,1)(2,1)] gLAPPaccdeffnjjkjqn toroidal gLAPPaccdeffjjjkjqn toroidal gLAPPaccdeffbjjnjxj SFS[D(3,1)(2,1)] gLAPPaccdeffjjjnjxj toroidal gLAPPaccdeffnjjnjxj toroidal gLALQaccefefbjjjhrj SFS[D(3,1)(2,1)] gLALQaccefefnjjjhrj toroidal gLALQaccefefjjjjhrj toroidal gLALQaccefefbkkkhkj SFS[D(3,1)(2,1)] gLALQaccefefnkkkhkj toroidal gLALQaccefefjkkkhkj toroidal gLALQaccefefnggghjj SFS[D(3,1)(2,1)] gLALQaccefefjggghjj SFS[D(3,1)(2,1)] gLALQaccfeefbjjqjww SFS[D(3,1)(2,1)] gLALQaccfeefnjjqjww toroidal gLALQaccfeefjjjqjww toroidal gLALQaccfeefbkkqkkw SFS[D(3,1)(2,1)] gLALQaccfeefnkkqkkw toroidal gLALQaccfeefjkkqkkw toroidal gLALQaccfeefnggqgjw SFS[D(3,1)(2,1)] gLALQaccfeefjggqgjw SFS[D(3,1)(2,1)] gLALQaccefefbsnshrj SFS[D(4,3)(3,1)] gLALQaccefefbgnshrj toroidal gLALQaccefefbnnshrj SFS[D(4,3)(3,1)] gLALQaccfeefbgnqssw SFS[D(5,2)(2,1)] gLLAQaeddfefnxaafrn toroidal gLLAQaeddfefnxaafrr toroidal gLAPPaccdeffnjjjjqn SFS[D(5,3)(5,2)] gLAPPaccdeffjjjjjqn SFS[D(5,3)(4,1)] gLAPPaccdeffjjjrjxj SFS[D(5,2)(4,1)] gLAPPaccdeffnjjrjxj SFS[D(5,2)(5,2)] gLALQaccefefnjjjhkj SFS[D(5,3)(5,2)] gLALQaccefefjjjjhkj SFS[D(5,3)(4,1)] gLALQaccefefnkkkhjj toroidal gLALQaccefefjkkkhjj SFS[D(5,3)(5,2)] gLALQaccfeefnjjqjjw SFS[D(5,2)(5,2)] gLALQaccfeefjjjqjjw SFS[D(5,2)(4,1)] gLALQaccfeefnkkqkrw toroidal gLALQaccfeefjkkqkrw SFS[D(5,2)(5,2)] gLALQaccefefbsnshkj SFS[D(4,1)(3,1)] gLALQaccefefbgnshkj toroidal gLALQaccefefbnnshkj SFS[D(4,1)(3,1)] gLLMQaeefedfbaaqgnw reducible gLLMQaeefedfbaaqgjw reducible gLAPPaccedffbjjjcxr reducible gLAPPaccedffnjjjcxr reducible gLAPPaccedffjjjjcxr reducible gLAPPaccedffbjjjcqw reducible gLAPPaccedffjjjjcqw reducible gLAPPaccedffnjjjcqw reducible gLAzQaccefefbjjjqbn reducible gLAzQaccefefnjjjqbn reducible gLAzQaccefefjjjjqbn reducible gLAPPaccedffbkkkcqn reducible gLAPPaccedffnkkkcqn reducible gLAPPaccedffjkkkcqn reducible gLAPPaccedffjgggcxj reducible gLAPPaccedffngggcxj reducible gLAzQaccefefbjjjhbn reducible gLAzQaccefefnjjjhbn reducible gLAzQaccefefjjjjhbn reducible gLAPPaccedffbkkkchk reducible gLAPPaccedffnkkkchk reducible gLAPPaccedffjkkkchk reducible gLAPPaccedffjgggchj reducible gLAPPaccedffngggchj reducible gLAzQaccefefbwnjqbn reducible gLAzQaccefefbwnjhbn reducible gLAPPaccedffbwnjcxr reducible gLAPPaccedffbwnjcqw reducible gLAzQaccefefbcbjqbn reducible gLAzQaccefefbcbjhbn reducible gLAPPaccedffbrvjcxr reducible gLAPPaccedffbrvjcqw reducible gLAzQaccefefbrvjqbn reducible gLAzQaccefefbrvjhbn reducible gLAzQaccefefbffjqbn reducible gLAzQaccefefbffjhbn reducible gLAPPaccedffbkgjcxr reducible gLAPPaccedffbkgjcqw reducible gLAzQaccefefbkgjqbn reducible gLAPPaccedffbjkgcxj reducible gLAzQaccefefbkgjhbn reducible gLAPPaccedffbjkgchj reducible gLLAQaeddfefbqqdkwo reducible gLAPPaccdeffbgfgcxj SFS[D(4,1)(2,1)] gLLAQaeddfefbqmhkwo reducible gLAzQaccefefbcbrhfn reducible gLAPPaccdeffbgngsqn SFS[D(4,1)(2,1)] gLLAQaeddfefbxttkro reducible gLAzQaccefefbffvhcn reducible gLLAQaeddfefbxxlkro reducible gLLAQaeddfefbxxlkrn SFS[D(4,3)(3,1)] gLLAQaeddfefbxxlkrr SFS[D(4,1)(3,1)] gLAPPaccdeffngjgsqn SFS[D(4,1)(2,1)] gLAPPaccdeffngjobhk SFS[D(4,1)(2,1)] gLAPPaccdeffbgfgchj SFS[D(4,1)(2,1)] gLLAQaeddfefbxqdkro reducible gLLAQaeddfefbxmhkro reducible gLAzQaccefefbcbrqfn reducible gLLAQaeddfefbqttkwo reducible gLAzQaccefefbffvqcn reducible gLLAQaeddfefbqxlkwo reducible gLLAQaeddfefbqxlkwr SFS[D(4,3)(3,1)] gLLAQaeddfefbqxlkwn SFS[D(4,1)(3,1)] gLAPPaccdeffngjobqn SFS[D(4,1)(2,1)] gLAPPaccdeffngjgshk SFS[D(4,1)(2,1)] gLAPPaccdeffbgngshk SFS[D(4,1)(2,1)] gLLMQaeefedfjaaxgjr toroidal gLLMQaeefedfjaaxgnr toroidal gLAPPaccedffbjjjjxr SFS[D(4,3)(3,1)] gLAPPaccedffnjjjjxr toroidal gLAPPaccedffjjjjjxr toroidal gLAPPaccedffbjjjwqw SFS[D(4,3)(3,1)] gLAPPaccedffjjjjwqw toroidal gLAPPaccedffnjjjwqw toroidal gLAzQaccefefbjjjqnn SFS[D(4,3)(3,1)] gLAzQaccefefnjjjqnn toroidal gLAzQaccefefjjjjqnn toroidal gLAPPaccedffbkkkjqn SFS[D(4,3)(3,1)] gLAPPaccedffnkkkjqn toroidal gLAPPaccedffjkkkjqn toroidal gLAPPaccedffjgggwxj SFS[D(4,3)(3,1)] gLAPPaccedffngggwxj SFS[D(4,3)(3,1)] gLAzQaccefefbjjjhjn SFS[D(4,3)(3,1)] gLAzQaccefefnjjjhjn toroidal gLAzQaccefefjjjjhjn toroidal gLAPPaccedffbkkkwhk SFS[D(4,3)(3,1)] gLAPPaccedffnkkkwhk toroidal gLAPPaccedffjkkkwhk toroidal gLAPPaccedffjgggjhj SFS[D(4,3)(3,1)] gLAPPaccedffngggjhj SFS[D(4,3)(3,1)] gLAPPaccdeffbsnjshk SFS[D(3,1)(2,1)] gLAPPaccdeffbnnjshk SFS[D(3,1)(2,1)] gLAPPaccdeffbgnjshk toroidal gLLMQaeefedfjaaqgnw toroidal gLLMQaeefedfjaaqgjw toroidal gLAPPaccedffbjjjwxr SFS[D(4,1)(3,1)] gLAPPaccedffnjjjwxr toroidal gLAPPaccedffjjjjwxr toroidal gLAPPaccedffbjjjjqw SFS[D(4,1)(3,1)] gLAPPaccedffjjjjjqw toroidal gLAPPaccedffnjjjjqw toroidal gLAzQaccefefbjjjqjn SFS[D(4,1)(3,1)] gLAzQaccefefnjjjqjn toroidal gLAzQaccefefjjjjqjn toroidal gLAPPaccedffbkkkwqn SFS[D(4,1)(3,1)] gLAPPaccedffnkkkwqn toroidal gLAPPaccedffjkkkwqn toroidal gLAPPaccedffjgggjxj SFS[D(4,1)(3,1)] gLAPPaccedffngggjxj SFS[D(4,1)(3,1)] gLAzQaccefefbjjjhnn SFS[D(4,1)(3,1)] gLAzQaccefefnjjjhnn toroidal gLAzQaccefefjjjjhnn toroidal gLAPPaccedffbkkkjhk SFS[D(4,1)(3,1)] gLAPPaccedffnkkkjhk toroidal gLAPPaccedffjkkkjhk toroidal gLAPPaccedffjgggwhj SFS[D(4,1)(3,1)] gLAPPaccedffngggwhj SFS[D(4,1)(3,1)] gLAPPaccdeffbgnjsqn SFS[D(5,2)(2,1)] gLAPPaccdeffbgnkshk SFS[D(5,2)(2,1)] gLLMQaeefedfbptxkbr reducible gLLMQaeefedfbptxknr reducible gLLMQaeefedfbptxkjr reducible gLALQaccefefngjbxvj reducible gLALQaccfeefngjxsvr reducible gLALQaccfeefbgnxsvr SFS[D(4,1)(2,1)] gLALQaccfeefbgfxcor SFS[D(4,1)(2,1)] gLLAQbccefefpboqqvn reducible gLAPPaccdeffjffojhs SFS[D(4,1)(2,1)] gLALQaccefefjffjxfj SFS[D(4,1)(2,1)] gLALQaccfeefbwwxggr reducible gLALQaccfeefnwwxggr SFS[D(4,3)(3,1)] gLALQaccfeefjwwxggr SFS[D(4,1)(3,1)] gLALQaccfeefbrwxbgr reducible gLAPPaccdeffbfvgvhs reducible gLALQaccefefbsnsxfj reducible gLALQaccfeefbfvxvfr SFS[D(4,1)(2,1)] gLALQaccefefbgnsxfj reducible gLALQaccefefbnnsxfj reducible gLLAQaeddfefbqaafwn toroidal gLLAQaeddfefbqaafwr toroidal gLAPPaccdeffnjjgjhn SFS[D(5,3)(4,1)] gLAPPaccdeffjjjgjhn SFS[D(4,3)(4,1)] gLAPPaccdeffjjjojhs SFS[D(4,1)(4,1)] gLAPPaccdeffnjjojhs SFS[D(5,2)(4,1)] gLALQaccefefnjjjxfj SFS[D(5,3)(4,1)] gLALQaccefefjjjjxfj SFS[D(4,3)(4,1)] gLALQaccefefnkkkxgj toroidal gLALQaccefefjkkkxgj SFS[D(5,3)(4,1)] gLALQaccfeefnjjxjcr SFS[D(5,2)(4,1)] gLALQaccfeefjjjxjcr SFS[D(4,1)(4,1)] gLALQaccfeefnkkxkfr toroidal gLALQaccfeefjkkxkfr SFS[D(5,2)(4,1)] gLAPPaccdeffbcjgjhn reducible gLAPPaccdeffncjgjhn toroidal gLAPPaccdeffjcjgjhn toroidal gLALQaccefefngfgxcj toroidal gLALQaccefefjgfgxcj SFS[D(5,3)(4,1)] gLALQaccfeefnwjxjcr toroidal gLALQaccfeefjwjxjcr SFS[D(5,2)(4,1)] gLAPPaccdeffnwjgjhn SFS[D(4,1)(4,1)] gLAPPaccdeffjwjgjhn SFS[D(5,2)(4,1)] gLALQaccefefngvgxcj SFS[D(5,3)(4,1)] gLALQaccefefjgvgxcj SFS[D(4,3)(4,1)] gLALQaccfeefbcjxjcr SFS[D(4,1)(2,1)] gLALQaccfeefbsnxssr SFS[D(3,1)(2,1)] gLALQaccfeefbnnxssr SFS[D(3,1)(2,1)] gLALQaccfeefbgnxssr toroidal gLALQaccefefbsnsxkj SFS[D(4,3)(3,1)] gLALQaccefefbgnsxkj toroidal gLALQaccefefbnnsxkj SFS[D(4,3)(3,1)] gLLAQaeddfefnqaafwn SFS[D(3,1)(2,1)] gLLAQaeddfefnqaafwr SFS[D(3,1)(2,1)] gLALQaccefefnkkkxjj SFS[D(2,1)(2,1)] gLALQaccfeefnkkxkrr SFS[D(2,1)(2,1)] gLALQaccfeefbgnxswr SFS[D(5,2)(2,1)] gLALQaccefefbsnsxrj SFS[D(4,1)(3,1)] gLALQaccefefbgnsxrj toroidal gLALQaccefefbnnsxrj SFS[D(4,1)(3,1)] gLLAQaeddfefjqaafwn toroidal gLLAQaeddfefjqaafwr toroidal gLAPPaccdeffnjjkjhn SFS[D(5,3)(5,2)] gLAPPaccdeffjjjkjhn SFS[D(5,3)(4,1)] gLAPPaccdeffjjjnjhs SFS[D(5,2)(4,1)] gLAPPaccdeffnjjnjhs SFS[D(5,2)(5,2)] gLALQaccefefnjjjxrj SFS[D(5,3)(5,2)] gLALQaccefefjjjjxrj SFS[D(5,3)(4,1)] gLALQaccefefnkkkxkj toroidal gLALQaccefefjkkkxkj SFS[D(5,3)(5,2)] gLALQaccfeefnjjxjwr SFS[D(5,2)(5,2)] gLALQaccfeefjjjxjwr SFS[D(5,2)(4,1)] gLALQaccfeefnkkxkkr toroidal gLALQaccfeefjkkxkkr SFS[D(5,2)(5,2)] gLAPPaccedffbrvscqn reducible gLAPPaccedffbrvocxj reducible gLALQaccefefbrvohbj reducible gLALQaccfeefbrvqsbw reducible gLALQaccefefbffohbj reducible gLALQaccfeefbffqsbw reducible gLAPPaccedffbkgscqn reducible gLAPPaccedffbkgocxj reducible gLALQaccefefbkgohbj reducible gLALQaccefefbjkbhoj reducible gLALQaccfeefbkgqsbw reducible gLALQaccfeefbjkqrow reducible gLLMQbdefdefafxxror reducible gLLMQbdefdefafxxnor reducible gLAPPaccedffbjjscqn reducible gLAPPaccedffnjjscqn reducible gLAPPaccedffjjjscqn reducible gLAPPaccedffbjjocxj reducible gLAPPaccedffjjjocxj reducible gLAPPaccedffnjjocxj reducible gLALQaccefefbjjohbj reducible gLALQaccefefnjjohbj reducible gLALQaccefefjjjohbj reducible gLALQaccefefbkkvhvj reducible gLALQaccefefnkkvhvj reducible gLALQaccefefjkkvhvj reducible gLALQaccefefnggbhoj reducible gLALQaccefefjggbhoj reducible gLALQaccfeefbjjqsbw reducible gLALQaccfeefnjjqsbw reducible gLALQaccfeefjjjqsbw reducible gLALQaccfeefbkkqcvw reducible gLALQaccfeefnkkqcvw reducible gLALQaccfeefjkkqcvw reducible gLALQaccfeefnggqrow reducible gLALQaccfeefjggqrow reducible gLALQaccefefbwnohbj reducible gLALQaccfeefbwnqsbw reducible gLAPPaccedffbwnscqn reducible gLAPPaccedffbwnocxj reducible gLALQaccefefbcbohbj reducible gLALQaccfeefbcbqsbw reducible gLALQaccefefbgnfhgj SFS[D(3,1)(2,1)] gLLAQbccefefaoomhvn reducible gLALQaccfeefbffqncw reducible gLLMQadeedffbxhpjfv reducible gLLMQadeedffbxhpjfs SFS[D(3,1)(3,2)] gLLMQadeedffbxhpjfw SFS[D(3,1)(3,1)] gLALQaccefefngjfhgj SFS[D(3,1)(2,1)] gLALQaccfeefngjqwfw SFS[D(3,1)(2,1)] gLLAQadeedffbxhujno reducible gLALQaccefefbgvjhgj SFS[D(3,1)(2,1)] gLLAQadeedffbxlqjno reducible gLALQaccfeefbcbqgfw reducible gLLAQadeedffbxeejno reducible gLALQaccefefbffkhcj reducible gLLAQadeedffbxamjno reducible gLLAQadeedffbxamjnr SFS[D(3,1)(3,2)] gLLAQadeedffbxamjnn SFS[D(3,1)(3,1)] gLALQaccefefngjghfj SFS[D(3,1)(2,1)] gLALQaccfeefngjqjgw SFS[D(3,1)(2,1)] gLALQaccfeefbgnqjgw SFS[D(3,1)(2,1)] gLALQaccfeefbgvqfgw SFS[D(3,1)(2,1)] gLLAQbccefefmcoahfn reducible gLLAQbccefefpboehbn reducible gLALQaccefefbcbwhfj reducible gLLMQbdefdefafxxrrr toroidal gLLMQbdefdefafxxnrr toroidal gLAPPaccedffbjjswqn SFS[D(3,1)(3,1)] gLAPPaccedffnjjswqn toroidal gLAPPaccedffjjjswqn toroidal gLAPPaccedffbjjojxj SFS[D(3,1)(3,1)] gLAPPaccedffjjjojxj toroidal gLAPPaccedffnjjojxj toroidal gLALQaccefefbjjohjj SFS[D(3,1)(3,1)] gLALQaccefefnjjohjj toroidal gLALQaccefefjjjohjj toroidal gLALQaccefefbkkvhwj SFS[D(3,1)(3,1)] gLALQaccefefnkkvhwj toroidal gLALQaccefefjkkvhwj toroidal gLALQaccefefnggbhnj SFS[D(3,1)(3,1)] gLALQaccefefjggbhnj SFS[D(3,1)(3,1)] gLALQaccfeefbjjqsnw SFS[D(3,1)(3,1)] gLALQaccfeefnjjqsnw toroidal gLALQaccfeefjjjqsnw toroidal gLALQaccfeefbkkqcsw SFS[D(3,1)(3,1)] gLALQaccfeefnkkqcsw toroidal gLALQaccfeefjkkqcsw toroidal gLALQaccfeefnggqrrw SFS[D(3,1)(3,1)] gLALQaccfeefjggqrrw SFS[D(3,1)(3,1)] gLALQaccefefbsnfhjj SFS[D(4,1)(2,1)] gLALQaccefefbgnfhjj toroidal gLALQaccefefbnnfhjj SFS[D(4,1)(2,1)] gLALQaccfeefbgnqjkw SFS[D(6,1)(2,1)] gLLMQbdefdefafxxrnr toroidal gLLMQbdefdefafxxnnr toroidal gLAPPaccedffbjjsjqn SFS[D(3,1)(3,2)] gLAPPaccedffnjjsjqn toroidal gLAPPaccedffjjjsjqn toroidal gLAPPaccedffbjjowxj SFS[D(3,1)(3,2)] gLAPPaccedffjjjowxj toroidal gLAPPaccedffnjjowxj toroidal gLALQaccefefbjjohnj SFS[D(3,1)(3,2)] gLALQaccefefnjjohnj toroidal gLALQaccefefjjjohnj toroidal gLALQaccefefbkkvhsj SFS[D(3,1)(3,2)] gLALQaccefefnkkvhsj toroidal gLALQaccefefjkkvhsj toroidal gLALQaccefefnggbhrj SFS[D(3,1)(3,2)] gLALQaccefefjggbhrj SFS[D(3,1)(3,2)] gLALQaccfeefbjjqsjw SFS[D(3,1)(3,2)] gLALQaccfeefnjjqsjw toroidal gLALQaccfeefjjjqsjw toroidal gLALQaccfeefbkkqcww SFS[D(3,1)(3,2)] gLALQaccfeefnkkqcww toroidal gLALQaccfeefjkkqcww toroidal gLALQaccfeefnggqrnw SFS[D(3,1)(3,2)] gLALQaccfeefjggqrnw SFS[D(3,1)(3,2)] gLALQaccefefbgnfhkj SFS[D(9,4)(2,1)] gLALQaccfeefbgnqjjw SFS[D(9,2)(2,1)] gLAPPaccedffbgnjcqn SFS[D(3,1)(2,1)] gLLMQcbceeffqbneasc reducible gLLMQcbceeffqbneasj reducible gLLMQcbceeffqbneasw reducible gLAPPaccedffngjjcqn reducible gLAPPaccedffngjgchk reducible gLAPPaccedffbgvjcxj SFS[D(3,1)(2,1)] gLLMQbccefefpboixvj reducible gLAPPaccdeffbfvgcxr reducible gLAzQaccefefbfvnqfn SFS[D(3,1)(2,1)] gLAPPaccdeffbsnoohk reducible gLAPPaccdeffbnnoohk reducible gLAPPaccdeffbgnoohk reducible gLLAQadeedffbxxxjjr toroidal gLLAQadeedffbxxxjjn toroidal gLAPPaccdeffnjjooxr SFS[D(5,2)(3,1)] gLAPPaccdeffjjjooxr SFS[D(4,1)(3,1)] gLAPPaccdeffjjjgsqw SFS[D(4,3)(3,1)] gLAPPaccdeffnjjgsqw SFS[D(5,3)(3,1)] gLAzQaccefefnjjsqcn SFS[D(5,2)(3,1)] gLAzQaccefefjjjsqcn SFS[D(4,1)(3,1)] gLAPPaccdeffnkkovqn toroidal gLAPPaccdeffjkkovqn SFS[D(5,2)(3,1)] gLAzQaccefefnjjohfn SFS[D(5,3)(3,1)] gLAzQaccefefjjjohfn SFS[D(4,3)(3,1)] gLAPPaccdeffnkkgchk toroidal gLAPPaccdeffjkkgchk SFS[D(5,3)(3,1)] gLAPPaccdeffjwjgsqw SFS[D(5,2)(3,1)] gLAPPaccdeffnwjgsqw SFS[D(4,1)(3,1)] gLAzQaccefefbcjsqcn SFS[D(3,1)(2,1)] gLAPPaccdeffjgfobhj SFS[D(5,3)(3,1)] gLAPPaccdeffngfobhj SFS[D(4,3)(3,1)] gLAPPaccdeffbcjgsqw reducible gLAPPaccdeffjcjgsqw toroidal gLAPPaccdeffncjgsqw toroidal gLAzQaccefefnwjsqcn toroidal gLAzQaccefefjwjsqcn SFS[D(5,2)(3,1)] gLAPPaccdeffjgvobhj toroidal gLAPPaccdeffngvobhj SFS[D(5,3)(3,1)] gLAPPaccdeffjffooxr SFS[D(3,1)(2,1)] gLAPPaccdeffbwwgrxj reducible gLAPPaccdeffjwwgrxj SFS[D(3,1)(3,2)] gLAPPaccdeffnwwgrxj SFS[D(3,1)(3,1)] gLAzQaccefefjffohfn SFS[D(3,1)(2,1)] gLAPPaccdeffbrwgrqn reducible gLAPPaccedffbgnjwqn SFS[D(6,1)(2,1)] gLAPPaccdeffbsnrohk SFS[D(3,1)(3,1)] gLAPPaccdeffbnnrohk SFS[D(3,1)(3,1)] gLAPPaccdeffbgnrohk toroidal gLLAQadeedffjxxxjjr toroidal gLLAQadeedffjxxxjjn toroidal gLAPPaccdeffbjjnoxr SFS[D(4,1)(2,1)] gLAPPaccdeffnjjnoxr toroidal gLAPPaccdeffjjjnoxr toroidal gLAPPaccdeffbjjksqw SFS[D(4,1)(2,1)] gLAPPaccdeffjjjksqw toroidal gLAPPaccdeffnjjksqw toroidal gLAzQaccefefbjjsqwn SFS[D(4,1)(2,1)] gLAzQaccefefnjjsqwn toroidal gLAzQaccefefjjjsqwn toroidal gLAPPaccdeffbkknvqn SFS[D(4,1)(2,1)] gLAPPaccdeffnkknvqn toroidal gLAPPaccdeffjkknvqn toroidal gLAPPaccdeffjggkrxj SFS[D(4,1)(2,1)] gLAPPaccdeffnggkrxj SFS[D(4,1)(2,1)] gLAzQaccefefbjjohrn SFS[D(4,1)(2,1)] gLAzQaccefefnjjohrn toroidal gLAzQaccefefjjjohrn toroidal gLAPPaccdeffbkkkchk SFS[D(4,1)(2,1)] gLAPPaccdeffnkkkchk toroidal gLAPPaccdeffjkkkchk toroidal gLAPPaccdeffjggnbhj SFS[D(4,1)(2,1)] gLAPPaccdeffnggnbhj SFS[D(4,1)(2,1)] gLAPPaccedffbgnjjqn SFS[D(9,2)(2,1)] gLAPPaccdeffbsnnohk SFS[D(3,1)(3,2)] gLAPPaccdeffbnnnohk SFS[D(3,1)(3,2)] gLAPPaccdeffbgnnohk toroidal gLLAQadeedffnxxxjjr toroidal gLLAQadeedffnxxxjjn toroidal gLAPPaccdeffnjjroxr SFS[D(9,5)(5,2)] gLAPPaccdeffjjjroxr SFS[D(9,5)(4,1)] gLAPPaccdeffjjjjsqw SFS[D(9,4)(4,1)] gLAPPaccdeffnjjjsqw SFS[D(9,4)(5,2)] gLAzQaccefefnjjsqjn SFS[D(9,5)(5,2)] gLAzQaccefefjjjsqjn SFS[D(9,5)(4,1)] gLAPPaccdeffnkkrvqn toroidal gLAPPaccdeffjkkrvqn SFS[D(9,5)(5,2)] gLAzQaccefefnjjohkn SFS[D(9,4)(5,2)] gLAzQaccefefjjjohkn SFS[D(9,4)(4,1)] gLAPPaccdeffnkkjchk toroidal gLAPPaccdeffjkkjchk SFS[D(9,4)(5,2)] gLALQaccefefbgfvxoj SFS[D(3,1)(2,1)] gLLAQbccefefpbopqvn reducible gLALQaccefefbgnoxvj SFS[D(3,1)(2,1)] gLLAQcbceeffqbnmhvo reducible gLLAQcbceeffqbnmhvn reducible gLLAQcbceeffqbnmhvr reducible gLALQaccefefngjoxvj reducible gLALQaccfeefngjxrvr reducible gLLAQcbceeffqbnqqon toroidal gLLAQcbceeffqbnqqor toroidal gLAPPaccdeffnjjofhn SFS[D(5,3)(3,1)] gLAPPaccdeffjjjofhn SFS[D(4,3)(3,1)] gLAPPaccdeffjjjgfhs SFS[D(4,1)(3,1)] gLAPPaccdeffnjjgfhs SFS[D(5,2)(3,1)] gLALQaccefefnjjfxcj SFS[D(5,3)(3,1)] gLALQaccefefjjjfxcj SFS[D(4,3)(3,1)] gLALQaccefefnkknxfj toroidal gLALQaccefefjkknxfj SFS[D(5,3)(3,1)] gLALQaccfeefnjjxffr SFS[D(5,2)(3,1)] gLALQaccfeefjjjxffr SFS[D(4,1)(3,1)] gLALQaccfeefnkkxngr toroidal gLALQaccfeefjkkxngr SFS[D(5,2)(3,1)] gLAPPaccdeffjwjgfhs SFS[D(5,3)(3,1)] gLAPPaccdeffnwjgfhs SFS[D(4,3)(3,1)] gLALQaccefefbcjfxcj SFS[D(3,1)(2,1)] gLALQaccfeefngvxwcr SFS[D(5,2)(3,1)] gLALQaccfeefjgvxwcr SFS[D(4,1)(3,1)] gLAPPaccdeffbcjgfhs reducible gLAPPaccdeffjcjgfhs toroidal gLAPPaccdeffncjgfhs toroidal gLALQaccefefnwjfxcj toroidal gLALQaccefefjwjfxcj SFS[D(5,3)(3,1)] gLALQaccfeefngfxwcr toroidal gLALQaccfeefjgfxwcr SFS[D(5,2)(3,1)] gLAPPaccdeffbfvgnhn reducible gLALQaccefefbfvcxfj SFS[D(3,1)(2,1)] gLALQaccfeefbsnxofr reducible gLALQaccfeefbnnxofr reducible gLALQaccfeefbgnxofr reducible gLALQaccefefbrwrxgj reducible gLAPPaccdeffjffofhn SFS[D(3,1)(2,1)] gLALQaccefefbwwwxgj reducible gLALQaccefefnwwwxgj SFS[D(3,1)(3,1)] gLALQaccefefjwwwxgj SFS[D(3,1)(3,2)] gLALQaccfeefjffxffr SFS[D(3,1)(2,1)] gLALQaccefefbsnoxsj SFS[D(4,1)(2,1)] gLALQaccefefbgnoxsj toroidal gLALQaccefefbnnoxsj SFS[D(4,1)(2,1)] gLLAQcbceeffqnnqqon toroidal gLLAQcbceeffqnnqqor toroidal gLAPPaccdeffnjjrfhn SFS[D(6,5)(5,2)] gLAPPaccdeffjjjrfhn SFS[D(6,5)(4,1)] gLAPPaccdeffjjjjfhs SFS[D(6,1)(4,1)] gLAPPaccdeffnjjjfhs SFS[D(6,1)(5,2)] gLALQaccefefnjjfxjj SFS[D(6,5)(5,2)] gLALQaccefefjjjfxjj SFS[D(6,5)(4,1)] gLALQaccefefnkknxrj toroidal gLALQaccefefjkknxrj SFS[D(6,5)(5,2)] gLALQaccfeefnjjxfkr SFS[D(6,1)(5,2)] gLALQaccfeefjjjxfkr SFS[D(6,1)(4,1)] gLALQaccfeefnkkxnjr toroidal gLALQaccfeefjkkxnjr SFS[D(6,1)(5,2)] gLALQaccfeefbsnxokr SFS[D(3,1)(3,1)] gLALQaccfeefbnnxokr SFS[D(3,1)(3,1)] gLALQaccfeefbgnxokr toroidal gLALQaccefefbgnoxwj SFS[D(9,4)(2,1)] gLLAQcbceeffqjnqqon toroidal gLLAQcbceeffqjnqqor toroidal gLAPPaccdeffnjjnfhn SFS[D(9,7)(5,2)] gLAPPaccdeffjjjnfhn SFS[D(9,7)(4,1)] gLAPPaccdeffjjjkfhs SFS[D(9,2)(4,1)] gLAPPaccdeffnjjkfhs SFS[D(9,2)(5,2)] gLALQaccefefnjjfxwj SFS[D(9,7)(5,2)] gLALQaccefefjjjfxwj SFS[D(9,7)(4,1)] gLALQaccefefnkknxkj toroidal gLALQaccefefjkknxkj SFS[D(9,7)(5,2)] gLALQaccfeefnjjxfrr SFS[D(9,2)(5,2)] gLALQaccfeefjjjxfrr SFS[D(9,2)(4,1)] gLALQaccfeefnkkxnkr toroidal gLALQaccfeefjkkxnkr SFS[D(9,2)(5,2)] gLALQaccfeefbsnxorr SFS[D(3,1)(3,2)] gLALQaccfeefbnnxorr SFS[D(3,1)(3,2)] gLALQaccfeefbgnxorr toroidal gLLMQbccefefpboidvj reducible gLLMQcbceeffpbneasc reducible gLLMQcbceeffpbneasw reducible gLLMQcbceeffpbneasj reducible gLAPPaccedffngjgcij reducible gLAPPaccedffngjjcek reducible gLALQaccfeefbgfecow SFS[D(5,2)(2,1)] gLLAQbccefefpboqpvn reducible gLLMQaeefedfbptmkbj reducible gLLMQaeefedfbptmknj reducible gLLMQaeefedfbptmkjj reducible gLALQaccefefngjbdvj reducible gLALQaccfeefngjesvw reducible gLALQaccfeefbgnesvw SFS[D(5,2)(2,1)] gLALQaccfeefbrwebgw reducible gLAPPaccdeffjffojpj SFS[D(5,2)(2,1)] gLALQaccefefjffjdfj SFS[D(5,2)(2,1)] gLALQaccfeefbwweggw reducible gLALQaccfeefnwweggw SFS[D(5,3)(3,1)] gLALQaccfeefjwweggw SFS[D(5,2)(3,1)] gLLAQaeddfefbiaafkn toroidal gLLAQaeddfefbiaafkr toroidal gLAPPaccdeffnjjgjun SFS[D(5,3)(5,2)] gLAPPaccdeffjjjgjun SFS[D(5,3)(4,1)] gLAPPaccdeffjjjojpj SFS[D(5,2)(4,1)] gLAPPaccdeffnjjojpj SFS[D(5,2)(5,2)] gLALQaccefefnjjjdfj SFS[D(5,3)(5,2)] gLALQaccefefjjjjdfj SFS[D(5,3)(4,1)] gLALQaccefefnkkkdgj toroidal gLALQaccefefjkkkdgj SFS[D(5,3)(5,2)] gLALQaccfeefnjjejcw SFS[D(5,2)(5,2)] gLALQaccfeefjjjejcw SFS[D(5,2)(4,1)] gLALQaccfeefnkkekfw toroidal gLALQaccfeefjkkekfw SFS[D(5,2)(5,2)] gLAPPaccdeffbcjgjun reducible gLAPPaccdeffncjgjun toroidal gLAPPaccdeffjcjgjun toroidal gLALQaccefefngfgdcj toroidal gLALQaccefefjgfgdcj SFS[D(5,3)(5,2)] gLALQaccfeefnwjejcw toroidal gLALQaccfeefjwjejcw SFS[D(5,2)(5,2)] gLAPPaccdeffnwjgjun SFS[D(5,2)(4,1)] gLAPPaccdeffjwjgjun SFS[D(5,2)(5,2)] gLALQaccefefngvgdcj SFS[D(5,3)(5,2)] gLALQaccefefjgvgdcj SFS[D(5,3)(4,1)] gLALQaccfeefbcjejcw SFS[D(5,2)(2,1)] gLAPPaccdeffbfvgvpj reducible gLALQaccefefbsnsdfj reducible gLALQaccfeefbfvevfw SFS[D(5,2)(2,1)] gLALQaccefefbgnsdfj reducible gLALQaccefefbnnsdfj reducible gLLMQaeefedfbaalgjr reducible gLLMQaeefedfbaalgnr reducible gLAPPaccedffbjjjclr reducible gLAPPaccedffnjjjclr reducible gLAPPaccedffjjjjclr reducible gLAPPaccedffbjjjcmj reducible gLAPPaccedffjjjjcmj reducible gLAPPaccedffnjjjcmj reducible gLAzQaccefefbjjjtbs reducible gLAzQaccefefnjjjtbs reducible gLAzQaccefefjjjjtbs reducible gLAPPaccedffbkkkcij reducible gLAPPaccedffnkkkcij reducible gLAPPaccedffjkkkcij reducible gLAPPaccedffjgggclk reducible gLAPPaccedffngggclk reducible gLAzQaccefefbjjjpbn reducible gLAzQaccefefnjjjpbn reducible gLAzQaccefefjjjjpbn reducible gLAPPaccedffbkkkcek reducible gLAPPaccedffnkkkcek reducible gLAPPaccedffjkkkcek reducible gLAPPaccedffjgggcdj reducible gLAPPaccedffngggcdj reducible gLAzQaccefefbwnjtbs reducible gLAzQaccefefbwnjpbn reducible gLAPPaccedffbwnjclr reducible gLAPPaccedffbwnjcmj reducible gLAzQaccefefbcbjtbs reducible gLAzQaccefefbcbjpbn reducible gLAPPaccedffbrvjclr reducible gLAPPaccedffbrvjcmj reducible gLAzQaccefefbrvjtbs reducible gLAzQaccefefbrvjpbn reducible gLAzQaccefefbffjtbs reducible gLAzQaccefefbffjpbn reducible gLAPPaccedffbkgjclr reducible gLAPPaccedffbkgjcmj reducible gLAzQaccefefbkgjtbs reducible gLAPPaccedffbjkgclk reducible gLAzQaccefefbkgjpbn reducible gLAPPaccedffbjkgcdj reducible gLLAQaeddfefbtqdkwo reducible gLAPPaccdeffbgfgclk SFS[D(5,2)(2,1)] gLLAQaeddfefbtmhkwo reducible gLAzQaccefefbcbrpfn reducible gLAPPaccdeffbgngsij SFS[D(5,2)(2,1)] gLLAQaeddfefbittkko reducible gLAzQaccefefbffvpcn reducible gLLAQaeddfefbixlkko reducible gLLAQaeddfefbixlkkn SFS[D(5,2)(3,1)] gLLAQaeddfefbixlkkr SFS[D(5,3)(3,1)] gLAPPaccdeffngjgsij SFS[D(5,2)(2,1)] gLAPPaccdeffngjobek SFS[D(5,2)(2,1)] gLAPPaccdeffbgfgcdj SFS[D(5,2)(2,1)] gLLAQaeddfefbiqdkko reducible gLLAQaeddfefbimhkko reducible gLAzQaccefefbcbrtfs reducible gLLAQaeddfefbtttkwo reducible gLAzQaccefefbffvtcs reducible gLLAQaeddfefbtxlkwo reducible gLLAQaeddfefbtxlkwr SFS[D(5,2)(3,1)] gLLAQaeddfefbtxlkwn SFS[D(5,3)(3,1)] gLAPPaccdeffngjobij SFS[D(5,2)(2,1)] gLAPPaccdeffngjgsek SFS[D(5,2)(2,1)] gLAPPaccdeffbgngsek SFS[D(5,2)(2,1)] gLLMQaeefedfbptlkbr reducible gLLMQaeefedfbptlknr reducible gLLMQaeefedfbptlkjr reducible gLALQaccefefngjblvk reducible gLALQaccfeefngjpsvn reducible gLALQaccfeefbgnpsvn SFS[D(5,2)(2,1)] gLALQaccfeefbgfpcon SFS[D(5,2)(2,1)] gLLAQbccefefpboqtvs reducible gLAPPaccdeffjffojir SFS[D(5,2)(2,1)] gLALQaccefefjffjlfk SFS[D(5,2)(2,1)] gLALQaccfeefbwwpggn reducible gLALQaccfeefnwwpggn SFS[D(5,2)(3,1)] gLALQaccfeefjwwpggn SFS[D(5,3)(3,1)] gLALQaccfeefbrwpbgn reducible gLAPPaccdeffbfvgvir reducible gLALQaccefefbsnslfk reducible gLALQaccfeefbfvpvfn SFS[D(5,2)(2,1)] gLALQaccefefbgnslfk reducible gLALQaccefefbnnslfk reducible gLLAQaeddfefbtaafwn toroidal gLLAQaeddfefbtaafwr toroidal gLAPPaccdeffnjjgjlw SFS[D(5,2)(5,2)] gLAPPaccdeffjjjgjlw SFS[D(5,2)(4,1)] gLAPPaccdeffjjjojir SFS[D(5,3)(4,1)] gLAPPaccdeffnjjojir SFS[D(5,3)(5,2)] gLALQaccefefnjjjlfk SFS[D(5,2)(5,2)] gLALQaccefefjjjjlfk SFS[D(5,2)(4,1)] gLALQaccefefnkkklgk toroidal gLALQaccefefjkkklgk SFS[D(5,2)(5,2)] gLALQaccfeefnjjpjcn SFS[D(5,3)(5,2)] gLALQaccfeefjjjpjcn SFS[D(5,3)(4,1)] gLALQaccfeefnkkpkfn toroidal gLALQaccfeefjkkpkfn SFS[D(5,3)(5,2)] gLAPPaccdeffbcjgjlw reducible gLAPPaccdeffncjgjlw toroidal gLAPPaccdeffjcjgjlw toroidal gLALQaccefefngfglck toroidal gLALQaccefefjgfglck SFS[D(5,2)(5,2)] gLALQaccfeefnwjpjcn toroidal gLALQaccfeefjwjpjcn SFS[D(5,3)(5,2)] gLAPPaccdeffnwjgjlw SFS[D(5,3)(4,1)] gLAPPaccdeffjwjgjlw SFS[D(5,3)(5,2)] gLALQaccefefngvglck SFS[D(5,2)(5,2)] gLALQaccefefjgvglck SFS[D(5,2)(4,1)] gLALQaccfeefbcjpjcn SFS[D(5,2)(2,1)] gLLMQcbceefftbseasc reducible gLLMQcbceefftbseasj reducible gLLMQcbceefftbseasw reducible gLAPPaccedffngjjcij reducible gLAPPaccedffngjgcek reducible gLLMQbccefefpboilvk reducible gLALQaccefefbggsmcj SFS[D(3,1)(2,1)] gLALQaccfeefbggivgr SFS[D(3,1)(2,1)] gLALQaccfeefbgbingr SFS[D(3,1)(2,1)] gLAPPaccedffbggkcmn SFS[D(3,1)(2,1)] gLAPPaccedffbggjcmj SFS[D(3,1)(2,1)] gLLMQbccefefpboimvj reducible gLLMQcbceeffibneasc reducible gLLMQcbceeffibneasw reducible gLLMQcbceeffibneasj reducible gLAPPaccedffbgjgctj SFS[D(3,1)(2,1)] gLAPPaccedffngjgctj reducible gLAPPaccedffjgjgctj SFS[D(3,1)(2,1)] gLAPPaccedffbgjjctn SFS[D(3,1)(2,1)] gLAPPaccedffngjjctn reducible gLAPPaccedffjgjjctn SFS[D(3,1)(2,1)] gLAzQaccefefbcbwicj SFS[D(3,1)(2,1)] gLAzQaccefefbffoifj SFS[D(3,1)(2,1)] gLAzQaccefefbcbsicn SFS[D(3,1)(2,1)] gLAzQaccefefbffnifn SFS[D(3,1)(2,1)] gLALQaccfeefbgbijgk SFS[D(3,1)(2,1)] gLALQaccefefbggnmcn SFS[D(3,1)(2,1)] gLALQaccfeefbggifgk SFS[D(3,1)(2,1)] gLLAQbccefefpboqivn reducible gLLMQaeefedfbptdkbs reducible gLLMQaeefedfbptdkns reducible gLLMQaeefedfbptdkjs reducible gLALQaccefefngjbmvj reducible gLALQaccfeefngjisvr reducible gLLAQaeddfefbpaafkn SFS[D(3,1)(2,1)] gLLAQaeddfefbpaafkr SFS[D(3,1)(2,1)] gLALQaccefefnkkkmgj SFS[D(2,1)(2,1)] gLALQaccfeefnkkikfr SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjdn reducible gLAPPaccdeffncjgjdn SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjdn SFS[D(3,1)(2,1)] gLALQaccefefngfgmcj SFS[D(2,1)(2,1)] gLALQaccfeefnwjijcr SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgves reducible gLLMQaeefedfbaadgjw toroidal gLLMQaeefedfbaadgjs toroidal gLAPPaccedffnkkkctj SFS[D(2,1)(2,1)] gLAPPaccedffnkkkctn SFS[D(2,1)(2,1)] gLLMQaeefedfbptdkbw reducible gLLMQaeefedfbptdknw reducible gLLMQaeefedfbptdkjw reducible gLALQaccefefngjbmvn reducible gLALQaccfeefngjisvk reducible gLLAQbccefefpboqivj reducible gLAPPaccdeffbfvgvew reducible gLLAQaeddfefbpaafrn SFS[D(3,1)(2,1)] gLLAQaeddfefbpaafrr SFS[D(3,1)(2,1)] gLALQaccefefnkkkmgn SFS[D(2,1)(2,1)] gLALQaccfeefnkkikfk SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjdr reducible gLAPPaccdeffncjgjdr SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjdr SFS[D(3,1)(2,1)] gLALQaccefefngfgmcn SFS[D(2,1)(2,1)] gLALQaccfeefnwjijck SFS[D(2,1)(2,1)] gLALQaccfeefbgbijgr SFS[D(3,1)(2,1)] gLALQaccefefbggnmcj SFS[D(3,1)(2,1)] gLALQaccfeefbggifgr SFS[D(3,1)(2,1)] gLLMQcbceeffibjeasc reducible gLLMQcbceeffibjeasj reducible gLLMQcbceeffibjeasw reducible gLAPPaccedffbgjjctj SFS[D(3,1)(2,1)] gLAPPaccedffngjjctj reducible gLAPPaccedffjgjjctj SFS[D(3,1)(2,1)] gLAPPaccedffbgjgctn SFS[D(3,1)(2,1)] gLAPPaccedffngjgctn reducible gLAPPaccedffjgjgctn SFS[D(3,1)(2,1)] gLAPPaccedffbggjcmn SFS[D(3,1)(2,1)] gLAPPaccedffbggkcmj SFS[D(3,1)(2,1)] gLLMQbccefefpboimvn reducible gLAzQaccefefbffnifj SFS[D(3,1)(2,1)] gLAzQaccefefbcbsicj SFS[D(3,1)(2,1)] gLAzQaccefefbffoifn SFS[D(3,1)(2,1)] gLAzQaccefefbcbwicn SFS[D(3,1)(2,1)] gLALQaccefefbggsmcn SFS[D(3,1)(2,1)] gLALQaccfeefbggivgk SFS[D(3,1)(2,1)] gLALQaccfeefbgbingk SFS[D(3,1)(2,1)] gLLMQbccefefpboievj reducible gLLMQcbceeffubneasc reducible gLLMQcbceeffubneasw reducible gLLMQcbceeffubneasj reducible gLAPPaccedffngjgcmw reducible gLAPPaccedffngjjcdn reducible gLALQaccfeefbgfdcor SFS[D(5,2)(2,1)] gLLAQbccefefpboquvn reducible gLLMQaeefedfbptikbk reducible gLLMQaeefedfbptiknk reducible gLLMQaeefedfbptikjk reducible gLALQaccefefngjbevj reducible gLALQaccfeefngjdsvr reducible gLALQaccfeefbgndsvr SFS[D(5,2)(2,1)] gLALQaccfeefbrwdbgr reducible gLAPPaccdeffjffojus SFS[D(5,2)(2,1)] gLALQaccefefjffjefj SFS[D(5,2)(2,1)] gLALQaccfeefbwwdggr reducible gLALQaccfeefnwwdggr SFS[D(5,3)(3,1)] gLALQaccfeefjwwdggr SFS[D(5,2)(3,1)] gLLAQaeddfefbmaafjn toroidal gLLAQaeddfefbmaafjr toroidal gLAPPaccdeffnjjgjpn SFS[D(5,3)(5,2)] gLAPPaccdeffjjjgjpn SFS[D(5,3)(4,1)] gLAPPaccdeffjjjojus SFS[D(5,2)(4,1)] gLAPPaccdeffnjjojus SFS[D(5,2)(5,2)] gLALQaccefefnjjjefj SFS[D(5,3)(5,2)] gLALQaccefefjjjjefj SFS[D(5,3)(4,1)] gLALQaccefefnkkkegj toroidal gLALQaccefefjkkkegj SFS[D(5,3)(5,2)] gLALQaccfeefnjjdjcr SFS[D(5,2)(5,2)] gLALQaccfeefjjjdjcr SFS[D(5,2)(4,1)] gLALQaccfeefnkkdkfr toroidal gLALQaccfeefjkkdkfr SFS[D(5,2)(5,2)] gLAPPaccdeffbcjgjpn reducible gLAPPaccdeffncjgjpn toroidal gLAPPaccdeffjcjgjpn toroidal gLALQaccefefngfgecj toroidal gLALQaccefefjgfgecj SFS[D(5,3)(5,2)] gLALQaccfeefnwjdjcr toroidal gLALQaccfeefjwjdjcr SFS[D(5,2)(5,2)] gLAPPaccdeffnwjgjpn SFS[D(5,2)(4,1)] gLAPPaccdeffjwjgjpn SFS[D(5,2)(5,2)] gLALQaccefefngvgecj SFS[D(5,3)(5,2)] gLALQaccefefjgvgecj SFS[D(5,3)(4,1)] gLALQaccfeefbcjdjcr SFS[D(5,2)(2,1)] gLAPPaccdeffbfvgvus reducible gLALQaccefefbsnsefj reducible gLALQaccfeefbfvdvfr SFS[D(5,2)(2,1)] gLALQaccefefbgnsefj reducible gLALQaccefefbnnsefj reducible gLLMQaeefedfbaaignk reducible gLLMQaeefedfbaaigjk reducible gLAPPaccedffbjjjctw reducible gLAPPaccedffnjjjctw reducible gLAPPaccedffjjjjctw reducible gLAPPaccedffbjjjcik reducible gLAPPaccedffjjjjcik reducible gLAPPaccedffnjjjcik reducible gLAzQaccefefbjjjlbw reducible gLAzQaccefefnjjjlbw reducible gLAzQaccefefjjjjlbw reducible gLAPPaccedffbkkkcmw reducible gLAPPaccedffnkkkcmw reducible gLAPPaccedffjkkkcmw reducible gLAPPaccedffjgggctr reducible gLAPPaccedffngggctr reducible gLAzQaccefefbjjjubn reducible gLAzQaccefefnjjjubn reducible gLAzQaccefefjjjjubn reducible gLAPPaccedffbkkkcdn reducible gLAPPaccedffnkkkcdn reducible gLAPPaccedffjkkkcdn reducible gLAPPaccedffjgggcej reducible gLAPPaccedffngggcej reducible gLAzQaccefefbwnjlbw reducible gLAzQaccefefbwnjubn reducible gLAPPaccedffbwnjctw reducible gLAPPaccedffbwnjcik reducible gLAzQaccefefbcbjlbw reducible gLAzQaccefefbcbjubn reducible gLAPPaccedffbrvjctw reducible gLAPPaccedffbrvjcik reducible gLAzQaccefefbrvjlbw reducible gLAzQaccefefbrvjubn reducible gLAzQaccefefbffjlbw reducible gLAzQaccefefbffjubn reducible gLAPPaccedffbkgjctw reducible gLAPPaccedffbkgjcik reducible gLAzQaccefefbkgjlbw reducible gLAPPaccedffbjkgctr reducible gLAzQaccefefbkgjubn reducible gLAPPaccedffbjkgcej reducible gLLAQaeddfefblqdkro reducible gLAPPaccdeffbgfgctr SFS[D(5,2)(2,1)] gLLAQaeddfefblmhkro reducible gLAzQaccefefbcbrufn reducible gLAPPaccdeffbgngsmw SFS[D(5,2)(2,1)] gLLAQaeddfefbmttkjo reducible gLAzQaccefefbffvucn reducible gLLAQaeddfefbmxlkjo reducible gLLAQaeddfefbmxlkjn SFS[D(5,2)(3,1)] gLLAQaeddfefbmxlkjr SFS[D(5,3)(3,1)] gLAPPaccdeffngjgsmw SFS[D(5,2)(2,1)] gLAPPaccdeffngjobdn SFS[D(5,2)(2,1)] gLAPPaccdeffbgfgcej SFS[D(5,2)(2,1)] gLLAQaeddfefbmqdkjo reducible gLLAQaeddfefbmmhkjo reducible gLAzQaccefefbcbrlfw reducible gLLAQaeddfefblttkro reducible gLAzQaccefefbffvlcw reducible gLLAQaeddfefblxlkro reducible gLLAQaeddfefblxlkrr SFS[D(5,2)(3,1)] gLLAQaeddfefblxlkrn SFS[D(5,3)(3,1)] gLAPPaccdeffngjobmw SFS[D(5,2)(2,1)] gLAPPaccdeffngjgsdn SFS[D(5,2)(2,1)] gLAPPaccdeffbgngsdn SFS[D(5,2)(2,1)] gLLMQaeefedfbpttkbw reducible gLLMQaeefedfbpttknw reducible gLLMQaeefedfbpttkjw reducible gLALQaccefefngjbtvr reducible gLALQaccfeefngjusvj reducible gLALQaccfeefbgnusvj SFS[D(5,2)(2,1)] gLALQaccfeefbgfucoj SFS[D(5,2)(2,1)] gLLAQbccefefpboqlvw reducible gLAPPaccdeffjffojmn SFS[D(5,2)(2,1)] gLALQaccefefjffjtfr SFS[D(5,2)(2,1)] gLALQaccfeefbwwuggj reducible gLALQaccfeefnwwuggj SFS[D(5,2)(3,1)] gLALQaccfeefjwwuggj SFS[D(5,3)(3,1)] gLALQaccfeefbrwubgj reducible gLAPPaccdeffbfvgvmn reducible gLALQaccefefbsnstfr reducible gLALQaccfeefbfvuvfj SFS[D(5,2)(2,1)] gLALQaccefefbgnstfr reducible gLALQaccefefbnnstfr reducible gLLAQaeddfefblaafrn toroidal gLLAQaeddfefblaafrr toroidal gLAPPaccdeffnjjgjts SFS[D(5,2)(5,2)] gLAPPaccdeffjjjgjts SFS[D(5,2)(4,1)] gLAPPaccdeffjjjojmn SFS[D(5,3)(4,1)] gLAPPaccdeffnjjojmn SFS[D(5,3)(5,2)] gLALQaccefefnjjjtfr SFS[D(5,2)(5,2)] gLALQaccefefjjjjtfr SFS[D(5,2)(4,1)] gLALQaccefefnkkktgr toroidal gLALQaccefefjkkktgr SFS[D(5,2)(5,2)] gLALQaccfeefnjjujcj SFS[D(5,3)(5,2)] gLALQaccfeefjjjujcj SFS[D(5,3)(4,1)] gLALQaccfeefnkkukfj toroidal gLALQaccfeefjkkukfj SFS[D(5,3)(5,2)] gLAPPaccdeffbcjgjts reducible gLAPPaccdeffncjgjts toroidal gLAPPaccdeffjcjgjts toroidal gLALQaccefefngfgtcr toroidal gLALQaccefefjgfgtcr SFS[D(5,2)(5,2)] gLALQaccfeefnwjujcj toroidal gLALQaccfeefjwjujcj SFS[D(5,3)(5,2)] gLAPPaccdeffnwjgjts SFS[D(5,3)(4,1)] gLAPPaccdeffjwjgjts SFS[D(5,3)(5,2)] gLALQaccefefngvgtcr SFS[D(5,2)(5,2)] gLALQaccefefjgvgtcr SFS[D(5,2)(4,1)] gLALQaccfeefbcjujcj SFS[D(5,2)(2,1)] gLLMQcbceefflbweasc reducible gLLMQcbceefflbweasj reducible gLLMQcbceefflbweasw reducible gLAPPaccedffngjjcmw reducible gLAPPaccedffngjgcdn reducible gLLMQbccefefpboitvr reducible gLALQaccefefbgfvaor SFS[D(2,1)(2,1)] gLLAQbccefefpbopavw reducible gLALQaccefefbgnoavr SFS[D(2,1)(2,1)] gLLAQcbceeffabwmhvo reducible gLLAQcbceeffabwmhvn reducible gLLAQcbceeffabwmhvr reducible gLALQaccefefngjoavr reducible gLALQaccfeefngjarvj reducible gLLAQcbceeffabwqqon toroidal gLLAQcbceeffabwqqor toroidal gLAPPaccdeffnjjofas SFS[D(5,2)(2,1)] gLAPPaccdeffjjjofas SFS[D(4,1)(2,1)] gLAPPaccdeffjjjgfan SFS[D(4,1)(2,1)] gLAPPaccdeffnjjgfan SFS[D(5,2)(2,1)] gLALQaccefefnjjfacr SFS[D(5,2)(2,1)] gLALQaccefefjjjfacr SFS[D(4,1)(2,1)] gLALQaccefefnkknafr toroidal gLALQaccefefjkknafr SFS[D(5,2)(2,1)] gLALQaccfeefnjjaffj SFS[D(5,2)(2,1)] gLALQaccfeefjjjaffj SFS[D(4,1)(2,1)] gLALQaccfeefnkkangj toroidal gLALQaccfeefjkkangj SFS[D(5,2)(2,1)] gLAPPaccdeffjwjgfan SFS[D(5,2)(2,1)] gLAPPaccdeffnwjgfan SFS[D(4,1)(2,1)] gLALQaccefefbcjfacr SFS[D(2,1)(2,1)] gLALQaccfeefngvawcj SFS[D(5,2)(2,1)] gLALQaccfeefjgvawcj SFS[D(4,1)(2,1)] gLAPPaccdeffbcjgfan reducible gLAPPaccdeffjcjgfan toroidal gLAPPaccdeffncjgfan toroidal gLALQaccefefnwjfacr toroidal gLALQaccefefjwjfacr SFS[D(5,2)(2,1)] gLALQaccfeefngfawcj toroidal gLALQaccfeefjgfawcj SFS[D(5,2)(2,1)] gLAPPaccdeffbfvgnas reducible gLALQaccefefbfvcafr SFS[D(2,1)(2,1)] gLALQaccfeefbsnaofj reducible gLALQaccfeefbnnaofj reducible gLALQaccfeefbgnaofj reducible gLALQaccefefbrwragr reducible gLAPPaccdeffjffofas SFS[D(2,1)(2,1)] gLALQaccefefbwwwagr reducible gLALQaccefefnwwwagr SFS[D(3,1)(2,1)] gLALQaccefefjwwwagr SFS[D(3,1)(2,1)] gLALQaccfeefjffaffj SFS[D(2,1)(2,1)] gLLAQcbceeffanwqqon SFS[D(3,1)(2,1)] gLLAQcbceeffanwqqor SFS[D(3,1)(2,1)] gLALQaccefefnkknarr SFS[D(2,1)(2,1)] gLALQaccfeefnkkanjj SFS[D(2,1)(2,1)] gLALQaccfeefbsnaokj SFS[D(3,1)(2,1)] gLALQaccfeefbnnaokj SFS[D(3,1)(2,1)] gLALQaccfeefbgnaokj toroidal gLLAQcbceeffajwqqon SFS[D(3,1)(2,1)] gLLAQcbceeffajwqqor SFS[D(3,1)(2,1)] gLALQaccefefnkknakr SFS[D(2,1)(2,1)] gLALQaccfeefnkkankj SFS[D(2,1)(2,1)] gLALQaccfeefbsnaorj SFS[D(3,1)(2,1)] gLALQaccfeefbnnaorj SFS[D(3,1)(2,1)] gLALQaccfeefbgnaorj toroidal gLAPPaccedffbgvjcar SFS[D(2,1)(2,1)] gLLMQbccefefpboiavr reducible gLLMQcbceeffabweasc reducible gLLMQcbceeffabweasw reducible gLLMQcbceeffabweasj reducible gLAPPaccedffngjgcaj reducible gLAPPaccedffngjjcaw reducible gLAPPaccedffbgnjcaw SFS[D(2,1)(2,1)] gLAPPaccdeffbrwgraw reducible gLAPPaccdeffjffooaj SFS[D(2,1)(2,1)] gLAzQaccefefjffoafs SFS[D(2,1)(2,1)] gLAPPaccdeffbwwgrar reducible gLAPPaccdeffjwwgrar SFS[D(3,1)(2,1)] gLAPPaccdeffnwwgrar SFS[D(3,1)(2,1)] gLLAQadeedffbaxxrjn toroidal gLLAQadeedffbaxxrjr toroidal gLAPPaccdeffnjjgsak SFS[D(5,2)(2,1)] gLAPPaccdeffjjjgsak SFS[D(4,1)(2,1)] gLAPPaccdeffjjjooaj SFS[D(4,1)(2,1)] gLAPPaccdeffnjjooaj SFS[D(5,2)(2,1)] gLAzQaccefefnjjoafs SFS[D(5,2)(2,1)] gLAzQaccefefjjjoafs SFS[D(4,1)(2,1)] gLAPPaccdeffnkkgcaj toroidal gLAPPaccdeffjkkgcaj SFS[D(5,2)(2,1)] gLAzQaccefefnjjsacw SFS[D(5,2)(2,1)] gLAzQaccefefjjjsacw SFS[D(4,1)(2,1)] gLAPPaccdeffnkkovaw toroidal gLAPPaccdeffjkkovaw SFS[D(5,2)(2,1)] gLAPPaccdeffbcjgsak reducible gLAPPaccdeffncjgsak toroidal gLAPPaccdeffjcjgsak toroidal gLAPPaccdeffjgvobak toroidal gLAPPaccdeffngvobak SFS[D(5,2)(2,1)] gLAzQaccefefnwjsacw toroidal gLAzQaccefefjwjsacw SFS[D(5,2)(2,1)] gLAPPaccdeffnwjgsak SFS[D(4,1)(2,1)] gLAPPaccdeffjwjgsak SFS[D(5,2)(2,1)] gLAPPaccdeffjgfobak SFS[D(5,2)(2,1)] gLAPPaccdeffngfobak SFS[D(4,1)(2,1)] gLAzQaccefefbcjsacw SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgcaj reducible gLAPPaccdeffbsnooaj reducible gLAzQaccefefbfvnafw SFS[D(2,1)(2,1)] gLAPPaccdeffbgnooaj reducible gLAPPaccdeffbnnooaj reducible gLLAQadeedffjaxxrjn SFS[D(3,1)(2,1)] gLLAQadeedffjaxxrjr SFS[D(3,1)(2,1)] gLAPPaccdeffnkkkcaj SFS[D(2,1)(2,1)] gLAPPaccdeffnkknvaw SFS[D(2,1)(2,1)] gLAPPaccdeffbsnroaj SFS[D(3,1)(2,1)] gLAPPaccdeffbgnroaj toroidal gLAPPaccdeffbnnroaj SFS[D(3,1)(2,1)] gLLAQadeedffnaxxrjn SFS[D(3,1)(2,1)] gLLAQadeedffnaxxrjr SFS[D(3,1)(2,1)] gLAPPaccdeffnkkjcaj SFS[D(2,1)(2,1)] gLAPPaccdeffnkkrvaw SFS[D(2,1)(2,1)] gLAPPaccdeffbsnnoaj SFS[D(3,1)(2,1)] gLAPPaccdeffbgnnoaj toroidal gLAPPaccdeffbnnnoaj SFS[D(3,1)(2,1)] gLAPPaccedffbrvscaw reducible gLAPPaccedffbrvocar reducible gLALQaccefefbrvoabk reducible gLALQaccfeefbrvasbn reducible gLALQaccefefbffoabk reducible gLALQaccfeefbffasbn reducible gLAPPaccedffbkgscaw reducible gLAPPaccedffbkgocar reducible gLALQaccefefbkgoabk reducible gLALQaccefefbjkbaok reducible gLALQaccfeefbkgasbn reducible gLALQaccfeefbjkaron reducible gLLMQbdefdefafxaroj reducible gLLMQbdefdefafxanoj reducible gLAPPaccedffbjjscaw reducible gLAPPaccedffnjjscaw reducible gLAPPaccedffjjjscaw reducible gLAPPaccedffbjjocar reducible gLAPPaccedffjjjocar reducible gLAPPaccedffnjjocar reducible gLALQaccefefbjjoabk reducible gLALQaccefefnjjoabk reducible gLALQaccefefjjjoabk reducible gLALQaccefefbkkvavk reducible gLALQaccefefnkkvavk reducible gLALQaccefefjkkvavk reducible gLALQaccefefnggbaok reducible gLALQaccefefjggbaok reducible gLALQaccfeefbjjasbn reducible gLALQaccfeefnjjasbn reducible gLALQaccfeefjjjasbn reducible gLALQaccfeefbkkacvn reducible gLALQaccfeefnkkacvn reducible gLALQaccfeefjkkacvn reducible gLALQaccfeefnggaron reducible gLALQaccfeefjggaron reducible gLALQaccefefbwnoabk reducible gLALQaccfeefbwnasbn reducible gLAPPaccedffbwnscaw reducible gLAPPaccedffbwnocar reducible gLALQaccefefbcboabk reducible gLALQaccfeefbcbasbn reducible gLALQaccefefbgnfagk SFS[D(2,1)(2,1)] gLLAQbccefefaoomavs reducible gLALQaccfeefbffancn reducible gLLMQadeedffbahprfv reducible gLLMQadeedffbahprfs SFS[D(3,1)(2,1)] gLLMQadeedffbahprfw SFS[D(3,1)(2,1)] gLALQaccefefngjfagk SFS[D(2,1)(2,1)] gLALQaccfeefngjawfn SFS[D(2,1)(2,1)] gLLAQadeedffbahurno reducible gLALQaccefefbgvjagk SFS[D(2,1)(2,1)] gLLAQadeedffbalqrno reducible gLALQaccfeefbcbagfn reducible gLLAQadeedffbaeerno reducible gLALQaccefefbffkack reducible gLLAQadeedffbaamrno reducible gLLAQadeedffbaamrnr SFS[D(3,1)(2,1)] gLLAQadeedffbaamrnn SFS[D(3,1)(2,1)] gLALQaccefefngjgafk SFS[D(2,1)(2,1)] gLALQaccfeefngjajgn SFS[D(2,1)(2,1)] gLALQaccfeefbgnajgn SFS[D(2,1)(2,1)] gLALQaccfeefbgvafgn SFS[D(2,1)(2,1)] gLLAQbccefefmcoaafs reducible gLLAQbccefefpboeabs reducible gLALQaccefefbcbwafk reducible gLLMQbdefdefafxarrj toroidal gLLMQbdefdefafxanrj toroidal gLAPPaccedffbjjswaw SFS[D(3,1)(2,1)] gLAPPaccedffnjjswaw toroidal gLAPPaccedffjjjswaw toroidal gLAPPaccedffbjjojar SFS[D(3,1)(2,1)] gLAPPaccedffjjjojar toroidal gLAPPaccedffnjjojar toroidal gLALQaccefefbjjoajk SFS[D(3,1)(2,1)] gLALQaccefefnjjoajk toroidal gLALQaccefefjjjoajk toroidal gLALQaccefefbkkvawk SFS[D(3,1)(2,1)] gLALQaccefefnkkvawk toroidal gLALQaccefefjkkvawk toroidal gLALQaccefefnggbank SFS[D(3,1)(2,1)] gLALQaccefefjggbank SFS[D(3,1)(2,1)] gLALQaccfeefbjjasnn SFS[D(3,1)(2,1)] gLALQaccfeefnjjasnn toroidal gLALQaccfeefjjjasnn toroidal gLALQaccfeefbkkacsn SFS[D(3,1)(2,1)] gLALQaccfeefnkkacsn toroidal gLALQaccfeefjkkacsn toroidal gLALQaccfeefnggarrn SFS[D(3,1)(2,1)] gLALQaccfeefjggarrn SFS[D(3,1)(2,1)] gLLMQbdefdefafxarnj toroidal gLLMQbdefdefafxannj toroidal gLAPPaccedffbjjsjaw SFS[D(3,1)(2,1)] gLAPPaccedffnjjsjaw toroidal gLAPPaccedffjjjsjaw toroidal gLAPPaccedffbjjowar SFS[D(3,1)(2,1)] gLAPPaccedffjjjowar toroidal gLAPPaccedffnjjowar toroidal gLALQaccefefbjjoank SFS[D(3,1)(2,1)] gLALQaccefefnjjoank toroidal gLALQaccefefjjjoank toroidal gLALQaccefefbkkvask SFS[D(3,1)(2,1)] gLALQaccefefnkkvask toroidal gLALQaccefefjkkvask toroidal gLALQaccefefnggbark SFS[D(3,1)(2,1)] gLALQaccefefjggbark SFS[D(3,1)(2,1)] gLALQaccfeefbjjasjn SFS[D(3,1)(2,1)] gLALQaccfeefnjjasjn toroidal gLALQaccfeefjjjasjn toroidal gLALQaccfeefbkkacwn SFS[D(3,1)(2,1)] gLALQaccfeefnkkacwn toroidal gLALQaccfeefjkkacwn toroidal gLALQaccfeefnggarnn SFS[D(3,1)(2,1)] gLALQaccfeefjggarnn SFS[D(3,1)(2,1)] gLLAQbccefefpboqavw reducible gLLMQaeefedfbptakbj reducible gLLMQaeefedfbptaknj reducible gLLMQaeefedfbptakjj reducible gLALQaccefefngjbavr reducible gLALQaccfeefngjasvj reducible gLLAQaeddfefbaaafkn SFS[D(3,1)(2,1)] gLLAQaeddfefbaaafkr SFS[D(3,1)(2,1)] gLALQaccefefnkkkagr SFS[D(2,1)(2,1)] gLALQaccfeefnkkakfj SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjas reducible gLAPPaccdeffncjgjas SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjas SFS[D(3,1)(2,1)] gLALQaccefefngfgacr SFS[D(2,1)(2,1)] gLALQaccfeefnwjajcj SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgvan reducible gLALQaccfeefbgnaswj SFS[D(5,2)(2,1)] gLLAQaeddfefjaaafkn toroidal gLLAQaeddfefjaaafkr toroidal gLAPPaccdeffnjjkjas SFS[D(5,2)(5,2)] gLAPPaccdeffjjjkjas SFS[D(5,2)(4,1)] gLAPPaccdeffjjjnjan SFS[D(5,3)(4,1)] gLAPPaccdeffnjjnjan SFS[D(5,3)(5,2)] gLALQaccefefnjjjarr SFS[D(5,2)(5,2)] gLALQaccefefjjjjarr SFS[D(5,2)(4,1)] gLALQaccefefnkkkakr toroidal gLALQaccefefjkkkakr SFS[D(5,2)(5,2)] gLALQaccfeefnjjajwj SFS[D(5,3)(5,2)] gLALQaccfeefjjjajwj SFS[D(5,3)(4,1)] gLALQaccfeefnkkakkj toroidal gLALQaccfeefjkkakkj SFS[D(5,3)(5,2)] gLALQaccefefbgnsarr SFS[D(5,2)(2,1)] gLALQaccfeefbsnassj SFS[D(2,1)(2,1)] gLALQaccfeefbnnassj SFS[D(2,1)(2,1)] gLALQaccfeefbgnassj toroidal gLLAQaeddfefnaaafkn toroidal gLLAQaeddfefnaaafkr toroidal gLAPPaccdeffnjjjjas SFS[D(5,2)(4,1)] gLAPPaccdeffjjjjjas SFS[D(4,1)(4,1)] gLAPPaccdeffjjjrjan SFS[D(4,3)(4,1)] gLAPPaccdeffnjjrjan SFS[D(5,3)(4,1)] gLALQaccefefnjjjakr SFS[D(5,2)(4,1)] gLALQaccefefjjjjakr SFS[D(4,1)(4,1)] gLALQaccefefnkkkajr toroidal gLALQaccefefjkkkajr SFS[D(5,2)(4,1)] gLALQaccfeefnjjajjj SFS[D(5,3)(4,1)] gLALQaccfeefjjjajjj SFS[D(4,3)(4,1)] gLALQaccfeefnkkakrj toroidal gLALQaccfeefjkkakrj SFS[D(5,3)(4,1)] gLALQaccefefbgnsakr SFS[D(4,1)(2,1)] gLLMQaeefedfbaaagjk SFS[D(3,1)(2,1)] gLLMQaeefedfbaaagjj SFS[D(3,1)(2,1)] gLAPPaccedffnkkkcaj SFS[D(2,1)(2,1)] gLAPPaccedffnkkkcaw SFS[D(2,1)(2,1)] gLLMQaeefedfjaaagjk toroidal gLLMQaeefedfjaaagnk toroidal gLAPPaccedffnjjjjak SFS[D(5,2)(5,2)] gLAPPaccedffjjjjjak SFS[D(5,2)(4,1)] gLAPPaccedffjjjjwaj SFS[D(5,3)(4,1)] gLAPPaccedffnjjjwaj SFS[D(5,3)(5,2)] gLAzQaccefefnjjjans SFS[D(5,2)(5,2)] gLAzQaccefefjjjjans SFS[D(5,2)(4,1)] gLAPPaccedffnkkkjaj toroidal gLAPPaccedffjkkkjaj SFS[D(5,2)(5,2)] gLAzQaccefefnjjjajw SFS[D(5,3)(5,2)] gLAzQaccefefjjjjajw SFS[D(5,3)(4,1)] gLAPPaccedffnkkkwaw toroidal gLAPPaccedffjkkkwaw SFS[D(5,3)(5,2)] gLAPPaccdeffbgnksaj SFS[D(5,2)(2,1)] gLAPPaccdeffbgnjsaw SFS[D(5,2)(2,1)] gLLMQaeefedfjaaagnj toroidal gLLMQaeefedfjaaagjj toroidal gLAPPaccedffnjjjwak SFS[D(5,2)(4,1)] gLAPPaccedffjjjjwak SFS[D(4,1)(4,1)] gLAPPaccedffjjjjjaj SFS[D(4,3)(4,1)] gLAPPaccedffnjjjjaj SFS[D(5,3)(4,1)] gLAzQaccefefnjjjajs SFS[D(5,2)(4,1)] gLAzQaccefefjjjjajs SFS[D(4,1)(4,1)] gLAPPaccedffnkkkwaj toroidal gLAPPaccedffjkkkwaj SFS[D(5,2)(4,1)] gLAzQaccefefnjjjanw SFS[D(5,3)(4,1)] gLAzQaccefefjjjjanw SFS[D(4,3)(4,1)] gLAPPaccedffnkkkjaw toroidal gLAPPaccedffjkkkjaw SFS[D(5,3)(4,1)] gLAPPaccdeffbsnjsaj SFS[D(2,1)(2,1)] gLAPPaccdeffbgnjsaj toroidal gLAPPaccdeffbnnjsaj SFS[D(2,1)(2,1)] gLAPPaccdeffbgnksaw SFS[D(4,1)(2,1)] gLLMQaeefedfbptakbk reducible gLLMQaeefedfbptaknk reducible gLLMQaeefedfbptakjk reducible gLALQaccefefngjbavk reducible gLALQaccfeefngjasvn reducible gLLAQbccefefpboqavs reducible gLAPPaccdeffbfvgvar reducible gLLAQaeddfefbaaafjn SFS[D(3,1)(2,1)] gLLAQaeddfefbaaafjr SFS[D(3,1)(2,1)] gLALQaccefefnkkkagk SFS[D(2,1)(2,1)] gLALQaccfeefnkkakfn SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjaw reducible gLAPPaccdeffncjgjaw SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjaw SFS[D(3,1)(2,1)] gLALQaccefefngfgack SFS[D(2,1)(2,1)] gLALQaccfeefnwjajcn SFS[D(2,1)(2,1)] gLALQaccfeefbgnassn SFS[D(5,2)(2,1)] gLALQaccefefbgnsakk SFS[D(5,2)(2,1)] gLLAQaeddfefnaaafjn toroidal gLLAQaeddfefnaaafjr toroidal gLAPPaccdeffnjjjjaw SFS[D(5,2)(5,2)] gLAPPaccdeffjjjjjaw SFS[D(5,2)(4,1)] gLAPPaccdeffjjjrjar SFS[D(5,3)(4,1)] gLAPPaccdeffnjjrjar SFS[D(5,3)(5,2)] gLALQaccefefnjjjakk SFS[D(5,2)(5,2)] gLALQaccefefjjjjakk SFS[D(5,2)(4,1)] gLALQaccefefnkkkajk toroidal gLALQaccefefjkkkajk SFS[D(5,2)(5,2)] gLALQaccfeefnjjajjn SFS[D(5,3)(5,2)] gLALQaccfeefjjjajjn SFS[D(5,3)(4,1)] gLALQaccfeefnkkakrn toroidal gLALQaccfeefjkkakrn SFS[D(5,3)(5,2)] gLALQaccfeefbgnaswn SFS[D(4,1)(2,1)] gLALQaccefefbgnsark SFS[D(4,1)(2,1)] gLLAQaeddfefjaaafjn toroidal gLLAQaeddfefjaaafjr toroidal gLAPPaccdeffbjjkjaw SFS[D(2,1)(2,1)] gLAPPaccdeffnjjkjaw toroidal gLAPPaccdeffjjjkjaw toroidal gLAPPaccdeffbjjnjar SFS[D(2,1)(2,1)] gLAPPaccdeffjjjnjar toroidal gLAPPaccdeffnjjnjar toroidal gLALQaccefefbjjjark SFS[D(2,1)(2,1)] gLALQaccefefnjjjark toroidal gLALQaccefefjjjjark toroidal gLALQaccefefbkkkakk SFS[D(2,1)(2,1)] gLALQaccefefnkkkakk toroidal gLALQaccefefjkkkakk toroidal gLALQaccefefngggajk SFS[D(2,1)(2,1)] gLALQaccefefjgggajk SFS[D(2,1)(2,1)] gLALQaccfeefbjjajwn SFS[D(2,1)(2,1)] gLALQaccfeefnjjajwn toroidal gLALQaccfeefjjjajwn toroidal gLALQaccfeefbkkakkn SFS[D(2,1)(2,1)] gLALQaccfeefnkkakkn toroidal gLALQaccfeefjkkakkn toroidal gLALQaccfeefnggagjn SFS[D(2,1)(2,1)] gLALQaccfeefjggagjn SFS[D(2,1)(2,1)] gLLMQbdefdefafxarok SFS[D(3,1)(2,1)] gLLMQbdefdefafxanok SFS[D(3,1)(2,1)] gLALQaccefefnkkvavr SFS[D(2,1)(2,1)] gLALQaccfeefnkkacvj SFS[D(2,1)(2,1)] gLLMQbdefdefafxarrk toroidal gLLMQbdefdefafxanrk toroidal gLAPPaccedffnjjswas SFS[D(5,3)(5,2)] gLAPPaccedffjjjswas SFS[D(5,3)(4,1)] gLAPPaccedffjjjojan SFS[D(5,2)(4,1)] gLAPPaccedffnjjojan SFS[D(5,2)(5,2)] gLALQaccefefnjjoajr SFS[D(5,3)(5,2)] gLALQaccefefjjjoajr SFS[D(5,3)(4,1)] gLALQaccefefnkkvawr toroidal gLALQaccefefjkkvawr SFS[D(5,3)(5,2)] gLALQaccfeefnjjasnj SFS[D(5,2)(5,2)] gLALQaccfeefjjjasnj SFS[D(5,2)(4,1)] gLALQaccfeefnkkacsj toroidal gLALQaccfeefjkkacsj SFS[D(5,2)(5,2)] gLALQaccefefbgnfajr SFS[D(5,2)(2,1)] gLALQaccfeefbgnajkj SFS[D(5,2)(2,1)] gLLMQbdefdefafxarnk toroidal gLLMQbdefdefafxannk toroidal gLAPPaccedffnjjsjas SFS[D(5,3)(4,1)] gLAPPaccedffjjjsjas SFS[D(4,3)(4,1)] gLAPPaccedffjjjowan SFS[D(4,1)(4,1)] gLAPPaccedffnjjowan SFS[D(5,2)(4,1)] gLALQaccefefnjjoanr SFS[D(5,3)(4,1)] gLALQaccefefjjjoanr SFS[D(4,3)(4,1)] gLALQaccefefnkkvasr toroidal gLALQaccefefjkkvasr SFS[D(5,3)(4,1)] gLALQaccfeefnjjasjj SFS[D(5,2)(4,1)] gLALQaccfeefjjjasjj SFS[D(4,1)(4,1)] gLALQaccfeefnkkacwj toroidal gLALQaccfeefjkkacwj SFS[D(5,2)(4,1)] gLALQaccefefbgnfakr SFS[D(4,1)(2,1)] gLALQaccfeefbsnajjj SFS[D(2,1)(2,1)] gLALQaccfeefbnnajjj SFS[D(2,1)(2,1)] gLALQaccfeefbgnajjj toroidal gLLMQcbceeffabseasc reducible gLLMQcbceeffabseasj reducible gLLMQcbceeffabseasw reducible gLAPPaccedffngjjcaj reducible gLAPPaccedffngjgcaw reducible gLLMQbccefefpboiavk reducible gLAPPaccdeffbfvgcak reducible gLLAQadeedffbaxxnjr SFS[D(3,1)(2,1)] gLLAQadeedffbaxxnjn SFS[D(3,1)(2,1)] gLAPPaccdeffnkkovaj SFS[D(2,1)(2,1)] gLAPPaccdeffnkkgcaw SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgsaj reducible gLAPPaccdeffjcjgsaj SFS[D(3,1)(2,1)] gLAPPaccdeffncjgsaj SFS[D(3,1)(2,1)] gLAzQaccefefnwjsacs SFS[D(2,1)(2,1)] gLAPPaccdeffjgvobar SFS[D(2,1)(2,1)] gLAPPaccedffbgnjwaj SFS[D(5,2)(2,1)] gLAPPaccdeffbgnroaw SFS[D(5,2)(2,1)] gLLAQadeedffjaxxnjr toroidal gLLAQadeedffjaxxnjn toroidal gLAPPaccdeffnjjnoak SFS[D(5,3)(5,2)] gLAPPaccdeffjjjnoak SFS[D(5,3)(4,1)] gLAPPaccdeffjjjksaj SFS[D(5,2)(4,1)] gLAPPaccdeffnjjksaj SFS[D(5,2)(5,2)] gLAzQaccefefnjjsaws SFS[D(5,3)(5,2)] gLAzQaccefefjjjsaws SFS[D(5,3)(4,1)] gLAPPaccdeffnkknvaj toroidal gLAPPaccdeffjkknvaj SFS[D(5,3)(5,2)] gLAzQaccefefnjjoarw SFS[D(5,2)(5,2)] gLAzQaccefefjjjoarw SFS[D(5,2)(4,1)] gLAPPaccdeffnkkkcaw toroidal gLAPPaccdeffjkkkcaw SFS[D(5,2)(5,2)] gLAPPaccedffbsnjjaj SFS[D(2,1)(2,1)] gLAPPaccedffbgnjjaj toroidal gLAPPaccedffbnnjjaj SFS[D(2,1)(2,1)] gLAPPaccdeffbgnnoaw SFS[D(4,1)(2,1)] gLLAQadeedffnaxxnjr toroidal gLLAQadeedffnaxxnjn toroidal gLAPPaccdeffnjjroak SFS[D(5,3)(4,1)] gLAPPaccdeffjjjroak SFS[D(4,3)(4,1)] gLAPPaccdeffjjjjsaj SFS[D(4,1)(4,1)] gLAPPaccdeffnjjjsaj SFS[D(5,2)(4,1)] gLAzQaccefefnjjsajs SFS[D(5,3)(4,1)] gLAzQaccefefjjjsajs SFS[D(4,3)(4,1)] gLAPPaccdeffnkkrvaj toroidal gLAPPaccdeffjkkrvaj SFS[D(5,3)(4,1)] gLAzQaccefefnjjoakw SFS[D(5,2)(4,1)] gLAzQaccefefjjjoakw SFS[D(4,1)(4,1)] gLAPPaccdeffnkkjcaw toroidal gLAPPaccdeffjkkjcaw SFS[D(5,2)(4,1)] gLLAQbccefefpbopavs reducible gLLAQcbceeffabsmhvo reducible gLLAQcbceeffabsmhvn reducible gLLAQcbceeffabsmhvr reducible gLALQaccefefngjoavk reducible gLALQaccfeefngjarvn reducible gLLAQcbceeffabsqqon SFS[D(3,1)(2,1)] gLLAQcbceeffabsqqor SFS[D(3,1)(2,1)] gLALQaccefefnkknafk SFS[D(2,1)(2,1)] gLALQaccfeefnkkangn SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgfar reducible gLAPPaccdeffjcjgfar SFS[D(3,1)(2,1)] gLAPPaccdeffncjgfar SFS[D(3,1)(2,1)] gLALQaccefefnwjfack SFS[D(2,1)(2,1)] gLALQaccfeefngfawcn SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgnaw reducible gLALQaccefefbgnoask SFS[D(5,2)(2,1)] gLLAQcbceeffansqqon toroidal gLLAQcbceeffansqqor toroidal gLAPPaccdeffnjjrfaw SFS[D(5,3)(5,2)] gLAPPaccdeffjjjrfaw SFS[D(5,3)(4,1)] gLAPPaccdeffjjjjfar SFS[D(5,2)(4,1)] gLAPPaccdeffnjjjfar SFS[D(5,2)(5,2)] gLALQaccefefnjjfajk SFS[D(5,3)(5,2)] gLALQaccefefjjjfajk SFS[D(5,3)(4,1)] gLALQaccefefnkknark toroidal gLALQaccefefjkknark SFS[D(5,3)(5,2)] gLALQaccfeefnjjafkn SFS[D(5,2)(5,2)] gLALQaccfeefjjjafkn SFS[D(5,2)(4,1)] gLALQaccfeefnkkanjn toroidal gLALQaccfeefjkkanjn SFS[D(5,2)(5,2)] gLALQaccfeefbgnaokn SFS[D(5,2)(2,1)] gLALQaccefefbgnoawk SFS[D(4,1)(2,1)] gLLAQcbceeffajsqqon toroidal gLLAQcbceeffajsqqor toroidal gLAPPaccdeffbjjnfaw SFS[D(2,1)(2,1)] gLAPPaccdeffnjjnfaw toroidal gLAPPaccdeffjjjnfaw toroidal gLAPPaccdeffbjjkfar SFS[D(2,1)(2,1)] gLAPPaccdeffjjjkfar toroidal gLAPPaccdeffnjjkfar toroidal gLALQaccefefbjjfawk SFS[D(2,1)(2,1)] gLALQaccefefnjjfawk toroidal gLALQaccefefjjjfawk toroidal gLALQaccefefbkknakk SFS[D(2,1)(2,1)] gLALQaccefefnkknakk toroidal gLALQaccefefjkknakk toroidal gLALQaccefefnggwajk SFS[D(2,1)(2,1)] gLALQaccefefjggwajk SFS[D(2,1)(2,1)] gLALQaccfeefbjjafrn SFS[D(2,1)(2,1)] gLALQaccfeefnjjafrn toroidal gLALQaccfeefjjjafrn toroidal gLALQaccfeefbkkankn SFS[D(2,1)(2,1)] gLALQaccfeefnkkankn toroidal gLALQaccfeefjkkankn toroidal gLALQaccfeefnggawjn SFS[D(2,1)(2,1)] gLALQaccfeefjggawjn SFS[D(2,1)(2,1)] gLALQaccfeefbgnaorn SFS[D(4,1)(2,1)] gLALQaccefefbgfvhow SFS[D(2,1)(2,1)] gLLAQbccefefpbophvr reducible gLALQaccefefbgnohvw SFS[D(2,1)(2,1)] gLLAQcbceeffhbrmhvo reducible gLLAQcbceeffhbrmhvn reducible gLLAQcbceeffhbrmhvr reducible gLALQaccefefngjohvw reducible gLALQaccfeefngjqrvj reducible gLLAQcbceeffhbrqqon toroidal gLLAQcbceeffhbrqqor toroidal gLAPPaccdeffnjjofqj SFS[D(5,2)(2,1)] gLAPPaccdeffjjjofqj SFS[D(4,1)(2,1)] gLAPPaccdeffjjjgfxn SFS[D(4,1)(2,1)] gLAPPaccdeffnjjgfxn SFS[D(5,2)(2,1)] gLALQaccefefnjjfhcw SFS[D(5,2)(2,1)] gLALQaccefefjjjfhcw SFS[D(4,1)(2,1)] gLALQaccefefnkknhfw toroidal gLALQaccefefjkknhfw SFS[D(5,2)(2,1)] gLALQaccfeefnjjqffj SFS[D(5,2)(2,1)] gLALQaccfeefjjjqffj SFS[D(4,1)(2,1)] gLALQaccfeefnkkqngj toroidal gLALQaccfeefjkkqngj SFS[D(5,2)(2,1)] gLAPPaccdeffjwjgfxn SFS[D(5,2)(2,1)] gLAPPaccdeffnwjgfxn SFS[D(4,1)(2,1)] gLALQaccefefbcjfhcw SFS[D(2,1)(2,1)] gLALQaccfeefngvqwcj SFS[D(5,2)(2,1)] gLALQaccfeefjgvqwcj SFS[D(4,1)(2,1)] gLAPPaccdeffbcjgfxn reducible gLAPPaccdeffjcjgfxn toroidal gLAPPaccdeffncjgfxn toroidal gLALQaccefefnwjfhcw toroidal gLALQaccefefjwjfhcw SFS[D(5,2)(2,1)] gLALQaccfeefngfqwcj toroidal gLALQaccfeefjgfqwcj SFS[D(5,2)(2,1)] gLAPPaccdeffbfvgnqj reducible gLALQaccefefbfvchfw SFS[D(2,1)(2,1)] gLALQaccfeefbsnqofj reducible gLALQaccfeefbnnqofj reducible gLALQaccfeefbgnqofj reducible gLALQaccefefbrwrhgw reducible gLAPPaccdeffjffofqj SFS[D(2,1)(2,1)] gLALQaccefefbwwwhgw reducible gLALQaccefefnwwwhgw SFS[D(3,1)(2,1)] gLALQaccefefjwwwhgw SFS[D(3,1)(2,1)] gLALQaccfeefjffqffj SFS[D(2,1)(2,1)] gLALQaccefefbsnohsw SFS[D(5,2)(2,1)] gLALQaccefefbgnohsw toroidal gLALQaccefefbnnohsw SFS[D(5,2)(2,1)] gLLAQcbceeffhnrqqon toroidal gLLAQcbceeffhnrqqor toroidal gLAPPaccdeffnjjrfqj SFS[D(11,8)(5,2)] gLAPPaccdeffjjjrfqj SFS[D(11,8)(4,1)] gLAPPaccdeffjjjjfxn SFS[D(11,3)(4,1)] gLAPPaccdeffnjjjfxn SFS[D(11,3)(5,2)] gLALQaccefefnjjfhjw SFS[D(11,8)(5,2)] gLALQaccefefjjjfhjw SFS[D(11,8)(4,1)] gLALQaccefefnkknhrw toroidal gLALQaccefefjkknhrw SFS[D(11,8)(5,2)] gLALQaccfeefnjjqfkj SFS[D(11,3)(5,2)] gLALQaccfeefjjjqfkj SFS[D(11,3)(4,1)] gLALQaccfeefnkkqnjj toroidal gLALQaccfeefjkkqnjj SFS[D(11,3)(5,2)] gLALQaccfeefbsnqokj SFS[D(3,1)(2,1)] gLALQaccfeefbnnqokj SFS[D(3,1)(2,1)] gLALQaccfeefbgnqokj toroidal gLALQaccefefbgnohww SFS[D(13,5)(2,1)] gLLAQcbceeffhjrqqon toroidal gLLAQcbceeffhjrqqor toroidal gLAPPaccdeffbjjnfqj SFS[D(3,1)(2,1)] gLAPPaccdeffnjjnfqj toroidal gLAPPaccdeffjjjnfqj toroidal gLAPPaccdeffbjjkfxn SFS[D(3,1)(2,1)] gLAPPaccdeffjjjkfxn toroidal gLAPPaccdeffnjjkfxn toroidal gLALQaccefefbjjfhww SFS[D(3,1)(2,1)] gLALQaccefefnjjfhww toroidal gLALQaccefefjjjfhww toroidal gLALQaccefefbkknhkw SFS[D(3,1)(2,1)] gLALQaccefefnkknhkw toroidal gLALQaccefefjkknhkw toroidal gLALQaccefefnggwhjw SFS[D(3,1)(2,1)] gLALQaccefefjggwhjw SFS[D(3,1)(2,1)] gLALQaccfeefbjjqfrj SFS[D(3,1)(2,1)] gLALQaccfeefnjjqfrj toroidal gLALQaccfeefjjjqfrj toroidal gLALQaccfeefbkkqnkj SFS[D(3,1)(2,1)] gLALQaccfeefnkkqnkj toroidal gLALQaccfeefjkkqnkj toroidal gLALQaccfeefnggqwjj SFS[D(3,1)(2,1)] gLALQaccfeefjggqwjj SFS[D(3,1)(2,1)] gLALQaccfeefbsnqorj SFS[D(3,1)(2,1)] gLALQaccfeefbnnqorj SFS[D(3,1)(2,1)] gLALQaccfeefbgnqorj toroidal gLAPPaccedffbgvjchw SFS[D(2,1)(2,1)] gLLMQbccefefpboihvw reducible gLLMQcbceeffhbreasc reducible gLLMQcbceeffhbreasw reducible gLLMQcbceeffhbreasj reducible gLAPPaccedffngjgcqj reducible gLAPPaccedffngjjchr reducible gLAPPaccedffbgnjchr SFS[D(2,1)(2,1)] gLAPPaccdeffbrwgrhr reducible gLAPPaccdeffjffooqs SFS[D(2,1)(2,1)] gLAzQaccefefjffoqfj SFS[D(2,1)(2,1)] gLAPPaccdeffbwwgrhw reducible gLAPPaccdeffjwwgrhw SFS[D(3,1)(2,1)] gLAPPaccdeffnwwgrhw SFS[D(3,1)(2,1)] gLLAQadeedffbhxxwjn toroidal gLLAQadeedffbhxxwjr toroidal gLAPPaccdeffnjjgsxk SFS[D(5,2)(2,1)] gLAPPaccdeffjjjgsxk SFS[D(4,1)(2,1)] gLAPPaccdeffjjjooqs SFS[D(4,1)(2,1)] gLAPPaccdeffnjjooqs SFS[D(5,2)(2,1)] gLAzQaccefefnjjoqfj SFS[D(5,2)(2,1)] gLAzQaccefefjjjoqfj SFS[D(4,1)(2,1)] gLAPPaccdeffnkkgcqj toroidal gLAPPaccdeffjkkgcqj SFS[D(5,2)(2,1)] gLAzQaccefefnjjshcr SFS[D(5,2)(2,1)] gLAzQaccefefjjjshcr SFS[D(4,1)(2,1)] gLAPPaccdeffnkkovhr toroidal gLAPPaccdeffjkkovhr SFS[D(5,2)(2,1)] gLAPPaccdeffbcjgsxk reducible gLAPPaccdeffncjgsxk toroidal gLAPPaccdeffjcjgsxk toroidal gLAPPaccdeffjgvobxn toroidal gLAPPaccdeffngvobxn SFS[D(5,2)(2,1)] gLAzQaccefefnwjshcr toroidal gLAzQaccefefjwjshcr SFS[D(5,2)(2,1)] gLAPPaccdeffnwjgsxk SFS[D(4,1)(2,1)] gLAPPaccdeffjwjgsxk SFS[D(5,2)(2,1)] gLAPPaccdeffjgfobxn SFS[D(5,2)(2,1)] gLAPPaccdeffngfobxn SFS[D(4,1)(2,1)] gLAzQaccefefbcjshcr SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgcqs reducible gLAPPaccdeffbsnooqj reducible gLAzQaccefefbfvnhfr SFS[D(2,1)(2,1)] gLAPPaccdeffbgnooqj reducible gLAPPaccdeffbnnooqj reducible gLAPPaccedffbgnjwhr SFS[D(11,3)(2,1)] gLLAQadeedffjhxxwjn toroidal gLLAQadeedffjhxxwjr toroidal gLAPPaccdeffbjjksxk SFS[D(5,2)(2,1)] gLAPPaccdeffnjjksxk toroidal gLAPPaccdeffjjjksxk toroidal gLAPPaccdeffbjjnoqs SFS[D(5,2)(2,1)] gLAPPaccdeffjjjnoqs toroidal gLAPPaccdeffnjjnoqs toroidal gLAzQaccefefbjjoqrj SFS[D(5,2)(2,1)] gLAzQaccefefnjjoqrj toroidal gLAzQaccefefjjjoqrj toroidal gLAPPaccdeffbkkkcqj SFS[D(5,2)(2,1)] gLAPPaccdeffnkkkcqj toroidal gLAPPaccdeffjkkkcqj toroidal gLAPPaccdeffjggnbxn SFS[D(5,2)(2,1)] gLAPPaccdeffnggnbxn SFS[D(5,2)(2,1)] gLAzQaccefefbjjshwr SFS[D(5,2)(2,1)] gLAzQaccefefnjjshwr toroidal gLAzQaccefefjjjshwr toroidal gLAPPaccdeffbkknvhr SFS[D(5,2)(2,1)] gLAPPaccdeffnkknvhr toroidal gLAPPaccdeffjkknvhr toroidal gLAPPaccdeffjggkrhw SFS[D(5,2)(2,1)] gLAPPaccdeffnggkrhw SFS[D(5,2)(2,1)] gLAPPaccdeffbsnroqj SFS[D(3,1)(2,1)] gLAPPaccdeffbgnroqj toroidal gLAPPaccdeffbnnroqj SFS[D(3,1)(2,1)] gLAPPaccedffbsnjjhr SFS[D(3,1)(2,1)] gLAPPaccedffbnnjjhr SFS[D(3,1)(2,1)] gLAPPaccedffbgnjjhr toroidal gLLAQadeedffnhxxwjn toroidal gLLAQadeedffnhxxwjr toroidal gLAPPaccdeffnjjjsxk SFS[D(13,5)(5,2)] gLAPPaccdeffjjjjsxk SFS[D(13,5)(4,1)] gLAPPaccdeffjjjroqs SFS[D(13,8)(4,1)] gLAPPaccdeffnjjroqs SFS[D(13,8)(5,2)] gLAzQaccefefnjjoqkj SFS[D(13,5)(5,2)] gLAzQaccefefjjjoqkj SFS[D(13,5)(4,1)] gLAPPaccdeffnkkjcqj toroidal gLAPPaccdeffjkkjcqj SFS[D(13,5)(5,2)] gLAzQaccefefnjjshjr SFS[D(13,8)(5,2)] gLAzQaccefefjjjshjr SFS[D(13,8)(4,1)] gLAPPaccdeffnkkrvhr toroidal gLAPPaccdeffjkkrvhr SFS[D(13,8)(5,2)] gLAPPaccdeffbsnnoqj SFS[D(3,1)(2,1)] gLAPPaccdeffbgnnoqj toroidal gLAPPaccdeffbnnnoqj SFS[D(3,1)(2,1)] gLAPPaccedffbrvschr reducible gLAPPaccedffbrvochw reducible gLALQaccefefbrvoxbn reducible gLALQaccfeefbrvxsbk reducible gLALQaccefefbffoxbn reducible gLALQaccfeefbffxsbk reducible gLAPPaccedffbkgschr reducible gLAPPaccedffbkgochw reducible gLALQaccefefbkgoxbn reducible gLALQaccefefbjkbxon reducible gLALQaccfeefbkgxsbk reducible gLALQaccfeefbjkxrok reducible gLLMQbdefdefafxqros reducible gLLMQbdefdefafxqnos reducible gLAPPaccedffbjjschr reducible gLAPPaccedffnjjschr reducible gLAPPaccedffjjjschr reducible gLAPPaccedffbjjochw reducible gLAPPaccedffjjjochw reducible gLAPPaccedffnjjochw reducible gLALQaccefefbjjoxbn reducible gLALQaccefefnjjoxbn reducible gLALQaccefefjjjoxbn reducible gLALQaccefefbkkvxvn reducible gLALQaccefefnkkvxvn reducible gLALQaccefefjkkvxvn reducible gLALQaccefefnggbxon reducible gLALQaccefefjggbxon reducible gLALQaccfeefbjjxsbk reducible gLALQaccfeefnjjxsbk reducible gLALQaccfeefjjjxsbk reducible gLALQaccfeefbkkxcvk reducible gLALQaccfeefnkkxcvk reducible gLALQaccfeefjkkxcvk reducible gLALQaccfeefnggxrok reducible gLALQaccfeefjggxrok reducible gLALQaccefefbwnoxbn reducible gLALQaccfeefbwnxsbk reducible gLAPPaccedffbwnschr reducible gLAPPaccedffbwnochw reducible gLALQaccefefbcboxbn reducible gLALQaccfeefbcbxsbk reducible gLALQaccefefbgnfxgn SFS[D(2,1)(2,1)] gLLAQbccefefaoomqvj reducible gLALQaccfeefbffxnck reducible gLLMQadeedffbhhpwfv reducible gLLMQadeedffbhhpwfs SFS[D(3,1)(2,1)] gLLMQadeedffbhhpwfw SFS[D(3,1)(2,1)] gLALQaccefefngjfxgn SFS[D(2,1)(2,1)] gLALQaccfeefngjxwfk SFS[D(2,1)(2,1)] gLLAQadeedffbhhuwno reducible gLALQaccefefbgvjxgn SFS[D(2,1)(2,1)] gLLAQadeedffbhlqwno reducible gLALQaccfeefbcbxgfk reducible gLLAQadeedffbheewno reducible gLALQaccefefbffkxcn reducible gLLAQadeedffbhamwno reducible gLLAQadeedffbhamwnr SFS[D(3,1)(2,1)] gLLAQadeedffbhamwnn SFS[D(3,1)(2,1)] gLALQaccefefngjgxfn SFS[D(2,1)(2,1)] gLALQaccfeefngjxjgk SFS[D(2,1)(2,1)] gLALQaccfeefbgnxjgk SFS[D(2,1)(2,1)] gLALQaccfeefbgvxfgk SFS[D(2,1)(2,1)] gLLAQbccefefmcoaqfj reducible gLLAQbccefefpboeqbj reducible gLALQaccefefbcbwxfn reducible gLLMQbdefdefafxqrrs toroidal gLLMQbdefdefafxqnrs toroidal gLAPPaccedffbjjswhr SFS[D(3,1)(2,1)] gLAPPaccedffnjjswhr toroidal gLAPPaccedffjjjswhr toroidal gLAPPaccedffbjjojhw SFS[D(3,1)(2,1)] gLAPPaccedffjjjojhw toroidal gLAPPaccedffnjjojhw toroidal gLALQaccefefbjjoxjn SFS[D(3,1)(2,1)] gLALQaccefefnjjoxjn toroidal gLALQaccefefjjjoxjn toroidal gLALQaccefefbkkvxwn SFS[D(3,1)(2,1)] gLALQaccefefnkkvxwn toroidal gLALQaccefefjkkvxwn toroidal gLALQaccefefnggbxnn SFS[D(3,1)(2,1)] gLALQaccefefjggbxnn SFS[D(3,1)(2,1)] gLALQaccfeefbjjxsnk SFS[D(3,1)(2,1)] gLALQaccfeefnjjxsnk toroidal gLALQaccfeefjjjxsnk toroidal gLALQaccfeefbkkxcsk SFS[D(3,1)(2,1)] gLALQaccfeefnkkxcsk toroidal gLALQaccfeefjkkxcsk toroidal gLALQaccfeefnggxrrk SFS[D(3,1)(2,1)] gLALQaccfeefjggxrrk SFS[D(3,1)(2,1)] gLALQaccefefbsnfxjn SFS[D(5,2)(2,1)] gLALQaccefefbgnfxjn toroidal gLALQaccefefbnnfxjn SFS[D(5,2)(2,1)] gLALQaccfeefbgnxjkk SFS[D(11,3)(2,1)] gLLMQbdefdefafxqrns toroidal gLLMQbdefdefafxqnns toroidal gLAPPaccedffbjjsjhr SFS[D(3,1)(2,1)] gLAPPaccedffnjjsjhr toroidal gLAPPaccedffjjjsjhr toroidal gLAPPaccedffbjjowhw SFS[D(3,1)(2,1)] gLAPPaccedffjjjowhw toroidal gLAPPaccedffnjjowhw toroidal gLALQaccefefbjjoxnn SFS[D(3,1)(2,1)] gLALQaccefefnjjoxnn toroidal gLALQaccefefjjjoxnn toroidal gLALQaccefefbkkvxsn SFS[D(3,1)(2,1)] gLALQaccefefnkkvxsn toroidal gLALQaccefefjkkvxsn toroidal gLALQaccefefnggbxrn SFS[D(3,1)(2,1)] gLALQaccefefjggbxrn SFS[D(3,1)(2,1)] gLALQaccfeefbjjxsjk SFS[D(3,1)(2,1)] gLALQaccfeefnjjxsjk toroidal gLALQaccfeefjjjxsjk toroidal gLALQaccfeefbkkxcwk SFS[D(3,1)(2,1)] gLALQaccfeefnkkxcwk toroidal gLALQaccfeefjkkxcwk toroidal gLALQaccfeefnggxrnk SFS[D(3,1)(2,1)] gLALQaccfeefjggxrnk SFS[D(3,1)(2,1)] gLALQaccefefbgnfxkn SFS[D(13,5)(2,1)] gLALQaccfeefbsnxjjk SFS[D(3,1)(2,1)] gLALQaccfeefbnnxjjk SFS[D(3,1)(2,1)] gLALQaccfeefbgnxjjk toroidal gLALQaccfeefbgfqcoj SFS[D(5,2)(2,1)] gLLAQbccefefpboqhvr reducible gLLMQaeefedfbptqkbs reducible gLLMQaeefedfbptqkns reducible gLLMQaeefedfbptqkjs reducible gLALQaccefefngjbhvw reducible gLALQaccfeefngjqsvj reducible gLALQaccfeefbgnqsvj SFS[D(5,2)(2,1)] gLALQaccfeefbrwqbgj reducible gLAPPaccdeffjffojxn SFS[D(5,2)(2,1)] gLALQaccefefjffjhfw SFS[D(5,2)(2,1)] gLALQaccfeefbwwqggj reducible gLALQaccfeefnwwqggj SFS[D(5,2)(3,1)] gLALQaccfeefjwwqggj SFS[D(5,3)(3,1)] gLLAQaeddfefbxaafkn toroidal gLLAQaeddfefbxaafkr toroidal gLAPPaccdeffnjjgjqj SFS[D(5,2)(5,2)] gLAPPaccdeffjjjgjqj SFS[D(5,2)(4,1)] gLAPPaccdeffjjjojxn SFS[D(5,3)(4,1)] gLAPPaccdeffnjjojxn SFS[D(5,3)(5,2)] gLALQaccefefnjjjhfw SFS[D(5,2)(5,2)] gLALQaccefefjjjjhfw SFS[D(5,2)(4,1)] gLALQaccefefnkkkhgw toroidal gLALQaccefefjkkkhgw SFS[D(5,2)(5,2)] gLALQaccfeefnjjqjcj SFS[D(5,3)(5,2)] gLALQaccfeefjjjqjcj SFS[D(5,3)(4,1)] gLALQaccfeefnkkqkfj toroidal gLALQaccfeefjkkqkfj SFS[D(5,3)(5,2)] gLAPPaccdeffbcjgjqj reducible gLAPPaccdeffncjgjqj toroidal gLAPPaccdeffjcjgjqj toroidal gLALQaccefefngfghcw toroidal gLALQaccefefjgfghcw SFS[D(5,2)(5,2)] gLALQaccfeefnwjqjcj toroidal gLALQaccfeefjwjqjcj SFS[D(5,3)(5,2)] gLAPPaccdeffnwjgjqj SFS[D(5,3)(4,1)] gLAPPaccdeffjwjgjqj SFS[D(5,3)(5,2)] gLALQaccefefngvghcw SFS[D(5,2)(5,2)] gLALQaccefefjgvghcw SFS[D(5,2)(4,1)] gLALQaccfeefbcjqjcj SFS[D(5,2)(2,1)] gLAPPaccdeffbfvgvxn reducible gLALQaccefefbsnshfw reducible gLALQaccfeefbfvqvfj SFS[D(5,2)(2,1)] gLALQaccefefbgnshfw reducible gLALQaccefefbnnshfw reducible gLLAQaeddfefjxaafkn toroidal gLLAQaeddfefjxaafkr toroidal gLAPPaccdeffbjjkjqj SFS[D(3,1)(2,1)] gLAPPaccdeffnjjkjqj toroidal gLAPPaccdeffjjjkjqj toroidal gLAPPaccdeffbjjnjxn SFS[D(3,1)(2,1)] gLAPPaccdeffjjjnjxn toroidal gLAPPaccdeffnjjnjxn toroidal gLALQaccefefbjjjhrw SFS[D(3,1)(2,1)] gLALQaccefefnjjjhrw toroidal gLALQaccefefjjjjhrw toroidal gLALQaccefefbkkkhkw SFS[D(3,1)(2,1)] gLALQaccefefnkkkhkw toroidal gLALQaccefefjkkkhkw toroidal gLALQaccefefnggghjw SFS[D(3,1)(2,1)] gLALQaccefefjggghjw SFS[D(3,1)(2,1)] gLALQaccfeefbjjqjwj SFS[D(3,1)(2,1)] gLALQaccfeefnjjqjwj toroidal gLALQaccfeefjjjqjwj toroidal gLALQaccfeefbkkqkkj SFS[D(3,1)(2,1)] gLALQaccfeefnkkqkkj toroidal gLALQaccfeefjkkqkkj toroidal gLALQaccfeefnggqgjj SFS[D(3,1)(2,1)] gLALQaccfeefjggqgjj SFS[D(3,1)(2,1)] gLALQaccefefbsnshrw SFS[D(5,3)(3,1)] gLALQaccefefbgnshrw toroidal gLALQaccefefbnnshrw SFS[D(5,3)(3,1)] gLALQaccfeefbsnqssj SFS[D(2,1)(2,1)] gLALQaccfeefbnnqssj SFS[D(2,1)(2,1)] gLALQaccfeefbgnqssj toroidal gLLAQaeddfefnxaafkn toroidal gLLAQaeddfefnxaafkr toroidal gLAPPaccdeffnjjjjqj SFS[D(5,3)(4,1)] gLAPPaccdeffjjjjjqj SFS[D(4,3)(4,1)] gLAPPaccdeffjjjrjxn SFS[D(4,1)(4,1)] gLAPPaccdeffnjjrjxn SFS[D(5,2)(4,1)] gLALQaccefefnjjjhkw SFS[D(5,3)(4,1)] gLALQaccefefjjjjhkw SFS[D(4,3)(4,1)] gLALQaccefefnkkkhjw toroidal gLALQaccefefjkkkhjw SFS[D(5,3)(4,1)] gLALQaccfeefnjjqjjj SFS[D(5,2)(4,1)] gLALQaccfeefjjjqjjj SFS[D(4,1)(4,1)] gLALQaccfeefnkkqkrj toroidal gLALQaccfeefjkkqkrj SFS[D(5,2)(4,1)] gLALQaccefefbsnshkw SFS[D(5,2)(3,1)] gLALQaccefefbgnshkw toroidal gLALQaccefefbnnshkw SFS[D(5,2)(3,1)] gLLMQaeefedfbaaqgns reducible gLLMQaeefedfbaaqgjs reducible gLAPPaccedffbjjjcxk reducible gLAPPaccedffnjjjcxk reducible gLAPPaccedffjjjjcxk reducible gLAPPaccedffbjjjcqs reducible gLAPPaccedffjjjjcqs reducible gLAPPaccedffnjjjcqs reducible gLAzQaccefefbjjjqbj reducible gLAzQaccefefnjjjqbj reducible gLAzQaccefefjjjjqbj reducible gLAPPaccedffbkkkcqj reducible gLAPPaccedffnkkkcqj reducible gLAPPaccedffjkkkcqj reducible gLAPPaccedffjgggcxn reducible gLAPPaccedffngggcxn reducible gLAzQaccefefbjjjhbr reducible gLAzQaccefefnjjjhbr reducible gLAzQaccefefjjjjhbr reducible gLAPPaccedffbkkkchr reducible gLAPPaccedffnkkkchr reducible gLAPPaccedffjkkkchr reducible gLAPPaccedffjgggchw reducible gLAPPaccedffngggchw reducible gLAzQaccefefbwnjqbj reducible gLAzQaccefefbwnjhbr reducible gLAPPaccedffbwnjcxk reducible gLAPPaccedffbwnjcqs reducible gLAzQaccefefbcbjqbj reducible gLAzQaccefefbcbjhbr reducible gLAPPaccedffbrvjcxk reducible gLAPPaccedffbrvjcqs reducible gLAzQaccefefbrvjqbj reducible gLAzQaccefefbrvjhbr reducible gLAzQaccefefbffjqbj reducible gLAzQaccefefbffjhbr reducible gLAPPaccedffbkgjcxk reducible gLAPPaccedffbkgjcqs reducible gLAzQaccefefbkgjqbj reducible gLAPPaccedffbjkgcxn reducible gLAzQaccefefbkgjhbr reducible gLAPPaccedffbjkgchw reducible gLLAQaeddfefbqqdkso reducible gLAPPaccdeffbgfgcxn SFS[D(5,2)(2,1)] gLLAQaeddfefbqmhkso reducible gLAzQaccefefbcbrhfr reducible gLAPPaccdeffbgngsqj SFS[D(5,2)(2,1)] gLLAQaeddfefbxttkko reducible gLAzQaccefefbffvhcr reducible gLLAQaeddfefbxxlkko reducible gLLAQaeddfefbxxlkkn SFS[D(5,3)(3,1)] gLLAQaeddfefbxxlkkr SFS[D(5,2)(3,1)] gLAPPaccdeffngjgsqj SFS[D(5,2)(2,1)] gLAPPaccdeffngjobhr SFS[D(5,2)(2,1)] gLAPPaccdeffbgfgchw SFS[D(5,2)(2,1)] gLLAQaeddfefbxqdkko reducible gLLAQaeddfefbxmhkko reducible gLAzQaccefefbcbrqfj reducible gLLAQaeddfefbqttkso reducible gLAzQaccefefbffvqcj reducible gLLAQaeddfefbqxlkso reducible gLLAQaeddfefbqxlksr SFS[D(5,3)(3,1)] gLLAQaeddfefbqxlksn SFS[D(5,2)(3,1)] gLAPPaccdeffngjobqj SFS[D(5,2)(2,1)] gLAPPaccdeffngjgshr SFS[D(5,2)(2,1)] gLAPPaccdeffbgngshr SFS[D(5,2)(2,1)] gLLMQaeefedfjaaxgjk toroidal gLLMQaeefedfjaaxgnk toroidal gLAPPaccedffbjjjjxk SFS[D(5,3)(3,1)] gLAPPaccedffnjjjjxk toroidal gLAPPaccedffjjjjjxk toroidal gLAPPaccedffbjjjwqs SFS[D(5,3)(3,1)] gLAPPaccedffjjjjwqs toroidal gLAPPaccedffnjjjwqs toroidal gLAzQaccefefbjjjqnj SFS[D(5,3)(3,1)] gLAzQaccefefnjjjqnj toroidal gLAzQaccefefjjjjqnj toroidal gLAPPaccedffbkkkjqj SFS[D(5,3)(3,1)] gLAPPaccedffnkkkjqj toroidal gLAPPaccedffjkkkjqj toroidal gLAPPaccedffjgggwxn SFS[D(5,3)(3,1)] gLAPPaccedffngggwxn SFS[D(5,3)(3,1)] gLAzQaccefefbjjjhjr SFS[D(5,3)(3,1)] gLAzQaccefefnjjjhjr toroidal gLAzQaccefefjjjjhjr toroidal gLAPPaccedffbkkkwhr SFS[D(5,3)(3,1)] gLAPPaccedffnkkkwhr toroidal gLAPPaccedffjkkkwhr toroidal gLAPPaccedffjgggjhw SFS[D(5,3)(3,1)] gLAPPaccedffngggjhw SFS[D(5,3)(3,1)] gLAPPaccdeffbsnjshr SFS[D(3,1)(2,1)] gLAPPaccdeffbnnjshr SFS[D(3,1)(2,1)] gLAPPaccdeffbgnjshr toroidal gLLMQaeefedfjaaqgns toroidal gLLMQaeefedfjaaqgjs toroidal gLAPPaccedffbjjjwxk SFS[D(5,2)(3,1)] gLAPPaccedffnjjjwxk toroidal gLAPPaccedffjjjjwxk toroidal gLAPPaccedffbjjjjqs SFS[D(5,2)(3,1)] gLAPPaccedffjjjjjqs toroidal gLAPPaccedffnjjjjqs toroidal gLAzQaccefefbjjjqjj SFS[D(5,2)(3,1)] gLAzQaccefefnjjjqjj toroidal gLAzQaccefefjjjjqjj toroidal gLAPPaccedffbkkkwqj SFS[D(5,2)(3,1)] gLAPPaccedffnkkkwqj toroidal gLAPPaccedffjkkkwqj toroidal gLAPPaccedffjgggjxn SFS[D(5,2)(3,1)] gLAPPaccedffngggjxn SFS[D(5,2)(3,1)] gLAzQaccefefbjjjhnr SFS[D(5,2)(3,1)] gLAzQaccefefnjjjhnr toroidal gLAzQaccefefjjjjhnr toroidal gLAPPaccedffbkkkjhr SFS[D(5,2)(3,1)] gLAPPaccedffnkkkjhr toroidal gLAPPaccedffjkkkjhr toroidal gLAPPaccedffjgggwhw SFS[D(5,2)(3,1)] gLAPPaccedffngggwhw SFS[D(5,2)(3,1)] gLAPPaccdeffbsnjsqj SFS[D(2,1)(2,1)] gLAPPaccdeffbgnjsqj toroidal gLAPPaccdeffbnnjsqj SFS[D(2,1)(2,1)] gLAPPaccdeffbgnkshr SFS[D(4,1)(2,1)] gLLMQaeefedfbptxkbk reducible gLLMQaeefedfbptxknk reducible gLLMQaeefedfbptxkjk reducible gLALQaccefefngjbxvn reducible gLALQaccfeefngjxsvk reducible gLALQaccfeefbgnxsvk SFS[D(5,2)(2,1)] gLALQaccfeefbgfxcok SFS[D(5,2)(2,1)] gLLAQbccefefpboqqvj reducible gLAPPaccdeffjffojhw SFS[D(5,2)(2,1)] gLALQaccefefjffjxfn SFS[D(5,2)(2,1)] gLALQaccfeefbwwxggk reducible gLALQaccfeefnwwxggk SFS[D(5,3)(3,1)] gLALQaccfeefjwwxggk SFS[D(5,2)(3,1)] gLALQaccfeefbrwxbgk reducible gLAPPaccdeffbfvgvhw reducible gLALQaccefefbsnsxfn reducible gLALQaccfeefbfvxvfk SFS[D(5,2)(2,1)] gLALQaccefefbgnsxfn reducible gLALQaccefefbnnsxfn reducible gLLAQaeddfefbqaafsn toroidal gLLAQaeddfefbqaafsr toroidal gLAPPaccdeffnjjgjhr SFS[D(5,3)(5,2)] gLAPPaccdeffjjjgjhr SFS[D(5,3)(4,1)] gLAPPaccdeffjjjojhw SFS[D(5,2)(4,1)] gLAPPaccdeffnjjojhw SFS[D(5,2)(5,2)] gLALQaccefefnjjjxfn SFS[D(5,3)(5,2)] gLALQaccefefjjjjxfn SFS[D(5,3)(4,1)] gLALQaccefefnkkkxgn toroidal gLALQaccefefjkkkxgn SFS[D(5,3)(5,2)] gLALQaccfeefnjjxjck SFS[D(5,2)(5,2)] gLALQaccfeefjjjxjck SFS[D(5,2)(4,1)] gLALQaccfeefnkkxkfk toroidal gLALQaccfeefjkkxkfk SFS[D(5,2)(5,2)] gLAPPaccdeffbcjgjhr reducible gLAPPaccdeffncjgjhr toroidal gLAPPaccdeffjcjgjhr toroidal gLALQaccefefngfgxcn toroidal gLALQaccefefjgfgxcn SFS[D(5,3)(5,2)] gLALQaccfeefnwjxjck toroidal gLALQaccfeefjwjxjck SFS[D(5,2)(5,2)] gLAPPaccdeffnwjgjhr SFS[D(5,2)(4,1)] gLAPPaccdeffjwjgjhr SFS[D(5,2)(5,2)] gLALQaccefefngvgxcn SFS[D(5,3)(5,2)] gLALQaccefefjgvgxcn SFS[D(5,3)(4,1)] gLALQaccfeefbcjxjck SFS[D(5,2)(2,1)] gLALQaccfeefbsnxssk SFS[D(3,1)(2,1)] gLALQaccfeefbnnxssk SFS[D(3,1)(2,1)] gLALQaccfeefbgnxssk toroidal gLALQaccefefbsnsxkn SFS[D(5,3)(3,1)] gLALQaccefefbgnsxkn toroidal gLALQaccefefbnnsxkn SFS[D(5,3)(3,1)] gLLAQaeddfefnqaafsn SFS[D(3,1)(2,1)] gLLAQaeddfefnqaafsr SFS[D(3,1)(2,1)] gLALQaccefefnkkkxjn SFS[D(2,1)(2,1)] gLALQaccfeefnkkxkrk SFS[D(2,1)(2,1)] gLALQaccfeefbgnxswk SFS[D(4,1)(2,1)] gLALQaccefefbsnsxrn SFS[D(5,2)(3,1)] gLALQaccefefbgnsxrn toroidal gLALQaccefefbnnsxrn SFS[D(5,2)(3,1)] gLLAQaeddfefjqaafsn toroidal gLLAQaeddfefjqaafsr toroidal gLAPPaccdeffbjjkjhr SFS[D(2,1)(2,1)] gLAPPaccdeffnjjkjhr toroidal gLAPPaccdeffjjjkjhr toroidal gLAPPaccdeffbjjnjhw SFS[D(2,1)(2,1)] gLAPPaccdeffjjjnjhw toroidal gLAPPaccdeffnjjnjhw toroidal gLALQaccefefbjjjxrn SFS[D(2,1)(2,1)] gLALQaccefefnjjjxrn toroidal gLALQaccefefjjjjxrn toroidal gLALQaccefefbkkkxkn SFS[D(2,1)(2,1)] gLALQaccefefnkkkxkn toroidal gLALQaccefefjkkkxkn toroidal gLALQaccefefngggxjn SFS[D(2,1)(2,1)] gLALQaccefefjgggxjn SFS[D(2,1)(2,1)] gLALQaccfeefbjjxjwk SFS[D(2,1)(2,1)] gLALQaccfeefnjjxjwk toroidal gLALQaccfeefjjjxjwk toroidal gLALQaccfeefbkkxkkk SFS[D(2,1)(2,1)] gLALQaccfeefnkkxkkk toroidal gLALQaccfeefjkkxkkk toroidal gLALQaccfeefnggxgjk SFS[D(2,1)(2,1)] gLALQaccfeefjggxgjk SFS[D(2,1)(2,1)] gLAPPaccedffbrvscqj reducible gLAPPaccedffbrvocxn reducible gLALQaccefefbrvohbw reducible gLALQaccfeefbrvqsbj reducible gLALQaccefefbffohbw reducible gLALQaccfeefbffqsbj reducible gLAPPaccedffbkgscqj reducible gLAPPaccedffbkgocxn reducible gLALQaccefefbkgohbw reducible gLALQaccefefbjkbhow reducible gLALQaccfeefbkgqsbj reducible gLALQaccfeefbjkqroj reducible gLLMQbdefdefafxxrok reducible gLLMQbdefdefafxxnok reducible gLAPPaccedffbjjscqj reducible gLAPPaccedffnjjscqj reducible gLAPPaccedffjjjscqj reducible gLAPPaccedffbjjocxn reducible gLAPPaccedffjjjocxn reducible gLAPPaccedffnjjocxn reducible gLALQaccefefbjjohbw reducible gLALQaccefefnjjohbw reducible gLALQaccefefjjjohbw reducible gLALQaccefefbkkvhvw reducible gLALQaccefefnkkvhvw reducible gLALQaccefefjkkvhvw reducible gLALQaccefefnggbhow reducible gLALQaccefefjggbhow reducible gLALQaccfeefbjjqsbj reducible gLALQaccfeefnjjqsbj reducible gLALQaccfeefjjjqsbj reducible gLALQaccfeefbkkqcvj reducible gLALQaccfeefnkkqcvj reducible gLALQaccfeefjkkqcvj reducible gLALQaccfeefnggqroj reducible gLALQaccfeefjggqroj reducible gLALQaccefefbwnohbw reducible gLALQaccfeefbwnqsbj reducible gLAPPaccedffbwnscqj reducible gLAPPaccedffbwnocxn reducible gLALQaccefefbcbohbw reducible gLALQaccfeefbcbqsbj reducible gLALQaccefefbgnfhgw SFS[D(3,1)(2,1)] gLLAQbccefefaoomhvr reducible gLALQaccfeefbffqncj reducible gLLMQadeedffbxhpnfv reducible gLLMQadeedffbxhpnfs SFS[D(3,1)(3,1)] gLLMQadeedffbxhpnfw SFS[D(3,1)(3,2)] gLALQaccefefngjfhgw SFS[D(3,1)(2,1)] gLALQaccfeefngjqwfj SFS[D(3,1)(2,1)] gLLAQadeedffbxhunno reducible gLALQaccefefbgvjhgw SFS[D(3,1)(2,1)] gLLAQadeedffbxlqnno reducible gLALQaccfeefbcbqgfj reducible gLLAQadeedffbxeenno reducible gLALQaccefefbffkhcw reducible gLLAQadeedffbxamnno reducible gLLAQadeedffbxamnnr SFS[D(3,1)(3,1)] gLLAQadeedffbxamnnn SFS[D(3,1)(3,2)] gLALQaccefefngjghfw SFS[D(3,1)(2,1)] gLALQaccfeefngjqjgj SFS[D(3,1)(2,1)] gLALQaccfeefbgnqjgj SFS[D(3,1)(2,1)] gLALQaccfeefbgvqfgj SFS[D(3,1)(2,1)] gLLAQbccefefmcoahfr reducible gLLAQbccefefpboehbr reducible gLALQaccefefbcbwhfw reducible gLLMQbdefdefafxxrrk toroidal gLLMQbdefdefafxxnrk toroidal gLAPPaccedffbjjswqj SFS[D(3,1)(3,2)] gLAPPaccedffnjjswqj toroidal gLAPPaccedffjjjswqj toroidal gLAPPaccedffbjjojxn SFS[D(3,1)(3,2)] gLAPPaccedffjjjojxn toroidal gLAPPaccedffnjjojxn toroidal gLALQaccefefbjjohjw SFS[D(3,1)(3,2)] gLALQaccefefnjjohjw toroidal gLALQaccefefjjjohjw toroidal gLALQaccefefbkkvhww SFS[D(3,1)(3,2)] gLALQaccefefnkkvhww toroidal gLALQaccefefjkkvhww toroidal gLALQaccefefnggbhnw SFS[D(3,1)(3,2)] gLALQaccefefjggbhnw SFS[D(3,1)(3,2)] gLALQaccfeefbjjqsnj SFS[D(3,1)(3,2)] gLALQaccfeefnjjqsnj toroidal gLALQaccfeefjjjqsnj toroidal gLALQaccfeefbkkqcsj SFS[D(3,1)(3,2)] gLALQaccfeefnkkqcsj toroidal gLALQaccfeefjkkqcsj toroidal gLALQaccfeefnggqrrj SFS[D(3,1)(3,2)] gLALQaccfeefjggqrrj SFS[D(3,1)(3,2)] gLALQaccefefbsnfhjw SFS[D(5,2)(2,1)] gLALQaccefefbgnfhjw toroidal gLALQaccefefbnnfhjw SFS[D(5,2)(2,1)] gLALQaccfeefbgnqjkj SFS[D(9,2)(2,1)] gLLMQbdefdefafxxrnk toroidal gLLMQbdefdefafxxnnk toroidal gLAPPaccedffbjjsjqj SFS[D(3,1)(3,1)] gLAPPaccedffnjjsjqj toroidal gLAPPaccedffjjjsjqj toroidal gLAPPaccedffbjjowxn SFS[D(3,1)(3,1)] gLAPPaccedffjjjowxn toroidal gLAPPaccedffnjjowxn toroidal gLALQaccefefbjjohnw SFS[D(3,1)(3,1)] gLALQaccefefnjjohnw toroidal gLALQaccefefjjjohnw toroidal gLALQaccefefbkkvhsw SFS[D(3,1)(3,1)] gLALQaccefefnkkvhsw toroidal gLALQaccefefjkkvhsw toroidal gLALQaccefefnggbhrw SFS[D(3,1)(3,1)] gLALQaccefefjggbhrw SFS[D(3,1)(3,1)] gLALQaccfeefbjjqsjj SFS[D(3,1)(3,1)] gLALQaccfeefnjjqsjj toroidal gLALQaccfeefjjjqsjj toroidal gLALQaccfeefbkkqcwj SFS[D(3,1)(3,1)] gLALQaccfeefnkkqcwj toroidal gLALQaccfeefjkkqcwj toroidal gLALQaccfeefnggqrnj SFS[D(3,1)(3,1)] gLALQaccfeefjggqrnj SFS[D(3,1)(3,1)] gLALQaccefefbgnfhkw SFS[D(12,5)(2,1)] gLALQaccfeefbsnqjjj SFS[D(2,1)(2,1)] gLALQaccfeefbnnqjjj SFS[D(2,1)(2,1)] gLALQaccfeefbgnqjjj toroidal gLAPPaccedffbgnjcqj SFS[D(3,1)(2,1)] gLLMQcbceeffqbjeasc reducible gLLMQcbceeffqbjeasj reducible gLLMQcbceeffqbjeasw reducible gLAPPaccedffngjjcqj reducible gLAPPaccedffngjgchr reducible gLAPPaccedffbgvjcxn SFS[D(3,1)(2,1)] gLLMQbccefefpboixvn reducible gLAPPaccdeffbfvgcxk reducible gLAzQaccefefbfvnqfj SFS[D(3,1)(2,1)] gLAPPaccdeffbsnoohr reducible gLAPPaccdeffbnnoohr reducible gLAPPaccdeffbgnoohr reducible gLLAQadeedffbxxxnjr toroidal gLLAQadeedffbxxxnjn toroidal gLAPPaccdeffnjjooxk SFS[D(5,3)(3,1)] gLAPPaccdeffjjjooxk SFS[D(4,3)(3,1)] gLAPPaccdeffjjjgsqs SFS[D(4,1)(3,1)] gLAPPaccdeffnjjgsqs SFS[D(5,2)(3,1)] gLAzQaccefefnjjsqcj SFS[D(5,3)(3,1)] gLAzQaccefefjjjsqcj SFS[D(4,3)(3,1)] gLAPPaccdeffnkkovqj toroidal gLAPPaccdeffjkkovqj SFS[D(5,3)(3,1)] gLAzQaccefefnjjohfr SFS[D(5,2)(3,1)] gLAzQaccefefjjjohfr SFS[D(4,1)(3,1)] gLAPPaccdeffnkkgchr toroidal gLAPPaccdeffjkkgchr SFS[D(5,2)(3,1)] gLAPPaccdeffjwjgsqs SFS[D(5,3)(3,1)] gLAPPaccdeffnwjgsqs SFS[D(4,3)(3,1)] gLAzQaccefefbcjsqcj SFS[D(3,1)(2,1)] gLAPPaccdeffjgfobhw SFS[D(5,2)(3,1)] gLAPPaccdeffngfobhw SFS[D(4,1)(3,1)] gLAPPaccdeffbcjgsqs reducible gLAPPaccdeffjcjgsqs toroidal gLAPPaccdeffncjgsqs toroidal gLAzQaccefefnwjsqcj toroidal gLAzQaccefefjwjsqcj SFS[D(5,3)(3,1)] gLAPPaccdeffjgvobhw toroidal gLAPPaccdeffngvobhw SFS[D(5,2)(3,1)] gLAPPaccdeffjffooxk SFS[D(3,1)(2,1)] gLAPPaccdeffbwwgrxn reducible gLAPPaccdeffjwwgrxn SFS[D(3,1)(3,1)] gLAPPaccdeffnwwgrxn SFS[D(3,1)(3,2)] gLAzQaccefefjffohfr SFS[D(3,1)(2,1)] gLAPPaccdeffbrwgrqj reducible gLAPPaccedffbgnjwqj SFS[D(9,2)(2,1)] gLAPPaccdeffbsnrohr SFS[D(3,1)(3,2)] gLAPPaccdeffbnnrohr SFS[D(3,1)(3,2)] gLAPPaccdeffbgnrohr toroidal gLLAQadeedffjxxxnjr toroidal gLLAQadeedffjxxxnjn toroidal gLAPPaccdeffbjjnoxk SFS[D(5,2)(2,1)] gLAPPaccdeffnjjnoxk toroidal gLAPPaccdeffjjjnoxk toroidal gLAPPaccdeffbjjksqs SFS[D(5,2)(2,1)] gLAPPaccdeffjjjksqs toroidal gLAPPaccdeffnjjksqs toroidal gLAzQaccefefbjjsqwj SFS[D(5,2)(2,1)] gLAzQaccefefnjjsqwj toroidal gLAzQaccefefjjjsqwj toroidal gLAPPaccdeffbkknvqj SFS[D(5,2)(2,1)] gLAPPaccdeffnkknvqj toroidal gLAPPaccdeffjkknvqj toroidal gLAPPaccdeffjggkrxn SFS[D(5,2)(2,1)] gLAPPaccdeffnggkrxn SFS[D(5,2)(2,1)] gLAzQaccefefbjjohrr SFS[D(5,2)(2,1)] gLAzQaccefefnjjohrr toroidal gLAzQaccefefjjjohrr toroidal gLAPPaccdeffbkkkchr SFS[D(5,2)(2,1)] gLAPPaccdeffnkkkchr toroidal gLAPPaccdeffjkkkchr toroidal gLAPPaccdeffjggnbhw SFS[D(5,2)(2,1)] gLAPPaccdeffnggnbhw SFS[D(5,2)(2,1)] gLAPPaccedffbsnjjqj SFS[D(2,1)(2,1)] gLAPPaccedffbgnjjqj toroidal gLAPPaccedffbnnjjqj SFS[D(2,1)(2,1)] gLAPPaccdeffbsnnohr SFS[D(3,1)(3,1)] gLAPPaccdeffbnnnohr SFS[D(3,1)(3,1)] gLAPPaccdeffbgnnohr toroidal gLLAQadeedffnxxxnjr toroidal gLLAQadeedffnxxxnjn toroidal gLAPPaccdeffnjjroxk SFS[D(12,7)(5,2)] gLAPPaccdeffjjjroxk SFS[D(12,7)(4,1)] gLAPPaccdeffjjjjsqs SFS[D(12,5)(4,1)] gLAPPaccdeffnjjjsqs SFS[D(12,5)(5,2)] gLAzQaccefefnjjsqjj SFS[D(12,7)(5,2)] gLAzQaccefefjjjsqjj SFS[D(12,7)(4,1)] gLAPPaccdeffnkkrvqj toroidal gLAPPaccdeffjkkrvqj SFS[D(12,7)(5,2)] gLAzQaccefefnjjohkr SFS[D(12,5)(5,2)] gLAzQaccefefjjjohkr SFS[D(12,5)(4,1)] gLAPPaccdeffnkkjchr toroidal gLAPPaccdeffjkkjchr SFS[D(12,5)(5,2)] gLALQaccefefbgfvxon SFS[D(3,1)(2,1)] gLLAQbccefefpbopqvj reducible gLALQaccefefbgnoxvn SFS[D(3,1)(2,1)] gLLAQcbceeffqbjmhvo reducible gLLAQcbceeffqbjmhvn reducible gLLAQcbceeffqbjmhvr reducible gLALQaccefefngjoxvn reducible gLALQaccfeefngjxrvk reducible gLLAQcbceeffqbjqqon toroidal gLLAQcbceeffqbjqqor toroidal gLAPPaccdeffnjjofhr SFS[D(5,2)(3,1)] gLAPPaccdeffjjjofhr SFS[D(4,1)(3,1)] gLAPPaccdeffjjjgfhw SFS[D(4,3)(3,1)] gLAPPaccdeffnjjgfhw SFS[D(5,3)(3,1)] gLALQaccefefnjjfxcn SFS[D(5,2)(3,1)] gLALQaccefefjjjfxcn SFS[D(4,1)(3,1)] gLALQaccefefnkknxfn toroidal gLALQaccefefjkknxfn SFS[D(5,2)(3,1)] gLALQaccfeefnjjxffk SFS[D(5,3)(3,1)] gLALQaccfeefjjjxffk SFS[D(4,3)(3,1)] gLALQaccfeefnkkxngk toroidal gLALQaccfeefjkkxngk SFS[D(5,3)(3,1)] gLAPPaccdeffjwjgfhw SFS[D(5,2)(3,1)] gLAPPaccdeffnwjgfhw SFS[D(4,1)(3,1)] gLALQaccefefbcjfxcn SFS[D(3,1)(2,1)] gLALQaccfeefngvxwck SFS[D(5,3)(3,1)] gLALQaccfeefjgvxwck SFS[D(4,3)(3,1)] gLAPPaccdeffbcjgfhw reducible gLAPPaccdeffjcjgfhw toroidal gLAPPaccdeffncjgfhw toroidal gLALQaccefefnwjfxcn toroidal gLALQaccefefjwjfxcn SFS[D(5,2)(3,1)] gLALQaccfeefngfxwck toroidal gLALQaccfeefjgfxwck SFS[D(5,3)(3,1)] gLAPPaccdeffbfvgnhr reducible gLALQaccefefbfvcxfn SFS[D(3,1)(2,1)] gLALQaccfeefbsnxofk reducible gLALQaccfeefbnnxofk reducible gLALQaccfeefbgnxofk reducible gLALQaccefefbrwrxgn reducible gLAPPaccdeffjffofhr SFS[D(3,1)(2,1)] gLALQaccefefbwwwxgn reducible gLALQaccefefnwwwxgn SFS[D(3,1)(3,2)] gLALQaccefefjwwwxgn SFS[D(3,1)(3,1)] gLALQaccfeefjffxffk SFS[D(3,1)(2,1)] gLALQaccefefbsnoxsn SFS[D(5,2)(2,1)] gLALQaccefefbgnoxsn toroidal gLALQaccefefbnnoxsn SFS[D(5,2)(2,1)] gLLAQcbceeffqnjqqon toroidal gLLAQcbceeffqnjqqor toroidal gLAPPaccdeffnjjrfhr SFS[D(9,7)(5,2)] gLAPPaccdeffjjjrfhr SFS[D(9,7)(4,1)] gLAPPaccdeffjjjjfhw SFS[D(9,2)(4,1)] gLAPPaccdeffnjjjfhw SFS[D(9,2)(5,2)] gLALQaccefefnjjfxjn SFS[D(9,7)(5,2)] gLALQaccefefjjjfxjn SFS[D(9,7)(4,1)] gLALQaccefefnkknxrn toroidal gLALQaccefefjkknxrn SFS[D(9,7)(5,2)] gLALQaccfeefnjjxfkk SFS[D(9,2)(5,2)] gLALQaccfeefjjjxfkk SFS[D(9,2)(4,1)] gLALQaccfeefnkkxnjk toroidal gLALQaccfeefjkkxnjk SFS[D(9,2)(5,2)] gLALQaccfeefbsnxokk SFS[D(3,1)(3,2)] gLALQaccfeefbnnxokk SFS[D(3,1)(3,2)] gLALQaccfeefbgnxokk toroidal gLALQaccefefbgnoxwn SFS[D(12,5)(2,1)] gLLAQcbceeffqjjqqon toroidal gLLAQcbceeffqjjqqor toroidal gLAPPaccdeffbjjnfhr SFS[D(2,1)(2,1)] gLAPPaccdeffnjjnfhr toroidal gLAPPaccdeffjjjnfhr toroidal gLAPPaccdeffbjjkfhw SFS[D(2,1)(2,1)] gLAPPaccdeffjjjkfhw toroidal gLAPPaccdeffnjjkfhw toroidal gLALQaccefefbjjfxwn SFS[D(2,1)(2,1)] gLALQaccefefnjjfxwn toroidal gLALQaccefefjjjfxwn toroidal gLALQaccefefbkknxkn SFS[D(2,1)(2,1)] gLALQaccefefnkknxkn toroidal gLALQaccefefjkknxkn toroidal gLALQaccefefnggwxjn SFS[D(2,1)(2,1)] gLALQaccefefjggwxjn SFS[D(2,1)(2,1)] gLALQaccfeefbjjxfrk SFS[D(2,1)(2,1)] gLALQaccfeefnjjxfrk toroidal gLALQaccfeefjjjxfrk toroidal gLALQaccfeefbkkxnkk SFS[D(2,1)(2,1)] gLALQaccfeefnkkxnkk toroidal gLALQaccfeefjkkxnkk toroidal gLALQaccfeefnggxwjk SFS[D(2,1)(2,1)] gLALQaccfeefjggxwjk SFS[D(2,1)(2,1)] gLALQaccfeefbsnxork SFS[D(3,1)(3,1)] gLALQaccfeefbnnxork SFS[D(3,1)(3,1)] gLALQaccfeefbgnxork toroidal gLALQaccefefbggsdcw SFS[D(2,1)(2,1)] gLALQaccfeefbggevgj SFS[D(2,1)(2,1)] gLALQaccfeefbgbengj SFS[D(2,1)(2,1)] gLAPPaccedffbggkclr SFS[D(2,1)(2,1)] gLAPPaccedffbggjcdw SFS[D(2,1)(2,1)] gLLMQbccefefpboidvw reducible gLLMQcbceeffpbreasc reducible gLLMQcbceeffpbreasw reducible gLLMQcbceeffpbreasj reducible gLAPPaccedffbgjgciw SFS[D(2,1)(2,1)] gLAPPaccedffngjgciw reducible gLAPPaccedffjgjgciw SFS[D(2,1)(2,1)] gLAPPaccedffbgjjcer SFS[D(2,1)(2,1)] gLAPPaccedffngjjcer reducible gLAPPaccedffjgjjcer SFS[D(2,1)(2,1)] gLAzQaccefefbcbwtcw SFS[D(2,1)(2,1)] gLAzQaccefefbffotfw SFS[D(2,1)(2,1)] gLAzQaccefefbcbspcr SFS[D(2,1)(2,1)] gLAzQaccefefbffnpfr SFS[D(2,1)(2,1)] gLALQaccfeefbgbpjgj SFS[D(2,1)(2,1)] gLALQaccefefbggnlcr SFS[D(2,1)(2,1)] gLALQaccfeefbggpfgj SFS[D(2,1)(2,1)] gLALQaccfeefbgfecoj SFS[D(4,1)(2,1)] gLLAQbccefefpboqpvr reducible gLLMQaeefedfbptmkbk reducible gLLMQaeefedfbptmknk reducible gLLMQaeefedfbptmkjk reducible gLALQaccefefngjbdvw reducible gLALQaccfeefngjesvj reducible gLALQaccfeefbgnesvj SFS[D(4,1)(2,1)] gLALQaccfeefbrwebgj reducible gLAPPaccdeffjffojpn SFS[D(4,1)(2,1)] gLALQaccefefjffjdfw SFS[D(4,1)(2,1)] gLALQaccfeefbwweggj reducible gLALQaccfeefnwweggj SFS[D(4,3)(3,1)] gLALQaccfeefjwweggj SFS[D(4,1)(3,1)] gLLAQaeddfefbiaafjn toroidal gLLAQaeddfefbiaafjr toroidal gLAPPaccdeffnjjgjuj SFS[D(5,3)(4,1)] gLAPPaccdeffjjjgjuj SFS[D(4,3)(4,1)] gLAPPaccdeffjjjojpn SFS[D(4,1)(4,1)] gLAPPaccdeffnjjojpn SFS[D(5,2)(4,1)] gLALQaccefefnjjjdfw SFS[D(5,3)(4,1)] gLALQaccefefjjjjdfw SFS[D(4,3)(4,1)] gLALQaccefefnkkkdgw toroidal gLALQaccefefjkkkdgw SFS[D(5,3)(4,1)] gLALQaccfeefnjjejcj SFS[D(5,2)(4,1)] gLALQaccfeefjjjejcj SFS[D(4,1)(4,1)] gLALQaccfeefnkkekfj toroidal gLALQaccfeefjkkekfj SFS[D(5,2)(4,1)] gLAPPaccdeffbcjgjuj reducible gLAPPaccdeffncjgjuj toroidal gLAPPaccdeffjcjgjuj toroidal gLALQaccefefngfgdcw toroidal gLALQaccefefjgfgdcw SFS[D(5,3)(4,1)] gLALQaccfeefnwjejcj toroidal gLALQaccfeefjwjejcj SFS[D(5,2)(4,1)] gLAPPaccdeffnwjgjuj SFS[D(4,1)(4,1)] gLAPPaccdeffjwjgjuj SFS[D(5,2)(4,1)] gLALQaccefefngvgdcw SFS[D(5,3)(4,1)] gLALQaccefefjgvgdcw SFS[D(4,3)(4,1)] gLALQaccfeefbcjejcj SFS[D(4,1)(2,1)] gLAPPaccdeffbfvgvpn reducible gLALQaccefefbsnsdfw reducible gLALQaccfeefbfvevfj SFS[D(4,1)(2,1)] gLALQaccefefbgnsdfw reducible gLALQaccefefbnnsdfw reducible gLLMQaeefedfbaalgjk reducible gLLMQaeefedfbaalgnk reducible gLAPPaccedffbjjjclk reducible gLAPPaccedffnjjjclk reducible gLAPPaccedffjjjjclk reducible gLAPPaccedffbjjjcmk reducible gLAPPaccedffjjjjcmk reducible gLAPPaccedffnjjjcmk reducible gLAzQaccefefbjjjtbw reducible gLAzQaccefefnjjjtbw reducible gLAzQaccefefjjjjtbw reducible gLAPPaccedffbkkkciw reducible gLAPPaccedffnkkkciw reducible gLAPPaccedffjkkkciw reducible gLAPPaccedffjgggclr reducible gLAPPaccedffngggclr reducible gLAzQaccefefbjjjpbr reducible gLAzQaccefefnjjjpbr reducible gLAzQaccefefjjjjpbr reducible gLAPPaccedffbkkkcer reducible gLAPPaccedffnkkkcer reducible gLAPPaccedffjkkkcer reducible gLAPPaccedffjgggcdw reducible gLAPPaccedffngggcdw reducible gLAzQaccefefbwnjtbw reducible gLAzQaccefefbwnjpbr reducible gLAPPaccedffbwnjclk reducible gLAPPaccedffbwnjcmk reducible gLAzQaccefefbcbjtbw reducible gLAzQaccefefbcbjpbr reducible gLAPPaccedffbrvjclk reducible gLAPPaccedffbrvjcmk reducible gLAzQaccefefbrvjtbw reducible gLAzQaccefefbrvjpbr reducible gLAzQaccefefbffjtbw reducible gLAzQaccefefbffjpbr reducible gLAPPaccedffbkgjclk reducible gLAPPaccedffbkgjcmk reducible gLAzQaccefefbkgjtbw reducible gLAPPaccedffbjkgclr reducible gLAzQaccefefbkgjpbr reducible gLAPPaccedffbjkgcdw reducible gLLAQaeddfefbtqdkso reducible gLAPPaccdeffbgfgclr SFS[D(4,1)(2,1)] gLLAQaeddfefbtmhkso reducible gLAzQaccefefbcbrpfr reducible gLAPPaccdeffbgngsiw SFS[D(4,1)(2,1)] gLLAQaeddfefbittkjo reducible gLAzQaccefefbffvpcr reducible gLLAQaeddfefbixlkjo reducible gLLAQaeddfefbixlkjn SFS[D(4,1)(3,1)] gLLAQaeddfefbixlkjr SFS[D(4,3)(3,1)] gLAPPaccdeffngjgsiw SFS[D(4,1)(2,1)] gLAPPaccdeffngjober SFS[D(4,1)(2,1)] gLAPPaccdeffbgfgcdw SFS[D(4,1)(2,1)] gLLAQaeddfefbiqdkjo reducible gLLAQaeddfefbimhkjo reducible gLAzQaccefefbcbrtfw reducible gLLAQaeddfefbtttkso reducible gLAzQaccefefbffvtcw reducible gLLAQaeddfefbtxlkso reducible gLLAQaeddfefbtxlksr SFS[D(4,1)(3,1)] gLLAQaeddfefbtxlksn SFS[D(4,3)(3,1)] gLAPPaccdeffngjobiw SFS[D(4,1)(2,1)] gLAPPaccdeffngjgser SFS[D(4,1)(2,1)] gLAPPaccdeffbgngser SFS[D(4,1)(2,1)] gLLMQaeefedfbptlkbk reducible gLLMQaeefedfbptlknk reducible gLLMQaeefedfbptlkjk reducible gLALQaccefefngjblvr reducible gLALQaccfeefngjpsvj reducible gLALQaccfeefbgnpsvj SFS[D(4,1)(2,1)] gLALQaccfeefbgfpcoj SFS[D(4,1)(2,1)] gLLAQbccefefpboqtvw reducible gLAPPaccdeffjffojin SFS[D(4,1)(2,1)] gLALQaccefefjffjlfr SFS[D(4,1)(2,1)] gLALQaccfeefbwwpggj reducible gLALQaccfeefnwwpggj SFS[D(4,1)(3,1)] gLALQaccfeefjwwpggj SFS[D(4,3)(3,1)] gLALQaccfeefbrwpbgj reducible gLAPPaccdeffbfvgvin reducible gLALQaccefefbsnslfr reducible gLALQaccfeefbfvpvfj SFS[D(4,1)(2,1)] gLALQaccefefbgnslfr reducible gLALQaccefefbnnslfr reducible gLLAQaeddfefbtaafsn toroidal gLLAQaeddfefbtaafsr toroidal gLAPPaccdeffnjjgjls SFS[D(5,2)(4,1)] gLAPPaccdeffjjjgjls SFS[D(4,1)(4,1)] gLAPPaccdeffjjjojin SFS[D(4,3)(4,1)] gLAPPaccdeffnjjojin SFS[D(5,3)(4,1)] gLALQaccefefnjjjlfr SFS[D(5,2)(4,1)] gLALQaccefefjjjjlfr SFS[D(4,1)(4,1)] gLALQaccefefnkkklgr toroidal gLALQaccefefjkkklgr SFS[D(5,2)(4,1)] gLALQaccfeefnjjpjcj SFS[D(5,3)(4,1)] gLALQaccfeefjjjpjcj SFS[D(4,3)(4,1)] gLALQaccfeefnkkpkfj toroidal gLALQaccfeefjkkpkfj SFS[D(5,3)(4,1)] gLAPPaccdeffbcjgjls reducible gLAPPaccdeffncjgjls toroidal gLAPPaccdeffjcjgjls toroidal gLALQaccefefngfglcr toroidal gLALQaccefefjgfglcr SFS[D(5,2)(4,1)] gLALQaccfeefnwjpjcj toroidal gLALQaccfeefjwjpjcj SFS[D(5,3)(4,1)] gLAPPaccdeffnwjgjls SFS[D(4,3)(4,1)] gLAPPaccdeffjwjgjls SFS[D(5,3)(4,1)] gLALQaccefefngvglcr SFS[D(5,2)(4,1)] gLALQaccefefjgvglcr SFS[D(4,1)(4,1)] gLALQaccfeefbcjpjcj SFS[D(4,1)(2,1)] gLALQaccfeefbgbejgj SFS[D(2,1)(2,1)] gLALQaccefefbggndcw SFS[D(2,1)(2,1)] gLALQaccfeefbggefgj SFS[D(2,1)(2,1)] gLLMQcbceefftbweasc reducible gLLMQcbceefftbweasj reducible gLLMQcbceefftbweasw reducible gLAPPaccedffbgjjciw SFS[D(2,1)(2,1)] gLAPPaccedffngjjciw reducible gLAPPaccedffjgjjciw SFS[D(2,1)(2,1)] gLAPPaccedffbgjgcer SFS[D(2,1)(2,1)] gLAPPaccedffngjgcer reducible gLAPPaccedffjgjgcer SFS[D(2,1)(2,1)] gLAPPaccedffbggjclr SFS[D(2,1)(2,1)] gLAPPaccedffbggkcdw SFS[D(2,1)(2,1)] gLLMQbccefefpboilvr reducible gLAzQaccefefbffntfw SFS[D(2,1)(2,1)] gLAzQaccefefbcbstcw SFS[D(2,1)(2,1)] gLAzQaccefefbffopfr SFS[D(2,1)(2,1)] gLAzQaccefefbcbwpcr SFS[D(2,1)(2,1)] gLALQaccefefbggslcr SFS[D(2,1)(2,1)] gLALQaccfeefbggpvgj SFS[D(2,1)(2,1)] gLALQaccfeefbgbpngj SFS[D(2,1)(2,1)] gLLMQaeefedfjplpvbf reducible gLLMQaeefedfjdtpfbf reducible gLLMQaeefedfjahpbbf reducible gLLMQaeefedfjpupkbf reducible gLLMQaeefedfjpupkjf SFS[D(3,1)(3,1)] gLLMQaeefedfjpupknf SFS[D(3,1)(3,2)] gLAPPaccedffngjkjuf SFS[D(3,1)(2,1)] gLAPPaccedffngjkwuf SFS[D(3,1)(2,1)] gLAPPaccedffbffrjlb reducible gLAPPaccedffbcbvwib reducible gLAPPaccedffbffrwlb reducible gLAPPaccedffbcbvjib reducible gLLMQbdefdefmntdogv reducible gLLMQbdefdefmntdrgv reducible gLLMQbdefdefmntdngv reducible gLALQaccefefngjvpvc reducible gLALQaccfeefngjlcvc reducible gLLAQbccefefpbomdvo reducible gLAPPaccdeffbfvgglb reducible gLLMQadeedffbeddvfs SFS[D(3,1)(2,1)] gLLMQadeedffbeddvfw SFS[D(3,1)(2,1)] gLALQaccefefnkkfpgc SFS[D(2,1)(2,1)] gLALQaccfeefnkklwfc SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgbib reducible gLAPPaccdeffncjgbib SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgbib SFS[D(3,1)(2,1)] gLALQaccefefngfnpcc SFS[D(2,1)(2,1)] gLALQaccfeefnwjlncc SFS[D(2,1)(2,1)] gLAPPaccdeffbcbnkib reducible gLAPPaccdeffbffkglb reducible gLLMQcbceeffdboddsj SFS[D(3,1)(2,1)] gLLMQcbceeffdboddsw SFS[D(3,1)(2,1)] gLAPPaccedffnkkjcuf SFS[D(2,1)(2,1)] gLAPPaccedffnkkgcuf SFS[D(2,1)(2,1)] gLLAQadeedffjeuevjo reducible gLLAQadeedffjetmvjo reducible gLLAQadeedffjehhvjo reducible gLLAQadeedffjelpvjo reducible gLLAQadeedffjelpvjr SFS[D(3,1)(2,1)] gLLAQadeedffjelpvjn SFS[D(3,1)(2,1)] gLAPPaccdeffngjnvuf SFS[D(2,1)(2,1)] gLAPPaccdeffngjkcuf SFS[D(2,1)(2,1)] gLLAQbccefefpbopdvo reducible gLLAQcbceeffdbomhvo reducible gLLAQcbceeffdbomhvn reducible gLLAQcbceeffdbomhvr reducible gLALQaccefefngjopvc reducible gLALQaccfeefngjlrvc reducible gLLAQadeedffbeddvbn SFS[D(3,1)(2,1)] gLLAQadeedffbeddvbr SFS[D(3,1)(2,1)] gLALQaccefefnkkrpgc SFS[D(2,1)(2,1)] gLALQaccfeefnkklofc SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgnib reducible gLAPPaccdeffncjgnib SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgnib SFS[D(3,1)(2,1)] gLALQaccefefngfspcc SFS[D(2,1)(2,1)] gLALQaccfeefnwjlbcc SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgflb reducible gLAPPaccdeffbffnwlb reducible gLAPPaccdeffbcbknib reducible gLLAQbccefefpbophvo reducible gLLAQcbceeffhbomhvo reducible gLLAQcbceeffhbomhvn reducible gLLAQcbceeffhbomhvr reducible gLALQaccefefngjohvc reducible gLALQaccfeefngjqrvc reducible gLLAQcbceeffhboqqon SFS[D(3,1)(2,1)] gLLAQcbceeffhboqqor SFS[D(3,1)(2,1)] gLALQaccefefnkknhfc SFS[D(2,1)(2,1)] gLALQaccfeefnkkqngc SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgfxb reducible gLAPPaccdeffjcjgfxb SFS[D(3,1)(2,1)] gLAPPaccdeffncjgfxb SFS[D(3,1)(2,1)] gLALQaccefefnwjfhcc SFS[D(2,1)(2,1)] gLALQaccfeefngfqwcc SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgnqb reducible gLLAQcbceeffhnoqqon SFS[D(3,1)(2,1)] gLLAQcbceeffhnoqqor SFS[D(3,1)(2,1)] gLALQaccefefnkknhrc SFS[D(2,1)(2,1)] gLALQaccfeefnkkqnjc SFS[D(2,1)(2,1)] gLALQaccefefbgnohwc SFS[D(2,1)(2,1)] gLLAQcbceeffhjoqqon reducible gLLAQcbceeffhjoqqor reducible gLAPPaccdeffbjjnfqb reducible gLAPPaccdeffnjjnfqb reducible gLAPPaccdeffjjjnfqb reducible gLAPPaccdeffbjjkfxb reducible gLAPPaccdeffjjjkfxb reducible gLAPPaccdeffnjjkfxb reducible gLALQaccefefbjjfhwc reducible gLALQaccefefnjjfhwc reducible gLALQaccefefjjjfhwc reducible gLALQaccefefbkknhkc reducible gLALQaccefefnkknhkc reducible gLALQaccefefjkknhkc reducible gLALQaccefefnggwhjc reducible gLALQaccefefjggwhjc reducible gLALQaccfeefbjjqfrc reducible gLALQaccfeefnjjqfrc reducible gLALQaccfeefjjjqfrc reducible gLALQaccfeefbkkqnkc reducible gLALQaccfeefnkkqnkc reducible gLALQaccfeefjkkqnkc reducible gLALQaccfeefnggqwjc reducible gLALQaccfeefjggqwjc reducible gLALQaccfeefbgnqorc SFS[D(2,1)(2,1)] gLLMQbccefefpboihvc reducible gLLMQcbceeffhboeasc reducible gLLMQcbceeffhboeasw reducible gLLMQcbceeffhboeasj reducible gLAPPaccedffngjgcqb reducible gLAPPaccedffngjjchf reducible gLLAQadeedffbhxxvjn SFS[D(3,1)(2,1)] gLLAQadeedffbhxxvjr SFS[D(3,1)(2,1)] gLAPPaccdeffnkkgcqb SFS[D(2,1)(2,1)] gLAPPaccdeffnkkovhf SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgsxf reducible gLAPPaccdeffncjgsxf SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgsxf SFS[D(3,1)(2,1)] gLAPPaccdeffjgvobxb SFS[D(2,1)(2,1)] gLAzQaccefefnwjshco SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgcqv reducible gLLAQadeedffjhxxvjn SFS[D(3,1)(2,1)] gLLAQadeedffjhxxvjr SFS[D(3,1)(2,1)] gLAPPaccdeffnkkkcqb SFS[D(2,1)(2,1)] gLAPPaccdeffnkknvhf SFS[D(2,1)(2,1)] gLAPPaccedffbsnjjhf reducible gLAPPaccedffbnnjjhf reducible gLAPPaccedffbgnjjhf reducible gLLAQadeedffnhxxvjn toroidal gLLAQadeedffnhxxvjr toroidal gLAPPaccdeffnjjjsxf SFS[D(5,2)(2,1)] gLAPPaccdeffjjjjsxf SFS[D(4,1)(2,1)] gLAPPaccdeffjjjroqv SFS[D(4,1)(2,1)] gLAPPaccdeffnjjroqv SFS[D(5,2)(2,1)] gLAzQaccefefnjjoqkb SFS[D(5,2)(2,1)] gLAzQaccefefjjjoqkb SFS[D(4,1)(2,1)] gLAPPaccdeffnkkjcqb toroidal gLAPPaccdeffjkkjcqb SFS[D(5,2)(2,1)] gLAzQaccefefnjjshjo SFS[D(5,2)(2,1)] gLAzQaccefefjjjshjo SFS[D(4,1)(2,1)] gLAPPaccdeffnkkrvhf toroidal gLAPPaccdeffjkkrvhf SFS[D(5,2)(2,1)] gLAPPaccdeffbgnnoqb SFS[D(2,1)(2,1)] gLLMQbdefdefafxqrov SFS[D(3,1)(2,1)] gLLMQbdefdefafxqnov SFS[D(3,1)(2,1)] gLALQaccefefnkkvxvb SFS[D(2,1)(2,1)] gLALQaccfeefnkkxcvf SFS[D(2,1)(2,1)] gLLMQbdefdefafxqrrv SFS[D(3,1)(2,1)] gLLMQbdefdefafxqnrv SFS[D(3,1)(2,1)] gLALQaccefefnkkvxwb SFS[D(2,1)(2,1)] gLALQaccfeefnkkxcsf SFS[D(2,1)(2,1)] gLLMQbdefdefafxqrnv toroidal gLLMQbdefdefafxqnnv toroidal gLAPPaccedffnjjsjho SFS[D(5,2)(2,1)] gLAPPaccedffjjjsjho SFS[D(4,1)(2,1)] gLAPPaccedffjjjowhv SFS[D(4,1)(2,1)] gLAPPaccedffnjjowhv SFS[D(5,2)(2,1)] gLALQaccefefnjjoxnb SFS[D(5,2)(2,1)] gLALQaccefefjjjoxnb SFS[D(4,1)(2,1)] gLALQaccefefnkkvxsb toroidal gLALQaccefefjkkvxsb SFS[D(5,2)(2,1)] gLALQaccfeefnjjxsjf SFS[D(5,2)(2,1)] gLALQaccfeefjjjxsjf SFS[D(4,1)(2,1)] gLALQaccfeefnkkxcwf toroidal gLALQaccfeefjkkxcwf SFS[D(5,2)(2,1)] gLALQaccefefbgnfxkb SFS[D(2,1)(2,1)] gLALQaccfeefbsnxjjf reducible gLALQaccfeefbnnxjjf reducible gLALQaccfeefbgnxjjf reducible gLLAQbccefefpboqhvo reducible gLLMQaeefedfbptqkbv reducible gLLMQaeefedfbptqknv reducible gLLMQaeefedfbptqkjv reducible gLALQaccefefngjbhvc reducible gLALQaccfeefngjqsvc reducible gLLAQaeddfefbxaaffn SFS[D(3,1)(2,1)] gLLAQaeddfefbxaaffr SFS[D(3,1)(2,1)] gLALQaccefefnkkkhgc SFS[D(2,1)(2,1)] gLALQaccfeefnkkqkfc SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjqb reducible gLAPPaccdeffncjgjqb SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjqb SFS[D(3,1)(2,1)] gLALQaccefefngfghcc SFS[D(2,1)(2,1)] gLALQaccfeefnwjqjcc SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgvxb reducible gLALQaccfeefbgnqswc SFS[D(2,1)(2,1)] gLLAQaeddfefjxaaffn reducible gLLAQaeddfefjxaaffr reducible gLAPPaccdeffbjjkjqb reducible gLAPPaccdeffnjjkjqb reducible gLAPPaccdeffjjjkjqb reducible gLAPPaccdeffbjjnjxb reducible gLAPPaccdeffjjjnjxb reducible gLAPPaccdeffnjjnjxb reducible gLALQaccefefbjjjhrc reducible gLALQaccefefnjjjhrc reducible gLALQaccefefjjjjhrc reducible gLALQaccefefbkkkhkc reducible gLALQaccefefnkkkhkc reducible gLALQaccefefjkkkhkc reducible gLALQaccefefnggghjc reducible gLALQaccefefjggghjc reducible gLALQaccfeefbjjqjwc reducible gLALQaccfeefnjjqjwc reducible gLALQaccfeefjjjqjwc reducible gLALQaccfeefbkkqkkc reducible gLALQaccfeefnkkqkkc reducible gLALQaccfeefjkkqkkc reducible gLALQaccfeefnggqgjc reducible gLALQaccfeefjggqgjc reducible gLALQaccefefbgnshrc SFS[D(2,1)(2,1)] gLLAQaeddfefnxaaffn SFS[D(3,1)(2,1)] gLLAQaeddfefnxaaffr SFS[D(3,1)(2,1)] gLALQaccefefnkkkhjc SFS[D(2,1)(2,1)] gLALQaccfeefnkkqkrc SFS[D(2,1)(2,1)] gLLMQaeefedfbaaqgnv SFS[D(3,1)(2,1)] gLLMQaeefedfbaaqgjv SFS[D(3,1)(2,1)] gLAPPaccedffnkkkcqb SFS[D(2,1)(2,1)] gLAPPaccedffnkkkchf SFS[D(2,1)(2,1)] gLLMQaeefedfjaaxgjf toroidal gLLMQaeefedfjaaxgnf toroidal gLAPPaccedffnjjjjxf SFS[D(5,2)(2,1)] gLAPPaccedffjjjjjxf SFS[D(4,1)(2,1)] gLAPPaccedffjjjjwqv SFS[D(4,1)(2,1)] gLAPPaccedffnjjjwqv SFS[D(5,2)(2,1)] gLAzQaccefefnjjjqnb SFS[D(5,2)(2,1)] gLAzQaccefefjjjjqnb SFS[D(4,1)(2,1)] gLAPPaccedffnkkkjqb toroidal gLAPPaccedffjkkkjqb SFS[D(5,2)(2,1)] gLAzQaccefefnjjjhjo SFS[D(5,2)(2,1)] gLAzQaccefefjjjjhjo SFS[D(4,1)(2,1)] gLAPPaccedffnkkkwhf toroidal gLAPPaccedffjkkkwhf SFS[D(5,2)(2,1)] gLAPPaccdeffbgnksqb SFS[D(2,1)(2,1)] gLAPPaccdeffbsnjshf reducible gLAPPaccdeffbnnjshf reducible gLAPPaccdeffbgnjshf reducible gLLMQaeefedfjaaqgnv SFS[D(3,1)(2,1)] gLLMQaeefedfjaaqgjv SFS[D(3,1)(2,1)] gLAPPaccedffnkkkwqb SFS[D(2,1)(2,1)] gLAPPaccedffnkkkjhf SFS[D(2,1)(2,1)] gLLMQaeefedfbptxkbf reducible gLLMQaeefedfbptxknf reducible gLLMQaeefedfbptxkjf reducible gLALQaccefefngjbxvb reducible gLALQaccfeefngjxsvf reducible gLLAQbccefefpboqqvb reducible gLAPPaccdeffbfvgvhv reducible gLLAQaeddfefbqaafvn SFS[D(3,1)(2,1)] gLLAQaeddfefbqaafvr SFS[D(3,1)(2,1)] gLALQaccefefnkkkxgb SFS[D(2,1)(2,1)] gLALQaccfeefnkkxkff SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjho reducible gLAPPaccdeffncjgjho SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjho SFS[D(3,1)(2,1)] gLALQaccefefngfgxcb SFS[D(2,1)(2,1)] gLALQaccfeefnwjxjcf SFS[D(2,1)(2,1)] gLALQaccfeefbsnxssf reducible gLALQaccfeefbnnxssf reducible gLALQaccfeefbgnxssf reducible gLALQaccefefbgnsxkb SFS[D(2,1)(2,1)] gLLAQaeddfefnqaafvn toroidal gLLAQaeddfefnqaafvr toroidal gLAPPaccdeffnjjjjho SFS[D(5,2)(2,1)] gLAPPaccdeffjjjjjho SFS[D(4,1)(2,1)] gLAPPaccdeffjjjrjhv SFS[D(4,1)(2,1)] gLAPPaccdeffnjjrjhv SFS[D(5,2)(2,1)] gLALQaccefefnjjjxkb SFS[D(5,2)(2,1)] gLALQaccefefjjjjxkb SFS[D(4,1)(2,1)] gLALQaccefefnkkkxjb toroidal gLALQaccefefjkkkxjb SFS[D(5,2)(2,1)] gLALQaccfeefnjjxjjf SFS[D(5,2)(2,1)] gLALQaccfeefjjjxjjf SFS[D(4,1)(2,1)] gLALQaccfeefnkkxkrf toroidal gLALQaccfeefjkkxkrf SFS[D(5,2)(2,1)] gLLAQaeddfefjqaafvn SFS[D(3,1)(2,1)] gLLAQaeddfefjqaafvr SFS[D(3,1)(2,1)] gLALQaccefefnkkkxkb SFS[D(2,1)(2,1)] gLALQaccfeefnkkxkkf SFS[D(2,1)(2,1)] gLAPPaccedffbrvscqb reducible gLAPPaccedffbrvocxb reducible gLALQaccefefbrvohbc reducible gLALQaccfeefbrvqsbc reducible gLALQaccefefbffohbc reducible gLALQaccfeefbffqsbc reducible gLAPPaccedffbkgscqb reducible gLAPPaccedffbkgocxb reducible gLALQaccefefbkgohbc reducible gLALQaccefefbjkbhoc reducible gLALQaccfeefbkgqsbc reducible gLALQaccfeefbjkqroc reducible gLLMQbdefdefafxxrof reducible gLLMQbdefdefafxxnof reducible gLAPPaccedffbjjscqb reducible gLAPPaccedffnjjscqb reducible gLAPPaccedffjjjscqb reducible gLAPPaccedffbjjocxb reducible gLAPPaccedffjjjocxb reducible gLAPPaccedffnjjocxb reducible gLALQaccefefbjjohbc reducible gLALQaccefefnjjohbc reducible gLALQaccefefjjjohbc reducible gLALQaccefefbkkvhvc reducible gLALQaccefefnkkvhvc reducible gLALQaccefefjkkvhvc reducible gLALQaccefefnggbhoc reducible gLALQaccefefjggbhoc reducible gLALQaccfeefbjjqsbc reducible gLALQaccfeefnjjqsbc reducible gLALQaccfeefjjjqsbc reducible gLALQaccfeefbkkqcvc reducible gLALQaccfeefnkkqcvc reducible gLALQaccfeefjkkqcvc reducible gLALQaccfeefnggqroc reducible gLALQaccfeefjggqroc reducible gLALQaccefefbwnohbc reducible gLALQaccfeefbwnqsbc reducible gLAPPaccedffbwnscqb reducible gLAPPaccedffbwnocxb reducible gLALQaccefefbcbohbc reducible gLALQaccfeefbcbqsbc reducible gLALQaccefefbgnfhgc reducible gLLAQbccefefaoomhvo reducible gLALQaccfeefbffqncc reducible gLLMQadeedffbxhpbfv reducible gLLMQadeedffbxhpbfs reducible gLLMQadeedffbxhpbfw reducible gLALQaccefefngjfhgc reducible gLALQaccfeefngjqwfc reducible gLLAQadeedffbxhubno reducible gLALQaccefefbgvjhgc reducible gLLAQadeedffbxlqbno reducible gLALQaccfeefbcbqgfc reducible gLLAQadeedffbxeebno reducible gLALQaccefefbffkhcc reducible gLLAQadeedffbxambno reducible gLLAQadeedffbxambnr reducible gLLAQadeedffbxambnn reducible gLALQaccefefngjghfc reducible gLALQaccfeefngjqjgc reducible gLALQaccfeefbgnqjgc reducible gLALQaccfeefbgvqfgc reducible gLLAQbccefefmcoahfo reducible gLLAQbccefefpboehbo reducible gLALQaccefefbcbwhfc reducible gLLMQbdefdefafxxrrf reducible gLLMQbdefdefafxxnrf reducible gLAPPaccedffbjjswqb reducible gLAPPaccedffnjjswqb reducible gLAPPaccedffjjjswqb reducible gLAPPaccedffbjjojxb reducible gLAPPaccedffjjjojxb reducible gLAPPaccedffnjjojxb reducible gLALQaccefefbjjohjc reducible gLALQaccefefnjjohjc reducible gLALQaccefefjjjohjc reducible gLALQaccefefbkkvhwc reducible gLALQaccefefnkkvhwc reducible gLALQaccefefjkkvhwc reducible gLALQaccefefnggbhnc reducible gLALQaccefefjggbhnc reducible gLALQaccfeefbjjqsnc reducible gLALQaccfeefnjjqsnc reducible gLALQaccfeefjjjqsnc reducible gLALQaccfeefbkkqcsc reducible gLALQaccfeefnkkqcsc reducible gLALQaccfeefjkkqcsc reducible gLALQaccfeefnggqrrc reducible gLALQaccfeefjggqrrc reducible gLALQaccefefbgnfhjc SFS[D(3,1)(2,1)] gLALQaccfeefbgnqjkc SFS[D(3,1)(2,1)] gLLMQbdefdefafxxrnf reducible gLLMQbdefdefafxxnnf reducible gLAPPaccedffbjjsjqb reducible gLAPPaccedffnjjsjqb reducible gLAPPaccedffjjjsjqb reducible gLAPPaccedffbjjowxb reducible gLAPPaccedffjjjowxb reducible gLAPPaccedffnjjowxb reducible gLALQaccefefbjjohnc reducible gLALQaccefefnjjohnc reducible gLALQaccefefjjjohnc reducible gLALQaccefefbkkvhsc reducible gLALQaccefefnkkvhsc reducible gLALQaccefefjkkvhsc reducible gLALQaccefefnggbhrc reducible gLALQaccefefjggbhrc reducible gLALQaccfeefbjjqsjc reducible gLALQaccfeefnjjqsjc reducible gLALQaccfeefjjjqsjc reducible gLALQaccfeefbkkqcwc reducible gLALQaccfeefnkkqcwc reducible gLALQaccfeefjkkqcwc reducible gLALQaccfeefnggqrnc reducible gLALQaccfeefjggqrnc reducible gLALQaccefefbgnfhkc SFS[D(3,1)(2,1)] gLALQaccfeefbgnqjjc SFS[D(3,1)(2,1)] gLAPPaccedffbgnjcqb reducible gLLMQcbceeffqbbeasc reducible gLLMQcbceeffqbbeasj reducible gLLMQcbceeffqbbeasw reducible gLAPPaccedffngjjcqb reducible gLAPPaccedffngjgchf reducible gLAPPaccedffbgvjcxb reducible gLLMQbccefefpboixvb reducible gLAPPaccdeffbfvgcxf reducible gLAzQaccefefbfvnqfb reducible gLAPPaccdeffbsnoohf reducible gLAPPaccdeffbnnoohf reducible gLAPPaccdeffbgnoohf reducible gLAPPaccdeffnjjooxf reducible gLAPPaccdeffjjjooxf reducible gLAPPaccdeffjjjgsqv reducible gLAPPaccdeffnjjgsqv reducible gLAzQaccefefnjjsqcb reducible gLAzQaccefefjjjsqcb reducible gLAPPaccdeffnkkovqb reducible gLAPPaccdeffjkkovqb reducible gLAzQaccefefnjjohfo reducible gLAzQaccefefjjjohfo reducible gLAPPaccdeffnkkgchf reducible gLAPPaccdeffjkkgchf reducible gLAPPaccdeffjwjgsqv reducible gLAPPaccdeffnwjgsqv reducible gLAzQaccefefbcjsqcb reducible gLAPPaccdeffjgfobhc reducible gLAPPaccdeffngfobhc reducible gLAPPaccdeffbcjgsqv reducible gLAzQaccefefnwjsqcb reducible gLAzQaccefefjwjsqcb reducible gLAPPaccdeffjgvobhc reducible gLAPPaccdeffngvobhc reducible gLAPPaccdeffjffooxf reducible gLAPPaccdeffbwwgrxb reducible gLAPPaccdeffjwwgrxb reducible gLAPPaccdeffnwwgrxb reducible gLAzQaccefefjffohfo reducible gLAPPaccdeffbrwgrqb reducible gLAPPaccedffbgnjwqb SFS[D(3,1)(2,1)] gLAPPaccdeffbsnrohf reducible gLAPPaccdeffbnnrohf reducible gLAPPaccdeffbgnrohf reducible gLLAQadeedffjxxxbjr toroidal gLLAQadeedffjxxxbjn toroidal gLAPPaccdeffnjjnoxf SFS[D(5,2)(3,1)] gLAPPaccdeffjjjnoxf SFS[D(4,1)(3,1)] gLAPPaccdeffjjjksqv SFS[D(4,3)(3,1)] gLAPPaccdeffnjjksqv SFS[D(5,3)(3,1)] gLAzQaccefefnjjsqwb SFS[D(5,2)(3,1)] gLAzQaccefefjjjsqwb SFS[D(4,1)(3,1)] gLAPPaccdeffnkknvqb toroidal gLAPPaccdeffjkknvqb SFS[D(5,2)(3,1)] gLAzQaccefefnjjohro SFS[D(5,3)(3,1)] gLAzQaccefefjjjohro SFS[D(4,3)(3,1)] gLAPPaccdeffnkkkchf toroidal gLAPPaccdeffjkkkchf SFS[D(5,3)(3,1)] gLAPPaccedffbgnjjqb SFS[D(3,1)(2,1)] gLAPPaccdeffbsnnohf reducible gLAPPaccdeffbnnnohf reducible gLAPPaccdeffbgnnohf reducible gLLAQadeedffnxxxbjr toroidal gLLAQadeedffnxxxbjn toroidal gLAPPaccdeffnjjroxf SFS[D(5,3)(3,1)] gLAPPaccdeffjjjroxf SFS[D(4,3)(3,1)] gLAPPaccdeffjjjjsqv SFS[D(4,1)(3,1)] gLAPPaccdeffnjjjsqv SFS[D(5,2)(3,1)] gLAzQaccefefnjjsqjb SFS[D(5,3)(3,1)] gLAzQaccefefjjjsqjb SFS[D(4,3)(3,1)] gLAPPaccdeffnkkrvqb toroidal gLAPPaccdeffjkkrvqb SFS[D(5,3)(3,1)] gLAzQaccefefnjjohko SFS[D(5,2)(3,1)] gLAzQaccefefjjjohko SFS[D(4,1)(3,1)] gLAPPaccdeffnkkjchf toroidal gLAPPaccdeffjkkjchf SFS[D(5,2)(3,1)] gLALQaccefefbgfvxob reducible gLLAQbccefefpbopqvb reducible gLALQaccefefbgnoxvb reducible gLLAQcbceeffqbbmhvo reducible gLLAQcbceeffqbbmhvn reducible gLLAQcbceeffqbbmhvr reducible gLALQaccefefngjoxvb reducible gLALQaccfeefngjxrvf reducible gLAPPaccdeffnjjofho reducible gLAPPaccdeffjjjofho reducible gLAPPaccdeffjjjgfhv reducible gLAPPaccdeffnjjgfhv reducible gLALQaccefefnjjfxcb reducible gLALQaccefefjjjfxcb reducible gLALQaccefefnkknxfb reducible gLALQaccefefjkknxfb reducible gLALQaccfeefnjjxfff reducible gLALQaccfeefjjjxfff reducible gLALQaccfeefnkkxngf reducible gLALQaccfeefjkkxngf reducible gLAPPaccdeffjwjgfhv reducible gLAPPaccdeffnwjgfhv reducible gLALQaccefefbcjfxcb reducible gLALQaccfeefngvxwcf reducible gLALQaccfeefjgvxwcf reducible gLAPPaccdeffbcjgfhv reducible gLALQaccefefnwjfxcb reducible gLALQaccefefjwjfxcb reducible gLALQaccfeefngfxwcf reducible gLALQaccfeefjgfxwcf reducible gLAPPaccdeffbfvgnho reducible gLALQaccefefbfvcxfb reducible gLALQaccfeefbsnxoff reducible gLALQaccfeefbnnxoff reducible gLALQaccfeefbgnxoff reducible gLALQaccefefbrwrxgb reducible gLAPPaccdeffjffofho reducible gLALQaccefefbwwwxgb reducible gLALQaccefefnwwwxgb reducible gLALQaccefefjwwwxgb reducible gLALQaccfeefjffxfff reducible gLALQaccefefbgnoxsb SFS[D(3,1)(2,1)] gLLAQcbceeffqnbqqon toroidal gLLAQcbceeffqnbqqor toroidal gLAPPaccdeffnjjrfho SFS[D(5,3)(3,1)] gLAPPaccdeffjjjrfho SFS[D(4,3)(3,1)] gLAPPaccdeffjjjjfhv SFS[D(4,1)(3,1)] gLAPPaccdeffnjjjfhv SFS[D(5,2)(3,1)] gLALQaccefefnjjfxjb SFS[D(5,3)(3,1)] gLALQaccefefjjjfxjb SFS[D(4,3)(3,1)] gLALQaccefefnkknxrb toroidal gLALQaccefefjkknxrb SFS[D(5,3)(3,1)] gLALQaccfeefnjjxfkf SFS[D(5,2)(3,1)] gLALQaccfeefjjjxfkf SFS[D(4,1)(3,1)] gLALQaccfeefnkkxnjf toroidal gLALQaccfeefjkkxnjf SFS[D(5,2)(3,1)] gLALQaccfeefbsnxokf reducible gLALQaccfeefbnnxokf reducible gLALQaccfeefbgnxokf reducible gLALQaccefefbgnoxwb SFS[D(3,1)(2,1)] gLLAQcbceeffqjbqqon toroidal gLLAQcbceeffqjbqqor toroidal gLAPPaccdeffnjjnfho SFS[D(5,2)(3,1)] gLAPPaccdeffjjjnfho SFS[D(4,1)(3,1)] gLAPPaccdeffjjjkfhv SFS[D(4,3)(3,1)] gLAPPaccdeffnjjkfhv SFS[D(5,3)(3,1)] gLALQaccefefnjjfxwb SFS[D(5,2)(3,1)] gLALQaccefefjjjfxwb SFS[D(4,1)(3,1)] gLALQaccefefnkknxkb toroidal gLALQaccefefjkknxkb SFS[D(5,2)(3,1)] gLALQaccfeefnjjxfrf SFS[D(5,3)(3,1)] gLALQaccfeefjjjxfrf SFS[D(4,3)(3,1)] gLALQaccfeefnkkxnkf toroidal gLALQaccfeefjkkxnkf SFS[D(5,3)(3,1)] gLALQaccfeefbsnxorf reducible gLALQaccfeefbnnxorf reducible gLALQaccfeefbgnxorf reducible gLALQaccefefbwnbdbc reducible gLALQaccfeefbwnecbc reducible gLAPPaccedffbwnwcub reducible gLAPPaccedffbwnncpb reducible gLAPPaccedffbrvwcub reducible gLAPPaccedffbrvncpb reducible gLALQaccefefbrvbdbc reducible gLALQaccfeefbrvecbc reducible gLLAQbccefefmcoipvo reducible gLALQaccefefbgvwdgc reducible gLALQaccefefbgnrdgc reducible gLLAQadeedffbutqvbo reducible gLLAQadeedffbutqvbn reducible gLLAQadeedffbutqvbr reducible gLALQaccefefngjrdgc reducible gLALQaccfeefngjeofc reducible gLALQaccfeefbgvevgc reducible gLLAQadeedffbuehvbo reducible gLLAQcbceeffpboeloo reducible gLLAQcbceeffpboelon reducible gLLAQcbceeffpboelor reducible gLALQaccefefngjndfc reducible gLALQaccfeefngjengc reducible gLALQaccfeefbgnengc reducible gLALQaccefefbggvdrc SFS[D(3,1)(2,1)] gLALQaccfeefbggesnc SFS[D(3,1)(2,1)] gLAPPaccedffbrvwjub reducible gLAPPaccedffbrvnwpb reducible gLALQaccefefbrvbdnc reducible gLALQaccfeefbrvecjc reducible gLALQaccefefbgvwdkc SFS[D(3,1)(2,1)] gLALQaccfeefbgvevjc SFS[D(3,1)(2,1)] gLALQaccefefbggvdnc SFS[D(3,1)(2,1)] gLALQaccfeefbggesrc SFS[D(3,1)(2,1)] gLAPPaccedffbrvwwub reducible gLAPPaccedffbrvnjpb reducible gLALQaccefefbrvbdjc reducible gLALQaccfeefbrvecnc reducible gLALQaccefefbgvwdjc SFS[D(3,1)(2,1)] gLALQaccfeefbgvevkc SFS[D(3,1)(2,1)] gLAPPaccedffbgvkclf reducible gLLMQbccefefpboidvc reducible gLAPPaccedffbgngcic reducible gLLMQcbceeffpboeasc reducible gLLMQcbceeffpboeasw reducible gLLMQcbceeffpboeasj reducible gLAPPaccedffngjgcic reducible gLAPPaccedffngjjcef reducible gLAPPaccdeffnjjoblf reducible gLAPPaccdeffjjjoblf reducible gLAPPaccdeffjjjgcmg reducible gLAPPaccdeffnjjgcmg reducible gLAzQaccefefnjjwtcv reducible gLAzQaccefefjjjwtcv reducible gLAPPaccdeffnkkooic reducible gLAPPaccdeffjkkooic reducible gLAzQaccefefnjjnpfo reducible gLAzQaccefefjjjnpfo reducible gLAPPaccdeffnkkgref reducible gLAPPaccdeffjkkgref reducible gLAPPaccdeffjwjgcmg reducible gLAPPaccdeffnwjgcmg reducible gLAzQaccefefbcjwtcv reducible gLAPPaccdeffjgfovdc reducible gLAPPaccdeffngfovdc reducible gLAPPaccdeffbcjgcmg reducible gLAzQaccefefnwjwtcv reducible gLAzQaccefefjwjwtcv reducible gLAPPaccdeffjgvovdc reducible gLAPPaccdeffngvovdc reducible gLAPPaccdeffbfvgslf reducible gLAzQaccefefbfvotfv reducible gLAPPaccdeffbrwgcic reducible gLAPPaccdeffjffoblf reducible gLAPPaccdeffbwwgslf reducible gLAPPaccdeffjwwgslf reducible gLAPPaccdeffnwwgslf reducible gLAzQaccefefjffnpfo reducible gLAPPaccedffbgvkwlf SFS[D(3,1)(2,1)] gLAPPaccdeffbggjslf SFS[D(3,1)(2,1)] gLAPPaccdeffbggrvdc SFS[D(3,1)(2,1)] gLAPPaccdeffbwwjslf reducible gLAPPaccedffbgvkjlf SFS[D(3,1)(2,1)] gLAPPaccdeffbggkslf SFS[D(3,1)(2,1)] gLAPPaccdeffbggnvdc SFS[D(3,1)(2,1)] gLAPPaccdeffbwwkslf reducible gLALQaccefefbgnvlvf reducible gLLMQbdefdefmnttogv reducible gLLMQbdefdefmnttrgv reducible gLLMQbdefdefmnttngv reducible gLALQaccefefngjvlvf reducible gLALQaccfeefngjpcvb reducible gLALQaccefefbgfblof reducible gLLAQbccefefpbomtvv reducible gLAPPaccdeffbfvgblv reducible gLALQaccefefbfvwlff reducible gLAPPaccdeffnjjoklv reducible gLAPPaccdeffjjjoklv reducible gLAPPaccdeffjjjggio reducible gLAPPaccdeffnjjggio reducible gLALQaccefefnjjklcf reducible gLALQaccefefjjjklcf reducible gLALQaccefefnkkglff reducible gLALQaccefefjkkglff reducible gLALQaccfeefnjjpgfb reducible gLALQaccfeefjjjpgfb reducible gLALQaccfeefnkkpjgb reducible gLALQaccfeefjkkpjgb reducible gLAPPaccdeffjwjggio reducible gLAPPaccdeffnwjggio reducible gLALQaccefefbcjklcf reducible gLALQaccfeefngvpkcb reducible gLALQaccfeefjgvpkcb reducible gLAPPaccdeffbcjggio reducible gLALQaccefefnwjklcf reducible gLALQaccefefjwjklcf reducible gLALQaccfeefngfpkcb reducible gLALQaccfeefjgfpkcb reducible gLAPPaccdeffjffoklv reducible gLALQaccefefbwwjlgf reducible gLALQaccefefnwwjlgf reducible gLALQaccefefjwwjlgf reducible gLALQaccfeefjffpgfb reducible gLALQaccefefbrwflgf reducible gLALQaccefefbgfblnf SFS[D(3,1)(2,1)] gLALQaccefefbggjljf SFS[D(3,1)(2,1)] gLALQaccfeefbggpkjb SFS[D(3,1)(2,1)] gLALQaccefefbwwjljf reducible gLALQaccefefbgfblrf SFS[D(3,1)(2,1)] gLALQaccefefbggjlkf SFS[D(3,1)(2,1)] gLALQaccfeefbggpkwb SFS[D(3,1)(2,1)] gLALQaccefefbwwjlkf reducible gLLAQbccefefpboqpvo reducible gLLMQaeefedfbptmkbg reducible gLLMQaeefedfbptmkng reducible gLLMQaeefedfbptmkjg reducible gLALQaccefefngjbdvc reducible gLALQaccfeefngjesvc reducible gLLAQaeddfefbiaafgn SFS[D(3,1)(2,1)] gLLAQaeddfefbiaafgr SFS[D(3,1)(2,1)] gLALQaccefefnkkkdgc SFS[D(2,1)(2,1)] gLALQaccfeefnkkekfc SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjub reducible gLAPPaccdeffncjgjub SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjub SFS[D(3,1)(2,1)] gLALQaccefefngfgdcc SFS[D(2,1)(2,1)] gLALQaccfeefnwjejcc SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgvpb reducible gLALQaccfeefbgvecrc SFS[D(2,1)(2,1)] gLALQaccefefbggcdjc SFS[D(2,1)(2,1)] gLALQaccfeefbggeojc SFS[D(2,1)(2,1)] gLALQaccefefbgvgdwc SFS[D(2,1)(2,1)] gLAPPaccdeffbrvnrub reducible gLAPPaccdeffbrvkvpb reducible gLALQaccefefbrvrdwc reducible gLALQaccfeefbrvevrc reducible gLLMQaeefedfbaalgjf SFS[D(3,1)(2,1)] gLLMQaeefedfbaalgnf SFS[D(3,1)(2,1)] gLAPPaccedffnkkkcic SFS[D(2,1)(2,1)] gLAPPaccedffnkkkcef SFS[D(2,1)(2,1)] gLAPPaccdeffbgvkclf SFS[D(2,1)(2,1)] gLAPPaccdeffbwwrolf reducible gLAPPaccdeffbggrolf SFS[D(2,1)(2,1)] gLAPPaccdeffbggjcdc SFS[D(2,1)(2,1)] gLLMQaeefedfbptlkbf reducible gLLMQaeefedfbptlknf reducible gLLMQaeefedfbptlkjf reducible gLALQaccefefngjblvf reducible gLALQaccfeefngjpsvb reducible gLLAQbccefefpboqtvv reducible gLAPPaccdeffbfvgvio reducible gLLAQaeddfefbtaafvn SFS[D(3,1)(2,1)] gLLAQaeddfefbtaafvr SFS[D(3,1)(2,1)] gLALQaccefefnkkklgf SFS[D(2,1)(2,1)] gLALQaccfeefnkkpkfb SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjlv reducible gLAPPaccdeffncjgjlv SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjlv SFS[D(3,1)(2,1)] gLALQaccefefngfglcf SFS[D(2,1)(2,1)] gLALQaccfeefnwjpjcb SFS[D(2,1)(2,1)] gLALQaccefefbwwolrf reducible gLALQaccefefbggolrf SFS[D(2,1)(2,1)] gLALQaccfeefbggpcnb SFS[D(2,1)(2,1)] gLALQaccefefbgfgljf SFS[D(2,1)(2,1)] gLLMQbdefdefmntiogg reducible gLLMQbdefdefmntirgg reducible gLLMQbdefdefmntingg reducible gLALQaccefefngjvdvc reducible gLALQaccfeefngjecvc reducible gLLAQbccefefpbompvo reducible gLAPPaccdeffbfvgbub reducible gLLAQadeedffbmiionr SFS[D(3,1)(2,1)] gLLAQadeedffbmiionn SFS[D(3,1)(2,1)] gLALQaccefefnkkgdfc SFS[D(2,1)(2,1)] gLALQaccfeefnkkejgc SFS[D(2,1)(2,1)] gLAPPaccdeffbcjggpb reducible gLAPPaccdeffjcjggpb SFS[D(3,1)(2,1)] gLAPPaccdeffncjggpb SFS[D(3,1)(2,1)] gLALQaccefefnwjkdcc SFS[D(2,1)(2,1)] gLALQaccfeefngfekcc SFS[D(2,1)(2,1)] gLALQaccefefbgvbdrc SFS[D(2,1)(2,1)] gLAPPaccdeffbrvkbub reducible gLAPPaccdeffbrvncpb reducible gLALQaccefefbrvwdrc reducible gLALQaccfeefbrvenwc reducible gLALQaccfeefbgvekwc SFS[D(2,1)(2,1)] gLALQaccefefbggndjc SFS[D(2,1)(2,1)] gLALQaccfeefbggefjc SFS[D(2,1)(2,1)] gLLMQcbceefftbveasc reducible gLLMQcbceefftbveasj reducible gLLMQcbceefftbveasw reducible gLAPPaccedffngjjcic reducible gLAPPaccedffngjgcef reducible gLLMQbccefefpboilvf reducible gLAPPaccdeffbfvgsmg reducible gLLMQadeedffbmiiogs SFS[D(3,1)(2,1)] gLLMQadeedffbmiiogw SFS[D(3,1)(2,1)] gLAPPaccdeffnkkgric SFS[D(2,1)(2,1)] gLAPPaccdeffnkkooef SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgclf reducible gLAPPaccdeffncjgclf SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgclf SFS[D(3,1)(2,1)] gLAPPaccdeffjgvovlf SFS[D(2,1)(2,1)] gLAzQaccefefnwjwpco SFS[D(2,1)(2,1)] gLAPPaccedffbwwjwlf reducible gLAPPaccedffbggjwlf SFS[D(2,1)(2,1)] gLAPPaccedffbggkjdc SFS[D(2,1)(2,1)] gLAPPaccdeffbgvnvlf SFS[D(2,1)(2,1)] gLLAQcbceefftbvttvn SFS[D(3,1)(2,1)] gLLAQcbceefftbvttvr SFS[D(3,1)(2,1)] gLALQaccefefnkkolvf SFS[D(2,1)(2,1)] gLALQaccfeefnkkprvb SFS[D(2,1)(2,1)] gLALQaccefefbgfwljf SFS[D(2,1)(2,1)] gLALQaccefefbwwslwf reducible gLALQaccefefbggslwf SFS[D(2,1)(2,1)] gLALQaccfeefbggpvkb SFS[D(2,1)(2,1)] gLLMQaeefedfbiadgbv reducible gLLMQaeefedfblldvbv reducible gLLMQaeefedfbpldvjv reducible gLAPPaccedffnrokctb reducible gLLMQaeefedfbdtdfjv reducible gLAPPaccedffnfwkctb reducible gLLMQaeefedfbqtdfbv reducible gLLMQaeefedfbdedsjv reducible gLAPPaccedffnsbkctb reducible gLLMQaeefedfbqedsbv reducible gLLMQaeefedfbqedsnv SFS[D(3,1)(3,2)] gLLMQaeefedfbqedsjv SFS[D(3,1)(3,1)] gLAPPaccedffngbkctb SFS[D(3,1)(2,1)] gLAPPaccedffnsjkctb SFS[D(3,1)(2,1)] gLLMQaeefedfbihdbbv reducible gLLMQaeefedfbihdbjv SFS[D(3,1)(3,1)] gLLMQaeefedfbihdbnv SFS[D(3,1)(3,2)] gLAPPaccedffnnbkctb SFS[D(3,1)(2,1)] gLAPPaccedffnsnkctb SFS[D(3,1)(2,1)] gLLMQaeefedfbahdbjv reducible gLAPPaccedffnnnkctb reducible gLLMQaeefedfbludkbv reducible gLLMQaeefedfbludknv SFS[D(3,1)(3,2)] gLLMQaeefedfbludkjv SFS[D(3,1)(3,1)] gLAPPaccedffnnjkctb SFS[D(3,1)(2,1)] gLAPPaccedffngnkctb SFS[D(3,1)(2,1)] gLLAQaeddfefbpppkfr SFS[D(3,1)(2,1)] gLLAQaeddfefbpppkfn SFS[D(3,1)(2,1)] gLAPPaccdeffnkkobtb SFS[D(2,1)(2,1)] gLAPPaccdeffnkkgstb SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgrdv reducible gLAPPaccdeffjcjgrdv SFS[D(3,1)(2,1)] gLAPPaccdeffncjgrdv SFS[D(3,1)(2,1)] gLAzQaccefefnwjvicb SFS[D(2,1)(2,1)] gLAPPaccdeffjgvoomb SFS[D(2,1)(2,1)] gLAPPaccdeffbwbgrdv reducible gLAPPaccdeffjwbgrdv SFS[D(3,1)(2,1)] gLAPPaccdeffnwbgrdv SFS[D(3,1)(2,1)] gLAzQaccefefncnvicb SFS[D(2,1)(2,1)] gLAPPaccdeffjsfoomb SFS[D(2,1)(2,1)] gLAPPaccdeffbjngrdv reducible gLAPPaccdeffbkwgstb reducible gLAPPaccdeffbfvgrdv reducible gLAPPaccdeffbkfgrdv reducible gLAPPaccdeffbjwgcmb reducible gLAPPaccdeffbrggrdv reducible gLLMQaeefedfjpldvbv reducible gLLMQaeefedfjpudkbv reducible gLLMQaeefedfjpudkjv reducible gLLMQaeefedfjpudknv reducible gLAPPaccedffngjkjtb reducible gLAPPaccedffngjkwtb reducible gLALQaccfeefbrgirbf reducible gLALQaccfeefbfvirbf reducible gLALQaccfeefbkfirbf reducible gLALQaccfeefbjwicof reducible gLLMQaeefedfbaddgnv SFS[D(3,1)(2,1)] gLLMQaeefedfbaddgjv SFS[D(3,1)(2,1)] gLALQaccefefnkkbmvb SFS[D(2,1)(2,1)] gLALQaccfeefnkkisvf SFS[D(2,1)(2,1)] gLALQaccfeefbjnirbf reducible gLALQaccfeefbkwisvf reducible gLAPPaccedffncnvcdo SFS[D(2,1)(2,1)] gLALQaccefefjsfomob SFS[D(2,1)(2,1)] gLALQaccfeefbwbirbf reducible gLALQaccfeefnwbirbf SFS[D(3,1)(2,1)] gLALQaccfeefjwbirbf SFS[D(3,1)(2,1)] gLAPPaccedffnwjvcdo SFS[D(2,1)(2,1)] gLALQaccefefjgvomob SFS[D(2,1)(2,1)] gLALQaccfeefbcjirbf reducible gLALQaccfeefncjirbf SFS[D(3,1)(2,1)] gLALQaccfeefjcjirbf SFS[D(3,1)(2,1)] gLAPPaccdeffbfvgjdo reducible gLALQaccfeefbfvijcf reducible gLLAQaeddfefbpuurfr SFS[D(3,1)(2,1)] gLLAQaeddfefbpuurfn SFS[D(3,1)(2,1)] gLALQaccefefnkksmfb SFS[D(2,1)(2,1)] gLALQaccfeefnkkibgf SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgvev reducible gLAPPaccdeffjcjgvev SFS[D(3,1)(2,1)] gLAPPaccdeffncjgvev SFS[D(3,1)(2,1)] gLALQaccefefnwjrmcb SFS[D(2,1)(2,1)] gLALQaccfeefngfiocf SFS[D(2,1)(2,1)] gLAPPaccdeffnwjordo SFS[D(2,1)(2,1)] gLALQaccefefjgvcmgb SFS[D(2,1)(2,1)] gLALQaccfeefbcjivff reducible gLALQaccfeefncjivff SFS[D(3,1)(2,1)] gLALQaccfeefjcjivff SFS[D(3,1)(2,1)] gLALQaccefefnsbsmfb SFS[D(4,1)(2,1)] gLALQaccefefjsbsmfb SFS[D(5,2)(2,1)] gLALQaccfeefnsbibgf SFS[D(4,1)(2,1)] gLALQaccfeefjsbibgf SFS[D(5,2)(2,1)] gLLAQaeddfefbpadrfr SFS[D(5,2)(2,1)] gLLAQaeddfefbpadrfn toroidal gLAPPaccdeffnrfordo SFS[D(4,1)(2,1)] gLAPPaccdeffjrfordo SFS[D(5,2)(2,1)] gLALQaccefefnrfrmcb SFS[D(4,1)(2,1)] gLALQaccefefjrfrmcb SFS[D(5,2)(2,1)] gLALQaccefefnsnsmfb toroidal gLALQaccefefjsnsmfb toroidal gLALQaccefefncwcmgb SFS[D(5,2)(2,1)] gLALQaccefefjcwcmgb SFS[D(4,1)(2,1)] gLALQaccfeefnnbibgf SFS[D(5,2)(2,1)] gLALQaccfeefjnbibgf toroidal gLALQaccfeefnwoiocf SFS[D(4,1)(2,1)] gLALQaccfeefjwoiocf SFS[D(5,2)(2,1)] gLLAQaeddfefbpedrfn SFS[D(2,1)(2,1)] gLALQaccefefngnsmfb SFS[D(3,1)(2,1)] gLALQaccefefjgnsmfb SFS[D(3,1)(2,1)] gLALQaccfeefjnjibgf SFS[D(2,1)(2,1)] gLLAQaeddfefbpddrfn SFS[D(2,1)(2,1)] gLALQaccefefnnnsmfb SFS[D(3,1)(2,1)] gLALQaccefefjnnsmfb SFS[D(3,1)(2,1)] gLALQaccfeefjnnibgf SFS[D(2,1)(2,1)] gLLAQaeddfefbpahrfr SFS[D(4,1)(2,1)] gLLAQaeddfefbpahrfn SFS[D(5,2)(2,1)] gLALQaccefefnsjsmfb SFS[D(5,2)(2,1)] gLALQaccefefjsjsmfb SFS[D(4,1)(2,1)] gLLMQbdefdefmntpogf reducible gLLMQbdefdefmntprgf reducible gLLMQbdefdefmntpngf reducible gLALQaccefefngjvmvb reducible gLALQaccfeefngjicvf reducible gLALQaccfeefbgnicvf reducible gLALQaccfeefbgfirof reducible gLLAQbccefefpbomivb reducible gLAPPaccdeffjffocev reducible gLALQaccefefjffwmfb reducible gLALQaccfeefbwwifgf reducible gLALQaccfeefnwwifgf reducible gLALQaccfeefjwwifgf reducible gLALQaccfeefbrwijgf reducible gLAPPaccdeffbfvggev reducible gLALQaccfeefbfvigff reducible gLAPPaccdeffnjjgbdo reducible gLAPPaccdeffjjjgbdo reducible gLAPPaccdeffjjjocev reducible gLAPPaccdeffnjjocev reducible gLALQaccefefnjjwmfb reducible gLALQaccefefjjjwmfb reducible gLALQaccefefnkkfmgb reducible gLALQaccefefjkkfmgb reducible gLALQaccfeefnjjincf reducible gLALQaccfeefjjjincf reducible gLALQaccfeefnkkiwff reducible gLALQaccfeefjkkiwff reducible gLAPPaccdeffbcjgbdo reducible gLALQaccefefngfnmcb reducible gLALQaccefefjgfnmcb reducible gLALQaccfeefnwjincf reducible gLALQaccfeefjwjincf reducible gLAPPaccdeffnwjgbdo reducible gLAPPaccdeffjwjgbdo reducible gLALQaccefefngvnmcb reducible gLALQaccefefjgvnmcb reducible gLALQaccfeefbcjincf reducible gLAPPaccedffbrvgcdv reducible gLAPPaccedffbrvkcdv reducible gLAzQaccefefbrvgibb reducible gLAzQaccefefbrvkibb reducible gLAzQaccefefbwngibb reducible gLAzQaccefefbwnkibb reducible gLAPPaccedffbwngcdv reducible gLAPPaccedffbwnkcdv reducible gLAPPaccdeffbgngrtb reducible gLLMQadeedffbluqbgv reducible gLLMQadeedffbluqbgs reducible gLLMQadeedffbluqbgw reducible gLAPPaccdeffngjgrtb reducible gLAPPaccdeffngjootb reducible gLLAQadeedffbluebjo reducible gLAPPaccdeffbgfgrmb reducible gLLAQadeedffbllpbjo reducible gLLAQadeedffbllpbjr reducible gLLAQadeedffbllpbjn reducible gLAPPaccdeffngjovtb reducible gLAPPaccdeffngjgctb reducible gLAPPaccdeffbgngctb reducible gLAPPaccdeffbgfgsmb reducible gLLMQadeedffbllabgv reducible gLLAQadeedffjluebjo reducible gLLAQadeedffjllpbjo reducible gLLAQadeedffjllpbjr reducible gLLAQadeedffjllpbjn reducible gLAPPaccdeffngjnvtb reducible gLAPPaccdeffngjkctb reducible gLLAQadeedffnluebjo reducible gLLAQadeedffnllpbjo reducible gLLAQadeedffnllpbjr reducible gLLAQadeedffnllpbjn reducible gLAPPaccdeffngjrvtb reducible gLAPPaccdeffngjjctb reducible gLALQaccfeefbgfisof reducible gLLAQbccefefpbopivb reducible gLLAQcbceeffibbmhvo reducible gLLAQcbceeffibbmhvn reducible gLLAQcbceeffibbmhvr reducible gLALQaccefefngjomvb reducible gLALQaccfeefngjirvf reducible gLALQaccfeefbgnirvf reducible gLALQaccfeefbrwingf reducible gLAPPaccdeffjffowev reducible gLALQaccefefjffcmfb reducible gLALQaccfeefbwwivgf reducible gLALQaccfeefnwwivgf reducible gLALQaccfeefjwwivgf reducible gLAPPaccdeffnjjgndo reducible gLAPPaccdeffjjjgndo reducible gLAPPaccdeffjjjowev reducible gLAPPaccdeffnjjowev reducible gLALQaccefefnjjcmfb reducible gLALQaccefefjjjcmfb reducible gLALQaccefefnkkrmgb reducible gLALQaccefefjkkrmgb reducible gLALQaccfeefnjjibcf reducible gLALQaccfeefjjjibcf reducible gLALQaccfeefnkkioff reducible gLALQaccfeefjkkioff reducible gLAPPaccdeffbcjgndo reducible gLALQaccefefngfsmcb reducible gLALQaccefefjgfsmcb reducible gLALQaccfeefnwjibcf reducible gLALQaccfeefjwjibcf reducible gLAPPaccdeffnwjgndo reducible gLAPPaccdeffjwjgndo reducible gLALQaccefefngvsmcb reducible gLALQaccefefjgvsmcb reducible gLALQaccfeefbcjibcf reducible gLAPPaccdeffbfvgfev reducible gLALQaccfeefbfvifff reducible gLALQaccefefbwnbebb reducible gLALQaccfeefbwndcbf reducible gLAPPaccedffbwnwcpo reducible gLAPPaccedffbwnncuv reducible gLAPPaccedffbrvwcpo reducible gLAPPaccedffbrvncuv reducible gLALQaccefefbrvbebb reducible gLALQaccfeefbrvdcbf reducible gLLAQbccefefmcoiuvb reducible gLALQaccefefbgvwegb reducible gLALQaccefefbgnregb reducible gLLAQadeedffbptqbbo reducible gLLAQadeedffbptqbbn reducible gLLAQadeedffbptqbbr reducible gLALQaccefefngjregb reducible gLALQaccfeefngjdoff reducible gLALQaccfeefbgvdvgf reducible gLLAQadeedffbpehbbo reducible gLLAQcbceeffubbeloo reducible gLLAQcbceeffubbelon reducible gLLAQcbceeffubbelor reducible gLALQaccefefngjnefb reducible gLALQaccfeefngjdngf reducible gLALQaccfeefbgndngf reducible gLALQaccefefbggverb SFS[D(3,1)(2,1)] gLALQaccfeefbggdsnf SFS[D(3,1)(2,1)] gLAPPaccedffbrvwjpo reducible gLAPPaccedffbrvnwuv reducible gLALQaccefefbrvbenb reducible gLALQaccfeefbrvdcjf reducible gLALQaccefefbgvwekb SFS[D(3,1)(2,1)] gLALQaccfeefbgvdvjf SFS[D(3,1)(2,1)] gLALQaccefefbggvenb SFS[D(3,1)(2,1)] gLALQaccfeefbggdsrf SFS[D(3,1)(2,1)] gLAPPaccedffbrvwwpo reducible gLAPPaccedffbrvnjuv reducible gLALQaccefefbrvbejb reducible gLALQaccfeefbrvdcnf reducible gLALQaccefefbgvwejb SFS[D(3,1)(2,1)] gLALQaccfeefbgvdvkf SFS[D(3,1)(2,1)] gLAPPaccedffbgvkctf reducible gLLMQbccefefpboievb reducible gLAPPaccedffbgngcmc reducible gLLMQcbceeffubbeasc reducible gLLMQcbceeffubbeasw reducible gLLMQcbceeffubbeasj reducible gLAPPaccedffngjgcmc reducible gLAPPaccedffngjjcdb reducible gLAPPaccdeffnjjobtv reducible gLAPPaccdeffjjjobtv reducible gLAPPaccdeffjjjgcig reducible gLAPPaccdeffnjjgcig reducible gLAzQaccefefnjjwlcv reducible gLAzQaccefefjjjwlcv reducible gLAPPaccdeffnkkoomc reducible gLAPPaccdeffjkkoomc reducible gLAzQaccefefnjjnufb reducible gLAzQaccefefjjjnufb reducible gLAPPaccdeffnkkgrdb reducible gLAPPaccdeffjkkgrdb reducible gLAPPaccdeffjwjgcig reducible gLAPPaccdeffnwjgcig reducible gLAzQaccefefbcjwlcv reducible gLAPPaccdeffjgfoveb reducible gLAPPaccdeffngfoveb reducible gLAPPaccdeffbcjgcig reducible gLAzQaccefefnwjwlcv reducible gLAzQaccefefjwjwlcv reducible gLAPPaccdeffjgvoveb reducible gLAPPaccdeffngvoveb reducible gLAPPaccdeffbfvgstv reducible gLAzQaccefefbfvolfv reducible gLAPPaccdeffbrwgcmc reducible gLAPPaccdeffjffobtv reducible gLAPPaccdeffbwwgstf reducible gLAPPaccdeffjwwgstf reducible gLAPPaccdeffnwwgstf reducible gLAzQaccefefjffnufb reducible gLAPPaccedffbgvkwtf SFS[D(3,1)(2,1)] gLAPPaccdeffbggjstf SFS[D(3,1)(2,1)] gLAPPaccdeffbggrveb SFS[D(3,1)(2,1)] gLAPPaccdeffbwwjstf reducible gLAPPaccedffbgvkjtf SFS[D(3,1)(2,1)] gLAPPaccdeffbggkstf SFS[D(3,1)(2,1)] gLAPPaccdeffbggnveb SFS[D(3,1)(2,1)] gLAPPaccdeffbwwkstf reducible gLALQaccefefbgnvtvf reducible gLLMQbdefdefmntlogf reducible gLLMQbdefdefmntlrgf reducible gLLMQbdefdefmntlngf reducible gLALQaccefefngjvtvf reducible gLALQaccfeefngjucvb reducible gLALQaccefefbgfbtof reducible gLLAQbccefefpbomlvv reducible gLAPPaccdeffbfvgbtv reducible gLALQaccefefbfvwtff reducible gLAPPaccdeffnjjoktv reducible gLAPPaccdeffjjjoktv reducible gLAPPaccdeffjjjggmo reducible gLAPPaccdeffnjjggmo reducible gLALQaccefefnjjktcf reducible gLALQaccefefjjjktcf reducible gLALQaccefefnkkgtff reducible gLALQaccefefjkkgtff reducible gLALQaccfeefnjjugfb reducible gLALQaccfeefjjjugfb reducible gLALQaccfeefnkkujgb reducible gLALQaccfeefjkkujgb reducible gLAPPaccdeffjwjggmo reducible gLAPPaccdeffnwjggmo reducible gLALQaccefefbcjktcf reducible gLALQaccfeefngvukcb reducible gLALQaccfeefjgvukcb reducible gLAPPaccdeffbcjggmo reducible gLALQaccefefnwjktcf reducible gLALQaccefefjwjktcf reducible gLALQaccfeefngfukcb reducible gLALQaccfeefjgfukcb reducible gLAPPaccdeffjffoktv reducible gLALQaccefefbwwjtgf reducible gLALQaccefefnwwjtgf reducible gLALQaccefefjwwjtgf reducible gLALQaccfeefjffugfb reducible gLALQaccefefbrwftgf reducible gLALQaccefefbgfbtnf SFS[D(3,1)(2,1)] gLALQaccefefbggjtjf SFS[D(3,1)(2,1)] gLALQaccfeefbggukjb SFS[D(3,1)(2,1)] gLALQaccefefbwwjtjf reducible gLALQaccefefbgfbtrf SFS[D(3,1)(2,1)] gLALQaccefefbggjtkf SFS[D(3,1)(2,1)] gLALQaccfeefbggukwb SFS[D(3,1)(2,1)] gLALQaccefefbwwjtkf reducible gLLAQbccefefpboquvb reducible gLLMQaeefedfbptikbg reducible gLLMQaeefedfbptikng reducible gLLMQaeefedfbptikjg reducible gLALQaccefefngjbevb reducible gLALQaccfeefngjdsvf reducible gLLAQaeddfefbmaafgn SFS[D(3,1)(2,1)] gLLAQaeddfefbmaafgr SFS[D(3,1)(2,1)] gLALQaccefefnkkkegb SFS[D(2,1)(2,1)] gLALQaccfeefnkkdkff SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjpo reducible gLAPPaccdeffncjgjpo SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjpo SFS[D(3,1)(2,1)] gLALQaccefefngfgecb SFS[D(2,1)(2,1)] gLALQaccfeefnwjdjcf SFS[D(2,1)(2,1)] gLAPPaccdeffbfvgvuv reducible gLALQaccfeefbgvdcrf SFS[D(2,1)(2,1)] gLALQaccefefbggcejb SFS[D(2,1)(2,1)] gLALQaccfeefbggdojf SFS[D(2,1)(2,1)] gLALQaccefefbgvgewb SFS[D(2,1)(2,1)] gLAPPaccdeffbrvnrpo reducible gLAPPaccdeffbrvkvuv reducible gLALQaccefefbrvrewb reducible gLALQaccfeefbrvdvrf reducible gLLMQaeefedfbaaigng SFS[D(3,1)(2,1)] gLLMQaeefedfbaaigjg SFS[D(3,1)(2,1)] gLAPPaccedffnkkkcmc SFS[D(2,1)(2,1)] gLAPPaccedffnkkkcdb SFS[D(2,1)(2,1)] gLAPPaccdeffbgvkctf SFS[D(2,1)(2,1)] gLAPPaccdeffbwwrotf reducible gLAPPaccdeffbggrotf SFS[D(2,1)(2,1)] gLAPPaccdeffbggjceb SFS[D(2,1)(2,1)] gLLMQaeefedfbpttkbv reducible gLLMQaeefedfbpttknv reducible gLLMQaeefedfbpttkjv reducible gLALQaccefefngjbtvf reducible gLALQaccfeefngjusvb reducible gLLAQbccefefpboqlvv reducible gLAPPaccdeffbfvgvmo reducible gLLAQaeddfefblaaffn SFS[D(3,1)(2,1)] gLLAQaeddfefblaaffr SFS[D(3,1)(2,1)] gLALQaccefefnkkktgf SFS[D(2,1)(2,1)] gLALQaccfeefnkkukfb SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgjtv reducible gLAPPaccdeffncjgjtv SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgjtv SFS[D(3,1)(2,1)] gLALQaccefefngfgtcf SFS[D(2,1)(2,1)] gLALQaccfeefnwjujcb SFS[D(2,1)(2,1)] gLALQaccefefbwwotrf reducible gLALQaccefefbggotrf SFS[D(2,1)(2,1)] gLALQaccfeefbggucnb SFS[D(2,1)(2,1)] gLALQaccefefbgfgtjf SFS[D(2,1)(2,1)] gLLMQbdefdefmntmogg reducible gLLMQbdefdefmntmrgg reducible gLLMQbdefdefmntmngg reducible gLALQaccefefngjvevb reducible gLALQaccfeefngjdcvf reducible gLLAQbccefefpbomuvb reducible gLAPPaccdeffbfvgbpo reducible gLLAQadeedffbiiionr SFS[D(3,1)(2,1)] gLLAQadeedffbiiionn SFS[D(3,1)(2,1)] gLALQaccefefnkkgefb SFS[D(2,1)(2,1)] gLALQaccfeefnkkdjgf SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgguv reducible gLAPPaccdeffjcjgguv SFS[D(3,1)(2,1)] gLAPPaccdeffncjgguv SFS[D(3,1)(2,1)] gLALQaccefefnwjkecb SFS[D(2,1)(2,1)] gLALQaccfeefngfdkcf SFS[D(2,1)(2,1)] gLALQaccefefbgvberb SFS[D(2,1)(2,1)] gLAPPaccdeffbrvkbpo reducible gLAPPaccdeffbrvncuv reducible gLALQaccefefbrvwerb reducible gLALQaccfeefbrvdnwf reducible gLALQaccfeefbgvdkwf SFS[D(2,1)(2,1)] gLALQaccefefbggnejb SFS[D(2,1)(2,1)] gLALQaccfeefbggdfjf SFS[D(2,1)(2,1)] gLLMQcbceefflbveasc reducible gLLMQcbceefflbveasj reducible gLLMQcbceefflbveasw reducible gLAPPaccedffngjjcmc reducible gLAPPaccedffngjgcdb reducible gLLMQbccefefpboitvf reducible gLAPPaccdeffbfvgsig reducible gLLMQadeedffbiiiogs SFS[D(3,1)(2,1)] gLLMQadeedffbiiiogw SFS[D(3,1)(2,1)] gLAPPaccdeffnkkgrmc SFS[D(2,1)(2,1)] gLAPPaccdeffnkkoodb SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgctv reducible gLAPPaccdeffncjgctv SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgctv SFS[D(3,1)(2,1)] gLAPPaccdeffjgvovtf SFS[D(2,1)(2,1)] gLAzQaccefefnwjwucb SFS[D(2,1)(2,1)] gLAPPaccedffbwwjwtf reducible gLAPPaccedffbggjwtf SFS[D(2,1)(2,1)] gLAPPaccedffbggkjeb SFS[D(2,1)(2,1)] gLAPPaccdeffbgvnvtf SFS[D(2,1)(2,1)] gLLAQcbceefflbvttvn SFS[D(3,1)(2,1)] gLLAQcbceefflbvttvr SFS[D(3,1)(2,1)] gLALQaccefefnkkotvf SFS[D(2,1)(2,1)] gLALQaccfeefnkkurvb SFS[D(2,1)(2,1)] gLALQaccefefbgfwtjf SFS[D(2,1)(2,1)] gLALQaccefefbwwstwf reducible gLALQaccefefbggstwf SFS[D(2,1)(2,1)] gLALQaccfeefbgguvkb SFS[D(2,1)(2,1)] gLLMQaeefedfbiaagbg reducible gLLMQaeefedfbllavbg reducible gLLMQaeefedfbplavjg reducible gLAPPaccedffnrokcac reducible gLLMQaeefedfbdtafjg reducible gLAPPaccedffnfwkcac reducible gLLMQaeefedfbqtafbg reducible gLLMQaeefedfbdeasjg reducible gLAPPaccedffnsbkcac reducible gLLMQaeefedfbqeasbg reducible gLLMQaeefedfbqeasng SFS[D(3,1)(3,2)] gLLMQaeefedfbqeasjg SFS[D(3,1)(3,1)] gLAPPaccedffngbkcac SFS[D(3,1)(2,1)] gLAPPaccedffnsjkcac SFS[D(3,1)(2,1)] gLLMQaeefedfbihabbg reducible gLLMQaeefedfbihabjg SFS[D(3,1)(3,1)] gLLMQaeefedfbihabng SFS[D(3,1)(3,2)] gLAPPaccedffnnbkcac SFS[D(3,1)(2,1)] gLAPPaccedffnsnkcac SFS[D(3,1)(2,1)] gLLMQaeefedfbahabjg reducible gLAPPaccedffnnnkcac reducible gLLMQaeefedfbluakbg reducible gLLMQaeefedfbluakng SFS[D(3,1)(3,2)] gLLMQaeefedfbluakjg SFS[D(3,1)(3,1)] gLAPPaccedffnnjkcac SFS[D(3,1)(2,1)] gLAPPaccedffngnkcac SFS[D(3,1)(2,1)] gLLAQaeddfefbappkgr SFS[D(3,1)(2,1)] gLLAQaeddfefbappkgn SFS[D(3,1)(2,1)] gLAPPaccdeffnkkobac SFS[D(2,1)(2,1)] gLAPPaccdeffnkkgsac SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgrag reducible gLAPPaccdeffjcjgrag SFS[D(3,1)(2,1)] gLAPPaccdeffncjgrag SFS[D(3,1)(2,1)] gLAzQaccefefnwjvacv SFS[D(2,1)(2,1)] gLAPPaccdeffjgvooaf SFS[D(2,1)(2,1)] gLAPPaccdeffbwbgrag reducible gLAPPaccdeffjwbgrag SFS[D(3,1)(2,1)] gLAPPaccdeffnwbgrag SFS[D(3,1)(2,1)] gLAzQaccefefncnvacv SFS[D(2,1)(2,1)] gLAPPaccdeffjsfooaf SFS[D(2,1)(2,1)] gLAPPaccdeffbjngrag reducible gLAPPaccdeffbkwgsac reducible gLAPPaccdeffbfvgrag reducible gLAPPaccdeffbkfgrag reducible gLAPPaccdeffbjwgcaf reducible gLAPPaccdeffbrggrag reducible gLLMQaeefedfjaaagjg toroidal gLLMQaeefedfjaaagng toroidal gLAPPaccedffbjjjjag SFS[D(3,1)(2,1)] gLAPPaccedffnjjjjag toroidal gLAPPaccedffjjjjjag toroidal gLAPPaccedffbjjjwag SFS[D(3,1)(2,1)] gLAPPaccedffjjjjwag toroidal gLAPPaccedffnjjjwag toroidal gLAzQaccefefbjjjanv SFS[D(3,1)(2,1)] gLAzQaccefefnjjjanv toroidal gLAzQaccefefjjjjanv toroidal gLAPPaccedffbkkkjac SFS[D(3,1)(2,1)] gLAPPaccedffnkkkjac toroidal gLAPPaccedffjkkkjac toroidal gLAPPaccedffjgggwaf SFS[D(3,1)(2,1)] gLAPPaccedffngggwaf SFS[D(3,1)(2,1)] gLAzQaccefefbjjjajv SFS[D(3,1)(2,1)] gLAzQaccefefnjjjajv toroidal gLAzQaccefefjjjjajv toroidal gLAPPaccedffbkkkwac SFS[D(3,1)(2,1)] gLAPPaccedffnkkkwac toroidal gLAPPaccedffjkkkwac toroidal gLAPPaccedffjgggjaf SFS[D(3,1)(2,1)] gLAPPaccedffngggjaf SFS[D(3,1)(2,1)] gLLMQaeefedfjplavbg reducible gLLMQaeefedfjdtafbg reducible gLLMQaeefedfjdeasjg SFS[D(3,1)(3,1)] gLLMQaeefedfjdeasng SFS[D(3,1)(3,2)] gLAPPaccedffnsbkjac toroidal gLAPPaccedffjsbkjac toroidal gLAPPaccedffnsbkwac toroidal gLAPPaccedffjsbkwac toroidal gLLMQaeefedfjxuakbg SFS[D(3,1)(3,2)] gLLMQaeefedfjxuakjg m036(0,0) gLLMQaeefedfjxuakng m007(0,0) gLAPPaccedffbgbkjac SFS[D(5,2)(2,1)] gLAPPaccedffngbkjac toroidal gLAPPaccedffjgbkjac m016(0,0) gLAPPaccedffnsjkwac m100(0,0) gLAPPaccedffjsjkwac m082(0,0) gLLMQaeefedfjihabbg SFS[D(3,1)(3,1)] gLLMQaeefedfjihabjg m033(0,0) gLLMQaeefedfjihabng m036(0,0) gLAPPaccedffnnbkjac m170(0,0) gLAPPaccedffjnbkjac m180(0,0) gLAPPaccedffnsnkwac m052(0,0) gLAPPaccedffjsnkwac m118(0,0) gLLMQaeefedfjteasbg SFS[D(3,1)(3,2)] gLLMQaeefedfjteasjg m007(0,0) gLLMQaeefedfjteasng m010(0,0) gLAPPaccedffbsnkjac SFS[D(2,1)(2,1)] gLAPPaccedffnsnkjac m026(0,0) gLAPPaccedffjsnkjac m070(0,0) gLAPPaccedffnnbkwac m116(0,0) gLAPPaccedffjnbkwac m141(0,0) gLLMQaeefedfjluakbg SFS[D(3,1)(3,1)] gLLMQaeefedfjluakjg m033(0,0) gLLMQaeefedfjluakng m010(0,0) gLAPPaccedffbgnkjac toroidal gLAPPaccedffngnkjac SFS[D(3,1)(2,1)] gLAPPaccedffjgnkjac m006(0,0) gLAPPaccedffnnjkwac m054(0,0) gLAPPaccedffjnjkwac m046(0,0) gLLMQaeefedfjahabbg reducible gLLMQaeefedfjahabjg toroidal gLLMQaeefedfjahabng toroidal gLAPPaccedffbnnkjac SFS[D(2,1)(2,1)] gLAPPaccedffnnnkjac toroidal gLAPPaccedffjnnkjac SFS[D(7,3)(2,1)] gLAPPaccedffnnnkwac toroidal gLAPPaccedffjnnkwac SFS[D(8,3)(2,1)] gLLMQaeefedfjqeasbg SFS[D(3,1)(3,1)] gLLMQaeefedfjqeasjg toroidal gLLMQaeefedfjqeasng m007(0,0) gLAPPaccedffnsjkjac m030(0,0) gLAPPaccedffjsjkjac m037(0,0) gLAPPaccedffbgbkwac SFS[D(4,1)(2,1)] gLAPPaccedffngbkwac m003(0,0) gLAPPaccedffjgbkwac m017(0,0) gLLMQaeefedfjpuakbg reducible gLLMQaeefedfjpuakjg SFS[D(3,1)(3,1)] gLLMQaeefedfjpuakng SFS[D(3,1)(3,2)] gLAPPaccedffngjkjac SFS[D(3,1)(2,1)] gLAPPaccedffngjkwac SFS[D(3,1)(2,1)] gLLMQaeefedfjmhabbg SFS[D(3,1)(3,2)] gLLMQaeefedfjmhabjg m007(0,0) gLLMQaeefedfjmhabng m036(0,0) gLAPPaccedffnnjkjac m100(0,0) gLAPPaccedffjnjkjac m082(0,0) gLAPPaccedffbgnkwac SFS[D(5,2)(2,1)] gLAPPaccedffngnkwac toroidal gLAPPaccedffjgnkwac m016(0,0) gLLAQaeddfefnappkgr toroidal gLLAQaeddfefnappkgn toroidal gLAPPaccdeffnjjrvag SFS[D(5,3)(4,1)] gLAPPaccdeffjjjrvag SFS[D(4,3)(4,1)] gLAPPaccdeffjjjjrag SFS[D(4,1)(4,1)] gLAPPaccdeffnjjjrag SFS[D(5,2)(4,1)] gLAzQaccefefnjjvajv SFS[D(5,3)(4,1)] gLAzQaccefefjjjvajv SFS[D(4,3)(4,1)] gLAPPaccdeffnkkrbac toroidal gLAPPaccdeffjkkrbac SFS[D(5,3)(4,1)] gLAzQaccefefnjjrakv SFS[D(5,2)(4,1)] gLAzQaccefefjjjrakv SFS[D(4,1)(4,1)] gLAPPaccdeffnkkjsac toroidal gLAPPaccdeffjkkjsac SFS[D(5,2)(4,1)] gLAPPaccdeffbwbjrag SFS[D(3,1)(2,1)] gLAPPaccdeffbjnjrag SFS[D(3,1)(2,1)] gLAPPaccdeffbkwjsac SFS[D(3,1)(2,1)] gLAPPaccdeffbgnnbac SFS[D(4,1)(2,1)] gLLAQaeddfefjappkgn toroidal gLLAQaeddfefjappkgr toroidal gLAPPaccdeffnjjkrag SFS[D(5,2)(5,2)] gLAPPaccdeffjjjkrag SFS[D(5,2)(4,1)] gLAPPaccdeffjjjnvag SFS[D(5,3)(4,1)] gLAPPaccdeffnjjnvag SFS[D(5,3)(5,2)] gLAzQaccefefnjjrarv SFS[D(5,2)(5,2)] gLAzQaccefefjjjrarv SFS[D(5,2)(4,1)] gLAPPaccdeffnkkksac toroidal gLAPPaccdeffjkkksac SFS[D(5,2)(5,2)] gLAzQaccefefnjjvawv SFS[D(5,3)(5,2)] gLAzQaccefefjjjvawv SFS[D(5,3)(4,1)] gLAPPaccdeffnkknbac toroidal gLAPPaccdeffjkknbac SFS[D(5,3)(5,2)] gLAPPaccdeffbjnkrag SFS[D(3,1)(2,1)] gLAPPaccdeffbkwksac SFS[D(3,1)(2,1)] gLAzQaccefefbjnvawv SFS[D(2,1)(2,1)] gLAPPaccdeffbrknbac SFS[D(2,1)(2,1)] gLAzQaccefefbwbvawv SFS[D(2,1)(2,1)] gLAPPaccdeffbwbkrag SFS[D(3,1)(2,1)] gLAPPaccdeffbgnrbac SFS[D(5,2)(2,1)] gLALQaccfeefbrgarbb reducible gLALQaccfeefbfvarbb reducible gLALQaccfeefbkfarbb reducible gLALQaccfeefbjwacob reducible gLLMQaeefedfbadagng SFS[D(3,1)(2,1)] gLLMQaeefedfbadagjg SFS[D(3,1)(2,1)] gLALQaccefefnkkbavf SFS[D(2,1)(2,1)] gLALQaccfeefnkkasvb SFS[D(2,1)(2,1)] gLALQaccfeefbjnarbb reducible gLALQaccfeefbkwasvb reducible gLAPPaccedffncnvcav SFS[D(2,1)(2,1)] gLALQaccefefjsfoaof SFS[D(2,1)(2,1)] gLALQaccfeefbwbarbb reducible gLALQaccfeefnwbarbb SFS[D(3,1)(2,1)] gLALQaccfeefjwbarbb SFS[D(3,1)(2,1)] gLAPPaccedffnwjvcav SFS[D(2,1)(2,1)] gLALQaccefefjgvoaof SFS[D(2,1)(2,1)] gLALQaccfeefbcjarbb reducible gLALQaccfeefncjarbb SFS[D(3,1)(2,1)] gLALQaccfeefjcjarbb SFS[D(3,1)(2,1)] gLAPPaccdeffbfvgjav reducible gLALQaccfeefbfvajcb reducible gLLAQaeddfefbauurgr SFS[D(3,1)(2,1)] gLLAQaeddfefbauurgn SFS[D(3,1)(2,1)] gLALQaccefefnkksaff SFS[D(2,1)(2,1)] gLALQaccfeefnkkabgb SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgvao reducible gLAPPaccdeffjcjgvao SFS[D(3,1)(2,1)] gLAPPaccdeffncjgvao SFS[D(3,1)(2,1)] gLALQaccefefnwjracf SFS[D(2,1)(2,1)] gLALQaccfeefngfaocb SFS[D(2,1)(2,1)] gLAPPaccdeffnwjorav SFS[D(2,1)(2,1)] gLALQaccefefjgvcagf SFS[D(2,1)(2,1)] gLALQaccfeefbcjavfb reducible gLALQaccfeefncjavfb SFS[D(3,1)(2,1)] gLALQaccfeefjcjavfb SFS[D(3,1)(2,1)] gLALQaccefefnsbsaff SFS[D(4,1)(2,1)] gLALQaccefefjsbsaff SFS[D(5,2)(2,1)] gLALQaccfeefnsbabgb SFS[D(4,1)(2,1)] gLALQaccfeefjsbabgb SFS[D(5,2)(2,1)] gLLAQaeddfefbaadrgr SFS[D(5,2)(2,1)] gLLAQaeddfefbaadrgn toroidal gLAPPaccdeffnrforav SFS[D(4,1)(2,1)] gLAPPaccdeffjrforav SFS[D(5,2)(2,1)] gLALQaccefefnrfracf SFS[D(4,1)(2,1)] gLALQaccefefjrfracf SFS[D(5,2)(2,1)] gLALQaccefefnsnsaff toroidal gLALQaccefefjsnsaff toroidal gLALQaccefefncwcagf SFS[D(5,2)(2,1)] gLALQaccefefjcwcagf SFS[D(4,1)(2,1)] gLALQaccfeefnnbabgb SFS[D(5,2)(2,1)] gLALQaccfeefjnbabgb toroidal gLALQaccfeefnwoaocb SFS[D(4,1)(2,1)] gLALQaccfeefjwoaocb SFS[D(5,2)(2,1)] gLLAQaeddfefbaedrgn SFS[D(2,1)(2,1)] gLALQaccefefngnsaff SFS[D(3,1)(2,1)] gLALQaccefefjgnsaff SFS[D(3,1)(2,1)] gLALQaccfeefjnjabgb SFS[D(2,1)(2,1)] gLLAQaeddfefbaddrgn SFS[D(2,1)(2,1)] gLALQaccefefnnnsaff SFS[D(3,1)(2,1)] gLALQaccefefjnnsaff SFS[D(3,1)(2,1)] gLALQaccfeefjnnabgb SFS[D(2,1)(2,1)] gLLAQaeddfefbaahrgr SFS[D(4,1)(2,1)] gLLAQaeddfefbaahrgn SFS[D(5,2)(2,1)] gLALQaccefefnsjsaff SFS[D(5,2)(2,1)] gLALQaccefefjsjsaff SFS[D(4,1)(2,1)] gLALQaccefefbgnbawf SFS[D(4,1)(2,1)] gLLMQaeefedfjadagng toroidal gLLMQaeefedfjadagjg toroidal gLAPPaccedffnjjvwav SFS[D(5,3)(5,2)] gLAPPaccedffjjjvwav SFS[D(5,3)(4,1)] gLAPPaccedffjjjrjao SFS[D(5,2)(4,1)] gLAPPaccedffnjjrjao SFS[D(5,2)(5,2)] gLALQaccefefnjjvajf SFS[D(5,3)(5,2)] gLALQaccefefjjjvajf SFS[D(5,3)(4,1)] gLALQaccefefnkkbawf toroidal gLALQaccefefjkkbawf SFS[D(5,3)(5,2)] gLALQaccfeefnjjarnb SFS[D(5,2)(5,2)] gLALQaccfeefjjjarnb SFS[D(5,2)(4,1)] gLALQaccfeefnkkassb toroidal gLALQaccfeefjkkassb SFS[D(5,2)(5,2)] gLAPPaccedffbjnvwav SFS[D(2,1)(2,1)] gLALQaccefefbrkbawf SFS[D(2,1)(2,1)] gLALQaccfeefbjnarnb SFS[D(3,1)(2,1)] gLALQaccfeefbkwassb SFS[D(3,1)(2,1)] gLALQaccfeefbwbarnb SFS[D(3,1)(2,1)] gLAPPaccedffbwbvwav SFS[D(2,1)(2,1)] gLALQaccefefbgnkajf SFS[D(5,2)(2,1)] gLALQaccfeefbgnakrb SFS[D(4,1)(2,1)] gLLAQaeddfefjauurgr toroidal gLLAQaeddfefjauurgn toroidal gLAPPaccdeffbjjnrav SFS[D(2,1)(2,1)] gLAPPaccdeffnjjnrav toroidal gLAPPaccdeffjjjnrav toroidal gLAPPaccdeffbjjkvao SFS[D(2,1)(2,1)] gLAPPaccdeffjjjkvao toroidal gLAPPaccdeffnjjkvao toroidal gLALQaccefefbjjrawf SFS[D(2,1)(2,1)] gLALQaccefefnjjrawf toroidal gLALQaccefefjjjrawf toroidal gLALQaccefefbkksakf SFS[D(2,1)(2,1)] gLALQaccefefnkksakf toroidal gLALQaccefefjkksakf toroidal gLALQaccefefnggcajf SFS[D(2,1)(2,1)] gLALQaccefefjggcajf SFS[D(2,1)(2,1)] gLALQaccfeefbjjavrb SFS[D(2,1)(2,1)] gLALQaccfeefnjjavrb toroidal gLALQaccfeefjjjavrb toroidal gLALQaccfeefbkkabkb SFS[D(2,1)(2,1)] gLALQaccfeefnkkabkb toroidal gLALQaccfeefjkkabkb toroidal gLALQaccfeefnggaojb SFS[D(2,1)(2,1)] gLALQaccfeefjggaojb SFS[D(2,1)(2,1)] gLLAQaeddfefjatqrgo reducible gLLAQaeddfefjaxirgo reducible gLLAQaeddfefjaaprgr SFS[D(3,1)(2,1)] gLLAQaeddfefjaaprgn SFS[D(3,1)(2,1)] gLALQaccefefnsbsakf toroidal gLALQaccefefjsbsakf toroidal gLALQaccfeefnsbabkb toroidal gLALQaccfeefjsbabkb toroidal gLLAQaeddfefjaeprgo SFS[D(3,1)(2,1)] gLLAQaeddfefjaeprgr m100(0,0) gLLAQaeddfefjaeprgn m030(0,0) gLALQaccefefbgbsakf SFS[D(5,2)(2,1)] gLALQaccefefngbsakf m011(0,0) gLALQaccefefjgbsakf m017(0,0) gLALQaccfeefnsjabkb m159(0,0) gLALQaccfeefjsjabkb m145(0,0) gLLAQaeddfefjadprgo SFS[D(3,1)(2,1)] gLLAQaeddfefjadprgr m054(0,0) gLLAQaeddfefjadprgn m100(0,0) gLALQaccefefnnbsakf m178(0,0) gLALQaccefefjnbsakf m185(0,0) gLALQaccfeefnsnabkb m060(0,0) gLALQaccfeefjsnabkb m119(0,0) gLLAQaeddfefjaadrgo SFS[D(3,1)(2,1)] gLLAQaeddfefjaadrgr toroidal gLLAQaeddfefjaadrgn SFS[D(3,1)(2,1)] gLALQaccefefbsnsakf SFS[D(3,1)(2,1)] gLALQaccefefnsnsakf SFS[D(3,1)(2,1)] gLALQaccefefjsnsakf toroidal gLALQaccfeefnnbabkb toroidal gLALQaccfeefjnbabkb toroidal gLLAQaeddfefjaedrgo SFS[D(3,1)(2,1)] gLLAQaeddfefjaedrgr m052(0,0) gLLAQaeddfefjaedrgn m026(0,0) gLALQaccefefbgnsakf toroidal gLALQaccefefngnsakf SFS[D(3,1)(2,1)] gLALQaccefefjgnsakf m003(0,0) gLALQaccfeefnnjabkb m060(0,0) gLALQaccfeefjnjabkb m043(0,0) gLLAQaeddfefjaddrgo reducible gLLAQaeddfefjaddrgr toroidal gLLAQaeddfefjaddrgn toroidal gLALQaccefefbnnsakf SFS[D(3,1)(2,1)] gLALQaccefefnnnsakf toroidal gLALQaccefefjnnsakf SFS[D(3,1)(2,1)] gLALQaccfeefnnnabkb toroidal gLALQaccfeefjnnabkb SFS[D(7,2)(2,1)] gLLAQaeddfefjaahrgo SFS[D(3,1)(2,1)] gLLAQaeddfefjaahrgr m003(0,0) gLLAQaeddfefjaahrgn toroidal gLALQaccefefnsjsakf m011(0,0) gLALQaccefefjsjsakf m019(0,0) gLALQaccfeefngbabkb m006(0,0) gLALQaccfeefjgbabkb m016(0,0) gLLAQaeddfefjaehrgo reducible gLLAQaeddfefjaehrgr toroidal gLLAQaeddfefjaehrgn toroidal gLALQaccefefbgjsakf SFS[D(4,1)(2,1)] gLALQaccefefngjsakf toroidal gLALQaccefefjgjsakf SFS[D(4,1)(2,1)] gLALQaccfeefbgjabkb SFS[D(4,1)(2,1)] gLALQaccfeefngjabkb toroidal gLALQaccfeefjgjabkb SFS[D(4,1)(2,1)] gLLAQaeddfefjadhrgo SFS[D(3,1)(2,1)] gLLAQaeddfefjadhrgr m116(0,0) gLLAQaeddfefjadhrgn m170(0,0) gLALQaccefefnnjsakf m178(0,0) gLALQaccefefjnjsakf m154(0,0) gLALQaccfeefbgnabkb SFS[D(5,2)(2,1)] gLALQaccfeefngnabkb toroidal gLALQaccfeefjgnabkb m019(0,0) gLLAQaeddfefnaaafgn SFS[D(3,1)(2,1)] gLLAQaeddfefnaaafgr SFS[D(3,1)(2,1)] gLALQaccefefnkkkajf SFS[D(2,1)(2,1)] gLALQaccfeefnkkakrb SFS[D(2,1)(2,1)] gLAPPaccdeffbwbrjao SFS[D(2,1)(2,1)] gLAPPaccdeffbjnrjao SFS[D(2,1)(2,1)] gLALQaccfeefbrkakrb SFS[D(2,1)(2,1)] gLALQaccefefbgnbasf SFS[D(5,2)(2,1)] gLLMQaeefedfjaeagjg toroidal gLLMQaeefedfjaeagng toroidal gLAPPaccedffnjjvjav SFS[D(5,3)(4,1)] gLAPPaccedffjjjvjav SFS[D(4,3)(4,1)] gLAPPaccedffjjjrwao SFS[D(4,1)(4,1)] gLAPPaccedffnjjrwao SFS[D(5,2)(4,1)] gLALQaccefefnjjvanf SFS[D(5,3)(4,1)] gLALQaccefefjjjvanf SFS[D(4,3)(4,1)] gLALQaccefefnkkbasf toroidal gLALQaccefefjkkbasf SFS[D(5,3)(4,1)] gLALQaccfeefnjjarjb SFS[D(5,2)(4,1)] gLALQaccfeefjjjarjb SFS[D(4,1)(4,1)] gLALQaccfeefnkkaswb toroidal gLALQaccfeefjkkaswb SFS[D(5,2)(4,1)] gLALQaccfeefbjnarjb SFS[D(3,1)(2,1)] gLALQaccfeefbkwaswb SFS[D(3,1)(2,1)] gLALQaccfeefbwbarjb SFS[D(3,1)(2,1)] gLALQaccefefbgnkakf SFS[D(4,1)(2,1)] gLALQaccfeefbgnakkb SFS[D(5,2)(2,1)] gLLAQaeddfefnauurgr toroidal gLLAQaeddfefnauurgn toroidal gLAPPaccdeffnjjrrav SFS[D(5,3)(5,2)] gLAPPaccdeffjjjrrav SFS[D(5,3)(4,1)] gLAPPaccdeffjjjjvao SFS[D(5,2)(4,1)] gLAPPaccdeffnjjjvao SFS[D(5,2)(5,2)] gLALQaccefefnjjrajf SFS[D(5,3)(5,2)] gLALQaccefefjjjrajf SFS[D(5,3)(4,1)] gLALQaccefefnkksarf toroidal gLALQaccefefjkksarf SFS[D(5,3)(5,2)] gLALQaccfeefnjjavkb SFS[D(5,2)(5,2)] gLALQaccfeefjjjavkb SFS[D(5,2)(4,1)] gLALQaccfeefnkkabjb toroidal gLALQaccfeefjkkabjb SFS[D(5,2)(5,2)] gLALQaccefefnsbsarf SFS[D(4,1)(2,1)] gLALQaccefefjsbsarf SFS[D(5,2)(2,1)] gLALQaccfeefnsbabjb SFS[D(4,1)(2,1)] gLALQaccfeefjsbabjb SFS[D(5,2)(2,1)] gLLAQaeddfefnaeprgr m082(0,0) gLLAQaeddfefnaeprgn m037(0,0) gLALQaccefefbgbsarf SFS[D(4,1)(2,1)] gLALQaccefefngbsarf m019(0,0) gLALQaccefefjgbsarf m016(0,0) gLALQaccfeefnsjabjb m145(0,0) gLALQaccfeefjsjabjb m130(0,0) gLLAQaeddfefnadprgr m046(0,0) gLLAQaeddfefnadprgn m082(0,0) gLALQaccefefnnbsarf m154(0,0) gLALQaccefefjnbsarf m147(0,0) gLALQaccfeefbsnabjb SFS[D(2,1)(2,1)] gLALQaccfeefnsnabjb m043(0,0) gLALQaccfeefjsnabjb m069(0,0) gLLAQaeddfefnaadrgr m016(0,0) gLLAQaeddfefnaadrgn m006(0,0) gLALQaccefefbsnsarf SFS[D(3,1)(2,1)] gLALQaccefefnsnsarf m003(0,0) gLALQaccefefjsnsarf toroidal gLALQaccfeefnnbabjb m019(0,0) gLALQaccfeefjnbabjb m011(0,0) gLLAQaeddfefnaedrgr m118(0,0) gLLAQaeddfefnaedrgn m070(0,0) gLALQaccefefbgnsarf toroidal gLALQaccefefngnsarf toroidal gLALQaccefefjgnsarf toroidal gLALQaccfeefnnjabjb m119(0,0) gLALQaccfeefjnjabjb m069(0,0) gLLAQaeddfefnaddrgr SFS[D(8,3)(2,1)] gLLAQaeddfefnaddrgn SFS[D(7,3)(2,1)] gLALQaccefefbnnsarf SFS[D(3,1)(2,1)] gLALQaccefefnnnsarf SFS[D(3,1)(2,1)] gLALQaccefefjnnsarf reducible gLALQaccfeefbnnabjb SFS[D(2,1)(2,1)] gLALQaccfeefnnnabjb SFS[D(7,2)(2,1)] gLALQaccfeefjnnabjb SFS[D(5,1)(2,1)] gLLAQaeddfefnaahrgr m017(0,0) gLLAQaeddfefnaahrgn m016(0,0) gLALQaccefefnsjsarf m017(0,0) gLALQaccefefjsjsarf m016(0,0) gLALQaccfeefngbabjb m016(0,0) gLALQaccfeefjgbabjb m017(0,0) gLLAQaeddfefnaehrgr toroidal gLLAQaeddfefnaehrgn toroidal gLALQaccefefbgjsarf SFS[D(5,2)(2,1)] gLALQaccefefngjsarf toroidal gLALQaccefefjgjsarf SFS[D(5,2)(2,1)] gLALQaccfeefbgjabjb SFS[D(5,2)(2,1)] gLALQaccfeefngjabjb toroidal gLALQaccfeefjgjabjb SFS[D(5,2)(2,1)] gLLAQaeddfefnadhrgr m141(0,0) gLLAQaeddfefnadhrgn m180(0,0) gLALQaccefefnnjsarf m185(0,0) gLALQaccefefjnjsarf m147(0,0) gLALQaccfeefbgnabjb toroidal gLALQaccfeefngnabjb toroidal gLALQaccfeefjgnabjb m011(0,0) gLLAQaeddfefjaaafgn SFS[D(3,1)(2,1)] gLLAQaeddfefjaaafgr SFS[D(3,1)(2,1)] gLALQaccefefnkkkakf SFS[D(2,1)(2,1)] gLALQaccfeefnkkakkb SFS[D(2,1)(2,1)] gLALQaccefefbjnjarf SFS[D(2,1)(2,1)] gLALQaccefefbkwkakf SFS[D(2,1)(2,1)] gLALQaccefefbwbjarf SFS[D(2,1)(2,1)] gLALQaccefefbfvoabf reducible gLALQaccefefbkfoabf reducible gLALQaccefefbjwbaof reducible gLALQaccefefbrgoabf reducible gLLMQbdefdefafxarog SFS[D(3,1)(2,1)] gLLMQbdefdefafxanog SFS[D(3,1)(2,1)] gLALQaccefefnkkvavf SFS[D(2,1)(2,1)] gLALQaccfeefnkkacvb SFS[D(2,1)(2,1)] gLAPPaccedffnwjocao SFS[D(2,1)(2,1)] gLALQaccefefbcjoabf reducible gLALQaccefefncjoabf SFS[D(3,1)(2,1)] gLALQaccefefjcjoabf SFS[D(3,1)(2,1)] gLALQaccfeefjgvarob SFS[D(2,1)(2,1)] gLALQaccefefbjnoabf reducible gLALQaccefefbkwvavf reducible gLAPPaccedffncnocao SFS[D(2,1)(2,1)] gLALQaccefefbwboabf reducible gLALQaccefefnwboabf SFS[D(3,1)(2,1)] gLALQaccefefjwboabf SFS[D(3,1)(2,1)] gLALQaccfeefjsfarob SFS[D(2,1)(2,1)] gLALQaccefefnsbfagf SFS[D(4,1)(2,1)] gLALQaccefefjsbfagf SFS[D(5,2)(2,1)] gLALQaccfeefnsbawfb SFS[D(4,1)(2,1)] gLALQaccfeefjsbawfb SFS[D(5,2)(2,1)] gLLMQadeedffbaipofs SFS[D(5,2)(2,1)] gLLMQadeedffbaipofw SFS[D(4,1)(2,1)] gLALQaccfeefnsjawfb SFS[D(5,2)(2,1)] gLALQaccfeefjsjawfb SFS[D(4,1)(2,1)] gLLAQbccefeftonmavv toroidal gLLAQbccefeftormavv SFS[D(5,2)(2,1)] gLAPPaccdeffjrfocao SFS[D(5,2)(2,1)] gLAPPaccdeffnrfocao SFS[D(4,1)(2,1)] gLALQaccefefnnbfagf SFS[D(5,2)(2,1)] gLALQaccefefjnbfagf toroidal gLALQaccefefnwonacf SFS[D(4,1)(2,1)] gLALQaccefefjwonacf SFS[D(5,2)(2,1)] gLALQaccfeefnrfancb SFS[D(4,1)(2,1)] gLALQaccfeefjrfancb SFS[D(5,2)(2,1)] gLALQaccfeefnsnawfb toroidal gLALQaccfeefjsnawfb toroidal gLALQaccfeefncwafgb SFS[D(5,2)(2,1)] gLALQaccfeefjcwafgb SFS[D(4,1)(2,1)] gLLAQbccefefaonmavv SFS[D(2,1)(2,1)] gLALQaccefefjnnfagf SFS[D(2,1)(2,1)] gLALQaccfeefnnnawfb SFS[D(3,1)(2,1)] gLALQaccfeefjnnawfb SFS[D(3,1)(2,1)] gLLAQbccefeflonmavv SFS[D(2,1)(2,1)] gLALQaccefefjnjfagf SFS[D(2,1)(2,1)] gLALQaccfeefngnawfb SFS[D(3,1)(2,1)] gLALQaccfeefjgnawfb SFS[D(3,1)(2,1)] gLALQaccefefbfvkacf reducible gLAPPaccdeffbfvggao reducible gLLMQadeedffbaddofs SFS[D(3,1)(2,1)] gLLMQadeedffbaddofw SFS[D(3,1)(2,1)] gLALQaccefefnkkfagf SFS[D(2,1)(2,1)] gLALQaccfeefnkkawfb SFS[D(2,1)(2,1)] gLAPPaccdeffnwjocao SFS[D(2,1)(2,1)] gLALQaccefefbcjwaff reducible gLALQaccefefncjwaff SFS[D(3,1)(2,1)] gLALQaccefefjcjwaff SFS[D(3,1)(2,1)] gLALQaccfeefjgvafgb SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgbav reducible gLAPPaccdeffncjgbav SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgbav SFS[D(3,1)(2,1)] gLALQaccefefngfnacf SFS[D(2,1)(2,1)] gLALQaccfeefnwjancb SFS[D(2,1)(2,1)] gLALQaccfeefbgnacsb SFS[D(5,2)(2,1)] gLLMQbdefdefafxarrg toroidal gLLMQbdefdefafxanrg toroidal gLAPPaccedffnjjswav SFS[D(5,2)(4,1)] gLAPPaccedffjjjswav SFS[D(4,1)(4,1)] gLAPPaccedffjjjojao SFS[D(4,3)(4,1)] gLAPPaccedffnjjojao SFS[D(5,3)(4,1)] gLALQaccefefnjjoajf SFS[D(5,2)(4,1)] gLALQaccefefjjjoajf SFS[D(4,1)(4,1)] gLALQaccefefnkkvawf toroidal gLALQaccefefjkkvawf SFS[D(5,2)(4,1)] gLALQaccfeefnjjasnb SFS[D(5,3)(4,1)] gLALQaccfeefjjjasnb SFS[D(4,3)(4,1)] gLALQaccfeefnkkacsb toroidal gLALQaccfeefjkkacsb SFS[D(5,3)(4,1)] gLALQaccefefbjnoajf SFS[D(3,1)(2,1)] gLALQaccefefbkwvawf SFS[D(3,1)(2,1)] gLALQaccefefbwboajf SFS[D(3,1)(2,1)] gLALQaccefefnsbfajf SFS[D(4,1)(2,1)] gLALQaccefefjsbfajf SFS[D(5,2)(2,1)] gLALQaccfeefnsbawrb SFS[D(4,1)(2,1)] gLALQaccfeefjsbawrb SFS[D(5,2)(2,1)] gLLMQadeedffjaipofs m016(0,0) gLLMQadeedffjaipofw m017(0,0) gLALQaccefefngbfajf m016(0,0) gLALQaccefefjgbfajf m017(0,0) gLALQaccfeefnsjawrb m017(0,0) gLALQaccfeefjsjawrb m016(0,0) gLLAQbccefeftonmawv m006(0,0) gLLAQbccefeftormawv m016(0,0) gLALQaccefefnnbfajf m019(0,0) gLALQaccefefjnbfajf m011(0,0) gLALQaccfeefbsnawrb SFS[D(3,1)(2,1)] gLALQaccfeefnsnawrb m003(0,0) gLALQaccfeefjsnawrb toroidal gLLMQadeedffjalxofs m082(0,0) gLLMQadeedffjalxofw m046(0,0) gLALQaccefefbsnfajf SFS[D(2,1)(2,1)] gLALQaccefefnsnfajf m043(0,0) gLALQaccefefjsnfajf m069(0,0) gLALQaccfeefnnbawrb m154(0,0) gLALQaccfeefjnbawrb m147(0,0) gLLMQadeedffjalpofs m180(0,0) gLLMQadeedffjalpofw m141(0,0) gLALQaccefefbgnfajf toroidal gLALQaccefefngnfajf toroidal gLALQaccefefjgnfajf m011(0,0) gLALQaccfeefnnjawrb m185(0,0) gLALQaccfeefjnjawrb m147(0,0) gLLAQbccefefaonmawv SFS[D(7,3)(2,1)] gLLAQbccefefaormawv SFS[D(8,3)(2,1)] gLALQaccefefbnnfajf SFS[D(2,1)(2,1)] gLALQaccefefnnnfajf SFS[D(7,2)(2,1)] gLALQaccefefjnnfajf SFS[D(5,1)(2,1)] gLALQaccfeefbnnawrb SFS[D(3,1)(2,1)] gLALQaccfeefnnnawrb SFS[D(3,1)(2,1)] gLALQaccfeefjnnawrb reducible gLLMQadeedffjahxofs m037(0,0) gLLMQadeedffjahxofw m082(0,0) gLALQaccefefnsjfajf m145(0,0) gLALQaccefefjsjfajf m130(0,0) gLALQaccfeefbgbawrb SFS[D(4,1)(2,1)] gLALQaccfeefngbawrb m019(0,0) gLALQaccfeefjgbawrb m016(0,0) gLLMQadeedffjahpofs toroidal gLLMQadeedffjahpofw toroidal gLALQaccefefbgjfajf SFS[D(5,2)(2,1)] gLALQaccefefngjfajf toroidal gLALQaccefefjgjfajf SFS[D(5,2)(2,1)] gLALQaccfeefbgjawrb SFS[D(5,2)(2,1)] gLALQaccfeefngjawrb toroidal gLALQaccfeefjgjawrb SFS[D(5,2)(2,1)] gLLAQbccefeflonmawv m070(0,0) gLLAQbccefeflormawv m118(0,0) gLALQaccefefnnjfajf m119(0,0) gLALQaccefefjnjfajf m069(0,0) gLALQaccfeefbgnawrb toroidal gLALQaccfeefngnawrb toroidal gLALQaccfeefjgnawrb toroidal gLLAQadeedffjaiionr SFS[D(3,1)(2,1)] gLLAQadeedffjaiionn SFS[D(3,1)(2,1)] gLALQaccefefnkkgakf SFS[D(2,1)(2,1)] gLALQaccfeefnkkajkb SFS[D(2,1)(2,1)] gLALQaccfeefbjnagrb SFS[D(2,1)(2,1)] gLALQaccfeefbkwajkb SFS[D(2,1)(2,1)] gLALQaccfeefbwbagrb SFS[D(2,1)(2,1)] gLALQaccefefbgngakf SFS[D(5,2)(2,1)] gLALQaccfeefbgnajkb SFS[D(4,1)(2,1)] gLLMQadeedffjaddofs toroidal gLLMQadeedffjaddofw toroidal gLAPPaccdeffnjjjbav SFS[D(5,2)(5,2)] gLAPPaccdeffjjjjbav SFS[D(5,2)(4,1)] gLAPPaccdeffjjjrcao SFS[D(5,3)(4,1)] gLAPPaccdeffnjjrcao SFS[D(5,3)(5,2)] gLALQaccefefnjjwakf SFS[D(5,2)(5,2)] gLALQaccefefjjjwakf SFS[D(5,2)(4,1)] gLALQaccefefnkkfajf toroidal gLALQaccefefjkkfajf SFS[D(5,2)(5,2)] gLALQaccfeefnjjanjb SFS[D(5,3)(5,2)] gLALQaccfeefjjjanjb SFS[D(5,3)(4,1)] gLALQaccfeefnkkawrb toroidal gLALQaccfeefjkkawrb SFS[D(5,3)(5,2)] gLALQaccfeefbgnacwb SFS[D(4,1)(2,1)] gLLMQbdefdefafxarng toroidal gLLMQbdefdefafxanng toroidal gLAPPaccedffnjjsjav SFS[D(5,2)(5,2)] gLAPPaccedffjjjsjav SFS[D(5,2)(4,1)] gLAPPaccedffjjjowao SFS[D(5,3)(4,1)] gLAPPaccedffnjjowao SFS[D(5,3)(5,2)] gLALQaccefefnjjoanf SFS[D(5,2)(5,2)] gLALQaccefefjjjoanf SFS[D(5,2)(4,1)] gLALQaccefefnkkvasf toroidal gLALQaccefefjkkvasf SFS[D(5,2)(5,2)] gLALQaccfeefnjjasjb SFS[D(5,3)(5,2)] gLALQaccfeefjjjasjb SFS[D(5,3)(4,1)] gLALQaccfeefnkkacwb toroidal gLALQaccfeefjkkacwb SFS[D(5,3)(5,2)] gLALQaccefefbjnoanf SFS[D(3,1)(2,1)] gLALQaccefefbkwvasf SFS[D(3,1)(2,1)] gLAPPaccedffbwbowao SFS[D(2,1)(2,1)] gLAPPaccedffbjnowao SFS[D(2,1)(2,1)] gLALQaccfeefbrkacwb SFS[D(2,1)(2,1)] gLALQaccefefbwboanf SFS[D(3,1)(2,1)] gLLMQadeedffnaixofs SFS[D(3,1)(2,1)] gLLMQadeedffnaixofw SFS[D(3,1)(2,1)] gLALQaccefefnsbfakf toroidal gLALQaccefefjsbfakf toroidal gLALQaccfeefnsbawkb toroidal gLALQaccfeefjsbawkb toroidal gLLMQadeedffnaipofv SFS[D(3,1)(2,1)] gLLMQadeedffnaipofs toroidal gLLMQadeedffnaipofw m003(0,0) gLALQaccefefngbfakf m006(0,0) gLALQaccefefjgbfakf m016(0,0) gLALQaccfeefnsjawkb m011(0,0) gLALQaccfeefjsjawkb m019(0,0) gLLAQbccefeftoomasv SFS[D(3,1)(2,1)] gLLAQbccefeftonmasv SFS[D(3,1)(2,1)] gLLAQbccefeftormasv toroidal gLALQaccefefnnbfakf toroidal gLALQaccefefjnbfakf toroidal gLALQaccfeefbsnawkb SFS[D(3,1)(2,1)] gLALQaccfeefnsnawkb SFS[D(3,1)(2,1)] gLALQaccfeefjsnawkb toroidal gLLMQadeedffnalxofv SFS[D(3,1)(2,1)] gLLMQadeedffnalxofs m100(0,0) gLLMQadeedffnalxofw m054(0,0) gLALQaccefefnsnfakf m060(0,0) gLALQaccefefjsnfakf m119(0,0) gLALQaccfeefnnbawkb m178(0,0) gLALQaccfeefjnbawkb m185(0,0) gLLMQadeedffnalpofv SFS[D(3,1)(2,1)] gLLMQadeedffnalpofs m170(0,0) gLLMQadeedffnalpofw m116(0,0) gLALQaccefefbgnfakf SFS[D(5,2)(2,1)] gLALQaccefefngnfakf toroidal gLALQaccefefjgnfakf m019(0,0) gLALQaccfeefnnjawkb m178(0,0) gLALQaccfeefjnjawkb m154(0,0) gLLAQbccefefaoomasv reducible gLLAQbccefefaonmasv toroidal gLLAQbccefefaormasv toroidal gLALQaccefefnnnfakf toroidal gLALQaccefefjnnfakf SFS[D(7,2)(2,1)] gLALQaccfeefbnnawkb SFS[D(3,1)(2,1)] gLALQaccfeefnnnawkb toroidal gLALQaccfeefjnnawkb SFS[D(3,1)(2,1)] gLLMQadeedffnahxofv SFS[D(3,1)(2,1)] gLLMQadeedffnahxofs m030(0,0) gLLMQadeedffnahxofw m100(0,0) gLALQaccefefnsjfakf m159(0,0) gLALQaccefefjsjfakf m145(0,0) gLALQaccfeefbgbawkb SFS[D(5,2)(2,1)] gLALQaccfeefngbawkb m011(0,0) gLALQaccfeefjgbawkb m017(0,0) gLLMQadeedffnahpofv reducible gLLMQadeedffnahpofs toroidal gLLMQadeedffnahpofw toroidal gLALQaccefefbgjfakf SFS[D(4,1)(2,1)] gLALQaccefefngjfakf toroidal gLALQaccefefjgjfakf SFS[D(4,1)(2,1)] gLALQaccfeefbgjawkb SFS[D(4,1)(2,1)] gLALQaccfeefngjawkb toroidal gLALQaccfeefjgjawkb SFS[D(4,1)(2,1)] gLLAQbccefefloomasv SFS[D(3,1)(2,1)] gLLAQbccefeflonmasv m026(0,0) gLLAQbccefeflormasv m052(0,0) gLALQaccefefnnjfakf m060(0,0) gLALQaccefefjnjfakf m043(0,0) gLALQaccfeefbgnawkb toroidal gLALQaccfeefngnawkb SFS[D(3,1)(2,1)] gLALQaccfeefjgnawkb m003(0,0) gLLAQadeedffnaiionr SFS[D(3,1)(2,1)] gLLAQadeedffnaiionn SFS[D(3,1)(2,1)] gLALQaccefefnkkgarf SFS[D(2,1)(2,1)] gLALQaccfeefnkkajjb SFS[D(2,1)(2,1)] gLAPPaccdeffbjnrkav SFS[D(2,1)(2,1)] gLALQaccefefbrkgarf SFS[D(2,1)(2,1)] gLAPPaccdeffbwbrkav SFS[D(2,1)(2,1)] gLALQaccefefbgngarf SFS[D(4,1)(2,1)] gLALQaccfeefbgnajjb SFS[D(5,2)(2,1)] gLLMQadeedffnaddofs toroidal gLLMQadeedffnaddofw toroidal gLAPPaccdeffbjjkbav SFS[D(2,1)(2,1)] gLAPPaccdeffnjjkbav toroidal gLAPPaccdeffjjjkbav toroidal gLAPPaccdeffbjjncao SFS[D(2,1)(2,1)] gLAPPaccdeffjjjncao toroidal gLAPPaccdeffnjjncao toroidal gLALQaccefefbjjwarf SFS[D(2,1)(2,1)] gLALQaccefefnjjwarf toroidal gLALQaccefefjjjwarf toroidal gLALQaccefefbkkfakf SFS[D(2,1)(2,1)] gLALQaccefefnkkfakf toroidal gLALQaccefefjkkfakf toroidal gLALQaccefefnggnajf SFS[D(2,1)(2,1)] gLALQaccefefjggnajf SFS[D(2,1)(2,1)] gLALQaccfeefbjjanwb SFS[D(2,1)(2,1)] gLALQaccfeefnjjanwb toroidal gLALQaccfeefjjjanwb toroidal gLALQaccfeefbkkawkb SFS[D(2,1)(2,1)] gLALQaccfeefnkkawkb toroidal gLALQaccfeefjkkawkb toroidal gLALQaccfeefnggafjb SFS[D(2,1)(2,1)] gLALQaccfeefjggafjb SFS[D(2,1)(2,1)] gLLAQbccefefmcoaarv reducible gLLAQbccefefpboeanv reducible gLAzQaccefefbrgkabv reducible gLAzQaccefefbfvkabv reducible gLAzQaccefefbkfkabv reducible gLAPPaccedffbwkkcaf reducible gLLMQcbceeffabvddsj SFS[D(3,1)(2,1)] gLLMQcbceeffabvddsw SFS[D(3,1)(2,1)] gLAPPaccedffnkkjcac SFS[D(2,1)(2,1)] gLAPPaccedffnkkgcac SFS[D(2,1)(2,1)] gLAzQaccefefbjnkabv reducible gLAPPaccedffbrkgcac reducible gLAPPaccedffncngcag SFS[D(2,1)(2,1)] gLAPPaccedffnnvjcaf SFS[D(2,1)(2,1)] gLAzQaccefefbwbkabv reducible gLAzQaccefefnwbkabv SFS[D(3,1)(2,1)] gLAzQaccefefjwbkabv SFS[D(3,1)(2,1)] gLAPPaccedffnwjgcag SFS[D(2,1)(2,1)] gLAPPaccedffngfjcaf SFS[D(2,1)(2,1)] gLAzQaccefefbcjkabv reducible gLAzQaccefefncjkabv SFS[D(3,1)(2,1)] gLAzQaccefefjcjkabv SFS[D(3,1)(2,1)] gLAPPaccdeffbfvgcag reducible gLAzQaccefefbfvwacv reducible gLLAQadeedffbaxxojr SFS[D(3,1)(2,1)] gLLAQadeedffbaxxojn SFS[D(3,1)(2,1)] gLAPPaccdeffnkkovac SFS[D(2,1)(2,1)] gLAPPaccdeffnkkgcac SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgsag reducible gLAPPaccdeffjcjgsag SFS[D(3,1)(2,1)] gLAPPaccdeffncjgsag SFS[D(3,1)(2,1)] gLAzQaccefefnwjsacv SFS[D(2,1)(2,1)] gLAPPaccdeffjgvobaf SFS[D(2,1)(2,1)] gLAPPaccdeffnwjooag SFS[D(2,1)(2,1)] gLAPPaccdeffngfgraf SFS[D(2,1)(2,1)] gLAzQaccefefbcjoafv reducible gLAzQaccefefncjoafv SFS[D(3,1)(2,1)] gLAzQaccefefjcjoafv SFS[D(3,1)(2,1)] gLAPPaccdeffnsbovac SFS[D(4,1)(2,1)] gLAPPaccdeffjsbovac SFS[D(5,2)(2,1)] gLAPPaccdeffnsbgcac SFS[D(4,1)(2,1)] gLAPPaccdeffjsbgcac SFS[D(5,2)(2,1)] gLLAQadeedffbaihojr SFS[D(5,2)(2,1)] gLLAQadeedffbaihojn toroidal gLAPPaccdeffnrfooag SFS[D(4,1)(2,1)] gLAPPaccdeffjrfooag SFS[D(5,2)(2,1)] gLAzQaccefefnrfsacv SFS[D(4,1)(2,1)] gLAzQaccefefjrfsacv SFS[D(5,2)(2,1)] gLAPPaccdeffnsnovac toroidal gLAPPaccdeffjsnovac toroidal gLAPPaccdeffjwograf SFS[D(5,2)(2,1)] gLAPPaccdeffnwograf SFS[D(4,1)(2,1)] gLAPPaccdeffnnbgcac SFS[D(5,2)(2,1)] gLAPPaccdeffjnbgcac toroidal gLAPPaccdeffjcwobaf SFS[D(4,1)(2,1)] gLAPPaccdeffncwobaf SFS[D(5,2)(2,1)] gLLAQadeedffbalhojn SFS[D(2,1)(2,1)] gLAPPaccdeffngnovac SFS[D(3,1)(2,1)] gLAPPaccdeffjgnovac SFS[D(3,1)(2,1)] gLAPPaccdeffjnjgcac SFS[D(2,1)(2,1)] gLLAQadeedffbahhojn SFS[D(2,1)(2,1)] gLAPPaccdeffnnnovac SFS[D(3,1)(2,1)] gLAPPaccdeffjnnovac SFS[D(3,1)(2,1)] gLAPPaccdeffjnngcac SFS[D(2,1)(2,1)] gLLAQadeedffbaipojr SFS[D(4,1)(2,1)] gLLAQadeedffbaipojn SFS[D(5,2)(2,1)] gLAPPaccdeffnsjovac SFS[D(5,2)(2,1)] gLAPPaccdeffjsjovac SFS[D(4,1)(2,1)] gLAPPaccedffbgnjwac SFS[D(4,1)(2,1)] gLLMQcbceeffanvddsj toroidal gLLMQcbceeffanvddsw toroidal gLAPPaccedffnjjgwag SFS[D(5,3)(5,2)] gLAPPaccedffjjjgwag SFS[D(5,3)(4,1)] gLAPPaccedffjjjkjag SFS[D(5,2)(4,1)] gLAPPaccedffnjjkjag SFS[D(5,2)(5,2)] gLAzQaccefefnjjgajv SFS[D(5,3)(5,2)] gLAzQaccefefjjjgajv SFS[D(5,3)(4,1)] gLAPPaccedffnkkjwac toroidal gLAPPaccedffjkkjwac SFS[D(5,3)(5,2)] gLAzQaccefefnjjkanv SFS[D(5,2)(5,2)] gLAzQaccefefjjjkanv SFS[D(5,2)(4,1)] gLAPPaccedffnkkgjac toroidal gLAPPaccedffjkkgjac SFS[D(5,2)(5,2)] gLAPPaccedffbjngwag SFS[D(2,1)(2,1)] gLAPPaccedffbkwjwac SFS[D(2,1)(2,1)] gLAzQaccefefbjnkanv SFS[D(3,1)(2,1)] gLAPPaccedffbrkgjac SFS[D(3,1)(2,1)] gLAzQaccefefbwbkanv SFS[D(3,1)(2,1)] gLAPPaccedffbwbgwag SFS[D(2,1)(2,1)] gLAPPaccdeffbgnjrac SFS[D(5,2)(2,1)] gLAPPaccdeffbgnroac SFS[D(4,1)(2,1)] gLLAQadeedffjaxxojr toroidal gLLAQadeedffjaxxojn toroidal gLAPPaccdeffbjjnoag SFS[D(2,1)(2,1)] gLAPPaccdeffnjjnoag toroidal gLAPPaccdeffjjjnoag toroidal gLAPPaccdeffbjjksag SFS[D(2,1)(2,1)] gLAPPaccdeffjjjksag toroidal gLAPPaccdeffnjjksag toroidal gLAzQaccefefbjjsawv SFS[D(2,1)(2,1)] gLAzQaccefefnjjsawv toroidal gLAzQaccefefjjjsawv toroidal gLAPPaccdeffbkknvac SFS[D(2,1)(2,1)] gLAPPaccdeffnkknvac toroidal gLAPPaccdeffjkknvac toroidal gLAPPaccdeffjggkraf SFS[D(2,1)(2,1)] gLAPPaccdeffnggkraf SFS[D(2,1)(2,1)] gLAzQaccefefbjjoarv SFS[D(2,1)(2,1)] gLAzQaccefefnjjoarv toroidal gLAzQaccefefjjjoarv toroidal gLAPPaccdeffbkkkcac SFS[D(2,1)(2,1)] gLAPPaccdeffnkkkcac toroidal gLAPPaccdeffjkkkcac toroidal gLAPPaccdeffjggnbaf SFS[D(2,1)(2,1)] gLAPPaccdeffnggnbaf SFS[D(2,1)(2,1)] gLLAQadeedffjaueojo reducible gLLAQadeedffjatmojo reducible gLLAQadeedffjaidojr SFS[D(3,1)(2,1)] gLLAQadeedffjaidojn SFS[D(3,1)(2,1)] gLAPPaccdeffnsbnvac toroidal gLAPPaccdeffjsbnvac toroidal gLAPPaccdeffnsbkcac toroidal gLAPPaccdeffjsbkcac toroidal gLLAQadeedffjaldojo SFS[D(3,1)(2,1)] gLLAQadeedffjaldojr m100(0,0) gLLAQadeedffjaldojn m030(0,0) gLAPPaccdeffbgbnvac SFS[D(5,2)(2,1)] gLAPPaccdeffngbnvac m011(0,0) gLAPPaccdeffjgbnvac m017(0,0) gLAPPaccdeffnsjkcac m159(0,0) gLAPPaccdeffjsjkcac m145(0,0) gLLAQadeedffjahdojo SFS[D(3,1)(2,1)] gLLAQadeedffjahdojr m054(0,0) gLLAQadeedffjahdojn m100(0,0) gLAPPaccdeffnnbnvac m178(0,0) gLAPPaccdeffjnbnvac m185(0,0) gLAPPaccdeffnsnkcac m060(0,0) gLAPPaccdeffjsnkcac m119(0,0) gLLAQadeedffjaihojo SFS[D(3,1)(2,1)] gLLAQadeedffjaihojr toroidal gLLAQadeedffjaihojn SFS[D(3,1)(2,1)] gLAPPaccdeffbsnnvac SFS[D(3,1)(2,1)] gLAPPaccdeffnsnnvac SFS[D(3,1)(2,1)] gLAPPaccdeffjsnnvac toroidal gLAPPaccdeffnnbkcac toroidal gLAPPaccdeffjnbkcac toroidal gLLAQadeedffjalhojo SFS[D(3,1)(2,1)] gLLAQadeedffjalhojr m052(0,0) gLLAQadeedffjalhojn m026(0,0) gLAPPaccdeffbgnnvac toroidal gLAPPaccdeffngnnvac SFS[D(3,1)(2,1)] gLAPPaccdeffjgnnvac m003(0,0) gLAPPaccdeffnnjkcac m060(0,0) gLAPPaccdeffjnjkcac m043(0,0) gLLAQadeedffjahhojo reducible gLLAQadeedffjahhojr toroidal gLLAQadeedffjahhojn toroidal gLAPPaccdeffbnnnvac SFS[D(3,1)(2,1)] gLAPPaccdeffnnnnvac toroidal gLAPPaccdeffjnnnvac SFS[D(3,1)(2,1)] gLAPPaccdeffnnnkcac toroidal gLAPPaccdeffjnnkcac SFS[D(7,2)(2,1)] gLLAQadeedffjaipojo SFS[D(3,1)(2,1)] gLLAQadeedffjaipojr m003(0,0) gLLAQadeedffjaipojn toroidal gLAPPaccdeffnsjnvac m011(0,0) gLAPPaccdeffjsjnvac m019(0,0) gLAPPaccdeffngbkcac m006(0,0) gLAPPaccdeffjgbkcac m016(0,0) gLLAQadeedffjalpojo reducible gLLAQadeedffjalpojr toroidal gLLAQadeedffjalpojn toroidal gLAPPaccdeffbgjnvac SFS[D(4,1)(2,1)] gLAPPaccdeffngjnvac toroidal gLAPPaccdeffjgjnvac SFS[D(4,1)(2,1)] gLAPPaccdeffbgjkcac SFS[D(4,1)(2,1)] gLAPPaccdeffngjkcac toroidal gLAPPaccdeffjgjkcac SFS[D(4,1)(2,1)] gLLAQadeedffjahpojo SFS[D(3,1)(2,1)] gLLAQadeedffjahpojr m116(0,0) gLLAQadeedffjahpojn m170(0,0) gLAPPaccdeffnnjnvac m178(0,0) gLAPPaccdeffjnjnvac m154(0,0) gLAPPaccdeffbgnkcac SFS[D(5,2)(2,1)] gLAPPaccdeffngnkcac toroidal gLAPPaccdeffjgnkcac m019(0,0) gLLMQadeedffjaiiogs SFS[D(3,1)(2,1)] gLLMQadeedffjaiiogw SFS[D(3,1)(2,1)] gLAPPaccdeffnkkjrac SFS[D(2,1)(2,1)] gLAPPaccdeffnkkroac SFS[D(2,1)(2,1)] gLAPPaccdeffbwbrbag SFS[D(2,1)(2,1)] gLAPPaccdeffbjnrbag SFS[D(2,1)(2,1)] gLAPPaccdeffbkwroac SFS[D(2,1)(2,1)] gLAPPaccedffbgnjjac SFS[D(5,2)(2,1)] gLLMQcbceeffajvddsj toroidal gLLMQcbceeffajvddsw toroidal gLAPPaccedffnjjgjag SFS[D(5,3)(4,1)] gLAPPaccedffjjjgjag SFS[D(4,3)(4,1)] gLAPPaccedffjjjkwag SFS[D(4,1)(4,1)] gLAPPaccedffnjjkwag SFS[D(5,2)(4,1)] gLAzQaccefefnjjganv SFS[D(5,3)(4,1)] gLAzQaccefefjjjganv SFS[D(4,3)(4,1)] gLAPPaccedffnkkjjac toroidal gLAPPaccedffjkkjjac SFS[D(5,3)(4,1)] gLAzQaccefefnjjkajv SFS[D(5,2)(4,1)] gLAzQaccefefjjjkajv SFS[D(4,1)(4,1)] gLAPPaccedffnkkgwac toroidal gLAPPaccedffjkkgwac SFS[D(5,2)(4,1)] gLAzQaccefefbjnkajv SFS[D(3,1)(2,1)] gLAPPaccedffbrkgwac SFS[D(3,1)(2,1)] gLAzQaccefefbwbkajv SFS[D(3,1)(2,1)] gLAPPaccdeffbgnkrac SFS[D(4,1)(2,1)] gLAPPaccdeffbgnnoac SFS[D(5,2)(2,1)] gLLAQadeedffnaxxojr toroidal gLLAQadeedffnaxxojn toroidal gLAPPaccdeffnjjroag SFS[D(5,3)(5,2)] gLAPPaccdeffjjjroag SFS[D(5,3)(4,1)] gLAPPaccdeffjjjjsag SFS[D(5,2)(4,1)] gLAPPaccdeffnjjjsag SFS[D(5,2)(5,2)] gLAzQaccefefnjjsajv SFS[D(5,3)(5,2)] gLAzQaccefefjjjsajv SFS[D(5,3)(4,1)] gLAPPaccdeffnkkrvac toroidal gLAPPaccdeffjkkrvac SFS[D(5,3)(5,2)] gLAzQaccefefnjjoakv SFS[D(5,2)(5,2)] gLAzQaccefefjjjoakv SFS[D(5,2)(4,1)] gLAPPaccdeffnkkjcac toroidal gLAPPaccdeffjkkjcac SFS[D(5,2)(5,2)] gLAPPaccdeffnsbrvac SFS[D(4,1)(2,1)] gLAPPaccdeffjsbrvac SFS[D(5,2)(2,1)] gLAPPaccdeffnsbjcac SFS[D(4,1)(2,1)] gLAPPaccdeffjsbjcac SFS[D(5,2)(2,1)] gLLAQadeedffnaldojr m082(0,0) gLLAQadeedffnaldojn m037(0,0) gLAPPaccdeffbgbrvac SFS[D(4,1)(2,1)] gLAPPaccdeffngbrvac m019(0,0) gLAPPaccdeffjgbrvac m016(0,0) gLAPPaccdeffnsjjcac m145(0,0) gLAPPaccdeffjsjjcac m130(0,0) gLLAQadeedffnahdojr m046(0,0) gLLAQadeedffnahdojn m082(0,0) gLAPPaccdeffnnbrvac m154(0,0) gLAPPaccdeffjnbrvac m147(0,0) gLAPPaccdeffbsnjcac SFS[D(2,1)(2,1)] gLAPPaccdeffnsnjcac m043(0,0) gLAPPaccdeffjsnjcac m069(0,0) gLLAQadeedffnaihojr m016(0,0) gLLAQadeedffnaihojn m006(0,0) gLAPPaccdeffbsnrvac SFS[D(3,1)(2,1)] gLAPPaccdeffnsnrvac m003(0,0) gLAPPaccdeffjsnrvac toroidal gLAPPaccdeffnnbjcac m019(0,0) gLAPPaccdeffjnbjcac m011(0,0) gLLAQadeedffnalhojr m118(0,0) gLLAQadeedffnalhojn m070(0,0) gLAPPaccdeffbgnrvac toroidal gLAPPaccdeffngnrvac toroidal gLAPPaccdeffjgnrvac toroidal gLAPPaccdeffnnjjcac m119(0,0) gLAPPaccdeffjnjjcac m069(0,0) gLLAQadeedffnahhojr SFS[D(8,3)(2,1)] gLLAQadeedffnahhojn SFS[D(7,3)(2,1)] gLAPPaccdeffbnnrvac SFS[D(3,1)(2,1)] gLAPPaccdeffnnnrvac SFS[D(3,1)(2,1)] gLAPPaccdeffjnnrvac reducible gLAPPaccdeffbnnjcac SFS[D(2,1)(2,1)] gLAPPaccdeffnnnjcac SFS[D(7,2)(2,1)] gLAPPaccdeffjnnjcac SFS[D(5,1)(2,1)] gLLAQadeedffnaipojr m017(0,0) gLLAQadeedffnaipojn m016(0,0) gLAPPaccdeffnsjrvac m017(0,0) gLAPPaccdeffjsjrvac m016(0,0) gLAPPaccdeffngbjcac m016(0,0) gLAPPaccdeffjgbjcac m017(0,0) gLLAQadeedffnalpojr toroidal gLLAQadeedffnalpojn toroidal gLAPPaccdeffbgjrvac SFS[D(5,2)(2,1)] gLAPPaccdeffngjrvac toroidal gLAPPaccdeffjgjrvac SFS[D(5,2)(2,1)] gLAPPaccdeffbgjjcac SFS[D(5,2)(2,1)] gLAPPaccdeffngjjcac toroidal gLAPPaccdeffjgjjcac SFS[D(5,2)(2,1)] gLLAQadeedffnahpojr m141(0,0) gLLAQadeedffnahpojn m180(0,0) gLAPPaccdeffnnjrvac m185(0,0) gLAPPaccdeffjnjrvac m147(0,0) gLAPPaccdeffbgnjcac toroidal gLAPPaccdeffngnjcac toroidal gLAPPaccdeffjgnjcac m011(0,0) gLLMQadeedffnaiiogs SFS[D(3,1)(2,1)] gLLMQadeedffnaiiogw SFS[D(3,1)(2,1)] gLAPPaccdeffnkkkrac SFS[D(2,1)(2,1)] gLAPPaccdeffnkknoac SFS[D(2,1)(2,1)] gLAzQaccefefbjnnarv SFS[D(2,1)(2,1)] gLAPPaccdeffbrkkrac SFS[D(2,1)(2,1)] gLAzQaccefefbwbnarv SFS[D(2,1)(2,1)] gLLAQbccefefdbopavv reducible gLLAQbccefefecoxagv reducible gLLAQcbceeffabvtlvo reducible gLLAQbccefefhbopavv reducible gLLAQbccefefmcnxagv reducible gLLAQbccefefmcrxagv reducible gLALQaccefefnfwoavf reducible gLALQaccfeefnfwarvb reducible gLLAQcbceeffabvtavo reducible gLLAQbccefefpbnpavv reducible gLLAQbccefefpbrpavv reducible gLALQaccefefnrooavf reducible gLALQaccfeefnroarvb reducible gLLAQbccefefxcoxagv reducible gLLAQcbceeffabvqdvn reducible gLLAQcbceeffabvqdvr reducible gLALQaccefefnsboavf reducible gLALQaccfeefnsbarvb reducible gLLAQcbceeffabvmdvo reducible gLLAQcbceeffabvmdvn SFS[D(3,1)(3,2)] gLLAQcbceeffabvmdvr SFS[D(3,1)(3,1)] gLALQaccefefngboavf SFS[D(3,1)(2,1)] gLALQaccfeefnsjarvb SFS[D(3,1)(2,1)] gLLAQbccefeftoouaov reducible gLLAQbccefeftonuaov SFS[D(3,1)(3,1)] gLLAQbccefeftoruaov SFS[D(3,1)(3,2)] gLALQaccefefnnboavf SFS[D(3,1)(2,1)] gLALQaccfeefnsnarvb SFS[D(3,1)(2,1)] gLLAQcbceeffabvqpvo reducible gLLAQcbceeffabvqpvn SFS[D(3,1)(3,2)] gLLAQcbceeffabvqpvr SFS[D(3,1)(3,1)] gLALQaccefefnsnoavf SFS[D(3,1)(2,1)] gLALQaccfeefnnbarvb SFS[D(3,1)(2,1)] gLLAQcbceeffabvmpvo reducible gLLAQcbceeffabvmpvn SFS[D(3,1)(3,1)] gLLAQcbceeffabvmpvr SFS[D(3,1)(3,2)] gLALQaccefefngnoavf SFS[D(3,1)(2,1)] gLALQaccfeefnnjarvb SFS[D(3,1)(2,1)] gLLAQbccefefaonuaov reducible gLLAQbccefefaoruaov reducible gLALQaccefefnnnoavf reducible gLALQaccfeefnnnarvb reducible gLLAQcbceeffabvqhvo reducible gLLAQcbceeffabvqhvn SFS[D(3,1)(3,1)] gLLAQcbceeffabvqhvr SFS[D(3,1)(3,2)] gLALQaccefefnsjoavf SFS[D(3,1)(2,1)] gLALQaccfeefngbarvb SFS[D(3,1)(2,1)] gLLAQbccefefloouaov reducible gLLAQbccefeflonuaov SFS[D(3,1)(3,2)] gLLAQbccefefloruaov SFS[D(3,1)(3,1)] gLALQaccefefnnjoavf SFS[D(3,1)(2,1)] gLALQaccfeefngnarvb SFS[D(3,1)(2,1)] gLLAQcbceeffabvqqon SFS[D(3,1)(2,1)] gLLAQcbceeffabvqqor SFS[D(3,1)(2,1)] gLALQaccefefnkknaff SFS[D(2,1)(2,1)] gLALQaccfeefnkkangb SFS[D(2,1)(2,1)] gLAPPaccdeffbcjgfao reducible gLAPPaccdeffjcjgfao SFS[D(3,1)(2,1)] gLAPPaccdeffncjgfao SFS[D(3,1)(2,1)] gLALQaccefefnwjfacf SFS[D(2,1)(2,1)] gLALQaccfeefngfawcb SFS[D(2,1)(2,1)] gLAPPaccdeffbwbgfao reducible gLAPPaccdeffjwbgfao SFS[D(3,1)(2,1)] gLAPPaccdeffnwbgfao SFS[D(3,1)(2,1)] gLALQaccefefncnfacf SFS[D(2,1)(2,1)] gLALQaccfeefnnvawcb SFS[D(2,1)(2,1)] gLAPPaccdeffbjngfao reducible gLALQaccfeefbrkangb reducible gLAPPaccdeffbfvgnav reducible gLAPPaccdeffbkfgnav reducible gLALQaccfeefbwkavgb reducible gLAPPaccdeffbrggnav reducible gLLAQadeedffbaddobn SFS[D(3,1)(2,1)] gLLAQadeedffbaddobr SFS[D(3,1)(2,1)] gLALQaccefefnkkragf SFS[D(2,1)(2,1)] gLALQaccfeefnkkaofb SFS[D(2,1)(2,1)] gLAPPaccdeffbjngnav reducible gLALQaccefefbrkragf reducible gLAPPaccdeffbcjgnav reducible gLAPPaccdeffncjgnav SFS[D(3,1)(2,1)] gLAPPaccdeffjcjgnav SFS[D(3,1)(2,1)] gLALQaccefefngfsacf SFS[D(2,1)(2,1)] gLALQaccfeefnwjabcb SFS[D(2,1)(2,1)] gLAPPaccdeffbwbgnav reducible gLAPPaccdeffnwbgnav SFS[D(3,1)(2,1)] gLAPPaccdeffjwbgnav SFS[D(3,1)(2,1)] gLALQaccefefnnvsacf SFS[D(2,1)(2,1)] gLALQaccfeefncnabcb SFS[D(2,1)(2,1)] gLAPPaccdeffbrggfao reducible gLAPPaccdeffbfvgfao reducible gLAPPaccdeffbkfgfao reducible gLALQaccefefbwkwagf reducible gLLAQcbceeffanvttvn toroidal gLLAQcbceeffanvttvr toroidal gLAPPaccedffbjjwjav SFS[D(3,1)(2,1)] gLAPPaccedffnjjwjav toroidal gLAPPaccedffjjjwjav toroidal gLAPPaccedffbjjnwao SFS[D(3,1)(2,1)] gLAPPaccedffjjjnwao toroidal gLAPPaccedffnjjnwao toroidal gLALQaccefefbjjbanf SFS[D(3,1)(2,1)] gLALQaccefefnjjbanf toroidal gLALQaccefefjjjbanf toroidal gLALQaccefefbkkoasf SFS[D(3,1)(2,1)] gLALQaccefefnkkoasf toroidal gLALQaccefefjkkoasf toroidal gLALQaccefefnggvarf SFS[D(3,1)(2,1)] gLALQaccefefjggvarf SFS[D(3,1)(2,1)] gLALQaccfeefbjjacjb SFS[D(3,1)(2,1)] gLALQaccfeefnjjacjb toroidal gLALQaccfeefjjjacjb toroidal gLALQaccfeefbkkarwb SFS[D(3,1)(2,1)] gLALQaccfeefnkkarwb toroidal gLALQaccfeefjkkarwb toroidal gLALQaccfeefnggasnb SFS[D(3,1)(2,1)] gLALQaccfeefjggasnb SFS[D(3,1)(2,1)] gLLAQbccefefmcoxakv reducible gLLAQbccefefpbopasv reducible gLLAQcbceeffanvqdvn SFS[D(3,1)(3,1)] gLLAQcbceeffanvqdvr SFS[D(3,1)(3,2)] gLALQaccefefnsboasf toroidal gLALQaccefefjsboasf toroidal gLALQaccfeefnsbarwb toroidal gLALQaccfeefjsbarwb toroidal gLLAQcbceeffanvmdvo SFS[D(3,1)(3,2)] gLLAQcbceeffanvmdvn m036(0,0) gLLAQcbceeffanvmdvr m007(0,0) gLALQaccefefbgboasf SFS[D(5,2)(2,1)] gLALQaccefefngboasf toroidal gLALQaccefefjgboasf m016(0,0) gLALQaccfeefnsjarwb m100(0,0) gLALQaccfeefjsjarwb m082(0,0) gLLAQbccefeftoouarv SFS[D(3,1)(3,1)] gLLAQbccefeftonuarv m033(0,0) gLLAQbccefeftoruarv m036(0,0) gLALQaccefefnnboasf m170(0,0) gLALQaccefefjnboasf m180(0,0) gLALQaccfeefnsnarwb m052(0,0) gLALQaccfeefjsnarwb m118(0,0) gLLAQcbceeffanvqpvo SFS[D(3,1)(3,2)] gLLAQcbceeffanvqpvn m007(0,0) gLLAQcbceeffanvqpvr m010(0,0) gLALQaccefefbsnoasf SFS[D(2,1)(2,1)] gLALQaccefefnsnoasf m026(0,0) gLALQaccefefjsnoasf m070(0,0) gLALQaccfeefnnbarwb m116(0,0) gLALQaccfeefjnbarwb m141(0,0) gLLAQcbceeffanvmpvo SFS[D(3,1)(3,1)] gLLAQcbceeffanvmpvn m033(0,0) gLLAQcbceeffanvmpvr m010(0,0) gLALQaccefefbgnoasf toroidal gLALQaccefefngnoasf SFS[D(3,1)(2,1)] gLALQaccefefjgnoasf m006(0,0) gLALQaccfeefnnjarwb m054(0,0) gLALQaccfeefjnjarwb m046(0,0) gLLAQbccefefaoouarv reducible gLLAQbccefefaonuarv toroidal gLLAQbccefefaoruarv toroidal gLALQaccefefbnnoasf SFS[D(2,1)(2,1)] gLALQaccefefnnnoasf toroidal gLALQaccefefjnnoasf SFS[D(7,3)(2,1)] gLALQaccfeefnnnarwb toroidal gLALQaccfeefjnnarwb SFS[D(8,3)(2,1)] gLLAQcbceeffanvqhvo SFS[D(3,1)(3,1)] gLLAQcbceeffanvqhvn toroidal gLLAQcbceeffanvqhvr m007(0,0) gLALQaccefefnsjoasf m030(0,0) gLALQaccefefjsjoasf m037(0,0) gLALQaccfeefbgbarwb SFS[D(4,1)(2,1)] gLALQaccfeefngbarwb m003(0,0) gLALQaccfeefjgbarwb m017(0,0) gLLAQcbceeffanvmhvo reducible gLLAQcbceeffanvmhvn SFS[D(3,1)(3,1)] gLLAQcbceeffanvmhvr SFS[D(3,1)(3,2)] gLALQaccefefngjoasf SFS[D(3,1)(2,1)] gLALQaccfeefngjarwb SFS[D(3,1)(2,1)] gLLAQbccefefloouarv SFS[D(3,1)(3,2)] gLLAQbccefeflonuarv m007(0,0) gLLAQbccefefloruarv m036(0,0) gLALQaccefefnnjoasf m100(0,0) gLALQaccefefjnjoasf m082(0,0) gLALQaccfeefbgnarwb SFS[D(5,2)(2,1)] gLALQaccfeefngnarwb toroidal gLALQaccfeefjgnarwb m016(0,0) gLLAQcbceeffanvqqon toroidal gLLAQcbceeffanvqqor toroidal gLAPPaccdeffnjjrfav SFS[D(5,3)(4,1)] gLAPPaccdeffjjjrfav SFS[D(4,3)(4,1)] gLAPPaccdeffjjjjfao SFS[D(4,1)(4,1)] gLAPPaccdeffnjjjfao SFS[D(5,2)(4,1)] gLALQaccefefnjjfajf SFS[D(5,3)(4,1)] gLALQaccefefjjjfajf SFS[D(4,3)(4,1)] gLALQaccefefnkknarf toroidal gLALQaccefefjkknarf SFS[D(5,3)(4,1)] gLALQaccfeefnjjafkb SFS[D(5,2)(4,1)] gLALQaccfeefjjjafkb SFS[D(4,1)(4,1)] gLALQaccfeefnkkanjb toroidal gLALQaccfeefjkkanjb SFS[D(5,2)(4,1)] gLAPPaccdeffbwbjfao SFS[D(3,1)(2,1)] gLAPPaccdeffbjnjfao SFS[D(3,1)(2,1)] gLALQaccfeefbrkanjb SFS[D(3,1)(2,1)] gLALQaccfeefbgnaokb SFS[D(4,1)(2,1)] gLLAQadeedffjaddobn toroidal gLLAQadeedffjaddobr toroidal gLAPPaccdeffnjjknav SFS[D(5,2)(5,2)] gLAPPaccdeffjjjknav SFS[D(5,2)(4,1)] gLAPPaccdeffjjjnwao SFS[D(5,3)(4,1)] gLAPPaccdeffnjjnwao SFS[D(5,3)(5,2)] gLALQaccefefnjjcarf SFS[D(5,2)(5,2)] gLALQaccefefjjjcarf SFS[D(5,2)(4,1)] gLALQaccefefnkkrakf toroidal gLALQaccefefjkkrakf SFS[D(5,2)(5,2)] gLALQaccfeefnjjabwb SFS[D(5,3)(5,2)] gLALQaccfeefjjjabwb SFS[D(5,3)(4,1)] gLALQaccfeefnkkaokb toroidal gLALQaccfeefjkkaokb SFS[D(5,3)(5,2)] gLAPPaccdeffbjnknav SFS[D(3,1)(2,1)] gLALQaccefefbrkrakf SFS[D(3,1)(2,1)] gLALQaccfeefbjnabwb SFS[D(2,1)(2,1)] gLALQaccfeefbkwaokb SFS[D(2,1)(2,1)] gLALQaccfeefbwbabwb SFS[D(2,1)(2,1)] gLAPPaccdeffbwbknav SFS[D(3,1)(2,1)] gLALQaccefefbgnnarf SFS[D(5,2)(2,1)] gLLAQcbceeffajvttvn toroidal gLLAQcbceeffajvttvr toroidal gLAPPaccedffbjjwwav SFS[D(3,1)(2,1)] gLAPPaccedffnjjwwav toroidal gLAPPaccedffjjjwwav toroidal gLAPPaccedffbjjnjao SFS[D(3,1)(2,1)] gLAPPaccedffjjjnjao toroidal gLAPPaccedffnjjnjao toroidal gLALQaccefefbjjbajf SFS[D(3,1)(2,1)] gLALQaccefefnjjbajf toroidal gLALQaccefefjjjbajf toroidal gLALQaccefefbkkoawf SFS[D(3,1)(2,1)] gLALQaccefefnkkoawf toroidal gLALQaccefefjkkoawf toroidal gLALQaccefefnggvanf SFS[D(3,1)(2,1)] gLALQaccefefjggvanf SFS[D(3,1)(2,1)] gLALQaccfeefbjjacnb SFS[D(3,1)(2,1)] gLALQaccfeefnjjacnb toroidal gLALQaccfeefjjjacnb toroidal gLALQaccfeefbkkarsb SFS[D(3,1)(2,1)] gLALQaccfeefnkkarsb toroidal gLALQaccfeefjkkarsb toroidal gLALQaccfeefnggasrb SFS[D(3,1)(2,1)] gLALQaccfeefjggasrb SFS[D(3,1)(2,1)] gLLAQbccefefmcoxajv reducible gLLAQbccefefpbopawv reducible gLLAQcbceeffajvqdvn SFS[D(3,1)(3,2)] gLLAQcbceeffajvqdvr SFS[D(3,1)(3,1)] gLALQaccefefnsboawf toroidal gLALQaccefefjsboawf toroidal gLALQaccfeefnsbarsb toroidal gLALQaccfeefjsbarsb toroidal gLLAQcbceeffajvmdvo SFS[D(3,1)(3,1)] gLLAQcbceeffajvmdvn m007(0,0) gLLAQcbceeffajvmdvr toroidal gLALQaccefefbgboawf SFS[D(4,1)(2,1)] gLALQaccefefngboawf m003(0,0) gLALQaccefefjgboawf m017(0,0) gLALQaccfeefnsjarsb m030(0,0) gLALQaccfeefjsjarsb m037(0,0) gLLAQbccefeftoouanv SFS[D(3,1)(3,2)] gLLAQbccefeftonuanv m010(0,0) gLLAQbccefeftoruanv m007(0,0) gLALQaccefefnnboawf m116(0,0) gLALQaccefefjnboawf m141(0,0) gLALQaccfeefbsnarsb SFS[D(2,1)(2,1)] gLALQaccfeefnsnarsb m026(0,0) gLALQaccfeefjsnarsb m070(0,0) gLLAQcbceeffajvqpvo SFS[D(3,1)(3,1)] gLLAQcbceeffajvqpvn m036(0,0) gLLAQcbceeffajvqpvr m033(0,0) gLALQaccefefnsnoawf m052(0,0) gLALQaccefefjsnoawf m118(0,0) gLALQaccfeefnnbarsb m170(0,0) gLALQaccfeefjnbarsb m180(0,0) gLLAQcbceeffajvmpvo SFS[D(3,1)(3,2)] gLLAQcbceeffajvmpvn m036(0,0) gLLAQcbceeffajvmpvr m007(0,0) gLALQaccefefbgnoawf SFS[D(5,2)(2,1)] gLALQaccefefngnoawf toroidal gLALQaccefefjgnoawf m016(0,0) gLALQaccfeefnnjarsb m100(0,0) gLALQaccfeefjnjarsb m082(0,0) gLLAQbccefefaoouanv reducible gLLAQbccefefaonuanv toroidal gLLAQbccefefaoruanv toroidal gLALQaccefefnnnoawf toroidal gLALQaccefefjnnoawf SFS[D(8,3)(2,1)] gLALQaccfeefbnnarsb SFS[D(2,1)(2,1)] gLALQaccfeefnnnarsb toroidal gLALQaccfeefjnnarsb SFS[D(7,3)(2,1)] gLLAQcbceeffajvqhvo SFS[D(3,1)(3,2)] gLLAQcbceeffajvqhvn m007(0,0) gLLAQcbceeffajvqhvr m036(0,0) gLALQaccefefnsjoawf m100(0,0) gLALQaccefefjsjoawf m082(0,0) gLALQaccfeefbgbarsb SFS[D(5,2)(2,1)] gLALQaccfeefngbarsb toroidal gLALQaccfeefjgbarsb m016(0,0) gLLAQcbceeffajvmhvo reducible gLLAQcbceeffajvmhvn SFS[D(3,1)(3,2)] gLLAQcbceeffajvmhvr SFS[D(3,1)(3,1)] gLALQaccefefngjoawf SFS[D(3,1)(2,1)] gLALQaccfeefngjarsb SFS[D(3,1)(2,1)] gLLAQbccefefloouanv SFS[D(3,1)(3,1)] gLLAQbccefeflonuanv m010(0,0) gLLAQbccefefloruanv m033(0,0) gLALQaccefefnnjoawf m054(0,0) gLALQaccefefjnjoawf m046(0,0) gLALQaccfeefbgnarsb toroidal gLALQaccfeefngnarsb SFS[D(3,1)(2,1)] gLALQaccfeefjgnarsb m006(0,0) gLLAQcbceeffajvqqon toroidal gLLAQcbceeffajvqqor toroidal gLAPPaccdeffnjjnfav SFS[D(5,3)(5,2)] gLAPPaccdeffjjjnfav SFS[D(5,3)(4,1)] gLAPPaccdeffjjjkfao SFS[D(5,2)(4,1)] gLAPPaccdeffnjjkfao SFS[D(5,2)(5,2)] gLALQaccefefnjjfawf SFS[D(5,3)(5,2)] gLALQaccefefjjjfawf SFS[D(5,3)(4,1)] gLALQaccefefnkknakf toroidal gLALQaccefefjkknakf SFS[D(5,3)(5,2)] gLALQaccfeefnjjafrb SFS[D(5,2)(5,2)] gLALQaccfeefjjjafrb SFS[D(5,2)(4,1)] gLALQaccfeefnkkankb toroidal gLALQaccfeefjkkankb SFS[D(5,2)(5,2)] gLALQaccefefbjnfawf SFS[D(2,1)(2,1)] gLALQaccefefbkwnakf SFS[D(2,1)(2,1)] gLAPPaccdeffbwbkfao SFS[D(3,1)(2,1)] gLAPPaccdeffbjnkfao SFS[D(3,1)(2,1)] gLALQaccfeefbrkankb SFS[D(3,1)(2,1)] gLALQaccefefbwbfawf SFS[D(2,1)(2,1)] gLALQaccfeefbgnaorb SFS[D(5,2)(2,1)] gLLAQadeedffnaddobn toroidal gLLAQadeedffnaddobr toroidal gLAPPaccdeffnjjjnav SFS[D(5,2)(4,1)] gLAPPaccdeffjjjjnav SFS[D(4,1)(4,1)] gLAPPaccdeffjjjrwao SFS[D(4,3)(4,1)] gLAPPaccdeffnjjrwao SFS[D(5,3)(4,1)] gLALQaccefefnjjcakf SFS[D(5,2)(4,1)] gLALQaccefefjjjcakf SFS[D(4,1)(4,1)] gLALQaccefefnkkrajf toroidal gLALQaccefefjkkrajf SFS[D(5,2)(4,1)] gLALQaccfeefnjjabjb SFS[D(5,3)(4,1)] gLALQaccfeefjjjabjb SFS[D(4,3)(4,1)] gLALQaccfeefnkkaorb toroidal gLALQaccfeefjkkaorb SFS[D(5,3)(4,1)] gLAPPaccdeffbjnjnav SFS[D(3,1)(2,1)] gLALQaccefefbrkrajf SFS[D(3,1)(2,1)] gLAPPaccdeffbwbjnav SFS[D(3,1)(2,1)] gLALQaccefefbgnnakf SFS[D(4,1)(2,1)] gLLAQaecdfefblopmkk toroidal gLLAQaecdfefblvumkk toroidal gLLAQaecdfefbloplkk toroidal gLLAQaecdfefbdoehwr toroidal gLLAQaecdfefbdoehwk SFS[D(3,1)(2,1)] gLLAQaecdfefbdoeawj SFS[D(3,1)(2,1)] gLLAQaecdfefbdoeaww toroidal gLLAQaecdfefbdoeqwj toroidal gLLAQaecdfefbdoeqwn toroidal gLLAQaecdfefbdoihsw toroidal gLLAQaecdfefbdoihsj SFS[D(3,1)(2,1)] gLLAQaecdfefbdoiask SFS[D(3,1)(2,1)] gLLAQaecdfefbdoiasr toroidal gLLAQaecdfefbdoixsn toroidal gLLAQaecdfefbdoixsj toroidal gLLAQaecdfefbdopdws toroidal gLLAQaecdfefbdopqws toroidal gLLAQaecdfefbdopqww toroidal gLLAQaecdfefbdoptws toroidal gLLAQaecdfefbdoptww toroidal gLLAQaecdfefbdopiwk toroidal gLLAQaecdfefbdopiwj toroidal gLLAQaecdfefbdopmwk toroidal gLLAQaecdfefbdopmwj toroidal gLLAQaecdfefbaopdjs SFS[D(3,1)(2,1)] gLLAQaecdfefbaopdks SFS[D(3,1)(2,1)] gLLAQaecdfefbdopxwk toroidal gLLAQaecdfefbdopxwr toroidal gLLAQaecdfefbdoplwk toroidal gLLAQaecdfefbdoplwr toroidal gLLAQaecdfefbdoppwk SFS[D(3,1)(2,1)] gLLAQaecdfefbdoppwr SFS[D(3,1)(2,1)] gLLAQaecdfefbdopdsw toroidal gLLAQaecdfefbdopdss toroidal gLLAQaecdfefbdopxsk toroidal gLLAQaecdfefbdopxsr toroidal gLLAQaecdfefbdopisj toroidal gLLAQaecdfefbdopisk toroidal gLLAQaecdfefbdoptsw toroidal gLLAQaecdfefbdoptss toroidal gLLAQaecdfefbdoplsk toroidal gLLAQaecdfefbdoplsr toroidal gLLAQaecdfefbaopdkw SFS[D(3,1)(2,1)] gLLAQaecdfefbaopdjw SFS[D(3,1)(2,1)] gLLAQaecdfefbdopqss toroidal gLLAQaecdfefbdopqsw toroidal gLLAQaecdfefbdopmsk toroidal gLLAQaecdfefbdopmsj toroidal gLLAQaecdfefbdoppsr SFS[D(3,1)(2,1)] gLLAQaecdfefbdoppsk SFS[D(3,1)(2,1)] gLLAQaecdfefbdoihww toroidal gLLAQaecdfefbdoihwj SFS[D(3,1)(2,1)] gLLAQaecdfefbdoiawk SFS[D(3,1)(2,1)] gLLAQaecdfefbdoiawr toroidal gLLAQaecdfefbdoixwn toroidal gLLAQaecdfefbdoixwj toroidal gLLAQaecdfefbdoehsr toroidal gLLAQaecdfefbdoehsk SFS[D(3,1)(2,1)] gLLAQaecdfefbdoeasj SFS[D(3,1)(2,1)] gLLAQaecdfefbdoeasw toroidal gLLAQaecdfefbdoeqsj toroidal gLLAQaecdfefbdoeqsn toroidal gLLAQaecdfefblvlhkk SFS[D(2,1)(2,1)] gLLAQaecdfefbloihkj SFS[D(2,1)(2,1)] gLLAQaecdfefbloehkk SFS[D(2,1)(2,1)] gLLAQaecdfefblvdhkj SFS[D(2,1)(2,1)] gLLAQaecdfefbqoehwr SFS[D(4,1)(2,1)] gLLAQaecdfefbqoeaww SFS[D(4,1)(2,1)] gLLAQaecdfefbqoeqwj SFS[D(4,3)(3,1)] gLLAQaecdfefbqoeqwn SFS[D(4,1)(3,1)] gLLAQaecdfefbqvlhwr SFS[D(4,1)(2,1)] gLLAQaecdfefbqvlaww SFS[D(4,1)(2,1)] gLLAQaecdfefbqvlqwj SFS[D(4,3)(3,1)] gLLAQaecdfefbqvlqwn SFS[D(4,1)(3,1)] gLLAQaecdfefbqopqws SFS[D(5,3)(4,1)] gLLAQaecdfefbiopxjr SFS[D(4,1)(4,1)] gLLAQaecdfefbivuqjw SFS[D(4,3)(4,1)] gLLAQaecdfefblopxkr toroidal gLLAQaecdfefblopxrr SFS[D(5,3)(4,1)] gLLAQaecdfefbqopxsr SFS[D(5,2)(4,1)] gLLAQaecdfefbqopxwr SFS[D(4,1)(4,1)] gLLAQaecdfefblvuqkw toroidal gLLAQaecdfefblvuqrw SFS[D(5,2)(4,1)] gLLAQaecdfefbqopqsw SFS[D(5,3)(4,1)] gLLAQaecdfefbqopqww SFS[D(4,3)(4,1)] gLLAQaecdfefbivuxjr SFS[D(4,1)(4,1)] gLLAQaecdfefbiopqjw SFS[D(4,3)(4,1)] gLLAQaecdfefblvuxkr toroidal gLLAQaecdfefblvuxrr SFS[D(5,3)(4,1)] gLLAQaecdfefbqvuxsr SFS[D(5,2)(4,1)] gLLAQaecdfefbqvuxwr SFS[D(4,1)(4,1)] gLLAQaecdfefblopqkw toroidal gLLAQaecdfefblopqrw SFS[D(5,2)(4,1)] gLLAQaecdfefbqoihww SFS[D(4,1)(2,1)] gLLAQaecdfefbqoiawr SFS[D(4,1)(2,1)] gLLAQaecdfefbqoixwn SFS[D(4,1)(3,1)] gLLAQaecdfefbqoixwj SFS[D(4,3)(3,1)] gLLAQaecdfefbqvdhww SFS[D(4,1)(2,1)] gLLAQaecdfefbqvdawr SFS[D(4,1)(2,1)] gLLAQaecdfefbqvdxwn SFS[D(4,1)(3,1)] gLLAQaecdfefbqvdxwj SFS[D(4,3)(3,1)] gLLAQaecdfefbqoixsj SFS[D(5,3)(3,1)] gLLAQaecdfefbivlqjn SFS[D(4,1)(3,1)] gLLAQaecdfefbioixjj SFS[D(4,3)(3,1)] gLLAQaecdfefblvlqkn toroidal gLLAQaecdfefblvlqrn SFS[D(5,3)(3,1)] gLLAQaecdfefbqvlqsn SFS[D(5,2)(3,1)] gLLAQaecdfefbloixkj toroidal gLLAQaecdfefbloixrj SFS[D(5,2)(3,1)] gLLAQaecdfefbqvdxsj SFS[D(5,3)(3,1)] gLLAQaecdfefbioeqjn SFS[D(4,1)(3,1)] gLLAQaecdfefbivdxjj SFS[D(4,3)(3,1)] gLLAQaecdfefbloeqkn toroidal gLLAQaecdfefbloeqrn SFS[D(5,3)(3,1)] gLLAQaecdfefbqoeqsn SFS[D(5,2)(3,1)] gLLAQaecdfefblvdxkj toroidal gLLAQaecdfefblvdxrj SFS[D(5,2)(3,1)] gLLAQcbcefefqbjpqvn SFS[D(3,1)(3,1)] gLLAQcbcefefabwpqvn SFS[D(3,1)(2,1)] gLLAQcbcefefhbrpqvn SFS[D(3,1)(2,1)] gLLAQcbcefefqbjuqon SFS[D(3,1)(3,1)] gLLAQcbcefefqbnpqvn SFS[D(3,1)(3,2)] gLLAQcbcefefabwuqon SFS[D(3,1)(2,1)] gLLAQcbcefefhbruqon SFS[D(3,1)(2,1)] gLLMQcbcefefqbjlxoj SFS[D(3,1)(3,2)] gLLMQcbcefefqbnlxoj SFS[D(3,1)(3,1)] gLLMQcbcefefabwlxoj SFS[D(3,1)(2,1)] gLLMQcbcefefhbrlxoj SFS[D(3,1)(2,1)] gLLMQcbcefefqbjixvj SFS[D(3,1)(3,2)] gLLMQcbcefefqbnixvj SFS[D(3,1)(3,1)] gLLMQcbcefefabwixvj SFS[D(3,1)(2,1)] gLLMQcbcefefhbrixvj SFS[D(3,1)(2,1)] gLLAQaecdfefbivdhkw SFS[D(5,2)(2,1)] gLLAQaecdfefbivdakr SFS[D(5,2)(2,1)] gLLAQaecdfefbivdxkn SFS[D(5,2)(3,1)] gLLAQaecdfefbivdxkj SFS[D(5,3)(3,1)] gLLAQaecdfefbioihkw SFS[D(5,2)(2,1)] gLLAQaecdfefbioiakr SFS[D(5,2)(2,1)] gLLAQaecdfefbioixkn SFS[D(5,2)(3,1)] gLLAQaecdfefbioixkj SFS[D(5,3)(3,1)] gLLAQaecdfefbivuxkk SFS[D(5,2)(5,2)] gLLAQaecdfefbivuxkr SFS[D(5,2)(4,1)] gLLAQaecdfefbiopijk SFS[D(5,3)(4,1)] gLLAQaecdfefbivutkw SFS[D(5,2)(5,2)] gLLAQaecdfefbivutjw SFS[D(5,2)(4,1)] gLLAQaecdfefbivulkk toroidal gLLAQaecdfefbivulkr SFS[D(5,2)(5,2)] gLLAQaecdfefbivuqks SFS[D(5,3)(5,2)] gLLAQaecdfefbivuqkw SFS[D(5,3)(4,1)] gLLAQaecdfefbivumkk toroidal gLLAQaecdfefbivumkj SFS[D(5,3)(5,2)] gLLAQaecdfefbiopxkk SFS[D(5,2)(5,2)] gLLAQaecdfefbiopxkr SFS[D(5,2)(4,1)] gLLAQaecdfefbiopikj SFS[D(5,3)(4,1)] gLLAQaecdfefbiopikk SFS[D(5,3)(5,2)] gLLAQaecdfefbioptkw SFS[D(5,2)(5,2)] gLLAQaecdfefbioptjw SFS[D(5,2)(4,1)] gLLAQaecdfefbioplkk toroidal gLLAQaecdfefbioplkr SFS[D(5,2)(5,2)] gLLAQaecdfefbiopqks SFS[D(5,3)(5,2)] gLLAQaecdfefbiopqkw SFS[D(5,3)(4,1)] gLLAQaecdfefbiopmkk toroidal gLLAQaecdfefbiopmkj SFS[D(5,3)(5,2)] gLLAQaecdfefbivlhkr SFS[D(5,2)(2,1)] gLLAQaecdfefbivlakw SFS[D(5,2)(2,1)] gLLAQaecdfefbivlqkj SFS[D(5,3)(3,1)] gLLAQaecdfefbivlqkn SFS[D(5,2)(3,1)] gLLAQaecdfefbioehkr SFS[D(5,2)(2,1)] gLLAQaecdfefbioeakw SFS[D(5,2)(2,1)] gLLAQaecdfefbioeqkj SFS[D(5,3)(3,1)] gLLAQaecdfefbioeqkn SFS[D(5,2)(3,1)] gLLAQaecdfefbloppkk SFS[D(2,1)(2,1)] gLLAQaecdfefblvupkr SFS[D(2,1)(2,1)] gLLAQaecdfefblvupkk SFS[D(2,1)(2,1)] gLLAQaecdfefbloppkr SFS[D(2,1)(2,1)] gLLAQaecdfefbloehrr SFS[D(5,2)(2,1)] gLLAQaecdfefbloearw SFS[D(5,2)(2,1)] gLLAQaecdfefbloeqrj SFS[D(5,2)(3,1)] gLLAQaecdfefblvlhrr SFS[D(5,2)(2,1)] gLLAQaecdfefblvlarw SFS[D(5,2)(2,1)] gLLAQaecdfefblvlqrj SFS[D(5,2)(3,1)] gLLAQaecdfefblopqrs SFS[D(5,2)(5,2)] gLLAQaecdfefbiopmjj SFS[D(5,3)(4,1)] gLLAQaecdfefbivuljr SFS[D(5,2)(4,1)] gLLAQaecdfefblopmkj toroidal gLLAQaecdfefblopmrj SFS[D(5,2)(5,2)] gLLAQaecdfefblopxrk SFS[D(5,3)(5,2)] gLLAQaecdfefbloplrk toroidal gLLAQaecdfefblvuqrs SFS[D(5,2)(5,2)] gLLAQaecdfefbivumjj SFS[D(5,3)(4,1)] gLLAQaecdfefbiopljr SFS[D(5,2)(4,1)] gLLAQaecdfefblvumkj toroidal gLLAQaecdfefblvumrj SFS[D(5,2)(5,2)] gLLAQaecdfefblvuxrk SFS[D(5,3)(5,2)] gLLAQaecdfefbloplkr toroidal gLLAQaecdfefbloplrr SFS[D(5,3)(5,2)] gLLAQaecdfefbloihrw SFS[D(5,2)(2,1)] gLLAQaecdfefbloiarr SFS[D(5,2)(2,1)] gLLAQaecdfefbloixrn SFS[D(5,3)(3,1)] gLLAQaecdfefblvdhrw SFS[D(5,2)(2,1)] gLLAQaecdfefblvdarr SFS[D(5,2)(2,1)] gLLAQaecdfefblvdxrn SFS[D(5,3)(3,1)] gLLMQcbcefefabwlaor SFS[D(2,1)(2,1)] gLLMQcbcefefabwiavr SFS[D(2,1)(2,1)] gLLAQcbcefefabwpavw SFS[D(2,1)(2,1)] gLLAQaecdfefblvlakw toroidal gLLAQaecdfefbloiakr toroidal gLLAQaecdfefbloeakw toroidal gLLAQaecdfefblvdakr toroidal gLLAQaecdfefbaopmjk SFS[D(2,1)(2,1)] gLLAQaecdfefbaopljk SFS[D(2,1)(2,1)] gLLAQaecdfefbaoplkk SFS[D(2,1)(2,1)] gLLAQaecdfefbaopmkk SFS[D(2,1)(2,1)] gLLAQaecdfefblvlakj SFS[D(2,1)(2,1)] gLLAQaecdfefbloiakk SFS[D(2,1)(2,1)] gLLAQaecdfefbloeakj SFS[D(2,1)(2,1)] gLLAQaecdfefblvdakk SFS[D(2,1)(2,1)] gLLMQcbcefefabwlhow SFS[D(2,1)(2,1)] gLLMQcbcefefhbrlhow SFS[D(2,1)(2,1)] gLLMQcbcefefabwihvw SFS[D(2,1)(2,1)] gLLMQcbcefefhbrihvw SFS[D(2,1)(2,1)] gLLAQcbcefefabwphvr SFS[D(2,1)(2,1)] gLLAQcbcefefhbrphvr SFS[D(2,1)(2,1)] gLLAQcbcefefabwuhor SFS[D(2,1)(2,1)] gLLAQaecdfefbivlhjr SFS[D(4,1)(2,1)] gLLAQaecdfefbioihjw SFS[D(4,1)(2,1)] gLLAQaecdfefblvlhkr toroidal gLLAQaecdfefbloihkw toroidal gLLAQaecdfefbioehjr SFS[D(4,1)(2,1)] gLLAQaecdfefbivdhjw SFS[D(4,1)(2,1)] gLLAQaecdfefbloehkr toroidal gLLAQaecdfefblvdhkw toroidal gLLAQaecdfefbqoehsr SFS[D(5,2)(2,1)] gLLAQaecdfefbqoeasw SFS[D(5,2)(2,1)] gLLAQaecdfefbqoeqsj SFS[D(5,3)(3,1)] gLLAQaecdfefbqvlhsr SFS[D(5,2)(2,1)] gLLAQaecdfefbqvlasw SFS[D(5,2)(2,1)] gLLAQaecdfefbqvlqsj SFS[D(5,3)(3,1)] gLLAQaecdfefbiopxjk SFS[D(5,2)(4,1)] gLLAQaecdfefbivuqjs SFS[D(5,3)(4,1)] gLLAQaecdfefblopxkk toroidal gLLAQaecdfefbqopxsk SFS[D(5,2)(5,2)] gLLAQaecdfefblvuqks toroidal gLLAQaecdfefbqopqss SFS[D(5,3)(5,2)] gLLAQaecdfefbivuxjk SFS[D(5,2)(4,1)] gLLAQaecdfefbiopqjs SFS[D(5,3)(4,1)] gLLAQaecdfefblvuxkk toroidal gLLAQaecdfefbqvuxsk SFS[D(5,2)(5,2)] gLLAQaecdfefblopqks toroidal gLLAQaecdfefbqoihsw SFS[D(5,2)(2,1)] gLLAQaecdfefbqoiasr SFS[D(5,2)(2,1)] gLLAQaecdfefbqoixsn SFS[D(5,2)(3,1)] gLLAQaecdfefbqvdhsw SFS[D(5,2)(2,1)] gLLAQaecdfefbqvdasr SFS[D(5,2)(2,1)] gLLAQaecdfefbqvdxsn SFS[D(5,2)(3,1)] gLLAQaecdfefbivlqjj SFS[D(4,3)(3,1)] gLLAQaecdfefbioixjn SFS[D(4,1)(3,1)] gLLAQaecdfefblvlqkj toroidal gLLAQaecdfefbloixkn toroidal gLLAQaecdfefbioeqjj SFS[D(4,3)(3,1)] gLLAQaecdfefbivdxjn SFS[D(4,1)(3,1)] gLLAQaecdfefbloeqkj toroidal gLLAQaecdfefblvdxkn toroidal gLLAQcbcefefabwpqvj SFS[D(3,1)(2,1)] gLLAQcbcefefhbrpqvj SFS[D(3,1)(2,1)] gLLAQcbcefefqbjpqvj SFS[D(3,1)(3,2)] gLLAQcbcefefabwuqoj SFS[D(3,1)(2,1)] gLLAQcbcefefhbruqoj SFS[D(3,1)(2,1)] gLLMQcbcefefqbjlxon SFS[D(3,1)(3,1)] gLLMQcbcefefabwlxon SFS[D(3,1)(2,1)] gLLMQcbcefefhbrlxon SFS[D(3,1)(2,1)] gLLMQcbcefefqbjixvn SFS[D(3,1)(3,1)] gLLMQcbcefefabwixvn SFS[D(3,1)(2,1)] gLLMQcbcefefhbrixvn SFS[D(3,1)(2,1)] gLLAQaecdfefbivdajr SFS[D(4,1)(2,1)] gLLAQaecdfefbioiajr SFS[D(4,1)(2,1)] gLLAQaecdfefbivutjs SFS[D(4,1)(4,1)] gLLAQaecdfefbivuljk toroidal gLLAQaecdfefbivumjk toroidal gLLAQaecdfefbiopijj SFS[D(4,3)(4,1)] gLLAQaecdfefbioptjs SFS[D(4,1)(4,1)] gLLAQaecdfefbiopljk toroidal gLLAQaecdfefbiopmjk toroidal gLLAQaecdfefbivlajw SFS[D(4,1)(2,1)] gLLAQaecdfefbioeajw SFS[D(4,1)(2,1)] gLLAQaedcfefbapjtgb reducible gLLAQaedcfefbppjtfb reducible gLLAQaedcfefjdxbhvc reducible gLLAQaedcfefjdxbhvw reducible gLLAQaedcfefjdxbhvj reducible gLLAQaedcfefjdxbavf reducible gLLAQaedcfefjdxbavk reducible gLLAQaedcfefjdxbavr reducible gLLAQaedcfefjdxbxvb reducible gLLAQaedcfefjdxbxvn reducible gLLAQaedcfefjdxbxvj reducible gLLAQaedcfefjdtbtvf reducible gLLAQaedcfefjdtbevb reducible gLLAQaedcfefjdtbdvc reducible gLLAQaedcfefjdtblvf reducible gLLAQaedcfefbapntgb reducible gLLAQaedcfefbppntfb reducible gLLAQaedcfefjdqbhvf reducible gLLAQaedcfefjdqbhvr reducible gLLAQaedcfefjdqbhvk reducible gLLAQaedcfefjdqbavc reducible gLLAQaedcfefjdqbavj reducible gLLAQaedcfefjdqbavw reducible gLLAQaedcfefjdqbqvb reducible gLLAQaedcfefjdqbqvj reducible gLLAQaedcfefjdqbqvn reducible gLLAQaedcfefjdmbmvc reducible gLLAQaedcfefjdmbdvb reducible gLLAQaedcfefjdmbevf reducible gLLAQaedcfefjdmbivc reducible gLLAQaedcfefbdajdwv reducible gLLAQaedcfefbdajdsv reducible gLLAQaedcfefbqandvv reducible gLLAQaedcfefbqandsv reducible gLLAQaedcfefbqandwv reducible gLLAQaedcfefbiajdgv reducible gLLAQaedcfefbiajdjv reducible gLLAQaedcfefbiajdkv reducible gLLAQaedcfefbiandgv reducible gLLAQaedcfefbiandkv reducible gLLAQaedcfefbiandjv reducible gLLAQaedcfefblajdfv reducible gLLAQaedcfefblajdkv reducible gLLAQaedcfefblajdrv reducible gLLAQaedcfefbaajdjv reducible gLLAQaedcfefbaajdkv reducible gLLAQaedcfefbqajdvv reducible gLLAQaedcfefbqajdsv reducible gLLAQaedcfefbqajdwv reducible gLLAQaedcfefblandfv reducible gLLAQaedcfefblandkv reducible gLLAQaedcfefblandrv reducible gLLAQaedcfefbpajdrv reducible gLLAQaedcfefbpajdkv reducible gLLAQaedcfefjdebdvv reducible gLLAQaedcfefjdebavg reducible gLLAQaedcfefjdebpvf reducible gLLAQaedcfefjddbdvv reducible gLLAQaedcfefjddbavg reducible gLLAQaedcfefjddbpvf reducible gLLAQaecdfefbaretgb reducible gLLAQaecdfefbpretfb reducible gLLMQcbcfeefdnoxavf reducible gLLMQcbcfeefdnoxavk reducible gLLMQcbcfeefdnoxavr reducible gLLMQcbcfeefabvlawc reducible gLLMQcbcfeefabslawc reducible gLLMQcbcfeefabwlawc reducible gLLMQcbcfeefdnoqavc reducible gLLMQcbcfeefdnoqavj reducible gLLMQcbcfeefdnoqavw reducible gLLMQcbcefeftbveprc reducible gLLMQcbcefefpboeprc reducible gLLMQcbcefefubbeprc reducible gLLMQcbcefeflbveprc reducible gLLAQaecdfefbdoldsv SFS[D(3,1)(2,1)] gLLAQaecdfefbdoldwv SFS[D(3,1)(2,1)] gLLAQaecdfefblvidkv SFS[D(2,1)(2,1)] gLLAQaecdfefbloldkv SFS[D(2,1)(2,1)] gLLAQcbcefefdboudro reducible gLLAQaecdfefbdoxdwv SFS[D(3,1)(2,1)] gLLAQaecdfefbdoxdsv SFS[D(3,1)(2,1)] gLLAQaecdfefbloxdkv SFS[D(2,1)(2,1)] gLLAQaecdfefblvqdkv SFS[D(2,1)(2,1)] gLLAQcbcefefdbomdwo reducible gLLAQaecdfefbdrxdwv reducible gLLAQaecdfefbdrxdsv reducible gLLAQaecdfefbqwqdvv reducible gLLAQaecdfefbqwqdsv reducible gLLAQaecdfefbqwqdwv reducible gLLAQaecdfefbirxdgv reducible gLLAQaecdfefbirxdjv reducible gLLAQaecdfefbirxdkv reducible gLLAQaecdfefbiwqdgv reducible gLLAQaecdfefbiwqdkv reducible gLLAQaecdfefbiwqdjv reducible gLLAQaecdfefblrxdfv reducible gLLAQaecdfefblrxdkv reducible gLLAQaecdfefblrxdrv reducible gLLAQaecdfefbarxdjv reducible gLLAQaecdfefbarxdkv reducible gLLAQaecdfefbqrxdvv reducible gLLAQaecdfefbqrxdsv reducible gLLAQaecdfefbqrxdwv reducible gLLAQaecdfefblwqdfv reducible gLLAQaecdfefblwqdkv reducible gLLAQaecdfefblwqdrv reducible gLLAQaecdfefbprxdrv reducible gLLAQaecdfefbprxdkv reducible gLLAQcbcefefabvmdwo reducible gLLAQcbcefefdnomivb reducible gLLAQcbcefefabvudro reducible gLLAQcbcefefdnopivb reducible gLLAQaecdfefbdnxdwv SFS[D(3,1)(2,1)] gLLAQaecdfefbdnxdsv SFS[D(3,1)(2,1)] gLLAQaecdfefblnxdkv SFS[D(2,1)(2,1)] gLLAQaecdfefblsqdkv SFS[D(2,1)(2,1)] gLLAQaecdfefbarmmgb reducible gLLAQaecdfefbprmmfb reducible gLLMQcbcefefdnoilvf reducible gLLMQcbcefefdnoidvc reducible gLLMQcbcefefdnoievb reducible gLLMQcbcefefdnoitvf reducible gLLMQcbcefefdnoxxvb reducible gLLMQcbcefefdnoxxvn reducible gLLMQcbcefefdnoxxvj reducible gLLMQcbcefefdnoxavf reducible gLLMQcbcefefdnoxavr reducible gLLMQcbcefefdnoxavk reducible gLLMQcbcefefdnoxhvc reducible gLLMQcbcefefdnoxhvw reducible gLLMQcbcefefdnoxhvj reducible gLLAQaecdfefbarhqgb reducible gLLAQaecdfefbprhqfb reducible gLLAQcbcefefabvphwo reducible gLLAQaecdfefbdoihsc SFS[D(3,1)(2,1)] gLLAQaecdfefbdoihwc SFS[D(3,1)(2,1)] gLLAQaecdfefblvlhkf SFS[D(2,1)(2,1)] gLLAQaecdfefbloihkc SFS[D(2,1)(2,1)] gLLAQaecdfefbdoehwf SFS[D(3,1)(2,1)] gLLAQaecdfefbdoehsf SFS[D(3,1)(2,1)] gLLAQaecdfefbloehkf SFS[D(2,1)(2,1)] gLLAQaecdfefblvdhkc SFS[D(2,1)(2,1)] gLLMQcbcfeefabvxprf reducible gLLAQaecdfefbaraxgb reducible gLLAQaecdfefbpraxfb reducible gLLAQaecdfefbdopxwf SFS[D(3,1)(2,1)] gLLAQaecdfefbdopxsf SFS[D(3,1)(2,1)] gLLAQaecdfefblopxkf SFS[D(2,1)(2,1)] gLLAQaecdfefblvuqkv SFS[D(2,1)(2,1)] gLLAQaecdfefbdopqsv SFS[D(3,1)(2,1)] gLLAQaecdfefbdopqwv SFS[D(3,1)(2,1)] gLLAQaecdfefblvuxkf SFS[D(2,1)(2,1)] gLLAQaecdfefblopqkv SFS[D(2,1)(2,1)] gLLAQaecdfefjxolafg reducible gLLAQaecdfefjxoeafc reducible gLLAQaedcfefjaxbxgb reducible gLLAQaedcfefjaqbqgb reducible gLLAQaedcfefjpxbxfb reducible gLLAQaedcfefjpqbqfb reducible gLLAQaecdfefbqoixsb reducible gLLAQaecdfefbqoixwb reducible gLLAQaecdfefbivlqjb reducible gLLAQaecdfefbivlqkb reducible gLLAQaecdfefbioixkb reducible gLLAQaecdfefbioixjb reducible gLLAQaecdfefblvlqkb reducible gLLAQaecdfefblvlqrb reducible gLLAQaecdfefbqvlqsb reducible gLLAQaecdfefbqvlqwb reducible gLLAQaecdfefbloixkb reducible gLLAQaecdfefbloixrb reducible gLLMQcbcefefanvxhvc reducible gLLMQcbcefefibbxhvc reducible gLLMQcbcefefinbxhvc reducible gLLMQcbcefefijbxhvc reducible gLLMQcbcfeefibbqpoc reducible gLLAQaecdfefbqvdxsb reducible gLLAQaecdfefbqvdxwb reducible gLLAQaecdfefbioeqjb reducible gLLAQaecdfefbioeqkb reducible gLLAQaecdfefbivdxkb reducible gLLAQaecdfefbivdxjb reducible gLLAQaecdfefbloeqkb reducible gLLAQaecdfefbloeqrb reducible gLLAQaecdfefbqoeqsb reducible gLLAQaecdfefbqoeqwb reducible gLLAQaecdfefblvdxkb reducible gLLAQaecdfefblvdxrb reducible gLLMQcbcfeefanvqavc reducible gLLMQcbcfeefibbqavc reducible gLLMQcbcfeefinbqavc reducible gLLMQcbcfeefijbqavc reducible gLLMQcbcefefibbehoc reducible gLLAQaedcfefbaqnqgb reducible gLLAQaedcfefbpqnqfb reducible gLLAQaedcfefbaqjqgb reducible gLLAQaedcfefbpqjqfb reducible gLLAQcbcefefajvehbo reducible gLLAQcbcefefanvehbo reducible gLLAQaecdfefjaolqgv reducible gLLAQcbcefefqbbuqoj reducible gLLAQcbcefefqbbuqon reducible gLLAQcbcefefabwpqvb reducible gLLAQcbcefefhbrpqvb reducible gLLAQcbcefefqbbxlov reducible gLLAQcbcefefqbbmlvv reducible gLLAQcbcefefqbbpqvb reducible gLLAQcbcefefqbbpqvj reducible gLLAQcbcefefqbbpqvn reducible gLLAQcbcefefabwuqob reducible gLLAQcbcefefajvuqob reducible gLLAQcbcefefhbruqob reducible gLLAQcbcefefabvehjo reducible gLLAQcbcefefabvehno reducible gLLMQcbcefefqbbmanf reducible gLLMQcbcefefqbbmajf reducible gLLMQcbcefefqbbetof reducible gLLMQcbcefefqbblxob reducible gLLMQcbcefefqbblxon reducible gLLMQcbcefefqbblxoj reducible gLLMQcbcefefabwlxob reducible gLLMQcbcefefajvlxob reducible gLLMQcbcefefhbrlxob reducible gLLAQaecdfefjaomhgc reducible gLLMQcbcefefqbbixvb reducible gLLMQcbcefefqbbixvn reducible gLLMQcbcefefqbbixvj reducible gLLMQcbcefefabwixvb reducible gLLMQcbcefefhbrixvb reducible gLLMQcbcefefqbbxtvf reducible gLLMQcbcefefqnbmabf reducible gLLMQcbcefefqjbmabf reducible gLLAQaedcfefjambdgb reducible gLLAQaedcfefjatbegb reducible gLLAQaecdfefbqvhesb reducible gLLAQaecdfefbqvhewb reducible gLLAQaecdfefbiohdjb reducible gLLAQaecdfefbiohdkb reducible gLLAQaecdfefbivhekb reducible gLLAQaecdfefbivhejb reducible gLLAQaecdfefblohdkb reducible gLLAQaecdfefblohdrb reducible gLLAQaecdfefbqohdsb reducible gLLAQaecdfefbqohdwb reducible gLLAQaecdfefblvhekb reducible gLLAQaecdfefblvherb reducible gLLMQcbcefefpboearf reducible gLLAQaecdfefbqomesb reducible gLLAQaecdfefbqomewb reducible gLLAQaecdfefbivtdjb reducible gLLAQaecdfefbivtdkb reducible gLLAQaecdfefbiomekb reducible gLLAQaecdfefbiomejb reducible gLLAQaecdfefblvtdkb reducible gLLAQaecdfefblvtdrb reducible gLLAQaecdfefbqvtdsb reducible gLLAQaecdfefbqvtdwb reducible gLLAQaecdfefblomekb reducible gLLAQaecdfefblomerb reducible gLLMQcbcefefanvidvc reducible gLLAQaedcfefbamjdgb reducible gLLAQaedcfefjamjdgb SFS[D(3,1)(3,2)] gLLAQaedcfefjatnegb SFS[D(3,1)(3,1)] gLLAQaedcfefbpmjdfb reducible gLLMQcbcefefpnoearf SFS[D(3,1)(2,1)] gLLMQcbcefefanvidwc SFS[D(3,1)(2,1)] gLLAQaedcfefbamndgb reducible gLLAQaedcfefjamndgb SFS[D(3,1)(3,1)] gLLAQaedcfefjatjegb SFS[D(3,1)(3,2)] gLLAQaedcfefbpmndfb reducible gLLMQcbcefefpjoearf SFS[D(3,1)(2,1)] gLLMQcbcefefanvidsc SFS[D(3,1)(2,1)] gLLAQcbcefefanvapbo reducible gLLAQcbcefefajvapbo reducible gLLAQcbcefefpboxhoo reducible gLLAQcbcefefpboxhor reducible gLLAQcbcefefpboxhon reducible gLLAQcbcefefabwxtov reducible gLLAQcbcefefajvxtov reducible gLLAQcbcefefhbrxtov reducible gLLAQaecdfefjaoxtgv reducible gLLAQcbcefefpbomhvo reducible gLLAQcbcefefpbomhvr reducible gLLAQcbcefefpbomhvn reducible gLLAQcbcefefabwmtvv reducible gLLAQcbcefefhbrmtvv reducible gLLAQcbcefefabvapno reducible gLLAQcbcefefanvapno SFS[D(3,1)(3,2)] gLLAQcbcefefajvapno SFS[D(3,1)(3,1)] gLLAQcbcefefajvxtnv SFS[D(3,1)(2,1)] gLLAQaecdfefjarxtgv SFS[D(3,1)(2,1)] gLLAQcbcefefabvapjo reducible gLLAQcbcefefanvapjo SFS[D(3,1)(3,1)] gLLAQcbcefefajvapjo SFS[D(3,1)(3,2)] gLLAQcbcefefajvxtrv SFS[D(3,1)(2,1)] gLLAQaecdfefjanxtgv SFS[D(3,1)(2,1)] gLLMQcbcfeefajvpubb reducible gLLMQcbcfeefanvpubb reducible gLLAQaecdfefjaoitgf reducible gLLMQcbcefefqbbxlvf reducible gLLMQcbcefefqbjxlvf reducible gLLMQcbcefefqbnxlvf reducible gLLMQcbcefefabwxlvf reducible gLLMQcbcefefhbrxlvf reducible gLLMQcbcefefqbbelof reducible gLLMQcbcefefqbjelof reducible gLLMQcbcefefqbnelof reducible gLLMQcbcefefabwelof reducible gLLMQcbcefefajvelof reducible gLLMQcbcefefhbrelof reducible gLLMQcbcfeefabvpujb reducible gLLMQcbcfeefajvpujb SFS[D(3,1)(3,2)] gLLMQcbcfeefanvpujb SFS[D(3,1)(3,1)] gLLAQaecdfefjanitgf SFS[D(3,1)(2,1)] gLLMQcbcefefajvelrf SFS[D(3,1)(2,1)] gLLMQcbcfeefabvpunb reducible gLLMQcbcfeefajvpunb SFS[D(3,1)(3,1)] gLLMQcbcfeefanvpunb SFS[D(3,1)(3,2)] gLLAQaecdfefjaritgf SFS[D(3,1)(2,1)] gLLMQcbcefefajvelnf SFS[D(3,1)(2,1)] gLLAQaedcfefjtmjavc SFS[D(2,1)(2,1)] gLLAQaecdfefbarudgb reducible gLLAQaecdfefjarudgb SFS[D(3,1)(2,1)] gLLAQaecdfefjawpegb SFS[D(3,1)(2,1)] gLLAQaecdfefbprudfb reducible gLLAQaecdfefjtslavc SFS[D(2,1)(2,1)] gLLAQaecdfefbdopiwg SFS[D(3,1)(2,1)] gLLAQaecdfefbdopisg SFS[D(3,1)(2,1)] gLLAQaecdfefbivulgk SFS[D(2,1)(2,1)] gLLAQaecdfefbivumgk SFS[D(2,1)(2,1)] gLLAQaecdfefbdoptsv SFS[D(3,1)(2,1)] gLLAQaecdfefbdoptwv SFS[D(3,1)(2,1)] gLLAQaecdfefbioplgk SFS[D(2,1)(2,1)] gLLAQaecdfefbiopmgk SFS[D(2,1)(2,1)] gLLAQaedcfefjaajtgv SFS[D(2,1)(2,1)] gLLAQaecdfefjtoxavg reducible gLLAQaecdfefjtrxavg SFS[D(3,1)(2,1)] gLLAQaecdfefjtnxavg SFS[D(3,1)(2,1)] gLLAQaecdfefjtsqavg SFS[D(2,1)(2,1)] gLLAQaedcfefjttjavf SFS[D(2,1)(2,1)] gLLAQaecdfefjtoiavf reducible gLLAQaecdfefjtriavf SFS[D(3,1)(2,1)] gLLAQaecdfefjtniavf SFS[D(3,1)(2,1)] gLLAQaecdfefjasptgf SFS[D(2,1)(2,1)] gLLMQcbcfeefanveunc SFS[D(2,1)(2,1)] gLLAQaecdfefbariegb reducible gLLAQaecdfefjariegb SFS[D(3,1)(2,1)] gLLAQaecdfefjawldgb SFS[D(3,1)(2,1)] gLLAQaecdfefbpriefb reducible gLLMQcbcefefanvednc SFS[D(2,1)(2,1)] gLLAQcbcefefajvatjv SFS[D(2,1)(2,1)] gLLAQcbcefefabvxpro reducible gLLAQcbcefefajvxpro SFS[D(3,1)(2,1)] gLLAQcbcefefanvxpro SFS[D(3,1)(2,1)] gLLAQaecdfefjasqtgv SFS[D(2,1)(2,1)] gLLAQaecdfefbdohmwc SFS[D(3,1)(2,1)] gLLAQaecdfefbdohmsc SFS[D(3,1)(2,1)] gLLAQaecdfefblohmkc SFS[D(2,1)(2,1)] gLLAQaecdfefblvhtkf SFS[D(2,1)(2,1)] gLLAQaecdfefbdomtsf SFS[D(3,1)(2,1)] gLLAQaecdfefbdomtwf SFS[D(3,1)(2,1)] gLLAQaecdfefblvtmkc SFS[D(2,1)(2,1)] gLLAQaecdfefblomtkf SFS[D(2,1)(2,1)] gLLAQaedcfefjatjtgf SFS[D(2,1)(2,1)] gLLMQcbcefeftjveaof reducible gLLMQcbcefeftjvearf SFS[D(3,1)(2,1)] gLLMQcbcefeftjveanf SFS[D(3,1)(2,1)] gLLMQcbcefefajvilsf SFS[D(2,1)(2,1)] gLLAQaedcfefbpqnhfr SFS[D(3,1)(2,1)] gLLAQaedcfefbpqjhfr SFS[D(3,1)(2,1)] gLLAQaedcfefbpqnafw SFS[D(3,1)(2,1)] gLLAQaedcfefbpqjafw SFS[D(3,1)(2,1)] gLLAQaedcfefbpqnqfj SFS[D(3,1)(3,2)] gLLAQaedcfefbpqnqfn SFS[D(3,1)(3,1)] gLLAQaedcfefbpqjqfj SFS[D(3,1)(3,1)] gLLAQaedcfefbpqjqfn SFS[D(3,1)(3,2)] gLLAQaedcfefbpmneff reducible gLLAQaedcfefbpmjeff reducible gLLAQaecdfefbdouuwf SFS[D(3,1)(2,1)] gLLAQaecdfefbdouusf SFS[D(3,1)(2,1)] gLLAQaecdfefblouukf SFS[D(2,1)(2,1)] gLLAQaecdfefbprueff reducible gLLAQaecdfefblvppkc SFS[D(2,1)(2,1)] gLLAQaecdfefbprhhfr SFS[D(2,1)(2,1)] gLLAQaecdfefbprhafw SFS[D(2,1)(2,1)] gLLAQaecdfefbprhqfj SFS[D(3,1)(2,1)] gLLAQaecdfefbprhqfn SFS[D(3,1)(2,1)] gLLAQaecdfefbdoapsc SFS[D(3,1)(2,1)] gLLAQaecdfefbdoapwc SFS[D(3,1)(2,1)] gLLAQaecdfefbprahfw SFS[D(2,1)(2,1)] gLLAQaecdfefblvaukf SFS[D(2,1)(2,1)] gLLAQaecdfefbpraafr SFS[D(2,1)(2,1)] gLLAQaecdfefbpraxfn SFS[D(3,1)(2,1)] gLLAQaecdfefbpraxfj SFS[D(3,1)(2,1)] gLLAQaecdfefbloapkc SFS[D(2,1)(2,1)] gLLAQaecdfefbpridfc reducible gLLAQaedcfefjpxbhfw reducible gLLAQaedcfefjpxbafr reducible gLLAQaedcfefjpxbxfn reducible gLLAQaedcfefjpxbxfj reducible gLLAQaedcfefjpqbhfr reducible gLLAQaedcfefjpqbafw reducible gLLAQaedcfefjpqbqfj reducible gLLAQaedcfefjpqbqfn reducible gLLAQaedcfefbpajxfk SFS[D(5,3)(3,1)] gLLAQaedcfefbpajxfr SFS[D(4,3)(3,1)] gLLAQaedcfefbpajqfs SFS[D(5,2)(3,1)] gLLAQaedcfefbpajqfw SFS[D(4,1)(3,1)] gLLAQaedcfefbpajifj toroidal gLLAQaedcfefbpajifk SFS[D(5,3)(3,1)] gLLAQaedcfefbpajtfs toroidal gLLAQaedcfefbpajtfw SFS[D(5,2)(3,1)] gLLAQaedcfefbpajmfk SFS[D(4,3)(3,1)] gLLAQaedcfefbpajmfj SFS[D(5,3)(3,1)] gLLAQaedcfefbpajlfk SFS[D(4,1)(3,1)] gLLAQaedcfefbpajlfr SFS[D(5,2)(3,1)] gLLAQaedcfefbpajpfr toroidal gLLAQaedcfefbpajpfk toroidal gLLAQaecdfefbprxxfk SFS[D(5,2)(2,1)] gLLAQaecdfefbprxxfr SFS[D(4,1)(2,1)] gLLAQaecdfefbpoxifj SFS[D(2,1)(2,1)] gLLAQaecdfefbprxifj toroidal gLLAQaecdfefbprxifk SFS[D(5,2)(2,1)] gLLAQaecdfefbpnxifj SFS[D(2,1)(2,1)] gLLAQaecdfefbpoxtfs SFS[D(2,1)(2,1)] gLLAQaecdfefbprxtfw SFS[D(5,2)(2,1)] gLLAQaecdfefbprxtfs toroidal gLLAQaecdfefbpnxtfs SFS[D(2,1)(2,1)] gLLAQaecdfefbprxlfk SFS[D(4,1)(2,1)] gLLAQaecdfefbprxlfr SFS[D(5,2)(2,1)] gLLAQaecdfefbprxqfs SFS[D(5,2)(2,1)] gLLAQaecdfefbprxqfw SFS[D(4,1)(2,1)] gLLAQaecdfefbprxmfk SFS[D(4,1)(2,1)] gLLAQaecdfefbprxmfj SFS[D(5,2)(2,1)] gLLAQaecdfefbpoxpfr SFS[D(3,1)(2,1)] gLLAQaecdfefbpoxpfk SFS[D(3,1)(2,1)] gLLAQaecdfefbprxpfr toroidal gLLAQaecdfefbprxpfk toroidal gLLAQaecdfefbpnxpfr SFS[D(3,1)(2,1)] gLLAQaecdfefbpnxpfk SFS[D(3,1)(2,1)] gLLAQaecdfefbpolifj SFS[D(2,1)(2,1)] gLLAQaecdfefbpoltfs SFS[D(2,1)(2,1)] gLLAQaecdfefbpolpfr SFS[D(3,1)(2,1)] gLLAQaecdfefbpolpfk SFS[D(3,1)(2,1)] gLLAQaedcfefbqanpsf reducible gLLAQaedcfefbqanpwf reducible gLLAQaedcfefbiajpjf reducible gLLAQaedcfefbiajpkf reducible gLLAQaedcfefbianpkf reducible gLLAQaedcfefbianpjf reducible gLLAQaedcfefblajpkf reducible gLLAQaedcfefblajprf reducible gLLAQaedcfefbqajpsf reducible gLLAQaedcfefbqajpwf reducible gLLAQaedcfefblanpkf reducible gLLAQaedcfefblanprf reducible gLLMQcbcefefanvmmbb reducible gLLMQcbcefefajvmmbb reducible gLLMQcbcfeefhbripof reducible gLLMQcbcfeefabwipof reducible gLLMQcbcfeefajvipof reducible gLLMQcbcfeefibbqpoj reducible gLLMQcbcfeefibbqpow reducible gLLAQaecdfefjaoeugf reducible gLLMQcbcfeefhbriavf reducible gLLMQcbcfeefabwiavf reducible gLLMQcbcfeefibbqavj reducible gLLMQcbcfeefibbqavw reducible gLLMQcbcfeefhbriawf reducible gLLMQcbcfeefabwiawf reducible gLLMQcbcfeefinbqavj reducible gLLMQcbcfeefinbqavw reducible gLLMQcbcfeefhbriasf reducible gLLMQcbcfeefabwiasf reducible gLLMQcbcfeefijbqavj reducible gLLMQcbcfeefijbqavw reducible gLLAQaedcfefjaebpgf reducible gLLAQaedcfefjadbpgf reducible gLLAQaecdfefbqolpsf reducible gLLAQaecdfefbqolpwf reducible gLLAQaecdfefbivipjf reducible gLLAQaecdfefbivipkf reducible gLLAQaecdfefbiolpkf reducible gLLAQaecdfefbiolpjf reducible gLLAQaecdfefblvipkf reducible gLLAQaecdfefblviprf reducible gLLAQaecdfefbqvipsf reducible gLLAQaecdfefbqvipwf reducible gLLAQaecdfefblolpkf reducible gLLAQaecdfefblolprf reducible gLLAQcbcefefanvpivb reducible gLLAQaecdfefbqvqpsf reducible gLLAQaecdfefbqvqpwf reducible gLLAQaecdfefbioxpjf reducible gLLAQaecdfefbioxpkf reducible gLLAQaecdfefbivqpkf reducible gLLAQaecdfefbivqpjf reducible gLLAQaecdfefbloxpkf reducible gLLAQaecdfefbloxprf reducible gLLAQaecdfefbqoxpsf reducible gLLAQaecdfefbqoxpwf reducible gLLAQaecdfefblvqpkf reducible gLLAQaecdfefblvqprf reducible gLLAQcbcefefanvmivb reducible gLLAQaecdfefbqwqpsf reducible gLLAQaecdfefbqwqpwf reducible gLLAQaecdfefbirxpjf reducible gLLAQaecdfefbirxpkf reducible gLLAQaecdfefbiwqpkf reducible gLLAQaecdfefbiwqpjf reducible gLLAQaecdfefblrxpkf reducible gLLAQaecdfefblrxprf reducible gLLAQaecdfefbqrxpsf reducible gLLAQaecdfefbqrxpwf reducible gLLAQaecdfefblwqpkf reducible gLLAQaecdfefblwqprf reducible gLLAQaecdfefbqsqpsf reducible gLLAQaecdfefbqsqpwf reducible gLLAQaecdfefbinxpjf reducible gLLAQaecdfefbinxpkf reducible gLLAQaecdfefbisqpkf reducible gLLAQaecdfefbisqpjf reducible gLLAQaecdfefblnxpkf reducible gLLAQaecdfefblnxprf reducible gLLAQaecdfefbqnxpsf reducible gLLAQaecdfefbqnxpwf reducible gLLAQaecdfefblsqpkf reducible gLLAQaecdfefblsqprf reducible gLLMQcbcefefajvhmbb reducible gLLMQcbcefefanvhmbb reducible gLLAQaecdfefjaohugf reducible gLLMQcbcefefibbexon reducible gLLMQcbcefefibbeaok reducible gLLMQcbcefefibbehow reducible gLLMQcbcefefibbehoj reducible gLLMQcbcefefibbxxvn reducible gLLMQcbcefefibbxavk reducible gLLMQcbcefefibbxawf reducible gLLMQcbcefefibbxhvw reducible gLLMQcbcefefibbxhvj reducible gLLMQcbcefefinbxxvn reducible gLLMQcbcefefinbxavk reducible gLLMQcbcefefinbxhvw reducible gLLMQcbcefefinbxhvj reducible gLLMQcbcefefijbxxvn reducible gLLMQcbcefefijbxavk reducible gLLMQcbcefefijbxhvw reducible gLLMQcbcefefijbxhvj reducible gLLAQaedcfefjambegf reducible gLLAQaedcfefjatbdgc reducible gLLAQaecdfefbqvhdsc reducible gLLAQaecdfefbqvhdwc reducible gLLAQaecdfefbiohejf reducible gLLAQaecdfefbiohekf reducible gLLAQaecdfefbivhdkc reducible gLLAQaecdfefbivhdjc reducible gLLAQaecdfefblohekf reducible gLLAQaecdfefbloherf reducible gLLAQaecdfefbqohesf reducible gLLAQaecdfefbqohewf reducible gLLAQaecdfefblvhdkc reducible gLLAQaecdfefblvhdrc reducible gLLMQcbcefefubbearf reducible gLLAQaecdfefbqomdsc reducible gLLAQaecdfefbqomdwc reducible gLLAQaecdfefbivtejf reducible gLLAQaecdfefbivtekf reducible gLLAQaecdfefbiomdkc reducible gLLAQaecdfefbiomdjc reducible gLLAQaecdfefblvtekf reducible gLLAQaecdfefblvterf reducible gLLAQaecdfefbqvtesf reducible gLLAQaecdfefbqvtewf reducible gLLAQaecdfefblomdkc reducible gLLAQaecdfefblomdrc reducible gLLMQcbcefefanvievb reducible gLLAQaedcfefbamjegf reducible gLLAQaedcfefjamjegf SFS[D(3,1)(3,2)] gLLAQaedcfefjatndgc SFS[D(3,1)(3,1)] gLLMQcbcefefunbearf SFS[D(3,1)(2,1)] gLLMQcbcefefanviewb SFS[D(3,1)(2,1)] gLLAQaedcfefbamnegf reducible gLLAQaedcfefjamnegf SFS[D(3,1)(3,1)] gLLAQaedcfefjatjdgc SFS[D(3,1)(3,2)] gLLMQcbcefefujbearf SFS[D(3,1)(2,1)] gLLMQcbcefefanviesb SFS[D(3,1)(2,1)] gLLAQcbcefefanvaubb reducible gLLAQcbcefefajvaubb reducible gLLAQcbcefefqbjxlov reducible gLLAQcbcefefqbnxlov reducible gLLAQcbcefefabwxlov reducible gLLAQcbcefefajvxlov reducible gLLAQcbcefefhbrxlov reducible gLLAQaecdfefjaoxlgf reducible gLLAQcbcefefqbjmlvv reducible gLLAQcbcefefqbnmlvv reducible gLLAQcbcefefabwmlvv reducible gLLAQcbcefefhbrmlvv reducible gLLAQcbcefefabvaunb reducible gLLAQcbcefefanvaunb SFS[D(3,1)(3,2)] gLLAQcbcefefajvaunb SFS[D(3,1)(3,1)] gLLAQcbcefefajvxlnv SFS[D(3,1)(2,1)] gLLAQaecdfefjarxlgf SFS[D(3,1)(2,1)] gLLAQcbcefefabvaujb reducible gLLAQcbcefefanvaujb SFS[D(3,1)(3,1)] gLLAQcbcefefajvaujb SFS[D(3,1)(3,2)] gLLAQcbcefefajvxlrv SFS[D(3,1)(2,1)] gLLAQaecdfefjanxlgf SFS[D(3,1)(2,1)] gLLMQcbcfeefajvuubb reducible gLLMQcbcfeefanvuubb reducible gLLAQaecdfefjaoilgf reducible gLLMQcbcefefqbjxtvf reducible gLLMQcbcefefqbnxtvf reducible gLLMQcbcefefabwxtvf reducible gLLMQcbcefefhbrxtvf reducible gLLMQcbcefefqbjetof reducible gLLMQcbcefefqbnetof reducible gLLMQcbcefefabwetof reducible gLLMQcbcefefajvetof reducible gLLMQcbcefefhbretof reducible gLLMQcbcfeefabvuujb reducible gLLMQcbcfeefajvuujb SFS[D(3,1)(3,2)] gLLMQcbcfeefanvuujb SFS[D(3,1)(3,1)] gLLAQaecdfefjanilgf SFS[D(3,1)(2,1)] gLLMQcbcefefajvetrf SFS[D(3,1)(2,1)] gLLMQcbcfeefabvuunb reducible gLLMQcbcfeefajvuunb SFS[D(3,1)(3,1)] gLLMQcbcfeefanvuunb SFS[D(3,1)(3,2)] gLLAQaecdfefjarilgf SFS[D(3,1)(2,1)] gLLMQcbcefefajvetnf SFS[D(3,1)(2,1)] gLLAQaedcfefjlmjafc SFS[D(2,1)(2,1)] gLLAQaecdfefbaruegf reducible gLLAQaecdfefjaruegf SFS[D(3,1)(2,1)] gLLAQaecdfefjawpdgc SFS[D(3,1)(2,1)] gLLAQaecdfefjlslafc SFS[D(2,1)(2,1)] gLLAQaecdfefbdopmwg SFS[D(3,1)(2,1)] gLLAQaecdfefbdopmsg SFS[D(3,1)(2,1)] gLLAQaecdfefblopmfk SFS[D(2,1)(2,1)] gLLAQaecdfefbloplfk SFS[D(2,1)(2,1)] gLLAQaecdfefbdoplsf SFS[D(3,1)(2,1)] gLLAQaecdfefbdoplwf SFS[D(3,1)(2,1)] gLLAQaecdfefblvumfk SFS[D(2,1)(2,1)] gLLAQaecdfefbloplkf SFS[D(2,1)(2,1)] gLLAQaedcfefjaajlgf SFS[D(2,1)(2,1)] gLLAQaecdfefjloxafg reducible gLLAQaecdfefjlrxafg SFS[D(3,1)(2,1)] gLLAQaecdfefjlnxafg SFS[D(3,1)(2,1)] gLLAQaecdfefjlsqafg SFS[D(2,1)(2,1)] gLLAQaedcfefjltjaff SFS[D(2,1)(2,1)] gLLAQaecdfefjloiaff reducible gLLAQaecdfefjlriaff SFS[D(3,1)(2,1)] gLLAQaecdfefjlniaff SFS[D(3,1)(2,1)] gLLAQaecdfefjasplgf SFS[D(2,1)(2,1)] gLLMQcbcfeefanvdunf SFS[D(2,1)(2,1)] gLLAQaecdfefbaridgc reducible gLLAQaecdfefjaridgc SFS[D(3,1)(2,1)] gLLAQaecdfefjawlegf SFS[D(3,1)(2,1)] gLLMQcbcefefanveenb SFS[D(2,1)(2,1)] gLLAQcbcefefajvaljv SFS[D(2,1)(2,1)] gLLAQcbcefefabvxurb reducible gLLAQcbcefefajvxurb SFS[D(3,1)(2,1)] gLLAQcbcefefanvxurb SFS[D(3,1)(2,1)] gLLAQaecdfefjasqlgf SFS[D(2,1)(2,1)] gLLAQaecdfefbdohiwc SFS[D(3,1)(2,1)] gLLAQaecdfefbdohisc SFS[D(3,1)(2,1)] gLLAQaecdfefblohikc SFS[D(2,1)(2,1)] gLLAQaecdfefblvhlkf SFS[D(2,1)(2,1)] gLLAQaecdfefbdomlsf SFS[D(3,1)(2,1)] gLLAQaecdfefbdomlwf SFS[D(3,1)(2,1)] gLLAQaecdfefblvtikc SFS[D(2,1)(2,1)] gLLAQaecdfefblomlkf SFS[D(2,1)(2,1)] gLLAQaedcfefjatjlgf SFS[D(2,1)(2,1)] gLLMQcbcefefljveaof reducible gLLMQcbcefefljvearf SFS[D(3,1)(2,1)] gLLMQcbcefefljveanf SFS[D(3,1)(2,1)] gLLMQcbcefefajvitsf SFS[D(2,1)(2,1)] gLLAQaedcfefbaqnhgr SFS[D(3,1)(2,1)] gLLAQaedcfefbaqjhgr SFS[D(3,1)(2,1)] gLLAQaedcfefbaqnagw SFS[D(3,1)(2,1)] gLLAQaedcfefbaqjagw SFS[D(3,1)(2,1)] gLLAQaedcfefbaqnqgj SFS[D(3,1)(3,2)] gLLAQaedcfefbaqnqgn SFS[D(3,1)(3,1)] gLLAQaedcfefbaqjqgj SFS[D(3,1)(3,1)] gLLAQaedcfefbaqjqgn SFS[D(3,1)(3,2)] gLLAQaecdfefbaoutgn SFS[D(3,1)(2,1)] gLLAQaecdfefbaoutgj SFS[D(3,1)(2,1)] gLLAQaecdfefbaouegr SFS[D(2,1)(2,1)] gLLAQaecdfefbaouigw SFS[D(2,1)(2,1)] gLLAQaecdfefbarhhgr SFS[D(2,1)(2,1)] gLLAQaecdfefbarhagw SFS[D(2,1)(2,1)] gLLAQaecdfefbarhqgj SFS[D(3,1)(2,1)] gLLAQaecdfefbarhqgn SFS[D(3,1)(2,1)] gLLAQaecdfefbaoamgj SFS[D(3,1)(2,1)] gLLAQaecdfefbaoamgn SFS[D(3,1)(2,1)] gLLAQaecdfefbarahgw SFS[D(2,1)(2,1)] gLLAQaecdfefbaoadgw SFS[D(2,1)(2,1)] gLLAQaecdfefbaraagr SFS[D(2,1)(2,1)] gLLAQaecdfefbaraxgn SFS[D(3,1)(2,1)] gLLAQaecdfefbaraxgj SFS[D(3,1)(2,1)] gLLAQaecdfefbaoalgr SFS[D(2,1)(2,1)] gLLAQaedcfefjaxbhgw SFS[D(3,1)(2,1)] gLLAQaedcfefjaxbagr SFS[D(3,1)(2,1)] gLLAQaedcfefjaxbxgn SFS[D(3,1)(3,1)] gLLAQaedcfefjaxbxgj SFS[D(3,1)(3,2)] gLLAQaecdfefbdnuawc SFS[D(3,1)(2,1)] gLLAQaecdfefbdnuasc SFS[D(3,1)(2,1)] gLLAQaecdfefblnuakc SFS[D(2,1)(2,1)] gLLAQaecdfefblspakf SFS[D(2,1)(2,1)] gLLAQaecdfefjaomhgw SFS[D(3,1)(2,1)] gLLAQaecdfefjaomhgj SFS[D(3,1)(2,1)] gLLAQaecdfefjaomagk SFS[D(2,1)(2,1)] gLLAQaecdfefjaomxgn SFS[D(2,1)(2,1)] gLLAQaedcfefjaqbhgr SFS[D(3,1)(2,1)] gLLAQaedcfefjaqbagw SFS[D(3,1)(2,1)] gLLAQaedcfefjaqbqgj SFS[D(3,1)(3,2)] gLLAQaedcfefjaqbqgn SFS[D(3,1)(3,1)] gLLAQaecdfefbdruawc toroidal gLLAQaecdfefbdruasc toroidal gLLAQaecdfefbqwpasf SFS[D(5,2)(2,1)] gLLAQaecdfefbqwpawf SFS[D(4,1)(2,1)] gLLAQaecdfefbiruajc SFS[D(4,1)(2,1)] gLLAQaecdfefbiruakc SFS[D(5,2)(2,1)] gLLAQaecdfefbiwpakf SFS[D(5,2)(2,1)] gLLAQaecdfefbiwpajf SFS[D(4,1)(2,1)] gLLAQaecdfefblruakc toroidal gLLAQaecdfefblruarc SFS[D(5,2)(2,1)] gLLAQaecdfefbqruasc SFS[D(5,2)(2,1)] gLLAQaecdfefbqruawc SFS[D(4,1)(2,1)] gLLAQaecdfefblwpakf toroidal gLLAQaecdfefblwparf SFS[D(5,2)(2,1)] gLLAQaedcfefbaajxgk SFS[D(5,3)(3,1)] gLLAQaedcfefbaajxgr SFS[D(4,3)(3,1)] gLLAQaedcfefbaajqgs SFS[D(5,2)(3,1)] gLLAQaedcfefbaajqgw SFS[D(4,1)(3,1)] gLLAQaedcfefbaajigj toroidal gLLAQaedcfefbaajigk SFS[D(5,3)(3,1)] gLLAQaedcfefbaajtgs toroidal gLLAQaedcfefbaajtgw SFS[D(5,2)(3,1)] gLLAQaedcfefbaajmgk SFS[D(4,3)(3,1)] gLLAQaedcfefbaajmgj SFS[D(5,3)(3,1)] gLLAQaedcfefbaajlgk SFS[D(4,1)(3,1)] gLLAQaedcfefbaajlgr SFS[D(5,2)(3,1)] gLLAQaedcfefbaajpgr toroidal gLLAQaedcfefbaajpgk toroidal gLLAQaecdfefbarxxgk SFS[D(5,2)(2,1)] gLLAQaecdfefbarxxgr SFS[D(4,1)(2,1)] gLLAQaecdfefbaoxigj SFS[D(2,1)(2,1)] gLLAQaecdfefbarxigj toroidal gLLAQaecdfefbarxigk SFS[D(5,2)(2,1)] gLLAQaecdfefbanxigj SFS[D(2,1)(2,1)] gLLAQaecdfefbaoxtgs SFS[D(2,1)(2,1)] gLLAQaecdfefbarxtgw SFS[D(5,2)(2,1)] gLLAQaecdfefbarxtgs toroidal gLLAQaecdfefbanxtgs SFS[D(2,1)(2,1)] gLLAQaecdfefbarxlgk SFS[D(4,1)(2,1)] gLLAQaecdfefbarxlgr SFS[D(5,2)(2,1)] gLLAQaecdfefbarxqgs SFS[D(5,2)(2,1)] gLLAQaecdfefbarxqgw SFS[D(4,1)(2,1)] gLLAQaecdfefbarxmgk SFS[D(4,1)(2,1)] gLLAQaecdfefbarxmgj SFS[D(5,2)(2,1)] gLLAQaecdfefbaoxpgr SFS[D(3,1)(2,1)] gLLAQaecdfefbaoxpgk SFS[D(3,1)(2,1)] gLLAQaecdfefbarxpgr toroidal gLLAQaecdfefbarxpgk toroidal gLLAQaecdfefbanxpgr SFS[D(3,1)(2,1)] gLLAQaecdfefbanxpgk SFS[D(3,1)(2,1)] gLLAQaecdfefbaoligj SFS[D(2,1)(2,1)] gLLAQaecdfefbaoltgs SFS[D(2,1)(2,1)] gLLAQaecdfefbaolpgr SFS[D(3,1)(2,1)] gLLAQaecdfefbaolpgk SFS[D(3,1)(2,1)] gLLAQaedcfefbdajawg toroidal gLLAQaedcfefbdajasg toroidal gLLAQaedcfefbqanasg SFS[D(5,2)(3,1)] gLLAQaedcfefbqanawg SFS[D(4,1)(3,1)] gLLAQaedcfefbiajajg SFS[D(4,3)(3,1)] gLLAQaedcfefbiajakg SFS[D(5,3)(3,1)] gLLAQaedcfefbianakg SFS[D(5,2)(3,1)] gLLAQaedcfefbianajg SFS[D(4,1)(3,1)] gLLAQaedcfefblajakg toroidal gLLAQaedcfefblajarg SFS[D(5,2)(3,1)] gLLAQaedcfefbqajasg SFS[D(5,3)(3,1)] gLLAQaedcfefbqajawg SFS[D(4,3)(3,1)] gLLAQaedcfefblanakg toroidal gLLAQaedcfefblanarg SFS[D(5,3)(3,1)] gLLAQaecdfefjaolxgk SFS[D(2,1)(2,1)] gLLAQaecdfefjaolagk SFS[D(2,1)(2,1)] gLLAQaecdfefjaolqgs SFS[D(3,1)(2,1)] gLLAQaecdfefjaolqgw SFS[D(3,1)(2,1)] gLLMQcbcefefqnjmabf SFS[D(3,1)(3,2)] gLLMQcbcefefqnnmabf SFS[D(3,1)(3,1)] gLLMQcbcefefqjjmabf SFS[D(3,1)(3,1)] gLLMQcbcefefqjnmabf SFS[D(3,1)(3,2)] gLLMQcbcefefanwmabf SFS[D(3,1)(2,1)] gLLMQcbcefefajwmabf SFS[D(3,1)(2,1)] gLLMQcbcefefhnrmabf SFS[D(3,1)(2,1)] gLLMQcbcefefhjrmabf SFS[D(3,1)(2,1)] gLLAQaecdfefbdoiasf SFS[D(3,1)(2,1)] gLLAQaecdfefbdoiawf SFS[D(3,1)(2,1)] gLLAQaecdfefblvlakc SFS[D(2,1)(2,1)] gLLAQaecdfefbloiakf SFS[D(2,1)(2,1)] gLLMQcbcfeefabvxprk SFS[D(3,1)(2,1)] gLLMQcbcfeefabvxprr SFS[D(3,1)(2,1)] gLLMQcbcfeefabvaprj SFS[D(2,1)(2,1)] gLLMQcbcfeefabvqprj SFS[D(2,1)(2,1)] gLLAQaecdfefbdoeawc SFS[D(3,1)(2,1)] gLLAQaecdfefbdoeasc SFS[D(3,1)(2,1)] gLLAQaecdfefjxoeakc SFS[D(3,1)(2,1)] gLLAQaecdfefjxoearc SFS[D(3,1)(2,1)] gLLAQaecdfefbloeakc SFS[D(2,1)(2,1)] gLLAQaecdfefjaoeajc SFS[D(2,1)(2,1)] gLLAQaecdfefjqoeasc SFS[D(2,1)(2,1)] gLLAQaecdfefblvdakf SFS[D(2,1)(2,1)] gLLMQcbcefefqbjmanf SFS[D(3,1)(3,1)] gLLMQcbcefefqbnmanf SFS[D(3,1)(3,2)] gLLMQcbcefefabwmanf SFS[D(3,1)(2,1)] gLLMQcbcefefhbrmanf SFS[D(3,1)(2,1)] gLLAQaecdfefbdniasf SFS[D(3,1)(2,1)] gLLAQaecdfefbdniawf SFS[D(3,1)(2,1)] gLLAQaecdfefblslakc SFS[D(2,1)(2,1)] gLLAQaecdfefblniakf SFS[D(2,1)(2,1)] gLLMQcbcfeefanvxavk SFS[D(2,1)(2,1)] gLLMQcbcfeefabwaawb SFS[D(2,1)(2,1)] gLLMQcbcfeefanvqavj SFS[D(3,1)(2,1)] gLLMQcbcfeefanvqavw SFS[D(3,1)(2,1)] gLLMQcbcefefqbjmajf SFS[D(3,1)(3,2)] gLLMQcbcefefqbnmajf SFS[D(3,1)(3,1)] gLLMQcbcefefabwmajf SFS[D(3,1)(2,1)] gLLMQcbcefefhbrmajf SFS[D(3,1)(2,1)] gLLAQaecdfefbdriasf toroidal gLLAQaecdfefbdriawf toroidal gLLAQaecdfefbqriasf SFS[D(5,2)(2,1)] gLLAQaecdfefbqriawf SFS[D(4,1)(2,1)] gLLAQaecdfefbiwlajc SFS[D(4,1)(2,1)] gLLAQaecdfefbiwlakc SFS[D(5,2)(2,1)] gLLAQaecdfefbiriakf SFS[D(5,2)(2,1)] gLLAQaecdfefbiriajf SFS[D(4,1)(2,1)] gLLAQaecdfefblwlakc toroidal gLLAQaecdfefblwlarc SFS[D(5,2)(2,1)] gLLAQaecdfefbqwlasc SFS[D(5,2)(2,1)] gLLAQaecdfefbqwlawc SFS[D(4,1)(2,1)] gLLAQaecdfefblriakf toroidal gLLAQaecdfefblriarf SFS[D(5,2)(2,1)] gLLAQcbcefefabveqnj SFS[D(3,1)(2,1)] gLLAQcbcefefabveqjj SFS[D(3,1)(2,1)] gLLAQcbcefefabveans SFS[D(3,1)(2,1)] gLLAQcbcefefabveajs SFS[D(3,1)(2,1)] gLLAQcbcefefabvehnr SFS[D(3,1)(3,1)] gLLAQcbcefefabvehnn SFS[D(3,1)(3,2)] gLLAQcbcefefabvehjr SFS[D(3,1)(3,2)] gLLAQcbcefefabvehjn SFS[D(3,1)(3,1)] gLLAQaecdfefbdolasg SFS[D(3,1)(2,1)] gLLAQaecdfefbdolawg SFS[D(3,1)(2,1)] gLLAQaecdfefjqolasg SFS[D(2,1)(2,1)] gLLAQaecdfefblviakg SFS[D(2,1)(2,1)] gLLAQaecdfefjaolajg SFS[D(2,1)(2,1)] gLLAQaecdfefjxolakg SFS[D(3,1)(2,1)] gLLAQaecdfefjxolarg SFS[D(3,1)(2,1)] gLLAQaecdfefblolakg SFS[D(2,1)(2,1)] gLLAQaecdfefbdoxawg SFS[D(3,1)(2,1)] gLLAQaecdfefbdoxasg SFS[D(3,1)(2,1)] gLLAQaecdfefbloxakg SFS[D(2,1)(2,1)] gLLAQaecdfefblvqakg SFS[D(2,1)(2,1)] gLLAQcbcefefabvpqwj SFS[D(2,1)(2,1)] gLLAQcbcefefabvpaws SFS[D(2,1)(2,1)] gLLAQcbcefefabvphwr SFS[D(3,1)(2,1)] gLLAQcbcefefabvphwn SFS[D(3,1)(2,1)] gLLAQcbcefefanveqbj SFS[D(3,1)(2,1)] gLLAQcbcefefabweajv SFS[D(3,1)(2,1)] gLLAQcbcefefanvehbr SFS[D(3,1)(3,2)] gLLAQcbcefefanvehbn SFS[D(3,1)(3,1)] gLLAQaecdfefbdrxawg toroidal gLLAQaecdfefbdrxasg toroidal gLLAQaecdfefbqwqasg SFS[D(5,2)(2,1)] gLLAQaecdfefbqwqawg SFS[D(4,1)(2,1)] gLLAQaecdfefbirxajg SFS[D(4,1)(2,1)] gLLAQaecdfefbirxakg SFS[D(5,2)(2,1)] gLLAQaecdfefbiwqakg SFS[D(5,2)(2,1)] gLLAQaecdfefbiwqajg SFS[D(4,1)(2,1)] gLLAQaecdfefblrxakg toroidal gLLAQaecdfefblrxarg SFS[D(5,2)(2,1)] gLLAQaecdfefbqrxasg SFS[D(5,2)(2,1)] gLLAQaecdfefbqrxawg SFS[D(4,1)(2,1)] gLLAQaecdfefblwqakg toroidal gLLAQaecdfefblwqarg SFS[D(5,2)(2,1)] gLLAQcbcefefajveqbj SFS[D(3,1)(2,1)] gLLAQcbcefefabweanv SFS[D(3,1)(2,1)] gLLAQcbcefefajvehbr SFS[D(3,1)(3,1)] gLLAQcbcefefajvehbn SFS[D(3,1)(3,2)] gLLAQcbcefefajvuqoj SFS[D(3,1)(2,1)] gLLAQcbcefefajvuqon SFS[D(3,1)(2,1)] gLLAQcbcefefabwpawv SFS[D(2,1)(2,1)] gLLAQcbcefefajvuhor SFS[D(2,1)(2,1)] gLLAQaecdfefbdnxawg SFS[D(3,1)(2,1)] gLLAQaecdfefbdnxasg SFS[D(3,1)(2,1)] gLLAQaecdfefblnxakg SFS[D(2,1)(2,1)] gLLAQaecdfefblsqakg SFS[D(2,1)(2,1)] gLLAQaedcfefjxmbakc SFS[D(5,3)(3,1)] gLLAQaedcfefjxmbarc SFS[D(4,3)(3,1)] gLLAQaedcfefjqtbasf SFS[D(5,2)(3,1)] gLLAQaedcfefjqtbawf SFS[D(4,1)(3,1)] gLLAQaedcfefjimbajc toroidal gLLAQaedcfefjimbakc SFS[D(5,3)(3,1)] gLLAQaedcfefjttbasf toroidal gLLAQaedcfefjttbawf SFS[D(5,2)(3,1)] gLLAQaedcfefjtmbawc SFS[D(5,2)(3,1)] gLLAQaedcfefjtmbasc toroidal gLLAQaedcfefjitbakf SFS[D(5,3)(3,1)] gLLAQaedcfefjitbajf toroidal gLLAQaedcfefjlmbakc SFS[D(4,1)(3,1)] gLLAQaedcfefjlmbarc SFS[D(5,2)(3,1)] gLLAQaedcfefjmtbakf SFS[D(4,3)(3,1)] gLLAQaedcfefjmtbajf SFS[D(5,3)(3,1)] gLLAQaedcfefjqmbasc SFS[D(5,2)(3,1)] gLLAQaedcfefjqmbawc SFS[D(4,1)(3,1)] gLLAQaedcfefjxtbakf SFS[D(5,3)(3,1)] gLLAQaedcfefjxtbarf SFS[D(4,3)(3,1)] gLLAQaedcfefjmmbakc SFS[D(4,3)(3,1)] gLLAQaedcfefjmmbajc SFS[D(5,3)(3,1)] gLLAQaedcfefjltbakf SFS[D(4,1)(3,1)] gLLAQaedcfefjltbarf SFS[D(5,2)(3,1)] gLLAQaedcfefjpmbarc toroidal gLLAQaedcfefjpmbakc toroidal gLLAQaedcfefjptbakf toroidal gLLAQaedcfefjptbarf toroidal gLLMQcbcefefabvexrn SFS[D(5,2)(2,1)] gLLMQcbcefefabvexrj SFS[D(4,1)(2,1)] gLLMQcbcefefabvelor SFS[D(2,1)(2,1)] gLLMQcbcefefabvelrr toroidal gLLMQcbcefefabvelrk SFS[D(5,2)(2,1)] gLLMQcbcefefabvelnr SFS[D(2,1)(2,1)] gLLMQcbcefefabvedow SFS[D(2,1)(2,1)] gLLMQcbcefefabvedrj SFS[D(5,2)(2,1)] gLLMQcbcefefabvedrw toroidal gLLMQcbcefefabvednw SFS[D(2,1)(2,1)] gLLMQcbcefefabveern SFS[D(4,1)(2,1)] gLLMQcbcefefabveerj SFS[D(5,2)(2,1)] gLLMQcbcefefabvehrw SFS[D(5,2)(2,1)] gLLMQcbcefefabvehrj SFS[D(4,1)(2,1)] gLLMQcbcefefabvetrk SFS[D(4,1)(2,1)] gLLMQcbcefefabvetrr SFS[D(5,2)(2,1)] gLLMQcbcefefabvemoj SFS[D(3,1)(2,1)] gLLMQcbcefefabvemon SFS[D(3,1)(2,1)] gLLMQcbcefefabvemrj toroidal gLLMQcbcefefabvemrn toroidal gLLMQcbcefefabvemnj SFS[D(3,1)(2,1)] gLLMQcbcefefabvemnn SFS[D(3,1)(2,1)] gLLMQcbcefefabvllor SFS[D(2,1)(2,1)] gLLMQcbcefefabvldow SFS[D(2,1)(2,1)] gLLMQcbcefefabvlmoj SFS[D(3,1)(2,1)] gLLMQcbcefefabvlmon SFS[D(3,1)(2,1)] gLLMQcbcefefabvixwn SFS[D(5,2)(2,1)] gLLMQcbcefefabvixwj SFS[D(4,1)(2,1)] gLLMQcbcefefabvilvr SFS[D(2,1)(2,1)] gLLMQcbcefefabvilwr toroidal gLLMQcbcefefabvilwk SFS[D(5,2)(2,1)] gLLMQcbcefefabvilsr SFS[D(2,1)(2,1)] gLLMQcbcefefabvidvw SFS[D(2,1)(2,1)] gLLMQcbcefefabvidwj SFS[D(5,2)(2,1)] gLLMQcbcefefabvidww toroidal gLLMQcbcefefabvidsw SFS[D(2,1)(2,1)] gLLMQcbcefefabviewn SFS[D(4,1)(2,1)] gLLMQcbcefefabviewj SFS[D(5,2)(2,1)] gLLMQcbcefefabvihww SFS[D(5,2)(2,1)] gLLMQcbcefefabvihwj SFS[D(4,1)(2,1)] gLLMQcbcefefabvitwk SFS[D(4,1)(2,1)] gLLMQcbcefefabvitwr SFS[D(5,2)(2,1)] gLLMQcbcefefabvimvj SFS[D(3,1)(2,1)] gLLMQcbcefefabvimvn SFS[D(3,1)(2,1)] gLLMQcbcefefabvimwj toroidal gLLMQcbcefefabvimwn toroidal gLLMQcbcefefabvimsj SFS[D(3,1)(2,1)] gLLMQcbcefefabvimsn SFS[D(3,1)(2,1)] gLLMQcbcefefabvxlvr SFS[D(2,1)(2,1)] gLLMQcbcefefabvxdvw SFS[D(2,1)(2,1)] gLLMQcbcefefabvxmvj SFS[D(3,1)(2,1)] gLLMQcbcefefabvxmvn SFS[D(3,1)(2,1)] gLLAQaedcfefbdmjawc toroidal gLLAQaedcfefbdmjasc toroidal gLLAQaedcfefbqtnasf SFS[D(5,2)(3,1)] gLLAQaedcfefbqtnawf SFS[D(4,1)(3,1)] gLLAQaedcfefbimjajc SFS[D(4,3)(3,1)] gLLAQaedcfefbimjakc SFS[D(5,3)(3,1)] gLLAQaedcfefbitnakf SFS[D(5,2)(3,1)] gLLAQaedcfefbitnajf SFS[D(4,1)(3,1)] gLLAQaedcfefblmjakc toroidal gLLAQaedcfefblmjarc SFS[D(5,2)(3,1)] gLLAQaedcfefbqmjasc SFS[D(5,3)(3,1)] gLLAQaedcfefbqmjawc SFS[D(4,3)(3,1)] gLLAQaedcfefbltnakf toroidal gLLAQaedcfefbltnarf SFS[D(5,3)(3,1)] gLLMQcbcefefanvxxvn SFS[D(2,1)(2,1)] gLLMQcbcefefanvxavk SFS[D(2,1)(2,1)] gLLMQcbcefefanvxhvw SFS[D(3,1)(2,1)] gLLMQcbcefefanvxhvj SFS[D(3,1)(2,1)] gLLAQaedcfefbdmnawc toroidal gLLAQaedcfefbdmnasc toroidal gLLAQaedcfefbqtjasf SFS[D(5,3)(3,1)] gLLAQaedcfefbqtjawf SFS[D(4,3)(3,1)] gLLAQaedcfefbimnajc SFS[D(4,1)(3,1)] gLLAQaedcfefbimnakc SFS[D(5,2)(3,1)] gLLAQaedcfefbitjakf SFS[D(5,3)(3,1)] gLLAQaedcfefbitjajf SFS[D(4,3)(3,1)] gLLAQaedcfefblmnakc toroidal gLLAQaedcfefblmnarc SFS[D(5,3)(3,1)] gLLAQaedcfefbqmnasc SFS[D(5,2)(3,1)] gLLAQaedcfefbqmnawc SFS[D(4,1)(3,1)] gLLAQaedcfefbltjakf toroidal gLLAQaedcfefbltjarf SFS[D(5,2)(3,1)] gLLMQcbcefefajvlxon SFS[D(3,1)(2,1)] gLLMQcbcefefajvlxoj SFS[D(3,1)(2,1)] gLLMQcbcefefabwlarf SFS[D(2,1)(2,1)] gLLMQcbcefefajvlhow SFS[D(2,1)(2,1)] gLALQbccfeeflagucvn reducible gLALQbccfeefaaguwrn SFS[D(4,1)(2,1)] gLALQbccfeeflagdrvk reducible gLALQbccfeefaagdrwk SFS[D(4,1)(2,1)] gLALQbccfeefaeguocn SFS[D(2,1)(2,1)] gLALQbccfeefalcuggn SFS[D(2,1)(2,1)] gLALQbccefefxubrtck toroidal gLALQbccefefxaostfk reducible gLALQbccefefxxvctgk toroidal gLALQbccefefxpvctgk toroidal gLALQbccefefxlvctgk reducible gLALQbccfeefaacuvfn SFS[D(2,1)(2,1)] gLALQbccfeefaicuvfn toroidal gLALQbccfeefamcuvfn SFS[D(2,1)(2,1)] gLALQbccfeefaxrubgn toroidal gLALQbccfeefaesuocn SFS[D(2,1)(2,1)] gLALQbccfeefaenuocn toroidal gLALQbccfeefdegpjcj SFS[D(2,1)(2,1)] gLALQbccfeeftagukfn reducible gLALQbccfeeflagukfn reducible gLALQbccefefeekgtck SFS[D(2,1)(2,1)] gLALQbccefefemkbtvk toroidal gLALQbccefefeakbtvk toroidal gLALQbccefefeikbtvk toroidal gLALQbccfeeftajurbn SFS[D(2,1)(2,1)] gLALQbccfeeftpkusvn toroidal gLALQbccfeeftugucon SFS[D(2,1)(2,1)] gLALQbccfeefaajurbn SFS[D(2,1)(2,1)] gLALQbccfeefapkusvn toroidal gLALQbccfeefaugucon SFS[D(2,1)(2,1)] gLALQbccfeeflajurbn toroidal gLALQbccfeeflpkusvn toroidal gLALQbccfeeflugucon toroidal gLALQbccfeefdmgpfvj toroidal gLALQbccfeefdagpfvj reducible gLALQbccfeefdigpfvj toroidal gLALQbccfeefauruvfn toroidal gLALQbccfeefaasubgn toroidal gLALQbccfeefapcuocn reducible gLALQbccefefeaobtvk toroidal gLALQbccfeefaacurbn SFS[D(2,1)(2,1)] gLALQbccfeefaicurbn toroidal gLALQbccfeefamcurbn SFS[D(2,1)(2,1)] gLALQbccfeefdanpfvj toroidal gLALQbccfeefdacpocj SFS[D(2,1)(2,1)] gLALQbccfeefaufuvfn reducible gLALQbccfeefaanubgn toroidal gLALQbccfeefapwuocn toroidal gLALQbccefefeafrtck reducible gLALQbccefefeawbtvk toroidal gLALQbccfeefaawurbn toroidal gLALQbccfeefdaspfvj toroidal gLALQbccfeefhhgpbgj reducible gLALQbccfeeftagubgn reducible gLALQbccfeeflagubgn reducible gLALQbccfeefaukuvfn toroidal gLALQbccfeefapjuocn toroidal gLALQbccefefxxjstfk toroidal gLALQbccefefxavvtbk SFS[D(2,1)(2,1)] gLALQbccfeefaxcucon SFS[D(2,1)(2,1)] gLALQbccfeefhagpggj reducible gLALQbccfeefahguggn reducible gLALQbccfeefalfukfn reducible gLALQbccefefmaoktgk toroidal gLALQbccfeefaagubkn SFS[D(4,3)(3,1)] gLALQbccfeefaagubjn SFS[D(4,1)(3,1)] gLALQbccefeflhggtck toroidal gLALQbccefeflpkktgk toroidal gLALQbccefeflajjtfk SFS[D(2,1)(2,1)] gLALQbccefefluggtck toroidal gLALQbccefefleggtck SFS[D(2,1)(2,1)] gLALQbccefefdaggmfj SFS[D(2,1)(2,1)] gLALQbccefefdmggmfj toroidal gLALQbccefefdiggmfj toroidal gLALQbccefefdhkkmcj toroidal gLALQbccefefdljjmgj SFS[D(2,1)(2,1)] gLALQbccefefaajjefn toroidal gLALQbccefefapkkegn SFS[D(2,1)(2,1)] gLALQbccefefapcctgk SFS[D(2,1)(2,1)] gLALQbccefefahggecn SFS[D(2,1)(2,1)] gLALQbccefeflajjefn SFS[D(2,1)(2,1)] gLALQbccefeflpkkegn toroidal gLALQbccefefluggecn toroidal gLALQbccefeflhggecn toroidal gLALQbccefefleggecn SFS[D(2,1)(2,1)] gLALQbccefefphkkdcj toroidal gLALQbccefefpiwwmfj toroidal gLALQbccefefpiggdfj toroidal gLALQbccefefpennmcj reducible gLALQbccefefhhkkdcj toroidal gLALQbccefefhmggdfj toroidal gLALQbccefefhaggdfj SFS[D(2,1)(2,1)] gLALQbccefefhiggdfj toroidal gLALQbccefefhljjdgj SFS[D(2,1)(2,1)] gLALQbccefefdhkkdcj toroidal gLALQbccefefdmggdfj toroidal gLALQbccefefdaggdfj SFS[D(2,1)(2,1)] gLALQbccefefdiggdfj toroidal gLALQbccefefdljjdgj SFS[D(2,1)(2,1)] gLALQbccefefpiwwdfj toroidal gLALQbccefefpiggmfj toroidal gLALQbccefefphkkmcj toroidal gLALQbccefefpenndcj reducible gLALQbccefefahggtck SFS[D(2,1)(2,1)] gLALQbccefefapkktgk SFS[D(2,1)(2,1)] gLALQbccefefaajjtfk toroidal gLALQbccefefapccegn SFS[D(2,1)(2,1)] gLALQbccefefhaggmfj SFS[D(2,1)(2,1)] gLALQbccefefhmggmfj toroidal gLALQbccefefhiggmfj toroidal gLALQbccefefhhkkmcj toroidal gLALQbccefefhljjmgj SFS[D(2,1)(2,1)] gLALQbccefefaacjefn SFS[D(2,1)(2,1)] gLALQbccefefpegnmcj SFS[D(2,1)(2,1)] gLALQbccefefpesndcj SFS[D(2,1)(2,1)] gLALQbccefefaansefn SFS[D(2,1)(2,1)] gLALQbccefefaanstfk SFS[D(2,1)(2,1)] gLALQbccefefpesnmcj SFS[D(2,1)(2,1)] gLALQbccefefpegndcj SFS[D(2,1)(2,1)] gLALQbccefefaacjtfk SFS[D(2,1)(2,1)] gLALQbccefefaegoeon reducible gLALQbccefefpagvdvj SFS[D(2,1)(2,1)] gLALQbccefefpagfmgj SFS[D(2,1)(2,1)] gLALQbccefefaegctgk reducible gLALQbccefefhhgbmoj toroidal gLALQbccefefaacvebn SFS[D(2,1)(2,1)] gLALQbccefefphgbmoj toroidal gLALQbccefefpackdcj SFS[D(2,1)(2,1)] gLALQbccefefdackdcj SFS[D(2,1)(2,1)] gLALQbccefefhackdcj toroidal gLALQbccefefdhgbmoj toroidal gLALQbccefeflhfjefn toroidal gLALQbccefefahfjefn reducible gLALQbccefeflagbtvk reducible gLALQbccefefpajkdcj toroidal gLALQbccefefppkgdfj SFS[D(2,1)(2,1)] gLALQbccefefppwnmcj SFS[D(2,1)(2,1)] gLALQbccefefaegotok reducible gLALQbccefefpagvmvj SFS[D(2,1)(2,1)] gLALQbccefefpagfdgj SFS[D(2,1)(2,1)] gLALQbccefefaegcegn reducible gLALQbccefeflhfjtfk toroidal gLALQbccefefdackmcj SFS[D(2,1)(2,1)] gLALQbccefefaacvtbk SFS[D(2,1)(2,1)] gLALQbccefeflagbevn reducible gLALQbccefefphgbdoj toroidal gLALQbccefefhhgbdoj toroidal gLALQbccefefdhgbdoj toroidal gLALQbccefefpackmcj SFS[D(2,1)(2,1)] gLALQbccefefahfjtfk reducible gLALQbccefefhackmcj toroidal gLALQbccefefppkgmfj SFS[D(2,1)(2,1)] gLALQbccefefpajkmcj toroidal gLALQbccefefppwndcj SFS[D(2,1)(2,1)] gLALQbccfeefalcdggk SFS[D(2,1)(2,1)] gLALQbccfeefaegdock SFS[D(2,1)(2,1)] gLALQbccefefeekgecn SFS[D(2,1)(2,1)] gLALQbccfeeftagdkfk reducible gLALQbccfeeflagdkfk reducible gLALQbccfeefdegejcj SFS[D(2,1)(2,1)] gLALQbccfeefaendock toroidal gLALQbccfeefaacdvfk SFS[D(2,1)(2,1)] gLALQbccfeefaicdvfk toroidal gLALQbccfeefamcdvfk SFS[D(2,1)(2,1)] gLALQbccfeefaxrdbgk toroidal gLALQbccfeefaesdock SFS[D(2,1)(2,1)] gLALQbccefefxxvcegn toroidal gLALQbccefefxubrecn toroidal gLALQbccefefxaosefn reducible gLALQbccefefxpvcegn toroidal gLALQbccefefxlvcegn reducible gLALQbccefefxavvebn SFS[D(2,1)(2,1)] gLALQbccfeefaxcdcok SFS[D(2,1)(2,1)] gLALQbccfeefhageggj reducible gLALQbccfeefahgdggk reducible gLALQbccfeefalfdkfk reducible gLALQbccefefmaokegn toroidal gLALQbccefefemkbevn toroidal gLALQbccefefeakbevn toroidal gLALQbccefefeikbevn toroidal gLALQbccfeeftajdrbk SFS[D(2,1)(2,1)] gLALQbccfeeftpkdsvk toroidal gLALQbccfeeftugdcok SFS[D(2,1)(2,1)] gLALQbccfeefaajdrbk SFS[D(2,1)(2,1)] gLALQbccfeefapkdsvk toroidal gLALQbccfeefaugdcok SFS[D(2,1)(2,1)] gLALQbccfeeflajdrbk toroidal gLALQbccfeeflpkdsvk toroidal gLALQbccfeeflugdcok toroidal gLALQbccfeefdmgefvj toroidal gLALQbccfeefdagefvj reducible gLALQbccfeefdigefvj toroidal gLALQbccfeefaurdvfk toroidal gLALQbccfeefaasdbgk toroidal gLALQbccfeefapcdock reducible gLALQbccefefeaobevn toroidal gLALQbccfeefaacdrbk SFS[D(2,1)(2,1)] gLALQbccfeefaicdrbk toroidal gLALQbccfeefamcdrbk SFS[D(2,1)(2,1)] gLALQbccfeefdanefvj toroidal gLALQbccfeefdaceocj SFS[D(2,1)(2,1)] gLALQbccfeefaufdvfk reducible gLALQbccfeefaandbgk toroidal gLALQbccfeefapwdock toroidal gLALQbccefefeafrecn reducible gLALQbccefefeawbevn toroidal gLALQbccfeefaawdrbk toroidal gLALQbccfeefdasefvj toroidal gLALQbccfeefhhgebgj reducible gLALQbccfeeftagdbgk reducible gLALQbccfeeflagdbgk reducible gLALQbccfeefaukdvfk toroidal gLALQbccfeefapjdock toroidal gLALQbccefefxxjsefn toroidal gLALQbccfeefaagdbjk SFS[D(4,3)(3,1)] gLALQbccfeefaagdbkk SFS[D(4,1)(3,1)] gLALQbccfeeflagurvn reducible gLALQbccfeefaagurwn SFS[D(4,1)(2,1)] gLALQbccfeeflagdcvk reducible gLALQbccfeefaagdwrk SFS[D(4,1)(2,1)] gLALQbccfeeflaglcvj reducible gLALQbccfeeflaglrvw reducible gLALQbccfeefaeglocj SFS[D(3,1)(2,1)] gLALQbccfeefalclggj SFS[D(3,1)(2,1)] gLALQbccefefxubrpcw toroidal gLALQbccefefxxvcpgw toroidal gLALQbccefefxpvcpgw toroidal gLALQbccfeefaaclvfj SFS[D(3,1)(2,1)] gLALQbccfeefaiclvfj toroidal gLALQbccfeefamclvfj SFS[D(3,1)(2,1)] gLALQbccfeefaxrlbgj toroidal gLALQbccfeefaeslocj SFS[D(3,1)(2,1)] gLALQbccfeefaenlocj toroidal gLALQbccfeefdegijck SFS[D(3,1)(2,1)] gLALQbccefefeekgpcw SFS[D(3,1)(2,1)] gLALQbccefefemkbpvw toroidal gLALQbccefefeakbpvw toroidal gLALQbccefefeikbpvw toroidal gLALQbccfeeftajlrbj SFS[D(3,1)(2,1)] gLALQbccfeeftpklsvj toroidal gLALQbccfeeftuglcoj SFS[D(3,1)(2,1)] gLALQbccfeefaajlrbj SFS[D(3,1)(2,1)] gLALQbccfeefapklsvj toroidal gLALQbccfeefauglcoj SFS[D(3,1)(2,1)] gLALQbccfeeflajlrbj toroidal gLALQbccfeeflpklsvj toroidal gLALQbccfeefluglcoj toroidal gLALQbccfeefdmgifvk toroidal gLALQbccfeefdigifvk toroidal gLALQbccfeefaurlvfj toroidal gLALQbccfeefaaslbgj toroidal gLALQbccefefeaobpvw toroidal gLALQbccfeefaaclrbj SFS[D(3,1)(2,1)] gLALQbccfeefaiclrbj toroidal gLALQbccfeefamclrbj SFS[D(3,1)(2,1)] gLALQbccfeefdanifvk toroidal gLALQbccfeefdaciock SFS[D(3,1)(2,1)] gLALQbccfeefaanlbgj toroidal gLALQbccfeefapwlocj toroidal gLALQbccefefeafrpcw reducible gLALQbccefefeawbpvw toroidal gLALQbccfeefaawlrbj toroidal gLALQbccfeefdasifvk toroidal gLALQbccfeefauklvfj toroidal gLALQbccfeefapjlocj toroidal gLALQbccefefxxjspfw toroidal gLALQbccefefxavvpbw SFS[D(3,1)(2,1)] gLALQbccfeefaxclcoj SFS[D(3,1)(2,1)] gLALQbccefefmaokpgw toroidal gLALQbccefeflhggpcw toroidal gLALQbccefeflpkkpgw toroidal gLALQbccefeflajjpfw SFS[D(3,1)(2,1)] gLALQbccefefluggpcw toroidal gLALQbccefefleggpcw SFS[D(3,1)(2,1)] gLALQbccefefdaggufr SFS[D(3,1)(2,1)] gLALQbccefefdmggufr toroidal gLALQbccefefdiggufr toroidal gLALQbccefefdhkkucr toroidal gLALQbccefefdljjugr SFS[D(3,1)(2,1)] gLALQbccefefaajjpfj toroidal gLALQbccefefapkkpgj SFS[D(3,1)(2,1)] gLALQbccefefapccpgw SFS[D(3,1)(2,1)] gLALQbccefefahggpcj SFS[D(3,1)(2,1)] gLALQbccefeflajjpfj SFS[D(3,1)(2,1)] gLALQbccefeflpkkpgj toroidal gLALQbccefefluggpcj toroidal gLALQbccefeflhggpcj toroidal gLALQbccefefleggpcj SFS[D(3,1)(2,1)] gLALQbccefefphkkuck toroidal gLALQbccefefpiwwufr toroidal gLALQbccefefpiggufk toroidal gLALQbccefefpennucr reducible gLALQbccefefhhkkuck toroidal gLALQbccefefhmggufk toroidal gLALQbccefefhaggufk SFS[D(3,1)(2,1)] gLALQbccefefhiggufk toroidal gLALQbccefefhljjugk SFS[D(3,1)(2,1)] gLALQbccefefdhkkuck toroidal gLALQbccefefdmggufk toroidal gLALQbccefefdaggufk SFS[D(3,1)(2,1)] gLALQbccefefdiggufk toroidal gLALQbccefefdljjugk SFS[D(3,1)(2,1)] gLALQbccefefpiwwufk toroidal gLALQbccefefpiggufr toroidal gLALQbccefefphkkucr toroidal gLALQbccefefpennuck reducible gLALQbccefefahggpcw SFS[D(3,1)(2,1)] gLALQbccefefapkkpgw SFS[D(3,1)(2,1)] gLALQbccefefaajjpfw toroidal gLALQbccefefapccpgj SFS[D(3,1)(2,1)] gLALQbccefefhaggufr SFS[D(3,1)(2,1)] gLALQbccefefhmggufr toroidal gLALQbccefefhiggufr toroidal gLALQbccefefhhkkucr toroidal gLALQbccefefhljjugr SFS[D(3,1)(2,1)] gLALQbccefefaacjpfj SFS[D(3,1)(2,1)] gLALQbccefefpegnucr SFS[D(3,1)(2,1)] gLALQbccefefpesnuck SFS[D(3,1)(2,1)] gLALQbccefefaanspfj SFS[D(3,1)(2,1)] gLALQbccefefaanspfw SFS[D(3,1)(2,1)] gLALQbccefefpesnucr SFS[D(3,1)(2,1)] gLALQbccefefpegnuck SFS[D(3,1)(2,1)] gLALQbccefefaacjpfw SFS[D(3,1)(2,1)] gLALQbccefefpagvuvk SFS[D(3,1)(2,1)] gLALQbccefefpagfugr SFS[D(3,1)(2,1)] gLALQbccefefhhgbuor toroidal gLALQbccefefaacvpbj SFS[D(3,1)(2,1)] gLALQbccefefphgbuor toroidal gLALQbccefefpackuck SFS[D(3,1)(2,1)] gLALQbccefefdackuck SFS[D(3,1)(2,1)] gLALQbccefefhackuck toroidal gLALQbccefefdhgbuor toroidal gLALQbccefeflhfjpfj toroidal gLALQbccefeflagbpvw reducible gLALQbccefefpajkuck toroidal gLALQbccefefppkgufk SFS[D(3,1)(2,1)] gLALQbccefefppwnucr SFS[D(3,1)(2,1)] gLALQbccefefpagvuvr SFS[D(3,1)(2,1)] gLALQbccefefpagfugk SFS[D(3,1)(2,1)] gLALQbccefeflhfjpfw toroidal gLALQbccefefdackucr SFS[D(3,1)(2,1)] gLALQbccefefaacvpbw SFS[D(3,1)(2,1)] gLALQbccefeflagbpvj reducible gLALQbccefefphgbuok toroidal gLALQbccefefhhgbuok toroidal gLALQbccefefdhgbuok toroidal gLALQbccefefpackucr SFS[D(3,1)(2,1)] gLALQbccefefhackucr toroidal gLALQbccefefppkgufr SFS[D(3,1)(2,1)] gLALQbccefefpajkucr toroidal gLALQbccefefppwnuck SFS[D(3,1)(2,1)] gLALQbccfeefalclggw SFS[D(3,1)(2,1)] gLALQbccfeefaeglocw SFS[D(3,1)(2,1)] gLALQbccefefeekgpcj SFS[D(3,1)(2,1)] gLALQbccfeefdegijcr SFS[D(3,1)(2,1)] gLALQbccfeefaenlocw toroidal gLALQbccfeefaaclvfw SFS[D(3,1)(2,1)] gLALQbccfeefaiclvfw toroidal gLALQbccfeefamclvfw SFS[D(3,1)(2,1)] gLALQbccfeefaxrlbgw toroidal gLALQbccfeefaeslocw SFS[D(3,1)(2,1)] gLALQbccefefxxvcpgj toroidal gLALQbccefefxubrpcj toroidal gLALQbccefefxpvcpgj toroidal gLALQbccefefxavvpbj SFS[D(3,1)(2,1)] gLALQbccfeefaxclcow SFS[D(3,1)(2,1)] gLALQbccefefmaokpgj toroidal gLALQbccefefemkbpvj toroidal gLALQbccefefeakbpvj toroidal gLALQbccefefeikbpvj toroidal gLALQbccfeeftajlrbw SFS[D(3,1)(2,1)] gLALQbccfeeftpklsvw toroidal gLALQbccfeeftuglcow SFS[D(3,1)(2,1)] gLALQbccfeefaajlrbw SFS[D(3,1)(2,1)] gLALQbccfeefapklsvw toroidal gLALQbccfeefauglcow SFS[D(3,1)(2,1)] gLALQbccfeeflajlrbw toroidal gLALQbccfeeflpklsvw toroidal gLALQbccfeefluglcow toroidal gLALQbccfeefdmgifvr toroidal gLALQbccfeefdigifvr toroidal gLALQbccfeefaurlvfw toroidal gLALQbccfeefaaslbgw toroidal gLALQbccefefeaobpvj toroidal gLALQbccfeefaaclrbw SFS[D(3,1)(2,1)] gLALQbccfeefaiclrbw toroidal gLALQbccfeefamclrbw SFS[D(3,1)(2,1)] gLALQbccfeefdanifvr toroidal gLALQbccfeefdaciocr SFS[D(3,1)(2,1)] gLALQbccfeefaanlbgw toroidal gLALQbccfeefapwlocw toroidal gLALQbccefefeafrpcj reducible gLALQbccefefeawbpvj toroidal gLALQbccfeefaawlrbw toroidal gLALQbccfeefdasifvr toroidal gLALQbccfeefauklvfw toroidal gLALQbccfeefapjlocw toroidal gLALQbccefefxxjspfj toroidal gLALQbccfeeflaglrvj reducible gLALQbccfeeflaglcvw reducible gLALQbccefefmagkxcj T2xI gLALQbccfeeflpkxwfr SFS[D(2,1)(2,1)] gLALQbccefefemkfxgj SFS[D(2,1)(2,1)] gLALQbccfeeflagxcvr reducible gLALQbccfeeflawxncr SFS[D(2,1)(2,1)] gLALQbccfeefhhgqrww toroidal gLALQbccfeefaagxwrr SFS[D(4,1)(2,1)] gLALQbccfeefahgxrrr SFS[D(4,1)(2,1)] gLALQbccfeefhagqwww SFS[D(4,1)(2,1)] gLALQbccefefxxvnxwj SFS[D(10,3)(3,1)] gLALQbccfeefhhgqrjw SFS[D(11,7)(3,1)] gLALQbccefefxxvnxjj SFS[D(11,3)(3,1)] gLALQbccefeflpkgxfj SFS[D(2,1)(2,1)] gLALQbccefeflpkohvj SFS[D(2,1)(2,1)] gLALQbccefeflawkxcj SFS[D(2,1)(2,1)] gLALQbccefeflagvxvj reducible gLALQbccfeefmagxncr T2xI gLALQbccefefhhggqjn SFS[D(10,7)(3,1)] gLALQbccefefhhgwhjk SFS[D(10,7)(3,1)] gLALQbccefefhhggqwn toroidal gLALQbccefefaacchkj SFS[D(3,1)(2,1)] gLALQbccefefhhgwhkk SFS[D(11,8)(3,1)] gLALQbccefefhagbqwn SFS[D(3,1)(2,1)] gLALQbccefefahgbxrj SFS[D(3,1)(2,1)] gLALQbccfeefpiwxbfr SFS[D(3,1)(2,1)] gLALQbccfeefpmwxbfr SFS[D(3,1)(2,1)] gLALQbccfeefpxfxogr SFS[D(3,1)(2,1)] gLALQbccfeefpenxvcr reducible gLALQbccfeefpmgxrfr SFS[D(3,1)(2,1)] gLALQbccfeefphkxccr SFS[D(3,1)(2,1)] gLALQbccfeefpigxrfr SFS[D(3,1)(2,1)] gLALQbccfeefpljxsgr reducible gLALQbccfeeflpkqngw SFS[D(2,1)(2,1)] gLALQbccfeeflhgqwcw SFS[D(2,1)(2,1)] gLALQbccefefemknhfj SFS[D(2,1)(2,1)] gLALQbccefefehjfhcj SFS[D(2,1)(2,1)] gLALQbccfeeflagqrvw reducible gLALQbccfeefphgxwor SFS[D(2,1)(2,1)] gLALQbccfeefpxwxwor SFS[D(2,1)(2,1)] gLALQbccefefeaffhcj reducible gLALQbccfeefhagxrrr SFS[D(4,1)(2,1)] gLALQbccfeefahgqwww SFS[D(4,1)(2,1)] gLALQbccfeefaagqrww SFS[D(4,1)(2,1)] gLALQbccfeefhhgxwrr toroidal gLALQbccefefxxvvhrj SFS[D(10,3)(3,1)] gLALQbccefefxavchkj SFS[D(3,1)(2,1)] gLALQbccfeefaxcqvkw SFS[D(3,1)(2,1)] gLALQbccfeefhhgxwnr SFS[D(11,4)(3,1)] gLALQbccefefxxvvhnj toroidal gLALQbccfeefaacqcnw SFS[D(3,1)(2,1)] gLALQbccefefxubrxcj SFS[D(4,1)(3,1)] gLALQbccefefxaosxfj reducible gLALQbccefefxxvcxgj SFS[D(4,1)(3,1)] gLALQbccefefxpvcxgj SFS[D(4,3)(3,1)] gLALQbccefefxlvcxgj reducible gLALQbccfeefaicxvfr SFS[D(4,1)(2,1)] gLALQbccfeefaxrxbgr SFS[D(4,1)(2,1)] gLALQbccfeefaenxocr SFS[D(4,1)(2,1)] gLALQbccfeeftagxkfr reducible gLALQbccfeeflagxkfr reducible gLALQbccefefemkbxvj toroidal gLALQbccefefeakbxvj SFS[D(4,1)(3,1)] gLALQbccefefeikbxvj SFS[D(4,3)(3,1)] gLALQbccfeeftpkxsvr SFS[D(4,1)(2,1)] gLALQbccfeefapkxsvr SFS[D(4,1)(2,1)] gLALQbccfeeflajxrbr SFS[D(4,1)(2,1)] gLALQbccfeeflpkxsvr toroidal gLALQbccfeeflugxcor SFS[D(4,1)(2,1)] gLALQbccfeefdmgqfvw SFS[D(4,3)(3,1)] gLALQbccfeefdagqfvw reducible gLALQbccfeefdigqfvw SFS[D(4,1)(3,1)] gLALQbccfeefaurxvfr SFS[D(4,1)(3,1)] gLALQbccfeefaasxbgr SFS[D(4,3)(3,1)] gLALQbccfeefapcxocr reducible gLALQbccefefeaobxvj toroidal gLALQbccfeefaicxrbr SFS[D(4,1)(2,1)] gLALQbccfeefdanqfvw SFS[D(4,3)(3,1)] gLALQbccfeefaufxvfr reducible gLALQbccfeefaanxbgr SFS[D(4,1)(3,1)] gLALQbccfeefapwxocr SFS[D(4,3)(3,1)] gLALQbccefefeafrxcj reducible gLALQbccefefeawbxvj SFS[D(4,3)(3,1)] gLALQbccfeefaawxrbr SFS[D(4,1)(2,1)] gLALQbccfeefdasqfvw SFS[D(4,1)(3,1)] gLALQbccfeefhhgqbgw reducible gLALQbccfeeftagxbgr reducible gLALQbccfeeflagxbgr reducible gLALQbccfeefaukxvfr SFS[D(4,3)(3,1)] gLALQbccfeefapjxocr SFS[D(4,1)(3,1)] gLALQbccefefxxjsxfj SFS[D(4,1)(2,1)] gLALQbccfeefhagqggw reducible gLALQbccfeefahgxggr reducible gLALQbccfeefalfxkfr reducible gLALQbccefefmaokxgj SFS[A(4,1)] gLALQbccfeefhhgqbjw toroidal gLALQbccfeefaagxbkr SFS[D(4,3)(3,1)] gLALQbccfeefhagqgjw SFS[D(4,3)(3,1)] gLALQbccfeefahgxgkr SFS[D(4,3)(3,1)] gLALQbccefefxxvcxkj SFS[D(5,2)(3,1)] gLALQbccfeefhhgqbkw toroidal gLALQbccfeefaagxbjr SFS[D(4,1)(3,1)] gLALQbccfeefhagqgkw SFS[D(4,1)(3,1)] gLALQbccfeefahgxgjr SFS[D(4,1)(3,1)] gLALQbccefeflhggxcj toroidal gLALQbccefeflpkkxgj toroidal gLALQbccefefluggxcj SFS[D(5,2)(4,1)] gLALQbccefefdmggqfn SFS[D(5,3)(4,1)] gLALQbccefefdiggqfn SFS[D(4,3)(4,1)] gLALQbccefefdhkkqcn SFS[D(5,3)(4,1)] gLALQbccefefaajjhfj SFS[D(4,1)(2,1)] gLALQbccefeflpkkhgj toroidal gLALQbccefeflugghcj SFS[D(5,3)(4,1)] gLALQbccefeflhgghcj toroidal gLALQbccefefphkkhck toroidal gLALQbccefefpiwwqfn toroidal gLALQbccefefpigghfk toroidal gLALQbccefefpennqcn reducible gLALQbccefefhhkkhck SFS[D(4,3)(4,1)] gLALQbccefefhmgghfk SFS[D(4,3)(4,1)] gLALQbccefefhigghfk SFS[D(5,3)(4,1)] gLALQbccefefdhkkhck SFS[D(5,2)(4,1)] gLALQbccefefdmgghfk SFS[D(5,2)(4,1)] gLALQbccefefdigghfk SFS[D(4,1)(4,1)] gLALQbccefefpiwwhfk toroidal gLALQbccefefpiggqfn toroidal gLALQbccefefphkkqcn toroidal gLALQbccefefpennhck reducible gLALQbccefefaajjxfj SFS[D(4,1)(2,1)] gLALQbccefefhmggqfn SFS[D(4,1)(4,1)] gLALQbccefefhiggqfn SFS[D(5,2)(4,1)] gLALQbccefefhhkkqcn SFS[D(4,1)(4,1)] gLALQbccefefaegohoj reducible gLALQbccefefaegcxgj reducible gLALQbccefefhhgbqon SFS[D(4,1)(3,1)] gLALQbccefefphgbqon toroidal gLALQbccefefhackhck SFS[D(4,1)(2,1)] gLALQbccefefdhgbqon SFS[D(4,3)(3,1)] gLALQbccefeflhfjhfj SFS[D(4,1)(3,1)] gLALQbccefefahfjhfj reducible gLALQbccefeflagbxvj reducible gLALQbccefefpajkhck SFS[D(4,1)(2,1)] gLALQbccefefaegoxoj reducible gLALQbccefefaegchgj reducible gLALQbccefeflhfjxfj SFS[D(4,3)(3,1)] gLALQbccefeflagbhvj reducible gLALQbccefefphgbhok toroidal gLALQbccefefhhgbhok SFS[D(4,3)(3,1)] gLALQbccefefdhgbhok SFS[D(4,1)(3,1)] gLALQbccefefahfjxfj reducible gLALQbccefefhackqcn SFS[D(4,1)(2,1)] gLALQbccefefpajkqcn SFS[D(4,1)(2,1)] gLALQbccefefahggxwj SFS[D(3,1)(2,1)] gLALQbccefefhaggqrn SFS[D(3,1)(2,1)] gLALQbccefefhhgbqrn toroidal gLALQbccefefaacvhnj SFS[D(3,1)(2,1)] gLALQbccefefhhgbqnn SFS[D(5,3)(3,1)] gLALQbccefefhhgbhrk SFS[D(5,3)(3,1)] gLALQbccfeeftagqkfw reducible gLALQbccfeeflagqkfw reducible gLALQbccfeefaenqocw SFS[D(4,1)(2,1)] gLALQbccfeefaicqvfw SFS[D(4,1)(2,1)] gLALQbccfeefaxrqbgw SFS[D(4,1)(2,1)] gLALQbccefefxxvchgj SFS[D(4,3)(3,1)] gLALQbccefefxubrhcj SFS[D(4,3)(3,1)] gLALQbccefefxaoshfj reducible gLALQbccefefxpvchgj SFS[D(4,1)(3,1)] gLALQbccefefxlvchgj reducible gLALQbccfeefhagxggr reducible gLALQbccfeefahgqggw reducible gLALQbccfeefalfqkfw reducible gLALQbccefefmaokhgj SFS[A(4,1)] gLALQbccefefemkbhvj toroidal gLALQbccefefeakbhvj SFS[D(4,3)(3,1)] gLALQbccefefeikbhvj SFS[D(4,1)(3,1)] gLALQbccfeeftpkqsvw SFS[D(4,1)(2,1)] gLALQbccfeefapkqsvw SFS[D(4,1)(2,1)] gLALQbccfeeflajqrbw SFS[D(4,1)(2,1)] gLALQbccfeeflpkqsvw toroidal gLALQbccfeeflugqcow SFS[D(4,1)(2,1)] gLALQbccfeefdmgxfvr SFS[D(4,1)(3,1)] gLALQbccfeefdagxfvr reducible gLALQbccfeefdigxfvr SFS[D(4,3)(3,1)] gLALQbccfeefaurqvfw SFS[D(4,3)(3,1)] gLALQbccfeefaasqbgw SFS[D(4,1)(3,1)] gLALQbccfeefapcqocw reducible gLALQbccefefeaobhvj toroidal gLALQbccfeefaicqrbw SFS[D(4,1)(2,1)] gLALQbccfeefdanxfvr SFS[D(4,1)(3,1)] gLALQbccfeefaufqvfw reducible gLALQbccfeefaanqbgw SFS[D(4,3)(3,1)] gLALQbccfeefapwqocw SFS[D(4,1)(3,1)] gLALQbccefefeafrhcj reducible gLALQbccefefeawbhvj SFS[D(4,1)(3,1)] gLALQbccfeefaawqrbw SFS[D(4,1)(2,1)] gLALQbccfeefdasxfvr SFS[D(4,3)(3,1)] gLALQbccfeefhhgxbgr reducible gLALQbccfeeftagqbgw reducible gLALQbccfeeflagqbgw reducible gLALQbccfeefaukqvfw SFS[D(4,1)(3,1)] gLALQbccfeefapjqocw SFS[D(4,3)(3,1)] gLALQbccefefxxjshfj SFS[D(4,1)(2,1)] gLALQbccfeefaacqvkw SFS[D(3,1)(2,1)] gLALQbccefefxxvchkj toroidal gLALQbccefefxavvhnj SFS[D(3,1)(2,1)] gLALQbccfeefaxcqcnw SFS[D(3,1)(2,1)] gLALQbccfeefhagxgkr SFS[D(4,3)(3,1)] gLALQbccfeefahgqgjw SFS[D(4,3)(3,1)] gLALQbccfeefhhgxbkr toroidal gLALQbccfeefaagqbjw SFS[D(4,3)(3,1)] gLALQbccefefxxvchjj SFS[D(5,2)(3,1)] gLALQbccfeefhagxgjr SFS[D(4,1)(3,1)] gLALQbccfeefahgqgkw SFS[D(4,1)(3,1)] gLALQbccfeefhhgxbjr toroidal gLALQbccfeefaagqbkw SFS[D(4,1)(3,1)] gLALQbccefefxivcxfj SFS[D(4,1)(3,1)] gLALQbccefefxmvcxfj SFS[D(5,2)(3,1)] gLALQbccefefxxbrxgj SFS[D(4,1)(3,1)] gLALQbccfeefaasxofr SFS[D(3,1)(2,1)] gLALQbccfeefpiwqbfw toroidal gLALQbccfeefpmwqbfw toroidal gLALQbccfeefpxfqogw toroidal gLALQbccfeefpenqvcw reducible gLALQbccfeefpmgqrfw toroidal gLALQbccfeefphkqccw toroidal gLALQbccfeefpigqrfw toroidal gLALQbccfeefpljqsgw reducible gLALQbccfeefdmgqrfw SFS[D(5,2)(3,1)] gLALQbccfeefdhkqccw SFS[D(5,2)(3,1)] gLALQbccfeefdigqrfw SFS[D(4,1)(3,1)] gLALQbccfeefhmgqrfw SFS[D(4,3)(3,1)] gLALQbccfeefhhkqccw SFS[D(4,3)(3,1)] gLALQbccfeefhigqrfw SFS[D(5,3)(3,1)] gLALQbccfeeftpkxngr SFS[D(5,3)(3,1)] gLALQbccfeeftugxwcr SFS[D(4,3)(3,1)] gLALQbccfeefthgxwcr SFS[D(5,3)(3,1)] gLALQbccfeeflpkxngr toroidal gLALQbccfeeflugxwcr SFS[D(5,3)(3,1)] gLALQbccfeeflhgxwcr toroidal gLALQbccfeefaajxffr SFS[D(3,1)(2,1)] gLALQbccefefemknxfj toroidal gLALQbccefefehjfxcj toroidal gLALQbccefefeiknxfj SFS[D(5,2)(3,1)] gLALQbccfeefalcxsor reducible gLALQbccfeefaegxvgr reducible gLALQbccefefehkvxoj SFS[D(3,1)(3,2)] gLALQbccfeeflagxrvr reducible gLALQbccfeefphgqwow toroidal gLALQbccfeefhhgqwow SFS[D(3,1)(3,2)] gLALQbccfeefdhgqwow SFS[D(3,1)(3,1)] gLALQbccfeefaxfxofr reducible gLALQbccefefxawrxgj SFS[D(3,1)(2,1)] gLALQbccfeefpanqogw SFS[D(3,1)(2,1)] gLALQbccfeefaegxsor reducible gLALQbccfeefalcxwcr reducible gLALQbccefefxxvvxoj SFS[D(3,1)(3,1)] gLALQbccfeefpxwqwow toroidal gLALQbccfeefhacqccw SFS[D(3,1)(2,1)] gLALQbccfeefthfxffr SFS[D(3,1)(3,2)] gLALQbccfeeflhfxffr SFS[D(3,1)(3,1)] gLALQbccfeefahfxffr reducible gLALQbccefefeaffxcj reducible gLALQbccfeefpajqccw SFS[D(3,1)(2,1)] gLALQbccfeefhagqrrw SFS[D(4,1)(2,1)] gLALQbccfeefahgxwwr SFS[D(4,1)(2,1)] gLALQbccfeefaagxrwr SFS[D(4,1)(2,1)] gLALQbccfeefhhgqwrw toroidal gLALQbccefefxxvvxrj SFS[D(6,1)(3,1)] gLALQbccfeefhhgqwnw SFS[D(9,4)(3,1)] gLALQbccefefxxvvxnj SFS[D(9,2)(3,1)] gLALQbccefefahkkhcj SFS[D(3,1)(2,1)] gLALQbccefefaiccxfj SFS[D(3,1)(2,1)] gLALQbccefefhajjhfk reducible gLALQbccefefhpkkhgk SFS[D(3,1)(3,2)] gLALQbccefefhugghck SFS[D(3,1)(3,1)] gLALQbccefefhhgghck SFS[D(3,1)(3,2)] gLALQbccefefhegghck reducible gLALQbccefeflagnxfj reducible gLALQbccefefaensxcj SFS[D(3,1)(2,1)] gLALQbccefefdacjhfk reducible gLALQbccefefapkoxvj SFS[D(3,1)(2,1)] gLALQbccefefdmgkhgk SFS[D(3,1)(2,1)] gLALQbccefefdagoqvn reducible gLALQbccefefdmgoqvn SFS[D(3,1)(3,1)] gLALQbccefefdigoqvn SFS[D(3,1)(3,2)] gLALQbccefeflajkhcj SFS[D(3,1)(3,2)] gLALQbccefeflpkghfj toroidal gLALQbccefeflugjhgj SFS[D(3,1)(3,1)] gLALQbccefefaajkhcj SFS[D(3,1)(3,1)] gLALQbccefefapkghfj SFS[D(3,1)(3,2)] gLALQbccefefapcsxcj reducible gLALQbccefeflpkoxvj toroidal gLALQbccefeflajbxbj SFS[D(3,1)(2,1)] gLALQbccefeflugvxoj SFS[D(3,1)(2,1)] gLALQbccefefaicbxbj SFS[D(3,1)(2,1)] gLALQbccefeflagvhvj reducible gLALQbccefefdanoqvn SFS[D(3,1)(3,1)] gLALQbccefeflawkhcj toroidal gLALQbccefefaanrxgj SFS[D(3,1)(3,2)] gLALQbccefefapfghfj reducible gLALQbccefefapwsxcj SFS[D(3,1)(3,1)] gLALQbccefeflagrxgj reducible gLALQbccefefaanvhvj SFS[D(3,1)(2,1)] gLALQbccefefdacvhbk reducible gLALQbccefefhhfjhfk SFS[D(3,1)(2,1)] gLALQbccefefdasoqvn SFS[D(3,1)(3,2)] gLALQbccefeflackhcj SFS[D(3,1)(3,1)] gLALQbccefefaprghfj SFS[D(3,1)(3,1)] gLALQbccefefapjsxcj SFS[D(3,1)(3,2)] gLALQbccefefhhgwqgn reducible gLALQbccefefahgwxgj reducible gLALQbccefefhagrqgn reducible gLALQbccefefaefwhfj reducible gLALQbccfeefmagqncw SFS[A(3,1)] gLALQbccefefhhgghjk SFS[D(6,5)(3,1)] gLALQbccefefaackhwj SFS[D(3,1)(3,1)] gLALQbccefefhhgwqjn toroidal gLALQbccefefahgwxkj SFS[D(3,1)(3,1)] gLALQbccefefhagrqjn SFS[D(3,1)(3,1)] gLALQbccefefhhgghwk SFS[D(9,7)(3,1)] gLALQbccefefaackhjj SFS[D(3,1)(3,2)] gLALQbccefefhhgwqkn toroidal gLALQbccefefahgwxjj SFS[D(3,1)(3,2)] gLALQbccefefhagrqkn SFS[D(3,1)(3,2)] gLALQbccfeefdacxsfr reducible gLALQbccfeefalwqfgw SFS[D(3,1)(2,1)] gLALQbccefefeafwhfj reducible gLALQbccfeefhajxsfr reducible gLALQbccfeefhpkxcgr SFS[D(3,1)(3,1)] gLALQbccfeefhugxrcr SFS[D(3,1)(3,2)] gLALQbccfeefhhgxrcr SFS[D(3,1)(3,1)] gLALQbccfeefhegxrcr reducible gLALQbccfeefamgqwfw SFS[D(3,1)(2,1)] gLALQbccfeefahkqncw SFS[D(3,1)(2,1)] gLALQbccfeefaxcqkcw reducible gLALQbccefefxavkhcj reducible gLALQbccfeefaefqgfw reducible gLALQbccefefmagkhcj SFS[A(3,1)] gLALQbccfeefaurqsbw SFS[D(3,1)(2,1)] gLALQbccfeefdmgxcgr SFS[D(3,1)(2,1)] gLALQbccfeeftajqncw reducible gLALQbccfeeftpkqwfw SFS[D(3,1)(3,2)] gLALQbccfeeftugqfgw SFS[D(3,1)(3,1)] gLALQbccfeeflajqncw SFS[D(3,1)(3,1)] gLALQbccfeeflpkqwfw toroidal gLALQbccfeeflugqfgw SFS[D(3,1)(3,2)] gLALQbccfeefaajqncw SFS[D(3,1)(3,2)] gLALQbccfeefapkqwfw SFS[D(3,1)(3,1)] gLALQbccfeefaugqfgw reducible gLALQbccefefemkfhgj toroidal gLALQbccefefeakfhgj SFS[D(3,1)(2,1)] gLALQbccefefeikfhgj SFS[D(3,1)(2,1)] gLALQbccfeefamgqcvw SFS[D(3,1)(2,1)] gLALQbccfeeflagqcvw reducible gLALQbccfeeftawqncw SFS[D(3,1)(3,2)] gLALQbccfeeflawqncw toroidal gLALQbccfeefaawqncw SFS[D(3,1)(3,1)] gLALQbccfeefapfqwfw reducible gLALQbccfeefaunqfgw SFS[D(3,1)(3,2)] gLALQbccefefeafohbj reducible gLALQbccfeefaanqcvw SFS[D(3,1)(2,1)] gLALQbccfeefdacxnbr reducible gLALQbccfeefhhfxsfr SFS[D(3,1)(2,1)] gLALQbccfeeftacqncw SFS[D(3,1)(3,1)] gLALQbccfeeflacqncw SFS[D(3,1)(3,2)] gLALQbccfeefaprqwfw SFS[D(3,1)(3,2)] gLALQbccfeefausqfgw SFS[D(3,1)(3,1)] gLALQbccefefxxvnhcj reducible gLALQbccfeefhhgxrwr toroidal gLALQbccfeefaagqwrw SFS[D(4,1)(2,1)] gLALQbccfeefahgqrrw SFS[D(4,1)(2,1)] gLALQbccfeefhagxwwr SFS[D(4,1)(2,1)] gLALQbccfeefaxcqkjw SFS[D(3,1)(3,1)] gLALQbccefefxavkhwj SFS[D(3,1)(3,1)] gLALQbccfeefaacqnjw SFS[D(3,1)(3,1)] gLALQbccefefxxvnhwj toroidal gLALQbccfeefhhgxrjr SFS[D(9,5)(3,1)] gLALQbccfeefaxcqkww SFS[D(3,1)(3,2)] gLALQbccefefxavkhjj SFS[D(3,1)(3,2)] gLALQbccfeefaacqnww SFS[D(3,1)(3,2)] gLALQbccefefxxvnhjj toroidal gLALQbccfeeflagpcvn reducible gLALQbccfeefaagpwrn SFS[D(5,2)(2,1)] gLALQbccfeeflagervw reducible gLALQbccfeefaagerww SFS[D(5,2)(2,1)] gLALQbccefefxubrlck SFS[D(5,3)(3,1)] gLALQbccefefxaoslfk reducible gLALQbccefefxxvclgk SFS[D(5,3)(3,1)] gLALQbccefefxpvclgk SFS[D(5,2)(3,1)] gLALQbccefefxlvclgk reducible gLALQbccfeefaicpvfn SFS[D(5,2)(2,1)] gLALQbccfeefaxrpbgn SFS[D(5,2)(2,1)] gLALQbccfeefaenpocn SFS[D(5,2)(2,1)] gLALQbccfeeftagpkfn reducible gLALQbccfeeflagpkfn reducible gLALQbccefefemkblvk toroidal gLALQbccefefeakblvk SFS[D(5,3)(3,1)] gLALQbccefefeikblvk SFS[D(5,2)(3,1)] gLALQbccfeeftpkpsvn SFS[D(5,2)(2,1)] gLALQbccfeefapkpsvn SFS[D(5,2)(2,1)] gLALQbccfeeflajprbn SFS[D(5,2)(2,1)] gLALQbccfeeflpkpsvn toroidal gLALQbccfeeflugpcon SFS[D(5,2)(2,1)] gLALQbccfeefdmgufvj SFS[D(5,2)(3,1)] gLALQbccfeefdagufvj reducible gLALQbccfeefdigufvj SFS[D(5,3)(3,1)] gLALQbccfeefaurpvfn SFS[D(5,3)(3,1)] gLALQbccfeefaaspbgn SFS[D(5,2)(3,1)] gLALQbccfeefapcpocn reducible gLALQbccefefeaoblvk toroidal gLALQbccfeefaicprbn SFS[D(5,2)(2,1)] gLALQbccfeefdanufvj SFS[D(5,2)(3,1)] gLALQbccfeefaufpvfn reducible gLALQbccfeefaanpbgn SFS[D(5,3)(3,1)] gLALQbccfeefapwpocn SFS[D(5,2)(3,1)] gLALQbccefefeafrlck reducible gLALQbccefefeawblvk SFS[D(5,2)(3,1)] gLALQbccfeefaawprbn SFS[D(5,2)(2,1)] gLALQbccfeefdasufvj SFS[D(5,3)(3,1)] gLALQbccfeefhhgubgj reducible gLALQbccfeeftagpbgn reducible gLALQbccfeeflagpbgn reducible gLALQbccfeefaukpvfn SFS[D(5,2)(3,1)] gLALQbccfeefapjpocn SFS[D(5,3)(3,1)] gLALQbccefefxxjslfk SFS[D(5,2)(2,1)] gLALQbccfeefhaguggj reducible gLALQbccfeefahgpggn reducible gLALQbccfeefalfpkfn reducible gLALQbccefefmaoklgk SFS[A(5,2)] gLALQbccfeefaagpbkn SFS[D(5,3)(3,1)] gLALQbccfeefaagpbjn SFS[D(5,2)(3,1)] gLALQbccefeflhgglck toroidal gLALQbccefeflpkklgk toroidal gLALQbccefeflugglck SFS[D(5,3)(5,2)] gLALQbccefefdmggifj SFS[D(5,2)(5,2)] gLALQbccefefdiggifj SFS[D(5,2)(4,1)] gLALQbccefefdhkkicj SFS[D(5,2)(5,2)] gLALQbccefefaajjdfj SFS[D(5,2)(2,1)] gLALQbccefeflpkkdgj toroidal gLALQbccefefluggdcj SFS[D(5,2)(5,2)] gLALQbccefeflhggdcj toroidal gLALQbccefefphkkeck toroidal gLALQbccefefpiwwifj toroidal gLALQbccefefpiggefk toroidal gLALQbccefefpennicj reducible gLALQbccefefhhkkeck SFS[D(5,2)(4,1)] gLALQbccefefhmggefk SFS[D(5,2)(4,1)] gLALQbccefefhiggefk SFS[D(5,2)(5,2)] gLALQbccefefdhkkeck SFS[D(5,3)(5,2)] gLALQbccefefdmggefk SFS[D(5,3)(5,2)] gLALQbccefefdiggefk SFS[D(5,3)(4,1)] gLALQbccefefpiwwefk toroidal gLALQbccefefpiggifj toroidal gLALQbccefefphkkicj toroidal gLALQbccefefpenneck reducible gLALQbccefefaajjlfk SFS[D(5,2)(2,1)] gLALQbccefefhmggifj SFS[D(5,3)(4,1)] gLALQbccefefhiggifj SFS[D(5,3)(5,2)] gLALQbccefefhhkkicj SFS[D(5,3)(4,1)] gLALQbccefefaegodoj reducible gLALQbccefefaegclgk reducible gLALQbccefefhhgbioj SFS[D(5,3)(3,1)] gLALQbccefefphgbioj toroidal gLALQbccefefhackeck SFS[D(5,2)(2,1)] gLALQbccefefdhgbioj SFS[D(5,2)(3,1)] gLALQbccefeflhfjdfj SFS[D(5,3)(3,1)] gLALQbccefefahfjdfj reducible gLALQbccefeflagblvk reducible gLALQbccefefpajkeck SFS[D(5,2)(2,1)] gLALQbccefefaegolok reducible gLALQbccefefaegcdgj reducible gLALQbccefeflhfjlfk SFS[D(5,2)(3,1)] gLALQbccefeflagbdvj reducible gLALQbccefefphgbeok toroidal gLALQbccefefhhgbeok SFS[D(5,2)(3,1)] gLALQbccefefdhgbeok SFS[D(5,3)(3,1)] gLALQbccefefahfjlfk reducible gLALQbccefefhackicj SFS[D(5,2)(2,1)] gLALQbccefefpajkicj SFS[D(5,2)(2,1)] gLALQbccfeeftagekfw reducible gLALQbccfeeflagekfw reducible gLALQbccfeefaeneocw SFS[D(5,2)(2,1)] gLALQbccfeefaicevfw SFS[D(5,2)(2,1)] gLALQbccfeefaxrebgw SFS[D(5,2)(2,1)] gLALQbccefefxxvcdgj SFS[D(5,2)(3,1)] gLALQbccefefxubrdcj SFS[D(5,2)(3,1)] gLALQbccefefxaosdfj reducible gLALQbccefefxpvcdgj SFS[D(5,3)(3,1)] gLALQbccefefxlvcdgj reducible gLALQbccfeefhagdggr reducible gLALQbccfeefahgeggw reducible gLALQbccfeefalfekfw reducible gLALQbccefefmaokdgj SFS[A(5,2)] gLALQbccefefemkbdvj toroidal gLALQbccefefeakbdvj SFS[D(5,2)(3,1)] gLALQbccefefeikbdvj SFS[D(5,3)(3,1)] gLALQbccfeeftpkesvw SFS[D(5,2)(2,1)] gLALQbccfeefapkesvw SFS[D(5,2)(2,1)] gLALQbccfeeflajerbw SFS[D(5,2)(2,1)] gLALQbccfeeflpkesvw toroidal gLALQbccfeeflugecow SFS[D(5,2)(2,1)] gLALQbccfeefdmgdfvr SFS[D(5,3)(3,1)] gLALQbccfeefdagdfvr reducible gLALQbccfeefdigdfvr SFS[D(5,2)(3,1)] gLALQbccfeefaurevfw SFS[D(5,2)(3,1)] gLALQbccfeefaasebgw SFS[D(5,3)(3,1)] gLALQbccfeefapceocw reducible gLALQbccefefeaobdvj toroidal gLALQbccfeefaicerbw SFS[D(5,2)(2,1)] gLALQbccfeefdandfvr SFS[D(5,3)(3,1)] gLALQbccfeefaufevfw reducible gLALQbccfeefaanebgw SFS[D(5,2)(3,1)] gLALQbccfeefapweocw SFS[D(5,3)(3,1)] gLALQbccefefeafrdcj reducible gLALQbccefefeawbdvj SFS[D(5,3)(3,1)] gLALQbccfeefaawerbw SFS[D(5,2)(2,1)] gLALQbccfeefdasdfvr SFS[D(5,2)(3,1)] gLALQbccfeefhhgdbgr reducible gLALQbccfeeftagebgw reducible gLALQbccfeeflagebgw reducible gLALQbccfeefaukevfw SFS[D(5,3)(3,1)] gLALQbccfeefapjeocw SFS[D(5,2)(3,1)] gLALQbccefefxxjsdfj SFS[D(5,2)(2,1)] gLALQbccfeefaagebjw SFS[D(5,3)(3,1)] gLALQbccfeefaagebkw SFS[D(5,2)(3,1)] gLALQbccfeeflagprvn reducible gLALQbccfeefaagprwn SFS[D(5,2)(2,1)] gLALQbccfeeflagecvw reducible gLALQbccfeefaagewrw SFS[D(5,2)(2,1)] gLALQbccfeefaagiwfk SFS[D(3,1)(2,1)] gLALQbccfeeftagicvk SFS[D(3,1)(2,1)] gLALQbccfeefaagicvk SFS[D(3,1)(2,1)] gLALQbccfeeflagicvk reducible gLALQbccfeefaagiwrk toroidal gLALQbccfeefaagiwkk SFS[D(3,1)(2,1)] gLALQbccefefaegsmcj SFS[D(3,1)(2,1)] gLALQbccefefaegnmcn SFS[D(3,1)(2,1)] gLALQbccfeefaagiofr SFS[D(3,1)(2,1)] gLALQbccfeeftagirvr SFS[D(3,1)(2,1)] gLALQbccfeefaagirvr SFS[D(3,1)(2,1)] gLALQbccfeeflagirvr reducible gLALQbccfeefaagirwr toroidal gLALQbccfeefaagirsr SFS[D(3,1)(2,1)] gLALQbccefefemkbmvn SFS[D(2,1)(2,1)] gLALQbccfeeflpkisvk SFS[D(2,1)(2,1)] gLALQbccefefeaobmvn SFS[D(2,1)(2,1)] gLALQbccefefeafrmcn reducible gLALQbccefefmaokmgn T2xI gLALQbccfeefaagibkk toroidal gLALQbccfeefaagibjk toroidal gLALQbccefeflhggmcn SFS[D(2,1)(2,1)] gLALQbccefeflpkkmgn SFS[D(2,1)(2,1)] gLALQbccefeflpkkmgj SFS[D(2,1)(2,1)] gLALQbccefeflhggmcj SFS[D(2,1)(2,1)] gLALQbccefefphkktcn SFS[D(3,1)(2,1)] gLALQbccefefpiwwtfj SFS[D(3,1)(2,1)] gLALQbccefefpiggtfn SFS[D(3,1)(2,1)] gLALQbccefefpenntcj reducible gLALQbccefefpiwwtfn SFS[D(3,1)(2,1)] gLALQbccefefpiggtfj SFS[D(3,1)(2,1)] gLALQbccefefphkktcj SFS[D(3,1)(2,1)] gLALQbccefefpenntcn reducible gLALQbccefefphgbtoj SFS[D(2,1)(2,1)] gLALQbccefeflagbmvn reducible gLALQbccefeflagbmvj reducible gLALQbccefefphgbton SFS[D(2,1)(2,1)] gLALQbccefefmaokmgj T2xI gLALQbccefefemkbmvj SFS[D(2,1)(2,1)] gLALQbccfeeflpkisvr SFS[D(2,1)(2,1)] gLALQbccefefeaobmvj SFS[D(2,1)(2,1)] gLALQbccefefeafrmcj reducible gLALQbccfeefaagibjr toroidal gLALQbccfeefaagibkr toroidal gLALQbccfeefaagiofk SFS[D(3,1)(2,1)] gLALQbccfeeftagirvk SFS[D(3,1)(2,1)] gLALQbccfeefaagirvk SFS[D(3,1)(2,1)] gLALQbccfeeflagirvk reducible gLALQbccfeefaagirwk toroidal gLALQbccfeefaagirsk SFS[D(3,1)(2,1)] gLALQbccefefaegsmcn SFS[D(3,1)(2,1)] gLALQbccefefaegnmcj SFS[D(3,1)(2,1)] gLALQbccfeefaagiwfr SFS[D(3,1)(2,1)] gLALQbccfeeftagicvr SFS[D(3,1)(2,1)] gLALQbccfeefaagicvr SFS[D(3,1)(2,1)] gLALQbccfeeflagicvr reducible gLALQbccfeefaagiwrr toroidal gLALQbccfeefaagiwkr SFS[D(3,1)(2,1)] gLALQbccfeeflagucvj reducible gLALQbccfeefaaguwrj SFS[D(5,2)(2,1)] gLALQbccfeeflagdrvr reducible gLALQbccfeefaagdrwr SFS[D(5,2)(2,1)] gLALQbccefefxubrtcr SFS[D(5,3)(3,1)] gLALQbccefefxaostfr reducible gLALQbccefefxxvctgr SFS[D(5,3)(3,1)] gLALQbccefefxpvctgr SFS[D(5,2)(3,1)] gLALQbccefefxlvctgr reducible gLALQbccfeefaicuvfj SFS[D(5,2)(2,1)] gLALQbccfeefaxrubgj SFS[D(5,2)(2,1)] gLALQbccfeefaenuocj SFS[D(5,2)(2,1)] gLALQbccfeeftagukfj reducible gLALQbccfeeflagukfj reducible gLALQbccefefemkbtvr toroidal gLALQbccefefeakbtvr SFS[D(5,3)(3,1)] gLALQbccefefeikbtvr SFS[D(5,2)(3,1)] gLALQbccfeeftpkusvj SFS[D(5,2)(2,1)] gLALQbccfeefapkusvj SFS[D(5,2)(2,1)] gLALQbccfeeflajurbj SFS[D(5,2)(2,1)] gLALQbccfeeflpkusvj toroidal gLALQbccfeeflugucoj SFS[D(5,2)(2,1)] gLALQbccfeefdmgpfvn SFS[D(5,2)(3,1)] gLALQbccfeefdagpfvn reducible gLALQbccfeefdigpfvn SFS[D(5,3)(3,1)] gLALQbccfeefauruvfj SFS[D(5,3)(3,1)] gLALQbccfeefaasubgj SFS[D(5,2)(3,1)] gLALQbccfeefapcuocj reducible gLALQbccefefeaobtvr toroidal gLALQbccfeefaicurbj SFS[D(5,2)(2,1)] gLALQbccfeefdanpfvn SFS[D(5,2)(3,1)] gLALQbccfeefaufuvfj reducible gLALQbccfeefaanubgj SFS[D(5,3)(3,1)] gLALQbccfeefapwuocj SFS[D(5,2)(3,1)] gLALQbccefefeafrtcr reducible gLALQbccefefeawbtvr SFS[D(5,2)(3,1)] gLALQbccfeefaawurbj SFS[D(5,2)(2,1)] gLALQbccfeefdaspfvn SFS[D(5,3)(3,1)] gLALQbccfeefhhgpbgn reducible gLALQbccfeeftagubgj reducible gLALQbccfeeflagubgj reducible gLALQbccfeefaukuvfj SFS[D(5,2)(3,1)] gLALQbccfeefapjuocj SFS[D(5,3)(3,1)] gLALQbccefefxxjstfr SFS[D(5,2)(2,1)] gLALQbccfeefhagpggn reducible gLALQbccfeefahguggj reducible gLALQbccfeefalfukfj reducible gLALQbccefefmaoktgr SFS[A(5,2)] gLALQbccfeefaagubkj SFS[D(5,3)(3,1)] gLALQbccfeefaagubjj SFS[D(5,2)(3,1)] gLALQbccefeflhggtcr toroidal gLALQbccefeflpkktgr toroidal gLALQbccefefluggtcr SFS[D(5,3)(5,2)] gLALQbccefefdmggmfw SFS[D(5,2)(5,2)] gLALQbccefefdiggmfw SFS[D(5,2)(4,1)] gLALQbccefefdhkkmcw SFS[D(5,2)(5,2)] gLALQbccefefaajjefj SFS[D(5,2)(2,1)] gLALQbccefeflpkkegj toroidal gLALQbccefefluggecj SFS[D(5,2)(5,2)] gLALQbccefeflhggecj toroidal gLALQbccefefphkkdcn toroidal gLALQbccefefpiwwmfw toroidal gLALQbccefefpiggdfn toroidal gLALQbccefefpennmcw reducible gLALQbccefefhhkkdcn SFS[D(5,2)(4,1)] gLALQbccefefhmggdfn SFS[D(5,2)(4,1)] gLALQbccefefhiggdfn SFS[D(5,2)(5,2)] gLALQbccefefdhkkdcn SFS[D(5,3)(5,2)] gLALQbccefefdmggdfn SFS[D(5,3)(5,2)] gLALQbccefefdiggdfn SFS[D(5,3)(4,1)] gLALQbccefefpiwwdfn toroidal gLALQbccefefpiggmfw toroidal gLALQbccefefphkkmcw toroidal gLALQbccefefpenndcn reducible gLALQbccefefaajjtfr SFS[D(5,2)(2,1)] gLALQbccefefhmggmfw SFS[D(5,3)(4,1)] gLALQbccefefhiggmfw SFS[D(5,3)(5,2)] gLALQbccefefhhkkmcw SFS[D(5,3)(4,1)] gLALQbccefefaegoeoj reducible gLALQbccefefaegctgr reducible gLALQbccefefhhgbmow SFS[D(5,3)(3,1)] gLALQbccefefphgbmow toroidal gLALQbccefefhackdcn SFS[D(5,2)(2,1)] gLALQbccefefdhgbmow SFS[D(5,2)(3,1)] gLALQbccefeflhfjefj SFS[D(5,3)(3,1)] gLALQbccefefahfjefj reducible gLALQbccefeflagbtvr reducible gLALQbccefefpajkdcn SFS[D(5,2)(2,1)] gLALQbccefefaegotor reducible gLALQbccefefaegcegj reducible gLALQbccefeflhfjtfr SFS[D(5,2)(3,1)] gLALQbccefeflagbevj reducible gLALQbccefefphgbdon toroidal gLALQbccefefhhgbdon SFS[D(5,2)(3,1)] gLALQbccefefdhgbdon SFS[D(5,3)(3,1)] gLALQbccefefahfjtfr reducible gLALQbccefefhackmcw SFS[D(5,2)(2,1)] gLALQbccefefpajkmcw SFS[D(5,2)(2,1)] gLALQbccfeeftagdkfr reducible gLALQbccfeeflagdkfr reducible gLALQbccfeefaendocr SFS[D(5,2)(2,1)] gLALQbccfeefaicdvfr SFS[D(5,2)(2,1)] gLALQbccfeefaxrdbgr SFS[D(5,2)(2,1)] gLALQbccefefxxvcegj SFS[D(5,2)(3,1)] gLALQbccefefxubrecj SFS[D(5,2)(3,1)] gLALQbccefefxaosefj reducible gLALQbccefefxpvcegj SFS[D(5,3)(3,1)] gLALQbccefefxlvcegj reducible gLALQbccfeefhageggw reducible gLALQbccfeefahgdggr reducible gLALQbccfeefalfdkfr reducible gLALQbccefefmaokegj SFS[A(5,2)] gLALQbccefefemkbevj toroidal gLALQbccefefeakbevj SFS[D(5,2)(3,1)] gLALQbccefefeikbevj SFS[D(5,3)(3,1)] gLALQbccfeeftpkdsvr SFS[D(5,2)(2,1)] gLALQbccfeefapkdsvr SFS[D(5,2)(2,1)] gLALQbccfeeflajdrbr SFS[D(5,2)(2,1)] gLALQbccfeeflpkdsvr toroidal gLALQbccfeeflugdcor SFS[D(5,2)(2,1)] gLALQbccfeefdmgefvw SFS[D(5,3)(3,1)] gLALQbccfeefdagefvw reducible gLALQbccfeefdigefvw SFS[D(5,2)(3,1)] gLALQbccfeefaurdvfr SFS[D(5,2)(3,1)] gLALQbccfeefaasdbgr SFS[D(5,3)(3,1)] gLALQbccfeefapcdocr reducible gLALQbccefefeaobevj toroidal gLALQbccfeefaicdrbr SFS[D(5,2)(2,1)] gLALQbccfeefdanefvw SFS[D(5,3)(3,1)] gLALQbccfeefaufdvfr reducible gLALQbccfeefaandbgr SFS[D(5,2)(3,1)] gLALQbccfeefapwdocr SFS[D(5,3)(3,1)] gLALQbccefefeafrecj reducible gLALQbccefefeawbevj SFS[D(5,3)(3,1)] gLALQbccfeefaawdrbr SFS[D(5,2)(2,1)] gLALQbccfeefdasefvw SFS[D(5,2)(3,1)] gLALQbccfeefhhgebgw reducible gLALQbccfeeftagdbgr reducible gLALQbccfeeflagdbgr reducible gLALQbccfeefaukdvfr SFS[D(5,3)(3,1)] gLALQbccfeefapjdocr SFS[D(5,2)(3,1)] gLALQbccefefxxjsefj SFS[D(5,2)(2,1)] gLALQbccfeefaagdbjr SFS[D(5,3)(3,1)] gLALQbccfeefaagdbkr SFS[D(5,2)(3,1)] gLALQbccfeeflagurvj reducible gLALQbccfeefaagurwj SFS[D(5,2)(2,1)] gLALQbccfeeflagdcvr reducible gLALQbccfeefaagdwrr SFS[D(5,2)(2,1)] gLALQbccfeefdacasfj reducible gLALQbccfeefalwafgn SFS[D(2,1)(2,1)] gLALQbccefefeafwafk reducible gLALQbccfeefhajasfj reducible gLALQbccfeefhpkacgj SFS[D(3,1)(2,1)] gLALQbccfeefhugarcj SFS[D(3,1)(2,1)] gLALQbccfeefhhgarcj SFS[D(3,1)(2,1)] gLALQbccfeefhegarcj reducible gLALQbccfeefamgawfn SFS[D(2,1)(2,1)] gLALQbccfeefahkancn SFS[D(2,1)(2,1)] gLALQbccfeefaxcakcn reducible gLALQbccefefxavkack reducible gLALQbccfeefaefagfn reducible gLALQbccefefmagkack SFS[A(2,1)] gLALQbccfeefaurasbn SFS[D(2,1)(2,1)] gLALQbccfeefdmgacgj SFS[D(2,1)(2,1)] gLALQbccfeeftajancn reducible gLALQbccfeeftpkawfn SFS[D(3,1)(2,1)] gLALQbccfeeftugafgn SFS[D(3,1)(2,1)] gLALQbccfeeflajancn SFS[D(3,1)(2,1)] gLALQbccfeeflpkawfn toroidal gLALQbccfeeflugafgn SFS[D(3,1)(2,1)] gLALQbccfeefaajancn SFS[D(3,1)(2,1)] gLALQbccfeefapkawfn SFS[D(3,1)(2,1)] gLALQbccfeefaugafgn reducible gLALQbccefefemkfagk toroidal gLALQbccefefeakfagk SFS[D(2,1)(2,1)] gLALQbccefefeikfagk SFS[D(2,1)(2,1)] gLALQbccfeefamgacvn SFS[D(2,1)(2,1)] gLALQbccfeeflagacvn reducible gLALQbccfeeftawancn SFS[D(3,1)(2,1)] gLALQbccfeeflawancn toroidal gLALQbccfeefaawancn SFS[D(3,1)(2,1)] gLALQbccfeefapfawfn reducible gLALQbccfeefaunafgn SFS[D(3,1)(2,1)] gLALQbccefefeafoabk reducible gLALQbccfeefaanacvn SFS[D(2,1)(2,1)] gLALQbccfeefdacanbj reducible gLALQbccfeefhhfasfj SFS[D(2,1)(2,1)] gLALQbccfeeftacancn SFS[D(3,1)(2,1)] gLALQbccfeeflacancn SFS[D(3,1)(2,1)] gLALQbccfeefaprawfn SFS[D(3,1)(2,1)] gLALQbccfeefausafgn SFS[D(3,1)(2,1)] gLALQbccefefxxvnack reducible gLALQbccfeefaxcakjn SFS[D(3,1)(2,1)] gLALQbccefefxavkawk SFS[D(3,1)(2,1)] gLALQbccfeefaacanjn SFS[D(3,1)(2,1)] gLALQbccefefxxvnawk toroidal gLALQbccfeefaxcakwn SFS[D(3,1)(2,1)] gLALQbccefefxavkajk SFS[D(3,1)(2,1)] gLALQbccfeefaacanwn SFS[D(3,1)(2,1)] gLALQbccefefxxvnajk toroidal gLALQbccefefhpkkagj SFS[D(3,1)(2,1)] gLALQbccefefhajjafj reducible gLALQbccefefhhggacj SFS[D(3,1)(2,1)] gLALQbccefefhuggacj SFS[D(3,1)(2,1)] gLALQbccefefheggacj reducible gLALQbccefefaiccafr SFS[D(2,1)(2,1)] gLALQbccefefahkkack SFS[D(2,1)(2,1)] gLALQbccefefaensacr SFS[D(2,1)(2,1)] gLALQbccefefdacjafj reducible gLALQbccefeflagnafr reducible gLALQbccefeflpkgafk toroidal gLALQbccefeflajkack SFS[D(3,1)(2,1)] gLALQbccefeflugjagk SFS[D(3,1)(2,1)] gLALQbccefefdmgkagj SFS[D(2,1)(2,1)] gLALQbccefefapkoavr SFS[D(2,1)(2,1)] gLALQbccefeflajbabr SFS[D(2,1)(2,1)] gLALQbccefeflpkoavr toroidal gLALQbccefeflugvaor SFS[D(2,1)(2,1)] gLALQbccefefdmgoavw SFS[D(3,1)(2,1)] gLALQbccefefdagoavw reducible gLALQbccefefdigoavw SFS[D(3,1)(2,1)] gLALQbccefefapkgafk SFS[D(3,1)(2,1)] gLALQbccefefaajkack SFS[D(3,1)(2,1)] gLALQbccefefapcsacr reducible gLALQbccefeflawkack toroidal gLALQbccefefaicbabr SFS[D(2,1)(2,1)] gLALQbccefefdanoavw SFS[D(3,1)(2,1)] gLALQbccefefapfgafk reducible gLALQbccefefaanragr SFS[D(3,1)(2,1)] gLALQbccefefapwsacr SFS[D(3,1)(2,1)] gLALQbccefeflagvavk reducible gLALQbccefeflackack SFS[D(3,1)(2,1)] gLALQbccefefaanvavk SFS[D(2,1)(2,1)] gLALQbccefefdasoavw SFS[D(3,1)(2,1)] gLALQbccefefhhgwagw reducible gLALQbccefefdacvabj reducible gLALQbccefeflagragr reducible gLALQbccefefaprgafk SFS[D(3,1)(2,1)] gLALQbccefefapjsacr SFS[D(3,1)(2,1)] gLALQbccefefhhfjafj SFS[D(2,1)(2,1)] gLALQbccefefhagragw reducible gLALQbccefefahgwagr reducible gLALQbccefefaefwafk reducible gLALQbccfeefmagancn SFS[A(2,1)] gLALQbccefefhhgwajw toroidal gLALQbccefefaackawk SFS[D(3,1)(2,1)] gLALQbccefefhagrajw SFS[D(3,1)(2,1)] gLALQbccefefahgwakr SFS[D(3,1)(2,1)] gLALQbccefefhhgwakw toroidal gLALQbccefefaackajk SFS[D(3,1)(2,1)] gLALQbccefefhagrakw SFS[D(3,1)(2,1)] gLALQbccefefahgwajr SFS[D(3,1)(2,1)] gLALQbccefefxivcafr SFS[D(4,1)(2,1)] gLALQbccefefxmvcafr SFS[D(5,2)(2,1)] gLALQbccefefxxbragr SFS[D(4,1)(2,1)] gLALQbccfeefaasaofj SFS[D(2,1)(2,1)] gLALQbccfeefpiwabfn toroidal gLALQbccfeefpmwabfn toroidal gLALQbccfeefpxfaogn toroidal gLALQbccfeefpenavcn reducible gLALQbccfeefpmgarfn toroidal gLALQbccfeefphkaccn toroidal gLALQbccfeefpigarfn toroidal gLALQbccfeefpljasgn reducible gLALQbccfeefdmgarfn SFS[D(5,2)(2,1)] gLALQbccfeefdhkaccn SFS[D(5,2)(2,1)] gLALQbccfeefdigarfn SFS[D(4,1)(2,1)] gLALQbccfeefhmgarfn SFS[D(4,1)(2,1)] gLALQbccfeefhhkaccn SFS[D(4,1)(2,1)] gLALQbccfeefhigarfn SFS[D(5,2)(2,1)] gLALQbccfeeftpkangj SFS[D(5,2)(2,1)] gLALQbccfeeftugawcj SFS[D(4,1)(2,1)] gLALQbccfeefthgawcj SFS[D(5,2)(2,1)] gLALQbccfeeflpkangj toroidal gLALQbccfeeflugawcj SFS[D(5,2)(2,1)] gLALQbccfeeflhgawcj toroidal gLALQbccfeefaajaffj SFS[D(2,1)(2,1)] gLALQbccefefemknafr toroidal gLALQbccefefehjfacr toroidal gLALQbccefefeiknafr SFS[D(5,2)(2,1)] gLALQbccfeefalcasoj reducible gLALQbccfeefaegavgj reducible gLALQbccefefehkvaor SFS[D(3,1)(2,1)] gLALQbccfeeflagarvj reducible gLALQbccfeefphgawon toroidal gLALQbccfeefhhgawon SFS[D(3,1)(2,1)] gLALQbccfeefdhgawon SFS[D(3,1)(2,1)] gLALQbccfeefaxfaofj reducible gLALQbccefefxawragr SFS[D(2,1)(2,1)] gLALQbccfeefpanaogn SFS[D(2,1)(2,1)] gLALQbccfeefaegasoj reducible gLALQbccfeefalcawcj reducible gLALQbccefefxxvvaor SFS[D(3,1)(2,1)] gLALQbccfeefpxwawon toroidal gLALQbccfeefhacaccn SFS[D(2,1)(2,1)] gLALQbccfeefthfaffj SFS[D(3,1)(2,1)] gLALQbccfeeflhfaffj SFS[D(3,1)(2,1)] gLALQbccfeefahfaffj reducible gLALQbccefefeaffacr reducible gLALQbccfeefpajaccn SFS[D(2,1)(2,1)] gLALQbccefefemkbavk SFS[D(2,1)(2,1)] gLALQbccfeeflpkasvn SFS[D(2,1)(2,1)] gLALQbccefefeaobavk SFS[D(2,1)(2,1)] gLALQbccefefeafrack reducible gLALQbccefefmaokagk T2xI gLALQbccefefxxvcajk SFS[D(5,3)(3,1)] gLALQbccfeefhhgabjj SFS[D(5,3)(3,1)] gLALQbccefefxxvcakk toroidal gLALQbccfeefaacavkn SFS[D(2,1)(2,1)] gLALQbccfeefhhgabkj SFS[D(4,3)(3,1)] gLALQbccefefxavvank SFS[D(2,1)(2,1)] gLALQbccfeefaxcacnn SFS[D(2,1)(2,1)] gLALQbccefeflhggack SFS[D(2,1)(2,1)] gLALQbccefeflpkkagk SFS[D(2,1)(2,1)] gLALQbccefeflpkkagr SFS[D(2,1)(2,1)] gLALQbccefeflhggacr SFS[D(2,1)(2,1)] gLALQbccefefphkkacw SFS[D(3,1)(2,1)] gLALQbccefefpiwwafj SFS[D(3,1)(2,1)] gLALQbccefefpiggafw SFS[D(3,1)(2,1)] gLALQbccefefpennacj reducible gLALQbccefefpiwwafw SFS[D(3,1)(2,1)] gLALQbccefefpiggafj SFS[D(3,1)(2,1)] gLALQbccefefphkkacj SFS[D(3,1)(2,1)] gLALQbccefefpennacw reducible gLALQbccefefphgbaoj SFS[D(2,1)(2,1)] gLALQbccefeflagbavk reducible gLALQbccefeflagbavr reducible gLALQbccefefphgbaow SFS[D(2,1)(2,1)] gLALQbccefefhhgbarj SFS[D(5,2)(3,1)] gLALQbccefefhhgbanw SFS[D(5,2)(3,1)] gLALQbccefefahggawr SFS[D(2,1)(2,1)] gLALQbccefefhaggarw SFS[D(2,1)(2,1)] gLALQbccefefhhgbanj SFS[D(4,1)(3,1)] gLALQbccefefaacvank SFS[D(2,1)(2,1)] gLALQbccefefhhgbarw toroidal gLALQbccefefmaokagr T2xI gLALQbccefefemkbavr SFS[D(2,1)(2,1)] gLALQbccfeeflpkasvj SFS[D(2,1)(2,1)] gLALQbccefefeaobavr SFS[D(2,1)(2,1)] gLALQbccefefeafracr reducible gLALQbccefefxxvcakr SFS[D(5,3)(3,1)] gLALQbccfeefhhgabkn SFS[D(5,2)(3,1)] gLALQbccefefxxvcajr SFS[D(4,3)(3,1)] gLALQbccfeefhhgabjn SFS[D(4,1)(3,1)] gLALQbccfeefpiwabfj SFS[D(3,1)(2,1)] gLALQbccfeefpmwabfj SFS[D(3,1)(2,1)] gLALQbccfeefpxfaogj SFS[D(3,1)(2,1)] gLALQbccfeefpenavcj reducible gLALQbccfeefpmgarfj SFS[D(3,1)(2,1)] gLALQbccfeefphkaccj SFS[D(3,1)(2,1)] gLALQbccfeefpigarfj SFS[D(3,1)(2,1)] gLALQbccfeefpljasgj reducible gLALQbccfeeflpkangn SFS[D(2,1)(2,1)] gLALQbccfeeflhgawcn SFS[D(2,1)(2,1)] gLALQbccefefemknafk SFS[D(2,1)(2,1)] gLALQbccefefehjfack SFS[D(2,1)(2,1)] gLALQbccfeeflagarvn reducible gLALQbccfeefphgawoj SFS[D(2,1)(2,1)] gLALQbccfeefpxwawoj SFS[D(2,1)(2,1)] gLALQbccefefeaffack reducible gLALQbccfeefhhgawrj SFS[D(5,2)(3,1)] gLALQbccefefxxvvark SFS[D(5,2)(3,1)] gLALQbccefefxavcakk SFS[D(2,1)(2,1)] gLALQbccfeefaxcavkn SFS[D(2,1)(2,1)] gLALQbccfeefhhgawnj SFS[D(4,1)(3,1)] gLALQbccefefxxvvank toroidal gLALQbccfeefaacacnn SFS[D(2,1)(2,1)] gLALQbccefeflpkgafr SFS[D(2,1)(2,1)] gLALQbccefeflpkoavk SFS[D(2,1)(2,1)] gLALQbccefeflagvavr reducible gLALQbccefeflawkacr SFS[D(2,1)(2,1)] gLALQbccfeefmagancj T2xI gLALQbccefefhhggajw SFS[D(5,3)(3,1)] gLALQbccefefhhgwajj SFS[D(5,3)(3,1)] gLALQbccefefaaccakk SFS[D(2,1)(2,1)] gLALQbccefefhhggaww toroidal gLALQbccefefhhgwakj SFS[D(4,3)(3,1)] gLALQbccefefahgbarr SFS[D(2,1)(2,1)] gLALQbccefefhagbaww SFS[D(2,1)(2,1)] gLALQbccefefmagkacr T2xI gLALQbccfeeflpkawfj SFS[D(2,1)(2,1)] gLALQbccefefemkfagr SFS[D(2,1)(2,1)] gLALQbccfeeflagacvj reducible gLALQbccfeeflawancj SFS[D(2,1)(2,1)] gLALQbccfeefhhgarwn SFS[D(5,3)(3,1)] gLALQbccefefxxvnawr SFS[D(5,2)(3,1)] gLALQbccfeefhhgarjn SFS[D(4,3)(3,1)] gLALQbccefefxxvnajr SFS[D(4,1)(3,1)] gLALQbccfeefdacqsfj reducible gLALQbccfeefalwxfgk SFS[D(2,1)(2,1)] gLALQbccefefeafwxfn reducible gLALQbccfeefhajqsfj reducible gLALQbccfeefhpkqcgj SFS[D(3,1)(2,1)] gLALQbccfeefhugqrcj SFS[D(3,1)(2,1)] gLALQbccfeefhhgqrcj SFS[D(3,1)(2,1)] gLALQbccfeefhegqrcj reducible gLALQbccfeefamgxwfk SFS[D(2,1)(2,1)] gLALQbccfeefahkxnck SFS[D(2,1)(2,1)] gLALQbccfeefaxcxkck reducible gLALQbccefefxavkxcn reducible gLALQbccfeefaefxgfk reducible gLALQbccefefmagkxcn SFS[A(2,1)] gLALQbccfeefaurxsbk SFS[D(2,1)(2,1)] gLALQbccfeefdmgqcgj SFS[D(2,1)(2,1)] gLALQbccfeeftajxnck reducible gLALQbccfeeftpkxwfk SFS[D(3,1)(2,1)] gLALQbccfeeftugxfgk SFS[D(3,1)(2,1)] gLALQbccfeeflajxnck SFS[D(3,1)(2,1)] gLALQbccfeeflpkxwfk toroidal gLALQbccfeeflugxfgk SFS[D(3,1)(2,1)] gLALQbccfeefaajxnck SFS[D(3,1)(2,1)] gLALQbccfeefapkxwfk SFS[D(3,1)(2,1)] gLALQbccfeefaugxfgk reducible gLALQbccefefemkfxgn toroidal gLALQbccefefeakfxgn SFS[D(2,1)(2,1)] gLALQbccefefeikfxgn SFS[D(2,1)(2,1)] gLALQbccfeefamgxcvk SFS[D(2,1)(2,1)] gLALQbccfeeflagxcvk reducible gLALQbccfeeftawxnck SFS[D(3,1)(2,1)] gLALQbccfeeflawxnck toroidal gLALQbccfeefaawxnck SFS[D(3,1)(2,1)] gLALQbccfeefapfxwfk reducible gLALQbccfeefaunxfgk SFS[D(3,1)(2,1)] gLALQbccefefeafoxbn reducible gLALQbccfeefaanxcvk SFS[D(2,1)(2,1)] gLALQbccfeefdacqnbj reducible gLALQbccfeefhhfqsfj SFS[D(2,1)(2,1)] gLALQbccfeeftacxnck SFS[D(3,1)(2,1)] gLALQbccfeeflacxnck SFS[D(3,1)(2,1)] gLALQbccfeefaprxwfk SFS[D(3,1)(2,1)] gLALQbccfeefausxfgk SFS[D(3,1)(2,1)] gLALQbccefefxxvnxcn reducible gLALQbccfeefhhgqrwj toroidal gLALQbccfeefaagxwrk SFS[D(5,2)(2,1)] gLALQbccfeefahgxrrk SFS[D(5,2)(2,1)] gLALQbccfeefhagqwwj SFS[D(5,2)(2,1)] gLALQbccfeefaxcxkjk SFS[D(3,1)(2,1)] gLALQbccefefxavkxwn SFS[D(3,1)(2,1)] gLALQbccfeefaacxnjk SFS[D(3,1)(2,1)] gLALQbccefefxxvnxwn toroidal gLALQbccfeefhhgqrjj SFS[D(13,8)(3,1)] gLALQbccfeefaxcxkwk SFS[D(3,1)(2,1)] gLALQbccefefxavkxjn SFS[D(3,1)(2,1)] gLALQbccfeefaacxnwk SFS[D(3,1)(2,1)] gLALQbccefefxxvnxjn toroidal gLALQbccefefhpkkqgj SFS[D(3,1)(2,1)] gLALQbccefefhajjqfj reducible gLALQbccefefhhggqcj SFS[D(3,1)(2,1)] gLALQbccefefhuggqcj SFS[D(3,1)(2,1)] gLALQbccefefheggqcj reducible gLALQbccefefaicchfw SFS[D(2,1)(2,1)] gLALQbccefefahkkxcn SFS[D(2,1)(2,1)] gLALQbccefefaenshcw SFS[D(2,1)(2,1)] gLALQbccefefdacjqfj reducible gLALQbccefeflagnhfw reducible gLALQbccefeflpkgxfn toroidal gLALQbccefeflajkxcn SFS[D(3,1)(2,1)] gLALQbccefeflugjxgn SFS[D(3,1)(2,1)] gLALQbccefefdmgkqgj SFS[D(2,1)(2,1)] gLALQbccefefapkohvw SFS[D(2,1)(2,1)] gLALQbccefeflajbhbw SFS[D(2,1)(2,1)] gLALQbccefeflpkohvw toroidal gLALQbccefeflugvhow SFS[D(2,1)(2,1)] gLALQbccefefdmgohvr SFS[D(3,1)(2,1)] gLALQbccefefdagohvr reducible gLALQbccefefdigohvr SFS[D(3,1)(2,1)] gLALQbccefefapkgxfn SFS[D(3,1)(2,1)] gLALQbccefefaajkxcn SFS[D(3,1)(2,1)] gLALQbccefefapcshcw reducible gLALQbccefeflawkxcn toroidal gLALQbccefefaicbhbw SFS[D(2,1)(2,1)] gLALQbccefefdanohvr SFS[D(3,1)(2,1)] gLALQbccefefapfgxfn reducible gLALQbccefefaanrhgw SFS[D(3,1)(2,1)] gLALQbccefefapwshcw SFS[D(3,1)(2,1)] gLALQbccefeflagvxvn reducible gLALQbccefeflackxcn SFS[D(3,1)(2,1)] gLALQbccefefaanvxvn SFS[D(2,1)(2,1)] gLALQbccefefdasohvr SFS[D(3,1)(2,1)] gLALQbccefefhhgwhgr reducible gLALQbccefefdacvqbj reducible gLALQbccefeflagrhgw reducible gLALQbccefefaprgxfn SFS[D(3,1)(2,1)] gLALQbccefefapjshcw SFS[D(3,1)(2,1)] gLALQbccefefhhfjqfj SFS[D(2,1)(2,1)] gLALQbccefefhagrhgr reducible gLALQbccefefahgwhgw reducible gLALQbccefefaefwxfn reducible gLALQbccfeefmagxnck SFS[A(2,1)] gLALQbccefefhhggqjj SFS[D(11,8)(3,1)] gLALQbccefefhhgwhjr toroidal gLALQbccefefaackxwn SFS[D(3,1)(2,1)] gLALQbccefefhagrhjr SFS[D(3,1)(2,1)] gLALQbccefefahgwhkw SFS[D(3,1)(2,1)] gLALQbccefefhhggqwj toroidal gLALQbccefefaacchkw SFS[D(3,1)(2,1)] gLALQbccefefhhgwhkr toroidal gLALQbccefefaackxjn SFS[D(3,1)(2,1)] gLALQbccefefhagbqwj SFS[D(3,1)(2,1)] gLALQbccefefahgbxrn SFS[D(3,1)(2,1)] gLALQbccefefhagrhkr SFS[D(3,1)(2,1)] gLALQbccefefahgwhjw SFS[D(3,1)(2,1)] gLALQbccefefxivchfw SFS[D(4,1)(2,1)] gLALQbccefefxmvchfw SFS[D(5,2)(2,1)] gLALQbccefefxxbrhgw SFS[D(4,1)(2,1)] gLALQbccfeefaasqofj SFS[D(2,1)(2,1)] gLALQbccfeefpiwxbfk toroidal gLALQbccfeefpmwxbfk toroidal gLALQbccfeefpxfxogk toroidal gLALQbccfeefpenxvck reducible gLALQbccfeefpmgxrfk toroidal gLALQbccfeefphkxcck toroidal gLALQbccfeefpigxrfk toroidal gLALQbccfeefpljxsgk reducible gLALQbccfeefdmgxrfk SFS[D(5,2)(2,1)] gLALQbccfeefdhkxcck SFS[D(5,2)(2,1)] gLALQbccfeefdigxrfk SFS[D(4,1)(2,1)] gLALQbccfeefhmgxrfk SFS[D(4,1)(2,1)] gLALQbccfeefhhkxcck SFS[D(4,1)(2,1)] gLALQbccfeefhigxrfk SFS[D(5,2)(2,1)] gLALQbccfeeftpkqngj SFS[D(5,2)(2,1)] gLALQbccfeeftugqwcj SFS[D(4,1)(2,1)] gLALQbccfeefthgqwcj SFS[D(5,2)(2,1)] gLALQbccfeeflpkqngj toroidal gLALQbccfeeflugqwcj SFS[D(5,2)(2,1)] gLALQbccfeeflhgqwcj toroidal gLALQbccfeefaajqffj SFS[D(2,1)(2,1)] gLALQbccefefemknhfw toroidal gLALQbccefefehjfhcw toroidal gLALQbccefefeiknhfw SFS[D(5,2)(2,1)] gLALQbccfeefalcqsoj reducible gLALQbccfeefaegqvgj reducible gLALQbccefefehkvhow SFS[D(3,1)(2,1)] gLALQbccfeeflagqrvj reducible gLALQbccfeefphgxwok toroidal gLALQbccfeefhhgxwok SFS[D(3,1)(2,1)] gLALQbccfeefdhgxwok SFS[D(3,1)(2,1)] gLALQbccfeefaxfqofj reducible gLALQbccefefxawrhgw SFS[D(2,1)(2,1)] gLALQbccfeefpanxogk SFS[D(2,1)(2,1)] gLALQbccfeefaegqsoj reducible gLALQbccfeefalcqwcj reducible gLALQbccefefxxvvhow SFS[D(3,1)(2,1)] gLALQbccfeefpxwxwok toroidal gLALQbccfeefhacxcck SFS[D(2,1)(2,1)] gLALQbccfeefthfqffj SFS[D(3,1)(2,1)] gLALQbccfeeflhfqffj SFS[D(3,1)(2,1)] gLALQbccfeefahfqffj reducible gLALQbccefefeaffhcw reducible gLALQbccfeefpajxcck SFS[D(2,1)(2,1)] gLALQbccfeefhagxrrk SFS[D(5,2)(2,1)] gLALQbccfeefahgqwwj SFS[D(5,2)(2,1)] gLALQbccfeefaagqrwj SFS[D(5,2)(2,1)] gLALQbccfeefhhgxwrk toroidal gLALQbccefefxxvvhrw SFS[D(11,3)(3,1)] gLALQbccefefxavchkw SFS[D(3,1)(2,1)] gLALQbccfeefaxcqvkj SFS[D(3,1)(2,1)] gLALQbccfeefhhgxwnk SFS[D(13,5)(3,1)] gLALQbccefefxxvvhnw toroidal gLALQbccfeefaacqcnj SFS[D(3,1)(2,1)] gLALQbccefefxubrxcn SFS[D(5,2)(3,1)] gLALQbccefefxaosxfn reducible gLALQbccefefxxvcxgn SFS[D(5,2)(3,1)] gLALQbccefefxpvcxgn SFS[D(5,3)(3,1)] gLALQbccefefxlvcxgn reducible gLALQbccfeefaicxvfk SFS[D(5,2)(2,1)] gLALQbccfeefaxrxbgk SFS[D(5,2)(2,1)] gLALQbccfeefaenxock SFS[D(5,2)(2,1)] gLALQbccfeeftagxkfk reducible gLALQbccfeeflagxkfk reducible gLALQbccefefemkbxvn toroidal gLALQbccefefeakbxvn SFS[D(5,2)(3,1)] gLALQbccefefeikbxvn SFS[D(5,3)(3,1)] gLALQbccfeeftpkxsvk SFS[D(5,2)(2,1)] gLALQbccfeefapkxsvk SFS[D(5,2)(2,1)] gLALQbccfeeflajxrbk SFS[D(5,2)(2,1)] gLALQbccfeeflpkxsvk toroidal gLALQbccfeeflugxcok SFS[D(5,2)(2,1)] gLALQbccfeefdmgqfvj SFS[D(5,3)(3,1)] gLALQbccfeefdagqfvj reducible gLALQbccfeefdigqfvj SFS[D(5,2)(3,1)] gLALQbccfeefaurxvfk SFS[D(5,2)(3,1)] gLALQbccfeefaasxbgk SFS[D(5,3)(3,1)] gLALQbccfeefapcxock reducible gLALQbccefefeaobxvn toroidal gLALQbccfeefaicxrbk SFS[D(5,2)(2,1)] gLALQbccfeefdanqfvj SFS[D(5,3)(3,1)] gLALQbccfeefaufxvfk reducible gLALQbccfeefaanxbgk SFS[D(5,2)(3,1)] gLALQbccfeefapwxock SFS[D(5,3)(3,1)] gLALQbccefefeafrxcn reducible gLALQbccefefeawbxvn SFS[D(5,3)(3,1)] gLALQbccfeefaawxrbk SFS[D(5,2)(2,1)] gLALQbccfeefdasqfvj SFS[D(5,2)(3,1)] gLALQbccfeefhhgqbgj reducible gLALQbccfeeftagxbgk reducible gLALQbccfeeflagxbgk reducible gLALQbccfeefaukxvfk SFS[D(5,3)(3,1)] gLALQbccfeefapjxock SFS[D(5,2)(3,1)] gLALQbccefefxxjsxfn SFS[D(5,2)(2,1)] gLALQbccfeefhagqggj reducible gLALQbccfeefahgxggk reducible gLALQbccfeefalfxkfk reducible gLALQbccefefmaokxgn SFS[A(5,2)] gLALQbccfeefhhgqbjj toroidal gLALQbccfeefaagxbkk SFS[D(5,3)(3,1)] gLALQbccfeefhagqgjj SFS[D(5,3)(3,1)] gLALQbccfeefahgxgkk SFS[D(5,3)(3,1)] gLALQbccefefxxvcxkn toroidal gLALQbccfeefaacxvkk SFS[D(2,1)(2,1)] gLALQbccfeefhhgqbkj toroidal gLALQbccfeefaagxbjk SFS[D(5,2)(3,1)] gLALQbccefefxavvxnn SFS[D(2,1)(2,1)] gLALQbccfeefaxcxcnk SFS[D(2,1)(2,1)] gLALQbccfeefhagqgkj SFS[D(5,2)(3,1)] gLALQbccfeefahgxgjk SFS[D(5,2)(3,1)] gLALQbccefeflhggxcn toroidal gLALQbccefeflpkkxgn toroidal gLALQbccefefluggxcn SFS[D(5,2)(5,2)] gLALQbccefefdmggqfj SFS[D(5,3)(5,2)] gLALQbccefefdiggqfj SFS[D(5,3)(4,1)] gLALQbccefefdhkkqcj SFS[D(5,3)(5,2)] gLALQbccefefaajjhfw SFS[D(5,2)(2,1)] gLALQbccefeflpkkhgw toroidal gLALQbccefeflugghcw SFS[D(5,3)(5,2)] gLALQbccefeflhgghcw toroidal gLALQbccefefphkkhcr toroidal gLALQbccefefpiwwqfj toroidal gLALQbccefefpigghfr toroidal gLALQbccefefpennqcj reducible gLALQbccefefhhkkhcr SFS[D(5,3)(4,1)] gLALQbccefefhmgghfr SFS[D(5,3)(4,1)] gLALQbccefefhigghfr SFS[D(5,3)(5,2)] gLALQbccefefdhkkhcr SFS[D(5,2)(5,2)] gLALQbccefefdmgghfr SFS[D(5,2)(5,2)] gLALQbccefefdigghfr SFS[D(5,2)(4,1)] gLALQbccefefpiwwhfr toroidal gLALQbccefefpiggqfj toroidal gLALQbccefefphkkqcj toroidal gLALQbccefefpennhcr reducible gLALQbccefefaajjxfn SFS[D(5,2)(2,1)] gLALQbccefefhmggqfj SFS[D(5,2)(4,1)] gLALQbccefefhiggqfj SFS[D(5,2)(5,2)] gLALQbccefefhhkkqcj SFS[D(5,2)(4,1)] gLALQbccefefaegohow reducible gLALQbccefefaegcxgn reducible gLALQbccefefhhgbqoj SFS[D(5,2)(3,1)] gLALQbccefefphgbqoj toroidal gLALQbccefefhackhcr SFS[D(5,2)(2,1)] gLALQbccefefdhgbqoj SFS[D(5,3)(3,1)] gLALQbccefeflhfjhfw SFS[D(5,2)(3,1)] gLALQbccefefahfjhfw reducible gLALQbccefeflagbxvn reducible gLALQbccefefpajkhcr SFS[D(5,2)(2,1)] gLALQbccefefaegoxon reducible gLALQbccefefaegchgw reducible gLALQbccefeflhfjxfn SFS[D(5,3)(3,1)] gLALQbccefeflagbhvw reducible gLALQbccefefphgbhor toroidal gLALQbccefefhhgbhor SFS[D(5,3)(3,1)] gLALQbccefefdhgbhor SFS[D(5,2)(3,1)] gLALQbccefefahfjxfn reducible gLALQbccefefhackqcj SFS[D(5,2)(2,1)] gLALQbccefefpajkqcj SFS[D(5,2)(2,1)] gLALQbccefefahggxwn SFS[D(3,1)(2,1)] gLALQbccefefhaggqrj SFS[D(3,1)(2,1)] gLALQbccefefhhgbqrj toroidal gLALQbccefefaacvhnw SFS[D(3,1)(2,1)] gLALQbccefefahgghww SFS[D(2,1)(2,1)] gLALQbccefefhagghrr SFS[D(2,1)(2,1)] gLALQbccefefhhgbqnj SFS[D(4,3)(3,1)] gLALQbccefefaacvxnn SFS[D(2,1)(2,1)] gLALQbccefefhhgbhrr toroidal gLALQbccfeeftagqkfj reducible gLALQbccfeeflagqkfj reducible gLALQbccfeefaenqocj SFS[D(5,2)(2,1)] gLALQbccfeefaicqvfj SFS[D(5,2)(2,1)] gLALQbccfeefaxrqbgj SFS[D(5,2)(2,1)] gLALQbccefefxxvchgw SFS[D(5,3)(3,1)] gLALQbccefefxubrhcw SFS[D(5,3)(3,1)] gLALQbccefefxaoshfw reducible gLALQbccefefxpvchgw SFS[D(5,2)(3,1)] gLALQbccefefxlvchgw reducible gLALQbccfeefhagxggk reducible gLALQbccfeefahgqggj reducible gLALQbccfeefalfqkfj reducible gLALQbccefefmaokhgw SFS[A(5,2)] gLALQbccefefemkbhvw toroidal gLALQbccefefeakbhvw SFS[D(5,3)(3,1)] gLALQbccefefeikbhvw SFS[D(5,2)(3,1)] gLALQbccfeeftpkqsvj SFS[D(5,2)(2,1)] gLALQbccfeefapkqsvj SFS[D(5,2)(2,1)] gLALQbccfeeflajqrbj SFS[D(5,2)(2,1)] gLALQbccfeeflpkqsvj toroidal gLALQbccfeeflugqcoj SFS[D(5,2)(2,1)] gLALQbccfeefdmgxfvk SFS[D(5,2)(3,1)] gLALQbccfeefdagxfvk reducible gLALQbccfeefdigxfvk SFS[D(5,3)(3,1)] gLALQbccfeefaurqvfj SFS[D(5,3)(3,1)] gLALQbccfeefaasqbgj SFS[D(5,2)(3,1)] gLALQbccfeefapcqocj reducible gLALQbccefefeaobhvw toroidal gLALQbccfeefaicqrbj SFS[D(5,2)(2,1)] gLALQbccfeefdanxfvk SFS[D(5,2)(3,1)] gLALQbccfeefaufqvfj reducible gLALQbccfeefaanqbgj SFS[D(5,3)(3,1)] gLALQbccfeefapwqocj SFS[D(5,2)(3,1)] gLALQbccefefeafrhcw reducible gLALQbccefefeawbhvw SFS[D(5,2)(3,1)] gLALQbccfeefaawqrbj SFS[D(5,2)(2,1)] gLALQbccfeefdasxfvk SFS[D(5,3)(3,1)] gLALQbccfeefhhgxbgk reducible gLALQbccfeeftagqbgj reducible gLALQbccfeeflagqbgj reducible gLALQbccfeefaukqvfj SFS[D(5,2)(3,1)] gLALQbccfeefapjqocj SFS[D(5,3)(3,1)] gLALQbccefefxxjshfw SFS[D(5,2)(2,1)] gLALQbccfeefaacqvkj SFS[D(3,1)(2,1)] gLALQbccefefxxvchkw toroidal gLALQbccefefxavvhnw SFS[D(3,1)(2,1)] gLALQbccfeefaxcqcnj SFS[D(3,1)(2,1)] gLALQbccfeefhagxgkk SFS[D(5,3)(3,1)] gLALQbccfeefahgqgjj SFS[D(5,3)(3,1)] gLALQbccfeefhhgxbkk toroidal gLALQbccfeefaagqbjj SFS[D(5,3)(3,1)] gLALQbccefefxxvchjw SFS[D(4,1)(3,1)] gLALQbccfeefhagxgjk SFS[D(5,2)(3,1)] gLALQbccfeefahgqgkj SFS[D(5,2)(3,1)] gLALQbccfeefhhgxbjk toroidal gLALQbccfeefaagqbkj SFS[D(5,2)(3,1)] gLALQbccefefxivcxfn SFS[D(4,3)(3,1)] gLALQbccefefxmvcxfn SFS[D(5,3)(3,1)] gLALQbccefefxxbrxgn SFS[D(4,3)(3,1)] gLALQbccfeefaasxofk SFS[D(3,1)(2,1)] gLALQbccfeefpiwqbfj toroidal gLALQbccfeefpmwqbfj toroidal gLALQbccfeefpxfqogj toroidal gLALQbccfeefpenqvcj reducible gLALQbccfeefpmgqrfj toroidal gLALQbccfeefphkqccj toroidal gLALQbccfeefpigqrfj toroidal gLALQbccfeefpljqsgj reducible gLALQbccfeefdmgqrfj SFS[D(5,3)(3,1)] gLALQbccfeefdhkqccj SFS[D(5,3)(3,1)] gLALQbccfeefdigqrfj SFS[D(4,3)(3,1)] gLALQbccfeefhmgqrfj SFS[D(4,1)(3,1)] gLALQbccfeefhhkqccj SFS[D(4,1)(3,1)] gLALQbccfeefhigqrfj SFS[D(5,2)(3,1)] gLALQbccfeeftpkxngk SFS[D(5,2)(3,1)] gLALQbccfeeftugxwck SFS[D(4,1)(3,1)] gLALQbccfeefthgxwck SFS[D(5,2)(3,1)] gLALQbccfeeflpkxngk toroidal gLALQbccfeeflugxwck SFS[D(5,2)(3,1)] gLALQbccfeeflhgxwck toroidal gLALQbccfeefaajxffk SFS[D(3,1)(2,1)] gLALQbccefefemknxfn toroidal gLALQbccefefehjfxcn toroidal gLALQbccefefeiknxfn SFS[D(5,3)(3,1)] gLALQbccfeefalcxsok reducible gLALQbccfeefaegxvgk reducible gLALQbccefefehkvxon SFS[D(3,1)(3,1)] gLALQbccfeeflagxrvk reducible gLALQbccfeefphgqwoj toroidal gLALQbccfeefhhgqwoj SFS[D(3,1)(3,1)] gLALQbccfeefdhgqwoj SFS[D(3,1)(3,2)] gLALQbccfeefaxfxofk reducible gLALQbccefefxawrxgn SFS[D(3,1)(2,1)] gLALQbccfeefpanqogj SFS[D(3,1)(2,1)] gLALQbccfeefaegxsok reducible gLALQbccfeefalcxwck reducible gLALQbccefefxxvvxon SFS[D(3,1)(3,2)] gLALQbccfeefpxwqwoj toroidal gLALQbccfeefhacqccj SFS[D(3,1)(2,1)] gLALQbccfeefthfxffk SFS[D(3,1)(3,1)] gLALQbccfeeflhfxffk SFS[D(3,1)(3,2)] gLALQbccfeefahfxffk reducible gLALQbccefefeaffxcn reducible gLALQbccfeefpajqccj SFS[D(3,1)(2,1)] gLALQbccfeefhagqrrj SFS[D(5,2)(2,1)] gLALQbccfeefahgxwwk SFS[D(5,2)(2,1)] gLALQbccfeefaagxrwk SFS[D(5,2)(2,1)] gLALQbccfeefhhgqwrj toroidal gLALQbccefefxxvvxrn SFS[D(9,2)(3,1)] gLALQbccefefxavcxkn SFS[D(2,1)(2,1)] gLALQbccfeefaxcxvkk SFS[D(2,1)(2,1)] gLALQbccfeefhhgqwnj SFS[D(12,5)(3,1)] gLALQbccefefxxvvxnn toroidal gLALQbccfeefaacxcnk SFS[D(2,1)(2,1)] gLALQbccefefahkkhcw SFS[D(3,1)(2,1)] gLALQbccefefaiccxfn SFS[D(3,1)(2,1)] gLALQbccefefhajjhfr reducible gLALQbccefefhpkkhgr SFS[D(3,1)(3,1)] gLALQbccefefhugghcr SFS[D(3,1)(3,2)] gLALQbccefefhhgghcr SFS[D(3,1)(3,1)] gLALQbccefefhegghcr reducible gLALQbccefeflagnxfn reducible gLALQbccefefaensxcn SFS[D(3,1)(2,1)] gLALQbccefefdacjhfr reducible gLALQbccefefapkoxvn SFS[D(3,1)(2,1)] gLALQbccefefdmgkhgr SFS[D(3,1)(2,1)] gLALQbccefefdagoqvj reducible gLALQbccefefdmgoqvj SFS[D(3,1)(3,2)] gLALQbccefefdigoqvj SFS[D(3,1)(3,1)] gLALQbccefeflajkhcw SFS[D(3,1)(3,1)] gLALQbccefeflpkghfw toroidal gLALQbccefeflugjhgw SFS[D(3,1)(3,2)] gLALQbccefefaajkhcw SFS[D(3,1)(3,2)] gLALQbccefefapkghfw SFS[D(3,1)(3,1)] gLALQbccefefapcsxcn reducible gLALQbccefeflpkoxvn toroidal gLALQbccefeflajbxbn SFS[D(3,1)(2,1)] gLALQbccefeflugvxon SFS[D(3,1)(2,1)] gLALQbccefefaicbxbn SFS[D(3,1)(2,1)] gLALQbccefeflagvhvw reducible gLALQbccefefdanoqvj SFS[D(3,1)(3,2)] gLALQbccefeflawkhcw toroidal gLALQbccefefaanrxgn SFS[D(3,1)(3,1)] gLALQbccefefapfghfw reducible gLALQbccefefapwsxcn SFS[D(3,1)(3,2)] gLALQbccefeflagrxgn reducible gLALQbccefefaanvhvw SFS[D(3,1)(2,1)] gLALQbccefefdacvhbr reducible gLALQbccefefhhfjhfr SFS[D(3,1)(2,1)] gLALQbccefefdasoqvj SFS[D(3,1)(3,1)] gLALQbccefeflackhcw SFS[D(3,1)(3,2)] gLALQbccefefaprghfw SFS[D(3,1)(3,2)] gLALQbccefefapjsxcn SFS[D(3,1)(3,1)] gLALQbccefefhhgwqgj reducible gLALQbccefefahgwxgn reducible gLALQbccefefhagrqgj reducible gLALQbccefefaefwhfw reducible gLALQbccfeefmagqncj SFS[A(3,1)] gLALQbccefefhhgghjr SFS[D(9,7)(3,1)] gLALQbccefefaackhww SFS[D(3,1)(3,2)] gLALQbccefefhhgwqjj toroidal gLALQbccefefahgwxkn SFS[D(3,1)(3,2)] gLALQbccefefhagrqjj SFS[D(3,1)(3,2)] gLALQbccefefaaccxkn SFS[D(2,1)(2,1)] gLALQbccefefhhgghwr toroidal gLALQbccefefaackhjw SFS[D(3,1)(3,1)] gLALQbccefefhhgwqkj toroidal gLALQbccefefahgbhrw SFS[D(2,1)(2,1)] gLALQbccefefhagbhwr SFS[D(2,1)(2,1)] gLALQbccefefahgwxjn SFS[D(3,1)(3,1)] gLALQbccefefhagrqkj SFS[D(3,1)(3,1)] gLALQbccfeefdacxsfk reducible gLALQbccfeefalwqfgj SFS[D(3,1)(2,1)] gLALQbccefefeafwhfw reducible gLALQbccfeefhajxsfk reducible gLALQbccfeefhpkxcgk SFS[D(3,1)(3,2)] gLALQbccfeefhugxrck SFS[D(3,1)(3,1)] gLALQbccfeefhhgxrck SFS[D(3,1)(3,2)] gLALQbccfeefhegxrck reducible gLALQbccfeefamgqwfj SFS[D(3,1)(2,1)] gLALQbccfeefahkqncj SFS[D(3,1)(2,1)] gLALQbccfeefaxcqkcj reducible gLALQbccefefxavkhcw reducible gLALQbccfeefaefqgfj reducible gLALQbccefefmagkhcw SFS[A(3,1)] gLALQbccfeefaurqsbj SFS[D(3,1)(2,1)] gLALQbccfeefdmgxcgk SFS[D(3,1)(2,1)] gLALQbccfeeftajqncj reducible gLALQbccfeeftpkqwfj SFS[D(3,1)(3,1)] gLALQbccfeeftugqfgj SFS[D(3,1)(3,2)] gLALQbccfeeflajqncj SFS[D(3,1)(3,2)] gLALQbccfeeflpkqwfj toroidal gLALQbccfeeflugqfgj SFS[D(3,1)(3,1)] gLALQbccfeefaajqncj SFS[D(3,1)(3,1)] gLALQbccfeefapkqwfj SFS[D(3,1)(3,2)] gLALQbccfeefaugqfgj reducible gLALQbccefefemkfhgw toroidal gLALQbccefefeakfhgw SFS[D(3,1)(2,1)] gLALQbccefefeikfhgw SFS[D(3,1)(2,1)] gLALQbccfeefamgqcvj SFS[D(3,1)(2,1)] gLALQbccfeeflagqcvj reducible gLALQbccfeeftawqncj SFS[D(3,1)(3,1)] gLALQbccfeeflawqncj toroidal gLALQbccfeefaawqncj SFS[D(3,1)(3,2)] gLALQbccfeefapfqwfj reducible gLALQbccfeefaunqfgj SFS[D(3,1)(3,1)] gLALQbccefefeafohbw reducible gLALQbccfeefaanqcvj SFS[D(3,1)(2,1)] gLALQbccfeefdacxnbk reducible gLALQbccfeefhhfxsfk SFS[D(3,1)(2,1)] gLALQbccfeeftacqncj SFS[D(3,1)(3,2)] gLALQbccfeeflacqncj SFS[D(3,1)(3,1)] gLALQbccfeefaprqwfj SFS[D(3,1)(3,1)] gLALQbccfeefausqfgj SFS[D(3,1)(3,2)] gLALQbccefefxxvnhcw reducible gLALQbccfeefhhgxrwk toroidal gLALQbccfeefaagqwrj SFS[D(5,2)(2,1)] gLALQbccfeefahgqrrj SFS[D(5,2)(2,1)] gLALQbccfeefhagxwwk SFS[D(5,2)(2,1)] gLALQbccfeefaxcqkjj SFS[D(3,1)(3,2)] gLALQbccefefxavkhww SFS[D(3,1)(3,2)] gLALQbccfeefaacqnjj SFS[D(3,1)(3,2)] gLALQbccefefxxvnhww toroidal gLALQbccfeefhhgxrjk SFS[D(12,7)(3,1)] gLALQbccfeefaxcqkwj SFS[D(3,1)(3,1)] gLALQbccefefxavkhjw SFS[D(3,1)(3,1)] gLALQbccfeefaacqnwj SFS[D(3,1)(3,1)] gLALQbccefefxxvnhjw toroidal gLALQbccfeefaagpwfj SFS[D(2,1)(2,1)] gLALQbccfeeftagpcvj SFS[D(2,1)(2,1)] gLALQbccfeefaagpcvj SFS[D(2,1)(2,1)] gLALQbccfeeflagpcvj reducible gLALQbccfeefaagpwrj toroidal gLALQbccfeefaagpwkj SFS[D(2,1)(2,1)] gLALQbccefefaegsdcw SFS[D(2,1)(2,1)] gLALQbccefefaegnlcr SFS[D(2,1)(2,1)] gLALQbccfeefaageofj SFS[D(2,1)(2,1)] gLALQbccfeeftagervj SFS[D(2,1)(2,1)] gLALQbccfeefaagervj SFS[D(2,1)(2,1)] gLALQbccfeeflagervj reducible gLALQbccfeefaagerwj toroidal gLALQbccfeefaagersj SFS[D(2,1)(2,1)] gLALQbccefefxubrlcr SFS[D(4,3)(3,1)] gLALQbccefefxaoslfr reducible gLALQbccefefxxvclgr SFS[D(4,3)(3,1)] gLALQbccefefxpvclgr SFS[D(4,1)(3,1)] gLALQbccefefxlvclgr reducible gLALQbccfeefaicpvfj SFS[D(4,1)(2,1)] gLALQbccfeefaxrpbgj SFS[D(4,1)(2,1)] gLALQbccfeefaenpocj SFS[D(4,1)(2,1)] gLALQbccfeeftagpkfj reducible gLALQbccfeeflagpkfj reducible gLALQbccefefemkblvr toroidal gLALQbccefefeakblvr SFS[D(4,3)(3,1)] gLALQbccefefeikblvr SFS[D(4,1)(3,1)] gLALQbccfeeftpkpsvj SFS[D(4,1)(2,1)] gLALQbccfeefapkpsvj SFS[D(4,1)(2,1)] gLALQbccfeeflajprbj SFS[D(4,1)(2,1)] gLALQbccfeeflpkpsvj toroidal gLALQbccfeeflugpcoj SFS[D(4,1)(2,1)] gLALQbccfeefdmgufvn SFS[D(4,1)(3,1)] gLALQbccfeefdagufvn reducible gLALQbccfeefdigufvn SFS[D(4,3)(3,1)] gLALQbccfeefaurpvfj SFS[D(4,3)(3,1)] gLALQbccfeefaaspbgj SFS[D(4,1)(3,1)] gLALQbccfeefapcpocj reducible gLALQbccefefeaoblvr toroidal gLALQbccfeefaicprbj SFS[D(4,1)(2,1)] gLALQbccfeefdanufvn SFS[D(4,1)(3,1)] gLALQbccfeefaufpvfj reducible gLALQbccfeefaanpbgj SFS[D(4,3)(3,1)] gLALQbccfeefapwpocj SFS[D(4,1)(3,1)] gLALQbccefefeafrlcr reducible gLALQbccefefeawblvr SFS[D(4,1)(3,1)] gLALQbccfeefaawprbj SFS[D(4,1)(2,1)] gLALQbccfeefdasufvn SFS[D(4,3)(3,1)] gLALQbccfeefhhgubgn reducible gLALQbccfeeftagpbgj reducible gLALQbccfeeflagpbgj reducible gLALQbccfeefaukpvfj SFS[D(4,1)(3,1)] gLALQbccfeefapjpocj SFS[D(4,3)(3,1)] gLALQbccefefxxjslfr SFS[D(4,1)(2,1)] gLALQbccfeefhaguggn reducible gLALQbccfeefahgpggj reducible gLALQbccfeefalfpkfj reducible gLALQbccefefmaoklgr SFS[A(4,1)] gLALQbccfeefaagpbkj toroidal gLALQbccfeefaagpbjj toroidal gLALQbccefeflhgglcr toroidal gLALQbccefeflpkklgr toroidal gLALQbccefeflugglcr SFS[D(5,3)(4,1)] gLALQbccefefdmggifw SFS[D(5,2)(4,1)] gLALQbccefefdiggifw SFS[D(4,1)(4,1)] gLALQbccefefdhkkicw SFS[D(5,2)(4,1)] gLALQbccefefaajjdfw SFS[D(4,1)(2,1)] gLALQbccefeflpkkdgw toroidal gLALQbccefefluggdcw SFS[D(5,2)(4,1)] gLALQbccefeflhggdcw toroidal gLALQbccefefphkkecr toroidal gLALQbccefefpiwwifw toroidal gLALQbccefefpiggefr toroidal gLALQbccefefpennicw reducible gLALQbccefefhhkkecr SFS[D(4,1)(4,1)] gLALQbccefefhmggefr SFS[D(4,1)(4,1)] gLALQbccefefhiggefr SFS[D(5,2)(4,1)] gLALQbccefefdhkkecr SFS[D(5,3)(4,1)] gLALQbccefefdmggefr SFS[D(5,3)(4,1)] gLALQbccefefdiggefr SFS[D(4,3)(4,1)] gLALQbccefefpiwwefr toroidal gLALQbccefefpiggifw toroidal gLALQbccefefphkkicw toroidal gLALQbccefefpennecr reducible gLALQbccefefaajjlfr SFS[D(4,1)(2,1)] gLALQbccefefhmggifw SFS[D(4,3)(4,1)] gLALQbccefefhiggifw SFS[D(5,3)(4,1)] gLALQbccefefhhkkicw SFS[D(4,3)(4,1)] gLALQbccefefaegodow reducible gLALQbccefefaegclgr reducible gLALQbccefefhhgbiow SFS[D(4,3)(3,1)] gLALQbccefefphgbiow toroidal gLALQbccefefhackecr SFS[D(4,1)(2,1)] gLALQbccefefdhgbiow SFS[D(4,1)(3,1)] gLALQbccefeflhfjdfw SFS[D(4,3)(3,1)] gLALQbccefefahfjdfw reducible gLALQbccefeflagblvr reducible gLALQbccefefpajkecr SFS[D(4,1)(2,1)] gLALQbccefefaegolor reducible gLALQbccefefaegcdgw reducible gLALQbccefeflhfjlfr SFS[D(4,1)(3,1)] gLALQbccefeflagbdvw reducible gLALQbccefefphgbeor toroidal gLALQbccefefhhgbeor SFS[D(4,1)(3,1)] gLALQbccefefdhgbeor SFS[D(4,3)(3,1)] gLALQbccefefahfjlfr reducible gLALQbccefefhackicw SFS[D(4,1)(2,1)] gLALQbccefefpajkicw SFS[D(4,1)(2,1)] gLALQbccfeeftagekfj reducible gLALQbccfeeflagekfj reducible gLALQbccfeefaeneocj SFS[D(4,1)(2,1)] gLALQbccfeefaicevfj SFS[D(4,1)(2,1)] gLALQbccfeefaxrebgj SFS[D(4,1)(2,1)] gLALQbccefefxxvcdgw SFS[D(4,1)(3,1)] gLALQbccefefxubrdcw SFS[D(4,1)(3,1)] gLALQbccefefxaosdfw reducible gLALQbccefefxpvcdgw SFS[D(4,3)(3,1)] gLALQbccefefxlvcdgw reducible gLALQbccfeefhagdggk reducible gLALQbccfeefahgeggj reducible gLALQbccfeefalfekfj reducible gLALQbccefefmaokdgw SFS[A(4,1)] gLALQbccefefemkbdvw toroidal gLALQbccefefeakbdvw SFS[D(4,1)(3,1)] gLALQbccefefeikbdvw SFS[D(4,3)(3,1)] gLALQbccfeeftpkesvj SFS[D(4,1)(2,1)] gLALQbccfeefapkesvj SFS[D(4,1)(2,1)] gLALQbccfeeflajerbj SFS[D(4,1)(2,1)] gLALQbccfeeflpkesvj toroidal gLALQbccfeeflugecoj SFS[D(4,1)(2,1)] gLALQbccfeefdmgdfvk SFS[D(4,3)(3,1)] gLALQbccfeefdagdfvk reducible gLALQbccfeefdigdfvk SFS[D(4,1)(3,1)] gLALQbccfeefaurevfj SFS[D(4,1)(3,1)] gLALQbccfeefaasebgj SFS[D(4,3)(3,1)] gLALQbccfeefapceocj reducible gLALQbccefefeaobdvw toroidal gLALQbccfeefaicerbj SFS[D(4,1)(2,1)] gLALQbccfeefdandfvk SFS[D(4,3)(3,1)] gLALQbccfeefaufevfj reducible gLALQbccfeefaanebgj SFS[D(4,1)(3,1)] gLALQbccfeefapweocj SFS[D(4,3)(3,1)] gLALQbccefefeafrdcw reducible gLALQbccefefeawbdvw SFS[D(4,3)(3,1)] gLALQbccfeefaawerbj SFS[D(4,1)(2,1)] gLALQbccfeefdasdfvk SFS[D(4,1)(3,1)] gLALQbccfeefhhgdbgk reducible gLALQbccfeeftagebgj reducible gLALQbccfeeflagebgj reducible gLALQbccfeefaukevfj SFS[D(4,3)(3,1)] gLALQbccfeefapjeocj SFS[D(4,1)(3,1)] gLALQbccefefxxjsdfw SFS[D(4,1)(2,1)] gLALQbccfeefaagebjj toroidal gLALQbccfeefaagebkj toroidal gLALQbccfeefaagpofj SFS[D(2,1)(2,1)] gLALQbccfeeftagprvj SFS[D(2,1)(2,1)] gLALQbccfeefaagprvj SFS[D(2,1)(2,1)] gLALQbccfeeflagprvj reducible gLALQbccfeefaagprwj toroidal gLALQbccfeefaagprsj SFS[D(2,1)(2,1)] gLALQbccefefaegslcr SFS[D(2,1)(2,1)] gLALQbccefefaegndcw SFS[D(2,1)(2,1)] gLALQbccfeefaagewfj SFS[D(2,1)(2,1)] gLALQbccfeeftagecvj SFS[D(2,1)(2,1)] gLALQbccfeefaagecvj SFS[D(2,1)(2,1)] gLALQbccfeeflagecvj reducible gLALQbccfeefaagewrj toroidal gLALQbccfeefaagewkj SFS[D(2,1)(2,1)] gLALQbccfeeflaglssc SFS[D(3,1)(2,1)] gLALQbccfeefaacljjc reducible gLALQbccfeefaicljjc reducible gLALQbccfeefamcljjc reducible gLALQbccfeeflaglswc SFS[D(3,1)(2,1)] gLALQbccfeefaacljwc reducible gLALQbccfeefaicljwc reducible gLALQbccfeefamcljwc reducible gLALQbccefefpaggukf reducible gLALQbccefefpaggurf reducible gLALQbccefefaacrpwc reducible gLALQbccefefaacrpjc reducible gLALQbccefefmaorpgc T2xI gLALQbccefefemkopvc SFS[D(2,1)(2,1)] gLALQbccfeeflpklrvc SFS[D(2,1)(2,1)] gLALQbccefefeaoopvc SFS[D(2,1)(2,1)] gLALQbccefefeaffpcc reducible gLALQbccfeeflaglokc SFS[D(2,1)(2,1)] gLALQbccfeefaaclfkc reducible gLALQbccfeefaiclfkc reducible gLALQbccfeefamclfkc reducible gLALQbccefefpiwjuff SFS[D(3,1)(2,1)] gLALQbccefefpignuff SFS[D(3,1)(2,1)] gLALQbccefefphkfucf SFS[D(3,1)(2,1)] gLALQbccefefpengucf reducible gLALQbccefefpiwcuff SFS[D(3,1)(2,1)] gLALQbccefefphkrucf SFS[D(3,1)(2,1)] gLALQbccefefpigsuff SFS[D(3,1)(2,1)] gLALQbccefefpensucf reducible gLALQbccefeflpkfpgc SFS[D(2,1)(2,1)] gLALQbccefeflhgnpcc SFS[D(2,1)(2,1)] gLALQbccefeflpkrpgc SFS[D(2,1)(2,1)] gLALQbccefeflhgspcc SFS[D(2,1)(2,1)] gLALQbccefeflagvpvc reducible gLALQbccefefphgouof SFS[D(2,1)(2,1)] gLALQbccefefphgvuof SFS[D(2,1)(2,1)] gLALQbccefeflagopvc reducible gLALQbccefefaacwpkc reducible gLALQbccefefaacbpnc reducible gLALQbccefefpagbusf reducible gLALQbccefefpagrujf reducible gLALQbccefefemkvpvc SFS[D(2,1)(2,1)] gLALQbccfeeflpklcvc SFS[D(2,1)(2,1)] gLALQbccefefeaovpvc SFS[D(2,1)(2,1)] gLALQbccefefeafkpcc reducible gLALQbccefefmaofpgc T2xI gLALQbccfeefaaclsnc reducible gLALQbccfeefaiclsnc reducible gLALQbccfeefamclsnc reducible gLALQbccfeeflagljkc SFS[D(2,1)(2,1)] gLALQbccefefmagkxcb T2xI gLALQbccfeeflpkxwff SFS[D(2,1)(2,1)] gLALQbccefefemkfxgb SFS[D(2,1)(2,1)] gLALQbccfeeflagxcvf reducible gLALQbccfeeflawxncf SFS[D(2,1)(2,1)] gLALQbccfeefhhgqrjc SFS[D(3,1)(2,1)] gLALQbccefefxxvnxjb SFS[D(3,1)(2,1)] gLALQbccefeflpkgxfb SFS[D(2,1)(2,1)] gLALQbccefeflpkohvc SFS[D(2,1)(2,1)] gLALQbccefeflawkxcb SFS[D(2,1)(2,1)] gLALQbccefeflagvxvb reducible gLALQbccfeefmagxncf T2xI gLALQbccefefhhggqwb reducible gLALQbccefefaacchkc reducible gLALQbccefefhhgwhkf SFS[D(3,1)(2,1)] gLALQbccefefhagbqwb reducible gLALQbccefefahgbxrb reducible gLALQbccfeefpiwxbff SFS[D(3,1)(2,1)] gLALQbccfeefpmwxbff SFS[D(3,1)(2,1)] gLALQbccfeefpxfxogf SFS[D(3,1)(2,1)] gLALQbccfeefpenxvcf reducible gLALQbccfeefpmgxrff SFS[D(3,1)(2,1)] gLALQbccfeefphkxccf SFS[D(3,1)(2,1)] gLALQbccfeefpigxrff SFS[D(3,1)(2,1)] gLALQbccfeefpljxsgf reducible gLALQbccfeeflpkqngc SFS[D(2,1)(2,1)] gLALQbccfeeflhgqwcc SFS[D(2,1)(2,1)] gLALQbccefefemknhfc SFS[D(2,1)(2,1)] gLALQbccefefehjfhcc SFS[D(2,1)(2,1)] gLALQbccfeeflagqrvc reducible gLALQbccfeefphgxwof SFS[D(2,1)(2,1)] gLALQbccfeefpxwxwof SFS[D(2,1)(2,1)] gLALQbccefefeaffhcc reducible gLALQbccefefxavchkc reducible gLALQbccfeefaxcqvkc reducible gLALQbccfeefhhgxwnf SFS[D(3,1)(2,1)] gLALQbccefefxxvvhnc reducible gLALQbccfeefaacqcnc reducible gLALQbccefefemkbxvb SFS[D(2,1)(2,1)] gLALQbccfeeflpkxsvf SFS[D(2,1)(2,1)] gLALQbccefefeaobxvb SFS[D(2,1)(2,1)] gLALQbccefefeafrxcb reducible gLALQbccefefmaokxgb T2xI gLALQbccefefxxvcxjb SFS[D(3,1)(2,1)] gLALQbccfeefhhgqbjc SFS[D(3,1)(2,1)] gLALQbccefeflhggxcb SFS[D(2,1)(2,1)] gLALQbccefeflpkkxgb SFS[D(2,1)(2,1)] gLALQbccefeflpkkhgc SFS[D(2,1)(2,1)] gLALQbccefeflhgghcc SFS[D(2,1)(2,1)] gLALQbccefefphkkhcf SFS[D(3,1)(2,1)] gLALQbccefefpiwwqfb SFS[D(3,1)(2,1)] gLALQbccefefpigghff SFS[D(3,1)(2,1)] gLALQbccefefpennqcb reducible gLALQbccefefpiwwhff SFS[D(3,1)(2,1)] gLALQbccefefpiggqfb SFS[D(3,1)(2,1)] gLALQbccefefphkkqcb SFS[D(3,1)(2,1)] gLALQbccefefpennhcf reducible gLALQbccefefphgbqob SFS[D(2,1)(2,1)] gLALQbccefeflagbxvb reducible gLALQbccefeflagbhvc reducible gLALQbccefefphgbhof SFS[D(2,1)(2,1)] gLALQbccefefahggxwb reducible gLALQbccefefhaggqrb reducible gLALQbccefefhhgbqrb reducible gLALQbccefefaacvhnc reducible gLALQbccefefhhgbhnf SFS[D(3,1)(2,1)] gLALQbccefefmaokhgc T2xI gLALQbccefefemkbhvc SFS[D(2,1)(2,1)] gLALQbccfeeflpkqsvc SFS[D(2,1)(2,1)] gLALQbccefefeaobhvc SFS[D(2,1)(2,1)] gLALQbccefefeafrhcc reducible gLALQbccfeefaacqvkc reducible gLALQbccefefxxvchkc reducible gLALQbccefefxavvhnc reducible gLALQbccfeefaxcqcnc reducible gLALQbccfeefhhgxbkf SFS[D(3,1)(2,1)] gLALQbccefefxivcxfb reducible gLALQbccefefxmvcxfb reducible gLALQbccefefxxbrxgb reducible gLALQbccfeefaasxoff reducible gLALQbccfeefpenqvcc reducible gLALQbccfeefpljqsgc reducible gLALQbccfeefdmgqrfc reducible gLALQbccfeefdhkqccc reducible gLALQbccfeefdigqrfc reducible gLALQbccfeefhmgqrfc reducible gLALQbccfeefhhkqccc reducible gLALQbccfeefhigqrfc reducible gLALQbccfeeftpkxngf reducible gLALQbccfeeftugxwcf reducible gLALQbccfeefthgxwcf reducible gLALQbccfeeflpkxngf reducible gLALQbccfeeflugxwcf reducible gLALQbccfeeflhgxwcf reducible gLALQbccfeefaajxfff reducible gLALQbccefefemknxfb reducible gLALQbccefefehjfxcb reducible gLALQbccefefeiknxfb reducible gLALQbccfeefalcxsof reducible gLALQbccfeefaegxvgf reducible gLALQbccefefehkvxob reducible gLALQbccfeeflagxrvf reducible gLALQbccfeefphgqwoc reducible gLALQbccfeefhhgqwoc reducible gLALQbccfeefdhgqwoc reducible gLALQbccfeefaxfxoff reducible gLALQbccefefxawrxgb reducible gLALQbccfeefpanqogc reducible gLALQbccfeefaegxsof reducible gLALQbccfeefalcxwcf reducible gLALQbccefefxxvvxob reducible gLALQbccfeefpxwqwoc reducible gLALQbccfeefhacqccc reducible gLALQbccfeefthfxfff reducible gLALQbccfeeflhfxfff reducible gLALQbccfeefahfxfff reducible gLALQbccefefeaffxcb reducible gLALQbccfeefpajqccc reducible gLALQbccfeefhhgqwrc SFS[D(3,1)(3,2)] gLALQbccefefxxvvxrb SFS[D(3,1)(3,1)] gLALQbccfeefhhgqwnc SFS[D(3,1)(3,1)] gLALQbccefefxxvvxnb SFS[D(3,1)(3,2)] gLALQbccefefahkkhcc reducible gLALQbccefefaiccxfb reducible gLALQbccefefhajjhff reducible gLALQbccefefhpkkhgf reducible gLALQbccefefhugghcf reducible gLALQbccefefhhgghcf reducible gLALQbccefefhegghcf reducible gLALQbccefeflagnxfb reducible gLALQbccefefaensxcb reducible gLALQbccefefdacjhff reducible gLALQbccefefapkoxvb reducible gLALQbccefefdmgkhgf reducible gLALQbccefefdagoqvb reducible gLALQbccefefdmgoqvb reducible gLALQbccefefdigoqvb reducible gLALQbccefeflajkhcc reducible gLALQbccefeflpkghfc reducible gLALQbccefeflugjhgc reducible gLALQbccefefaajkhcc reducible gLALQbccefefapkghfc reducible gLALQbccefefapcsxcb reducible gLALQbccefeflpkoxvb reducible gLALQbccefeflajbxbb reducible gLALQbccefeflugvxob reducible gLALQbccefefaicbxbb reducible gLALQbccefeflagvhvc reducible gLALQbccefefdanoqvb reducible gLALQbccefeflawkhcc reducible gLALQbccefefaanrxgb reducible gLALQbccefefapfghfc reducible gLALQbccefefapwsxcb reducible gLALQbccefeflagrxgb reducible gLALQbccefefaanvhvc reducible gLALQbccefefdacvhbf reducible gLALQbccefefhhfjhff reducible gLALQbccefefdasoqvb reducible gLALQbccefeflackhcc reducible gLALQbccefefaprghfc reducible gLALQbccefefapjsxcb reducible gLALQbccefefhhgwqgb reducible gLALQbccefefahgwxgb reducible gLALQbccefefhagrqgb reducible gLALQbccefefaefwhfc reducible gLALQbccfeefmagqncc reducible gLALQbccefefhhgghjf SFS[D(3,1)(3,2)] gLALQbccefefaackhwc reducible gLALQbccefefhhgwqjb reducible gLALQbccefefahgwxkb reducible gLALQbccefefhagrqjb reducible gLALQbccefefhhgghwf SFS[D(3,1)(3,1)] gLALQbccefefaackhjc reducible gLALQbccefefhhgwqkb reducible gLALQbccefefahgwxjb reducible gLALQbccefefhagrqkb reducible gLALQbccfeefdacxsff reducible gLALQbccfeefalwqfgc reducible gLALQbccefefeafwhfc reducible gLALQbccfeefhajxsff reducible gLALQbccfeefhpkxcgf reducible gLALQbccfeefhugxrcf reducible gLALQbccfeefhhgxrcf reducible gLALQbccfeefhegxrcf reducible gLALQbccfeefamgqwfc reducible gLALQbccfeefahkqncc reducible gLALQbccfeefaxcqkcc reducible gLALQbccefefxavkhcc reducible gLALQbccfeefaefqgfc reducible gLALQbccefefmagkhcc reducible gLALQbccfeefaurqsbc reducible gLALQbccfeefdmgxcgf reducible gLALQbccfeeftajqncc reducible gLALQbccfeeftpkqwfc reducible gLALQbccfeeftugqfgc reducible gLALQbccfeeflajqncc reducible gLALQbccfeeflpkqwfc reducible gLALQbccfeeflugqfgc reducible gLALQbccfeefaajqncc reducible gLALQbccfeefapkqwfc reducible gLALQbccfeefaugqfgc reducible gLALQbccefefemkfhgc reducible gLALQbccefefeakfhgc reducible gLALQbccefefeikfhgc reducible gLALQbccfeefamgqcvc reducible gLALQbccfeeflagqcvc reducible gLALQbccfeeftawqncc reducible gLALQbccfeeflawqncc reducible gLALQbccfeefaawqncc reducible gLALQbccfeefapfqwfc reducible gLALQbccfeefaunqfgc reducible gLALQbccefefeafohbc reducible gLALQbccfeefaanqcvc reducible gLALQbccfeefdacxnbf reducible gLALQbccfeefhhfxsff reducible gLALQbccfeeftacqncc reducible gLALQbccfeeflacqncc reducible gLALQbccfeefaprqwfc reducible gLALQbccfeefausqfgc reducible gLALQbccefefxxvnhcc reducible gLALQbccfeefhhgxrwf SFS[D(3,1)(3,1)] gLALQbccfeefaxcqkjc reducible gLALQbccefefxavkhwc reducible gLALQbccfeefaacqnjc reducible gLALQbccefefxxvnhwc reducible gLALQbccfeefhhgxrjf SFS[D(3,1)(3,2)] gLALQbccfeefaxcqkwc reducible gLALQbccefefxavkhjc reducible gLALQbccfeefaacqnwc reducible gLALQbccefefxxvnhjc reducible gLALQbccefefehjklcf reducible gLALQbccefefemkglff reducible gLALQbccefefeikglff reducible gLALQbccfeeftpkpjgb reducible gLALQbccfeeftugpkcb reducible gLALQbccfeefthgpkcb reducible gLALQbccfeefaajpgfb reducible gLALQbccfeeflpkpjgb reducible gLALQbccfeeflugpkcb reducible gLALQbccfeeflhgpkcb reducible gLALQbccfeefpljukgb reducible gLALQbccfeefhhkugcb reducible gLALQbccfeefhmgujfb reducible gLALQbccfeefhigujfb reducible gLALQbccfeefdhkugcb reducible gLALQbccfeefdmgujfb reducible gLALQbccfeefdigujfb reducible gLALQbccfeefpenurcb reducible gLALQbccfeefaaspwfb reducible gLALQbccefefxivwlff reducible gLALQbccefefxmvwlff reducible gLALQbccefefxxbflgf reducible gLALQbccefefxxvblof reducible gLALQbccfeefpxwufob reducible gLALQbccfeefhacugcb reducible gLALQbccfeefthfpgfb reducible gLALQbccfeeflhfpgfb reducible gLALQbccfeefahfpgfb reducible gLALQbccefefeafklcf reducible gLALQbccfeefpajugcb reducible gLALQbccefefehkblof reducible gLALQbccfeeflagpcvb reducible gLALQbccfeefphgufob reducible gLALQbccfeefhhgufob reducible gLALQbccfeefdhgufob reducible gLALQbccfeefaxfpwfb reducible gLALQbccefefxawflgf reducible gLALQbccfeefpanucgb reducible gLALQbccefefemkglkf toroidal gLALQbccefefeikglkf SFS[D(5,3)(3,1)] gLALQbccfeeftpkpjkb SFS[D(5,2)(3,1)] gLALQbccfeeftugpkjb SFS[D(4,1)(3,1)] gLALQbccfeefaajpgrb SFS[D(3,1)(2,1)] gLALQbccfeeflpkpjkb toroidal gLALQbccfeeflugpkjb SFS[D(5,2)(3,1)] gLALQbccfeefdmgujkb SFS[D(5,3)(3,1)] gLALQbccfeefdigujkb SFS[D(4,3)(3,1)] gLALQbccfeefaaspwrb SFS[D(3,1)(2,1)] gLALQbccefefemkglrf toroidal gLALQbccefefeikglrf SFS[D(5,2)(3,1)] gLALQbccfeeftpkpjjb SFS[D(5,3)(3,1)] gLALQbccfeeftugpkwb SFS[D(4,3)(3,1)] gLALQbccfeefaajpgkb SFS[D(3,1)(2,1)] gLALQbccfeeflpkpjjb toroidal gLALQbccfeeflugpkwb SFS[D(5,3)(3,1)] gLALQbccfeefdmgujrb SFS[D(5,2)(3,1)] gLALQbccfeefdigujrb SFS[D(4,1)(3,1)] gLALQbccfeefaaspwkb SFS[D(3,1)(2,1)] gLALQbccefefaennlcf reducible gLALQbccefefhajceff reducible gLALQbccefefhpkregf reducible gLALQbccefefhugsecf reducible gLALQbccefefhhgsecf reducible gLALQbccefefhegsecf reducible gLALQbccefefaicwlff reducible gLALQbccefefahkfdcc reducible gLALQbccefefaefcdfc reducible gLALQbccfeefmagebcc reducible gLALQbccefefapkvlvf reducible gLALQbccefefdmgregf reducible gLALQbccefefdagbivc reducible gLALQbccefefdmgbivc reducible gLALQbccefefdigbivc reducible gLALQbccefeflajfdcc reducible gLALQbccefeflpkndfc reducible gLALQbccefeflugwdgc reducible gLALQbccefefaajfdcc reducible gLALQbccefefapkndfc reducible gLALQbccefefapcnlcf reducible gLALQbccefeflpkvlvf reducible gLALQbccefeflajolbf reducible gLALQbccefeflugblof reducible gLALQbccefefaicolbf reducible gLALQbccefeflagodvc reducible gLALQbccefefdanbivc reducible gLALQbccefeflawfdcc reducible gLALQbccefefaanflgf reducible gLALQbccefefapfndfc reducible gLALQbccefefapwnlcf reducible gLALQbccefefaanodvc reducible gLALQbccefefhhfceff reducible gLALQbccefefdasbivc reducible gLALQbccefeflacfdcc reducible gLALQbccefefaprndfc reducible gLALQbccefefapjnlcf reducible gLALQbccefefapkvlwf SFS[D(3,1)(2,1)] gLALQbccefefdmgrejf SFS[D(3,1)(2,1)] gLALQbccefefdagbisc reducible gLALQbccefefdmgbisc SFS[D(3,1)(3,2)] gLALQbccefefdigbisc SFS[D(3,1)(3,1)] gLALQbccefeflajfdjc SFS[D(3,1)(3,1)] gLALQbccefeflpkndrc toroidal gLALQbccefeflugwdkc SFS[D(3,1)(3,2)] gLALQbccefefaajfdjc SFS[D(3,1)(3,2)] gLALQbccefefapkndrc SFS[D(3,1)(3,1)] gLALQbccefefapcnlwf reducible gLALQbccefeflpkvlwf toroidal gLALQbccefeflajoljf SFS[D(3,1)(2,1)] gLALQbccefeflugblnf SFS[D(3,1)(2,1)] gLALQbccefefaanfljf SFS[D(3,1)(3,1)] gLALQbccefefaanodsc SFS[D(3,1)(2,1)] gLALQbccefefaacfdjc reducible gLALQbccefefapkvlsf SFS[D(3,1)(2,1)] gLALQbccefefdmgrekf SFS[D(3,1)(2,1)] gLALQbccefefdagbiwc reducible gLALQbccefefdmgbiwc SFS[D(3,1)(3,1)] gLALQbccefefdigbiwc SFS[D(3,1)(3,2)] gLALQbccefeflajfdwc SFS[D(3,1)(3,2)] gLALQbccefeflpkndkc toroidal gLALQbccefeflugwdjc SFS[D(3,1)(3,1)] gLALQbccefefaajfdwc SFS[D(3,1)(3,1)] gLALQbccefefapkndkc SFS[D(3,1)(3,2)] gLALQbccefefapcnljf reducible gLALQbccefeflpkvlsf toroidal gLALQbccefeflajolnf SFS[D(3,1)(2,1)] gLALQbccefeflugblrf SFS[D(3,1)(2,1)] gLALQbccefefaanflkf SFS[D(3,1)(3,2)] gLALQbccefefaanodwc SFS[D(3,1)(2,1)] gLALQbccefefaacfdwc reducible gLALQbccfeefahkebcc reducible gLALQbccfeefamgeofc reducible gLALQbccfeefhajdbff reducible gLALQbccfeefhpkdogf reducible gLALQbccfeefhugdvcf reducible gLALQbccfeefhhgdvcf reducible gLALQbccfeefhegdvcf reducible gLALQbccfeefalwevgc reducible gLALQbccfeefaurecbc reducible gLALQbccfeefdmgdogf reducible gLALQbccfeeftajebcc reducible gLALQbccfeeftpkeofc reducible gLALQbccfeeftugevgc reducible gLALQbccfeeflajebcc reducible gLALQbccfeeflpkeofc reducible gLALQbccfeeflugevgc reducible gLALQbccfeefaajebcc reducible gLALQbccfeefapkeofc reducible gLALQbccfeefaugevgc reducible gLALQbccefefemkrdgc reducible gLALQbccefefeakrdgc reducible gLALQbccefefeikrdgc reducible gLALQbccfeefamgervc reducible gLALQbccfeeflagervc reducible gLALQbccfeeftawebcc reducible gLALQbccfeeflawebcc reducible gLALQbccfeefaawebcc reducible gLALQbccfeefapfeofc reducible gLALQbccfeefaunevgc reducible gLALQbccfeefaanervc reducible gLALQbccfeefhhfdbff reducible gLALQbccfeeftacebcc reducible gLALQbccfeeflacebcc reducible gLALQbccfeefapreofc reducible gLALQbccfeefausevgc reducible gLALQbccfeefaefeffc reducible gLALQbccefefmagfdcc reducible gLALQbccfeefaurecjc SFS[D(3,1)(2,1)] gLALQbccfeefdmgdokf SFS[D(3,1)(2,1)] gLALQbccfeeftajebwc reducible gLALQbccfeeftpkeokc SFS[D(3,1)(3,1)] gLALQbccfeeftugevjc SFS[D(3,1)(3,2)] gLALQbccfeeflajebwc SFS[D(3,1)(3,2)] gLALQbccfeeflpkeokc toroidal gLALQbccfeeflugevjc SFS[D(3,1)(3,1)] gLALQbccfeefaajebwc SFS[D(3,1)(3,1)] gLALQbccfeefapkeokc SFS[D(3,1)(3,2)] gLALQbccfeefaugevjc reducible gLALQbccefefemkrdkc toroidal gLALQbccefefeakrdkc SFS[D(3,1)(2,1)] gLALQbccefefeikrdkc SFS[D(3,1)(2,1)] gLALQbccfeefaawebwc SFS[D(3,1)(3,2)] gLALQbccfeefaanerwc SFS[D(3,1)(2,1)] gLALQbccfeefaacebwc reducible gLALQbccfeefaurecnc SFS[D(3,1)(2,1)] gLALQbccfeefdmgdojf SFS[D(3,1)(2,1)] gLALQbccfeeftajebjc reducible gLALQbccfeeftpkeorc SFS[D(3,1)(3,2)] gLALQbccfeeftugevkc SFS[D(3,1)(3,1)] gLALQbccfeeflajebjc SFS[D(3,1)(3,1)] gLALQbccfeeflpkeorc toroidal gLALQbccfeeflugevkc SFS[D(3,1)(3,2)] gLALQbccfeefaajebjc SFS[D(3,1)(3,2)] gLALQbccfeefapkeorc SFS[D(3,1)(3,1)] gLALQbccfeefaugevkc reducible gLALQbccefefemkrdjc toroidal gLALQbccefefeakrdjc SFS[D(3,1)(2,1)] gLALQbccefefeikrdjc SFS[D(3,1)(2,1)] gLALQbccfeefaawebjc SFS[D(3,1)(3,1)] gLALQbccfeefaanersc SFS[D(3,1)(2,1)] gLALQbccfeefaacebjc reducible gLALQbccefefemkblvf SFS[D(2,1)(2,1)] gLALQbccfeeflpkpsvb SFS[D(2,1)(2,1)] gLALQbccefefeaoblvf SFS[D(2,1)(2,1)] gLALQbccefefeafrlcf reducible gLALQbccefefmaoklgf T2xI gLALQbccefefemkblwf SFS[D(2,1)(2,1)] gLALQbccfeeflpkpssb SFS[D(2,1)(2,1)] gLALQbccefefemkblsf toroidal gLALQbccefefeikblsf SFS[D(5,2)(2,1)] gLALQbccfeeftpkpswb SFS[D(5,2)(2,1)] gLALQbccfeeftugpcnb SFS[D(4,1)(2,1)] gLALQbccfeefaajprjb SFS[D(2,1)(2,1)] gLALQbccfeeflpkpswb toroidal gLALQbccfeeflugpcnb SFS[D(5,2)(2,1)] gLALQbccfeefdmgufsb SFS[D(5,2)(2,1)] gLALQbccfeefdigufsb SFS[D(4,1)(2,1)] gLALQbccfeefaaspbjb SFS[D(2,1)(2,1)] gLALQbccefeflhgglcf SFS[D(2,1)(2,1)] gLALQbccefeflpkklgf SFS[D(2,1)(2,1)] gLALQbccefeflpkkdgc SFS[D(2,1)(2,1)] gLALQbccefeflhggdcc SFS[D(2,1)(2,1)] gLALQbccefefphkkecf SFS[D(3,1)(2,1)] gLALQbccefefpiwwifc SFS[D(3,1)(2,1)] gLALQbccefefpiggeff SFS[D(3,1)(2,1)] gLALQbccefefpennicc reducible gLALQbccefefpiwweff SFS[D(3,1)(2,1)] gLALQbccefefpiggifc SFS[D(3,1)(2,1)] gLALQbccefefphkkicc SFS[D(3,1)(2,1)] gLALQbccefefpennecf reducible gLALQbccefefphgbioc SFS[D(2,1)(2,1)] gLALQbccefeflagblvf reducible gLALQbccefeflagbdvc reducible gLALQbccefefphgbeof SFS[D(2,1)(2,1)] gLALQbccefeflpkkljf SFS[D(2,1)(2,1)] gLALQbccefeflpkkdkc SFS[D(2,1)(2,1)] gLALQbccefeflpkklkf toroidal gLALQbccefeflajjlrf SFS[D(2,1)(2,1)] gLALQbccefefluggljf SFS[D(2,1)(2,1)] gLALQbccefefdaggikc reducible gLALQbccefefdmggikc SFS[D(3,1)(2,1)] gLALQbccefefdiggikc SFS[D(3,1)(2,1)] gLALQbccefefaajjdkc SFS[D(3,1)(2,1)] gLALQbccefefapkkdjc SFS[D(3,1)(2,1)] gLALQbccefefapcclkf reducible gLALQbccefeflajjdkc SFS[D(3,1)(2,1)] gLALQbccefeflpkkdjc toroidal gLALQbccefefluggdwc SFS[D(3,1)(2,1)] gLALQbccefefdmggerf SFS[D(2,1)(2,1)] gLALQbccefefapkklkf SFS[D(2,1)(2,1)] gLALQbccefefaacjdkc reducible gLALQbccefefaansdkc SFS[D(2,1)(2,1)] gLALQbccefefaanslrf SFS[D(3,1)(2,1)] gLALQbccefefmaokdgc T2xI gLALQbccefefemkbdvc SFS[D(2,1)(2,1)] gLALQbccfeeflpkesvc SFS[D(2,1)(2,1)] gLALQbccefefeaobdvc SFS[D(2,1)(2,1)] gLALQbccefefeafrdcc reducible gLALQbccefefemkbdsc SFS[D(2,1)(2,1)] gLALQbccfeeflpkeswc SFS[D(2,1)(2,1)] gLALQbccefefemkbdwc toroidal gLALQbccefefeakbdwc SFS[D(2,1)(2,1)] gLALQbccefefeikbdwc SFS[D(2,1)(2,1)] gLALQbccfeeftajernc reducible gLALQbccfeeftpkessc SFS[D(3,1)(2,1)] gLALQbccfeeftugecrc SFS[D(3,1)(2,1)] gLALQbccfeefaajernc SFS[D(3,1)(2,1)] gLALQbccfeefapkessc SFS[D(3,1)(2,1)] gLALQbccfeefaugecrc reducible gLALQbccfeeflajernc SFS[D(3,1)(2,1)] gLALQbccfeeflpkessc toroidal gLALQbccfeeflugecrc SFS[D(3,1)(2,1)] gLALQbccfeefdmgdfwf SFS[D(2,1)(2,1)] gLALQbccfeefaurevrc SFS[D(2,1)(2,1)] gLALQbccfeefaacernc reducible gLALQbccfeefaanebkc SFS[D(2,1)(2,1)] gLALQbccfeefaawernc SFS[D(3,1)(2,1)] gLALQbccfeeflpkpofb SFS[D(2,1)(2,1)] gLALQbccefefemkrlgf SFS[D(2,1)(2,1)] gLALQbccfeeflagprvb reducible gLALQbccfeeflawpbcb SFS[D(2,1)(2,1)] gLALQbccefefmagflcf T2xI gLALQbccfeeflpkpokb SFS[D(2,1)(2,1)] gLALQbccefefemkrlkf SFS[D(2,1)(2,1)] gLALQbccfeefaasprsb SFS[D(2,1)(2,1)] gLALQbccfeefdmguojb SFS[D(5,2)(2,1)] gLALQbccfeefdiguojb SFS[D(4,1)(2,1)] gLALQbccfeeftpkporb SFS[D(5,2)(2,1)] gLALQbccfeeftugpvkb SFS[D(4,1)(2,1)] gLALQbccfeeflpkporb toroidal gLALQbccfeeflugpvkb SFS[D(5,2)(2,1)] gLALQbccfeefaajpbjb SFS[D(2,1)(2,1)] gLALQbccefefemkrljf toroidal gLALQbccefefeikrljf SFS[D(5,2)(2,1)] gLALQbccfeefmagpbcb T2xI gLALQbccefeflpknlff SFS[D(2,1)(2,1)] gLALQbccefeflpkvdvc SFS[D(2,1)(2,1)] gLALQbccefeflawflcf SFS[D(2,1)(2,1)] gLALQbccefeflagolvf reducible gLALQbccefeflpknlrf SFS[D(2,1)(2,1)] gLALQbccefeflpkvdwc SFS[D(2,1)(2,1)] gLALQbccefeflpknlkf toroidal gLALQbccefeflajflwf SFS[D(2,1)(2,1)] gLALQbccefeflugwljf SFS[D(2,1)(2,1)] gLALQbccefefdagrikc reducible gLALQbccefefdmgrikc SFS[D(3,1)(2,1)] gLALQbccefefdigrikc SFS[D(3,1)(2,1)] gLALQbccefefaajodnc SFS[D(3,1)(2,1)] gLALQbccefefapkvdsc SFS[D(3,1)(2,1)] gLALQbccefefapcvlnf reducible gLALQbccefeflajodnc SFS[D(3,1)(2,1)] gLALQbccefeflpkvdsc toroidal gLALQbccefeflugbdrc SFS[D(3,1)(2,1)] gLALQbccefefdmgbewf SFS[D(2,1)(2,1)] gLALQbccefefapknlkf SFS[D(2,1)(2,1)] gLALQbccefefaacodnc reducible gLALQbccefefaanfdkc SFS[D(2,1)(2,1)] gLALQbccefefaanolwf SFS[D(3,1)(2,1)] gLALQbccefefehjkdcc SFS[D(2,1)(2,1)] gLALQbccefefemkgdfc SFS[D(2,1)(2,1)] gLALQbccfeeflpkejgc SFS[D(2,1)(2,1)] gLALQbccfeeflhgekcc SFS[D(2,1)(2,1)] gLALQbccfeefphkdgcf SFS[D(3,1)(2,1)] gLALQbccfeefpmgdjff SFS[D(3,1)(2,1)] gLALQbccfeefpigdjff SFS[D(3,1)(2,1)] gLALQbccfeefpljdkgf reducible gLALQbccfeefpiwdsff SFS[D(3,1)(2,1)] gLALQbccfeefpmwdsff SFS[D(3,1)(2,1)] gLALQbccfeefpxfdcgf SFS[D(3,1)(2,1)] gLALQbccfeefpendrcf reducible gLALQbccfeefpxwdfof SFS[D(2,1)(2,1)] gLALQbccefefeafkdcc reducible gLALQbccfeeflagecvc reducible gLALQbccfeefphgdfof SFS[D(2,1)(2,1)] gLALQbccefefemkgdkc SFS[D(2,1)(2,1)] gLALQbccfeeflpkejkc SFS[D(2,1)(2,1)] gLALQbccefefemkgdrc toroidal gLALQbccefefeakgdrc SFS[D(2,1)(2,1)] gLALQbccefefeikgdrc SFS[D(2,1)(2,1)] gLALQbccfeeftajegkc reducible gLALQbccfeeftpkejjc SFS[D(3,1)(2,1)] gLALQbccfeeftugekwc SFS[D(3,1)(2,1)] gLALQbccfeefaajegkc SFS[D(3,1)(2,1)] gLALQbccfeefapkejjc SFS[D(3,1)(2,1)] gLALQbccfeefaugekwc reducible gLALQbccfeeflajegkc SFS[D(3,1)(2,1)] gLALQbccfeeflpkejjc toroidal gLALQbccfeeflugekwc SFS[D(3,1)(2,1)] gLALQbccfeefdmgdjrf SFS[D(2,1)(2,1)] gLALQbccfeefaurenwc SFS[D(2,1)(2,1)] gLALQbccfeefaacegkc reducible gLALQbccfeefaanewkc SFS[D(2,1)(2,1)] gLALQbccfeefaawegkc SFS[D(3,1)(2,1)] gLALQbccefefehjrmcb SFS[D(2,1)(2,1)] gLALQbccefefemksmfb SFS[D(2,1)(2,1)] gLALQbccfeeflpkibgf SFS[D(2,1)(2,1)] gLALQbccfeeflhgiocf SFS[D(2,1)(2,1)] gLALQbccfeefphklocc SFS[D(3,1)(2,1)] gLALQbccfeefpmglvfc SFS[D(3,1)(2,1)] gLALQbccfeefpiglvfc SFS[D(3,1)(2,1)] gLALQbccfeefpljlbgc reducible gLALQbccfeefpiwlkfc SFS[D(3,1)(2,1)] gLALQbccfeefpmwlkfc SFS[D(3,1)(2,1)] gLALQbccfeefpxflggc SFS[D(3,1)(2,1)] gLALQbccfeefpenljcc reducible gLALQbccfeefaxwiggf SFS[D(2,1)(2,1)] gLALQbccfeefaufijcf SFS[D(2,1)(2,1)] gLALQbccefefxafjmfb reducible gLALQbccefefxifjmfb SFS[D(3,1)(2,1)] gLALQbccefefxmfjmfb SFS[D(3,1)(2,1)] gLALQbccefefxxnkmgb SFS[D(3,1)(2,1)] gLALQbccefefxewgmcb reducible gLALQbccfeefteniocf reducible gLALQbccfeefalfibgf T2xI gLALQbccfeefleniocf reducible gLALQbccfeefaekijcf SFS[D(2,1)(2,1)] gLALQbccfeefhhnlbgc SFS[D(3,1)(2,1)] gLALQbccefefmlbsmfb SFS[D(3,1)(2,1)] gLALQbccefefxlvomob SFS[D(2,1)(2,1)] gLALQbccfeeflxrisvf reducible gLALQbccfeefpxwlnoc SFS[D(2,1)(2,1)] gLALQbccfeefhiclocc reducible gLALQbccfeefhlrlvfc SFS[D(3,1)(2,1)] gLALQbccfeefhhslbgc SFS[D(3,1)(2,1)] gLALQbccefefmhwcmgb SFS[D(3,1)(2,1)] gLALQbccefefxxfomob SFS[D(2,1)(2,1)] gLALQbccfeeftlfisvf T2xI gLALQbccfeefalfisvf T2xI gLALQbccfeefllfisvf SFS[A(2,1)] gLALQbccfeefhhrlwbc SFS[D(2,1)(2,1)] gLALQbccefefmagrmcb T2xI gLALQbccefefmigrmcb SFS[A(2,1)] gLALQbccefefmmgrmcb T2xI gLALQbccefefepbbmvb reducible gLALQbccfeefahrirbf SFS[D(2,1)(2,1)] gLALQbccfeeflmsisvf reducible gLALQbccfeeflasisvf SFS[D(3,1)(2,1)] gLALQbccfeeflisisvf SFS[D(3,1)(2,1)] gLALQbccfeefhawlwbc SFS[D(2,1)(2,1)] gLALQbccfeefdpflfvc SFS[D(3,1)(2,1)] gLALQbccfeeflpkikff SFS[D(2,1)(2,1)] gLALQbccfeefaijijcf SFS[D(3,1)(2,1)] gLALQbccfeefalkikff SFS[D(3,1)(2,1)] gLALQbccefefemkkmgb SFS[D(2,1)(2,1)] gLALQbccefefmakkmgb SFS[D(3,1)(2,1)] gLALQbccefefepjbmvb SFS[D(3,1)(2,1)] gLALQbccefefeljbmvb SFS[D(3,1)(2,1)] gLALQbccefefexjbmvb reducible gLALQbccfeeflukirbf reducible gLALQbccfeeflmgisvf SFS[D(3,1)(2,1)] gLALQbccfeefligisvf SFS[D(3,1)(2,1)] gLALQbccfeeflpjicof reducible gLALQbccfeefphglnoc SFS[D(2,1)(2,1)] gLALQbccfeefdajlwbc SFS[D(2,1)(2,1)] gLALQbccfeefdpklfvc toroidal gLALQbccfeefdlklfvc SFS[D(3,1)(2,1)] gLALQbccfeefdxklfvc SFS[D(3,1)(2,1)] gLALQbccfeefduglnoc SFS[D(2,1)(2,1)] gLALQbccfeefhaslggc SFS[D(3,1)(2,1)] gLALQbccfeeflawijcf SFS[D(2,1)(2,1)] gLALQbccfeefaiwijcf SFS[D(3,1)(2,1)] gLALQbccfeefahniggf SFS[D(3,1)(2,1)] gLALQbccefefmawkmgb SFS[D(3,1)(2,1)] gLALQbccefefepnbmvb SFS[D(3,1)(2,1)] gLALQbccfeeftinisvf SFS[D(2,1)(2,1)] gLALQbccfeefaufirbf SFS[D(2,1)(2,1)] gLALQbccfeefainisvf SFS[D(2,1)(2,1)] gLALQbccfeeflmnisvf SFS[D(3,1)(2,1)] gLALQbccfeeflanisvf SFS[D(3,1)(2,1)] gLALQbccfeeflinisvf toroidal gLALQbccfeefdprlfvc SFS[D(3,1)(2,1)] gLALQbccfeefhuflkfc reducible gLALQbccfeefhanlggc SFS[D(3,1)(2,1)] gLALQbccfeefhpwljcc SFS[D(3,1)(2,1)] gLALQbccfeefticijcf reducible gLALQbccfeeflicijcf reducible gLALQbccfeefalrikff SFS[D(3,1)(2,1)] gLALQbccfeefahsiggf SFS[D(3,1)(2,1)] gLALQbccefefxlvgmcb SFS[D(2,1)(2,1)] gLALQbccefefmubjmfb SFS[D(3,1)(2,1)] gLALQbccefefmpvgmcb SFS[D(3,1)(2,1)] gLALQbccfeefaicijjf reducible gLALQbccfeefaicijwf reducible gLALQbccefefdpfftgb SFS[D(5,2)(2,1)] gLALQbccefefdunntcb toroidal gLALQbccefefdhnntcb SFS[D(5,2)(2,1)] gLALQbccefefhpfftgb SFS[D(4,1)(2,1)] gLALQbccefefhunntcb SFS[D(5,2)(2,1)] gLALQbccefefhhnntcb SFS[D(4,1)(2,1)] gLALQbccefeflmssmfb SFS[D(4,1)(2,1)] gLALQbccefeflissmfb SFS[D(5,2)(2,1)] gLALQbccefeflhrrmcb SFS[D(4,1)(2,1)] gLALQbccfeefmejijcf toroidal gLALQbccefefdugntcb SFS[D(2,1)(2,1)] gLALQbccefefdusntcb SFS[D(2,1)(2,1)] gLALQbccefefhmgvtvb SFS[D(2,1)(2,1)] gLALQbccefefhljbtob SFS[D(3,1)(2,1)] gLALQbccefefpenbtob reducible gLALQbccefefpenjtgb reducible gLALQbccefefdljntcb SFS[D(3,1)(2,1)] gLALQbccefefhmgftgb SFS[D(2,1)(2,1)] gLALQbccefefhljntcb SFS[D(3,1)(2,1)] gLALQbccefefdljbtob SFS[D(3,1)(2,1)] gLALQbccefeflpksmfb SFS[D(2,1)(2,1)] gLALQbccefeflegcmgb SFS[D(3,1)(2,1)] gLALQbccefeflpkbmvb SFS[D(2,1)(2,1)] gLALQbccefeflegomob SFS[D(3,1)(2,1)] gLALQbccefefhanvtvb SFS[D(2,1)(2,1)] gLALQbccefefahsomob reducible gLALQbccefefphrwtfb reducible gLALQbccefefdhrwtfb SFS[D(3,1)(2,1)] gLALQbccefefhhrwtfb SFS[D(3,1)(2,1)] gLALQbccefeflawrmcb SFS[D(2,1)(2,1)] gLALQbccefeflhsomob SFS[D(3,1)(2,1)] gLALQbccfeefmafirbf SFS[D(2,1)(2,1)] gLALQbccefefpijktcb reducible gLALQbccefefpinftgb reducible gLALQbccfeefmagijcf T2xI gLALQbccfeefaeniwcf reducible gLALQbccfeefaicifff reducible gLALQbccfeefaxringf reducible gLALQbccefefxxvwmgb reducible gLALQbccefefxubfmcb reducible gLALQbccefefxaonmfb reducible gLALQbccefefxpvwmgb reducible gLALQbccefefxlvwmgb reducible gLALQbccfeefalfioff reducible gLALQbccefefmaormgb reducible gLALQbccefefemkomvb reducible gLALQbccefefeakomvb reducible gLALQbccefefeikomvb reducible gLALQbccfeeftpkirvf reducible gLALQbccfeefapkirvf reducible gLALQbccfeeflajicbf reducible gLALQbccfeeflpkirvf reducible gLALQbccfeeflugisof reducible gLALQbccfeefdmglnvc reducible gLALQbccfeefdaglnvc reducible gLALQbccfeefdiglnvc reducible gLALQbccfeefaurifff reducible gLALQbccfeefaasingf reducible gLALQbccfeefapciwcf reducible gLALQbccefefeaoomvb reducible gLALQbccfeefaicicbf reducible gLALQbccfeefdanlnvc reducible gLALQbccfeefaufifff reducible gLALQbccfeefaaningf reducible gLALQbccfeefapwiwcf reducible gLALQbccefefeaffmcb reducible gLALQbccefefeawomvb reducible gLALQbccfeefaawicbf reducible gLALQbccfeefdaslnvc reducible gLALQbccfeefaukifff reducible gLALQbccfeefapjiwcf reducible gLALQbccefefxxjnmfb reducible gLALQbccfeefaicifkf reducible gLALQbccfeefaicifrf reducible gLALQbccefefhmgntfb reducible gLALQbccefefhigntfb reducible gLALQbccefefhhkftcb reducible gLALQbccefefaajcmfb reducible gLALQbccefefpengtcb reducible gLALQbccefefpenstcb reducible gLALQbccefefdmgstfb reducible gLALQbccefefdhkrtcb reducible gLALQbccefefdigstfb reducible gLALQbccefefhmgstfb reducible gLALQbccefefhhkrtcb reducible gLALQbccefefhigstfb reducible gLALQbccefefdmgntfb reducible gLALQbccefefdigntfb reducible gLALQbccefefdhkftcb reducible gLALQbccefeflpkfmgb reducible gLALQbccefeflugnmcb reducible gLALQbccefeflhgnmcb reducible gLALQbccefefaajwmfb reducible gLALQbccefeflpkrmgb reducible gLALQbccefeflhgsmcb reducible gLALQbccefeflugsmcb reducible gLALQbccefeflhfcmfb reducible gLALQbccefeflagvmvb reducible gLALQbccefefphgotob reducible gLALQbccefefhhgotob reducible gLALQbccefefdhgotob reducible gLALQbccefefahfcmfb reducible gLALQbccefefhacftcb reducible gLALQbccefefpajftcb reducible gLALQbccefefhhgvtob reducible gLALQbccefefphgvtob reducible gLALQbccefefhacrtcb reducible gLALQbccefefdhgvtob reducible gLALQbccefeflhfwmfb reducible gLALQbccefefahfwmfb reducible gLALQbccefeflagomvb reducible gLALQbccefefpajrtcb reducible gLALQbccefefxubkmcb reducible gLALQbccefefxaogmfb reducible gLALQbccefefxxvjmgb reducible gLALQbccefefxpvjmgb reducible gLALQbccefefxlvjmgb reducible gLALQbccfeefaicigff reducible gLALQbccfeefaxrijgf reducible gLALQbccfeefaenikcf reducible gLALQbccefefemkvmvb reducible gLALQbccefefeakvmvb reducible gLALQbccefefeikvmvb reducible gLALQbccfeeftpkicvf reducible gLALQbccfeefapkicvf reducible gLALQbccfeeflajisbf reducible gLALQbccfeeflpkicvf reducible gLALQbccfeeflugirof reducible gLALQbccfeefdmglwvc reducible gLALQbccfeefdaglwvc reducible gLALQbccfeefdiglwvc reducible gLALQbccfeefaurigff reducible gLALQbccfeefaasijgf reducible gLALQbccfeefapcikcf reducible gLALQbccefefeaovmvb reducible gLALQbccfeefaicisbf reducible gLALQbccfeefdanlwvc reducible gLALQbccfeefaufigff reducible gLALQbccfeefaanijgf reducible gLALQbccfeefapwikcf reducible gLALQbccefefeafkmcb reducible gLALQbccefefeawvmvb reducible gLALQbccfeefaawisbf reducible gLALQbccfeefdaslwvc reducible gLALQbccfeefaukigff reducible gLALQbccfeefapjikcf reducible gLALQbccefefxxjgmfb reducible gLALQbccfeefalfiwff reducible gLALQbccefefmaofmgb reducible gLALQbccfeefaicisnf reducible gLALQbccfeefaicisjf reducible gLALQbccefefehjktcf reducible gLALQbccefefemkgtff reducible gLALQbccefefeikgtff reducible gLALQbccfeeftpkujgb reducible gLALQbccfeeftugukcb reducible gLALQbccfeefthgukcb reducible gLALQbccfeefaajugfb reducible gLALQbccfeeflpkujgb reducible gLALQbccfeeflugukcb reducible gLALQbccfeeflhgukcb reducible gLALQbccfeefpljpkgb reducible gLALQbccfeefhhkpgcb reducible gLALQbccfeefhmgpjfb reducible gLALQbccfeefhigpjfb reducible gLALQbccfeefdhkpgcb reducible gLALQbccfeefdmgpjfb reducible gLALQbccfeefdigpjfb reducible gLALQbccfeefpenprcb reducible gLALQbccfeefaasuwfb reducible gLALQbccefefxivwtff reducible gLALQbccefefxmvwtff reducible gLALQbccefefxxbftgf reducible gLALQbccefefxxvbtof reducible gLALQbccfeefpxwpfob reducible gLALQbccfeefhacpgcb reducible gLALQbccfeefthfugfb reducible gLALQbccfeeflhfugfb reducible gLALQbccfeefahfugfb reducible gLALQbccefefeafktcf reducible gLALQbccfeefpajpgcb reducible gLALQbccefefehkbtof reducible gLALQbccfeeflagucvb reducible gLALQbccfeefphgpfob reducible gLALQbccfeefhhgpfob reducible gLALQbccfeefdhgpfob reducible gLALQbccfeefaxfuwfb reducible gLALQbccefefxawftgf reducible gLALQbccfeefpanpcgb reducible gLALQbccefefemkgtkf toroidal gLALQbccefefeikgtkf SFS[D(5,3)(3,1)] gLALQbccfeeftpkujkb SFS[D(5,2)(3,1)] gLALQbccfeeftugukjb SFS[D(4,1)(3,1)] gLALQbccfeefaajugrb SFS[D(3,1)(2,1)] gLALQbccfeeflpkujkb toroidal gLALQbccfeeflugukjb SFS[D(5,2)(3,1)] gLALQbccfeefdmgpjkb SFS[D(5,3)(3,1)] gLALQbccfeefdigpjkb SFS[D(4,3)(3,1)] gLALQbccfeefaasuwrb SFS[D(3,1)(2,1)] gLALQbccefefemkgtrf toroidal gLALQbccefefeikgtrf SFS[D(5,2)(3,1)] gLALQbccfeeftpkujjb SFS[D(5,3)(3,1)] gLALQbccfeeftugukwb SFS[D(4,3)(3,1)] gLALQbccfeefaajugkb SFS[D(3,1)(2,1)] gLALQbccfeeflpkujjb toroidal gLALQbccfeeflugukwb SFS[D(5,3)(3,1)] gLALQbccfeefdmgpjrb SFS[D(5,2)(3,1)] gLALQbccfeefdigpjrb SFS[D(4,1)(3,1)] gLALQbccfeefaasuwkb SFS[D(3,1)(2,1)] gLALQbccefefaenntcf reducible gLALQbccefefhajcdfb reducible gLALQbccefefhpkrdgb reducible gLALQbccefefhugsdcb reducible gLALQbccefefhhgsdcb reducible gLALQbccefefhegsdcb reducible gLALQbccefefaicwtff reducible gLALQbccefefahkfecb reducible gLALQbccefefaefcefb reducible gLALQbccfeefmagdbcf reducible gLALQbccefefapkvtvf reducible gLALQbccefefdmgrdgb reducible gLALQbccefefdagbmvc reducible gLALQbccefefdmgbmvc reducible gLALQbccefefdigbmvc reducible gLALQbccefeflajfecb reducible gLALQbccefeflpknefb reducible gLALQbccefeflugwegb reducible gLALQbccefefaajfecb reducible gLALQbccefefapknefb reducible gLALQbccefefapcntcf reducible gLALQbccefeflpkvtvf reducible gLALQbccefeflajotbf reducible gLALQbccefeflugbtof reducible gLALQbccefefaicotbf reducible gLALQbccefeflagoevb reducible gLALQbccefefdanbmvc reducible gLALQbccefeflawfecb reducible gLALQbccefefaanftgf reducible gLALQbccefefapfnefb reducible gLALQbccefefapwntcf reducible gLALQbccefefaanoevb reducible gLALQbccefefhhfcdfb reducible gLALQbccefefdasbmvc reducible gLALQbccefeflacfecb reducible gLALQbccefefaprnefb reducible gLALQbccefefapjntcf reducible gLALQbccefefapkvtwf SFS[D(3,1)(2,1)] gLALQbccefefdmgrdjb SFS[D(3,1)(2,1)] gLALQbccefefdagbmsc reducible gLALQbccefefdmgbmsc SFS[D(3,1)(3,2)] gLALQbccefefdigbmsc SFS[D(3,1)(3,1)] gLALQbccefeflajfejb SFS[D(3,1)(3,1)] gLALQbccefeflpknerb toroidal gLALQbccefeflugwekb SFS[D(3,1)(3,2)] gLALQbccefefaajfejb SFS[D(3,1)(3,2)] gLALQbccefefapknerb SFS[D(3,1)(3,1)] gLALQbccefefapcntwf reducible gLALQbccefeflpkvtwf toroidal gLALQbccefeflajotjf SFS[D(3,1)(2,1)] gLALQbccefeflugbtnf SFS[D(3,1)(2,1)] gLALQbccefefaanftjf SFS[D(3,1)(3,1)] gLALQbccefefaanoesb SFS[D(3,1)(2,1)] gLALQbccefefaacfejb reducible gLALQbccefefapkvtsf SFS[D(3,1)(2,1)] gLALQbccefefdmgrdkb SFS[D(3,1)(2,1)] gLALQbccefefdagbmwc reducible gLALQbccefefdmgbmwc SFS[D(3,1)(3,1)] gLALQbccefefdigbmwc SFS[D(3,1)(3,2)] gLALQbccefeflajfewb SFS[D(3,1)(3,2)] gLALQbccefeflpknekb toroidal gLALQbccefeflugwejb SFS[D(3,1)(3,1)] gLALQbccefefaajfewb SFS[D(3,1)(3,1)] gLALQbccefefapknekb SFS[D(3,1)(3,2)] gLALQbccefefapcntjf reducible gLALQbccefeflpkvtsf toroidal gLALQbccefeflajotnf SFS[D(3,1)(2,1)] gLALQbccefeflugbtrf SFS[D(3,1)(2,1)] gLALQbccefefaanftkf SFS[D(3,1)(3,2)] gLALQbccefefaanoewb SFS[D(3,1)(2,1)] gLALQbccefefaacfewb reducible gLALQbccfeefahkdbcf reducible gLALQbccfeefamgdoff reducible gLALQbccfeefhajebfc reducible gLALQbccfeefhpkeogc reducible gLALQbccfeefhugevcc reducible gLALQbccfeefhhgevcc reducible gLALQbccfeefhegevcc reducible gLALQbccfeefalwdvgf reducible gLALQbccfeefaurdcbf reducible gLALQbccfeefdmgeogc reducible gLALQbccfeeftajdbcf reducible gLALQbccfeeftpkdoff reducible gLALQbccfeeftugdvgf reducible gLALQbccfeeflajdbcf reducible gLALQbccfeeflpkdoff reducible gLALQbccfeeflugdvgf reducible gLALQbccfeefaajdbcf reducible gLALQbccfeefapkdoff reducible gLALQbccfeefaugdvgf reducible gLALQbccefefemkregb reducible gLALQbccefefeakregb reducible gLALQbccefefeikregb reducible gLALQbccfeefamgdrvf reducible gLALQbccfeeflagdrvf reducible gLALQbccfeeftawdbcf reducible gLALQbccfeeflawdbcf reducible gLALQbccfeefaawdbcf reducible gLALQbccfeefapfdoff reducible gLALQbccfeefaundvgf reducible gLALQbccfeefaandrvf reducible gLALQbccfeefhhfebfc reducible gLALQbccfeeftacdbcf reducible gLALQbccfeeflacdbcf reducible gLALQbccfeefaprdoff reducible gLALQbccfeefausdvgf reducible gLALQbccfeefaefdfff reducible gLALQbccefefmagfecb reducible gLALQbccfeefaurdcjf SFS[D(3,1)(2,1)] gLALQbccfeefdmgeokc SFS[D(3,1)(2,1)] gLALQbccfeeftajdbwf reducible gLALQbccfeeftpkdokf SFS[D(3,1)(3,1)] gLALQbccfeeftugdvjf SFS[D(3,1)(3,2)] gLALQbccfeeflajdbwf SFS[D(3,1)(3,2)] gLALQbccfeeflpkdokf toroidal gLALQbccfeeflugdvjf SFS[D(3,1)(3,1)] gLALQbccfeefaajdbwf SFS[D(3,1)(3,1)] gLALQbccfeefapkdokf SFS[D(3,1)(3,2)] gLALQbccfeefaugdvjf reducible gLALQbccefefemkrekb toroidal gLALQbccefefeakrekb SFS[D(3,1)(2,1)] gLALQbccefefeikrekb SFS[D(3,1)(2,1)] gLALQbccfeefaawdbwf SFS[D(3,1)(3,2)] gLALQbccfeefaandrwf SFS[D(3,1)(2,1)] gLALQbccfeefaacdbwf reducible gLALQbccfeefaurdcnf SFS[D(3,1)(2,1)] gLALQbccfeefdmgeojc SFS[D(3,1)(2,1)] gLALQbccfeeftajdbjf reducible gLALQbccfeeftpkdorf SFS[D(3,1)(3,2)] gLALQbccfeeftugdvkf SFS[D(3,1)(3,1)] gLALQbccfeeflajdbjf SFS[D(3,1)(3,1)] gLALQbccfeeflpkdorf toroidal gLALQbccfeeflugdvkf SFS[D(3,1)(3,2)] gLALQbccfeefaajdbjf SFS[D(3,1)(3,2)] gLALQbccfeefapkdorf SFS[D(3,1)(3,1)] gLALQbccfeefaugdvkf reducible gLALQbccefefemkrejb toroidal gLALQbccefefeakrejb SFS[D(3,1)(2,1)] gLALQbccefefeikrejb SFS[D(3,1)(2,1)] gLALQbccfeefaawdbjf SFS[D(3,1)(3,1)] gLALQbccfeefaandrsf SFS[D(3,1)(2,1)] gLALQbccfeefaacdbjf reducible gLALQbccefefemkbtvf SFS[D(2,1)(2,1)] gLALQbccfeeflpkusvb SFS[D(2,1)(2,1)] gLALQbccefefeaobtvf SFS[D(2,1)(2,1)] gLALQbccefefeafrtcf reducible gLALQbccefefmaoktgf T2xI gLALQbccefefemkbtwf SFS[D(2,1)(2,1)] gLALQbccfeeflpkussb SFS[D(2,1)(2,1)] gLALQbccefefemkbtsf toroidal gLALQbccefefeikbtsf SFS[D(5,2)(2,1)] gLALQbccfeeftpkuswb SFS[D(5,2)(2,1)] gLALQbccfeeftugucnb SFS[D(4,1)(2,1)] gLALQbccfeefaajurjb SFS[D(2,1)(2,1)] gLALQbccfeeflpkuswb toroidal gLALQbccfeeflugucnb SFS[D(5,2)(2,1)] gLALQbccfeefdmgpfsb SFS[D(5,2)(2,1)] gLALQbccfeefdigpfsb SFS[D(4,1)(2,1)] gLALQbccfeefaasubjb SFS[D(2,1)(2,1)] gLALQbccefeflhggtcf SFS[D(2,1)(2,1)] gLALQbccefeflpkktgf SFS[D(2,1)(2,1)] gLALQbccefeflpkkegb SFS[D(2,1)(2,1)] gLALQbccefeflhggecb SFS[D(2,1)(2,1)] gLALQbccefefphkkdcb SFS[D(3,1)(2,1)] gLALQbccefefpiwwmfc SFS[D(3,1)(2,1)] gLALQbccefefpiggdfb SFS[D(3,1)(2,1)] gLALQbccefefpennmcc reducible gLALQbccefefpiwwdfb SFS[D(3,1)(2,1)] gLALQbccefefpiggmfc SFS[D(3,1)(2,1)] gLALQbccefefphkkmcc SFS[D(3,1)(2,1)] gLALQbccefefpenndcb reducible gLALQbccefefphgbmoc SFS[D(2,1)(2,1)] gLALQbccefeflagbtvf reducible gLALQbccefeflagbevb reducible gLALQbccefefphgbdob SFS[D(2,1)(2,1)] gLALQbccefeflpkktjf SFS[D(2,1)(2,1)] gLALQbccefeflpkkekb SFS[D(2,1)(2,1)] gLALQbccefeflpkktkf toroidal gLALQbccefeflajjtrf SFS[D(2,1)(2,1)] gLALQbccefefluggtjf SFS[D(2,1)(2,1)] gLALQbccefefdaggmkc reducible gLALQbccefefdmggmkc SFS[D(3,1)(2,1)] gLALQbccefefdiggmkc SFS[D(3,1)(2,1)] gLALQbccefefaajjekb SFS[D(3,1)(2,1)] gLALQbccefefapkkejb SFS[D(3,1)(2,1)] gLALQbccefefapcctkf reducible gLALQbccefeflajjekb SFS[D(3,1)(2,1)] gLALQbccefeflpkkejb toroidal gLALQbccefefluggewb SFS[D(3,1)(2,1)] gLALQbccefefdmggdrb SFS[D(2,1)(2,1)] gLALQbccefefapkktkf SFS[D(2,1)(2,1)] gLALQbccefefaacjekb reducible gLALQbccefefaansekb SFS[D(2,1)(2,1)] gLALQbccefefaanstrf SFS[D(3,1)(2,1)] gLALQbccefefmaokegb T2xI gLALQbccefefemkbevb SFS[D(2,1)(2,1)] gLALQbccfeeflpkdsvf SFS[D(2,1)(2,1)] gLALQbccefefeaobevb SFS[D(2,1)(2,1)] gLALQbccefefeafrecb reducible gLALQbccefefemkbesb SFS[D(2,1)(2,1)] gLALQbccfeeflpkdswf SFS[D(2,1)(2,1)] gLALQbccefefemkbewb toroidal gLALQbccefefeakbewb SFS[D(2,1)(2,1)] gLALQbccefefeikbewb SFS[D(2,1)(2,1)] gLALQbccfeeftajdrnf reducible gLALQbccfeeftpkdssf SFS[D(3,1)(2,1)] gLALQbccfeeftugdcrf SFS[D(3,1)(2,1)] gLALQbccfeefaajdrnf SFS[D(3,1)(2,1)] gLALQbccfeefapkdssf SFS[D(3,1)(2,1)] gLALQbccfeefaugdcrf reducible gLALQbccfeeflajdrnf SFS[D(3,1)(2,1)] gLALQbccfeeflpkdssf toroidal gLALQbccfeeflugdcrf SFS[D(3,1)(2,1)] gLALQbccfeefdmgefwc SFS[D(2,1)(2,1)] gLALQbccfeefaurdvrf SFS[D(2,1)(2,1)] gLALQbccfeefaacdrnf reducible gLALQbccfeefaandbkf SFS[D(2,1)(2,1)] gLALQbccfeefaawdrnf SFS[D(3,1)(2,1)] gLALQbccfeeflpkuofb SFS[D(2,1)(2,1)] gLALQbccefefemkrtgf SFS[D(2,1)(2,1)] gLALQbccfeeflagurvb reducible gLALQbccfeeflawubcb SFS[D(2,1)(2,1)] gLALQbccefefmagftcf T2xI gLALQbccfeeflpkuokb SFS[D(2,1)(2,1)] gLALQbccefefemkrtkf SFS[D(2,1)(2,1)] gLALQbccfeefaasursb SFS[D(2,1)(2,1)] gLALQbccfeefdmgpojb SFS[D(5,2)(2,1)] gLALQbccfeefdigpojb SFS[D(4,1)(2,1)] gLALQbccfeeftpkuorb SFS[D(5,2)(2,1)] gLALQbccfeeftuguvkb SFS[D(4,1)(2,1)] gLALQbccfeeflpkuorb toroidal gLALQbccfeefluguvkb SFS[D(5,2)(2,1)] gLALQbccfeefaajubjb SFS[D(2,1)(2,1)] gLALQbccefefemkrtjf toroidal gLALQbccefefeikrtjf SFS[D(5,2)(2,1)] gLALQbccfeefmagubcb T2xI gLALQbccefeflpkntff SFS[D(2,1)(2,1)] gLALQbccefeflpkvevb SFS[D(2,1)(2,1)] gLALQbccefeflawftcf SFS[D(2,1)(2,1)] gLALQbccefeflagotvf reducible gLALQbccefeflpkntrf SFS[D(2,1)(2,1)] gLALQbccefeflpkvewb SFS[D(2,1)(2,1)] gLALQbccefeflpkntkf toroidal gLALQbccefeflajftwf SFS[D(2,1)(2,1)] gLALQbccefeflugwtjf SFS[D(2,1)(2,1)] gLALQbccefefdagrmkc reducible gLALQbccefefdmgrmkc SFS[D(3,1)(2,1)] gLALQbccefefdigrmkc SFS[D(3,1)(2,1)] gLALQbccefefaajoenb SFS[D(3,1)(2,1)] gLALQbccefefapkvesb SFS[D(3,1)(2,1)] gLALQbccefefapcvtnf reducible gLALQbccefeflajoenb SFS[D(3,1)(2,1)] gLALQbccefeflpkvesb toroidal gLALQbccefeflugberb SFS[D(3,1)(2,1)] gLALQbccefefdmgbdwb SFS[D(2,1)(2,1)] gLALQbccefefapkntkf SFS[D(2,1)(2,1)] gLALQbccefefaacoenb reducible gLALQbccefefaanfekb SFS[D(2,1)(2,1)] gLALQbccefefaanotwf SFS[D(3,1)(2,1)] gLALQbccefefehjkecb SFS[D(2,1)(2,1)] gLALQbccefefemkgefb SFS[D(2,1)(2,1)] gLALQbccfeeflpkdjgf SFS[D(2,1)(2,1)] gLALQbccfeeflhgdkcf SFS[D(2,1)(2,1)] gLALQbccfeefphkegcc SFS[D(3,1)(2,1)] gLALQbccfeefpmgejfc SFS[D(3,1)(2,1)] gLALQbccfeefpigejfc SFS[D(3,1)(2,1)] gLALQbccfeefpljekgc reducible gLALQbccfeefpiwesfc SFS[D(3,1)(2,1)] gLALQbccfeefpmwesfc SFS[D(3,1)(2,1)] gLALQbccfeefpxfecgc SFS[D(3,1)(2,1)] gLALQbccfeefpenercc reducible gLALQbccfeefpxwefoc SFS[D(2,1)(2,1)] gLALQbccefefeafkecb reducible gLALQbccfeeflagdcvf reducible gLALQbccfeefphgefoc SFS[D(2,1)(2,1)] gLALQbccefefemkgekb SFS[D(2,1)(2,1)] gLALQbccfeeflpkdjkf SFS[D(2,1)(2,1)] gLALQbccefefemkgerb toroidal gLALQbccefefeakgerb SFS[D(2,1)(2,1)] gLALQbccefefeikgerb SFS[D(2,1)(2,1)] gLALQbccfeeftajdgkf reducible gLALQbccfeeftpkdjjf SFS[D(3,1)(2,1)] gLALQbccfeeftugdkwf SFS[D(3,1)(2,1)] gLALQbccfeefaajdgkf SFS[D(3,1)(2,1)] gLALQbccfeefapkdjjf SFS[D(3,1)(2,1)] gLALQbccfeefaugdkwf reducible gLALQbccfeeflajdgkf SFS[D(3,1)(2,1)] gLALQbccfeeflpkdjjf toroidal gLALQbccfeeflugdkwf SFS[D(3,1)(2,1)] gLALQbccfeefdmgejrc SFS[D(2,1)(2,1)] gLALQbccfeefaurdnwf SFS[D(2,1)(2,1)] gLALQbccfeefaacdgkf reducible gLALQbccfeefaandwkf SFS[D(2,1)(2,1)] gLALQbccfeefaawdgkf SFS[D(3,1)(2,1)] gLALQbccefefehjracf SFS[D(2,1)(2,1)] gLALQbccefefemksaff SFS[D(2,1)(2,1)] gLALQbccfeeflpkabgb SFS[D(2,1)(2,1)] gLALQbccfeeflhgaocb SFS[D(2,1)(2,1)] gLALQbccfeefphkaocb SFS[D(3,1)(2,1)] gLALQbccfeefpmgavfb SFS[D(3,1)(2,1)] gLALQbccfeefpigavfb SFS[D(3,1)(2,1)] gLALQbccfeefpljabgb reducible gLALQbccfeefpiwakfb SFS[D(3,1)(2,1)] gLALQbccfeefpmwakfb SFS[D(3,1)(2,1)] gLALQbccfeefpxfaggb SFS[D(3,1)(2,1)] gLALQbccfeefpenajcb reducible gLALQbccfeefaxwaggb SFS[D(2,1)(2,1)] gLALQbccfeefaufajcb SFS[D(2,1)(2,1)] gLALQbccefefxafjaff reducible gLALQbccefefxifjaff SFS[D(3,1)(2,1)] gLALQbccefefxmfjaff SFS[D(3,1)(2,1)] gLALQbccefefxxnkagf SFS[D(3,1)(2,1)] gLALQbccefefxewgacf reducible gLALQbccfeeftenaocb reducible gLALQbccfeefalfabgb T2xI gLALQbccfeeflenaocb reducible gLALQbccfeefaekajcb SFS[D(2,1)(2,1)] gLALQbccfeefhhnabgb SFS[D(3,1)(2,1)] gLALQbccefefmlbsaff SFS[D(3,1)(2,1)] gLALQbccefefxlvoaof SFS[D(2,1)(2,1)] gLALQbccfeeflxrasvb reducible gLALQbccfeefpxwanob SFS[D(2,1)(2,1)] gLALQbccfeefhicaocb reducible gLALQbccfeefhlravfb SFS[D(3,1)(2,1)] gLALQbccfeefhhsabgb SFS[D(3,1)(2,1)] gLALQbccefefmhwcagf SFS[D(3,1)(2,1)] gLALQbccefefxxfoaof SFS[D(2,1)(2,1)] gLALQbccfeeftlfasvb T2xI gLALQbccfeefalfasvb T2xI gLALQbccfeefllfasvb SFS[A(2,1)] gLALQbccfeefhhrawbb SFS[D(2,1)(2,1)] gLALQbccefefmagracf T2xI gLALQbccefefmigracf SFS[A(2,1)] gLALQbccefefmmgracf T2xI gLALQbccefefepbbavf reducible gLALQbccfeefahrarbb SFS[D(2,1)(2,1)] gLALQbccfeeflmsasvb reducible gLALQbccfeeflasasvb SFS[D(3,1)(2,1)] gLALQbccfeeflisasvb SFS[D(3,1)(2,1)] gLALQbccfeefhawawbb SFS[D(2,1)(2,1)] gLALQbccfeefdpfafvb SFS[D(3,1)(2,1)] gLALQbccfeeflpkakfb SFS[D(2,1)(2,1)] gLALQbccfeefaijajcb SFS[D(3,1)(2,1)] gLALQbccfeefalkakfb SFS[D(3,1)(2,1)] gLALQbccefefemkkagf SFS[D(2,1)(2,1)] gLALQbccefefmakkagf SFS[D(3,1)(2,1)] gLALQbccefefepjbavf SFS[D(3,1)(2,1)] gLALQbccefefeljbavf SFS[D(3,1)(2,1)] gLALQbccefefexjbavf reducible gLALQbccfeeflukarbb reducible gLALQbccfeeflmgasvb SFS[D(3,1)(2,1)] gLALQbccfeefligasvb SFS[D(3,1)(2,1)] gLALQbccfeeflpjacob reducible gLALQbccfeefphganob SFS[D(2,1)(2,1)] gLALQbccfeefdajawbb SFS[D(2,1)(2,1)] gLALQbccfeefdpkafvb toroidal gLALQbccfeefdlkafvb SFS[D(3,1)(2,1)] gLALQbccfeefdxkafvb SFS[D(3,1)(2,1)] gLALQbccfeefduganob SFS[D(2,1)(2,1)] gLALQbccfeefhasaggb SFS[D(3,1)(2,1)] gLALQbccfeeflawajcb SFS[D(2,1)(2,1)] gLALQbccfeefaiwajcb SFS[D(3,1)(2,1)] gLALQbccfeefahnaggb SFS[D(3,1)(2,1)] gLALQbccefefmawkagf SFS[D(3,1)(2,1)] gLALQbccefefepnbavf SFS[D(3,1)(2,1)] gLALQbccfeeftinasvb SFS[D(2,1)(2,1)] gLALQbccfeefaufarbb SFS[D(2,1)(2,1)] gLALQbccfeefainasvb SFS[D(2,1)(2,1)] gLALQbccfeeflmnasvb SFS[D(3,1)(2,1)] gLALQbccfeeflanasvb SFS[D(3,1)(2,1)] gLALQbccfeeflinasvb toroidal gLALQbccfeefdprafvb SFS[D(3,1)(2,1)] gLALQbccfeefhufakfb reducible gLALQbccfeefhanaggb SFS[D(3,1)(2,1)] gLALQbccfeefhpwajcb SFS[D(3,1)(2,1)] gLALQbccfeefticajcb reducible gLALQbccfeeflicajcb reducible gLALQbccfeefalrakfb SFS[D(3,1)(2,1)] gLALQbccfeefahsaggb SFS[D(3,1)(2,1)] gLALQbccefefxlvgacf SFS[D(2,1)(2,1)] gLALQbccefefmubjaff SFS[D(3,1)(2,1)] gLALQbccefefmpvgacf SFS[D(3,1)(2,1)] gLALQbccfeefaxcagkb SFS[D(2,1)(2,1)] gLALQbccefefxavjakf SFS[D(2,1)(2,1)] gLALQbccfeefaxwagkb SFS[D(5,1)(2,1)] gLALQbccefefxafjakf toroidal gLALQbccefefeafjakf SFS[D(2,1)(2,1)] gLALQbccefefmafjakf SFS[D(7,3)(2,1)] gLALQbccfeefhhgajwb SFS[D(5,3)(3,1)] gLALQbccfeefaekajjb SFS[D(5,1)(2,1)] gLALQbccfeefamgakrb SFS[D(2,1)(2,1)] gLALQbccfeefaxjagkb SFS[D(7,2)(2,1)] gLALQbccefefxagjakf SFS[D(7,3)(2,1)] gLALQbccefefxxgoanf m029(0,0) gLALQbccefefmejvajf m053(0,0) gLALQbccfeefhhnabjb m006(0,0) gLALQbccefefmlbsakf m032(0,0) gLALQbccefefxxvoanf toroidal gLALQbccfeefhhsabjb toroidal gLALQbccefefxxfoanf m081(0,0) gLALQbccfeefhhgabjb toroidal gLALQbccfeefhagagjb SFS[D(3,1)(2,1)] gLALQbccfeefahgagkb SFS[D(3,1)(2,1)] gLALQbccfeeflagassb SFS[D(3,1)(2,1)] gLALQbccfeefhhgannb SFS[D(4,1)(3,1)] gLALQbccfeefhasagjb toroidal gLALQbccfeefahnagkb reducible gLALQbccefefmawkajf SFS[D(3,1)(2,1)] gLALQbccfeefhanagjb SFS[D(3,1)(2,1)] gLALQbccfeefaicajjb SFS[D(3,1)(2,1)] gLALQbccfeefalrakrb reducible gLALQbccfeefahsagkb SFS[D(3,1)(2,1)] gLALQbccefefxxvgawf SFS[D(5,2)(3,1)] gLALQbccfeefaxwagjb SFS[D(7,2)(2,1)] gLALQbccefefxafjarf toroidal gLALQbccefefmafjarf SFS[D(8,3)(2,1)] gLALQbccfeefhhgajjb SFS[D(4,3)(3,1)] gLALQbccfeefaekajwb SFS[D(7,2)(2,1)] gLALQbccfeefaxjagjb toroidal gLALQbccefefxagjarf SFS[D(8,3)(2,1)] gLALQbccefefxxgoarf m035(0,0) gLALQbccefefmejvanf m045(0,0) gLALQbccfeefhhnabkb toroidal gLALQbccefefmlbsarf m009(0,0) gLALQbccefefxxvoarf SFS[D(5,2)(3,1)] gLALQbccfeefhhsabkb m011(0,0) gLALQbccefefxxfoarf m142(0,0) gLALQbccfeefhhgabkb toroidal gLALQbccfeefhagagkb SFS[D(3,1)(2,1)] gLALQbccfeefahgagjb SFS[D(3,1)(2,1)] gLALQbccfeeflagaswb SFS[D(3,1)(2,1)] gLALQbccfeefhhganrb SFS[D(5,2)(3,1)] gLALQbccfeefhasagkb SFS[D(3,1)(2,1)] gLALQbccfeefahnagjb SFS[D(3,1)(2,1)] gLALQbccefefmawkakf reducible gLALQbccfeefhanagkb reducible gLALQbccfeefaicajwb SFS[D(3,1)(2,1)] gLALQbccfeefalrakkb SFS[D(3,1)(2,1)] gLALQbccfeefahsagjb toroidal gLALQbccefefxxvgajf SFS[D(4,1)(3,1)] gLALQbccefefdpffagc SFS[D(5,2)(2,1)] gLALQbccefefdunnacc toroidal gLALQbccefefdhnnacc SFS[D(5,2)(2,1)] gLALQbccefefhpffagc SFS[D(4,1)(2,1)] gLALQbccefefhunnacc SFS[D(5,2)(2,1)] gLALQbccefefhhnnacc SFS[D(4,1)(2,1)] gLALQbccefeflmssaff SFS[D(4,1)(2,1)] gLALQbccefeflissaff SFS[D(5,2)(2,1)] gLALQbccefeflhrracf SFS[D(4,1)(2,1)] gLALQbccfeefmejajcb toroidal gLALQbccefefdugnacc SFS[D(2,1)(2,1)] gLALQbccefefdusnacc SFS[D(2,1)(2,1)] gLALQbccefefhmgvavc SFS[D(2,1)(2,1)] gLALQbccefefhljbaoc SFS[D(3,1)(2,1)] gLALQbccefefpenbaoc reducible gLALQbccefefpenjagc reducible gLALQbccefefdljnacc SFS[D(3,1)(2,1)] gLALQbccefefhmgfagc SFS[D(2,1)(2,1)] gLALQbccefefhljnacc SFS[D(3,1)(2,1)] gLALQbccefefdljbaoc SFS[D(3,1)(2,1)] gLALQbccefeflpksaff SFS[D(2,1)(2,1)] gLALQbccefeflegcagf SFS[D(3,1)(2,1)] gLALQbccefeflpkbavf SFS[D(2,1)(2,1)] gLALQbccefeflegoaof SFS[D(3,1)(2,1)] gLALQbccefefhanvavc SFS[D(2,1)(2,1)] gLALQbccefefahsoaof reducible gLALQbccefefphrwafc reducible gLALQbccefefdhrwafc SFS[D(3,1)(2,1)] gLALQbccefefhhrwafc SFS[D(3,1)(2,1)] gLALQbccefeflawracf SFS[D(2,1)(2,1)] gLALQbccefeflhsoaof SFS[D(3,1)(2,1)] gLALQbccfeefmafarbb SFS[D(2,1)(2,1)] gLALQbccefefpijkacc reducible gLALQbccefefpinfagc reducible gLALQbccfeefmagajcb T2xI gLALQbccefefhhnnajc m015(0,0) gLALQbccfeefmejajwb m007(0,0) gLALQbccefefhhnnawc m004(0,0) gLALQbccfeefmejajjb SFS[D(3,1)(3,1)] gLALQbccefefhhgnajc SFS[D(5,3)(3,1)] gLALQbccefefhhsnawc m117(0,0) gLALQbccefefhhsnajc m146(0,0) gLALQbccefefhhgnawc toroidal gLALQbccefefahgoarf SFS[D(2,1)(2,1)] gLALQbccefefhagvawc SFS[D(2,1)(2,1)] gLALQbccefefaicvanf SFS[D(2,1)(2,1)] gLALQbccefefaekvajf SFS[D(7,3)(2,1)] gLALQbccefefahsoarf toroidal gLALQbccefefhanvawc SFS[D(5,1)(2,1)] gLALQbccfeefmafarnb SFS[D(5,1)(2,1)] gLALQbccefefahnoarf SFS[D(7,3)(2,1)] gLALQbccefefhasvawc SFS[D(7,2)(2,1)] gLALQbccefefhhgjajc SFS[D(5,3)(3,1)] gLALQbccefeflagkakf SFS[D(2,1)(2,1)] gLALQbccefefhanvasc SFS[D(7,2)(2,1)] gLALQbccefefaekvanf SFS[D(8,3)(2,1)] gLALQbccefefahsoanf toroidal gLALQbccefefhasvasc toroidal gLALQbccfeefmafarjb SFS[D(7,2)(2,1)] gLALQbccefefahnoanf SFS[D(8,3)(2,1)] gLALQbccefefhhgjakc SFS[D(4,3)(3,1)] gLALQbccfeefpiwabfb SFS[D(3,1)(2,1)] gLALQbccfeefpmwabfb SFS[D(3,1)(2,1)] gLALQbccfeefpxfaogb SFS[D(3,1)(2,1)] gLALQbccfeefpenavcb reducible gLALQbccfeefpmgarfb SFS[D(3,1)(2,1)] gLALQbccfeefphkaccb SFS[D(3,1)(2,1)] gLALQbccfeefpigarfb SFS[D(3,1)(2,1)] gLALQbccfeefpljasgb reducible gLALQbccfeeflpkangb SFS[D(2,1)(2,1)] gLALQbccfeeflhgawcb SFS[D(2,1)(2,1)] gLALQbccefefemknaff SFS[D(2,1)(2,1)] gLALQbccefefehjfacf SFS[D(2,1)(2,1)] gLALQbccfeefhmsarfb SFS[D(3,1)(2,1)] gLALQbccfeefhasarfb reducible gLALQbccfeefhhraccb SFS[D(3,1)(2,1)] gLALQbccfeefhisarfb SFS[D(3,1)(2,1)] gLALQbccfeefhlcasgb reducible gLALQbccfeefapfangb SFS[D(2,1)(2,1)] gLALQbccfeefahnawcb SFS[D(2,1)(2,1)] gLALQbccfeefaefabcb T2xI gLALQbccfeefdlwasgb reducible gLALQbccfeefalrangb SFS[D(2,1)(2,1)] gLALQbccefefelvwagf reducible gLALQbccefefxxgsacf SFS[D(3,1)(2,1)] gLALQbccefefmejcaff SFS[D(3,1)(2,1)] gLALQbccfeefphgawob SFS[D(2,1)(2,1)] gLALQbccfeefhegawob SFS[D(2,1)(2,1)] gLALQbccefefxencaff SFS[D(3,1)(2,1)] gLALQbccefefxmwragf reducible gLALQbccefefxxfsacf SFS[D(3,1)(2,1)] gLALQbccefefexfsacf reducible gLALQbccefefmxfsacf SFS[D(3,1)(2,1)] gLALQbccefefxxnoavf SFS[D(2,1)(2,1)] gLALQbccfeefaefacbb T2xI gLALQbccfeefhhsawob SFS[D(2,1)(2,1)] gLALQbccfeefdefabfb T2xI gLALQbccefefeebcaff SFS[A(2,1)] gLALQbccefefmmoragf SFS[A(2,1)] gLALQbccefefmaoragf T2xI gLALQbccefefmioragf T2xI gLALQbccefefxakoavf SFS[D(2,1)(2,1)] gLALQbccefefemkoavf SFS[D(2,1)(2,1)] gLALQbccfeefaxkarvb SFS[D(2,1)(2,1)] gLALQbccfeeflpkarvb SFS[D(2,1)(2,1)] gLALQbccfeeftmsangb SFS[D(3,1)(2,1)] gLALQbccfeeflmsangb reducible gLALQbccfeefaeraffb SFS[D(3,1)(2,1)] gLALQbccfeefamsangb SFS[D(3,1)(2,1)] gLALQbccefefeavfacf SFS[D(3,1)(2,1)] gLALQbccefefepbnaff reducible gLALQbccefefeuowagf SFS[D(3,1)(2,1)] gLALQbccefefmavfacf SFS[D(3,1)(2,1)] gLALQbccefefeaooavf SFS[D(2,1)(2,1)] gLALQbccfeefpxwawob SFS[D(2,1)(2,1)] gLALQbccfeeftefaffb SFS[D(3,1)(2,1)] gLALQbccfeeftmnangb toroidal gLALQbccfeeftxwawcb SFS[D(3,1)(2,1)] gLALQbccfeeftanangb SFS[D(2,1)(2,1)] gLALQbccfeeftinangb SFS[D(2,1)(2,1)] gLALQbccfeeflefaffb SFS[D(3,1)(2,1)] gLALQbccfeeflmnangb SFS[D(3,1)(2,1)] gLALQbccfeeflxwawcb reducible gLALQbccfeefamnangb SFS[D(3,1)(2,1)] gLALQbccfeefaxwawcb SFS[D(3,1)(2,1)] gLALQbccefefxaffacf SFS[D(3,1)(2,1)] gLALQbccefefepnnaff SFS[D(3,1)(2,1)] gLALQbccefefeuwwagf SFS[D(3,1)(2,1)] gLALQbccefefeiffacf reducible gLALQbccefefemffacf reducible gLALQbccefefmaffacf SFS[D(3,1)(2,1)] gLALQbccefefeunbabf reducible gLALQbccfeefamwacbb SFS[D(2,1)(2,1)] gLALQbccfeefapfarvb SFS[D(2,1)(2,1)] gLALQbccfeefdurafbb reducible gLALQbccfeefdugasgb SFS[D(2,1)(2,1)] gLALQbccfeefhegasgb SFS[D(2,1)(2,1)] gLALQbccfeeftmgangb SFS[D(3,1)(2,1)] gLALQbccfeeflmgangb SFS[D(3,1)(2,1)] gLALQbccfeefaekaffb SFS[D(3,1)(2,1)] gLALQbccfeefaxjawcb SFS[D(3,1)(2,1)] gLALQbccefefxagfacf SFS[D(3,1)(2,1)] gLALQbccefefxpjnaff reducible gLALQbccefefxukwagf SFS[D(3,1)(2,1)] gLALQbccefefeagfacf SFS[D(3,1)(2,1)] gLALQbccefefepjnaff SFS[D(3,1)(2,1)] gLALQbccefefeukwagf toroidal gLALQbccefefmpjnaff SFS[D(3,1)(2,1)] gLALQbccefefmukwagf SFS[D(3,1)(2,1)] gLALQbccfeefhagarrb SFS[D(2,1)(2,1)] gLALQbccfeefahgawwb SFS[D(2,1)(2,1)] gLALQbccfeeflagaokb SFS[D(2,1)(2,1)] gLALQbccfeefhasarrb toroidal gLALQbccfeefahnawwb SFS[D(5,1)(2,1)] gLALQbccefefmawnarf SFS[D(7,3)(2,1)] gLALQbccfeefhanarrb SFS[D(7,3)(2,1)] gLALQbccfeefaicafkb SFS[D(2,1)(2,1)] gLALQbccfeefalranjb SFS[D(5,1)(2,1)] gLALQbccfeefahsawwb SFS[D(7,2)(2,1)] gLALQbccefefxxvwakf SFS[D(5,3)(3,1)] gLALQbccefefmlboasf m053(0,0) gLALQbccfeefhhnawrb m029(0,0) gLALQbccefefxxgsajf m006(0,0) gLALQbccefefmejcarf m032(0,0) gLALQbccfeefhhgawrb toroidal gLALQbccefefxxfsajf toroidal gLALQbccfeefhhsawrb m081(0,0) gLALQbccefefxxvsajf toroidal gLALQbccfeefaxcawwb SFS[D(3,1)(2,1)] gLALQbccefefxavfajf SFS[D(3,1)(2,1)] gLALQbccefefxxvvarf SFS[D(4,1)(3,1)] gLALQbccfeefaxwawwb reducible gLALQbccefefxaffajf toroidal gLALQbccefefeaffajf SFS[D(3,1)(2,1)] gLALQbccefefmaffajf SFS[D(3,1)(2,1)] gLALQbccfeefhhgaskb SFS[D(5,2)(3,1)] gLALQbccfeefaekafkb reducible gLALQbccfeefamganjb SFS[D(3,1)(2,1)] gLALQbccfeefaxjawwb SFS[D(3,1)(2,1)] gLALQbccefefxagfajf SFS[D(3,1)(2,1)] gLALQbccfeefhasarkb toroidal gLALQbccfeefahnawjb SFS[D(7,2)(2,1)] gLALQbccefefmawnakf SFS[D(8,3)(2,1)] gLALQbccfeefhanarkb SFS[D(8,3)(2,1)] gLALQbccfeefalrankb SFS[D(7,2)(2,1)] gLALQbccfeefahsawjb toroidal gLALQbccefefxxvwajf SFS[D(4,3)(3,1)] gLALQbccefefmlboawf m045(0,0) gLALQbccfeefhhnawnb m035(0,0) gLALQbccefefxxgsawf toroidal gLALQbccefefmejcakf m009(0,0) gLALQbccfeefhhgawnb SFS[D(5,2)(3,1)] gLALQbccefefxxfsawf m011(0,0) gLALQbccfeefhhsawnb m142(0,0) gLALQbccefefxxvsawf toroidal gLALQbccfeefaxcawjb SFS[D(3,1)(2,1)] gLALQbccefefxavfawf SFS[D(3,1)(2,1)] gLALQbccefefxxvvanf SFS[D(5,2)(3,1)] gLALQbccfeefaxwawjb SFS[D(3,1)(2,1)] gLALQbccefefxaffawf SFS[D(3,1)(2,1)] gLALQbccefefeaffawf SFS[D(3,1)(2,1)] gLALQbccefefmaffawf reducible gLALQbccfeefhhgasjb SFS[D(4,1)(3,1)] gLALQbccfeefaekafrb SFS[D(3,1)(2,1)] gLALQbccfeefamgankb SFS[D(3,1)(2,1)] gLALQbccfeefaxjawjb toroidal gLALQbccefefxagfawf reducible gLALQbccefefpiwjafc SFS[D(3,1)(2,1)] gLALQbccefefpignafc SFS[D(3,1)(2,1)] gLALQbccefefphkfacc SFS[D(3,1)(2,1)] gLALQbccefefpengacc reducible gLALQbccefefpiwcafc SFS[D(3,1)(2,1)] gLALQbccefefphkracc SFS[D(3,1)(2,1)] gLALQbccefefpigsafc SFS[D(3,1)(2,1)] gLALQbccefefpensacc reducible gLALQbccefeflpkfagf SFS[D(2,1)(2,1)] gLALQbccefeflhgnacf SFS[D(2,1)(2,1)] gLALQbccefeflpkragf SFS[D(2,1)(2,1)] gLALQbccefeflhgsacf SFS[D(2,1)(2,1)] gLALQbccefefaekkacf SFS[D(2,1)(2,1)] gLALQbccefefdlwwagc reducible gLALQbccefeflennacf reducible gLALQbccefefaeffacf T2xI gLALQbccefefhasnafc reducible gLALQbccefefhmsnafc SFS[D(3,1)(2,1)] gLALQbccefefhisnafc SFS[D(3,1)(2,1)] gLALQbccefefhhrfacc SFS[D(3,1)(2,1)] gLALQbccefefhlcwagc reducible gLALQbccefefapfragf SFS[D(2,1)(2,1)] gLALQbccefefahnsacf SFS[D(2,1)(2,1)] gLALQbccefeflmsragf reducible gLALQbccefefahroabf SFS[D(2,1)(2,1)] gLALQbccefeflmsvavf reducible gLALQbccefeflasvavf SFS[D(3,1)(2,1)] gLALQbccefeflisvavf SFS[D(3,1)(2,1)] gLALQbccefefhawvabc SFS[D(2,1)(2,1)] gLALQbccefefdpfbavc SFS[D(3,1)(2,1)] gLALQbccefeflpkgaff SFS[D(2,1)(2,1)] gLALQbccefefaijkacf SFS[D(3,1)(2,1)] gLALQbccefefaercaff SFS[D(3,1)(2,1)] gLALQbccefeflpkoavf SFS[D(2,1)(2,1)] gLALQbccfeefmakajgb SFS[D(3,1)(2,1)] gLALQbccefeflmnragf SFS[D(3,1)(2,1)] gLALQbccefeflefcaff SFS[D(3,1)(2,1)] gLALQbccefeflxwsacf reducible gLALQbccefeflukoabf reducible gLALQbccefeflmgvavf SFS[D(3,1)(2,1)] gLALQbccefefligvavf SFS[D(3,1)(2,1)] gLALQbccefeflpjbaof reducible gLALQbccefefphgoaoc SFS[D(2,1)(2,1)] gLALQbccefefdajvabc SFS[D(2,1)(2,1)] gLALQbccefefdpkbavc toroidal gLALQbccefefdlkbavc SFS[D(3,1)(2,1)] gLALQbccefefdxkbavc SFS[D(3,1)(2,1)] gLALQbccefefdugoaoc SFS[D(2,1)(2,1)] gLALQbccefefhaskagc SFS[D(3,1)(2,1)] gLALQbccefeflawkacf SFS[D(2,1)(2,1)] gLALQbccefefaiwkacf SFS[D(3,1)(2,1)] gLALQbccefefahnjagf SFS[D(3,1)(2,1)] gLALQbccfeefmafabcb SFS[D(3,1)(2,1)] gLALQbccefeflmgragf SFS[D(3,1)(2,1)] gLALQbccefefdugwagc SFS[D(2,1)(2,1)] gLALQbccefefapfoavf SFS[D(2,1)(2,1)] gLALQbccefefainvavf SFS[D(2,1)(2,1)] gLALQbccefeflmnvavf SFS[D(3,1)(2,1)] gLALQbccefeflanvavf SFS[D(3,1)(2,1)] gLALQbccefeflinvavf toroidal gLALQbccefefdprbavc SFS[D(3,1)(2,1)] gLALQbccefefhufjafc reducible gLALQbccefefhankagc SFS[D(3,1)(2,1)] gLALQbccefefhpwgacc SFS[D(3,1)(2,1)] gLALQbccefefdurbabc reducible gLALQbccefeflickacf reducible gLALQbccefefaekcaff SFS[D(3,1)(2,1)] gLALQbccefefahsjagf SFS[D(3,1)(2,1)] gLALQbccefefhegwagc SFS[D(2,1)(2,1)] gLALQbccfeefmpjaofb SFS[D(3,1)(2,1)] gLALQbccfeefmpvakcb SFS[D(3,1)(2,1)] gLALQbccefefhhncagc SFS[D(3,1)(2,1)] gLALQbccfeefmejaffb SFS[D(3,1)(2,1)] gLALQbccefefhegvaoc SFS[D(2,1)(2,1)] gLALQbccefeflxrvavf reducible gLALQbccefefphgvaoc SFS[D(2,1)(2,1)] gLALQbccefefhicracc reducible gLALQbccefefhlrsafc SFS[D(3,1)(2,1)] gLALQbccefefhhscagc SFS[D(3,1)(2,1)] gLALQbccfeefmhwafgb SFS[D(3,1)(2,1)] gLALQbccefefhhsvaoc SFS[D(2,1)(2,1)] gLALQbccefefdefcafc T2xI gLALQbccefefaefbabf T2xI gLALQbccefefllfvavf SFS[A(2,1)] gLALQbccefefhhrvabc SFS[D(2,1)(2,1)] gLALQbccfeefmagancb T2xI gLALQbccfeefmigancb SFS[A(2,1)] gLALQbccfeefmioangb T2xI gLALQbccefefhannakc SFS[D(8,3)(2,1)] gLALQbccefefaekkawf SFS[D(7,2)(2,1)] gLALQbccefefahssajf toroidal gLALQbccefefhhggajc SFS[D(4,3)(3,1)] gLALQbccefefhasnakc toroidal gLALQbccfeefmafagrb SFS[D(8,3)(2,1)] gLALQbccefefahnsajf SFS[D(7,2)(2,1)] gLALQbccefefhagkakc SFS[D(3,1)(2,1)] gLALQbccefefahgjajf SFS[D(3,1)(2,1)] gLALQbccefeflagvawf SFS[D(3,1)(2,1)] gLALQbccefefhhgoarc SFS[D(5,2)(3,1)] gLALQbccefefhaskakc SFS[D(3,1)(2,1)] gLALQbccefefahnjajf SFS[D(3,1)(2,1)] gLALQbccfeefmafabwb reducible gLALQbccefefhankakc reducible gLALQbccefefaickawf SFS[D(3,1)(2,1)] gLALQbccefefaekcarf SFS[D(3,1)(2,1)] gLALQbccefefahsjajf toroidal gLALQbccefefhhgwajc SFS[D(4,1)(3,1)] gLALQbccefefhhnvanc m035(0,0) gLALQbccfeefmejasnb m045(0,0) gLALQbccefefhhncakc toroidal gLALQbccfeefmejafkb m009(0,0) gLALQbccefefhhgvanc SFS[D(5,2)(3,1)] gLALQbccefefhhscakc m011(0,0) gLALQbccefefhhsvanc m142(0,0) gLALQbccefefhhgcakc toroidal gLALQbccefefhagnarc SFS[D(2,1)(2,1)] gLALQbccefefahgsawf SFS[D(2,1)(2,1)] gLALQbccefefhannarc SFS[D(7,3)(2,1)] gLALQbccefefaekkajf SFS[D(5,1)(2,1)] gLALQbccefefaiccakf SFS[D(2,1)(2,1)] gLALQbccefefahssawf SFS[D(7,2)(2,1)] gLALQbccefefhhggawc SFS[D(5,3)(3,1)] gLALQbccefefhasnarc toroidal gLALQbccfeefmafagkb SFS[D(7,3)(2,1)] gLALQbccefeflagnakf SFS[D(2,1)(2,1)] gLALQbccefefahnsawf SFS[D(5,1)(2,1)] gLALQbccefefhagkajc SFS[D(3,1)(2,1)] gLALQbccefefahgjakf SFS[D(3,1)(2,1)] gLALQbccefeflagvasf SFS[D(3,1)(2,1)] gLALQbccefefhhgoanc SFS[D(4,1)(3,1)] gLALQbccefefhaskajc toroidal gLALQbccefefahnjakf reducible gLALQbccfeefmafabjb SFS[D(3,1)(2,1)] gLALQbccefefhankajc SFS[D(3,1)(2,1)] gLALQbccefefaickajf SFS[D(3,1)(2,1)] gLALQbccefefaekcakf reducible gLALQbccefefahsjakf SFS[D(3,1)(2,1)] gLALQbccefefhhgwakc SFS[D(5,2)(3,1)] gLALQbccefefhhnvarc m029(0,0) gLALQbccfeefmejasjb m053(0,0) gLALQbccefefhhncajc m006(0,0) gLALQbccfeefmejafrb m032(0,0) gLALQbccefefhhgvarc toroidal gLALQbccefefhhscajc toroidal gLALQbccefefhhsvarc m081(0,0) gLALQbccefefhhgcajc toroidal gLALQbccefefxujkacf SFS[D(4,1)(2,1)] gLALQbccefefxxgjagf SFS[D(4,1)(2,1)] gLALQbccefefxpgjagf SFS[D(5,2)(2,1)] gLALQbccefefmejkacf toroidal gLALQbccfeefdpfacgb SFS[D(5,2)(2,1)] gLALQbccfeefdunarcb toroidal gLALQbccfeefdhnarcb SFS[D(5,2)(2,1)] gLALQbccfeefhpfacgb SFS[D(4,1)(2,1)] gLALQbccfeefhunarcb SFS[D(5,2)(2,1)] gLALQbccfeefhhnarcb SFS[D(4,1)(2,1)] gLALQbccfeeftmsawfb SFS[D(5,2)(2,1)] gLALQbccfeefthrancb SFS[D(5,2)(2,1)] gLALQbccfeeftisawfb toroidal gLALQbccfeeflmsawfb SFS[D(4,1)(2,1)] gLALQbccfeeflhrancb SFS[D(4,1)(2,1)] gLALQbccfeeflisawfb SFS[D(5,2)(2,1)] gLALQbccefefepbfagf SFS[D(4,1)(2,1)] gLALQbccefefeuonacf SFS[D(5,2)(2,1)] gLALQbccefefehonacf SFS[D(4,1)(2,1)] gLALQbccefefmlbfagf toroidal gLALQbccfeefdusarcb SFS[D(2,1)(2,1)] gLALQbccfeeftinawfb SFS[D(2,1)(2,1)] gLALQbccfeefdugarcb SFS[D(2,1)(2,1)] gLALQbccfeeftigawfb SFS[D(2,1)(2,1)] gLALQbccefefemkvavf SFS[D(2,1)(2,1)] gLALQbccefefelgbaof SFS[D(3,1)(2,1)] gLALQbccfeeftegarob SFS[D(3,1)(2,1)] gLALQbccfeeflpkacvb SFS[D(2,1)(2,1)] gLALQbccfeeflegarob SFS[D(3,1)(2,1)] gLALQbccfeefpljafob reducible gLALQbccfeefhmgawvb SFS[D(2,1)(2,1)] gLALQbccfeefhljafob SFS[D(3,1)(2,1)] gLALQbccfeefdljafob SFS[D(3,1)(2,1)] gLALQbccfeefpenakgb reducible gLALQbccefefxivkacf SFS[D(2,1)(2,1)] gLALQbccefefxeojagf SFS[D(3,1)(2,1)] gLALQbccefefeaovavf SFS[D(2,1)(2,1)] gLALQbccfeefthsarob SFS[D(3,1)(2,1)] gLALQbccfeefahsarob reducible gLALQbccfeeflhsarob SFS[D(3,1)(2,1)] gLALQbccfeefhanawvb SFS[D(2,1)(2,1)] gLALQbccfeefpxrajfb reducible gLALQbccefefxxngaff SFS[D(3,1)(2,1)] gLALQbccefefmawvavf SFS[D(2,1)(2,1)] gLALQbccfeefpijagcb reducible gLALQbccfeefpmjagcb reducible gLALQbccefefmagkacf T2xI gLALQbccefefxivoabf SFS[D(2,1)(2,1)] gLALQbccefefxeobaof SFS[D(3,1)(2,1)] gLALQbccfeefpenafob reducible gLALQbccfeefpljarcb reducible gLALQbccfeefdljarcb SFS[D(3,1)(2,1)] gLALQbccfeefhmgacgb SFS[D(2,1)(2,1)] gLALQbccfeefhljarcb SFS[D(3,1)(2,1)] gLALQbccfeeftegafgb SFS[D(3,1)(2,1)] gLALQbccfeeflpkawfb SFS[D(2,1)(2,1)] gLALQbccfeeflegafgb SFS[D(3,1)(2,1)] gLALQbccefefemkfagf SFS[D(2,1)(2,1)] gLALQbccefefelgnacf SFS[D(3,1)(2,1)] gLALQbccefefxagoabf SFS[D(2,1)(2,1)] gLALQbccfeefaxjarob reducible gLALQbccfeefphrasfb reducible gLALQbccfeefdhrasfb SFS[D(3,1)(2,1)] gLALQbccfeefhhrasfb SFS[D(3,1)(2,1)] gLALQbccfeeflawancb SFS[D(2,1)(2,1)] gLALQbccefefehnwaff SFS[D(3,1)(2,1)] gLALQbccefefmafoabf SFS[D(2,1)(2,1)] gLALQbccfeefpmnacgb reducible gLALQbccfeefpinacgb reducible gLALQbccefefmaofagf T2xI gLALQbccefefxxgjajf m015(0,0) gLALQbccefefmejkawf m007(0,0) gLALQbccfeefhhnarwb m004(0,0) gLALQbccefefmlbfajf SFS[D(3,1)(3,1)] gLALQbccefefxxvjajf SFS[D(5,3)(3,1)] gLALQbccfeefhhsarwb m117(0,0) gLALQbccefefxxfjajf m146(0,0) gLALQbccfeefhhgarwb toroidal gLALQbccfeefahgarrb SFS[D(2,1)(2,1)] gLALQbccfeefhagawwb SFS[D(2,1)(2,1)] gLALQbccfeefaicasnb SFS[D(2,1)(2,1)] gLALQbccfeefalracsb SFS[D(7,3)(2,1)] gLALQbccfeefahsarrb toroidal gLALQbccfeefhanawwb SFS[D(5,1)(2,1)] gLALQbccefefmawvawf SFS[D(5,1)(2,1)] gLALQbccfeefahnarrb SFS[D(7,3)(2,1)] gLALQbccfeefhasawwb SFS[D(7,2)(2,1)] gLALQbccfeefhhgakjb SFS[D(5,3)(3,1)] gLALQbccfeeflagajkb SFS[D(2,1)(2,1)] gLALQbccefefxagoajf SFS[D(7,2)(2,1)] gLALQbccfeefaekasnb SFS[D(8,3)(2,1)] gLALQbccfeefaxjarrb toroidal gLALQbccefefxafoajf toroidal gLALQbccefefmafoajf SFS[D(7,2)(2,1)] gLALQbccfeefaxwarrb SFS[D(8,3)(2,1)] gLALQbccefefxxvnawf SFS[D(4,3)(3,1)] gLALQbccefefxxgjakf m004(0,0) gLALQbccefefmejkajf SFS[D(3,1)(3,1)] gLALQbccfeefhhnarjb m015(0,0) gLALQbccefefmlbfakf m007(0,0) gLALQbccefefxxvjakf toroidal gLALQbccfeefhhsarjb m146(0,0) gLALQbccefefxxfjakf m117(0,0) gLALQbccfeefhhgarjb SFS[D(5,3)(3,1)] gLALQbccfeefalracwb SFS[D(8,3)(2,1)] gLALQbccfeefahsarnb toroidal gLALQbccfeefhanawsb SFS[D(7,2)(2,1)] gLALQbccefefmawvasf SFS[D(7,2)(2,1)] gLALQbccfeefahnarnb SFS[D(8,3)(2,1)] gLALQbccfeefhasawsb toroidal gLALQbccfeefhhgakkb SFS[D(4,3)(3,1)] gLALQbccefefxavoanf SFS[D(2,1)(2,1)] gLALQbccfeefaxcarnb SFS[D(2,1)(2,1)] gLALQbccefefxagoanf SFS[D(5,1)(2,1)] gLALQbccfeefaekasjb SFS[D(7,3)(2,1)] gLALQbccfeefamgacwb SFS[D(2,1)(2,1)] gLALQbccfeefaxjarnb toroidal gLALQbccefefxafoanf SFS[D(7,2)(2,1)] gLALQbccefefmafoanf SFS[D(5,1)(2,1)] gLALQbccefefeafoanf SFS[D(2,1)(2,1)] gLALQbccfeefaxwarnb SFS[D(7,3)(2,1)] gLALQbccefefxxvnajf SFS[D(5,3)(3,1)] gLAPPccbdeffimcgnpj reducible gLAPPccbdeffimcgjej reducible gLAPPccbdeffalfjkdk SFS[D(4,1)(2,1)] gLAPPccbdeffalfscun SFS[D(4,1)(2,1)] gLAPPccbdeffimckjej reducible gLAPPccbdeffimcjjej reducible gLAPPccbedffalrnfdk toroidal gLAPPccbedffalknfdk toroidal gLAPPccbedffalknfun toroidal gLAPPccbedffalrnfun toroidal gLAPPccbedffimjscpj toroidal gLAPPccbedffimjscej toroidal gLAPPccbdeffaxfgnen toroidal gLAPPccbdeffdecgvuw toroidal gLAPPccbdeffimcgkin reducible gLAPPccbdeffamfvwuw toroidal gLAPPccbdeffaicgjtw reducible gLAPPccbdeffaicorpr reducible gLAPPccbdeffaifvwuw toroidal gLAPPccbdeffalcggdk SFS[D(2,1)(2,1)] gLAPPccbdeffapfgnen SFS[D(2,1)(2,1)] gLAPPccbdeffapkgnen SFS[D(2,1)(2,1)] gLAPPccbdeffaprgnen toroidal gLAPPccbdeffapfvbtk SFS[D(2,1)(2,1)] gLAPPccbdeffalcocun SFS[D(2,1)(2,1)] gLAPPccbdeffalwocun SFS[D(2,1)(2,1)] gLAPPccbdeffaljocun toroidal gLAPPccbdeffimfggej toroidal gLAPPccbdeffimfvfpj toroidal gLAPPccbdeffimrvfpj toroidal gLAPPccbdeffimkvfpj toroidal gLAPPccbdeffaxfvbtk toroidal gLAPPccbdeffalfvbtk SFS[D(2,1)(2,1)] gLAPPccbdeffdlfvgin SFS[D(2,1)(2,1)] gLAPPccbdeffdlfgvpn SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkin toroidal gLAPPccbdeffamfgkmr toroidal gLAPPccbdeffhpcospn toroidal gLAPPccbdeffalfgnen SFS[D(2,1)(2,1)] gLAPPccbdeffimcgsdj reducible gLAPPccbdeffalfvnuj SFS[D(2,1)(2,1)] gLAPPccbdeffalfgjls SFS[D(2,1)(2,1)] gLAPPccbdeffaxcgouj reducible gLAPPccbdeffhpcgkin toroidal gLAPPccbdeffaifgkmr toroidal gLAPPccbdeffiucggdk reducible gLAPPccbdeffaxfvben toroidal gLAPPccbdeffdecgvmr toroidal gLAPPccbdeffimcgsmj reducible gLAPPccbdeffamfgkuw toroidal gLAPPccbdeffaicortw reducible gLAPPccbdeffaicgjpr reducible gLAPPccbdeffaifgkuw toroidal gLAPPccbdeffalcocdk SFS[D(2,1)(2,1)] gLAPPccbdeffapfvben SFS[D(2,1)(2,1)] gLAPPccbdeffalwocdk SFS[D(2,1)(2,1)] gLAPPccbdeffaljocdk toroidal gLAPPccbdeffapfgntk SFS[D(2,1)(2,1)] gLAPPccbdeffalcggun SFS[D(2,1)(2,1)] gLAPPccbdeffapkgntk SFS[D(2,1)(2,1)] gLAPPccbdeffaprgntk toroidal gLAPPccbdeffimfvfej toroidal gLAPPccbdeffimfggpj toroidal gLAPPccbdeffimrvfej toroidal gLAPPccbdeffimkvfej toroidal gLAPPccbdeffaxfgntk toroidal gLAPPccbdeffalfgntk SFS[D(2,1)(2,1)] gLAPPccbdeffdlfgvin SFS[D(2,1)(2,1)] gLAPPccbdeffdlfvgpn SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkpn toroidal gLAPPccbdeffamfvwmr toroidal gLAPPccbdeffhpcgkpn toroidal gLAPPccbdeffalfvben SFS[D(2,1)(2,1)] gLAPPccbdeffimcgkpn reducible gLAPPccbdeffalfgjuj SFS[D(2,1)(2,1)] gLAPPccbdeffalfvnls SFS[D(2,1)(2,1)] gLAPPccbdeffaxcgols reducible gLAPPccbdeffhpcosin toroidal gLAPPccbdeffaifvwmr toroidal gLAPPccbdeffiucggun reducible gLAPPccbedffalfnkdk SFS[D(4,3)(3,1)] gLAPPccbedffalfnrun SFS[D(4,3)(3,1)] gLAPPccbedffimcsjej reducible gLAPPccbedffalfnrdk SFS[D(4,1)(3,1)] gLAPPccbedffalfnkun SFS[D(4,1)(3,1)] gLAPPccbedffimcsjpj reducible gLAPPccbdeffimcgnej reducible gLAPPccbdeffimcgjpj reducible gLAPPccbdeffalfscdk SFS[D(4,1)(2,1)] gLAPPccbdeffalfjkun SFS[D(4,1)(2,1)] gLAPPccbdeffimckjpj reducible gLAPPccbdeffimcjjpj reducible gLAPPccbdeffimcgnik reducible gLAPPccbdeffimcgjir reducible gLAPPccbdeffimckjir reducible gLAPPccbdeffimcjjir reducible gLAPPccbedffalrnflw toroidal gLAPPccbedffalknflw toroidal gLAPPccbedffalknflj toroidal gLAPPccbedffalrnflj toroidal gLAPPccbedffimjscik toroidal gLAPPccbedffimjscir toroidal gLAPPccbdeffaxfgnpj toroidal gLAPPccbdeffdecgvlj toroidal gLAPPccbdeffimcgkew reducible gLAPPccbdeffamfvwlj toroidal gLAPPccbdeffaifvwlj toroidal gLAPPccbdeffalcgglw SFS[D(3,1)(2,1)] gLAPPccbdeffapfgnpj SFS[D(3,1)(2,1)] gLAPPccbdeffapkgnpj SFS[D(3,1)(2,1)] gLAPPccbdeffaprgnpj toroidal gLAPPccbdeffapfvbpw SFS[D(3,1)(2,1)] gLAPPccbdeffalcoclj SFS[D(3,1)(2,1)] gLAPPccbdeffalwoclj SFS[D(3,1)(2,1)] gLAPPccbdeffaljoclj toroidal gLAPPccbdeffimfggir toroidal gLAPPccbdeffimfvfik toroidal gLAPPccbdeffimrvfik toroidal gLAPPccbdeffimkvfik toroidal gLAPPccbdeffaxfvbpw toroidal gLAPPccbdeffalfvbpw SFS[D(3,1)(2,1)] gLAPPccbdeffdlfvgew SFS[D(3,1)(2,1)] gLAPPccbdeffdlfgves SFS[D(3,1)(2,1)] gLAPPccbdeffdpcgkew toroidal gLAPPccbdeffamfgkln toroidal gLAPPccbdeffhpcoses toroidal gLAPPccbdeffalfgnpj SFS[D(3,1)(2,1)] gLAPPccbdeffimcgsuk reducible gLAPPccbdeffalfvndn SFS[D(3,1)(2,1)] gLAPPccbdeffalfgjdr SFS[D(3,1)(2,1)] gLAPPccbdeffhpcgkew toroidal gLAPPccbdeffaifgkln toroidal gLAPPccbdeffaxfvbpj toroidal gLAPPccbdeffdecgvln toroidal gLAPPccbdeffimcgsur reducible gLAPPccbdeffamfgklj toroidal gLAPPccbdeffaifgklj toroidal gLAPPccbdeffalcoclw SFS[D(3,1)(2,1)] gLAPPccbdeffapfvbpj SFS[D(3,1)(2,1)] gLAPPccbdeffalwoclw SFS[D(3,1)(2,1)] gLAPPccbdeffaljoclw toroidal gLAPPccbdeffapfgnpw SFS[D(3,1)(2,1)] gLAPPccbdeffalcgglj SFS[D(3,1)(2,1)] gLAPPccbdeffapkgnpw SFS[D(3,1)(2,1)] gLAPPccbdeffaprgnpw toroidal gLAPPccbdeffimfvfir toroidal gLAPPccbdeffimfggik toroidal gLAPPccbdeffimrvfir toroidal gLAPPccbdeffimkvfir toroidal gLAPPccbdeffaxfgnpw toroidal gLAPPccbdeffalfgnpw SFS[D(3,1)(2,1)] gLAPPccbdeffdlfgvew SFS[D(3,1)(2,1)] gLAPPccbdeffdlfvges SFS[D(3,1)(2,1)] gLAPPccbdeffdpcgkes toroidal gLAPPccbdeffamfvwln toroidal gLAPPccbdeffhpcgkes toroidal gLAPPccbdeffalfvbpj SFS[D(3,1)(2,1)] gLAPPccbdeffimcgkes reducible gLAPPccbdeffalfgjdn SFS[D(3,1)(2,1)] gLAPPccbdeffalfvndr SFS[D(3,1)(2,1)] gLAPPccbdeffhpcosew toroidal gLAPPccbdeffaifvwln toroidal gLAPPccbedffimcsjir reducible gLAPPccbedffimcsjik reducible gLAPPccbdeffimcgnir reducible gLAPPccbdeffimcgjik reducible gLAPPccbdeffimckjik reducible gLAPPccbdeffimcjjik reducible gLAPPccbedffimjjchk SFS[D(3,1)(2,1)] gLAPPccbedffimjfchs SFS[D(3,1)(2,1)] gLAPPccbdeffdecgcqw T2xI gLAPPccbdeffimcgoxj reducible gLAPPccbdeffimcgnqw reducible gLAPPccbdeffimkvohk SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgnqw SFS[D(2,1)(2,1)] gLAPPccbdeffdecgnqn T2xI gLAPPccbdeffimcgcqn reducible gLAPPccbdeffimcgjxr reducible gLAPPccbdeffimkvshs SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgcqn SFS[D(2,1)(2,1)] gLAPPccbedffimcfjhs reducible gLAPPccbdeffimcjoxj reducible gLAPPccbdeffalfjkqw SFS[D(4,1)(2,1)] gLAPPccbdeffalfscxr SFS[D(4,1)(2,1)] gLAPPccbdeffimckjxr reducible gLAPPccbedffimcfwhs reducible gLAPPccbdeffimckoxj reducible gLAPPccbdeffalfsvxj SFS[D(3,1)(2,1)] gLAPPccbdeffalfjvqn SFS[D(3,1)(2,1)] gLAPPccbdeffimcjjxr reducible gLAPPccbedffalrnfqw SFS[D(4,3)(3,1)] gLAPPccbedffalknfqw SFS[D(4,1)(3,1)] gLAPPccbedffalknfxr SFS[D(4,3)(3,1)] gLAPPccbedffalrnfxr SFS[D(4,1)(3,1)] gLAPPccbedffimjscqw toroidal gLAPPccbedffimjscxr toroidal gLAPPccbdeffaxfgnhj SFS[D(4,1)(2,1)] gLAPPccbdeffdecgvxj SFS[A(4,1)] gLAPPccbdeffimcgkxj reducible gLAPPccbdeffamfvwxj SFS[D(4,3)(3,1)] gLAPPccbdeffaicgjhn reducible gLAPPccbdeffaicorqn reducible gLAPPccbdeffaifvwxj SFS[D(4,1)(3,1)] gLAPPccbdeffaprgnhj SFS[D(4,1)(2,1)] gLAPPccbdeffaljocxr SFS[D(4,1)(2,1)] gLAPPccbdeffimfggxr SFS[D(4,1)(2,1)] gLAPPccbdeffimfvfqw SFS[D(4,1)(2,1)] gLAPPccbdeffimrvfqw SFS[D(4,1)(2,1)] gLAPPccbdeffimkvfqw toroidal gLAPPccbdeffaxfvbxj SFS[D(4,1)(2,1)] gLAPPccbdeffdpcgkxj toroidal gLAPPccbdeffamfgkhs SFS[D(4,1)(3,1)] gLAPPccbdeffhpcoshs SFS[D(4,3)(3,1)] gLAPPccbdeffimcgshk reducible gLAPPccbdeffaxcgohn reducible gLAPPccbdeffhpcgkxj SFS[D(4,1)(3,1)] gLAPPccbdeffaifgkhs SFS[D(4,3)(3,1)] gLAPPccbdeffiucggqw reducible gLAPPccbdeffaxfvbhj SFS[D(4,1)(2,1)] gLAPPccbdeffdecgvhs SFS[A(4,1)] gLAPPccbdeffimcgsqn reducible gLAPPccbdeffamfgkxj SFS[D(4,3)(3,1)] gLAPPccbdeffaicorhn reducible gLAPPccbdeffaicgjqn reducible gLAPPccbdeffaifgkxj SFS[D(4,1)(3,1)] gLAPPccbdeffaljocqw SFS[D(4,1)(2,1)] gLAPPccbdeffaprgnxj SFS[D(4,1)(2,1)] gLAPPccbdeffimfvfxr SFS[D(4,1)(2,1)] gLAPPccbdeffimfggqw SFS[D(4,1)(2,1)] gLAPPccbdeffimrvfxr SFS[D(4,1)(2,1)] gLAPPccbdeffimkvfxr toroidal gLAPPccbdeffaxfgnxj SFS[D(4,1)(2,1)] gLAPPccbdeffdpcgkhs toroidal gLAPPccbdeffamfvwhs SFS[D(4,1)(3,1)] gLAPPccbdeffhpcgkhs SFS[D(4,3)(3,1)] gLAPPccbdeffimcgkhs reducible gLAPPccbdeffaxcgoqn reducible gLAPPccbdeffhpcosxj SFS[D(4,1)(3,1)] gLAPPccbdeffaifvwhs SFS[D(4,3)(3,1)] gLAPPccbdeffiucggxr reducible gLAPPccbedffalfnkqw SFS[D(4,3)(3,1)] gLAPPccbedffalfnrxr SFS[D(4,3)(3,1)] gLAPPccbedffimcsjxr reducible gLAPPccbdeffimcjshk reducible gLAPPccbdeffimcksqn reducible gLAPPccbdeffalfjnxj SFS[D(3,1)(2,1)] gLAPPccbdeffalfsnqn SFS[D(3,1)(2,1)] gLAPPccbedffalfnrqw SFS[D(4,1)(3,1)] gLAPPccbedffalfnkxr SFS[D(4,1)(3,1)] gLAPPccbedffimcsjqw reducible gLAPPccbdeffimckshk reducible gLAPPccbdeffimcjsqn reducible gLAPPccbedffimjjcqn toroidal gLAPPccbedffimjfcxj toroidal gLAPPccbedffalkkfxj SFS[D(3,1)(3,1)] gLAPPccbedffalrkfxj SFS[D(3,1)(3,2)] gLAPPccbedffalrcfqn SFS[D(3,1)(3,1)] gLAPPccbedffalkcfqn SFS[D(3,1)(3,2)] gLAPPccbdeffaxcgshj reducible gLAPPccbdeffdecgcxr SFS[A(3,1)] gLAPPccbdeffimfvoqn SFS[D(3,1)(2,1)] gLAPPccbdeffimfgrxj SFS[D(3,1)(2,1)] gLAPPccbdeffimrvoqn SFS[D(3,1)(2,1)] gLAPPccbdeffimkvoqn toroidal gLAPPccbdeffiucgwqn reducible gLAPPccbdeffhpcoohk SFS[D(3,1)(3,1)] gLAPPccbdeffaifvbxr SFS[D(3,1)(3,2)] gLAPPccbdeffaifgchn SFS[D(3,1)(3,1)] gLAPPccbdeffamfgchn SFS[D(3,1)(3,2)] gLAPPccbdeffhpcgnxr SFS[D(3,1)(3,2)] gLAPPccbdeffdpcgnxr toroidal gLAPPccbdeffamfvbxr SFS[D(3,1)(3,1)] gLAPPccbdeffimcgnxr reducible gLAPPccbdeffaxfvwxr SFS[D(3,1)(2,1)] gLAPPccbdeffaljovxj SFS[D(3,1)(2,1)] gLAPPccbdeffaicobqw reducible gLAPPccbdeffimcgohs reducible gLAPPccbdeffaprgvhn SFS[D(3,1)(2,1)] gLAPPccbdeffaxfgvhn SFS[D(3,1)(2,1)] gLAPPccbdeffaicgfhs reducible gLAPPccbdeffaxcgfqw reducible gLAPPccbdeffdecgnhn SFS[A(3,1)] gLAPPccbdeffimfgwqn SFS[D(3,1)(2,1)] gLAPPccbdeffimfvsxj SFS[D(3,1)(2,1)] gLAPPccbdeffimrvsxj SFS[D(3,1)(2,1)] gLAPPccbdeffimkvsxj toroidal gLAPPccbdeffiucgrxj reducible gLAPPccbdeffhpcgchk SFS[D(3,1)(3,1)] gLAPPccbdeffaifgnxr SFS[D(3,1)(3,2)] gLAPPccbdeffaifvrhn SFS[D(3,1)(3,1)] gLAPPccbdeffamfvrhn SFS[D(3,1)(3,2)] gLAPPccbdeffhpcofxr SFS[D(3,1)(3,2)] gLAPPccbdeffdpcgchk toroidal gLAPPccbdeffamfgnxr SFS[D(3,1)(3,1)] gLAPPccbdeffimcgjqw reducible gLAPPccbdeffaxfgkxr SFS[D(3,1)(2,1)] gLAPPccbdeffaprgkxr SFS[D(3,1)(2,1)] gLAPPccbdeffaicgsqw reducible gLAPPccbdeffimcgchk reducible gLAPPccbdeffaljonqn SFS[D(3,1)(2,1)] gLAPPccbdeffaxfvghn SFS[D(3,1)(2,1)] gLAPPccbdeffaicowhs reducible gLAPPccbedffimcfjxj reducible gLAPPccbedffalfkrxj SFS[D(3,1)(3,1)] gLAPPccbedffalfckqn SFS[D(3,1)(3,1)] gLAPPccbdeffimcjohs reducible gLAPPccbdeffalfscqw SFS[D(4,1)(2,1)] gLAPPccbdeffalfjkxr SFS[D(4,1)(2,1)] gLAPPccbdeffimckjqw reducible gLAPPccbedffimcfwxj reducible gLAPPccbedffalfkkxj SFS[D(3,1)(3,2)] gLAPPccbedffalfcrqn SFS[D(3,1)(3,2)] gLAPPccbdeffimckohs reducible gLAPPccbdeffimcjjqw reducible gLAPPccbdeffimcgnuj reducible gLAPPccbdeffimcgjdr reducible gLAPPccbdeffalfjkew SFS[D(5,2)(2,1)] gLAPPccbdeffalfscpn SFS[D(5,2)(2,1)] gLAPPccbdeffimckjdr reducible gLAPPccbdeffimcjjdr reducible gLAPPccbedffalrnfew SFS[D(5,2)(3,1)] gLAPPccbedffalknfew SFS[D(5,3)(3,1)] gLAPPccbedffalknfpn SFS[D(5,2)(3,1)] gLAPPccbedffalrnfpn SFS[D(5,3)(3,1)] gLAPPccbedffimjscuj toroidal gLAPPccbedffimjscdr toroidal gLAPPccbdeffaxfgndj SFS[D(5,2)(2,1)] gLAPPccbdeffdecgvpj SFS[A(5,2)] gLAPPccbdeffimcgkmn reducible gLAPPccbdeffamfvwpj SFS[D(5,2)(3,1)] gLAPPccbdeffaicgjlw reducible gLAPPccbdeffaicorun reducible gLAPPccbdeffaifvwpj SFS[D(5,3)(3,1)] gLAPPccbdeffaprgndj SFS[D(5,2)(2,1)] gLAPPccbdeffaljocpn SFS[D(5,2)(2,1)] gLAPPccbdeffimfggdr SFS[D(5,2)(2,1)] gLAPPccbdeffimfvfuj SFS[D(5,2)(2,1)] gLAPPccbdeffimrvfuj SFS[D(5,2)(2,1)] gLAPPccbdeffimkvfuj toroidal gLAPPccbdeffaxfvblk SFS[D(5,2)(2,1)] gLAPPccbdeffdpcgkmn toroidal gLAPPccbdeffamfgkir SFS[D(5,3)(3,1)] gLAPPccbdeffhpcosus SFS[D(5,2)(3,1)] gLAPPccbdeffimcgsek reducible gLAPPccbdeffaxcgopn reducible gLAPPccbdeffhpcgkmn SFS[D(5,3)(3,1)] gLAPPccbdeffaifgkir SFS[D(5,2)(3,1)] gLAPPccbdeffiucggew reducible gLAPPccbdeffaxfvbdj SFS[D(5,2)(2,1)] gLAPPccbdeffdecgvir SFS[A(5,2)] gLAPPccbdeffimcgsij reducible gLAPPccbdeffamfgkpj SFS[D(5,2)(3,1)] gLAPPccbdeffaicorlw reducible gLAPPccbdeffaicgjun reducible gLAPPccbdeffaifgkpj SFS[D(5,3)(3,1)] gLAPPccbdeffaljocew SFS[D(5,2)(2,1)] gLAPPccbdeffaprgnlk SFS[D(5,2)(2,1)] gLAPPccbdeffimfvfdr SFS[D(5,2)(2,1)] gLAPPccbdeffimfgguj SFS[D(5,2)(2,1)] gLAPPccbdeffimrvfdr SFS[D(5,2)(2,1)] gLAPPccbdeffimkvfdr toroidal gLAPPccbdeffaxfgnlk SFS[D(5,2)(2,1)] gLAPPccbdeffdpcgkus toroidal gLAPPccbdeffamfvwir SFS[D(5,3)(3,1)] gLAPPccbdeffhpcgkus SFS[D(5,2)(3,1)] gLAPPccbdeffimcgkus reducible gLAPPccbdeffaxcgots reducible gLAPPccbdeffhpcosmn SFS[D(5,3)(3,1)] gLAPPccbdeffaifvwir SFS[D(5,2)(3,1)] gLAPPccbdeffiucggpn reducible gLAPPccbedffalfnkew SFS[D(5,3)(3,1)] gLAPPccbedffalfnrpn SFS[D(5,3)(3,1)] gLAPPccbedffimcsjdr reducible gLAPPccbedffalfnrew SFS[D(5,2)(3,1)] gLAPPccbedffalfnkpn SFS[D(5,2)(3,1)] gLAPPccbedffimcsjuj reducible gLAPPccbdeffimcgndr reducible gLAPPccbdeffimcgjuj reducible gLAPPccbdeffalfscew SFS[D(5,2)(2,1)] gLAPPccbdeffalfjkpn SFS[D(5,2)(2,1)] gLAPPccbdeffimckjuj reducible gLAPPccbdeffimcjjuj reducible gLAPPccbdeffalfvwir SFS[D(3,1)(2,1)] gLAPPccbdeffalfgsik SFS[D(3,1)(2,1)] gLAPPccbdeffimcgnlj reducible gLAPPccbdeffalfgkir SFS[D(3,1)(2,1)] gLAPPccbdeffalfvcik SFS[D(3,1)(2,1)] gLAPPccbdeffimcgjlw reducible gLAPPccbdeffalfjkir toroidal gLAPPccbdeffalfscik toroidal gLAPPccbdeffimckjlw reducible gLAPPccbdeffalfkkir SFS[D(3,1)(2,1)] gLAPPccbdeffalfwcik SFS[D(3,1)(2,1)] gLAPPccbdeffimcjjlw reducible gLAPPccbedffimjsclj SFS[D(3,1)(2,1)] gLAPPccbedffimjsclw SFS[D(3,1)(2,1)] gLAPPccbdeffdecgves T2xI gLAPPccbdeffimcgkln reducible gLAPPccbdeffimkvflj SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkln SFS[D(2,1)(2,1)] gLAPPccbdeffimcgstn reducible gLAPPccbdeffdecgvew T2xI gLAPPccbdeffimcgstj reducible gLAPPccbdeffimkvflw SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgklj SFS[D(2,1)(2,1)] gLAPPccbdeffimcgklj reducible gLAPPccbedffalfnkir toroidal gLAPPccbedffalfnrik toroidal gLAPPccbedffimcsjlw reducible gLAPPccbedffalfnrir toroidal gLAPPccbedffalfnkik toroidal gLAPPccbedffimcsjlj reducible gLAPPccbdeffalfgsir SFS[D(3,1)(2,1)] gLAPPccbdeffalfvwik SFS[D(3,1)(2,1)] gLAPPccbdeffimcgnlw reducible gLAPPccbdeffalfvcir SFS[D(3,1)(2,1)] gLAPPccbdeffalfgkik SFS[D(3,1)(2,1)] gLAPPccbdeffimcgjlj reducible gLAPPccbdeffalfscir toroidal gLAPPccbdeffalfjkik toroidal gLAPPccbdeffimckjlj reducible gLAPPccbdeffalfwcir SFS[D(3,1)(2,1)] gLAPPccbdeffalfkkik SFS[D(3,1)(2,1)] gLAPPccbdeffimcjjlj reducible gLAPPccbdeffimcgnpn reducible gLAPPccbdeffimcgjew reducible gLAPPccbdeffalfjkdr SFS[D(5,2)(2,1)] gLAPPccbdeffalfscuj SFS[D(5,2)(2,1)] gLAPPccbdeffimckjew reducible gLAPPccbdeffimcjjew reducible gLAPPccbedffalrnfdr SFS[D(5,2)(3,1)] gLAPPccbedffalknfdr SFS[D(5,3)(3,1)] gLAPPccbedffalknfuj SFS[D(5,2)(3,1)] gLAPPccbedffalrnfuj SFS[D(5,3)(3,1)] gLAPPccbedffimjscpn toroidal gLAPPccbedffimjscew toroidal gLAPPccbdeffaxfgnej SFS[D(5,2)(2,1)] gLAPPccbdeffdecgvus SFS[A(5,2)] gLAPPccbdeffimcgkir reducible gLAPPccbdeffamfvwus SFS[D(5,2)(3,1)] gLAPPccbdeffaicgjts reducible gLAPPccbdeffaicorpn reducible gLAPPccbdeffaifvwus SFS[D(5,3)(3,1)] gLAPPccbdeffaprgnej SFS[D(5,2)(2,1)] gLAPPccbdeffaljocuj SFS[D(5,2)(2,1)] gLAPPccbdeffimfggew SFS[D(5,2)(2,1)] gLAPPccbdeffimfvfpn SFS[D(5,2)(2,1)] gLAPPccbdeffimrvfpn SFS[D(5,2)(2,1)] gLAPPccbdeffimkvfpn toroidal gLAPPccbdeffaxfvbtr SFS[D(5,2)(2,1)] gLAPPccbdeffdpcgkir toroidal gLAPPccbdeffamfgkmn SFS[D(5,3)(3,1)] gLAPPccbdeffhpcospj SFS[D(5,2)(3,1)] gLAPPccbdeffimcgsdn reducible gLAPPccbdeffaxcgoun reducible gLAPPccbdeffhpcgkir SFS[D(5,3)(3,1)] gLAPPccbdeffaifgkmn SFS[D(5,2)(3,1)] gLAPPccbdeffiucggdr reducible gLAPPccbdeffaxfvbej SFS[D(5,2)(2,1)] gLAPPccbdeffdecgvmn SFS[A(5,2)] gLAPPccbdeffimcgsmw reducible gLAPPccbdeffamfgkus SFS[D(5,2)(3,1)] gLAPPccbdeffaicorts reducible gLAPPccbdeffaicgjpn reducible gLAPPccbdeffaifgkus SFS[D(5,3)(3,1)] gLAPPccbdeffaljocdr SFS[D(5,2)(2,1)] gLAPPccbdeffaprgntr SFS[D(5,2)(2,1)] gLAPPccbdeffimfvfew SFS[D(5,2)(2,1)] gLAPPccbdeffimfggpn SFS[D(5,2)(2,1)] gLAPPccbdeffimrvfew SFS[D(5,2)(2,1)] gLAPPccbdeffimkvfew toroidal gLAPPccbdeffaxfgntr SFS[D(5,2)(2,1)] gLAPPccbdeffdpcgkpj toroidal gLAPPccbdeffamfvwmn SFS[D(5,3)(3,1)] gLAPPccbdeffhpcgkpj SFS[D(5,2)(3,1)] gLAPPccbdeffimcgkpj reducible gLAPPccbdeffaxcgolw reducible gLAPPccbdeffhpcosir SFS[D(5,3)(3,1)] gLAPPccbdeffaifvwmn SFS[D(5,2)(3,1)] gLAPPccbdeffiucgguj reducible gLAPPccbedffalfnkdr SFS[D(5,3)(3,1)] gLAPPccbedffalfnruj SFS[D(5,3)(3,1)] gLAPPccbedffimcsjew reducible gLAPPccbedffalfnrdr SFS[D(5,2)(3,1)] gLAPPccbedffalfnkuj SFS[D(5,2)(3,1)] gLAPPccbedffimcsjpn reducible gLAPPccbdeffimcgnew reducible gLAPPccbdeffimcgjpn reducible gLAPPccbdeffalfscdr SFS[D(5,2)(2,1)] gLAPPccbdeffalfjkuj SFS[D(5,2)(2,1)] gLAPPccbdeffimckjpn reducible gLAPPccbdeffimcjjpn reducible gLAPPccbedffalkkfar SFS[D(3,1)(2,1)] gLAPPccbedffalrkfar SFS[D(3,1)(2,1)] gLAPPccbedffimjjcaw toroidal gLAPPccbedffimjfcar toroidal gLAPPccbedffalrcfaw SFS[D(3,1)(2,1)] gLAPPccbedffalkcfaw SFS[D(3,1)(2,1)] gLAPPccbdeffaxfvwaj SFS[D(2,1)(2,1)] gLAPPccbdeffdecgcaj SFS[A(2,1)] gLAPPccbdeffimcgoan reducible gLAPPccbdeffaicobak reducible gLAPPccbdeffamfgcas SFS[D(3,1)(2,1)] gLAPPccbdeffaifgcas SFS[D(3,1)(2,1)] gLAPPccbdeffaicgfan reducible gLAPPccbdeffimcgnaj reducible gLAPPccbdeffaxcgsak reducible gLAPPccbdeffhpcooaj SFS[D(3,1)(2,1)] gLAPPccbdeffiucgwaw reducible gLAPPccbdeffaifvbaj SFS[D(3,1)(2,1)] gLAPPccbdeffaljovar SFS[D(2,1)(2,1)] gLAPPccbdeffimfvoaw SFS[D(2,1)(2,1)] gLAPPccbdeffimfgrar SFS[D(2,1)(2,1)] gLAPPccbdeffimrvoaw SFS[D(2,1)(2,1)] gLAPPccbdeffimkvoaw toroidal gLAPPccbdeffaprgvas SFS[D(2,1)(2,1)] gLAPPccbdeffaxfgvas SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgnaj toroidal gLAPPccbdeffhpcgnaj SFS[D(3,1)(2,1)] gLAPPccbdeffamfvbaj SFS[D(3,1)(2,1)] gLAPPccbdeffaxfgkaj SFS[D(2,1)(2,1)] gLAPPccbdeffdecgnas SFS[A(2,1)] gLAPPccbdeffimcgcaj reducible gLAPPccbdeffaicgsak reducible gLAPPccbdeffamfvras SFS[D(3,1)(2,1)] gLAPPccbdeffaifvras SFS[D(3,1)(2,1)] gLAPPccbdeffaicowan reducible gLAPPccbdeffimcgjan reducible gLAPPccbdeffaxcgfan reducible gLAPPccbdeffhpcgcaj SFS[D(3,1)(2,1)] gLAPPccbdeffiucgrar reducible gLAPPccbdeffaifgnaj SFS[D(3,1)(2,1)] gLAPPccbdeffaprgkaj SFS[D(2,1)(2,1)] gLAPPccbdeffimfgwaw SFS[D(2,1)(2,1)] gLAPPccbdeffimfvsar SFS[D(2,1)(2,1)] gLAPPccbdeffimrvsar SFS[D(2,1)(2,1)] gLAPPccbdeffimkvsar toroidal gLAPPccbdeffaljonaw SFS[D(2,1)(2,1)] gLAPPccbdeffaxfvgas SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgcaj toroidal gLAPPccbdeffhpcofaj SFS[D(3,1)(2,1)] gLAPPccbdeffamfgnaj SFS[D(3,1)(2,1)] gLAPPccbedffalfkrar SFS[D(3,1)(2,1)] gLAPPccbedffimcfjar reducible gLAPPccbedffalfckaw SFS[D(3,1)(2,1)] gLAPPccbdeffimcjoan reducible gLAPPccbdeffimckjan reducible gLAPPccbedffalfkkar SFS[D(3,1)(2,1)] gLAPPccbedffimcfwar reducible gLAPPccbedffalfcraw SFS[D(3,1)(2,1)] gLAPPccbdeffimckoan reducible gLAPPccbdeffimcjjan reducible gLAPPccbedffimjscaj SFS[D(3,1)(2,1)] gLAPPccbedffimjscan SFS[D(3,1)(2,1)] gLAPPccbdeffdecgvan T2xI gLAPPccbdeffimcgkan reducible gLAPPccbdeffimkvfaj SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkan SFS[D(2,1)(2,1)] gLAPPccbdeffimcgsaw reducible gLAPPccbdeffdecgvar T2xI gLAPPccbdeffimcgsaj reducible gLAPPccbdeffimkvfan SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkar SFS[D(2,1)(2,1)] gLAPPccbdeffimcgkar reducible gLAPPccbedffimcsjan reducible gLAPPccbdeffimcjsaw reducible gLAPPccbdeffimcksaj reducible gLAPPccbedffimcsjaj reducible gLAPPccbdeffalfjnar SFS[D(2,1)(2,1)] gLAPPccbdeffimcksaw reducible gLAPPccbdeffalfsnaw SFS[D(2,1)(2,1)] gLAPPccbdeffimcjsaj reducible gLAPPccbedffimjjcaj SFS[D(3,1)(2,1)] gLAPPccbedffimjfcan SFS[D(3,1)(2,1)] gLAPPccbdeffdecgcak T2xI gLAPPccbdeffimkvoaj SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgnan SFS[D(2,1)(2,1)] gLAPPccbdeffimcgnan reducible gLAPPccbdeffimcgoar reducible gLAPPccbdeffdecgnaw T2xI gLAPPccbdeffimkvsan SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgcaw SFS[D(2,1)(2,1)] gLAPPccbdeffimcgjaj reducible gLAPPccbdeffimcgcaw reducible gLAPPccbedffimcfjan reducible gLAPPccbdeffimcjoar reducible gLAPPccbdeffimckjaj reducible gLAPPccbedffimcfwan reducible gLAPPccbdeffalfsvar SFS[D(2,1)(2,1)] gLAPPccbdeffimckoar reducible gLAPPccbdeffalfjvaw SFS[D(2,1)(2,1)] gLAPPccbdeffimcjjaj reducible gLAPPccbedffalkkfhw SFS[D(3,1)(2,1)] gLAPPccbedffalrkfhw SFS[D(3,1)(2,1)] gLAPPccbedffimjjchr toroidal gLAPPccbedffimjfchw toroidal gLAPPccbedffalrcfhr SFS[D(3,1)(2,1)] gLAPPccbedffalkcfhr SFS[D(3,1)(2,1)] gLAPPccbdeffaxfvwqj SFS[D(2,1)(2,1)] gLAPPccbdeffdecgcqs SFS[A(2,1)] gLAPPccbdeffimcgoxn reducible gLAPPccbdeffaicobxk reducible gLAPPccbdeffamfgcqj SFS[D(3,1)(2,1)] gLAPPccbdeffaifgcqj SFS[D(3,1)(2,1)] gLAPPccbdeffaicgfxn reducible gLAPPccbdeffimcgnqj reducible gLAPPccbdeffaxcgsxn reducible gLAPPccbdeffhpcooqj SFS[D(3,1)(2,1)] gLAPPccbdeffiucgwhr reducible gLAPPccbdeffaifvbqs SFS[D(3,1)(2,1)] gLAPPccbdeffaljovhw SFS[D(2,1)(2,1)] gLAPPccbdeffimfvohr SFS[D(2,1)(2,1)] gLAPPccbdeffimfgrhw SFS[D(2,1)(2,1)] gLAPPccbdeffimrvohr SFS[D(2,1)(2,1)] gLAPPccbdeffimkvohr toroidal gLAPPccbdeffaprgvqj SFS[D(2,1)(2,1)] gLAPPccbdeffaxfgvqj SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgnqj toroidal gLAPPccbdeffhpcgnqj SFS[D(3,1)(2,1)] gLAPPccbdeffamfvbqs SFS[D(3,1)(2,1)] gLAPPccbdeffaxfgkqj SFS[D(2,1)(2,1)] gLAPPccbdeffdecgnqj SFS[A(2,1)] gLAPPccbdeffimcgcqj reducible gLAPPccbdeffaicgsxk reducible gLAPPccbdeffamfvrqj SFS[D(3,1)(2,1)] gLAPPccbdeffaifvrqj SFS[D(3,1)(2,1)] gLAPPccbdeffaicowxn reducible gLAPPccbdeffimcgjxk reducible gLAPPccbdeffaxcgfxk reducible gLAPPccbdeffhpcgcqj SFS[D(3,1)(2,1)] gLAPPccbdeffiucgrhw reducible gLAPPccbdeffaifgnqs SFS[D(3,1)(2,1)] gLAPPccbdeffaprgkqj SFS[D(2,1)(2,1)] gLAPPccbdeffimfgwhr SFS[D(2,1)(2,1)] gLAPPccbdeffimfvshw SFS[D(2,1)(2,1)] gLAPPccbdeffimrvshw SFS[D(2,1)(2,1)] gLAPPccbdeffimkvshw toroidal gLAPPccbdeffaljonhr SFS[D(2,1)(2,1)] gLAPPccbdeffaxfvgqj SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgcqj toroidal gLAPPccbdeffhpcofqj SFS[D(3,1)(2,1)] gLAPPccbdeffamfgnqs SFS[D(3,1)(2,1)] gLAPPccbedffalfkrhw SFS[D(3,1)(2,1)] gLAPPccbedffimcfjhw reducible gLAPPccbedffalfckhr SFS[D(3,1)(2,1)] gLAPPccbdeffimcjoxn reducible gLAPPccbdeffalfjkqj SFS[D(5,2)(2,1)] gLAPPccbdeffalfscxk SFS[D(5,2)(2,1)] gLAPPccbdeffimckjxk reducible gLAPPccbedffalfkkhw SFS[D(3,1)(2,1)] gLAPPccbedffimcfwhw reducible gLAPPccbedffalfcrhr SFS[D(3,1)(2,1)] gLAPPccbdeffimckoxn reducible gLAPPccbdeffalfsvxn SFS[D(3,1)(2,1)] gLAPPccbdeffalfjvqj SFS[D(3,1)(2,1)] gLAPPccbdeffimcjjxk reducible gLAPPccbedffalrnfqj SFS[D(5,3)(3,1)] gLAPPccbedffalknfqj SFS[D(5,2)(3,1)] gLAPPccbedffalknfxk SFS[D(5,3)(3,1)] gLAPPccbedffalrnfxk SFS[D(5,2)(3,1)] gLAPPccbedffimjscqj toroidal gLAPPccbedffimjscxk toroidal gLAPPccbdeffaxfgnhw SFS[D(5,2)(2,1)] gLAPPccbdeffdecgvxn SFS[A(5,2)] gLAPPccbdeffimcgkxn reducible gLAPPccbdeffamfvwxn SFS[D(5,3)(3,1)] gLAPPccbdeffaicgjhr reducible gLAPPccbdeffaicorqj reducible gLAPPccbdeffaifvwxn SFS[D(5,2)(3,1)] gLAPPccbdeffaprgnhw SFS[D(5,2)(2,1)] gLAPPccbdeffaljocxk SFS[D(5,2)(2,1)] gLAPPccbdeffimfggxk SFS[D(5,2)(2,1)] gLAPPccbdeffimfvfqj SFS[D(5,2)(2,1)] gLAPPccbdeffimrvfqj SFS[D(5,2)(2,1)] gLAPPccbdeffimkvfqj toroidal gLAPPccbdeffaxfvbxn SFS[D(5,2)(2,1)] gLAPPccbdeffdpcgkxn toroidal gLAPPccbdeffamfgkhw SFS[D(5,2)(3,1)] gLAPPccbdeffhpcoshw SFS[D(5,3)(3,1)] gLAPPccbdeffimcgshr reducible gLAPPccbdeffaxcgohr reducible gLAPPccbdeffhpcgkxn SFS[D(5,2)(3,1)] gLAPPccbdeffaifgkhw SFS[D(5,3)(3,1)] gLAPPccbdeffiucggqj reducible gLAPPccbdeffaxfvbhw SFS[D(5,2)(2,1)] gLAPPccbdeffdecgvhw SFS[A(5,2)] gLAPPccbdeffimcgsqj reducible gLAPPccbdeffamfgkxn SFS[D(5,3)(3,1)] gLAPPccbdeffaicorhr reducible gLAPPccbdeffaicgjqj reducible gLAPPccbdeffaifgkxn SFS[D(5,2)(3,1)] gLAPPccbdeffaljocqj SFS[D(5,2)(2,1)] gLAPPccbdeffaprgnxn SFS[D(5,2)(2,1)] gLAPPccbdeffimfvfxk SFS[D(5,2)(2,1)] gLAPPccbdeffimfggqj SFS[D(5,2)(2,1)] gLAPPccbdeffimrvfxk SFS[D(5,2)(2,1)] gLAPPccbdeffimkvfxk toroidal gLAPPccbdeffaxfgnxn SFS[D(5,2)(2,1)] gLAPPccbdeffdpcgkhw toroidal gLAPPccbdeffamfvwhw SFS[D(5,2)(3,1)] gLAPPccbdeffhpcgkhw SFS[D(5,3)(3,1)] gLAPPccbdeffimcgkhw reducible gLAPPccbdeffaxcgoqj reducible gLAPPccbdeffhpcosxn SFS[D(5,2)(3,1)] gLAPPccbdeffaifvwhw SFS[D(5,3)(3,1)] gLAPPccbdeffiucggxk reducible gLAPPccbedffalfnkqj SFS[D(5,3)(3,1)] gLAPPccbedffalfnrxk SFS[D(5,3)(3,1)] gLAPPccbedffimcsjxk reducible gLAPPccbdeffimcjshr reducible gLAPPccbdeffimcksqj reducible gLAPPccbdeffalfjnxn SFS[D(3,1)(2,1)] gLAPPccbdeffalfsnqj SFS[D(3,1)(2,1)] gLAPPccbedffalfnrqj SFS[D(5,2)(3,1)] gLAPPccbedffalfnkxk SFS[D(5,2)(3,1)] gLAPPccbedffimcsjqj reducible gLAPPccbdeffalfjnhw SFS[D(2,1)(2,1)] gLAPPccbdeffimckshr reducible gLAPPccbdeffalfsnhr SFS[D(2,1)(2,1)] gLAPPccbdeffimcjsqj reducible gLAPPccbedffimjjcqj toroidal gLAPPccbedffimjfcxn toroidal gLAPPccbedffalkkfxn SFS[D(3,1)(3,2)] gLAPPccbedffalrkfxn SFS[D(3,1)(3,1)] gLAPPccbedffalrcfqj SFS[D(3,1)(3,2)] gLAPPccbedffalkcfqj SFS[D(3,1)(3,1)] gLAPPccbdeffaxcgshw reducible gLAPPccbdeffdecgcxk SFS[A(3,1)] gLAPPccbdeffimfvoqj SFS[D(3,1)(2,1)] gLAPPccbdeffimfgrxn SFS[D(3,1)(2,1)] gLAPPccbdeffimrvoqj SFS[D(3,1)(2,1)] gLAPPccbdeffimkvoqj toroidal gLAPPccbdeffiucgwqj reducible gLAPPccbdeffhpcoohr SFS[D(3,1)(3,2)] gLAPPccbdeffaifvbxk SFS[D(3,1)(3,1)] gLAPPccbdeffaifgchr SFS[D(3,1)(3,2)] gLAPPccbdeffamfgchr SFS[D(3,1)(3,1)] gLAPPccbdeffhpcgnxk SFS[D(3,1)(3,1)] gLAPPccbdeffdpcgnxk toroidal gLAPPccbdeffamfvbxk SFS[D(3,1)(3,2)] gLAPPccbdeffimcgnxk reducible gLAPPccbdeffaxfvwxk SFS[D(3,1)(2,1)] gLAPPccbdeffaljovxn SFS[D(3,1)(2,1)] gLAPPccbdeffaicobqs reducible gLAPPccbdeffimcgohw reducible gLAPPccbdeffaprgvhr SFS[D(3,1)(2,1)] gLAPPccbdeffaxfgvhr SFS[D(3,1)(2,1)] gLAPPccbdeffaicgfhw reducible gLAPPccbdeffaxcgfqj reducible gLAPPccbdeffdecgnhr SFS[A(3,1)] gLAPPccbdeffimfgwqj SFS[D(3,1)(2,1)] gLAPPccbdeffimfvsxn SFS[D(3,1)(2,1)] gLAPPccbdeffimrvsxn SFS[D(3,1)(2,1)] gLAPPccbdeffimkvsxn toroidal gLAPPccbdeffiucgrxn reducible gLAPPccbdeffhpcgchr SFS[D(3,1)(3,2)] gLAPPccbdeffaifgnxk SFS[D(3,1)(3,1)] gLAPPccbdeffaifvrhr SFS[D(3,1)(3,2)] gLAPPccbdeffamfvrhr SFS[D(3,1)(3,1)] gLAPPccbdeffhpcofxk SFS[D(3,1)(3,1)] gLAPPccbdeffdpcgchr toroidal gLAPPccbdeffamfgnxk SFS[D(3,1)(3,2)] gLAPPccbdeffimcgjqj reducible gLAPPccbdeffaxfgkxk SFS[D(3,1)(2,1)] gLAPPccbdeffaprgkxk SFS[D(3,1)(2,1)] gLAPPccbdeffaicgsqs reducible gLAPPccbdeffimcgchr reducible gLAPPccbdeffaljonqj SFS[D(3,1)(2,1)] gLAPPccbdeffaxfvghr SFS[D(3,1)(2,1)] gLAPPccbdeffaicowhw reducible gLAPPccbedffimcfjxn reducible gLAPPccbedffalfkrxn SFS[D(3,1)(3,2)] gLAPPccbedffalfckqj SFS[D(3,1)(3,2)] gLAPPccbdeffimcjohw reducible gLAPPccbdeffalfscqj SFS[D(5,2)(2,1)] gLAPPccbdeffalfjkxk SFS[D(5,2)(2,1)] gLAPPccbdeffimckjqj reducible gLAPPccbedffimcfwxn reducible gLAPPccbedffalfkkxn SFS[D(3,1)(3,1)] gLAPPccbedffalfcrqj SFS[D(3,1)(3,1)] gLAPPccbdeffalfsvhw SFS[D(2,1)(2,1)] gLAPPccbdeffimckohw reducible gLAPPccbdeffalfjvhr SFS[D(2,1)(2,1)] gLAPPccbdeffimcjjqj reducible gLAPPccbdeffalfvwej SFS[D(2,1)(2,1)] gLAPPccbdeffalfgspj SFS[D(2,1)(2,1)] gLAPPccbdeffimcgnun reducible gLAPPccbdeffalfgkej SFS[D(2,1)(2,1)] gLAPPccbdeffalfvcpj SFS[D(2,1)(2,1)] gLAPPccbdeffimcgjdk reducible gLAPPccbdeffalfjkej toroidal gLAPPccbdeffalfscpj toroidal gLAPPccbdeffimckjdk reducible gLAPPccbdeffalfkkej SFS[D(2,1)(2,1)] gLAPPccbdeffalfwcpj SFS[D(2,1)(2,1)] gLAPPccbdeffimcjjdk reducible gLAPPccbedffalrnfej SFS[D(4,1)(3,1)] gLAPPccbedffalknfej SFS[D(4,3)(3,1)] gLAPPccbedffalknfpj SFS[D(4,1)(3,1)] gLAPPccbedffalrnfpj SFS[D(4,3)(3,1)] gLAPPccbedffimjscun toroidal gLAPPccbedffimjscdk toroidal gLAPPccbdeffaxfgndw SFS[D(4,1)(2,1)] gLAPPccbdeffdecgvpn SFS[A(4,1)] gLAPPccbdeffimcgkmr reducible gLAPPccbdeffamfvwpn SFS[D(4,1)(3,1)] gLAPPccbdeffaicgjls reducible gLAPPccbdeffaicoruj reducible gLAPPccbdeffaifvwpn SFS[D(4,3)(3,1)] gLAPPccbdeffaprgndw SFS[D(4,1)(2,1)] gLAPPccbdeffaljocpj SFS[D(4,1)(2,1)] gLAPPccbdeffimfggdk SFS[D(4,1)(2,1)] gLAPPccbdeffimfvfun SFS[D(4,1)(2,1)] gLAPPccbdeffimrvfun SFS[D(4,1)(2,1)] gLAPPccbdeffimkvfun toroidal gLAPPccbdeffaxfvblr SFS[D(4,1)(2,1)] gLAPPccbdeffdpcgkmr toroidal gLAPPccbdeffamfgkin SFS[D(4,3)(3,1)] gLAPPccbdeffhpcosuw SFS[D(4,1)(3,1)] gLAPPccbdeffimcgser reducible gLAPPccbdeffaxcgopr reducible gLAPPccbdeffhpcgkmr SFS[D(4,3)(3,1)] gLAPPccbdeffaifgkin SFS[D(4,1)(3,1)] gLAPPccbdeffiucggej reducible gLAPPccbdeffaxfvbdw SFS[D(4,1)(2,1)] gLAPPccbdeffdecgvin SFS[A(4,1)] gLAPPccbdeffimcgsiw reducible gLAPPccbdeffamfgkpn SFS[D(4,1)(3,1)] gLAPPccbdeffaicorls reducible gLAPPccbdeffaicgjuj reducible gLAPPccbdeffaifgkpn SFS[D(4,3)(3,1)] gLAPPccbdeffaljocej SFS[D(4,1)(2,1)] gLAPPccbdeffaprgnlr SFS[D(4,1)(2,1)] gLAPPccbdeffimfvfdk SFS[D(4,1)(2,1)] gLAPPccbdeffimfggun SFS[D(4,1)(2,1)] gLAPPccbdeffimrvfdk SFS[D(4,1)(2,1)] gLAPPccbdeffimkvfdk toroidal gLAPPccbdeffaxfgnlr SFS[D(4,1)(2,1)] gLAPPccbdeffdpcgkuw toroidal gLAPPccbdeffamfvwin SFS[D(4,3)(3,1)] gLAPPccbdeffhpcgkuw SFS[D(4,1)(3,1)] gLAPPccbdeffimcgkuw reducible gLAPPccbdeffaxcgotw reducible gLAPPccbdeffhpcosmr SFS[D(4,3)(3,1)] gLAPPccbdeffaifvwin SFS[D(4,1)(3,1)] gLAPPccbdeffiucggpj reducible gLAPPccbedffalfnkej toroidal gLAPPccbedffalfnrpj toroidal gLAPPccbedffimcsjdk reducible gLAPPccbedffalfnrej toroidal gLAPPccbedffalfnkpj toroidal gLAPPccbedffimcsjun reducible gLAPPccbdeffalfgsej SFS[D(2,1)(2,1)] gLAPPccbdeffalfvwpj SFS[D(2,1)(2,1)] gLAPPccbdeffimcgndk reducible gLAPPccbdeffalfvcej SFS[D(2,1)(2,1)] gLAPPccbdeffalfgkpj SFS[D(2,1)(2,1)] gLAPPccbdeffimcgjun reducible gLAPPccbdeffalfscej toroidal gLAPPccbdeffalfjkpj toroidal gLAPPccbdeffimckjun reducible gLAPPccbdeffalfwcej SFS[D(2,1)(2,1)] gLAPPccbdeffalfkkpj SFS[D(2,1)(2,1)] gLAPPccbdeffimcjjun reducible gLAPPccbedffaxfjrpc reducible gLAPPccbedffdecrjlb reducible gLAPPccbedffimcbwev reducible gLAPPccbedffamfoklb reducible gLAPPccbedffaicvwib reducible gLAPPccbedffaicvjib reducible gLAPPccbedffaifoklb reducible gLAPPccbedffalcowlc reducible gLAPPccbedffapfjrpc reducible gLAPPccbedffapfjkpc reducible gLAPPccbedffalcojlc reducible gLAPPccbedffimfvrif reducible gLAPPccbedffimfvkif reducible gLAPPccbedffaxfjkpc reducible gLAPPccbedffalfjkpc reducible gLAPPccbedffdlffkev reducible gLAPPccbedffdlffrev reducible gLAPPccbedffdpcbjev reducible gLAPPccbedffamforlb reducible gLAPPccbedffhpcbjev reducible gLAPPccbedffalfjrpc reducible gLAPPccbedffimcbjev reducible gLAPPccbedffalfbkdo reducible gLAPPccbedffalfbrdo reducible gLAPPccbedffaxccjdo reducible gLAPPccbedffhpcbwev reducible gLAPPccbedffaiforlb reducible gLAPPccbedffiucojlc reducible gLAPPccbdeffimcjbif reducible gLAPPccbdeffimckbif reducible gLAPPccbedffimjwcif SFS[D(3,1)(2,1)] gLAPPccbedffimjvcif SFS[D(3,1)(2,1)] gLAPPccbdeffdecgflb T2xI gLAPPccbdeffimcgruf reducible gLAPPccbdeffimkvrif SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgoev SFS[D(2,1)(2,1)] gLAPPccbdeffimcgoev reducible gLAPPccbdeffdecgglb T2xI gLAPPccbdeffimcgwev reducible gLAPPccbdeffimkvkif SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgwev SFS[D(2,1)(2,1)] gLAPPccbdeffimcgcuf reducible gLAPPccbedffimcvjif reducible gLAPPccbdeffimcjnif reducible gLAPPccbdeffaxfjfpc reducible gLAPPccbdeffdeckglb reducible gLAPPccbdeffimckwev reducible gLAPPccbdeffamfsjlb reducible gLAPPccbdeffaicknib reducible gLAPPccbdeffaicnkib reducible gLAPPccbdeffaifsjlb reducible gLAPPccbdeffalckflc reducible gLAPPccbdeffapfjfpc reducible gLAPPccbdeffapfsopc reducible gLAPPccbdeffalcnjlc reducible gLAPPccbdeffimfjcif reducible gLAPPccbdeffimfskif reducible gLAPPccbdeffaxfsopc reducible gLAPPccbdeffalfsopc reducible gLAPPccbdeffdlfssev reducible gLAPPccbdeffdlfjjev reducible gLAPPccbdeffdpckwev reducible gLAPPccbdeffamfjslb reducible gLAPPccbdeffhpcngev reducible gLAPPccbdeffalfjfpc reducible gLAPPccbdeffimckcuf reducible gLAPPccbdeffalfsgdo reducible gLAPPccbdeffalfjrdo reducible gLAPPccbdeffaxckkdo reducible gLAPPccbdeffhpckwev reducible gLAPPccbdeffaifjslb reducible gLAPPccbdeffiuckflc reducible gLAPPccbedffimcvwif reducible gLAPPccbdeffimcknif reducible gLAPPccbdeffdecjglb T2xI gLAPPccbdeffimcjwev reducible gLAPPccbdeffdpcjwev SFS[D(2,1)(2,1)] gLAPPccbdeffimcjcuf reducible gLAPPccbedffimjjchf SFS[D(3,1)(2,1)] gLAPPccbedffimjfchv SFS[D(3,1)(2,1)] gLAPPccbdeffdecgcqv T2xI gLAPPccbdeffimcgoxb reducible gLAPPccbdeffimcgnqc reducible gLAPPccbdeffimkvohf SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgnqc SFS[D(2,1)(2,1)] gLAPPccbdeffdecgnqb T2xI gLAPPccbdeffimcgcqb reducible gLAPPccbdeffimcgjxf reducible gLAPPccbdeffimkvshv SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgcqb SFS[D(2,1)(2,1)] gLAPPccbedffimcfjhv reducible gLAPPccbdeffimcjoxb reducible gLAPPccbdeffimckjxf reducible gLAPPccbedffimcfwhv reducible gLAPPccbdeffimckoxb reducible gLAPPccbdeffalfsvxb reducible gLAPPccbdeffalfjvqb reducible gLAPPccbdeffimcjjxf reducible gLAPPccbedffimjscqc SFS[D(3,1)(2,1)] gLAPPccbedffimjscxf SFS[D(3,1)(2,1)] gLAPPccbdeffdecgvxb T2xI gLAPPccbdeffimcgkxb reducible gLAPPccbdeffimkvfqc SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkxb SFS[D(2,1)(2,1)] gLAPPccbdeffimcgshf reducible gLAPPccbdeffdecgvhv T2xI gLAPPccbdeffimcgsqb reducible gLAPPccbdeffimkvfxf SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkhv SFS[D(2,1)(2,1)] gLAPPccbdeffimcgkhv reducible gLAPPccbedffimcsjxf reducible gLAPPccbdeffimcjshf reducible gLAPPccbdeffimcksqb reducible gLAPPccbdeffalfjnxb reducible gLAPPccbdeffalfsnqb reducible gLAPPccbedffimcsjqc reducible gLAPPccbdeffimckshf reducible gLAPPccbdeffimcjsqb reducible gLAPPccbedffimjjcqb reducible gLAPPccbedffimjfcxb reducible gLAPPccbedffalkkfxb reducible gLAPPccbedffalrkfxb reducible gLAPPccbedffalrcfqb reducible gLAPPccbedffalkcfqb reducible gLAPPccbdeffaxcgshc reducible gLAPPccbdeffdecgcxf reducible gLAPPccbdeffimfvoqb reducible gLAPPccbdeffimfgrxb reducible gLAPPccbdeffimrvoqb reducible gLAPPccbdeffimkvoqb reducible gLAPPccbdeffiucgwqb reducible gLAPPccbdeffhpcoohf reducible gLAPPccbdeffaifvbxf reducible gLAPPccbdeffaifgcho reducible gLAPPccbdeffamfgcho reducible gLAPPccbdeffhpcgnxf reducible gLAPPccbdeffdpcgnxf reducible gLAPPccbdeffamfvbxf reducible gLAPPccbdeffimcgnxf reducible gLAPPccbdeffaxfvwxf reducible gLAPPccbdeffaljovxb reducible gLAPPccbdeffaicobqv reducible gLAPPccbdeffimcgohv reducible gLAPPccbdeffaprgvho reducible gLAPPccbdeffaxfgvho reducible gLAPPccbdeffaicgfhv reducible gLAPPccbdeffaxcgfqc reducible gLAPPccbdeffdecgnho reducible gLAPPccbdeffimfgwqb reducible gLAPPccbdeffimfvsxb reducible gLAPPccbdeffimrvsxb reducible gLAPPccbdeffimkvsxb reducible gLAPPccbdeffiucgrxb reducible gLAPPccbdeffhpcgchf reducible gLAPPccbdeffaifgnxf reducible gLAPPccbdeffaifvrho reducible gLAPPccbdeffamfvrho reducible gLAPPccbdeffhpcofxf reducible gLAPPccbdeffdpcgchf reducible gLAPPccbdeffamfgnxf reducible gLAPPccbdeffimcgjqc reducible gLAPPccbdeffaxfgkxf reducible gLAPPccbdeffaprgkxf reducible gLAPPccbdeffaicgsqv reducible gLAPPccbdeffimcgchf reducible gLAPPccbdeffaljonqb reducible gLAPPccbdeffaxfvgho reducible gLAPPccbdeffaicowhv reducible gLAPPccbedffimcfjxb reducible gLAPPccbedffalfkrxb reducible gLAPPccbedffalfckqb reducible gLAPPccbdeffimcjohv reducible gLAPPccbdeffimckjqc reducible gLAPPccbedffimcfwxb reducible gLAPPccbedffalfkkxb reducible gLAPPccbedffalfcrqb reducible gLAPPccbdeffimckohv reducible gLAPPccbdeffimcjjqc reducible gLAPPccbedffimjccmo reducible gLAPPccbedffimjgcic reducible gLAPPccbedffalrgflf reducible gLAPPccbedffalkgflf reducible gLAPPccbedffalkfftv reducible gLAPPccbedffalrfftv reducible gLAPPccbdeffdecgblv reducible gLAPPccbdeffimfgnic reducible gLAPPccbdeffimfvnmo reducible gLAPPccbdeffimrvnmo reducible gLAPPccbdeffimkvnmo reducible gLAPPccbdeffiucgslf reducible gLAPPccbdeffhpcgref reducible gLAPPccbdeffaifgflf reducible gLAPPccbdeffaifvflv reducible gLAPPccbdeffamfvflv reducible gLAPPccbdeffhpcordf reducible gLAPPccbdeffdpcgref reducible gLAPPccbdeffamfgflf reducible gLAPPccbdeffimcgnub reducible gLAPPccbdeffaxfgspb reducible gLAPPccbdeffaprgspb reducible gLAPPccbdeffimcgref reducible gLAPPccbdeffaljostv reducible gLAPPccbdeffaxfvspo reducible gLAPPccbdeffdecgslf reducible gLAPPccbdeffimfvbic reducible gLAPPccbdeffimfgjmo reducible gLAPPccbdeffimrvbic reducible gLAPPccbdeffimkvbic reducible gLAPPccbdeffiucgktv reducible gLAPPccbdeffhpcovef reducible gLAPPccbdeffaifvvlf reducible gLAPPccbdeffaifgglv reducible gLAPPccbdeffamfgglv reducible gLAPPccbdeffhpcgjdf reducible gLAPPccbdeffdpcgjdf reducible gLAPPccbdeffamfvvlf reducible gLAPPccbdeffimcgjdf reducible gLAPPccbdeffaxfvcpb reducible gLAPPccbdeffaljoblf reducible gLAPPccbdeffimcgwuv reducible gLAPPccbdeffaprgrpo reducible gLAPPccbdeffaxfgrpo reducible gLAPPccbedffimccwmo reducible gLAPPccbedffalfgklf reducible gLAPPccbedffalffrtv reducible gLAPPccbdeffimcjref reducible gLAPPccbdeffimckjdf reducible gLAPPccbedffimccjmo reducible gLAPPccbedffalfgrlf reducible gLAPPccbedffalffktv reducible gLAPPccbdeffimckref reducible gLAPPccbdeffimcjjdf reducible gLAPPccbedffimjscub SFS[D(3,1)(2,1)] gLAPPccbedffimjscdf SFS[D(3,1)(2,1)] gLAPPccbdeffdecgvpb T2xI gLAPPccbdeffimcgkmo reducible gLAPPccbdeffimkvfub SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkmo SFS[D(2,1)(2,1)] gLAPPccbdeffimcgsef reducible gLAPPccbdeffdecgvio T2xI gLAPPccbdeffimcgsic reducible gLAPPccbdeffimkvfdf SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkuv SFS[D(2,1)(2,1)] gLAPPccbdeffimcgkuv reducible gLAPPccbedffimcsjdf reducible gLAPPccbdeffimcjkmo reducible gLAPPccbdeffimckkuv reducible gLAPPccbedffimcsjub reducible gLAPPccbdeffimckkmo reducible gLAPPccbdeffalfsblf reducible gLAPPccbdeffalfjjtv reducible gLAPPccbdeffimcjkuv reducible gLAPPccbedffimjccuv SFS[D(3,1)(2,1)] gLAPPccbedffimjgcef SFS[D(3,1)(2,1)] gLAPPccbdeffdecgbub T2xI gLAPPccbdeffimcgric reducible gLAPPccbdeffimcgndf reducible gLAPPccbdeffimkvnuv SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgric SFS[D(2,1)(2,1)] gLAPPccbdeffdecgsmg T2xI gLAPPccbdeffimcgwmo reducible gLAPPccbdeffimcgjub reducible gLAPPccbdeffimkvbef SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgjub SFS[D(2,1)(2,1)] gLAPPccbedffimccwuv reducible gLAPPccbdeffimcjric reducible gLAPPccbdeffimckjub reducible gLAPPccbedffimccjuv reducible gLAPPccbdeffimckric reducible gLAPPccbdeffalfjwlf reducible gLAPPccbdeffalfsstv reducible gLAPPccbdeffimcjjub reducible gLAPPccbedffdejrcev SFS[A(3,1)] gLAPPccbedffaijvcdo reducible gLAPPccbedffaiwvcdo reducible gLAPPccbedffimkvflc reducible gLAPPccbedffimrvflc reducible gLAPPccbedffaxrjfmb SFS[D(3,1)(2,1)] gLAPPccbedffaxkjfmb SFS[D(3,1)(2,1)] gLAPPccbedffdpjbclb reducible gLAPPccbedffamkofev SFS[D(3,1)(3,2)] gLAPPccbedffamrofev SFS[D(3,1)(3,1)] gLAPPccbedffhpwbclb SFS[D(3,1)(3,1)] gLAPPccbedffhpjbclb SFS[D(3,1)(3,2)] gLAPPccbedffimjkctb SFS[D(3,1)(2,1)] gLAPPccbedffimjbclb SFS[D(3,1)(2,1)] gLAPPccbedffaxjccib reducible gLAPPccbedffaikofev SFS[D(3,1)(3,1)] gLAPPccbedffairofev SFS[D(3,1)(3,2)] gLAPPccbedffiujocif toroidal gLAPPccbdeffaxjoomb SFS[D(2,1)(2,1)] gLAPPccbdeffdhfgodo SFS[D(3,1)(2,1)] gLAPPccbdeffdecgjdo T2xI gLAPPccbdeffdecgrdv T2xI gLAPPccbdeffdejgrdv T2xI gLAPPccbdeffdejordo SFS[A(2,1)] gLAPPccbdeffimkvglb SFS[D(2,1)(2,1)] gLAPPccbdeffdufgodo SFS[D(3,1)(2,1)] gLAPPccbdeffairgwdv SFS[D(3,1)(2,1)] gLAPPccbdeffaikvkdo reducible gLAPPccbdeffamkvkdo reducible gLAPPccbdeffdpcgstb SFS[D(2,1)(2,1)] gLAPPccbdeffamrgwdv SFS[D(3,1)(2,1)] gLAPPccbdeffimkgglc reducible gLAPPccbdeffimjgblc reducible gLAPPccbdeffimrgglc reducible gLAPPccbdeffimjoklc reducible gLAPPccbdeffaxrgbif SFS[D(2,1)(2,1)] gLAPPccbdeffdhfvkdo SFS[D(3,1)(2,1)] gLAPPccbdefflxcogib SFS[D(3,1)(2,1)] gLAPPccbdeffdpkvglb reducible gLAPPccbdeffaiwgrdv SFS[D(3,1)(2,1)] gLAPPccbdeffhxcobtb SFS[D(2,1)(2,1)] gLAPPccbdefflmrgwdv SFS[D(3,1)(2,1)] gLAPPccbdefflxcgoib SFS[D(3,1)(2,1)] gLAPPccbdeffimkvvtb SFS[D(2,1)(2,1)] gLAPPccbdeffdufvkdo SFS[D(3,1)(2,1)] gLAPPccbdeffaxkvnib reducible gLAPPccbdeffhxcgstb SFS[D(2,1)(2,1)] gLAPPccbdeffhpkvglb SFS[D(3,1)(2,1)] gLAPPccbdeffdpcgblc SFS[D(2,1)(2,1)] gLAPPccbdeffaijojev SFS[D(3,1)(2,1)] gLAPPccbdeffiufvjif SFS[D(2,1)(2,1)] gLAPPccbdeffiufgbif SFS[D(2,1)(2,1)] gLAPPccbdeffiurvjif SFS[D(2,1)(2,1)] gLAPPccbdeffiukvjif toroidal gLAPPccbedffaxfjrmb reducible gLAPPccbedffdecrjev reducible gLAPPccbedffimcbwlb reducible gLAPPccbedffamfokev reducible gLAPPccbedffaifokev reducible gLAPPccbedffimfvrlc reducible gLAPPccbedffimfvklc reducible gLAPPccbedffaxfjkmb reducible gLAPPccbedffdpcbjlb reducible gLAPPccbedffamforev reducible gLAPPccbedffhpcbjlb reducible gLAPPccbedffimcbjlb reducible gLAPPccbedffhpcbwlb reducible gLAPPccbedffaiforev reducible gLAPPccbedffiucojif reducible gLAPPccbedffalkrfif reducible gLAPPccbedffalrrfif reducible gLAPPccbedffalrofif reducible gLAPPccbedffalkofif reducible gLAPPccbedffimjwclc reducible gLAPPccbedffimjvclc reducible gLAPPccbdeffaxfvvmb reducible gLAPPccbdeffdecgfev reducible gLAPPccbdeffimcgrtb reducible gLAPPccbdeffamfgbev reducible gLAPPccbdeffaifgbev reducible gLAPPccbdeffaljowif reducible gLAPPccbdeffaprgwmb reducible gLAPPccbdeffimfvrlc reducible gLAPPccbdeffimfgolc reducible gLAPPccbdeffimrvrlc reducible gLAPPccbdeffimkvrlc reducible gLAPPccbdeffaxfgwmb reducible gLAPPccbdeffdpcgolb reducible gLAPPccbdeffamfvcev reducible gLAPPccbdeffhpcgolb reducible gLAPPccbdeffimcgolb reducible gLAPPccbdeffhpconlb reducible gLAPPccbdeffaifvcev reducible gLAPPccbdeffiucgvif reducible gLAPPccbdeffaxfgfmb reducible gLAPPccbdeffdecggev reducible gLAPPccbdeffimcgwlb reducible gLAPPccbdeffamfvjev reducible gLAPPccbdeffaifvjev reducible gLAPPccbdeffaprgfmb reducible gLAPPccbdeffaljojif reducible gLAPPccbdeffimfgclc reducible gLAPPccbdeffimfvklc reducible gLAPPccbdeffimrvklc reducible gLAPPccbdeffimkvklc reducible gLAPPccbdeffaxfvomb reducible gLAPPccbdeffdpcgwlb reducible gLAPPccbdeffamfgsev reducible gLAPPccbdeffhpcoglb reducible gLAPPccbdeffimcgctb reducible gLAPPccbdeffhpcgwlb reducible gLAPPccbdeffaifgsev reducible gLAPPccbdeffiucgfif reducible gLAPPccbdeffaxfjfmb reducible gLAPPccbdeffdeckgev reducible gLAPPccbdeffimckwlb reducible gLAPPccbdeffamfsjev reducible gLAPPccbdeffaifsjev reducible gLAPPccbdeffimfjclc reducible gLAPPccbdeffimfsklc reducible gLAPPccbdeffaxfsomb reducible gLAPPccbdeffdpckwlb reducible gLAPPccbdeffamfjsev reducible gLAPPccbdeffhpcnglb reducible gLAPPccbdeffimckctb reducible gLAPPccbdeffhpckwlb reducible gLAPPccbdeffaifjsev reducible gLAPPccbdeffiuckfif reducible gLAPPccbdeffaxfkfmb reducible gLAPPccbdeffdecjgev reducible gLAPPccbdeffimcjwlb reducible gLAPPccbdeffamfwjev reducible gLAPPccbdeffaifwjev reducible gLAPPccbdeffimfkclc reducible gLAPPccbdeffimfwklc reducible gLAPPccbdeffaxfwomb reducible gLAPPccbdeffdpcjwlb reducible gLAPPccbdeffamfksev reducible gLAPPccbdeffhpcrglb reducible gLAPPccbdeffimcjctb reducible gLAPPccbdeffhpcjwlb reducible gLAPPccbdeffaifksev reducible gLAPPccbdeffiucjfif reducible gLAPPccbedffimjccio reducible gLAPPccbedffimjgcmc reducible gLAPPccbedffalrgftf reducible gLAPPccbedffalkgftf reducible gLAPPccbedffalkfflv reducible gLAPPccbedffalrfflv reducible gLAPPccbdeffdecgbtv reducible gLAPPccbdeffimfgnmc reducible gLAPPccbdeffimfvnio reducible gLAPPccbdeffimrvnio reducible gLAPPccbdeffimkvnio reducible gLAPPccbdeffiucgstf reducible gLAPPccbdeffhpcgrdb reducible gLAPPccbdeffaifgftv reducible gLAPPccbdeffaifvftv reducible gLAPPccbdeffamfvftv reducible gLAPPccbdeffhpcorec reducible gLAPPccbdeffdpcgrdb reducible gLAPPccbdeffamfgftv reducible gLAPPccbdeffimcgnpb reducible gLAPPccbdeffaxfgsub reducible gLAPPccbdeffaprgsub reducible gLAPPccbdeffimcgrdb reducible gLAPPccbdeffaljoslv reducible gLAPPccbdeffaxfvsub reducible gLAPPccbdeffdecgstv reducible gLAPPccbdeffimfvbmc reducible gLAPPccbdeffimfgjio reducible gLAPPccbdeffimrvbmc reducible gLAPPccbdeffimkvbmc reducible gLAPPccbdeffiucgklv reducible gLAPPccbdeffhpcovdb reducible gLAPPccbdeffaifvvtv reducible gLAPPccbdeffaifggtv reducible gLAPPccbdeffamfggtv reducible gLAPPccbdeffhpcgjec reducible gLAPPccbdeffdpcgjec reducible gLAPPccbdeffamfvvtv reducible gLAPPccbdeffimcgjec reducible gLAPPccbdeffaxfvcub reducible gLAPPccbdeffaljobtf reducible gLAPPccbdeffimcgwpb reducible gLAPPccbdeffaprgrub reducible gLAPPccbdeffaxfgrub reducible gLAPPccbedffimccwio reducible gLAPPccbedffalfgktf reducible gLAPPccbedffalffrlv reducible gLAPPccbdeffimcjrdb reducible gLAPPccbdeffimckjec reducible gLAPPccbedffimccjio reducible gLAPPccbedffalfgrtf reducible gLAPPccbedffalffklv reducible gLAPPccbdeffimckrdb reducible gLAPPccbdeffimcjjec reducible gLAPPccbedffimjscpb SFS[D(3,1)(2,1)] gLAPPccbedffimjscec SFS[D(3,1)(2,1)] gLAPPccbdeffdecgvuv T2xI gLAPPccbdeffimcgkio reducible gLAPPccbdeffimkvfpb SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkio SFS[D(2,1)(2,1)] gLAPPccbdeffimcgsdb reducible gLAPPccbdeffdecgvmo T2xI gLAPPccbdeffimcgsmc reducible gLAPPccbdeffimkvfec SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgkpb SFS[D(2,1)(2,1)] gLAPPccbdeffimcgkpb reducible gLAPPccbedffimcsjec reducible gLAPPccbdeffimcjkio reducible gLAPPccbdeffimckkpb reducible gLAPPccbedffimcsjpb reducible gLAPPccbdeffimckkio reducible gLAPPccbdeffalfsbtf reducible gLAPPccbdeffalfjjlv reducible gLAPPccbdeffimcjkpb reducible gLAPPccbedffimjccpb SFS[D(3,1)(2,1)] gLAPPccbedffimjgcdb SFS[D(3,1)(2,1)] gLAPPccbdeffdecgbpo T2xI gLAPPccbdeffimcgrmc reducible gLAPPccbdeffimcgnec reducible gLAPPccbdeffimkvnpb SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgrmc SFS[D(2,1)(2,1)] gLAPPccbdeffdecgsig T2xI gLAPPccbdeffimcgwio reducible gLAPPccbdeffimcgjpb reducible gLAPPccbdeffimkvbdb SFS[D(2,1)(2,1)] gLAPPccbdeffdpcgjpb SFS[D(2,1)(2,1)] gLAPPccbedffimccwpb reducible gLAPPccbdeffimcjrmc reducible gLAPPccbdeffimckjpb reducible gLAPPccbedffimccjpb reducible gLAPPccbdeffimckrmc reducible gLAPPccbdeffalfjwtf reducible gLAPPccbdeffalfsslv reducible gLAPPccbdeffimcjjpb reducible gLAPPccbedffdejrcao SFS[A(3,1)] gLAPPccbedffaijvcav reducible gLAPPccbedffaiwvcav reducible gLAPPccbedffimkvfab reducible gLAPPccbedffimrvfab reducible gLAPPccbedffaxrjfaf SFS[D(3,1)(2,1)] gLAPPccbedffaxkjfaf SFS[D(3,1)(2,1)] gLAPPccbedffdpjbcao reducible gLAPPccbedffamkofao SFS[D(3,1)(3,2)] gLAPPccbedffamrofao SFS[D(3,1)(3,1)] gLAPPccbedffhpwbcao SFS[D(3,1)(3,1)] gLAPPccbedffhpjbcao SFS[D(3,1)(3,2)] gLAPPccbedffimjkcac SFS[D(3,1)(2,1)] gLAPPccbedffimjbcao SFS[D(3,1)(2,1)] gLAPPccbedffaxjccav reducible gLAPPccbedffaikofao SFS[D(3,1)(3,1)] gLAPPccbedffairofao SFS[D(3,1)(3,2)] gLAPPccbedffiujocab toroidal gLAPPccbdeffaxjooaf SFS[D(2,1)(2,1)] gLAPPccbdeffdhfgoav SFS[D(3,1)(2,1)] gLAPPccbdeffdecgjav T2xI gLAPPccbdeffdecgrag T2xI gLAPPccbdeffdejgrag T2xI gLAPPccbdeffdejorav SFS[A(2,1)] gLAPPccbdeffimkvgao SFS[D(2,1)(2,1)] gLAPPccbdeffdufgoav SFS[D(3,1)(2,1)] gLAPPccbdeffairgwag SFS[D(3,1)(2,1)] gLAPPccbdeffaikvkav reducible gLAPPccbdeffamkvkav reducible gLAPPccbdeffdpcgsac SFS[D(2,1)(2,1)] gLAPPccbdeffamrgwag SFS[D(3,1)(2,1)] gLAPPccbdeffimkggab reducible gLAPPccbdeffimjgbab reducible gLAPPccbdeffimrggab reducible gLAPPccbdeffimjokab reducible gLAPPccbdeffaxrgbab SFS[D(2,1)(2,1)] gLAPPccbdeffdhfvkav SFS[D(3,1)(2,1)] gLAPPccbdefflxcogav SFS[D(3,1)(2,1)] gLAPPccbdeffdpkvgao reducible gLAPPccbdeffaiwgrag SFS[D(3,1)(2,1)] gLAPPccbdeffhxcobac SFS[D(2,1)(2,1)] gLAPPccbdefflmrgwag SFS[D(3,1)(2,1)] gLAPPccbdefflxcgoav SFS[D(3,1)(2,1)] gLAPPccbdeffimkvvac SFS[D(2,1)(2,1)] gLAPPccbdeffdufvkav SFS[D(3,1)(2,1)] gLAPPccbdeffaxkvnav reducible gLAPPccbdeffhxcgsac SFS[D(2,1)(2,1)] gLAPPccbdeffhpkvgao SFS[D(3,1)(2,1)] gLAPPccbdeffdpcgbab SFS[D(2,1)(2,1)] gLAPPccbdeffaijojao SFS[D(3,1)(2,1)] gLAPPccbdeffiufvjab SFS[D(2,1)(2,1)] gLAPPccbdeffiufgbab SFS[D(2,1)(2,1)] gLAPPccbdeffiurvjab SFS[D(2,1)(2,1)] gLAPPccbdeffiukvjab toroidal gLAPPccbedffaxfjraf SFS[D(3,1)(2,1)] gLAPPccbedffaxkjraf SFS[D(3,1)(2,1)] gLAPPccbedffaxrjraf reducible gLAPPccbedffdecrjao SFS[A(3,1)] gLAPPccbedffimcbwao reducible gLAPPccbedffamfokao SFS[D(3,1)(3,1)] gLAPPccbedffamrokao SFS[D(3,1)(3,2)] gLAPPccbedffamkokao toroidal gLAPPccbedffaicvwav reducible gLAPPccbedffaijvwav toroidal gLAPPccbedffaiwvwav toroidal gLAPPccbedffaicvjav reducible gLAPPccbedffaiwvjav toroidal gLAPPccbedffaijvjav toroidal gLAPPccbedffaifokao SFS[D(3,1)(3,2)] gLAPPccbedffairokao SFS[D(3,1)(3,1)] gLAPPccbedffaikokao toroidal gLAPPccbedffimfvrab SFS[D(3,1)(2,1)] gLAPPccbedffimfvkab SFS[D(3,1)(2,1)] gLAPPccbedffaxfjkaf SFS[D(3,1)(2,1)] gLAPPccbedffaxrjkaf SFS[D(3,1)(2,1)] gLAPPccbedffaxkjkaf toroidal gLAPPccbedffdpcbjao toroidal gLAPPccbedffamforao SFS[D(3,1)(3,2)] gLAPPccbedffamkorao SFS[D(3,1)(3,1)] gLAPPccbedffamrorao reducible gLAPPccbedffhpcbjao SFS[D(3,1)(3,1)] gLAPPccbedffimcbjao reducible gLAPPccbedffaxccjav reducible gLAPPccbedffaxjcwav toroidal gLAPPccbedffaxjcjav toroidal gLAPPccbedffhpcbwao SFS[D(3,1)(3,2)] gLAPPccbedffaiforao SFS[D(3,1)(3,1)] gLAPPccbedffaikorao SFS[D(3,1)(3,2)] gLAPPccbedffairorao reducible gLAPPccbedffiucojab reducible gLAPPccbdeffaxjjgab SFS[D(8,3)(2,1)] gLAPPccbdeffaxjroaf SFS[D(7,3)(2,1)] gLAPPccbdeffdecjjav T2xI gLAPPccbdeffaikkwag toroidal gLAPPccbdeffairkwag SFS[D(7,5)(3,1)] gLAPPccbdeffairwkav SFS[D(8,3)(3,1)] gLAPPccbdeffaikwkav toroidal gLAPPccbdeffamrwkav SFS[D(8,3)(3,1)] gLAPPccbdeffamkwkav toroidal gLAPPccbdeffdpcjsac SFS[D(2,1)(2,1)] gLAPPccbdeffamkkwag toroidal gLAPPccbdeffamrkwag SFS[D(7,2)(3,1)] gLAPPccbdeffimcjbab reducible gLAPPccbdeffaxkkbab toroidal gLAPPccbdeffaxrkbab SFS[D(7,2)(2,1)] gLAPPccbdeffaijjrag SFS[D(8,3)(3,1)] gLAPPccbdeffaiwjrag SFS[D(7,4)(3,1)] gLAPPccbdeffimcjsac reducible gLAPPccbdeffaxrwnav SFS[D(8,3)(2,1)] gLAPPccbdeffaxkwnav toroidal gLAPPccbdeffaiwrjao SFS[D(8,3)(3,1)] gLAPPccbdeffaijrjao SFS[D(7,3)(3,1)] gLAPPccbdeffaxfjbab SFS[D(2,1)(2,1)] gLAPPccbdeffaxkjbab SFS[D(7,2)(2,1)] gLAPPccbdeffaxrjbab SFS[D(5,1)(2,1)] gLAPPccbdeffdeckjav SFS[A(2,1)] gLAPPccbdeffimcksac reducible gLAPPccbdeffaickrag reducible gLAPPccbdeffaijkrag toroidal gLAPPccbdeffaiwkrag toroidal gLAPPccbdeffamfskav SFS[D(3,1)(2,1)] gLAPPccbdeffamrskav SFS[D(7,3)(3,1)] gLAPPccbdeffamkskav toroidal gLAPPccbdeffaifskav SFS[D(3,1)(2,1)] gLAPPccbdeffairskav SFS[D(7,4)(3,1)] gLAPPccbdeffaikskav toroidal gLAPPccbdeffaicnjao reducible gLAPPccbdeffaiwnjao toroidal gLAPPccbdeffaijnjao toroidal gLAPPccbdeffimckbab reducible gLAPPccbdeffaxckgab reducible gLAPPccbdeffaxjkgab toroidal gLAPPccbdeffaxjnoaf toroidal gLAPPccbdeffhpcksac SFS[D(3,1)(2,1)] gLAPPccbdeffiuckcaf reducible gLAPPccbdeffaifjwag SFS[D(3,1)(2,1)] gLAPPccbdeffaikjwag SFS[D(7,5)(3,1)] gLAPPccbdeffairjwag SFS[D(5,4)(3,1)] gLAPPccbdeffimfjfac SFS[D(2,1)(2,1)] gLAPPccbdeffimfsgao SFS[D(2,1)(2,1)] gLAPPccbdeffaxfsnav SFS[D(2,1)(2,1)] gLAPPccbdeffaxrsnav SFS[D(7,3)(2,1)] gLAPPccbdeffaxksnav toroidal gLAPPccbdeffdpcksac toroidal gLAPPccbdeffhpcnkab SFS[D(3,1)(2,1)] gLAPPccbdeffamfjwag SFS[D(3,1)(2,1)] gLAPPccbdeffamkjwag SFS[D(7,2)(3,1)] gLAPPccbdeffamrjwag SFS[D(5,1)(3,1)] gLAPPccbedffaxkrfab SFS[D(3,1)(2,1)] gLAPPccbedffaxrrfab SFS[D(3,1)(2,1)] gLAPPccbedffdejscav SFS[A(3,1)] gLAPPccbedffdejkcag SFS[A(3,1)] gLAPPccbedffimjjcac SFS[D(3,1)(2,1)] gLAPPccbedffimjfcao SFS[D(3,1)(2,1)] gLAPPccbedffaijgcag reducible gLAPPccbedffaiwgcag reducible gLAPPccbedffamrvfav SFS[D(3,1)(3,1)] gLAPPccbedffamkvfav SFS[D(3,1)(3,2)] gLAPPccbedffairvfav SFS[D(3,1)(3,2)] gLAPPccbedffaikvfav SFS[D(3,1)(3,1)] gLAPPccbedffaiwocao reducible gLAPPccbedffaijocao reducible gLAPPccbedffimjwcab SFS[D(3,1)(2,1)] gLAPPccbedffimjvcab SFS[D(3,1)(2,1)] gLAPPccbedffaxjrcab reducible gLAPPccbedffaxjjcaf reducible gLAPPccbedffhpjjcac SFS[D(3,1)(3,2)] gLAPPccbedffhpwjcac SFS[D(3,1)(3,1)] gLAPPccbedffiujkcaf toroidal gLAPPccbedffiujbcav toroidal gLAPPccbedffaikgfag SFS[D(3,1)(3,1)] gLAPPccbedffairgfag SFS[D(3,1)(3,2)] gLAPPccbedffimkjfac reducible gLAPPccbedffimrbfao reducible gLAPPccbedffimrjfac reducible gLAPPccbedffimkbfao reducible gLAPPccbedffaxrcfav SFS[D(3,1)(2,1)] gLAPPccbedffaxkcfav SFS[D(3,1)(2,1)] gLAPPccbedffdpjjcac reducible gLAPPccbedffdpjvcab reducible gLAPPccbedffhpwvcab SFS[D(3,1)(3,1)] gLAPPccbedffhpjvcab SFS[D(3,1)(3,2)] gLAPPccbedffamkgfag SFS[D(3,1)(3,2)] gLAPPccbedffamrgfag SFS[D(3,1)(3,1)] gLAPPccbdeffaxjowab SFS[D(2,1)(2,1)] gLAPPccbdeffdhfgbao SFS[D(3,1)(2,1)] gLAPPccbdeffdufgbao SFS[D(3,1)(2,1)] gLAPPccbdeffdecgcag T2xI gLAPPccbdeffdecgfao T2xI gLAPPccbdeffdejgfao T2xI gLAPPccbdeffdejocao SFS[A(2,1)] gLAPPccbdeffimkvoac SFS[D(2,1)(2,1)] gLAPPccbdeffaikvbag reducible gLAPPccbdeffairgcav SFS[D(3,1)(2,1)] gLAPPccbdeffamrgcav SFS[D(3,1)(2,1)] gLAPPccbdeffdpcgnab SFS[D(2,1)(2,1)] gLAPPccbdeffamkvbag reducible gLAPPccbdeffimkvrab SFS[D(2,1)(2,1)] gLAPPccbdefflxcgvab SFS[D(3,1)(2,1)] gLAPPccbdeffaxkvwab reducible gLAPPccbdeffdufvbag SFS[D(3,1)(2,1)] gLAPPccbdeffdpcgoao SFS[D(2,1)(2,1)] gLAPPccbdeffhpkvoac SFS[D(3,1)(2,1)] gLAPPccbdeffiufvvaf SFS[D(2,1)(2,1)] gLAPPccbdeffiufgvav SFS[D(2,1)(2,1)] gLAPPccbdeffiurvvaf SFS[D(2,1)(2,1)] gLAPPccbdeffiukvvaf toroidal gLAPPccbdeffaijobag SFS[D(3,1)(2,1)] gLAPPccbdeffhxcgnab SFS[D(2,1)(2,1)] gLAPPccbdeffimkgnac reducible gLAPPccbdeffimjgoao reducible gLAPPccbdeffimrgnac reducible gLAPPccbdeffimjooac reducible gLAPPccbdefflxcovaf SFS[D(3,1)(2,1)] gLAPPccbdeffdhfvbag SFS[D(3,1)(2,1)] gLAPPccbdeffaxrgvav SFS[D(2,1)(2,1)] gLAPPccbdeffhxconao SFS[D(2,1)(2,1)] gLAPPccbdeffdpkvoac reducible gLAPPccbdefflmrgcav SFS[D(3,1)(2,1)] gLAPPccbdeffaiwgfao SFS[D(3,1)(2,1)] gLAPPccbdeffaxrgfaf SFS[D(2,1)(2,1)] gLAPPccbdeffdhfvjao SFS[D(3,1)(2,1)] gLAPPccbdeffdufvjao SFS[D(3,1)(2,1)] gLAPPccbdeffdecgnav T2xI gLAPPccbdeffdecggao T2xI gLAPPccbdeffdejgnav T2xI gLAPPccbdeffdejooag SFS[A(2,1)] gLAPPccbdeffimkvsao SFS[D(2,1)(2,1)] gLAPPccbdeffamkvjao reducible gLAPPccbdeffaiwgnav SFS[D(3,1)(2,1)] gLAPPccbdeffaijokav SFS[D(3,1)(2,1)] gLAPPccbdeffdpcgcac SFS[D(2,1)(2,1)] gLAPPccbdeffaikvjao reducible gLAPPccbdeffimkvkab SFS[D(2,1)(2,1)] gLAPPccbdefflxcojab SFS[D(3,1)(2,1)] gLAPPccbdeffaxkvoaf reducible gLAPPccbdeffdufgnag SFS[D(3,1)(2,1)] gLAPPccbdeffdpcgwao SFS[D(2,1)(2,1)] gLAPPccbdefflmrgsao SFS[D(3,1)(2,1)] gLAPPccbdeffiufgfaf SFS[D(2,1)(2,1)] gLAPPccbdeffiufvgav SFS[D(2,1)(2,1)] gLAPPccbdeffiurvgav SFS[D(2,1)(2,1)] gLAPPccbdeffiukvgav toroidal gLAPPccbdeffamrgsao SFS[D(3,1)(2,1)] gLAPPccbdeffhxcofab SFS[D(2,1)(2,1)] gLAPPccbdeffimjgcac reducible gLAPPccbdeffimkgjao reducible gLAPPccbdeffimjogao reducible gLAPPccbdeffimrgjao reducible gLAPPccbdefflxcgraf SFS[D(3,1)(2,1)] gLAPPccbdeffdhfgnag SFS[D(3,1)(2,1)] gLAPPccbdeffaxjonav SFS[D(2,1)(2,1)] gLAPPccbdeffhxcgwao SFS[D(2,1)(2,1)] gLAPPccbdeffdpkvkab reducible gLAPPccbdeffhpkvkab SFS[D(3,1)(2,1)] gLAPPccbdeffairgsao SFS[D(3,1)(2,1)] gLAPPccbedffaxfrrab SFS[D(3,1)(2,1)] gLAPPccbedffaxkrrab SFS[D(3,1)(2,1)] gLAPPccbedffaxrrrab reducible gLAPPccbedffdeckjag SFS[A(3,1)] gLAPPccbedffimcfjao reducible gLAPPccbedffaicgwag reducible gLAPPccbedffaijgwag toroidal gLAPPccbedffaiwgwag toroidal gLAPPccbedffamfvkav SFS[D(3,1)(3,1)] gLAPPccbedffamrvkav SFS[D(3,1)(3,2)] gLAPPccbedffamkvkav toroidal gLAPPccbedffaifvkav SFS[D(3,1)(3,2)] gLAPPccbedffairvkav SFS[D(3,1)(3,1)] gLAPPccbedffaikvkav toroidal gLAPPccbedffaicojao reducible gLAPPccbedffaiwojao toroidal gLAPPccbedffaijojao toroidal gLAPPccbedffimcvjab reducible gLAPPccbedffaxcjjaf reducible gLAPPccbedffaxjrwab toroidal gLAPPccbedffaxjjjaf toroidal gLAPPccbedffhpcjwac SFS[D(3,1)(3,2)] gLAPPccbedffiucbjav reducible gLAPPccbedffaifgrag SFS[D(3,1)(3,1)] gLAPPccbedffaikgrag SFS[D(3,1)(3,2)] gLAPPccbedffairgrag reducible gLAPPccbedffimfjrac SFS[D(3,1)(2,1)] gLAPPccbedffimfbkao SFS[D(3,1)(2,1)] gLAPPccbedffaxfckav SFS[D(3,1)(2,1)] gLAPPccbedffaxrckav SFS[D(3,1)(2,1)] gLAPPccbedffaxkckav toroidal gLAPPccbedffdpcjwac toroidal gLAPPccbedffhpcvjab SFS[D(3,1)(3,1)] gLAPPccbedffamfgrag SFS[D(3,1)(3,2)] gLAPPccbedffamkgrag SFS[D(3,1)(3,1)] gLAPPccbedffamrgrag reducible gLAPPccbdeffaxjjsaf SFS[D(8,3)(2,1)] gLAPPccbdeffaxjrwab SFS[D(7,3)(2,1)] gLAPPccbdeffdecjcag T2xI gLAPPccbdeffairwbag SFS[D(8,3)(3,1)] gLAPPccbdeffaikwbag toroidal gLAPPccbdeffaikkcav toroidal gLAPPccbdeffairkcav SFS[D(7,5)(3,1)] gLAPPccbdeffamkkcav toroidal gLAPPccbdeffamrkcav SFS[D(7,2)(3,1)] gLAPPccbdeffdpcjnab SFS[D(2,1)(2,1)] gLAPPccbdeffamrwbag SFS[D(8,3)(3,1)] gLAPPccbdeffamkwbag toroidal gLAPPccbdeffimcjnab reducible gLAPPccbdeffaxrwwab SFS[D(8,3)(2,1)] gLAPPccbdeffaxkwwab toroidal gLAPPccbdeffaiwrbag SFS[D(8,3)(3,1)] gLAPPccbdeffaijrbag SFS[D(7,3)(3,1)] gLAPPccbdeffimcjoao reducible gLAPPccbdeffaxkkvav toroidal gLAPPccbdeffaxrkvav SFS[D(7,2)(2,1)] gLAPPccbdeffaijjfao SFS[D(8,3)(3,1)] gLAPPccbdeffaiwjfao SFS[D(7,4)(3,1)] gLAPPccbdeffaxfjfaf SFS[D(2,1)(2,1)] gLAPPccbdeffaxkjfaf SFS[D(7,2)(2,1)] gLAPPccbdeffaxrjfaf SFS[D(5,1)(2,1)] gLAPPccbdeffdeckgao SFS[A(2,1)] gLAPPccbdeffimckwao reducible gLAPPccbdeffamfsjao SFS[D(3,1)(2,1)] gLAPPccbdeffamrsjao SFS[D(7,3)(3,1)] gLAPPccbdeffamksjao toroidal gLAPPccbdeffaicknav reducible gLAPPccbdeffaijknav toroidal gLAPPccbdeffaiwknav toroidal gLAPPccbdeffaicnkav reducible gLAPPccbdeffaiwnkav toroidal gLAPPccbdeffaijnkav toroidal gLAPPccbdeffaifsjao SFS[D(3,1)(2,1)] gLAPPccbdeffairsjao SFS[D(7,4)(3,1)] gLAPPccbdeffaiksjao toroidal gLAPPccbdeffimfjcab SFS[D(2,1)(2,1)] gLAPPccbdeffimfskab SFS[D(2,1)(2,1)] gLAPPccbdeffaxfsoaf SFS[D(2,1)(2,1)] gLAPPccbdeffaxrsoaf SFS[D(7,3)(2,1)] gLAPPccbdeffaxksoaf toroidal gLAPPccbdeffdpckwao toroidal gLAPPccbdeffamfjsao SFS[D(3,1)(2,1)] gLAPPccbdeffamkjsao SFS[D(7,2)(3,1)] gLAPPccbdeffamrjsao SFS[D(5,1)(3,1)] gLAPPccbdeffhpcngao SFS[D(3,1)(2,1)] gLAPPccbdeffimckcac reducible gLAPPccbdeffaxckkav reducible gLAPPccbdeffaxjkkav toroidal gLAPPccbdeffaxjnnav toroidal gLAPPccbdeffhpckwao SFS[D(3,1)(2,1)] gLAPPccbdeffaifjsao SFS[D(3,1)(2,1)] gLAPPccbdeffaikjsao SFS[D(7,5)(3,1)] gLAPPccbdeffairjsao SFS[D(5,4)(3,1)] gLAPPccbdeffiuckfab reducible gLAPPccbedffaxfrkab SFS[D(3,1)(2,1)] gLAPPccbedffaxkrkab toroidal gLAPPccbedffaxrrkab SFS[D(3,1)(2,1)] gLAPPccbedffdeckwag SFS[A(3,1)] gLAPPccbedffimcfwao reducible gLAPPccbedffaicgjag reducible gLAPPccbedffaijgjag toroidal gLAPPccbedffaiwgjag toroidal gLAPPccbedffamfvrav SFS[D(3,1)(3,2)] gLAPPccbedffamrvrav reducible gLAPPccbedffamkvrav SFS[D(3,1)(3,1)] gLAPPccbedffaifvrav SFS[D(3,1)(3,1)] gLAPPccbedffairvrav reducible gLAPPccbedffaikvrav SFS[D(3,1)(3,2)] gLAPPccbedffaicowao reducible gLAPPccbedffaiwowao toroidal gLAPPccbedffaijowao toroidal gLAPPccbedffimcvwab reducible gLAPPccbedffaxcjwaf reducible gLAPPccbedffaxjrjab toroidal gLAPPccbedffaxjjwaf toroidal gLAPPccbedffhpcjjac SFS[D(3,1)(3,1)] gLAPPccbedffiucbwav reducible gLAPPccbedffaifgkag SFS[D(3,1)(3,2)] gLAPPccbedffaikgkag toroidal gLAPPccbedffairgkag SFS[D(3,1)(3,1)] gLAPPccbedffimfjkac SFS[D(3,1)(2,1)] gLAPPccbedffimfbrao SFS[D(3,1)(2,1)] gLAPPccbedffaxfcrav SFS[D(3,1)(2,1)] gLAPPccbedffaxrcrav reducible gLAPPccbedffaxkcrav SFS[D(3,1)(2,1)] gLAPPccbedffdpcjjac toroidal gLAPPccbedffhpcvwab SFS[D(3,1)(3,2)] gLAPPccbedffamfgkag SFS[D(3,1)(3,1)] gLAPPccbedffamkgkag toroidal gLAPPccbedffamrgkag SFS[D(3,1)(3,2)] gLAPPccbdeffaxcksaf reducible gLAPPccbdeffaxjksaf toroidal gLAPPccbdeffaxjnwab toroidal gLAPPccbdeffdeckcag SFS[A(2,1)] gLAPPccbdeffimfsoac SFS[D(2,1)(2,1)] gLAPPccbdeffimfjrao SFS[D(2,1)(2,1)] gLAPPccbdeffiuckwav reducible gLAPPccbdeffhpcnoac SFS[D(3,1)(2,1)] gLAPPccbdeffaifsbag SFS[D(3,1)(2,1)] gLAPPccbdeffairsbag SFS[D(7,4)(3,1)] gLAPPccbdeffaiksbag toroidal gLAPPccbdeffaifjcav SFS[D(3,1)(2,1)] gLAPPccbdeffaikjcav SFS[D(7,5)(3,1)] gLAPPccbdeffairjcav SFS[D(5,4)(3,1)] gLAPPccbdeffamfjcav SFS[D(3,1)(2,1)] gLAPPccbdeffamkjcav SFS[D(7,2)(3,1)] gLAPPccbdeffamrjcav SFS[D(5,1)(3,1)] gLAPPccbdeffhpcknab SFS[D(3,1)(2,1)] gLAPPccbdeffdpcknab toroidal gLAPPccbdeffamfsbag SFS[D(3,1)(2,1)] gLAPPccbdeffamrsbag SFS[D(7,3)(3,1)] gLAPPccbdeffamksbag toroidal gLAPPccbdeffimcknab reducible gLAPPccbdeffaxfswab SFS[D(2,1)(2,1)] gLAPPccbdeffaxrswab SFS[D(7,3)(2,1)] gLAPPccbdeffaxkswab toroidal gLAPPccbdeffaicnbag reducible gLAPPccbdeffaiwnbag toroidal gLAPPccbdeffaijnbag toroidal gLAPPccbdeffimckoao reducible gLAPPccbdeffaxfjvav SFS[D(2,1)(2,1)] gLAPPccbdeffaxkjvav SFS[D(7,2)(2,1)] gLAPPccbdeffaxrjvav SFS[D(5,1)(2,1)] gLAPPccbdeffaickfao reducible gLAPPccbdeffaijkfao toroidal gLAPPccbdeffaiwkfao toroidal gLAPPccbdeffaxkkfaf toroidal gLAPPccbdeffaxrkfaf SFS[D(7,2)(2,1)] gLAPPccbdeffdecjgao T2xI gLAPPccbdeffimcjwao reducible gLAPPccbdeffamrwjao SFS[D(8,3)(3,1)] gLAPPccbdeffamkwjao toroidal gLAPPccbdeffaijjnav SFS[D(8,3)(3,1)] gLAPPccbdeffaiwjnav SFS[D(7,4)(3,1)] gLAPPccbdeffaiwrkav SFS[D(8,3)(3,1)] gLAPPccbdeffaijrkav SFS[D(7,3)(3,1)] gLAPPccbdeffairwjao SFS[D(8,3)(3,1)] gLAPPccbdeffaikwjao toroidal gLAPPccbdeffaxrwoaf SFS[D(8,3)(2,1)] gLAPPccbdeffaxkwoaf toroidal gLAPPccbdeffdpcjwao SFS[D(2,1)(2,1)] gLAPPccbdeffamkksao toroidal gLAPPccbdeffamrksao SFS[D(7,2)(3,1)] gLAPPccbdeffimcjcac reducible gLAPPccbdeffaxjjkav SFS[D(8,3)(2,1)] gLAPPccbdeffaxjrnav SFS[D(7,3)(2,1)] gLAPPccbdeffaikksao toroidal gLAPPccbdeffairksao SFS[D(7,5)(3,1)] gLLAQccedfefdwxwajs SFS[D(3,1)(2,1)] gLLAQccedfefdwxwajw SFS[D(3,1)(2,1)] gLLAQccedfefdwxgqjj SFS[D(7,2)(2,1)] gLLAQccedfefdwxgajn reducible gLLAQccedfefdwxgajj SFS[D(3,1)(2,1)] gLLAQccedfefdwxgxjk SFS[D(8,3)(2,1)] gLLAQccedfefdwxgxjr SFS[D(7,3)(2,1)] gLLAQccedfefdwxrhjw SFS[D(7,2)(2,1)] gLLAQccedfefdwxrajk reducible gLLAQccedfefdwxrajr SFS[D(3,1)(2,1)] gLLAQccedfefdwxrxjn SFS[D(8,3)(2,1)] gLLAQccedfefdwxrxjj SFS[D(7,3)(2,1)] gLLAQccedfefhwxwhjr s291(0,0) gLLAQccedfefhwxwajs m027(0,0) gLLAQccedfefhwxwajw toroidal gLLAQccedfefhwxwqjj s225(0,0) gLLAQccedfefhwxgqjj m269(0,0) gLLAQccedfefhwxgajn toroidal gLLAQccedfefhwxgajj m027(0,0) gLLAQccedfefhwxgxjk m280(0,0) gLLAQccedfefhwxgxjr m240(0,0) gLLAQccedfefhwhrxwj s365(0,0) gLLAQccedfefhwarxnj toroidal gLLAQccedfefhwarxrj toroidal gLLAQccedfefhwxrxjn s358(0,0) gLLAQccedfefhwxrxjj s238(0,0) gLLAQccedfefpwxwhjr s267(0,0) gLLAQccedfefpwxwajs toroidal gLLAQccedfefpwxwajw m026(0,0) gLLAQccedfefpwxwqjj s326(0,0) gLLAQccedfefpwxgqjj s402(0,0) gLLAQccedfefpwxgajn toroidal gLLAQccedfefpwxgajj toroidal gLLAQccedfefpwxgxjk s401(0,0) gLLAQccedfefpwxgxjr s311(0,0) gLLAQccedfeflnhkxwj s255(0,0) gLLAQccedfeflnakxnj toroidal gLLAQccedfeflnakxrj m026(0,0) gLLAQccedfeflnxkxnj s310(0,0) gLLAQccedfeflnxkxjj s204(0,0) gLLAQccedfeftnxchjr m231(0,0) gLLAQccedfeftnxcajs m011(0,0) gLLAQccedfeftnxcajw toroidal gLLAQccedfeftnxcqjj m214(0,0) gLLAQccedfeflnhnxwr m180(0,0) gLLAQccedfeflnanxnr toroidal gLLAQccedfeflnanxrr m011(0,0) gLLAQccedfeflnxnxnr m185(0,0) gLLAQccedfeflnxnxjr m147(0,0) gLLAQccedfeftnxkhjw m255(0,0) gLLAQccedfeftnxkajk toroidal gLLAQccedfeftnxkajr toroidal gLLAQccedfeftnxkxjn m248(0,0) gLLAQccedfeflnxchjr s332(0,0) gLLAQccedfeflnxcajs m069(0,0) gLLAQccedfeflnxcajw SFS[D(2,1)(2,1)] gLLAQccedfeflnxcqjj s292(0,0) gLLAQccedfeflnxnqjj m082(0,0) gLLAQccedfeflnxnajn m043(0,0) gLLAQccedfeflnxnajj m069(0,0) gLLAQccedfeflnxnxjk m154(0,0) gLLAQccedfeflnxkhjw s340(0,0) gLLAQccedfeflnxkajk m043(0,0) gLLAQccedfeflnxkajr SFS[D(2,1)(2,1)] gLLAQccedfeflnxkxjn s320(0,0) gLLAQccedfefanxchjr SFS[D(18,13)(2,1)] gLLAQccedfefanxcajs SFS[D(5,1)(2,1)] gLLAQccedfefanxcajw SFS[D(2,1)(2,1)] gLLAQccedfefanxcqjj SFS[D(17,5)(2,1)] gLLAQccedfefanhnxwr SFS[D(7,3)(2,1)] gLLAQccedfefananxnr SFS[D(7,2)(2,1)] gLLAQccedfefananxrr SFS[D(5,1)(2,1)] gLLAQccedfefanxnxjk SFS[D(3,1)(2,1)] gLLAQccedfefanxnxjr reducible gLLAQccedfefanhkxwj SFS[D(14,3)(2,1)] gLLAQccedfefanakxnj SFS[D(7,2)(2,1)] gLLAQccedfefanakxrj SFS[D(2,1)(2,1)] gLLAQccedfefanxkxjn SFS[D(11,2)(2,1)] gLLAQccedfefanxkxjj SFS[D(7,1)(2,1)] gLLAQccedfefqfxjhjr m244(0,0) gLLAQccedfefqfxjajs toroidal gLLAQccedfefqfxjajw m006(0,0) gLLAQccedfefqfxjqjj m263(0,0) gLLAQccedfefhwhgxwr m284(0,0) gLLAQccedfefhwagxnr toroidal gLLAQccedfefhwagxrr toroidal gLLAQccedfefhwxgxnr m282(0,0) gLLAQccedfefqfhfxwj m241(0,0) gLLAQccedfefqfafxnj toroidal gLLAQccedfefqfafxrj m006(0,0) gLLAQccedfefqfxfxjn m251(0,0) gLLAQccedfefqfxfxjj m208(0,0) gLLAQccedfefifxjhjr toroidal gLLAQccedfefifxjajs SFS[D(7,3)(2,1)] gLLAQccedfefifxjajw SFS[D(7,3)(2,1)] gLLAQccedfefifxjqjj toroidal gLLAQccedfefdwhgxwr toroidal gLLAQccedfefdwagxnr toroidal gLLAQccedfefdwagxrr SFS[D(7,3)(2,1)] gLLAQccedfefdwxgxnr toroidal gLLAQccedfefdwhrxwj toroidal gLLAQccedfefdwarxnj toroidal gLLAQccedfefdwarxrj SFS[D(7,3)(2,1)] gLLAQccedfefdwxrxnj toroidal gLLAQccedfefufxjhjr s371(0,0) gLLAQccedfefufxjajs SFS[D(5,1)(2,1)] gLLAQccedfefufxjajw m070(0,0) gLLAQccedfefufxjqjj s404(0,0) gLLAQccedfefpwhgxwr s419(0,0) gLLAQccedfefpwagxnr m044(0,0) gLLAQccedfefpwagxrr SFS[D(5,1)(2,1)] gLLAQccedfefpwxgxnr s405(0,0) gLLAQccedfeftnhkxwj m144(0,0) gLLAQccedfeftnakxnj m044(0,0) gLLAQccedfeftnakxrj m070(0,0) gLLAQccedfeftnxkxnj m212(0,0) gLLAQccedfeftnxkxjj m196(0,0) gLLAQccedfefakxvhjr toroidal gLLAQccedfefakxvajs SFS[D(7,5)(3,1)] gLLAQccedfefakxvajw SFS[D(7,2)(3,1)] gLLAQccedfefakxvqjj toroidal gLLAQccedfefakxrhjr SFS[D(8,5)(7,2)] gLLAQccedfefakxrajs SFS[D(7,2)(3,1)] gLLAQccedfefakxrajw reducible gLLAQccedfefakxrqjj SFS[D(7,5)(7,2)] gLLAQccedfefakxjhjr SFS[D(7,2)(7,2)] gLLAQccedfefakxjajs reducible gLLAQccedfefakxjajw SFS[D(7,5)(3,1)] gLLAQccedfefakxjqjj SFS[D(8,3)(7,2)] gLLAQccedfefakhkxwr toroidal gLLAQccedfefakakxnr toroidal gLLAQccedfefakakxrr SFS[D(7,5)(3,1)] gLLAQccedfefakxkxjk toroidal gLLAQccedfefakxkxjr SFS[D(7,5)(7,2)] gLLAQccedfefakhnxwj toroidal gLLAQccedfefakanxnj toroidal gLLAQccedfefakanxrj SFS[D(7,2)(3,1)] gLLAQccedfefakxnxjn toroidal gLLAQccedfefakxnxjj SFS[D(7,2)(7,2)] gLLAQccedfefakxbajj SFS[D(7,2)(3,1)] gLLAQccedfefakxbajn SFS[D(7,5)(3,1)] gLLAQccedfefawhvqsj toroidal gLLAQccedfefawhvasw SFS[D(7,3)(3,1)] gLLAQccedfefawhvass SFS[D(7,4)(3,1)] gLLAQccedfefawhvhsr toroidal gLLAQccedfefawhwhsw SFS[D(8,3)(7,3)] gLLAQccedfefawhwhsj SFS[D(7,3)(7,3)] gLLAQccedfefawawhnj SFS[D(7,4)(3,1)] gLLAQccedfefawawhrj reducible gLLAQccedfefawhwxsn SFS[D(7,3)(7,2)] gLLAQccedfefawhsxsk SFS[D(7,4)(7,2)] gLLAQccedfefawasqrw reducible gLLAQccedfefawasqnw SFS[D(7,3)(3,1)] gLLAQccedfefawhsqsj SFS[D(8,5)(7,3)] gLLAQccedfefawhsqsw SFS[D(7,4)(7,3)] gLLAQccedfefawhjqsj SFS[D(8,3)(7,3)] gLLAQccedfefawhjqsn SFS[D(7,3)(7,3)] gLLAQccedfefawajqnn SFS[D(7,4)(3,1)] gLLAQccedfefawajqrn reducible gLLAQccedfefawhjhsr SFS[D(7,3)(7,2)] gLLAQccedfefakhjqwn toroidal gLLAQccedfefakhjqsn toroidal gLLAQccedfefakajqnn toroidal gLLAQccedfefakajqrn SFS[D(7,3)(3,1)] gLLAQccedfefakxjqnn toroidal gLLAQccedfefakxjqjn SFS[D(7,3)(7,2)] gLLAQccedfefaohjqsn SFS[D(7,3)(2,1)] gLLAQccedfefaoajqnn SFS[D(7,3)(3,1)] gLLAQccedfefaoajqrn SFS[D(7,4)(3,1)] gLLAQccedfefaohsqsw SFS[D(7,3)(2,1)] gLLAQccedfefawhrhsr SFS[D(8,5)(7,3)] gLLAQccedfefawhrhsn SFS[D(7,4)(7,3)] gLLAQccedfefawarhnn SFS[D(7,3)(3,1)] gLLAQccedfefawarhrn reducible gLLAQccedfefawhrqsj SFS[D(7,4)(7,2)] gLLAQccedfefakhrhwn toroidal gLLAQccedfefakhrhsn toroidal gLLAQccedfefakarhnn toroidal gLLAQccedfefakarhrn SFS[D(7,4)(3,1)] gLLAQccedfefakxrhnn toroidal gLLAQccedfefakxrhjn SFS[D(7,4)(7,2)] gLLAQccedfefaohrhsn SFS[D(7,3)(2,1)] gLLAQccedfefaoarhnn SFS[D(7,4)(3,1)] gLLAQccedfefaoarhrn SFS[D(7,3)(3,1)] gLLAQccedfefaohwhsj SFS[D(7,3)(2,1)] gLLAQcecdfefahvvhnr toroidal gLLAQcecdfefahvvhnn toroidal gLLAQcecdfefaavvhsn toroidal gLLAQcecdfefaavvhwn toroidal gLLAQcecdfefahvvqnj toroidal gLLAQcecdfefahvvqnn toroidal gLLAQccedfefawhvqwn toroidal gLLAQccedfefawhvqsn toroidal gLLAQccedfefawavqnn toroidal gLLAQccedfefawavqrn reducible gLLAQccedfefawxvqnn toroidal gLLAQccedfefawxvqjn toroidal gLLAQccedfefawxvhnn toroidal gLLAQccedfefawxvhjn toroidal gLLAQccedfefawavhrn reducible gLLAQccedfefawavhnn toroidal gLLAQccedfefawhvhwn toroidal gLLAQccedfefawhvhsn toroidal gLLAQccedfefakhvqwn toroidal gLLAQccedfefakhvqsn toroidal gLLAQccedfefakavqnn toroidal gLLAQccedfefakavqrn toroidal gLLAQccedfefakxvqnn toroidal gLLAQccedfefakxvqjn toroidal gLLAQccedfefakhvhwn toroidal gLLAQccedfefakhvhsn toroidal gLLAQccedfefakavhnn toroidal gLLAQccedfefakavhrn toroidal gLLAQccedfefakxvhnn toroidal gLLAQccedfefakxvhjn toroidal gLLAQccedfefaohvhwn SFS[D(4,1)(2,1)] gLLAQccedfefaohvhsn toroidal gLLAQccedfefaoavhnn toroidal gLLAQccedfefaoavhrn toroidal gLLAQccedfefaohvqwn SFS[D(4,1)(2,1)] gLLAQccedfefaohvqsn toroidal gLLAQccedfefawxvhjr toroidal gLLAQccedfefawxvajs SFS[D(5,4)(3,1)] gLLAQccedfefawxvajw SFS[D(5,1)(3,1)] gLLAQccedfefawxvqjj toroidal gLLAQccedfefawhsxwr SFS[D(8,5)(5,1)] gLLAQccedfefawhsxsr SFS[D(7,4)(5,1)] gLLAQccedfefawasxnr SFS[D(5,1)(3,1)] gLLAQccedfefawasxrr reducible gLLAQccedfefawxsxjk SFS[D(7,5)(5,1)] gLLAQccedfefawxsxjr SFS[D(5,4)(5,1)] gLLAQccedfefawxwxjn SFS[D(7,2)(5,1)] gLLAQccedfefawxwxjj SFS[D(5,1)(5,1)] gLLAQccedfefawawxrj reducible gLLAQccedfefawawxnj SFS[D(5,4)(3,1)] gLLAQccedfefawhwxwj SFS[D(8,3)(5,1)] gLLAQccedfefawhwxsj SFS[D(7,3)(5,1)] gLLAQccedfefawhrqwn SFS[D(8,5)(5,1)] gLLAQccedfefawhrqsn SFS[D(7,4)(5,1)] gLLAQccedfefawarqnn SFS[D(5,1)(3,1)] gLLAQccedfefawarqrn reducible gLLAQccedfefawxrqjj SFS[D(7,5)(5,1)] gLLAQccedfefawxrqjn SFS[D(5,4)(5,1)] gLLAQccedfefakhrqwn toroidal gLLAQccedfefakhrqsn toroidal gLLAQccedfefakarqnn toroidal gLLAQccedfefakarqrn SFS[D(5,4)(3,1)] gLLAQccedfefakxrqnn toroidal gLLAQccedfefakxrqjn SFS[D(7,5)(5,1)] gLLAQccedfefaohrqsn SFS[D(5,1)(2,1)] gLLAQccedfefaoarqnn SFS[D(5,4)(3,1)] gLLAQccedfefaoarqrn SFS[D(5,1)(3,1)] gLLAQccedfefaohwxsj SFS[D(5,1)(2,1)] gLLAQccedfefawhjhwn SFS[D(8,3)(5,1)] gLLAQccedfefawhjhsn SFS[D(7,3)(5,1)] gLLAQccedfefawajhnn SFS[D(5,4)(3,1)] gLLAQccedfefawajhrn reducible gLLAQccedfefawxjhjr SFS[D(7,2)(5,1)] gLLAQccedfefawxjhjn SFS[D(5,1)(5,1)] gLLAQccedfefakhjhwn toroidal gLLAQccedfefakhjhsn toroidal gLLAQccedfefakajhnn toroidal gLLAQccedfefakajhrn SFS[D(5,1)(3,1)] gLLAQccedfefakxjhnn toroidal gLLAQccedfefakxjhjn SFS[D(7,2)(5,1)] gLLAQccedfefaohjhsn SFS[D(5,1)(2,1)] gLLAQccedfefaoajhnn SFS[D(5,1)(3,1)] gLLAQccedfefaoajhrn SFS[D(5,4)(3,1)] gLLAQccedfefaohsxsr SFS[D(5,1)(2,1)] gLLAQcecdfefdhrwhnr SFS[D(5,3)(4,1)] gLLAQcecdfefdhrwhnn toroidal gLLAQcecdfefdhrwlns SFS[D(4,3)(4,1)] gLLAQcecdfefdhrwans toroidal gLLAQcecdfefdhrwanw toroidal gLLAQcecdfefdhrwqnj SFS[D(5,2)(4,1)] gLLAQcecdfefdhrwqnn toroidal gLLAQcecdfefdhrwtnw SFS[D(4,1)(4,1)] gLLAQccedfefifhjqwn toroidal gLLAQccedfefifhjqsn toroidal gLLAQccedfefifajqnn reducible gLLAQccedfefifajqrn toroidal gLLAQccedfefifxjqnn toroidal gLLAQccedfefifxjqjn toroidal gLLAQccedfefifhjhwn toroidal gLLAQccedfefifhjhsn toroidal gLLAQccedfefifajhnn reducible gLLAQccedfefifajhrn toroidal gLLAQccedfefifxjhnn toroidal gLLAQccedfefifxjhjn toroidal gLLAQcecdfefhhrwhnr s199(0,0) gLLAQcecdfefhhrwhnn s148(0,0) gLLAQcecdfefharwhsn m043(0,0) gLLAQcecdfefharwhwn SFS[D(7,2)(2,1)] gLLAQcecdfefhhrwqnj s140(0,0) gLLAQcecdfefhhrwqnn m162(0,0) gLLAQccedfefqfhjqwn m189(0,0) gLLAQccedfefqfhjqsn m117(0,0) gLLAQccedfefqfajqnn toroidal gLLAQccedfefqfajqrn m043(0,0) gLLAQccedfefqfxjqnn m238(0,0) gLLAQccedfefqfxjqjn m216(0,0) gLLAQccedfefhwhwhwn s308(0,0) gLLAQccedfefhwhwhsn s212(0,0) gLLAQccedfefhwawhnn toroidal gLLAQccedfefhwawhrn SFS[D(7,2)(2,1)] gLLAQccedfefhwxwhnn s301(0,0) gLLAQccedfefhwxwhjn s200(0,0) gLLAQcecdfeflhcchrn s289(0,0) gLLAQcecdfeflhcchnn s132(0,0) gLLAQcecdfeflacchsn toroidal gLLAQcecdfeflacchwn m044(0,0) gLLAQcecdfeflqcchjn s336(0,0) gLLAQcecdfeflqcchnn s224(0,0) gLLAQccedfefufhjqwn s429(0,0) gLLAQccedfefufhjqsn s355(0,0) gLLAQccedfefufajqnn toroidal gLLAQccedfefufajqrn toroidal gLLAQccedfefufxjqnn s433(0,0) gLLAQccedfefufxjqjn s370(0,0) gLLAQccedfeflnhchwn s325(0,0) gLLAQccedfeflnhchsn s139(0,0) gLLAQccedfeflnachnn toroidal gLLAQccedfeflnachrn m044(0,0) gLLAQccedfeflnxchnn s369(0,0) gLLAQccedfeflnxchjn s288(0,0) gLLAQcecdfeflqccqjn m232(0,0) gLLAQcecdfeflaccqwn m027(0,0) gLLAQcecdfeflaccqsn toroidal gLLAQcecdfeflhccqrn m210(0,0) gLLAQcecdfeflhccqnn m155(0,0) gLLAQccedfeflnhcqwn s165(0,0) gLLAQccedfeflnhcqsn s096(0,0) gLLAQccedfeflnacqnn SFS[D(3,1)(2,1)] gLLAQccedfeflnacqrn m027(0,0) gLLAQccedfeflnxcqnn s208(0,0) gLLAQccedfeflnxcqjn s154(0,0) gLLAQccedfefufhjhwn s283(0,0) gLLAQccedfefufhjhsn s185(0,0) gLLAQccedfefufajhnn SFS[D(3,1)(2,1)] gLLAQccedfefufajhrn toroidal gLLAQccedfefufxjhnn s303(0,0) gLLAQccedfefufxjhjn s207(0,0) gLLAQcecdfeflhcchnr s143(0,0) gLLAQcecdfeflhccans m069(0,0) gLLAQcecdfeflhccanw SFS[D(5,1)(2,1)] gLLAQcecdfeflhccqnj s124(0,0) gLLAQccedfeftnhcqwn m034(0,0) gLLAQccedfeftnhcqsn m004(0,0) gLLAQccedfeftnacqnn m011(0,0) gLLAQccedfeftnacqrn m069(0,0) gLLAQccedfeftnxcqnn m151(0,0) gLLAQccedfeftnxcqjn m157(0,0) gLLAQccedfefpwhwhwn s176(0,0) gLLAQccedfefpwhwhsn s146(0,0) gLLAQccedfefpwawhnn m011(0,0) gLLAQccedfefpwawhrn SFS[D(5,1)(2,1)] gLLAQccedfefpwxwhnn s164(0,0) gLLAQccedfefpwxwhjn s128(0,0) gLLAQcecdfefahcchnr toroidal gLLAQcecdfefahcchnn toroidal gLLAQcecdfefaacchsn SFS[D(7,3)(2,1)] gLLAQcecdfefaacchwn SFS[D(5,1)(2,1)] gLLAQcecdfefahccqnj toroidal gLLAQcecdfefahccqnn toroidal gLLAQccedfefanhcqwn toroidal gLLAQccedfefanhcqsn toroidal gLLAQccedfefanacqnn toroidal gLLAQccedfefanacqrn SFS[D(7,3)(2,1)] gLLAQccedfefanxcqnn toroidal gLLAQccedfefanxcqjn SFS[D(13,4)(2,1)] gLLAQccedfefanhchwn toroidal gLLAQccedfefanhchsn toroidal gLLAQccedfefanachnn toroidal gLLAQccedfefanachrn SFS[D(5,1)(2,1)] gLLAQccedfefanxchnn toroidal gLLAQccedfefanxchjn SFS[D(15,4)(2,1)] gLLAQcecdfefhqrwqjn m137(0,0) gLLAQcecdfefhqrwqnn m038(0,0) gLLAQcecdfefharwqwn toroidal gLLAQcecdfefharwqsn m026(0,0) gLLAQcecdfefhhrwqrn m175(0,0) gLLAQccedfefhwhwqwn s136(0,0) gLLAQccedfefhwhwqsn s116(0,0) gLLAQccedfefhwawqnn SFS[D(3,1)(2,1)] gLLAQccedfefhwawqrn toroidal gLLAQccedfefhwxwqnn s138(0,0) gLLAQccedfefhwxwqjn s121(0,0) gLLAQccedfefqfhjhwn m171(0,0) gLLAQccedfefqfhjhsn m081(0,0) gLLAQccedfefqfajhnn SFS[D(3,1)(2,1)] gLLAQccedfefqfajhrn m026(0,0) gLLAQccedfefqfxjhnn m193(0,0) gLLAQccedfefqfxjhjn m182(0,0) gLLAQcecdfefdhrwhrn toroidal gLLAQcecdfefdarwhsn SFS[D(2,1)(2,1)] gLLAQcecdfefdarwhwn SFS[D(2,1)(2,1)] gLLAQcecdfefdhrwqrn toroidal gLLAQccedfefdwhwqwn toroidal gLLAQccedfefdwhwqsn toroidal gLLAQccedfefdwawqnn toroidal gLLAQccedfefdwawqrn SFS[D(2,1)(2,1)] gLLAQccedfefdwxwqnn toroidal gLLAQccedfefdwxwqjn SFS[D(2,1)(2,1)] gLLAQccedfefdwhwhwn toroidal gLLAQccedfefdwhwhsn toroidal gLLAQccedfefdwawhnn toroidal gLLAQccedfefdwawhrn SFS[D(2,1)(2,1)] gLLAQccedfefdwxwhnn toroidal gLLAQccedfefdwxwhjn SFS[D(2,1)(2,1)] gLLAQcecdfeflqccqnj s213(0,0) gLLAQcecdfeflqccqnn m195(0,0) gLLAQcecdfeflqccanw SFS[D(7,3)(2,1)] gLLAQcecdfeflqccans m070(0,0) gLLAQcecdfeflqcchnr s278(0,0) gLLAQccedfefpwhwqwn s335(0,0) gLLAQccedfefpwhwqsn s272(0,0) gLLAQccedfefpwawqnn m006(0,0) gLLAQccedfefpwawqrn SFS[D(7,3)(2,1)] gLLAQccedfefpwxwqnn s323(0,0) gLLAQccedfefpwxwqjn s216(0,0) gLLAQccedfeftnhchwn m121(0,0) gLLAQccedfeftnhchsn m029(0,0) gLLAQccedfeftnachnn m006(0,0) gLLAQccedfeftnachrn m070(0,0) gLLAQccedfeftnxchnn m198(0,0) gLLAQccedfeftnxchjn m194(0,0) gLLAQccedfefdwhwhsr SFS[D(5,2)(3,1)] gLLAQccedfefdwhwlss SFS[D(4,1)(3,1)] gLLAQccedfefdwhwass toroidal gLLAQccedfefdwhwasw toroidal gLLAQccedfefdwhwqsj SFS[D(5,3)(3,1)] gLLAQccedfefdwhwtsw SFS[D(4,3)(3,1)] gLLAQccedfefdwhgqsj toroidal gLLAQccedfefdwhgqsw toroidal gLLAQccedfefdwhgasn reducible gLLAQccedfefdwhgasj toroidal gLLAQccedfefdwhgxsk toroidal gLLAQccedfefdwhgxsr toroidal gLLAQccedfefdwhrhsw toroidal gLLAQccedfefdwhrhsj toroidal gLLAQccedfefdwhrask reducible gLLAQccedfefdwhrasr toroidal gLLAQccedfefdwhrxsn toroidal gLLAQccedfefdwhrxsj toroidal gLLAQccedfefhwhwhsr s304(0,0) gLLAQccedfefhwhwass m044(0,0) gLLAQccedfefhwhwasw SFS[D(7,2)(2,1)] gLLAQccedfefhwhwqsj s221(0,0) gLLAQccedfefhwhgqsj m253(0,0) gLLAQccedfefhwhgqsw m181(0,0) gLLAQccedfefhwhgasn toroidal gLLAQccedfefhwhgasj m044(0,0) gLLAQccedfefhwhgxsk m279(0,0) gLLAQccedfefhwhgxsr m243(0,0) gLLAQccedfefhwhrhsw s383(0,0) gLLAQccedfefhwhrhsj s309(0,0) gLLAQccedfefhwarhnj toroidal gLLAQccedfefhwarhrj SFS[D(7,2)(2,1)] gLLAQccedfefhwhrxsn s379(0,0) gLLAQccedfefhwhrxsj s271(0,0) gLLAQccedfefpwhwhsr s329(0,0) gLLAQccedfefpwhwass toroidal gLLAQccedfefpwhwasw m043(0,0) gLLAQccedfefpwhwqsj s367(0,0) gLLAQccedfefpwhgqsj s449(0,0) gLLAQccedfefpwhgqsw s380(0,0) gLLAQccedfefpwhgasn toroidal gLLAQccedfefpwhgasj toroidal gLLAQccedfefpwhgxsk s452(0,0) gLLAQccedfefpwhgxsr s388(0,0) gLLAQccedfeflnhkhwj s337(0,0) gLLAQccedfeflnhkhsj s152(0,0) gLLAQccedfeflnakhnj toroidal gLLAQccedfeflnakhrj m043(0,0) gLLAQccedfeflnxkhnj s382(0,0) gLLAQccedfeflnxkhjj s306(0,0) gLLAQccedfeftnhchsr m035(0,0) gLLAQccedfeftnhcass m006(0,0) gLLAQccedfeftnhcasw toroidal gLLAQccedfeftnhcqsj m015(0,0) gLLAQccedfeflnhnqww m033(0,0) gLLAQccedfeflnhnqsw m010(0,0) gLLAQccedfeflnanqnw SFS[D(3,1)(2,1)] gLLAQccedfeflnanqrw m006(0,0) gLLAQccedfeflnxnqnw m054(0,0) gLLAQccedfeflnxnqjw m046(0,0) gLLAQccedfeftnhkhsw m084(0,0) gLLAQccedfeftnhkask SFS[D(3,1)(2,1)] gLLAQccedfeftnhkasr toroidal gLLAQccedfeftnhkxsn m089(0,0) gLLAQccedfeftnhkxsj m066(0,0) gLLAQccedfeflnhchsr s158(0,0) gLLAQccedfeflnhcass m070(0,0) gLLAQccedfeflnhcasw SFS[D(2,1)(2,1)] gLLAQccedfeflnhcqsj s135(0,0) gLLAQccedfeflnhnqsj m007(0,0) gLLAQccedfeflnhnasn m026(0,0) gLLAQccedfeflnhnasj m070(0,0) gLLAQccedfeflnhnxsk m116(0,0) gLLAQccedfeflnhnxsr m141(0,0) gLLAQccedfeflnhkhsw s179(0,0) gLLAQccedfeflnhkask m026(0,0) gLLAQccedfeflnhkasr SFS[D(2,1)(2,1)] gLLAQccedfeflnhkxsn s162(0,0) gLLAQccedfeflnhkxsj s126(0,0) gLLAQccedfefanhchsr toroidal gLLAQccedfefanhcass SFS[D(7,3)(2,1)] gLLAQccedfefanhcasw SFS[D(2,1)(2,1)] gLLAQccedfefanhcqsj toroidal gLLAQccedfefanhnqsj toroidal gLLAQccedfefanhnqsw toroidal gLLAQccedfefananqnw toroidal gLLAQccedfefananqrw SFS[D(7,3)(2,1)] gLLAQccedfefanhnxsk toroidal gLLAQccedfefanhnxsr SFS[D(8,3)(2,1)] gLLAQccedfefanhkhsw toroidal gLLAQccedfefanhkhsj toroidal gLLAQccedfefanakhnj toroidal gLLAQccedfefanakhrj SFS[D(2,1)(2,1)] gLLAQccedfefanhkxsn toroidal gLLAQccedfefanhkxsj SFS[D(13,3)(2,1)] gLLAQccedfefqfhjhsr m142(0,0) gLLAQccedfefqfhjass toroidal gLLAQccedfefqfhjasw m011(0,0) gLLAQccedfefqfhjqsj m146(0,0) gLLAQccedfefhwhgqww m217(0,0) gLLAQccedfefhwagqnw SFS[D(3,1)(2,1)] gLLAQccedfefhwagqrw toroidal gLLAQccedfefhwxgqnw m225(0,0) gLLAQccedfefhwxgqjw m191(0,0) gLLAQccedfefqfhfhsw m186(0,0) gLLAQccedfefqfhfhsj m139(0,0) gLLAQccedfefqfafhnj SFS[D(3,1)(2,1)] gLLAQccedfefqfafhrj m011(0,0) gLLAQccedfefqfhfxsn m197(0,0) gLLAQccedfefqfhfxsj m179(0,0) gLLAQccedfefifhjhsr toroidal gLLAQccedfefifhjass SFS[D(5,1)(2,1)] gLLAQccedfefifhjasw SFS[D(5,1)(2,1)] gLLAQccedfefifhjqsj toroidal gLLAQccedfefdwhgqww toroidal gLLAQccedfefdwagqnw toroidal gLLAQccedfefdwagqrw SFS[D(5,1)(2,1)] gLLAQccedfefdwxgqnw toroidal gLLAQccedfefdwxgqjw SFS[D(5,1)(2,1)] gLLAQccedfefdwhrhwj toroidal gLLAQccedfefdwarhnj toroidal gLLAQccedfefdwarhrj SFS[D(5,1)(2,1)] gLLAQccedfefdwxrhnj toroidal gLLAQccedfefdwxrhjj SFS[D(5,1)(2,1)] gLLAQccedfefufhjhsr s353(0,0) gLLAQccedfefufhjass SFS[D(7,3)(2,1)] gLLAQccedfefufhjasw m069(0,0) gLLAQccedfefufhjqsj s395(0,0) gLLAQccedfefpwhgqww s418(0,0) gLLAQccedfefpwagqnw m027(0,0) gLLAQccedfefpwagqrw SFS[D(7,3)(2,1)] gLLAQccedfefpwxgqnw s406(0,0) gLLAQccedfefpwxgqjw s316(0,0) gLLAQccedfeftnhkhwj m150(0,0) gLLAQccedfeftnhkhsj m061(0,0) gLLAQccedfeftnakhnj m027(0,0) gLLAQccedfeftnakhrj m069(0,0) gLLAQccedfeftnxkhnj m230(0,0) gLLAQccedfeftnxkhjj m218(0,0) gLLAQccedfefakhvhsr toroidal gLLAQccedfefakhvass toroidal gLLAQccedfefakhvasw toroidal gLLAQccedfefakhvqsj toroidal gLLAQccedfefakhrhsr toroidal gLLAQccedfefakhrass toroidal gLLAQccedfefakhrasw reducible gLLAQccedfefakhrqsj toroidal gLLAQccedfefakhjhsr toroidal gLLAQccedfefakhjass reducible gLLAQccedfefakhjasw toroidal gLLAQccedfefakhjqsj toroidal gLLAQccedfefakhkqsj toroidal gLLAQccedfefakhkqsw toroidal gLLAQccedfefakakqnw toroidal gLLAQccedfefakakqrw toroidal gLLAQccedfefakhkxsk toroidal gLLAQccedfefakhkxsr toroidal gLLAQccedfefakhnhsw toroidal gLLAQccedfefakhnhsj toroidal gLLAQccedfefakanhnj toroidal gLLAQccedfefakanhrj toroidal gLLAQccedfefakhnxsn toroidal gLLAQccedfefakhnxsj toroidal gLLAQccedfefakhbxsk SFS[D(3,1)(2,1)] gLLAQccedfefakhbasj toroidal gLLAQccedfefakhbasn toroidal gLLAQccedfefakhbqsj SFS[D(3,1)(2,1)] gLLAQccedfefaohvhsr toroidal gLLAQccedfefaohvass SFS[D(3,1)(2,1)] gLLAQccedfefaohvasw SFS[D(3,1)(2,1)] gLLAQccedfefaohvqsj toroidal gLLAQccedfefaohrhsr SFS[D(8,3)(2,1)] gLLAQccedfefaohrass SFS[D(3,1)(2,1)] gLLAQccedfefaohrasw reducible gLLAQccedfefaohrqsj SFS[D(7,2)(2,1)] gLLAQccedfefaohjhsr SFS[D(7,2)(2,1)] gLLAQccedfefaohjass reducible gLLAQccedfefaohjasw SFS[D(3,1)(2,1)] gLLAQccedfefaohjqsj SFS[D(8,3)(2,1)] gLLAQccedfefaohsqsj SFS[D(8,3)(2,1)] gLLAQccedfefaohsasn SFS[D(3,1)(2,1)] gLLAQccedfefaohsasj reducible gLLAQccedfefaohsxsk SFS[D(7,2)(2,1)] gLLAQccedfefakhbqww toroidal gLLAQccedfefakhbqsw toroidal gLLAQccedfefakabqnw toroidal gLLAQccedfefakabqrw SFS[D(3,1)(2,1)] gLLAQccedfefakxbqnw toroidal gLLAQccedfefakxbqjw SFS[D(7,2)(2,1)] gLLAQccedfefaohbqsw SFS[D(2,1)(2,1)] gLLAQccedfefaoabqnw SFS[D(3,1)(2,1)] gLLAQccedfefaoabqrw SFS[D(3,1)(2,1)] gLLAQccedfefaohbxsr SFS[D(2,1)(2,1)] gLLAQccedfefaohwhsw SFS[D(8,3)(2,1)] gLLAQccedfefaohwask SFS[D(3,1)(2,1)] gLLAQccedfefaohwasr reducible gLLAQccedfefaohwxsn SFS[D(7,2)(2,1)] gLLAQccedfefakhbxwr toroidal gLLAQccedfefakhbxsr toroidal gLLAQccedfefakabxnr toroidal gLLAQccedfefakabxrr SFS[D(3,1)(2,1)] gLLAQccedfefakxbxnr toroidal gLLAQccedfefakxbxjr SFS[D(7,2)(2,1)] gLLAQccedfefaohfhsj SFS[D(2,1)(2,1)] gLLAQccedfefaoafhnj SFS[D(3,1)(2,1)] gLLAQccedfefaoafhrj SFS[D(3,1)(2,1)] gLLAQccedfefaohfxsj SFS[D(2,1)(2,1)] gLLAQcecdfefdhrwlrw SFS[D(5,3)(5,2)] gLLAQcecdfefdhrwlnw SFS[D(5,3)(4,1)] gLLAQcecdfefdhrwtrs SFS[D(5,2)(5,2)] gLLAQcecdfefdhrwtns SFS[D(5,2)(4,1)] gLLAQccedfefdwhwtws SFS[D(5,2)(3,1)] gLLAQccedfefdwhwtss SFS[D(5,3)(3,1)] gLLAQccedfefdwawtns SFS[D(5,2)(2,1)] gLLAQccedfefdwxwtns SFS[D(5,2)(2,1)] gLLAQccedfefdwhwlww SFS[D(5,3)(3,1)] gLLAQccedfefdwhwlsw SFS[D(5,2)(3,1)] gLLAQccedfefdwawlnw SFS[D(5,2)(2,1)] gLLAQccedfefdwxwlnw SFS[D(5,2)(2,1)] gLLAQccedfefdwagann reducible gLLAQccedfefdwarank reducible gLLAQccedfefhwagann SFS[D(3,1)(2,1)] gLLAQccedfefhwarank SFS[D(3,1)(2,1)] gLLAQccedfefpwagann SFS[D(3,1)(2,1)] gLLAQccedfeflnakank SFS[D(3,1)(2,1)] gLLAQccedfeflnanann SFS[D(3,1)(2,1)] gLLAQccedfefananann toroidal gLLAQccedfefanakank toroidal gLLAQccedfefqfafank SFS[D(3,1)(2,1)] gLLAQccedfeftnakank SFS[D(3,1)(2,1)] gLLAQccedfefakakann toroidal gLLAQccedfefakanank toroidal gLLAQccedfefawawarr reducible gLLAQccedfefawasarj reducible gLLAQccedfefawajars reducible gLLAQccedfefakajans reducible gLLAQccedfefakajars reducible gLLAQccedfefaoajans reducible gLLAQccedfefaoajars reducible gLLAQccedfefawararw reducible gLLAQccedfefakaranw reducible gLLAQccedfefakararw reducible gLLAQccedfefaoaranw reducible gLLAQccedfefaoararw reducible gLLAQcecdfefaavvasw SFS[D(3,1)(3,2)] gLLAQcecdfefaavvass SFS[D(3,1)(3,1)] gLLAQccedfefawavans SFS[D(3,1)(3,1)] gLLAQccedfefawavars reducible gLLAQccedfefawavarw reducible gLLAQccedfefawavanw SFS[D(3,1)(3,2)] gLLAQccedfefakavans toroidal gLLAQccedfefakavars SFS[D(3,1)(3,2)] gLLAQccedfefakavanw toroidal gLLAQccedfefakavarw SFS[D(3,1)(3,1)] gLLAQccedfefaoavanw SFS[D(3,1)(3,1)] gLLAQccedfefaoavans SFS[D(3,1)(3,2)] gLLAQccedfefawasann SFS[D(3,1)(3,2)] gLLAQccedfefawasanj reducible gLLAQccedfefawawanr reducible gLLAQccedfefawawank SFS[D(3,1)(3,1)] gLLAQccedfefawarans SFS[D(3,1)(3,2)] gLLAQccedfefawaranw reducible gLLAQccedfefakarans toroidal gLLAQccedfefakarars SFS[D(3,1)(3,1)] gLLAQccedfefaoarans SFS[D(3,1)(3,1)] gLLAQccedfefaoarars SFS[D(3,1)(3,2)] gLLAQccedfefawajanw SFS[D(3,1)(3,1)] gLLAQccedfefawajans reducible gLLAQccedfefakajanw toroidal gLLAQccedfefakajarw SFS[D(3,1)(3,2)] gLLAQccedfefaoajanw SFS[D(3,1)(3,2)] gLLAQccedfefaoajarw SFS[D(3,1)(3,1)] gLLAQcecdfefdarwasw SFS[D(3,1)(2,1)] gLLAQcecdfefdarwass SFS[D(3,1)(2,1)] gLLAQccedfefifajans reducible gLLAQccedfefifajars SFS[D(3,1)(2,1)] gLLAQccedfefifajanw reducible gLLAQccedfefifajarw SFS[D(3,1)(2,1)] gLLAQcecdfefharwasw SFS[D(3,1)(2,1)] gLLAQcecdfefharwaww toroidal gLLAQccedfefqfajans SFS[D(3,1)(2,1)] gLLAQccedfefqfajars SFS[D(3,1)(2,1)] gLLAQccedfefhwawanw SFS[D(3,1)(2,1)] gLLAQccedfefhwawarw toroidal gLLAQcecdfeflaccasw reducible gLLAQcecdfeflaccaww SFS[D(3,1)(2,1)] gLLAQccedfefufajans SFS[D(3,1)(2,1)] gLLAQccedfefufajars reducible gLLAQccedfeflnacanw SFS[D(3,1)(2,1)] gLLAQccedfeflnacarw SFS[D(3,1)(2,1)] gLLAQcecdfeflaccaws toroidal gLLAQccedfeflnacans toroidal gLLAQccedfeflnacars toroidal gLLAQccedfefufajanw toroidal gLLAQccedfefufajarw toroidal gLLAQccedfeftnacans m003(0,0) gLLAQccedfeftnacars toroidal gLLAQccedfefpwawanw m003(0,0) gLLAQccedfefpwawarw SFS[D(3,1)(2,1)] gLLAQcecdfefaaccasw reducible gLLAQcecdfefaaccass SFS[D(3,1)(2,1)] gLLAQccedfefanacans SFS[D(3,1)(2,1)] gLLAQccedfefanacars reducible gLLAQccedfefanacanw SFS[D(3,1)(2,1)] gLLAQccedfefanacarw SFS[D(3,1)(2,1)] gLLAQcecdfefharwass m003(0,0) gLLAQccedfefhwawans toroidal gLLAQccedfefhwawars SFS[D(3,1)(2,1)] gLLAQccedfefqfajanw toroidal gLLAQccedfefqfajarw m003(0,0) gLLAQccedfefdwawans toroidal gLLAQccedfefdwawars SFS[D(3,1)(2,1)] gLLAQccedfefdwawanw toroidal gLLAQccedfefdwawarw SFS[D(3,1)(2,1)] gLLAQcecdfeflaccass toroidal gLLAQccedfefpwawans toroidal gLLAQccedfefpwawars reducible gLLAQccedfeftnacanw toroidal gLLAQccedfeftnacarw toroidal gLLAQccedfefdwagarn reducible gLLAQccedfefdwagarj SFS[D(3,1)(2,1)] gLLAQccedfefdwarark reducible gLLAQccedfefdwararr SFS[D(3,1)(2,1)] gLLAQccedfefhwagarn SFS[D(3,1)(2,1)] gLLAQccedfefhwagarj SFS[D(3,1)(2,1)] gLLAQccedfefhwaranr SFS[D(3,1)(2,1)] gLLAQccedfefhwararr toroidal gLLAQccedfefpwagarn SFS[D(3,1)(2,1)] gLLAQccedfefpwagarj reducible gLLAQccedfeflnakanr SFS[D(3,1)(2,1)] gLLAQccedfeflnakarr SFS[D(3,1)(2,1)] gLLAQccedfeflnananj toroidal gLLAQccedfeflnanarj toroidal gLLAQccedfeftnakark toroidal gLLAQccedfeflnanarn m003(0,0) gLLAQccedfeflnakark m003(0,0) gLLAQccedfefanananj SFS[D(3,1)(2,1)] gLLAQccedfefananarj reducible gLLAQccedfefanakanr SFS[D(3,1)(2,1)] gLLAQccedfefanakarr SFS[D(3,1)(2,1)] gLLAQccedfefhwaganj toroidal gLLAQccedfefqfafanr toroidal gLLAQccedfefqfafarr m003(0,0) gLLAQccedfefdwaganj toroidal gLLAQccedfefdwaranr toroidal gLLAQccedfefpwaganj toroidal gLLAQccedfeftnakanr toroidal gLLAQccedfeftnakarr toroidal gLLAQccedfefakakanj toroidal gLLAQccedfefakakarj SFS[D(3,1)(3,2)] gLLAQccedfefakananr toroidal gLLAQccedfefakanarr SFS[D(3,1)(3,1)] gLLAQccedfefakabanj toroidal gLLAQccedfefakabarj SFS[D(3,1)(3,1)] gLLAQccedfefaoabanj SFS[D(3,1)(3,1)] gLLAQccedfefaoabann SFS[D(3,1)(3,2)] gLLAQccedfefakabann toroidal gLLAQccedfefakabarn SFS[D(3,1)(3,2)] gLLAQccedfefaoafanr SFS[D(3,1)(3,2)] gLLAQccedfefaoafank SFS[D(3,1)(3,1)] gLLAQccedfefdwxwlns SFS[D(4,1)(2,1)] gLLAQccedfefdwxwans toroidal gLLAQccedfefdwxwanw toroidal gLLAQccedfefdwxwtnw SFS[D(4,1)(2,1)] gLLAQccedfefdwxgann reducible gLLAQccedfefdwxganj toroidal gLLAQccedfefdwxgxnk toroidal gLLAQccedfefdwxrank reducible gLLAQccedfefdwxranr toroidal gLLAQccedfefdwxrxnn toroidal gLLAQccedfefhwxwans m055(0,0) gLLAQccedfefhwxwanw toroidal gLLAQccedfefhwxgann toroidal gLLAQccedfefhwxganj m055(0,0) gLLAQccedfefhwxgxnk m318(0,0) gLLAQccedfefhwarxnn toroidal gLLAQccedfefhwarxrn toroidal gLLAQccedfefhwxrxnn s431(0,0) gLLAQccedfefpwxwans toroidal gLLAQccedfefpwxwanw m052(0,0) gLLAQccedfefpwxgann toroidal gLLAQccedfefpwxganj toroidal gLLAQccedfefpwxgxnk s465(0,0) gLLAQccedfeflnakxnn toroidal gLLAQccedfeflnakxrn m052(0,0) gLLAQccedfeflnxkxnn s397(0,0) gLLAQccedfeftnxcans m019(0,0) gLLAQccedfeftnxcanw SFS[D(5,2)(2,1)] gLLAQccedfeflnanxnk toroidal gLLAQccedfeflnanxrk m019(0,0) gLLAQccedfeflnxnxnk m178(0,0) gLLAQccedfeftnxkank toroidal gLLAQccedfeftnxkanr SFS[D(5,2)(2,1)] gLLAQccedfeflnxcans m119(0,0) gLLAQccedfeflnxnann m060(0,0) gLLAQccedfeflnxnanj m119(0,0) gLLAQccedfeflnxkank m060(0,0) gLLAQccedfefanxcans SFS[D(7,2)(2,1)] gLLAQccedfefananxnk toroidal gLLAQccedfefananxrk SFS[D(7,2)(2,1)] gLLAQccedfefanxnxnk toroidal gLLAQccedfefanakxnn toroidal gLLAQccedfefanxkxnn toroidal gLLAQccedfefqfxjans toroidal gLLAQccedfefqfxjanw m016(0,0) gLLAQccedfefhwagxnk toroidal gLLAQccedfefhwagxrk toroidal gLLAQccedfefqfafxnn toroidal gLLAQccedfefqfafxrn m016(0,0) gLLAQccedfefqfxfxnn m287(0,0) gLLAQccedfefifxjans SFS[D(8,3)(2,1)] gLLAQccedfefifxjanw SFS[D(8,3)(2,1)] gLLAQccedfefdwagxnk toroidal gLLAQccedfefdwagxrk SFS[D(8,3)(2,1)] gLLAQccedfefdwarxnn toroidal gLLAQccedfefdwarxrn SFS[D(8,3)(2,1)] gLLAQccedfefufxjans SFS[D(7,2)(2,1)] gLLAQccedfefufxjanw m118(0,0) gLLAQccedfefpwagxnk m064(0,0) gLLAQccedfefpwagxrk SFS[D(7,2)(2,1)] gLLAQccedfeftnakxnn m064(0,0) gLLAQccedfeftnakxrn m118(0,0) gLLAQccedfeftnxkxnn m258(0,0) gLLAQccedfefakxvans toroidal gLLAQccedfefakxvanw toroidal gLLAQccedfefakxrans toroidal gLLAQccedfefakxranw reducible gLLAQccedfefakxjans reducible gLLAQccedfefakxjanw toroidal gLLAQccedfefakakxnk toroidal gLLAQccedfefakakxrk toroidal gLLAQccedfefakxkxnk toroidal gLLAQccedfefakanxnn toroidal gLLAQccedfefakanxrn toroidal gLLAQccedfefakxnxnn toroidal gLLAQccedfefakxbanj toroidal gLLAQccedfefakxbann toroidal gLLAQccedfefawhvaww SFS[D(8,3)(3,1)] gLLAQccedfefawhvaws SFS[D(8,3)(3,1)] gLLAQccedfefawhwhww SFS[D(8,3)(8,3)] gLLAQccedfefawawhnw SFS[D(8,3)(3,1)] gLLAQccedfefawawhrw reducible gLLAQccedfefawasqrj reducible gLLAQccedfefawasqnj SFS[D(8,3)(3,1)] gLLAQccedfefawhsqwj SFS[D(8,5)(8,3)] gLLAQccedfefawhjqwj SFS[D(8,3)(8,3)] gLLAQccedfefawajqnj SFS[D(8,3)(3,1)] gLLAQccedfefawajqrj reducible gLLAQccedfefakhjqwj toroidal gLLAQccedfefakajqnj toroidal gLLAQccedfefakajqrj SFS[D(8,3)(3,1)] gLLAQccedfefakxjqnj toroidal gLLAQccedfefaoajqnj SFS[D(8,3)(3,1)] gLLAQccedfefaoajqrj SFS[D(8,3)(3,1)] gLLAQccedfefawhrhwr SFS[D(8,5)(8,3)] gLLAQccedfefawarhnr SFS[D(8,3)(3,1)] gLLAQccedfefawarhrr reducible gLLAQccedfefakhrhwr toroidal gLLAQccedfefakarhnr toroidal gLLAQccedfefakarhrr SFS[D(8,3)(3,1)] gLLAQccedfefakxrhnr toroidal gLLAQccedfefaoarhnr SFS[D(8,3)(3,1)] gLLAQccedfefaoarhrr SFS[D(8,3)(3,1)] gLLAQcecdfefahvvhrr toroidal gLLAQcecdfefaavvhsr toroidal gLLAQcecdfefaavvhwr toroidal gLLAQcecdfefahvvqrj toroidal gLLAQccedfefawhvqwj toroidal gLLAQccedfefawavqnj toroidal gLLAQccedfefawxvqnj toroidal gLLAQccedfefawxvhnr toroidal gLLAQccedfefawavhnr toroidal gLLAQccedfefawhvhwr toroidal gLLAQccedfefakhvqwj toroidal gLLAQccedfefakavqnj toroidal gLLAQccedfefakavqrj toroidal gLLAQccedfefakxvqnj toroidal gLLAQccedfefakhvhwr toroidal gLLAQccedfefakavhnr toroidal gLLAQccedfefakavhrr toroidal gLLAQccedfefakxvhnr toroidal gLLAQccedfefaohvhwr SFS[D(5,2)(2,1)] gLLAQccedfefaoavhnr toroidal gLLAQccedfefaoavhrr toroidal gLLAQccedfefaohvqwj SFS[D(5,2)(2,1)] gLLAQccedfefawxvans SFS[D(7,5)(3,1)] gLLAQccedfefawxvanw SFS[D(7,2)(3,1)] gLLAQccedfefawhsxwk SFS[D(8,5)(7,2)] gLLAQccedfefawasxnk SFS[D(7,2)(3,1)] gLLAQccedfefawasxrk reducible gLLAQccedfefawxsxnk SFS[D(7,5)(7,2)] gLLAQccedfefawxwxnn SFS[D(7,2)(7,2)] gLLAQccedfefawawxrn reducible gLLAQccedfefawawxnn SFS[D(7,5)(3,1)] gLLAQccedfefawhwxwn SFS[D(8,3)(7,2)] gLLAQccedfefawhrqwj SFS[D(8,5)(7,2)] gLLAQccedfefawarqnj SFS[D(7,2)(3,1)] gLLAQccedfefawarqrj reducible gLLAQccedfefawxrqnj SFS[D(7,5)(7,2)] gLLAQccedfefakhrqwj toroidal gLLAQccedfefakarqnj toroidal gLLAQccedfefakarqrj SFS[D(7,5)(3,1)] gLLAQccedfefakxrqnj toroidal gLLAQccedfefaoarqnj SFS[D(7,5)(3,1)] gLLAQccedfefaoarqrj SFS[D(7,2)(3,1)] gLLAQccedfefawhjhwr SFS[D(8,3)(7,2)] gLLAQccedfefawajhnr SFS[D(7,5)(3,1)] gLLAQccedfefawajhrr reducible gLLAQccedfefawxjhnr SFS[D(7,2)(7,2)] gLLAQccedfefakhjhwr toroidal gLLAQccedfefakajhnr toroidal gLLAQccedfefakajhrr SFS[D(7,2)(3,1)] gLLAQccedfefakxjhnr toroidal gLLAQccedfefaoajhnr SFS[D(7,2)(3,1)] gLLAQccedfefaoajhrr SFS[D(7,5)(3,1)] gLLAQcecdfefdhrwlrs SFS[D(5,3)(4,1)] gLLAQcecdfefdhrwars toroidal gLLAQcecdfefdhrwarw toroidal gLLAQcecdfefdhrwqrj SFS[D(5,2)(5,2)] gLLAQcecdfefdhrwtrw SFS[D(5,2)(4,1)] gLLAQccedfefifhjqwj toroidal gLLAQccedfefifajqnj reducible gLLAQccedfefifajqrj toroidal gLLAQccedfefifxjqnj toroidal gLLAQccedfefifhjhwr toroidal gLLAQccedfefifajhnr reducible gLLAQccedfefifajhrr toroidal gLLAQccedfefifxjhnr toroidal gLLAQcecdfefhhrwhrr s253(0,0) gLLAQcecdfefharwhsr m060(0,0) gLLAQcecdfefharwhwr toroidal gLLAQcecdfefhhrwqrj s183(0,0) gLLAQccedfefqfhjqwj m239(0,0) gLLAQccedfefqfajqnj toroidal gLLAQccedfefqfajqrj m060(0,0) gLLAQccedfefqfxjqnj m281(0,0) gLLAQccedfefhwhwhwr s378(0,0) gLLAQccedfefhwawhnr toroidal gLLAQccedfefhwawhrr toroidal gLLAQccedfefhwxwhnr s374(0,0) gLLAQcecdfeflhcchrr s328(0,0) gLLAQcecdfeflacchsr toroidal gLLAQcecdfeflacchwr m064(0,0) gLLAQcecdfeflqcchjr s373(0,0) gLLAQccedfefufhjqwj s461(0,0) gLLAQccedfefufajqnj toroidal gLLAQccedfefufajqrj toroidal gLLAQccedfefufxjqnj s462(0,0) gLLAQccedfeflnhchwr s351(0,0) gLLAQccedfeflnachnr toroidal gLLAQccedfeflnachrr m064(0,0) gLLAQccedfeflnxchnr s399(0,0) gLLAQcecdfeflaccqwj m055(0,0) gLLAQcecdfeflaccqsj toroidal gLLAQcecdfeflhccqrj s249(0,0) gLLAQccedfeflnhcqwj s317(0,0) gLLAQccedfeflnacqnj toroidal gLLAQccedfeflnacqrj m055(0,0) gLLAQccedfeflnxcqnj s363(0,0) gLLAQccedfefufhjhwr s425(0,0) gLLAQccedfefufajhnr toroidal gLLAQccedfefufajhrr toroidal gLLAQccedfefufxjhnr s430(0,0) gLLAQcecdfeflhccars m119(0,0) gLLAQcecdfeflhccarw SFS[D(7,2)(2,1)] gLLAQccedfeftnhcqwj m115(0,0) gLLAQccedfeftnacqnj m019(0,0) gLLAQccedfeftnacqrj m119(0,0) gLLAQccedfeftnxcqnj m213(0,0) gLLAQccedfefpwhwhwr s362(0,0) gLLAQccedfefpwawhnr m019(0,0) gLLAQccedfefpwawhrr SFS[D(7,2)(2,1)] gLLAQccedfefpwxwhnr s354(0,0) gLLAQcecdfefahcchrr toroidal gLLAQcecdfefaacchsr SFS[D(8,3)(2,1)] gLLAQcecdfefaacchwr SFS[D(7,2)(2,1)] gLLAQcecdfefahccqrj toroidal gLLAQccedfefanhcqwj toroidal gLLAQccedfefanacqnj toroidal gLLAQccedfefanacqrj SFS[D(8,3)(2,1)] gLLAQccedfefanxcqnj toroidal gLLAQccedfefanhchwr toroidal gLLAQccedfefanachnr toroidal gLLAQccedfefanachrr SFS[D(7,2)(2,1)] gLLAQccedfefanxchnr toroidal gLLAQcecdfefhqrwqjj m220(0,0) gLLAQcecdfefharwqwj toroidal gLLAQcecdfefharwqsj m052(0,0) gLLAQccedfefhwhwqwj s322(0,0) gLLAQccedfefhwawqnj toroidal gLLAQccedfefhwawqrj toroidal gLLAQccedfefhwxwqnj s324(0,0) gLLAQccedfefqfhjhwr m229(0,0) gLLAQccedfefqfajhnr toroidal gLLAQccedfefqfajhrr m052(0,0) gLLAQccedfefqfxjhnr m272(0,0) gLLAQccedfefdwhwqwj SFS[D(5,2)(3,1)] gLLAQccedfefdwawqnj SFS[D(5,2)(2,1)] gLLAQccedfefdwxwqnj SFS[D(5,2)(2,1)] gLLAQccedfefdwhwhwr SFS[D(5,3)(3,1)] gLLAQccedfefdwawhnr SFS[D(5,2)(2,1)] gLLAQccedfefdwxwhnr SFS[D(5,2)(2,1)] gLLAQcecdfeflqccqjj s318(0,0) gLLAQcecdfeflqccajw SFS[D(8,3)(2,1)] gLLAQcecdfeflqccajs m118(0,0) gLLAQccedfefpwhwqwj s409(0,0) gLLAQccedfefpwawqnj m016(0,0) gLLAQccedfefpwawqrj SFS[D(8,3)(2,1)] gLLAQccedfefpwxwqnj s398(0,0) gLLAQccedfeftnhchwr m143(0,0) gLLAQccedfeftnachnr m016(0,0) gLLAQccedfeftnachrr m118(0,0) gLLAQccedfeftnxchnr m233(0,0) gLLAQccedfefdwhwlws SFS[D(4,3)(3,1)] gLLAQccedfefdwhwaws toroidal gLLAQccedfefdwhwaww toroidal gLLAQccedfefdwhwtww SFS[D(4,1)(3,1)] gLLAQccedfefdwhgqwj toroidal gLLAQccedfefdwhgawn reducible gLLAQccedfefdwhgawj toroidal gLLAQccedfefdwhgxwk toroidal gLLAQccedfefdwhrhww toroidal gLLAQccedfefdwhrawk reducible gLLAQccedfefdwhrawr toroidal gLLAQccedfefdwhrxwn toroidal gLLAQccedfefhwhwaws m064(0,0) gLLAQccedfefhwhwaww toroidal gLLAQccedfefhwhgqwj m296(0,0) gLLAQccedfefhwhgawn toroidal gLLAQccedfefhwhgawj m064(0,0) gLLAQccedfefhwhgxwk m316(0,0) gLLAQccedfefhwhrhww s439(0,0) gLLAQccedfefhwarhnw toroidal gLLAQccedfefhwarhrw toroidal gLLAQccedfefhwhrxwn s434(0,0) gLLAQccedfefpwhwaws toroidal gLLAQccedfefpwhwaww m060(0,0) gLLAQccedfefpwhgqwj s475(0,0) gLLAQccedfefpwhgawn toroidal gLLAQccedfefpwhgawj toroidal gLLAQccedfefpwhgxwk s476(0,0) gLLAQccedfeflnhkhww s372(0,0) gLLAQccedfeflnakhnw toroidal gLLAQccedfeflnakhrw m060(0,0) gLLAQccedfeflnxkhnw s411(0,0) gLLAQccedfeftnhcaws m016(0,0) gLLAQccedfeftnhcaww SFS[D(5,2)(2,1)] gLLAQccedfeflnhnqwj m036(0,0) gLLAQccedfeflnanqnj toroidal gLLAQccedfeflnanqrj m016(0,0) gLLAQccedfeflnxnqnj m100(0,0) gLLAQccedfeftnhkawk toroidal gLLAQccedfeftnhkawr SFS[D(5,2)(2,1)] gLLAQccedfeftnhkxwn m167(0,0) gLLAQccedfeflnhcaws m118(0,0) gLLAQccedfeflnhnawn m052(0,0) gLLAQccedfeflnhnawj m118(0,0) gLLAQccedfeflnhnxwk m170(0,0) gLLAQccedfeflnhkawk m052(0,0) gLLAQccedfeflnhkxwn s352(0,0) gLLAQccedfefanhcaws SFS[D(8,3)(2,1)] gLLAQccedfefanhnqwj toroidal gLLAQccedfefananqnj toroidal gLLAQccedfefananqrj SFS[D(8,3)(2,1)] gLLAQccedfefanhnxwk toroidal gLLAQccedfefanhkhww toroidal gLLAQccedfefanakhnw toroidal gLLAQccedfefanhkxwn toroidal gLLAQccedfefqfhjaws toroidal gLLAQccedfefqfhjaww m019(0,0) gLLAQccedfefhwagqnj toroidal gLLAQccedfefhwagqrj toroidal gLLAQccedfefhwxgqnj m299(0,0) gLLAQccedfefqfhfhww m259(0,0) gLLAQccedfefqfafhnw toroidal gLLAQccedfefqfafhrw m019(0,0) gLLAQccedfefqfhfxwn m276(0,0) gLLAQccedfefifhjaws SFS[D(7,2)(2,1)] gLLAQccedfefifhjaww SFS[D(7,2)(2,1)] gLLAQccedfefdwagqnj toroidal gLLAQccedfefdwagqrj SFS[D(7,2)(2,1)] gLLAQccedfefdwxgqnj toroidal gLLAQccedfefdwarhnw toroidal gLLAQccedfefdwarhrw SFS[D(7,2)(2,1)] gLLAQccedfefdwxrhnw toroidal gLLAQccedfefufhjaws SFS[D(8,3)(2,1)] gLLAQccedfefufhjaww m119(0,0) gLLAQccedfefpwagqnj m055(0,0) gLLAQccedfefpwagqrj SFS[D(8,3)(2,1)] gLLAQccedfefpwxgqnj s466(0,0) gLLAQccedfeftnhkhww m169(0,0) gLLAQccedfeftnakhnw m055(0,0) gLLAQccedfeftnakhrw m119(0,0) gLLAQccedfeftnxkhnw m266(0,0) gLLAQccedfefakhvaws toroidal gLLAQccedfefakhvaww toroidal gLLAQccedfefakhraws toroidal gLLAQccedfefakhraww reducible gLLAQccedfefakhjaws reducible gLLAQccedfefakhjaww toroidal gLLAQccedfefakhkqwj toroidal gLLAQccedfefakakqnj toroidal gLLAQccedfefakakqrj toroidal gLLAQccedfefakhkxwk toroidal gLLAQccedfefakhnhww toroidal gLLAQccedfefakanhnw toroidal gLLAQccedfefakanhrw toroidal gLLAQccedfefakhnxwn toroidal gLLAQccedfefakhbawj toroidal gLLAQccedfefakhbawn toroidal gLLAQccedfefakhbqwj SFS[D(3,1)(2,1)] gLLAQccedfefakabqnj SFS[D(2,1)(2,1)] gLLAQccedfefakxbqnj SFS[D(2,1)(2,1)] gLLAQccedfefakhbxwk SFS[D(3,1)(2,1)] gLLAQccedfefakabxnk SFS[D(2,1)(2,1)] gLLAQccedfefakxbxnk SFS[D(2,1)(2,1)] gLLAQccedfefdwawtnw SFS[D(4,1)(2,1)] gLLAQccedfefdwawlns SFS[D(4,1)(2,1)] gLLAQcecdfefadvvhor SFS[D(5,2)(2,1)] gLLAQcecdfefadvvhon SFS[D(4,1)(2,1)] gLLAQccedfefakhvdvo reducible gLLAQccedfefakhvdwo SFS[D(3,1)(2,1)] gLLAQccedfefakhvdso SFS[D(3,1)(2,1)] gLLAQccedfefakavdno SFS[D(2,1)(2,1)] gLLAQccedfefakxvdno SFS[D(2,1)(2,1)] gLLAQcecdfefdabbdvo SFS[D(2,1)(2,1)] gLLAQccedfefdvabdoo SFS[D(2,1)(2,1)] gLLAQccedfefivljhbr reducible gLLAQccedfefivljhbn reducible gLLAQccedfefivljabv reducible gLLAQccedfefivljqbj reducible gLLAQccedfefivljqbn reducible gLLAQccedfefdwhoivb reducible gLLAQccedfefdwhoiwb reducible gLLAQccedfefdwhoisb reducible gLLAQccedfefdwaoinb reducible gLLAQccedfefdwxoinb reducible gLLAQccedfefdkaoiob reducible gLLAQccedfefdwhkivb reducible gLLAQccedfefdwhkiwb reducible gLLAQccedfefdwhkisb reducible gLLAQccedfefdwakinb reducible gLLAQccedfefdwxkinb reducible gLLAQccedfefdkakiob reducible gLLAQcecdfefddrwaov T2xI gLLAQccedfefigajdoo T2xI gLLAQccedfefdkiwiob reducible gLLAQccedfefdkiwdoo reducible gLLAQccedfefdwewavv T2xI gLLAQccedfefdwefavb T2xI gLLAQccedfefdwecavf T2xI gLLAQccedfeftnefpvo reducible gLLAQccedfeftnefuvb reducible gLLAQccedfeflnmnloc reducible gLLAQccedfeflninloc reducible gLLAQccedfeftbefavv reducible gLLAQccedfeflnabdoo reducible gLLAQccedfeftbegavf reducible gLLAQccedfefaoevhvr SFS[D(5,2)(2,1)] gLLAQccedfefaoevhvn SFS[D(4,1)(2,1)] gLLAQccedfefaoevqvj SFS[D(5,2)(2,1)] gLLAQccedfefaoevqvn SFS[D(4,1)(2,1)] gLLAQccedfefakhbivf reducible gLLAQccedfefakhbiwf SFS[D(3,1)(2,1)] gLLAQccedfefakhbisf SFS[D(3,1)(2,1)] gLLAQccedfefakabinf SFS[D(2,1)(2,1)] gLLAQccedfefakxbinf SFS[D(2,1)(2,1)] gLLAQccedfefakhblvc reducible gLLAQccedfefakhblwc SFS[D(3,1)(2,1)] gLLAQccedfefakhblsc SFS[D(3,1)(2,1)] gLLAQccedfefakablnc SFS[D(2,1)(2,1)] gLLAQccedfefakxblnc SFS[D(2,1)(2,1)] gLLAQccedfeflwhfpvc reducible gLLAQccedfeflwhfpwc SFS[D(3,1)(2,1)] gLLAQccedfeflwhfpsc SFS[D(3,1)(2,1)] gLLAQccedfeflwafpnc SFS[D(2,1)(2,1)] gLLAQccedfeflwxfpnc SFS[D(2,1)(2,1)] gLLAQccedfefpvlnabb SFS[D(2,1)(2,1)] gLLAQccedfeflkafpoc SFS[D(2,1)(2,1)] gLLAQccedfefpvhoiwf SFS[D(2,1)(2,1)] gLLAQccedfefpvaoirf SFS[D(2,1)(2,1)] gLLAQccedfefpvloqbc reducible gLLAQccedfefpvloqbj SFS[D(3,1)(2,1)] gLLAQccedfefpvloqbw SFS[D(3,1)(2,1)] gLLAQccedfefpvlfhbr SFS[D(5,2)(2,1)] gLLAQccedfefpvlfhbn SFS[D(4,1)(2,1)] gLLAQccedfefpvlfabv SFS[D(2,1)(2,1)] gLLAQccedfefpvlfqbj SFS[D(5,2)(2,1)] gLLAQccedfefpvlfqbn SFS[D(4,1)(2,1)] gLLAQccedfefpklvabb reducible gLLAQccedfeflnajpoc reducible gLLAQccedfefpkloabv reducible gLLAQccedfefdwxwhbn SFS[D(2,1)(2,1)] gLLAQccedfefdwxwabs SFS[D(3,1)(2,1)] gLLAQccedfefdwxwabw SFS[D(3,1)(2,1)] gLLAQccedfefdwxwqbn SFS[D(2,1)(2,1)] gLLAQccedfefdwxoabv SFS[D(3,1)(2,1)] gLLAQccedfefdwxkabv SFS[D(3,1)(2,1)] gLLAQccedfefdwxgqbj SFS[D(7,2)(2,1)] gLLAQccedfefdwxgqbw SFS[D(5,1)(2,1)] gLLAQccedfefdwxgabb SFS[D(3,1)(2,1)] gLLAQccedfefdwxgabn reducible gLLAQccedfefdwxgabj SFS[D(3,1)(2,1)] gLLAQccedfefdwxgxbk SFS[D(8,3)(2,1)] gLLAQccedfefdwxgxbr SFS[D(7,3)(2,1)] gLLAQccedfefdwxrhbw SFS[D(7,2)(2,1)] gLLAQccedfefdwxrhbj SFS[D(5,1)(2,1)] gLLAQccedfefdwxrabf SFS[D(3,1)(2,1)] gLLAQccedfefdwxrabk reducible gLLAQccedfefdwxrabr SFS[D(3,1)(2,1)] gLLAQccedfefdwxrxbn SFS[D(8,3)(2,1)] gLLAQccedfefdwxrxbj SFS[D(7,3)(2,1)] gLLAQccedfefhwxwhbr SFS[D(8,3)(2,1)] gLLAQccedfefhwxwhbn SFS[D(7,3)(2,1)] gLLAQccedfefhwxwabv SFS[D(3,1)(2,1)] gLLAQccedfefhwxwabs SFS[D(3,1)(2,1)] gLLAQccedfefhwxwabw reducible gLLAQccedfefhwxwqbj SFS[D(7,2)(2,1)] gLLAQccedfefhwxwqbn SFS[D(5,1)(2,1)] gLLAQccedfefhwxoabv SFS[D(3,1)(2,1)] gLLAQccedfefhoarxob reducible gLLAQccedfefhwxgqbw SFS[D(2,1)(2,1)] gLLAQccedfefhwxgabb reducible gLLAQccedfefhwxgabn SFS[D(3,1)(2,1)] gLLAQccedfefhwxgabj SFS[D(3,1)(2,1)] gLLAQccedfefhwxgxbr SFS[D(2,1)(2,1)] gLLAQccedfefhwhrxwb SFS[D(8,3)(2,1)] gLLAQccedfefhwhrxsb SFS[D(7,3)(2,1)] gLLAQccedfefhwarxob SFS[D(3,1)(2,1)] gLLAQccedfefhwarxnb SFS[D(3,1)(2,1)] gLLAQccedfefhwarxrb reducible gLLAQccedfefhwxrxbb SFS[D(2,1)(2,1)] gLLAQccedfefhwxrxbn SFS[D(7,2)(2,1)] gLLAQccedfefhwxrxbj SFS[D(5,1)(2,1)] gLLAQccedfefhkarxob SFS[D(3,1)(2,1)] gLLAQccedfefpwxwhbr toroidal gLLAQccedfefpwxwhbn toroidal gLLAQccedfefpwxwabv SFS[D(3,1)(2,1)] gLLAQccedfefpwxwabs toroidal gLLAQccedfefpwxwabw SFS[D(3,1)(2,1)] gLLAQccedfefpwxwqbj toroidal gLLAQccedfefpwxwqbn SFS[D(7,2)(2,1)] gLLAQccedfefpwxoabv toroidal gLLAQccedfeflbakxob SFS[D(3,1)(2,1)] gLLAQccedfefpwxgqbj toroidal gLLAQccedfefpwxgqbw SFS[D(7,2)(2,1)] gLLAQccedfefpwxgabb SFS[D(3,1)(2,1)] gLLAQccedfefpwxgabn SFS[D(3,1)(2,1)] gLLAQccedfefpwxgabj toroidal gLLAQccedfefpwxgxbf reducible gLLAQccedfefpwxgxbk toroidal gLLAQccedfefpwxgxbr toroidal gLLAQccedfeflnhkxwb toroidal gLLAQccedfeflnhkxsb toroidal gLLAQccedfeflnakxob toroidal gLLAQccedfeflnakxnb SFS[D(3,1)(2,1)] gLLAQccedfeflnakxrb SFS[D(3,1)(2,1)] gLLAQccedfeflnxkxnb toroidal gLLAQccedfeflnxkxjb toroidal gLLAQccedfefljakxob SFS[D(3,1)(2,1)] gLLAQccedfefanxchbr SFS[D(3,1)(2,1)] gLLAQccedfefanxchbn SFS[D(3,1)(2,1)] gLLAQccedfefanxcabs SFS[D(2,1)(2,1)] gLLAQccedfefanxcqbj SFS[D(2,1)(2,1)] gLLAQccedfefabanxof SFS[D(2,1)(2,1)] gLLAQccedfefanhnxwf SFS[D(2,1)(2,1)] gLLAQccedfefananxrf SFS[D(2,1)(2,1)] gLLAQccedfefanxnxbf reducible gLLAQccedfefanxnxbk SFS[D(3,1)(2,1)] gLLAQccedfefanxnxbr SFS[D(3,1)(2,1)] gLLAQccedfefanhkxwb SFS[D(5,2)(2,1)] gLLAQccedfefanhkxsb SFS[D(4,1)(2,1)] gLLAQccedfefanakxob SFS[D(2,1)(2,1)] gLLAQccedfefanxkxbn SFS[D(5,2)(2,1)] gLLAQccedfefanxkxbj SFS[D(4,1)(2,1)] gLLAQccedfefufxjhbr SFS[D(3,1)(2,1)] gLLAQccedfefufxjhbn SFS[D(3,1)(2,1)] gLLAQccedfefufxjabs SFS[D(2,1)(2,1)] gLLAQccedfefufxjqbj SFS[D(2,1)(2,1)] gLLAQccedfefpoagxof SFS[D(2,1)(2,1)] gLLAQccedfefpwhgxwf SFS[D(2,1)(2,1)] gLLAQccedfefpwagxrf SFS[D(2,1)(2,1)] gLLAQccedfefpwxgxnf SFS[D(3,1)(2,1)] gLLAQccedfefpwxgxjf SFS[D(3,1)(2,1)] gLLAQccedfeftnhkxwb SFS[D(5,2)(2,1)] gLLAQccedfeftnhkxsb SFS[D(4,1)(2,1)] gLLAQccedfeftnakxob SFS[D(2,1)(2,1)] gLLAQccedfeftnxkxnb SFS[D(5,2)(2,1)] gLLAQccedfeftnxkxjb SFS[D(4,1)(2,1)] gLLAQccedfefakxvhbr SFS[D(5,2)(2,1)] gLLAQccedfefakxvhbn SFS[D(4,1)(2,1)] gLLAQccedfefakxvqbj SFS[D(5,2)(2,1)] gLLAQccedfefakxvqbn SFS[D(4,1)(2,1)] gLLAQccedfefakhkxwf SFS[D(3,1)(2,1)] gLLAQccedfefakhkxsf SFS[D(3,1)(2,1)] gLLAQccedfefakakxnf SFS[D(2,1)(2,1)] gLLAQccedfefakxkxbk SFS[D(2,1)(2,1)] gLLAQccedfefakhnxwb SFS[D(3,1)(2,1)] gLLAQccedfefakhnxsb SFS[D(3,1)(2,1)] gLLAQccedfefakanxnb SFS[D(2,1)(2,1)] gLLAQccedfefakxnxbn SFS[D(2,1)(2,1)] gLLAQccedfefawhvqvj SFS[D(5,2)(2,1)] gLLAQccedfefawhvqvn SFS[D(4,1)(2,1)] gLLAQccedfefawhvhvr SFS[D(5,2)(2,1)] gLLAQccedfefawhvhvn SFS[D(4,1)(2,1)] gLLAQccedfefakhjqvb reducible gLLAQccedfefakhjqwb SFS[D(3,1)(2,1)] gLLAQccedfefakhjqsb SFS[D(3,1)(2,1)] gLLAQccedfefakajqnb SFS[D(2,1)(2,1)] gLLAQccedfefakxjqnb SFS[D(2,1)(2,1)] gLLAQccedfefakhrhvo reducible gLLAQccedfefakhrhwo SFS[D(3,1)(2,1)] gLLAQccedfefakhrhso SFS[D(3,1)(2,1)] gLLAQccedfefakarhno SFS[D(2,1)(2,1)] gLLAQccedfefakxrhno SFS[D(2,1)(2,1)] gLLAQccedfefhoavqoc SFS[D(2,1)(2,1)] gLLAQccedfefqfanhoc SFS[D(2,1)(2,1)] gLLAQccedfefhoaohoo SFS[D(2,1)(2,1)] gLLAQcecdfefahvvhor SFS[D(5,2)(2,1)] gLLAQcecdfefahvvhno SFS[D(4,1)(2,1)] gLLAQcecdfefahvvqoj SFS[D(5,2)(2,1)] gLLAQcecdfefahvvqnb SFS[D(4,1)(2,1)] gLLAQccedfefakhvqvb reducible gLLAQccedfefakhvqwb SFS[D(3,1)(2,1)] gLLAQccedfefakhvqsb SFS[D(3,1)(2,1)] gLLAQccedfefakavqnb SFS[D(2,1)(2,1)] gLLAQccedfefakxvqnb SFS[D(2,1)(2,1)] gLLAQccedfefakhvhvo reducible gLLAQccedfefakhvhwo SFS[D(3,1)(2,1)] gLLAQccedfefakhvhso SFS[D(3,1)(2,1)] gLLAQccedfefakavhno SFS[D(2,1)(2,1)] gLLAQccedfefakxvhno SFS[D(2,1)(2,1)] gLLAQccedfefabxcabv SFS[D(2,1)(2,1)] gLLAQccedfefabxjabf SFS[D(2,1)(2,1)] gLLAQccedfefabxrabb SFS[D(2,1)(2,1)] gLLAQccedfefawxvhbr toroidal gLLAQccedfefawxvhbn toroidal gLLAQccedfefawxvabs SFS[D(3,1)(2,1)] gLLAQccedfefawxvabw SFS[D(3,1)(2,1)] gLLAQccedfefawxvqbj toroidal gLLAQccedfefawxvqbn toroidal gLLAQccedfefawhsxwf SFS[D(8,3)(2,1)] gLLAQccedfefawhsxsf SFS[D(7,3)(2,1)] gLLAQccedfefawasxof SFS[D(3,1)(2,1)] gLLAQccedfefawasxnf SFS[D(3,1)(2,1)] gLLAQccedfefawasxrf reducible gLLAQccedfefawxsxbf SFS[D(2,1)(2,1)] gLLAQccedfefawxsxbk SFS[D(7,2)(2,1)] gLLAQccedfefawxsxbr SFS[D(5,1)(2,1)] gLLAQccedfefawxwxbb SFS[D(2,1)(2,1)] gLLAQccedfefawxwxbn SFS[D(7,2)(2,1)] gLLAQccedfefawxwxbj SFS[D(5,1)(2,1)] gLLAQccedfefawawxob SFS[D(3,1)(2,1)] gLLAQccedfefawawxrb reducible gLLAQccedfefawawxnb SFS[D(3,1)(2,1)] gLLAQccedfefawhwxwb SFS[D(8,3)(2,1)] gLLAQccedfefawhwxsb SFS[D(7,3)(2,1)] gLLAQccedfefawhrqwb SFS[D(8,3)(2,1)] gLLAQccedfefawhrqsb SFS[D(7,3)(2,1)] gLLAQccedfefawarqob SFS[D(3,1)(2,1)] gLLAQccedfefawarqnb SFS[D(3,1)(2,1)] gLLAQccedfefawarqrb reducible gLLAQccedfefawxrqbb SFS[D(2,1)(2,1)] gLLAQccedfefawxrqbj SFS[D(7,2)(2,1)] gLLAQccedfefawxrqbn SFS[D(5,1)(2,1)] gLLAQccedfefakhrqvb reducible gLLAQccedfefakhrqwb toroidal gLLAQccedfefakhrqsb toroidal gLLAQccedfefakarqob SFS[D(3,1)(2,1)] gLLAQccedfefakarqnb toroidal gLLAQccedfefakarqrb SFS[D(3,1)(2,1)] gLLAQccedfefakxrqnb toroidal gLLAQccedfefakxrqjb SFS[D(7,2)(2,1)] gLLAQccedfefaohrqsb SFS[D(2,1)(2,1)] gLLAQccedfefaoarqnb SFS[D(3,1)(2,1)] gLLAQccedfefaoarqrb SFS[D(3,1)(2,1)] gLLAQccedfefaohwxsb SFS[D(2,1)(2,1)] gLLAQccedfefawhjhwo SFS[D(8,3)(2,1)] gLLAQccedfefawhjhso SFS[D(7,3)(2,1)] gLLAQccedfefawajhoo SFS[D(3,1)(2,1)] gLLAQccedfefawajhno SFS[D(3,1)(2,1)] gLLAQccedfefawajhro reducible gLLAQccedfefawxjhbo SFS[D(2,1)(2,1)] gLLAQccedfefawxjhbr SFS[D(7,2)(2,1)] gLLAQccedfefawxjhbn SFS[D(5,1)(2,1)] gLLAQccedfefakhjhvo reducible gLLAQccedfefakhjhwo toroidal gLLAQccedfefakhjhso toroidal gLLAQccedfefakajhoo SFS[D(3,1)(2,1)] gLLAQccedfefakajhno toroidal gLLAQccedfefakajhro SFS[D(3,1)(2,1)] gLLAQccedfefakxjhno toroidal gLLAQccedfefakxjhjo SFS[D(7,2)(2,1)] gLLAQccedfefaohjhso SFS[D(2,1)(2,1)] gLLAQccedfefaoajhno SFS[D(3,1)(2,1)] gLLAQccedfefaoajhro SFS[D(3,1)(2,1)] gLLAQccedfefaohsxsf SFS[D(2,1)(2,1)] gLLAQccedfefpfxbabv reducible gLLAQccedfefloawxob reducible gLLAQccedfefpfxoabb reducible gLLAQccedfefunxoabv reducible gLLAQccedfefloarqob reducible gLLAQccedfefpvanxof reducible gLLAQccedfeflwxvabv SFS[D(3,1)(2,1)] gLLAQccedfeflwxfabf SFS[D(3,1)(2,1)] gLLAQccedfefloajhoo SFS[D(3,1)(2,1)] gLLAQccedfeftwxvabv SFS[D(3,1)(2,1)] gLLAQccedfefpvafqob SFS[D(3,1)(2,1)] gLLAQccedfefloasxof SFS[D(3,1)(2,1)] gLLAQcecdfefdhrwhon SFS[D(2,1)(2,1)] gLLAQcecdfefdhrwaos SFS[D(3,1)(2,1)] gLLAQcecdfefdhrwaow SFS[D(3,1)(2,1)] gLLAQcecdfefdhrwqon SFS[D(2,1)(2,1)] gLLAQccedfefivajqob SFS[D(3,1)(2,1)] gLLAQccedfefivajhoo SFS[D(3,1)(2,1)] gLLAQccedfefifhjqvb SFS[D(2,1)(2,1)] gLLAQccedfefifhjqwb SFS[D(7,2)(2,1)] gLLAQccedfefifhjqsb SFS[D(5,1)(2,1)] gLLAQccedfefifajqob SFS[D(3,1)(2,1)] gLLAQccedfefifajqnb reducible gLLAQccedfefifajqrb SFS[D(3,1)(2,1)] gLLAQccedfefifxjqnb SFS[D(8,3)(2,1)] gLLAQccedfefifxjqjb SFS[D(7,3)(2,1)] gLLAQccedfefifhjhvo SFS[D(2,1)(2,1)] gLLAQccedfefifhjhwo SFS[D(7,2)(2,1)] gLLAQccedfefifhjhso SFS[D(5,1)(2,1)] gLLAQccedfefifajhoo SFS[D(3,1)(2,1)] gLLAQccedfefifajhno reducible gLLAQccedfefifajhro SFS[D(3,1)(2,1)] gLLAQccedfefifxjhno SFS[D(8,3)(2,1)] gLLAQccedfefifxjhjo SFS[D(7,3)(2,1)] gLLAQcecdfeflqccqjb toroidal gLLAQcecdfeflqccqnb SFS[D(7,2)(2,1)] gLLAQcecdfeflaccqvb SFS[D(3,1)(2,1)] gLLAQcecdfeflaccqwb SFS[D(3,1)(2,1)] gLLAQcecdfeflaccqsb toroidal gLLAQcecdfeflhccqob reducible gLLAQcecdfeflhccqrb toroidal gLLAQcecdfeflhccqnb toroidal gLLAQccedfeflbacqob SFS[D(3,1)(2,1)] gLLAQccedfefuvajhoo toroidal gLLAQccedfeflnhcqwb toroidal gLLAQccedfeflnhcqsb toroidal gLLAQccedfeflnacqob toroidal gLLAQccedfeflnacqnb SFS[D(3,1)(2,1)] gLLAQccedfeflnacqrb SFS[D(3,1)(2,1)] gLLAQccedfeflnxcqnb toroidal gLLAQccedfeflnxcqjb toroidal gLLAQccedfefufhjhwo toroidal gLLAQccedfefufhjhso SFS[D(7,2)(2,1)] gLLAQccedfefufajhoo SFS[D(3,1)(2,1)] gLLAQccedfefufajhno SFS[D(3,1)(2,1)] gLLAQccedfefufajhro toroidal gLLAQccedfefufxjhbo reducible gLLAQccedfefufxjhno toroidal gLLAQccedfefufxjhjo toroidal gLLAQccedfefljacqob SFS[D(3,1)(2,1)] gLLAQcecdfeflhcchor SFS[D(2,1)(2,1)] gLLAQcecdfeflhccaow SFS[D(2,1)(2,1)] gLLAQcecdfeflhccqoj SFS[D(3,1)(2,1)] gLLAQcecdfeflhccqon SFS[D(3,1)(2,1)] gLLAQccedfefpoawhoo SFS[D(2,1)(2,1)] gLLAQccedfeftnhcqwb SFS[D(5,2)(2,1)] gLLAQccedfeftnhcqsb SFS[D(4,1)(2,1)] gLLAQccedfeftnacqob SFS[D(2,1)(2,1)] gLLAQccedfeftnxcqnb SFS[D(5,2)(2,1)] gLLAQccedfeftnxcqjb SFS[D(4,1)(2,1)] gLLAQccedfefpwhwhwo SFS[D(2,1)(2,1)] gLLAQccedfefpwawhro SFS[D(2,1)(2,1)] gLLAQccedfefpwxwhbo reducible gLLAQccedfefpwxwhno SFS[D(3,1)(2,1)] gLLAQccedfefpwxwhjo SFS[D(3,1)(2,1)] gLLAQcecdfefahcchor SFS[D(2,1)(2,1)] gLLAQcecdfefaacchwo SFS[D(2,1)(2,1)] gLLAQcecdfefahccqob reducible gLLAQcecdfefahccqoj SFS[D(3,1)(2,1)] gLLAQcecdfefahccqnb SFS[D(3,1)(2,1)] gLLAQccedfefabachoo SFS[D(2,1)(2,1)] gLLAQccedfefanhcqwb SFS[D(5,2)(2,1)] gLLAQccedfefanhcqsb SFS[D(4,1)(2,1)] gLLAQccedfefanacqob SFS[D(2,1)(2,1)] gLLAQccedfefanxcqnb SFS[D(5,2)(2,1)] gLLAQccedfefanxcqjb SFS[D(4,1)(2,1)] gLLAQccedfefanhchwo SFS[D(2,1)(2,1)] gLLAQccedfefanachro SFS[D(2,1)(2,1)] gLLAQccedfefanxchbo reducible gLLAQccedfefanxchno SFS[D(3,1)(2,1)] gLLAQccedfefanxchjo SFS[D(3,1)(2,1)] gLLAQcecdfefhqrwqbb SFS[D(2,1)(2,1)] gLLAQcecdfefhqrwqbj SFS[D(7,2)(2,1)] gLLAQcecdfefhqrwqbn SFS[D(5,1)(2,1)] gLLAQcecdfefharwqvb SFS[D(3,1)(2,1)] gLLAQcecdfefharwqwb reducible gLLAQcecdfefharwqsb SFS[D(3,1)(2,1)] gLLAQcecdfefhhrwqrb SFS[D(8,3)(2,1)] gLLAQcecdfefhhrwqnb SFS[D(7,3)(2,1)] gLLAQccedfefhoawqob reducible gLLAQccedfefqvajhoo SFS[D(3,1)(2,1)] gLLAQccedfefhwhwqwb SFS[D(8,3)(2,1)] gLLAQccedfefhwhwqsb SFS[D(7,3)(2,1)] gLLAQccedfefhwawqob SFS[D(3,1)(2,1)] gLLAQccedfefhwawqnb SFS[D(3,1)(2,1)] gLLAQccedfefhwawqrb reducible gLLAQccedfefhwxwqbb SFS[D(2,1)(2,1)] gLLAQccedfefhwxwqnb SFS[D(7,2)(2,1)] gLLAQccedfefhwxwqjb SFS[D(5,1)(2,1)] gLLAQccedfefqfhjhso SFS[D(2,1)(2,1)] gLLAQccedfefqfajhoo reducible gLLAQccedfefqfajhno SFS[D(3,1)(2,1)] gLLAQccedfefqfajhro SFS[D(3,1)(2,1)] gLLAQccedfefqfxjhjo SFS[D(2,1)(2,1)] gLLAQccedfefhkawqob SFS[D(3,1)(2,1)] gLLAQccedfefdwhwhvr reducible gLLAQccedfefdwhwhvn reducible gLLAQccedfefdwhwlvs reducible gLLAQccedfefdwhwlvw reducible gLLAQccedfefdwhwqvj reducible gLLAQccedfefdwhwqvn reducible gLLAQccedfefdwhwtvw reducible gLLAQccedfefdwhwtvs reducible gLLAQccedfefdwhgqvc reducible gLLAQccedfefdwhgqvj reducible gLLAQccedfefdwhgqvw reducible gLLAQccedfefdwhgavn reducible gLLAQccedfefdwhgxvk reducible gLLAQccedfefdwhrhvc reducible gLLAQccedfefdwhrhvw reducible gLLAQccedfefdwhrhvj reducible gLLAQccedfefdwhravk reducible gLLAQccedfefdwhrxvn reducible gLLAQccedfefhwhwhvr SFS[D(5,3)(3,1)] gLLAQccedfefhwhwhvn SFS[D(4,3)(3,1)] gLLAQccedfefhwhwavv SFS[D(3,1)(2,1)] gLLAQccedfefhwhwqvj SFS[D(5,2)(3,1)] gLLAQccedfefhwhwqvn SFS[D(4,1)(3,1)] gLLAQccedfefhwhgqvc reducible gLLAQccedfefhwhgqvj SFS[D(3,1)(3,1)] gLLAQccedfefhwhgqvw SFS[D(3,1)(3,2)] gLLAQccedfefhwhgavn SFS[D(3,1)(2,1)] gLLAQccedfefhwhgxvk SFS[D(3,1)(2,1)] gLLAQccedfefhwhrhvc reducible gLLAQccedfefhwhrhvw SFS[D(3,1)(3,2)] gLLAQccedfefhwhrhsc SFS[D(3,1)(3,1)] gLLAQccedfefhwarhnc SFS[D(3,1)(2,1)] gLLAQccedfefhwhrxvn SFS[D(3,1)(2,1)] gLLAQccedfefhkarhoc SFS[D(3,1)(2,1)] gLLAQccedfefpwhwhvr SFS[D(5,2)(3,1)] gLLAQccedfefpwhwhvn SFS[D(4,1)(3,1)] gLLAQccedfefpwhwavv SFS[D(3,1)(2,1)] gLLAQccedfefpwhwqvj SFS[D(5,3)(3,1)] gLLAQccedfefpwhwqvn SFS[D(4,3)(3,1)] gLLAQccedfefpwhgqvc reducible gLLAQccedfefpwhgqvj SFS[D(3,1)(3,2)] gLLAQccedfefpwhgqvw SFS[D(3,1)(3,1)] gLLAQccedfefpwhgavn SFS[D(3,1)(2,1)] gLLAQccedfefpwhgxvk SFS[D(3,1)(2,1)] gLLAQccedfeflnhkhvc reducible gLLAQccedfeflnhkhwc SFS[D(3,1)(3,1)] gLLAQccedfeflnhkhsc SFS[D(3,1)(3,2)] gLLAQccedfeflnakhnc SFS[D(3,1)(2,1)] gLLAQccedfeflnxkhnc SFS[D(3,1)(2,1)] gLLAQccedfefljakhoc SFS[D(3,1)(2,1)] gLLAQccedfeftnhchvr SFS[D(5,3)(3,1)] gLLAQccedfeftnhchvn SFS[D(4,3)(3,1)] gLLAQccedfeftnhcavv SFS[D(3,1)(2,1)] gLLAQccedfeftnhcqvj SFS[D(5,2)(3,1)] gLLAQccedfeftnhcqvn SFS[D(4,1)(3,1)] gLLAQccedfeflnhnqvc reducible gLLAQccedfeflnhnqwc SFS[D(3,1)(3,1)] gLLAQccedfeflnhnqsc SFS[D(3,1)(3,2)] gLLAQccedfeflnanqnc SFS[D(3,1)(2,1)] gLLAQccedfeflnxnqnc SFS[D(3,1)(2,1)] gLLAQccedfeftnhkhvw SFS[D(3,1)(3,2)] gLLAQccedfeftnhkhvj SFS[D(3,1)(3,1)] gLLAQccedfeftnhkavk SFS[D(3,1)(2,1)] gLLAQccedfeftnhkxvn SFS[D(3,1)(2,1)] gLLAQccedfefljanqoc SFS[D(3,1)(2,1)] gLLAQccedfeflnhchvr SFS[D(5,2)(3,1)] gLLAQccedfeflnhchvn SFS[D(4,1)(3,1)] gLLAQccedfeflnhcavv SFS[D(3,1)(2,1)] gLLAQccedfeflnhcqvj SFS[D(5,3)(3,1)] gLLAQccedfeflnhcqvn SFS[D(4,3)(3,1)] gLLAQccedfeflnhnqvj SFS[D(3,1)(3,2)] gLLAQccedfeflnhnqvw SFS[D(3,1)(3,1)] gLLAQccedfeflnhnavn SFS[D(3,1)(2,1)] gLLAQccedfeflnhnxvk SFS[D(3,1)(2,1)] gLLAQccedfeflnhkhvw SFS[D(3,1)(3,1)] gLLAQccedfeflnhkhvj SFS[D(3,1)(3,2)] gLLAQccedfeflnhkavk SFS[D(3,1)(2,1)] gLLAQccedfeflnhkxvn SFS[D(3,1)(2,1)] gLLAQccedfeflnhjavf SFS[D(3,1)(2,1)] gLLAQccedfefanhchvr reducible gLLAQccedfefanhchvn reducible gLLAQccedfefanhcavv reducible gLLAQccedfefanhcqvj reducible gLLAQccedfefanhcqvn reducible gLLAQccedfefanhnqvc reducible gLLAQccedfefanhnqvj reducible gLLAQccedfefanhnqsc reducible gLLAQccedfefananqnc reducible gLLAQccedfefanhnxvk reducible gLLAQccedfefanhkhvc reducible gLLAQccedfefanhkhvw reducible gLLAQccedfefanhkhsc reducible gLLAQccedfefanakhnc reducible gLLAQccedfefanhkxvn reducible gLLAQccedfefajakhoc reducible gLLAQccedfefqfhjhvr SFS[D(5,2)(3,1)] gLLAQccedfefqfhjhvn SFS[D(4,1)(3,1)] gLLAQccedfefqfhjavv SFS[D(3,1)(2,1)] gLLAQccedfefqfhjqvj SFS[D(5,3)(3,1)] gLLAQccedfefqfhjqvn SFS[D(4,3)(3,1)] gLLAQccedfefhwhgqwc SFS[D(3,1)(3,2)] gLLAQccedfefhwhgqsc SFS[D(3,1)(3,1)] gLLAQccedfefhwagqnc SFS[D(3,1)(2,1)] gLLAQccedfefhwxgqnc SFS[D(3,1)(2,1)] gLLAQccedfefqfhfhvc reducible gLLAQccedfefqfhfhvw SFS[D(3,1)(3,1)] gLLAQccedfefqfhfhsc SFS[D(3,1)(3,2)] gLLAQccedfefqfafhnc SFS[D(3,1)(2,1)] gLLAQccedfefqfhfxvn SFS[D(3,1)(2,1)] gLLAQccedfefhkagqoc SFS[D(3,1)(2,1)] gLLAQccedfefifhjhvr toroidal gLLAQccedfefifhjhvn toroidal gLLAQccedfefifhjavv toroidal gLLAQccedfefifhjavs SFS[D(2,1)(2,1)] gLLAQccedfefifhjavw SFS[D(2,1)(2,1)] gLLAQccedfefifhjqvj toroidal gLLAQccedfefifhjqvn toroidal gLLAQccedfefdoagqoc SFS[D(2,1)(2,1)] gLLAQccedfefdoarhoc SFS[D(2,1)(2,1)] gLLAQccedfefdwhgqwc toroidal gLLAQccedfefdwhgqsc toroidal gLLAQccedfefdwagqoc SFS[D(2,1)(2,1)] gLLAQccedfefdwagqnc toroidal gLLAQccedfefdwagqrc SFS[D(2,1)(2,1)] gLLAQccedfefdwxgqbc SFS[D(2,1)(2,1)] gLLAQccedfefdwxgqnc toroidal gLLAQccedfefdwxgqjc SFS[D(2,1)(2,1)] gLLAQccedfefdwhrhwc toroidal gLLAQccedfefdwhrhsc toroidal gLLAQccedfefdwarhoc SFS[D(2,1)(2,1)] gLLAQccedfefdwarhnc toroidal gLLAQccedfefdwarhrc SFS[D(2,1)(2,1)] gLLAQccedfefdwxrhbc SFS[D(2,1)(2,1)] gLLAQccedfefdwxrhnc toroidal gLLAQccedfefdwxrhjc SFS[D(2,1)(2,1)] gLLAQccedfefdkagqoc toroidal gLLAQccedfefufhjhvr SFS[D(5,3)(3,1)] gLLAQccedfefufhjhvn SFS[D(4,3)(3,1)] gLLAQccedfefufhjavv SFS[D(3,1)(2,1)] gLLAQccedfefufhjqvj SFS[D(5,2)(3,1)] gLLAQccedfefufhjqvn SFS[D(4,1)(3,1)] gLLAQccedfefpwhgqwc SFS[D(3,1)(3,1)] gLLAQccedfefpwhgqsc SFS[D(3,1)(3,2)] gLLAQccedfefpwagqnc SFS[D(3,1)(2,1)] gLLAQccedfefpwxgqnc SFS[D(3,1)(2,1)] gLLAQccedfeftnhkhvc reducible gLLAQccedfeftnhkhwc SFS[D(3,1)(3,2)] gLLAQccedfeftnhkhsc SFS[D(3,1)(3,1)] gLLAQccedfeftnakhnc SFS[D(3,1)(2,1)] gLLAQccedfeftnxkhnc SFS[D(3,1)(2,1)] gLLAQccedfefpkagqoc SFS[D(3,1)(2,1)] gLLAQccedfefakhvhvr reducible gLLAQccedfefakhvhvn reducible gLLAQccedfefakhvavs reducible gLLAQccedfefakhvavw reducible gLLAQccedfefakhvqvj reducible gLLAQccedfefakhvqvn reducible gLLAQccedfefakhrhvr reducible gLLAQccedfefakhrhvn reducible gLLAQccedfefakhravv reducible gLLAQccedfefakhravs reducible gLLAQccedfefakhravw reducible gLLAQccedfefakhrqvj reducible gLLAQccedfefakhrqvn reducible gLLAQccedfefakhjhvr reducible gLLAQccedfefakhjhvn reducible gLLAQccedfefakhjavv reducible gLLAQccedfefakhjavs reducible gLLAQccedfefakhjavw reducible gLLAQccedfefakhjqvj reducible gLLAQccedfefakhjqvn reducible gLLAQccedfefakhkqvc reducible gLLAQccedfefakhkqvj reducible gLLAQccedfefakhkqsc reducible gLLAQccedfefakakqoc reducible gLLAQccedfefakakqnc reducible gLLAQccedfefakakqrc reducible gLLAQccedfefakhkxvf reducible gLLAQccedfefakhkxvk reducible gLLAQccedfefakhkxvr reducible gLLAQccedfefakhnhvc reducible gLLAQccedfefakhnhvw reducible gLLAQccedfefakhnhsc reducible gLLAQccedfefakanhoc reducible gLLAQccedfefakanhnc reducible gLLAQccedfefakanhrc reducible gLLAQccedfefakhnxvb reducible gLLAQccedfefakhnxvn reducible gLLAQccedfefakhnxvj reducible gLLAQccedfefakhbxvk reducible gLLAQccedfefakhbxvr reducible gLLAQccedfefakhbavj reducible gLLAQccedfefakhbavn reducible gLLAQccedfefakhbqvj reducible gLLAQccedfefakhbqvw reducible gLLAQccedfeflkhvavv SFS[D(3,1)(2,1)] gLLAQccedfeflkhbavb SFS[D(3,1)(2,1)] gLLAQccedfeflkhfavf SFS[D(3,1)(2,1)] gLLAQccedfeftkhvavv SFS[D(3,1)(2,1)] gLLAQccedfefloakqoc SFS[D(3,1)(2,1)] gLLAQccedfefpvarqoc SFS[D(3,1)(2,1)] gLLAQccedfefaohvhvr SFS[D(5,2)(2,1)] gLLAQccedfefaohvhvn SFS[D(4,1)(2,1)] gLLAQccedfefaohvqvj SFS[D(5,2)(2,1)] gLLAQccedfefaohvqvn SFS[D(4,1)(2,1)] gLLAQccedfefakhbqvc reducible gLLAQccedfefakhbqwc SFS[D(3,1)(2,1)] gLLAQccedfefakhbqsc SFS[D(3,1)(2,1)] gLLAQccedfefakabqnc SFS[D(2,1)(2,1)] gLLAQccedfefakxbqnc SFS[D(2,1)(2,1)] gLLAQccedfefakhbxvf reducible gLLAQccedfefakhbxwf SFS[D(3,1)(2,1)] gLLAQccedfefakhbxsf SFS[D(3,1)(2,1)] gLLAQccedfefakabxnf SFS[D(2,1)(2,1)] gLLAQccedfefakxbxnf SFS[D(2,1)(2,1)] gLLAQccedfefhkhkavv SFS[D(2,1)(2,1)] gLLAQccedfefhkhgavb SFS[D(2,1)(2,1)] gLLAQccedfefhkhsavf SFS[D(2,1)(2,1)] gLLAQccedfeflombeoc reducible gLLAQccedfefloibeoc reducible gLLAQccedfeflomfdoc reducible gLLAQccedfeflomfeob reducible gLLAQccedfefloibdof reducible gLLAQccedfefloifeob reducible gLLAQccedfefloifdoc reducible gLLAQccedfefpvmoeoc reducible gLLAQccedfefpviodof reducible gLLAQccedfefpvioeoc reducible gLLAQccedfefdkiwaov SFS[A(2,1)] gLLAQccedfefdkifaob SFS[A(2,1)] gLLAQccedfefdkicaof SFS[A(2,1)] gLLAQccedfefigijqob T2xI gLLAQccedfefigijqoj SFS[A(5,2)] gLLAQccedfefigijqon SFS[A(4,1)] gLLAQccedfefigijaov SFS[A(2,1)] gLLAQccedfefigijaow T2xI gLLAQccedfefigijaos T2xI gLLAQccedfefigijhoo T2xI gLLAQccedfefigijhor SFS[A(5,2)] gLLAQccedfefigijhon SFS[A(4,1)] gLLAQccedfefdoacdoc T2xI gLLAQccedfefdoafeoc T2xI gLLAQccedfefdoafdof T2xI gLLAQccedfefdwhcdvc reducible gLLAQccedfefdwhcdwc SFS[A(3,1)] gLLAQccedfefdwhcdsc SFS[A(3,1)] gLLAQccedfefdwacdoc T2xI gLLAQccedfefdwacdnc SFS[A(2,1)] gLLAQccedfefdwacdrc T2xI gLLAQccedfefdwxcdbc T2xI gLLAQccedfefdwxcdnc SFS[A(2,1)] gLLAQccedfefdwxcdjc T2xI gLLAQccedfefdkafdof SFS[A(2,1)] gLLAQccedfefdoaceob T2xI gLLAQccedfefdwhcevb reducible gLLAQccedfefdwhcewb SFS[A(3,1)] gLLAQccedfefdwhcesb SFS[A(3,1)] gLLAQccedfefdwaceob T2xI gLLAQccedfefdwacenb SFS[A(2,1)] gLLAQccedfefdwacerb T2xI gLLAQccedfefdwxcebb T2xI gLLAQccedfefdwxcenb SFS[A(2,1)] gLLAQccedfefdwxcejb T2xI gLLAQccedfefdkacdoc SFS[A(2,1)] gLLAQccedfefhfacpoo SFS[D(2,1)(2,1)] gLLAQccedfefhfmraob SFS[D(2,1)(2,1)] gLLAQccedfefhfajeob SFS[D(2,1)(2,1)] gLLAQccedfefdwmwaov T2xI gLLAQccedfefdwmfaob T2xI gLLAQccedfefdwmcaof T2xI gLLAQccedfefhomgdof reducible gLLAQccedfefqfmfeob reducible gLLAQccedfefhfarpob SFS[D(2,1)(2,1)] gLLAQccedfefhfardof SFS[D(2,1)(2,1)] gLLAQccedfefqjaseob SFS[D(2,1)(2,1)] gLLAQccedfefdomwaov T2xI gLLAQccedfefdomfaob T2xI gLLAQccedfefdomcaof T2xI gLLAQccedfefhomseob reducible gLLAQccedfefhfajdoc SFS[D(2,1)(2,1)] gLLAQccedfefhfacuob SFS[D(2,1)(2,1)] gLLAQccedfefhfiraob SFS[D(2,1)(2,1)] gLLAQccedfefdoiwaov T2xI gLLAQccedfefdoifaob T2xI gLLAQccedfefdoicaof T2xI gLLAQccedfefhoiseob reducible gLLAQccedfefhoisdoc reducible gLLAQccedfefhoigdof reducible gLLAQccedfefhoigeoc reducible gLLAQccedfefdopwabv SFS[A(2,1)] gLLAQccedfefdopcabf SFS[A(2,1)] gLLAQccedfefdopfabb SFS[A(2,1)] gLLAQccedfefhopstbf T2xI gLLAQccedfefhopslbf T2xI gLLAQccedfefhopklbv T2xI gLLAQccedfefhopktbv T2xI gLLAQccedfefpopvabb SFS[A(2,1)] gLLAQccedfefpopoabv SFS[A(2,1)] gLLAQccedfeflnaflov SFS[A(2,1)] gLLAQccedfefabaopob T2xI gLLAQccedfefababuob T2xI gLLAQccedfefabpkabf T2xI gLLAQccedfefpoavpob T2xI gLLAQccedfefpoaouob T2xI gLLAQccedfeftnaflov T2xI gLLAQccedfefhfajlof SFS[D(2,1)(2,1)] gLLAQccedfefhfprabb SFS[D(2,1)(2,1)] gLLAQccedfefhfaclov SFS[D(2,1)(2,1)] gLLAQcecdfefdlrwavv T2xI gLLAQccedfefigajpoo T2xI gLLAQccedfefigajlov T2xI gLLAQcecdfefalccuvb reducible gLLAQcecdfefalccpvo reducible gLLAQccedfefajpclbv reducible gLLAQccedfefajpctbv reducible gLLAQccedfefdwiwaov T2xI gLLAQccedfefdwicaof T2xI gLLAQccedfefdwifaob T2xI gLLAQccedfefhomgeoc reducible gLLAQccedfefqfifeob reducible gLLAQccedfefqfifdoc reducible gLLAQccedfefhfareoc SFS[D(2,1)(2,1)] gLLAQccedfefhfaruob SFS[D(2,1)(2,1)] gLLAQccedfefqjasdoc SFS[D(2,1)(2,1)] gLLAQccedfefdouwavv SFS[A(2,1)] gLLAQccedfefdoufavb SFS[A(2,1)] gLLAQccedfefdoucavf SFS[A(2,1)] gLLAQccedfefhouktvv T2xI gLLAQccedfefhoustvf T2xI gLLAQccedfefpouoavv SFS[A(2,1)] gLLAQccedfefpouvavb SFS[A(2,1)] gLLAQccedfeflnaftov SFS[A(2,1)] gLLAQccedfefababpoo T2xI gLLAQccedfefabaouob T2xI gLLAQccedfefabukavf T2xI gLLAQccedfefpoaopoo T2xI gLLAQccedfefpoavuob T2xI gLLAQccedfeftnaftov T2xI gLLAQccedfefdkpwabv T2xI gLLAQccedfefdkpfabb T2xI gLLAQccedfefdkpcabf T2xI gLLAQccedfefajpjtbf reducible gLLAQccedfefajpjlbf reducible gLLAQccedfefhfactov SFS[D(2,1)(2,1)] gLLAQccedfefhfuravb SFS[D(2,1)(2,1)] gLLAQccedfefhfajtof SFS[D(2,1)(2,1)] gLLAQcecdfeflavvhvn SFS[D(3,1)(2,1)] gLLAQcecdfeflavvasv SFS[D(3,1)(3,2)] gLLAQcecdfeflavvavw SFS[D(3,1)(3,1)] gLLAQcecdfeflavvqvn SFS[D(3,1)(2,1)] gLLAQccedfefunhoawv toroidal gLLAQccedfefunhoasv SFS[D(7,2)(3,1)] gLLAQccedfefunaoaov SFS[D(3,1)(3,2)] gLLAQccedfefunaoanv SFS[D(3,1)(3,1)] gLLAQccedfefunaoarv toroidal gLLAQccedfefunxoanv toroidal gLLAQccedfefunxoajv toroidal gLLAQccedfeflwxvanv SFS[D(7,2)(3,1)] gLLAQccedfeflwxvajv SFS[D(5,1)(3,1)] gLLAQccedfeflwavaov SFS[D(3,1)(3,1)] gLLAQccedfeflwavarv reducible gLLAQccedfeflwavanv SFS[D(3,1)(3,2)] gLLAQccedfeflwhvawv SFS[D(8,3)(3,1)] gLLAQccedfeflwhvasv SFS[D(7,3)(3,1)] gLLAQccedfeftwhvawv SFS[D(8,3)(3,1)] gLLAQccedfeftwhvasv SFS[D(7,4)(3,1)] gLLAQccedfeftwavaov SFS[D(3,1)(3,2)] gLLAQccedfeftwavanv SFS[D(3,1)(3,1)] gLLAQccedfeftwavarv reducible gLLAQccedfeftwxvanv SFS[D(7,5)(3,1)] gLLAQccedfeftwxvajv SFS[D(5,4)(3,1)] gLLAQccedfeftkhvawv SFS[D(7,2)(3,1)] gLLAQccedfeftkhvasv SFS[D(5,1)(3,1)] gLLAQccedfeftkavaov SFS[D(3,1)(3,1)] gLLAQccedfeftkavanv reducible gLLAQccedfeftkavarv SFS[D(3,1)(3,2)] gLLAQccedfeftkxvanv SFS[D(8,3)(3,1)] gLLAQccedfeftkxvajv SFS[D(7,3)(3,1)] gLLAQccedfefloxvanv toroidal gLLAQccedfefloxvajv toroidal gLLAQccedfefloavarv SFS[D(3,1)(3,2)] gLLAQccedfefloavanv SFS[D(3,1)(3,1)] gLLAQccedfeflohvawv toroidal gLLAQccedfeflohvasv toroidal gLLAQccedfefpfhbawv toroidal gLLAQccedfefpfhbasv SFS[D(7,5)(3,1)] gLLAQccedfefpfabaov SFS[D(3,1)(3,1)] gLLAQccedfefpfabanv SFS[D(3,1)(3,2)] gLLAQccedfefpfabarv toroidal gLLAQccedfefpfxbanv toroidal gLLAQccedfefpfxbajv toroidal gLLAQccedfeflkhvawv SFS[D(7,5)(3,1)] gLLAQccedfeflkhvasv SFS[D(5,4)(3,1)] gLLAQccedfeflkavaov SFS[D(3,1)(3,2)] gLLAQccedfeflkavanv reducible gLLAQccedfeflkavarv SFS[D(3,1)(3,1)] gLLAQccedfeflkxvanv SFS[D(8,3)(3,1)] gLLAQccedfeflkxvajv SFS[D(7,4)(3,1)] gLLAQccedfefpvhbasv SFS[D(3,1)(2,1)] gLLAQccedfefpvabanv SFS[D(3,1)(3,1)] gLLAQccedfefpvabarv SFS[D(3,1)(3,2)] gLLAQccedfefpvxbajv SFS[D(3,1)(2,1)] gLLAQcecdfefdabbavv SFS[D(3,1)(3,2)] gLLAQccedfefdvabaov SFS[D(3,1)(3,2)] gLLAQcecdfefhabbavv SFS[D(3,1)(3,1)] gLLAQccedfefhvabaov SFS[D(3,1)(3,1)] gLLAQccedfefdoawhon SFS[D(2,1)(2,1)] gLLAQccedfefdoawaos SFS[D(3,1)(2,1)] gLLAQccedfefdoawaow SFS[D(3,1)(2,1)] gLLAQccedfefdoawqon SFS[D(2,1)(2,1)] gLLAQccedfefdoavaob SFS[D(3,1)(2,1)] gLLAQccedfefdoasaof SFS[D(3,1)(2,1)] gLLAQccedfefdoaoaov SFS[D(3,1)(2,1)] gLLAQccedfefdoagqoj SFS[D(7,2)(2,1)] gLLAQccedfefdoagqow SFS[D(5,1)(2,1)] gLLAQccedfefdoagaob SFS[D(3,1)(2,1)] gLLAQccedfefdoagaon reducible gLLAQccedfefdoagaoj SFS[D(3,1)(2,1)] gLLAQccedfefdoagxok SFS[D(8,3)(2,1)] gLLAQccedfefdoagxor SFS[D(7,3)(2,1)] gLLAQccedfefdoakaov SFS[D(3,1)(2,1)] gLLAQccedfefdoarhow SFS[D(7,2)(2,1)] gLLAQccedfefdoarhoj SFS[D(5,1)(2,1)] gLLAQccedfefdoaraof SFS[D(3,1)(2,1)] gLLAQccedfefdoaraok reducible gLLAQccedfefdoaraor SFS[D(3,1)(2,1)] gLLAQccedfefdoarxon SFS[D(8,3)(2,1)] gLLAQccedfefdoarxoj SFS[D(7,3)(2,1)] gLLAQccedfefhoawhor toroidal gLLAQccedfefhoawhon SFS[D(7,2)(2,1)] gLLAQccedfefhoawaov SFS[D(3,1)(2,1)] gLLAQccedfefhoawaos SFS[D(3,1)(2,1)] gLLAQccedfefhoawaow toroidal gLLAQccedfefhoawqoj toroidal gLLAQccedfefhoawqon toroidal gLLAQccedfefhoavqoj SFS[D(7,2)(2,1)] gLLAQccedfefhoavqow SFS[D(5,1)(2,1)] gLLAQccedfefhoavaob SFS[D(3,1)(2,1)] gLLAQccedfefhoavaon reducible gLLAQccedfefhoavaoj SFS[D(3,1)(2,1)] gLLAQccedfefhoavxok SFS[D(8,3)(2,1)] gLLAQccedfefhoavxor SFS[D(7,3)(2,1)] gLLAQccedfefhoasxoj SFS[D(2,1)(2,1)] gLLAQccedfefhoasaor SFS[D(3,1)(2,1)] gLLAQccedfefhoasanf SFS[D(3,1)(2,1)] gLLAQccedfefhoashoj SFS[D(2,1)(2,1)] gLLAQccedfefhoaohor SFS[D(7,2)(2,1)] gLLAQccedfefhoaohon SFS[D(5,1)(2,1)] gLLAQccedfefhoaoaov SFS[D(3,1)(2,1)] gLLAQccedfefhoaoaos reducible gLLAQccedfefhoaoaow SFS[D(3,1)(2,1)] gLLAQccedfefhoaoqoj SFS[D(8,3)(2,1)] gLLAQccedfefhoaoqon SFS[D(7,3)(2,1)] gLLAQccedfefhoagqoj toroidal gLLAQccedfefhoagqow toroidal gLLAQccedfefhoagaon SFS[D(3,1)(2,1)] gLLAQccedfefhoagaoj SFS[D(3,1)(2,1)] gLLAQccedfefhoagxok toroidal gLLAQccedfefhoagxor toroidal gLLAQccedfefhkxsanf SFS[D(8,3)(2,1)] gLLAQccedfefhkxsajf SFS[D(7,3)(2,1)] gLLAQccedfefhkasaof SFS[D(3,1)(2,1)] gLLAQccedfefhkasarf SFS[D(3,1)(2,1)] gLLAQccedfefhkasanf reducible gLLAQccedfefhkhsawf SFS[D(7,2)(2,1)] gLLAQccedfefhkhsasf SFS[D(5,1)(2,1)] gLLAQccedfefhoakqon SFS[D(2,1)(2,1)] gLLAQccedfefhoakanv SFS[D(3,1)(2,1)] gLLAQccedfefhoakaos SFS[D(3,1)(2,1)] gLLAQccedfefhoakhon SFS[D(2,1)(2,1)] gLLAQccedfefhoarhow toroidal gLLAQccedfefhoarhoj SFS[D(7,2)(2,1)] gLLAQccedfefhoaraof SFS[D(3,1)(2,1)] gLLAQccedfefhoaraok SFS[D(3,1)(2,1)] gLLAQccedfefhoaraor toroidal gLLAQccedfefhoarxon toroidal gLLAQccedfefhoarxoj toroidal gLLAQccedfefhkhkawv SFS[D(7,2)(2,1)] gLLAQccedfefhkhkasv SFS[D(5,1)(2,1)] gLLAQccedfefhkakaov SFS[D(3,1)(2,1)] gLLAQccedfefhkakanv reducible gLLAQccedfefhkakarv SFS[D(3,1)(2,1)] gLLAQccedfefhkxkanv SFS[D(8,3)(2,1)] gLLAQccedfefhkxkajv SFS[D(7,3)(2,1)] gLLAQccedfefpoawhor SFS[D(7,2)(2,1)] gLLAQccedfefpoawhon SFS[D(5,1)(2,1)] gLLAQccedfefpoawaov SFS[D(3,1)(2,1)] gLLAQccedfefpoawaos reducible gLLAQccedfefpoawaow SFS[D(3,1)(2,1)] gLLAQccedfefpoawqoj SFS[D(8,3)(2,1)] gLLAQccedfefpoawqon SFS[D(7,3)(2,1)] gLLAQccedfeflbagaof SFS[D(3,1)(2,1)] gLLAQccedfefpoagqoj SFS[D(8,3)(2,1)] gLLAQccedfefpoagqow SFS[D(7,3)(2,1)] gLLAQccedfefpoagaob SFS[D(3,1)(2,1)] gLLAQccedfefpoagaon SFS[D(3,1)(2,1)] gLLAQccedfefpoagaoj reducible gLLAQccedfefpoagxok SFS[D(7,2)(2,1)] gLLAQccedfefpoagxor SFS[D(5,1)(2,1)] gLLAQccedfefljagaof SFS[D(3,1)(2,1)] gLLAQccedfeflbafaov SFS[D(3,1)(2,1)] gLLAQccedfeflnhfasv SFS[D(2,1)(2,1)] gLLAQccedfeflnafanv SFS[D(3,1)(2,1)] gLLAQccedfeflnafarv SFS[D(3,1)(2,1)] gLLAQccedfeflnxfajv SFS[D(2,1)(2,1)] gLLAQccedfefljafaov SFS[D(3,1)(2,1)] gLLAQccedfeftbachor m118(0,0) gLLAQccedfeftbachon m070(0,0) gLLAQccedfeftbacaov toroidal gLLAQccedfeftbacaos toroidal gLLAQccedfeftbacaow toroidal gLLAQccedfeftbacqoj m119(0,0) gLLAQccedfeftbacqon m069(0,0) gLLAQccedfeflbaoaob toroidal gLLAQccedfeflbabaov toroidal gLLAQccedfeflnhbawv m118(0,0) gLLAQccedfeflnhbasv m070(0,0) gLLAQccedfeflnabaov toroidal gLLAQccedfeflnabanv toroidal gLLAQccedfeflnabarv toroidal gLLAQccedfeflnxbanv m119(0,0) gLLAQccedfeflnxbajv m069(0,0) gLLAQccedfefljabaov toroidal gLLAQccedfeftbakhow m119(0,0) gLLAQccedfeftbakhoj m069(0,0) gLLAQccedfeftbakaof toroidal gLLAQccedfeftbakaok toroidal gLLAQccedfeftbakaor toroidal gLLAQccedfeftbakxon m118(0,0) gLLAQccedfeftbakxoj m070(0,0) gLLAQccedfefljaoaob toroidal gLLAQccedfeflbachor m064(0,0) gLLAQccedfeflbachon m044(0,0) gLLAQccedfeflbacaov m003(0,0) gLLAQccedfeflbacaos toroidal gLLAQccedfeflbacaow SFS[D(3,1)(2,1)] gLLAQccedfeflbacqoj m055(0,0) gLLAQccedfeflbacqon m027(0,0) gLLAQccedfeflbanqoj m016(0,0) gLLAQccedfeflbanqow m006(0,0) gLLAQccedfeflbanaob SFS[D(3,1)(2,1)] gLLAQccedfeflbanaon m003(0,0) gLLAQccedfeflbanaoj toroidal gLLAQccedfeflbanxok m019(0,0) gLLAQccedfeflbanxor m011(0,0) gLLAQccedfeflbajaof m003(0,0) gLLAQccedfeflbakhow m060(0,0) gLLAQccedfeflbakhoj m043(0,0) gLLAQccedfeflbakaof toroidal gLLAQccedfeflbakaok m003(0,0) gLLAQccedfeflbakaor SFS[D(3,1)(2,1)] gLLAQccedfeflbakxon m052(0,0) gLLAQccedfeflbakxoj m026(0,0) gLLAQccedfeflbaraob m003(0,0) gLLAQccedfefabachor SFS[D(7,2)(2,1)] gLLAQccedfefabachon SFS[D(5,1)(2,1)] gLLAQccedfefabacaov SFS[D(3,1)(2,1)] gLLAQccedfefabacaos reducible gLLAQccedfefabacaow SFS[D(3,1)(2,1)] gLLAQccedfefabacqoj SFS[D(8,3)(2,1)] gLLAQccedfefabacqon SFS[D(7,3)(2,1)] gLLAQccedfefabagaof SFS[D(3,1)(2,1)] gLLAQccedfefabanqoj SFS[D(8,3)(2,1)] gLLAQccedfefabanqow SFS[D(7,3)(2,1)] gLLAQccedfefabanaob SFS[D(3,1)(2,1)] gLLAQccedfefabanaon SFS[D(3,1)(2,1)] gLLAQccedfefabanaoj reducible gLLAQccedfefabanxok SFS[D(7,2)(2,1)] gLLAQccedfefabanxor SFS[D(5,1)(2,1)] gLLAQccedfefabajaof SFS[D(3,1)(2,1)] gLLAQccedfefabafaov SFS[D(3,1)(2,1)] gLLAQccedfefabakhoj SFS[D(2,1)(2,1)] gLLAQccedfefabakaok SFS[D(3,1)(2,1)] gLLAQccedfefabakaor SFS[D(3,1)(2,1)] gLLAQccedfefabakxoj SFS[D(2,1)(2,1)] gLLAQccedfefabaraob SFS[D(3,1)(2,1)] gLLAQccedfefqvajhor m052(0,0) gLLAQccedfefqvajhon m026(0,0) gLLAQccedfefqvajaov toroidal gLLAQccedfefqvajaos SFS[D(3,1)(2,1)] gLLAQccedfefqvajaow m003(0,0) gLLAQccedfefqvajqoj m060(0,0) gLLAQccedfefqvajqon m043(0,0) gLLAQccedfefqvanaof m003(0,0) gLLAQccedfefhwhoawv m064(0,0) gLLAQccedfefhwhoasv m044(0,0) gLLAQccedfefhwaoaov m003(0,0) gLLAQccedfefhwaoanv toroidal gLLAQccedfefhwaoarv SFS[D(3,1)(2,1)] gLLAQccedfefhwxoanv m055(0,0) gLLAQccedfefhwxoajv m027(0,0) gLLAQccedfefhkaoaov toroidal gLLAQccedfefqvaraov m003(0,0) gLLAQccedfefqfhnawf m019(0,0) gLLAQccedfefqfhnasf m011(0,0) gLLAQccedfefqfanaof SFS[D(3,1)(2,1)] gLLAQccedfefqfananf toroidal gLLAQccedfefqfanarf m003(0,0) gLLAQccedfefqfxnanf m016(0,0) gLLAQccedfefqfxnajf m006(0,0) gLLAQccedfefhkavaob toroidal gLLAQccedfefivajhor toroidal gLLAQccedfefivajhon toroidal gLLAQccedfefivajaov toroidal gLLAQccedfefivajaos SFS[D(3,1)(2,1)] gLLAQccedfefivajaow SFS[D(3,1)(2,1)] gLLAQccedfefivajqoj toroidal gLLAQccedfefivajqon toroidal gLLAQccedfefdwhoawv toroidal gLLAQccedfefdwhoasv toroidal gLLAQccedfefdwaoaov SFS[D(3,1)(2,1)] gLLAQccedfefdwaoanv toroidal gLLAQccedfefdwaoarv SFS[D(3,1)(2,1)] gLLAQccedfefdwxoanv toroidal gLLAQccedfefdwxoajv SFS[D(3,1)(2,1)] gLLAQccedfefdkaoaov toroidal gLLAQccedfefdwhkawv toroidal gLLAQccedfefdwhkasv toroidal gLLAQccedfefdwakaov SFS[D(3,1)(2,1)] gLLAQccedfefdwakanv toroidal gLLAQccedfefdwakarv SFS[D(3,1)(2,1)] gLLAQccedfefdwxkanv toroidal gLLAQccedfefdwxkajv SFS[D(3,1)(2,1)] gLLAQccedfefdkakaov toroidal gLLAQccedfefuvajhor toroidal gLLAQccedfefuvajhon toroidal gLLAQccedfefuvajaov toroidal gLLAQccedfefuvajaos reducible gLLAQccedfefuvajaow toroidal gLLAQccedfefuvajqoj toroidal gLLAQccedfefuvajqon toroidal gLLAQccedfeftbagaof toroidal gLLAQccedfefpwhoawv toroidal gLLAQccedfefpwhoasv toroidal gLLAQccedfefpwaoaov toroidal gLLAQccedfefpwaoanv toroidal gLLAQccedfefpwaoarv reducible gLLAQccedfefpwxoanv toroidal gLLAQccedfefpwxoajv toroidal gLLAQccedfefpkaoaov toroidal gLLAQccedfeftbafaov toroidal gLLAQccedfeftnhfawv SFS[D(5,2)(2,1)] gLLAQccedfeftnhfasv toroidal gLLAQccedfeftnifanv SFS[D(4,1)(2,1)] gLLAQccedfeftnifarv SFS[D(5,2)(2,1)] gLLAQccedfeftnmganf SFS[D(5,2)(2,1)] gLLAQccedfeftnmgarf SFS[D(4,1)(2,1)] gLLAQccedfeftniganf SFS[D(4,1)(2,1)] gLLAQccedfeftnigarf SFS[D(5,2)(2,1)] gLLAQccedfeftnafanv toroidal gLLAQccedfeftnafarv toroidal gLLAQccedfeftnxfanv SFS[D(5,2)(2,1)] gLLAQccedfeftnxfajv toroidal gLLAQccedfeftnmfarv SFS[D(4,1)(2,1)] gLLAQccedfeftnmfanv SFS[D(5,2)(2,1)] gLLAQccedfefpkavaob toroidal gLLAQccedfefawavhor toroidal gLLAQccedfefawavhon toroidal gLLAQccedfefawavaos SFS[D(3,1)(3,2)] gLLAQccedfefawavaow SFS[D(3,1)(3,1)] gLLAQccedfefawavqoj toroidal gLLAQccedfefawavqon toroidal gLLAQccedfefawasqoj SFS[D(8,3)(3,1)] gLLAQccedfefawasqow SFS[D(7,4)(3,1)] gLLAQccedfefawasaob SFS[D(3,1)(3,2)] gLLAQccedfefawasanb SFS[D(3,1)(3,1)] gLLAQccedfefawasaoj reducible gLLAQccedfefawasxok SFS[D(7,5)(3,1)] gLLAQccedfefawasxor SFS[D(5,4)(3,1)] gLLAQccedfefawawxon SFS[D(7,2)(3,1)] gLLAQccedfefawawxoj SFS[D(5,1)(3,1)] gLLAQccedfefawawaof SFS[D(3,1)(3,1)] gLLAQccedfefawawaor reducible gLLAQccedfefawawanf SFS[D(3,1)(3,2)] gLLAQccedfefawawhow SFS[D(8,3)(3,1)] gLLAQccedfefawawhoj SFS[D(7,3)(3,1)] gLLAQccedfefawarhor SFS[D(8,3)(3,1)] gLLAQccedfefawarhon SFS[D(7,4)(3,1)] gLLAQccedfefawaraov SFS[D(3,1)(3,2)] gLLAQccedfefawaranv SFS[D(3,1)(3,1)] gLLAQccedfefawaraow reducible gLLAQccedfefawarqoj SFS[D(7,5)(3,1)] gLLAQccedfefawarqon SFS[D(5,4)(3,1)] gLLAQccedfefakhrawv toroidal gLLAQccedfefakhrasv toroidal gLLAQccedfefakaraov SFS[D(3,1)(3,1)] gLLAQccedfefakaranv toroidal gLLAQccedfefakararv SFS[D(3,1)(3,2)] gLLAQccedfefakxranv toroidal gLLAQccedfefakxrajv SFS[D(7,5)(3,1)] gLLAQccedfefaohrasv SFS[D(3,1)(2,1)] gLLAQccedfefaoaranv SFS[D(3,1)(3,2)] gLLAQccedfefaoararv SFS[D(3,1)(3,1)] gLLAQccedfefaohwasf SFS[D(3,1)(2,1)] gLLAQccedfefawajqoj SFS[D(8,3)(3,1)] gLLAQccedfefawajqon SFS[D(7,3)(3,1)] gLLAQccedfefawajaov SFS[D(3,1)(3,1)] gLLAQccedfefawajanv SFS[D(3,1)(3,2)] gLLAQccedfefawajaos reducible gLLAQccedfefawajhor SFS[D(7,2)(3,1)] gLLAQccedfefawajhon SFS[D(5,1)(3,1)] gLLAQccedfefakhjawv toroidal gLLAQccedfefakhjasv toroidal gLLAQccedfefakajaov SFS[D(3,1)(3,2)] gLLAQccedfefakajanv toroidal gLLAQccedfefakajarv SFS[D(3,1)(3,1)] gLLAQccedfefakxjanv toroidal gLLAQccedfefakxjajv SFS[D(7,2)(3,1)] gLLAQccedfefaohjasv SFS[D(3,1)(2,1)] gLLAQccedfefaoajanv SFS[D(3,1)(3,1)] gLLAQccedfefaoajarv SFS[D(3,1)(3,2)] gLLAQccedfefaohsasb SFS[D(3,1)(2,1)] gLLAQccedfefloawaof SFS[D(3,1)(3,1)] gLLAQccedfefpfaoaob SFS[D(3,1)(3,1)] gLLAQccedfefloaraov SFS[D(3,1)(3,2)] gLLAQccedfefpvanaob SFS[D(3,1)(3,2)] gLLAQccedfeflwafaof SFS[D(3,1)(3,1)] gLLAQccedfefloajaov SFS[D(3,1)(3,1)] gLLAQccedfefinakaov m004(0,0) gLLAQccedfefdgajaof m004(0,0) gLLAQccedfefpvafaov SFS[D(3,1)(3,2)] gLLAQccedfefloasaob SFS[D(3,1)(3,2)] gLLAQccedfefdfanaob m004(0,0) gLLAQccedfefdfafaov m004(0,0) gLLAQccedfefdfagaof m004(0,0) gLLAQccedfefqnacaof m004(0,0) gLLAQccedfefhgafaov m004(0,0) gLLAQccedfefqnawaov m004(0,0) gLLAQcecdfefdarwhvr SFS[D(5,2)(2,1)] gLLAQcecdfefdarwhvn toroidal gLLAQcecdfefdarwlvs SFS[D(4,1)(2,1)] gLLAQcecdfefdarwlvw SFS[D(5,2)(2,1)] gLLAQcecdfefdarwavs toroidal gLLAQccedfefifhjawv toroidal gLLAQccedfefifhjasv toroidal gLLAQccedfefifajaov toroidal gLLAQccedfefifajanv reducible gLLAQccedfefifajarv toroidal gLLAQccedfefifxjanv toroidal gLLAQccedfefifxjajv toroidal gLLAQcecdfefharwhvr toroidal gLLAQcecdfefharwhvn toroidal gLLAQcecdfefharwavv SFS[D(3,1)(2,1)] gLLAQcecdfefharwasv toroidal gLLAQcecdfefharwavw SFS[D(3,1)(2,1)] gLLAQcecdfefharwqvj toroidal gLLAQcecdfefharwqvn SFS[D(3,1)(2,1)] gLLAQccedfefqfhjawv toroidal gLLAQccedfefqfhjasv SFS[D(3,1)(2,1)] gLLAQccedfefqfajaov SFS[D(3,1)(2,1)] gLLAQccedfefqfajanv SFS[D(3,1)(2,1)] gLLAQccedfefqfajarv toroidal gLLAQccedfefqfxjanv toroidal gLLAQccedfefqfxjajv toroidal gLLAQccedfefhwhwawv toroidal gLLAQccedfefhwhwasv toroidal gLLAQccedfefhwawaov toroidal gLLAQccedfefhwawanv SFS[D(3,1)(2,1)] gLLAQccedfefhwawarv SFS[D(3,1)(2,1)] gLLAQccedfefhwxwanv toroidal gLLAQccedfefhwxwajv toroidal gLLAQccedfefhkawaov SFS[D(3,1)(2,1)] gLLAQcecdfeflhccarv m019(0,0) gLLAQcecdfeflhccanv m011(0,0) gLLAQcecdfeflaccavv SFS[D(3,1)(2,1)] gLLAQcecdfeflaccasv toroidal gLLAQcecdfeflaccawv m003(0,0) gLLAQcecdfeflqccajv m016(0,0) gLLAQcecdfeflqccanv m006(0,0) gLLAQccedfefufhjawv m055(0,0) gLLAQccedfefufhjasv m027(0,0) gLLAQccedfefufajaov m003(0,0) gLLAQccedfefufajanv SFS[D(3,1)(2,1)] gLLAQccedfefufajarv toroidal gLLAQccedfefufxjanv m064(0,0) gLLAQccedfefufxjajv m044(0,0) gLLAQccedfeflnhcawv m052(0,0) gLLAQccedfeflnhcasv m026(0,0) gLLAQccedfeflnacaov toroidal gLLAQccedfeflnacanv SFS[D(3,1)(2,1)] gLLAQccedfeflnacarv m003(0,0) gLLAQccedfeflnxcanv m060(0,0) gLLAQccedfeflnxcajv m043(0,0) gLLAQccedfefljacaov SFS[D(3,1)(2,1)] gLLAQcecdfefaacchvr toroidal gLLAQcecdfefaacchvn toroidal gLLAQcecdfefaaccasv SFS[D(3,1)(2,1)] gLLAQccedfefabxcanv SFS[D(7,2)(2,1)] gLLAQccedfefabxcajv SFS[D(5,1)(2,1)] gLLAQccedfefabacarv reducible gLLAQccedfefabacanv SFS[D(3,1)(2,1)] gLLAQccedfefabhcawv SFS[D(8,3)(2,1)] gLLAQccedfefabhcasv SFS[D(7,3)(2,1)] gLLAQccedfefanhcawv toroidal gLLAQccedfefanhcasv toroidal gLLAQccedfefanacaov SFS[D(3,1)(2,1)] gLLAQccedfefanacanv toroidal gLLAQccedfefanacarv SFS[D(3,1)(2,1)] gLLAQccedfefanxcanv toroidal gLLAQccedfefanxcajv SFS[D(7,2)(2,1)] gLLAQccedfefajhcasv SFS[D(2,1)(2,1)] gLLAQccedfefajacanv SFS[D(3,1)(2,1)] gLLAQcecdfeflaccqvj toroidal gLLAQcecdfeflaccqvn SFS[D(3,1)(2,1)] gLLAQcecdfeflaccavw SFS[D(3,1)(2,1)] gLLAQcecdfeflaccavs toroidal gLLAQcecdfeflacchvr toroidal gLLAQcecdfeflacchvn toroidal gLLAQccedfefpwhwawv toroidal gLLAQccedfefpwhwasv toroidal gLLAQccedfefpwawaov toroidal gLLAQccedfefpwawanv SFS[D(3,1)(2,1)] gLLAQccedfefpwawarv SFS[D(3,1)(2,1)] gLLAQccedfefpwxwanv toroidal gLLAQccedfefpwxwajv toroidal gLLAQccedfeftnhcawv toroidal gLLAQccedfeftnhcasv SFS[D(3,1)(2,1)] gLLAQccedfeftnacaov SFS[D(3,1)(2,1)] gLLAQccedfeftnacanv SFS[D(3,1)(2,1)] gLLAQccedfeftnacarv toroidal gLLAQccedfeftnxcanv toroidal gLLAQccedfeftnxcajv toroidal gLLAQccedfefpkawaov SFS[D(3,1)(2,1)] gLLAQccedfefdwawhon SFS[D(2,1)(2,1)] gLLAQccedfefdwawaos SFS[D(3,1)(2,1)] gLLAQccedfefdwawaow SFS[D(3,1)(2,1)] gLLAQccedfefdwawqon SFS[D(2,1)(2,1)] gLLAQccedfefdwagqoj SFS[D(7,2)(2,1)] gLLAQccedfefdwagqow SFS[D(5,1)(2,1)] gLLAQccedfefdwagaob SFS[D(3,1)(2,1)] gLLAQccedfefdwagaon reducible gLLAQccedfefdwagaoj SFS[D(3,1)(2,1)] gLLAQccedfefdwagxok SFS[D(8,3)(2,1)] gLLAQccedfefdwagxor SFS[D(7,3)(2,1)] gLLAQccedfefdwarhow SFS[D(7,2)(2,1)] gLLAQccedfefdwarhoj SFS[D(5,1)(2,1)] gLLAQccedfefdwaraof SFS[D(3,1)(2,1)] gLLAQccedfefdwaraok reducible gLLAQccedfefdwaraor SFS[D(3,1)(2,1)] gLLAQccedfefdwarxon SFS[D(8,3)(2,1)] gLLAQccedfefdwarxoj SFS[D(7,3)(2,1)] gLLAQccedfefhwawhor m060(0,0) gLLAQccedfefhwawhon m043(0,0) gLLAQccedfefhwawaos m003(0,0) gLLAQccedfefhwawaow SFS[D(3,1)(2,1)] gLLAQccedfefhwawqoj m052(0,0) gLLAQccedfefhwawqon m026(0,0) gLLAQccedfefhwagqoj m019(0,0) gLLAQccedfefhwagqow m011(0,0) gLLAQccedfefhwagaob SFS[D(3,1)(2,1)] gLLAQccedfefhwagaon toroidal gLLAQccedfefhwagaoj m003(0,0) gLLAQccedfefhwagxok m016(0,0) gLLAQccedfefhwagxor m006(0,0) gLLAQccedfefhwarhow m064(0,0) gLLAQccedfefhwarhoj m044(0,0) gLLAQccedfefhwaraof m003(0,0) gLLAQccedfefhwaranf toroidal gLLAQccedfefhwaraor SFS[D(3,1)(2,1)] gLLAQccedfefhwarxon m055(0,0) gLLAQccedfefhwarxoj m027(0,0) gLLAQccedfefpwawhor m119(0,0) gLLAQccedfefpwawhon m069(0,0) gLLAQccedfefpwawaos toroidal gLLAQccedfefpwawaow toroidal gLLAQccedfefpwawqoj m118(0,0) gLLAQccedfefpwawqon m070(0,0) gLLAQccedfefpwagqoj m119(0,0) gLLAQccedfefpwagqow m069(0,0) gLLAQccedfefpwagaob toroidal gLLAQccedfefpwagaon toroidal gLLAQccedfefpwagaoj toroidal gLLAQccedfefpwagxok m118(0,0) gLLAQccedfefpwagxor m070(0,0) gLLAQccedfeflnhkawf m118(0,0) gLLAQccedfeflnhkasf m070(0,0) gLLAQccedfeflnakaof toroidal gLLAQccedfeflnakanf toroidal gLLAQccedfeflnakarf toroidal gLLAQccedfeflnxkanf m119(0,0) gLLAQccedfeflnxkajf m069(0,0) gLLAQccedfeftnachor SFS[D(8,3)(2,1)] gLLAQccedfeftnachon SFS[D(7,3)(2,1)] gLLAQccedfeftnacaos SFS[D(3,1)(2,1)] gLLAQccedfeftnacaow reducible gLLAQccedfeftnacqoj SFS[D(7,2)(2,1)] gLLAQccedfeftnacqon SFS[D(5,1)(2,1)] gLLAQccedfeflnhnasb SFS[D(2,1)(2,1)] gLLAQccedfeflnananb SFS[D(3,1)(2,1)] gLLAQccedfeflnanarb SFS[D(3,1)(2,1)] gLLAQccedfeflnxnajb SFS[D(2,1)(2,1)] gLLAQccedfeftnakhow SFS[D(8,3)(2,1)] gLLAQccedfeftnakhoj SFS[D(7,3)(2,1)] gLLAQccedfeftnakaok SFS[D(3,1)(2,1)] gLLAQccedfeftnakaor reducible gLLAQccedfeftnakxon SFS[D(7,2)(2,1)] gLLAQccedfeftnakxoj SFS[D(5,1)(2,1)] gLLAQccedfeflnachor toroidal gLLAQccedfeflnachon toroidal gLLAQccedfeflnacaos toroidal gLLAQccedfeflnacaow reducible gLLAQccedfeflnacqoj toroidal gLLAQccedfeflnacqon toroidal gLLAQccedfeflnanqoj SFS[D(5,2)(2,1)] gLLAQccedfeflnanqow toroidal gLLAQccedfeflnaneoj SFS[D(4,1)(2,1)] gLLAQccedfeflnaneow SFS[D(5,2)(2,1)] gLLAQccedfeflnanaon toroidal gLLAQccedfeflnanaoj toroidal gLLAQccedfeflnanxok SFS[D(5,2)(2,1)] gLLAQccedfeflnanxor toroidal gLLAQccedfeflnandok SFS[D(4,1)(2,1)] gLLAQccedfeflnandor SFS[D(5,2)(2,1)] gLLAQccedfeflnakhow toroidal gLLAQccedfeflnakhoj toroidal gLLAQccedfeflnakaok toroidal gLLAQccedfeflnakaor reducible gLLAQccedfeflnakxon toroidal gLLAQccedfeflnakxoj toroidal gLLAQccedfefanachor SFS[D(8,3)(2,1)] gLLAQccedfefanachon SFS[D(7,3)(2,1)] gLLAQccedfefanacaos SFS[D(3,1)(2,1)] gLLAQccedfefanacaow reducible gLLAQccedfefanacqoj SFS[D(7,2)(2,1)] gLLAQccedfefanacqon SFS[D(5,1)(2,1)] gLLAQccedfefananqow SFS[D(2,1)(2,1)] gLLAQccedfefanananb SFS[D(3,1)(2,1)] gLLAQccedfefananaoj SFS[D(3,1)(2,1)] gLLAQccedfefananxor SFS[D(2,1)(2,1)] gLLAQccedfefanakhow SFS[D(8,3)(2,1)] gLLAQccedfefanakhoj SFS[D(7,3)(2,1)] gLLAQccedfefanakaof SFS[D(3,1)(2,1)] gLLAQccedfefanakanf SFS[D(3,1)(2,1)] gLLAQccedfefanakaor reducible gLLAQccedfefanakxon SFS[D(7,2)(2,1)] gLLAQccedfefanakxoj SFS[D(5,1)(2,1)] gLLAQccedfefqfajhor toroidal gLLAQccedfefqfajhon toroidal gLLAQccedfefqfajaos toroidal gLLAQccedfefqfajaow SFS[D(3,1)(2,1)] gLLAQccedfefqfajqoj toroidal gLLAQccedfefqfajqon SFS[D(7,2)(2,1)] gLLAQccedfefhohgasb SFS[D(2,1)(2,1)] gLLAQccedfefhoaganb SFS[D(3,1)(2,1)] gLLAQccedfefhoagarb SFS[D(3,1)(2,1)] gLLAQccedfefhoxgajb SFS[D(2,1)(2,1)] gLLAQccedfefqfanxon SFS[D(8,3)(2,1)] gLLAQccedfefqfanxoj SFS[D(7,3)(2,1)] gLLAQccedfefqfanaor SFS[D(3,1)(2,1)] gLLAQccedfefqfanaok reducible gLLAQccedfefqfanhow SFS[D(7,2)(2,1)] gLLAQccedfefqfanhoj SFS[D(5,1)(2,1)] gLLAQccedfefhwhgawb toroidal gLLAQccedfefhwhgasb SFS[D(7,2)(2,1)] gLLAQccedfefhwaganb SFS[D(3,1)(2,1)] gLLAQccedfefhwagarb toroidal gLLAQccedfefhwxganb toroidal gLLAQccedfefhwxgajb toroidal gLLAQccedfefqfafhow toroidal gLLAQccedfefqfafhoj toroidal gLLAQccedfefqfafanf SFS[D(3,1)(2,1)] gLLAQccedfefqfafaor SFS[D(3,1)(2,1)] gLLAQccedfefqfafxon toroidal gLLAQccedfefqfafxoj toroidal gLLAQccedfefhkxganb SFS[D(8,3)(2,1)] gLLAQccedfefhkxgajb SFS[D(7,3)(2,1)] gLLAQccedfefhkagarb SFS[D(3,1)(2,1)] gLLAQccedfefhkaganb reducible gLLAQccedfefhkhgawb SFS[D(7,2)(2,1)] gLLAQccedfefhkhgasb SFS[D(5,1)(2,1)] gLLAQccedfefifajhor toroidal gLLAQccedfefifajhon toroidal gLLAQccedfefifajaos SFS[D(3,1)(2,1)] gLLAQccedfefifajaow SFS[D(3,1)(2,1)] gLLAQccedfefifajqoj toroidal gLLAQccedfefifajqon toroidal gLLAQccedfefdwhgawb toroidal gLLAQccedfefdwhgasb toroidal gLLAQccedfefdwaganb toroidal gLLAQccedfefdwagarb SFS[D(3,1)(2,1)] gLLAQccedfefdwxganb toroidal gLLAQccedfefdwxgajb SFS[D(3,1)(2,1)] gLLAQccedfefdwhrawf toroidal gLLAQccedfefdwhrasf toroidal gLLAQccedfefdwaranf toroidal gLLAQccedfefdwararf SFS[D(3,1)(2,1)] gLLAQccedfefdwxranf toroidal gLLAQccedfefdwxrajf SFS[D(3,1)(2,1)] gLLAQccedfefufajhor m055(0,0) gLLAQccedfefufajhon m027(0,0) gLLAQccedfefufajaos SFS[D(3,1)(2,1)] gLLAQccedfefufajaow toroidal gLLAQccedfefufajqoj m064(0,0) gLLAQccedfefufajqon m044(0,0) gLLAQccedfefpwhgawb m060(0,0) gLLAQccedfefpwhgasb m043(0,0) gLLAQccedfefpwaganb m003(0,0) gLLAQccedfefpwagarb SFS[D(3,1)(2,1)] gLLAQccedfefpwxganb m052(0,0) gLLAQccedfefpwxgajb m026(0,0) gLLAQccedfeftnhkawf m016(0,0) gLLAQccedfeftnhkasf m006(0,0) gLLAQccedfeftnakaof SFS[D(3,1)(2,1)] gLLAQccedfeftnakanf m003(0,0) gLLAQccedfeftnakarf toroidal gLLAQccedfeftnxkanf m019(0,0) gLLAQccedfeftnxkajf m011(0,0) gLLAQccedfefakavhor toroidal gLLAQccedfefakavhon toroidal gLLAQccedfefakavaos SFS[D(3,1)(3,1)] gLLAQccedfefakavaow SFS[D(3,1)(3,2)] gLLAQccedfefakavqoj toroidal gLLAQccedfefakavqon toroidal gLLAQccedfefakarhor SFS[D(8,3)(3,1)] gLLAQccedfefakarhon SFS[D(7,3)(3,1)] gLLAQccedfefakaraos SFS[D(3,1)(3,2)] gLLAQccedfefakaraow reducible gLLAQccedfefakarqoj SFS[D(7,2)(3,1)] gLLAQccedfefakarqon SFS[D(5,1)(3,1)] gLLAQccedfefakajhor SFS[D(7,5)(3,1)] gLLAQccedfefakajhon SFS[D(5,4)(3,1)] gLLAQccedfefakajaos reducible gLLAQccedfefakajaow SFS[D(3,1)(3,1)] gLLAQccedfefakajqoj SFS[D(8,3)(3,1)] gLLAQccedfefakajqon SFS[D(7,4)(3,1)] gLLAQccedfefakakqoj toroidal gLLAQccedfefakakqow toroidal gLLAQccedfefakakaob SFS[D(3,1)(3,2)] gLLAQccedfefakakanb toroidal gLLAQccedfefakakaoj SFS[D(3,1)(3,1)] gLLAQccedfefakakxok toroidal gLLAQccedfefakakxor SFS[D(7,2)(3,1)] gLLAQccedfefakanhow toroidal gLLAQccedfefakanhoj toroidal gLLAQccedfefakanaof SFS[D(3,1)(3,1)] gLLAQccedfefakananf toroidal gLLAQccedfefakanaor SFS[D(3,1)(3,2)] gLLAQccedfefakanxon toroidal gLLAQccedfefakanxoj SFS[D(7,5)(3,1)] gLLAQccedfefakabxor SFS[D(3,1)(2,1)] gLLAQccedfefakabaoj SFS[D(3,1)(3,2)] gLLAQccedfefakabaon SFS[D(3,1)(3,1)] gLLAQccedfefakabqow SFS[D(3,1)(2,1)] gLLAQccedfefhgagaof m004(0,0) gLLAQccedfefdgaraob m004(0,0) gLLAQccedfefloavhon SFS[D(3,1)(2,1)] gLLAQccedfefloavaos SFS[D(3,1)(3,2)] gLLAQccedfefloavaow SFS[D(3,1)(3,1)] gLLAQccedfefloavqon SFS[D(3,1)(2,1)] gLLAQccedfefloarhor toroidal gLLAQccedfefloarhon SFS[D(7,2)(3,1)] gLLAQccedfefloaraos SFS[D(3,1)(3,1)] gLLAQccedfefloaraow toroidal gLLAQccedfefloarqoj toroidal gLLAQccedfefloarqon toroidal gLLAQccedfefloajhor SFS[D(7,2)(3,1)] gLLAQccedfefloajhon SFS[D(5,1)(3,1)] gLLAQccedfefloajaos reducible gLLAQccedfefloajaow SFS[D(3,1)(3,2)] gLLAQccedfefloajqoj SFS[D(8,3)(3,1)] gLLAQccedfefloajqon SFS[D(7,3)(3,1)] gLLAQccedfefloasqoj SFS[D(8,3)(3,1)] gLLAQccedfefloasqow SFS[D(7,4)(3,1)] gLLAQccedfefloasaon SFS[D(3,1)(3,1)] gLLAQccedfefloasaoj reducible gLLAQccedfefloasxok SFS[D(7,5)(3,1)] gLLAQccedfefloasxor SFS[D(5,4)(3,1)] gLLAQccedfefloakqoj SFS[D(7,2)(3,1)] gLLAQccedfefloakqow SFS[D(5,1)(3,1)] gLLAQccedfefloakaob SFS[D(3,1)(3,1)] gLLAQccedfefloakaon reducible gLLAQccedfefloakaoj SFS[D(3,1)(3,2)] gLLAQccedfefloakxok SFS[D(8,3)(3,1)] gLLAQccedfefloakxor SFS[D(7,3)(3,1)] gLLAQccedfefloabqoj toroidal gLLAQccedfefloabqow toroidal gLLAQccedfefloabaon SFS[D(3,1)(3,2)] gLLAQccedfefloabanb SFS[D(3,1)(3,1)] gLLAQccedfefloabxok toroidal gLLAQccedfefloabxor toroidal gLLAQccedfefloawhow toroidal gLLAQccedfefloawhoj SFS[D(7,5)(3,1)] gLLAQccedfefloawaok SFS[D(3,1)(3,2)] gLLAQccedfefloawaor toroidal gLLAQccedfefloawxon toroidal gLLAQccedfefloawxoj toroidal gLLAQccedfeflkhbawb SFS[D(7,5)(3,1)] gLLAQccedfeflkhbasb SFS[D(5,4)(3,1)] gLLAQccedfeflkabaob SFS[D(3,1)(3,2)] gLLAQccedfeflkabanb reducible gLLAQccedfeflkabarb SFS[D(3,1)(3,1)] gLLAQccedfeflkxbanb SFS[D(8,3)(3,1)] gLLAQccedfeflkxbajb SFS[D(7,4)(3,1)] gLLAQccedfefloafhoj SFS[D(3,1)(2,1)] gLLAQccedfefloafaok SFS[D(3,1)(3,1)] gLLAQccedfefloafaor SFS[D(3,1)(3,2)] gLLAQccedfefloafxoj SFS[D(3,1)(2,1)] gLLAQccedfefpvabqon SFS[D(3,1)(2,1)] gLLAQccedfefpvabaow SFS[D(3,1)(3,1)] gLLAQccedfefpvabaos SFS[D(3,1)(3,2)] gLLAQccedfefpvabhon SFS[D(3,1)(2,1)] gLLAQccedfeflwhfawf SFS[D(8,3)(3,1)] gLLAQccedfeflwhfasf SFS[D(7,3)(3,1)] gLLAQccedfeflwafanf SFS[D(3,1)(3,2)] gLLAQccedfeflwafarf reducible gLLAQccedfeflwxfanf SFS[D(7,2)(3,1)] gLLAQccedfeflwxfajf SFS[D(5,1)(3,1)] gLLAQccedfefpvanxok toroidal gLLAQccedfefpvanxor toroidal gLLAQccedfefpvanaoj toroidal gLLAQccedfefpvanaon SFS[D(3,1)(3,1)] gLLAQccedfefpvanqoj toroidal gLLAQccedfefpvanqow SFS[D(7,2)(3,1)] gLLAQccedfefpfhoawb toroidal gLLAQccedfefpfhoasb SFS[D(7,5)(3,1)] gLLAQccedfefpfaoanb SFS[D(3,1)(3,2)] gLLAQccedfefpfaoarb toroidal gLLAQccedfefpfxoanb toroidal gLLAQccedfefpfxoajb toroidal gLLAQccedfeflkhfawf SFS[D(7,5)(3,1)] gLLAQccedfeflkhfasf SFS[D(5,4)(3,1)] gLLAQccedfeflkafaof SFS[D(3,1)(3,2)] gLLAQccedfeflkafanf reducible gLLAQccedfeflkafarf SFS[D(3,1)(3,1)] gLLAQccedfeflkxfanf SFS[D(8,3)(3,1)] gLLAQccedfeflkxfajf SFS[D(7,4)(3,1)] gLLAQccedfefpvaoxor SFS[D(3,1)(2,1)] gLLAQccedfefpvaoanb SFS[D(3,1)(3,1)] gLLAQccedfefpvaoaon SFS[D(3,1)(3,2)] gLLAQccedfefpvaoqow SFS[D(3,1)(2,1)] gLLAQccedfefpvafhor SFS[D(8,3)(3,1)] gLLAQccedfefpvafhon SFS[D(7,4)(3,1)] gLLAQccedfefpvafaos SFS[D(3,1)(3,1)] gLLAQccedfefpvafaow reducible gLLAQccedfefpvafqoj SFS[D(7,5)(3,1)] gLLAQccedfefpvafqon SFS[D(5,4)(3,1)] gLLAQccedfefpvarqoj SFS[D(7,2)(3,1)] gLLAQccedfefpvarqow SFS[D(5,1)(3,1)] gLLAQccedfefpvaraob SFS[D(3,1)(3,1)] gLLAQccedfefpvaraon reducible gLLAQccedfefpvaraoj SFS[D(3,1)(3,2)] gLLAQccedfefpvarxok SFS[D(8,3)(3,1)] gLLAQccedfefpvarxor SFS[D(7,3)(3,1)] gLLAQccedfefloxfanf toroidal gLLAQccedfefloxfajf toroidal gLLAQccedfefloafarf SFS[D(3,1)(3,2)] gLLAQccedfefloafanf SFS[D(3,1)(3,1)] gLLAQccedfeflohfawf toroidal gLLAQccedfeflohfasf toroidal gLLAQccedfefdvaoaob SFS[D(3,1)(3,2)] gLLAQccedfefdvakaof SFS[D(3,1)(3,2)] gLLAQccedfefhvaoaob SFS[D(3,1)(3,1)] gLLAQccedfefhvakaof SFS[D(3,1)(3,1)] gLLAQccedfefdkawhor SFS[D(5,2)(2,1)] gLLAQccedfefdkawhon toroidal gLLAQccedfefdkawpor SFS[D(4,1)(2,1)] gLLAQccedfefdkawpon SFS[D(5,2)(2,1)] gLLAQccedfefdkawlow SFS[D(5,2)(2,1)] gLLAQccedfefdkawlos SFS[D(4,1)(2,1)] gLLAQccedfefdkawaos toroidal gLLAQccedfefdkagqoj toroidal gLLAQccedfefdkagqow toroidal gLLAQccedfefdkagaob toroidal gLLAQccedfefdkagaon reducible gLLAQccedfefdkagaoj toroidal gLLAQccedfefdkagxok toroidal gLLAQccedfefdkagxor toroidal gLLAQccedfefhkawhor toroidal gLLAQccedfefhkawhon toroidal gLLAQccedfefhkawaos toroidal gLLAQccedfefhkawaow SFS[D(3,1)(2,1)] gLLAQccedfefhkawqoj toroidal gLLAQccedfefhkawqon SFS[D(3,1)(2,1)] gLLAQccedfefhkagqoj toroidal gLLAQccedfefhkagqow SFS[D(3,1)(2,1)] gLLAQccedfefhkagaob SFS[D(3,1)(2,1)] gLLAQccedfefhkagaon SFS[D(3,1)(2,1)] gLLAQccedfefhkagaoj toroidal gLLAQccedfefhkagxok toroidal gLLAQccedfefhkagxor toroidal gLLAQccedfefhkafaob SFS[D(3,1)(2,1)] gLLAQccedfefhkarhow toroidal gLLAQccedfefhkarhoj toroidal gLLAQccedfefhkaraof toroidal gLLAQccedfefhkaraok SFS[D(3,1)(2,1)] gLLAQccedfefhkaraor SFS[D(3,1)(2,1)] gLLAQccedfefhkarxon toroidal gLLAQccedfefhkarxoj toroidal gLLAQccedfefhkacaof SFS[D(3,1)(2,1)] gLLAQccedfefpkawhor m019(0,0) gLLAQccedfefpkawhon m011(0,0) gLLAQccedfefpkawaos toroidal gLLAQccedfefpkawaow m003(0,0) gLLAQccedfefpkawqoj m016(0,0) gLLAQccedfefpkawqon m006(0,0) gLLAQccedfefpkagqoj m055(0,0) gLLAQccedfefpkagqow m027(0,0) gLLAQccedfefpkagaob m003(0,0) gLLAQccedfefpkagaon SFS[D(3,1)(2,1)] gLLAQccedfefpkagaoj toroidal gLLAQccedfefpkagxok m064(0,0) gLLAQccedfefpkagxor m044(0,0) gLLAQccedfefljaraob SFS[D(3,1)(2,1)] gLLAQccedfeflnhjawf m052(0,0) gLLAQccedfeflnhjasf m026(0,0) gLLAQccedfeflnajaof toroidal gLLAQccedfeflnajanf SFS[D(3,1)(2,1)] gLLAQccedfeflnajarf m003(0,0) gLLAQccedfeflnxjanf m060(0,0) gLLAQccedfeflnxjajf m043(0,0) gLLAQccedfefljajaof SFS[D(3,1)(2,1)] gLLAQccedfefajachor toroidal gLLAQccedfefajachon toroidal gLLAQccedfefajacaos SFS[D(3,1)(2,1)] gLLAQccedfefabhjawf SFS[D(8,3)(2,1)] gLLAQccedfefabhjasf SFS[D(7,3)(2,1)] gLLAQccedfefabajanf SFS[D(3,1)(2,1)] gLLAQccedfefabajarf reducible gLLAQccedfefabxjanf SFS[D(7,2)(2,1)] gLLAQccedfefabxjajf SFS[D(5,1)(2,1)] gLLAQccedfefabxranb SFS[D(7,2)(2,1)] gLLAQccedfefabxrajb SFS[D(5,1)(2,1)] gLLAQccedfefabararb reducible gLLAQccedfefabaranb SFS[D(3,1)(2,1)] gLLAQccedfefabhrawb SFS[D(8,3)(2,1)] gLLAQccedfefabhrasb SFS[D(7,3)(2,1)] gLLAQccedfefajarqow SFS[D(2,1)(2,1)] gLLAQccedfefajaranb SFS[D(3,1)(2,1)] gLLAQccedfefajakhow toroidal gLLAQccedfefajakhoj toroidal gLLAQccedfefajakaof SFS[D(3,1)(2,1)] gLLAQccedfefajakaok toroidal gLLAQccedfefajakaor SFS[D(3,1)(2,1)] gLLAQccedfefajakxon toroidal gLLAQccedfefajakxoj SFS[D(7,2)(2,1)] gLLAQccedfefajajhoj SFS[D(2,1)(2,1)] gLLAQccedfefajajanf SFS[D(3,1)(2,1)] gLLAQccedfefljacqoj toroidal gLLAQccedfefljacqon SFS[D(3,1)(2,1)] gLLAQccedfefljacaow SFS[D(3,1)(2,1)] gLLAQccedfefljacaos toroidal gLLAQccedfefljachor toroidal gLLAQccedfefljachon toroidal gLLAQccedfefljakhow toroidal gLLAQccedfefljakhoj toroidal gLLAQccedfefljakaof toroidal gLLAQccedfefljakaok SFS[D(3,1)(2,1)] gLLAQccedfefljakaor SFS[D(3,1)(2,1)] gLLAQccedfefljakxon toroidal gLLAQccedfefljakxoj toroidal gLLAQccedfefljanqoj toroidal gLLAQccedfefljanqow SFS[D(3,1)(2,1)] gLLAQccedfefljanaob SFS[D(3,1)(2,1)] gLLAQccedfefljanaon SFS[D(3,1)(2,1)] gLLAQccedfefljanaoj toroidal gLLAQccedfefljanxok toroidal gLLAQccedfefljanxor toroidal gLLAQaeceeffbpvmbtn SFS[D(3,1)(2,1)] gLLAQaeceeffbpotbtn SFS[D(3,1)(2,1)] gLLAQaeceeffbaoqotn SFS[D(3,1)(2,1)] gLLAQaeceeffbaveotn SFS[D(3,1)(2,1)] gLLAQaeceeffbaveotj SFS[D(3,1)(2,1)] gLLAQaeceeffbaoqotj SFS[D(3,1)(2,1)] gLLAQaeceeffbpotbtj SFS[D(3,1)(2,1)] gLLAQaeceeffbpvmbtj SFS[D(3,1)(2,1)] gLLAQbdcefefxkvmqvw SFS[D(5,1)(2,1)] gLLAQbdcefefxkveqvw SFS[D(5,1)(2,1)] gLLAQbdecfefekabqfw SFS[D(3,1)(2,1)] gLLAQbdecfefekebqfw SFS[D(3,1)(2,1)] gLLAQbdecfefevabqfn SFS[D(4,1)(2,1)] gLLAQbdecfefevebqfn SFS[D(4,1)(2,1)] gLLAQbdecfefdwebqbn toroidal gLLAQbdecfefdwdbqbn toroidal gLLAQcbdefefabkuxvj SFS[D(4,1)(2,1)] gLLAQcbdefefabkaxoj SFS[D(4,1)(2,1)] gLLAQcbdefefabnuxvr SFS[D(3,1)(2,1)] gLLAQcbdefefabnaxor SFS[D(3,1)(2,1)] gLLAQbdcefefxvvmqvn SFS[D(2,1)(2,1)] gLLAQbdcefefxvveqvn SFS[D(2,1)(2,1)] gLLAQbdcefefpgvhqow SFS[D(7,3)(2,1)] gLLAQbdcefefpgvdqow SFS[D(7,3)(2,1)] gLLAQbdcefefpwvhqon SFS[D(7,3)(2,1)] gLLAQbdcefefpwvdqon SFS[D(7,3)(2,1)] gLLAQbdecfefdgebqbw toroidal gLLAQbdecfefdgdbqbw toroidal gLLAQaeeceffbaanrhk reducible gLLAQaeeceffbaajrhk reducible gLLAQaeeceffjaanrhk toroidal gLLAQaeeceffjaajrhk toroidal gLLAQaeeceffnaajrhk toroidal gLLAQaeceeffnavqrhk SFS[D(7,2)(2,1)] gLLAQaeceeffjasqrhk SFS[D(8,5)(7,2)] gLLAQaeceeffnasqrhk SFS[D(7,4)(7,2)] gLLAQaeceeffbawqrhk reducible gLLAQaeceeffjawqrhk toroidal gLLAQaeceeffnawqrhk toroidal gLLAQbdcefefajsaqvn SFS[D(7,5)(3,1)] gLLAQbdcefefajwaqvn SFS[D(7,2)(3,1)] gLLAQbdcefefajvaqwn SFS[D(7,5)(3,1)] gLLAQbdcefefajsaqwn SFS[D(7,2)(3,1)] gLLAQbdcefefajwaqwn reducible gLLAQbdcefefajvaqsn SFS[D(7,2)(3,1)] gLLAQbdcefefajsaqsn toroidal gLLAQbdcefefajwaqsn SFS[D(7,5)(3,1)] gLLAQbdcefefasvqqnw SFS[D(7,2)(2,1)] gLLAQbdcefefassqqnw SFS[D(7,5)(7,2)] gLLAQbdcefefaswqqnw SFS[D(7,5)(5,1)] gLLAQbdcefefassqqjw toroidal gLLAQaeceeffjaoxrhk SFS[D(7,2)(2,1)] gLLAQaeceeffjanxrhk SFS[D(7,3)(7,2)] gLLAQaeceeffnanxrhk SFS[D(8,3)(7,2)] gLLAQaeceeffbarxrhk reducible gLLAQaeceeffjarxrhk toroidal gLLAQaeceeffnarxrhk toroidal gLLAQbdcefefajvqqnn SFS[D(7,2)(2,1)] gLLAQbdcefefajsqqnn SFS[D(7,2)(7,2)] gLLAQbdcefefajwqqnn SFS[D(7,2)(5,1)] gLLAQbdcefefajsqqjn toroidal gLLAQaeeceffnaabsqn reducible gLLAQaeeceffjaabsqn reducible gLLAQaeeceffbaajsqn reducible gLLAQaeeceffnaajsqn toroidal gLLAQaeeceffjaajsqn toroidal gLLAQaeeceffbaansqn reducible gLLAQaeeceffnaansqn toroidal gLLAQaeeceffjaansqn toroidal gLLAQbdcefefakshxor reducible gLLAQbdcefefakvhxnr SFS[D(7,3)(2,1)] gLLAQbdcefefakshxnr toroidal gLLAQbdcefefakwhxnr SFS[D(7,4)(7,3)] gLLAQbdcefefakshxrr toroidal gLLAQbdcefefakwhxrr SFS[D(8,5)(7,3)] gLLAQbdcefefanoxxjj reducible gLLAQbdcefefannxxjj toroidal gLLAQbdcefefannxxnj SFS[D(8,3)(7,3)] gLLAQbdcefefanrxxbj SFS[D(7,3)(2,1)] gLLAQbdcefefanrxxjj toroidal gLLAQbdcefefanrxxnj SFS[D(7,3)(7,3)] gLLAQaeceeffjaoxsqn SFS[D(7,3)(2,1)] gLLAQaeceeffnanxsqn SFS[D(8,3)(7,3)] gLLAQaeceeffjanxsqn SFS[D(7,3)(7,3)] gLLAQaeceeffbarxsqn reducible gLLAQaeceeffnarxsqn toroidal gLLAQaeceeffjarxsqn toroidal gLLAQbdcefefaksaxvr SFS[D(7,3)(3,1)] gLLAQbdcefefakwaxvr SFS[D(7,4)(3,1)] gLLAQbdcefefakvaxwr SFS[D(7,3)(3,1)] gLLAQbdcefefaksaxwr SFS[D(7,4)(3,1)] gLLAQbdcefefakwaxwr reducible gLLAQbdcefefakvaxsr SFS[D(7,4)(3,1)] gLLAQbdcefefaksaxsr toroidal gLLAQbdcefefakwaxsr SFS[D(7,3)(3,1)] gLLAQbdcefefanvqxnj SFS[D(7,3)(2,1)] gLLAQbdcefefanwqxbj SFS[D(7,3)(2,1)] gLLAQbdcefefanwqxjj SFS[D(7,3)(7,2)] gLLAQbdcefefanwqxnj SFS[D(7,3)(5,1)] gLLAQbdcefefansqxjj toroidal gLLAQbdcefefansqxnj SFS[D(7,3)(7,2)] gLLAQaeceeffnavqsqn SFS[D(7,3)(2,1)] gLLAQaeceeffnasqsqn SFS[D(7,4)(7,3)] gLLAQaeceeffjasqsqn SFS[D(8,5)(7,3)] gLLAQaeceeffbawqsqn reducible gLLAQaeceeffnawqsqn toroidal gLLAQaeceeffjawqsqn toroidal gLLAQbdcefefakwqxbr SFS[D(7,3)(2,1)] gLLAQbdcefefakvqxnr SFS[D(7,3)(2,1)] gLLAQbdcefefaksqxnr SFS[D(7,4)(7,2)] gLLAQbdcefefakwqxnr SFS[D(7,4)(5,1)] gLLAQbdcefefaksqxjr toroidal gLLAQbdcefefakwqxjr SFS[D(7,4)(7,2)] gLLAQbdcefefarsahvn SFS[D(7,4)(3,1)] gLLAQbdcefefarwahvn SFS[D(7,3)(3,1)] gLLAQbdcefefarvahwn SFS[D(7,4)(3,1)] gLLAQbdcefefarsahwn SFS[D(7,3)(3,1)] gLLAQbdcefefarwahwn reducible gLLAQbdcefefarvahsn SFS[D(7,3)(3,1)] gLLAQbdcefefarsahsn toroidal gLLAQbdcefefarwahsn SFS[D(7,4)(3,1)] gLLAQbdcefeflnoxxbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnolxbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnnxxbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnrxxbj toroidal gLLAQbdcefeflnvixbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnvqxbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnwqxbj toroidal gLLAQbdcefeflnsqxbj SFS[D(4,1)(2,1)] gLLAQaeceeffnlvmbqn SFS[D(2,1)(2,1)] gLLAQbdcefeftkwqxbr SFS[D(2,1)(2,1)] gLLAQbdecfeflnabxjj SFS[D(3,1)(2,1)] gLLAQbdecfeflnabxnj SFS[D(3,1)(2,1)] gLLAQbdecfeflnanxbj toroidal gLLAQbdecfeflnajxbj toroidal gLLAQbdcefeftnrxxbj SFS[D(5,1)(2,1)] gLLAQbdcefeftnwqxbj SFS[D(5,1)(2,1)] gLLAQaeceeffbtvpkqn SFS[D(3,1)(2,1)] gLLAQaeceeffntvpkqn toroidal gLLAQaeceeffjtvpkqn SFS[D(3,1)(2,1)] gLLAQaeceeffbtoakqn SFS[D(3,1)(2,1)] gLLAQbdcefeflkvixbr SFS[D(3,1)(2,1)] gLLAQbdcefeflkvqxbr SFS[D(3,1)(2,1)] gLLAQbdcefeflksqxbr SFS[D(3,1)(2,1)] gLLAQbdcefeflkwqxbr toroidal gLLAQbdecfeflkajxbr toroidal gLLAQbdecfeflkanxbr toroidal gLLAQbdecfeflkabxnr SFS[D(5,1)(3,1)] gLLAQbdecfeflkabxjr SFS[D(5,4)(3,1)] gLLAQaeceeffbxvmbqn SFS[D(3,1)(2,1)] gLLAQaeceeffbxotbqn SFS[D(3,1)(2,1)] gLLAQcbdefefqbgeqvw SFS[D(4,1)(2,1)] gLLAQcbdefefqbgmqow SFS[D(4,1)(2,1)] gLLAQbdecfefdcebhbj SFS[D(2,1)(2,1)] gLLAQbdecfefdcdbhbj SFS[D(2,1)(2,1)] gLLAQbdecfefdkebhbn SFS[D(5,1)(2,1)] gLLAQbdecfefdkdbhbn SFS[D(5,1)(2,1)] gLLAQbdcefefafnaxoj reducible gLLAQbdcefefafnahoj reducible gLLAQbdcefefafnaxrj toroidal gLLAQbdcefefafnahnj toroidal gLLAQbdcefefafnahrj toroidal gLLAQbdcefefafoehvj SFS[D(4,1)(2,1)] gLLAQbdcefefafohhvj SFS[D(4,1)(2,1)] gLLAQbdcefefafnxxbj SFS[D(4,1)(2,1)] gLLAQbdcefefafnhhvj toroidal gLLAQbdcefefafohhwj SFS[D(4,1)(2,1)] gLLAQbdcefefafnxxnj toroidal gLLAQbdcefefafnhhwj toroidal gLLAQbdcefefafohhsj reducible gLLAQbdcefefafnxxjj toroidal gLLAQbdcefefafnhhsj toroidal gLLAQbdcefefafsahvj toroidal gLLAQbdcefefafvaxwj toroidal gLLAQbdcefefafvahwj toroidal gLLAQbdcefefafsahwj toroidal gLLAQbdcefefafwahwj reducible gLLAQbdcefefafsaxvj toroidal gLLAQbdcefefafsahsj toroidal gLLAQbdcefefafsaxwj toroidal gLLAQbdcefefafvixbj SFS[D(4,1)(2,1)] gLLAQbdcefefafvqxbj SFS[D(4,1)(2,1)] gLLAQbdcefefafsqxbj SFS[D(4,1)(2,1)] gLLAQbdcefefafvqxnj toroidal gLLAQbdcefefafsqxnj toroidal gLLAQbdcefefafwqxnj toroidal gLLAQbdcefefafsqxjj toroidal gLLAQbdcefefafohxvj SFS[D(4,1)(2,1)] gLLAQbdcefefafnhxvj toroidal gLLAQbdcefefafnxhbj SFS[D(4,1)(2,1)] gLLAQbdcefefafoexvj SFS[D(4,1)(2,1)] gLLAQbdcefefafohxwj SFS[D(4,1)(2,1)] gLLAQbdcefefafnhxwj toroidal gLLAQbdcefefafnxhnj toroidal gLLAQbdcefefafohxsj reducible gLLAQbdcefefafnhxsj toroidal gLLAQbdcefefafnxhjj toroidal gLLAQbdcefefafvihbj SFS[D(4,1)(2,1)] gLLAQbdcefefafvqhbj SFS[D(4,1)(2,1)] gLLAQbdcefefafsqhbj SFS[D(4,1)(2,1)] gLLAQbdcefefafvqhnj toroidal gLLAQbdcefefafsqhnj toroidal gLLAQbdcefefafwqhnj toroidal gLLAQbdcefefafsqhjj toroidal gLLMQcecfdefdhbmcnf reducible gLLMQcecfdefdhbqcnf reducible gLLAQbdecfefdkebqbn SFS[D(7,3)(2,1)] gLLAQbdecfefdkdbqbn SFS[D(7,3)(2,1)] gLLAQcbdefefabghxwj SFS[D(3,1)(2,1)] gLLAQcbdefefabgaxrj SFS[D(3,1)(2,1)] gLLAQaeceeffjaoqohk SFS[D(3,1)(2,1)] gLLAQcbdefefabbxqnn SFS[D(3,1)(3,1)] gLLAQcbdefefabbxqjn SFS[D(3,1)(3,2)] gLLAQcbdefefabgxxjj SFS[D(3,1)(3,1)] gLLAQcbdefefabgxxnj SFS[D(3,1)(3,2)] gLLAQcbdefefabbaqrn SFS[D(3,1)(2,1)] gLLAQbdecfefdcebxbj SFS[D(2,1)(2,1)] gLLAQbdecfefdcdbxbj SFS[D(2,1)(2,1)] gLLAQaeeceffjaabshk reducible gLLAQaeeceffnaabshk reducible gLLAQaeeceffbaanshk reducible gLLAQaeeceffjaanshk toroidal gLLAQaeeceffnaanshk toroidal gLLAQaeeceffbaajshk reducible gLLAQaeeceffjaajshk toroidal gLLAQaeeceffnaajshk toroidal gLLAQbdcefefanoxhjj reducible gLLAQbdcefefanrxhbj SFS[D(5,1)(2,1)] gLLAQbdcefefanrxhjj toroidal gLLAQbdcefefanrxhnj SFS[D(7,3)(5,1)] gLLAQbdcefefannxhjj toroidal gLLAQbdcefefannxhnj SFS[D(8,3)(5,1)] gLLAQbdcefefakshqow reducible gLLAQbdcefefakshqrw toroidal gLLAQbdcefefakwhqrw SFS[D(8,5)(5,1)] gLLAQbdcefefakvhqnw SFS[D(5,1)(2,1)] gLLAQbdcefefakshqnw toroidal gLLAQbdcefefakwhqnw SFS[D(7,4)(5,1)] gLLAQaeceeffnavqshk SFS[D(5,1)(2,1)] gLLAQaeceeffjasqshk SFS[D(8,5)(5,1)] gLLAQaeceeffnasqshk SFS[D(7,4)(5,1)] gLLAQaeceeffbawqshk reducible gLLAQaeceeffjawqshk toroidal gLLAQaeceeffnawqshk toroidal gLLAQbdcefefarsaqvn SFS[D(5,4)(3,1)] gLLAQbdcefefarwaqvn SFS[D(5,1)(3,1)] gLLAQbdcefefarvaqwn SFS[D(5,4)(3,1)] gLLAQbdcefefarsaqwn SFS[D(5,1)(3,1)] gLLAQbdcefefarwaqwn reducible gLLAQbdcefefarvaqsn SFS[D(5,1)(3,1)] gLLAQbdcefefarsaqsn toroidal gLLAQbdcefefarwaqsn SFS[D(5,4)(3,1)] gLLAQbdcefefakwqqbw SFS[D(5,1)(2,1)] gLLAQbdcefefakvqqnw SFS[D(5,1)(2,1)] gLLAQbdcefefaksqqnw SFS[D(7,5)(5,1)] gLLAQbdcefefakwqqnw SFS[D(5,4)(5,1)] gLLAQbdcefefaksqqjw toroidal gLLAQbdcefefakwqqjw SFS[D(7,5)(5,1)] gLLAQaeceeffjaoxshk SFS[D(5,1)(2,1)] gLLAQaeceeffjanxshk SFS[D(7,3)(5,1)] gLLAQaeceeffnanxshk SFS[D(8,3)(5,1)] gLLAQaeceeffbarxshk reducible gLLAQaeceeffjarxshk toroidal gLLAQaeceeffnarxshk toroidal gLLAQbdcefefanvqhnj SFS[D(5,1)(2,1)] gLLAQbdcefefanwqhbj SFS[D(5,1)(2,1)] gLLAQbdcefefanwqhjj SFS[D(7,2)(5,1)] gLLAQbdcefefanwqhnj SFS[D(5,1)(5,1)] gLLAQbdcefefansqhjj toroidal gLLAQbdcefefansqhnj SFS[D(7,2)(5,1)] gLLAQbdcefefaksaqvw SFS[D(5,1)(3,1)] gLLAQbdcefefakwaqvw SFS[D(5,4)(3,1)] gLLAQbdcefefakvaqww SFS[D(5,1)(3,1)] gLLAQbdcefefaksaqww SFS[D(5,4)(3,1)] gLLAQbdcefefakwaqww reducible gLLAQbdcefefakvaqsw SFS[D(5,4)(3,1)] gLLAQbdcefefaksaqsw toroidal gLLAQbdcefefakwaqsw SFS[D(5,1)(3,1)] gLLAQbdcefeftnrxhbj SFS[D(7,3)(2,1)] gLLAQaeceeffntvpkhk SFS[D(7,2)(2,1)] gLLAQbdecfeflkajqbw SFS[D(7,5)(3,1)] gLLAQbdecfeflkanqbw SFS[D(7,2)(3,1)] gLLAQbdecfeflkabqnw SFS[D(7,3)(3,1)] gLLAQbdecfeflkabqjw SFS[D(7,4)(3,1)] gLLAQbdcefeflkwqqbw SFS[D(7,2)(2,1)] gLLAQbdcefeftnwqhbj SFS[D(7,3)(2,1)] gLLAQcbdefefqbgexvr SFS[D(4,1)(2,1)] gLLAQcbdefefqbgmxor SFS[D(4,1)(2,1)] gLLAQbdcefeflnoxhbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnolhbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnrxhbj toroidal gLLAQbdcefeflnnxhbj SFS[D(4,1)(2,1)] gLLAQaeceeffnlvmbhk SFS[D(2,1)(2,1)] gLLAQbdecfeflnabhjj SFS[D(3,1)(2,1)] gLLAQbdecfeflnabhnj SFS[D(3,1)(2,1)] gLLAQbdecfeflnanhbj toroidal gLLAQbdecfeflnajhbj toroidal gLLAQbdcefeftkwqqbw SFS[D(2,1)(2,1)] gLLAQbdcefeflnvihbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnvqhbj SFS[D(4,1)(2,1)] gLLAQbdcefeflnwqhbj toroidal gLLAQbdcefeflnsqhbj SFS[D(4,1)(2,1)] gLLAQbdcefefmnnmhgj reducible gLLAQbdcefefmnnaxgj reducible gLLAQbdcefefmnnahgj reducible gLLAQbdcefefmnnmxgj reducible gLLAQbdcefefmnnxhfj SFS[D(4,1)(3,1)] gLLAQbdcefefmnndxvj SFS[D(4,3)(3,1)] gLLAQbdcefefmnodxsj reducible gLLAQbdcefefmnolhkj reducible gLLAQbdcefefmnodxwj reducible gLLAQbdcefefmnolhrj reducible gLLAQbdcefefmnsmxvj SFS[D(4,1)(2,1)] gLLAQbdcefefmnsqhfj SFS[D(4,1)(2,1)] gLLAQbdcefefmnsqxfj SFS[D(4,1)(2,1)] gLLAQbdcefefmnndhvj SFS[D(4,1)(3,1)] gLLAQbdcefefmnnxxfj SFS[D(4,3)(3,1)] gLLAQbdcefefmnodhsj reducible gLLAQbdcefefmnolxkj reducible gLLAQbdcefefmnodhwj reducible gLLAQbdcefefmnolxrj reducible gLLAQbdcefefmnsmhvj SFS[D(4,1)(2,1)] gLLAQbdcefefhrohhvj SFS[D(4,3)(3,1)] gLLAQbdcefefhroehvj SFS[D(4,3)(3,1)] gLLAQbdcefefxnvmxvj SFS[D(7,3)(2,1)] gLLAQbdcefefxnvexvj SFS[D(7,3)(2,1)] gLLAQbdcefefenoaxgj SFS[D(4,1)(3,1)] gLLAQbdcefefenomxgj SFS[D(4,1)(3,1)] gLLAQbdcefefenomhgj SFS[D(4,3)(3,1)] gLLAQbdcefefenoahgj SFS[D(4,3)(3,1)] gLLAQbdecfefenabhfj SFS[D(3,1)(2,1)] gLLAQbdecfefenebhfj SFS[D(3,1)(2,1)] gLLAQbdcefefdrohhvj SFS[D(4,1)(3,1)] gLLAQbdcefefdroehvj SFS[D(4,1)(3,1)] gLLAQbdecfefdrebhbj toroidal gLLAQbdecfefdrdbhbj toroidal gLLMQcecfdefahcucnc reducible gLLMQcecfdefahctcnc reducible gLLAQcbdefefabcuhvn SFS[D(3,1)(2,1)] gLLAQcbdefefabcahon SFS[D(3,1)(2,1)] gLLAQbdcefefhroexvj SFS[D(4,1)(3,1)] gLLAQbdcefefhrohxvj SFS[D(4,1)(3,1)] gLLAQbdcefefxnvmhvj SFS[D(5,1)(2,1)] gLLAQbdcefefxnvehvj SFS[D(5,1)(2,1)] gLLAQbdcefefproexvj reducible gLLAQbdcefefproehvj reducible gLLAQbdcefefprvhxoj SFS[D(2,1)(2,1)] gLLAQbdcefefprvdxoj SFS[D(2,1)(2,1)] gLLAQbdcefefprvhhoj SFS[D(2,1)(2,1)] gLLAQbdcefefprvdhoj SFS[D(2,1)(2,1)] gLLAQbdcefefdroexvj SFS[D(4,3)(3,1)] gLLAQbdcefefdrohxvj SFS[D(4,3)(3,1)] gLLAQbdecfefdrebxbj SFS[D(7,2)(2,1)] gLLAQbdecfefdrdbxbj SFS[D(7,2)(2,1)] gLLAQaeceeffbpwpcqn reducible gLLAQaeceeffbpspcqn reducible gLLAQaeceeffbpnacqn reducible gLLAQaeceeffbpracqn reducible gLLAQaeeceffnpxbcqn SFS[D(3,1)(3,2)] gLLAQaeeceffjpxbcqn SFS[D(3,1)(3,1)] gLLAQaeeceffbpxncqn reducible gLLAQaeceeffbpricqn reducible gLLAQaeeceffbpxjcqn reducible gLLAQaeceeffbpnicqn reducible gLLAQbdcefefmksmxvr SFS[D(3,1)(2,1)] gLLAQbdcefefmkvuxrr SFS[D(3,1)(2,1)] gLLAQbdcefefmksqxfr SFS[D(3,1)(2,1)] gLLAQaeeceffnptbcqn SFS[D(3,1)(3,2)] gLLAQaeeceffjptbcqn SFS[D(3,1)(3,1)] gLLAQaeeceffbptjcqn reducible gLLAQaeceeffbpwhcqn reducible gLLAQaeeceffbptncqn reducible gLLAQaeceeffbpshcqn reducible gLLAQbdcefefmvsmhvn SFS[D(3,1)(2,1)] gLLAQaeceeffbqvqjqn SFS[D(3,1)(3,1)] gLLAQaeceeffbqoljqn SFS[D(3,1)(3,1)] gLLAQbdcefefxkvmxvr SFS[D(7,3)(2,1)] gLLAQbdcefefxkvexvr SFS[D(7,3)(2,1)] gLLAQaeceeffbmvmwqn SFS[D(3,1)(3,2)] gLLAQaeceeffbmotwqn SFS[D(3,1)(3,2)] gLLAQaeceeffblvpcqn SFS[D(3,1)(3,1)] gLLAQaeceeffbloacqn SFS[D(3,1)(3,1)] gLLAQbdecfefevabhfn SFS[D(4,1)(2,1)] gLLAQbdecfefevebhfn SFS[D(4,1)(2,1)] gLLAQaeceeffbtvqjqn SFS[D(3,1)(3,2)] gLLAQaeceeffbtoljqn SFS[D(3,1)(3,2)] gLLAQbdecfefdwebhbn toroidal gLLAQbdecfefdwdbhbn toroidal gLLAQaeceeffbavmwqn reducible gLLAQaeceeffbaotwqn reducible gLLAQcbdefefabkuhvj SFS[D(4,1)(2,1)] gLLAQcbdefefabkahoj SFS[D(4,1)(2,1)] gLLAQaeceeffbxvpcqn SFS[D(3,1)(3,2)] gLLAQaeceeffbxoacqn SFS[D(3,1)(3,2)] gLLAQbdcefefxvvmhvn SFS[D(2,1)(2,1)] gLLAQbdcefefxvvehvn SFS[D(2,1)(2,1)] gLLAQaeceeffbdvqjqn reducible gLLAQaeceeffbdoljqn reducible gLLAQbdcefefpgvhxor SFS[D(5,1)(2,1)] gLLAQbdcefefpgvdxor SFS[D(5,1)(2,1)] gLLAQbdcefefpwvhhon SFS[D(5,1)(2,1)] gLLAQbdcefefpwvdhon SFS[D(5,1)(2,1)] gLLAQaeceeffbivmwqn SFS[D(3,1)(3,1)] gLLAQaeceeffbiotwqn SFS[D(3,1)(3,1)] gLLAQbdecfefdgebxbr SFS[D(7,2)(2,1)] gLLAQbdecfefdgdbxbr SFS[D(7,2)(2,1)] gLLAQaeeceffbaanrqn reducible gLLAQaeeceffbaajrqn reducible gLLAQaeeceffjaanrqn toroidal gLLAQaeeceffjaajrqn toroidal gLLAQaeeceffnaajrqn toroidal gLLAQaeceeffbaolrqn SFS[D(3,1)(2,1)] gLLAQaeceeffbavqrqn SFS[D(3,1)(2,1)] gLLAQaeceeffjavqrqn SFS[D(3,1)(2,1)] gLLAQaeceeffnavqrqn toroidal gLLAQaeceeffbasqrqn SFS[D(3,1)(2,1)] gLLAQaeceeffjasqrqn toroidal gLLAQaeceeffnasqrqn toroidal gLLAQaeceeffbawqrqn reducible gLLAQaeceeffjawqrqn toroidal gLLAQaeceeffnawqrqn toroidal gLLAQbdcefefajsahvn toroidal gLLAQbdcefefajwahvn toroidal gLLAQbdcefefajvahwn toroidal gLLAQbdcefefajsahwn toroidal gLLAQbdcefefajwahwn reducible gLLAQbdcefefajvahsn toroidal gLLAQbdcefefajsahsn toroidal gLLAQbdcefefajwahsn toroidal gLLAQbdcefefasvixbr SFS[D(3,1)(2,1)] gLLAQbdcefefasvqxbr SFS[D(3,1)(2,1)] gLLAQbdcefefassqxbr SFS[D(3,1)(2,1)] gLLAQbdcefefasvqxnr toroidal gLLAQbdcefefassqxnr toroidal gLLAQbdcefefaswqxnr toroidal gLLAQbdcefefassqxjr toroidal gLLAQaeceeffbaoxrqn SFS[D(3,1)(2,1)] gLLAQaeceeffjaoxrqn toroidal gLLAQaeceeffnaoxrqn SFS[D(3,1)(2,1)] gLLAQaeceeffbavirqn SFS[D(3,1)(2,1)] gLLAQaeceeffbanxrqn SFS[D(3,1)(2,1)] gLLAQaeceeffjanxrqn toroidal gLLAQaeceeffnanxrqn toroidal gLLAQaeceeffbarxrqn reducible gLLAQaeceeffjarxrqn toroidal gLLAQaeceeffnarxrqn toroidal gLLAQbdcefefajvihbn SFS[D(3,1)(2,1)] gLLAQbdcefefajvqhbn SFS[D(3,1)(2,1)] gLLAQbdcefefajsqhbn SFS[D(3,1)(2,1)] gLLAQbdcefefajvqhnn toroidal gLLAQbdcefefajsqhnn toroidal gLLAQbdcefefajwqhnn toroidal gLLAQbdcefefajsqhjn toroidal gLLAQaeceeffbdomoqn reducible gLLAQaeceeffbdvhoqn reducible gLLAQaeeceffbaancqn reducible gLLAQaeeceffbaajcqn reducible gLLAQaeeceffbaajchk reducible gLLAQaeeceffjaancqn toroidal gLLAQaeeceffjaajchk toroidal gLLAQaeeceffbaanchk reducible gLLAQaeeceffnaanchk toroidal gLLAQaeeceffjaanchk toroidal gLLAQaeceeffbarxcqn reducible gLLAQaeceeffjaoxcqn SFS[D(2,1)(2,1)] gLLAQaeceeffjarxcqn toroidal gLLAQaeceeffjanxcqn SFS[D(7,3)(2,1)] gLLAQaeceeffnarxcqn toroidal gLLAQaeceeffnanxcqn SFS[D(8,3)(2,1)] gLLAQaeceeffbawqcqn reducible gLLAQaeceeffjawqcqn toroidal gLLAQaeceeffjasqcqn SFS[D(8,3)(2,1)] gLLAQaeceeffnavqcqn SFS[D(2,1)(2,1)] gLLAQaeceeffnawqcqn toroidal gLLAQaeceeffnasqcqn SFS[D(7,3)(2,1)] gLLAQaeceeffjaoxchk SFS[D(2,1)(2,1)] gLLAQaeceeffnanxchk SFS[D(8,3)(2,1)] gLLAQaeceeffjanxchk SFS[D(7,3)(2,1)] gLLAQaeceeffbarxchk reducible gLLAQaeceeffnarxchk toroidal gLLAQaeceeffjarxchk toroidal gLLAQbdcefefabsaqvw SFS[D(3,1)(2,1)] gLLAQbdcefefabvaxwr SFS[D(3,1)(2,1)] gLLAQbdcefefabvaqww SFS[D(3,1)(2,1)] gLLAQbdcefefabsaqww SFS[D(3,1)(2,1)] gLLAQbdcefefabwaqww reducible gLLAQbdcefefabsaxvr SFS[D(3,1)(2,1)] gLLAQbdcefefabsaqsw toroidal gLLAQbdcefefabsaxwr SFS[D(3,1)(2,1)] gLLAQbdcefefabvqxnr SFS[D(2,1)(2,1)] gLLAQbdcefefabwqxbr SFS[D(2,1)(2,1)] gLLAQbdcefefabwqxjr SFS[D(7,2)(2,1)] gLLAQbdcefefabwqxnr SFS[D(5,1)(2,1)] gLLAQbdcefefabsqxjr toroidal gLLAQbdcefefabsqxnr SFS[D(7,2)(2,1)] gLLAQaeceeffnavqchk SFS[D(2,1)(2,1)] gLLAQaeceeffnasqchk SFS[D(7,3)(2,1)] gLLAQaeceeffjasqchk SFS[D(8,3)(2,1)] gLLAQaeceeffbawqchk reducible gLLAQaeceeffnawqchk toroidal gLLAQaeceeffjawqchk toroidal gLLAQbdcefefabwqqbw SFS[D(2,1)(2,1)] gLLAQbdcefefabvqqnw SFS[D(2,1)(2,1)] gLLAQbdcefefabsqqnw SFS[D(7,2)(2,1)] gLLAQbdcefefabwqqnw SFS[D(5,1)(2,1)] gLLAQbdcefefabsqqjw toroidal gLLAQbdcefefabwqqjw SFS[D(7,2)(2,1)] gLLAQbdcefefavsaqvn SFS[D(3,1)(2,1)] gLLAQbdcefefavvahwn SFS[D(3,1)(2,1)] gLLAQbdcefefavvaqwn SFS[D(3,1)(2,1)] gLLAQbdcefefavsaqwn SFS[D(3,1)(2,1)] gLLAQbdcefefavwahwn reducible gLLAQbdcefefavsahvn SFS[D(3,1)(2,1)] gLLAQbdcefefavsahsn toroidal gLLAQbdcefefavsahwn SFS[D(3,1)(2,1)] gLLAQaeceeffjmoxcqn SFS[D(7,3)(2,1)] gLLAQaeceeffjioxchk SFS[D(7,2)(2,1)] gLLAQbdecfeflvajqbn SFS[D(7,2)(3,1)] gLLAQbdecfeflvanqbn SFS[D(7,5)(3,1)] gLLAQbdecfeflvabqnn SFS[D(7,4)(3,1)] gLLAQbdecfeflvabqjn SFS[D(7,3)(3,1)] gLLAQbdcefeflvwqqbn SFS[D(7,2)(2,1)] gLLAQbdcefeftvwqhbn SFS[D(7,3)(2,1)] gLLAQaeceeffbqoiwqn SFS[D(3,1)(2,1)] gLLAQaeceeffbqvdwqn SFS[D(3,1)(2,1)] gLLAQaeceeffbioxcqn SFS[D(3,1)(2,1)] gLLAQaeceeffbivicqn SFS[D(3,1)(2,1)] gLLAQaeceeffjioxcqn toroidal gLLAQaeceeffnioxcqn SFS[D(3,1)(2,1)] gLLAQaeceeffjmoxchk SFS[D(5,1)(2,1)] gLLAQbdecfeflvabhjn SFS[D(5,1)(3,1)] gLLAQbdecfeflvabhnn SFS[D(5,4)(3,1)] gLLAQbdecfeflvanhbn toroidal gLLAQbdecfeflvajhbn toroidal gLLAQbdcefeftvwqqbn SFS[D(5,1)(2,1)] gLLAQbdcefeflvvihbn SFS[D(3,1)(2,1)] gLLAQbdcefeflvvqhbn SFS[D(3,1)(2,1)] gLLAQbdcefeflvwqhbn toroidal gLLAQbdcefeflvsqhbn SFS[D(3,1)(2,1)] gLLAQbdecfefdoebhbn SFS[D(7,3)(2,1)] gLLAQbdecfefdodbhbn SFS[D(7,3)(2,1)] gLLAQaeceeffnavxkqn SFS[D(4,1)(2,1)] gLLAQcbdefefabraxrr SFS[D(4,1)(2,1)] gLLAQaeceeffnavxkhk SFS[D(4,1)(2,1)] gLLAQcbdefefabrxqnw SFS[D(4,3)(3,1)] gLLAQcbdefefabrxqjw SFS[D(4,1)(3,1)] gLLAQcbdefefabrxxjr SFS[D(4,3)(3,1)] gLLAQcbdefefabrxxnr SFS[D(4,1)(3,1)] gLLAQcbdefefabraqrw SFS[D(4,1)(2,1)] gLLAQbdecfefdoebqbn SFS[D(5,1)(2,1)] gLLAQbdecfefdodbqbn SFS[D(5,1)(2,1)] gLLMQcecfdefdpbmcnf reducible gLLMQcecfdefdpbqcnf reducible gLLMQcecfdefdlbmcwf reducible gLLMQcecfdefdlbqcwf reducible gLLMQcecfdefalcucwc reducible gLLMQcecfdefalctcwc reducible gLLAQbdcefefproeevj reducible gLLAQbdcefefproedvj reducible gLLAQaeceeffbpwpcaw reducible gLLAQaeceeffbpspcaw reducible gLLAQaeceeffbpnacaw reducible gLLAQaeceeffbpracaw reducible gLLAQaeeceffnpxbcaw SFS[D(3,1)(2,1)] gLLAQaeeceffjpxbcaw SFS[D(3,1)(2,1)] gLLAQaeeceffbpxncaw reducible gLLAQaeceeffbpricaw reducible gLLAQaeeceffbpxjcaw reducible gLLAQaeceeffbpnicaw reducible gLLAQbdcefefmksmavj SFS[D(2,1)(2,1)] gLLAQbdcefefmkvuarj SFS[D(2,1)(2,1)] gLLAQbdcefefmksqafj SFS[D(2,1)(2,1)] gLLAQaeeceffnptbcaw SFS[D(3,1)(2,1)] gLLAQaeeceffjptbcaw SFS[D(3,1)(2,1)] gLLAQaeeceffbptjcaw reducible gLLAQaeceeffbpwhcaw reducible gLLAQaeeceffbptncaw reducible gLLAQaeceeffbpshcaw reducible gLLAQbdcefefmvsmavs SFS[D(2,1)(2,1)] gLLAQaeceeffbqvqjaw SFS[D(3,1)(2,1)] gLLAQaeceeffbqoljaw SFS[D(3,1)(2,1)] gLLAQbdcefefxkvmavj SFS[D(3,1)(2,1)] gLLAQbdcefefxkveavj SFS[D(3,1)(2,1)] gLLAQaeceeffbmvmwaw SFS[D(3,1)(2,1)] gLLAQaeceeffbmotwaw SFS[D(3,1)(2,1)] gLLAQaeceeffblvpcaw SFS[D(3,1)(2,1)] gLLAQaeceeffbloacaw SFS[D(3,1)(2,1)] gLLAQaeceeffbtvqjaw SFS[D(3,1)(2,1)] gLLAQaeceeffbtoljaw SFS[D(3,1)(2,1)] gLLAQbdecfefdwebabs SFS[D(3,1)(2,1)] gLLAQbdecfefdwdbabs SFS[D(3,1)(2,1)] gLLAQaeceeffbavmwaw reducible gLLAQaeceeffbaotwaw reducible gLLAQaeceeffbxvpcaw SFS[D(3,1)(2,1)] gLLAQaeceeffbxoacaw SFS[D(3,1)(2,1)] gLLAQbdcefefxvvmavs SFS[D(3,1)(2,1)] gLLAQbdcefefxvveavs SFS[D(3,1)(2,1)] gLLAQaeceeffbdvqjaw reducible gLLAQaeceeffbdoljaw reducible gLLAQbdcefefpgvhaoj reducible gLLAQbdcefefpgvdaoj reducible gLLAQbdcefefpwvhaos reducible gLLAQbdcefefpwvdaos reducible gLLAQaeceeffbivmwaw SFS[D(3,1)(2,1)] gLLAQaeceeffbiotwaw SFS[D(3,1)(2,1)] gLLAQbdecfefdgebabj SFS[D(3,1)(2,1)] gLLAQbdecfefdgdbabj SFS[D(3,1)(2,1)] gLLAQaeeceffbaanraw reducible gLLAQaeeceffbaajraw reducible gLLAQaeeceffjaanraw toroidal gLLAQaeeceffjaajraw toroidal gLLAQaeeceffnaajraw toroidal gLLAQaeceeffbaolraw SFS[D(2,1)(2,1)] gLLAQaeceeffbavqraw SFS[D(2,1)(2,1)] gLLAQaeceeffjavqraw SFS[D(2,1)(2,1)] gLLAQaeceeffnavqraw toroidal gLLAQaeceeffbasqraw SFS[D(2,1)(2,1)] gLLAQaeceeffjasqraw toroidal gLLAQaeceeffnasqraw toroidal gLLAQaeceeffbawqraw reducible gLLAQaeceeffjawqraw toroidal gLLAQaeceeffnawqraw toroidal gLLAQbdcefefajsaavs toroidal gLLAQbdcefefajwaavs toroidal gLLAQbdcefefajvaaws toroidal gLLAQbdcefefajsaaws toroidal gLLAQbdcefefajwaaws reducible gLLAQbdcefefajvaass toroidal gLLAQbdcefefajsaass toroidal gLLAQbdcefefajwaass toroidal gLLAQbdcefefasviabj SFS[D(2,1)(2,1)] gLLAQbdcefefasvqabj SFS[D(2,1)(2,1)] gLLAQbdcefefassqabj SFS[D(2,1)(2,1)] gLLAQbdcefefasvqanj toroidal gLLAQbdcefefassqanj toroidal gLLAQbdcefefaswqanj toroidal gLLAQbdcefefassqajj toroidal gLLAQaeceeffbaoxraw SFS[D(2,1)(2,1)] gLLAQaeceeffjaoxraw toroidal gLLAQaeceeffnaoxraw SFS[D(2,1)(2,1)] gLLAQaeceeffbaviraw SFS[D(2,1)(2,1)] gLLAQaeceeffbanxraw SFS[D(2,1)(2,1)] gLLAQaeceeffjanxraw toroidal gLLAQaeceeffnanxraw toroidal gLLAQaeceeffbarxraw reducible gLLAQaeceeffjarxraw toroidal gLLAQaeceeffnarxraw toroidal gLLAQbdcefefajviabs SFS[D(2,1)(2,1)] gLLAQbdcefefajvqabs SFS[D(2,1)(2,1)] gLLAQbdcefefajsqabs SFS[D(2,1)(2,1)] gLLAQbdcefefajvqans toroidal gLLAQbdcefefajsqans toroidal gLLAQbdcefefajwqans toroidal gLLAQbdcefefajsqajs toroidal gLLAQaeceeffbdomoaw reducible gLLAQaeceeffbdvhoaw reducible gLLAQaeeceffnaabsaj reducible gLLAQaeeceffjaabsaj reducible gLLAQaeeceffbaajsaj reducible gLLAQaeeceffnaajsaj reducible gLLAQaeeceffjaajsaj reducible gLLAQaeeceffbaansaj reducible gLLAQaeeceffnaansaj reducible gLLAQaeeceffjaansaj reducible gLLAQbdcefefakshaon reducible gLLAQbdcefefakvhann reducible gLLAQbdcefefakshann reducible gLLAQbdcefefakwhann reducible gLLAQbdcefefaksharn reducible gLLAQbdcefefakwharn reducible gLLAQbdcefefanoxajk reducible gLLAQbdcefefannxajk reducible gLLAQbdcefefannxank reducible gLLAQbdcefefanrxabk reducible gLLAQbdcefefanrxajk reducible gLLAQbdcefefanrxank reducible gLLAQaeceeffjaoxsaj reducible gLLAQaeceeffnanxsaj reducible gLLAQaeceeffjanxsaj reducible gLLAQaeceeffbarxsaj reducible gLLAQaeceeffnarxsaj reducible gLLAQaeceeffjarxsaj reducible gLLAQbdcefefaksaavn reducible gLLAQbdcefefakwaavn reducible gLLAQbdcefefakvaawn reducible gLLAQbdcefefaksaawn reducible gLLAQbdcefefakwaawn reducible gLLAQbdcefefakvaasn reducible gLLAQbdcefefaksaasn reducible gLLAQbdcefefakwaasn reducible gLLAQbdcefefanvqank reducible gLLAQbdcefefanwqabk reducible gLLAQbdcefefanwqajk reducible gLLAQbdcefefanwqank reducible gLLAQbdcefefansqajk reducible gLLAQbdcefefansqank reducible gLLAQaeceeffnavqsaj reducible gLLAQaeceeffnasqsaj reducible gLLAQaeceeffjasqsaj reducible gLLAQaeceeffbawqsaj reducible gLLAQaeceeffnawqsaj reducible gLLAQaeceeffjawqsaj reducible gLLAQbdcefefakwqabn reducible gLLAQbdcefefakvqann reducible gLLAQbdcefefaksqann reducible gLLAQbdcefefakwqann reducible gLLAQbdcefefaksqajn reducible gLLAQbdcefefakwqajn reducible gLLAQbdcefefarsaavw reducible gLLAQbdcefefarwaavw reducible gLLAQbdcefefarvaaww reducible gLLAQbdcefefarsaaww reducible gLLAQbdcefefarwaaww reducible gLLAQbdcefefarvaasw reducible gLLAQbdcefefarsaasw reducible gLLAQbdcefefarwaasw reducible gLLAQbdcefeflnrxabk SFS[D(3,1)(2,1)] gLLAQbdcefeflnwqabk SFS[D(3,1)(2,1)] gLLAQaeceeffnlvmbaj SFS[D(3,1)(2,1)] gLLAQbdcefeftkwqabn SFS[D(3,1)(2,1)] gLLAQbdecfeflnabajk SFS[D(3,1)(3,1)] gLLAQbdecfeflnabank SFS[D(3,1)(3,2)] gLLAQbdecfeflnanabk SFS[D(3,1)(3,1)] gLLAQbdecfeflnajabk SFS[D(3,1)(3,2)] gLLAQbdcefeftnrxabk SFS[D(3,1)(2,1)] gLLAQbdcefeftnwqabk SFS[D(3,1)(2,1)] gLLAQaeceeffntvpkaj SFS[D(3,1)(2,1)] gLLAQbdcefeflkwqabn SFS[D(3,1)(2,1)] gLLAQbdecfeflkajabn SFS[D(3,1)(3,2)] gLLAQbdecfeflkanabn SFS[D(3,1)(3,1)] gLLAQbdecfeflkabann SFS[D(3,1)(3,2)] gLLAQbdecfeflkabajn SFS[D(3,1)(3,1)] gLLAQbdecfefdcebabr SFS[D(3,1)(2,1)] gLLAQbdecfefdcdbabr SFS[D(3,1)(2,1)] gLLAQcbdefefabghawr SFS[D(2,1)(2,1)] gLLAQaeceeffjaoqoaj SFS[D(2,1)(2,1)] gLLAQcbdefefabbaarw SFS[D(2,1)(2,1)] gLLAQcbdefefabbxanw SFS[D(3,1)(2,1)] gLLAQcbdefefabbxajw SFS[D(3,1)(2,1)] gLLAQcbdefefabgxajr SFS[D(3,1)(2,1)] gLLAQcbdefefabgxanr SFS[D(3,1)(2,1)] gLLAQcbdefefabgaarr SFS[D(2,1)(2,1)] gLLAQbdecfefdkebabw SFS[D(3,1)(2,1)] gLLAQbdecfefdkdbabw SFS[D(3,1)(2,1)] gLLAQbdcefefafnaaok reducible gLLAQbdcefefafnaaor reducible gLLAQbdcefefafnaark toroidal gLLAQbdcefefafnaank toroidal gLLAQbdcefefafnaarr toroidal gLLAQbdcefefafnhavr SFS[D(3,1)(2,1)] gLLAQbdcefefafnxank SFS[D(8,3)(3,1)] gLLAQbdcefefafnhawr SFS[D(7,4)(3,1)] gLLAQbdcefefafohasr reducible gLLAQbdcefefafnxajk toroidal gLLAQbdcefefafnhasr toroidal gLLAQbdcefefafsaavr SFS[D(3,1)(3,2)] gLLAQbdcefefafvaawk SFS[D(3,1)(3,1)] gLLAQbdcefefafvaawr SFS[D(3,1)(3,2)] gLLAQbdcefefafsaawr SFS[D(3,1)(3,1)] gLLAQbdcefefafwaawk reducible gLLAQbdcefefafsaavk SFS[D(3,1)(3,1)] gLLAQbdcefefafsaask toroidal gLLAQbdcefefafsaawk SFS[D(3,1)(3,2)] gLLAQbdcefefafvqank SFS[D(3,1)(2,1)] gLLAQbdcefefafsqank SFS[D(7,5)(3,1)] gLLAQbdcefefafwqank SFS[D(5,4)(3,1)] gLLAQbdcefefafsqajk toroidal gLLAQbdcefefafnhavk SFS[D(3,1)(2,1)] gLLAQbdcefefafnhawk SFS[D(7,3)(3,1)] gLLAQbdcefefafnxanr SFS[D(8,3)(3,1)] gLLAQbdcefefafohask reducible gLLAQbdcefefafnhask toroidal gLLAQbdcefefafnxajr toroidal gLLAQbdcefefafvqanr SFS[D(3,1)(2,1)] gLLAQbdcefefafsqanr SFS[D(7,2)(3,1)] gLLAQbdcefefafwqanr SFS[D(5,1)(3,1)] gLLAQbdcefefafsqajr toroidal gLLAQbdecfefdkebabs reducible gLLAQbdecfefdkdbabs reducible gLLAQbdecfefdcebabk SFS[D(3,1)(2,1)] gLLAQbdecfefdcdbabk SFS[D(3,1)(2,1)] gLLAQaeeceffjaabsaw reducible gLLAQaeeceffnaabsaw reducible gLLAQaeeceffbaansaw reducible gLLAQaeeceffjaansaw toroidal gLLAQaeeceffnaansaw toroidal gLLAQaeeceffbaajsaw reducible gLLAQaeeceffjaajsaw toroidal gLLAQaeeceffnaajsaw toroidal gLLAQbdcefefanoxajr reducible gLLAQbdcefefanrxabr SFS[D(3,1)(2,1)] gLLAQbdcefefanrxajr toroidal gLLAQbdcefefanrxanr SFS[D(7,4)(3,1)] gLLAQbdcefefannxajr toroidal gLLAQbdcefefannxanr SFS[D(8,3)(3,1)] gLLAQbdcefefakshaoj reducible gLLAQbdcefefaksharj toroidal gLLAQbdcefefakwharj SFS[D(8,3)(3,1)] gLLAQbdcefefakvhanj SFS[D(3,1)(2,1)] gLLAQbdcefefakshanj toroidal gLLAQbdcefefakwhanj SFS[D(7,3)(3,1)] gLLAQaeceeffnavqsaw SFS[D(3,1)(2,1)] gLLAQaeceeffjasqsaw SFS[D(8,3)(3,1)] gLLAQaeceeffnasqsaw SFS[D(7,3)(3,1)] gLLAQaeceeffbawqsaw reducible gLLAQaeceeffjawqsaw toroidal gLLAQaeceeffnawqsaw toroidal gLLAQbdcefefarsaavs SFS[D(3,1)(3,1)] gLLAQbdcefefarwaavs SFS[D(3,1)(3,2)] gLLAQbdcefefarvaaws SFS[D(3,1)(3,1)] gLLAQbdcefefarsaaws SFS[D(3,1)(3,2)] gLLAQbdcefefarwaaws reducible gLLAQbdcefefarvaass SFS[D(3,1)(3,2)] gLLAQbdcefefarsaass toroidal gLLAQbdcefefarwaass SFS[D(3,1)(3,1)] gLLAQbdcefefakwqabj SFS[D(3,1)(2,1)] gLLAQbdcefefakvqanj SFS[D(3,1)(2,1)] gLLAQbdcefefaksqanj SFS[D(7,2)(3,1)] gLLAQbdcefefakwqanj SFS[D(5,1)(3,1)] gLLAQbdcefefaksqajj toroidal gLLAQbdcefefakwqajj SFS[D(7,2)(3,1)] gLLAQaeceeffjaoxsaw SFS[D(3,1)(2,1)] gLLAQaeceeffjanxsaw SFS[D(7,4)(3,1)] gLLAQaeceeffnanxsaw SFS[D(8,3)(3,1)] gLLAQaeceeffbarxsaw reducible gLLAQaeceeffjarxsaw toroidal gLLAQaeceeffnarxsaw toroidal gLLAQbdcefefanvqanr SFS[D(3,1)(2,1)] gLLAQbdcefefanwqabr SFS[D(3,1)(2,1)] gLLAQbdcefefanwqajr SFS[D(7,5)(3,1)] gLLAQbdcefefanwqanr SFS[D(5,4)(3,1)] gLLAQbdcefefansqajr toroidal gLLAQbdcefefansqanr SFS[D(7,5)(3,1)] gLLAQbdcefefaksaavj SFS[D(3,1)(3,2)] gLLAQbdcefefakwaavj SFS[D(3,1)(3,1)] gLLAQbdcefefakvaawj SFS[D(3,1)(3,2)] gLLAQbdcefefaksaawj SFS[D(3,1)(3,1)] gLLAQbdcefefakwaawj reducible gLLAQbdcefefakvaasj SFS[D(3,1)(3,1)] gLLAQbdcefefaksaasj toroidal gLLAQbdcefefakwaasj SFS[D(3,1)(3,2)] gLLAQbdcefeftnrxabr reducible gLLAQaeceeffbtoakaw SFS[D(2,1)(2,1)] gLLAQaeceeffbtvpkaw SFS[D(2,1)(2,1)] gLLAQaeceeffjtvpkaw SFS[D(2,1)(2,1)] gLLAQaeceeffntvpkaw toroidal gLLAQbdecfeflkajabj toroidal gLLAQbdecfeflkanabj toroidal gLLAQbdecfeflkabanj reducible gLLAQbdecfeflkabajj reducible gLLAQbdcefeflkviabj SFS[D(2,1)(2,1)] gLLAQbdcefeflkvqabj SFS[D(2,1)(2,1)] gLLAQbdcefeflksqabj SFS[D(2,1)(2,1)] gLLAQbdcefeflkwqabj toroidal gLLAQbdcefeftnwqabr reducible gLLAQbdcefeflnrxabr SFS[D(3,1)(2,1)] gLLAQaeceeffnlvmbaw SFS[D(3,1)(2,1)] gLLAQbdecfeflnabajr SFS[D(3,1)(3,2)] gLLAQbdecfeflnabanr SFS[D(3,1)(3,1)] gLLAQbdecfeflnanabr SFS[D(3,1)(3,2)] gLLAQbdecfeflnajabr SFS[D(3,1)(3,1)] gLLAQbdcefeftkwqabj SFS[D(3,1)(2,1)] gLLAQbdcefeflnwqabr SFS[D(3,1)(2,1)] gLLAQaeceeffbxotbaw SFS[D(2,1)(2,1)] gLLAQaeceeffbxvmbaw SFS[D(2,1)(2,1)] gLLAQbdcefefxnvmavk reducible gLLAQbdcefefxnveavk reducible gLLAQbdecfefenabafk SFS[D(2,1)(2,1)] gLLAQbdecfefenebafk SFS[D(2,1)(2,1)] gLLAQbdecfefdrebabr SFS[D(3,1)(2,1)] gLLAQbdecfefdrdbabr SFS[D(3,1)(2,1)] gLLAQcbdefefabcuavs SFS[D(2,1)(2,1)] gLLAQcbdefefabcaaos SFS[D(2,1)(2,1)] gLLAQbdcefefxnvmavr SFS[D(3,1)(2,1)] gLLAQbdcefefxnveavr SFS[D(3,1)(2,1)] gLLAQbdcefefprvhaok SFS[D(3,1)(2,1)] gLLAQbdcefefprvdaok SFS[D(3,1)(2,1)] gLLAQbdcefefprvhaor SFS[D(3,1)(2,1)] gLLAQbdcefefprvdaor SFS[D(3,1)(2,1)] gLLAQbdecfefdrebabk toroidal gLLAQbdecfefdrdbabk toroidal gLLAQbdcefefxkvmavn reducible gLLAQbdcefefxkveavn reducible gLLAQbdecfefekabafn SFS[D(2,1)(2,1)] gLLAQbdecfefekebafn SFS[D(2,1)(2,1)] gLLAQbdecfefdwebabw SFS[D(3,1)(2,1)] gLLAQbdecfefdwdbabw SFS[D(3,1)(2,1)] gLLAQcbdefefabnuavj SFS[D(2,1)(2,1)] gLLAQcbdefefabnaaoj SFS[D(2,1)(2,1)] gLLAQbdcefefxvvmavw SFS[D(3,1)(2,1)] gLLAQbdcefefxvveavw SFS[D(3,1)(2,1)] gLLAQbdcefefpgvhaon SFS[D(3,1)(2,1)] gLLAQbdcefefpgvdaon SFS[D(3,1)(2,1)] gLLAQbdcefefpwvhaow SFS[D(3,1)(2,1)] gLLAQbdcefefpwvdaow SFS[D(3,1)(2,1)] gLLAQbdecfefdgebabn toroidal gLLAQbdecfefdgdbabn toroidal gLLAQaeeceffbaanraj reducible gLLAQaeeceffbaajraj reducible gLLAQaeeceffjaanraj toroidal gLLAQaeeceffjaajraj toroidal gLLAQaeeceffnaajraj toroidal gLLAQaeceeffnavqraj SFS[D(3,1)(2,1)] gLLAQaeceeffjasqraj SFS[D(8,3)(3,1)] gLLAQaeceeffnasqraj SFS[D(7,4)(3,1)] gLLAQaeceeffbawqraj reducible gLLAQaeceeffjawqraj toroidal gLLAQaeceeffnawqraj toroidal gLLAQbdcefefajsaavw SFS[D(3,1)(3,2)] gLLAQbdcefefajwaavw SFS[D(3,1)(3,1)] gLLAQbdcefefajvaaww SFS[D(3,1)(3,2)] gLLAQbdcefefajsaaww SFS[D(3,1)(3,1)] gLLAQbdcefefajwaaww reducible gLLAQbdcefefajvaasw SFS[D(3,1)(3,1)] gLLAQbdcefefajsaasw toroidal gLLAQbdcefefajwaasw SFS[D(3,1)(3,2)] gLLAQbdcefefasvqann SFS[D(3,1)(2,1)] gLLAQbdcefefassqann SFS[D(7,5)(3,1)] gLLAQbdcefefaswqann SFS[D(5,4)(3,1)] gLLAQbdcefefassqajn toroidal gLLAQaeceeffjaoxraj SFS[D(3,1)(2,1)] gLLAQaeceeffjanxraj SFS[D(7,3)(3,1)] gLLAQaeceeffnanxraj SFS[D(8,3)(3,1)] gLLAQaeceeffbarxraj reducible gLLAQaeceeffjarxraj toroidal gLLAQaeceeffnarxraj toroidal gLLAQbdcefefajvqanw SFS[D(3,1)(2,1)] gLLAQbdcefefajsqanw SFS[D(7,2)(3,1)] gLLAQbdcefefajwqanw SFS[D(5,1)(3,1)] gLLAQbdcefefajsqajw toroidal gLLAQaeeceffbaancaj reducible gLLAQaeeceffbaajcaj reducible gLLAQaeeceffbaajcaw reducible gLLAQaeeceffjaancaj toroidal gLLAQaeeceffjaajcaj toroidal gLLAQaeeceffbaancaw reducible gLLAQaeeceffnaancaj toroidal gLLAQaeeceffjaancaw toroidal gLLAQaeceeffbarxcaj reducible gLLAQaeceeffjaoxcaj SFS[D(3,1)(2,1)] gLLAQaeceeffjarxcaj toroidal gLLAQaeceeffjanxcaj SFS[D(7,4)(3,1)] gLLAQaeceeffnarxcaj toroidal gLLAQaeceeffnanxcaj SFS[D(8,3)(3,1)] gLLAQaeceeffbawqcaj reducible gLLAQaeceeffjawqcaj toroidal gLLAQaeceeffjasqcaj SFS[D(8,3)(3,1)] gLLAQaeceeffnavqcaj SFS[D(3,1)(2,1)] gLLAQaeceeffnawqcaj toroidal gLLAQaeceeffnasqcaj SFS[D(7,3)(3,1)] gLLAQaeceeffjaoxcaw SFS[D(3,1)(2,1)] gLLAQaeceeffnanxcaw SFS[D(8,3)(3,1)] gLLAQaeceeffjanxcaw SFS[D(7,3)(3,1)] gLLAQaeceeffbarxcaw reducible gLLAQaeceeffnarxcaw toroidal gLLAQaeceeffjarxcaw toroidal gLLAQbdcefefabsaavj SFS[D(3,1)(3,1)] gLLAQbdcefefabvaawn SFS[D(3,1)(3,2)] gLLAQbdcefefabvaawj SFS[D(3,1)(3,1)] gLLAQbdcefefabsaawj SFS[D(3,1)(3,2)] gLLAQbdcefefabwaawj reducible gLLAQbdcefefabsaavn SFS[D(3,1)(3,2)] gLLAQbdcefefabsaasj toroidal gLLAQbdcefefabsaawn SFS[D(3,1)(3,1)] gLLAQbdcefefabvqann SFS[D(3,1)(2,1)] gLLAQbdcefefabwqabn SFS[D(3,1)(2,1)] gLLAQbdcefefabwqajn SFS[D(7,2)(3,1)] gLLAQbdcefefabwqann SFS[D(5,1)(3,1)] gLLAQbdcefefabsqajn toroidal gLLAQbdcefefabsqann SFS[D(7,2)(3,1)] gLLAQaeceeffnavqcaw SFS[D(3,1)(2,1)] gLLAQaeceeffnasqcaw SFS[D(7,4)(3,1)] gLLAQaeceeffjasqcaw SFS[D(8,3)(3,1)] gLLAQaeceeffbawqcaw reducible gLLAQaeceeffnawqcaw toroidal gLLAQaeceeffjawqcaw toroidal gLLAQbdcefefabwqabj SFS[D(3,1)(2,1)] gLLAQbdcefefabvqanj SFS[D(3,1)(2,1)] gLLAQbdcefefabsqanj SFS[D(7,5)(3,1)] gLLAQbdcefefabwqanj SFS[D(5,4)(3,1)] gLLAQbdcefefabsqajj toroidal gLLAQbdcefefabwqajj SFS[D(7,5)(3,1)] gLLAQbdcefefavsaavs SFS[D(3,1)(3,2)] gLLAQbdcefefavvaaww SFS[D(3,1)(3,1)] gLLAQbdcefefavvaaws SFS[D(3,1)(3,2)] gLLAQbdcefefavsaaws SFS[D(3,1)(3,1)] gLLAQbdcefefavwaaws reducible gLLAQbdcefefavsaavw SFS[D(3,1)(3,1)] gLLAQbdcefefavsaass toroidal gLLAQbdcefefavsaaww SFS[D(3,1)(3,2)] gLLAQaeceeffjmoxcaj reducible gLLAQaeceeffbivicaw SFS[D(2,1)(2,1)] gLLAQaeceeffbioxcaw SFS[D(2,1)(2,1)] gLLAQaeceeffnioxcaw SFS[D(2,1)(2,1)] gLLAQaeceeffjioxcaw toroidal gLLAQbdecfeflvajabs toroidal gLLAQbdecfeflvanabs toroidal gLLAQbdecfeflvabans reducible gLLAQbdecfeflvabajs reducible gLLAQbdcefeflvviabs SFS[D(2,1)(2,1)] gLLAQbdcefeflvvqabs SFS[D(2,1)(2,1)] gLLAQbdcefeflvsqabs SFS[D(2,1)(2,1)] gLLAQbdcefeflvwqabs toroidal gLLAQbdcefeftvwqabw reducible gLLAQaeceeffjioxcaj SFS[D(3,1)(2,1)] gLLAQaeceeffjmoxcaw SFS[D(3,1)(2,1)] gLLAQbdecfeflvabajw SFS[D(3,1)(3,2)] gLLAQbdecfeflvabanw SFS[D(3,1)(3,1)] gLLAQbdecfeflvanabw SFS[D(3,1)(3,2)] gLLAQbdecfeflvajabw SFS[D(3,1)(3,1)] gLLAQbdcefeftvwqabs SFS[D(3,1)(2,1)] gLLAQbdcefeflvwqabw SFS[D(3,1)(2,1)] gLLAQaeceeffbqvdwaw SFS[D(2,1)(2,1)] gLLAQaeceeffbqoiwaw SFS[D(2,1)(2,1)] gLLAQbdecfefdoebabw reducible gLLAQbdecfefdodbabw reducible gLLAQbdecfefdoebabs SFS[D(3,1)(2,1)] gLLAQbdecfefdodbabs SFS[D(3,1)(2,1)] gLLAQaeceeffbpwpchr reducible gLLAQaeceeffbpspchr reducible gLLAQaeceeffbpnachr reducible gLLAQaeceeffbprachr reducible gLLAQaeeceffnpxbchr SFS[D(3,1)(2,1)] gLLAQaeeceffjpxbchr SFS[D(3,1)(2,1)] gLLAQaeeceffbpxnchr reducible gLLAQaeceeffbprichr reducible gLLAQaeeceffbpxjchr reducible gLLAQaeceeffbpnichr reducible gLLAQbdcefefmksmqvj SFS[D(2,1)(2,1)] gLLAQbdcefefmkvuqrj SFS[D(2,1)(2,1)] gLLAQbdcefefmksqqfj SFS[D(2,1)(2,1)] gLLAQaeeceffnptbchr SFS[D(3,1)(2,1)] gLLAQaeeceffjptbchr SFS[D(3,1)(2,1)] gLLAQaeeceffbptjchr reducible gLLAQaeceeffbpwhchr reducible gLLAQaeeceffbptnchr reducible gLLAQaeceeffbpshchr reducible gLLAQbdcefefmvsmqvj SFS[D(2,1)(2,1)] gLLAQaeceeffbqvqjhr SFS[D(3,1)(2,1)] gLLAQaeceeffbqoljhr SFS[D(3,1)(2,1)] gLLAQbdcefefxkvmqvj SFS[D(7,2)(2,1)] gLLAQbdcefefxkveqvj SFS[D(7,2)(2,1)] gLLAQaeceeffbmvmwhr SFS[D(3,1)(2,1)] gLLAQaeceeffbmotwhr SFS[D(3,1)(2,1)] gLLAQbdecfefekabqfj SFS[D(3,1)(2,1)] gLLAQbdecfefekebqfj SFS[D(3,1)(2,1)] gLLAQaeceeffblvpchr SFS[D(3,1)(2,1)] gLLAQaeceeffbloachr SFS[D(3,1)(2,1)] gLLAQbdecfefevabqfj SFS[D(5,2)(2,1)] gLLAQbdecfefevebqfj SFS[D(5,2)(2,1)] gLLAQaeceeffbtvqjhr SFS[D(3,1)(2,1)] gLLAQaeceeffbtoljhr SFS[D(3,1)(2,1)] gLLAQbdecfefdwebqbj toroidal gLLAQbdecfefdwdbqbj toroidal gLLAQaeceeffbavmwhr reducible gLLAQaeceeffbaotwhr reducible gLLAQcbdefefabkuxvn SFS[D(5,2)(2,1)] gLLAQcbdefefabkaxon SFS[D(5,2)(2,1)] gLLAQcbdefefabnuxvk SFS[D(3,1)(2,1)] gLLAQcbdefefabnaxok SFS[D(3,1)(2,1)] gLLAQaeceeffbxvpchr SFS[D(3,1)(2,1)] gLLAQaeceeffbxoachr SFS[D(3,1)(2,1)] gLLAQaeceeffbdvqjhr reducible gLLAQaeceeffbdoljhr reducible gLLAQbdcefefpgvhqoj SFS[D(8,3)(2,1)] gLLAQbdcefefpgvdqoj SFS[D(8,3)(2,1)] gLLAQbdcefefpwvhqoj SFS[D(8,3)(2,1)] gLLAQbdcefefpwvdqoj SFS[D(8,3)(2,1)] gLLAQaeceeffbivmwhr SFS[D(3,1)(2,1)] gLLAQaeceeffbiotwhr SFS[D(3,1)(2,1)] gLLAQbdecfefdgebqbj toroidal gLLAQbdecfefdgdbqbj toroidal gLLAQaeeceffbaanrhr reducible gLLAQaeeceffbaajrhr reducible gLLAQaeeceffjaanrhr toroidal gLLAQaeeceffjaajrhr toroidal gLLAQaeeceffnaajrhr toroidal gLLAQaeceeffbaolrhr SFS[D(2,1)(2,1)] gLLAQaeceeffbavqrhr SFS[D(2,1)(2,1)] gLLAQaeceeffjavqrhr SFS[D(2,1)(2,1)] gLLAQaeceeffnavqrhr toroidal gLLAQaeceeffbasqrhr SFS[D(2,1)(2,1)] gLLAQaeceeffjasqrhr toroidal gLLAQaeceeffnasqrhr toroidal gLLAQaeceeffbawqrhr reducible gLLAQaeceeffjawqrhr toroidal gLLAQaeceeffnawqrhr toroidal gLLAQbdcefefajsaqvj toroidal gLLAQbdcefefajwaqvj toroidal gLLAQbdcefefajvaqwj toroidal gLLAQbdcefefajsaqwj toroidal gLLAQbdcefefajwaqwj reducible gLLAQbdcefefajvaqsj toroidal gLLAQbdcefefajsaqsj toroidal gLLAQbdcefefajwaqsj toroidal gLLAQbdcefefasviqbj SFS[D(2,1)(2,1)] gLLAQbdcefefasvqqbj SFS[D(2,1)(2,1)] gLLAQbdcefefassqqbj SFS[D(2,1)(2,1)] gLLAQbdcefefasvqqnj toroidal gLLAQbdcefefassqqnj toroidal gLLAQbdcefefaswqqnj toroidal gLLAQbdcefefassqqjj toroidal gLLAQaeceeffbaoxrhr SFS[D(2,1)(2,1)] gLLAQaeceeffjaoxrhr toroidal gLLAQaeceeffnaoxrhr SFS[D(2,1)(2,1)] gLLAQaeceeffbavirhr SFS[D(2,1)(2,1)] gLLAQaeceeffbanxrhr SFS[D(2,1)(2,1)] gLLAQaeceeffjanxrhr toroidal gLLAQaeceeffnanxrhr toroidal gLLAQaeceeffbarxrhr reducible gLLAQaeceeffjarxrhr toroidal gLLAQaeceeffnarxrhr toroidal gLLAQbdcefefajviqbj SFS[D(2,1)(2,1)] gLLAQbdcefefajvqqbj SFS[D(2,1)(2,1)] gLLAQbdcefefajsqqbj SFS[D(2,1)(2,1)] gLLAQbdcefefajvqqnj toroidal gLLAQbdcefefajsqqnj toroidal gLLAQbdcefefajwqqnj toroidal gLLAQbdcefefajsqqjj toroidal gLLAQaeceeffbdomohr reducible gLLAQaeceeffbdvhohr reducible gLLAQaeeceffnaabsqj reducible gLLAQaeeceffjaabsqj reducible gLLAQaeeceffbaajsqj reducible gLLAQaeeceffnaajsqj toroidal gLLAQaeeceffjaajsqj toroidal gLLAQaeeceffbaansqj reducible gLLAQaeeceffnaansqj toroidal gLLAQaeeceffjaansqj toroidal gLLAQbdcefefakshxok reducible gLLAQbdcefefakvhxnk SFS[D(8,3)(2,1)] gLLAQbdcefefakshxnk toroidal gLLAQbdcefefakwhxnk SFS[D(8,5)(7,3)] gLLAQbdcefefakshxrk toroidal gLLAQbdcefefakwhxrk SFS[D(8,5)(8,3)] gLLAQbdcefefanoxxjn reducible gLLAQbdcefefannxxjn toroidal gLLAQbdcefefannxxnn SFS[D(8,3)(8,3)] gLLAQbdcefefanrxxbn SFS[D(8,3)(2,1)] gLLAQbdcefefanrxxjn toroidal gLLAQbdcefefanrxxnn SFS[D(8,3)(7,3)] gLLAQaeceeffjaoxsqj SFS[D(8,3)(2,1)] gLLAQaeceeffnanxsqj SFS[D(8,3)(8,3)] gLLAQaeceeffjanxsqj SFS[D(8,3)(7,3)] gLLAQaeceeffbarxsqj reducible gLLAQaeceeffnarxsqj toroidal gLLAQaeceeffjarxsqj toroidal gLLAQbdcefefaksaxvk SFS[D(8,3)(3,1)] gLLAQbdcefefakwaxvk SFS[D(8,3)(3,1)] gLLAQbdcefefakvaxwk SFS[D(8,3)(3,1)] gLLAQbdcefefaksaxwk SFS[D(8,3)(3,1)] gLLAQbdcefefakwaxwk reducible gLLAQbdcefefakvaxsk SFS[D(8,3)(3,1)] gLLAQbdcefefaksaxsk toroidal gLLAQbdcefefakwaxsk SFS[D(8,3)(3,1)] gLLAQbdcefefanvqxnn SFS[D(8,3)(2,1)] gLLAQbdcefefanwqxbn SFS[D(8,3)(2,1)] gLLAQbdcefefanwqxjn SFS[D(8,3)(7,2)] gLLAQbdcefefanwqxnn SFS[D(8,3)(5,1)] gLLAQbdcefefansqxjn toroidal gLLAQbdcefefansqxnn SFS[D(8,3)(7,2)] gLLAQaeceeffnavqsqj SFS[D(8,3)(2,1)] gLLAQaeceeffnasqsqj SFS[D(8,5)(7,3)] gLLAQaeceeffjasqsqj SFS[D(8,5)(8,3)] gLLAQaeceeffbawqsqj reducible gLLAQaeceeffnawqsqj toroidal gLLAQaeceeffjawqsqj toroidal gLLAQbdcefefakwqxbk SFS[D(8,3)(2,1)] gLLAQbdcefefakvqxnk SFS[D(8,3)(2,1)] gLLAQbdcefefaksqxnk SFS[D(8,5)(7,2)] gLLAQbdcefefakwqxnk SFS[D(8,5)(5,1)] gLLAQbdcefefaksqxjk toroidal gLLAQbdcefefakwqxjk SFS[D(8,5)(7,2)] gLLAQbdcefefarsahvr SFS[D(8,3)(3,1)] gLLAQbdcefefarwahvr SFS[D(8,3)(3,1)] gLLAQbdcefefarvahwr SFS[D(8,3)(3,1)] gLLAQbdcefefarsahwr SFS[D(8,3)(3,1)] gLLAQbdcefefarwahwr reducible gLLAQbdcefefarvahsr SFS[D(8,3)(3,1)] gLLAQbdcefefarsahsr toroidal gLLAQbdcefefarwahsr SFS[D(8,3)(3,1)] gLLAQbdcefeflnoxxbn SFS[D(5,2)(2,1)] gLLAQbdcefeflnolxbn SFS[D(5,2)(2,1)] gLLAQbdcefeflnnxxbn SFS[D(5,2)(2,1)] gLLAQbdcefeflnrxxbn toroidal gLLAQbdcefeflnvixbn SFS[D(5,2)(2,1)] gLLAQbdcefeflnvqxbn SFS[D(5,2)(2,1)] gLLAQbdcefeflnwqxbn toroidal gLLAQbdcefeflnsqxbn SFS[D(5,2)(2,1)] gLLAQbdecfeflnanxbn toroidal gLLAQbdecfeflnajxbn toroidal gLLAQbdcefeftnrxxbn SFS[D(7,2)(2,1)] gLLAQbdcefeftnwqxbn SFS[D(7,2)(2,1)] gLLAQaeceeffbtvpkqj SFS[D(3,1)(2,1)] gLLAQaeceeffntvpkqj toroidal gLLAQaeceeffjtvpkqj SFS[D(3,1)(2,1)] gLLAQaeceeffbtoakqj SFS[D(3,1)(2,1)] gLLAQbdcefeflkvixbk SFS[D(3,1)(2,1)] gLLAQbdcefeflkvqxbk SFS[D(3,1)(2,1)] gLLAQbdcefeflksqxbk SFS[D(3,1)(2,1)] gLLAQbdcefeflkwqxbk toroidal gLLAQbdecfeflkajxbk toroidal gLLAQbdecfeflkanxbk toroidal gLLAQbdecfeflkabxnk SFS[D(7,2)(3,1)] gLLAQbdecfeflkabxjk SFS[D(7,5)(3,1)] gLLAQaeceeffbxvmbqj SFS[D(3,1)(2,1)] gLLAQaeceeffbxotbqj SFS[D(3,1)(2,1)] gLLAQcbdefefqbgeqvj SFS[D(5,2)(2,1)] gLLAQcbdefefqbgmqoj SFS[D(5,2)(2,1)] gLLAQcbdefefabghhww SFS[D(2,1)(2,1)] gLLAQaeceeffjaoqoqj SFS[D(2,1)(2,1)] gLLAQcbdefefabbahrr SFS[D(2,1)(2,1)] gLLAQcbdefefabbxhnr SFS[D(3,1)(2,1)] gLLAQcbdefefabbxhjr SFS[D(3,1)(2,1)] gLLAQcbdefefabgxhjw SFS[D(3,1)(2,1)] gLLAQcbdefefabgxhnw SFS[D(3,1)(2,1)] gLLAQcbdefefabgahrw SFS[D(2,1)(2,1)] gLLAQbdecfefdkebhbr SFS[D(7,2)(2,1)] gLLAQbdecfefdkdbhbr SFS[D(7,2)(2,1)] gLLAQbdcefefafnaxon reducible gLLAQbdcefefafnahow reducible gLLAQbdcefefafnaxrn toroidal gLLAQbdcefefafnahnw toroidal gLLAQbdcefefafnahrw toroidal gLLAQbdcefefafoehvw SFS[D(5,2)(2,1)] gLLAQbdcefefafohhvw SFS[D(5,2)(2,1)] gLLAQbdcefefafnxxbn SFS[D(5,2)(2,1)] gLLAQbdcefefafnhhvw toroidal gLLAQbdcefefafohhww SFS[D(5,2)(2,1)] gLLAQbdcefefafnxxnn toroidal gLLAQbdcefefafnhhww toroidal gLLAQbdcefefafohhsw reducible gLLAQbdcefefafnxxjn toroidal gLLAQbdcefefafnhhsw toroidal gLLAQbdcefefafsahvw toroidal gLLAQbdcefefafvaxwn toroidal gLLAQbdcefefafvahww toroidal gLLAQbdcefefafsahww toroidal gLLAQbdcefefafsaxvn toroidal gLLAQbdcefefafsahsw toroidal gLLAQbdcefefafsaxwn toroidal gLLAQbdcefefafvixbn SFS[D(5,2)(2,1)] gLLAQbdcefefafvqxbn SFS[D(5,2)(2,1)] gLLAQbdcefefafsqxbn SFS[D(5,2)(2,1)] gLLAQbdcefefafvqxnn toroidal gLLAQbdcefefafsqxnn toroidal gLLAQbdcefefafwqxnn toroidal gLLAQbdcefefafsqxjn toroidal gLLAQbdcefefafohxvn SFS[D(5,2)(2,1)] gLLAQbdcefefafnhxvn toroidal gLLAQbdcefefafnxhbw SFS[D(5,2)(2,1)] gLLAQbdcefefafoexvn SFS[D(5,2)(2,1)] gLLAQbdcefefafohxwn SFS[D(5,2)(2,1)] gLLAQbdcefefafnhxwn toroidal gLLAQbdcefefafnxhnw toroidal gLLAQbdcefefafohxsn reducible gLLAQbdcefefafnhxsn toroidal gLLAQbdcefefafnxhjw toroidal gLLAQbdcefefafvihbw SFS[D(5,2)(2,1)] gLLAQbdcefefafvqhbw SFS[D(5,2)(2,1)] gLLAQbdcefefafsqhbw SFS[D(5,2)(2,1)] gLLAQbdcefefafvqhnw toroidal gLLAQbdcefefafsqhnw toroidal gLLAQbdcefefafwqhnw toroidal gLLAQbdcefefafsqhjw toroidal gLLMQcecfdefdhbmcrf reducible gLLMQcecfdefdhbqcrf reducible gLLAQbdecfefdkebqbj SFS[D(8,3)(2,1)] gLLAQbdecfefdkdbqbj SFS[D(8,3)(2,1)] gLLAQcbdefefabghxwn SFS[D(3,1)(2,1)] gLLAQcbdefefabgaxrn SFS[D(3,1)(2,1)] gLLAQaeceeffjaoqohr SFS[D(3,1)(2,1)] gLLAQcbdefefabbxqnj SFS[D(3,1)(3,2)] gLLAQcbdefefabbxqjj SFS[D(3,1)(3,1)] gLLAQcbdefefabgxxjn SFS[D(3,1)(3,2)] gLLAQcbdefefabgxxnn SFS[D(3,1)(3,1)] gLLAQcbdefefabbaqrj SFS[D(3,1)(2,1)] gLLAQaeeceffjaabshr reducible gLLAQaeeceffnaabshr reducible gLLAQaeeceffbaanshr reducible gLLAQaeeceffjaanshr toroidal gLLAQaeeceffnaanshr toroidal gLLAQaeeceffbaajshr reducible gLLAQaeeceffjaajshr toroidal gLLAQaeeceffnaajshr toroidal gLLAQbdcefefanoxhjw reducible gLLAQbdcefefanrxhbw SFS[D(7,2)(2,1)] gLLAQbdcefefanrxhjw toroidal gLLAQbdcefefanrxhnw SFS[D(7,3)(7,2)] gLLAQbdcefefannxhjw toroidal gLLAQbdcefefannxhnw SFS[D(8,3)(7,2)] gLLAQbdcefefakshqoj reducible gLLAQbdcefefakshqrj toroidal gLLAQbdcefefakwhqrj SFS[D(8,5)(7,2)] gLLAQbdcefefakvhqnj SFS[D(7,2)(2,1)] gLLAQbdcefefakshqnj toroidal gLLAQbdcefefakwhqnj SFS[D(7,4)(7,2)] gLLAQaeceeffnavqshr SFS[D(7,2)(2,1)] gLLAQaeceeffjasqshr SFS[D(8,5)(7,2)] gLLAQaeceeffnasqshr SFS[D(7,4)(7,2)] gLLAQaeceeffbawqshr reducible gLLAQaeceeffjawqshr toroidal gLLAQaeceeffnawqshr toroidal gLLAQbdcefefarsaqvj SFS[D(7,5)(3,1)] gLLAQbdcefefarwaqvj SFS[D(7,2)(3,1)] gLLAQbdcefefarvaqwj SFS[D(7,5)(3,1)] gLLAQbdcefefarsaqwj SFS[D(7,2)(3,1)] gLLAQbdcefefarwaqwj reducible gLLAQbdcefefarvaqsj SFS[D(7,2)(3,1)] gLLAQbdcefefarsaqsj toroidal gLLAQbdcefefarwaqsj SFS[D(7,5)(3,1)] gLLAQbdcefefakwqqbj SFS[D(7,2)(2,1)] gLLAQbdcefefakvqqnj SFS[D(7,2)(2,1)] gLLAQbdcefefaksqqnj SFS[D(7,5)(7,2)] gLLAQbdcefefakwqqnj SFS[D(7,5)(5,1)] gLLAQbdcefefaksqqjj toroidal gLLAQbdcefefakwqqjj SFS[D(7,5)(7,2)] gLLAQaeceeffjaoxshr SFS[D(7,2)(2,1)] gLLAQaeceeffjanxshr SFS[D(7,3)(7,2)] gLLAQaeceeffnanxshr SFS[D(8,3)(7,2)] gLLAQaeceeffbarxshr reducible gLLAQaeceeffjarxshr toroidal gLLAQaeceeffnarxshr toroidal gLLAQbdcefefanvqhnw SFS[D(7,2)(2,1)] gLLAQbdcefefanwqhbw SFS[D(7,2)(2,1)] gLLAQbdcefefanwqhjw SFS[D(7,2)(7,2)] gLLAQbdcefefanwqhnw SFS[D(7,2)(5,1)] gLLAQbdcefefansqhjw toroidal gLLAQbdcefefansqhnw SFS[D(7,2)(7,2)] gLLAQbdcefefaksaqvj SFS[D(7,2)(3,1)] gLLAQbdcefefakwaqvj SFS[D(7,5)(3,1)] gLLAQbdcefefakvaqwj SFS[D(7,2)(3,1)] gLLAQbdcefefaksaqwj SFS[D(7,5)(3,1)] gLLAQbdcefefakwaqwj reducible gLLAQbdcefefakvaqsj SFS[D(7,5)(3,1)] gLLAQbdcefefaksaqsj toroidal gLLAQbdcefefakwaqsj SFS[D(7,2)(3,1)] gLLAQbdcefeftnrxhbw SFS[D(8,3)(2,1)] gLLAQaeceeffbtoakhr SFS[D(2,1)(2,1)] gLLAQaeceeffbtvpkhr SFS[D(2,1)(2,1)] gLLAQaeceeffjtvpkhr SFS[D(2,1)(2,1)] gLLAQaeceeffntvpkhr toroidal gLLAQbdecfeflkajqbj toroidal gLLAQbdecfeflkanqbj toroidal gLLAQbdecfeflkabqnj SFS[D(8,3)(3,1)] gLLAQbdecfeflkabqjj SFS[D(8,3)(3,1)] gLLAQbdcefeflkviqbj SFS[D(2,1)(2,1)] gLLAQbdcefeflkvqqbj SFS[D(2,1)(2,1)] gLLAQbdcefeflksqqbj SFS[D(2,1)(2,1)] gLLAQbdcefeflkwqqbj toroidal gLLAQbdcefeftnwqhbw SFS[D(8,3)(2,1)] gLLAQcbdefefqbgexvk SFS[D(5,2)(2,1)] gLLAQcbdefefqbgmxok SFS[D(5,2)(2,1)] gLLAQbdcefeflnoxhbw SFS[D(5,2)(2,1)] gLLAQbdcefeflnolhbw SFS[D(5,2)(2,1)] gLLAQbdcefeflnrxhbw toroidal gLLAQbdcefeflnnxhbw SFS[D(5,2)(2,1)] gLLAQbdecfeflnanhbw toroidal gLLAQbdecfeflnajhbw toroidal gLLAQbdcefeflnvihbw SFS[D(5,2)(2,1)] gLLAQbdcefeflnvqhbw SFS[D(5,2)(2,1)] gLLAQbdcefeflnwqhbw toroidal gLLAQbdcefeflnsqhbw SFS[D(5,2)(2,1)] gLLAQaeceeffbxotbhr SFS[D(2,1)(2,1)] gLLAQaeceeffbxvmbhr SFS[D(2,1)(2,1)] gLLAQbdcefefmnnmhgw reducible gLLAQbdcefefmnnaxgn reducible gLLAQbdcefefmnnahgw reducible gLLAQbdcefefmnnmxgn reducible gLLAQbdcefefmnnxhfw SFS[D(5,2)(3,1)] gLLAQbdcefefmnndxvn SFS[D(5,3)(3,1)] gLLAQbdcefefmnodxsn reducible gLLAQbdcefefmnolhkw reducible gLLAQbdcefefmnodxwn reducible gLLAQbdcefefmnolhrw reducible gLLAQbdcefefmnsmxvn SFS[D(5,2)(2,1)] gLLAQbdcefefmnsqhfw SFS[D(5,2)(2,1)] gLLAQbdcefefmnsqxfn SFS[D(5,2)(2,1)] gLLAQbdcefefmnndhvw SFS[D(5,2)(3,1)] gLLAQbdcefefmnnxxfn SFS[D(5,3)(3,1)] gLLAQbdcefefmnodhsw reducible gLLAQbdcefefmnolxkn reducible gLLAQbdcefefmnodhww reducible gLLAQbdcefefmnolxrn reducible gLLAQbdcefefmnsmhvw SFS[D(5,2)(2,1)] gLLAQbdcefefhrohhvw SFS[D(5,3)(3,1)] gLLAQbdcefefhroehvw SFS[D(5,3)(3,1)] gLLAQbdcefefxnvmxvn SFS[D(8,3)(2,1)] gLLAQbdcefefxnvexvn SFS[D(8,3)(2,1)] gLLAQbdcefefenoaxgn SFS[D(5,2)(3,1)] gLLAQbdcefefenomxgn SFS[D(5,2)(3,1)] gLLAQbdecfefenabxfn SFS[D(2,1)(2,1)] gLLAQbdecfefenebxfn SFS[D(2,1)(2,1)] gLLAQbdcefefenomhgw SFS[D(5,3)(3,1)] gLLAQbdcefefenoahgw SFS[D(5,3)(3,1)] gLLAQbdecfefenabhfw SFS[D(3,1)(2,1)] gLLAQbdecfefenebhfw SFS[D(3,1)(2,1)] gLLAQbdcefefdrohhvw SFS[D(5,2)(3,1)] gLLAQbdcefefdroehvw SFS[D(5,2)(3,1)] gLLAQbdecfefdrebhbw toroidal gLLAQbdecfefdrdbhbw toroidal gLLMQcecfdefahcucrc reducible gLLMQcecfdefahctcrc reducible gLLAQcbdefefabcuhvr SFS[D(3,1)(2,1)] gLLAQcbdefefabcahor SFS[D(3,1)(2,1)] gLLAQcbdefefabcuqvj SFS[D(2,1)(2,1)] gLLAQcbdefefabcaqoj SFS[D(2,1)(2,1)] gLLAQbdcefefhroexvn SFS[D(5,2)(3,1)] gLLAQbdcefefhrohxvn SFS[D(5,2)(3,1)] gLLAQbdcefefxnvmhvw SFS[D(7,2)(2,1)] gLLAQbdcefefxnvehvw SFS[D(7,2)(2,1)] gLLAQbdcefefproexvn reducible gLLAQbdcefefproehvw reducible gLLAQbdcefefdroexvn SFS[D(5,3)(3,1)] gLLAQbdcefefdrohxvn SFS[D(5,3)(3,1)] gLLAQbdecfefdrebxbn toroidal gLLAQbdecfefdrdbxbn toroidal gLLAQaeceeffbpwpcqj reducible gLLAQaeceeffbpspcqj reducible gLLAQaeceeffbpnacqj reducible gLLAQaeceeffbpracqj reducible gLLAQaeeceffnpxbcqj SFS[D(3,1)(3,1)] gLLAQaeeceffjpxbcqj SFS[D(3,1)(3,2)] gLLAQaeeceffbpxncqj reducible gLLAQaeceeffbpricqj reducible gLLAQaeeceffbpxjcqj reducible gLLAQaeceeffbpnicqj reducible gLLAQbdcefefmksmxvk SFS[D(3,1)(2,1)] gLLAQbdcefefmkvuxrk SFS[D(3,1)(2,1)] gLLAQbdcefefmksqxfk SFS[D(3,1)(2,1)] gLLAQaeeceffnptbcqj SFS[D(3,1)(3,1)] gLLAQaeeceffjptbcqj SFS[D(3,1)(3,2)] gLLAQaeeceffbptjcqj reducible gLLAQaeceeffbpwhcqj reducible gLLAQaeeceffbptncqj reducible gLLAQaeceeffbpshcqj reducible gLLAQbdcefefmvsmhvr SFS[D(3,1)(2,1)] gLLAQaeceeffbqvqjqj SFS[D(3,1)(3,2)] gLLAQaeceeffbqoljqj SFS[D(3,1)(3,2)] gLLAQbdcefefxkvmxvk SFS[D(8,3)(2,1)] gLLAQbdcefefxkvexvk SFS[D(8,3)(2,1)] gLLAQaeceeffbmvmwqj SFS[D(3,1)(3,1)] gLLAQaeceeffbmotwqj SFS[D(3,1)(3,1)] gLLAQbdecfefekabxfk SFS[D(2,1)(2,1)] gLLAQbdecfefekebxfk SFS[D(2,1)(2,1)] gLLAQaeceeffblvpcqj SFS[D(3,1)(3,2)] gLLAQaeceeffbloacqj SFS[D(3,1)(3,2)] gLLAQbdecfefevabhfr SFS[D(5,2)(2,1)] gLLAQbdecfefevebhfr SFS[D(5,2)(2,1)] gLLAQaeceeffbtvqjqj SFS[D(3,1)(3,1)] gLLAQaeceeffbtoljqj SFS[D(3,1)(3,1)] gLLAQbdecfefdwebhbr toroidal gLLAQbdecfefdwdbhbr toroidal gLLAQaeceeffbavmwqj reducible gLLAQaeceeffbaotwqj reducible gLLAQcbdefefabkuhvw SFS[D(5,2)(2,1)] gLLAQcbdefefabkahow SFS[D(5,2)(2,1)] gLLAQcbdefefabnuqvj SFS[D(2,1)(2,1)] gLLAQcbdefefabnaqoj SFS[D(2,1)(2,1)] gLLAQaeceeffbxvpcqj SFS[D(3,1)(3,1)] gLLAQaeceeffbxoacqj SFS[D(3,1)(3,1)] gLLAQaeceeffbdvqjqj reducible gLLAQaeceeffbdoljqj reducible gLLAQbdcefefpgvhxok SFS[D(7,2)(2,1)] gLLAQbdcefefpgvdxok SFS[D(7,2)(2,1)] gLLAQbdcefefpwvhhor SFS[D(7,2)(2,1)] gLLAQbdcefefpwvdhor SFS[D(7,2)(2,1)] gLLAQaeceeffbivmwqj SFS[D(3,1)(3,2)] gLLAQaeceeffbiotwqj SFS[D(3,1)(3,2)] gLLAQbdecfefdgebxbk toroidal gLLAQbdecfefdgdbxbk toroidal gLLAQaeeceffbaanrqj reducible gLLAQaeeceffbaajrqj reducible gLLAQaeeceffjaanrqj toroidal gLLAQaeeceffjaajrqj toroidal gLLAQaeeceffnaajrqj toroidal gLLAQaeceeffbaolrqj SFS[D(3,1)(2,1)] gLLAQaeceeffbavqrqj SFS[D(3,1)(2,1)] gLLAQaeceeffjavqrqj SFS[D(3,1)(2,1)] gLLAQaeceeffnavqrqj toroidal gLLAQaeceeffbasqrqj SFS[D(3,1)(2,1)] gLLAQaeceeffjasqrqj toroidal gLLAQaeceeffnasqrqj toroidal gLLAQaeceeffbawqrqj reducible gLLAQaeceeffjawqrqj toroidal gLLAQaeceeffnawqrqj toroidal gLLAQbdcefefajsahvr toroidal gLLAQbdcefefajwahvr toroidal gLLAQbdcefefajvahwr toroidal gLLAQbdcefefajsahwr toroidal gLLAQbdcefefajwahwr reducible gLLAQbdcefefajvahsr toroidal gLLAQbdcefefajsahsr toroidal gLLAQbdcefefajwahsr toroidal gLLAQbdcefefasvixbk SFS[D(3,1)(2,1)] gLLAQbdcefefasvqxbk SFS[D(3,1)(2,1)] gLLAQbdcefefassqxbk SFS[D(3,1)(2,1)] gLLAQbdcefefasvqxnk toroidal gLLAQbdcefefassqxnk toroidal gLLAQbdcefefaswqxnk toroidal gLLAQbdcefefassqxjk toroidal gLLAQaeceeffbaoxrqj SFS[D(3,1)(2,1)] gLLAQaeceeffjaoxrqj toroidal gLLAQaeceeffnaoxrqj SFS[D(3,1)(2,1)] gLLAQaeceeffbavirqj SFS[D(3,1)(2,1)] gLLAQaeceeffbanxrqj SFS[D(3,1)(2,1)] gLLAQaeceeffjanxrqj toroidal gLLAQaeceeffnanxrqj toroidal gLLAQaeceeffbarxrqj reducible gLLAQaeceeffjarxrqj toroidal gLLAQaeceeffnarxrqj toroidal gLLAQbdcefefajvihbr SFS[D(3,1)(2,1)] gLLAQbdcefefajvqhbr SFS[D(3,1)(2,1)] gLLAQbdcefefajsqhbr SFS[D(3,1)(2,1)] gLLAQbdcefefajvqhnr toroidal gLLAQbdcefefajsqhnr toroidal gLLAQbdcefefajwqhnr toroidal gLLAQbdcefefajsqhjr toroidal gLLAQaeceeffbdomoqj reducible gLLAQaeceeffbdvhoqj reducible gLLAQaeeceffbaancqj reducible gLLAQaeeceffbaajcqj reducible gLLAQaeeceffbaajchr reducible gLLAQaeeceffjaancqj SFS[D(3,1)(3,1)] gLLAQaeeceffjaajchr SFS[D(3,1)(3,2)] gLLAQaeeceffbaanchr reducible gLLAQaeeceffnaanchr SFS[D(3,1)(3,2)] gLLAQaeeceffjaanchr SFS[D(3,1)(3,1)] gLLAQaeceeffbarxcqj reducible gLLAQaeceeffjarxcqj SFS[D(3,1)(2,1)] gLLAQaeceeffnarxcqj SFS[D(3,1)(2,1)] gLLAQaeceeffbawqcqj reducible gLLAQaeceeffjawqcqj SFS[D(3,1)(2,1)] gLLAQaeceeffnawqcqj SFS[D(3,1)(2,1)] gLLAQaeceeffbarxchr reducible gLLAQaeceeffnarxchr SFS[D(3,1)(2,1)] gLLAQaeceeffjarxchr SFS[D(3,1)(2,1)] gLLAQbdcefefabsaqsj SFS[D(2,1)(2,1)] gLLAQbdcefefabsqxjk SFS[D(2,1)(2,1)] gLLAQaeceeffbawqchr reducible gLLAQaeceeffnawqchr SFS[D(3,1)(2,1)] gLLAQaeceeffjawqchr SFS[D(3,1)(2,1)] gLLAQbdcefefabsqqjj SFS[D(2,1)(2,1)] gLLAQbdcefefavsahsr SFS[D(2,1)(2,1)] gLLAQaeceeffjmoxcqj SFS[D(8,3)(2,1)] gLLAQaeceeffbivichr SFS[D(2,1)(2,1)] gLLAQaeceeffbioxchr SFS[D(2,1)(2,1)] gLLAQaeceeffnioxchr SFS[D(2,1)(2,1)] gLLAQaeceeffjioxchr toroidal gLLAQbdecfeflvajqbj toroidal gLLAQbdecfeflvanqbj toroidal gLLAQbdecfeflvabqnj SFS[D(8,3)(3,1)] gLLAQbdecfeflvabqjj SFS[D(8,3)(3,1)] gLLAQbdcefeflvviqbj SFS[D(2,1)(2,1)] gLLAQbdcefeflvvqqbj SFS[D(2,1)(2,1)] gLLAQbdcefeflvsqqbj SFS[D(2,1)(2,1)] gLLAQbdcefeflvwqqbj toroidal gLLAQbdcefeftvwqhbr SFS[D(8,3)(2,1)] gLLAQaeceeffbqoiwqj SFS[D(3,1)(2,1)] gLLAQaeceeffbqvdwqj SFS[D(3,1)(2,1)] gLLAQaeceeffbioxcqj SFS[D(3,1)(2,1)] gLLAQaeceeffbivicqj SFS[D(3,1)(2,1)] gLLAQaeceeffjioxcqj toroidal gLLAQaeceeffnioxcqj SFS[D(3,1)(2,1)] gLLAQaeceeffjmoxchr SFS[D(7,2)(2,1)] gLLAQbdecfeflvabhjr SFS[D(7,2)(3,1)] gLLAQbdecfeflvabhnr SFS[D(7,5)(3,1)] gLLAQbdecfeflvanhbr toroidal gLLAQbdecfeflvajhbr toroidal gLLAQbdcefeftvwqqbj SFS[D(7,2)(2,1)] gLLAQbdcefeflvvihbr SFS[D(3,1)(2,1)] gLLAQbdcefeflvvqhbr SFS[D(3,1)(2,1)] gLLAQbdcefeflvwqhbr toroidal gLLAQbdcefeflvsqhbr SFS[D(3,1)(2,1)] gLLAQaeceeffbqvdwhr SFS[D(2,1)(2,1)] gLLAQaeceeffbqoiwhr SFS[D(2,1)(2,1)] gLLAQbdecfefdoebhbr SFS[D(8,3)(2,1)] gLLAQbdecfefdodbhbr SFS[D(8,3)(2,1)] gLLAQaeceeffnavxkqj SFS[D(5,2)(2,1)] gLLAQcbdefefabraxrk SFS[D(5,2)(2,1)] gLLAQaeceeffnavxkhr SFS[D(5,2)(2,1)] gLLAQcbdefefabrxqnj SFS[D(5,3)(3,1)] gLLAQcbdefefabrxqjj SFS[D(5,2)(3,1)] gLLAQcbdefefabrxxjk SFS[D(5,3)(3,1)] gLLAQcbdefefabrxxnk SFS[D(5,2)(3,1)] gLLAQcbdefefabraqrj SFS[D(5,2)(2,1)] gLLAQbdecfefdoebqbj SFS[D(7,2)(2,1)] gLLAQbdecfefdodbqbj SFS[D(7,2)(2,1)] gLLAQaeceeffbpvmber SFS[D(2,1)(2,1)] gLLAQaeceeffbpotber SFS[D(2,1)(2,1)] gLLAQaeceeffbaoqoer SFS[D(2,1)(2,1)] gLLAQaeceeffbaveoer SFS[D(2,1)(2,1)] gLLMQcecfdefdpbmcrf reducible gLLMQcecfdefdpbqcrf reducible gLLMQcecfdefdlbmcsf reducible gLLMQcecfdefdlbqcsf reducible gLLMQcecfdefalcucsc reducible gLLMQcecfdefalctcsc reducible gLLAQbdcefefproeevn reducible gLLAQbdcefefproedvw reducible gLLAQaeceeffbaoqoiw SFS[D(2,1)(2,1)] gLLAQaeceeffbaveoiw SFS[D(2,1)(2,1)] gLLAQaeceeffbpvmbiw SFS[D(2,1)(2,1)] gLLAQaeceeffbpotbiw SFS[D(2,1)(2,1)] gLLAQbdcefefafnapoc reducible gLLAQbdcefefafnamob reducible gLLAQbdcefefafnamrb SFS[D(3,1)(3,1)] gLLAQbdcefefafnamnb SFS[D(3,1)(3,2)] gLLAQbdcefefafohmsb reducible gLLAQbdcefefafnxmjb SFS[D(3,1)(2,1)] gLLAQbdcefefafnhmsb SFS[D(3,1)(2,1)] gLLAQbdcefefafohpsc reducible gLLAQbdcefefafnxpjc SFS[D(3,1)(2,1)] gLLAQbdcefefafnhpsc SFS[D(3,1)(2,1)] gLLAQbdcefefafsamsb SFS[D(2,1)(2,1)] gLLAQbdcefefafsqmjb SFS[D(2,1)(2,1)] gLLMQcecfdefddbpcok reducible gLLMQcecfdefddbpjof reducible gLLAQcbdefefdnbldvo reducible gLLAQcbdefefinoeivb reducible gLLMQcecfdefdibpjbf reducible gLLAQcbdefefinoedvo reducible gLLAQaeeceffnalbotb reducible gLLAQaeeceffjalbotb reducible gLLAQcbdefefabbmirb reducible gLLAQcbdefefabbuiwb reducible gLLAQaeceeffbdvqntb reducible gLLAQaeceeffbdolntb reducible gLLAQaeceeffbdomktb reducible gLLAQaeceeffbdvhktb reducible gLLAQaeeceffjphbbtb reducible gLLAQaeeceffnphbbtb reducible gLLAQcbdefefdbcpirb reducible gLLAQcbdefefdbctiwb reducible gLLAQbdcefefmnnipgc reducible gLLAQbdcefefmnnimgb reducible gLLAQbdcefefmnopmrb reducible gLLAQbdcefefmnopprc reducible gLLMQcecfdefadcxcoj reducible gLLAQcbdefefanchdvo reducible gLLAQbdcefefprnupvc reducible gLLAQbdcefefprnumvb reducible gLLAQbdcefefprolmnb reducible gLLAQbdcefefprolpnc reducible gLLAQaeeceffbpujcuf reducible gLLAQaeeceffbpuncuf reducible gLLAQaeeceffbpunctb reducible gLLAQaeeceffbpujctb reducible gLLAQaeceeffbpwdcuf reducible gLLAQaeceeffbprmcuf reducible gLLAQaeceeffbpwdctb reducible gLLAQaeceeffbprmctb reducible gLLAQaeceeffblvhctb reducible gLLAQaeceeffblomctb reducible gLLAQaeeceffbaancuf reducible gLLAQaeeceffbaajcuf reducible gLLAQaeeceffbaajctb reducible gLLAQaeeceffjaancuf SFS[D(3,1)(3,1)] gLLAQaeeceffjaajctb SFS[D(3,1)(3,2)] gLLAQaeeceffbaanctb reducible gLLAQaeeceffnaanctb SFS[D(3,1)(3,2)] gLLAQaeeceffjaanctb SFS[D(3,1)(3,1)] gLLAQaeceeffbarxcuf reducible gLLAQaeceeffjarxcuf SFS[D(3,1)(2,1)] gLLAQaeceeffnarxcuf SFS[D(3,1)(2,1)] gLLAQaeceeffbawqcuf reducible gLLAQaeceeffjawqcuf SFS[D(3,1)(2,1)] gLLAQaeceeffnawqcuf SFS[D(3,1)(2,1)] gLLAQaeceeffbarxctb reducible gLLAQaeceeffnarxctb SFS[D(3,1)(2,1)] gLLAQaeceeffjarxctb SFS[D(3,1)(2,1)] gLLAQbdcefefabsaisf SFS[D(2,1)(2,1)] gLLAQbdcefefabsqijf SFS[D(2,1)(2,1)] gLLAQaeceeffbawqctb reducible gLLAQaeceeffnawqctb SFS[D(3,1)(2,1)] gLLAQaeceeffjawqctb SFS[D(3,1)(2,1)] gLLAQbdcefefabsqljc SFS[D(2,1)(2,1)] gLLAQbdcefefavsadso SFS[D(2,1)(2,1)] gLLAQaeceeffbmvqctb reducible gLLAQaeceeffbmolctb reducible gLLAQbdcefefxkvmqvc SFS[D(2,1)(2,1)] gLLAQbdcefefxkveqvc SFS[D(2,1)(2,1)] gLLAQbdecfefekabqfc reducible gLLAQbdecfefekebqfc reducible gLLAQcbdefefabnuxvf reducible gLLAQcbdefefabnaxof reducible gLLAQbdecfefdgebqbc reducible gLLAQbdecfefdgdbqbc reducible gLLAQaeeceffbaanrhf reducible gLLAQaeeceffbaajrhf reducible gLLAQaeeceffjaanrhf SFS[D(3,1)(3,1)] gLLAQaeeceffjaajrhf SFS[D(3,1)(3,2)] gLLAQaeeceffnaajrhf SFS[D(3,1)(3,1)] gLLAQaeceeffbawqrhf reducible gLLAQaeceeffjawqrhf SFS[D(3,1)(2,1)] gLLAQaeceeffnawqrhf SFS[D(3,1)(2,1)] gLLAQbdcefefajsaqsb SFS[D(2,1)(2,1)] gLLAQbdcefefassqqjc SFS[D(2,1)(2,1)] gLLAQaeceeffbarxrhf reducible gLLAQaeceeffjarxrhf SFS[D(3,1)(2,1)] gLLAQaeceeffnarxrhf SFS[D(3,1)(2,1)] gLLAQbdcefefajsqqjb SFS[D(2,1)(2,1)] gLLAQaeeceffnaabsqb reducible gLLAQaeeceffjaabsqb reducible gLLAQaeeceffbaajsqb reducible gLLAQaeeceffnaajsqb SFS[D(3,1)(3,1)] gLLAQaeeceffjaajsqb SFS[D(3,1)(3,2)] gLLAQaeeceffbaansqb reducible gLLAQaeeceffnaansqb SFS[D(3,1)(3,2)] gLLAQaeeceffjaansqb SFS[D(3,1)(3,1)] gLLAQbdcefefakshxof reducible gLLAQbdcefefakshxnf SFS[D(3,1)(2,1)] gLLAQbdcefefakshxrf SFS[D(3,1)(2,1)] gLLAQbdcefefanoxxjb reducible gLLAQbdcefefannxxjb SFS[D(3,1)(2,1)] gLLAQbdcefefanrxxjb SFS[D(3,1)(2,1)] gLLAQaeceeffbarxsqb reducible gLLAQaeceeffnarxsqb SFS[D(3,1)(2,1)] gLLAQaeceeffjarxsqb SFS[D(3,1)(2,1)] gLLAQbdcefefaksaxsf SFS[D(2,1)(2,1)] gLLAQbdcefefansqxjb SFS[D(2,1)(2,1)] gLLAQaeceeffbawqsqb reducible gLLAQaeceeffnawqsqb SFS[D(3,1)(2,1)] gLLAQaeceeffjawqsqb SFS[D(3,1)(2,1)] gLLAQbdcefefaksqxjf SFS[D(2,1)(2,1)] gLLAQbdcefefarsahso SFS[D(2,1)(2,1)] gLLAQbdcefeftnrxxbb SFS[D(2,1)(2,1)] gLLAQbdcefeftnwqxbb SFS[D(2,1)(2,1)] gLLAQaeceeffbtvpkqb reducible gLLAQaeceeffntvpkqb reducible gLLAQaeceeffjtvpkqb reducible gLLAQaeceeffbtoakqb reducible gLLAQbdcefeflkvixbf reducible gLLAQbdcefeflkvqxbf reducible gLLAQbdcefeflksqxbf reducible gLLAQbdcefeflkwqxbf reducible gLLAQbdecfeflkajxbf reducible gLLAQbdecfeflkanxbf reducible gLLAQbdecfeflkabxnf SFS[D(3,1)(2,1)] gLLAQbdecfeflkabxjf SFS[D(3,1)(2,1)] gLLAQaeceeffbxvmbqb reducible gLLAQaeceeffbxotbqb reducible gLLAQbdecfefdkebhbo SFS[D(2,1)(2,1)] gLLAQbdecfefdkdbhbo SFS[D(2,1)(2,1)] gLLAQbdcefefafnaxob reducible gLLAQbdcefefafnahoc reducible gLLAQbdcefefafnaxrb SFS[D(3,1)(3,1)] gLLAQbdcefefafnahnc SFS[D(3,1)(3,2)] gLLAQbdcefefafnahrc SFS[D(3,1)(3,1)] gLLAQbdcefefafohhsc reducible gLLAQbdcefefafnxxjb SFS[D(3,1)(2,1)] gLLAQbdcefefafnhhsc SFS[D(3,1)(2,1)] gLLAQbdcefefafsahsc SFS[D(2,1)(2,1)] gLLAQbdcefefafsqxjb SFS[D(2,1)(2,1)] gLLAQbdcefefafohxsb reducible gLLAQbdcefefafnhxsb SFS[D(3,1)(2,1)] gLLAQbdcefefafnxhjc SFS[D(3,1)(2,1)] gLLAQbdcefefafsqhjc SFS[D(2,1)(2,1)] gLLAQcbdefefabghxwb reducible gLLAQcbdefefabgaxrb reducible gLLAQaeceeffjaoqohf reducible gLLAQcbdefefabbxqnb reducible gLLAQcbdefefabbxqjb reducible gLLAQcbdefefabgxxjb reducible gLLAQcbdefefabgxxnb reducible gLLAQcbdefefabbaqrb reducible gLLAQaeeceffjaabshf reducible gLLAQaeeceffnaabshf reducible gLLAQaeeceffbaanshf reducible gLLAQaeeceffjaanshf toroidal gLLAQaeeceffnaanshf toroidal gLLAQaeeceffbaajshf reducible gLLAQaeeceffjaajshf toroidal gLLAQaeeceffnaajshf toroidal gLLAQbdcefefanoxhjc reducible gLLAQbdcefefanrxhbc SFS[D(2,1)(2,1)] gLLAQbdcefefanrxhjc toroidal gLLAQbdcefefanrxhnc SFS[D(7,3)(2,1)] gLLAQbdcefefannxhjc toroidal gLLAQbdcefefannxhnc SFS[D(8,3)(2,1)] gLLAQbdcefefakshqoc reducible gLLAQbdcefefakshqrc toroidal gLLAQbdcefefakwhqrc SFS[D(8,3)(2,1)] gLLAQbdcefefakvhqnc SFS[D(2,1)(2,1)] gLLAQbdcefefakshqnc toroidal gLLAQbdcefefakwhqnc SFS[D(7,3)(2,1)] gLLAQaeceeffnavqshf SFS[D(2,1)(2,1)] gLLAQaeceeffjasqshf SFS[D(8,3)(2,1)] gLLAQaeceeffnasqshf SFS[D(7,3)(2,1)] gLLAQaeceeffbawqshf reducible gLLAQaeceeffjawqshf toroidal gLLAQaeceeffnawqshf toroidal gLLAQbdcefefarsaqvb SFS[D(3,1)(2,1)] gLLAQbdcefefarwaqvb SFS[D(3,1)(2,1)] gLLAQbdcefefarvaqwb SFS[D(3,1)(2,1)] gLLAQbdcefefarsaqwb SFS[D(3,1)(2,1)] gLLAQbdcefefarwaqwb reducible gLLAQbdcefefarvaqsb SFS[D(3,1)(2,1)] gLLAQbdcefefarsaqsb toroidal gLLAQbdcefefarwaqsb SFS[D(3,1)(2,1)] gLLAQbdcefefakwqqbc SFS[D(2,1)(2,1)] gLLAQbdcefefakvqqnc SFS[D(2,1)(2,1)] gLLAQbdcefefaksqqnc SFS[D(7,2)(2,1)] gLLAQbdcefefakwqqnc SFS[D(5,1)(2,1)] gLLAQbdcefefaksqqjc toroidal gLLAQbdcefefakwqqjc SFS[D(7,2)(2,1)] gLLAQaeceeffjaoxshf SFS[D(2,1)(2,1)] gLLAQaeceeffjanxshf SFS[D(7,3)(2,1)] gLLAQaeceeffnanxshf SFS[D(8,3)(2,1)] gLLAQaeceeffbarxshf reducible gLLAQaeceeffjarxshf toroidal gLLAQaeceeffnarxshf toroidal gLLAQbdcefefanvqhnc SFS[D(2,1)(2,1)] gLLAQbdcefefanwqhbc SFS[D(2,1)(2,1)] gLLAQbdcefefanwqhjc SFS[D(7,2)(2,1)] gLLAQbdcefefanwqhnc SFS[D(5,1)(2,1)] gLLAQbdcefefansqhjc toroidal gLLAQbdcefefansqhnc SFS[D(7,2)(2,1)] gLLAQbdcefefaksaqvc SFS[D(3,1)(2,1)] gLLAQbdcefefakwaqvc SFS[D(3,1)(2,1)] gLLAQbdcefefakvaqwc SFS[D(3,1)(2,1)] gLLAQbdcefefaksaqwc SFS[D(3,1)(2,1)] gLLAQbdcefefakwaqwc reducible gLLAQbdcefefakvaqsc SFS[D(3,1)(2,1)] gLLAQbdcefefaksaqsc toroidal gLLAQbdcefefakwaqsc SFS[D(3,1)(2,1)] gLLAQbdecfefenabhfc reducible gLLAQbdecfefenebhfc reducible gLLAQbdecfefdrebhbc reducible gLLAQbdecfefdrdbhbc reducible gLLAQcbdefefabcuhvo reducible gLLAQcbdefefabcahoo reducible gLLAQbdcefefxnvmhvc SFS[D(2,1)(2,1)] gLLAQbdcefefxnvehvc SFS[D(2,1)(2,1)] gLLAQaeceeffbpwpcqb reducible gLLAQaeceeffbpspcqb reducible gLLAQaeceeffbpnacqb reducible gLLAQaeceeffbpracqb reducible gLLAQaeeceffnpxbcqb reducible gLLAQaeeceffjpxbcqb reducible gLLAQaeeceffbpxncqb reducible gLLAQaeceeffbpricqb reducible gLLAQaeeceffbpxjcqb reducible gLLAQaeceeffbpnicqb reducible gLLAQbdcefefmksmxvf reducible gLLAQbdcefefmkvuxrf reducible gLLAQbdcefefmksqxff reducible gLLAQaeeceffnptbcqb reducible gLLAQaeeceffjptbcqb reducible gLLAQaeeceffbptjcqb reducible gLLAQaeceeffbpwhcqb reducible gLLAQaeeceffbptncqb reducible gLLAQaeceeffbpshcqb reducible gLLAQbdcefefmvsmhvo reducible gLLAQaeceeffbqvqjqb reducible gLLAQaeceeffbqoljqb reducible gLLAQaeceeffbmvmwqb reducible gLLAQaeceeffbmotwqb reducible gLLAQaeceeffblvpcqb reducible gLLAQaeceeffbloacqb reducible gLLAQaeceeffbtvqjqb reducible gLLAQaeceeffbtoljqb reducible gLLAQaeceeffbavmwqb reducible gLLAQaeceeffbaotwqb reducible gLLAQaeceeffbxvpcqb reducible gLLAQaeceeffbxoacqb reducible gLLAQaeceeffbdvqjqb reducible gLLAQaeceeffbdoljqb reducible gLLAQbdcefefpgvhxof SFS[D(2,1)(2,1)] gLLAQbdcefefpgvdxof SFS[D(2,1)(2,1)] gLLAQbdcefefpwvhhoo SFS[D(2,1)(2,1)] gLLAQbdcefefpwvdhoo SFS[D(2,1)(2,1)] gLLAQaeceeffbivmwqb reducible gLLAQaeceeffbiotwqb reducible gLLAQaeeceffbaanrqb reducible gLLAQaeeceffbaajrqb reducible gLLAQaeeceffjaanrqb reducible gLLAQaeeceffjaajrqb reducible gLLAQaeeceffnaajrqb reducible gLLAQaeceeffbaolrqb reducible gLLAQaeceeffbavqrqb reducible gLLAQaeceeffjavqrqb reducible gLLAQaeceeffnavqrqb reducible gLLAQaeceeffbasqrqb reducible gLLAQaeceeffjasqrqb reducible gLLAQaeceeffnasqrqb reducible gLLAQaeceeffbawqrqb reducible gLLAQaeceeffjawqrqb reducible gLLAQaeceeffnawqrqb reducible gLLAQbdcefefajsahvo reducible gLLAQbdcefefajwahvo reducible gLLAQbdcefefajvahwo reducible gLLAQbdcefefajsahwo reducible gLLAQbdcefefajwahwo reducible gLLAQbdcefefajvahso reducible gLLAQbdcefefajsahso reducible gLLAQbdcefefajwahso reducible gLLAQbdcefefasvixbf reducible gLLAQbdcefefasvqxbf reducible gLLAQbdcefefassqxbf reducible gLLAQbdcefefasvqxnf reducible gLLAQbdcefefassqxnf reducible gLLAQbdcefefaswqxnf reducible gLLAQbdcefefassqxjf reducible gLLAQaeceeffbaoxrqb reducible gLLAQaeceeffjaoxrqb reducible gLLAQaeceeffnaoxrqb reducible gLLAQaeceeffbavirqb reducible gLLAQaeceeffbanxrqb reducible gLLAQaeceeffjanxrqb reducible gLLAQaeceeffnanxrqb reducible gLLAQaeceeffbarxrqb reducible gLLAQaeceeffjarxrqb reducible gLLAQaeceeffnarxrqb reducible gLLAQbdcefefajvihbo reducible gLLAQbdcefefajvqhbo reducible gLLAQbdcefefajsqhbo reducible gLLAQbdcefefajvqhno reducible gLLAQbdcefefajsqhno reducible gLLAQbdcefefajwqhno reducible gLLAQbdcefefajsqhjo reducible gLLAQaeceeffbdomoqb reducible gLLAQaeceeffbdvhoqb reducible gLLAQaeeceffbaancqb reducible gLLAQaeeceffbaajcqb reducible gLLAQaeeceffbaajchf reducible gLLAQaeeceffjaancqb SFS[D(3,1)(3,1)] gLLAQaeeceffjaajchf SFS[D(3,1)(3,2)] gLLAQaeeceffbaanchf reducible gLLAQaeeceffnaanchf SFS[D(3,1)(3,2)] gLLAQaeeceffjaanchf SFS[D(3,1)(3,1)] gLLAQaeceeffbarxcqb reducible gLLAQaeceeffjarxcqb SFS[D(3,1)(2,1)] gLLAQaeceeffnarxcqb SFS[D(3,1)(2,1)] gLLAQaeceeffbawqcqb reducible gLLAQaeceeffjawqcqb SFS[D(3,1)(2,1)] gLLAQaeceeffnawqcqb SFS[D(3,1)(2,1)] gLLAQaeceeffbarxchf reducible gLLAQaeceeffnarxchf SFS[D(3,1)(2,1)] gLLAQaeceeffjarxchf SFS[D(3,1)(2,1)] gLLAQbdcefefabsaqsc SFS[D(2,1)(2,1)] gLLAQbdcefefabsqxjf SFS[D(2,1)(2,1)] gLLAQaeceeffbawqchf reducible gLLAQaeceeffnawqchf SFS[D(3,1)(2,1)] gLLAQaeceeffjawqchf SFS[D(3,1)(2,1)] gLLAQbdcefefabsqqjc SFS[D(2,1)(2,1)] gLLAQbdcefefavsahso SFS[D(2,1)(2,1)] gLLAQaeceeffbqoiwqb reducible gLLAQaeceeffbqvdwqb reducible gLLAQaeceeffbioxcqb reducible gLLAQaeceeffbivicqb reducible gLLAQaeceeffjioxcqb reducible gLLAQaeceeffnioxcqb reducible gLLAQaeceeffjmoxchf SFS[D(2,1)(2,1)] gLLAQbdecfeflvabhjo SFS[D(3,1)(2,1)] gLLAQbdecfeflvabhno SFS[D(3,1)(2,1)] gLLAQbdecfeflvanhbo reducible gLLAQbdecfeflvajhbo reducible gLLAQbdcefeftvwqqbb SFS[D(2,1)(2,1)] gLLAQbdcefeflvvihbo reducible gLLAQbdcefeflvvqhbo reducible gLLAQbdcefeflvwqhbo reducible gLLAQbdcefeflvsqhbo reducible gLLAQbdecfefdoebqbb SFS[D(2,1)(2,1)] gLLAQbdecfefdodbqbb SFS[D(2,1)(2,1)] gLLAQaeceeffblvejdb reducible gLLAQaeceeffbloqjdb reducible gLLAQaeceeffbloqjef reducible gLLAQaeceeffblvejef reducible gLLAQaeceeffbivucdb reducible gLLAQaeceeffbiopcdb reducible gLLAQaeceeffbqomwef reducible gLLAQaeceeffbqvhwef reducible gLLAQaeceeffbdvhwdb reducible gLLAQaeceeffbdomwdb reducible gLLAQaeceeffbiopcef reducible gLLAQaeceeffbivucef reducible gLLAQaeceeffbdomwef reducible gLLAQaeceeffbdvhwef reducible gLLAQaeceeffbqvhwdb reducible gLLAQaeceeffbqomwdb reducible gLLAQaeeceffbpujsef reducible gLLAQaeeceffbpunsef reducible gLLAQaeeceffbpujsdb reducible gLLAQaeeceffbpunsdb reducible gLLAQaeceeffbpvdsef reducible gLLAQaeceeffbpwdsef reducible gLLAQaeceeffbpsdsef reducible gLLAQaeceeffbpoisef reducible gLLAQaeceeffbpomsef reducible gLLAQaeceeffbprmsef reducible gLLAQaeceeffbpnmsef reducible gLLAQaeceeffbpvhsef reducible gLLAQaeceeffbpomsdb reducible gLLAQaeceeffbpvhsdb reducible gLLAQaeceeffbpnmsdb reducible gLLAQaeceeffbprmsdb reducible gLLAQaeceeffbpoisdb reducible gLLAQaeceeffbpvdsdb reducible gLLAQaeceeffbpsdsdb reducible gLLAQaeceeffbpwdsdb reducible gLLAQaeceeffbdolbdb reducible gLLAQaeceeffbdolbef reducible gLLAQbdcefefpovhpoo T2xI gLLAQbdcefefpovdpoo T2xI gLLAQbdcefefpovhuob T2xI gLLAQbdcefefpovduob T2xI gLLAQbdecfeflrdbubb SFS[D(2,1)(2,1)] gLLAQbdecfeflrebubb SFS[D(2,1)(2,1)] gLLAQaeeceffbpujcef reducible gLLAQaeeceffbpuncef reducible gLLAQaeeceffbpuncmc reducible gLLAQaeeceffbpujcmc reducible gLLAQaeceeffbpwdcef reducible gLLAQaeceeffbprmcef reducible gLLAQaeceeffbpwdcmc reducible gLLAQaeceeffbprmcmc reducible gLLAQaeceeffbtvijef reducible gLLAQaeceeffbtoxjef reducible gLLAQaeceeffjtoxjef reducible gLLAQaeceeffntoxjef reducible gLLAQaeceeffjtoxjmc SFS[D(2,1)(2,1)] gLLAQbdecfefdwabunb SFS[D(3,1)(2,1)] gLLAQbdecfefdwabujb SFS[D(3,1)(2,1)] gLLAQbdecfefdwabtjv reducible gLLAQbdecfefdwabtnv reducible gLLAQbdcefefdwwqtbv SFS[D(2,1)(2,1)] gLLAQbdcefefdwvqubb reducible gLLAQbdcefefdwviubb reducible gLLAQbdcefefdwwqubb reducible gLLAQbdcefefdwsqubb reducible gLLAQaeceeffbxvdcef reducible gLLAQaeceeffbxoicef reducible gLLAQbdecfeflsdbubb SFS[D(2,1)(2,1)] gLLAQbdecfeflsebubb SFS[D(2,1)(2,1)] gLLAQaeeceffbpujref reducible gLLAQaeeceffbpunref reducible gLLAQaeeceffjpubref reducible gLLAQaeeceffnpubref reducible gLLAQaeceeffbpwdref reducible gLLAQaeceeffbprmref reducible gLLAQbdcefefmbspugb reducible gLLAQbdcefefmfoplrf reducible gLLAQaeceeffbqopnef reducible gLLAQaeceeffbqvunef reducible gLLAQaeceeffbioqoef reducible gLLAQaeceeffbiveoef reducible gLLAQaeceeffjiveoef reducible gLLAQaeceeffniveoef reducible gLLAQbdcefefdfvqubb reducible gLLAQbdcefefdfviubb reducible gLLAQbdcefefdfwqubb reducible gLLAQbdcefefdfsqubb reducible gLLAQbdcefefdcrxlbf SFS[D(2,1)(2,1)] gLLAQbdcefefdcwqlbf SFS[D(2,1)(2,1)] gLLAQbdecfefdcajlbf SFS[D(3,1)(2,1)] gLLAQbdecfefdcanlbf SFS[D(3,1)(2,1)] gLLAQbdecfefdcabljf reducible gLLAQbdecfefdcablnf reducible gLLAQbdecfeflrebpbo SFS[D(2,1)(2,1)] gLLAQbdecfeflrdbpbo SFS[D(2,1)(2,1)] gLLAQaeeceffjpubrdb reducible gLLAQaeeceffnpubrdb reducible gLLAQaeeceffbpujrdb reducible gLLAQaeeceffbpunrdb reducible gLLAQbdcefefmfoptrf reducible gLLAQbdcefefmbsppgb reducible gLLAQaeceeffbprmrdb reducible gLLAQaeceeffbpwdrdb reducible gLLAQbdcefefdcrxtbf SFS[D(2,1)(2,1)] gLLAQaeceeffbioqodb reducible gLLAQaeceeffbiveodb reducible gLLAQaeceeffjiveodb reducible gLLAQaeceeffniveodb reducible gLLAQbdecfefdcabtnf reducible gLLAQbdecfefdcabtjf reducible gLLAQbdecfefdcantbf SFS[D(3,1)(2,1)] gLLAQbdecfefdcajtbf SFS[D(3,1)(2,1)] gLLAQbdcefefdfvipbb reducible gLLAQbdcefefdfvqpbb reducible gLLAQbdcefefdfsqpbb reducible gLLAQbdcefefdfwqpbb reducible gLLAQbdcefefdcwqtbf SFS[D(2,1)(2,1)] gLLAQaeceeffbqopndb reducible gLLAQaeceeffbqvundb reducible gLLAQaeeceffnpubrmc reducible gLLAQaeeceffjpubrmc reducible gLLAQaeeceffbpunrmc reducible gLLAQaeeceffbpujrmc reducible gLLAQbdcefefmbspegc reducible gLLAQbdcefefmfoperb reducible gLLAQaeceeffbpwdrmc reducible gLLAQaeceeffbprmrmc reducible gLLAQbdcefefxbvmevc T2xI gLLAQbdcefefxbveevc T2xI gLLAQbdcefefefrlefb reducible gLLAQbdcefefefwuefb reducible gLLAQaeceeffnmveomc reducible gLLAQbdcefefebwuefc reducible gLLAQbdecfefebdjefc reducible gLLAQbdecfefebdnefc reducible gLLAQbdecfefebdbekc reducible gLLAQbdecfefebdberc reducible gLLAQcbdefefaboiprb reducible gLLAQcbdefefaboepwb reducible gLLAQaeceeffnaveomc reducible gLLAQcbdefefabbeuwb reducible gLLAQcbdefefabbpujb reducible gLLAQcbdefefabbpunb reducible gLLAQcbdefefaboppnb reducible gLLAQcbdefefaboppjb reducible gLLAQbdcefefdcrxebb reducible gLLAQbdcefefdcwqebb reducible gLLAQaeceeffniveomc reducible gLLAQbdcefefdfwqebc reducible gLLAQbdecfefdcabenb reducible gLLAQbdecfefdcabejb reducible gLLAQbdecfefdcanebb reducible gLLAQbdecfefdcajebb reducible gLLAQbdcefefmnnidgc reducible gLLAQbdcefefmnnilgf reducible gLLAQbdcefefmnniegb reducible gLLAQbdcefefmnnitgf reducible gLLAQbdcefefmnoptrf reducible gLLAQbdcefefmnoperb reducible gLLAQbdcefefmnopdrc reducible gLLAQbdcefefmnoplrf reducible gLLAQcbdefefabcetvv reducible gLLAQcbdefefabcelvv reducible gLLAQaeeceffbpujcic reducible gLLAQaeeceffbpuncic reducible gLLAQaeeceffbpuncdb reducible gLLAQaeeceffbpujcdb reducible gLLAQaeceeffbpwdcic reducible gLLAQaeceeffbprmcic reducible gLLAQaeceeffbpwdcdb reducible gLLAQaeceeffbprmcdb reducible gLLAQaeceeffjtoxjic SFS[D(2,1)(2,1)] gLLAQaeceeffbtvijdb reducible gLLAQaeceeffbtoxjdb reducible gLLAQaeceeffntoxjdb reducible gLLAQaeceeffjtoxjdb reducible gLLAQbdecfefdwablnv reducible gLLAQbdecfefdwabljv reducible gLLAQbdecfefdwabpjo SFS[D(3,1)(2,1)] gLLAQbdecfefdwabpno SFS[D(3,1)(2,1)] gLLAQbdcefefdwvipbo reducible gLLAQbdcefefdwvqpbo reducible gLLAQbdcefefdwsqpbo reducible gLLAQbdcefefdwwqpbo reducible gLLAQbdcefefdwwqlbv SFS[D(2,1)(2,1)] gLLAQaeceeffbxvdcdb reducible gLLAQaeceeffbxoicdb reducible gLLAQbdecfeflsebpbb SFS[D(2,1)(2,1)] gLLAQbdecfeflsdbpbb SFS[D(2,1)(2,1)] gLLAQaeeceffbpujric reducible gLLAQaeeceffbpunric reducible gLLAQaeeceffjpubric reducible gLLAQaeeceffnpubric reducible gLLAQaeceeffbpwdric reducible gLLAQaeceeffbprmric reducible gLLAQbdcefefmbspdgf reducible gLLAQbdcefefmfopdrc reducible gLLAQbdcefefxbvmdvf T2xI gLLAQbdcefefxbvedvf T2xI gLLAQaeceeffnmveoic reducible gLLAQbdcefefebwudff reducible gLLAQbdcefefefrldfc reducible gLLAQbdcefefefwudfc reducible gLLAQbdecfefebdbdrf reducible gLLAQbdecfefebdbdkf reducible gLLAQbdecfefebdndff reducible gLLAQbdecfefebdjdff reducible gLLAQaeceeffnaveoic reducible gLLAQcbdefefabbepwo reducible gLLAQcbdefefaboiurb reducible gLLAQcbdefefaboeuwb reducible gLLAQcbdefefabopujb reducible gLLAQcbdefefabopunb reducible gLLAQcbdefefabbppno reducible gLLAQcbdefefabbppjo reducible gLLAQaeceeffniveoic reducible gLLAQbdcefefdfwqdbf reducible gLLAQbdcefefdcrxdbc reducible gLLAQbdcefefdcwqdbc reducible gLLAQbdecfefdcajdbc reducible gLLAQbdecfefdcandbc reducible gLLAQbdecfefdcabdjc reducible gLLAQbdecfefdcabdnc reducible gLLAQaeeceffbpujsic reducible gLLAQaeeceffbpunsic reducible gLLAQaeeceffbpujsmc reducible gLLAQaeeceffbpunsmc reducible gLLAQaeceeffbpwdsic reducible gLLAQaeceeffbprmsic reducible gLLAQaeceeffbprmsmc reducible gLLAQaeceeffbpwdsmc reducible gLLAQcbdefefabjelvf reducible gLLAQcbdefefabjetvf reducible gLLAQbdcefeflfoaarf SFS[D(3,1)(3,2)] gLLAQbdcefeflfoaanf SFS[D(3,1)(3,1)] gLLAQbdcefeflfnaaof SFS[D(3,1)(3,2)] gLLAQbdcefeflfnaarf SFS[D(3,1)(3,1)] gLLAQbdcefeflfnaanf toroidal gLLAQbdcefeflfraaof SFS[D(3,1)(3,1)] gLLAQbdcefeflfraarf reducible gLLAQbdcefeflfraanf SFS[D(3,1)(3,2)] gLLAQbdcefeflfohasf SFS[D(3,1)(2,1)] gLLAQbdcefeflfnhavf reducible gLLAQbdcefeflfnhasf toroidal gLLAQbdcefeflfnhawf toroidal gLLAQbdcefeflfrhasf SFS[D(7,3)(3,1)] gLLAQbdcefeflfrhawf SFS[D(8,3)(3,1)] gLLAQbdcefeflfoxajf SFS[D(3,1)(2,1)] gLLAQbdcefeflfnxajf SFS[D(7,2)(3,1)] gLLAQbdcefeflfnxanf toroidal gLLAQbdcefeflfrxabf SFS[D(3,1)(2,1)] gLLAQbdcefeflfrxajf SFS[D(5,1)(3,1)] gLLAQbdcefeflfrxanf SFS[D(7,2)(3,1)] gLLAQbdcefeflfvhanf reducible gLLAQbdcefeflfwharf SFS[D(8,3)(3,1)] gLLAQbdcefeflfwhanf toroidal gLLAQbdcefeflfshaof SFS[D(3,1)(2,1)] gLLAQbdcefeflfsharf SFS[D(7,4)(3,1)] gLLAQbdcefeflfshanf toroidal gLLAQbdcefeflfvaasf reducible gLLAQbdcefeflfvaawf reducible gLLAQbdcefeflfwaavf reducible gLLAQbdcefeflfwaasf toroidal gLLAQbdcefeflfwaawf toroidal gLLAQbdcefeflfsaavf reducible gLLAQbdcefeflfsaasf toroidal gLLAQbdcefeflfsaawf toroidal gLLAQbdcefeflfvqanf reducible gLLAQbdcefeflfwqabf SFS[D(3,1)(2,1)] gLLAQbdcefeflfwqajf SFS[D(7,3)(3,1)] gLLAQbdcefeflfwqanf toroidal gLLAQbdcefeflfsqajf SFS[D(8,3)(3,1)] gLLAQbdcefeflfsqanf toroidal gLLAQbdcefeftfrxabf SFS[D(3,1)(2,1)] gLLAQbdcefeftfrxanf SFS[D(7,5)(3,1)] gLLAQbdcefeftfnxanf toroidal gLLAQbdcefeftfoxajf SFS[D(3,1)(2,1)] gLLAQbdcefeftfrxajf SFS[D(5,4)(3,1)] gLLAQbdcefeftfnxajf SFS[D(7,5)(3,1)] gLLAQbdcefeftfwqabf SFS[D(3,1)(2,1)] gLLAQbdcefeftfvqanf reducible gLLAQbdcefeftfsqanf toroidal gLLAQbdcefeftfwqanf toroidal gLLAQbdcefeftfsqajf SFS[D(8,3)(3,1)] gLLAQbdcefeftfwqajf SFS[D(7,4)(3,1)] gLLAQbdecfeflfabajf SFS[D(3,1)(3,1)] gLLAQbdecfeflfabanf SFS[D(3,1)(3,2)] gLLAQbdecfeflfanabf SFS[D(3,1)(3,1)] gLLAQbdecfeflfanajf SFS[D(3,1)(3,2)] gLLAQbdecfeflfananf toroidal gLLAQbdecfeflfajabf SFS[D(3,1)(3,2)] gLLAQbdecfeflfajajf reducible gLLAQbdecfeflfajanf SFS[D(3,1)(3,1)] gLLMQcecfdefdabpjvf toroidal gLLMQcecfdefdabpcvk reducible gLLAQcbdefefiboeavv SFS[D(2,1)(2,1)] gLLAQcbdefefinoeavv toroidal gLLAQcbdefefijoeavv SFS[D(2,1)(2,1)] gLLAQcbdefefibomaov SFS[D(2,1)(2,1)] gLLAQcbdefefdnblavv reducible gLLMQcecfdefhabpcvk SFS[D(3,1)(3,2)] gLLMQcecfdefhabpcvr SFS[D(3,1)(3,1)] gLLAQcbdefefqnoeavv SFS[D(3,1)(2,1)] gLLAQcbdefefhnblavv SFS[D(3,1)(2,1)] gLLAQaeceeffnqvqnac SFS[D(2,1)(2,1)] gLLAQaeceeffnqsqnac SFS[D(7,2)(2,1)] gLLAQaeceeffjqsqnac toroidal gLLAQaeceeffbqwqnac SFS[D(2,1)(2,1)] gLLAQaeceeffnqwqnac SFS[D(5,1)(2,1)] gLLAQaeceeffjqwqnac SFS[D(7,2)(2,1)] gLLAQbdcefefhsoxajf SFS[D(2,1)(2,1)] gLLAQbdcefefhsrxabf reducible gLLAQbdcefefhsrxanf toroidal gLLAQbdcefefhsrxajf toroidal gLLAQbdcefefhsnxanf SFS[D(8,3)(2,1)] gLLAQbdcefefhsnxajf SFS[D(7,3)(2,1)] gLLAQbdcefefhksaavv SFS[D(3,1)(2,1)] gLLAQbdcefefhkwaavv SFS[D(3,1)(2,1)] gLLAQbdcefefhkvaawv SFS[D(3,1)(2,1)] gLLAQbdcefefhksaawv SFS[D(3,1)(2,1)] gLLAQbdcefefhkwaawv toroidal gLLAQbdcefefhkvaasv SFS[D(3,1)(2,1)] gLLAQbdcefefhksaasv reducible gLLAQbdcefefhkwaasv SFS[D(3,1)(2,1)] gLLAQaeceeffjqoxnac reducible gLLAQaeceeffbqrxnac SFS[D(2,1)(2,1)] gLLAQaeceeffnqrxnac SFS[D(7,3)(2,1)] gLLAQaeceeffjqrxnac toroidal gLLAQaeceeffnqnxnac SFS[D(8,3)(2,1)] gLLAQaeceeffjqnxnac toroidal gLLAQbdcefefxbsxavb reducible gLLAQbdcefefxbwxavb reducible gLLAQbdcefefxbvxasb reducible gLLAQbdcefefxbsxasb toroidal gLLAQbdcefefxbwxasb toroidal gLLAQbdcefefxbvxawb reducible gLLAQbdcefefxbsxawb toroidal gLLAQbdcefefxbwxawb toroidal gLLAQbdcefefhkwqabv reducible gLLAQbdcefefhksqajv SFS[D(8,3)(2,1)] gLLAQbdcefefhkwqajv toroidal gLLAQbdcefefhkvqanv SFS[D(2,1)(2,1)] gLLAQbdcefefhksqanv SFS[D(7,3)(2,1)] gLLAQbdcefefhkwqanv toroidal gLLAQaeeceffnqabnac SFS[D(3,1)(2,1)] gLLAQaeeceffjqabnac SFS[D(3,1)(2,1)] gLLAQaeeceffbqajnac SFS[D(3,1)(2,1)] gLLAQaeeceffnqajnac SFS[D(3,1)(2,1)] gLLAQaeeceffjqajnac toroidal gLLAQaeeceffbqannac SFS[D(3,1)(2,1)] gLLAQaeeceffnqannac reducible gLLAQaeeceffjqannac SFS[D(3,1)(2,1)] gLLAQbdcefefhsvqanf SFS[D(2,1)(2,1)] gLLAQbdcefefhswqabf reducible gLLAQbdcefefhswqanf toroidal gLLAQbdcefefhswqajf toroidal gLLAQbdcefefhssqanf SFS[D(7,3)(2,1)] gLLAQbdcefefhssqajf SFS[D(8,3)(2,1)] gLLAQbdcefefhkshaov SFS[D(2,1)(2,1)] gLLAQbdcefefhksharv SFS[D(7,2)(2,1)] gLLAQbdcefefhkwharv toroidal gLLAQbdcefefhkvhanv SFS[D(2,1)(2,1)] gLLAQbdcefefhkshanv SFS[D(5,1)(2,1)] gLLAQbdcefefhkwhanv SFS[D(7,2)(2,1)] gLLAQbdecfefdkebabv SFS[D(3,1)(2,1)] gLLAQbdecfefdkdbabv SFS[D(3,1)(2,1)] gLLAQbdcefefxjvmavv SFS[D(3,1)(2,1)] gLLAQbdcefefxjveavv SFS[D(3,1)(2,1)] gLLAQbdcefefpcvhaof SFS[D(3,1)(2,1)] gLLAQbdcefefpcvdaof SFS[D(3,1)(2,1)] gLLAQbdcefefpkvhaov SFS[D(3,1)(2,1)] gLLAQbdcefefpkvdaov SFS[D(3,1)(2,1)] gLLAQaeceeffnivmoac SFS[D(2,1)(2,1)] gLLAQaeceeffbiwmoac SFS[D(2,1)(2,1)] gLLAQbdcefefdcoiarf SFS[D(2,1)(2,1)] gLLAQbdcefefdcrmaof SFS[D(2,1)(2,1)] gLLAQbdcefefdcopanf SFS[D(3,1)(2,1)] gLLAQbdcefefdcopajf SFS[D(3,1)(2,1)] gLLAQbdcefefdcnpabf reducible gLLAQbdcefefdcnlabf reducible gLLAQbdcefefdcrpabf reducible gLLAQbdcefefdcrlabf reducible gLLAQaeceeffnivxoac SFS[D(2,1)(2,1)] gLLAQaeceeffbirdoac SFS[D(2,1)(2,1)] gLLAQbdcefefdcvdarf SFS[D(2,1)(2,1)] gLLAQbdcefefdcwdaof SFS[D(2,1)(2,1)] gLLAQbdcefefdcvuanf SFS[D(3,1)(2,1)] gLLAQbdcefefdcvuajf SFS[D(3,1)(2,1)] gLLAQbdcefefdcwuabf reducible gLLAQbdcefefdcwiabf reducible gLLAQbdcefefdcsuabf reducible gLLAQbdcefefdcsiabf reducible gLLAQaeeceffnilboac reducible gLLAQaeeceffjilboac reducible gLLAQaeceeffnioqoac reducible gLLAQaeceeffjioqoac reducible gLLAQaeeceffbiljoac SFS[D(3,1)(2,1)] gLLAQaeeceffbilnoac SFS[D(3,1)(2,1)] gLLAQbdcefefdfsuabb reducible gLLAQbdcefefdfwuabb reducible gLLAQbdcefefdfsiabb reducible gLLAQbdcefefdfwiabb reducible gLLAQbdcefefdfvuajb SFS[D(3,1)(2,1)] gLLAQbdcefefdfvuanb SFS[D(3,1)(2,1)] gLLAQbdecfefdcebanf reducible gLLAQbdecfefdcebajf reducible gLLAQbdecfefdcdbanf reducible gLLAQbdecfefdcdbajf reducible gLLAQbdecfefdcenabf reducible gLLAQbdecfefdcdnabf reducible gLLAQbdecfefdcejabf reducible gLLAQbdecfefdcdjabf reducible gLLAQaeeceffjaabsac reducible gLLAQaeeceffnaabsac reducible gLLAQaeeceffbaansac reducible gLLAQaeeceffjaansac toroidal gLLAQaeeceffnaansac toroidal gLLAQaeeceffbaajsac reducible gLLAQaeeceffjaajsac toroidal gLLAQaeeceffnaajsac toroidal gLLAQbdcefefanoxajf reducible gLLAQbdcefefanrxabf SFS[D(3,1)(2,1)] gLLAQbdcefefanrxajf toroidal gLLAQbdcefefanrxanf SFS[D(7,3)(3,1)] gLLAQbdcefefannxajf toroidal gLLAQbdcefefannxanf SFS[D(8,3)(3,1)] gLLAQbdcefefakshaob reducible gLLAQbdcefefaksharb toroidal gLLAQbdcefefakwharb SFS[D(8,3)(3,1)] gLLAQbdcefefakvhanb SFS[D(3,1)(2,1)] gLLAQbdcefefakshanb toroidal gLLAQbdcefefakwhanb SFS[D(7,4)(3,1)] gLLAQaeceeffnavqsac SFS[D(3,1)(2,1)] gLLAQaeceeffjasqsac SFS[D(8,3)(3,1)] gLLAQaeceeffnasqsac SFS[D(7,4)(3,1)] gLLAQaeceeffbawqsac reducible gLLAQaeceeffjawqsac toroidal gLLAQaeceeffnawqsac toroidal gLLAQbdcefefarsaavv SFS[D(3,1)(3,2)] gLLAQbdcefefarwaavv SFS[D(3,1)(3,1)] gLLAQbdcefefarvaawv SFS[D(3,1)(3,2)] gLLAQbdcefefarsaawv SFS[D(3,1)(3,1)] gLLAQbdcefefarwaawv reducible gLLAQbdcefefarvaasv SFS[D(3,1)(3,1)] gLLAQbdcefefarsaasv toroidal gLLAQbdcefefarwaasv SFS[D(3,1)(3,2)] gLLAQbdcefefakwqabb SFS[D(3,1)(2,1)] gLLAQbdcefefakvqanb SFS[D(3,1)(2,1)] gLLAQbdcefefaksqanb SFS[D(7,5)(3,1)] gLLAQbdcefefakwqanb SFS[D(5,4)(3,1)] gLLAQbdcefefaksqajb toroidal gLLAQbdcefefakwqajb SFS[D(7,5)(3,1)] gLLAQaeceeffjaoxsac SFS[D(3,1)(2,1)] gLLAQaeceeffjanxsac SFS[D(7,3)(3,1)] gLLAQaeceeffnanxsac SFS[D(8,3)(3,1)] gLLAQaeceeffbarxsac reducible gLLAQaeceeffjarxsac toroidal gLLAQaeceeffnarxsac toroidal gLLAQbdcefefanvqanf SFS[D(3,1)(2,1)] gLLAQbdcefefanwqabf SFS[D(3,1)(2,1)] gLLAQbdcefefanwqajf SFS[D(7,2)(3,1)] gLLAQbdcefefanwqanf SFS[D(5,1)(3,1)] gLLAQbdcefefansqajf toroidal gLLAQbdcefefansqanf SFS[D(7,2)(3,1)] gLLAQbdcefefaksaavb SFS[D(3,1)(3,1)] gLLAQbdcefefakwaavb SFS[D(3,1)(3,2)] gLLAQbdcefefakvaawb SFS[D(3,1)(3,1)] gLLAQbdcefefaksaawb SFS[D(3,1)(3,2)] gLLAQbdcefefakwaawb reducible gLLAQbdcefefakvaasb SFS[D(3,1)(3,2)] gLLAQbdcefefaksaasb toroidal gLLAQbdcefefakwaasb SFS[D(3,1)(3,1)] gLLAQbdcefeflwrxabf SFS[D(3,1)(2,1)] gLLAQbdcefeflwwqabf SFS[D(3,1)(2,1)] gLLAQaeceeffjmoxsac SFS[D(3,1)(2,1)] gLLAQbdcefeftrwqabv SFS[D(3,1)(2,1)] gLLAQbdecfeflwabajf SFS[D(3,1)(3,2)] gLLAQbdecfeflwabanf SFS[D(3,1)(3,1)] gLLAQbdecfeflwanabf SFS[D(3,1)(3,2)] gLLAQbdecfeflwajabf SFS[D(3,1)(3,1)] gLLAQbdcefeftwrxabf reducible gLLAQbdcefeftwwqabf reducible gLLAQaeceeffbioxsac SFS[D(2,1)(2,1)] gLLAQaeceeffjioxsac toroidal gLLAQaeceeffnioxsac SFS[D(2,1)(2,1)] gLLAQaeceeffbivisac SFS[D(2,1)(2,1)] gLLAQbdcefeflrviabv SFS[D(2,1)(2,1)] gLLAQbdcefeflrvqabv SFS[D(2,1)(2,1)] gLLAQbdcefeflrsqabv SFS[D(2,1)(2,1)] gLLAQbdcefeflrwqabv toroidal gLLAQbdecfeflrajabv toroidal gLLAQbdecfeflranabv toroidal gLLAQbdecfeflrabanv reducible gLLAQbdecfeflrabajv reducible gLLAQbdcefeftnrxabf SFS[D(3,1)(2,1)] gLLAQaeceeffntvpkac SFS[D(3,1)(2,1)] gLLAQbdecfeflkajabb SFS[D(3,1)(3,1)] gLLAQbdecfeflkanabb SFS[D(3,1)(3,2)] gLLAQbdecfeflkabanb SFS[D(3,1)(3,1)] gLLAQbdecfeflkabajb SFS[D(3,1)(3,2)] gLLAQbdcefeflkwqabb SFS[D(3,1)(2,1)] gLLAQbdcefeftnwqabf SFS[D(3,1)(2,1)] gLLAQcbdefefqbgeavb SFS[D(2,1)(2,1)] gLLAQcbdefefqbgmaob SFS[D(2,1)(2,1)] gLLAQcbdefefhbctavv SFS[D(2,1)(2,1)] gLLAQcbdefefhbcdaov SFS[D(2,1)(2,1)] gLLAQaeceeffbqoikac SFS[D(2,1)(2,1)] gLLAQaeceeffbqvdkac SFS[D(2,1)(2,1)] gLLAQbdcefeflnoxabf SFS[D(2,1)(2,1)] gLLAQbdcefeflnolabf SFS[D(2,1)(2,1)] gLLAQbdcefeflnrxabf toroidal gLLAQbdcefeflnnxabf SFS[D(2,1)(2,1)] gLLAQaeceeffnlvmbac reducible gLLAQbdecfeflnabajf reducible gLLAQbdecfeflnabanf reducible gLLAQbdecfeflnanabf toroidal gLLAQbdecfeflnajabf toroidal gLLAQbdcefeftkwqabb reducible gLLAQbdcefeflnviabf SFS[D(2,1)(2,1)] gLLAQbdcefeflnvqabf SFS[D(2,1)(2,1)] gLLAQbdcefeflnwqabf toroidal gLLAQbdcefeflnsqabf SFS[D(2,1)(2,1)] gLLAQbdcefefmnnaagf reducible gLLAQbdcefefmnnmagf reducible gLLAQbdcefefmnnxaff SFS[D(3,1)(2,1)] gLLAQbdcefefmnndavf SFS[D(3,1)(2,1)] gLLAQbdcefefmnodasf reducible gLLAQbdcefefmnolakf reducible gLLAQbdcefefmnodawf reducible gLLAQbdcefefmnolarf reducible gLLAQbdcefefmnsmavf SFS[D(2,1)(2,1)] gLLAQbdcefefmnsqaff SFS[D(2,1)(2,1)] gLLAQbdcefefhrohavf SFS[D(3,1)(2,1)] gLLAQbdcefefhroeavf SFS[D(3,1)(2,1)] gLLAQbdcefefxnvmavf SFS[D(3,1)(2,1)] gLLAQbdcefefxnveavf SFS[D(3,1)(2,1)] gLLAQbdcefefenoaagf SFS[D(3,1)(2,1)] gLLAQbdcefefenomagf SFS[D(3,1)(2,1)] gLLMQcecfdefaacxcvj reducible gLLMQcecfdefaacxjvj toroidal gLLMQcecfdefaacxjvw toroidal gLLAQcbdefefabchawv SFS[D(2,1)(2,1)] gLLAQcbdefefajchawv SFS[D(7,3)(2,1)] gLLAQcbdefefajchasv SFS[D(8,3)(2,1)] gLLAQcbdefefanchavv reducible gLLAQcbdefefanchawv toroidal gLLAQcbdefefanchasv toroidal gLLAQcbdefefabcaarv SFS[D(2,1)(2,1)] gLLAQcbdefefajcaanv SFS[D(7,2)(2,1)] gLLAQcbdefefajcaarv SFS[D(5,1)(2,1)] gLLAQcbdefefancaanv toroidal gLLAQcbdefefabcxanv SFS[D(3,1)(2,1)] gLLAQcbdefefabcxajv SFS[D(3,1)(2,1)] gLLAQcbdefefajcxanv SFS[D(3,1)(2,1)] gLLAQcbdefefajcxajv reducible gLLAQcbdefefancxanv toroidal gLLAQbdcefefprnuavf SFS[A(3,1)] gLLAQbdcefefprolabf T2xI gLLAQbdcefefproiaof T2xI gLLAQbdcefefprnxabf T2xI gLLAQbdcefefprniaof SFS[A(2,1)] gLLAQbdcefefprolajf T2xI gLLAQbdcefefprolanf SFS[A(2,1)] gLLAQbdcefefprspaof SFS[A(3,1)] gLLAQbdcefefprvparf SFS[A(3,1)] gLLAQbdcefefprviabf T2xI gLLAQbdcefefprsqabf T2xI gLLAQbdcefefprviajf SFS[A(2,1)] gLLAQbdcefefdroeavf SFS[D(3,1)(2,1)] gLLAQbdcefefdrohavf SFS[D(3,1)(2,1)] gLLAQbdecfefdrebabf SFS[D(3,1)(2,1)] gLLAQbdecfefdrdbabf SFS[D(3,1)(2,1)] gLLAQbdcefefxkvmavb SFS[D(3,1)(2,1)] gLLAQbdcefefxkveavb SFS[D(3,1)(2,1)] gLLAQaeceeffbtrljac SFS[D(2,1)(2,1)] gLLAQaeeceffntdbjac reducible gLLAQaeeceffjtdbjac reducible gLLAQaeceeffntvijac reducible gLLAQaeceeffjtvijac reducible gLLAQaeeceffbtdnjac SFS[D(3,1)(2,1)] gLLAQaeeceffbtdjjac SFS[D(3,1)(2,1)] gLLAQbdecfefdwebanv reducible gLLAQbdecfefdwebajv reducible gLLAQbdecfefdwdbanv reducible gLLAQbdecfefdwdbajv reducible gLLAQbdcefefdwsuabv reducible gLLAQbdcefefdwwuabv reducible gLLAQbdcefefdwsiabv reducible gLLAQbdcefefdwwiabv reducible gLLAQbdcefefdwvuajv SFS[D(3,1)(2,1)] gLLAQbdcefefdwvuanv SFS[D(3,1)(2,1)] gLLAQaeceeffjtopjac SFS[D(2,1)(2,1)] gLLAQaeceeffbtwujac SFS[D(2,1)(2,1)] gLLAQbdcefefdwvdarv SFS[D(2,1)(2,1)] gLLAQaeceeffbxracac SFS[D(2,1)(2,1)] gLLAQaeceeffjxnacac SFS[D(7,2)(2,1)] gLLAQaeceeffjxracac SFS[D(5,1)(2,1)] gLLAQaeceeffnxnacac toroidal gLLAQaeeceffnxxbcac SFS[D(3,1)(2,1)] gLLAQaeeceffjxxbcac SFS[D(3,1)(2,1)] gLLAQaeeceffbxxncac SFS[D(3,1)(2,1)] gLLAQaeeceffnxxncac toroidal gLLAQaeeceffjxxncac SFS[D(3,1)(2,1)] gLLAQaeeceffbxxjcac SFS[D(3,1)(2,1)] gLLAQaeeceffnxxjcac SFS[D(3,1)(2,1)] gLLAQaeeceffjxxjcac reducible gLLAQbdcefefhgshaob SFS[D(2,1)(2,1)] gLLAQbdcefefhgsharb SFS[D(7,2)(2,1)] gLLAQbdcefefhgwharb toroidal gLLAQbdcefefhgshanb SFS[D(5,1)(2,1)] gLLAQbdcefefhgvqanb SFS[D(2,1)(2,1)] gLLAQbdcefefhgwqabb reducible gLLAQbdcefefhgwqanb toroidal gLLAQbdcefefhgwqajb toroidal gLLAQbdcefefhgsqanb SFS[D(7,3)(2,1)] gLLAQbdcefefhgsqajb SFS[D(8,3)(2,1)] gLLAQaeceeffnxvhcac reducible gLLAQaeceeffbxwhcac SFS[D(2,1)(2,1)] gLLAQaeceeffnxwhcac toroidal gLLAQaeceeffjxwhcac SFS[D(7,3)(2,1)] gLLAQaeceeffnxshcac toroidal gLLAQaeceeffjxshcac SFS[D(8,3)(2,1)] gLLAQbdcefefxvsxavv reducible gLLAQbdcefefxvvxasv reducible gLLAQbdcefefxvsxasv toroidal gLLAQbdcefefxvwxasv toroidal gLLAQbdcefefxvsxawv toroidal gLLAQbdcefefpgvhaob SFS[D(3,1)(2,1)] gLLAQbdcefefpgvdaob SFS[D(3,1)(2,1)] gLLAQbdcefefpwvhaov SFS[D(3,1)(2,1)] gLLAQbdcefefpwvdaov SFS[D(3,1)(2,1)] gLLAQbdecfefdgebabb SFS[D(3,1)(2,1)] gLLAQbdecfefdgdbabb SFS[D(3,1)(2,1)] gLLAQaeeceffbaanrac reducible gLLAQaeeceffbaajrac reducible gLLAQaeeceffjaanrac toroidal gLLAQaeeceffjaajrac toroidal gLLAQaeeceffnaajrac toroidal gLLAQaeceeffnavqrac SFS[D(3,1)(2,1)] gLLAQaeceeffjasqrac SFS[D(8,3)(3,1)] gLLAQaeceeffnasqrac SFS[D(7,3)(3,1)] gLLAQaeceeffbawqrac reducible gLLAQaeceeffjawqrac toroidal gLLAQaeceeffnawqrac toroidal gLLAQbdcefefajsaavv SFS[D(3,1)(3,1)] gLLAQbdcefefajwaavv SFS[D(3,1)(3,2)] gLLAQbdcefefajvaawv SFS[D(3,1)(3,1)] gLLAQbdcefefajsaawv SFS[D(3,1)(3,2)] gLLAQbdcefefajwaawv reducible gLLAQbdcefefajvaasv SFS[D(3,1)(3,2)] gLLAQbdcefefajsaasv toroidal gLLAQbdcefefajwaasv SFS[D(3,1)(3,1)] gLLAQbdcefefasvqanb SFS[D(3,1)(2,1)] gLLAQbdcefefassqanb SFS[D(7,2)(3,1)] gLLAQbdcefefaswqanb SFS[D(5,1)(3,1)] gLLAQbdcefefassqajb toroidal gLLAQaeceeffjaoxrac SFS[D(3,1)(2,1)] gLLAQaeceeffjanxrac SFS[D(7,4)(3,1)] gLLAQaeceeffnanxrac SFS[D(8,3)(3,1)] gLLAQaeceeffbarxrac reducible gLLAQaeceeffjarxrac toroidal gLLAQaeceeffnarxrac toroidal gLLAQbdcefefajvqanv SFS[D(3,1)(2,1)] gLLAQbdcefefajsqanv SFS[D(7,5)(3,1)] gLLAQbdcefefajwqanv SFS[D(5,4)(3,1)] gLLAQbdcefefajsqajv toroidal gLLAQaeceeffbtvpoac SFS[D(2,1)(2,1)] gLLAQaeceeffbtoaoac SFS[D(2,1)(2,1)] gLLAQaeceeffjtvpoac SFS[D(2,1)(2,1)] gLLAQaeceeffntvpoac toroidal gLLAQbdcefeflsviabb SFS[D(2,1)(2,1)] gLLAQbdcefeflsvqabb SFS[D(2,1)(2,1)] gLLAQbdcefeflswqabb toroidal gLLAQbdcefeflssqabb SFS[D(2,1)(2,1)] gLLAQaeceeffjmoxrac reducible gLLAQbdcefeftjwqabv reducible gLLAQbdecfeflsabajb reducible gLLAQbdecfeflsabanb reducible gLLAQbdecfeflsanabb toroidal gLLAQbdecfeflsajabb toroidal gLLAQaeceeffnlvmnac SFS[D(3,1)(2,1)] gLLAQbdcefeftswqabb SFS[D(3,1)(2,1)] gLLAQaeceeffjioxrac SFS[D(3,1)(2,1)] gLLAQbdcefefljwqabv SFS[D(3,1)(2,1)] gLLAQbdecfefljajabv SFS[D(3,1)(3,1)] gLLAQbdecfefljanabv SFS[D(3,1)(3,2)] gLLAQbdecfefljabanv SFS[D(3,1)(3,1)] gLLAQbdecfefljabajv SFS[D(3,1)(3,2)] gLLAQaeceeffbxotnac SFS[D(2,1)(2,1)] gLLAQaeceeffbxvmnac SFS[D(2,1)(2,1)] gLLAQcbdefefhbrtavb SFS[D(2,1)(2,1)] gLLAQcbdefefhbrdaob SFS[D(2,1)(2,1)] gLLAQaeeceffbttnwac SFS[D(3,1)(3,2)] gLLAQaeeceffbttjwac SFS[D(3,1)(3,1)] gLLAQaeeceffblljjac SFS[D(3,1)(3,2)] gLLAQaeeceffjttnwac SFS[D(3,1)(3,1)] gLLAQaeeceffjlljjac toroidal gLLAQaeeceffbllnjac SFS[D(3,1)(3,1)] gLLAQaeeceffnllnjac reducible gLLAQaeeceffjllnjac SFS[D(3,1)(3,2)] gLLAQaeceeffbtriwac SFS[D(3,1)(2,1)] gLLAQaeceeffjtoiwac reducible gLLAQaeceeffjtriwac toroidal gLLAQaeceeffjtniwac toroidal gLLAQaeceeffntriwac SFS[D(7,3)(3,1)] gLLAQaeceeffntniwac SFS[D(8,3)(3,1)] gLLAQaeceeffbtwpwac SFS[D(3,1)(2,1)] gLLAQaeceeffjtwpwac SFS[D(7,2)(3,1)] gLLAQaeceeffjtspwac toroidal gLLAQaeceeffntvpwac SFS[D(3,1)(2,1)] gLLAQaeceeffntwpwac SFS[D(5,1)(3,1)] gLLAQaeceeffntspwac SFS[D(7,2)(3,1)] gLLAQaeceeffjlodjac reducible gLLAQaeceeffnlndjac SFS[D(8,3)(3,1)] gLLAQaeceeffjlndjac toroidal gLLAQaeceeffblrdjac SFS[D(3,1)(2,1)] gLLAQaeceeffnlrdjac SFS[D(7,4)(3,1)] gLLAQaeceeffjlrdjac toroidal gLLAQbdcefeflbvaasb reducible gLLAQbdcefeflbvaawb reducible gLLAQbdcefeflbwaavb reducible gLLAQbdcefeflbwaasb toroidal gLLAQbdcefeflbwaawb toroidal gLLAQbdcefeflbsaavb reducible gLLAQbdcefeflbsaasb toroidal gLLAQbdcefeflbsaawb toroidal gLLAQbdcefeflbvqanb reducible gLLAQbdcefeflbwqabb SFS[D(3,1)(2,1)] gLLAQbdcefeflbwqajb SFS[D(7,3)(3,1)] gLLAQbdcefeflbwqanb toroidal gLLAQbdcefeflbsqajb SFS[D(8,3)(3,1)] gLLAQbdcefeflbsqanb toroidal gLLAQaeceeffnlvmjac SFS[D(3,1)(2,1)] gLLAQaeceeffnlsmjac SFS[D(7,5)(3,1)] gLLAQaeceeffjlsmjac toroidal gLLAQaeceeffblwmjac SFS[D(3,1)(2,1)] gLLAQaeceeffnlwmjac SFS[D(5,4)(3,1)] gLLAQaeceeffjlwmjac SFS[D(7,5)(3,1)] gLLAQbdcefeftbwqabb SFS[D(3,1)(2,1)] gLLAQbdcefeftbvqanb reducible gLLAQbdcefeftbsqanb toroidal gLLAQbdcefeftbwqanb toroidal gLLAQbdcefeftbsqajb SFS[D(8,3)(3,1)] gLLAQbdcefeftbwqajb SFS[D(7,4)(3,1)] gLLAQbdecfeflbabajb SFS[D(3,1)(3,1)] gLLAQbdecfeflbabanb SFS[D(3,1)(3,2)] gLLAQbdecfeflbanabb SFS[D(3,1)(3,1)] gLLAQbdecfeflbanajb SFS[D(3,1)(3,2)] gLLAQbdecfeflbananb toroidal gLLAQbdecfeflbajabb SFS[D(3,1)(3,2)] gLLAQbdecfeflbajajb reducible gLLAQbdecfeflbajanb SFS[D(3,1)(3,1)] gLLAQaeeceffbiancac SFS[D(3,1)(3,1)] gLLAQaeeceffbiajcac SFS[D(3,1)(3,2)] gLLAQaeeceffbmajcac SFS[D(3,1)(3,1)] gLLAQaeeceffjiancac SFS[D(3,1)(3,2)] gLLAQaeeceffjiajcac reducible gLLAQaeeceffbmancac SFS[D(3,1)(3,2)] gLLAQaeeceffniancac toroidal gLLAQaeeceffjmancac SFS[D(3,1)(3,1)] gLLAQaeceeffbirxcac SFS[D(3,1)(2,1)] gLLAQaeceeffjioxcac SFS[D(3,1)(2,1)] gLLAQaeceeffjirxcac SFS[D(5,1)(3,1)] gLLAQaeceeffjinxcac SFS[D(7,2)(3,1)] gLLAQaeceeffnirxcac SFS[D(7,2)(3,1)] gLLAQaeceeffninxcac toroidal gLLAQaeceeffbiwqcac SFS[D(3,1)(2,1)] gLLAQaeceeffjiwqcac SFS[D(7,3)(3,1)] gLLAQaeceeffjisqcac SFS[D(8,3)(3,1)] gLLAQaeceeffnivqcac reducible gLLAQaeceeffniwqcac toroidal gLLAQaeceeffnisqcac toroidal gLLAQaeceeffjmoxcac SFS[D(3,1)(2,1)] gLLAQaeceeffnmnxcac toroidal gLLAQaeceeffjmnxcac SFS[D(7,5)(3,1)] gLLAQaeceeffbmrxcac SFS[D(3,1)(2,1)] gLLAQaeceeffnmrxcac SFS[D(7,5)(3,1)] gLLAQaeceeffjmrxcac SFS[D(5,4)(3,1)] gLLAQbdecfeflvabajv SFS[D(3,1)(3,1)] gLLAQbdecfeflvabanv SFS[D(3,1)(3,2)] gLLAQbdecfeflvanabv SFS[D(3,1)(3,1)] gLLAQbdecfeflvanajv SFS[D(3,1)(3,2)] gLLAQbdecfeflvananv toroidal gLLAQbdecfeflvajabv SFS[D(3,1)(3,2)] gLLAQbdecfeflvajajv reducible gLLAQbdecfeflvajanv SFS[D(3,1)(3,1)] gLLAQbdcefeftvwqabv SFS[D(3,1)(2,1)] gLLAQbdcefeftvvqanv reducible gLLAQbdcefeftvsqanv toroidal gLLAQbdcefeftvwqanv toroidal gLLAQbdcefeftvsqajv SFS[D(8,3)(3,1)] gLLAQbdcefeftvwqajv SFS[D(7,4)(3,1)] gLLAQaeceeffnmvqcac reducible gLLAQaeceeffnmsqcac toroidal gLLAQaeceeffjmsqcac SFS[D(8,3)(3,1)] gLLAQaeceeffbmwqcac SFS[D(3,1)(2,1)] gLLAQaeceeffnmwqcac toroidal gLLAQaeceeffjmwqcac SFS[D(7,4)(3,1)] gLLAQbdcefeflvvqanv reducible gLLAQbdcefeflvwqabv SFS[D(3,1)(2,1)] gLLAQbdcefeflvwqajv SFS[D(7,3)(3,1)] gLLAQbdcefeflvwqanv toroidal gLLAQbdcefeflvsqajv SFS[D(8,3)(3,1)] gLLAQbdcefeflvsqanv toroidal gLLAQbdcefeflvvaasv reducible gLLAQbdcefeflvvaawv reducible gLLAQbdcefeflvwaavv reducible gLLAQbdcefeflvwaasv toroidal gLLAQbdcefeflvwaawv toroidal gLLAQbdcefeflvsaavv reducible gLLAQbdcefeflvsaasv toroidal gLLAQbdcefeflvsaawv toroidal gLLAQaeeceffbdtnwac toroidal gLLAQaeeceffbdtjwac toroidal gLLAQaeeceffbpljjac reducible gLLAQaeeceffbplnjac reducible gLLAQaeceeffbdoiwac SFS[D(2,1)(2,1)] gLLAQaeceeffbdriwac toroidal gLLAQaeceeffbdniwac SFS[D(2,1)(2,1)] gLLAQaeceeffbdvdwac SFS[D(2,1)(2,1)] gLLAQaeceeffbdvpwac SFS[D(2,1)(2,1)] gLLAQaeceeffbdwpwac toroidal gLLAQaeceeffbdspwac SFS[D(2,1)(2,1)] gLLAQaeceeffbdoawac SFS[D(2,1)(2,1)] gLLAQaeceeffbprdjac reducible gLLAQaeceeffbpwmjac reducible gLLAQaeeceffbxlnjac SFS[D(3,1)(3,2)] gLLAQaeeceffbxljjac SFS[D(3,1)(3,1)] gLLAQaeeceffbqtjwac SFS[D(3,1)(3,2)] gLLAQaeeceffbqtnwac SFS[D(3,1)(3,1)] gLLAQaeceeffbxrdjac SFS[D(3,1)(2,1)] gLLAQaeceeffbxwmjac SFS[D(3,1)(2,1)] gLLAQaeceeffbqriwac SFS[D(3,1)(2,1)] gLLAQaeceeffbqwpwac SFS[D(3,1)(2,1)] gLLAQaeceeffbpwpsac reducible gLLAQaeceeffbpspsac reducible gLLAQaeceeffbpnasac reducible gLLAQaeceeffbprasac reducible gLLAQaeeceffjptbsac SFS[D(3,1)(2,1)] gLLAQaeeceffnptbsac SFS[D(3,1)(2,1)] gLLAQaeeceffbptjsac reducible gLLAQaeceeffbpwhsac reducible gLLAQaeeceffbptnsac reducible gLLAQaeceeffbpshsac reducible gLLAQbdcefefmrsmavv SFS[D(2,1)(2,1)] gLLAQbdcefefmrvmawv SFS[D(2,1)(2,1)] gLLAQbdcefefmssqafb SFS[D(2,1)(2,1)] gLLAQaeeceffjpxbsac SFS[D(3,1)(2,1)] gLLAQaeeceffnpxbsac SFS[D(3,1)(2,1)] gLLAQaeeceffbpxnsac reducible gLLAQaeceeffbprisac reducible gLLAQaeeceffbpxjsac reducible gLLAQaeceeffbpnisac reducible gLLAQbdcefefmrsqafv SFS[D(2,1)(2,1)] gLLAQaeceeffbqvqbac SFS[D(3,1)(2,1)] gLLAQaeceeffbqolbac SFS[D(3,1)(2,1)] gLLAQbdcefefxrvmavv SFS[D(3,1)(2,1)] gLLAQbdcefefxrveavv SFS[D(3,1)(2,1)] gLLAQaeceeffbloasac SFS[D(3,1)(2,1)] gLLAQaeceeffblvpsac SFS[D(3,1)(2,1)] gLLAQaeeceffbahjkac reducible gLLAQaeeceffbahnkac reducible gLLAQaeeceffjahjkac toroidal gLLAQaeeceffjahnkac toroidal gLLAQaeeceffnahnkac toroidal gLLAQaeceeffjaoqkac SFS[D(2,1)(2,1)] gLLAQaeceeffjanqkac SFS[D(7,3)(2,1)] gLLAQaeceeffnanqkac SFS[D(8,3)(2,1)] gLLAQaeceeffbarqkac reducible gLLAQaeceeffjarqkac toroidal gLLAQaeceeffnarqkac toroidal gLLAQcbdefefabjaarf SFS[D(2,1)(2,1)] gLLAQcbdefefabraarb SFS[D(2,1)(2,1)] gLLAQcbdefefajjaanf SFS[D(7,2)(2,1)] gLLAQcbdefefajjaarf SFS[D(5,1)(2,1)] gLLAQcbdefefanjaanf toroidal gLLAQcbdefefajraanb SFS[D(7,2)(2,1)] gLLAQcbdefefabjxanf SFS[D(3,1)(2,1)] gLLAQcbdefefabjxajf SFS[D(3,1)(2,1)] gLLAQcbdefefajjxanf SFS[D(3,1)(2,1)] gLLAQcbdefefajjxajf reducible gLLAQcbdefefanjxanf toroidal gLLAQaeceeffnavxkac SFS[D(2,1)(2,1)] gLLAQaeceeffjasxkac SFS[D(8,3)(2,1)] gLLAQaeceeffnasxkac SFS[D(7,3)(2,1)] gLLAQaeceeffbawxkac reducible gLLAQaeceeffjawxkac toroidal gLLAQaeceeffnawxkac toroidal gLLAQcbdefefabrxanb SFS[D(3,1)(2,1)] gLLAQcbdefefabrxajb SFS[D(3,1)(2,1)] gLLAQcbdefefajrxanb SFS[D(3,1)(2,1)] gLLAQcbdefefajrxajb reducible gLLAQcbdefefanrxanb toroidal gLLAQaeeceffbdejbac SFS[A(3,1)] gLLAQaeeceffbdenbac SFS[A(3,1)] gLLAQaeceeffbdopbac T2xI gLLAQaeceeffbdvubac T2xI gLLAQaeceeffjdvubac T2xI gLLAQaeceeffndvubac SFS[A(2,1)] gLLAQaeceeffbdnpbac T2xI gLLAQaeceeffbdrpbac SFS[A(2,1)] gLLAQbdcefefpospaov SFS[A(3,1)] gLLAQbdcefefpowpaov SFS[A(3,1)] gLLAQbdcefefpovparv SFS[A(3,1)] gLLAQbdcefefpovpanv SFS[A(3,1)] gLLAQbdcefefpvviabb T2xI gLLAQbdcefefpvsqabb T2xI gLLAQbdcefefpvviajb SFS[A(2,1)] gLLAQaeceeffbdoxbac T2xI gLLAQaeceeffjdoxbac SFS[A(2,1)] gLLAQaeceeffndoxbac T2xI gLLAQaeceeffbdvibac T2xI gLLAQaeceeffbdsibac T2xI gLLAQaeceeffbdwibac SFS[A(2,1)] gLLAQbdcefefpoviabv T2xI gLLAQbdcefefposqabv T2xI gLLAQbdcefefpoviajv SFS[A(2,1)] gLLAQaeceeffbivmkac SFS[D(3,1)(2,1)] gLLAQaeceeffbiotkac SFS[D(3,1)(2,1)] gLLAQbdecfefdoebabv SFS[D(3,1)(2,1)] gLLAQbdecfefdodbabv SFS[D(3,1)(2,1)] gLLAQcddcfffdvvncvc reducible gLLAQcddcfffdvvnvvr reducible gLLAQcddcfffdvvnvvj reducible gLLAQcddcfffdvvnvfv reducible gLLAQcddcfffdvvnvgv reducible gLLAQcddcfffdvvnnnv reducible gLLMQcecfffeadvhhar reducible gLLMQcecfffeadvaaln reducible gLLMQcecfffeadvaatn reducible gLLMQcecfffeadvaalr reducible gLLMQcecfffeadvaatr reducible gLLMQcecfffeadvhhan reducible gLLMQcecfffeidsmain T2xI gLLAQcddcfffdvvrcvc reducible gLLAQcddcfffdvvrvvr reducible gLLAQcddcfffdvvrvvj reducible gLLAQcddcfffdvvrvfv reducible gLLAQcddcfffdvvrvgv reducible gLLAQcddcfffdvvrnnv reducible gLLAQcddcfffhsvnfro m004(0,0) gLLAQcddcfffhsvnwcj SFS[A(2,1)] gLLAQcddcfffhsvnwrr SFS[A(2,1)] gLLAQcddcfffhsvnwow reducible gLLAQcddcfffhsvnwkw reducible gLLAQcddcfffhsvnwkf SFS[D(3,1)(3,2)] gLLAQcddcfffhsvnwkn SFS[D(3,1)(3,1)] gLLAQcddcfffhsvnwof SFS[D(3,1)(3,1)] gLLAQcddcfffhsvnvww SFS[A(3,1)] gLLAQcddcfffhsvnsww SFS[A(3,1)] gLLAQcddcfffhsvncbf toroidal gLLAQcddcfffhsvnbjn toroidal gLLAQcddcfffhsvnbnn SFS[D(3,1)(2,1)] gLLAQcddcfffhsvnbbw reducible gLLAQcddcfffhsvnbbn SFS[D(3,1)(2,1)] gLLAQcddcfffhsvnbbf SFS[D(3,1)(2,1)] gLLAQcddcfffhsvnfbf SFS[D(3,1)(2,1)] gLLAQcddcfffhsvnknr m004(0,0) gLLAQcddcfffhsjnwcj s503(0,0)(0,0) gLLAQcddcfffhsrnwcj s548(0,0)(0,0) gLLAQcddcfffhrvnwcj m329(0,0)(0,0) gLLAQcddcfffhrjnwcj m357(0,0)(0,0) gLLAQcddcfffhrrnwcj SFS[A(2,1)] gLLAQcddcfffhcvnwcj m357(0,0)(0,0) gLLAQcddcfffhcjnwcj toroidal gLLAQcddcfffhcrnwcj s503(0,0)(0,0) gLLAQcddcfffhwwnbrg toroidal gLLAQcddcfffhwwnwcj toroidal gLLAQcddcfffhwwnwsv toroidal gLLAQcddcfffhwwnssv SFS[A(7,2)] gLLAQcddcfffhwwnvsv SFS[A(7,2)] gLLAQcddcfffhwwngbr toroidal gLLAQcddcfffhwwncjw SFS[A(7,2)] gLLAQcddcfffhwwnfnw reducible gLLAQcddcfffhwwnfnn reducible gLLAQcddcfffhwwnfnf reducible gLLAQcddcfffqssnojf toroidal gLLAQcddcfffqssnnsg SFS[A(7,3)] gLLAQcddcfffqssnrsc reducible gLLAQcddcfffqssnrrc reducible gLLAQcddcfffqssnrcc reducible gLLAQcddcfffqssnsgn toroidal gLLAQcddcfffqssnsvw toroidal gLLAQcddcfffqssnwvw SFS[A(7,3)] gLLAQcddcfffqssnvvw SFS[A(7,3)] gLLAQcddcfffqssnjfo toroidal gLLAQcddcfffqssngns SFS[A(7,3)] gLLAQcddcfffqssnkbs reducible gLLAQcddcfffqssnkbk reducible gLLAQcddcfffqssnkbb reducible gLLAQcddcfffqsbnrsc toroidal gLLAQcddcfffqsbnrrc SFS[D(7,4)(3,1)] gLLAQcddcfffqsbnrcc SFS[D(7,4)(3,1)] gLLAQcddcfffqsknrsc toroidal gLLAQcddcfffqsknrrc SFS[D(7,3)(3,1)] gLLAQcddcfffqsknrcc SFS[D(7,3)(3,1)] gLLAQcddcfffqffnkbs toroidal gLLAQcddcfffqffnkbk SFS[D(7,3)(2,1)] gLLAQcddcfffqffnkbb SFS[D(7,3)(2,1)] gLLMQcecfffeahvhxqn toroidal gLLMQcecfffeahvaimn toroidal gLLMQcecfffeahvaden toroidal gLLMQcecfffeahvdden toroidal gLLMQcecfffeahveden toroidal gLLMQcecfffeahvqhxn toroidal gLLMQcecfffeahviman toroidal gLLMQcecfffeahvltan reducible gLLMQcecfffeahvlttn reducible gLLMQcecfffeahvltln reducible gLLAQcddcfffhffnkbs toroidal gLLAQcddcfffhffnkbk SFS[D(5,1)(2,1)] gLLAQcddcfffhffnkbb SFS[D(5,1)(2,1)] gLLAQcddcfffhssnjfo toroidal gLLAQcddcfffhssngns SFS[A(5,1)] gLLAQcddcfffhssnkbs reducible gLLAQcddcfffhssnkbk reducible gLLAQcddcfffhssnkbb reducible gLLAQcddcfffhssnsgn toroidal gLLAQcddcfffhssnsvw toroidal gLLAQcddcfffhssnvvw SFS[A(5,1)] gLLAQcddcfffhssnwvw SFS[A(5,1)] gLLAQcddcfffhssnojf toroidal gLLAQcddcfffhssnnsg SFS[A(5,1)] gLLAQcddcfffhssnrsc reducible gLLAQcddcfffhssnrrc reducible gLLAQcddcfffhssnrcc reducible gLLAQcddcfffhsknrsc toroidal gLLAQcddcfffhsknrrc SFS[D(5,1)(3,1)] gLLAQcddcfffhsknrcc SFS[D(5,1)(3,1)] gLLAQcddcfffhsbnrsc toroidal gLLAQcddcfffhsbnrrc SFS[D(5,4)(3,1)] gLLAQcddcfffhsbnrcc SFS[D(5,4)(3,1)] gLLMQcecfffedhrxpqn toroidal gLLMQcecfffedhreuhn toroidal gLLMQcecfffedhreppn toroidal gLLMQcecfffedhreexn reducible gLLMQcecfffedhreemn reducible gLLMQcecfffedhrelxn toroidal gLLMQcecfffedhrelmn toroidal gLLMQcecfffedhreqxn toroidal gLLMQcecfffedhrdeen toroidal gLLMQcecfffedhraeen toroidal gLLMQcecfffedhriqun toroidal gLLMQcecfffedhrhlin toroidal gLLMQcecfffedhrllin toroidal gLLMQcecfffedhriein reducible gLLMQcecfffedhrilin toroidal gLLMQcecfffedhriqin toroidal gLLMQcecfffedhriqqn toroidal gLLMQcecfffedhrlmpn toroidal gLLMQcecfffehhreuhn m359(0,0)(0,0) gLLMQcecfffephreuhn s579(0,0)(0,0) gLLMQcecfffepqreuhn s441(0,0)(0,0) gLLMQcecfffelhcxpln m295(0,0)(0,0) gLLMQcecfffeahcxpln toroidal gLLMQcecfffehqreuhn m295(0,0)(0,0) gLLMQcecfffeihsmain toroidal gLLMQcecfffelqcxpln m359(0,0)(0,0) gLLAQcddcfffqsvnfro toroidal gLLAQcddcfffqsvnwcj toroidal gLLAQcddcfffqsvnwrr toroidal gLLAQcddcfffqsvnwow reducible gLLAQcddcfffqsvnwkw reducible gLLAQcddcfffqsvnwkf toroidal gLLAQcddcfffqsvnwkn toroidal gLLAQcddcfffqsvnwof toroidal gLLAQcddcfffqsvnvww toroidal gLLAQcddcfffqsvnsww toroidal gLLAQcddcfffqsvncbf toroidal gLLAQcddcfffqsvnbjn toroidal gLLAQcddcfffqsvnbnn toroidal gLLAQcddcfffqsvnbbw reducible gLLAQcddcfffqsvnbbn toroidal gLLAQcddcfffqsvnbbf toroidal gLLAQcddcfffqsvnfbf toroidal gLLAQcddcfffqsvnknr toroidal gLLAQcddcfffqsjnwcj s506(0,0)(0,0) gLLAQcddcfffqsrnwcj s601(0,0)(0,0) gLLAQcddcfffqrvnwcj m129(0,0)(0,0) gLLAQcddcfffqrjnwcj m292(0,0)(0,0) gLLAQcddcfffqrrnwcj toroidal gLLAQcddcfffqcvnwcj m292(0,0)(0,0) gLLAQcddcfffqcjnwcj toroidal gLLAQcddcfffqcrnwcj s506(0,0)(0,0) gLLAQcddcfffqwwnbrg toroidal gLLAQcddcfffqwwnwcj toroidal gLLAQcddcfffqwwnwsv toroidal gLLAQcddcfffqwwnssv toroidal gLLAQcddcfffqwwnvsv toroidal gLLAQcddcfffqwwngbr toroidal gLLAQcddcfffqwwncjw toroidal gLLAQcddcfffqwwnfnw reducible gLLAQcddcfffqwwnfnn reducible gLLAQcddcfffqwwnfnf reducible gLLAQcddcfffhvvncnk toroidal gLLAQcddcfffhvvnbvo SFS[A(2,1)] gLLAQcddcfffhvvnfvg reducible gLLAQcddcfffhvvnffg reducible gLLAQcddcfffhvvnfgg reducible gLLAQcddcfffhvvnvob toroidal gLLAQcddcfffhvvnvws toroidal gLLAQcddcfffhvvnsws SFS[A(2,1)] gLLAQcddcfffhvvnwws SFS[A(2,1)] gLLAQcddcfffhvvnnkc toroidal gLLAQcddcfffhvvnobv SFS[A(2,1)] gLLAQcddcfffhvvnrjv reducible gLLAQcddcfffhvvnrjr reducible gLLAQcddcfffhvvnrjj reducible gLLAQcddcfffhfvnrjv toroidal gLLAQcddcfffhfvnrjr SFS[D(3,1)(2,1)] gLLAQcddcfffhfvnrjj SFS[D(3,1)(2,1)] gLLAQcddcfffhgvnrjv toroidal gLLAQcddcfffhgvnrjr SFS[D(3,1)(2,1)] gLLAQcddcfffhgvnrjj SFS[D(3,1)(2,1)] gLLAQcddcfffhkknfvg toroidal gLLAQcddcfffhkknffg SFS[D(2,1)(2,1)] gLLAQcddcfffhkknfgg SFS[D(2,1)(2,1)] gLLAQcddcfffpvvncvc reducible gLLAQcddcfffpvvnvvr reducible gLLAQcddcfffpvvnvvj reducible gLLAQcddcfffpvvnvfv reducible gLLAQcddcfffpvvnvgv reducible gLLAQcddcfffpvvnnnv reducible gLLMQcecfffealvhhaw reducible gLLMQcecfffealvauaw reducible gLLMQcecfffealvapaw reducible gLLMQcecfffealvaatw reducible gLLMQcecfffealvaalw reducible gLLMQcecfffealvqaqw reducible gLLMQcecfffeilsmaiw SFS[A(5,2)] gLLAQcddcffflvvwcvc reducible gLLAQcddcffflvvwvvj reducible gLLAQcddcffflvvwvvr reducible gLLAQcddcffflvvwvgv reducible gLLAQcddcffflvvwvfv reducible gLLAQcddcffflvvwnnv reducible gLLAQcddcfffasvwfro toroidal gLLAQcddcfffasvwwcj toroidal gLLAQcddcfffasvwwrr toroidal gLLAQcddcfffasvwwow reducible gLLAQcddcfffasvwwkw reducible gLLAQcddcfffasvwwkf toroidal gLLAQcddcfffasvwwkn toroidal gLLAQcddcfffasvwwof toroidal gLLAQcddcfffasvwvww toroidal gLLAQcddcfffasvwsww toroidal gLLAQcddcfffasvwcbf toroidal gLLAQcddcfffasvwbjn toroidal gLLAQcddcfffasvwbnn toroidal gLLAQcddcfffasvwbbw reducible gLLAQcddcfffasvwbbn toroidal gLLAQcddcfffasvwbbf toroidal gLLAQcddcfffasvwfbf toroidal gLLAQcddcfffasvwknr toroidal gLLAQcddcfffasjwwcj toroidal gLLAQcddcfffasrwwcj m125(0,0)(0,0) gLLAQcddcfffarvwwcj m125(0,0)(0,0) gLLAQcddcfffarjwwcj toroidal gLLAQcddcfffarrwwcj toroidal gLLAQcddcfffacvwwcj toroidal gLLAQcddcfffacjwwcj reducible gLLAQcddcfffacrwwcj toroidal gLLAQcddcfffawwwbrg toroidal gLLAQcddcfffawwwwcj toroidal gLLAQcddcfffawwwwsv toroidal gLLAQcddcfffawwwssv toroidal gLLAQcddcfffawwwvsv toroidal gLLAQcddcfffawwwgbr toroidal gLLAQcddcfffawwwcjw toroidal gLLAQcddcfffawwwfnw reducible gLLAQcddcfffawwwfnn reducible gLLAQcddcfffawwwfnf reducible gLLAQcddcfffasssojf reducible gLLAQcddcfffasssnsg reducible gLLAQcddcfffasssrsc reducible gLLAQcddcfffasssrrc reducible gLLAQcddcfffasssrcc reducible gLLAQcddcfffassssgn reducible gLLAQcddcfffassssvw reducible gLLAQcddcfffassswvw reducible gLLAQcddcfffasssvvw reducible gLLAQcddcfffasssjfo reducible gLLAQcddcfffasssgns reducible gLLAQcddcfffassskbs reducible gLLAQcddcfffassskbk reducible gLLAQcddcfffassskbb reducible gLLAQcddcfffasbsrsc reducible gLLAQcddcfffasbsrrc reducible gLLAQcddcfffasbsrcc reducible gLLAQcddcfffasksrsc reducible gLLAQcddcfffasksrrc reducible gLLAQcddcfffasksrcc reducible gLLAQcddcfffaffskbs reducible gLLAQcddcfffaffskbk reducible gLLAQcddcfffaffskbb reducible gLLMQcecfffeaavhxqw toroidal gLLMQcecfffeaavaims toroidal gLLMQcecfffeaavades toroidal gLLMQcecfffeaavddew SFS[A(3,1)] gLLMQcecfffeaavddes SFS[A(3,1)] gLLMQcecfffeaavhxqs toroidal gLLMQcecfffeaavimas SFS[A(3,1)] gLLMQcecfffeaavltas reducible gLLMQcecfffeaavltls reducible gLLMQcecfffeaavltlw reducible gLLAQcddcfffaffwkbs toroidal gLLAQcddcfffaffwkbk SFS[D(3,1)(2,1)] gLLAQcddcfffaffwkbb SFS[D(3,1)(2,1)] gLLAQcddcfffasswjfo toroidal gLLAQcddcfffasswgns SFS[A(3,1)] gLLAQcddcfffasswkbs reducible gLLAQcddcfffasswkbk reducible gLLAQcddcfffasswkbb reducible gLLAQcddcfffasswsgn toroidal gLLAQcddcfffasswsvw toroidal gLLAQcddcfffasswvvw SFS[A(3,1)] gLLAQcddcfffasswwvw SFS[A(3,1)] gLLAQcddcfffasswojf toroidal gLLAQcddcfffasswnsg SFS[A(3,1)] gLLAQcddcfffasswrsc reducible gLLAQcddcfffasswrrc reducible gLLAQcddcfffasswrcc reducible gLLAQcddcfffaskwrsc toroidal gLLAQcddcfffaskwrrc SFS[D(3,1)(3,2)] gLLAQcddcfffaskwrcc SFS[D(3,1)(3,2)] gLLAQcddcfffasbwrsc toroidal gLLAQcddcfffasbwrrc SFS[D(3,1)(3,1)] gLLAQcddcfffasbwrcc SFS[D(3,1)(3,1)] gLLMQcecfffedarlmps m004(0,0) gLLMQcecfffedareuhs SFS[A(2,1)] gLLMQcecfffedarepps SFS[A(2,1)] gLLMQcecfffedareems reducible gLLMQcecfffedareemw reducible gLLMQcecfffedarelxs SFS[D(3,1)(3,2)] gLLMQcecfffedarelmw SFS[D(3,1)(3,1)] gLLMQcecfffedarelms SFS[D(3,1)(3,1)] gLLMQcecfffedaraees SFS[A(3,1)] gLLMQcecfffedaraeew SFS[A(3,1)] gLLMQcecfffedarhlis toroidal gLLMQcecfffedarhliw toroidal gLLMQcecfffedariqqs SFS[D(3,1)(2,1)] gLLMQcecfffedarieis reducible gLLMQcecfffedariliw SFS[D(3,1)(2,1)] gLLMQcecfffedarilis SFS[D(3,1)(2,1)] gLLMQcecfffedariqqw SFS[D(3,1)(2,1)] gLLMQcecfffedarlmpw m004(0,0) gLLMQcecfffehareuhw toroidal gLLMQcecfffepareuhw SFS[A(2,1)] gLLMQcecfffepareuhs m202(0,0)(0,0) gLLMQcecfffelacxplw m125(0,0)(0,0) gLLMQcecfffeaacxpls SFS[A(2,1)] gLLMQcecfffehareuhs m125(0,0)(0,0) gLLMQcecfffeiasmais toroidal gLLMQcecfffelacxpls toroidal gLLAQcddcfffasvsfro m004(0,0) gLLAQcddcfffasvswcj SFS[A(2,1)] gLLAQcddcfffasvswrr SFS[A(2,1)] gLLAQcddcfffasvswow reducible gLLAQcddcfffasvswkw reducible gLLAQcddcfffasvswkf SFS[D(3,1)(3,2)] gLLAQcddcfffasvswkn SFS[D(3,1)(3,1)] gLLAQcddcfffasvswof SFS[D(3,1)(3,1)] gLLAQcddcfffasvsvww SFS[A(3,1)] gLLAQcddcfffasvssww SFS[A(3,1)] gLLAQcddcfffasvscbf toroidal gLLAQcddcfffasvsbjn toroidal gLLAQcddcfffasvsbnn SFS[D(3,1)(2,1)] gLLAQcddcfffasvsbbw reducible gLLAQcddcfffasvsbbn SFS[D(3,1)(2,1)] gLLAQcddcfffasvsbbf SFS[D(3,1)(2,1)] gLLAQcddcfffasvsfbf SFS[D(3,1)(2,1)] gLLAQcddcfffasvsknr m004(0,0) gLLAQcddcfffasjswcj toroidal gLLAQcddcfffasrswcj SFS[A(2,1)] gLLAQcddcfffarvswcj m202(0,0)(0,0) gLLAQcddcfffarjswcj m125(0,0)(0,0) gLLAQcddcfffarrswcj SFS[A(2,1)] gLLAQcddcfffacvswcj m125(0,0)(0,0) gLLAQcddcfffacjswcj toroidal gLLAQcddcfffacrswcj toroidal gLLAQcddcfffawwsbrg toroidal gLLAQcddcfffawwswcj toroidal gLLAQcddcfffawwswsv toroidal gLLAQcddcfffawwsssv SFS[A(3,1)] gLLAQcddcfffawwsvsv SFS[A(3,1)] gLLAQcddcfffawwsgbr toroidal gLLAQcddcfffawwscjw SFS[A(3,1)] gLLAQcddcfffawwsfnw reducible gLLAQcddcfffawwsfnn reducible gLLAQcddcfffawwsfnf reducible gLLAQcddcfffavvsnkc toroidal gLLAQcddcfffavvsbvo SFS[A(3,1)] gLLAQcddcfffavvsfvg reducible gLLAQcddcfffavvsfgg reducible gLLAQcddcfffavvsffg reducible gLLAQcddcfffavvsvob toroidal gLLAQcddcfffavvsvws toroidal gLLAQcddcfffavvswws SFS[A(3,1)] gLLAQcddcfffavvssws SFS[A(3,1)] gLLAQcddcfffavvscnk toroidal gLLAQcddcfffavvsobv SFS[A(3,1)] gLLAQcddcfffavvsrjv reducible gLLAQcddcfffavvsrjj reducible gLLAQcddcfffavvsrjr reducible gLLAQcddcfffafvwrjv toroidal gLLAQcddcfffafvwrjr SFS[D(3,1)(3,2)] gLLAQcddcfffafvwrjj SFS[D(3,1)(3,2)] gLLAQcddcfffafvsrjv toroidal gLLAQcddcfffafvsrjj SFS[D(3,1)(3,1)] gLLAQcddcfffafvsrjr SFS[D(3,1)(3,1)] gLLAQcddcfffakksfvg toroidal gLLAQcddcfffakksfgg SFS[D(3,1)(2,1)] gLLAQcddcfffakksffg SFS[D(3,1)(2,1)] gLLAQcddcfffhsvrfro toroidal gLLAQcddcfffhsvrwcj toroidal gLLAQcddcfffhsvrwrr toroidal gLLAQcddcfffhsvrwow reducible gLLAQcddcfffhsvrwkw reducible gLLAQcddcfffhsvrwkf toroidal gLLAQcddcfffhsvrwkn toroidal gLLAQcddcfffhsvrwof toroidal gLLAQcddcfffhsvrvww toroidal gLLAQcddcfffhsvrsww toroidal gLLAQcddcfffhsvrcbf toroidal gLLAQcddcfffhsvrbjn toroidal gLLAQcddcfffhsvrbnn toroidal gLLAQcddcfffhsvrbbw reducible gLLAQcddcfffhsvrbbn toroidal gLLAQcddcfffhsvrbbf toroidal gLLAQcddcfffhsvrfbf toroidal gLLAQcddcfffhsvrknr toroidal gLLAQcddcfffhsjrwcj s576(0,0)(0,0) gLLAQcddcfffhsrrwcj s637(0,0)(0,0) gLLAQcddcfffhrvrwcj m328(0,0)(0,0) gLLAQcddcfffhrjrwcj m388(0,0)(0,0) gLLAQcddcfffhrrrwcj toroidal gLLAQcddcfffhcvrwcj m388(0,0)(0,0) gLLAQcddcfffhcjrwcj toroidal gLLAQcddcfffhcrrwcj s576(0,0)(0,0) gLLAQcddcfffhwwrbrg toroidal gLLAQcddcfffhwwrwcj toroidal gLLAQcddcfffhwwrwsv toroidal gLLAQcddcfffhwwrssv toroidal gLLAQcddcfffhwwrvsv toroidal gLLAQcddcfffhwwrgbr toroidal gLLAQcddcfffhwwrcjw toroidal gLLAQcddcfffhwwrfnw reducible gLLAQcddcfffhwwrfnn reducible gLLAQcddcfffhwwrfnf reducible gLLAQcddcfffqssjojf toroidal gLLAQcddcfffqssjnsg SFS[A(8,3)] gLLAQcddcfffqssjrsc reducible gLLAQcddcfffqssjrrc reducible gLLAQcddcfffqssjrcc reducible gLLAQcddcfffqssjsgn toroidal gLLAQcddcfffqssjsvw toroidal gLLAQcddcfffqssjwvw SFS[A(8,3)] gLLAQcddcfffqssjvvw SFS[A(8,3)] gLLAQcddcfffqssjjfo toroidal gLLAQcddcfffqssjgns SFS[A(8,3)] gLLAQcddcfffqssjkbs reducible gLLAQcddcfffqssjkbk reducible gLLAQcddcfffqssjkbb reducible gLLAQcddcfffqsbjrsc toroidal gLLAQcddcfffqsbjrrc SFS[D(8,3)(3,1)] gLLAQcddcfffqsbjrcc SFS[D(8,3)(3,1)] gLLAQcddcfffqskjrsc toroidal gLLAQcddcfffqskjrrc SFS[D(8,3)(3,1)] gLLAQcddcfffqskjrcc SFS[D(8,3)(3,1)] gLLAQcddcfffqffjkbs toroidal gLLAQcddcfffqffjkbk SFS[D(8,3)(2,1)] gLLAQcddcfffqffjkbb SFS[D(8,3)(2,1)] gLLMQcecfffeahvhxqr toroidal gLLMQcecfffeahvaimr toroidal gLLMQcecfffeahvader toroidal gLLMQcecfffeahvdder toroidal gLLMQcecfffeahveder toroidal gLLMQcecfffeahvqhxr toroidal gLLMQcecfffeahvimar toroidal gLLAQcddcfffhffrkbs toroidal gLLAQcddcfffhffrkbk SFS[D(7,2)(2,1)] gLLAQcddcfffhffrkbb SFS[D(7,2)(2,1)] gLLAQcddcfffhssrjfo toroidal gLLAQcddcfffhssrgns SFS[A(7,2)] gLLAQcddcfffhssrkbs reducible gLLAQcddcfffhssrkbk reducible gLLAQcddcfffhssrkbb reducible gLLAQcddcfffhssrsgn toroidal gLLAQcddcfffhssrsvw toroidal gLLAQcddcfffhssrvvw SFS[A(7,2)] gLLAQcddcfffhssrwvw SFS[A(7,2)] gLLAQcddcfffhssrojf toroidal gLLAQcddcfffhssrnsg SFS[A(7,2)] gLLAQcddcfffhssrrsc reducible gLLAQcddcfffhssrrrc reducible gLLAQcddcfffhssrrcc reducible gLLAQcddcfffhskrrsc toroidal gLLAQcddcfffhskrrrc SFS[D(7,2)(3,1)] gLLAQcddcfffhskrrcc SFS[D(7,2)(3,1)] gLLAQcddcfffhsbrrsc toroidal gLLAQcddcfffhsbrrrc SFS[D(7,5)(3,1)] gLLAQcddcfffhsbrrcc SFS[D(7,5)(3,1)] gLLMQcecfffedhrxpqr toroidal gLLMQcecfffedhreuhr toroidal gLLMQcecfffedhreppr toroidal gLLMQcecfffedhreexr reducible gLLMQcecfffedhreemr reducible gLLMQcecfffedhrelxr toroidal gLLMQcecfffedhrelmr toroidal gLLMQcecfffedhreqxr toroidal gLLMQcecfffedhrdeer toroidal gLLMQcecfffedhraeer toroidal gLLMQcecfffedhriqur toroidal gLLMQcecfffedhrhlir toroidal gLLMQcecfffedhrllir toroidal gLLMQcecfffedhrieir reducible gLLMQcecfffedhrilir toroidal gLLMQcecfffedhriqir toroidal gLLMQcecfffedhriqqr toroidal gLLMQcecfffedhrlmpr toroidal gLLMQcecfffehhreuhr m391(0,0)(0,0) gLLMQcecfffephreuhr s622(0,0)(0,0) gLLMQcecfffepqreuhj s569(0,0)(0,0) gLLMQcecfffelhcxplr m367(0,0)(0,0) gLLMQcecfffeahcxplr toroidal gLLMQcecfffehqreuhj m367(0,0)(0,0) gLLMQcecfffeihsmair SFS[A(5,2)] gLLMQcecfffelqcxplj m391(0,0)(0,0) gLLAQcddcfffqsvjfro toroidal gLLAQcddcfffqsvjwcj toroidal gLLAQcddcfffqsvjwrr toroidal gLLAQcddcfffqsvjwow reducible gLLAQcddcfffqsvjwkw reducible gLLAQcddcfffqsvjwkf toroidal gLLAQcddcfffqsvjwkn toroidal gLLAQcddcfffqsvjwof toroidal gLLAQcddcfffqsvjvww toroidal gLLAQcddcfffqsvjsww toroidal gLLAQcddcfffqsvjcbf toroidal gLLAQcddcfffqsvjbjn toroidal gLLAQcddcfffqsvjbnn toroidal gLLAQcddcfffqsvjbbw reducible gLLAQcddcfffqsvjbbn toroidal gLLAQcddcfffqsvjbbf toroidal gLLAQcddcfffqsvjfbf toroidal gLLAQcddcfffqsvjknr toroidal gLLAQcddcfffqsjjwcj s577(0,0)(0,0) gLLAQcddcfffqsrjwcj s660(0,0)(0,0) gLLAQcddcfffqrvjwcj m203(0,0)(0,0) gLLAQcddcfffqrjjwcj m366(0,0)(0,0) gLLAQcddcfffqrrjwcj toroidal gLLAQcddcfffqcvjwcj m366(0,0)(0,0) gLLAQcddcfffqcjjwcj toroidal gLLAQcddcfffqcrjwcj s577(0,0)(0,0) gLLAQcddcfffqwwjbrg toroidal gLLAQcddcfffqwwjwcj toroidal gLLAQcddcfffqwwjwsv toroidal gLLAQcddcfffqwwjssv toroidal gLLAQcddcfffqwwjvsv toroidal gLLAQcddcfffqwwjgbr toroidal gLLAQcddcfffqwwjcjw toroidal gLLAQcddcfffqwwjfnw reducible gLLAQcddcfffqwwjfnn reducible gLLAQcddcfffqwwjfnf reducible gLLAQcddcfffhvvrcnk SFS[D(2,1)(2,1)] gLLAQcddcfffhvvrbvo T2xI gLLAQcddcfffhvvrvob SFS[A(2,1)] gLLAQcddcfffhvvrvws SFS[A(2,1)] gLLAQcddcfffhvvrsws T2xI gLLAQcddcfffhvvrwws T2xI gLLAQcddcfffhvvrnkc SFS[D(2,1)(2,1)] gLLAQcddcfffhvvrobv T2xI gLLAQcddcfffhfvrrjv SFS[D(8,3)(2,1)] gLLAQcddcfffhgvrrjv SFS[D(7,3)(2,1)] gLLAQcddcfffhkkrfvg SFS[D(5,2)(2,1)] gLLAQcddcfffpvvrcvc reducible gLLAQcddcfffpvvrvvr reducible gLLAQcddcfffpvvrvvj reducible gLLAQcddcfffpvvrvfv reducible gLLAQcddcfffpvvrvgv reducible gLLAQcddcfffpvvrnnv reducible gLLMQcecfffealvhhas reducible gLLMQcecfffealvauas reducible gLLMQcecfffealvapas reducible gLLMQcecfffealvaats reducible gLLMQcecfffealvaals reducible gLLMQcecfffealvqaqs reducible gLLMQcecfffeilsmais SFS[A(4,1)] gLLAQcddcffflvvscvc reducible gLLAQcddcffflvvsvvj reducible gLLAQcddcffflvvsvvr reducible gLLAQcddcffflvvsvgv reducible gLLAQcddcffflvvsvfv reducible gLLAQcddcffflvvsnnv reducible gLLMQcecfffeadvaimo SFS[A(2,1)] gLLMQcecfffeadvadeo SFS[A(2,1)] gLLMQcecfffeadvddeo T2xI gLLMQcecfffeadvhxqo SFS[D(2,1)(2,1)] gLLMQcecfffeadvimao T2xI gLLMQcecfffeddbpqmo toroidal gLLMQcecfffeddbmqmo SFS[D(2,1)(2,1)] gLLMQcecfffedibpqmb reducible gLLAQcddcfffiffbnro reducible gLLAQcddcfffignbsgn reducible gLLAQcddcfffissbjjs reducible gLLAQcddcfffissbscs reducible gLLAQcddcfffissbsrs reducible gLLAQcddcfffissbssb reducible gLLAQcddcfffissbssk reducible gLLAQcddcfffissboso reducible gLLAQcddcffficbbgjk reducible gLLMQcecfffeddreado SFS[A(2,1)] gLLMQcecfffeddraado T2xI gLLMQcecfffeadcxuto reducible gLLMQcecfffeidsmauo SFS[D(3,1)(2,1)] gLLMQcecfffeidsmaqo SFS[D(3,1)(2,1)] gLLMQcecfffeidsmuuo reducible gLLMQcecfffeidsmpuo SFS[D(3,1)(2,1)] gLLMQcecfffeidsmpqo toroidal gLLMQcecfffeidsppqo SFS[D(2,1)(2,1)] gLLMQcecfffeidsmhmo SFS[D(3,1)(2,1)] gLLMQcecfffeidsmmxo SFS[D(3,1)(2,1)] gLLMQcecfffeidspmmo reducible gLLMQcecfffeidsddmo SFS[D(2,1)(2,1)] gLLAQcddcfffdsvowsv SFS[A(2,1)] gLLAQcddcfffdsvossv T2xI gLLAQcddcfffdsvovsv T2xI gLLAQcddcfffdrvojoo SFS[D(2,1)(2,1)] gLLAQcddcfffdrvossj SFS[D(2,1)(2,1)] gLLAQcddcfffdrvofjf reducible gLLAQcddcfffdrvojjv SFS[D(3,1)(2,1)] gLLAQcddcfffdrvojjr SFS[D(3,1)(2,1)] gLLAQcddcfffdrvojbj reducible gLLAQcddcfffdrvojnj reducible gLLAQcddcfffdrvogjj SFS[D(3,1)(2,1)] gLLAQcddcfffdrvokjj SFS[D(3,1)(2,1)] gLLAQcddcfffdwwogwg reducible gLLAQcddcfffdwwowwf reducible gLLAQcddcfffdwwowwn reducible gLLAQcddcfffdwwowkw reducible gLLAQcddcfffdwwowow reducible gLLAQcddcfffdwwobbw reducible gLLAQcddcfffdgnosgn T2xI gLLAQcddcfffdvvonkc SFS[D(2,1)(2,1)] gLLAQcddcfffdvvobvo T2xI gLLAQcddcfffdvvovob SFS[A(2,1)] gLLAQcddcfffdvvovws SFS[A(2,1)] gLLAQcddcfffdvvowws T2xI gLLAQcddcfffdvvosws T2xI gLLAQcddcfffdvvocnk SFS[D(2,1)(2,1)] gLLAQcddcfffdvvoobv T2xI gLLAQcddcfffdgvoobv T2xI gLLAQcddcfffdfvoobv SFS[A(2,1)] gLLAQcddcfffdkkobvo T2xI gLLAQcddcfffdssooso reducible gLLAQcddcfffdssossk reducible gLLAQcddcfffdssossb reducible gLLAQcddcfffdssosrs reducible gLLAQcddcfffdssoscs reducible gLLAQcddcfffdssojjs reducible gLLAQcddcfffhsvofro m004(0,0) gLLAQcddcfffhsvowcj SFS[A(2,1)] gLLAQcddcfffhsvowrr SFS[A(2,1)] gLLAQcddcfffhsvowow reducible gLLAQcddcfffhsvowkw reducible gLLAQcddcfffhsvowkf SFS[D(3,1)(3,2)] gLLAQcddcfffhsvowkn SFS[D(3,1)(3,1)] gLLAQcddcfffhsvowof SFS[D(3,1)(3,1)] gLLAQcddcfffhsvovww SFS[A(3,1)] gLLAQcddcfffhsvosww SFS[A(3,1)] gLLAQcddcfffhsvocbf toroidal gLLAQcddcfffhsvobjn toroidal gLLAQcddcfffhsvobnn SFS[D(3,1)(2,1)] gLLAQcddcfffhsvobbw reducible gLLAQcddcfffhsvobbn SFS[D(3,1)(2,1)] gLLAQcddcfffhsvobbf SFS[D(3,1)(2,1)] gLLAQcddcfffhsvofbf SFS[D(3,1)(2,1)] gLLAQcddcfffhsvoknr m004(0,0) gLLAQcddcfffhsjowcj SFS[A(2,1)] gLLAQcddcfffhsrowcj toroidal gLLAQcddcfffhrvowcj T2xI gLLAQcddcfffhrjowcj T2xI gLLAQcddcfffhrrowcj SFS[A(2,1)] gLLAQcddcfffhcvowcj T2xI gLLAQcddcfffhcjowcj T2xI gLLAQcddcfffhcrowcj SFS[A(2,1)] gLLAQcddcfffhwwobrg SFS[D(2,1)(2,1)] gLLAQcddcfffhwwowcj SFS[A(2,1)] gLLAQcddcfffhwwowsv SFS[A(2,1)] gLLAQcddcfffhwwossv T2xI gLLAQcddcfffhwwovsv T2xI gLLAQcddcfffhwwogbr SFS[D(2,1)(2,1)] gLLAQcddcfffhwwocjw T2xI gLLAQcddcfffqssbojf SFS[D(2,1)(2,1)] gLLAQcddcfffqssbnsg T2xI gLLAQcddcfffqssbsgn SFS[A(2,1)] gLLAQcddcfffqssbsvw SFS[A(2,1)] gLLAQcddcfffqssbwvw T2xI gLLAQcddcfffqssbvvw T2xI gLLAQcddcfffqssbjfo SFS[D(2,1)(2,1)] gLLAQcddcfffqssbgns T2xI gLLAQcddcfffqskbrsc SFS[D(2,1)(2,1)] gLLMQcecfffeahvhxqo SFS[D(2,1)(2,1)] gLLMQcecfffeahvaimo SFS[A(2,1)] gLLMQcecfffeahvadeo SFS[A(2,1)] gLLMQcecfffeahvddeo T2xI gLLMQcecfffeahvedeo T2xI gLLMQcecfffeahvqhxo SFS[D(2,1)(2,1)] gLLMQcecfffeahvimao T2xI gLLAQcddcfffhffokbs toroidal gLLAQcddcfffhffokbk SFS[D(2,1)(2,1)] gLLAQcddcfffhffokbb SFS[D(2,1)(2,1)] gLLAQcddcfffhssojfo toroidal gLLAQcddcfffhssogns SFS[A(2,1)] gLLAQcddcfffhssokbs reducible gLLAQcddcfffhssokbk reducible gLLAQcddcfffhssokbb reducible gLLAQcddcfffhssosgn toroidal gLLAQcddcfffhssosvw toroidal gLLAQcddcfffhssovvw SFS[A(2,1)] gLLAQcddcfffhssowvw SFS[A(2,1)] gLLAQcddcfffhssoojf toroidal gLLAQcddcfffhssonsg SFS[A(2,1)] gLLAQcddcfffhssorsc reducible gLLAQcddcfffhssorrc reducible gLLAQcddcfffhssorcc reducible gLLAQcddcfffhskorsc toroidal gLLAQcddcfffhskorrc SFS[D(3,1)(2,1)] gLLAQcddcfffhskorcc SFS[D(3,1)(2,1)] gLLAQcddcfffhsborsc toroidal gLLAQcddcfffhsborrc SFS[D(3,1)(2,1)] gLLAQcddcfffhsborcc SFS[D(3,1)(2,1)] gLLMQcecfffedhrxpqo m004(0,0) gLLMQcecfffedhreuho SFS[A(2,1)] gLLMQcecfffedhreppo SFS[A(2,1)] gLLMQcecfffedhreexo reducible gLLMQcecfffedhreemo reducible gLLMQcecfffedhrelxo SFS[D(3,1)(3,2)] gLLMQcecfffedhrelmo SFS[D(3,1)(3,1)] gLLMQcecfffedhreqxo SFS[D(3,1)(3,1)] gLLMQcecfffedhrdeeo SFS[A(3,1)] gLLMQcecfffedhraeeo SFS[A(3,1)] gLLMQcecfffedhriquo toroidal gLLMQcecfffedhrhlio toroidal gLLMQcecfffedhrllio SFS[D(3,1)(2,1)] gLLMQcecfffedhrieio reducible gLLMQcecfffedhrilio SFS[D(3,1)(2,1)] gLLMQcecfffedhriqio SFS[D(3,1)(2,1)] gLLMQcecfffedhriqqo SFS[D(3,1)(2,1)] gLLMQcecfffedhrlmpo m004(0,0) gLLMQcecfffehhreuho T2xI gLLMQcecfffephreuho T2xI gLLMQcecfffepqreuhb toroidal gLLMQcecfffelhcxplo SFS[A(2,1)] gLLMQcecfffeahcxplo SFS[A(2,1)] gLLMQcecfffehqreuhb SFS[A(2,1)] gLLMQcecfffeihsmaio T2xI gLLMQcecfffelqcxplb T2xI gLLAQcddcfffqsvbwcj reducible gLLAQcddcfffqsvbwrr reducible gLLAQcddcfffqsvbwow reducible gLLAQcddcfffqsvbwkw reducible gLLAQcddcfffqsvbwkf reducible gLLAQcddcfffqsvbwkn reducible gLLAQcddcfffqsvbwof reducible gLLAQcddcfffqsvbvww reducible gLLAQcddcfffqsvbsww reducible gLLAQcddcfffqsvbcbf reducible gLLAQcddcfffqsvbbjn reducible gLLAQcddcfffqsvbbbw reducible gLLAQcddcfffqsjbwcj SFS[A(3,1)] gLLAQcddcfffqsrbwcj SFS[A(3,1)] gLLAQcddcfffqrvbwcj SFS[A(3,1)] gLLAQcddcfffqrjbwcj SFS[A(3,1)] gLLAQcddcfffqrrbwcj reducible gLLAQcddcfffqcvbwcj SFS[A(3,1)] gLLAQcddcfffqcjbwcj toroidal gLLAQcddcfffqcrbwcj SFS[A(3,1)] gLLAQcddcfffqwwbbrg reducible gLLAQcddcfffqwwbwcj reducible gLLAQcddcfffqwwbwsv reducible gLLAQcddcfffqwwbssv reducible gLLAQcddcfffqwwbvsv reducible gLLAQcddcfffqwwbgbr reducible gLLAQcddcfffqwwbcjw reducible gLLAQcddcfffqwwbfnw reducible gLLAQcddcfffqwwbfnn reducible gLLAQcddcfffqwwbfnf reducible gLLAQcddcfffhvvocnk SFS[D(2,1)(2,1)] gLLAQcddcfffhvvobvo T2xI gLLAQcddcfffhvvovob SFS[A(2,1)] gLLAQcddcfffhvvovws SFS[A(2,1)] gLLAQcddcfffhvvosws T2xI gLLAQcddcfffhvvowws T2xI gLLAQcddcfffhvvonkc SFS[D(2,1)(2,1)] gLLAQcddcfffhvvoobv T2xI gLLAQcddcfffhgvorjv SFS[D(2,1)(2,1)] gLLAQcddcfffpvrocvc SFS[D(3,1)(2,1)] gLLAQcddcfffpvrovvr SFS[D(3,1)(3,2)] gLLAQcddcfffpvrovvj SFS[D(3,1)(3,1)] gLLAQcddcfffpvrovfv SFS[D(3,1)(3,1)] gLLAQcddcfffpvrovgv SFS[D(3,1)(3,2)] gLLAQcddcfffpvrosvv reducible gLLAQcddcfffpvrowvv reducible gLLAQcddcfffpvrovkk reducible gLLAQcddcfffpvronnv SFS[D(3,1)(2,1)] gLLAQcddcfffpvjocvc SFS[D(3,1)(2,1)] gLLAQcddcfffpvjovvr SFS[D(3,1)(3,1)] gLLAQcddcfffpvjovvj SFS[D(3,1)(3,2)] gLLAQcddcfffpvjovfv SFS[D(3,1)(3,2)] gLLAQcddcfffpvjovgv SFS[D(3,1)(3,1)] gLLAQcddcfffpvjosvv reducible gLLAQcddcfffpvjowvv reducible gLLAQcddcfffpvjovkk reducible gLLAQcddcfffpvjonnv SFS[D(3,1)(2,1)] gLLAQcddcfffpgvocvc SFS[D(3,1)(2,1)] gLLAQcddcfffpgvovvr SFS[D(3,1)(3,2)] gLLAQcddcfffpgvovvj SFS[D(3,1)(3,1)] gLLAQcddcfffpgvovfv SFS[D(3,1)(3,1)] gLLAQcddcfffpgvovgv SFS[D(3,1)(3,2)] gLLAQcddcfffpgvosvv reducible gLLAQcddcfffpgvowvv reducible gLLAQcddcfffpgvovkk reducible gLLAQcddcfffpgvonnv SFS[D(3,1)(2,1)] gLLAQcddcfffpfvocvc SFS[D(3,1)(2,1)] gLLAQcddcfffpfvovvr SFS[D(3,1)(3,1)] gLLAQcddcfffpfvovvj SFS[D(3,1)(3,2)] gLLAQcddcfffpfvovfv SFS[D(3,1)(3,2)] gLLAQcddcfffpfvovgv SFS[D(3,1)(3,1)] gLLAQcddcfffpfvosvv reducible gLLAQcddcfffpfvowvv reducible gLLAQcddcfffpfvovkk reducible gLLAQcddcfffpfvonnv SFS[D(3,1)(2,1)] gLLAQcddcfffpwsovws toroidal gLLAQcddcfffpwsowws SFS[A(2,1)] gLLAQcddcfffpwsosws SFS[A(2,1)] gLLAQcddcfffpkkocvc reducible gLLAQcddcfffpkkovvr reducible gLLAQcddcfffpkkovvj reducible gLLAQcddcfffpkkovfv reducible gLLAQcddcfffpkkovgv reducible gLLAQcddcfffpkkonnv reducible gLLAQcddcfffpobovob PxS^1 gLLAQcddcfffpssooso reducible gLLAQcddcfffpssossk reducible gLLAQcddcfffpssossb reducible gLLAQcddcfffpssosrs reducible gLLAQcddcfffpssoscs reducible gLLAQcddcfffpssojjs reducible gLLAQcddcffflsvvwsv SFS[A(2,1)] gLLAQcddcffflsvvssv T2xI gLLAQcddcffflsvvvsv T2xI gLLAQcddcffflrjvvrj SFS[D(2,1)(2,1)] gLLAQcddcffflcvvcnn SFS[D(2,1)(2,1)] gLLAQcddcffflcvvbcc SFS[D(3,1)(2,1)] gLLAQcddcffflcvvfcc SFS[D(3,1)(2,1)] gLLAQcddcffflcvvcsc SFS[D(3,1)(2,1)] gLLAQcddcffflcvvcrc SFS[D(3,1)(2,1)] gLLAQcddcffflcvvcco reducible gLLAQcddcffflcvvccg reducible gLLAQcddcffflcvvvcv SFS[D(2,1)(2,1)] gLLAQcddcffflcvvkkc reducible gLLAQcddcffflwwvbbw reducible gLLAQcddcffflwwvwow reducible gLLAQcddcffflwwvwkw reducible gLLAQcddcffflwwvwwn reducible gLLAQcddcffflwwvwwf reducible gLLAQcddcffflwwvgwg reducible gLLAQcddcfffpvwosvw SFS[A(2,1)] gLLAQcddcfffpvwovvw T2xI gLLAQcddcfffpvwowvw T2xI gLLAQcddcfffpvnoncc reducible gLLAQcddcfffpvnovvn SFS[D(2,1)(2,1)] gLLAQcddcfffpvnoknk SFS[D(2,1)(2,1)] gLLAQcddcfffpvnonnw SFS[D(3,1)(2,1)] gLLAQcddcfffpvnonnf SFS[D(3,1)(2,1)] gLLAQcddcfffpvnonjn SFS[D(3,1)(2,1)] gLLAQcddcfffpvnonbn SFS[D(3,1)(2,1)] gLLAQcddcfffpvnoonn reducible gLLAQcddcfffpvnornn reducible gLLAQcddcfffpgfovgf SFS[D(2,1)(2,1)] gLLAQcddcfffussboso reducible gLLAQcddcfffussbssb reducible gLLAQcddcfffussbssk reducible gLLAQcddcfffussbscs reducible gLLAQcddcfffussbsrs reducible gLLAQcddcfffussbjjs reducible gLLAQcddcfffuvwbsvw SFS[A(2,1)] gLLAQcddcfffuvwbwvw T2xI gLLAQcddcfffuvwbvvw T2xI gLLAQcddcfffugfbvgf SFS[D(2,1)(2,1)] gLLAQcddcfffuvnbncc reducible gLLAQcddcfffuvnbonn reducible gLLAQcddcfffuvnbrnn reducible gLLAQcddcfffuvnbnnw SFS[D(3,1)(2,1)] gLLAQcddcfffuvnbnnf SFS[D(3,1)(2,1)] gLLAQcddcfffuvnbnbn SFS[D(3,1)(2,1)] gLLAQcddcfffuvnbnjn SFS[D(3,1)(2,1)] gLLAQcddcfffuvnbvvn SFS[D(2,1)(2,1)] gLLAQcddcfffuvnbknk SFS[D(2,1)(2,1)] gLLMQcecfffealvhiiv SFS[D(3,1)(3,1)] gLLMQcecfffealvliiv SFS[D(3,1)(3,2)] gLLMQcecfffealvidiv SFS[D(3,1)(3,2)] gLLMQcecfffealvixiv SFS[D(3,1)(3,1)] gLLMQcecfffealviiuv SFS[D(3,1)(3,2)] gLLMQcecfffealvhduv m004(0,0) gLLMQcecfffealvlxuv m004(0,0) gLLMQcecfffealviiqv SFS[D(3,1)(3,1)] gLLMQcecfffealvldqv m004(0,0) gLLMQcecfffealvlmav SFS[D(3,1)(2,1)] gLLMQcecfffealvhmav SFS[D(3,1)(2,1)] gLLMQcecfffealvimlv toroidal gLLMQcecfffealvlmlv SFS[D(3,1)(2,1)] gLLMQcecfffealvhmlv m003(0,0) gLLMQcecfffealvimtv toroidal gLLMQcecfffealvlmtv toroidal gLLMQcecfffealvhmtv toroidal gLLMQcecfffealvitav SFS[D(3,1)(2,1)] gLLMQcecfffealvhtav SFS[D(3,1)(2,1)] gLLMQcecfffealvitlv toroidal gLLMQcecfffealvhtlv toroidal gLLMQcecfffealvittv SFS[D(3,1)(2,1)] gLLMQcecfffealvhttv SFS[D(3,1)(2,1)] gLLMQcecfffealvihav SFS[D(3,1)(2,1)] gLLMQcecfffealvlhav SFS[D(3,1)(2,1)] gLLMQcecfffealvihlv toroidal gLLMQcecfffealvlhlv SFS[D(3,1)(2,1)] gLLMQcecfffealvhhlv SFS[D(3,1)(2,1)] gLLMQcecfffealvihtv m003(0,0) gLLMQcecfffealvlhtv toroidal gLLMQcecfffealvhhtv SFS[D(3,1)(2,1)] gLLMQcecfffealvautv SFS[D(3,1)(3,2)] gLLMQcecfffealvaptv SFS[D(3,1)(3,1)] gLLMQcecfffealvaulv SFS[D(3,1)(3,1)] gLLMQcecfffealvaplv SFS[D(3,1)(3,2)] gLLMQcecfffealveuav SFS[D(3,1)(3,2)] gLLMQcecfffealvepav SFS[D(3,1)(3,1)] gLLMQcecfffealveatv SFS[D(3,1)(3,1)] gLLMQcecfffealvealv SFS[D(3,1)(3,2)] gLLMQcecfffealvduav SFS[D(3,1)(3,1)] gLLMQcecfffealvdpav SFS[D(3,1)(3,2)] gLLMQcecfffealvdatv SFS[D(3,1)(3,2)] gLLMQcecfffealvdalv SFS[D(3,1)(3,1)] gLLMQcecfffealvaixv SFS[D(3,1)(2,1)] gLLMQcecfffealvaiev SFS[D(3,1)(2,1)] gLLMQcecfffealvaxmv SFS[D(3,1)(2,1)] gLLMQcecfffealvaxev SFS[D(3,1)(2,1)] gLLMQcecfffealvadmv SFS[D(3,1)(2,1)] gLLMQcecfffealvadxv SFS[D(3,1)(2,1)] gLLMQcecfffealvdimv toroidal gLLMQcecfffealvdixv toroidal gLLMQcecfffealvdiev toroidal gLLMQcecfffealvdxmv m003(0,0) gLLMQcecfffealvdxxv SFS[D(3,1)(2,1)] gLLMQcecfffealvdxev toroidal gLLMQcecfffealvddmv SFS[D(3,1)(2,1)] gLLMQcecfffealvddxv SFS[D(3,1)(2,1)] gLLMQcecfffealveimv toroidal gLLMQcecfffealveixv m003(0,0) gLLMQcecfffealveiev SFS[D(3,1)(2,1)] gLLMQcecfffealvexmv toroidal gLLMQcecfffealvexxv SFS[D(3,1)(2,1)] gLLMQcecfffealvexev SFS[D(3,1)(2,1)] gLLMQcecfffealvedmv toroidal gLLMQcecfffealvedxv toroidal gLLMQcecfffealvmmev SFS[D(3,1)(3,2)] gLLMQcecfffealvmmxv SFS[D(3,1)(3,1)] gLLMQcecfffealvqmmv SFS[D(3,1)(3,1)] gLLMQcecfffealvpmmv SFS[D(3,1)(3,2)] gLLMQcecfffealvmhmv SFS[D(3,1)(3,1)] gLLMQcecfffealvphev m004(0,0) gLLMQcecfffealvmtmv SFS[D(3,1)(3,2)] gLLMQcecfffealvqtev m004(0,0) gLLMQcecfffealvptxv m004(0,0) gLLMQcecfffealvmpiv toroidal gLLMQcecfffealvmuiv toroidal gLLMQcecfffealvpaiv SFS[D(3,1)(2,1)] gLLMQcecfffealvppiv SFS[D(3,1)(2,1)] gLLMQcecfffealvpuiv toroidal gLLMQcecfffealvqaiv SFS[D(3,1)(2,1)] gLLMQcecfffealvqpiv m003(0,0) gLLMQcecfffealvquiv toroidal gLLMQcecfffealvmaqv SFS[D(3,1)(2,1)] gLLMQcecfffealvmpqv toroidal gLLMQcecfffealvmuqv m003(0,0) gLLMQcecfffealvpaqv SFS[D(3,1)(2,1)] gLLMQcecfffealvppqv SFS[D(3,1)(2,1)] gLLMQcecfffealvpuqv toroidal gLLMQcecfffealvqpqv SFS[D(3,1)(2,1)] gLLMQcecfffealvquqv SFS[D(3,1)(2,1)] gLLMQcecfffealvmauv SFS[D(3,1)(2,1)] gLLMQcecfffealvmpuv toroidal gLLMQcecfffealvmuuv SFS[D(3,1)(2,1)] gLLMQcecfffealvqauv SFS[D(3,1)(2,1)] gLLMQcecfffealvqpuv toroidal gLLMQcecfffealvquuv SFS[D(3,1)(2,1)] gLLMQcecfffelpvqaqo SFS[D(3,1)(2,1)] gLLMQcecfffelpvaalo SFS[D(3,1)(3,2)] gLLMQcecfffelpvaato SFS[D(3,1)(3,1)] gLLMQcecfffelpvapao SFS[D(3,1)(3,1)] gLLMQcecfffelpvauao SFS[D(3,1)(3,2)] gLLMQcecfffelpveaao SFS[D(3,1)(3,1)] gLLMQcecfffelpvdaao SFS[D(3,1)(3,2)] gLLMQcecfffelpvaxxo SFS[D(3,1)(2,1)] gLLMQcecfffelpvhhao SFS[D(3,1)(2,1)] gLLMQcecfffeluvqaqb SFS[D(3,1)(2,1)] gLLMQcecfffeluvaatb SFS[D(3,1)(3,1)] gLLMQcecfffeluvaalb SFS[D(3,1)(3,2)] gLLMQcecfffeluvauab SFS[D(3,1)(3,2)] gLLMQcecfffeluvapab SFS[D(3,1)(3,1)] gLLMQcecfffeluvdaab SFS[D(3,1)(3,2)] gLLMQcecfffeluveaab SFS[D(3,1)(3,1)] gLLMQcecfffeluvaxxb SFS[D(3,1)(2,1)] gLLMQcecfffeluvhhab SFS[D(3,1)(2,1)] gLLMQcecfffellvauav reducible gLLMQcecfffellvapav reducible gLLMQcecfffellveaav reducible gLLMQcecfffellvdaav reducible gLLMQcecfffellvaxxv reducible gLLMQcecfffellvqaqv reducible gLLMQcecfffeltvapav reducible gLLMQcecfffeltvauav reducible gLLMQcecfffeltvdaav reducible gLLMQcecfffeltveaav reducible gLLMQcecfffeltvaxxv reducible gLLMQcecfffeltvqaqv reducible gLLAQcddcffflvwvsvw toroidal gLLAQcddcffflvwvvvw SFS[A(2,1)] gLLAQcddcffflvwvwvw SFS[A(2,1)] gLLAQcddcffflvnvknk reducible gLLAQcddcffflvnvvvn SFS[A(2,1)] gLLAQcddcffflvnvncc reducible gLLAQcddcffflvnvnnw SFS[A(3,1)] gLLAQcddcffflvnvnnf SFS[A(3,1)] gLLAQcddcffflvnvonn reducible gLLAQcddcffflvnvrnn reducible gLLAQcddcffflvnvnjn reducible gLLAQcddcffflvnvnbn reducible gLLAQcddcffflvfvvgf toroidal gLLAQcddcffflvfvvff SFS[A(2,1)] gLLAQcddcffflvfvvvf SFS[A(2,1)] gLLAQcddcffflffvvgf SFS[A(2,1)] gLLAQcddcffflffvvff T2xI gLLAQcddcffflffvvvf T2xI gLLAQcddcffflgfvvgf SFS[A(2,1)] gLLAQcddcffflgfvvff T2xI gLLAQcddcffflgfvvvf T2xI gLLAQcddcffflssvjjs reducible gLLAQcddcffflssvscs reducible gLLAQcddcffflssvsrs reducible gLLAQcddcffflssvssb reducible gLLAQcddcffflssvssk reducible gLLAQcddcffflssvoso reducible gLLMQcecfffedlreadv SFS[A(2,1)] gLLMQcecfffedlraadv T2xI gLLMQcecfffedlrdadv T2xI gLLMQcecfffealcqqxv SFS[D(2,1)(2,1)] gLLMQcecfffealcxaav SFS[D(2,1)(2,1)] gLLMQcecfffealcxdxv reducible gLLMQcecfffealcxixv reducible gLLMQcecfffealcxxev SFS[D(3,1)(2,1)] gLLMQcecfffealcxxmv SFS[D(3,1)(2,1)] gLLMQcecfffealctxxv SFS[D(3,1)(2,1)] gLLMQcecfffealcuxxv SFS[D(3,1)(2,1)] gLLMQcecfffealchxhv reducible gLLMQcecfffeilsmaiv T2xI gLLAQcddcffftsvvwsv SFS[A(2,1)] gLLAQcddcffftsvvssv T2xI gLLAQcddcffftsvvvsv T2xI gLLAQcddcffftrjvvrj SFS[D(2,1)(2,1)] gLLAQcddcffftcvvkkc reducible gLLAQcddcffftcvvccg reducible gLLAQcddcffftcvvcco reducible gLLAQcddcffftcvvcsc SFS[D(3,1)(2,1)] gLLAQcddcffftcvvcrc SFS[D(3,1)(2,1)] gLLAQcddcffftcvvfcc SFS[D(3,1)(2,1)] gLLAQcddcffftcvvbcc SFS[D(3,1)(2,1)] gLLAQcddcffftcvvvcv SFS[D(2,1)(2,1)] gLLAQcddcffftcvvcnn SFS[D(2,1)(2,1)] gLLAQcddcffftwwvgwg reducible gLLAQcddcffftwwvwwf reducible gLLAQcddcffftwwvwwn reducible gLLAQcddcffftwwvwkw reducible gLLAQcddcffftwwvwow reducible gLLAQcddcffftwwvbbw reducible gLLAQcddcffftvwvsvw toroidal gLLAQcddcffftvwvvvw SFS[A(2,1)] gLLAQcddcffftvwvwvw SFS[A(2,1)] gLLAQcddcffftvnvncc reducible gLLAQcddcffftvnvvvn SFS[A(2,1)] gLLAQcddcffftvnvknk reducible gLLAQcddcffftvnvnnw SFS[A(3,1)] gLLAQcddcffftvnvnnf SFS[A(3,1)] gLLAQcddcffftvnvnjn reducible gLLAQcddcffftvnvnbn reducible gLLAQcddcffftvnvonn reducible gLLAQcddcffftvnvrnn reducible gLLAQcddcffftvfvvgf toroidal gLLAQcddcffftvfvvff SFS[A(2,1)] gLLAQcddcffftvfvvvf SFS[A(2,1)] gLLAQcddcffftffvvgf SFS[A(2,1)] gLLAQcddcffftffvvff T2xI gLLAQcddcffftffvvvf T2xI gLLAQcddcffftgfvvgf SFS[A(2,1)] gLLAQcddcffftgfvvff T2xI gLLAQcddcffftgfvvvf T2xI gLLAQcddcffflvvvcbb SFS[D(3,1)(3,1)] gLLAQcddcffflvvvfbb SFS[D(3,1)(3,2)] gLLAQcddcffflvvvbbs SFS[D(3,1)(3,2)] gLLAQcddcffflvvvbbk SFS[D(3,1)(3,1)] gLLAQcddcffflvvvbjb SFS[D(3,1)(3,2)] gLLAQcddcffflvvvcjs m004(0,0) gLLAQcddcffflvvvfjk m004(0,0) gLLAQcddcffflvvvbnb SFS[D(3,1)(3,1)] gLLAQcddcffflvvvfns m004(0,0) gLLAQcddcffflvvvfvo SFS[D(3,1)(2,1)] gLLAQcddcffflvvvcvo SFS[D(3,1)(2,1)] gLLAQcddcffflvvvbfo toroidal gLLAQcddcffflvvvffo SFS[D(3,1)(2,1)] gLLAQcddcffflvvvcfo m003(0,0) gLLAQcddcffflvvvbgo toroidal gLLAQcddcffflvvvfgo toroidal gLLAQcddcffflvvvcgo toroidal gLLAQcddcffflvvvbvg SFS[D(3,1)(2,1)] gLLAQcddcffflvvvcvg SFS[D(3,1)(2,1)] gLLAQcddcffflvvvbfg toroidal gLLAQcddcffflvvvcfg toroidal gLLAQcddcffflvvvbgg SFS[D(3,1)(2,1)] gLLAQcddcffflvvvcgg SFS[D(3,1)(2,1)] gLLAQcddcffflvvvbvc SFS[D(3,1)(2,1)] gLLAQcddcffflvvvfvc SFS[D(3,1)(2,1)] gLLAQcddcffflvvvbfc toroidal gLLAQcddcffflvvvffc SFS[D(3,1)(2,1)] gLLAQcddcffflvvvcfc SFS[D(3,1)(2,1)] gLLAQcddcffflvvvbgc m003(0,0) gLLAQcddcffflvvvfgc toroidal gLLAQcddcffflvvvcgc SFS[D(3,1)(2,1)] gLLAQcddcffflvvvvgj SFS[D(3,1)(3,2)] gLLAQcddcffflvvvvgr SFS[D(3,1)(3,1)] gLLAQcddcffflvvvvfj SFS[D(3,1)(3,1)] gLLAQcddcffflvvvvfr SFS[D(3,1)(3,2)] gLLAQcddcffflvvvwvj SFS[D(3,1)(3,2)] gLLAQcddcffflvvvwvr SFS[D(3,1)(3,1)] gLLAQcddcffflvvvwgv SFS[D(3,1)(3,1)] gLLAQcddcffflvvvwfv SFS[D(3,1)(3,2)] gLLAQcddcffflvvvsvj SFS[D(3,1)(3,1)] gLLAQcddcffflvvvsvr SFS[D(3,1)(3,2)] gLLAQcddcffflvvvsgv SFS[D(3,1)(3,2)] gLLAQcddcffflvvvsfv SFS[D(3,1)(3,1)] gLLAQcddcffflvvvvkb SFS[D(3,1)(2,1)] gLLAQcddcffflvvvvwb SFS[D(3,1)(2,1)] gLLAQcddcffflvvvvok SFS[D(3,1)(2,1)] gLLAQcddcffflvvvvwk SFS[D(3,1)(2,1)] gLLAQcddcffflvvvvos SFS[D(3,1)(2,1)] gLLAQcddcffflvvvvks SFS[D(3,1)(2,1)] gLLAQcddcffflvvvsob toroidal gLLAQcddcffflvvvskb toroidal gLLAQcddcffflvvvswb toroidal gLLAQcddcffflvvvsok m003(0,0) gLLAQcddcffflvvvskk SFS[D(3,1)(2,1)] gLLAQcddcffflvvvswk toroidal gLLAQcddcffflvvvsos SFS[D(3,1)(2,1)] gLLAQcddcffflvvvsks SFS[D(3,1)(2,1)] gLLAQcddcffflvvvwob toroidal gLLAQcddcffflvvvwkb m003(0,0) gLLAQcddcffflvvvwwb SFS[D(3,1)(2,1)] gLLAQcddcffflvvvwok toroidal gLLAQcddcffflvvvwkk SFS[D(3,1)(2,1)] gLLAQcddcffflvvvwwk SFS[D(3,1)(2,1)] gLLAQcddcffflvvvwos toroidal gLLAQcddcffflvvvwks toroidal gLLAQcddcffflvvvowo SFS[D(3,1)(3,2)] gLLAQcddcffflvvvoko SFS[D(3,1)(3,1)] gLLAQcddcffflvvvnoo SFS[D(3,1)(3,1)] gLLAQcddcffflvvvroo SFS[D(3,1)(3,2)] gLLAQcddcffflvvvooc SFS[D(3,1)(3,1)] gLLAQcddcffflvvvrwc m004(0,0) gLLAQcddcffflvvvoog SFS[D(3,1)(3,2)] gLLAQcddcffflvvvnwg m004(0,0) gLLAQcddcffflvvvrkg m004(0,0) gLLAQcddcffflvvvobr toroidal gLLAQcddcffflvvvobj toroidal gLLAQcddcffflvvvrbv SFS[D(3,1)(2,1)] gLLAQcddcffflvvvrbr SFS[D(3,1)(2,1)] gLLAQcddcffflvvvrbj toroidal gLLAQcddcffflvvvnbv SFS[D(3,1)(2,1)] gLLAQcddcffflvvvnbr m003(0,0) gLLAQcddcffflvvvnbj toroidal gLLAQcddcffflvvvonv SFS[D(3,1)(2,1)] gLLAQcddcffflvvvonr toroidal gLLAQcddcffflvvvonj m003(0,0) gLLAQcddcffflvvvrnv SFS[D(3,1)(2,1)] gLLAQcddcffflvvvrnr SFS[D(3,1)(2,1)] gLLAQcddcffflvvvrnj toroidal gLLAQcddcffflvvvnnr SFS[D(3,1)(2,1)] gLLAQcddcffflvvvnnj SFS[D(3,1)(2,1)] gLLAQcddcffflvvvojv SFS[D(3,1)(2,1)] gLLAQcddcffflvvvojr toroidal gLLAQcddcffflvvvojj SFS[D(3,1)(2,1)] gLLAQcddcffflvvvnjv SFS[D(3,1)(2,1)] gLLAQcddcffflvvvnjr toroidal gLLAQcddcffflvvvnjj SFS[D(3,1)(2,1)] gLLAQcddcffflvjvcvc SFS[D(3,1)(2,1)] gLLAQcddcffflvjvvvj SFS[D(3,1)(3,2)] gLLAQcddcffflvjvvvr SFS[D(3,1)(3,1)] gLLAQcddcffflvjvvgv SFS[D(3,1)(3,1)] gLLAQcddcffflvjvvfv SFS[D(3,1)(3,2)] gLLAQcddcffflvjvwvv SFS[D(3,1)(3,1)] gLLAQcddcffflvjvsvv SFS[D(3,1)(3,2)] gLLAQcddcffflvjvvkk SFS[D(3,1)(2,1)] gLLAQcddcffflvjvnnv SFS[D(3,1)(2,1)] gLLAQcddcffflvrvcvc SFS[D(3,1)(2,1)] gLLAQcddcffflvrvvvj SFS[D(3,1)(3,1)] gLLAQcddcffflvrvvvr SFS[D(3,1)(3,2)] gLLAQcddcffflvrvvgv SFS[D(3,1)(3,2)] gLLAQcddcffflvrvvfv SFS[D(3,1)(3,1)] gLLAQcddcffflvrvwvv SFS[D(3,1)(3,2)] gLLAQcddcffflvrvsvv SFS[D(3,1)(3,1)] gLLAQcddcffflvrvvkk SFS[D(3,1)(2,1)] gLLAQcddcffflvrvnnv SFS[D(3,1)(2,1)] gLLAQcddcffflfvvvvj reducible gLLAQcddcffflfvvvvr reducible gLLAQcddcffflfvvwvv reducible gLLAQcddcffflfvvsvv reducible gLLAQcddcffflfvvvkk reducible gLLAQcddcffflfvvnnv reducible gLLAQcddcffflgvvvvj reducible gLLAQcddcffflgvvvvr reducible gLLAQcddcffflgvvwvv reducible gLLAQcddcffflgvvsvv reducible gLLAQcddcffflgvvvkk reducible gLLAQcddcffflgvvnnv reducible gLLAQcddcffflwsvvws SFS[A(2,1)] gLLAQcddcffflwsvsws T2xI gLLAQcddcffflwsvwws T2xI gLLAQcddcffflkkvcvc SFS[D(2,1)(2,1)] gLLAQcddcffflkkvvkk SFS[D(2,1)(2,1)] gLLAQcddcffflkkvvvj reducible gLLAQcddcffflkkvvvr reducible gLLAQcddcffflkkvvgv SFS[D(3,1)(2,1)] gLLAQcddcffflkkvvfv SFS[D(3,1)(2,1)] gLLAQcddcffflkkvwvv SFS[D(3,1)(2,1)] gLLAQcddcffflkkvsvv SFS[D(3,1)(2,1)] gLLAQcddcffflkkvnnv reducible gLLAQcddcffflobvvob T2xI gLLAQcddcffftssvoso reducible gLLAQcddcffftssvssk reducible gLLAQcddcffftssvssb reducible gLLAQcddcffftssvsrs reducible gLLAQcddcffftssvscs reducible gLLAQcddcffftssvjjs reducible gLLMQcecfffelavhxqv toroidal gLLMQcecfffelavmaiv SFS[A(3,1)] gLLMQcecfffelavpauv reducible gLLMQcecfffelavpuuv reducible gLLMQcecfffelavppuv reducible gLLMQcecfffelavaimv SFS[A(3,1)] gLLMQcecfffelavadev reducible gLLMQcecfffelavddev reducible gLLMQcecfffelavedev reducible gLLMQcecfffelavqhxv toroidal gLLMQcecfffelavimav toroidal gLLMQcecfffelavltav toroidal gLLMQcecfffelavlttv SFS[A(3,1)] gLLMQcecfffelavltlv SFS[A(3,1)] gLLMQcecfffedabpqmv toroidal gLLMQcecfffedabmqmv SFS[D(3,1)(3,2)] gLLMQcecfffehabpqmv toroidal gLLMQcecfffehabmqmv SFS[D(3,1)(3,1)] gLLMQcecfffehabqqmv SFS[D(3,1)(3,1)] gLLAQcddcfffavwvjnb toroidal gLLAQcddcfffavwvjbb SFS[D(3,1)(2,1)] gLLAQcddcfffavwvjjs reducible gLLAQcddcfffavwvgjk toroidal gLLAQcddcfffavwvkjk SFS[D(3,1)(2,1)] gLLAQcddcfffavwvjjk SFS[D(3,1)(2,1)] gLLAQcddcfffavwvjjb SFS[D(3,1)(2,1)] gLLAQcddcfffavwvkfc m004(0,0) gLLAQcddcfffavwvsgn SFS[A(2,1)] gLLAQcddcfffavwvsff SFS[A(2,1)] gLLAQcddcfffavwvscs reducible gLLAQcddcfffavwvsrs reducible gLLAQcddcfffavwvssb reducible gLLAQcddcfffavwvscb SFS[D(3,1)(3,2)] gLLAQcddcfffavwvsrb SFS[D(3,1)(3,1)] gLLAQcddcfffavwvssk reducible gLLAQcddcfffavwvsck SFS[D(3,1)(3,1)] gLLAQcddcfffavwvsrk SFS[D(3,1)(3,2)] gLLAQcddcfffavwvwss SFS[A(3,1)] gLLAQcddcfffavwvvss SFS[A(3,1)] gLLAQcddcfffavwvocg toroidal gLLAQcddcfffavwvnro toroidal gLLAQcddcfffavwvrro SFS[D(3,1)(2,1)] gLLAQcddcfffavwvoso reducible gLLAQcddcfffavwvoro SFS[D(3,1)(2,1)] gLLAQcddcfffavwvoco SFS[D(3,1)(2,1)] gLLAQcddcfffavwvocc SFS[D(3,1)(2,1)] gLLAQcddcfffavwvrbf m004(0,0) gLLAQcddcfffavnvgns SFS[A(2,1)] gLLAQcddcfffavnvjnb reducible gLLAQcddcfffavnvjbb reducible gLLAQcddcfffavnvjjb reducible gLLAQcddcfffavnvkvc toroidal gLLAQcddcfffavnvsgn toroidal gLLAQcddcfffavnvwfn toroidal gLLAQcddcfffavnvwff SFS[A(2,1)] gLLAQcddcfffavnvwfw SFS[A(2,1)] gLLAQcddcfffavnvvck toroidal gLLAQcddcfffavnvnsg SFS[A(2,1)] gLLAQcddcfffavnvnro reducible gLLAQcddcfffavnvrro reducible gLLAQcddcfffavnvoro reducible gLLAQcddcfffavfvjnb toroidal gLLAQcddcfffavfvkbs toroidal gLLAQcddcfffavfvkbk SFS[D(3,1)(2,1)] gLLAQcddcfffavfvgbb reducible gLLAQcddcfffavfvkbb SFS[D(3,1)(2,1)] gLLAQcddcfffavfvjbb SFS[D(3,1)(2,1)] gLLAQcddcfffavfvjjb SFS[D(3,1)(2,1)] gLLAQcddcfffavfvjgg reducible gLLAQcddcfffavfvkgg reducible gLLAQcddcfffavfvgvg SFS[A(3,1)] gLLAQcddcfffavfvgfg SFS[A(3,1)] gLLAQcddcfffavfvggc reducible gLLAQcddcfffavfvjgc SFS[D(3,1)(3,2)] gLLAQcddcfffavfvkgc SFS[D(3,1)(3,1)] gLLAQcddcfffavfvggo reducible gLLAQcddcfffavfvjgo SFS[D(3,1)(3,1)] gLLAQcddcfffavfvkgo SFS[D(3,1)(3,2)] gLLAQcddcfffavfvsgn SFS[A(2,1)] gLLAQcddcfffavfvwgw SFS[A(2,1)] gLLAQcddcfffavfvwck m004(0,0) gLLAQcddcfffavfvrrg reducible gLLAQcddcfffavfvnro toroidal gLLAQcddcfffavfvrro SFS[D(3,1)(2,1)] gLLAQcddcfffavfvoro SFS[D(3,1)(2,1)] gLLAQcddcfffavfvrsc toroidal gLLAQcddcfffavfvrrc SFS[D(3,1)(2,1)] gLLAQcddcfffavfvrcc SFS[D(3,1)(2,1)] gLLAQcddcfffavfvojw m004(0,0) gLLAQcddcfffafwvsgn m202(0,0)(0,0) gLLAQcddcfffafnvsgn m125(0,0)(0,0) gLLAQcddcfffaffvjnb toroidal gLLAQcddcfffaffvkbs toroidal gLLAQcddcfffaffvkbk SFS[D(3,1)(2,1)] gLLAQcddcfffaffvgbb reducible gLLAQcddcfffaffvkbb SFS[D(3,1)(2,1)] gLLAQcddcfffaffvjbb SFS[D(3,1)(2,1)] gLLAQcddcfffaffvjjb SFS[D(3,1)(2,1)] gLLAQcddcfffaffvjgg reducible gLLAQcddcfffaffvkgg reducible gLLAQcddcfffaffvgvg SFS[A(3,1)] gLLAQcddcfffaffvgfg SFS[A(3,1)] gLLAQcddcfffaffvggc reducible gLLAQcddcfffaffvjgc SFS[D(3,1)(3,2)] gLLAQcddcfffaffvkgc SFS[D(3,1)(3,1)] gLLAQcddcfffaffvggo reducible gLLAQcddcfffaffvjgo SFS[D(3,1)(3,1)] gLLAQcddcfffaffvkgo SFS[D(3,1)(3,2)] gLLAQcddcfffaffvsgn SFS[A(2,1)] gLLAQcddcfffaffvwgw SFS[A(2,1)] gLLAQcddcfffaffvwck m004(0,0) gLLAQcddcfffaffvrrg reducible gLLAQcddcfffaffvnro toroidal gLLAQcddcfffaffvrro SFS[D(3,1)(2,1)] gLLAQcddcfffaffvoro SFS[D(3,1)(2,1)] gLLAQcddcfffaffvrsc toroidal gLLAQcddcfffaffvrrc SFS[D(3,1)(2,1)] gLLAQcddcfffaffvrcc SFS[D(3,1)(2,1)] gLLAQcddcfffaffvojw m004(0,0) gLLAQcddcfffagwvsgn m125(0,0)(0,0) gLLAQcddcfffagnvsgn toroidal gLLAQcddcfffagfvjnb toroidal gLLAQcddcfffagfvkbs toroidal gLLAQcddcfffagfvkbk toroidal gLLAQcddcfffagfvgbb reducible gLLAQcddcfffagfvkbb toroidal gLLAQcddcfffagfvjbb toroidal gLLAQcddcfffagfvjjb toroidal gLLAQcddcfffagfvjgg reducible gLLAQcddcfffagfvkgg reducible gLLAQcddcfffagfvgvg toroidal gLLAQcddcfffagfvgfg toroidal gLLAQcddcfffagfvggc reducible gLLAQcddcfffagfvjgc toroidal gLLAQcddcfffagfvkgc toroidal gLLAQcddcfffagfvggo reducible gLLAQcddcfffagfvjgo toroidal gLLAQcddcfffagfvkgo toroidal gLLAQcddcfffagfvsgn toroidal gLLAQcddcfffagfvwgw toroidal gLLAQcddcfffagfvwck toroidal gLLAQcddcfffagfvrrg reducible gLLAQcddcfffagfvnro toroidal gLLAQcddcfffagfvrro toroidal gLLAQcddcfffagfvoro toroidal gLLAQcddcfffagfvrsc toroidal gLLAQcddcfffagfvrrc toroidal gLLAQcddcfffagfvrcc toroidal gLLAQcddcfffagfvojw toroidal gLLAQcddcfffassvjfo toroidal gLLAQcddcfffassvgns SFS[A(3,1)] gLLAQcddcfffassvkbs reducible gLLAQcddcfffassvkbk reducible gLLAQcddcfffassvkbb reducible gLLAQcddcfffassvsgn toroidal gLLAQcddcfffassvsvw toroidal gLLAQcddcfffassvvvw SFS[A(3,1)] gLLAQcddcfffassvwvw SFS[A(3,1)] gLLAQcddcfffassvojf toroidal gLLAQcddcfffassvnsg SFS[A(3,1)] gLLAQcddcfffassvrsc reducible gLLAQcddcfffassvrrc reducible gLLAQcddcfffassvrcc reducible gLLAQcddcfffacsvkbs toroidal gLLAQcddcfffacsvkbk SFS[D(3,1)(3,1)] gLLAQcddcfffacsvkbb SFS[D(3,1)(3,1)] gLLAQcddcfffarsvkbs toroidal gLLAQcddcfffarsvkbk SFS[D(3,1)(3,2)] gLLAQcddcfffarsvkbb SFS[D(3,1)(3,2)] gLLAQcddcfffaskvrsc toroidal gLLAQcddcfffaskvrrc SFS[D(3,1)(3,1)] gLLAQcddcfffaskvrcc SFS[D(3,1)(3,1)] gLLAQcddcfffackvknk toroidal gLLAQcddcfffackvvvn toroidal gLLAQcddcfffackvnnw toroidal gLLAQcddcfffackvnnf toroidal gLLAQcddcfffackvonn toroidal gLLAQcddcfffackvrnn toroidal gLLAQcddcfffackvnjn toroidal gLLAQcddcfffackvnbn toroidal gLLAQcddcfffackvncc toroidal gLLAQcddcfffarkvocg toroidal gLLAQcddcfffarkvoco m004(0,0) gLLAQcddcfffarkvocc m004(0,0) gLLAQcddcfffasbvrsc toroidal gLLAQcddcfffasbvrrc SFS[D(3,1)(3,2)] gLLAQcddcfffasbvrcc SFS[D(3,1)(3,2)] gLLAQcddcfffacbvgjk toroidal gLLAQcddcfffacbvkjk m004(0,0) gLLAQcddcfffacbvjjk m004(0,0) gLLAQcddcfffarbvwfn toroidal gLLAQcddcfffarbvwff m004(0,0) gLLAQcddcfffarbvwfw m004(0,0) gLLMQcecfffedareuhv toroidal gLLMQcecfffedareppv toroidal gLLMQcecfffedareemv reducible gLLMQcecfffedarelxv toroidal gLLMQcecfffedarelmv toroidal gLLMQcecfffedaraeev toroidal gLLMQcecfffedarhliv toroidal gLLMQcecfffedarieiv reducible gLLMQcecfffedariliv toroidal gLLMQcecfffedariqqv toroidal gLLMQcecfffedarlmpv toroidal gLLMQcecfffehareuhv toroidal gLLMQcecfffepareuhv m125(0,0)(0,0) gLLMQcecfffeaacxplv toroidal gLLMQcecfffeaacxutv toroidal gLLMQcecfffeaactutv SFS[A(2,1)] gLLMQcecfffeaaclxpv SFS[A(2,1)] gLLMQcecfffeaacixdv reducible gLLMQcecfffeaaciddv reducible gLLMQcecfffeaachqav toroidal gLLMQcecfffeiasmauv toroidal gLLMQcecfffeiasmaqv toroidal gLLMQcecfffeiasmuuv toroidal gLLMQcecfffeiasmpuv m125(0,0)(0,0) gLLMQcecfffeiasmpqv toroidal gLLMQcecfffeiaspaiv toroidal gLLMQcecfffeiaspuiv m125(0,0)(0,0) gLLMQcecfffeiasppiv toroidal gLLMQcecfffeiaspauv toroidal gLLMQcecfffeiaspuuv SFS[A(2,1)] gLLMQcecfffeiasppuv SFS[A(2,1)] gLLMQcecfffeiaspaqv m125(0,0)(0,0) gLLMQcecfffeiaspuqv m202(0,0)(0,0) gLLMQcecfffeiasppqv SFS[A(2,1)] gLLMQcecfffeiasmhmv SFS[A(3,1)] gLLMQcecfffeiaspmmv toroidal gLLMQcecfffeiasaxxv SFS[A(2,1)] gLLMQcecfffeiasddmv SFS[A(2,1)] gLLMQcecfffeiasapav toroidal gLLMQcecfffeiasauav toroidal gLLMQcecfffeiasaalv SFS[A(3,1)] gLLMQcecfffeiasaatv SFS[A(3,1)] gLLMQcecfffelacxplv toroidal gLLAQcddcfffasvvfro m004(0,0) gLLAQcddcfffasvvwcj SFS[A(2,1)] gLLAQcddcfffasvvwrr SFS[A(2,1)] gLLAQcddcfffasvvwow reducible gLLAQcddcfffasvvwkw reducible gLLAQcddcfffasvvwkf SFS[D(3,1)(3,2)] gLLAQcddcfffasvvwkn SFS[D(3,1)(3,1)] gLLAQcddcfffasvvwof SFS[D(3,1)(3,1)] gLLAQcddcfffasvvvww SFS[A(3,1)] gLLAQcddcfffasvvsww SFS[A(3,1)] gLLAQcddcfffasvvcbf toroidal gLLAQcddcfffasvvbjn toroidal gLLAQcddcfffasvvbnn SFS[D(3,1)(2,1)] gLLAQcddcfffasvvbbw reducible gLLAQcddcfffasvvbbn SFS[D(3,1)(2,1)] gLLAQcddcfffasvvbbf SFS[D(3,1)(2,1)] gLLAQcddcfffasvvfbf SFS[D(3,1)(2,1)] gLLAQcddcfffasvvknr m004(0,0) gLLAQcddcfffasjvwcj m125(0,0)(0,0) gLLAQcddcfffasrvwcj m202(0,0)(0,0) gLLAQcddcfffarvvbsg m004(0,0) gLLAQcddcfffarvvwcj SFS[A(2,1)] gLLAQcddcfffarvvssj SFS[A(2,1)] gLLAQcddcfffarvvskn m004(0,0) gLLAQcddcfffarvvcbf toroidal gLLAQcddcfffarvvbbf SFS[D(3,1)(2,1)] gLLAQcddcfffarvvfjf reducible gLLAQcddcfffarvvfnw toroidal gLLAQcddcfffarvvfnn SFS[D(3,1)(2,1)] gLLAQcddcfffarvvfnf SFS[D(3,1)(2,1)] gLLAQcddcfffarvvfbf SFS[D(3,1)(2,1)] gLLAQcddcfffarvvjjv SFS[A(3,1)] gLLAQcddcfffarvvjjr SFS[A(3,1)] gLLAQcddcfffarvvgjj reducible gLLAQcddcfffarvvjnj reducible gLLAQcddcfffarvvgbj SFS[D(3,1)(3,1)] gLLAQcddcfffarvvgnj SFS[D(3,1)(3,2)] gLLAQcddcfffarvvknj SFS[D(3,1)(3,1)] gLLAQcddcfffarjvbsg toroidal gLLAQcddcfffarjvwcj toroidal gLLAQcddcfffarjvssj toroidal gLLAQcddcfffarjvskn toroidal gLLAQcddcfffarjvcbf toroidal gLLAQcddcfffarjvbbf toroidal gLLAQcddcfffarjvfjf reducible gLLAQcddcfffarjvfnw toroidal gLLAQcddcfffarjvfnn toroidal gLLAQcddcfffarjvfnf toroidal gLLAQcddcfffarjvfbf toroidal gLLAQcddcfffarjvjjv toroidal gLLAQcddcfffarjvjjr toroidal gLLAQcddcfffarjvgjj reducible gLLAQcddcfffarjvjnj reducible gLLAQcddcfffarjvgbj toroidal gLLAQcddcfffarjvgnj toroidal gLLAQcddcfffarjvknj toroidal gLLAQcddcfffarrvbsg m004(0,0) gLLAQcddcfffarrvwcj SFS[A(2,1)] gLLAQcddcfffarrvssj SFS[A(2,1)] gLLAQcddcfffarrvskn m004(0,0) gLLAQcddcfffarrvcbf toroidal gLLAQcddcfffarrvbbf SFS[D(3,1)(2,1)] gLLAQcddcfffarrvfjf reducible gLLAQcddcfffarrvfnw toroidal gLLAQcddcfffarrvfnn SFS[D(3,1)(2,1)] gLLAQcddcfffarrvfnf SFS[D(3,1)(2,1)] gLLAQcddcfffarrvfbf SFS[D(3,1)(2,1)] gLLAQcddcfffarrvjjv SFS[A(3,1)] gLLAQcddcfffarrvjjr SFS[A(3,1)] gLLAQcddcfffarrvgjj reducible gLLAQcddcfffarrvjnj reducible gLLAQcddcfffarrvgbj SFS[D(3,1)(3,1)] gLLAQcddcfffarrvgnj SFS[D(3,1)(3,2)] gLLAQcddcfffarrvknj SFS[D(3,1)(3,1)] gLLAQcddcfffacvvwcj toroidal gLLAQcddcfffacvvscr toroidal gLLAQcddcfffacvvsrr SFS[A(2,1)] gLLAQcddcfffacvvssr SFS[A(2,1)] gLLAQcddcfffacvvvkn toroidal gLLAQcddcfffacvvcjw SFS[A(2,1)] gLLAQcddcfffacvvcbf reducible gLLAQcddcfffacvvbbf reducible gLLAQcddcfffacvvfbf reducible gLLAQcddcfffacvvknv toroidal gLLAQcddcfffacjvwcj toroidal gLLAQcddcfffacrvwcj m125(0,0)(0,0) gLLAQcddcfffawwvbrg toroidal gLLAQcddcfffawwvwcj toroidal gLLAQcddcfffawwvwsv toroidal gLLAQcddcfffawwvssv SFS[A(3,1)] gLLAQcddcfffawwvvsv SFS[A(3,1)] gLLAQcddcfffawwvgbr toroidal gLLAQcddcfffawwvcjw SFS[A(3,1)] gLLAQcddcfffawwvfnw reducible gLLAQcddcfffawwvfnn reducible gLLAQcddcfffawwvfnf reducible gLLAQcddcfffaowvfnw toroidal gLLAQcddcfffaowvfnf SFS[D(3,1)(3,2)] gLLAQcddcfffaowvfnn SFS[D(3,1)(3,2)] gLLAQcddcfffakwvfnw toroidal gLLAQcddcfffakwvfnf SFS[D(3,1)(3,1)] gLLAQcddcfffakwvfnn SFS[D(3,1)(3,1)] gLLAQcddcfffaofvscr toroidal gLLAQcddcfffaofvsrr m004(0,0) gLLAQcddcfffaofvssr m004(0,0) gLLAQcddcfffakfvbjn toroidal gLLAQcddcfffakfvbnn m004(0,0) gLLAQcddcfffakfvbbn m004(0,0) gLLAQcddcfffaknvbcc toroidal gLLAQcddcfffaknvcco toroidal gLLAQcddcfffaknvcsc toroidal gLLAQcddcfffaknvcrc toroidal gLLAQcddcfffaknvvcv toroidal gLLAQcddcfffaknvcnn toroidal gLLAQcddcfffavjvcnk toroidal gLLAQcddcfffavjvbvo SFS[A(3,1)] gLLAQcddcfffavjvfvg reducible gLLAQcddcfffavjvffg reducible gLLAQcddcfffavjvfgg reducible gLLAQcddcfffavjvvob SFS[A(3,1)] gLLAQcddcfffavjvvws reducible gLLAQcddcfffavjvsws reducible gLLAQcddcfffavjvwws reducible gLLAQcddcfffavjvnkc toroidal gLLAQcddcfffavjvobv toroidal gLLAQcddcfffavjvrjv toroidal gLLAQcddcfffavjvrjr SFS[A(3,1)] gLLAQcddcfffavjvrjj SFS[A(3,1)] gLLAQcddcfffafvvnkc toroidal gLLAQcddcfffafvvbvo toroidal gLLAQcddcfffafvvfvg toroidal gLLAQcddcfffafvvfgg SFS[A(3,1)] gLLAQcddcfffafvvffg SFS[A(3,1)] gLLAQcddcfffafvvvob SFS[A(3,1)] gLLAQcddcfffafvvvws reducible gLLAQcddcfffafvvwws reducible gLLAQcddcfffafvvsws reducible gLLAQcddcfffafvvcnk toroidal gLLAQcddcfffafvvobv SFS[A(3,1)] gLLAQcddcfffafvvrjv reducible gLLAQcddcfffafvvrjj reducible gLLAQcddcfffafvvrjr reducible gLLAQcddcfffafrvvws toroidal gLLAQcddcfffafrvwws SFS[D(3,1)(3,2)] gLLAQcddcfffafrvsws SFS[D(3,1)(3,2)] gLLAQcddcfffafjvvws toroidal gLLAQcddcfffafjvwws SFS[D(3,1)(3,1)] gLLAQcddcfffafjvsws SFS[D(3,1)(3,1)] gLLAQcddcfffawsvbfc toroidal gLLAQcddcfffawsvcvc reducible gLLAQcddcfffawsvcgg toroidal gLLAQcddcfffawsvcfc toroidal gLLAQcddcfffawsvvob toroidal gLLAQcddcfffawsvvkk toroidal gLLAQcddcfffawsvvvj reducible gLLAQcddcfffawsvvfv reducible gLLAQcddcfffawsvvfr toroidal gLLAQcddcfffawsvvfj toroidal gLLAQcddcfffawsvsvv toroidal gLLAQcddcfffawsvnbj toroidal gLLAQcddcfffawsvnnv reducible gLLAQcddcfffawsvnnj toroidal gLLAQcddcfffawsvnjj toroidal gLLAQcddcfffawsvfjk toroidal gLLAQcddcfffaosvvob toroidal gLLAQcddcfffaksvvob m125(0,0)(0,0) gLLAQcddcfffakkvbvo SFS[A(2,1)] gLLAQcddcfffakkvfvg reducible gLLAQcddcfffakkvffg reducible gLLAQcddcfffakkvvob toroidal gLLAQcddcfffakkvvws toroidal gLLAQcddcfffakkvsws SFS[A(2,1)] gLLAQcddcfffakkvobv SFS[A(2,1)] gLLAQcddcfffakkvrjv reducible gLLAQcddcfffakkvrjj reducible gLLAQcddcfffakkvcnk toroidal gLLAQcddcfffaobvbgg SFS[A(2,1)] gLLAQcddcfffaobvcvc SFS[A(2,1)] gLLAQcddcfffaobvvkb toroidal gLLAQcddcfffaobvvos toroidal gLLAQcddcfffaobvvkk toroidal gLLAQcddcfffaobvvks m125(0,0)(0,0) gLLAQcddcfffaobvvws toroidal gLLAQcddcfffaobvsob toroidal gLLAQcddcfffaobvsok m125(0,0)(0,0) gLLAQcddcfffaobvsos toroidal gLLAQcddcfffaobvskb toroidal gLLAQcddcfffaobvskk SFS[A(2,1)] gLLAQcddcfffaobvsks SFS[A(2,1)] gLLAQcddcfffaobvswb m125(0,0)(0,0) gLLAQcddcfffaobvswk m202(0,0)(0,0) gLLAQcddcfffaobvsws SFS[A(2,1)] gLLAQcddcfffaobvvvj SFS[A(3,1)] gLLAQcddcfffaobvvfv SFS[A(3,1)] gLLAQcddcfffaobvsvv toroidal gLLAQcddcfffaobvojj SFS[A(2,1)] gLLAQcddcfffaobvnnv SFS[A(2,1)] gLLAQcddcfffaobvbbs toroidal gLLAQcddcfffaobvbbk toroidal gLLAQcddcfffaobvbnb SFS[A(3,1)] gLLAQcddcfffaobvbjb SFS[A(3,1)] gLLAQcddcfffaobvcbb SFS[A(3,1)] gLLAQcddcfffaobvfbb SFS[A(3,1)] gLLAQcddcfffakbvvob toroidal gLLAQaceefefbgiidow SFS[D(2,1)(2,1)] gLLAQcdecefflfasdvc reducible gLLAQcdecefflfasdvj SFS[D(4,3)(3,1)] gLLAQcdecefflfasdvw SFS[D(4,1)(3,1)] gLLAQcdecefflfasdkn SFS[D(4,1)(2,1)] gLLAQcdecefflfasdnk SFS[D(4,1)(2,1)] gLLAQcdcefefafveevj reducible gLLAQaceefefbsiilvr SFS[D(2,1)(2,1)] gLLAQcdecefflcasavc reducible gLLAQcdcefefarvudvw reducible gLLAQccdefefdwjltvw SFS[D(2,1)(2,1)] gLLMQceddfefalkftsc SFS[D(2,1)(2,1)] gLLMQceddfefilkfusg reducible gLLAQccdefefawvhpvr SFS[D(2,1)(2,1)] gLLAQccdefefakvhpvr toroidal gLLAQccdefefaovhpvr SFS[D(2,1)(2,1)] gLLAQccdefefaovlpbr SFS[D(2,1)(2,1)] gLLAQaceeeffbjqmcer SFS[D(2,1)(2,1)] gLLAQccdefefdwvipbr SFS[D(2,1)(2,1)] gLLAQaceeeffbrqmcer SFS[D(2,1)(2,1)] gLLAQaceeeffbvqmcer reducible gLLAQcedceffuajjhnv SFS[D(2,1)(2,1)] gLLAQaceeeffbvpqwer SFS[D(2,1)(2,1)] gLLAQcdcefefawritow SFS[D(2,1)(2,1)] gLLAQaceeeffbvmpjer SFS[D(2,1)(2,1)] gLLAQccdefefdwrltvw SFS[D(2,1)(2,1)] gLLAQcedcefflabsevc reducible gLLAQcedcefflabserf reducible gLLAQcedcefflibslrb SFS[D(2,1)(2,1)] gLLAQcedcefflibsqrb toroidal gLLAQcedcefflibserb SFS[D(2,1)(2,1)] gLLAQcdcefefakvhpvr reducible gLLAQcdcefefdkjhpor SFS[D(2,1)(2,1)] gLLAQccdefefdwjlpvr SFS[D(2,1)(2,1)] gLLMQceddfefalnbusc SFS[D(2,1)(2,1)] gLLMQceddfefilnsusg reducible gLLAQccdefefakvhtvw toroidal gLLAQccdefefawvhtvw SFS[D(2,1)(2,1)] gLLAQccdefefaovhtvw SFS[D(2,1)(2,1)] gLLAQccdefefaovltbw SFS[D(2,1)(2,1)] gLLAQaceeeffbrqmciw SFS[D(2,1)(2,1)] gLLAQaceeeffbjqmciw SFS[D(2,1)(2,1)] gLLAQccdefefdwvitbw SFS[D(2,1)(2,1)] gLLAQaceeeffbvqmciw reducible gLLAQcedcefflajshnv SFS[D(2,1)(2,1)] gLLAQaceeeffbvpqwiw SFS[D(2,1)(2,1)] gLLAQcdcefefawripor SFS[D(2,1)(2,1)] gLLAQaceeeffbvmpjiw SFS[D(2,1)(2,1)] gLLAQccdefefdwrlpvr SFS[D(2,1)(2,1)] gLLAQcedcefflafsdvc reducible gLLAQcedcefflafsdjb reducible gLLAQcedcefflifspvf toroidal gLLAQcedcefflifsdvf SFS[D(2,1)(2,1)] gLLAQcedcefflifshvf SFS[D(2,1)(2,1)] gLLAQcdcefefakvhtvw reducible gLLAQcdcefefdkjhtow SFS[D(2,1)(2,1)] gLLAQaceefefbsiidvw SFS[D(2,1)(2,1)] gLLAQcdeceffucajavc reducible gLLAQcdcefefarvulvr reducible gLLAQaceefefbgiilor SFS[D(2,1)(2,1)] gLLAQcdeceffufajdvc reducible gLLAQcdeceffufajdvj SFS[D(4,1)(3,1)] gLLAQcdeceffufajdvw SFS[D(4,3)(3,1)] gLLAQcdeceffufajdkn SFS[D(4,1)(2,1)] gLLAQcdeceffufajdnk SFS[D(4,1)(2,1)] gLLAQcdcefefafvepvj reducible gLLAQaceefefbgiimoj SFS[D(3,1)(2,1)] gLLAQaceefefbsiimvn SFS[D(3,1)(2,1)] gLLAQccdefefdwjlivj SFS[D(3,1)(2,1)] gLLMQceddfefadkftrc SFS[D(3,1)(2,1)] gLLAQccdefefawvhivn SFS[D(3,1)(2,1)] gLLAQccdefefakvhivn toroidal gLLAQccdefefaovhivn SFS[D(3,1)(2,1)] gLLAQccdefefaovlibn SFS[D(3,1)(2,1)] gLLAQaceeeffbjqmctn SFS[D(3,1)(2,1)] gLLAQccdefefdwviibn SFS[D(3,1)(2,1)] gLLAQaceeeffbrqmctn SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmctn reducible gLLAQcedceffdajnhnv SFS[D(3,1)(2,1)] gLLAQaceeeffbvpqwtn SFS[D(3,1)(2,1)] gLLAQcdcefefawriioj SFS[D(3,1)(2,1)] gLLAQaceeeffbvmpjtn SFS[D(3,1)(2,1)] gLLAQccdefefdwrlivj SFS[D(3,1)(2,1)] gLLAQcedceffdibrlrb SFS[D(3,1)(2,1)] gLLAQcedceffdibrqrb toroidal gLLAQcedceffdibrerb SFS[D(3,1)(2,1)] gLLAQcdcefefdkjhion SFS[D(3,1)(2,1)] gLLAQccdefefdwjlivn SFS[D(3,1)(2,1)] gLLMQceddfefadkftnc SFS[D(3,1)(2,1)] gLLAQccdefefakvhivj toroidal gLLAQccdefefawvhivj SFS[D(3,1)(2,1)] gLLAQccdefefaovhivj SFS[D(3,1)(2,1)] gLLAQccdefefaovlibj SFS[D(3,1)(2,1)] gLLAQaceeeffbrqmctj SFS[D(3,1)(2,1)] gLLAQaceeeffbjqmctj SFS[D(3,1)(2,1)] gLLAQccdefefdwviibj SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmctj reducible gLLAQcedceffdajrhnv SFS[D(3,1)(2,1)] gLLAQaceeeffbvpqwtj SFS[D(3,1)(2,1)] gLLAQcdcefefawriion SFS[D(3,1)(2,1)] gLLAQaceeeffbvmpjtj SFS[D(3,1)(2,1)] gLLAQccdefefdwrlivn SFS[D(3,1)(2,1)] gLLAQcedceffdibnqrb toroidal gLLAQcedceffdibnlrb SFS[D(3,1)(2,1)] gLLAQcedceffdibnerb SFS[D(3,1)(2,1)] gLLAQcdcefefdkjhioj SFS[D(3,1)(2,1)] gLLAQaceefefbsiimvj SFS[D(3,1)(2,1)] gLLAQaceefefbgiimon SFS[D(3,1)(2,1)] gLLAQaceefefbsulxnj reducible gLLAQaceefefbbupxnj SFS[A(3,1)] gLLAQaceefefbjiaxnj SFS[D(3,1)(2,1)] gLLAQaceefefbgdpxnj SFS[D(3,1)(2,1)] gLLAQbcedfeftsmjqvn SFS[D(3,1)(2,1)] gLLAQbcedfeftsejqbn SFS[D(3,1)(2,1)] gLLAQbcedfeftspjqvn SFS[D(3,1)(2,1)] gLLAQbcedfeftsujqon SFS[D(3,1)(2,1)] gLLAQaceefefbguixnj reducible gLLAQbcedfefdgmjqvn SFS[D(11,4)(2,1)] gLLAQbcedfefdgajqbn SFS[D(5,1)(2,1)] gLLAQaceefefbcuixnj SFS[D(3,1)(3,2)] gLLAQbcedfefdvajqbn toroidal gLLAQaceefefbouixnj SFS[D(3,1)(3,1)] gLLAQbcedfefdfajqbn SFS[D(7,3)(2,1)] gLLAQaceefefbguuxnj SFS[D(3,1)(3,2)] gLLAQaceefefbcuuxnj SFS[D(3,1)(3,1)] gLLAQccdefefawnpxbj SFS[D(4,1)(2,1)] gLLAQaceefefjouuxnj SFS[D(3,1)(3,2)] gLLAQaceefefnouuxnj SFS[D(3,1)(3,1)] gLLAQccdefefaonuxsj SFS[D(3,1)(2,1)] gLLAQccdefefaonlxjj SFS[D(3,1)(2,1)] gLLAQaceefefbguqxnj SFS[D(3,1)(3,1)] gLLAQbcedfefektjqgn toroidal gLLAQaceefefbcuqxnj toroidal gLLAQbcedfefestjqgn SFS[D(4,1)(2,1)] gLLAQbcedfefesdjqfn SFS[D(4,1)(2,1)] gLLAQaceefefbouqxnj SFS[D(3,1)(3,2)] gLLAQbcedfefebtjqgn SFS[D(4,1)(2,1)] gLLAQccdefefdwntxvj SFS[D(7,3)(2,1)] gLLAQccdefefdwnaxvj SFS[D(7,3)(2,1)] gLLAQaceefefbvqmxnj reducible gLLAQccdefefqvnhxvj SFS[D(7,3)(2,1)] gLLAQaceefefbjumxnj SFS[D(3,1)(2,1)] gLLAQccdefefqfnxxbj SFS[D(3,1)(2,1)] gLLAQbcedfefpopsqow SFS[D(7,3)(2,1)] gLLAQaceefefboxuxnj reducible gLLAQbcedfefhwlsqvw SFS[D(11,4)(2,1)] gLLAQaceefefbcadxnj reducible gLLAQaceefefboddxnj SFS[D(3,1)(2,1)] gLLAQbcedfefakejqbn SFS[D(3,1)(2,1)] gLLAQbcedfefhvajqbn SFS[D(5,1)(2,1)] gLLAQaceefefbotuxnj reducible gLLAQaceefefbchdxrj reducible gLLAQaceefefbghhxrj reducible gLLAQaceefefbchhxrj SFS[D(3,1)(3,2)] gLLAQaceefefbohhxrj SFS[D(3,1)(3,1)] gLLAQaceefefbchpxrj SFS[D(3,1)(3,1)] gLLAQaceefefbgxxxrj SFS[D(3,1)(2,1)] gLLAQaceefefbcexxoj SFS[D(3,1)(3,1)] gLLAQaceefefbgeexoj SFS[D(3,1)(3,1)] gLLAQcdcefefagrxxbr SFS[D(4,1)(2,1)] gLLAQaceefefbceexoj reducible gLLAQaceefefboeexoj SFS[D(3,1)(3,2)] gLLAQaceefefbcemxoj SFS[D(3,1)(3,2)] gLLAQbcedfeflcagqbw SFS[D(7,2)(2,1)] gLLAQbcedfeftcagqbw SFS[D(2,1)(2,1)] gLLAQbcdefefaocaqvn SFS[D(7,2)(2,1)] gLLAQbcdefefaccaqvn SFS[D(2,1)(2,1)] gLLAQbcdefefagcaqvn SFS[D(5,1)(2,1)] gLLAQaceeeffbcadrqn reducible gLLAQccdefefaosuxvr SFS[D(3,1)(2,1)] gLLAQccdefefaospxbr SFS[D(3,1)(2,1)] gLLAQaceeeffbcedrqn SFS[D(3,1)(2,1)] gLLAQbcedfefdfakqbw toroidal gLLAQaceeeffbcddrqn SFS[D(3,1)(2,1)] gLLAQbcedfefabekqbw SFS[D(3,1)(2,1)] gLLAQbcedfefebdkqfw SFS[D(3,1)(2,1)] gLLAQaceeeffbkttoqn reducible gLLAQaceeeffjkttoqn SFS[D(3,1)(3,1)] gLLAQaceeeffnkttoqn SFS[D(3,1)(3,2)] gLLMQbddfeefabfqenw SFS[D(3,1)(2,1)] gLLMQbddfeefabfqtnw SFS[D(3,1)(2,1)] gLLAQaceeeffbolunqn reducible gLLAQaceeeffbsllnqn reducible gLLAQbcdefefaoraqvw SFS[D(5,1)(2,1)] gLLAQbcdefefxorxqvw SFS[D(5,1)(2,1)] gLLAQbcedfefdfavqbn toroidal gLLAQccdefefaofuxvj SFS[D(4,1)(2,1)] gLLAQccdefefaofpxbj SFS[D(4,1)(2,1)] gLLAQbcedfefebdvqfn SFS[D(4,1)(2,1)] gLLAQbcedfeflvtbqvw SFS[D(4,1)(2,1)] gLLAQbcedfeftvtbqvw reducible gLLAQbcedfefabdvqbn SFS[D(4,1)(2,1)] gLLAQbcedfefabevqbn SFS[D(4,1)(2,1)] gLLAQcdeceffqfandvc reducible gLLAQcdeceffqfandvj SFS[D(4,3)(3,1)] gLLAQcdeceffqfandvw SFS[D(4,1)(3,1)] gLLAQcdeceffqfandkn SFS[D(4,1)(2,1)] gLLAQcdeceffqfandnk SFS[D(4,1)(2,1)] gLLAQcdcefefafvexvr reducible gLLAQcdcefefhfvtxvr reducible gLLAQbcdefefxobxqvn SFS[D(2,1)(2,1)] gLLAQbcdefefaobaqvn SFS[D(2,1)(2,1)] gLLAQaceefefbcadhfj reducible gLLAQbcedfefdfabqbw SFS[D(2,1)(2,1)] gLLAQbcdefeftkbmqon SFS[D(11,4)(2,1)] gLLAQbcdefefdfbmqon SFS[D(3,1)(2,1)] gLLAQbcdefefdfbxqbn SFS[D(3,1)(2,1)] gLLMQbddfeefakcqxvw SFS[D(3,1)(2,1)] gLLMQbddfeefhvcqxvw SFS[D(11,4)(2,1)] gLLAQbcdefeflkbmqon toroidal gLLAQbcdefeflbbmqon SFS[D(4,1)(2,1)] gLLAQbcdefeflsbmqon SFS[D(4,1)(2,1)] gLLAQbcdefefhwviqow SFS[D(7,3)(2,1)] gLLAQbcdefefmbbtqvn SFS[D(7,3)(2,1)] gLLAQbcdefefmbblqfn SFS[D(7,3)(2,1)] gLLAQcdcefefacjmxoj SFS[D(3,1)(2,1)] gLLAQaceefefjrxxhgj SFS[D(8,3)(2,1)] gLLAQaceefefnrxxhgj SFS[D(7,3)(2,1)] gLLAQbcdefefaooqqbw SFS[D(3,1)(2,1)] gLLAQbcdefefaooqqjw SFS[D(3,1)(2,1)] gLLAQbcdefefaooqqnw reducible gLLAQbcdefefaooaqvw SFS[D(2,1)(2,1)] gLLAQbcdefefaooaqsw SFS[D(7,2)(2,1)] gLLAQbcdefefaooaqww SFS[D(5,1)(2,1)] gLLAQbcedfefdfarqbn SFS[D(5,1)(2,1)] gLLAQaceeeffbcadshk reducible gLLAQcdeceffqkhnhnv SFS[D(10,3)(2,1)] gLLAQcdeceffqkananv SFS[D(4,1)(2,1)] gLLAQbcdefefdfrxqbw SFS[D(4,1)(2,1)] gLLAQbcdefefdfrmqow SFS[D(4,1)(2,1)] gLLAQbcdefeflbrmqow SFS[D(3,1)(2,1)] gLLAQbcdefeflkrmqow toroidal gLLAQbcdefeflsrmqow SFS[D(3,1)(2,1)] gLLAQbcdefeftkrmqow SFS[D(10,3)(2,1)] gLLAQbcdefefhwkiqon SFS[D(7,3)(2,1)] gLLAQbcdefefmbrlqfw SFS[D(7,3)(2,1)] gLLAQbcdefefmbrtqvw SFS[D(7,3)(2,1)] gLLAQcdcefefavjmxor SFS[D(4,1)(2,1)] gLLAQaceeeffjrxxbhk SFS[D(13,3)(2,1)] gLLAQaceeeffnrxxbhk SFS[D(14,3)(2,1)] gLLAQbcdefefaofqqbn SFS[D(4,1)(2,1)] gLLAQbcdefefaofqqjn SFS[D(11,2)(2,1)] gLLAQbcdefefaofqqnn SFS[D(7,1)(2,1)] gLLAQbcdefefaofaqvn SFS[D(5,1)(2,1)] gLLAQbcdefefaofaqsn SFS[D(7,2)(2,1)] gLLAQbcdefefaofaqwn SFS[D(2,1)(2,1)] gLLAQccdefefqfkmxor SFS[D(4,1)(2,1)] gLLAQccdefefqfkxxbr SFS[D(4,1)(2,1)] gLLAQccdefefqvkhxvr SFS[D(7,3)(2,1)] gLLAQccdefefigkixor SFS[A(4,1)] gLLAQbcedfeftvtjqvn reducible gLLAQbcedfefdkqjqbn reducible gLLAQccdefefawkmxor SFS[D(4,3)(3,1)] gLLAQccdefefawkpxbr SFS[D(3,1)(2,1)] gLLAQccdefefakkmxor SFS[D(4,1)(3,1)] gLLAQccdefefaokmxrr SFS[D(4,1)(3,1)] gLLAQccdefefaokmxnr SFS[D(4,3)(3,1)] gLLAQccdefefaokuxsr SFS[D(4,1)(2,1)] gLLAQccdefefaoklxjr SFS[D(4,1)(2,1)] gLLAQbcedfefejujqfn reducible gLLAQccdefefdwkaxvr SFS[D(7,3)(2,1)] gLLAQccdefefdwktxvr SFS[D(7,3)(2,1)] gLLAQccdefefdkkhxor reducible gLLAQccdefefhokdxor reducible gLLAQbcedfefpopjqon SFS[D(7,3)(2,1)] gLLAQbcedfefdvtsqow SFS[D(4,1)(3,1)] gLLAQbcedfefdvasqbw toroidal gLLAQbcedfefdgtsqow reducible gLLAQbcedfefdgmsqvw SFS[D(10,3)(2,1)] gLLAQbcedfefdgasqbw SFS[D(2,1)(2,1)] gLLAQbcedfefdftsqow SFS[D(4,3)(3,1)] gLLAQbcedfefdfasqbw SFS[D(7,3)(2,1)] gLLAQbcedfefhvasqbw SFS[D(2,1)(2,1)] gLLAQbcedfeftsdsqbw SFS[D(4,1)(2,1)] gLLAQbcedfeftstsqow SFS[D(4,1)(2,1)] gLLAQbcedfeftsesqbw SFS[D(4,1)(2,1)] gLLAQbcedfeftsmsqvw SFS[D(4,1)(2,1)] gLLAQbcedfeftsusqow SFS[D(4,1)(2,1)] gLLAQbcedfeftspsqvw SFS[D(4,1)(2,1)] gLLAQbcedfefakdsqbw SFS[D(4,1)(2,1)] gLLAQbcedfefakesqbw SFS[D(4,1)(2,1)] gLLAQbcedfefhwljqvn SFS[D(10,3)(2,1)] gLLAQbcedfefeshsqvw toroidal gLLAQbcedfefestsqgw SFS[D(3,1)(2,1)] gLLAQbcedfefesdsqfw SFS[D(3,1)(2,1)] gLLAQbcedfefekhsqvw SFS[D(4,3)(3,1)] gLLAQbcedfefektsqgw toroidal gLLAQbcedfefebhsqvw SFS[D(4,1)(3,1)] gLLAQbcedfefebtsqgw SFS[D(3,1)(2,1)] gLLAQcdeceffqcantvc SFS[D(4,1)(3,1)] gLLAQcdeceffqcanavc reducible gLLAQcdeceffqcanlvc SFS[D(4,3)(3,1)] gLLAQbcdefefdogmqow reducible gLLAQbcdefefakchqvn SFS[D(4,1)(2,1)] gLLAQbcdefefergtqvw SFS[D(4,3)(3,1)] gLLAQbcedfeftcawqbn SFS[D(5,1)(2,1)] gLLAQcdcefefarvuxvj reducible gLLAQcdcefefarruxvj SFS[D(4,3)(3,1)] gLLAQcdcefefarrxxbj SFS[D(3,1)(2,1)] gLLAQcdcefefarjuxvj SFS[D(4,1)(3,1)] gLLAQbcedfeflcawqbn SFS[D(7,2)(2,1)] gLLAQbcdefefdbnhqow SFS[D(4,3)(3,1)] gLLAQbcdefefacnaqvw SFS[D(5,1)(2,1)] gLLAQbcdefefaonaqvw SFS[D(7,2)(2,1)] gLLAQbcdefefagnaqvw SFS[D(2,1)(2,1)] gLLAQbcdefefecnmqvw SFS[D(4,1)(3,1)] gLLAQbcedfefdfanhbj toroidal gLLAQccdefefaojuhvn SFS[D(3,1)(2,1)] gLLAQccdefefaojphbn SFS[D(3,1)(2,1)] gLLAQbcedfefebdnhfj SFS[D(3,1)(2,1)] gLLAQaceefefbcedxwj SFS[D(3,1)(2,1)] gLLAQaceefefbcadxwj reducible gLLAQaceefefbcddxwj SFS[D(3,1)(2,1)] gLLAQbcedfefabenhbj SFS[D(3,1)(2,1)] gLLAQaceefefbkttxjj reducible gLLAQaceefefjkttxjj SFS[D(3,1)(3,2)] gLLAQaceefefnkttxjj SFS[D(3,1)(3,1)] gLLMQceddfefahnbunj SFS[D(3,1)(2,1)] gLLMQceddfefahnblnj SFS[D(3,1)(2,1)] gLLMQceddfefihnsung reducible gLLAQbcdefefmkjixgj reducible gLLAQaceefefbsllxcj reducible gLLAQaceefefboluxcj reducible gLLAQbcdefefxogxhvj SFS[D(5,1)(2,1)] gLLAQbcdefefaogahvj SFS[D(5,1)(2,1)] gLLAQaceeeffbjumcqn SFS[D(3,1)(2,1)] gLLAQccdefefqfvxqbn SFS[D(3,1)(2,1)] gLLAQccdefefqvvhqvn SFS[D(2,1)(2,1)] gLLAQaceeeffbbupcqn SFS[A(3,1)] gLLAQaceeeffbcadcqn reducible gLLAQaceeeffboxucqn reducible gLLAQaceeeffbcuucqn SFS[D(3,1)(3,2)] gLLAQaceeeffbguucqn SFS[D(3,1)(3,1)] gLLAQccdefefakvhqvn SFS[D(4,1)(2,1)] gLLAQaceeeffjouucqn SFS[D(3,1)(3,1)] gLLAQaceeeffnouucqn SFS[D(3,1)(3,2)] gLLAQccdefefaovuqsn SFS[D(3,1)(2,1)] gLLAQccdefefaovlqjn SFS[D(3,1)(2,1)] gLLAQaceeeffbotucqn reducible gLLAQccdefefdwvaqvn SFS[D(2,1)(2,1)] gLLAQccdefefdwvtqvn SFS[D(2,1)(2,1)] gLLAQaceeeffbvqmcqn reducible gLLAQaceeeffbsulcqn reducible gLLAQbcedfeflrufhbj SFS[D(4,1)(2,1)] gLLAQbcedfefpopfhoj SFS[D(2,1)(2,1)] gLLAQaceeeffbcuicqn SFS[D(3,1)(3,1)] gLLAQbcedfefdvafxbj SFS[D(7,2)(2,1)] gLLAQaceeeffbguicqn reducible gLLAQbcedfefdgafxbj SFS[D(5,1)(2,1)] gLLAQaceeeffbouicqn SFS[D(3,1)(3,2)] gLLAQbcedfefdfafxbj SFS[D(2,1)(2,1)] gLLAQbcedfefhvafxbj SFS[D(5,1)(2,1)] gLLAQaceeeffbgdpcqn SFS[D(3,1)(2,1)] gLLAQaceeeffbjiacqn SFS[D(3,1)(2,1)] gLLAQbcedfeftsefxbj SFS[D(3,1)(2,1)] gLLAQbcedfeftsmfxvj SFS[D(3,1)(2,1)] gLLAQbcedfeftsufxoj SFS[D(3,1)(2,1)] gLLAQbcedfeftspfxvj SFS[D(3,1)(2,1)] gLLAQbcedfefabufxoj SFS[D(4,1)(2,1)] gLLAQbcedfefabpfxvj SFS[D(4,1)(2,1)] gLLAQaceeeffboddcqn SFS[D(3,1)(2,1)] gLLAQbcedfefakefxbj SFS[D(3,1)(2,1)] gLLAQaceeeffbcuqcqn toroidal gLLAQaceeeffbguqcqn SFS[D(3,1)(3,2)] gLLAQbcedfefektfxgj SFS[D(5,2)(2,1)] gLLAQaceeeffbouqcqn SFS[D(3,1)(3,1)] gLLAQbcedfefmktfxgj SFS[D(4,1)(2,1)] gLLAQaceeeffbchhwqn SFS[D(3,1)(3,1)] gLLAQaceeeffbghhwqn reducible gLLAQaceeeffbohhwqn SFS[D(3,1)(3,2)] gLLAQbcdefeflskphbj SFS[D(4,1)(2,1)] gLLAQaceeeffbchdwqn reducible gLLAQaceeeffbgxxwqn SFS[D(3,1)(2,1)] gLLAQbcdefefabkphbj SFS[D(4,1)(2,1)] gLLAQaceeeffbchpwqn SFS[D(3,1)(3,2)] gLLAQbcdefefmrrixgj reducible gLLAQbcedfeftcarhbj SFS[D(7,3)(2,1)] gLLAQaceeeffbceejqn reducible gLLAQaceeeffbgeejqn SFS[D(3,1)(3,2)] gLLAQaceeeffboeejqn SFS[D(3,1)(3,1)] gLLAQbcedfeflcarhbj toroidal gLLAQaceeeffbcexjqn SFS[D(3,1)(3,2)] gLLAQbcdefefackaxvj SFS[D(7,3)(2,1)] gLLAQbcdefefaokaxvj toroidal gLLAQbcdefefagkaxvj SFS[D(5,1)(2,1)] gLLAQaceeeffbcemjqn SFS[D(3,1)(3,1)] gLLAQbcdefefmckdxgj reducible gLLAQbcedfefdfawhbj SFS[D(7,3)(2,1)] gLLAQbcedfeftvtnxvj reducible gLLAQcedceffhhfnlvc SFS[D(4,1)(2,1)] gLLAQcedceffhhfnljb SFS[D(4,1)(2,1)] gLLAQcedceffhafndvc reducible gLLAQcedceffhafndjb reducible gLLAQcedceffhafnhof SFS[D(3,1)(2,1)] gLLAQcedceffhifnpvf SFS[D(4,1)(2,1)] gLLAQbcdefefdfghxvj SFS[D(4,3)(3,1)] gLLAQbcdefefdfgxxbj SFS[D(3,1)(2,1)] gLLAQbcdefefdfgmxoj SFS[D(3,1)(2,1)] gLLAQbcdefefdfguxvj SFS[D(4,3)(3,1)] gLLAQbcdefeflkgmxoj SFS[D(5,2)(2,1)] gLLAQbcdefefakgmxoj SFS[D(4,1)(2,1)] gLLAQbcdefefhkcehvj SFS[D(4,3)(3,1)] gLLAQbcdefefhkcuhvj SFS[D(4,3)(3,1)] gLLAQbcdefefhwcihoj SFS[D(2,1)(2,1)] gLLAQbcdefefebgmxgj SFS[D(4,1)(3,1)] gLLAQbcdefefebgixgj SFS[D(4,1)(3,1)] gLLAQbcdefefmbgmxgj reducible gLLAQbcdefefmbglxfj SFS[D(2,1)(2,1)] gLLAQbcdefefmbgtxvj SFS[D(2,1)(2,1)] gLLAQbcdefefmbgixgj reducible gLLAQcdcefefakvhqvn reducible gLLAQcdcefefakjmqon SFS[D(3,1)(2,1)] gLLAQbcdefefaojhhoj reducible gLLAQbcdefefaojhhnj toroidal gLLAQbcdefefaojhhrj toroidal gLLAQbcdefefaojqhbj SFS[D(3,1)(2,1)] gLLAQbcdefefaojqhjj toroidal gLLAQbcdefefaojqhnj SFS[D(15,4)(2,1)] gLLAQbcdefefaojahvj SFS[D(7,3)(2,1)] gLLAQbcdefefaojahsj toroidal gLLAQbcdefefaojahwj SFS[D(5,1)(2,1)] gLLAQaceefefbcadhwj reducible gLLAQbcedfefdfanxbj SFS[D(7,2)(2,1)] gLLMQceddfefihkfung reducible gLLAQbcdefefmkjihgj reducible gLLAQbcdefefaogaxvj SFS[D(7,3)(2,1)] gLLAQbcdefefxogxxvj SFS[D(7,3)(2,1)] gLLAQaceeeffbbupchk T2xI gLLAQbcedfefdgmfhvj SFS[D(5,2)(2,1)] gLLAQbcedfefdgafhbj SFS[D(7,3)(2,1)] gLLAQbcedfefdvafhbj toroidal gLLAQbcedfefdfafhbj SFS[D(2,1)(2,1)] gLLAQccdefefakvhhvn SFS[D(4,1)(2,1)] gLLAQccdefefawvphbn SFS[D(3,1)(2,1)] gLLAQbcedfefektfhgj toroidal gLLAQaceeeffbcuqchk SFS[D(2,1)(2,1)] gLLAQbcedfefestfhgj SFS[D(3,1)(2,1)] gLLAQbcedfefesdfhfj SFS[D(3,1)(2,1)] gLLAQbcedfefebtfhgj SFS[D(3,1)(2,1)] gLLAQccdefefdwvthvn SFS[D(2,1)(2,1)] gLLAQccdefefdwvahvn SFS[D(2,1)(2,1)] gLLAQaceeeffbvqmchk reducible gLLAQccdefefqvvhhvn SFS[D(2,1)(2,1)] gLLAQbcedfefpopfxoj SFS[D(2,1)(2,1)] gLLAQbcedfefhwlfxvj SFS[D(5,2)(2,1)] gLLAQbcedfeflrufxbj SFS[D(4,1)(2,1)] gLLAQaceeeffbcadchk reducible gLLAQbcedfefabpfhvj SFS[D(4,1)(2,1)] gLLAQbcedfefabufhoj SFS[D(4,1)(2,1)] gLLAQbcedfefhvafhbj SFS[D(7,3)(2,1)] gLLAQbcedfefmktfhgj SFS[D(4,1)(2,1)] gLLAQbcdefeflskpxbj SFS[D(4,1)(2,1)] gLLAQbcdefefabkpxbj SFS[D(4,1)(2,1)] gLLAQbcdefefmrrihgj reducible gLLAQcdcefefawrxqbn SFS[D(3,1)(2,1)] gLLAQbcedfeflcarxbj toroidal gLLAQbcedfeftcarxbj SFS[D(5,1)(2,1)] gLLAQbcdefefaokahvj toroidal gLLAQbcdefefackahvj SFS[D(5,1)(2,1)] gLLAQbcdefefagkahvj SFS[D(7,3)(2,1)] gLLAQbcdefefmckdhgj reducible gLLAQbcedfeftvtnhvj reducible gLLAQbcedfefdfawxbj SFS[D(5,1)(2,1)] gLLAQbcdefeftkgmhoj SFS[D(5,2)(2,1)] gLLAQbcdefefdfghhvj SFS[D(4,1)(3,1)] gLLAQbcdefefdfguhvj SFS[D(4,1)(3,1)] gLLAQcedceffhabnevc reducible gLLAQcedceffhabnerf reducible gLLAQbcdefefebgmhgj SFS[D(4,3)(3,1)] gLLAQbcdefefebgihgj SFS[D(4,3)(3,1)] gLLAQcedceffhibnqrb SFS[D(4,1)(2,1)] gLLAQcedceffhqbnqrb SFS[D(5,2)(2,1)] gLLAQcedceffhqbnenc SFS[D(4,1)(2,1)] gLLAQcedceffhqbnegf SFS[D(4,1)(2,1)] gLLAQbcdefeflkgmhoj toroidal gLLAQbcdefeflbgmhoj SFS[D(3,1)(2,1)] gLLAQbcdefeflsgmhoj SFS[D(3,1)(2,1)] gLLAQbcdefefhkcexvj SFS[D(4,1)(3,1)] gLLAQbcdefefhkcuxvj SFS[D(4,1)(3,1)] gLLAQbcdefefhwcixoj SFS[D(2,1)(2,1)] gLLAQbcdefefakgmhoj SFS[D(4,1)(2,1)] gLLAQbcdefefmbgmhgj reducible gLLAQbcdefefmbgthvj SFS[D(2,1)(2,1)] gLLAQbcdefefmbglhfj SFS[D(2,1)(2,1)] gLLAQbcdefefmbgihgj reducible gLLAQcdcefefakvhhvn reducible gLLAQbcdefefaojhxoj reducible gLLAQbcdefefaojhxnj toroidal gLLAQbcdefefaojhxrj toroidal gLLAQbcdefefaojqxjj toroidal gLLAQbcdefefaojqxnj SFS[D(13,4)(2,1)] gLLAQbcdefefaojaxvj SFS[D(5,1)(2,1)] gLLAQbcdefefaojaxsj toroidal gLLAQbcdefefaojaxwj SFS[D(7,3)(2,1)] gLLAQaceefefbcadxfj reducible gLLAQbcedfefdfabxbr SFS[D(2,1)(2,1)] gLLAQbcdefeftkbmhon SFS[D(9,4)(2,1)] gLLAQaceefefbjxmxvj SFS[D(3,1)(3,2)] gLLAQbcdefefdfbuhvn SFS[D(3,1)(3,2)] gLLAQaceefefbjmmxvj reducible gLLMQbddfeefabcxqor reducible gLLAQaceefefbjemxvj SFS[D(3,1)(3,1)] gLLAQbcdefefebbihgn SFS[D(3,1)(3,1)] gLLMQbddfeefmscxlgr SFS[D(3,1)(2,1)] gLLMQbddfeefhvcxxvr SFS[D(9,4)(2,1)] gLLAQaceefefboumxvj SFS[D(3,1)(2,1)] gLLMQbddfeefhgcxqor SFS[D(3,1)(2,1)] gLLAQbcdefeflkbmhon toroidal gLLAQbcdefeflbbmhon SFS[D(4,1)(2,1)] gLLAQbcdefeflsbmhon SFS[D(4,1)(2,1)] gLLAQaceefefbjeixvj SFS[D(3,1)(3,2)] gLLAQbcdefefhkvuxvr SFS[D(3,1)(3,2)] gLLAQbcdefefhwvixor SFS[D(5,1)(2,1)] gLLAQbcdefefakbmhon SFS[D(3,1)(2,1)] gLLAQaceefefbjeaxvj reducible gLLAQbcdefefmbbthvn SFS[D(5,1)(2,1)] gLLAQbcdefefmbblhfn SFS[D(5,1)(2,1)] gLLAQbcdefefmbbihgn reducible gLLAQaceefefbrqqxgj reducible gLLAQaceefefbrxxxgj reducible gLLAQaceefefjrxxxgj toroidal gLLAQaceefefnrxxxgj toroidal gLLAQbcdefefaooqxjr toroidal gLLAQbcdefefaooqxnr SFS[D(8,3)(2,1)] gLLAQbcdefefaooaxvr SFS[D(2,1)(2,1)] gLLAQbcdefefaooaxsr toroidal gLLAQbcdefefaooaxwr SFS[D(7,3)(2,1)] gLLAQbcedfefdfarhbn SFS[D(7,3)(2,1)] gLLAQaceeeffbcadsqn reducible gLLAQcdeceffhkhnhnv SFS[D(6,1)(2,1)] gLLAQaceeeffboumkqn SFS[D(3,1)(2,1)] gLLAQcdeceffhkhnpcb SFS[D(3,1)(2,1)] gLLAQaceeeffbjmmkqn reducible gLLAQcdeceffhkantcb reducible gLLAQcdeceffhkananv SFS[D(4,1)(2,1)] gLLAQcdeceffhklnlsv SFS[D(3,1)(2,1)] gLLAQaceeeffbjxmkqn SFS[D(3,1)(3,1)] gLLAQbcdefefdfrxxbr SFS[D(4,1)(2,1)] gLLAQbcdefefdfrmxor SFS[D(4,1)(2,1)] gLLAQbcdefefdfruxvr SFS[D(3,1)(3,1)] gLLAQbcdefeflkrmxor SFS[D(9,2)(2,1)] gLLAQbcdefeftkrmxor SFS[D(6,1)(2,1)] gLLAQbcdefefakrmxor SFS[D(3,1)(2,1)] gLLAQaceeeffbjeikqn SFS[D(3,1)(3,1)] gLLAQbcdefefhkkuhvn SFS[D(3,1)(3,1)] gLLAQbcdefefhwkihon SFS[D(5,1)(2,1)] gLLAQaceeeffbjemkqn SFS[D(3,1)(3,2)] gLLAQbcdefefebrixgr SFS[D(3,1)(3,2)] gLLAQaceeeffbjeakqn reducible gLLAQbcdefefmbrlxfr SFS[D(5,1)(2,1)] gLLAQbcdefefmbrtxvr SFS[D(5,1)(2,1)] gLLAQbcdefefmbrixgr reducible gLLAQaceeeffbrqqbqn reducible gLLAQcdcefefavjmqow SFS[D(4,1)(2,1)] gLLAQaceeeffbrxxbqn reducible gLLAQaceeeffjrxxbqn toroidal gLLAQaceeeffnrxxbqn toroidal gLLAQbcdefefaofqhbn SFS[D(4,1)(2,1)] gLLAQbcdefefaofqhjn toroidal gLLAQbcdefefaofqhnn SFS[D(13,3)(2,1)] gLLAQbcdefefaofahvn SFS[D(7,3)(2,1)] gLLAQbcdefefaofahsn toroidal gLLAQbcdefefaofahwn SFS[D(2,1)(2,1)] gLLAQccdefefqfkmqow SFS[D(4,1)(2,1)] gLLAQccdefefqfkxqbw SFS[D(4,1)(2,1)] gLLAQccdefefqvkhqvw SFS[D(5,1)(2,1)] gLLAQccdefefigkiqow SFS[A(4,1)] gLLAQbcedfeftvtjhvn reducible gLLAQbcedfefdkqjhbn reducible gLLAQccdefefawkmqow SFS[D(4,1)(3,1)] gLLAQccdefefakkmqow SFS[D(4,3)(3,1)] gLLAQccdefefakkhqvw SFS[D(3,1)(2,1)] gLLAQccdefefaokmqrw SFS[D(4,3)(3,1)] gLLAQccdefefaokmqnw SFS[D(4,1)(3,1)] gLLAQccdefefaokuqsw SFS[D(4,1)(2,1)] gLLAQccdefefaoklqjw SFS[D(4,1)(2,1)] gLLAQbcedfefejujhfn reducible gLLAQccdefefdwkaqvw SFS[D(5,1)(2,1)] gLLAQccdefefdwktqvw SFS[D(5,1)(2,1)] gLLAQccdefefdkkhqow reducible gLLAQccdefefhokdqow reducible gLLAQbcedfeflrujhbn SFS[D(3,1)(2,1)] gLLAQbcedfefpopjhon SFS[D(5,1)(2,1)] gLLAQbcedfefdvtsxor SFS[D(4,3)(3,1)] gLLAQbcedfefdvasxbr SFS[D(7,2)(2,1)] gLLAQbcedfefdgtsxor reducible gLLAQbcedfefdgmsxvr SFS[D(6,1)(2,1)] gLLAQbcedfefdgasxbr SFS[D(2,1)(2,1)] gLLAQbcedfefdftsxor SFS[D(4,1)(3,1)] gLLAQbcedfefdfasxbr SFS[D(5,1)(2,1)] gLLAQbcedfefhvasxbr SFS[D(2,1)(2,1)] gLLAQbcedfeftsdsxbr SFS[D(4,1)(2,1)] gLLAQbcedfeftstsxor SFS[D(4,1)(2,1)] gLLAQbcedfeftsesxbr SFS[D(4,1)(2,1)] gLLAQbcedfeftsmsxvr SFS[D(4,1)(2,1)] gLLAQbcedfeftsusxor SFS[D(4,1)(2,1)] gLLAQbcedfeftspsxvr SFS[D(4,1)(2,1)] gLLAQbcedfefabusxor SFS[D(3,1)(2,1)] gLLAQbcedfefabpsxvr SFS[D(3,1)(2,1)] gLLAQbcedfefakdsxbr SFS[D(4,1)(2,1)] gLLAQbcedfefakesxbr SFS[D(4,1)(2,1)] gLLAQbcedfefhwljhvn SFS[D(6,1)(2,1)] gLLAQbcedfefeshsxvr toroidal gLLAQbcedfefekhsxvr SFS[D(4,1)(3,1)] gLLAQbcedfefektsxgr SFS[D(9,2)(2,1)] gLLAQbcedfefebhsxvr SFS[D(4,3)(3,1)] gLLAQbcedfefmktsxgr SFS[D(3,1)(2,1)] gLLAQcdeceffhcantvc SFS[D(4,3)(3,1)] gLLAQcdeceffhcanavc reducible gLLAQcdeceffhcanlvc SFS[D(4,1)(3,1)] gLLAQbcdefeflscphbn SFS[D(3,1)(2,1)] gLLAQbcdefefdogmxor reducible gLLAQbcdefefakchhvn SFS[D(4,1)(2,1)] gLLAQbcdefefabcphbn SFS[D(3,1)(2,1)] gLLAQbcdefefergtxvr SFS[D(4,1)(3,1)] gLLAQbcdefefmrgixgr reducible gLLAQbcedfeftcawhbn SFS[D(7,3)(2,1)] gLLAQcdcefefarvuhvj reducible gLLAQcdcefefarruhvj SFS[D(4,1)(3,1)] gLLAQcdcefefarjuhvj SFS[D(4,3)(3,1)] gLLAQbcedfeflcawhbn toroidal gLLAQbcdefefdbnhxor SFS[D(4,1)(3,1)] gLLAQbcdefefacnaxvr SFS[D(7,3)(2,1)] gLLAQbcdefefaonaxvr toroidal gLLAQbcdefefagnaxvr SFS[D(2,1)(2,1)] gLLAQbcdefefecnmxvr SFS[D(4,3)(3,1)] gLLAQbcdefefmcndxgr reducible gLLAQaceefefbbuphnj T2xI gLLAQbcedfefdgmjhvn SFS[D(9,4)(2,1)] gLLAQbcedfefdgajhbn SFS[D(7,3)(2,1)] gLLAQbcedfefdvajhbn toroidal gLLAQbcedfefdfajhbn SFS[D(5,1)(2,1)] gLLAQccdefefaknhhvj SFS[D(3,1)(2,1)] gLLAQccdefefawnphbj SFS[D(4,1)(2,1)] gLLAQbcedfefektjhgn toroidal gLLAQaceefefbcuqhnj SFS[D(2,1)(2,1)] gLLAQbcedfefestjhgn SFS[D(4,1)(2,1)] gLLAQbcedfefesdjhfn SFS[D(4,1)(2,1)] gLLAQbcedfefebtjhgn SFS[D(4,1)(2,1)] gLLAQccdefefdwnthvj SFS[D(5,1)(2,1)] gLLAQccdefefdwnahvj SFS[D(5,1)(2,1)] gLLAQaceefefbvqmhnj reducible gLLAQccdefefqvnhhvj SFS[D(5,1)(2,1)] gLLAQbcedfefpopsxor SFS[D(5,1)(2,1)] gLLAQbcedfefhwlsxvr SFS[D(9,4)(2,1)] gLLAQbcedfeflrusxbr SFS[D(3,1)(2,1)] gLLAQaceefefbcadhnj reducible gLLAQbcedfefabpjhvn SFS[D(3,1)(2,1)] gLLAQbcedfefabujhon SFS[D(3,1)(2,1)] gLLAQbcedfefhvajhbn SFS[D(7,3)(2,1)] gLLAQbcedfefmktjhgn SFS[D(3,1)(2,1)] gLLAQbcdefeflsnpxbr SFS[D(3,1)(2,1)] gLLAQbcdefefabnpxbr SFS[D(3,1)(2,1)] gLLAQbcdefefmrwihgn reducible gLLAQcdcefefagrxqbw SFS[D(4,1)(2,1)] gLLAQbcedfeflcagxbr toroidal gLLAQbcedfeftcagxbr SFS[D(2,1)(2,1)] gLLAQbcdefefaocahvn toroidal gLLAQbcdefefaccahvn SFS[D(2,1)(2,1)] gLLAQbcdefefagcahvn SFS[D(7,3)(2,1)] gLLAQbcdefefmccdhgn reducible gLLAQaceeeffbcadrhk reducible gLLAQbcedfefdfakxbr SFS[D(7,2)(2,1)] gLLMQbddfeefmkfxegr reducible gLLAQbcdefefmkfihgn reducible gLLAQbcdefefaoraxvr SFS[D(7,3)(2,1)] gLLAQbcdefefxorxxvr SFS[D(7,3)(2,1)] gLLAQbcedfefdfavhbn toroidal gLLAQccdefefaofuhvj SFS[D(4,1)(2,1)] gLLAQccdefefaofphbj SFS[D(4,1)(2,1)] gLLAQbcedfefebdvhfn SFS[D(4,1)(2,1)] gLLAQbcedfeflvtbxvr SFS[D(4,1)(2,1)] gLLAQbcedfeftvtbxvr reducible gLLAQbcedfefabdvhbn SFS[D(4,1)(2,1)] gLLAQbcedfefabevhbn SFS[D(4,1)(2,1)] gLLAQcdeceffhfandvc reducible gLLAQcdeceffhfandvj SFS[D(4,1)(3,1)] gLLAQcdeceffhfandvw SFS[D(4,3)(3,1)] gLLAQcdeceffhfandkn SFS[D(4,1)(2,1)] gLLAQcdeceffhfandnk SFS[D(4,1)(2,1)] gLLAQcdeceffhflnikf reducible gLLAQbcdefefmkoixgr reducible gLLAQcdcefefafveqvw reducible gLLAQcdcefefhfvtqvw reducible gLLAQbcdefefxobxhvn SFS[D(2,1)(2,1)] gLLAQbcdefefaobahvn SFS[D(2,1)(2,1)] gLLAQcdecefftfasdvc reducible gLLAQcdecefftfasdvj SFS[D(5,3)(3,1)] gLLAQcdecefftfasdvw SFS[D(5,2)(3,1)] gLLAQcdecefftfasdkn SFS[D(5,2)(2,1)] gLLAQcdecefftfasdnk SFS[D(5,2)(2,1)] gLLAQcdcefefafvedvr reducible gLLAQcdecefftcasavc reducible gLLAQcdcefefarvuevj reducible gLLMQceddfefipnsung reducible gLLAQccdefefakvhuvn SFS[D(5,2)(2,1)] gLLAQaceeeffbvqmcdn reducible gLLAQcedceffpafndvc reducible gLLAQcedceffpafndjb reducible gLLAQcedceffpifnpvf SFS[D(5,2)(2,1)] gLLAQcdcefefakvhuvn reducible gLLMQceddfefipkfung reducible gLLAQccdefefakvhlvw SFS[D(5,2)(2,1)] gLLAQaceeeffbvqmcmw reducible gLLAQcedceffpabnevc reducible gLLAQcedceffpabnerf reducible gLLAQcedceffpibnqrb SFS[D(5,2)(2,1)] gLLAQcdcefefakvhlvw reducible gLLAQcdeceffpcanavc reducible gLLAQcdcefefarvutvr reducible gLLAQcdeceffpfandvc reducible gLLAQcdeceffpfandvj SFS[D(5,2)(3,1)] gLLAQcdeceffpfandvw SFS[D(5,3)(3,1)] gLLAQcdeceffpfandkn SFS[D(5,2)(2,1)] gLLAQcdeceffpfandnk SFS[D(5,2)(2,1)] gLLAQcdcefefafveuvj reducible gLLAQbcdefefaccddon SFS[D(3,1)(2,1)] gLLAQccdefefdwsllvw SFS[D(3,1)(2,1)] gLLAQcdeceffifajdvj toroidal gLLAQcdeceffifajdvw toroidal gLLAQcdeceffifajdkb SFS[D(3,1)(2,1)] gLLAQcdeceffifajdkn toroidal gLLAQcdeceffifajdkj SFS[D(3,1)(2,1)] gLLAQcdeceffifajdnf SFS[D(3,1)(2,1)] gLLAQcdeceffifajdnk toroidal gLLAQcdeceffifajdnr SFS[D(3,1)(2,1)] gLLAQbcdefefmgohlgj SFS[D(3,1)(2,1)] gLLAQccdefefdwwlpvj SFS[D(3,1)(2,1)] gLLAQcdecefficajaof SFS[D(3,1)(2,1)] gLLAQcdecefficajagb SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmcuk reducible gLLAQcedceffiabjekb SFS[D(3,1)(2,1)] gLLAQcedceffiabjegb SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmcur reducible gLLAQcedceffiabnegb SFS[D(3,1)(2,1)] gLLAQcedceffiabnekb SFS[D(3,1)(2,1)] gLLAQbcdefefmgohlgw SFS[D(3,1)(2,1)] gLLAQccdefefdwwlpvw SFS[D(3,1)(2,1)] gLLAQcdecefficanaof SFS[D(3,1)(2,1)] gLLAQcdecefficanagb SFS[D(3,1)(2,1)] gLLAQbcdefefaccddor SFS[D(3,1)(2,1)] gLLAQccdefefdwsllvj SFS[D(3,1)(2,1)] gLLAQcdeceffifandvj toroidal gLLAQcdeceffifandvw toroidal gLLAQcdeceffifandkb SFS[D(3,1)(2,1)] gLLAQcdeceffifandkn toroidal gLLAQcdeceffifandkj SFS[D(3,1)(2,1)] gLLAQcdeceffifandnf SFS[D(3,1)(2,1)] gLLAQcdeceffifandnk toroidal gLLAQcdeceffifandnr SFS[D(3,1)(2,1)] gLLAQcdecefflfawdvc reducible gLLAQcdecefflfawdvj SFS[D(5,3)(3,1)] gLLAQcdecefflfawdvw SFS[D(5,2)(3,1)] gLLAQcdecefflfawdkn SFS[D(5,2)(2,1)] gLLAQcdecefflfawdnk SFS[D(5,2)(2,1)] gLLAQcdcefefafveevw reducible gLLAQcdecefflcawavc reducible gLLAQcdcefefarvudvj reducible gLLMQceddfefilkfuwg reducible gLLAQccdefefakvhpvn SFS[D(5,2)(2,1)] gLLAQaceeeffbvqmcek reducible gLLAQcedcefflabwevc reducible gLLAQcedcefflabwerf reducible gLLAQcedcefflibwqrb SFS[D(5,2)(2,1)] gLLAQcdcefefakvhpvn reducible gLLMQceddfefilnsuwg reducible gLLAQccdefefakvhtvs SFS[D(5,2)(2,1)] gLLAQaceeeffbvqmcij reducible gLLAQcedcefflafwdvc reducible gLLAQcedcefflafwdjb reducible gLLAQcedcefflifwpvf SFS[D(5,2)(2,1)] gLLAQcdcefefakvhtvs reducible gLLAQcdeceffucanavc reducible gLLAQcdcefefarvulvk reducible gLLAQcdeceffufandvc reducible gLLAQcdeceffufandvj SFS[D(5,2)(3,1)] gLLAQcdeceffufandvw SFS[D(5,3)(3,1)] gLLAQcdeceffufandkn SFS[D(5,2)(2,1)] gLLAQcdeceffufandnk SFS[D(5,2)(2,1)] gLLAQcdcefefafvepvn reducible gLLAQaceefefbbupank T2xI gLLAQbcedfefdgajabs SFS[D(3,1)(2,1)] gLLAQbcedfefdvajabs SFS[D(3,1)(2,1)] gLLAQbcedfefdfajabs reducible gLLAQccdefefaknhavk SFS[D(2,1)(2,1)] gLLAQaceefefbcuqank SFS[D(2,1)(2,1)] gLLAQccdefefdwntavk reducible gLLAQccdefefdwnaavk reducible gLLAQaceefefbvqmank reducible gLLAQccdefefqvnhavk reducible gLLAQbcedfefpopsaoj reducible gLLAQbcedfeflrusabj SFS[D(2,1)(2,1)] gLLAQaceefefbcadank reducible gLLAQbcedfefabpjavs SFS[D(2,1)(2,1)] gLLAQbcedfefabujaos SFS[D(2,1)(2,1)] gLLAQbcedfefhvajabs SFS[D(3,1)(2,1)] gLLAQbcedfefmktjags SFS[D(2,1)(2,1)] gLLAQbcdefeflsnpabj SFS[D(2,1)(2,1)] gLLAQbcdefefabnpabj SFS[D(2,1)(2,1)] gLLAQbcdefefmrwiags reducible gLLAQbcedfeflcagabj toroidal gLLAQbcedfeftcagabj SFS[D(3,1)(2,1)] gLLAQbcdefefaocaavs toroidal gLLAQbcdefefaccaavs SFS[D(3,1)(2,1)] gLLAQbcdefefagcaavs SFS[D(3,1)(2,1)] gLLAQbcdefefmccdags reducible gLLAQaceeeffbcadraj reducible gLLAQbcedfefdfakabj SFS[D(3,1)(2,1)] gLLMQbddfeefmkfaegj reducible gLLAQbcdefefmkfiags reducible gLLAQbcdefefaoraavj SFS[D(3,1)(2,1)] gLLAQbcdefefxorxavj SFS[D(3,1)(2,1)] gLLAQbcedfefdfavabs SFS[D(3,1)(2,1)] gLLAQbcedfeftvtbavj reducible gLLAQcdeceffaflsikf reducible gLLAQbcdefefmkoiagj reducible gLLAQbcdefefxobxavs SFS[D(3,1)(2,1)] gLLAQbcdefefaobaavs SFS[D(3,1)(2,1)] gLLAQaceefefbcadafr reducible gLLAQbcedfefdfababj SFS[D(3,1)(2,1)] gLLAQaceefefbjxmavr SFS[D(3,1)(2,1)] gLLAQbcdefefdfbuavs SFS[D(3,1)(2,1)] gLLAQaceefefbjmmavr reducible gLLMQbddfeefabcaqoj reducible gLLAQaceefefbjemavr SFS[D(3,1)(2,1)] gLLAQbcdefefebbiags SFS[D(3,1)(2,1)] gLLMQbddfeefmscalgj SFS[D(2,1)(2,1)] gLLAQaceefefboumavr SFS[D(2,1)(2,1)] gLLMQbddfeefhgcaqoj SFS[D(2,1)(2,1)] gLLAQaceefefbjeiavr SFS[D(3,1)(2,1)] gLLAQbcdefefhkvuavj SFS[D(3,1)(2,1)] gLLAQbcdefefhwviaoj reducible gLLAQbcdefefakbmaos SFS[D(2,1)(2,1)] gLLAQaceefefbjeaavr reducible gLLAQbcdefefmbbtavs reducible gLLAQbcdefefmbblafs reducible gLLAQbcdefefmbbiags reducible gLLAQaceefefbrqqagr reducible gLLAQaceefefbrxxagr reducible gLLAQaceefefjrxxagr toroidal gLLAQaceefefnrxxagr toroidal gLLAQbcdefefaooqajj toroidal gLLAQbcdefefaooqanj SFS[D(7,2)(2,1)] gLLAQbcdefefaooaavj SFS[D(3,1)(2,1)] gLLAQbcdefefaooaasj toroidal gLLAQbcdefefaooaawj SFS[D(3,1)(2,1)] gLLAQbcedfefdfarabs SFS[D(3,1)(2,1)] gLLAQaceeeffbcadsaw reducible gLLAQaceeeffboumkaw SFS[D(2,1)(2,1)] gLLAQcdeceffakhspcb SFS[D(2,1)(2,1)] gLLAQaceeeffbjmmkaw reducible gLLAQcdeceffakastcb reducible gLLAQcdeceffaklslsv SFS[D(2,1)(2,1)] gLLAQaceeeffbjxmkaw SFS[D(3,1)(2,1)] gLLAQbcdefefdfruavj SFS[D(3,1)(2,1)] gLLAQbcdefefakrmaoj SFS[D(2,1)(2,1)] gLLAQaceeeffbjeikaw SFS[D(3,1)(2,1)] gLLAQbcdefefhkkuavs SFS[D(3,1)(2,1)] gLLAQbcdefefhwkiaos reducible gLLAQaceeeffbjemkaw SFS[D(3,1)(2,1)] gLLAQbcdefefebriagj SFS[D(3,1)(2,1)] gLLAQaceeeffbjeakaw reducible gLLAQbcdefefmbrlafj reducible gLLAQbcdefefmbrtavj reducible gLLAQbcdefefmbriagj reducible gLLAQaceeeffbrqqbaw reducible gLLAQaceeeffbrxxbaw reducible gLLAQaceeeffjrxxbaw toroidal gLLAQaceeeffnrxxbaw toroidal gLLAQbcdefefaofqajs toroidal gLLAQbcdefefaofqans SFS[D(7,2)(2,1)] gLLAQbcdefefaofaavs SFS[D(3,1)(2,1)] gLLAQbcdefefaofaass toroidal gLLAQbcdefefaofaaws SFS[D(3,1)(2,1)] gLLAQccdefefqvkhavn reducible gLLAQccdefefigkiaon T2xI gLLAQbcedfeftvtjavs reducible gLLAQccdefefakkhavn SFS[D(2,1)(2,1)] gLLAQccdefefdwkaavn reducible gLLAQccdefefdwktavn reducible gLLAQccdefefdkkhaon reducible gLLAQbcedfeflrujabs SFS[D(2,1)(2,1)] gLLAQbcedfefpopjaos reducible gLLAQbcedfefdvasabj SFS[D(3,1)(2,1)] gLLAQbcedfefdgasabj SFS[D(3,1)(2,1)] gLLAQbcedfefdfasabj reducible gLLAQbcedfefhvasabj SFS[D(3,1)(2,1)] gLLAQbcedfefabusaoj SFS[D(2,1)(2,1)] gLLAQbcedfefabpsavj SFS[D(2,1)(2,1)] gLLAQbcedfefeshsavj SFS[D(2,1)(2,1)] gLLAQbcedfefmktsagj SFS[D(2,1)(2,1)] gLLAQbcdefeflscpabs SFS[D(2,1)(2,1)] gLLAQbcdefefabcpabs SFS[D(2,1)(2,1)] gLLAQbcdefefmrgiagj reducible gLLAQbcedfeftcawabs SFS[D(3,1)(2,1)] gLLAQbcedfeflcawabs toroidal gLLAQbcdefefacnaavj SFS[D(3,1)(2,1)] gLLAQbcdefefaonaavj toroidal gLLAQbcdefefagnaavj SFS[D(3,1)(2,1)] gLLAQbcdefefmcndagj reducible gLLAQbcedfefdfanabr SFS[D(3,1)(2,1)] gLLAQaceefefbcadawk reducible gLLAQbcdefefxogxavr SFS[D(3,1)(2,1)] gLLAQbcdefefaogaavr SFS[D(3,1)(2,1)] gLLAQccdefefqvvhavs SFS[D(3,1)(2,1)] gLLAQaceeeffbbupcaj T2xI gLLAQaceeeffbcadcaj reducible gLLAQccdefefawvpabs SFS[D(2,1)(2,1)] gLLAQccdefefdwvaavs SFS[D(3,1)(2,1)] gLLAQccdefefdwvtavs SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmcaj reducible gLLAQbcedfefpopfaor SFS[D(3,1)(2,1)] gLLAQbcedfefdvafabk toroidal gLLAQbcedfefdgmfavk SFS[D(5,2)(2,1)] gLLAQbcedfefdgafabk SFS[D(3,1)(2,1)] gLLAQbcedfefdfafabk SFS[D(3,1)(2,1)] gLLAQbcedfefhvafabk SFS[D(3,1)(2,1)] gLLAQbcedfefhwlfavr SFS[D(5,2)(2,1)] gLLAQaceeeffbcuqcaj SFS[D(2,1)(2,1)] gLLAQbcedfefestfagk SFS[D(2,1)(2,1)] gLLAQbcedfefesdfafk SFS[D(2,1)(2,1)] gLLAQbcedfefektfagk toroidal gLLAQbcedfefebtfagk SFS[D(2,1)(2,1)] gLLAQbcedfeftcarabr reducible gLLAQcdcefefawrxabw SFS[D(2,1)(2,1)] gLLAQbcedfeflcarabr SFS[D(3,1)(2,1)] gLLAQbcdefefackaavk reducible gLLAQbcdefefaokaavk SFS[D(3,1)(2,1)] gLLAQbcdefefagkaavk SFS[D(3,1)(2,1)] gLLAQbcedfefdfawabr reducible gLLAQbcedfeftvtnavk reducible gLLAQcedceffahfwaof SFS[D(5,2)(2,1)] gLLAQbcdefeflbgmaok SFS[D(2,1)(2,1)] gLLAQbcdefeflkgmaok toroidal gLLAQbcdefeflsgmaok SFS[D(2,1)(2,1)] gLLAQbcdefeftkgmaok SFS[D(5,2)(2,1)] gLLAQbcdefefhwciaor SFS[D(3,1)(2,1)] gLLAQbcdefefmbglafk SFS[D(3,1)(2,1)] gLLAQbcdefefmbgtavk SFS[D(3,1)(2,1)] gLLAQbcdefefaojhanr SFS[D(2,1)(2,1)] gLLAQbcdefefaojqanr SFS[D(2,1)(2,1)] gLLAQbcdefefaojaavr reducible gLLAQbcdefefaojaasr SFS[D(3,1)(2,1)] gLLAQbcdefefaojaawr SFS[D(3,1)(2,1)] gLLAQaceefefbcadawr reducible gLLAQccdefefaojuavs SFS[D(2,1)(2,1)] gLLAQccdefefaojpabs SFS[D(2,1)(2,1)] gLLAQaceefefbcedawr SFS[D(2,1)(2,1)] gLLAQbcedfefdfanabk toroidal gLLAQaceefefbcddawr SFS[D(2,1)(2,1)] gLLAQbcedfefabenabk SFS[D(2,1)(2,1)] gLLAQbcedfefebdnafk SFS[D(2,1)(2,1)] gLLAQaceefefbkttajr reducible gLLAQaceefefjkttajr SFS[D(3,1)(2,1)] gLLAQaceefefnkttajr SFS[D(3,1)(2,1)] gLLMQceddfefaakftww SFS[D(2,1)(2,1)] gLLMQceddfefaakfpwr SFS[D(2,1)(2,1)] gLLAQaceefefboluacr reducible gLLAQaceefefbsllacr reducible gLLAQbcdefefaogaavk reducible gLLAQbcdefefxogxavk reducible gLLAQaceeeffbsulcaw reducible gLLAQaceeeffbbupcaw SFS[A(2,1)] gLLAQaceeeffbjiacaw SFS[D(2,1)(2,1)] gLLAQaceeeffbgdpcaw SFS[D(2,1)(2,1)] gLLAQbcedfeftsmfavr SFS[D(2,1)(2,1)] gLLAQbcedfeftsefabr SFS[D(2,1)(2,1)] gLLAQbcedfeftspfavr SFS[D(2,1)(2,1)] gLLAQbcedfeftsufaor SFS[D(2,1)(2,1)] gLLAQaceeeffbguicaw reducible gLLAQbcedfefdgmfavr SFS[D(4,1)(2,1)] gLLAQbcedfefdgafabr reducible gLLAQaceeeffbcuicaw SFS[D(3,1)(2,1)] gLLAQbcedfefdvafabr SFS[D(3,1)(2,1)] gLLAQaceeeffbouicaw SFS[D(3,1)(2,1)] gLLAQbcedfefdfafabr SFS[D(3,1)(2,1)] gLLAQaceeeffbguucaw SFS[D(3,1)(2,1)] gLLAQaceeeffbcuucaw SFS[D(3,1)(2,1)] gLLAQaceeeffjouucaw SFS[D(3,1)(2,1)] gLLAQaceeeffnouucaw SFS[D(3,1)(2,1)] gLLAQccdefefaovuasw SFS[D(2,1)(2,1)] gLLAQccdefefaovlajw SFS[D(2,1)(2,1)] gLLAQaceeeffbguqcaw SFS[D(3,1)(2,1)] gLLAQbcedfefektfagr SFS[D(5,2)(2,1)] gLLAQaceeeffbcuqcaw toroidal gLLAQaceeeffbouqcaw SFS[D(3,1)(2,1)] gLLAQccdefefdwvtavw SFS[D(3,1)(2,1)] gLLAQccdefefdwvaavw SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmcaw reducible gLLAQccdefefqvvhavw SFS[D(3,1)(2,1)] gLLAQaceeeffbjumcaw SFS[D(2,1)(2,1)] gLLAQccdefefqfvxabw SFS[D(2,1)(2,1)] gLLAQbcedfefpopfaok SFS[D(3,1)(2,1)] gLLAQaceeeffboxucaw reducible gLLAQbcedfefhwlfavk SFS[D(4,1)(2,1)] gLLAQaceeeffbcadcaw reducible gLLAQaceeeffboddcaw SFS[D(2,1)(2,1)] gLLAQbcedfefakefabr SFS[D(2,1)(2,1)] gLLAQbcedfefhvafabr reducible gLLAQaceeeffbotucaw reducible gLLAQaceeeffbchdwaw reducible gLLAQaceeeffbghhwaw reducible gLLAQaceeeffbchhwaw SFS[D(3,1)(2,1)] gLLAQaceeeffbohhwaw SFS[D(3,1)(2,1)] gLLAQaceeeffbchpwaw SFS[D(3,1)(2,1)] gLLAQaceeeffbgxxwaw SFS[D(2,1)(2,1)] gLLAQaceeeffbcexjaw SFS[D(3,1)(2,1)] gLLAQaceeeffbgeejaw SFS[D(3,1)(2,1)] gLLAQaceeeffbceejaw reducible gLLAQaceeeffboeejaw SFS[D(3,1)(2,1)] gLLAQaceeeffbcemjaw SFS[D(3,1)(2,1)] gLLAQbcedfeflcarabk SFS[D(3,1)(2,1)] gLLAQbcedfeftcarabk SFS[D(3,1)(2,1)] gLLAQbcdefefaokaavr SFS[D(3,1)(2,1)] gLLAQbcdefefackaavr SFS[D(3,1)(2,1)] gLLAQbcdefefagkaavr reducible gLLAQbcedfeftvtnavr reducible gLLAQbcedfefdfawabk SFS[D(3,1)(2,1)] gLLAQbcdefeftkgmaor SFS[D(4,1)(2,1)] gLLAQbcdefefdfgmaor SFS[D(2,1)(2,1)] gLLAQbcdefefdfgxabr SFS[D(2,1)(2,1)] gLLAQcedceffaabwqgb SFS[D(2,1)(2,1)] gLLAQcedceffahfsaof SFS[D(4,1)(2,1)] gLLAQbcdefeflkgmaor SFS[D(5,2)(2,1)] gLLAQbcdefefhwciaok SFS[D(3,1)(2,1)] gLLAQbcdefefmbgtavr SFS[D(3,1)(2,1)] gLLAQbcdefefmbglafr SFS[D(3,1)(2,1)] gLLAQcdcefefakjmaow SFS[D(2,1)(2,1)] gLLAQbcdefefaojhank SFS[D(7,3)(2,1)] gLLAQbcdefefaojhark SFS[D(8,3)(2,1)] gLLAQbcdefefaojqabk SFS[D(2,1)(2,1)] gLLAQbcdefefaojqajk SFS[D(7,2)(2,1)] gLLAQbcdefefaojqank SFS[D(5,1)(2,1)] gLLAQbcdefefaojaavk SFS[D(3,1)(2,1)] gLLAQbcdefefaojaask SFS[D(3,1)(2,1)] gLLAQbcdefefaojaawk reducible gLLAQaceefefbcadafk reducible gLLAQbcedfefdfababn SFS[D(3,1)(2,1)] gLLAQbcdefeftkbmaow SFS[D(4,1)(2,1)] gLLAQbcdefefdfbmaow SFS[D(2,1)(2,1)] gLLAQbcdefefdfbxabw SFS[D(2,1)(2,1)] gLLMQbddfeefakcaxvk SFS[D(2,1)(2,1)] gLLMQbddfeefhvcaxvk SFS[D(4,1)(2,1)] gLLAQbcdefeflkbmaow SFS[D(5,2)(2,1)] gLLAQbcdefefhwviaon SFS[D(3,1)(2,1)] gLLAQbcdefefmbbtavw SFS[D(3,1)(2,1)] gLLAQbcdefefmbblafw SFS[D(3,1)(2,1)] gLLAQcdcefefacjmaor SFS[D(2,1)(2,1)] gLLAQaceefefjrxxagk SFS[D(7,3)(2,1)] gLLAQaceefefnrxxagk SFS[D(8,3)(2,1)] gLLAQbcdefefaooqabn SFS[D(2,1)(2,1)] gLLAQbcdefefaooqajn SFS[D(7,2)(2,1)] gLLAQbcdefefaooqann SFS[D(5,1)(2,1)] gLLAQbcdefefaooaavn SFS[D(3,1)(2,1)] gLLAQbcdefefaooaasn SFS[D(3,1)(2,1)] gLLAQbcdefefaooaawn reducible gLLAQbcedfefdfarabw reducible gLLAQaceeeffbcadsaj reducible gLLAQcdeceffakhwhnv SFS[D(5,2)(2,1)] gLLAQbcdefeflbrmaon SFS[D(2,1)(2,1)] gLLAQbcdefeflkrmaon toroidal gLLAQbcdefeflsrmaon SFS[D(2,1)(2,1)] gLLAQbcdefeftkrmaon SFS[D(5,2)(2,1)] gLLAQbcdefefhwkiaow SFS[D(3,1)(2,1)] gLLAQbcdefefmbrlafn SFS[D(3,1)(2,1)] gLLAQbcdefefmbrtavn SFS[D(3,1)(2,1)] gLLAQaceeeffjrxxbaj SFS[D(2,1)(2,1)] gLLAQbcdefefaofqanw SFS[D(2,1)(2,1)] gLLAQbcdefefaofaavw reducible gLLAQbcdefefaofaasw SFS[D(3,1)(2,1)] gLLAQbcdefefaofaaww SFS[D(3,1)(2,1)] gLLAQccdefefqvkhavj SFS[D(3,1)(2,1)] gLLAQccdefefigkiaoj T2xI gLLAQbcedfeftvtjavw reducible gLLAQccdefefawkpabj SFS[D(2,1)(2,1)] gLLAQccdefefdwkaavj SFS[D(3,1)(2,1)] gLLAQccdefefdwktavj SFS[D(3,1)(2,1)] gLLAQccdefefdkkhaoj reducible gLLAQbcedfefpopjaow SFS[D(3,1)(2,1)] gLLAQbcedfefdvasabn toroidal gLLAQbcedfefdgmsavn SFS[D(5,2)(2,1)] gLLAQbcedfefdgasabn SFS[D(3,1)(2,1)] gLLAQbcedfefdfasabn SFS[D(3,1)(2,1)] gLLAQbcedfefhvasabn SFS[D(3,1)(2,1)] gLLAQbcedfefhwljavw SFS[D(5,2)(2,1)] gLLAQbcedfefeshsavn SFS[D(2,1)(2,1)] gLLAQbcedfefestsagn SFS[D(2,1)(2,1)] gLLAQbcedfefesdsafn SFS[D(2,1)(2,1)] gLLAQbcedfefektsagn toroidal gLLAQbcedfefebtsagn SFS[D(2,1)(2,1)] gLLAQbcedfeftcawabw reducible gLLAQcdcefefarrxabr SFS[D(2,1)(2,1)] gLLAQbcedfeflcawabw SFS[D(3,1)(2,1)] gLLAQbcdefefacnaavn reducible gLLAQbcdefefaonaavn SFS[D(3,1)(2,1)] gLLAQbcdefefagnaavn SFS[D(3,1)(2,1)] gLLAQaceefefbsulanr reducible gLLAQaceefefbbupanr SFS[A(2,1)] gLLAQaceefefbjiaanr SFS[D(2,1)(2,1)] gLLAQaceefefbgdpanr SFS[D(2,1)(2,1)] gLLAQbcedfeftsmjavw SFS[D(2,1)(2,1)] gLLAQbcedfeftsejabw SFS[D(2,1)(2,1)] gLLAQbcedfeftspjavw SFS[D(2,1)(2,1)] gLLAQbcedfeftsujaow SFS[D(2,1)(2,1)] gLLAQaceefefbguianr reducible gLLAQbcedfefdgmjavw SFS[D(4,1)(2,1)] gLLAQbcedfefdgajabw reducible gLLAQaceefefbcuianr SFS[D(3,1)(2,1)] gLLAQbcedfefdvajabw SFS[D(3,1)(2,1)] gLLAQaceefefbouianr SFS[D(3,1)(2,1)] gLLAQbcedfefdfajabw SFS[D(3,1)(2,1)] gLLAQaceefefbguuanr SFS[D(3,1)(2,1)] gLLAQaceefefbcuuanr SFS[D(3,1)(2,1)] gLLAQaceefefjouuanr SFS[D(3,1)(2,1)] gLLAQaceefefnouuanr SFS[D(3,1)(2,1)] gLLAQccdefefaonuasr SFS[D(2,1)(2,1)] gLLAQccdefefaonlajr SFS[D(2,1)(2,1)] gLLAQaceefefbguqanr SFS[D(3,1)(2,1)] gLLAQbcedfefektjagw SFS[D(5,2)(2,1)] gLLAQaceefefbcuqanr toroidal gLLAQaceefefbouqanr SFS[D(3,1)(2,1)] gLLAQccdefefdwntavr SFS[D(3,1)(2,1)] gLLAQccdefefdwnaavr SFS[D(3,1)(2,1)] gLLAQaceefefbvqmanr reducible gLLAQccdefefqvnhavr SFS[D(3,1)(2,1)] gLLAQaceefefbjumanr SFS[D(2,1)(2,1)] gLLAQccdefefqfnxabr SFS[D(2,1)(2,1)] gLLAQbcedfefpopsaon SFS[D(3,1)(2,1)] gLLAQaceefefboxuanr reducible gLLAQbcedfefhwlsavn SFS[D(4,1)(2,1)] gLLAQaceefefbcadanr reducible gLLAQaceefefboddanr SFS[D(2,1)(2,1)] gLLAQbcedfefakejabw SFS[D(2,1)(2,1)] gLLAQbcedfefhvajabw reducible gLLAQaceefefbotuanr reducible gLLAQaceefefbchdarr reducible gLLAQaceefefbghharr reducible gLLAQaceefefbchharr SFS[D(3,1)(2,1)] gLLAQaceefefbohharr SFS[D(3,1)(2,1)] gLLAQaceefefbchparr SFS[D(3,1)(2,1)] gLLAQaceefefbgxxarr SFS[D(2,1)(2,1)] gLLAQaceefefbcexaor SFS[D(3,1)(2,1)] gLLAQaceefefbgeeaor SFS[D(3,1)(2,1)] gLLAQaceefefbceeaor reducible gLLAQaceefefboeeaor SFS[D(3,1)(2,1)] gLLAQaceefefbcemaor SFS[D(3,1)(2,1)] gLLAQbcedfeflcagabn SFS[D(3,1)(2,1)] gLLAQbcedfeftcagabn SFS[D(3,1)(2,1)] gLLAQbcdefefaocaavw SFS[D(3,1)(2,1)] gLLAQbcdefefaccaavw SFS[D(3,1)(2,1)] gLLAQbcdefefagcaavw reducible gLLAQaceeeffbcadraw reducible gLLAQccdefefaosuavj SFS[D(2,1)(2,1)] gLLAQccdefefaospabj SFS[D(2,1)(2,1)] gLLAQaceeeffbcedraw SFS[D(2,1)(2,1)] gLLAQbcedfefdfakabn toroidal gLLAQaceeeffbcddraw SFS[D(2,1)(2,1)] gLLAQbcedfefabekabn SFS[D(2,1)(2,1)] gLLAQbcedfefebdkafn SFS[D(2,1)(2,1)] gLLAQaceeeffbkttoaw reducible gLLAQaceeeffjkttoaw SFS[D(3,1)(2,1)] gLLAQaceeeffnkttoaw SFS[D(3,1)(2,1)] gLLMQbddfeefabfaenk SFS[D(2,1)(2,1)] gLLMQbddfeefabfatnk SFS[D(2,1)(2,1)] gLLAQaceeeffbolunaw reducible gLLAQaceeeffbsllnaw reducible gLLAQbcdefefaoraavn reducible gLLAQbcdefefxorxavn reducible gLLAQbcedfefdfavabw SFS[D(3,1)(2,1)] gLLAQbcedfeftvtbavn reducible gLLAQbcdefefxobxavw SFS[D(3,1)(2,1)] gLLAQbcdefefaobaavw SFS[D(3,1)(2,1)] gLLAQaceefefbsulxnn reducible gLLAQaceefefbbupxnn SFS[A(3,1)] gLLAQaceefefbjiaxnn SFS[D(3,1)(2,1)] gLLAQaceefefbgdpxnn SFS[D(3,1)(2,1)] gLLAQbcedfeftsmjqvj SFS[D(3,1)(2,1)] gLLAQbcedfeftsejqbj SFS[D(3,1)(2,1)] gLLAQbcedfeftspjqvj SFS[D(3,1)(2,1)] gLLAQbcedfeftsujqoj SFS[D(3,1)(2,1)] gLLAQaceefefbguixnn reducible gLLAQbcedfefdgmjqvj SFS[D(13,5)(2,1)] gLLAQbcedfefdgajqbj SFS[D(7,2)(2,1)] gLLAQaceefefbcuixnn SFS[D(3,1)(3,1)] gLLAQbcedfefdvajqbj toroidal gLLAQaceefefbouixnn SFS[D(3,1)(3,2)] gLLAQbcedfefdfajqbj SFS[D(8,3)(2,1)] gLLAQaceefefbguuxnn SFS[D(3,1)(3,1)] gLLAQccdefefaknhxvn SFS[D(2,1)(2,1)] gLLAQaceefefbcuuxnn SFS[D(3,1)(3,2)] gLLAQccdefefawnpxbn SFS[D(5,2)(2,1)] gLLAQaceefefjouuxnn SFS[D(3,1)(3,1)] gLLAQaceefefnouuxnn SFS[D(3,1)(3,2)] gLLAQccdefefaonuxsn SFS[D(3,1)(2,1)] gLLAQccdefefaonlxjn SFS[D(3,1)(2,1)] gLLAQaceefefbguqxnn SFS[D(3,1)(3,2)] gLLAQbcedfefektjqgj toroidal gLLAQaceefefbcuqxnn toroidal gLLAQbcedfefestjqgj SFS[D(5,2)(2,1)] gLLAQbcedfefesdjqfj SFS[D(5,2)(2,1)] gLLAQaceefefbouqxnn SFS[D(3,1)(3,1)] gLLAQbcedfefebtjqgj SFS[D(5,2)(2,1)] gLLAQccdefefdwntxvn SFS[D(8,3)(2,1)] gLLAQccdefefdwnaxvn SFS[D(8,3)(2,1)] gLLAQaceefefbvqmxnn reducible gLLAQccdefefqvnhxvn SFS[D(8,3)(2,1)] gLLAQaceefefbjumxnn SFS[D(3,1)(2,1)] gLLAQccdefefqfnxxbn SFS[D(3,1)(2,1)] gLLAQbcedfefpopsqoj SFS[D(8,3)(2,1)] gLLAQaceefefboxuxnn reducible gLLAQbcedfefhwlsqvj SFS[D(13,5)(2,1)] gLLAQbcedfeflrusqbj SFS[D(2,1)(2,1)] gLLAQaceefefbcadxnn reducible gLLAQbcedfefabpjqvj SFS[D(2,1)(2,1)] gLLAQbcedfefabujqoj SFS[D(2,1)(2,1)] gLLAQaceefefboddxnn SFS[D(3,1)(2,1)] gLLAQbcedfefakejqbj SFS[D(3,1)(2,1)] gLLAQbcedfefhvajqbj SFS[D(7,2)(2,1)] gLLAQaceefefbotuxnn reducible gLLAQbcedfefmktjqgj SFS[D(2,1)(2,1)] gLLAQaceefefbchdxrn reducible gLLAQaceefefbghhxrn reducible gLLAQaceefefbchhxrn SFS[D(3,1)(3,1)] gLLAQaceefefbohhxrn SFS[D(3,1)(3,2)] gLLAQaceefefbchpxrn SFS[D(3,1)(3,2)] gLLAQbcdefeflsnpqbj SFS[D(2,1)(2,1)] gLLAQbcdefefabnpqbj SFS[D(2,1)(2,1)] gLLAQaceefefbgxxxrn SFS[D(3,1)(2,1)] gLLAQbcdefefmrwiqgj reducible gLLAQaceefefbcexxon SFS[D(3,1)(3,2)] gLLAQaceefefbgeexon SFS[D(3,1)(3,2)] gLLAQcdcefefagrxxbk SFS[D(5,2)(2,1)] gLLAQaceefefbceexon reducible gLLAQaceefefboeexon SFS[D(3,1)(3,1)] gLLAQaceefefbcemxon SFS[D(3,1)(3,1)] gLLAQbcedfeflcagqbj toroidal gLLAQbcdefefaocaqvj toroidal gLLAQbcdefefagcaqvj SFS[D(7,2)(2,1)] gLLAQbcdefefmccdqgj reducible gLLAQaceeeffbcadrqj reducible gLLAQccdefefaosuxvk SFS[D(3,1)(2,1)] gLLAQccdefefaospxbk SFS[D(3,1)(2,1)] gLLAQaceeeffbcedrqj SFS[D(3,1)(2,1)] gLLAQbcedfefdfakqbj toroidal gLLAQaceeeffbcddrqj SFS[D(3,1)(2,1)] gLLAQbcedfefabekqbj SFS[D(3,1)(2,1)] gLLAQbcedfefebdkqfj SFS[D(3,1)(2,1)] gLLAQaceeeffbkttoqj reducible gLLAQaceeeffjkttoqj SFS[D(3,1)(3,2)] gLLAQaceeeffnkttoqj SFS[D(3,1)(3,1)] gLLMQbddfeefabfqens SFS[D(3,1)(2,1)] gLLMQbddfeefabfqtns SFS[D(3,1)(2,1)] gLLMQbddfeefmkfqegs reducible gLLAQbcdefefmkfiqgj reducible gLLAQaceeeffbolunqj reducible gLLAQaceeeffbsllnqj reducible gLLAQbcdefefaoraqvj SFS[D(7,2)(2,1)] gLLAQbcdefefxorxqvj SFS[D(7,2)(2,1)] gLLAQbcedfefdfavqbj toroidal gLLAQccdefefaofuxvn SFS[D(5,2)(2,1)] gLLAQccdefefaofpxbn SFS[D(5,2)(2,1)] gLLAQbcedfefebdvqfj SFS[D(5,2)(2,1)] gLLAQbcedfeflvtbqvj SFS[D(5,2)(2,1)] gLLAQbcedfeftvtbqvj reducible gLLAQbcedfefabdvqbj SFS[D(5,2)(2,1)] gLLAQbcedfefabevqbj SFS[D(5,2)(2,1)] gLLAQcdeceffqfajdvc reducible gLLAQcdeceffqfajdvj SFS[D(5,3)(3,1)] gLLAQcdeceffqfajdvw SFS[D(5,2)(3,1)] gLLAQcdeceffqfajdkn SFS[D(5,2)(2,1)] gLLAQcdeceffqfajdnk SFS[D(5,2)(2,1)] gLLAQcdeceffqfljikf reducible gLLAQbcdefefmkoiqgj reducible gLLAQcdcefefafvexvk reducible gLLAQcdcefefhfvtxvk reducible gLLAQaceefefbcadhfw reducible gLLAQbcdefeftkbmqoj SFS[D(13,5)(2,1)] gLLAQaceefefbjxmhvw SFS[D(3,1)(2,1)] gLLAQbcdefefdfbmqoj SFS[D(3,1)(2,1)] gLLAQbcdefefdfbxqbj SFS[D(3,1)(2,1)] gLLAQbcdefefdfbuqvj SFS[D(3,1)(2,1)] gLLMQbddfeefakcqxvs SFS[D(3,1)(2,1)] gLLAQaceefefbjmmhvw reducible gLLMQbddfeefabcqqos reducible gLLAQaceefefbjemhvw SFS[D(3,1)(2,1)] gLLAQbcdefefebbiqgj SFS[D(3,1)(2,1)] gLLMQbddfeefmscqlgs SFS[D(2,1)(2,1)] gLLMQbddfeefhvcqxvs SFS[D(13,5)(2,1)] gLLAQaceefefboumhvw SFS[D(2,1)(2,1)] gLLMQbddfeefhgcqqos SFS[D(2,1)(2,1)] gLLAQbcdefeflkbmqoj toroidal gLLAQbcdefeflbbmqoj SFS[D(5,2)(2,1)] gLLAQbcdefeflsbmqoj SFS[D(5,2)(2,1)] gLLAQaceefefbjeihvw SFS[D(3,1)(2,1)] gLLAQbcdefefhkvuqvj SFS[D(3,1)(2,1)] gLLAQbcdefefhwviqoj SFS[D(8,3)(2,1)] gLLAQbcdefefakbmqoj SFS[D(2,1)(2,1)] gLLAQaceefefbjeahvw reducible gLLAQbcdefefmbbtqvj SFS[D(8,3)(2,1)] gLLAQbcdefefmbblqfj SFS[D(8,3)(2,1)] gLLAQbcdefefmbbiqgj reducible gLLAQaceefefbrqqhgw reducible gLLAQcdcefefacjmxon SFS[D(3,1)(2,1)] gLLAQaceefefbrxxhgw reducible gLLAQaceefefjrxxhgw toroidal gLLAQaceefefnrxxhgw toroidal gLLAQbcdefefaooqqbj SFS[D(3,1)(2,1)] gLLAQbcdefefaooqqjj toroidal gLLAQbcdefefaooqqnj SFS[D(3,1)(2,1)] gLLAQbcdefefaooaqsj toroidal gLLAQbcdefefaooaqwj SFS[D(7,2)(2,1)] gLLAQbcedfefdfarqbj SFS[D(7,2)(2,1)] gLLAQaceeeffbcadshr reducible gLLAQcdeceffqkhjhnv SFS[D(11,3)(2,1)] gLLAQaceeeffboumkhr SFS[D(2,1)(2,1)] gLLAQcdeceffqkhjpcb SFS[D(2,1)(2,1)] gLLAQaceeeffbjmmkhr reducible gLLAQcdeceffqkajtcb reducible gLLAQcdeceffqkajanv SFS[D(5,2)(2,1)] gLLAQcdeceffqkljlsv SFS[D(2,1)(2,1)] gLLAQaceeeffbjxmkhr SFS[D(3,1)(2,1)] gLLAQbcdefefdfrxqbj SFS[D(5,2)(2,1)] gLLAQbcdefefdfrmqoj SFS[D(5,2)(2,1)] gLLAQbcdefefdfruqvj SFS[D(3,1)(2,1)] gLLAQbcdefeflbrmqoj SFS[D(3,1)(2,1)] gLLAQbcdefeflkrmqoj toroidal gLLAQbcdefeflsrmqoj SFS[D(3,1)(2,1)] gLLAQbcdefeftkrmqoj SFS[D(11,3)(2,1)] gLLAQbcdefefakrmqoj SFS[D(2,1)(2,1)] gLLAQaceeeffbjeikhr SFS[D(3,1)(2,1)] gLLAQbcdefefhkkuqvj SFS[D(3,1)(2,1)] gLLAQbcdefefhwkiqoj SFS[D(8,3)(2,1)] gLLAQaceeeffbjemkhr SFS[D(3,1)(2,1)] gLLAQbcdefefebriqgj SFS[D(3,1)(2,1)] gLLAQaceeeffbjeakhr reducible gLLAQbcdefefmbrlqfj SFS[D(8,3)(2,1)] gLLAQbcdefefmbrtqvj SFS[D(8,3)(2,1)] gLLAQbcdefefmbriqgj reducible gLLAQaceeeffbrqqbhr reducible gLLAQcdcefefavjmxok SFS[D(5,2)(2,1)] gLLAQaceeeffbrxxbhr reducible gLLAQaceeeffjrxxbhr toroidal gLLAQaceeeffnrxxbhr toroidal gLLAQbcdefefaofqqbj SFS[D(5,2)(2,1)] gLLAQbcdefefaofqqjj toroidal gLLAQbcdefefaofqqnj SFS[D(11,2)(2,1)] gLLAQbcdefefaofaqvj SFS[D(7,2)(2,1)] gLLAQbcdefefaofaqsj toroidal gLLAQccdefefqfkmxok SFS[D(5,2)(2,1)] gLLAQccdefefqfkxxbk SFS[D(5,2)(2,1)] gLLAQccdefefqvkhxvk SFS[D(8,3)(2,1)] gLLAQccdefefigkixok SFS[A(5,2)] gLLAQbcedfeftvtjqvj reducible gLLAQbcedfefdkqjqbj reducible gLLAQccdefefawkmxok SFS[D(5,3)(3,1)] gLLAQccdefefawkpxbk SFS[D(3,1)(2,1)] gLLAQccdefefakkmxok SFS[D(5,2)(3,1)] gLLAQccdefefakkhxvk SFS[D(2,1)(2,1)] gLLAQccdefefaokmxrk SFS[D(5,2)(3,1)] gLLAQccdefefaokmxnk SFS[D(5,3)(3,1)] gLLAQccdefefaokuxsk SFS[D(5,2)(2,1)] gLLAQccdefefaoklxjk SFS[D(5,2)(2,1)] gLLAQbcedfefejujqfj reducible gLLAQccdefefdwkaxvk SFS[D(8,3)(2,1)] gLLAQccdefefdwktxvk SFS[D(8,3)(2,1)] gLLAQccdefefdkkhxok reducible gLLAQccdefefhokdxok reducible gLLAQbcedfeflrujqbj SFS[D(2,1)(2,1)] gLLAQbcedfefpopjqoj SFS[D(8,3)(2,1)] gLLAQbcedfefdvtsqoj SFS[D(5,2)(3,1)] gLLAQbcedfefdvasqbj toroidal gLLAQbcedfefdgtsqoj reducible gLLAQbcedfefdgmsqvj SFS[D(11,3)(2,1)] gLLAQbcedfefdftsqoj SFS[D(5,3)(3,1)] gLLAQbcedfefdfasqbj SFS[D(8,3)(2,1)] gLLAQbcedfeftsdsqbj SFS[D(5,2)(2,1)] gLLAQbcedfeftstsqoj SFS[D(5,2)(2,1)] gLLAQbcedfeftsesqbj SFS[D(5,2)(2,1)] gLLAQbcedfeftsmsqvj SFS[D(5,2)(2,1)] gLLAQbcedfeftsusqoj SFS[D(5,2)(2,1)] gLLAQbcedfeftspsqvj SFS[D(5,2)(2,1)] gLLAQbcedfefabusqoj SFS[D(2,1)(2,1)] gLLAQbcedfefabpsqvj SFS[D(2,1)(2,1)] gLLAQbcedfefakdsqbj SFS[D(5,2)(2,1)] gLLAQbcedfefakesqbj SFS[D(5,2)(2,1)] gLLAQbcedfefhwljqvj SFS[D(11,3)(2,1)] gLLAQbcedfefeshsqvj toroidal gLLAQbcedfefestsqgj SFS[D(3,1)(2,1)] gLLAQbcedfefesdsqfj SFS[D(3,1)(2,1)] gLLAQbcedfefekhsqvj SFS[D(5,3)(3,1)] gLLAQbcedfefektsqgj toroidal gLLAQbcedfefebhsqvj SFS[D(5,2)(3,1)] gLLAQbcedfefebtsqgj SFS[D(3,1)(2,1)] gLLAQbcedfefmktsqgj SFS[D(2,1)(2,1)] gLLAQcdeceffqcajtvc SFS[D(5,2)(3,1)] gLLAQcdeceffqcajavc reducible gLLAQcdeceffqcajlvc SFS[D(5,3)(3,1)] gLLAQbcdefeflscpqbj SFS[D(2,1)(2,1)] gLLAQbcdefefdogmqoj reducible gLLAQbcdefefakchqvj SFS[D(5,2)(2,1)] gLLAQbcdefefabcpqbj SFS[D(2,1)(2,1)] gLLAQbcdefefergtqvj SFS[D(5,3)(3,1)] gLLAQbcdefefmrgiqgj reducible gLLAQbcedfeftcawqbj SFS[D(7,2)(2,1)] gLLAQcdcefefarvuxvn reducible gLLAQcdcefefarruxvn SFS[D(5,3)(3,1)] gLLAQcdcefefarrxxbn SFS[D(3,1)(2,1)] gLLAQcdcefefarjuxvn SFS[D(5,2)(3,1)] gLLAQbcedfeflcawqbj toroidal gLLAQbcdefefdbnhqoj SFS[D(5,3)(3,1)] gLLAQbcdefefacnaqvj SFS[D(7,2)(2,1)] gLLAQbcdefefaonaqvj toroidal gLLAQbcdefefecnmqvj SFS[D(5,2)(3,1)] gLLAQbcdefefmcndqgj reducible gLLAQbcedfefdfanhbw toroidal gLLAQccdefefaojuhvr SFS[D(3,1)(2,1)] gLLAQccdefefaojphbr SFS[D(3,1)(2,1)] gLLAQbcedfefebdnhfw SFS[D(3,1)(2,1)] gLLAQaceefefbcedxwn SFS[D(3,1)(2,1)] gLLAQaceefefbcadxwn reducible gLLAQaceefefbcddxwn SFS[D(3,1)(2,1)] gLLAQbcedfefabenhbw SFS[D(3,1)(2,1)] gLLAQaceefefbkttxjn reducible gLLAQaceefefjkttxjn SFS[D(3,1)(3,1)] gLLAQaceefefnkttxjn SFS[D(3,1)(3,2)] gLLMQceddfefahnburj SFS[D(3,1)(2,1)] gLLMQceddfefahnblrj SFS[D(3,1)(2,1)] gLLMQceddfefihnsurg reducible gLLAQbcdefefmkjixgn reducible gLLAQaceefefbsllxcn reducible gLLAQaceefefboluxcn reducible gLLAQbcdefefxogxhvw SFS[D(7,2)(2,1)] gLLAQbcdefefaogahvw SFS[D(7,2)(2,1)] gLLAQaceeeffbjumcqj SFS[D(3,1)(2,1)] gLLAQccdefefqfvxqbj SFS[D(3,1)(2,1)] gLLAQaceeeffbbupcqj SFS[A(3,1)] gLLAQaceeeffbcadcqj reducible gLLAQaceeeffboxucqj reducible gLLAQaceeeffbcuucqj SFS[D(3,1)(3,1)] gLLAQccdefefawvpqbj SFS[D(2,1)(2,1)] gLLAQaceeeffbguucqj SFS[D(3,1)(3,2)] gLLAQccdefefakvhqvj SFS[D(5,2)(2,1)] gLLAQaceeeffjouucqj SFS[D(3,1)(3,2)] gLLAQaceeeffnouucqj SFS[D(3,1)(3,1)] gLLAQccdefefaovuqsj SFS[D(3,1)(2,1)] gLLAQccdefefaovlqjj SFS[D(3,1)(2,1)] gLLAQaceeeffbotucqj reducible gLLAQaceeeffbvqmcqj reducible gLLAQaceeeffbsulcqj reducible gLLAQbcedfeflrufhbw SFS[D(5,2)(2,1)] gLLAQaceeeffbcuicqj SFS[D(3,1)(3,2)] gLLAQbcedfefdvafxbn toroidal gLLAQaceeeffbguicqj reducible gLLAQbcedfefdgafxbn SFS[D(7,2)(2,1)] gLLAQaceeeffbouicqj SFS[D(3,1)(3,1)] gLLAQbcedfefhvafxbn SFS[D(7,2)(2,1)] gLLAQaceeeffbgdpcqj SFS[D(3,1)(2,1)] gLLAQaceeeffbjiacqj SFS[D(3,1)(2,1)] gLLAQbcedfeftsefxbn SFS[D(3,1)(2,1)] gLLAQbcedfeftsmfxvn SFS[D(3,1)(2,1)] gLLAQbcedfeftsufxon SFS[D(3,1)(2,1)] gLLAQbcedfeftspfxvn SFS[D(3,1)(2,1)] gLLAQbcedfefabufxon SFS[D(5,2)(2,1)] gLLAQbcedfefabpfxvn SFS[D(5,2)(2,1)] gLLAQaceeeffboddcqj SFS[D(3,1)(2,1)] gLLAQbcedfefakefxbn SFS[D(3,1)(2,1)] gLLAQaceeeffbcuqcqj toroidal gLLAQbcedfefestfxgn SFS[D(2,1)(2,1)] gLLAQbcedfefesdfxfn SFS[D(2,1)(2,1)] gLLAQaceeeffbguqcqj SFS[D(3,1)(3,1)] gLLAQbcedfefektfxgn toroidal gLLAQaceeeffbouqcqj SFS[D(3,1)(3,2)] gLLAQbcedfefebtfxgn SFS[D(2,1)(2,1)] gLLAQbcedfefmktfxgn SFS[D(5,2)(2,1)] gLLAQaceeeffbchhwqj SFS[D(3,1)(3,2)] gLLAQaceeeffbghhwqj reducible gLLAQaceeeffbohhwqj SFS[D(3,1)(3,1)] gLLAQbcdefeflskphbw SFS[D(5,2)(2,1)] gLLAQaceeeffbchdwqj reducible gLLAQaceeeffbgxxwqj SFS[D(3,1)(2,1)] gLLAQbcdefefabkphbw SFS[D(5,2)(2,1)] gLLAQaceeeffbchpwqj SFS[D(3,1)(3,1)] gLLAQbcdefefmrrixgn reducible gLLAQbcedfeftcarhbw SFS[D(8,3)(2,1)] gLLAQaceeeffbceejqj reducible gLLAQaceeeffbgeejqj SFS[D(3,1)(3,1)] gLLAQcdcefefawrxhbr SFS[D(2,1)(2,1)] gLLAQaceeeffboeejqj SFS[D(3,1)(3,2)] gLLAQbcedfeflcarhbw toroidal gLLAQaceeeffbcexjqj SFS[D(3,1)(3,1)] gLLAQbcdefefackaxvn SFS[D(8,3)(2,1)] gLLAQbcdefefaokaxvn toroidal gLLAQbcdefefagkaxvn SFS[D(7,2)(2,1)] gLLAQaceeeffbcemjqj SFS[D(3,1)(3,2)] gLLAQbcdefefmckdxgn reducible gLLAQbcedfefdfawhbw SFS[D(8,3)(2,1)] gLLAQbcedfeftvtnxvn reducible gLLAQcedceffhhfrlvc SFS[D(5,2)(2,1)] gLLAQcedceffhhfrljb SFS[D(5,2)(2,1)] gLLAQcedceffhafrdvc reducible gLLAQcedceffhafrdjb reducible gLLAQcedceffhafrhof SFS[D(3,1)(2,1)] gLLAQcedceffhifrpvf SFS[D(5,2)(2,1)] gLLAQbcdefefdfghxvn SFS[D(5,3)(3,1)] gLLAQbcdefefdfgxxbn SFS[D(3,1)(2,1)] gLLAQbcdefefdfgmxon SFS[D(3,1)(2,1)] gLLAQbcdefefdfguxvn SFS[D(5,3)(3,1)] gLLAQbcdefeflbgmxon SFS[D(2,1)(2,1)] gLLAQbcdefeflkgmxon toroidal gLLAQbcdefeflsgmxon SFS[D(2,1)(2,1)] gLLAQbcdefefakgmxon SFS[D(5,2)(2,1)] gLLAQbcdefefhkcehvw SFS[D(5,3)(3,1)] gLLAQbcdefefhkcuhvw SFS[D(5,3)(3,1)] gLLAQbcdefefebgmxgn SFS[D(5,2)(3,1)] gLLAQbcdefefebgixgn SFS[D(5,2)(3,1)] gLLAQbcdefefmbgmxgn reducible gLLAQbcdefefmbgixgn reducible gLLAQcdcefefakvhqvj reducible gLLAQcdcefefakjmqoj SFS[D(3,1)(2,1)] gLLAQbcdefefaojhhow reducible gLLAQbcdefefaojhhnw toroidal gLLAQbcdefefaojhhrw toroidal gLLAQbcdefefaojqhbw SFS[D(3,1)(2,1)] gLLAQbcdefefaojqhjw toroidal gLLAQbcdefefaojqhnw SFS[D(18,13)(2,1)] gLLAQbcdefefaojahvw SFS[D(8,3)(2,1)] gLLAQbcdefefaojahsw toroidal gLLAQbcdefefaojahww SFS[D(7,2)(2,1)] gLLAQaceefefbcadhww reducible gLLAQccdefefaojuqvj SFS[D(2,1)(2,1)] gLLAQccdefefaojpqbj SFS[D(2,1)(2,1)] gLLAQaceefefbcedhww SFS[D(2,1)(2,1)] gLLAQbcedfefdfanxbn toroidal gLLAQaceefefbcddhww SFS[D(2,1)(2,1)] gLLAQbcedfefabenxbn SFS[D(2,1)(2,1)] gLLAQbcedfefebdnxfn SFS[D(2,1)(2,1)] gLLAQaceefefbktthjw reducible gLLAQaceefefjktthjw SFS[D(3,1)(2,1)] gLLAQaceefefnktthjw SFS[D(3,1)(2,1)] gLLMQceddfefahkftrw SFS[D(2,1)(2,1)] gLLMQceddfefahkfprr SFS[D(2,1)(2,1)] gLLMQceddfefihkfurg reducible gLLAQbcdefefmkjihgw reducible gLLAQaceefefboluhcw reducible gLLAQaceefefbsllhcw reducible gLLAQbcdefefaogaxvn SFS[D(8,3)(2,1)] gLLAQbcdefefxogxxvn SFS[D(8,3)(2,1)] gLLAQaceeeffbsulchr reducible gLLAQaceeeffbbupchr SFS[A(2,1)] gLLAQaceeeffbjiachr SFS[D(2,1)(2,1)] gLLAQaceeeffbgdpchr SFS[D(2,1)(2,1)] gLLAQbcedfeftsmfhvw SFS[D(2,1)(2,1)] gLLAQbcedfeftsefhbw SFS[D(2,1)(2,1)] gLLAQbcedfeftspfhvw SFS[D(2,1)(2,1)] gLLAQbcedfeftsufhow SFS[D(2,1)(2,1)] gLLAQaceeeffbguichr reducible gLLAQbcedfefdgmfhvw SFS[D(4,1)(2,1)] gLLAQbcedfefdgafhbw SFS[D(8,3)(2,1)] gLLAQaceeeffbcuichr SFS[D(3,1)(2,1)] gLLAQbcedfefdvafhbw toroidal gLLAQaceeeffbouichr SFS[D(3,1)(2,1)] gLLAQaceeeffbguuchr SFS[D(3,1)(2,1)] gLLAQccdefefakvhhvr SFS[D(5,2)(2,1)] gLLAQaceeeffbcuuchr SFS[D(3,1)(2,1)] gLLAQccdefefawvphbr SFS[D(3,1)(2,1)] gLLAQaceeeffjouuchr SFS[D(3,1)(2,1)] gLLAQaceeeffnouuchr SFS[D(3,1)(2,1)] gLLAQccdefefaovuhsr SFS[D(2,1)(2,1)] gLLAQccdefefaovlhjr SFS[D(2,1)(2,1)] gLLAQaceeeffbguqchr SFS[D(3,1)(2,1)] gLLAQbcedfefektfhgw toroidal gLLAQaceeeffbcuqchr toroidal gLLAQbcedfefestfhgw SFS[D(3,1)(2,1)] gLLAQbcedfefesdfhfw SFS[D(3,1)(2,1)] gLLAQaceeeffbouqchr SFS[D(3,1)(2,1)] gLLAQbcedfefebtfhgw SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmchr reducible gLLAQaceeeffbjumchr SFS[D(2,1)(2,1)] gLLAQccdefefqfvxhbr SFS[D(2,1)(2,1)] gLLAQaceeeffboxuchr reducible gLLAQbcedfefhwlfxvn SFS[D(4,1)(2,1)] gLLAQbcedfeflrufxbn SFS[D(5,2)(2,1)] gLLAQaceeeffbcadchr reducible gLLAQbcedfefabpfhvw SFS[D(5,2)(2,1)] gLLAQbcedfefabufhow SFS[D(5,2)(2,1)] gLLAQaceeeffboddchr SFS[D(2,1)(2,1)] gLLAQbcedfefakefhbw SFS[D(2,1)(2,1)] gLLAQbcedfefhvafhbw SFS[D(8,3)(2,1)] gLLAQaceeeffbotuchr reducible gLLAQbcedfefmktfhgw SFS[D(5,2)(2,1)] gLLAQaceeeffbchdwhr reducible gLLAQaceeeffbghhwhr reducible gLLAQaceeeffbchhwhr SFS[D(3,1)(2,1)] gLLAQaceeeffbohhwhr SFS[D(3,1)(2,1)] gLLAQaceeeffbchpwhr SFS[D(3,1)(2,1)] gLLAQbcdefeflskpxbn SFS[D(5,2)(2,1)] gLLAQbcdefefabkpxbn SFS[D(5,2)(2,1)] gLLAQaceeeffbgxxwhr SFS[D(2,1)(2,1)] gLLAQbcdefefmrrihgw reducible gLLAQaceeeffbcexjhr SFS[D(3,1)(2,1)] gLLAQaceeeffbgeejhr SFS[D(3,1)(2,1)] gLLAQcdcefefawrxqbj SFS[D(3,1)(2,1)] gLLAQaceeeffbceejhr reducible gLLAQaceeeffboeejhr SFS[D(3,1)(2,1)] gLLAQaceeeffbcemjhr SFS[D(3,1)(2,1)] gLLAQbcedfeflcarxbn toroidal gLLAQbcedfeftcarxbn SFS[D(7,2)(2,1)] gLLAQbcdefefaokahvw toroidal gLLAQbcdefefackahvw SFS[D(7,2)(2,1)] gLLAQbcdefefagkahvw SFS[D(8,3)(2,1)] gLLAQbcdefefmckdhgw reducible gLLAQbcedfeftvtnhvw reducible gLLAQbcedfefdfawxbn SFS[D(7,2)(2,1)] gLLAQbcdefeftkgmhow SFS[D(4,1)(2,1)] gLLAQbcdefefdfghhvw SFS[D(5,2)(3,1)] gLLAQbcdefefdfgmhow SFS[D(2,1)(2,1)] gLLAQbcdefefdfgxhbw SFS[D(2,1)(2,1)] gLLAQbcdefefdfguhvw SFS[D(5,2)(3,1)] gLLAQcedceffhabrqgb SFS[D(2,1)(2,1)] gLLAQcedceffhabrevc reducible gLLAQcedceffhabrerf reducible gLLAQbcdefefebgmhgw SFS[D(5,3)(3,1)] gLLAQbcdefefebgihgw SFS[D(5,3)(3,1)] gLLAQcedceffhibrqrb SFS[D(5,2)(2,1)] gLLAQcedceffhqbrqrb SFS[D(4,1)(2,1)] gLLAQcedceffhqbrenc SFS[D(5,2)(2,1)] gLLAQcedceffhqbregf SFS[D(5,2)(2,1)] gLLAQbcdefeflkgmhow toroidal gLLAQbcdefeflbgmhow SFS[D(3,1)(2,1)] gLLAQbcdefeflsgmhow SFS[D(3,1)(2,1)] gLLAQbcdefefhkcexvn SFS[D(5,2)(3,1)] gLLAQbcdefefhkcuxvn SFS[D(5,2)(3,1)] gLLAQbcdefefakgmhow SFS[D(5,2)(2,1)] gLLAQbcdefefmbgmhgw reducible gLLAQbcdefefmbgihgw reducible gLLAQcdcefefakvhhvr reducible gLLAQcdcefefakjmhor SFS[D(2,1)(2,1)] gLLAQbcdefefaojhxon reducible gLLAQbcdefefaojhxnn toroidal gLLAQbcdefefaojhxrn toroidal gLLAQbcdefefaojqxbn SFS[D(2,1)(2,1)] gLLAQbcdefefaojqxjn toroidal gLLAQbcdefefaojqxnn SFS[D(17,5)(2,1)] gLLAQbcdefefaojaxvn SFS[D(7,2)(2,1)] gLLAQbcdefefaojaxsn toroidal gLLAQbcdefefaojaxwn SFS[D(8,3)(2,1)] gLLAQaceefefbcadxfn reducible gLLAQbcdefeftkbmhor SFS[D(12,5)(2,1)] gLLAQaceefefbjxmxvn SFS[D(3,1)(3,1)] gLLAQbcdefefdfbmhor SFS[D(2,1)(2,1)] gLLAQbcdefefdfbxhbr SFS[D(2,1)(2,1)] gLLAQbcdefefdfbuhvr SFS[D(3,1)(3,1)] gLLMQbddfeefakcxxvk SFS[D(2,1)(2,1)] gLLAQaceefefbjmmxvn reducible gLLMQbddfeefabcxqok reducible gLLAQaceefefbjemxvn SFS[D(3,1)(3,2)] gLLAQbcdefefebbihgr SFS[D(3,1)(3,2)] gLLMQbddfeefmscxlgk SFS[D(3,1)(2,1)] gLLMQbddfeefhvcxxvk SFS[D(12,5)(2,1)] gLLAQaceefefboumxvn SFS[D(3,1)(2,1)] gLLMQbddfeefhgcxqok SFS[D(3,1)(2,1)] gLLAQbcdefeflkbmhor toroidal gLLAQbcdefeflbbmhor SFS[D(5,2)(2,1)] gLLAQbcdefeflsbmhor SFS[D(5,2)(2,1)] gLLAQaceefefbjeixvn SFS[D(3,1)(3,1)] gLLAQbcdefefhkvuxvk SFS[D(3,1)(3,1)] gLLAQbcdefefhwvixok SFS[D(7,2)(2,1)] gLLAQbcdefefakbmhor SFS[D(3,1)(2,1)] gLLAQaceefefbjeaxvn reducible gLLAQbcdefefmbbthvr SFS[D(7,2)(2,1)] gLLAQbcdefefmbblhfr SFS[D(7,2)(2,1)] gLLAQbcdefefmbbihgr reducible gLLAQaceefefbrqqxgn reducible gLLAQcdcefefacjmhow SFS[D(2,1)(2,1)] gLLAQaceefefbrxxxgn reducible gLLAQaceefefjrxxxgn toroidal gLLAQaceefefnrxxxgn toroidal gLLAQbcdefefaooqxbk SFS[D(2,1)(2,1)] gLLAQbcdefefaooqxjk toroidal gLLAQbcdefefaooqxnk SFS[D(7,3)(2,1)] gLLAQbcdefefaooaxsk toroidal gLLAQbcdefefaooaxwk SFS[D(8,3)(2,1)] gLLAQbcedfefdfarhbr SFS[D(8,3)(2,1)] gLLAQaceeeffbcadsqj reducible gLLAQcdeceffhkhrhnv SFS[D(9,2)(2,1)] gLLAQaceeeffboumkqj SFS[D(3,1)(2,1)] gLLAQcdeceffhkhrpcb SFS[D(3,1)(2,1)] gLLAQaceeeffbjmmkqj reducible gLLAQcdeceffhkartcb reducible gLLAQcdeceffhkaranv SFS[D(5,2)(2,1)] gLLAQcdeceffhklrlsv SFS[D(3,1)(2,1)] gLLAQaceeeffbjxmkqj SFS[D(3,1)(3,2)] gLLAQbcdefefdfrxxbk SFS[D(5,2)(2,1)] gLLAQbcdefefdfrmxok SFS[D(5,2)(2,1)] gLLAQbcdefefdfruxvk SFS[D(3,1)(3,2)] gLLAQbcdefeflbrmxok SFS[D(2,1)(2,1)] gLLAQbcdefeflkrmxok toroidal gLLAQbcdefeflsrmxok SFS[D(2,1)(2,1)] gLLAQbcdefeftkrmxok SFS[D(9,2)(2,1)] gLLAQbcdefefakrmxok SFS[D(3,1)(2,1)] gLLAQaceeeffbjeikqj SFS[D(3,1)(3,2)] gLLAQbcdefefhkkuhvr SFS[D(3,1)(3,2)] gLLAQbcdefefhwkihor SFS[D(7,2)(2,1)] gLLAQaceeeffbjemkqj SFS[D(3,1)(3,1)] gLLAQbcdefefebrixgk SFS[D(3,1)(3,1)] gLLAQaceeeffbjeakqj reducible gLLAQbcdefefmbrlxfk SFS[D(7,2)(2,1)] gLLAQbcdefefmbrtxvk SFS[D(7,2)(2,1)] gLLAQbcdefefmbrixgk reducible gLLAQaceeeffbrqqbqj reducible gLLAQcdcefefavjmqoj SFS[D(5,2)(2,1)] gLLAQaceeeffbrxxbqj reducible gLLAQaceeeffjrxxbqj toroidal gLLAQaceeeffnrxxbqj toroidal gLLAQbcdefefaofqhbr SFS[D(5,2)(2,1)] gLLAQbcdefefaofqhjr toroidal gLLAQbcdefefaofqhnr SFS[D(14,3)(2,1)] gLLAQbcdefefaofahvr SFS[D(8,3)(2,1)] gLLAQbcdefefaofahsr toroidal gLLAQccdefefqfkmqoj SFS[D(5,2)(2,1)] gLLAQccdefefqfkxqbj SFS[D(5,2)(2,1)] gLLAQccdefefqvkhqvj SFS[D(7,2)(2,1)] gLLAQccdefefigkiqoj SFS[A(5,2)] gLLAQbcedfeftvtjhvr reducible gLLAQbcedfefdkqjhbr reducible gLLAQccdefefawkmqoj SFS[D(5,2)(3,1)] gLLAQccdefefawkpqbj SFS[D(2,1)(2,1)] gLLAQccdefefakkmqoj SFS[D(5,3)(3,1)] gLLAQccdefefakkhqvj SFS[D(3,1)(2,1)] gLLAQccdefefaokmqrj SFS[D(5,3)(3,1)] gLLAQccdefefaokmqnj SFS[D(5,2)(3,1)] gLLAQccdefefaokuqsj SFS[D(5,2)(2,1)] gLLAQccdefefaoklqjj SFS[D(5,2)(2,1)] gLLAQbcedfefejujhfr reducible gLLAQccdefefdwkaqvj SFS[D(7,2)(2,1)] gLLAQccdefefdwktqvj SFS[D(7,2)(2,1)] gLLAQccdefefdkkhqoj reducible gLLAQccdefefhokdqoj reducible gLLAQbcedfeflrujhbr SFS[D(3,1)(2,1)] gLLAQbcedfefpopjhor SFS[D(7,2)(2,1)] gLLAQbcedfefdvtsxok SFS[D(5,3)(3,1)] gLLAQbcedfefdvasxbk toroidal gLLAQbcedfefdgtsxok reducible gLLAQbcedfefdgmsxvk SFS[D(9,2)(2,1)] gLLAQbcedfefdftsxok SFS[D(5,2)(3,1)] gLLAQbcedfefdfasxbk SFS[D(7,2)(2,1)] gLLAQbcedfeftsdsxbk SFS[D(5,2)(2,1)] gLLAQbcedfeftstsxok SFS[D(5,2)(2,1)] gLLAQbcedfeftsesxbk SFS[D(5,2)(2,1)] gLLAQbcedfeftsmsxvk SFS[D(5,2)(2,1)] gLLAQbcedfeftsusxok SFS[D(5,2)(2,1)] gLLAQbcedfeftspsxvk SFS[D(5,2)(2,1)] gLLAQbcedfefabusxok SFS[D(3,1)(2,1)] gLLAQbcedfefabpsxvk SFS[D(3,1)(2,1)] gLLAQbcedfefakdsxbk SFS[D(5,2)(2,1)] gLLAQbcedfefakesxbk SFS[D(5,2)(2,1)] gLLAQbcedfefhwljhvr SFS[D(9,2)(2,1)] gLLAQbcedfefeshsxvk toroidal gLLAQbcedfefestsxgk SFS[D(2,1)(2,1)] gLLAQbcedfefesdsxfk SFS[D(2,1)(2,1)] gLLAQbcedfefekhsxvk SFS[D(5,2)(3,1)] gLLAQbcedfefektsxgk toroidal gLLAQbcedfefebhsxvk SFS[D(5,3)(3,1)] gLLAQbcedfefebtsxgk SFS[D(2,1)(2,1)] gLLAQbcedfefmktsxgk SFS[D(3,1)(2,1)] gLLAQcdeceffhcartvc SFS[D(5,3)(3,1)] gLLAQcdeceffhcaravc reducible gLLAQcdeceffhcarlvc SFS[D(5,2)(3,1)] gLLAQbcdefeflscphbr SFS[D(3,1)(2,1)] gLLAQbcdefefdogmxok reducible gLLAQbcdefefakchhvr SFS[D(5,2)(2,1)] gLLAQbcdefefabcphbr SFS[D(3,1)(2,1)] gLLAQbcdefefergtxvk SFS[D(5,2)(3,1)] gLLAQbcdefefmrgixgk reducible gLLAQbcedfeftcawhbr SFS[D(8,3)(2,1)] gLLAQcdcefefarvuhvw reducible gLLAQcdcefefarruhvw SFS[D(5,2)(3,1)] gLLAQcdcefefarrxhbw SFS[D(2,1)(2,1)] gLLAQcdcefefarjuhvw SFS[D(5,3)(3,1)] gLLAQbcedfeflcawhbr toroidal gLLAQbcdefefdbnhxok SFS[D(5,2)(3,1)] gLLAQbcdefefacnaxvk SFS[D(8,3)(2,1)] gLLAQbcdefefaonaxvk toroidal gLLAQbcdefefecnmxvk SFS[D(5,3)(3,1)] gLLAQbcdefefmcndxgk reducible gLLAQaceefefbsulhnw reducible gLLAQaceefefbbuphnw SFS[A(2,1)] gLLAQaceefefbjiahnw SFS[D(2,1)(2,1)] gLLAQaceefefbgdphnw SFS[D(2,1)(2,1)] gLLAQbcedfeftsmjhvr SFS[D(2,1)(2,1)] gLLAQbcedfeftsejhbr SFS[D(2,1)(2,1)] gLLAQbcedfeftspjhvr SFS[D(2,1)(2,1)] gLLAQbcedfeftsujhor SFS[D(2,1)(2,1)] gLLAQaceefefbguihnw reducible gLLAQbcedfefdgmjhvr SFS[D(12,5)(2,1)] gLLAQbcedfefdgajhbr SFS[D(8,3)(2,1)] gLLAQaceefefbcuihnw SFS[D(3,1)(2,1)] gLLAQbcedfefdvajhbr toroidal gLLAQaceefefbouihnw SFS[D(3,1)(2,1)] gLLAQbcedfefdfajhbr SFS[D(7,2)(2,1)] gLLAQaceefefbguuhnw SFS[D(3,1)(2,1)] gLLAQccdefefaknhhvw SFS[D(3,1)(2,1)] gLLAQaceefefbcuuhnw SFS[D(3,1)(2,1)] gLLAQccdefefawnphbw SFS[D(5,2)(2,1)] gLLAQaceefefjouuhnw SFS[D(3,1)(2,1)] gLLAQaceefefnouuhnw SFS[D(3,1)(2,1)] gLLAQccdefefaonuhsw SFS[D(2,1)(2,1)] gLLAQccdefefaonlhjw SFS[D(2,1)(2,1)] gLLAQaceefefbguqhnw SFS[D(3,1)(2,1)] gLLAQbcedfefektjhgr toroidal gLLAQaceefefbcuqhnw toroidal gLLAQbcedfefestjhgr SFS[D(5,2)(2,1)] gLLAQbcedfefesdjhfr SFS[D(5,2)(2,1)] gLLAQaceefefbouqhnw SFS[D(3,1)(2,1)] gLLAQbcedfefebtjhgr SFS[D(5,2)(2,1)] gLLAQccdefefdwnthvw SFS[D(7,2)(2,1)] gLLAQccdefefdwnahvw SFS[D(7,2)(2,1)] gLLAQaceefefbvqmhnw reducible gLLAQccdefefqvnhhvw SFS[D(7,2)(2,1)] gLLAQaceefefbjumhnw SFS[D(2,1)(2,1)] gLLAQccdefefqfnxhbw SFS[D(2,1)(2,1)] gLLAQbcedfefpopsxok SFS[D(7,2)(2,1)] gLLAQaceefefboxuhnw reducible gLLAQbcedfefhwlsxvk SFS[D(12,5)(2,1)] gLLAQbcedfeflrusxbk SFS[D(3,1)(2,1)] gLLAQaceefefbcadhnw reducible gLLAQbcedfefabpjhvr SFS[D(3,1)(2,1)] gLLAQbcedfefabujhor SFS[D(3,1)(2,1)] gLLAQaceefefboddhnw SFS[D(2,1)(2,1)] gLLAQbcedfefakejhbr SFS[D(2,1)(2,1)] gLLAQbcedfefhvajhbr SFS[D(8,3)(2,1)] gLLAQaceefefbotuhnw reducible gLLAQbcedfefmktjhgr SFS[D(3,1)(2,1)] gLLAQaceefefbchdhrw reducible gLLAQaceefefbghhhrw reducible gLLAQaceefefbchhhrw SFS[D(3,1)(2,1)] gLLAQaceefefbohhhrw SFS[D(3,1)(2,1)] gLLAQaceefefbchphrw SFS[D(3,1)(2,1)] gLLAQbcdefeflsnpxbk SFS[D(3,1)(2,1)] gLLAQbcdefefabnpxbk SFS[D(3,1)(2,1)] gLLAQaceefefbgxxhrw SFS[D(2,1)(2,1)] gLLAQbcdefefmrwihgr reducible gLLAQaceefefbcexhow SFS[D(3,1)(2,1)] gLLAQaceefefbgeehow SFS[D(3,1)(2,1)] gLLAQcdcefefagrxqbj SFS[D(5,2)(2,1)] gLLAQaceefefbceehow reducible gLLAQaceefefboeehow SFS[D(3,1)(2,1)] gLLAQaceefefbcemhow SFS[D(3,1)(2,1)] gLLAQbcedfeflcagxbk toroidal gLLAQbcdefefaocahvr toroidal gLLAQbcdefefagcahvr SFS[D(8,3)(2,1)] gLLAQbcdefefmccdhgr reducible gLLAQaceeeffbcadrhr reducible gLLAQccdefefaosuqvj SFS[D(2,1)(2,1)] gLLAQccdefefaospqbj SFS[D(2,1)(2,1)] gLLAQaceeeffbcedrhr SFS[D(2,1)(2,1)] gLLAQbcedfefdfakxbk toroidal gLLAQaceeeffbcddrhr SFS[D(2,1)(2,1)] gLLAQbcedfefabekxbk SFS[D(2,1)(2,1)] gLLAQbcedfefebdkxfk SFS[D(2,1)(2,1)] gLLAQaceeeffbkttohr reducible gLLAQaceeeffjkttohr SFS[D(3,1)(2,1)] gLLAQaceeeffnkttohr SFS[D(3,1)(2,1)] gLLMQbddfeefabfxenk SFS[D(2,1)(2,1)] gLLMQbddfeefabfxtnk SFS[D(2,1)(2,1)] gLLMQbddfeefmkfxegk reducible gLLAQbcdefefmkfihgr reducible gLLAQaceeeffbolunhr reducible gLLAQaceeeffbsllnhr reducible gLLAQbcdefefaoraxvk SFS[D(8,3)(2,1)] gLLAQbcdefefxorxxvk SFS[D(8,3)(2,1)] gLLAQbcedfefdfavhbr toroidal gLLAQccdefefaofuhvw SFS[D(5,2)(2,1)] gLLAQccdefefaofphbw SFS[D(5,2)(2,1)] gLLAQbcedfefebdvhfr SFS[D(5,2)(2,1)] gLLAQbcedfeflvtbxvk SFS[D(5,2)(2,1)] gLLAQbcedfeftvtbxvk reducible gLLAQbcedfefabdvhbr SFS[D(5,2)(2,1)] gLLAQbcedfefabevhbr SFS[D(5,2)(2,1)] gLLAQcdeceffhfardvc reducible gLLAQcdeceffhfardvj SFS[D(5,2)(3,1)] gLLAQcdeceffhfardvw SFS[D(5,3)(3,1)] gLLAQcdeceffhfardkn SFS[D(5,2)(2,1)] gLLAQcdeceffhfardnk SFS[D(5,2)(2,1)] gLLAQcdeceffhflrikf reducible gLLAQbcdefefmkoixgk reducible gLLAQcdcefefafveqvj reducible gLLAQcdcefefhfvtqvj reducible gLLAQbcdefefaccduoj SFS[D(2,1)(2,1)] gLLAQccdefefdwsldvk SFS[D(2,1)(2,1)] gLLAQcdecefftfawdvc reducible gLLAQcdecefftfawdvj toroidal gLLAQcdecefftfawdvw toroidal gLLAQcdecefftfawdkb SFS[D(2,1)(2,1)] gLLAQcdecefftfawdkn toroidal gLLAQcdecefftfawdkj SFS[D(2,1)(2,1)] gLLAQcdecefftfawdnf SFS[D(2,1)(2,1)] gLLAQcdecefftfawdnk toroidal gLLAQcdecefftfawdnr SFS[D(2,1)(2,1)] gLLAQcdcefefafvedvk reducible gLLAQbcdefefmgohugn SFS[D(2,1)(2,1)] gLLAQccdefefdwwlevn SFS[D(2,1)(2,1)] gLLAQcdecefftcawavc reducible gLLAQcdecefftcawaof SFS[D(2,1)(2,1)] gLLAQcdecefftcawagb SFS[D(2,1)(2,1)] gLLAQcdcefefarvuevn reducible gLLMQceddfefipnsurg reducible gLLAQccdefefakvhuvj SFS[D(4,1)(2,1)] gLLAQaceeeffbvqmcdj reducible gLLAQcedceffpafrdvc reducible gLLAQcedceffpafrdnf SFS[D(2,1)(2,1)] gLLAQcedceffpafrdof SFS[D(2,1)(2,1)] gLLAQcedceffpafrdjb reducible gLLAQcedceffpifrpvf SFS[D(4,1)(2,1)] gLLAQcdcefefakvhuvj reducible gLLMQceddfefipkfurg reducible gLLAQccdefefakvhlvs SFS[D(4,1)(2,1)] gLLAQaceeeffbvqmcmj reducible gLLAQcedceffpabrevc reducible gLLAQcedceffpabregb SFS[D(2,1)(2,1)] gLLAQcedceffpabrekb SFS[D(2,1)(2,1)] gLLAQcedceffpabrerf reducible gLLAQcedceffpibrqrb SFS[D(4,1)(2,1)] gLLAQcdcefefakvhlvs reducible gLLAQbcdefefmgohdgk SFS[D(2,1)(2,1)] gLLAQccdefefdwwltvk SFS[D(2,1)(2,1)] gLLAQcdeceffpcaravc reducible gLLAQcdeceffpcaraof SFS[D(2,1)(2,1)] gLLAQcdeceffpcaragb SFS[D(2,1)(2,1)] gLLAQcdcefefarvutvk reducible gLLAQbcdefefaccdlos SFS[D(2,1)(2,1)] gLLAQccdefefdwsluvn SFS[D(2,1)(2,1)] gLLAQcdeceffpfardvc reducible gLLAQcdeceffpfardvj toroidal gLLAQcdeceffpfardvw toroidal gLLAQcdeceffpfardkb SFS[D(2,1)(2,1)] gLLAQcdeceffpfardkn toroidal gLLAQcdeceffpfardkj SFS[D(2,1)(2,1)] gLLAQcdeceffpfardnf SFS[D(2,1)(2,1)] gLLAQcdeceffpfardnk toroidal gLLAQcdeceffpfardnr SFS[D(2,1)(2,1)] gLLAQcdcefefafveuvn reducible gLLAQaceefefbkuxmnb reducible gLLAQaceefefjkuxmnb SFS[D(3,1)(2,1)] gLLAQaceefefnkuxmnb SFS[D(3,1)(2,1)] gLLAQbcedfeftsxjinb SFS[D(2,1)(2,1)] gLLAQbcedfeftsajinb SFS[D(2,1)(2,1)] gLLAQaceefefbkttmrb reducible gLLAQaceefefjkttmrb reducible gLLAQaceefefnkttmrb reducible gLLMQbddfeefavnplrf reducible gLLMQbddfeefavnpdwf reducible gLLAQaceefefbbimmrb reducible gLLAQaceefefbkiimrb reducible gLLAQaceefefjkiimrb SFS[D(3,1)(2,1)] gLLAQaceefefnkiimrb SFS[D(3,1)(2,1)] gLLAQbcdefefaknmirf SFS[D(2,1)(2,1)] gLLAQbcdefefaknuiwf SFS[D(2,1)(2,1)] gLLAQaceefefjgiimob SFS[D(3,1)(2,1)] gLLAQaceefefngiimob SFS[D(3,1)(2,1)] gLLAQbcdefefacctiwb SFS[D(2,1)(2,1)] gLLAQbcdefefaccpirb SFS[D(2,1)(2,1)] gLLAQaceeeffbvqmrtb reducible gLLAQaceeeffbvepntb reducible gLLAQaceeeffbceentb reducible gLLAQaceeeffbvxlntb reducible gLLAQbcedfeftvtbivf reducible gLLAQbcdefeftsohivf reducible gLLAQaceefefbcadmfb reducible gLLAQaceefefbceemgb reducible gLLAQaceefefboiqmgb reducible gLLAQaceefefbciimgb reducible gLLAQaceeeffbvqmstb reducible gLLAQaceeeffbvptktb reducible gLLAQaceeeffjvptktb SFS[D(3,1)(2,1)] gLLAQaceeeffnvptktb SFS[D(3,1)(2,1)] gLLAQcdeceffdkhoprs SFS[D(2,1)(2,1)] gLLAQcdeceffdkhopbj SFS[D(2,1)(2,1)] gLLAQaceeeffbkttktb reducible gLLAQaceeeffjkttktb reducible gLLAQaceeeffnkttktb reducible gLLAQcdeceffdkaotrs reducible gLLAQcdeceffdkaotbj reducible gLLAQaceeeffbvhdktb reducible gLLAQbcedfeftsqsivf reducible gLLAQbcedfeftsqsiwf SFS[D(3,1)(2,1)] gLLAQbcedfeftsqsisf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxsinf SFS[D(2,1)(2,1)] gLLAQbcedfeftsasinf SFS[D(2,1)(2,1)] gLLAQcdeceffdcaoavw SFS[D(3,1)(2,1)] gLLAQcdeceffdcaoavj SFS[D(3,1)(2,1)] gLLAQcdeceffdcaoank SFS[D(2,1)(2,1)] gLLAQcdeceffdcaoakn SFS[D(2,1)(2,1)] gLLAQbcdefeftgnlivf reducible gLLAQaceeeffbcepctb reducible gLLAQaceeeffbvuactb reducible gLLAQaceeeffbkuxctb reducible gLLAQaceeeffjkuxctb SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxctb SFS[D(3,1)(2,1)] gLLAQbcedfeftsxfmnb SFS[D(2,1)(2,1)] gLLAQbcedfeftsafmnb SFS[D(2,1)(2,1)] gLLAQaceeeffbvpxctb reducible gLLAQaceeeffjvpxctb SFS[D(3,1)(3,2)] gLLAQaceeeffnvpxctb SFS[D(3,1)(3,1)] gLLAQbcedfefdfxfmnb SFS[D(3,1)(2,1)] gLLAQbcedfefdfafmnb SFS[D(3,1)(2,1)] gLLAQaceeeffjvppctb reducible gLLAQaceeeffnvppctb reducible gLLAQccdefefaoveisb reducible gLLAQccdefefaovpijb reducible gLLAQaceeeffbvplctb reducible gLLAQaceeeffjvplctb SFS[D(3,1)(3,1)] gLLAQaceeeffnvplctb SFS[D(3,1)(3,2)] gLLAQbcedfefeblfmwb SFS[D(3,1)(2,1)] gLLAQbcedfefebdfmrb SFS[D(3,1)(2,1)] gLLAQaceeeffbbtlctb reducible gLLAQaceeeffboehctb reducible gLLAQaceeeffbktpctb reducible gLLAQaceeeffjktpctb SFS[D(3,1)(2,1)] gLLAQaceeeffnktpctb SFS[D(3,1)(2,1)] gLLAQccdefefqfveisb SFS[D(2,1)(2,1)] gLLAQccdefefqfvpijb SFS[D(2,1)(2,1)] gLLAQaceeeffbvdxctb reducible gLLAQaceeeffjvdxctb reducible gLLAQaceeeffnvdxctb reducible gLLAQbcedfefpfxfmnb reducible gLLAQbcedfefpfafmnb reducible gLLAQaceeeffbvdpctb reducible gLLAQaceeeffbvdlctb reducible gLLAQaceeeffbcadctb reducible gLLAQaceeeffbvhxctb reducible gLLAQaceeeffjvhxctb SFS[D(3,1)(3,1)] gLLAQaceeeffnvhxctb SFS[D(3,1)(3,2)] gLLAQbcedfefhfxfmnb SFS[D(3,1)(2,1)] gLLAQbcedfefhfafmnb SFS[D(3,1)(2,1)] gLLAQaceeeffbvhpctb reducible gLLAQaceeeffbvhlctb reducible gLLAQaceefefbsulxnb reducible gLLAQaceefefbbupxnb reducible gLLAQaceefefbjiaxnb reducible gLLAQaceefefbgdpxnb reducible gLLAQbcedfeftsmjqvb reducible gLLAQbcedfeftsejqbb reducible gLLAQbcedfeftspjqvb reducible gLLAQbcedfeftsujqob reducible gLLAQaceefefbguixnb reducible gLLAQbcedfefdgmjqvb SFS[D(2,1)(2,1)] gLLAQbcedfefdgajqbb SFS[D(2,1)(2,1)] gLLAQaceefefbcuixnb reducible gLLAQaceefefbouixnb reducible gLLAQaceefefbguuxnb reducible gLLAQaceefefbcuuxnb reducible gLLAQaceefefjouuxnb reducible gLLAQaceefefnouuxnb reducible gLLAQccdefefaonuxsb reducible gLLAQccdefefaonlxjb reducible gLLAQaceefefbguqxnb reducible gLLAQaceefefbcuqxnb reducible gLLAQaceefefbouqxnb reducible gLLAQaceefefbvqmxnb reducible gLLAQaceefefbjumxnb reducible gLLAQccdefefqfnxxbb reducible gLLAQaceefefboxuxnb reducible gLLAQbcedfefhwlsqvc SFS[D(2,1)(2,1)] gLLAQaceefefbcadxnb reducible gLLAQaceefefboddxnb reducible gLLAQbcedfefakejqbb reducible gLLAQbcedfefhvajqbb SFS[D(2,1)(2,1)] gLLAQaceefefbotuxnb reducible gLLAQaceefefbchdxrb reducible gLLAQaceefefbghhxrb reducible gLLAQaceefefbchhxrb reducible gLLAQaceefefbohhxrb reducible gLLAQaceefefbchpxrb reducible gLLAQaceefefbgxxxrb reducible gLLAQaceefefbcexxob reducible gLLAQaceefefbgeexob reducible gLLAQaceefefbceexob reducible gLLAQaceefefboeexob reducible gLLAQaceefefbcemxob reducible gLLAQbcdefefagcaqvb SFS[D(2,1)(2,1)] gLLAQaceeeffbcadrqb reducible gLLAQccdefefaosuxvf reducible gLLAQccdefefaospxbf reducible gLLAQaceeeffbcedrqb reducible gLLAQbcedfefdfakqbc reducible gLLAQaceeeffbcddrqb reducible gLLAQbcedfefabekqbc reducible gLLAQbcedfefebdkqfc reducible gLLAQaceeeffbkttoqb reducible gLLAQaceeeffjkttoqb reducible gLLAQaceeeffnkttoqb reducible gLLMQbddfeefabfqenv reducible gLLMQbddfeefabfqtnv reducible gLLAQaceeeffbolunqb reducible gLLAQaceeeffbsllnqb reducible gLLAQbcdefefaoraqvc SFS[D(2,1)(2,1)] gLLAQbcdefefxorxqvc SFS[D(2,1)(2,1)] gLLAQbcedfeftvtbqvc reducible gLLAQaceefefbcadhfc reducible gLLAQbcdefeftkbmqob SFS[D(2,1)(2,1)] gLLAQbcdefefdfbmqob reducible gLLAQbcdefefdfbxqbb reducible gLLMQbddfeefakcqxvv reducible gLLMQbddfeefhvcqxvv SFS[D(2,1)(2,1)] gLLAQcdcefefacjmxob reducible gLLAQaceefefnrxxhgc SFS[D(2,1)(2,1)] gLLAQbcdefefaooqqbc reducible gLLAQbcdefefaooqqjc SFS[D(3,1)(2,1)] gLLAQbcdefefaooqqnc SFS[D(3,1)(2,1)] gLLAQbcdefefaooaqwc SFS[D(2,1)(2,1)] gLLAQbcedfefdfarqbb SFS[D(2,1)(2,1)] gLLAQaceeeffbcadshf reducible gLLAQbcdefeflbrmqoc reducible gLLAQbcdefeflkrmqoc reducible gLLAQbcdefeflsrmqoc reducible gLLAQaceeeffjrxxbhf SFS[D(4,1)(2,1)] gLLAQaceeeffnrxxbhf SFS[D(5,2)(2,1)] gLLAQbcdefefaofqqjb SFS[D(5,2)(2,1)] gLLAQbcdefefaofqqnb SFS[D(4,1)(2,1)] gLLAQbcdefefaofaqvb SFS[D(2,1)(2,1)] gLLAQccdefefigkixof T2xI gLLAQbcedfeftvtjqvb reducible gLLAQccdefefawkpxbf reducible gLLAQccdefefdkkhxof reducible gLLAQbcedfefdvasqbc reducible gLLAQbcedfefeshsqvc SFS[D(2,1)(2,1)] gLLAQbcedfefestsqgc reducible gLLAQbcedfefesdsqfc reducible gLLAQbcedfefektsqgc reducible gLLAQbcedfefebtsqgc reducible gLLAQbcedfeftcawqbb SFS[D(2,1)(2,1)] gLLAQcdcefefarrxxbb reducible gLLAQbcdefefacnaqvc SFS[D(2,1)(2,1)] gLLAQbcedfefdfanhbc reducible gLLAQccdefefaojuhvo reducible gLLAQccdefefaojphbo reducible gLLAQbcedfefebdnhfc reducible gLLAQaceefefbcedxwb reducible gLLAQaceefefbcadxwb reducible gLLAQaceefefbcddxwb reducible gLLAQbcedfefabenhbc reducible gLLAQaceefefbkttxjb reducible gLLAQaceefefjkttxjb reducible gLLAQaceefefnkttxjb reducible gLLMQceddfefahnbuoj reducible gLLMQceddfefahnbloj reducible gLLAQaceefefbsllxcb reducible gLLAQaceefefboluxcb reducible gLLAQbcdefefxogxhvc SFS[D(2,1)(2,1)] gLLAQbcdefefaogahvc SFS[D(2,1)(2,1)] gLLAQaceeeffbjumcqb reducible gLLAQccdefefqfvxqbb reducible gLLAQaceeeffbbupcqb reducible gLLAQaceeeffbcadcqb reducible gLLAQaceeeffboxucqb reducible gLLAQaceeeffbcuucqb reducible gLLAQaceeeffbguucqb reducible gLLAQaceeeffjouucqb reducible gLLAQaceeeffnouucqb reducible gLLAQccdefefaovuqsb reducible gLLAQccdefefaovlqjb reducible gLLAQaceeeffbotucqb reducible gLLAQaceeeffbvqmcqb reducible gLLAQaceeeffbsulcqb reducible gLLAQaceeeffbcuicqb reducible gLLAQaceeeffbguicqb reducible gLLAQbcedfefdgmfxvb SFS[D(2,1)(2,1)] gLLAQbcedfefdgafxbb SFS[D(2,1)(2,1)] gLLAQaceeeffbouicqb reducible gLLAQbcedfefhvafxbb SFS[D(2,1)(2,1)] gLLAQaceeeffbgdpcqb reducible gLLAQaceeeffbjiacqb reducible gLLAQbcedfeftsefxbb reducible gLLAQbcedfeftsmfxvb reducible gLLAQbcedfeftsufxob reducible gLLAQbcedfeftspfxvb reducible gLLAQaceeeffboddcqb reducible gLLAQbcedfefakefxbb reducible gLLAQbcedfefhwlfhvc SFS[D(2,1)(2,1)] gLLAQaceeeffbcuqcqb reducible gLLAQaceeeffbguqcqb reducible gLLAQaceeeffbouqcqb reducible gLLAQaceeeffbchhwqb reducible gLLAQaceeeffbghhwqb reducible gLLAQaceeeffbohhwqb reducible gLLAQaceeeffbchdwqb reducible gLLAQaceeeffbgxxwqb reducible gLLAQaceeeffbchpwqb reducible gLLAQaceeeffbceejqb reducible gLLAQaceeeffbgeejqb reducible gLLAQaceeeffboeejqb reducible gLLAQaceeeffbcexjqb reducible gLLAQbcdefefagkaxvb SFS[D(2,1)(2,1)] gLLAQaceeeffbcemjqb reducible gLLAQbcedfeftvtnxvb reducible gLLAQcedceffhhfoaof SFS[D(2,1)(2,1)] gLLAQcedceffhafohof reducible gLLAQbcdefefdfgxxbb reducible gLLAQbcdefefdfgmxob reducible gLLAQbcdefeftkgmxob SFS[D(2,1)(2,1)] gLLAQcdcefefakjmqob reducible gLLAQbcdefefaojhhrc SFS[D(2,1)(2,1)] gLLAQbcdefefaojqhbc reducible gLLAQbcdefefaojqhjc SFS[D(3,1)(2,1)] gLLAQbcdefefaojqhnc SFS[D(3,1)(2,1)] gLLAQbcdefefaojahwc SFS[D(2,1)(2,1)] gLLAQaceefefbcadhwc reducible gLLAQaceeeffbbupchf T2xI gLLAQbcedfefdvafhbc reducible gLLAQccdefefawvphbo reducible gLLAQbcedfefektfhgc reducible gLLAQaceeeffbcuqchf SFS[D(2,1)(2,1)] gLLAQbcedfefestfhgc reducible gLLAQbcedfefesdfhfc reducible gLLAQbcedfefebtfhgc reducible gLLAQaceeeffbvqmchf reducible gLLAQaceeeffbcadchf reducible gLLAQcdcefefawrxqbb reducible gLLAQbcedfeftcarxbb SFS[D(2,1)(2,1)] gLLAQbcdefefackahvc SFS[D(2,1)(2,1)] gLLAQbcedfeftvtnhvc reducible gLLAQbcedfefdfawxbb SFS[D(2,1)(2,1)] gLLAQbcdefeflkgmhoc reducible gLLAQbcdefeflbgmhoc reducible gLLAQbcdefeflsgmhoc reducible gLLAQbcdefefaojhxnb SFS[D(4,1)(2,1)] gLLAQbcdefefaojhxrb SFS[D(5,2)(2,1)] gLLAQbcdefefaojqxjb SFS[D(5,2)(2,1)] gLLAQbcdefefaojqxnb SFS[D(4,1)(2,1)] gLLAQbcdefefaojaxvb SFS[D(2,1)(2,1)] gLLAQaceefefbcadxfb reducible gLLAQbcdefeftkbmhoo SFS[D(3,1)(2,1)] gLLAQaceefefbjxmxvb reducible gLLAQbcdefefdfbuhvo reducible gLLAQaceefefbjmmxvb reducible gLLMQbddfeefabcxqof reducible gLLAQaceefefbjemxvb reducible gLLAQbcdefefebbihgo reducible gLLMQbddfeefmscxlgf reducible gLLMQbddfeefhvcxxvf SFS[D(3,1)(2,1)] gLLAQaceefefboumxvb reducible gLLMQbddfeefhgcxqof reducible gLLAQbcdefeflkbmhoo SFS[D(3,1)(2,1)] gLLAQaceefefbjeixvb reducible gLLAQbcdefefhkvuxvf reducible gLLAQbcdefefhwvixof SFS[D(2,1)(2,1)] gLLAQbcdefefakbmhoo reducible gLLAQaceefefbjeaxvb reducible gLLAQbcdefefmbbthvo SFS[D(2,1)(2,1)] gLLAQbcdefefmbblhfo SFS[D(2,1)(2,1)] gLLAQbcdefefmbbihgo reducible gLLAQaceefefbrqqxgb reducible gLLAQaceefefbrxxxgb reducible gLLAQaceefefjrxxxgb reducible gLLAQaceefefnrxxxgb reducible gLLAQbcdefefaooqxjf reducible gLLAQbcdefefaooaxsf reducible gLLAQaceeeffbcadsqb reducible gLLAQcdeceffhkhohnv SFS[D(3,1)(2,1)] gLLAQaceeeffboumkqb reducible gLLAQcdeceffhkhopcb reducible gLLAQaceeeffbjmmkqb reducible gLLAQcdeceffhkaotcb reducible gLLAQcdeceffhklolsv reducible gLLAQaceeeffbjxmkqb reducible gLLAQbcdefefdfruxvf reducible gLLAQbcdefeflkrmxof SFS[D(3,1)(2,1)] gLLAQbcdefeftkrmxof SFS[D(3,1)(2,1)] gLLAQbcdefefakrmxof reducible gLLAQaceeeffbjeikqb reducible gLLAQbcdefefhkkuhvo reducible gLLAQbcdefefhwkihoo SFS[D(2,1)(2,1)] gLLAQaceeeffbjemkqb reducible gLLAQbcdefefebrixgf reducible gLLAQaceeeffbjeakqb reducible gLLAQbcdefefmbrlxff SFS[D(2,1)(2,1)] gLLAQbcdefefmbrtxvf SFS[D(2,1)(2,1)] gLLAQbcdefefmbrixgf reducible gLLAQaceeeffbrqqbqb reducible gLLAQaceeeffbrxxbqb reducible gLLAQaceeeffjrxxbqb reducible gLLAQaceeeffnrxxbqb reducible gLLAQbcdefefaofqhjo reducible gLLAQbcdefefaofahso reducible gLLAQccdefefqvkhqvc SFS[D(2,1)(2,1)] gLLAQccdefefigkiqoc T2xI gLLAQbcedfeftvtjhvo reducible gLLAQccdefefakkhqvc reducible gLLAQccdefefdwkaqvc SFS[D(2,1)(2,1)] gLLAQccdefefdwktqvc SFS[D(2,1)(2,1)] gLLAQccdefefdkkhqoc reducible gLLAQbcedfeflrujhbo reducible gLLAQbcedfefpopjhoo SFS[D(2,1)(2,1)] gLLAQbcedfefdgmsxvf SFS[D(3,1)(2,1)] gLLAQbcedfefdfasxbf SFS[D(2,1)(2,1)] gLLAQbcedfefabusxof reducible gLLAQbcedfefabpsxvf reducible gLLAQbcedfefhwljhvo SFS[D(3,1)(2,1)] gLLAQbcedfefeshsxvf SFS[D(2,1)(2,1)] gLLAQbcedfefektsxgf SFS[D(3,1)(2,1)] gLLAQbcedfefmktsxgf reducible gLLAQbcdefeflscphbo reducible gLLAQbcdefefabcphbo reducible gLLAQbcdefefmrgixgf reducible gLLAQbcedfeflcawhbo reducible gLLAQbcdefefaonaxvf reducible gLLAQbcdefefmcndxgf reducible gLLAQaceefefbbuphnc T2xI gLLAQbcedfefdgmjhvo SFS[D(3,1)(2,1)] gLLAQbcedfefdfajhbo SFS[D(2,1)(2,1)] gLLAQccdefefaknhhvc reducible gLLAQbcedfefektjhgo SFS[D(3,1)(2,1)] gLLAQaceefefbcuqhnc SFS[D(2,1)(2,1)] gLLAQccdefefdwnthvc SFS[D(2,1)(2,1)] gLLAQccdefefdwnahvc SFS[D(2,1)(2,1)] gLLAQaceefefbvqmhnc reducible gLLAQccdefefqvnhhvc SFS[D(2,1)(2,1)] gLLAQbcedfefpopsxof SFS[D(2,1)(2,1)] gLLAQbcedfefhwlsxvf SFS[D(3,1)(2,1)] gLLAQbcedfeflrusxbf reducible gLLAQaceefefbcadhnc reducible gLLAQbcedfefabpjhvo reducible gLLAQbcedfefabujhoo reducible gLLAQbcedfefmktjhgo reducible gLLAQbcdefeflsnpxbf reducible gLLAQbcdefefabnpxbf reducible gLLAQbcdefefmrwihgo reducible gLLAQbcedfeflcagxbf reducible gLLAQbcdefefaocahvo reducible gLLAQbcdefefmccdhgo reducible gLLAQaceeeffbcadrhf reducible gLLMQbddfeefmkfxegf reducible gLLAQbcdefefmkfihgo reducible gLLAQbcedfeftvtbxvf reducible gLLAQcdeceffhfloikf reducible gLLAQbcdefefmkoixgf reducible gLLAQaceefefbkuxenb reducible gLLAQaceefefjkuxenb SFS[D(3,1)(2,1)] gLLAQaceefefnkuxenb SFS[D(3,1)(2,1)] gLLAQbcedfeftsxjunb SFS[D(2,1)(2,1)] gLLAQbcedfeftsajunb SFS[D(2,1)(2,1)] gLLMQbddfeefxvnmmfg SFS[D(2,1)(2,1)] gLLAQbcdefeftrwiuob SFS[D(3,1)(2,1)] gLLMQbddfeefmrnmqgg reducible gLLMQbddfeefhonmivg SFS[D(3,1)(2,1)] gLLAQbcdefeflrwiuob SFS[D(3,1)(2,1)] gLLAQbcdefefdfneuvb SFS[D(3,1)(2,1)] gLLAQbcdefefhvnmuob SFS[D(2,1)(2,1)] gLLAQbcdefefhkwhuvb SFS[D(3,1)(2,1)] gLLAQbcdefefebnaugb SFS[D(3,1)(2,1)] gLLAQbcdefefmbnaugb reducible gLLAQaceefefbrqdeob reducible gLLAQaceefefbrqqeob reducible gLLAQaceefefbrqteob reducible gLLAQaceefefbbaqeob reducible gLLAQaceefefbriteob reducible gLLAQaceefefbruteob reducible gLLAQaceeeffbkuxrdb reducible gLLAQaceeeffjkuxrdb SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxrdb SFS[D(3,1)(2,1)] gLLAQbcedfeftsxkunb SFS[D(2,1)(2,1)] gLLAQbcedfeftsakunb SFS[D(2,1)(2,1)] gLLMQbddfeefxsfmlgg SFS[D(3,1)(2,1)] gLLAQbcdefefdffeuvb SFS[D(3,1)(2,1)] gLLAQbcdefefebfaugb SFS[D(3,1)(2,1)] gLLMQbddfeefmsfmlgg reducible gLLMQbddfeefhgfmeog SFS[D(2,1)(2,1)] gLLAQbcdefefhkfhuvb SFS[D(3,1)(2,1)] gLLAQbcdefeflrfiuob SFS[D(3,1)(2,1)] gLLAQbcdefeftrfiuob SFS[D(3,1)(2,1)] gLLAQbcdefefhvfmuob SFS[D(2,1)(2,1)] gLLAQbcdefefmbfaugb reducible gLLAQaceeeffbbaqndb reducible gLLAQaceeeffbrqqndb reducible gLLAQaceeeffbrqdndb reducible gLLAQaceeeffbritndb reducible gLLAQaceeeffbrqtndb reducible gLLAQaceeeffbrutndb reducible gLLAQccdefefhkfaevb SFS[D(2,1)(2,1)] gLLAQccdefefigfaeob T2xI gLLAQbcedfeftsqvuvb reducible gLLAQbcedfeftsqvuwb toroidal gLLAQbcedfeftsqvusb toroidal gLLAQbcedfeftsxvuob SFS[D(3,1)(2,1)] gLLAQbcedfeftsxvunb toroidal gLLAQbcedfeftsxvurb SFS[D(3,1)(2,1)] gLLAQbcedfeftsavunb toroidal gLLAQbcedfeftsavujb SFS[D(7,2)(2,1)] gLLAQccdefefakfaenb SFS[D(2,1)(2,1)] gLLAQccdefefakfhevb reducible gLLAQccdefefakfhesb SFS[D(3,1)(2,1)] gLLAQccdefefakfhewb SFS[D(3,1)(2,1)] gLLAQccdefefakfxenb SFS[D(2,1)(2,1)] gLLAQccdefefdwftevb T2xI gLLAQccdefefdwfaevb T2xI gLLAQccdefefdkfheob reducible gLLAQccdefefqffeevb SFS[D(3,1)(2,1)] gLLAQbcedfeflsqvuwb SFS[D(8,3)(2,1)] gLLAQbcedfeflsqvusb SFS[D(7,3)(2,1)] gLLAQbcedfeflsxvuob SFS[D(3,1)(2,1)] gLLAQbcedfeflsxvunb SFS[D(3,1)(2,1)] gLLAQbcedfeflsxvurb reducible gLLAQbcedfeflsavubb SFS[D(2,1)(2,1)] gLLAQbcedfeflsavunb SFS[D(7,2)(2,1)] gLLAQbcedfeflsavujb SFS[D(5,1)(2,1)] gLLAQbcedfefpopbuob T2xI gLLAQbcedfefdwdburb toroidal gLLAQbcedfefdwdbunb SFS[D(7,2)(2,1)] gLLAQbcedfefdwlbuvb SFS[D(3,1)(2,1)] gLLAQbcedfefdwlbusb SFS[D(3,1)(2,1)] gLLAQbcedfefdwlbuwb toroidal gLLAQbcedfefdwububb reducible gLLAQbcedfefdwubujb toroidal gLLAQbcedfefdwubunb toroidal gLLAQbcedfefhohbuob SFS[D(2,1)(2,1)] gLLAQbcedfefajqbujb SFS[D(2,1)(2,1)] gLLAQbcedfefajhbuob reducible gLLAQbcedfefajhburb SFS[D(3,1)(2,1)] gLLAQbcedfefajhbunb SFS[D(3,1)(2,1)] gLLAQbcedfefajabusb SFS[D(2,1)(2,1)] gLLAQbcedfefhgmvuvb SFS[D(3,1)(2,1)] gLLAQbcedfefevebuvb SFS[D(2,1)(2,1)] gLLAQbcedfefevebusb SFS[D(7,2)(2,1)] gLLAQbcedfefevebuwb SFS[D(5,1)(2,1)] gLLAQbcedfefevpbugb SFS[D(3,1)(2,1)] gLLAQbcedfefevpbukb reducible gLLAQbcedfefevpbujb SFS[D(3,1)(2,1)] gLLAQbcedfefevibukb SFS[D(8,3)(2,1)] gLLAQbcedfefeviburb SFS[D(7,3)(2,1)] gLLAQbcedfefmklvuvb T2xI gLLAQbcedfefmkavufb T2xI gLLAQbcedfefmrdbugb reducible gLLAQbcdefefdfoiurb SFS[D(2,1)(2,1)] gLLAQbcdefefdfoeuwb SFS[D(2,1)(2,1)] gLLAQbcdefefdfopubb reducible gLLAQbcdefefdfopujb SFS[D(3,1)(2,1)] gLLAQbcdefefdfopunb SFS[D(3,1)(2,1)] gLLAQbcedfefdnxvurb SFS[D(2,1)(2,1)] gLLAQbcedfefdnqvuwb SFS[D(2,1)(2,1)] gLLAQbcedfefdnavubb reducible gLLAQbcedfefdnavujb SFS[D(3,1)(2,1)] gLLAQbcedfefdnavunb SFS[D(3,1)(2,1)] gLLAQccdefefqfbedvf SFS[D(3,1)(2,1)] gLLAQaceefefboaptff T2xI gLLAQaceefefjkaitff toroidal gLLAQaceefefnkaitff SFS[D(7,2)(2,1)] gLLAQbcedfefdwlvuvb SFS[D(3,1)(2,1)] gLLAQbcedfefdwlvusb SFS[D(3,1)(2,1)] gLLAQbcedfefdwlvuwb toroidal gLLAQbcedfefdwuvubb reducible gLLAQbcedfefdwuvujb toroidal gLLAQbcedfefdwuvunb toroidal gLLAQaceefefnkaatff SFS[D(2,1)(2,1)] gLLAQccdefefakbhdvf reducible gLLAQccdefefakbhdsf SFS[D(3,1)(2,1)] gLLAQccdefefakbhdwf SFS[D(3,1)(2,1)] gLLAQccdefefakbxdnf SFS[D(2,1)(2,1)] gLLAQaceefefbkamtff SFS[D(2,1)(2,1)] gLLAQaceefefjkamtff SFS[D(7,2)(2,1)] gLLAQaceefefnkamtff SFS[D(5,1)(2,1)] gLLAQbcedfefevpvugb SFS[D(3,1)(2,1)] gLLAQbcedfefevpvukb reducible gLLAQbcedfefevpvujb SFS[D(3,1)(2,1)] gLLAQbcedfefevivukb SFS[D(8,3)(2,1)] gLLAQbcedfefevivurb SFS[D(7,3)(2,1)] gLLAQccdefefdwbadvf T2xI gLLAQccdefefdwbtdvf T2xI gLLAQaceefefbvqmtff reducible gLLAQccdefefhkbadvf SFS[D(2,1)(2,1)] gLLAQbcedfefpopvuob T2xI gLLAQbcedfefhgmbuvb SFS[D(3,1)(2,1)] gLLAQaceefefjktxtff SFS[D(8,3)(2,1)] gLLAQaceefefnktxtff SFS[D(7,3)(2,1)] gLLAQbcedfeflsxbuob SFS[D(3,1)(2,1)] gLLAQbcedfeflsxbunb SFS[D(3,1)(2,1)] gLLAQbcedfeflsxburb reducible gLLAQbcedfeflsabubb SFS[D(2,1)(2,1)] gLLAQbcedfeflsabunb SFS[D(7,2)(2,1)] gLLAQbcedfeflsabujb SFS[D(5,1)(2,1)] gLLAQaceefefbkuxtff reducible gLLAQaceefefjkuxtff toroidal gLLAQaceefefnkuxtff toroidal gLLAQbcedfeftsxbuob SFS[D(3,1)(2,1)] gLLAQbcedfeftsxbunb toroidal gLLAQbcedfeftsxburb SFS[D(3,1)(2,1)] gLLAQbcedfeftsabunb toroidal gLLAQbcedfeftsabujb SFS[D(7,2)(2,1)] gLLAQaceefefnkxxtff SFS[D(2,1)(2,1)] gLLAQbcedfefajhvuob reducible gLLAQbcedfefajhvurb SFS[D(3,1)(2,1)] gLLAQbcedfefajhvunb SFS[D(3,1)(2,1)] gLLAQbcedfefajavusb SFS[D(2,1)(2,1)] gLLAQbcedfefhohvuob SFS[D(2,1)(2,1)] gLLAQbcedfefmrdvugb reducible gLLAQbcedfefmkabufb T2xI gLLAQbcedfefmklbuvb T2xI gLLAQaceefefjktdtvf SFS[D(2,1)(2,1)] gLLAQbcdefefdfbeuwb SFS[D(2,1)(2,1)] gLLAQbcdefefdfbpubb reducible gLLAQbcdefefdfbpujb SFS[D(3,1)(2,1)] gLLAQbcdefefdfbpunb SFS[D(3,1)(2,1)] gLLAQaceefefjklxtgf SFS[D(2,1)(2,1)] gLLAQbcedfefdnqouwb SFS[D(2,1)(2,1)] gLLAQbcedfefdnaoubb reducible gLLAQbcedfefdnaoujb SFS[D(3,1)(2,1)] gLLAQbcedfefdnaounb SFS[D(3,1)(2,1)] gLLAQaceeeffbkuxsmc reducible gLLAQaceeeffjkuxsmc SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxsmc SFS[D(3,1)(2,1)] gLLAQbcedfeftsxrunb SFS[D(2,1)(2,1)] gLLAQbcedfeftsarunb SFS[D(2,1)(2,1)] gLLAQcdecefftkhvpfb reducible gLLAQcdecefftklvarb reducible gLLAQbcdefeflsrauob reducible gLLAQbcdefeftsrauob reducible gLLAQbcdefefajkauob reducible gLLAQbcdefefhokauob reducible gLLAQbcedfeftsqsuvb reducible gLLAQbcedfeftsqsuwb SFS[D(3,1)(2,1)] gLLAQbcedfeftsqsusb SFS[D(3,1)(2,1)] gLLAQbcedfeftsxsunb SFS[D(2,1)(2,1)] gLLAQbcedfeftsasunb SFS[D(2,1)(2,1)] gLLAQbcdefeftscauob reducible gLLAQcdecefftclvawb reducible gLLAQcdecefftcxvawb reducible gLLAQbcdefeflscauob reducible gLLAQbcdefefhogauob reducible gLLAQbcdefefajgauob reducible gLLAQaceefefbkuxewb reducible gLLAQaceefefjkuxewb toroidal gLLAQaceefefnkuxewb toroidal gLLAQbcedfeftsxntof SFS[D(2,1)(2,1)] gLLAQbcedfeftsxntnf toroidal gLLAQbcedfeftsxntrf SFS[D(2,1)(2,1)] gLLAQbcedfeftsantbf SFS[D(2,1)(2,1)] gLLAQbcedfeftsantnf toroidal gLLAQbcedfeftsantjf SFS[D(2,1)(2,1)] gLLAQccdefefaojelvv reducible gLLAQccdefefaojxlbv reducible gLLAQccdefefqfjelvv SFS[D(2,1)(2,1)] gLLAQaceefefbktxewb reducible gLLAQaceefefjktxewb SFS[D(3,1)(2,1)] gLLAQaceefefnktxewb SFS[D(3,1)(2,1)] gLLAQbcedfeflsxntnf SFS[D(2,1)(2,1)] gLLAQbcedfeflsantnf SFS[D(2,1)(2,1)] gLLAQaceefefbkxxewb reducible gLLAQaceefefjkxxewb SFS[D(3,1)(2,1)] gLLAQaceefefnkxxewb SFS[D(3,1)(2,1)] gLLAQbcedfefajhwerb SFS[D(2,1)(2,1)] gLLAQbcedfefajawewb SFS[D(2,1)(2,1)] gLLAQbcedfefakantbf SFS[D(2,1)(2,1)] gLLAQaceefefbceeecb reducible gLLAQbcdefefaggatvf T2xI gLLAQaceeeffboapcdb reducible gLLAQaceeeffbsxpcdb reducible gLLAQaceeeffbruicdb reducible gLLAQaceeeffbsaicdb reducible gLLAQaceeeffbkaicdb reducible gLLAQaceeeffjkaicdb SFS[D(3,1)(3,2)] gLLAQaceeeffnkaicdb SFS[D(3,1)(3,1)] gLLAQbcedfefdwlftsf SFS[D(3,1)(2,1)] gLLAQbcedfefdwuftjf SFS[D(3,1)(2,1)] gLLAQaceeeffbbaicdb reducible gLLAQaceeeffbsaacdb reducible gLLAQaceeeffjsaacdb SFS[D(3,1)(3,2)] gLLAQaceeeffnsaacdb SFS[D(3,1)(3,1)] gLLAQccdefefawvhusb SFS[D(3,1)(2,1)] gLLAQccdefefawvxujb SFS[D(3,1)(2,1)] gLLAQaceeeffbkaacdb reducible gLLAQaceeeffjkaacdb SFS[D(3,1)(3,1)] gLLAQaceeeffnkaacdb SFS[D(3,1)(3,2)] gLLAQccdefefakvhusb SFS[D(3,1)(2,1)] gLLAQccdefefakvxujb SFS[D(3,1)(2,1)] gLLAQaceeeffjbaacdb reducible gLLAQaceeeffnbaacdb reducible gLLAQccdefefaovhusb reducible gLLAQccdefefaovxujb reducible gLLAQaceeeffbsamcdb reducible gLLAQaceeeffbkamcdb reducible gLLAQaceeeffjkamcdb reducible gLLAQaceeeffnkamcdb reducible gLLAQbcedfefevpftkf reducible gLLAQbcedfefeviftkf reducible gLLAQaceeeffbbamcdb reducible gLLAQaceeeffbvqmcdb reducible gLLAQaceeeffbrqacdb reducible gLLAQaceeeffbkuxcdb reducible gLLAQaceeeffjkuxcdb SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxcdb SFS[D(3,1)(2,1)] gLLAQbcedfeftsxfenb SFS[D(2,1)(2,1)] gLLAQbcedfeftsafenb SFS[D(2,1)(2,1)] gLLAQaceeeffbbxxcdb reducible gLLAQaceeeffjbxxcdb SFS[D(3,1)(2,1)] gLLAQaceeeffnbxxcdb SFS[D(3,1)(2,1)] gLLAQbcedfefakxfenb SFS[D(2,1)(2,1)] gLLAQbcedfefakafenb SFS[D(2,1)(2,1)] gLLAQaceeeffbktdwdb reducible gLLAQaceeeffjktdwdb SFS[D(3,1)(3,1)] gLLAQaceeeffnktdwdb SFS[D(3,1)(3,2)] gLLAQbcdefefdfketsf SFS[D(3,1)(2,1)] gLLAQbcdefefdfkptjf SFS[D(3,1)(2,1)] gLLAQaceeeffbsttwdb reducible gLLAQaceeeffbkttwdb reducible gLLAQaceeeffjkttwdb reducible gLLAQaceeeffnkttwdb reducible gLLAQcedceffpajohns reducible gLLAQcedceffpajohcj reducible gLLAQaceeeffbbttwdb reducible gLLAQaceeeffbktqwdb reducible gLLAQaceeeffjktqwdb SFS[D(3,1)(3,2)] gLLAQaceeeffnktqwdb SFS[D(3,1)(3,1)] gLLAQbcdefefebkatkf SFS[D(3,1)(2,1)] gLLAQbcdefefebkxtkf SFS[D(3,1)(2,1)] gLLAQaceeeffbklxjdb reducible gLLAQaceeeffjklxjdb toroidal gLLAQaceeeffnklxjdb toroidal gLLAQbcedfefdnqrtvf SFS[D(2,1)(2,1)] gLLAQbcedfefdnqrtsf toroidal gLLAQbcedfefdnqrtwf SFS[D(2,1)(2,1)] gLLAQbcedfefdnartbf SFS[D(2,1)(2,1)] gLLAQbcedfefdnartjf toroidal gLLAQbcedfefdnartnf SFS[D(2,1)(2,1)] gLLAQaceeeffbslljdb reducible gLLAQaceeeffbklljdb reducible gLLAQaceeeffjklljdb SFS[D(3,1)(3,2)] gLLAQaceeeffnklljdb SFS[D(3,1)(3,1)] gLLAQcdcefefawrilnv SFS[D(3,1)(2,1)] gLLAQcdcefefawrplnv SFS[D(3,1)(2,1)] gLLAQaceeeffbblljdb reducible gLLAQaceeeffbklpjdb reducible gLLAQaceeeffjklpjdb SFS[D(3,1)(3,1)] gLLAQaceeeffnklpjdb SFS[D(3,1)(3,2)] gLLAQbcedfefeourtkf SFS[D(3,1)(2,1)] gLLAQbcedfefeodrtkf SFS[D(3,1)(2,1)] gLLAQbcdefefhjktevb SFS[D(2,1)(2,1)] gLLAQaceeeffbsddjdb reducible gLLAQbcdefefaoktevb reducible gLLAQbcedfeftsqwtvf reducible gLLAQbcedfeftsqwtwf SFS[D(3,1)(2,1)] gLLAQbcedfeftsqwtsf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxwtnf SFS[D(2,1)(2,1)] gLLAQbcedfeftsawtnf SFS[D(2,1)(2,1)] gLLAQcedceffpafohnf reducible gLLAQbcdefefajchtvf reducible gLLAQbcdefeftcjdtof SFS[D(2,1)(2,1)] gLLAQcdcefefakjauob reducible gLLAQcdcefefhkjhuob SFS[D(2,1)(2,1)] gLLAQaceefefbkuxtwf reducible gLLAQaceefefjkuxtwf SFS[D(3,1)(2,1)] gLLAQaceefefnkuxtwf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxnenb SFS[D(2,1)(2,1)] gLLAQbcedfeftsanenb SFS[D(2,1)(2,1)] gLLAQbcdefefdfjetvf SFS[D(2,1)(2,1)] gLLAQbcdefefhkshevb SFS[D(2,1)(2,1)] gLLAQbcdefefabjxtbf reducible gLLAQaceeeffboapcmc T2xI gLLAQaceeeffbkuxcmc reducible gLLAQaceeeffjkuxcmc SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxcmc SFS[D(3,1)(2,1)] gLLAQbcedfeftsxftnf SFS[D(2,1)(2,1)] gLLAQbcedfeftsaftnf SFS[D(2,1)(2,1)] gLLAQbcedfeftkaftbf SFS[D(2,1)(2,1)] gLLAQbcedfefdfuftof reducible gLLAQbcedfefdfpftvf reducible gLLAQaceeeffjsaacmc SFS[D(2,1)(2,1)] gLLAQccdefefawvhlwv SFS[D(2,1)(2,1)] gLLAQccdefefawvxlbv reducible gLLAQccdefefawvxljv SFS[D(3,1)(2,1)] gLLAQccdefefawvxlnv SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmcmc reducible gLLAQbcedfefhkafevb reducible gLLAQaceeeffjsxxcmc SFS[D(4,1)(2,1)] gLLAQaceeeffnsxxcmc SFS[D(5,2)(2,1)] gLLAQbcedfefabxftnf SFS[D(5,2)(2,1)] gLLAQbcedfefabxftrf SFS[D(4,1)(2,1)] gLLAQbcedfefhgaftbf T2xI gLLAQaceeeffbkamcmc SFS[D(2,1)(2,1)] gLLAQbcedfefevpfekb SFS[D(4,1)(2,1)] gLLAQbcedfefevpfejb SFS[D(5,2)(2,1)] gLLAQbcedfefevifekb SFS[D(4,1)(2,1)] gLLAQbcedfefeviferb SFS[D(5,2)(2,1)] gLLAQaceeeffjktqwmc SFS[D(5,2)(2,1)] gLLAQaceeeffnktqwmc SFS[D(4,1)(2,1)] gLLAQbcdefefebkaegb SFS[D(2,1)(2,1)] gLLAQbcdefefebkxekb SFS[D(5,2)(2,1)] gLLAQbcdefefebkxerb SFS[D(4,1)(2,1)] gLLAQaceeeffjklljmc SFS[D(2,1)(2,1)] gLLAQcdcefefawriurb SFS[D(2,1)(2,1)] gLLAQcdcefefawrpubb reducible gLLAQcdcefefawrpunb SFS[D(3,1)(2,1)] gLLAQcdcefefawrpujb SFS[D(3,1)(2,1)] gLLAQaceeeffjklxjmc SFS[D(2,1)(2,1)] gLLAQbcedfefdnqrewb SFS[D(2,1)(2,1)] gLLAQbcedfefdnarebb reducible gLLAQbcedfefdnarejb SFS[D(3,1)(2,1)] gLLAQbcedfefdnarenb SFS[D(3,1)(2,1)] gLLAQaceeeffjklpjmc toroidal gLLAQaceeeffnklpjmc SFS[D(5,2)(2,1)] gLLAQbcedfefeourekb SFS[D(5,2)(2,1)] gLLAQbcedfefeourejb toroidal gLLAQbcedfefeodrefb reducible gLLAQbcedfefeodrekb toroidal gLLAQbcedfefeodrerb toroidal gLLAQbcedfeflsqwewb SFS[D(5,2)(2,1)] gLLAQbcedfeflsqwesb SFS[D(4,1)(2,1)] gLLAQbcedfeflsxweob SFS[D(2,1)(2,1)] gLLAQbcedfeflsawenb SFS[D(5,2)(2,1)] gLLAQbcedfeflsawejb SFS[D(4,1)(2,1)] gLLAQbcedfeftsqwevb reducible gLLAQbcedfeftsqwewb toroidal gLLAQbcedfeftsqwesb toroidal gLLAQbcedfeftsxwenb toroidal gLLAQbcedfeftsxwerb SFS[D(5,2)(2,1)] gLLAQbcedfeftsawenb toroidal gLLAQbcedfeftsawejb SFS[D(5,2)(2,1)] gLLAQbcedfefajqntnf SFS[D(4,1)(2,1)] gLLAQbcedfefajqntjf SFS[D(5,2)(2,1)] gLLAQbcedfefajhntrf SFS[D(5,2)(2,1)] gLLAQbcedfefajhntnf SFS[D(4,1)(2,1)] gLLAQbcedfefajantvf SFS[D(2,1)(2,1)] gLLAQbcdefefacjaevb T2xI gLLAQbcdefefxcjxevb T2xI gLLAQaceefefboapefb reducible gLLAQaceefefbsxpefb reducible gLLAQaceefefbruiefb reducible gLLAQaceefefbsaiefb reducible gLLAQaceefefbkaiefb reducible gLLAQaceefefjkaiefb SFS[D(3,1)(3,2)] gLLAQaceefefnkaiefb SFS[D(3,1)(3,1)] gLLAQbcedfefdwlvlsv SFS[D(3,1)(2,1)] gLLAQbcedfefdwuvljv SFS[D(3,1)(2,1)] gLLAQaceefefbbaiefb reducible gLLAQaceefefbsaaefb reducible gLLAQaceefefjsaaefb SFS[D(3,1)(3,2)] gLLAQaceefefnsaaefb SFS[D(3,1)(3,1)] gLLAQccdefefawbhusb SFS[D(3,1)(2,1)] gLLAQccdefefawbxujb SFS[D(3,1)(2,1)] gLLAQaceefefbkaaefb reducible gLLAQaceefefjkaaefb SFS[D(3,1)(3,1)] gLLAQaceefefnkaaefb SFS[D(3,1)(3,2)] gLLAQccdefefakbhusb SFS[D(3,1)(2,1)] gLLAQccdefefakbxujb SFS[D(3,1)(2,1)] gLLAQaceefefjbaaefb reducible gLLAQaceefefnbaaefb reducible gLLAQccdefefaobhusb reducible gLLAQccdefefaobxujb reducible gLLAQaceefefbsamefb reducible gLLAQaceefefbkamefb reducible gLLAQaceefefjkamefb reducible gLLAQaceefefnkamefb reducible gLLAQbcedfefevpvlkv reducible gLLAQbcedfefevivlkv reducible gLLAQaceefefbbamefb reducible gLLAQaceefefbvqmefb reducible gLLAQaceefefbrqaefb reducible gLLAQaceefefbkuxefb reducible gLLAQaceefefjkuxefb SFS[D(3,1)(2,1)] gLLAQaceefefnkuxefb SFS[D(3,1)(2,1)] gLLAQbcedfeftsxbdnf SFS[D(2,1)(2,1)] gLLAQbcedfeftsabdnf SFS[D(2,1)(2,1)] gLLAQaceefefbbxxefb reducible gLLAQaceefefjbxxefb SFS[D(3,1)(2,1)] gLLAQaceefefnbxxefb SFS[D(3,1)(2,1)] gLLAQbcedfefakxbdnf SFS[D(2,1)(2,1)] gLLAQbcedfefakabdnf SFS[D(2,1)(2,1)] gLLAQaceefefbktdevb reducible gLLAQaceefefjktdevb SFS[D(3,1)(3,1)] gLLAQaceefefnktdevb SFS[D(3,1)(3,2)] gLLAQbcdefefdfbelsv SFS[D(3,1)(2,1)] gLLAQbcdefefdfbpljv SFS[D(3,1)(2,1)] gLLAQaceefefbsttevb reducible gLLAQaceefefbkttevb reducible gLLAQaceefefjkttevb reducible gLLAQaceefefnkttevb reducible gLLMQbddfeefabclenf reducible gLLMQbddfeefabcltnf reducible gLLAQaceefefbbttevb reducible gLLAQaceefefbktqevb reducible gLLAQaceefefjktqevb SFS[D(3,1)(3,2)] gLLAQaceefefnktqevb SFS[D(3,1)(3,1)] gLLAQbcdefefebbalkv SFS[D(3,1)(2,1)] gLLAQbcdefefebbxlkv SFS[D(3,1)(2,1)] gLLAQaceefefbklxegb reducible gLLAQaceefefjklxegb toroidal gLLAQaceefefnklxegb toroidal gLLAQbcedfefdnqolvv SFS[D(2,1)(2,1)] gLLAQbcedfefdnqolsv toroidal gLLAQbcedfefdnqolwv SFS[D(2,1)(2,1)] gLLAQbcedfefdnaolbv SFS[D(2,1)(2,1)] gLLAQbcedfefdnaoljv toroidal gLLAQbcedfefdnaolnv SFS[D(2,1)(2,1)] gLLAQaceefefbsllegb reducible gLLAQaceefefbkllegb reducible gLLAQaceefefjkllegb SFS[D(3,1)(3,2)] gLLAQaceefefnkllegb SFS[D(3,1)(3,1)] gLLAQcdcefefacritnf SFS[D(3,1)(2,1)] gLLAQcdcefefacrptnf SFS[D(3,1)(2,1)] gLLAQaceefefbbllegb reducible gLLAQaceefefbklpegb reducible gLLAQaceefefjklpegb SFS[D(3,1)(3,1)] gLLAQaceefefnklpegb SFS[D(3,1)(3,2)] gLLAQbcedfefeouolkv SFS[D(3,1)(2,1)] gLLAQbcedfefeodolkv SFS[D(3,1)(2,1)] gLLAQbcdefefhjotdvf SFS[D(2,1)(2,1)] gLLAQaceefefbsddegb reducible gLLAQbcdefefaootdvf reducible gLLAQaceeeffbkuxsdb reducible gLLAQaceeeffjkuxsdb toroidal gLLAQaceeeffnkuxsdb toroidal gLLAQbcedfeftsxrlov SFS[D(2,1)(2,1)] gLLAQbcedfeftsxrlnv toroidal gLLAQbcedfeftsxrlrv SFS[D(2,1)(2,1)] gLLAQbcedfeftsarlbv SFS[D(2,1)(2,1)] gLLAQbcedfeftsarlnv toroidal gLLAQbcedfeftsarljv SFS[D(2,1)(2,1)] gLLAQccdefefaowetvf reducible gLLAQccdefefaowxtbf reducible gLLAQccdefefqfwetvf SFS[D(2,1)(2,1)] gLLAQaceeeffbktxsdb reducible gLLAQaceeeffjktxsdb SFS[D(3,1)(2,1)] gLLAQaceeeffnktxsdb SFS[D(3,1)(2,1)] gLLAQbcedfeflsxrlnv SFS[D(2,1)(2,1)] gLLAQbcedfeflsarlnv SFS[D(2,1)(2,1)] gLLAQaceeeffbkxxsdb reducible gLLAQaceeeffjkxxsdb SFS[D(3,1)(2,1)] gLLAQaceeeffnkxxsdb SFS[D(3,1)(2,1)] gLLAQbcedfefajhkdrf SFS[D(2,1)(2,1)] gLLAQbcedfefajakdwf SFS[D(2,1)(2,1)] gLLAQbcedfefakarlbv SFS[D(2,1)(2,1)] gLLAQaceeeffbceebdb reducible gLLAQbcdefefagfalvv T2xI gLLAQbcedfeftsqsdvf reducible gLLAQbcedfeftsqsdwf SFS[D(3,1)(2,1)] gLLAQbcedfeftsqsdsf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxsdnf SFS[D(2,1)(2,1)] gLLAQbcedfeftsasdnf SFS[D(2,1)(2,1)] gLLAQbcdefefdfcelvv SFS[D(2,1)(2,1)] gLLAQbcdefefhkghdvf SFS[D(2,1)(2,1)] gLLAQbcdefefabcxlbv reducible gLLAQaceefefbkuxtnf reducible gLLAQaceefefjkuxtnf SFS[D(3,1)(2,1)] gLLAQaceefefnkuxtnf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxjlnv SFS[D(2,1)(2,1)] gLLAQbcedfeftsajlnv SFS[D(2,1)(2,1)] gLLMQbddfeefarnlivf reducible gLLAQbcdefefajwhlvv reducible gLLAQbcdefeftccdlov SFS[D(2,1)(2,1)] gLLAQcdcefefagjauob reducible gLLAQcdcefefhgjhuob SFS[D(2,1)(2,1)] gLLAQaceeeffjktxrmc SFS[D(5,2)(2,1)] gLLAQaceeeffnktxrmc SFS[D(4,1)(2,1)] gLLAQbcedfeflsxkdof SFS[D(2,1)(2,1)] gLLAQbcedfeflsakdnf SFS[D(5,2)(2,1)] gLLAQbcedfeflsakdjf SFS[D(4,1)(2,1)] gLLAQaceeeffbkuxrmc reducible gLLAQaceeeffjkuxrmc toroidal gLLAQaceeeffnkuxrmc toroidal gLLAQbcedfeftsxkdnf toroidal gLLAQbcedfeftsxkdrf SFS[D(5,2)(2,1)] gLLAQbcedfeftsakdnf toroidal gLLAQbcedfeftsakdjf SFS[D(5,2)(2,1)] gLLAQaceeeffjkxxrmc SFS[D(4,1)(2,1)] gLLAQaceeeffnkxxrmc SFS[D(5,2)(2,1)] gLLAQbcedfefajhrlrv SFS[D(5,2)(2,1)] gLLAQbcedfefajhrlnv SFS[D(4,1)(2,1)] gLLAQbcedfefajarlvv SFS[D(2,1)(2,1)] gLLAQbcdefefacradvf T2xI gLLAQbcdefefxcrxdvf T2xI gLLAQccdefefigfatof T2xI gLLAQbcedfeftsqvlvv reducible gLLAQbcedfeftsqvlwv SFS[D(3,1)(2,1)] gLLAQbcedfeftsqvlsv SFS[D(3,1)(2,1)] gLLAQbcedfeftsxvlnv SFS[D(2,1)(2,1)] gLLAQbcedfeftsavlnv SFS[D(2,1)(2,1)] gLLAQbcedfeftkavlbv SFS[D(2,1)(2,1)] gLLAQbcedfefdfuvlov reducible gLLAQbcedfefdfpvlvv reducible gLLAQccdefefawfatrf SFS[D(2,1)(2,1)] gLLAQccdefefawfhtwf SFS[D(2,1)(2,1)] gLLAQccdefefawfxtbf reducible gLLAQccdefefawfxtjf SFS[D(3,1)(2,1)] gLLAQccdefefawfxtnf SFS[D(3,1)(2,1)] gLLAQccdefefdkfhtof reducible gLLAQbcedfefhkabdvf reducible gLLAQbcedfefabqvlwv SFS[D(4,1)(2,1)] gLLAQbcedfefabqvlsv SFS[D(5,2)(2,1)] gLLAQbcedfefabxvlnv SFS[D(5,2)(2,1)] gLLAQbcedfefabxvlrv SFS[D(4,1)(2,1)] gLLAQbcedfefhgavlbv T2xI gLLAQbcedfefevebdvf SFS[D(2,1)(2,1)] gLLAQbcedfefevpbdkf SFS[D(4,1)(2,1)] gLLAQbcedfefevpbdjf SFS[D(5,2)(2,1)] gLLAQbcedfefevibdkf SFS[D(4,1)(2,1)] gLLAQbcedfefevibdrf SFS[D(5,2)(2,1)] gLLAQbcdefefeboqdsf SFS[D(5,2)(2,1)] gLLAQbcdefefeboqdwf SFS[D(4,1)(2,1)] gLLAQbcdefefeboadgf SFS[D(2,1)(2,1)] gLLAQbcdefefeboxdkf SFS[D(5,2)(2,1)] gLLAQbcdefefeboxdrf SFS[D(4,1)(2,1)] gLLAQcdcefefafreuwb SFS[D(2,1)(2,1)] gLLAQcdcefefafriurb SFS[D(2,1)(2,1)] gLLAQcdcefefafrpubb reducible gLLAQcdcefefafrpunb SFS[D(3,1)(2,1)] gLLAQcdcefefafrpujb SFS[D(3,1)(2,1)] gLLAQbcedfefdnxvdrf SFS[D(2,1)(2,1)] gLLAQbcedfefdnqvdwf SFS[D(2,1)(2,1)] gLLAQbcedfefdnavdbf reducible gLLAQbcedfefdnavdjf SFS[D(3,1)(2,1)] gLLAQbcedfefdnavdnf SFS[D(3,1)(2,1)] gLLAQbcedfefeolvdsf toroidal gLLAQbcedfefeolvdwf SFS[D(5,2)(2,1)] gLLAQbcedfefeouvdkf SFS[D(5,2)(2,1)] gLLAQbcedfefeouvdjf toroidal gLLAQbcedfefeodvdff reducible gLLAQbcedfefeodvdkf toroidal gLLAQbcedfefeodvdrf toroidal gLLAQaceefefbkuxpnc reducible gLLAQaceefefjkuxpnc SFS[D(3,1)(2,1)] gLLAQaceefefnkuxpnc SFS[D(3,1)(2,1)] gLLAQbcedfeftsxjdno SFS[D(2,1)(2,1)] gLLAQbcedfeftsajdno SFS[D(2,1)(2,1)] gLLMQbddfeefajnddvv reducible gLLAQbcdefeferwddvo reducible gLLMQbddfeefmvndegv reducible gLLAQaceefefnkddpoc SFS[D(2,1)(2,1)] gLLAQbcdefefaccddno SFS[D(3,1)(2,1)] gLLAQbcdefefaccddro SFS[D(3,1)(2,1)] gLLAQbcdefefaccudjo SFS[D(2,1)(2,1)] gLLAQccdefefakshlvc reducible gLLAQaceeeffbvqmruf reducible gLLAQbcedfeftvtblvc reducible gLLAQbcdefeftvoudvo reducible gLLAQcdeceffiflbxwb reducible gLLAQbcdefeftsohlvc reducible gLLAQcdcefefafvulvc reducible gLLAQcdcefefafvhlvc reducible gLLAQbcedfeftgmvlvc reducible gLLAQaceefefbcadpfc reducible gLLMQbddfeefascddvv reducible gLLAQbcdefefebbddvo reducible gLLMQbddfeefmkcdegv reducible gLLAQccdefefakwhpvc reducible gLLAQaceeeffbvqmsuf reducible gLLAQbcedfeftsqslvc reducible gLLAQbcedfeftsqslwc SFS[D(3,1)(2,1)] gLLAQbcedfeftsqslsc SFS[D(3,1)(2,1)] gLLAQbcedfeftsxslnc SFS[D(2,1)(2,1)] gLLAQbcedfeftsaslnc SFS[D(2,1)(2,1)] gLLAQbcdefeftscudvo reducible gLLAQcdecefficlbtkf reducible gLLAQbcdefeftvgelvc reducible gLLAQcdcefefarvepvc reducible gLLAQcdcefefarvhpvc reducible gLLAQbcdefeftgnllvc reducible gLLAQccdefefdkrhdoo reducible gLLAQcedceffidbbdkb T2xI gLLAQbcdefeftvchpvc reducible gLLAQcedceffiibbqjc reducible gLLAQcedceffiibbqvf reducible gLLAQbcdefefpfgepvc SFS[D(2,1)(2,1)] gLLAQbcdefeftsgepvc reducible gLLAQcdcefefakvudvo reducible gLLAQcdcefefakvedvo reducible gLLAQcdcefefdkrldvo reducible gLLAQaceefefbvqmpwc reducible gLLMQceddfefaiknxbc reducible gLLAQccdefefifvedvo SFS[D(2,1)(2,1)] gLLAQaceeeffbvuacuf T2xI gLLAQaceeeffbkuxcuf reducible gLLAQaceeeffjkuxcuf SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxcuf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxfpnc SFS[D(2,1)(2,1)] gLLAQbcedfeftsafpnc SFS[D(2,1)(2,1)] gLLAQccdefefakvedvo reducible gLLAQccdefefakvudvo reducible gLLAQaceeeffnvplcuf SFS[D(2,1)(2,1)] gLLAQbcedfefeblfpvc reducible gLLAQbcedfefeblfpwc SFS[D(3,1)(2,1)] gLLAQbcedfefeblfpsc SFS[D(3,1)(2,1)] gLLAQbcedfefebdfpkc SFS[D(2,1)(2,1)] gLLAQaceeeffjktlcuf SFS[D(5,2)(2,1)] gLLAQaceeeffnktlcuf SFS[D(4,1)(2,1)] gLLAQccdefefdwvudjo SFS[D(5,2)(2,1)] gLLAQccdefefdwvudno SFS[D(4,1)(2,1)] gLLAQbcedfefpgmfpvc T2xI gLLAQaceeeffbvdxcuf SFS[D(2,1)(2,1)] gLLAQbcedfefpfxfpnc SFS[D(4,1)(2,1)] gLLAQbcedfefpfxfprc SFS[D(5,2)(2,1)] gLLAQbcedfefpfafpnc SFS[D(4,1)(2,1)] gLLAQbcedfefpfafpjc SFS[D(5,2)(2,1)] gLLAQaceeeffbcadcuf reducible gLLAQbcedfefermfpvc reducible gLLAQaceefefbkuxdnc reducible gLLAQaceefefjkuxdnc SFS[D(3,1)(2,1)] gLLAQaceefefnkuxdnc SFS[D(3,1)(2,1)] gLLAQbcedfeftsxjpno SFS[D(2,1)(2,1)] gLLAQbcedfeftsajpno SFS[D(2,1)(2,1)] gLLMQbddfeefxvnimfg SFS[D(2,1)(2,1)] gLLAQbcdefeftrwipoo SFS[D(3,1)(2,1)] gLLMQbddfeefmrniqgg reducible gLLMQbddfeefhoniivg SFS[D(3,1)(2,1)] gLLAQbcdefeflrwipoo SFS[D(3,1)(2,1)] gLLAQbcdefefdfnepvb SFS[D(3,1)(2,1)] gLLAQbcdefefhvnmpob SFS[D(2,1)(2,1)] gLLAQbcdefefhkwhpvo SFS[D(3,1)(2,1)] gLLAQbcdefefebnapgb SFS[D(3,1)(2,1)] gLLAQbcdefefmbnapgb reducible gLLAQaceefefbrqddoc reducible gLLAQaceefefbrqqdoc reducible gLLAQaceefefbrqtdoc reducible gLLAQaceefefbbaqdoc reducible gLLAQaceefefbritdoc reducible gLLAQaceefefbrutdoc reducible gLLAQaceeeffbkuxref reducible gLLAQaceeeffjkuxref SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxref SFS[D(3,1)(2,1)] gLLAQbcedfeftsxkpnb SFS[D(2,1)(2,1)] gLLAQbcedfeftsakpnb SFS[D(2,1)(2,1)] gLLMQbddfeefxsfilgg SFS[D(3,1)(2,1)] gLLAQbcdefefdffepvo SFS[D(3,1)(2,1)] gLLAQbcdefefebfapgo SFS[D(3,1)(2,1)] gLLMQbddfeefmsfilgg reducible gLLMQbddfeefhgfieog SFS[D(2,1)(2,1)] gLLAQbcdefefhkfhpvb SFS[D(3,1)(2,1)] gLLAQbcdefeflrfipob SFS[D(3,1)(2,1)] gLLAQbcdefeftrfipob SFS[D(3,1)(2,1)] gLLAQbcdefefhvfmpoo SFS[D(2,1)(2,1)] gLLAQbcdefefmbfapgo reducible gLLAQaceeeffbbaqnef reducible gLLAQaceeeffbrqqnef reducible gLLAQaceeeffbrqdnef reducible gLLAQaceeeffbritnef reducible gLLAQaceeeffbrqtnef reducible gLLAQaceeeffbrutnef reducible gLLAQccdefefhkfadvc SFS[D(2,1)(2,1)] gLLAQccdefefigfadoc T2xI gLLAQbcedfeftsqvpvo reducible gLLAQbcedfeftsqvpwo toroidal gLLAQbcedfeftsqvpso toroidal gLLAQbcedfeftsxvpoo SFS[D(3,1)(2,1)] gLLAQbcedfeftsxvpno toroidal gLLAQbcedfeftsxvpro SFS[D(3,1)(2,1)] gLLAQbcedfeftsavpno toroidal gLLAQbcedfeftsavpjo SFS[D(7,2)(2,1)] gLLAQccdefefakfadnc SFS[D(2,1)(2,1)] gLLAQccdefefakfhdvc reducible gLLAQccdefefakfhdsc SFS[D(3,1)(2,1)] gLLAQccdefefakfhdwc SFS[D(3,1)(2,1)] gLLAQccdefefakfxdnc SFS[D(2,1)(2,1)] gLLAQccdefefdwftdvc T2xI gLLAQccdefefdwfadvc T2xI gLLAQccdefefdkfhdoc reducible gLLAQccdefefqffedvc SFS[D(3,1)(2,1)] gLLAQbcedfeflsqvpwo SFS[D(8,3)(2,1)] gLLAQbcedfeflsqvpso SFS[D(7,3)(2,1)] gLLAQbcedfeflsxvpoo SFS[D(3,1)(2,1)] gLLAQbcedfeflsxvpno SFS[D(3,1)(2,1)] gLLAQbcedfeflsxvpro reducible gLLAQbcedfeflsavpbo SFS[D(2,1)(2,1)] gLLAQbcedfeflsavpno SFS[D(7,2)(2,1)] gLLAQbcedfeflsavpjo SFS[D(5,1)(2,1)] gLLAQbcedfefpopbpob T2xI gLLAQbcedfefdwdbprb toroidal gLLAQbcedfefdwdbpnb SFS[D(7,2)(2,1)] gLLAQbcedfefdwlbpvb SFS[D(3,1)(2,1)] gLLAQbcedfefdwlbpsb SFS[D(3,1)(2,1)] gLLAQbcedfefdwlbpwb toroidal gLLAQbcedfefdwubpbb reducible gLLAQbcedfefdwubpjb toroidal gLLAQbcedfefdwubpnb toroidal gLLAQbcedfefhohbpob SFS[D(2,1)(2,1)] gLLAQbcedfefajqbpjb SFS[D(2,1)(2,1)] gLLAQbcedfefajhbpob reducible gLLAQbcedfefajhbprb SFS[D(3,1)(2,1)] gLLAQbcedfefajhbpnb SFS[D(3,1)(2,1)] gLLAQbcedfefajabpsb SFS[D(2,1)(2,1)] gLLAQbcedfefhgmvpvo SFS[D(3,1)(2,1)] gLLAQbcedfefevebpvb SFS[D(2,1)(2,1)] gLLAQbcedfefevebpsb SFS[D(7,2)(2,1)] gLLAQbcedfefevebpwb SFS[D(5,1)(2,1)] gLLAQbcedfefevpbpgb SFS[D(3,1)(2,1)] gLLAQbcedfefevpbpkb reducible gLLAQbcedfefevpbpjb SFS[D(3,1)(2,1)] gLLAQbcedfefevibpkb SFS[D(8,3)(2,1)] gLLAQbcedfefevibprb SFS[D(7,3)(2,1)] gLLAQbcedfefmklvpvo T2xI gLLAQbcedfefmkavpfo T2xI gLLAQbcedfefmrdbpgb reducible gLLAQbcdefefdfoiprb SFS[D(2,1)(2,1)] gLLAQbcdefefdfoepwb SFS[D(2,1)(2,1)] gLLAQbcdefefdfoppbb reducible gLLAQbcdefefdfoppjb SFS[D(3,1)(2,1)] gLLAQbcdefefdfoppnb SFS[D(3,1)(2,1)] gLLAQbcedfefdnxvprb SFS[D(2,1)(2,1)] gLLAQbcedfefdnqvpwb SFS[D(2,1)(2,1)] gLLAQbcedfefdnavpbb reducible gLLAQbcedfefdnavpjb SFS[D(3,1)(2,1)] gLLAQbcedfefdnavpnb SFS[D(3,1)(2,1)] gLLAQccdefefqfbeevc SFS[D(3,1)(2,1)] gLLAQaceefefboaplff T2xI gLLAQaceefefjkailff toroidal gLLAQaceefefnkailff SFS[D(7,2)(2,1)] gLLAQbcedfefdwlvpvo SFS[D(3,1)(2,1)] gLLAQbcedfefdwlvpso SFS[D(3,1)(2,1)] gLLAQbcedfefdwlvpwo toroidal gLLAQbcedfefdwuvpbo reducible gLLAQbcedfefdwuvpjo toroidal gLLAQbcedfefdwuvpno toroidal gLLAQaceefefnkaalff SFS[D(2,1)(2,1)] gLLAQccdefefakbhevc reducible gLLAQccdefefakbhesc SFS[D(3,1)(2,1)] gLLAQccdefefakbhewc SFS[D(3,1)(2,1)] gLLAQccdefefakbxenc SFS[D(2,1)(2,1)] gLLAQaceefefbkamlff SFS[D(2,1)(2,1)] gLLAQaceefefjkamlff SFS[D(7,2)(2,1)] gLLAQaceefefnkamlff SFS[D(5,1)(2,1)] gLLAQbcedfefevpvpgo SFS[D(3,1)(2,1)] gLLAQbcedfefevpvpko reducible gLLAQbcedfefevpvpjo SFS[D(3,1)(2,1)] gLLAQbcedfefevivpko SFS[D(8,3)(2,1)] gLLAQbcedfefevivpro SFS[D(7,3)(2,1)] gLLAQccdefefdwbaevc T2xI gLLAQccdefefdwbtevc T2xI gLLAQaceefefbvqmlff reducible gLLAQccdefefhkbaevc SFS[D(2,1)(2,1)] gLLAQbcedfefpopvpoo T2xI gLLAQbcedfefhgmbpvb SFS[D(3,1)(2,1)] gLLAQaceefefjktxlff SFS[D(8,3)(2,1)] gLLAQaceefefnktxlff SFS[D(7,3)(2,1)] gLLAQbcedfeflsxbpob SFS[D(3,1)(2,1)] gLLAQbcedfeflsxbpnb SFS[D(3,1)(2,1)] gLLAQbcedfeflsxbprb reducible gLLAQbcedfeflsabpbb SFS[D(2,1)(2,1)] gLLAQbcedfeflsabpnb SFS[D(7,2)(2,1)] gLLAQbcedfeflsabpjb SFS[D(5,1)(2,1)] gLLAQaceefefbkuxlff reducible gLLAQaceefefjkuxlff toroidal gLLAQaceefefnkuxlff toroidal gLLAQbcedfeftsxbpob SFS[D(3,1)(2,1)] gLLAQbcedfeftsxbpnb toroidal gLLAQbcedfeftsxbprb SFS[D(3,1)(2,1)] gLLAQbcedfeftsabpnb toroidal gLLAQbcedfeftsabpjb SFS[D(7,2)(2,1)] gLLAQaceefefnkxxlff SFS[D(2,1)(2,1)] gLLAQbcedfefajhvpoo reducible gLLAQbcedfefajhvpro SFS[D(3,1)(2,1)] gLLAQbcedfefajhvpno SFS[D(3,1)(2,1)] gLLAQbcedfefajavpso SFS[D(2,1)(2,1)] gLLAQbcedfefhohvpoo SFS[D(2,1)(2,1)] gLLAQbcedfefmrdvpgo reducible gLLAQbcedfefmkabpfb T2xI gLLAQbcedfefmklbpvb T2xI gLLAQaceefefjktdlvf SFS[D(2,1)(2,1)] gLLAQbcdefefdfbepwo SFS[D(2,1)(2,1)] gLLAQbcdefefdfbppbo reducible gLLAQbcdefefdfbppjo SFS[D(3,1)(2,1)] gLLAQbcdefefdfbppno SFS[D(3,1)(2,1)] gLLAQaceefefjklxlgf SFS[D(2,1)(2,1)] gLLAQbcedfefdnqopwo SFS[D(2,1)(2,1)] gLLAQbcedfefdnaopbo reducible gLLAQbcedfefdnaopjo SFS[D(3,1)(2,1)] gLLAQbcedfefdnaopno SFS[D(3,1)(2,1)] gLLAQaceeeffbkuxsic reducible gLLAQaceeeffjkuxsic SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxsic SFS[D(3,1)(2,1)] gLLAQbcedfeftsxrpno SFS[D(2,1)(2,1)] gLLAQbcedfeftsarpno SFS[D(2,1)(2,1)] gLLAQcdecefflkhvpfb reducible gLLAQcdecefflklvarb reducible gLLAQbcdefeflsrapob reducible gLLAQbcdefeftsrapob reducible gLLAQbcdefefajkapoo reducible gLLAQbcdefefhokapoo reducible gLLAQbcedfeftsqspvb reducible gLLAQbcedfeftsqspwb SFS[D(3,1)(2,1)] gLLAQbcedfeftsqspsb SFS[D(3,1)(2,1)] gLLAQbcedfeftsxspnb SFS[D(2,1)(2,1)] gLLAQbcedfeftsaspnb SFS[D(2,1)(2,1)] gLLAQbcdefeftscapoo reducible gLLAQcdecefflclvawb reducible gLLAQcdecefflcxvawb reducible gLLAQbcdefeflscapoo reducible gLLAQbcdefefhogapob reducible gLLAQbcdefefajgapob reducible gLLAQaceefefbkuxdwc reducible gLLAQaceefefjkuxdwc toroidal gLLAQaceefefnkuxdwc toroidal gLLAQbcedfeftsxnlof SFS[D(2,1)(2,1)] gLLAQbcedfeftsxnlnf toroidal gLLAQbcedfeftsxnlrf SFS[D(2,1)(2,1)] gLLAQbcedfeftsanlbf SFS[D(2,1)(2,1)] gLLAQbcedfeftsanlnf toroidal gLLAQbcedfeftsanljf SFS[D(2,1)(2,1)] gLLAQccdefefaojetvv reducible gLLAQccdefefaojxtbv reducible gLLAQccdefefqfjetvv SFS[D(2,1)(2,1)] gLLAQaceefefbktxdwc reducible gLLAQaceefefjktxdwc SFS[D(3,1)(2,1)] gLLAQaceefefnktxdwc SFS[D(3,1)(2,1)] gLLAQbcedfeflsxnlnf SFS[D(2,1)(2,1)] gLLAQbcedfeflsanlnf SFS[D(2,1)(2,1)] gLLAQaceefefbkxxdwc reducible gLLAQaceefefjkxxdwc SFS[D(3,1)(2,1)] gLLAQaceefefnkxxdwc SFS[D(3,1)(2,1)] gLLAQbcedfefajhwdrc SFS[D(2,1)(2,1)] gLLAQbcedfefajawdwc SFS[D(2,1)(2,1)] gLLAQbcedfefakanlbf SFS[D(2,1)(2,1)] gLLAQaceefefbceedcc reducible gLLAQbcdefefaggalvf T2xI gLLAQaceeeffboapcef reducible gLLAQaceeeffbsxpcef reducible gLLAQaceeeffbruicef reducible gLLAQaceeeffbsaicef reducible gLLAQaceeeffbkaicef reducible gLLAQaceeeffjkaicef SFS[D(3,1)(3,2)] gLLAQaceeeffnkaicef SFS[D(3,1)(3,1)] gLLAQbcedfefdwlflsf SFS[D(3,1)(2,1)] gLLAQbcedfefdwufljf SFS[D(3,1)(2,1)] gLLAQaceeeffbbaicef reducible gLLAQaceeeffbsaacef reducible gLLAQaceeeffjsaacef SFS[D(3,1)(3,2)] gLLAQaceeeffnsaacef SFS[D(3,1)(3,1)] gLLAQccdefefawvhpso SFS[D(3,1)(2,1)] gLLAQccdefefawvxpjo SFS[D(3,1)(2,1)] gLLAQaceeeffbkaacef reducible gLLAQaceeeffjkaacef SFS[D(3,1)(3,1)] gLLAQaceeeffnkaacef SFS[D(3,1)(3,2)] gLLAQccdefefakvhpso SFS[D(3,1)(2,1)] gLLAQccdefefakvxpjo SFS[D(3,1)(2,1)] gLLAQaceeeffjbaacef reducible gLLAQaceeeffnbaacef reducible gLLAQccdefefaovhpso reducible gLLAQccdefefaovxpjo reducible gLLAQaceeeffbsamcef reducible gLLAQaceeeffbkamcef reducible gLLAQaceeeffjkamcef reducible gLLAQaceeeffnkamcef reducible gLLAQbcedfefevpflkf reducible gLLAQbcedfefeviflkf reducible gLLAQaceeeffbbamcef reducible gLLAQaceeeffbvqmcef reducible gLLAQaceeeffbrqacef reducible gLLAQaceeeffbkuxcef reducible gLLAQaceeeffjkuxcef SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxcef SFS[D(3,1)(2,1)] gLLAQbcedfeftsxfdnc SFS[D(2,1)(2,1)] gLLAQbcedfeftsafdnc SFS[D(2,1)(2,1)] gLLAQaceeeffbbxxcef reducible gLLAQaceeeffjbxxcef SFS[D(3,1)(2,1)] gLLAQaceeeffnbxxcef SFS[D(3,1)(2,1)] gLLAQbcedfefakxfdnc SFS[D(2,1)(2,1)] gLLAQbcedfefakafdnc SFS[D(2,1)(2,1)] gLLAQaceeeffbktdwef reducible gLLAQaceeeffjktdwef SFS[D(3,1)(3,1)] gLLAQaceeeffnktdwef SFS[D(3,1)(3,2)] gLLAQbcdefefdfkelsf SFS[D(3,1)(2,1)] gLLAQbcdefefdfkpljf SFS[D(3,1)(2,1)] gLLAQaceeeffbsttwef reducible gLLAQaceeeffbkttwef reducible gLLAQaceeeffjkttwef reducible gLLAQaceeeffnkttwef reducible gLLAQcedceffuajbhns reducible gLLAQcedceffuajbhcj reducible gLLAQaceeeffbbttwef reducible gLLAQaceeeffbktqwef reducible gLLAQaceeeffjktqwef SFS[D(3,1)(3,2)] gLLAQaceeeffnktqwef SFS[D(3,1)(3,1)] gLLAQbcdefefebkalkf SFS[D(3,1)(2,1)] gLLAQbcdefefebkxlkf SFS[D(3,1)(2,1)] gLLAQaceeeffbklxjef reducible gLLAQaceeeffjklxjef toroidal gLLAQaceeeffnklxjef toroidal gLLAQbcedfefdnqrlvf SFS[D(2,1)(2,1)] gLLAQbcedfefdnqrlsf toroidal gLLAQbcedfefdnqrlwf SFS[D(2,1)(2,1)] gLLAQbcedfefdnarlbf SFS[D(2,1)(2,1)] gLLAQbcedfefdnarljf toroidal gLLAQbcedfefdnarlnf SFS[D(2,1)(2,1)] gLLAQaceeeffbslljef reducible gLLAQaceeeffbklljef reducible gLLAQaceeeffjklljef SFS[D(3,1)(3,2)] gLLAQaceeeffnklljef SFS[D(3,1)(3,1)] gLLAQcdcefefawritnv SFS[D(3,1)(2,1)] gLLAQcdcefefawrptnv SFS[D(3,1)(2,1)] gLLAQaceeeffbblljef reducible gLLAQaceeeffbklpjef reducible gLLAQaceeeffjklpjef SFS[D(3,1)(3,1)] gLLAQaceeeffnklpjef SFS[D(3,1)(3,2)] gLLAQbcedfefeourlkf SFS[D(3,1)(2,1)] gLLAQbcedfefeodrlkf SFS[D(3,1)(2,1)] gLLAQbcdefefhjktdvc SFS[D(2,1)(2,1)] gLLAQaceeeffbsddjef reducible gLLAQbcdefefaoktdvc reducible gLLAQbcedfeftsqwlvf reducible gLLAQbcedfeftsqwlwf SFS[D(3,1)(2,1)] gLLAQbcedfeftsqwlsf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxwlnf SFS[D(2,1)(2,1)] gLLAQbcedfeftsawlnf SFS[D(2,1)(2,1)] gLLAQcedcefflabvqkb reducible gLLAQbcdefefajchlvf reducible gLLAQbcdefeftcjdlof SFS[D(2,1)(2,1)] gLLAQcdcefefakjapoo reducible gLLAQcdcefefhkjhpoo SFS[D(2,1)(2,1)] gLLAQaceefefbkuxlwf reducible gLLAQaceefefjkuxlwf SFS[D(3,1)(2,1)] gLLAQaceefefnkuxlwf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxndnc SFS[D(2,1)(2,1)] gLLAQbcedfeftsandnc SFS[D(2,1)(2,1)] gLLAQbcdefefdfjelvf SFS[D(2,1)(2,1)] gLLAQbcdefefhkshdvc SFS[D(2,1)(2,1)] gLLAQbcdefefabjxlbf reducible gLLAQaceeeffboapcic T2xI gLLAQaceeeffbkuxcic reducible gLLAQaceeeffjkuxcic SFS[D(3,1)(2,1)] gLLAQaceeeffnkuxcic SFS[D(3,1)(2,1)] gLLAQbcedfeftsxflnf SFS[D(2,1)(2,1)] gLLAQbcedfeftsaflnf SFS[D(2,1)(2,1)] gLLAQbcedfeftkaflbf SFS[D(2,1)(2,1)] gLLAQbcedfefdfuflof reducible gLLAQbcedfefdfpflvf reducible gLLAQaceeeffjsaacic SFS[D(2,1)(2,1)] gLLAQccdefefawvhtwv SFS[D(2,1)(2,1)] gLLAQccdefefawvxtbv reducible gLLAQccdefefawvxtjv SFS[D(3,1)(2,1)] gLLAQccdefefawvxtnv SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmcic reducible gLLAQbcedfefhkafdvc reducible gLLAQaceeeffjsxxcic SFS[D(4,1)(2,1)] gLLAQaceeeffnsxxcic SFS[D(5,2)(2,1)] gLLAQbcedfefabxflnf SFS[D(5,2)(2,1)] gLLAQbcedfefabxflrf SFS[D(4,1)(2,1)] gLLAQbcedfefhgaflbf T2xI gLLAQaceeeffbkamcic SFS[D(2,1)(2,1)] gLLAQbcedfefevpfdkc SFS[D(4,1)(2,1)] gLLAQbcedfefevpfdjc SFS[D(5,2)(2,1)] gLLAQbcedfefevifdkc SFS[D(4,1)(2,1)] gLLAQbcedfefevifdrc SFS[D(5,2)(2,1)] gLLAQaceeeffjktqwic SFS[D(5,2)(2,1)] gLLAQaceeeffnktqwic SFS[D(4,1)(2,1)] gLLAQbcdefefebkadgc SFS[D(2,1)(2,1)] gLLAQbcdefefebkxdkc SFS[D(5,2)(2,1)] gLLAQbcdefefebkxdrc SFS[D(4,1)(2,1)] gLLAQaceeeffjklljic SFS[D(2,1)(2,1)] gLLAQcdcefefawripro SFS[D(2,1)(2,1)] gLLAQcdcefefawrppbo reducible gLLAQcdcefefawrppno SFS[D(3,1)(2,1)] gLLAQcdcefefawrppjo SFS[D(3,1)(2,1)] gLLAQaceeeffjklxjic SFS[D(2,1)(2,1)] gLLAQbcedfefdnqrdwc SFS[D(2,1)(2,1)] gLLAQbcedfefdnardbc reducible gLLAQbcedfefdnardjc SFS[D(3,1)(2,1)] gLLAQbcedfefdnardnc SFS[D(3,1)(2,1)] gLLAQaceeeffjklpjic toroidal gLLAQaceeeffnklpjic SFS[D(5,2)(2,1)] gLLAQbcedfefeourdkc SFS[D(5,2)(2,1)] gLLAQbcedfefeourdjc toroidal gLLAQbcedfefeodrdfc reducible gLLAQbcedfefeodrdkc toroidal gLLAQbcedfefeodrdrc toroidal gLLAQbcedfeflsqwdwc SFS[D(5,2)(2,1)] gLLAQbcedfeflsqwdsc SFS[D(4,1)(2,1)] gLLAQbcedfeflsxwdoc SFS[D(2,1)(2,1)] gLLAQbcedfeflsawdnc SFS[D(5,2)(2,1)] gLLAQbcedfeflsawdjc SFS[D(4,1)(2,1)] gLLAQbcedfeftsqwdvc reducible gLLAQbcedfeftsqwdwc toroidal gLLAQbcedfeftsqwdsc toroidal gLLAQbcedfeftsxwdnc toroidal gLLAQbcedfeftsxwdrc SFS[D(5,2)(2,1)] gLLAQbcedfeftsawdnc toroidal gLLAQbcedfeftsawdjc SFS[D(5,2)(2,1)] gLLAQbcedfefajqnlnf SFS[D(4,1)(2,1)] gLLAQbcedfefajqnljf SFS[D(5,2)(2,1)] gLLAQbcedfefajhnlrf SFS[D(5,2)(2,1)] gLLAQbcedfefajhnlnf SFS[D(4,1)(2,1)] gLLAQbcedfefajanlvf SFS[D(2,1)(2,1)] gLLAQbcdefefacjadvc T2xI gLLAQbcdefefxcjxdvc T2xI gLLAQaceefefboapdfc reducible gLLAQaceefefbsxpdfc reducible gLLAQaceefefbruidfc reducible gLLAQaceefefbsaidfc reducible gLLAQaceefefbkaidfc reducible gLLAQaceefefjkaidfc SFS[D(3,1)(3,2)] gLLAQaceefefnkaidfc SFS[D(3,1)(3,1)] gLLAQbcedfefdwlvtsv SFS[D(3,1)(2,1)] gLLAQbcedfefdwuvtjv SFS[D(3,1)(2,1)] gLLAQaceefefbbaidfc reducible gLLAQaceefefbsaadfc reducible gLLAQaceefefjsaadfc SFS[D(3,1)(3,2)] gLLAQaceefefnsaadfc SFS[D(3,1)(3,1)] gLLAQccdefefawbhpsb SFS[D(3,1)(2,1)] gLLAQccdefefawbxpjb SFS[D(3,1)(2,1)] gLLAQaceefefbkaadfc reducible gLLAQaceefefjkaadfc SFS[D(3,1)(3,1)] gLLAQaceefefnkaadfc SFS[D(3,1)(3,2)] gLLAQccdefefakbhpsb SFS[D(3,1)(2,1)] gLLAQccdefefakbxpjb SFS[D(3,1)(2,1)] gLLAQaceefefjbaadfc reducible gLLAQaceefefnbaadfc reducible gLLAQccdefefaobhpsb reducible gLLAQccdefefaobxpjb reducible gLLAQaceefefbsamdfc reducible gLLAQaceefefbkamdfc reducible gLLAQaceefefjkamdfc reducible gLLAQaceefefnkamdfc reducible gLLAQbcedfefevpvtkv reducible gLLAQbcedfefevivtkv reducible gLLAQaceefefbbamdfc reducible gLLAQaceefefbvqmdfc reducible gLLAQaceefefbrqadfc reducible gLLAQaceefefbkuxdfc reducible gLLAQaceefefjkuxdfc SFS[D(3,1)(2,1)] gLLAQaceefefnkuxdfc SFS[D(3,1)(2,1)] gLLAQbcedfeftsxbenc SFS[D(2,1)(2,1)] gLLAQbcedfeftsabenc SFS[D(2,1)(2,1)] gLLAQaceefefbbxxdfc reducible gLLAQaceefefjbxxdfc SFS[D(3,1)(2,1)] gLLAQaceefefnbxxdfc SFS[D(3,1)(2,1)] gLLAQbcedfefakxbenc SFS[D(2,1)(2,1)] gLLAQbcedfefakabenc SFS[D(2,1)(2,1)] gLLAQaceefefbktddvc reducible gLLAQaceefefjktddvc SFS[D(3,1)(3,1)] gLLAQaceefefnktddvc SFS[D(3,1)(3,2)] gLLAQbcdefefdfbetsv SFS[D(3,1)(2,1)] gLLAQbcdefefdfbptjv SFS[D(3,1)(2,1)] gLLAQaceefefbsttdvc reducible gLLAQaceefefbkttdvc reducible gLLAQaceefefjkttdvc reducible gLLAQaceefefnkttdvc reducible gLLMQbddfeefabctenv reducible gLLMQbddfeefabcttnv reducible gLLAQaceefefbbttdvc reducible gLLAQaceefefbktqdvc reducible gLLAQaceefefjktqdvc SFS[D(3,1)(3,2)] gLLAQaceefefnktqdvc SFS[D(3,1)(3,1)] gLLAQbcdefefebbatkv SFS[D(3,1)(2,1)] gLLAQbcdefefebbxtkv SFS[D(3,1)(2,1)] gLLAQaceefefbklxdgc reducible gLLAQaceefefjklxdgc toroidal gLLAQaceefefnklxdgc toroidal gLLAQbcedfefdnqotvv SFS[D(2,1)(2,1)] gLLAQbcedfefdnqotsv toroidal gLLAQbcedfefdnqotwv SFS[D(2,1)(2,1)] gLLAQbcedfefdnaotbv SFS[D(2,1)(2,1)] gLLAQbcedfefdnaotjv toroidal gLLAQbcedfefdnaotnv SFS[D(2,1)(2,1)] gLLAQaceefefbslldgc reducible gLLAQaceefefbklldgc reducible gLLAQaceefefjklldgc SFS[D(3,1)(3,2)] gLLAQaceefefnklldgc SFS[D(3,1)(3,1)] gLLAQcdcefefacrilnf SFS[D(3,1)(2,1)] gLLAQcdcefefacrplnf SFS[D(3,1)(2,1)] gLLAQaceefefbblldgc reducible gLLAQaceefefbklpdgc reducible gLLAQaceefefjklpdgc SFS[D(3,1)(3,1)] gLLAQaceefefnklpdgc SFS[D(3,1)(3,2)] gLLAQbcedfefeouotkv SFS[D(3,1)(2,1)] gLLAQbcedfefeodotkv SFS[D(3,1)(2,1)] gLLAQbcdefefhjotevc SFS[D(2,1)(2,1)] gLLAQaceefefbsdddgc reducible gLLAQbcdefefaootevc reducible gLLAQaceeeffbkuxsef reducible gLLAQaceeeffjkuxsef toroidal gLLAQaceeeffnkuxsef toroidal gLLAQbcedfeftsxrtov SFS[D(2,1)(2,1)] gLLAQbcedfeftsxrtnv toroidal gLLAQbcedfeftsxrtrv SFS[D(2,1)(2,1)] gLLAQbcedfeftsartbv SFS[D(2,1)(2,1)] gLLAQbcedfeftsartnv toroidal gLLAQbcedfeftsartjv SFS[D(2,1)(2,1)] gLLAQccdefefaowelvf reducible gLLAQccdefefaowxlbf reducible gLLAQccdefefqfwelvf SFS[D(2,1)(2,1)] gLLAQaceeeffbktxsef reducible gLLAQaceeeffjktxsef SFS[D(3,1)(2,1)] gLLAQaceeeffnktxsef SFS[D(3,1)(2,1)] gLLAQbcedfeflsxrtnv SFS[D(2,1)(2,1)] gLLAQbcedfeflsartnv SFS[D(2,1)(2,1)] gLLAQaceeeffbkxxsef reducible gLLAQaceeeffjkxxsef SFS[D(3,1)(2,1)] gLLAQaceeeffnkxxsef SFS[D(3,1)(2,1)] gLLAQbcedfefajhkerc SFS[D(2,1)(2,1)] gLLAQbcedfefajakewc SFS[D(2,1)(2,1)] gLLAQbcedfefakartbv SFS[D(2,1)(2,1)] gLLAQaceeeffbceebef reducible gLLAQbcdefefagfatvv T2xI gLLAQbcedfeftsqsevc reducible gLLAQbcedfeftsqsewc SFS[D(3,1)(2,1)] gLLAQbcedfeftsqsesc SFS[D(3,1)(2,1)] gLLAQbcedfeftsxsenc SFS[D(2,1)(2,1)] gLLAQbcedfeftsasenc SFS[D(2,1)(2,1)] gLLAQbcdefefdfcetvv SFS[D(2,1)(2,1)] gLLAQbcdefefhkghevc SFS[D(2,1)(2,1)] gLLAQbcdefefabcxtbv reducible gLLAQaceefefbkuxlnf reducible gLLAQaceefefjkuxlnf SFS[D(3,1)(2,1)] gLLAQaceefefnkuxlnf SFS[D(3,1)(2,1)] gLLAQbcedfeftsxjtnv SFS[D(2,1)(2,1)] gLLAQbcedfeftsajtnv SFS[D(2,1)(2,1)] gLLMQbddfeefarntivv reducible gLLAQbcdefefajwhtvv reducible gLLAQbcdefeftccdtov SFS[D(2,1)(2,1)] gLLAQcdcefefagjapob reducible gLLAQcdcefefhgjhpob SFS[D(2,1)(2,1)] gLLAQaceeeffjktxric SFS[D(5,2)(2,1)] gLLAQaceeeffnktxric SFS[D(4,1)(2,1)] gLLAQbcedfeflsxkeoc SFS[D(2,1)(2,1)] gLLAQbcedfeflsakenc SFS[D(5,2)(2,1)] gLLAQbcedfeflsakejc SFS[D(4,1)(2,1)] gLLAQaceeeffbkuxric reducible gLLAQaceeeffjkuxric toroidal gLLAQaceeeffnkuxric toroidal gLLAQbcedfeftsxkenc toroidal gLLAQbcedfeftsxkerc SFS[D(5,2)(2,1)] gLLAQbcedfeftsakenc toroidal gLLAQbcedfeftsakejc SFS[D(5,2)(2,1)] gLLAQaceeeffjkxxric SFS[D(4,1)(2,1)] gLLAQaceeeffnkxxric SFS[D(5,2)(2,1)] gLLAQbcedfefajhrtrv SFS[D(5,2)(2,1)] gLLAQbcedfefajhrtnv SFS[D(4,1)(2,1)] gLLAQbcedfefajartvv SFS[D(2,1)(2,1)] gLLAQbcdefefacraevc T2xI gLLAQbcdefefxcrxevc T2xI gLLAQccdefefigfalof T2xI gLLAQbcedfeftsqvtvv reducible gLLAQbcedfeftsqvtwv SFS[D(3,1)(2,1)] gLLAQbcedfeftsqvtsv SFS[D(3,1)(2,1)] gLLAQbcedfeftsxvtnv SFS[D(2,1)(2,1)] gLLAQbcedfeftsavtnv SFS[D(2,1)(2,1)] gLLAQbcedfeftkavtbv SFS[D(2,1)(2,1)] gLLAQbcedfefdfuvtov reducible gLLAQbcedfefdfpvtvv reducible gLLAQccdefefawfalrf SFS[D(2,1)(2,1)] gLLAQccdefefawfhlwf SFS[D(2,1)(2,1)] gLLAQccdefefawfxlbf reducible gLLAQccdefefawfxljf SFS[D(3,1)(2,1)] gLLAQccdefefawfxlnf SFS[D(3,1)(2,1)] gLLAQccdefefdkfhlof reducible gLLAQbcedfefhkabevc reducible gLLAQbcedfefabqvtwv SFS[D(4,1)(2,1)] gLLAQbcedfefabqvtsv SFS[D(5,2)(2,1)] gLLAQbcedfefabxvtnv SFS[D(5,2)(2,1)] gLLAQbcedfefabxvtrv SFS[D(4,1)(2,1)] gLLAQbcedfefhgavtbv T2xI gLLAQbcedfefevebevc SFS[D(2,1)(2,1)] gLLAQbcedfefevpbekc SFS[D(4,1)(2,1)] gLLAQbcedfefevpbejc SFS[D(5,2)(2,1)] gLLAQbcedfefevibekc SFS[D(4,1)(2,1)] gLLAQbcedfefeviberc SFS[D(5,2)(2,1)] gLLAQbcdefefeboqesc SFS[D(5,2)(2,1)] gLLAQbcdefefeboqewc SFS[D(4,1)(2,1)] gLLAQbcdefefeboaegc SFS[D(2,1)(2,1)] gLLAQbcdefefeboxekc SFS[D(5,2)(2,1)] gLLAQbcdefefeboxerc SFS[D(4,1)(2,1)] gLLAQcdcefefafrepwb SFS[D(2,1)(2,1)] gLLAQcdcefefafriprb SFS[D(2,1)(2,1)] gLLAQcdcefefafrppbb reducible gLLAQcdcefefafrppnb SFS[D(3,1)(2,1)] gLLAQcdcefefafrppjb SFS[D(3,1)(2,1)] gLLAQbcedfefdnxverc SFS[D(2,1)(2,1)] gLLAQbcedfefdnqvewc SFS[D(2,1)(2,1)] gLLAQbcedfefdnavebc reducible gLLAQbcedfefdnavejc SFS[D(3,1)(2,1)] gLLAQbcedfefdnavenc SFS[D(3,1)(2,1)] gLLAQbcedfefeolvesc toroidal gLLAQbcedfefeolvewc SFS[D(5,2)(2,1)] gLLAQbcedfefeouvekc SFS[D(5,2)(2,1)] gLLAQbcedfefeouvejc toroidal gLLAQbcedfefeodvefc reducible gLLAQbcedfefeodvekc toroidal gLLAQbcedfefeodverc toroidal gLLAQaceefefbbupanf T2xI gLLAQbcedfefdgmjavv SFS[D(5,2)(2,1)] gLLAQbcedfefdgajabv SFS[D(3,1)(2,1)] gLLAQbcedfefdvajabv toroidal gLLAQbcedfefdfajabv SFS[D(3,1)(2,1)] gLLAQccdefefawnpabf SFS[D(2,1)(2,1)] gLLAQbcedfefektjagv toroidal gLLAQaceefefbcuqanf SFS[D(2,1)(2,1)] gLLAQbcedfefestjagv SFS[D(2,1)(2,1)] gLLAQbcedfefesdjafv SFS[D(2,1)(2,1)] gLLAQbcedfefebtjagv SFS[D(2,1)(2,1)] gLLAQccdefefdwntavf SFS[D(3,1)(2,1)] gLLAQccdefefdwnaavf SFS[D(3,1)(2,1)] gLLAQaceefefbvqmanf reducible gLLAQccdefefqvnhavf SFS[D(3,1)(2,1)] gLLAQbcedfefpopsaob SFS[D(3,1)(2,1)] gLLAQbcedfefhwlsavb SFS[D(5,2)(2,1)] gLLAQaceefefbcadanf reducible gLLAQbcedfefhvajabv SFS[D(3,1)(2,1)] gLLAQaceefefboumarf SFS[D(2,1)(2,1)] gLLMQbddfeefxvnahfg SFS[D(2,1)(2,1)] gLLAQaceefefbjdtarf SFS[D(3,1)(2,1)] gLLAQbcdefeftrwaaov SFS[D(3,1)(2,1)] gLLAQbcdefeftjwhavv reducible gLLAQaceefefbjpqarf reducible gLLMQbddfeefmrnapvg reducible gLLMQbddfeefmrnamfg reducible gLLMQbddfeefmrnaegg reducible gLLMQbddfeefhknalog reducible gLLAQaceefefbjhqarf SFS[D(3,1)(2,1)] gLLMQbddfeefhonadvg SFS[D(3,1)(2,1)] gLLAQaceefefbjdqarf SFS[D(3,1)(2,1)] gLLAQbcdefeflrwaaov SFS[D(3,1)(2,1)] gLLAQbcdefefljwhavv reducible gLLAQaceefefbjxmarf SFS[D(3,1)(2,1)] gLLAQbcdefefdfnuavb SFS[D(3,1)(2,1)] gLLAQbcdefefdvnxabb reducible gLLAQaceefefbsudarf SFS[D(2,1)(2,1)] gLLAQbcdefefhvnaaob SFS[D(2,1)(2,1)] gLLAQaceefefbjeiarf SFS[D(3,1)(2,1)] gLLAQbcdefefhkwuavv SFS[D(3,1)(2,1)] gLLAQbcdefefhwwiaov reducible gLLAQaceefefbjemarf SFS[D(3,1)(2,1)] gLLAQbcdefefebniagb SFS[D(3,1)(2,1)] gLLAQbcdefefesnlafb reducible gLLAQaceefefbjeaarf reducible gLLAQbcdefefmbnlafb reducible gLLAQbcdefefmbntavb reducible gLLAQbcdefefmbniagb reducible gLLAQaceefefbrxlaof SFS[D(3,1)(2,1)] gLLAQbcdefeftcctavv SFS[D(2,1)(2,1)] gLLAQbcdefeftccqabv SFS[D(2,1)(2,1)] gLLAQbcdefefdjctavv SFS[D(4,1)(2,1)] gLLAQcdcefefagrxabb SFS[D(2,1)(2,1)] gLLAQbcdefefegchagv SFS[D(5,2)(2,1)] gLLAQaceefefbrmpaof reducible gLLAQcdcefefdgjpaob SFS[D(3,1)(2,1)] gLLAQcdcefefdgjdaob SFS[D(3,1)(2,1)] gLLAQaceefefbrepaof SFS[D(3,1)(2,1)] gLLAQcdcefefhgrpaob SFS[D(3,1)(2,1)] gLLAQcdcefefhgrqabb SFS[D(2,1)(2,1)] gLLAQaceefefbrxpaof SFS[D(3,1)(2,1)] gLLAQbcdefefpncpaov SFS[D(3,1)(2,1)] gLLAQbcedfefdjagabb reducible gLLAQaceefefjkhxaof m029(0,0) gLLAQaceefefnkhxaof m035(0,0) gLLAQbcdefefxgchagv SFS[D(4,1)(2,1)] gLLAQbcdefefxgchajv m015(0,0) gLLAQbcdefefxgchakv m004(0,0) gLLAQbcdefefxgcxavv SFS[D(3,1)(2,1)] gLLAQbcdefefxgcxasv m006(0,0) gLLAQbcdefefxgcxawv toroidal gLLAQaceefefjcdmaof SFS[D(5,2)(3,1)] gLLAQaceefefncdmaof SFS[D(4,1)(3,1)] gLLAQaceefefjshxaof toroidal gLLAQaceefefnshxaof SFS[D(5,2)(3,1)] gLLAQbcdefefxcceawv SFS[D(4,3)(3,1)] gLLAQbcdefefxcceasv SFS[D(5,3)(3,1)] gLLAQbcdefefxcchajv SFS[D(5,3)(3,1)] gLLAQbcdefefxcchakv toroidal gLLAQbcdefefxccxasv toroidal gLLAQbcdefefxccxawv toroidal gLLAQbcdefefxccdakv SFS[D(5,3)(3,1)] gLLAQbcdefefxccdajv SFS[D(4,3)(3,1)] gLLAQbcdefefxcciarv SFS[D(4,1)(3,1)] gLLAQbcdefefxcciakv SFS[D(5,2)(3,1)] gLLAQaceefefbbhxaof SFS[D(2,1)(2,1)] gLLAQaceefefjbhxaof m081(0,0) gLLAQaceefefnbhxaof m142(0,0) gLLAQbcdefefxochajv m146(0,0) gLLAQbcdefefxochakv m117(0,0) gLLAQbcdefefxocxavv SFS[D(3,1)(2,1)] gLLAQbcdefefxocxasv toroidal gLLAQbcdefefxocxawv m011(0,0) gLLAQbcedfeflcagabb SFS[D(3,1)(2,1)] gLLAQbcedfeftcagabb reducible gLLAQaceefefbrxxaof reducible gLLAQaceefefjrxxaof toroidal gLLAQaceefefnrxxaof toroidal gLLAQbcdefefaocqajv toroidal gLLAQbcdefefaocqanv SFS[D(7,2)(2,1)] gLLAQbcdefefaocaavv SFS[D(3,1)(2,1)] gLLAQbcdefefaocaasv toroidal gLLAQbcdefefaocaawv SFS[D(3,1)(2,1)] gLLAQaceefefjjxxaof SFS[D(2,1)(2,1)] gLLAQbcdefefaccqanv SFS[D(2,1)(2,1)] gLLAQbcdefefaccaasv SFS[D(3,1)(2,1)] gLLAQbcdefefaccaawv SFS[D(3,1)(2,1)] gLLAQaceefefjvxxaof SFS[D(7,3)(2,1)] gLLAQaceefefnvxxaof SFS[D(8,3)(2,1)] gLLAQbcdefefagcqabv SFS[D(2,1)(2,1)] gLLAQbcdefefagcqajv SFS[D(7,2)(2,1)] gLLAQbcdefefagcqanv SFS[D(5,1)(2,1)] gLLAQbcdefefagcaavv SFS[D(3,1)(2,1)] gLLAQbcdefefagcaasv SFS[D(3,1)(2,1)] gLLAQbcdefefagcaawv reducible gLLAQaceefefbcamaof SFS[D(2,1)(2,1)] gLLAQaceefefbshpaof SFS[D(2,1)(2,1)] gLLAQccdefefqvshavb SFS[D(3,1)(2,1)] gLLAQaceeeffbbuprac T2xI gLLAQaceeeffbcadrac reducible gLLAQccdefefawspabb SFS[D(2,1)(2,1)] gLLAQccdefefdwsaavb SFS[D(3,1)(2,1)] gLLAQccdefefdwstavb SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmrac reducible gLLAQbcedfefpopraov SFS[D(3,1)(2,1)] gLLAQbcedfefdvakabb toroidal gLLAQbcedfefdgmkavb SFS[D(5,2)(2,1)] gLLAQbcedfefdgakabb SFS[D(3,1)(2,1)] gLLAQbcedfefdfakabb SFS[D(3,1)(2,1)] gLLAQbcedfefhvakabb SFS[D(3,1)(2,1)] gLLAQbcedfefhwlravv SFS[D(5,2)(2,1)] gLLAQaceeeffbcuqrac SFS[D(2,1)(2,1)] gLLAQbcedfefestkagb SFS[D(2,1)(2,1)] gLLAQbcedfefesdkafb SFS[D(2,1)(2,1)] gLLAQbcedfefektkagb toroidal gLLAQbcedfefebtkagb SFS[D(2,1)(2,1)] gLLAQaceeeffbjhqoac SFS[D(3,1)(2,1)] gLLMQbddfeefxsfaegg SFS[D(3,1)(2,1)] gLLMQbddfeefxbfatfg reducible gLLAQbcdefefdvfxabv reducible gLLAQaceeeffbjxmoac SFS[D(3,1)(2,1)] gLLAQbcdefefdffuavv SFS[D(3,1)(2,1)] gLLAQbcdefefesflafv reducible gLLAQaceeeffbjemoac SFS[D(3,1)(2,1)] gLLAQbcdefefebfiagv SFS[D(3,1)(2,1)] gLLAQaceeeffbjpqoac reducible gLLMQbddfeefmsfaavg reducible gLLMQbddfeefmsfatfg reducible gLLMQbddfeefmsfaegg reducible gLLAQaceeeffboumoac SFS[D(2,1)(2,1)] gLLMQbddfeefhgfaqog SFS[D(2,1)(2,1)] gLLAQaceeeffbjeioac SFS[D(3,1)(2,1)] gLLAQbcdefefhkfuavb SFS[D(3,1)(2,1)] gLLAQbcdefefhwfiaob reducible gLLAQaceeeffbjdqoac SFS[D(3,1)(2,1)] gLLAQbcdefeflrfaaob SFS[D(3,1)(2,1)] gLLAQbcdefefljfhavb reducible gLLAQaceeeffbjdtoac SFS[D(3,1)(2,1)] gLLAQbcdefeftrfaaob SFS[D(3,1)(2,1)] gLLAQbcdefeftjfhavb reducible gLLAQaceeeffbsudoac SFS[D(2,1)(2,1)] gLLAQbcdefefhvfaaov SFS[D(2,1)(2,1)] gLLAQaceeeffbjeaoac reducible gLLAQbcdefefmbftavv reducible gLLAQbcdefefmbflafv reducible gLLAQbcdefefmbfiagv reducible gLLAQaceeeffbrepnac SFS[D(3,1)(2,1)] gLLAQcdcefefhsrpaof SFS[D(3,1)(2,1)] gLLAQcdcefefhsrqabf SFS[D(2,1)(2,1)] gLLAQbcedfeftcakabv reducible gLLAQbcedfefdjakabv reducible gLLAQcdcefefasrxabf SFS[D(2,1)(2,1)] gLLAQcdcefefdsjdaof SFS[D(3,1)(2,1)] gLLAQcdcefefdsjpaof SFS[D(3,1)(2,1)] gLLAQaceeeffbrmpnac reducible gLLAQbcedfeflcakabv SFS[D(3,1)(2,1)] gLLAQbcdefefpnrpaob SFS[D(3,1)(2,1)] gLLAQbcdefefdjrtavb SFS[D(4,1)(2,1)] gLLAQaceeeffbrxpnac SFS[D(3,1)(2,1)] gLLAQbcdefeftcrqabb SFS[D(2,1)(2,1)] gLLAQbcdefeftcrtavb SFS[D(2,1)(2,1)] gLLAQaceeeffbrxlnac SFS[D(3,1)(2,1)] gLLAQaceeeffjjxxnac SFS[D(2,1)(2,1)] gLLAQbcdefefacrqanb SFS[D(2,1)(2,1)] gLLAQbcdefefacraasb SFS[D(3,1)(2,1)] gLLAQbcdefefacraawb SFS[D(3,1)(2,1)] gLLAQaceeeffbrxxnac reducible gLLAQaceeeffjrxxnac toroidal gLLAQaceeeffnrxxnac toroidal gLLAQbcdefefaorqajb toroidal gLLAQbcdefefaorqanb SFS[D(7,2)(2,1)] gLLAQbcdefefaoraavb SFS[D(3,1)(2,1)] gLLAQbcdefefaoraasb toroidal gLLAQbcdefefaoraawb SFS[D(3,1)(2,1)] gLLAQaceeeffjvxxnac SFS[D(7,3)(2,1)] gLLAQaceeeffnvxxnac SFS[D(8,3)(2,1)] gLLAQbcdefefagrqabb SFS[D(2,1)(2,1)] gLLAQbcdefefagrqajb SFS[D(7,2)(2,1)] gLLAQbcdefefagrqanb SFS[D(5,1)(2,1)] gLLAQbcdefefagraavb SFS[D(3,1)(2,1)] gLLAQbcdefefagraasb SFS[D(3,1)(2,1)] gLLAQbcdefefagraawb reducible gLLAQaceeeffjshxnac toroidal gLLAQaceeeffnshxnac SFS[D(5,2)(3,1)] gLLAQaceeeffjcdmnac SFS[D(5,2)(3,1)] gLLAQaceeeffncdmnac SFS[D(4,1)(3,1)] gLLAQbcdefefxcrhajb SFS[D(5,3)(3,1)] gLLAQbcdefefxcrhakb toroidal gLLAQbcdefefxcreawb SFS[D(4,3)(3,1)] gLLAQbcdefefxcreasb SFS[D(5,3)(3,1)] gLLAQbcdefefxcriarb SFS[D(4,1)(3,1)] gLLAQbcdefefxcriakb SFS[D(5,2)(3,1)] gLLAQbcdefefxcrxasb toroidal gLLAQbcdefefxcrxawb toroidal gLLAQbcdefefxcrdakb SFS[D(5,3)(3,1)] gLLAQbcdefefxcrdajb SFS[D(4,3)(3,1)] gLLAQaceeeffjkhxnac m029(0,0) gLLAQaceeeffnkhxnac m035(0,0) gLLAQbcdefefxgrhagb SFS[D(4,1)(2,1)] gLLAQbcdefefxgrhajb m015(0,0) gLLAQbcdefefxgrhakb m004(0,0) gLLAQbcdefefxgrxavb SFS[D(3,1)(2,1)] gLLAQbcdefefxgrxasb m006(0,0) gLLAQbcdefefxgrxawb toroidal gLLAQaceeeffbbhxnac SFS[D(2,1)(2,1)] gLLAQaceeeffjbhxnac m081(0,0) gLLAQaceeeffnbhxnac m142(0,0) gLLAQbcdefefxorhajb m146(0,0) gLLAQbcdefefxorhakb m117(0,0) gLLAQbcdefefxorxavb SFS[D(3,1)(2,1)] gLLAQbcdefefxorxasb toroidal gLLAQbcdefefxorxawb m011(0,0) gLLAQbcdefefegrhagb SFS[D(5,2)(2,1)] gLLAQaceeeffbshpnac SFS[D(2,1)(2,1)] gLLAQaceeeffbcamnac SFS[D(2,1)(2,1)] gLLAQccdefefhwfqabf SFS[D(2,1)(2,1)] gLLAQccdefefivfaaof SFS[D(3,1)(2,1)] gLLAQccdefefivfaarf reducible gLLAQccdefefivfaanf SFS[D(3,1)(2,1)] gLLAQccdefefivfhasf SFS[D(7,3)(2,1)] gLLAQccdefefivfhawf SFS[D(8,3)(2,1)] gLLAQccdefefivfxabf SFS[D(2,1)(2,1)] gLLAQccdefefivfxajf SFS[D(5,1)(2,1)] gLLAQccdefefivfxanf SFS[D(7,2)(2,1)] gLLAQccdefefiffaaof SFS[D(3,1)(2,1)] gLLAQccdefefigfiaof T2xI gLLAQccdefefigfmaof T2xI gLLAQbcedfeftkpvavv SFS[D(2,1)(2,1)] gLLAQbcedfeftkuvaov SFS[D(2,1)(2,1)] gLLAQbcedfefdgavabv SFS[D(3,1)(2,1)] gLLAQbcedfefdvavabv SFS[D(3,1)(2,1)] gLLAQbcedfefdfqvawv SFS[D(2,1)(2,1)] gLLAQbcedfefdfxvarv SFS[D(2,1)(2,1)] gLLAQbcedfefdfavanv SFS[D(3,1)(2,1)] gLLAQbcedfefdfavajv SFS[D(3,1)(2,1)] gLLAQbcedfefeshvavv SFS[D(2,1)(2,1)] gLLAQccdefefqvfaaof SFS[D(3,1)(2,1)] gLLAQccdefefqvfaarf SFS[D(3,1)(2,1)] gLLAQccdefefqvfaanf toroidal gLLAQccdefefqvfhavf reducible gLLAQccdefefqvfhasf toroidal gLLAQccdefefqvfhawf toroidal gLLAQccdefefqvfxajf SFS[D(7,2)(2,1)] gLLAQccdefefqvfxanf toroidal gLLAQccdefefqffaarf SFS[D(3,1)(2,1)] gLLAQccdefefqffaanf SFS[D(3,1)(2,1)] gLLAQccdefefqffhasf SFS[D(2,1)(2,1)] gLLAQccdefefqffxajf SFS[D(2,1)(2,1)] gLLAQccdefefqgfaaof SFS[D(3,1)(2,1)] gLLAQccdefefqgfaarf reducible gLLAQccdefefqgfaanf SFS[D(3,1)(2,1)] gLLAQccdefefqgfhasf SFS[D(7,3)(2,1)] gLLAQccdefefqgfhawf SFS[D(8,3)(2,1)] gLLAQccdefefqgfxabf SFS[D(2,1)(2,1)] gLLAQccdefefqgfxajf SFS[D(5,1)(2,1)] gLLAQccdefefqgfxanf SFS[D(7,2)(2,1)] gLLAQbcedfefpgavabv SFS[D(3,1)(2,1)] gLLAQbcedfefpoubabb T2xI gLLAQbcedfefpoabavb T2xI gLLAQbcedfefpfqvavv SFS[D(2,1)(2,1)] gLLAQbcedfefpfqvawv SFS[D(5,1)(2,1)] gLLAQbcedfefpfqvasv SFS[D(7,2)(2,1)] gLLAQbcedfefpfxvanv SFS[D(8,3)(2,1)] gLLAQbcedfefpfxvarv SFS[D(7,3)(2,1)] gLLAQbcedfefpfavabv SFS[D(3,1)(2,1)] gLLAQbcedfefpfavanv reducible gLLAQbcedfefpfavajv SFS[D(3,1)(2,1)] gLLAQbcedfefdoqbabb SFS[D(2,1)(2,1)] gLLAQbcedfefdotbavb SFS[D(2,1)(2,1)] gLLAQbcedfefhwqbabb SFS[D(2,1)(2,1)] gLLAQbcedfeflrubabb SFS[D(2,1)(2,1)] gLLAQbcedfeftvtbasb SFS[D(3,1)(2,1)] gLLAQbcedfeftvtbawb SFS[D(3,1)(2,1)] gLLAQbcedfeftvibanb SFS[D(2,1)(2,1)] gLLAQbcedfeftvpbanb SFS[D(2,1)(2,1)] gLLAQbcedfeftjtbavb SFS[D(3,1)(2,1)] gLLAQbcedfeftrtbavb SFS[D(3,1)(2,1)] gLLAQbcedfefhgqvawv SFS[D(2,1)(2,1)] gLLAQbcedfefhgxvarv SFS[D(2,1)(2,1)] gLLAQbcedfefhgavanv SFS[D(3,1)(2,1)] gLLAQbcedfefhgavajv SFS[D(3,1)(2,1)] gLLAQbcedfefhvqvavv SFS[D(2,1)(2,1)] gLLAQbcedfefhvqvawv SFS[D(5,1)(2,1)] gLLAQbcedfefhvqvasv SFS[D(7,2)(2,1)] gLLAQbcedfefhvxvanv SFS[D(8,3)(2,1)] gLLAQbcedfefhvxvarv SFS[D(7,3)(2,1)] gLLAQbcedfefhvavabv SFS[D(3,1)(2,1)] gLLAQbcedfefhvavanv reducible gLLAQbcedfefhvavajv SFS[D(3,1)(2,1)] gLLAQbcedfefhfqvawv SFS[D(7,2)(2,1)] gLLAQbcedfefhfqvasv toroidal gLLAQbcedfefhfxvaov reducible gLLAQbcedfefhfxvanv toroidal gLLAQbcedfefhfxvarv toroidal gLLAQbcedfefhfavabv SFS[D(3,1)(2,1)] gLLAQbcedfefhfavanv SFS[D(3,1)(2,1)] gLLAQbcedfefhfavajv toroidal gLLAQcdeceffafhvejb SFS[D(5,2)(2,1)] gLLAQcdeceffafevlwc SFS[D(3,1)(2,1)] gLLAQbcdefefdwopabv reducible gLLAQcdeceffafxvicc SFS[D(3,1)(2,1)] gLLAQbcdefefpooaaov T2xI gLLAQbcdefeflbomaob SFS[D(2,1)(2,1)] gLLAQbcdefeflkomaob toroidal gLLAQbcdefeflsohavb SFS[D(2,1)(2,1)] gLLAQbcdefeflsomaob SFS[D(2,1)(2,1)] gLLAQbcdefeflsopabb SFS[D(2,1)(2,1)] gLLAQbcdefeftbohavb SFS[D(3,1)(2,1)] gLLAQbcdefeftkohavb SFS[D(3,1)(2,1)] gLLAQbcdefeftkomaob SFS[D(5,2)(2,1)] gLLAQbcdefeftsohavb toroidal gLLAQbcdefefajoxabv SFS[D(2,1)(2,1)] gLLAQbcdefefhwoiaov SFS[D(3,1)(2,1)] gLLAQbcdefefmbolafb SFS[D(3,1)(2,1)] gLLAQbcdefefmbotavb SFS[D(3,1)(2,1)] gLLAQbcdefefmroiagv reducible gLLAQcdcefefqfkmaob SFS[D(4,1)(2,1)] gLLAQcdcefefifbhavb SFS[D(3,1)(2,1)] gLLAQbcdefeftobaavv reducible gLLAQbcdefefdnbuabv reducible gLLAQcdcefefafvmaob SFS[D(2,1)(2,1)] gLLAQcdcefefafvxabb SFS[D(2,1)(2,1)] gLLAQcdcefefhfvtavb reducible gLLAQbcdefeflobaavv reducible gLLAQbcdefefpbbpaov SFS[A(2,1)] gLLAQbcedfefdnevabb SFS[D(2,1)(2,1)] gLLAQbcedfefdnmvavb SFS[D(2,1)(2,1)] gLLAQbcedfefdndvabb SFS[D(2,1)(2,1)] gLLAQbcedfefdntvaob SFS[D(2,1)(2,1)] gLLAQbcedfefdnpvavb SFS[D(2,1)(2,1)] gLLAQbcedfefdnuvaob SFS[D(2,1)(2,1)] gLLAQbcdefefxobxavv reducible gLLAQbcedfefloavabb SFS[D(3,1)(2,1)] gLLAQbcedfeflgtvaob SFS[D(5,2)(2,1)] gLLAQbcedfeflgavabb SFS[D(3,1)(2,1)] gLLAQbcedfeflcavabb toroidal gLLAQbcedfeftomvavb SFS[D(3,1)(2,1)] gLLAQbcedfeftoavabb SFS[D(3,1)(2,1)] gLLAQbcedfeftgmvavb reducible gLLAQbcedfeftgtvaob SFS[D(4,1)(2,1)] gLLAQbcedfeftgavabb reducible gLLAQbcedfeftcmvavb SFS[D(3,1)(2,1)] gLLAQbcedfeftcavabb SFS[D(3,1)(2,1)] gLLAQbcdefefaobhanv SFS[D(2,1)(2,1)] gLLAQbcdefefaobqanv SFS[D(2,1)(2,1)] gLLAQbcdefefaobaasv SFS[D(3,1)(2,1)] gLLAQbcdefefaobaawv SFS[D(3,1)(2,1)] gLLAQbcdefefacbaavv SFS[D(3,1)(2,1)] gLLAQbcdefefagbaavv SFS[D(3,1)(2,1)] gLLAQbcdefefhjblavv SFS[D(2,1)(2,1)] gLLAQbcdefefhjbaavv SFS[D(2,1)(2,1)] gLLAQbcdefefhnbdaov SFS[D(3,1)(2,1)] gLLAQbcdefefmgbeavv SFS[D(3,1)(2,1)] gLLAQbcdefefmgbuafv SFS[D(3,1)(2,1)] gLLAQbcdefefmcbdagv reducible gLLAQaceefefjgahaff SFS[D(3,1)(2,1)] gLLAQaceefefngahaff SFS[D(3,1)(2,1)] gLLAQccdefefqfbhasb SFS[D(2,1)(2,1)] gLLAQccdefefqfbxajb SFS[D(2,1)(2,1)] gLLAQaceefefbcahaff SFS[D(3,1)(2,1)] gLLAQaceefefjcahaff SFS[D(3,1)(2,1)] gLLAQaceefefncahaff toroidal gLLAQccdefefqvbhavb reducible gLLAQccdefefqvbhasb toroidal gLLAQccdefefqvbhawb toroidal gLLAQccdefefqvbxajb SFS[D(7,2)(2,1)] gLLAQccdefefqvbxanb toroidal gLLAQaceefefboahaff SFS[D(3,1)(2,1)] gLLAQaceefefjoahaff reducible gLLAQaceefefnoahaff SFS[D(3,1)(2,1)] gLLAQccdefefqgbhasb SFS[D(7,3)(2,1)] gLLAQccdefefqgbhawb SFS[D(8,3)(2,1)] gLLAQccdefefqgbxabb SFS[D(2,1)(2,1)] gLLAQccdefefqgbxajb SFS[D(5,1)(2,1)] gLLAQccdefefqgbxanb SFS[D(7,2)(2,1)] gLLAQaceefefbgapaff SFS[D(3,1)(2,1)] gLLAQaceefefbcapaff SFS[D(3,1)(2,1)] gLLAQaceefefjcapaff reducible gLLAQaceefefncapaff SFS[D(3,1)(2,1)] gLLAQccdefefivbhasb SFS[D(7,3)(2,1)] gLLAQccdefefivbhawb SFS[D(8,3)(2,1)] gLLAQccdefefivbxabb SFS[D(2,1)(2,1)] gLLAQccdefefivbxajb SFS[D(5,1)(2,1)] gLLAQccdefefivbxanb SFS[D(7,2)(2,1)] gLLAQaceefefbbupaff T2xI gLLAQaceefefbvuaaff T2xI gLLAQaceefefbgadaff SFS[D(3,1)(2,1)] gLLAQaceefefjcadaff SFS[D(3,1)(2,1)] gLLAQaceefefncadaff SFS[D(3,1)(2,1)] gLLAQbcedfeftvivanv SFS[D(2,1)(2,1)] gLLAQbcedfeftvpvanv SFS[D(2,1)(2,1)] gLLAQaceefefboadaff SFS[D(3,1)(2,1)] gLLAQaceefefbrdpaff SFS[D(2,1)(2,1)] gLLAQaceefefbcxuaff SFS[D(2,1)(2,1)] gLLAQccdefefhwbqabb SFS[D(2,1)(2,1)] gLLAQbcedfeflruvabv SFS[D(2,1)(2,1)] gLLAQbcedfefpouvabv T2xI gLLAQbcedfefpoavavv T2xI gLLAQbcedfefpgababb SFS[D(3,1)(2,1)] gLLAQaceefefbvdxaff SFS[D(2,1)(2,1)] gLLAQaceefefjvdxaff SFS[D(5,1)(2,1)] gLLAQaceefefnvdxaff SFS[D(7,2)(2,1)] gLLAQbcedfefpfxbanb SFS[D(8,3)(2,1)] gLLAQbcedfefpfxbarb SFS[D(7,3)(2,1)] gLLAQbcedfefpfababb SFS[D(3,1)(2,1)] gLLAQbcedfefpfabanb reducible gLLAQbcedfefpfabajb SFS[D(3,1)(2,1)] gLLAQbcedfefdvababb SFS[D(3,1)(2,1)] gLLAQbcedfefdgababb SFS[D(3,1)(2,1)] gLLAQaceefefjvpxaff SFS[D(2,1)(2,1)] gLLAQbcedfefdfxbarb SFS[D(2,1)(2,1)] gLLAQbcedfefdfabanb SFS[D(3,1)(2,1)] gLLAQbcedfefdfabajb SFS[D(3,1)(2,1)] gLLAQaceefefbrhxaff SFS[D(2,1)(2,1)] gLLAQaceefefjrhxaff SFS[D(5,1)(2,1)] gLLAQaceefefnrhxaff SFS[D(7,2)(2,1)] gLLAQbcedfefhvxbanb SFS[D(8,3)(2,1)] gLLAQbcedfefhvxbarb SFS[D(7,3)(2,1)] gLLAQbcedfefhvababb SFS[D(3,1)(2,1)] gLLAQbcedfefhvabanb reducible gLLAQbcedfefhvabajb SFS[D(3,1)(2,1)] gLLAQaceefefjjhxaff SFS[D(2,1)(2,1)] gLLAQbcedfefhgxbarb SFS[D(2,1)(2,1)] gLLAQbcedfefhgabanb SFS[D(3,1)(2,1)] gLLAQbcedfefhgabajb SFS[D(3,1)(2,1)] gLLAQaceefefjvhxaff SFS[D(7,2)(2,1)] gLLAQaceefefnvhxaff toroidal gLLAQbcedfefhfxbaob reducible gLLAQbcedfefhfxbanb toroidal gLLAQbcedfefhfxbarb toroidal gLLAQbcedfefhfababb SFS[D(3,1)(2,1)] gLLAQbcedfefhfabanb SFS[D(3,1)(2,1)] gLLAQbcedfefhfabajb toroidal gLLAQbcedfeftkubaob SFS[D(2,1)(2,1)] gLLAQbcedfeftkpbavb SFS[D(2,1)(2,1)] gLLAQaceefefbgxqaff SFS[D(2,1)(2,1)] gLLAQaceefefbcuqaff SFS[D(2,1)(2,1)] gLLAQaceefefboteavf SFS[D(3,1)(2,1)] gLLAQaceefefbotmavf SFS[D(3,1)(2,1)] gLLAQaceefefbgtxavf SFS[D(3,1)(2,1)] gLLAQbcdefeftkbmaov SFS[D(5,2)(2,1)] gLLAQaceefefbctxavf SFS[D(3,1)(2,1)] gLLAQaceefefbotxavf toroidal gLLMQbddfeefhvcaxvg SFS[D(5,2)(2,1)] gLLAQbcdefeflkbmaov toroidal gLLAQbcdefeflbbmaov SFS[D(2,1)(2,1)] gLLAQaceefefbouxavf SFS[D(2,1)(2,1)] gLLAQbcdefeflsbmaov SFS[D(2,1)(2,1)] gLLAQbcdefeflsbpabv SFS[D(2,1)(2,1)] gLLAQbcdefefpovaaob T2xI gLLAQbcdefefdwvpabb reducible gLLAQbcdefefhwviaob SFS[D(3,1)(2,1)] gLLAQaceefefboxxavf SFS[D(2,1)(2,1)] gLLAQbcdefefmrviagb reducible gLLAQbcdefefmbbtavv SFS[D(3,1)(2,1)] gLLAQbcdefefmbblafv SFS[D(3,1)(2,1)] gLLAQaceefefboluagf reducible gLLAQaceefefbolqagf SFS[D(3,1)(2,1)] gLLAQaceefefbgliagf reducible gLLAQbcedfeftgtoaov SFS[D(4,1)(2,1)] gLLAQbcedfeftgaoabv reducible gLLAQaceefefbcliagf SFS[D(3,1)(2,1)] gLLAQbcedfeftoaoabv SFS[D(3,1)(2,1)] gLLAQaceefefboliagf SFS[D(3,1)(2,1)] gLLAQbcedfeftcaoabv SFS[D(3,1)(2,1)] gLLAQaceefefbjiqagf SFS[D(2,1)(2,1)] gLLAQaceefefbgdeagf SFS[D(2,1)(2,1)] gLLAQbcedfefdntoaov SFS[D(2,1)(2,1)] gLLAQbcedfefdndoabv SFS[D(2,1)(2,1)] gLLAQbcedfefdnuoaov SFS[D(2,1)(2,1)] gLLAQbcedfefdnpoavv SFS[D(2,1)(2,1)] gLLAQcdcefefacvmaof SFS[D(2,1)(2,1)] gLLAQcdcefefacvxabf SFS[D(2,1)(2,1)] gLLAQcdcefefqckmaof SFS[D(4,1)(2,1)] gLLAQbcedfeflgtoaov SFS[D(5,2)(2,1)] gLLAQbcedfeflgaoabv SFS[D(3,1)(2,1)] gLLAQbcedfefloaoabv SFS[D(3,1)(2,1)] gLLAQbcedfeflcaoabv toroidal gLLAQbcdefefpbopaob SFS[A(2,1)] gLLAQbcdefefdnouabb reducible gLLAQaceefefbjudagf SFS[D(2,1)(2,1)] gLLAQbcdefefhjoaavb SFS[D(2,1)(2,1)] gLLAQbcdefefhnodaob SFS[D(3,1)(2,1)] gLLAQbcdefeflooaavb reducible gLLAQbcdefeftooaavb reducible gLLAQbcdefefacoaavb SFS[D(3,1)(2,1)] gLLAQaceefefjrxxagf SFS[D(2,1)(2,1)] gLLAQbcdefefaooqanb SFS[D(2,1)(2,1)] gLLAQbcdefefaooaasb SFS[D(3,1)(2,1)] gLLAQbcdefefaooaawb SFS[D(3,1)(2,1)] gLLAQbcdefefagoaavb SFS[D(3,1)(2,1)] gLLAQbcdefefxooxavb reducible gLLAQbcdefefmcodagb reducible gLLAQbcdefefmgouafb SFS[D(3,1)(2,1)] gLLAQbcdefefmgoeavb SFS[D(3,1)(2,1)] gLLAQaceeeffbsulsac reducible gLLAQaceeeffbbupsac SFS[A(2,1)] gLLAQaceeeffbjiasac SFS[D(2,1)(2,1)] gLLAQaceeeffbgdpsac SFS[D(2,1)(2,1)] gLLAQbcedfeftsmravv SFS[D(2,1)(2,1)] gLLAQbcedfeftserabv SFS[D(2,1)(2,1)] gLLAQbcedfeftspravv SFS[D(2,1)(2,1)] gLLAQbcedfeftsuraov SFS[D(2,1)(2,1)] gLLAQaceeeffbguisac reducible gLLAQbcedfefdgmravv SFS[D(4,1)(2,1)] gLLAQbcedfefdgarabv reducible gLLAQaceeeffbcuisac SFS[D(3,1)(2,1)] gLLAQbcedfefdvarabv SFS[D(3,1)(2,1)] gLLAQaceeeffbouisac SFS[D(3,1)(2,1)] gLLAQbcedfefdfarabv SFS[D(3,1)(2,1)] gLLAQaceeeffbguusac SFS[D(3,1)(2,1)] gLLAQaceeeffbcuusac SFS[D(3,1)(2,1)] gLLAQaceeeffjouusac SFS[D(3,1)(2,1)] gLLAQaceeeffnouusac SFS[D(3,1)(2,1)] gLLAQccdefefaowuasf SFS[D(2,1)(2,1)] gLLAQccdefefaowlajf SFS[D(2,1)(2,1)] gLLAQaceeeffbguqsac SFS[D(3,1)(2,1)] gLLAQbcedfefektragv SFS[D(5,2)(2,1)] gLLAQaceeeffbcuqsac toroidal gLLAQaceeeffbouqsac SFS[D(3,1)(2,1)] gLLAQccdefefdwwtavf SFS[D(3,1)(2,1)] gLLAQccdefefdwwaavf SFS[D(3,1)(2,1)] gLLAQaceeeffbvqmsac reducible gLLAQccdefefqvwhavf SFS[D(3,1)(2,1)] gLLAQaceeeffbjumsac SFS[D(2,1)(2,1)] gLLAQccdefefqfwxabf SFS[D(2,1)(2,1)] gLLAQbcedfefpopkaob SFS[D(3,1)(2,1)] gLLAQaceeeffboxusac reducible gLLAQbcedfefhwlkavb SFS[D(4,1)(2,1)] gLLAQaceeeffbcadsac reducible gLLAQaceeeffboddsac SFS[D(2,1)(2,1)] gLLAQbcedfefakerabv SFS[D(2,1)(2,1)] gLLAQbcedfefhvarabv reducible gLLAQaceeeffbotusac reducible gLLAQaceeeffbshakac SFS[D(3,1)(2,1)] gLLAQaceeeffjshakac toroidal gLLAQaceeeffnshakac m011(0,0) gLLAQcdeceffakhvdns m117(0,0) gLLAQcdeceffakhvdnw m146(0,0) gLLAQcdeceffakhvdcb SFS[D(2,1)(2,1)] gLLAQcdeceffakhvdcj m081(0,0) gLLAQcdeceffakhvdcn m142(0,0) gLLAQaceeeffbkhakac SFS[D(3,1)(2,1)] gLLAQaceeeffjkhakac m006(0,0) gLLAQaceeeffnkhakac toroidal gLLAQcdeceffakhvhnv SFS[D(4,1)(2,1)] gLLAQcdeceffakhvhns m004(0,0) gLLAQcdeceffakhvhnw m015(0,0) gLLAQcdeceffakhvhcj m029(0,0) gLLAQcdeceffakhvhcn m035(0,0) gLLAQaceeeffjbhakac toroidal gLLAQaceeeffnbhakac toroidal gLLAQaceeeffjvptkac SFS[D(5,3)(3,1)] gLLAQaceeeffnvptkac SFS[D(4,3)(3,1)] gLLAQaceeeffjoumkac SFS[D(4,1)(3,1)] gLLAQaceeeffnoumkac SFS[D(5,2)(3,1)] gLLAQcdeceffakhvpos SFS[D(5,3)(3,1)] gLLAQcdeceffakhvpow SFS[D(4,3)(3,1)] gLLAQcdeceffakhvpns toroidal gLLAQcdeceffakhvpnw SFS[D(5,3)(3,1)] gLLAQcdeceffakhvpbj SFS[D(5,2)(3,1)] gLLAQcdeceffakhvpbn SFS[D(4,1)(3,1)] gLLAQcdeceffakhvpcj toroidal gLLAQcdeceffakhvpcn SFS[D(5,2)(3,1)] gLLAQaceeeffbshmkac SFS[D(3,1)(2,1)] gLLAQaceeeffbshikac reducible gLLAQaceeeffbchdkac reducible gLLAQaceeeffjghhkac SFS[D(3,1)(2,1)] gLLAQaceeeffnghhkac SFS[D(3,1)(2,1)] gLLAQcdeceffakavtns SFS[D(2,1)(2,1)] gLLAQcdeceffakavtcj SFS[D(2,1)(2,1)] gLLAQaceeeffbchhkac SFS[D(3,1)(2,1)] gLLAQaceeeffjchhkac SFS[D(3,1)(2,1)] gLLAQaceeeffnchhkac reducible gLLAQcdeceffakavanv SFS[D(2,1)(2,1)] gLLAQcdeceffakavans SFS[D(5,1)(2,1)] gLLAQcdeceffakavanw SFS[D(7,2)(2,1)] gLLAQcdeceffakavacj SFS[D(7,3)(2,1)] gLLAQcdeceffakavacn SFS[D(8,3)(2,1)] gLLAQaceeeffbohhkac SFS[D(3,1)(2,1)] gLLAQaceeeffjohhkac toroidal gLLAQaceeeffnohhkac SFS[D(3,1)(2,1)] gLLAQcdeceffakavlns SFS[D(7,2)(2,1)] gLLAQcdeceffakavlnw toroidal gLLAQcdeceffakavlcb reducible gLLAQcdeceffakavlcj toroidal gLLAQcdeceffakavlcn toroidal gLLAQaceeeffbchpkac SFS[D(3,1)(2,1)] gLLAQcdeceffaklvavb SFS[D(2,1)(2,1)] gLLAQcdeceffaklvajb SFS[D(2,1)(2,1)] gLLAQbcdefefdfrxabb SFS[D(2,1)(2,1)] gLLAQbcdefefdfrmaob SFS[D(2,1)(2,1)] gLLAQbcdefefdgruavb SFS[D(3,1)(2,1)] gLLAQbcdefeflkrmaob SFS[D(5,2)(2,1)] gLLAQbcdefeftkrmaob SFS[D(4,1)(2,1)] gLLAQaceeeffbgxxkac SFS[D(2,1)(2,1)] gLLAQaceeeffbbxqkac SFS[D(2,1)(2,1)] gLLAQbcdefefhwkiaov SFS[D(3,1)(2,1)] gLLAQbcdefefhwkuavv SFS[D(3,1)(2,1)] gLLAQbcdefefekriagb SFS[D(3,1)(2,1)] gLLAQbcdefefmbrlafb SFS[D(3,1)(2,1)] gLLAQbcdefefmbrtavb SFS[D(3,1)(2,1)] gLLAQbcdefefmkriagb reducible gLLAQaceeeffbsetbac SFS[D(3,1)(2,1)] gLLAQaceeeffbkeqbac SFS[D(3,1)(2,1)] gLLAQaceeeffjkeqbac m032(0,0) gLLAQaceeeffnkeqbac m009(0,0) gLLAQcdcefefivkmaob toroidal gLLAQcdcefefivkmanb SFS[D(3,1)(3,1)] gLLAQcdcefefivkmarb m007(0,0) gLLAQcdcefefivklanb m053(0,0) gLLAQcdcefefivklajb m045(0,0) gLLAQaceeeffbbedbac SFS[A(2,1)] gLLAQaceeeffbcexbac SFS[D(3,1)(2,1)] gLLAQaceeeffbgeebac SFS[D(3,1)(2,1)] gLLAQcdcefefavvaaob T2xI gLLAQcdcefefavvpabb T2xI gLLAQaceeeffboeebac SFS[D(3,1)(2,1)] gLLAQaceeeffjoeebac SFS[D(3,1)(2,1)] gLLAQaceeeffnoeebac reducible gLLAQcdcefefavjmaob SFS[D(2,1)(2,1)] gLLAQcdcefefavjmanb SFS[D(5,1)(2,1)] gLLAQcdcefefavjmarb SFS[D(7,2)(2,1)] gLLAQcdcefefavjlanb SFS[D(7,3)(2,1)] gLLAQcdcefefavjlajb SFS[D(8,3)(2,1)] gLLAQaceeeffbcembac SFS[D(3,1)(2,1)] gLLAQaceeeffbbadbac T2xI gLLAQaceeeffjkixbac m053(0,0) gLLAQaceeeffnkixbac m045(0,0) gLLAQbcdefefpjftavv toroidal gLLAQbcdefefpjftawv m007(0,0) gLLAQbcdefefpjftasv SFS[D(3,1)(3,1)] gLLAQbcdefefpjfpaov SFS[D(3,1)(2,1)] gLLAQbcdefefpjfparv m032(0,0) gLLAQbcdefefpjfpanv m009(0,0) gLLAQbcedfefdbafabb SFS[A(2,1)] gLLAQbcdefefxofxavv SFS[D(3,1)(2,1)] gLLAQbcedfeflcafabb SFS[D(3,1)(2,1)] gLLAQbcedfeftcafabb SFS[D(3,1)(2,1)] gLLAQaceeeffjrxxbac SFS[D(7,3)(2,1)] gLLAQaceeeffnrxxbac SFS[D(8,3)(2,1)] gLLAQbcdefefaofqabv SFS[D(2,1)(2,1)] gLLAQbcdefefaofqajv SFS[D(7,2)(2,1)] gLLAQbcdefefaofqanv SFS[D(5,1)(2,1)] gLLAQbcdefefaofaavv SFS[D(3,1)(2,1)] gLLAQbcdefefaofaasv SFS[D(3,1)(2,1)] gLLAQbcdefefaofaawv reducible gLLAQbcdefefacfaavv SFS[D(3,1)(2,1)] gLLAQaceeeffbbddbac T2xI gLLAQbcdefefagftavv T2xI gLLAQbcedfefecdfafb T2xI gLLAQccdefefqfkmaob SFS[D(2,1)(2,1)] gLLAQccdefefqfkxabb SFS[D(2,1)(2,1)] gLLAQccdefefqvkhavb SFS[D(3,1)(2,1)] gLLAQccdefefigkiaob SFS[A(2,1)] gLLAQbcedfeftvtjavv reducible gLLAQbcedfefdkqjabv reducible gLLAQccdefefawkmaob SFS[D(3,1)(2,1)] gLLAQccdefefakkmaob SFS[D(3,1)(2,1)] gLLAQccdefefaokmarb SFS[D(3,1)(2,1)] gLLAQccdefefaokmanb SFS[D(3,1)(2,1)] gLLAQccdefefaokuasb SFS[D(2,1)(2,1)] gLLAQccdefefaoklajb SFS[D(2,1)(2,1)] gLLAQbcedfefejujafv reducible gLLAQccdefefdwkaavb SFS[D(3,1)(2,1)] gLLAQccdefefdwktavb SFS[D(3,1)(2,1)] gLLAQccdefefdkkhaob reducible gLLAQccdefefhokdaob reducible gLLAQbcedfefpopjaov SFS[D(3,1)(2,1)] gLLAQbcedfefdvtsaob SFS[D(3,1)(2,1)] gLLAQbcedfefdvasabb SFS[D(3,1)(2,1)] gLLAQbcedfefdgtsaob reducible gLLAQbcedfefdgmsavb SFS[D(4,1)(2,1)] gLLAQbcedfefdgasabb reducible gLLAQbcedfefdftsaob SFS[D(3,1)(2,1)] gLLAQbcedfefdfasabb SFS[D(3,1)(2,1)] gLLAQbcedfefhvasabb reducible gLLAQbcedfeftsdsabb SFS[D(2,1)(2,1)] gLLAQbcedfeftstsaob SFS[D(2,1)(2,1)] gLLAQbcedfeftsesabb SFS[D(2,1)(2,1)] gLLAQbcedfeftsmsavb SFS[D(2,1)(2,1)] gLLAQbcedfeftsusaob SFS[D(2,1)(2,1)] gLLAQbcedfeftspsavb SFS[D(2,1)(2,1)] gLLAQbcedfefakdsabb SFS[D(2,1)(2,1)] gLLAQbcedfefakesabb SFS[D(2,1)(2,1)] gLLAQbcedfefhwljavv SFS[D(4,1)(2,1)] gLLAQbcedfefeshsavb toroidal gLLAQbcedfefekhsavb SFS[D(3,1)(2,1)] gLLAQbcedfefektsagb SFS[D(5,2)(2,1)] gLLAQbcedfefebhsavb SFS[D(3,1)(2,1)] gLLAQcdeceffacevhwc SFS[D(3,1)(2,1)] gLLAQbcdefeftkcmaov SFS[D(4,1)(2,1)] gLLAQbcdefefdfcmaov SFS[D(2,1)(2,1)] gLLAQbcdefefdfcxabv SFS[D(2,1)(2,1)] gLLAQbcdefefdgcuavv SFS[D(3,1)(2,1)] gLLAQcdeceffacavtvc SFS[D(3,1)(2,1)] gLLAQcdeceffacavtvw SFS[D(3,1)(2,1)] gLLAQcdeceffacavtvj reducible gLLAQcdeceffacavtnf SFS[D(2,1)(2,1)] gLLAQcdeceffacavtnk SFS[D(5,1)(2,1)] gLLAQcdeceffacavtnr SFS[D(7,2)(2,1)] gLLAQcdeceffacavtkn SFS[D(7,3)(2,1)] gLLAQcdeceffacavtkj SFS[D(8,3)(2,1)] gLLAQcdeceffacavavw SFS[D(3,1)(2,1)] gLLAQcdeceffacavavj SFS[D(3,1)(2,1)] gLLAQcdeceffacavank SFS[D(2,1)(2,1)] gLLAQcdeceffacavakn SFS[D(2,1)(2,1)] gLLAQcdeceffacavlvc SFS[D(3,1)(2,1)] gLLAQcdeceffacavlvw toroidal gLLAQcdeceffacavlvj SFS[D(3,1)(2,1)] gLLAQcdeceffacavlnk SFS[D(7,2)(2,1)] gLLAQcdeceffacavlnr toroidal gLLAQcdeceffacavlkb reducible gLLAQcdeceffacavlkn toroidal gLLAQcdeceffacavlkj toroidal gLLAQbcdefefekciagv SFS[D(3,1)(2,1)] gLLAQcdeceffaclvanb SFS[D(2,1)(2,1)] gLLAQcdeceffaclvafb SFS[D(2,1)(2,1)] gLLAQcdeceffacxvtcc SFS[D(3,1)(2,1)] gLLAQcdeceffacxvtcw m006(0,0) gLLAQcdeceffacxvtcj toroidal gLLAQcdeceffacxvtkf SFS[D(4,1)(2,1)] gLLAQcdeceffacxvtkk m004(0,0) gLLAQcdeceffacxvtkr m015(0,0) gLLAQcdeceffacxvtnn m029(0,0) gLLAQcdeceffacxvtnj m035(0,0) gLLAQcdeceffacxvlcc SFS[D(3,1)(2,1)] gLLAQcdeceffacxvlcw toroidal gLLAQcdeceffacxvlcj m011(0,0) gLLAQcdeceffacxvlkk m117(0,0) gLLAQcdeceffacxvlkr m146(0,0) gLLAQcdeceffacxvlnb SFS[D(2,1)(2,1)] gLLAQcdeceffacxvlnn m081(0,0) gLLAQcdeceffacxvlnj m142(0,0) gLLAQcdeceffacxvagw SFS[D(4,1)(3,1)] gLLAQcdeceffacxvagj SFS[D(5,2)(3,1)] gLLAQcdeceffacxvacw toroidal gLLAQcdeceffacxvacj toroidal gLLAQcdeceffacxvaow SFS[D(5,3)(3,1)] gLLAQcdeceffacxvaoj SFS[D(4,3)(3,1)] gLLAQcdeceffacxvabk SFS[D(5,3)(3,1)] gLLAQcdeceffacxvabr SFS[D(4,3)(3,1)] gLLAQcdeceffacxvakk toroidal gLLAQcdeceffacxvakr SFS[D(5,3)(3,1)] gLLAQcdeceffacxvann toroidal gLLAQcdeceffacxvanj SFS[D(5,2)(3,1)] gLLAQcdeceffacxvafn SFS[D(5,2)(3,1)] gLLAQcdeceffacxvafj SFS[D(4,1)(3,1)] gLLAQbcdefeflkcmaov SFS[D(5,2)(2,1)] gLLAQbcdefefdogmaob reducible gLLAQbcdefefhwgxabb SFS[D(2,1)(2,1)] gLLAQbcdefefhwgiaob SFS[D(3,1)(2,1)] gLLAQbcdefefhwguavb SFS[D(3,1)(2,1)] gLLAQbcdefeftvgeavb reducible gLLAQbcdefefakchavv SFS[D(2,1)(2,1)] gLLAQbcdefefergtavb SFS[D(3,1)(2,1)] gLLAQbcdefefmbctavv SFS[D(3,1)(2,1)] gLLAQbcdefefmbclafv SFS[D(3,1)(2,1)] gLLAQbcdefefmkciagv reducible gLLAQcdcefefirkuavf SFS[D(3,1)(2,1)] gLLAQcdcefefirkuawf m032(0,0) gLLAQcdcefefirkuasf m009(0,0) gLLAQcdcefefirkmaof toroidal gLLAQcdcefefirkmanf SFS[D(3,1)(3,1)] gLLAQcdcefefirkmarf m007(0,0) gLLAQcdcefefirklanf m053(0,0) gLLAQcdcefefirklajf m045(0,0) gLLAQbcedfeftcawabv SFS[D(3,1)(2,1)] gLLAQbcedfefdbawabv SFS[A(2,1)] gLLAQcdcefefarvaaof T2xI gLLAQcdcefefarvpabf T2xI gLLAQcdcefefarruavf SFS[D(3,1)(2,1)] gLLAQcdcefefarjuavf SFS[D(3,1)(2,1)] gLLAQcdcefefarjuawf SFS[D(3,1)(2,1)] gLLAQcdcefefarjuasf reducible gLLAQcdcefefarjmaof SFS[D(2,1)(2,1)] gLLAQcdcefefarjmanf SFS[D(5,1)(2,1)] gLLAQcdcefefarjmarf SFS[D(7,2)(2,1)] gLLAQcdcefefarjlanf SFS[D(7,3)(2,1)] gLLAQcdcefefarjlajf SFS[D(8,3)(2,1)] gLLAQbcedfefecdwafv T2xI gLLAQcdcefefqrsuavf SFS[D(3,1)(2,1)] gLLAQbcedfeflcawabv SFS[D(3,1)(2,1)] gLLAQbcdefefpjniajb m053(0,0) gLLAQbcdefefpjnianb m045(0,0) gLLAQbcdefefpjntavb toroidal gLLAQbcdefefpjntawb m007(0,0) gLLAQbcdefefpjntasb SFS[D(3,1)(3,1)] gLLAQbcdefefpjnpaob SFS[D(3,1)(2,1)] gLLAQbcdefefpjnparb m032(0,0) gLLAQbcdefefpjnpanb m009(0,0) gLLAQbcdefefdbnhaob SFS[D(3,1)(2,1)] gLLAQbcdefeflgnlavb T2xI gLLAQbcdefeftgnlavb SFS[A(2,1)] gLLAQbcdefefacnaavb SFS[D(3,1)(2,1)] gLLAQbcdefefaonhanb SFS[D(7,3)(2,1)] gLLAQbcdefefaonharb SFS[D(8,3)(2,1)] gLLAQbcdefefaonqabb SFS[D(2,1)(2,1)] gLLAQbcdefefaonqajb SFS[D(7,2)(2,1)] gLLAQbcdefefaonqanb SFS[D(5,1)(2,1)] gLLAQbcdefefaonaavb SFS[D(3,1)(2,1)] gLLAQbcdefefaonaasb SFS[D(3,1)(2,1)] gLLAQbcdefefaonaawb reducible gLLAQbcdefefagnlavb T2xI gLLAQbcdefefagntavb T2xI gLLAQbcdefefxonxavb SFS[D(3,1)(2,1)] gLLAQbcdefefecnmavb SFS[D(3,1)(2,1)] gLLAQccdefefigriaov T2xI gLLAQbcedfefdgmwavf SFS[D(5,2)(2,1)] gLLAQbcedfefdgawabf SFS[D(3,1)(2,1)] gLLAQbcedfefdvawabf toroidal gLLAQbcedfefdfawabf SFS[D(3,1)(2,1)] gLLAQccdefefawrpabv SFS[D(2,1)(2,1)] gLLAQbcedfefektwagf toroidal gLLAQbcedfefeshwavf SFS[D(2,1)(2,1)] gLLAQbcedfefestwagf SFS[D(2,1)(2,1)] gLLAQbcedfefesdwaff SFS[D(2,1)(2,1)] gLLAQbcedfefebtwagf SFS[D(2,1)(2,1)] gLLAQccdefefdwrtavv SFS[D(3,1)(2,1)] gLLAQccdefefdwraavv SFS[D(3,1)(2,1)] gLLAQccdefefdkrhaov reducible gLLAQccdefefqvrhavv SFS[D(3,1)(2,1)] gLLAQbcedfefpopnaof SFS[D(3,1)(2,1)] gLLAQbcedfefhwlnavf SFS[D(5,2)(2,1)] gLLAQbcedfeftvtnavf reducible gLLAQbcedfefhvawabf SFS[D(3,1)(2,1)] gLLAQcedceffahfvlvc SFS[D(2,1)(2,1)] gLLAQcedceffahfvljb SFS[D(2,1)(2,1)] gLLAQbcdefeftrcmaof SFS[D(3,1)(2,1)] gLLAQbcdefeftrcaaof SFS[D(3,1)(2,1)] gLLAQbcdefeftjchavf reducible gLLAQcedceffaibvqjc reducible gLLAQcedceffaibvqcb reducible gLLAQcedceffaibvqsb reducible gLLAQcedceffaibvqvf reducible gLLAQcedceffahbvijb reducible gLLAQcedceffahbvdwc SFS[D(3,1)(2,1)] gLLAQcedceffahbvdof SFS[D(3,1)(2,1)] gLLAQbcdefeflrcmaof SFS[D(3,1)(2,1)] gLLAQbcdefeflrcaaof SFS[D(3,1)(2,1)] gLLAQbcdefefljchavf reducible gLLAQbcdefefdfghavf SFS[D(3,1)(2,1)] gLLAQbcdefefdfguavf SFS[D(3,1)(2,1)] gLLAQbcdefefdvgxabf reducible gLLAQbcdefefhvgiaof SFS[D(2,1)(2,1)] gLLAQbcdefefhvgaaof SFS[D(2,1)(2,1)] gLLAQbcdefefhkceavf SFS[D(3,1)(2,1)] gLLAQbcdefefhkcuavf SFS[D(3,1)(2,1)] gLLAQbcdefefhwciaof reducible gLLAQbcdefefebgmagf SFS[D(3,1)(2,1)] gLLAQbcdefefebgiagf SFS[D(3,1)(2,1)] gLLAQbcdefefesglaff reducible gLLAQbcdefefmbgmagf reducible gLLAQbcdefefmbglaff reducible gLLAQbcdefefmbgtavf reducible gLLAQbcdefefmbgiagf reducible gLLAQbcdefeftojhaof SFS[D(3,1)(2,1)] gLLAQbcdefeftcjtavf SFS[D(2,1)(2,1)] gLLAQbcdefeftcjqabf SFS[D(2,1)(2,1)] gLLAQbcdefefdjjtavf SFS[D(4,1)(2,1)] gLLAQcdcefefakrxabv SFS[D(2,1)(2,1)] gLLAQbcdefefegjhagf SFS[D(5,2)(2,1)] gLLAQcdcefefdkrlavv reducible gLLAQcdcefefdkjpaov SFS[D(3,1)(2,1)] gLLAQcdcefefdkjdaov SFS[D(3,1)(2,1)] gLLAQcdcefefhkrlavv SFS[D(3,1)(2,1)] gLLAQcdcefefhkrpaov SFS[D(3,1)(2,1)] gLLAQcdcefefhkrqabv SFS[D(2,1)(2,1)] gLLAQbcdefeflojhaof SFS[D(3,1)(2,1)] gLLAQbcdefefpnjpaof SFS[D(3,1)(2,1)] gLLAQbcedfefdjasabf reducible gLLAQbcdefefxgjqakf m029(0,0) gLLAQbcdefefxgjqarf m035(0,0) gLLAQbcdefefxgjhagf SFS[D(4,1)(2,1)] gLLAQbcdefefxgjhajf m015(0,0) gLLAQbcdefefxgjhakf m004(0,0) gLLAQbcdefefxgjxavf SFS[D(3,1)(2,1)] gLLAQbcdefefxgjxasf m006(0,0) gLLAQbcdefefxgjxawf toroidal gLLAQbcdefefxcjmawf SFS[D(5,2)(3,1)] gLLAQbcdefefxcjmasf SFS[D(4,1)(3,1)] gLLAQbcdefefxcjqakf toroidal gLLAQbcdefefxcjqarf SFS[D(5,2)(3,1)] gLLAQbcdefefxcjeawf SFS[D(4,3)(3,1)] gLLAQbcdefefxcjeasf SFS[D(5,3)(3,1)] gLLAQbcdefefxcjhajf SFS[D(5,3)(3,1)] gLLAQbcdefefxcjhakf toroidal gLLAQbcdefefxcjxasf toroidal gLLAQbcdefefxcjxawf toroidal gLLAQbcdefefxcjdakf SFS[D(5,3)(3,1)] gLLAQbcdefefxcjdajf SFS[D(4,3)(3,1)] gLLAQbcdefefxcjiarf SFS[D(4,1)(3,1)] gLLAQbcdefefxcjiakf SFS[D(5,2)(3,1)] gLLAQbcdefefxojqaff SFS[D(2,1)(2,1)] gLLAQbcdefefxojqakf m081(0,0) gLLAQbcdefefxojqarf m142(0,0) gLLAQbcdefefxojhajf m146(0,0) gLLAQbcdefefxojhakf m117(0,0) gLLAQbcdefefxojxavf SFS[D(3,1)(2,1)] gLLAQbcdefefxojxasf toroidal gLLAQbcdefefxojxawf m011(0,0) gLLAQbcedfeflcasabf SFS[D(3,1)(2,1)] gLLAQbcedfeftcasabf reducible gLLAQbcdefefaojhaof reducible gLLAQbcdefefaojhanf toroidal gLLAQbcdefefaojharf toroidal gLLAQbcdefefaojqajf toroidal gLLAQbcdefefaojqanf SFS[D(7,2)(2,1)] gLLAQbcdefefaojaavf SFS[D(3,1)(2,1)] gLLAQbcdefefaojaasf toroidal gLLAQbcdefefaojaawf SFS[D(3,1)(2,1)] gLLAQbcdefefacjhanf SFS[D(2,1)(2,1)] gLLAQbcdefefacjqanf SFS[D(2,1)(2,1)] gLLAQbcdefefacjaasf SFS[D(3,1)(2,1)] gLLAQbcdefefacjaawf SFS[D(3,1)(2,1)] gLLAQbcdefefagjhanf SFS[D(7,3)(2,1)] gLLAQbcdefefagjharf SFS[D(8,3)(2,1)] gLLAQbcdefefagjqabf SFS[D(2,1)(2,1)] gLLAQbcdefefagjqajf SFS[D(7,2)(2,1)] gLLAQbcdefefagjqanf SFS[D(5,1)(2,1)] gLLAQbcdefefagjaavf SFS[D(3,1)(2,1)] gLLAQbcdefefagjaasf SFS[D(3,1)(2,1)] gLLAQbcdefefagjaawf reducible gLLAQbcdefefmcjmavf SFS[D(2,1)(2,1)] gLLAQbcdefefmcjqaff SFS[D(2,1)(2,1)] gLLAQaceefefbjumawf SFS[D(2,1)(2,1)] gLLAQccdefefqfjxabv SFS[D(2,1)(2,1)] gLLAQccdefefqvjhavv SFS[D(3,1)(2,1)] gLLAQaceefefbbupawf SFS[A(2,1)] gLLAQaceefefbcadawf reducible gLLAQaceefefboxuawf reducible gLLAQaceefefbcuuawf SFS[D(3,1)(2,1)] gLLAQaceefefbguuawf SFS[D(3,1)(2,1)] gLLAQaceefefjouuawf SFS[D(3,1)(2,1)] gLLAQaceefefnouuawf SFS[D(3,1)(2,1)] gLLAQccdefefaojuasv SFS[D(2,1)(2,1)] gLLAQccdefefaojlajv SFS[D(2,1)(2,1)] gLLAQaceefefbotuawf reducible gLLAQccdefefdwjaavv SFS[D(3,1)(2,1)] gLLAQccdefefdwjtavv SFS[D(3,1)(2,1)] gLLAQaceefefbvqmawf reducible gLLAQaceefefbsulawf reducible gLLAQbcedfefpopwaof SFS[D(3,1)(2,1)] gLLAQaceefefbcuiawf SFS[D(3,1)(2,1)] gLLAQbcedfefdvanabf SFS[D(3,1)(2,1)] gLLAQaceefefbguiawf reducible gLLAQbcedfefdgmnavf SFS[D(4,1)(2,1)] gLLAQbcedfefdganabf reducible gLLAQaceefefbouiawf SFS[D(3,1)(2,1)] gLLAQbcedfefdfanabf SFS[D(3,1)(2,1)] gLLAQbcedfefhvanabf reducible gLLAQaceefefbgdpawf SFS[D(2,1)(2,1)] gLLAQaceefefbjiaawf SFS[D(2,1)(2,1)] gLLAQbcedfeftsenabf SFS[D(2,1)(2,1)] gLLAQbcedfeftsmnavf SFS[D(2,1)(2,1)] gLLAQbcedfeftsunaof SFS[D(2,1)(2,1)] gLLAQbcedfeftspnavf SFS[D(2,1)(2,1)] gLLAQaceefefboddawf SFS[D(2,1)(2,1)] gLLAQbcedfefakenabf SFS[D(2,1)(2,1)] gLLAQbcedfefhwlwavf SFS[D(4,1)(2,1)] gLLAQaceefefbcuqawf toroidal gLLAQaceefefbguqawf SFS[D(3,1)(2,1)] gLLAQbcedfefektnagf SFS[D(5,2)(2,1)] gLLAQaceefefbouqawf SFS[D(3,1)(2,1)] gLLAQaceefefbshmajf SFS[D(3,1)(2,1)] gLLAQbcdefeftkjmaof SFS[D(4,1)(2,1)] gLLAQbcdefefdfjmaof SFS[D(2,1)(2,1)] gLLAQbcdefefdfjxabf SFS[D(2,1)(2,1)] gLLAQbcdefefdgjuavf SFS[D(3,1)(2,1)] gLLAQaceefefbchhajf SFS[D(3,1)(2,1)] gLLAQaceefefjchhajf SFS[D(3,1)(2,1)] gLLAQaceefefnchhajf reducible gLLMQceddfefaakwhvb SFS[D(2,1)(2,1)] gLLMQceddfefaakwhvj SFS[D(5,1)(2,1)] gLLMQceddfefaakwhvn SFS[D(7,2)(2,1)] gLLMQceddfefaakwxvj SFS[D(7,3)(2,1)] gLLMQceddfefaakwxvw SFS[D(8,3)(2,1)] gLLAQaceefefjghhajf SFS[D(3,1)(2,1)] gLLAQaceefefnghhajf SFS[D(3,1)(2,1)] gLLMQceddfefaakfhvj SFS[D(2,1)(2,1)] gLLMQceddfefaakfxvj SFS[D(2,1)(2,1)] gLLAQaceefefbohhajf SFS[D(3,1)(2,1)] gLLAQaceefefjohhajf toroidal gLLAQaceefefnohhajf SFS[D(3,1)(2,1)] gLLMQceddfefaaknhvj SFS[D(7,2)(2,1)] gLLMQceddfefaaknhvn toroidal gLLMQceddfefaaknxvc reducible gLLMQceddfefaaknxvj toroidal gLLMQceddfefaaknxvw toroidal gLLAQbcdefefekjiagf SFS[D(3,1)(2,1)] gLLMQceddfefiakfhvv SFS[D(2,1)(2,1)] gLLMQceddfefiakfevf SFS[D(2,1)(2,1)] gLLAQaceefefbkhaajf SFS[D(3,1)(2,1)] gLLAQaceefefjkhaajf m006(0,0) gLLAQaceefefnkhaajf toroidal gLLMQceddfefhanfqvf SFS[D(4,1)(2,1)] gLLMQceddfefhanfqvr m004(0,0) gLLMQceddfefhanfqvk m015(0,0) gLLMQceddfefhanfxvw m029(0,0) gLLMQceddfefhanfxvj m035(0,0) gLLAQaceefefbshaajf SFS[D(3,1)(2,1)] gLLAQaceefefjshaajf toroidal gLLAQaceefefnshaajf m011(0,0) gLLMQceddfefhanvqvr m117(0,0) gLLMQceddfefhanvqvk m146(0,0) gLLMQceddfefhanvxvc SFS[D(2,1)(2,1)] gLLMQceddfefhanvxvw m081(0,0) gLLMQceddfefhanvxvj m142(0,0) gLLAQaceefefjoumajf SFS[D(4,1)(3,1)] gLLAQaceefefnoumajf SFS[D(5,2)(3,1)] gLLAQaceefefjbhaajf toroidal gLLAQaceefefnbhaajf toroidal gLLAQaceefefjvptajf SFS[D(5,3)(3,1)] gLLAQaceefefnvptajf SFS[D(4,3)(3,1)] gLLMQceddfefhangivn SFS[D(5,3)(3,1)] gLLMQceddfefhangivj SFS[D(4,3)(3,1)] gLLMQceddfefhangqvr toroidal gLLMQceddfefhangqvk SFS[D(5,3)(3,1)] gLLMQceddfefhangxvw toroidal gLLMQceddfefhangxvj SFS[D(5,2)(3,1)] gLLMQceddfefhanglvj SFS[D(5,2)(3,1)] gLLMQceddfefhanglvn SFS[D(4,1)(3,1)] gLLAQbcdefeflkjmaof SFS[D(5,2)(2,1)] gLLAQaceefefbchdajf reducible gLLAQaceefefbbxqajf SFS[D(2,1)(2,1)] gLLAQbcdefefhwsiaof SFS[D(3,1)(2,1)] gLLAQbcdefefhwsuavf SFS[D(3,1)(2,1)] gLLAQaceefefbshiajf reducible gLLAQaceefefbgxxajf SFS[D(2,1)(2,1)] gLLAQaceefefbchpajf SFS[D(3,1)(2,1)] gLLAQbcdefefmbjtavf SFS[D(3,1)(2,1)] gLLAQbcdefefmbjlaff SFS[D(3,1)(2,1)] gLLAQbcdefefmkjiagf reducible gLLAQaceefefbkeqacf SFS[D(3,1)(2,1)] gLLAQaceefefjkeqacf m032(0,0) gLLAQaceefefnkeqacf m009(0,0) gLLAQcdcefefiokmaov toroidal gLLAQcdcefefiokmanv SFS[D(3,1)(3,1)] gLLAQcdcefefiokmarv m007(0,0) gLLAQcdcefefioklanv m053(0,0) gLLAQcdcefefioklajv m045(0,0) gLLAQbcedfeftcacabf SFS[D(3,1)(2,1)] gLLAQbcedfefdbacabf SFS[A(2,1)] gLLAQcdcefefaovaaov T2xI gLLAQcdcefefaovpabv T2xI gLLAQaceefefbgeeacf SFS[D(3,1)(2,1)] gLLAQaceefefboeeacf SFS[D(3,1)(2,1)] gLLAQaceefefjoeeacf SFS[D(3,1)(2,1)] gLLAQaceefefnoeeacf reducible gLLAQcdcefefaojmaov SFS[D(2,1)(2,1)] gLLAQcdcefefaojmanv SFS[D(5,1)(2,1)] gLLAQcdcefefaojmarv SFS[D(7,2)(2,1)] gLLAQcdcefefaojlanv SFS[D(7,3)(2,1)] gLLAQcdcefefaojlajv SFS[D(8,3)(2,1)] gLLAQbcedfefecdcaff T2xI gLLAQaceefefbsetacf SFS[D(3,1)(2,1)] gLLAQbcedfeflcacabf SFS[D(3,1)(2,1)] gLLAQaceefefjkixacf m053(0,0) gLLAQaceefefnkixacf m045(0,0) gLLAQbcdefefpjgtavf toroidal gLLAQbcdefefpjgtawf m007(0,0) gLLAQbcdefefpjgtasf SFS[D(3,1)(3,1)] gLLAQbcdefefpjgpaof SFS[D(3,1)(2,1)] gLLAQbcdefefpjgparf m032(0,0) gLLAQbcdefefpjgpanf m009(0,0) gLLAQaceefefbcexacf SFS[D(3,1)(2,1)] gLLAQaceefefbbadacf T2xI gLLAQaceefefbbedacf SFS[A(2,1)] gLLAQbcdefefacgaavf SFS[D(3,1)(2,1)] gLLAQaceefefjrxxacf SFS[D(7,3)(2,1)] gLLAQaceefefnrxxacf SFS[D(8,3)(2,1)] gLLAQbcdefefaogqabf SFS[D(2,1)(2,1)] gLLAQbcdefefaogqajf SFS[D(7,2)(2,1)] gLLAQbcdefefaogqanf SFS[D(5,1)(2,1)] gLLAQbcdefefaogaavf SFS[D(3,1)(2,1)] gLLAQbcdefefaogaasf SFS[D(3,1)(2,1)] gLLAQbcdefefaogaawf reducible gLLAQaceefefbbddacf T2xI gLLAQbcdefefaggtavf T2xI gLLAQbcdefefxogxavf SFS[D(3,1)(2,1)] gLLAQaceefefbcemacf SFS[D(3,1)(2,1)] gLLAQccdefefhwvqabv SFS[D(2,1)(2,1)] gLLAQaceeeffbcapcac SFS[D(3,1)(2,1)] gLLAQaceeeffjcapcac reducible gLLAQaceeeffncapcac SFS[D(3,1)(2,1)] gLLAQccdefefivvhasv SFS[D(7,3)(2,1)] gLLAQccdefefivvhawv SFS[D(8,3)(2,1)] gLLAQccdefefivvxabv SFS[D(2,1)(2,1)] gLLAQccdefefivvxajv SFS[D(5,1)(2,1)] gLLAQccdefefivvxanv SFS[D(7,2)(2,1)] gLLAQaceeeffbgapcac SFS[D(3,1)(2,1)] gLLAQaceeeffbbupcac T2xI gLLAQaceeeffbvuacac T2xI gLLAQbcedfeftkpfavf SFS[D(2,1)(2,1)] gLLAQbcedfeftkufaof SFS[D(2,1)(2,1)] gLLAQbcedfefdgafabf SFS[D(3,1)(2,1)] gLLAQbcedfefdvafabf SFS[D(3,1)(2,1)] gLLAQaceeeffjvpxcac SFS[D(2,1)(2,1)] gLLAQbcedfefdfxfarf SFS[D(2,1)(2,1)] gLLAQbcedfefdfafanf SFS[D(3,1)(2,1)] gLLAQbcedfefdfafajf SFS[D(3,1)(2,1)] gLLAQaceeeffbcuqcac SFS[D(2,1)(2,1)] gLLAQaceeeffbcahcac SFS[D(3,1)(2,1)] gLLAQaceeeffjcahcac SFS[D(3,1)(2,1)] gLLAQaceeeffncahcac toroidal gLLAQccdefefqvvhavv reducible gLLAQccdefefqvvhasv toroidal gLLAQccdefefqvvhawv toroidal gLLAQccdefefqvvxajv SFS[D(7,2)(2,1)] gLLAQccdefefqvvxanv toroidal gLLAQaceeeffjgahcac SFS[D(3,1)(2,1)] gLLAQaceeeffngahcac SFS[D(3,1)(2,1)] gLLAQccdefefqfvhasv SFS[D(2,1)(2,1)] gLLAQccdefefqfvxajv SFS[D(2,1)(2,1)] gLLAQaceeeffboahcac SFS[D(3,1)(2,1)] gLLAQaceeeffjoahcac reducible gLLAQaceeeffnoahcac SFS[D(3,1)(2,1)] gLLAQccdefefqgvhasv SFS[D(7,3)(2,1)] gLLAQccdefefqgvhawv SFS[D(8,3)(2,1)] gLLAQccdefefqgvxabv SFS[D(2,1)(2,1)] gLLAQccdefefqgvxajv SFS[D(5,1)(2,1)] gLLAQccdefefqgvxanv SFS[D(7,2)(2,1)] gLLAQbcedfefpgafabf SFS[D(3,1)(2,1)] gLLAQbcedfefpoufabf T2xI gLLAQbcedfefpoafavf T2xI gLLAQaceeeffbvdxcac SFS[D(2,1)(2,1)] gLLAQaceeeffjvdxcac SFS[D(5,1)(2,1)] gLLAQaceeeffnvdxcac SFS[D(7,2)(2,1)] gLLAQbcedfefpfxfanf SFS[D(8,3)(2,1)] gLLAQbcedfefpfxfarf SFS[D(7,3)(2,1)] gLLAQbcedfefpfafabf SFS[D(3,1)(2,1)] gLLAQbcedfefpfafanf reducible gLLAQbcedfefpfafajf SFS[D(3,1)(2,1)] gLLAQaceeeffbcxucac SFS[D(2,1)(2,1)] gLLAQaceeeffbrdpcac SFS[D(2,1)(2,1)] gLLAQaceeeffbgxqcac SFS[D(2,1)(2,1)] gLLAQbcedfeflrufabf SFS[D(2,1)(2,1)] gLLAQaceeeffjcadcac SFS[D(3,1)(2,1)] gLLAQaceeeffncadcac SFS[D(3,1)(2,1)] gLLAQbcedfeftvifanf SFS[D(2,1)(2,1)] gLLAQbcedfeftvpfanf SFS[D(2,1)(2,1)] gLLAQaceeeffbgadcac SFS[D(3,1)(2,1)] gLLAQaceeeffboadcac SFS[D(3,1)(2,1)] gLLAQaceeeffjjhxcac SFS[D(2,1)(2,1)] gLLAQbcedfefhgxfarf SFS[D(2,1)(2,1)] gLLAQbcedfefhgafanf SFS[D(3,1)(2,1)] gLLAQbcedfefhgafajf SFS[D(3,1)(2,1)] gLLAQaceeeffbrhxcac SFS[D(2,1)(2,1)] gLLAQaceeeffjrhxcac SFS[D(5,1)(2,1)] gLLAQaceeeffnrhxcac SFS[D(7,2)(2,1)] gLLAQbcedfefhvxfanf SFS[D(8,3)(2,1)] gLLAQbcedfefhvxfarf SFS[D(7,3)(2,1)] gLLAQbcedfefhvafabf SFS[D(3,1)(2,1)] gLLAQbcedfefhvafanf reducible gLLAQbcedfefhvafajf SFS[D(3,1)(2,1)] gLLAQaceeeffjvhxcac SFS[D(7,2)(2,1)] gLLAQaceeeffnvhxcac toroidal gLLAQbcedfefhfxfaof reducible gLLAQbcedfefhfxfanf toroidal gLLAQbcedfefhfxfarf toroidal gLLAQbcedfefhfafabf SFS[D(3,1)(2,1)] gLLAQbcedfefhfafanf SFS[D(3,1)(2,1)] gLLAQbcedfefhfafajf toroidal gLLAQcedceffaqjvdfv SFS[D(5,2)(2,1)] gLLAQaceeeffbotmwac SFS[D(3,1)(2,1)] gLLAQbcdefefdwrpabf reducible gLLAQaceeeffbotewac SFS[D(3,1)(2,1)] gLLAQbcdefefporaaof T2xI gLLAQbcdefeflbkmaof SFS[D(2,1)(2,1)] gLLAQbcdefeflkkmaof toroidal gLLAQaceeeffbouxwac SFS[D(2,1)(2,1)] gLLAQbcdefeflskmaof SFS[D(2,1)(2,1)] gLLAQbcdefeflskpabf SFS[D(2,1)(2,1)] gLLAQaceeeffbctxwac SFS[D(3,1)(2,1)] gLLAQaceeeffbgtxwac SFS[D(3,1)(2,1)] gLLAQbcdefeftkkmaof SFS[D(5,2)(2,1)] gLLAQaceeeffbotxwac toroidal gLLAQaceeeffboxxwac SFS[D(2,1)(2,1)] gLLAQbcdefefhwriaof SFS[D(3,1)(2,1)] gLLAQbcdefefmbklaff SFS[D(3,1)(2,1)] gLLAQbcdefefmbktavf SFS[D(3,1)(2,1)] gLLAQbcdefefmrriagf reducible gLLAQcdcefefqwkmaov SFS[D(4,1)(2,1)] gLLAQaceeeffbolqjac SFS[D(3,1)(2,1)] gLLAQbcdefeftokaavf reducible gLLAQbcdefefdnkuabf reducible gLLAQcdcefefawvmaov SFS[D(2,1)(2,1)] gLLAQcdcefefawvxabv SFS[D(2,1)(2,1)] gLLAQaceeeffbolujac reducible gLLAQbcdefeflokaavf reducible gLLAQbcdefefpbkpaof SFS[A(2,1)] gLLAQaceeeffbgdejac SFS[D(2,1)(2,1)] gLLAQaceeeffbjiqjac SFS[D(2,1)(2,1)] gLLAQbcedfefdndrabf SFS[D(2,1)(2,1)] gLLAQbcedfefdntraof SFS[D(2,1)(2,1)] gLLAQbcedfefdnpravf SFS[D(2,1)(2,1)] gLLAQbcedfefdnuraof SFS[D(2,1)(2,1)] gLLAQbcdefefxokxavf reducible gLLAQbcedfefloarabf SFS[D(3,1)(2,1)] gLLAQbcedfeflgtraof SFS[D(5,2)(2,1)] gLLAQbcedfeflgarabf SFS[D(3,1)(2,1)] gLLAQbcedfeflcarabf toroidal gLLAQaceeeffbclijac SFS[D(3,1)(2,1)] gLLAQbcedfeftoarabf SFS[D(3,1)(2,1)] gLLAQaceeeffbglijac reducible gLLAQbcedfeftgtraof SFS[D(4,1)(2,1)] gLLAQbcedfeftgarabf reducible gLLAQaceeeffbolijac SFS[D(3,1)(2,1)] gLLAQbcedfeftcarabf SFS[D(3,1)(2,1)] gLLAQaceeeffjrxxjac SFS[D(2,1)(2,1)] gLLAQbcdefefaokqanf SFS[D(2,1)(2,1)] gLLAQbcdefefaokaasf SFS[D(3,1)(2,1)] gLLAQbcdefefaokaawf SFS[D(3,1)(2,1)] gLLAQbcdefefackaavf SFS[D(3,1)(2,1)] gLLAQbcdefefagkaavf SFS[D(3,1)(2,1)] gLLAQaceeeffbjudjac SFS[D(2,1)(2,1)] gLLAQbcdefefhjkaavf SFS[D(2,1)(2,1)] gLLAQbcdefefhnkdaof SFS[D(3,1)(2,1)] gLLAQbcdefefmgkeavf SFS[D(3,1)(2,1)] gLLAQbcdefefmgkuaff SFS[D(3,1)(2,1)] gLLAQbcdefefmckdagf reducible gLLAQcdecfefdkxodno reducible gLLAQcdecfefasesmvb reducible gLLAQcdecfefdkhodvo reducible gLLAQcdecfefdkhodwo reducible gLLAQcdecfefdkhodso reducible gLLAQcdecfefavevisf SFS[D(3,1)(2,1)] gLLAQcdecfefavevivr SFS[D(3,1)(2,1)] gLLAQcdecfefavevpvj SFS[D(2,1)(2,1)] gLLAQcdecfefavevevj SFS[D(2,1)(2,1)] gLLAQcdecfefavlvdbk SFS[D(2,1)(2,1)] gLLAQcdecfefavlvubn SFS[D(2,1)(2,1)] gLLAQcdecfefavlvlbj SFS[D(3,1)(2,1)] gLLAQcdecfefavlvlbw SFS[D(3,1)(2,1)] gLLAQcedcfefddvndoo SFS[D(3,1)(2,1)] gLLAQcedcfefdivolbs SFS[D(2,1)(2,1)] gLLAQcedcfefdhvodro reducible gLLAQcedcfefdhvodno reducible gLLAQcedcfefdlvodso reducible gLLAQcedcfefdlvodwo reducible gLLAQcedcfefaivvlbs SFS[D(2,1)(2,1)] gLLAQcedcfefadvvinb SFS[D(3,1)(2,1)] gLLAQcedcfefadvvpor SFS[D(2,1)(2,1)] gLLAQcedcfefaivvdbn SFS[D(3,1)(2,1)] gLLAQcdecfeflvxvxnk SFS[D(5,3)(5,2)] gLLAQcdecfeflvxvxjk SFS[D(5,3)(4,1)] gLLAQcdecfeflvxvxnr SFS[D(5,3)(4,1)] gLLAQcdecfeflvxvxjr SFS[D(4,3)(4,1)] gLLAQcdecfefaoivqoj SFS[D(5,2)(2,1)] gLLAQcdecfefaoivqon SFS[D(4,1)(2,1)] gLLAQcdecfefhoirqoj SFS[D(5,2)(5,2)] gLLAQcdecfefhoinqoj SFS[D(5,2)(4,1)] gLLAQcdecfefhoirqon SFS[D(5,2)(4,1)] gLLAQcdecfefhoinqon SFS[D(4,1)(4,1)] gLLAQcdecfefaomvqoj SFS[D(5,2)(2,1)] gLLAQcdecfefaomvqon SFS[D(4,1)(2,1)] gLLAQcdecfefaomvhor SFS[D(5,2)(2,1)] gLLAQcdecfefaomvhon SFS[D(4,1)(2,1)] gLLAQcdecfefhomrqoj SFS[D(5,2)(5,2)] gLLAQcdecfefhomrqon SFS[D(5,2)(4,1)] gLLAQcdecfefhomnqoj SFS[D(5,2)(4,1)] gLLAQcdecfefhomnqon SFS[D(4,1)(4,1)] gLLAQcdecfefaoivhor SFS[D(5,2)(2,1)] gLLAQcdecfefaoivhon SFS[D(4,1)(2,1)] gLLAQcdecfefhoirhor SFS[D(5,3)(5,2)] gLLAQcdecfefhoinhor SFS[D(5,3)(4,1)] gLLAQcdecfefhoirhon SFS[D(5,3)(4,1)] gLLAQcdecfefhoinhon SFS[D(4,3)(4,1)] gLLAQcdecfefhkxopno reducible gLLAQcdecfefhkxrpno SFS[D(5,2)(3,1)] gLLAQcdecfefhkxnpno SFS[D(5,3)(3,1)] gLLAQcdecfefhkxopjo reducible gLLAQcdecfefhkxrpjo SFS[D(4,1)(3,1)] gLLAQcdecfefhkxnpjo SFS[D(4,3)(3,1)] gLLAQcdecfefakxspno SFS[D(5,2)(2,1)] gLLAQcdecfefakxspjo SFS[D(4,1)(2,1)] gLLAQcdecfefqkxjpno SFS[D(5,2)(2,1)] gLLAQcdecfefqkxjpjo SFS[D(4,1)(2,1)] gLLAQcdecfefashvevb reducible gLLAQcdecfefashvewb SFS[D(3,1)(2,1)] gLLAQcdecfefashvesb SFS[D(3,1)(2,1)] gLLAQcdecfefakaspoo SFS[D(2,1)(2,1)] gLLAQcdecfefasmvxon SFS[D(2,1)(2,1)] gLLAQcdecfefhkhopwo reducible gLLAQcdecfefhkhrpwo SFS[D(5,3)(3,1)] gLLAQcdecfefhkhnpwo SFS[D(5,2)(3,1)] gLLAQcdecfefhkhopso reducible gLLAQcdecfefhkhrpso SFS[D(4,3)(3,1)] gLLAQcdecfefhkhnpso SFS[D(4,1)(3,1)] gLLAQcdecfefakhspwo SFS[D(5,2)(2,1)] gLLAQcdecfefakhspso SFS[D(4,1)(2,1)] gLLAQcdecfefhsmrxon SFS[D(5,2)(2,1)] gLLAQcdecfefhsmnxon SFS[D(4,1)(2,1)] gLLAQcdecfefaohvtwv SFS[D(5,2)(2,1)] gLLAQcdecfefaohvtsv SFS[D(4,1)(2,1)] gLLAQcdecfefaoxvtnv SFS[D(5,2)(2,1)] gLLAQcdecfefaoxvtjv SFS[D(4,1)(2,1)] gLLAQcdecfefhghopwb reducible gLLAQcdecfefhghrdwf SFS[D(5,3)(3,1)] gLLAQcdecfefhghnpwb SFS[D(5,2)(3,1)] gLLAQcdecfefhghndvf reducible gLLAQcdecfefhghndwf SFS[D(4,3)(3,1)] gLLAQcdecfefhghndsf SFS[D(4,1)(3,1)] gLLAQcdecfefafpwqbj SFS[D(5,2)(2,1)] gLLAQcdecfefafpwqbw SFS[D(4,1)(2,1)] gLLAQcdecfefhfprqbj SFS[D(5,2)(2,1)] gLLAQcdecfefhfprqbw SFS[D(4,1)(2,1)] gLLAQcdecfefafmvqoc reducible gLLAQcdecfefafmvqoj SFS[D(3,1)(2,1)] gLLAQcdecfefafmvqow SFS[D(3,1)(2,1)] gLLAQcdecfefafmvaon SFS[D(2,1)(2,1)] gLLAQcdecfefafmvxok SFS[D(2,1)(2,1)] gLLAQcdecfefhfmrqoc reducible gLLAQcdecfefhfmrqoj SFS[D(5,2)(3,1)] gLLAQcdecfefhfmrqow SFS[D(5,3)(3,1)] gLLAQcdecfefhfmnqoc reducible gLLAQcdecfefhfmnqoj SFS[D(4,1)(3,1)] gLLAQcdecfefhfmnqow SFS[D(4,3)(3,1)] gLLAQcdecfefafpwxbk SFS[D(5,2)(2,1)] gLLAQcdecfefafpwxbr SFS[D(4,1)(2,1)] gLLAQcdecfefhfmrxok SFS[D(5,2)(2,1)] gLLAQcdecfefhfmnxok SFS[D(4,1)(2,1)] gLLAQcdecfefarpvxbn SFS[D(5,2)(2,1)] gLLAQcdecfefarpvxbj SFS[D(4,1)(2,1)] gLLAQcdecfefarhvlwf SFS[D(5,2)(2,1)] gLLAQcdecfefarhvlsf SFS[D(4,1)(2,1)] gLLAQcdecfefaohvlwv SFS[D(5,2)(2,1)] gLLAQcdecfefaohvlsv SFS[D(4,1)(2,1)] gLLAQcdecfefaoxvlnv SFS[D(5,2)(2,1)] gLLAQcdecfefaoxvljv SFS[D(4,1)(2,1)] gLLAQcdecfefhkxounb reducible gLLAQcdecfefhkxoujb reducible gLLAQcdecfefhkxrunb SFS[D(5,2)(3,1)] gLLAQcdecfefhkxrujb SFS[D(4,1)(3,1)] gLLAQcdecfefhkxnunb SFS[D(5,3)(3,1)] gLLAQcdecfefhkxnujb SFS[D(4,3)(3,1)] gLLAQcdecfefashvdvc reducible gLLAQcdecfefashvdwc SFS[D(3,1)(2,1)] gLLAQcdecfefashvdsc SFS[D(3,1)(2,1)] gLLAQcdecfefhkhouwb reducible gLLAQcdecfefhkhousb reducible gLLAQcdecfefhkhruwb SFS[D(5,3)(3,1)] gLLAQcdecfefhkhrusb SFS[D(4,3)(3,1)] gLLAQcdecfefhkhnuwb SFS[D(5,2)(3,1)] gLLAQcdecfefhkhnusb SFS[D(4,1)(3,1)] gLLAQcdecfefakxsunb SFS[D(5,2)(2,1)] gLLAQcdecfefakxsujb SFS[D(4,1)(2,1)] gLLAQcdecfefakasuob SFS[D(2,1)(2,1)] gLLAQcdecfefakhsuwb SFS[D(5,2)(2,1)] gLLAQcdecfefakhsusb SFS[D(4,1)(2,1)] gLLAQcdecfeflkxvhnr SFS[D(5,2)(2,1)] gLLAQcdecfeflkxvhjr SFS[D(4,1)(2,1)] gLLAQcdecfefasivxon SFS[D(2,1)(2,1)] gLLAQcdecfefhsirxon SFS[D(5,2)(2,1)] gLLAQcdecfefhsinxon SFS[D(4,1)(2,1)] gLLAQcedcfefhhvopoo reducible gLLAQcedcfefhhvourb reducible gLLAQcedcfefhhvnpoo reducible gLLAQcedcfefhhvopro reducible gLLAQcedcfefhhvrpro SFS[D(3,1)(3,2)] gLLAQcedcfefhhvnpro SFS[D(3,1)(3,1)] gLLAQcedcfefhhvnuob reducible gLLAQcedcfefhhvnurb SFS[D(3,1)(3,1)] gLLAQcedcfefhhvnpno SFS[D(3,1)(3,2)] gLLAQcedcfefahvspoo reducible gLLAQcedcfefahvspro SFS[D(3,1)(2,1)] gLLAQcedcfefahvspno SFS[D(3,1)(2,1)] gLLAQcedcfefhqvoujb reducible gLLAQcedcfefhqvrtjv SFS[D(3,1)(2,1)] gLLAQcedcfefhqvnujb SFS[D(3,1)(2,1)] gLLAQcedcfefahvsuob reducible gLLAQcedcfefahvsurb SFS[D(3,1)(2,1)] gLLAQcedcfefahvsunb SFS[D(3,1)(2,1)] gLLAQcedcfefaavspso SFS[D(2,1)(2,1)] gLLAQcedcfefahvwlrv SFS[D(2,1)(2,1)] gLLAQcedcfefhlvoqvj reducible gLLAQcedcfefhlvrqvj SFS[D(3,1)(2,1)] gLLAQcedcfefhlvnqvj SFS[D(3,1)(2,1)] gLLAQcedcfefahvwtrv SFS[D(2,1)(2,1)] gLLAQcedcfefhhvrlrv SFS[D(2,1)(2,1)] gLLAQcdecfefawxvpbo reducible gLLAQcdecfefawxvpno SFS[D(3,1)(2,1)] gLLAQcdecfefawxvpjo SFS[D(3,1)(2,1)] gLLAQcdecfefawavpro SFS[D(2,1)(2,1)] gLLAQcdecfefawhvpwo SFS[D(2,1)(2,1)] gLLAQcdecfefawxvubb reducible gLLAQcdecfefawxvunb SFS[D(3,1)(2,1)] gLLAQcdecfefawxvujb SFS[D(3,1)(2,1)] gLLAQcdecfefawavurb SFS[D(2,1)(2,1)] gLLAQcdecfefawhvuwb SFS[D(2,1)(2,1)] gLLAQcdecfefawpvhbo reducible gLLAQcdecfefawpvhbr SFS[D(3,1)(2,1)] gLLAQcdecfefawpvhbn SFS[D(3,1)(2,1)] gLLAQcdecfefqwpbabv reducible gLLAQcdecfefqwpjabv SFS[D(3,1)(2,1)] gLLAQcdecfefqwpnabv SFS[D(3,1)(2,1)] gLLAQcdecfefawpwabv SFS[D(2,1)(2,1)] gLLAQcdecfefawpvabs SFS[D(2,1)(2,1)] gLLAQcdecfefhwprabv SFS[D(2,1)(2,1)] gLLAQcdecfefawpvqbj SFS[D(2,1)(2,1)] gLLAQcdecfefqkxblbv reducible gLLAQcdecfefqkxblnv reducible gLLAQcdecfefqkxbljv reducible gLLAQcdecfefqkxjlbv reducible gLLAQcdecfefqkxjlnv SFS[D(3,1)(3,1)] gLLAQcdecfefqkxjljv SFS[D(3,1)(3,2)] gLLAQcdecfefqkxnlbv reducible gLLAQcdecfefqkxnlnv SFS[D(3,1)(3,2)] gLLAQcdecfefqkxnljv SFS[D(3,1)(3,1)] gLLAQcdecfefaspwxbb reducible gLLAQcdecfefaspwxbn SFS[D(3,1)(2,1)] gLLAQcdecfefaspwxbj SFS[D(3,1)(2,1)] gLLAQcdecfefhsprxbb reducible gLLAQcdecfefhsprxbn SFS[D(3,1)(2,1)] gLLAQcdecfefhsprxbj SFS[D(3,1)(2,1)] gLLAQcdecfefakxwlbv reducible gLLAQcdecfefakxwlnv SFS[D(3,1)(2,1)] gLLAQcdecfefakxwljv SFS[D(3,1)(2,1)] gLLAQcdecfefakawlrv SFS[D(2,1)(2,1)] gLLAQcdecfefakhwlwv SFS[D(2,1)(2,1)] gLLAQcdecfefhkxrlbv reducible gLLAQcdecfefhkxrlnv SFS[D(3,1)(2,1)] gLLAQcdecfefhkxrljv SFS[D(3,1)(2,1)] gLLAQcdecfefashwlwf SFS[D(2,1)(2,1)] gLLAQcdecfefhkhrlwv SFS[D(2,1)(2,1)] gLLAQcdecfefhghouwb reducible gLLAQcdecfefhghnevc reducible gLLAQcdecfefhghrewc SFS[D(5,3)(3,1)] gLLAQcdecfefhghnewc SFS[D(4,3)(3,1)] gLLAQcdecfefhghnuwb SFS[D(5,2)(3,1)] gLLAQcdecfefhghnesc SFS[D(4,1)(3,1)] gLLAQcdecfefafivqoc reducible gLLAQcdecfefafivqoj SFS[D(3,1)(2,1)] gLLAQcdecfefafivqow SFS[D(3,1)(2,1)] gLLAQcdecfefhfirqoc reducible gLLAQcdecfefhfinqoc reducible gLLAQcdecfefhfirqoj SFS[D(5,2)(3,1)] gLLAQcdecfefhfinqoj SFS[D(4,1)(3,1)] gLLAQcdecfefhfirqow SFS[D(5,3)(3,1)] gLLAQcdecfefhfinqow SFS[D(4,3)(3,1)] gLLAQcdecfefafuwqvj SFS[D(5,2)(2,1)] gLLAQcdecfefafuwqvw SFS[D(4,1)(2,1)] gLLAQcdecfefafivaon SFS[D(2,1)(2,1)] gLLAQcdecfefafuwxvk SFS[D(5,2)(2,1)] gLLAQcdecfefafuwxvr SFS[D(4,1)(2,1)] gLLAQcdecfefhfurqvj SFS[D(5,2)(2,1)] gLLAQcdecfefhfurqvw SFS[D(4,1)(2,1)] gLLAQcdecfefafivxok SFS[D(2,1)(2,1)] gLLAQcdecfefhfirxok SFS[D(5,2)(2,1)] gLLAQcdecfefhfinxok SFS[D(4,1)(2,1)] gLLAQcdecfefaruvxvn SFS[D(5,2)(2,1)] gLLAQcdecfefaruvxvj SFS[D(4,1)(2,1)] gLLAQcdecfefarhvtwf SFS[D(5,2)(2,1)] gLLAQcdecfefarhvtsf SFS[D(4,1)(2,1)] gLLAQcdecfefpwxoabv reducible gLLAQcdecfefpwxoanv SFS[D(3,1)(2,1)] gLLAQcdecfefpwxoajv SFS[D(3,1)(2,1)] gLLAQcdecfefawuvhvo reducible gLLAQcdecfefawuvhvr SFS[D(3,1)(2,1)] gLLAQcdecfefawuvhvn SFS[D(3,1)(2,1)] gLLAQcdecfefawuvavs SFS[D(2,1)(2,1)] gLLAQcdecfefawuwavv SFS[D(2,1)(2,1)] gLLAQcdecfefawuvqvj SFS[D(2,1)(2,1)] gLLAQcdecfefhwuravv SFS[D(2,1)(2,1)] gLLAQcdecfefpkxohbo reducible gLLAQcdecfefpkxohbr reducible gLLAQcdecfefpkxohbn reducible gLLAQcdecfefpkxohno reducible gLLAQcdecfefpkxohnr SFS[D(3,1)(3,1)] gLLAQcdecfefpkxohnn SFS[D(3,1)(3,2)] gLLAQcdecfefpkxohjo reducible gLLAQcdecfefpkxohjr SFS[D(3,1)(3,2)] gLLAQcdecfefpkxohjn SFS[D(3,1)(3,1)] gLLAQcdecfefakxwtbv reducible gLLAQcdecfefakxwtnv SFS[D(3,1)(2,1)] gLLAQcdecfefakxwtjv SFS[D(3,1)(2,1)] gLLAQcdecfefhkxrtbv reducible gLLAQcdecfefhkxrtnv SFS[D(3,1)(2,1)] gLLAQcdecfefhkxrtjv SFS[D(3,1)(2,1)] gLLAQcdecfefasuwxvb reducible gLLAQcdecfefasuwxvn SFS[D(3,1)(2,1)] gLLAQcdecfefasuwxvj SFS[D(3,1)(2,1)] gLLAQcdecfefakawtrv SFS[D(2,1)(2,1)] gLLAQcdecfefashwtwf SFS[D(2,1)(2,1)] gLLAQcdecfefhsurxvb reducible gLLAQcdecfefhsurxvn SFS[D(3,1)(2,1)] gLLAQcdecfefhsurxvj SFS[D(3,1)(2,1)] gLLAQcdecfefakhwtwv SFS[D(2,1)(2,1)] gLLAQcdecfefhkhrtwv SFS[D(2,1)(2,1)] gLLAQcdecfefpvxoxbf reducible gLLAQcdecfefpvxoxbk reducible gLLAQcdecfefpvxoxbr reducible gLLAQcdecfefpvxoxnf reducible gLLAQcdecfefpvxoxnk SFS[D(3,1)(3,2)] gLLAQcdecfefpvxoxnr SFS[D(3,1)(3,1)] gLLAQcdecfefpvxoxjf reducible gLLAQcdecfefpvxoxjk SFS[D(3,1)(3,1)] gLLAQcdecfefpvxoxjr SFS[D(3,1)(3,2)] gLLAQcdecfefaopwqbb reducible gLLAQcdecfefaopwqbj SFS[D(3,1)(2,1)] gLLAQcdecfefaopwqbn SFS[D(3,1)(2,1)] gLLAQcdecfefhoprqbb reducible gLLAQcdecfefhoprqbj SFS[D(3,1)(2,1)] gLLAQcdecfefhoprqbn SFS[D(3,1)(2,1)] gLLAQcdecfefaouwqvb reducible gLLAQcdecfefaouwqvj SFS[D(3,1)(2,1)] gLLAQcdecfefaouwqvn SFS[D(3,1)(2,1)] gLLAQcdecfefaopwabw SFS[D(2,1)(2,1)] gLLAQcdecfefaouwhvr SFS[D(2,1)(2,1)] gLLAQcdecfefhourqvb reducible gLLAQcdecfefhourqvj SFS[D(3,1)(2,1)] gLLAQcdecfefhourqvn SFS[D(3,1)(2,1)] gLLAQcdecfefaopwhbr SFS[D(2,1)(2,1)] gLLAQcdecfefhoprhbr SFS[D(2,1)(2,1)] gLLAQcdecfefafxvpbb reducible gLLAQcdecfefafxvpnb SFS[D(3,1)(2,1)] gLLAQcdecfefafxvpjb SFS[D(3,1)(2,1)] gLLAQcdecfefacawtof SFS[D(2,1)(2,1)] gLLAQcdecfefafhvpwb SFS[D(2,1)(2,1)] gLLAQcdecfefafxvubb reducible gLLAQcdecfefafxvunb SFS[D(3,1)(2,1)] gLLAQcdecfefafxvujb SFS[D(3,1)(2,1)] gLLAQcdecfefacawlof SFS[D(2,1)(2,1)] gLLAQcdecfefafhvuwb SFS[D(2,1)(2,1)] gLLAQcedcfffdivndfv SFS[D(3,1)(2,1)] gLLAQcedcfffdivndgv SFS[D(3,1)(2,1)] gLLAQcdecfffhvanxvc toroidal gLLAQcdecfffhvxnxcc reducible gLLAQcdecfffhvunpoo SFS[D(3,1)(2,1)] gLLAQcdecfffhvpnpbb reducible gLLAQcdecfffhvanpvv SFS[D(3,1)(2,1)] gLLAQcdecfffhvinerr reducible gLLAQcdecfffhvmnerr toroidal gLLAQcdecfffhvanerr toroidal gLLAQcdecfffhvindjj toroidal gLLAQcdecfffhvmndjj toroidal gLLAQcdecfffhvandjj toroidal gLLAQcdecfffhvunaoo SFS[D(3,1)(2,1)] gLLAQcdecfffhvanann SFS[D(2,1)(2,1)] gLLAQcdecfffhvpnabb SFS[D(3,1)(2,1)] gLLAQcdecfffhvxnavc toroidal gLLAQcdecfffhvinavv toroidal gLLAQcdecfffhvmnavv toroidal gLLAQcdecfffhvanavf SFS[D(3,1)(2,1)] gLLAQcdecfffhvanavg SFS[D(3,1)(2,1)] gLLAQcdecfffhvhnavk SFS[D(2,1)(2,1)] gLLAQcdecfffhvanqkv SFS[D(2,1)(2,1)] gLLAQcdecfffhvhnqkk reducible gLLAQcdecfffhvanuvv SFS[D(3,1)(2,1)] gLLAQcdecfffhvpnubb SFS[D(3,1)(2,1)] gLLAQcdecfffhvunuoo toroidal gLLAQcdecfffhveniww SFS[A(2,1)] gLLAQcdecfffhganxvc toroidal gLLAQcdecfffhgxnxcc SFS[D(3,1)(2,1)] gLLAQcdecfffhgxnago SFS[D(5,1)(2,1)] gLLAQcdecfffhgxnagg SFS[D(7,3)(2,1)] gLLAQcdecfffhgxnavc m011(0,0) gLLAQcdecfffhgxnagc toroidal gLLAQcdecfffhgxnafc SFS[D(3,1)(2,1)] gLLAQcdecfffhganavv SFS[D(3,1)(2,1)] gLLAQcdecfffhganavf SFS[D(3,1)(2,1)] gLLAQcdecfffhganavg reducible gLLAQcdecfffhganawg reducible gLLAQcdecfffhganasg reducible gLLAQcdecfffhgxnqgw SFS[D(7,3)(4,1)] gLLAQcdecfffhganqgg SFS[D(7,3)(2,1)] gLLAQcdecfffhfhnxsf SFS[D(5,1)(4,1)] gLLAQcdecfffhfanxvc m006(0,0) gLLAQcdecfffhfanxws SFS[D(7,3)(2,1)] gLLAQcdecfffhfanxss SFS[D(5,1)(2,1)] gLLAQcdecfffhfanxvs toroidal gLLAQcdecfffhfanxvr toroidal gLLAQcdecfffhfxnxcc SFS[D(3,1)(2,1)] gLLAQcdecfffhfxnavc SFS[D(3,1)(2,1)] gLLAQcdecfffhfanavv SFS[D(3,1)(2,1)] gLLAQcdecfffhfanavf reducible gLLAQcdecfffhfanavg SFS[D(3,1)(2,1)] gLLAQcdecfffhfanawf reducible gLLAQcdecfffhfanasf reducible gLLAQcdecfffhfhnass SFS[D(5,1)(2,1)] gLLAQcdecfffqwxnawg SFS[D(5,1)(2,1)] gLLAQcdecfffqwxnqgg reducible gLLAQcdecfffqwpnljj toroidal gLLAQcdecfffqwpntjj reducible gLLAQcdecfffqwpnajj toroidal gLLAQcdecfffqwinpff reducible gLLAQcdecfffqwinunn SFS[D(5,4)(3,1)] gLLAQcdecfffqwinaww SFS[D(5,1)(3,1)] gLLAQcdecfffqwmnpff SFS[D(5,1)(3,1)] gLLAQcdecfffqwmnunn toroidal gLLAQcdecfffqwmnaww SFS[D(5,4)(3,1)] gLLAQcdecfffqwanlww toroidal gLLAQcdecfffqwanabb SFS[D(5,1)(2,1)] gLLAQcdecfffqwantww toroidal gLLAQcdecfffqwanqwg SFS[D(5,1)(2,1)] gLLAQcdecfffqwanpff SFS[D(5,4)(3,1)] gLLAQcdecfffqwanunn SFS[D(5,1)(3,1)] gLLAQcdecfffqwanawo SFS[D(5,1)(3,1)] gLLAQcdecfffqwanawk SFS[D(5,4)(3,1)] gLLAQcdecfffqwanhrw toroidal gLLAQcdecfffqwhnawr toroidal gLLAQcdecfffqwhnhrr reducible gLLAQcdecfffqwunacc toroidal gLLAQcdecfffqwuntcc toroidal gLLAQcdecfffqwunlcc toroidal gLLAQcdecfffqweniss SFS[A(5,1)] gLLAQcdecfffqkanqvv SFS[D(2,1)(2,1)] gLLAQcdecfffqkanaww SFS[D(5,1)(3,1)] gLLAQcdecfffqkanawo SFS[D(5,4)(3,1)] gLLAQcdecfffqkanawk reducible gLLAQcdecfffqkanavk reducible gLLAQcdecfffqkanask reducible gLLAQcdecfffqkanhrw SFS[D(3,1)(2,1)] gLLAQcdecfffqkhnqvk SFS[D(4,1)(2,1)] gLLAQcdecfffqkhnawj toroidal gLLAQcdecfffqkhnawv toroidal gLLAQcdecfffqkhnawr m027(0,0) gLLAQcdecfffqkhnavv SFS[D(2,1)(2,1)] gLLAQcdecfffqkhnasv SFS[D(7,3)(2,1)] gLLAQcdecfffqkhnhrr SFS[D(5,1)(3,1)] gLLAQcdecfffqoxnhos SFS[D(7,4)(4,1)] gLLAQcdecfffqoxnaoo SFS[D(7,3)(2,1)] gLLAQcdecfffqoanaww SFS[D(5,4)(3,1)] gLLAQcdecfffqoanawo reducible gLLAQcdecfffqoanawk SFS[D(5,1)(3,1)] gLLAQcdecfffqoanavo reducible gLLAQcdecfffqoanaso reducible gLLAQcdecfffqoanhrk SFS[D(3,1)(2,1)] gLLAQcdecfffqoanhro toroidal gLLAQcdecfffqoanhrw m026(0,0) gLLAQcdecfffqoanhoo SFS[D(7,3)(2,1)] gLLAQcdecfffqoanhno SFS[D(2,1)(2,1)] gLLAQcdecfffqohnawr toroidal gLLAQcdecfffqohnhrr SFS[D(5,4)(3,1)] gLLAQcdecfffqsanprr toroidal gLLAQcdecfffqsanprc SFS[D(7,3)(2,1)] gLLAQcdecfffqsanprs SFS[D(7,3)(2,1)] gLLAQcdecfffqslnpsk toroidal gLLAQcdecfffqslnpsb toroidal gLLAQcdecfffqshnxss reducible gLLAQcdecfffqsanxvv toroidal gLLAQcdecfffqsanxvf toroidal gLLAQcdecfffqsanxwf SFS[D(5,1)(2,1)] gLLAQcdecfffqsanxsf SFS[D(7,3)(2,1)] gLLAQcdecfffqsanxvg m006(0,0) gLLAQcdecfffqsxnxvc m151(0,0) gLLAQcdecfffqsinljj toroidal gLLAQcdecfffqsanljj m044(0,0) gLLAQcdecfffqsanljb SFS[D(5,1)(2,1)] gLLAQcdecfffqsanljn m070(0,0) gLLAQcdecfffqsmnljj toroidal gLLAQcdecfffqsinlss reducible gLLAQcdecfffqsmnlss SFS[D(7,4)(3,1)] gLLAQcdecfffqsanlws toroidal gLLAQcdecfffqsanlss SFS[D(7,3)(3,1)] gLLAQcdecfffqsanlvs SFS[D(3,1)(2,1)] gLLAQcdecfffqsandrr m043(0,0) gLLAQcdecfffqsandrc m069(0,0) gLLAQcdecfffqsandrs SFS[D(2,1)(2,1)] gLLAQcdecfffqsandkg SFS[D(5,1)(3,1)] gLLAQcdecfffqsandgg SFS[D(7,4)(3,1)] gLLAQcdecfffqsandjg toroidal gLLAQcdecfffqsanajj SFS[D(7,2)(2,1)] gLLAQcdecfffqsanajn SFS[D(2,1)(2,1)] gLLAQcdecfffqsanagj SFS[D(5,1)(2,1)] gLLAQcdecfffqsanevv toroidal gLLAQcdecfffqsanevg toroidal gLLAQcdecfffqsanevf m011(0,0) gLLAQcdecfffqsaneon SFS[D(5,4)(3,1)] gLLAQcdecfffqsanenn SFS[D(7,3)(3,1)] gLLAQcdecfffqsanern toroidal gLLAQcdecfffqsanawc SFS[D(5,1)(3,1)] gLLAQcdecfffqsanawr SFS[D(5,4)(3,1)] gLLAQcdecfffqsanasc SFS[D(7,2)(3,1)] gLLAQcdecfffqsanasr SFS[D(7,5)(3,1)] gLLAQcdecfffqsanavc SFS[D(3,1)(2,1)] gLLAQcdecfffqsanavr SFS[D(3,1)(2,1)] gLLAQcdecfffqsanhrr toroidal gLLAQcdecfffqsanhrc m027(0,0) gLLAQcdecfffqsanhrs toroidal gLLAQcdecfffqsanhos SFS[D(7,3)(2,1)] gLLAQcdecfffqsanhns SFS[D(2,1)(2,1)] gLLAQcdecfffqshnhrw s120(0,0) gLLAQcdecfffqsintss SFS[D(7,3)(3,1)] gLLAQcdecfffqsantws toroidal gLLAQcdecfffqsantss SFS[D(7,4)(3,1)] gLLAQcdecfffqsantvs SFS[D(3,1)(2,1)] gLLAQcdecfffqsmntss toroidal gLLAQcdecfffqsintjj toroidal gLLAQcdecfffqsmntjj reducible gLLAQcdecfffqsantjj toroidal gLLAQcdecfffqsantjb toroidal gLLAQcdecfffqsantjn m026(0,0) gLLAQcdecfffqsanmvf SFS[D(3,1)(2,1)] gLLAQcdecfffqsanmvg SFS[D(3,1)(2,1)] gLLAQcdecfffqsenmvs s602(0,0)(0,0) gLLAQcdecfffqsenmss SFS[A(7,2)] gLLAQcdecfffqsenmws s578(0,0)(0,0) gLLAQcdecfffqcanprr SFS[D(7,3)(2,1)] gLLAQcdecfffqcanxvv toroidal gLLAQcdecfffqcxnxvc toroidal gLLAQcdecfffqcinljj SFS[D(7,3)(2,1)] gLLAQcdecfffqcanljj SFS[D(5,1)(2,1)] gLLAQcdecfffqcmnljj toroidal gLLAQcdecfffqcandrr m069(0,0) gLLAQcdecfffqcanajj SFS[D(5,1)(2,1)] gLLAQcdecfffqcanevv m011(0,0) gLLAQcdecfffqcanawc reducible gLLAQcdecfffqcanaws SFS[D(5,4)(3,1)] gLLAQcdecfffqcanawr SFS[D(5,1)(3,1)] gLLAQcdecfffqcanasc reducible gLLAQcdecfffqcanass SFS[D(7,5)(3,1)] gLLAQcdecfffqcanasr SFS[D(7,2)(3,1)] gLLAQcdecfffqcanavc reducible gLLAQcdecfffqcanavs SFS[D(3,1)(2,1)] gLLAQcdecfffqcanavr SFS[D(3,1)(2,1)] gLLAQcdecfffqcanhrr m027(0,0) gLLAQcdecfffqchnhrw s131(0,0) gLLAQcdecfffqcintjj m027(0,0) gLLAQcdecfffqcmntjj SFS[D(3,1)(2,1)] gLLAQcdecfffqcantjj toroidal gLLAQcdecfffqcanmvv SFS[D(3,1)(2,1)] gLLAQcdecfffqranprr SFS[D(7,3)(2,1)] gLLAQcdecfffqranxvv m006(0,0) gLLAQcdecfffqrxnxvc m047(0,0) gLLAQcdecfffqrinljj SFS[D(7,3)(2,1)] gLLAQcdecfffqranljj m070(0,0) gLLAQcdecfffqrmnljj m006(0,0) gLLAQcdecfffqrandrr SFS[D(2,1)(2,1)] gLLAQcdecfffqranajj SFS[D(2,1)(2,1)] gLLAQcdecfffqranevv toroidal gLLAQcdecfffqranawc SFS[D(5,4)(3,1)] gLLAQcdecfffqranaws SFS[D(5,1)(3,1)] gLLAQcdecfffqranawr reducible gLLAQcdecfffqranasc SFS[D(7,5)(3,1)] gLLAQcdecfffqranass SFS[D(7,2)(3,1)] gLLAQcdecfffqranasr reducible gLLAQcdecfffqranavc SFS[D(3,1)(2,1)] gLLAQcdecfffqranavs SFS[D(3,1)(2,1)] gLLAQcdecfffqranavr reducible gLLAQcdecfffqranhrr toroidal gLLAQcdecfffqrhnhrw toroidal gLLAQcdecfffqrintjj toroidal gLLAQcdecfffqrmntjj SFS[D(3,1)(2,1)] gLLAQcdecfffqrantjj m026(0,0) gLLAQcdecfffqranmvv SFS[D(3,1)(2,1)] gLLAQcedcfffhavndrj SFS[D(2,1)(2,1)] gLLAQcedcfffhavndrr toroidal gLLAQcedcfffhavndrv SFS[D(2,1)(2,1)] gLLAQcedcfffhivndfv toroidal gLLAQcedcfffhivndgv toroidal gLLAQcedcfffhqvnqjs m120(0,0) gLLAQcedcfffhavnqwk SFS[D(7,3)(2,1)] gLLAQcedcfffhavnqsk toroidal gLLAQcedcfffhavnqvk SFS[D(2,1)(2,1)] gLLAQcedcfffhavnqss SFS[D(3,1)(2,1)] gLLAQcedcfffhavnqsb m026(0,0) gLLAQcedcfffhhvnqvv reducible gLLAQcedcfffhtvntvv SFS[D(3,1)(2,1)] gLLAQcedcfffhavntcg SFS[D(7,3)(2,1)] gLLAQcedcfffhavntcc m006(0,0) gLLAQcedcfffhavntco m070(0,0) gLLAQcedcfffhlvntvv reducible gLLAQcedcfffhlvntcc toroidal gLLAQcedcfffhavntvv SFS[D(3,1)(2,1)] gLLAQcedcfffhavntwv SFS[D(7,5)(3,1)] gLLAQcedcfffhavntsv SFS[D(5,4)(3,1)] gLLAQcedcfffhtvntcc SFS[D(3,1)(2,1)] gLLAQcedcfffhavnprj m069(0,0) gLLAQcedcfffhavnprr m011(0,0) gLLAQcedcfffhavnprv SFS[D(5,1)(2,1)] gLLAQcedcfffhavnpbb SFS[D(3,1)(2,1)] gLLAQcedcfffhavnpfb SFS[D(7,4)(3,1)] gLLAQcedcfffhavnpcb toroidal gLLAQcedcfffhavnuoo SFS[D(3,1)(2,1)] gLLAQcedcfffhavnuno SFS[D(7,3)(3,1)] gLLAQcedcfffhavnuro toroidal gLLAQcedcfffhavnabc SFS[D(7,3)(2,1)] gLLAQcedcfffhavnaco SFS[D(5,1)(2,1)] gLLAQcedcfffhavnacc toroidal gLLAQcedcfffhavnavj toroidal gLLAQcedcfffhavnavr toroidal gLLAQcedcfffhavnawj SFS[D(7,4)(3,1)] gLLAQcedcfffhavnawr SFS[D(7,3)(3,1)] gLLAQcedcfffhavnasj SFS[D(5,1)(3,1)] gLLAQcedcfffhavnasr SFS[D(5,4)(3,1)] gLLAQcedcfffhavnusb toroidal gLLAQcedcfffhavnuss SFS[D(3,1)(2,1)] gLLAQcedcfffhavnusk m027(0,0) gLLAQcedcfffhhvnhrw m201(0,0) gLLAQcedcfffhavnhnv SFS[D(2,1)(2,1)] gLLAQcedcfffhavnhrj m043(0,0) gLLAQcedcfffhavnhrr toroidal gLLAQcedcfffhavnhrv SFS[D(7,2)(2,1)] gLLAQcedcfffhavnhov SFS[D(5,1)(2,1)] gLLAQcedcfffhpvnunn reducible gLLAQcedcfffhavnlvv SFS[D(3,1)(2,1)] gLLAQcedcfffhavnlwv SFS[D(7,2)(3,1)] gLLAQcedcfffhavnlsv SFS[D(5,1)(3,1)] gLLAQcedcfffhlvnlcc toroidal gLLAQcedcfffhlvnlvv SFS[D(3,1)(2,1)] gLLAQcedcfffhavnlcg toroidal gLLAQcedcfffhavnlcc toroidal gLLAQcedcfffhavnlco m044(0,0) gLLAQcedcfffhpvnuvv toroidal gLLAQcedcfffhavnisk toroidal gLLAQcedcfffhavnisb toroidal gLLAQcedcfffhdvnivv toroidal gLLAQcedcfffhdvnisv m328(0,0)(0,0) gLLAQcedcfffhdvniwv m125(0,0)(0,0) gLLAQcedcfffharndrr SFS[D(2,1)(2,1)] gLLAQcedcfffhqrnqjs s206(0,0) gLLAQcedcfffharnqss m026(0,0) gLLAQcedcfffharntcc m070(0,0) gLLAQcedcfffhlrntcc SFS[D(2,1)(2,1)] gLLAQcedcfffhtrntcc m026(0,0) gLLAQcedcfffharnprr SFS[D(5,1)(2,1)] gLLAQcedcfffharnacc SFS[D(5,1)(2,1)] gLLAQcedcfffharnavv toroidal gLLAQcedcfffharnavj toroidal gLLAQcedcfffharnavr reducible gLLAQcedcfffharnawv SFS[D(7,4)(3,1)] gLLAQcedcfffharnawj SFS[D(7,3)(3,1)] gLLAQcedcfffharnawr reducible gLLAQcedcfffharnasv SFS[D(5,1)(3,1)] gLLAQcedcfffharnasj SFS[D(5,4)(3,1)] gLLAQcedcfffharnasr reducible gLLAQcedcfffharnuss toroidal gLLAQcedcfffhhrnhrw SFS[D(7,5)(4,1)] gLLAQcedcfffharnhrr SFS[D(7,2)(2,1)] gLLAQcedcfffhprnunn toroidal gLLAQcedcfffhlrnlcc SFS[D(7,2)(2,1)] gLLAQcedcfffharnlcc m044(0,0) gLLAQcedcfffharniss toroidal gLLAQcedcfffhajndrr SFS[D(2,1)(2,1)] gLLAQcedcfffhqjnqjs toroidal gLLAQcedcfffhajnqss toroidal gLLAQcedcfffhajntcc SFS[D(7,3)(2,1)] gLLAQcedcfffhljntcc SFS[D(2,1)(2,1)] gLLAQcedcfffhtjntcc toroidal gLLAQcedcfffhajnprr m069(0,0) gLLAQcedcfffhajnacc SFS[D(7,3)(2,1)] gLLAQcedcfffhajnavv toroidal gLLAQcedcfffhajnavj reducible gLLAQcedcfffhajnavr toroidal gLLAQcedcfffhajnawv SFS[D(7,3)(3,1)] gLLAQcedcfffhajnawj reducible gLLAQcedcfffhajnawr SFS[D(7,4)(3,1)] gLLAQcedcfffhajnasv SFS[D(5,4)(3,1)] gLLAQcedcfffhajnasj reducible gLLAQcedcfffhajnasr SFS[D(5,1)(3,1)] gLLAQcedcfffhajnuss m027(0,0) gLLAQcedcfffhhjnhrw s281(0,0) gLLAQcedcfffhajnhrr m043(0,0) gLLAQcedcfffhpjnunn toroidal gLLAQcedcfffhljnlcc m043(0,0) gLLAQcedcfffhajnlcc toroidal gLLAQcedcfffhajniss toroidal gLLAQcdecfffhsanprr toroidal gLLAQcdecfffhsanprc SFS[D(5,1)(2,1)] gLLAQcdecfffhsanprs SFS[D(5,1)(2,1)] gLLAQcdecfffhslnpsk toroidal gLLAQcdecfffhslnpsb toroidal gLLAQcdecfffhshnxss reducible gLLAQcdecfffhsanxvv SFS[D(3,1)(2,1)] gLLAQcdecfffhsanxvf toroidal gLLAQcdecfffhsanxwf SFS[D(7,3)(2,1)] gLLAQcdecfffhsanxsf SFS[D(5,1)(2,1)] gLLAQcdecfffhsanxvg m011(0,0) gLLAQcdecfffhsxnxvc m011(0,0) gLLAQcdecfffhsinljj toroidal gLLAQcdecfffhsanljj m027(0,0) gLLAQcdecfffhsanljb SFS[D(7,3)(2,1)] gLLAQcdecfffhsanljn m069(0,0) gLLAQcdecfffhsmnljj SFS[D(3,1)(2,1)] gLLAQcdecfffhsinlss reducible gLLAQcdecfffhsmnlss SFS[D(5,4)(3,1)] gLLAQcdecfffhsanlws SFS[D(7,2)(3,1)] gLLAQcdecfffhsanlss SFS[D(5,1)(3,1)] gLLAQcdecfffhsanlvs SFS[D(3,1)(2,1)] gLLAQcdecfffhsandrr m026(0,0) gLLAQcdecfffhsandrc m070(0,0) gLLAQcdecfffhsandrs SFS[D(2,1)(2,1)] gLLAQcdecfffhsandkg SFS[D(7,3)(3,1)] gLLAQcdecfffhsandgg SFS[D(5,4)(3,1)] gLLAQcdecfffhsandjg toroidal gLLAQcdecfffhsanajj toroidal gLLAQcdecfffhsanajn SFS[D(2,1)(2,1)] gLLAQcdecfffhsanagj SFS[D(7,3)(2,1)] gLLAQcdecfffhsanevv SFS[D(3,1)(2,1)] gLLAQcdecfffhsanevg toroidal gLLAQcdecfffhsanevf m006(0,0) gLLAQcdecfffhsaneon SFS[D(7,4)(3,1)] gLLAQcdecfffhsanenn SFS[D(5,1)(3,1)] gLLAQcdecfffhsanern toroidal gLLAQcdecfffhsanawc SFS[D(7,3)(3,1)] gLLAQcdecfffhsanawr SFS[D(7,4)(3,1)] gLLAQcdecfffhsanasc toroidal gLLAQcdecfffhsanasr toroidal gLLAQcdecfffhsanavc SFS[D(3,1)(2,1)] gLLAQcdecfffhsanavr SFS[D(3,1)(2,1)] gLLAQcdecfffhsanhrr toroidal gLLAQcdecfffhsanhrc m044(0,0) gLLAQcdecfffhsanhrs SFS[D(7,2)(2,1)] gLLAQcdecfffhsanhos SFS[D(5,1)(2,1)] gLLAQcdecfffhsanhns SFS[D(2,1)(2,1)] gLLAQcdecfffhshnhrw s127(0,0) gLLAQcdecfffhsintss SFS[D(5,1)(3,1)] gLLAQcdecfffhsantws SFS[D(7,5)(3,1)] gLLAQcdecfffhsantss SFS[D(5,4)(3,1)] gLLAQcdecfffhsantvs SFS[D(3,1)(2,1)] gLLAQcdecfffhsmntss toroidal gLLAQcdecfffhsintjj toroidal gLLAQcdecfffhsmntjj reducible gLLAQcdecfffhsantjj toroidal gLLAQcdecfffhsantjb toroidal gLLAQcdecfffhsantjn m043(0,0) gLLAQcdecfffhsanmvf toroidal gLLAQcdecfffhsanmvg toroidal gLLAQcdecfffhsenmvs s549(0,0)(0,0) gLLAQcdecfffhsenmss toroidal gLLAQcdecfffhsenmws s443(0,0)(0,0) gLLAQcdecfffhcanprr SFS[D(5,1)(2,1)] gLLAQcdecfffhcanxvv toroidal gLLAQcdecfffhcxnxvc toroidal gLLAQcdecfffhcinljj SFS[D(5,1)(2,1)] gLLAQcdecfffhcanljj SFS[D(7,3)(2,1)] gLLAQcdecfffhcmnljj toroidal gLLAQcdecfffhcandrr m070(0,0) gLLAQcdecfffhcanajj SFS[D(7,3)(2,1)] gLLAQcdecfffhcanevv m006(0,0) gLLAQcdecfffhcanawc reducible gLLAQcdecfffhcanaws SFS[D(7,4)(3,1)] gLLAQcdecfffhcanawr SFS[D(7,3)(3,1)] gLLAQcdecfffhcanasc reducible gLLAQcdecfffhcanass toroidal gLLAQcdecfffhcanasr toroidal gLLAQcdecfffhcanavc reducible gLLAQcdecfffhcanavs SFS[D(3,1)(2,1)] gLLAQcdecfffhcanavr SFS[D(3,1)(2,1)] gLLAQcdecfffhcanhrr m044(0,0) gLLAQcdecfffhchnhrw s250(0,0) gLLAQcdecfffhcintjj m044(0,0) gLLAQcdecfffhcmntjj toroidal gLLAQcdecfffhcantjj toroidal gLLAQcdecfffhcanmvv toroidal gLLAQcdecfffhranprr SFS[D(5,1)(2,1)] gLLAQcdecfffhranxvv m011(0,0) gLLAQcdecfffhrxnxvc m184(0,0) gLLAQcdecfffhrinljj SFS[D(5,1)(2,1)] gLLAQcdecfffhranljj m069(0,0) gLLAQcdecfffhrmnljj m011(0,0) gLLAQcdecfffhrandrr SFS[D(2,1)(2,1)] gLLAQcdecfffhranajj SFS[D(2,1)(2,1)] gLLAQcdecfffhranevv toroidal gLLAQcdecfffhranawc SFS[D(7,4)(3,1)] gLLAQcdecfffhranaws SFS[D(7,3)(3,1)] gLLAQcdecfffhranawr reducible gLLAQcdecfffhranasc toroidal gLLAQcdecfffhranass toroidal gLLAQcdecfffhranasr reducible gLLAQcdecfffhranavc SFS[D(3,1)(2,1)] gLLAQcdecfffhranavs SFS[D(3,1)(2,1)] gLLAQcdecfffhranavr reducible gLLAQcdecfffhranhrr SFS[D(7,2)(2,1)] gLLAQcdecfffhrhnhrw SFS[D(7,2)(4,1)] gLLAQcdecfffhrintjj SFS[D(7,2)(2,1)] gLLAQcdecfffhrmntjj toroidal gLLAQcdecfffhrantjj m043(0,0) gLLAQcdecfffhranmvv toroidal gLLAQcdecfffhwxnqgg reducible gLLAQcdecfffhwxnawg SFS[D(7,3)(2,1)] gLLAQcdecfffhwpntjj reducible gLLAQcdecfffhwpnljj SFS[D(7,5)(3,1)] gLLAQcdecfffhwpnajj SFS[D(7,2)(3,1)] gLLAQcdecfffhwinunn SFS[D(7,4)(3,1)] gLLAQcdecfffhwinpff reducible gLLAQcdecfffhwinaww SFS[D(7,3)(3,1)] gLLAQcdecfffhwmnunn toroidal gLLAQcdecfffhwmnpff SFS[D(7,3)(3,1)] gLLAQcdecfffhwmnaww SFS[D(7,4)(3,1)] gLLAQcdecfffhwanunn SFS[D(7,3)(3,1)] gLLAQcdecfffhwanabb SFS[D(7,3)(2,1)] gLLAQcdecfffhwanpff SFS[D(7,4)(3,1)] gLLAQcdecfffhwanhrw SFS[D(7,2)(2,1)] gLLAQcdecfffhwantww SFS[D(7,5)(3,1)] gLLAQcdecfffhwanlww SFS[D(7,2)(3,1)] gLLAQcdecfffhwanawo SFS[D(7,3)(3,1)] gLLAQcdecfffhwanawk SFS[D(7,4)(3,1)] gLLAQcdecfffhwanqwg SFS[D(7,3)(2,1)] gLLAQcdecfffhwhnhrr reducible gLLAQcdecfffhwhnawr SFS[D(7,2)(2,1)] gLLAQcdecfffhwuntcc SFS[D(7,2)(3,1)] gLLAQcdecfffhwunacc SFS[D(7,5)(3,1)] gLLAQcdecfffhwunlcc toroidal gLLAQcdecfffhweniss SFS[A(7,3)] gLLAQcdecfffhoxnaoo SFS[D(5,1)(2,1)] gLLAQcdecfffhoxnhos SFS[D(5,4)(4,1)] gLLAQcdecfffhoanhoo SFS[D(5,1)(2,1)] gLLAQcdecfffhoanhro SFS[D(7,2)(2,1)] gLLAQcdecfffhoanhrk toroidal gLLAQcdecfffhoanhrw m043(0,0) gLLAQcdecfffhoanhno SFS[D(2,1)(2,1)] gLLAQcdecfffhoanavo reducible gLLAQcdecfffhoanawo reducible gLLAQcdecfffhoanaww SFS[D(7,4)(3,1)] gLLAQcdecfffhoanawk SFS[D(7,3)(3,1)] gLLAQcdecfffhoanaso reducible gLLAQcdecfffhohnhrr SFS[D(7,4)(3,1)] gLLAQcdecfffhohnawr toroidal gLLAQcdecfffhkanhrw toroidal gLLAQcdecfffhkanavk reducible gLLAQcdecfffhkanawo SFS[D(7,4)(3,1)] gLLAQcdecfffhkanaww SFS[D(7,3)(3,1)] gLLAQcdecfffhkanawk reducible gLLAQcdecfffhkanask reducible gLLAQcdecfffhkanqvv SFS[D(2,1)(2,1)] gLLAQcdecfffhkhnhrr SFS[D(7,3)(3,1)] gLLAQcdecfffhkhnavv SFS[D(2,1)(2,1)] gLLAQcdecfffhkhnawv SFS[D(7,2)(2,1)] gLLAQcdecfffhkhnawj toroidal gLLAQcdecfffhkhnawr m044(0,0) gLLAQcdecfffhkhnasv SFS[D(5,1)(2,1)] gLLAQcdecfffhkhnqvk SFS[D(4,1)(2,1)] gLLAQcdecffftrmsajj SFS[D(5,2)(2,1)] gLLAQcdecffftrasevv SFS[D(5,2)(2,1)] gLLAQcedcffflavwdrr SFS[D(5,2)(2,1)] gLLAQcedcffflivwdfv toroidal gLLAQcedcffflivwdgv toroidal gLLAQcedcffflivwajj SFS[D(5,2)(2,1)] gLLAQcdecffflrawevv SFS[D(5,2)(2,1)] gLLAQcdecffflrmwajj SFS[D(5,2)(2,1)] gLLAQcdecfffavawxvc SFS[D(3,1)(2,1)] gLLAQcdecfffavxsxcc reducible gLLAQcdecfffavpsubb SFS[D(3,1)(3,1)] gLLAQcdecfffavpspbb reducible gLLAQcdecfffavawpvv SFS[D(3,1)(3,2)] gLLAQcdecfffaviserr reducible gLLAQcdecfffavisdjj SFS[D(3,1)(3,2)] gLLAQcdecfffavawerr SFS[D(3,1)(3,1)] gLLAQcdecfffaviwdjj SFS[D(3,1)(3,1)] gLLAQcdecfffavmsdjj toroidal gLLAQcdecfffavawdjj SFS[D(3,1)(3,2)] gLLAQcdecfffavasuvv SFS[D(3,1)(3,2)] gLLAQcdecfffavasann SFS[D(3,1)(2,1)] gLLAQcdecfffavaspvv SFS[D(3,1)(3,1)] gLLAQcdecfffavasxvc SFS[D(3,1)(2,1)] gLLAQcdecfffavaserr SFS[D(3,1)(3,2)] gLLAQcdecfffavasdjj SFS[D(3,1)(3,1)] gLLAQcdecfffavasavg SFS[D(3,1)(3,1)] gLLAQcdecfffavasavf SFS[D(3,1)(3,2)] gLLAQcdecfffavasqkv SFS[D(3,1)(2,1)] gLLAQcdecfffavawqkv SFS[D(3,1)(2,1)] gLLAQcdecfffavhsqkk reducible gLLAQcdecfffavawuvv SFS[D(3,1)(3,1)] gLLAQcdecfffavpwubb SFS[D(3,1)(3,2)] gLLAQcdecfffavusuoo toroidal gLLAQcdecfffavesiww SFS[A(3,1)] gLLAQcdecfffafxsavc SFS[D(3,1)(2,1)] gLLAQcdecfffafxsxcc SFS[D(3,1)(3,1)] gLLAQcdecfffafasxws SFS[D(3,1)(2,1)] gLLAQcdecfffafasxss reducible gLLAQcdecfffafasxvc m003(0,0) gLLAQcdecfffafasxvs SFS[D(3,1)(2,1)] gLLAQcdecfffafasxvr toroidal gLLAQcdecfffafasavv SFS[D(3,1)(3,1)] gLLAQcdecfffafasavg SFS[D(3,1)(3,2)] gLLAQcdecfffafasavf reducible gLLAQcdecfffafasasf reducible gLLAQcdecfffafasawf reducible gLLAQcdecfffafhsxsf reducible gLLAQcdecfffafhsass reducible gLLAQcdecfffafhwxsf SFS[D(4,3)(3,1)] gLLAQcdecfffafawxvc toroidal gLLAQcdecfffafawxws reducible gLLAQcdecfffafawxss SFS[D(3,1)(2,1)] gLLAQcdecfffafawxvs SFS[D(3,1)(2,1)] gLLAQcdecfffafawxvr SFS[D(3,1)(2,1)] gLLAQcdecfffafxwxcc SFS[D(3,1)(3,2)] gLLAQcdecfffafxwavc toroidal gLLAQcdecfffafawavv SFS[D(3,1)(3,2)] gLLAQcdecfffafawavf reducible gLLAQcdecfffafawavg SFS[D(3,1)(3,1)] gLLAQcdecfffafawawf reducible gLLAQcdecfffafawasf reducible gLLAQcdecfffafhwass SFS[D(3,1)(2,1)] gLLAQcdecfffawxsawg SFS[D(3,1)(2,1)] gLLAQcdecfffawxsqgg reducible gLLAQcdecfffawpsljj SFS[D(3,1)(3,2)] gLLAQcdecfffawpstjj reducible gLLAQcdecfffawpsajj SFS[D(3,1)(3,1)] gLLAQcdecfffawispff reducible gLLAQcdecfffawisunn SFS[D(3,1)(3,1)] gLLAQcdecfffawisaww SFS[D(3,1)(3,2)] gLLAQcdecfffawmspff SFS[D(3,1)(3,2)] gLLAQcdecfffawmsunn toroidal gLLAQcdecfffawmsaww SFS[D(3,1)(3,1)] gLLAQcdecfffawaslww SFS[D(3,1)(3,1)] gLLAQcdecfffawasabb SFS[D(3,1)(2,1)] gLLAQcdecfffawastww SFS[D(3,1)(3,2)] gLLAQcdecfffawasqwg SFS[D(3,1)(2,1)] gLLAQcdecfffawaspff SFS[D(3,1)(3,1)] gLLAQcdecfffawasunn SFS[D(3,1)(3,2)] gLLAQcdecfffawasawo SFS[D(3,1)(3,2)] gLLAQcdecfffawasawk SFS[D(3,1)(3,1)] gLLAQcdecfffawashrw SFS[D(3,1)(2,1)] gLLAQcdecfffawhsawr SFS[D(3,1)(2,1)] gLLAQcdecfffawhshrr reducible gLLAQcdecfffawusacc SFS[D(3,1)(3,2)] gLLAQcdecfffawustcc SFS[D(3,1)(3,1)] gLLAQcdecfffawuslcc toroidal gLLAQcdecfffawesiss SFS[A(3,1)] gLLAQcdecfffakasqvv SFS[D(3,1)(2,1)] gLLAQcdecfffakasaww SFS[D(3,1)(3,2)] gLLAQcdecfffakasawo SFS[D(3,1)(3,1)] gLLAQcdecfffakasawk reducible gLLAQcdecfffakasavk reducible gLLAQcdecfffakasask reducible gLLAQcdecfffakashrw toroidal gLLAQcdecfffakhsqvk SFS[D(4,3)(3,1)] gLLAQcdecfffakhsawj SFS[D(3,1)(2,1)] gLLAQcdecfffakhsawv SFS[D(3,1)(2,1)] gLLAQcdecfffakhsawr toroidal gLLAQcdecfffakhsavv SFS[D(3,1)(2,1)] gLLAQcdecfffakhsasv reducible gLLAQcdecfffakhshrr SFS[D(3,1)(3,2)] gLLAQcdecfffaoxshos reducible gLLAQcdecfffaoxsaoo reducible gLLAQcdecfffaoasaww SFS[D(3,1)(3,1)] gLLAQcdecfffaoasawo reducible gLLAQcdecfffaoasawk SFS[D(3,1)(3,2)] gLLAQcdecfffaoasavo reducible gLLAQcdecfffaoasaso reducible gLLAQcdecfffaoashrk toroidal gLLAQcdecfffaoashro SFS[D(3,1)(2,1)] gLLAQcdecfffaoashrw m003(0,0) gLLAQcdecfffaoashoo reducible gLLAQcdecfffaoashno SFS[D(3,1)(2,1)] gLLAQcdecfffaohsawr SFS[D(3,1)(2,1)] gLLAQcdecfffaohshrr SFS[D(3,1)(3,1)] gLLAQcdecfffasasprr reducible gLLAQcdecfffasasprc reducible gLLAQcdecfffasasprs reducible gLLAQcdecfffaslspsk reducible gLLAQcdecfffaslspsb reducible gLLAQcdecfffashsxss reducible gLLAQcdecfffasasxvv SFS[D(3,1)(2,1)] gLLAQcdecfffasasxvf SFS[D(3,1)(2,1)] gLLAQcdecfffasasxwf SFS[D(3,1)(2,1)] gLLAQcdecfffasasxsf reducible gLLAQcdecfffasasxvg toroidal gLLAQcdecfffasxsxvc m004(0,0) gLLAQcdecfffasisljj reducible gLLAQcdecfffasasljj SFS[D(3,1)(2,1)] gLLAQcdecfffasasljb SFS[D(3,1)(2,1)] gLLAQcdecfffasasljn toroidal gLLAQcdecfffasmsljj SFS[D(3,1)(2,1)] gLLAQcdecfffasislss reducible gLLAQcdecfffasmslss reducible gLLAQcdecfffasaslws SFS[D(3,1)(3,1)] gLLAQcdecfffasaslss reducible gLLAQcdecfffasaslvs SFS[D(3,1)(3,2)] gLLAQcdecfffasasdrr SFS[D(3,1)(2,1)] gLLAQcdecfffasasdrc toroidal gLLAQcdecfffasasdrs SFS[D(3,1)(2,1)] gLLAQcdecfffasasdkg SFS[D(3,1)(3,2)] gLLAQcdecfffasasdgg reducible gLLAQcdecfffasasdjg SFS[D(3,1)(3,1)] gLLAQcdecfffasasajj toroidal gLLAQcdecfffasasajn SFS[D(3,1)(2,1)] gLLAQcdecfffasasagj SFS[D(3,1)(2,1)] gLLAQcdecfffasasevv SFS[D(3,1)(2,1)] gLLAQcdecfffasasevg toroidal gLLAQcdecfffasasevf m003(0,0) gLLAQcdecfffasaseon SFS[D(3,1)(3,1)] gLLAQcdecfffasasenn reducible gLLAQcdecfffasasern SFS[D(3,1)(3,2)] gLLAQcdecfffasasawc SFS[D(3,1)(3,2)] gLLAQcdecfffasasawr SFS[D(3,1)(3,1)] gLLAQcdecfffasasasc toroidal gLLAQcdecfffasasasr toroidal gLLAQcdecfffasasavc SFS[D(3,1)(3,1)] gLLAQcdecfffasasavr SFS[D(3,1)(3,2)] gLLAQcdecfffasashrr SFS[D(3,1)(2,1)] gLLAQcdecfffasashrc toroidal gLLAQcdecfffasashrs SFS[D(3,1)(2,1)] gLLAQcdecfffasashos reducible gLLAQcdecfffasashns SFS[D(3,1)(2,1)] gLLAQcdecfffashshrw m004(0,0) gLLAQcdecfffasistss reducible gLLAQcdecfffasastws SFS[D(3,1)(3,2)] gLLAQcdecfffasastss reducible gLLAQcdecfffasastvs SFS[D(3,1)(3,1)] gLLAQcdecfffasmstss reducible gLLAQcdecfffasistjj SFS[D(3,1)(2,1)] gLLAQcdecfffasmstjj reducible gLLAQcdecfffasastjj SFS[D(3,1)(2,1)] gLLAQcdecfffasastjb toroidal gLLAQcdecfffasastjn m003(0,0) gLLAQcdecfffasasmvf toroidal gLLAQcdecfffasasmvg toroidal gLLAQcdecfffasesmvs SFS[A(3,1)] gLLAQcdecfffasesmss toroidal gLLAQcdecfffasesmws SFS[A(3,1)] gLLAQcdecfffacasprr reducible gLLAQcdecfffacasxvv SFS[D(3,1)(2,1)] gLLAQcdecfffacxsxvc SFS[D(4,1)(3,1)] gLLAQcdecfffacisljj reducible gLLAQcdecfffacasljj SFS[D(3,1)(2,1)] gLLAQcdecfffacmsljj SFS[D(3,1)(2,1)] gLLAQcdecfffacasdrr toroidal gLLAQcdecfffacasajj SFS[D(3,1)(2,1)] gLLAQcdecfffacasevv m003(0,0) gLLAQcdecfffacasawc reducible gLLAQcdecfffacasaws SFS[D(3,1)(3,1)] gLLAQcdecfffacasawr SFS[D(3,1)(3,2)] gLLAQcdecfffacasasc reducible gLLAQcdecfffacasass toroidal gLLAQcdecfffacasasr toroidal gLLAQcdecfffacasavc reducible gLLAQcdecfffacasavs SFS[D(3,1)(3,2)] gLLAQcdecfffacasavr SFS[D(3,1)(3,1)] gLLAQcdecfffacashrr toroidal gLLAQcdecfffachshrw m034(0,0) gLLAQcdecfffacistjj toroidal gLLAQcdecfffacmstjj toroidal gLLAQcdecfffacastjj toroidal gLLAQcdecfffacasmvv toroidal gLLAQcdecfffarasprr reducible gLLAQcdecfffarasxvv toroidal gLLAQcdecfffarxsxvc m034(0,0) gLLAQcdecfffarisljj reducible gLLAQcdecfffarasljj toroidal gLLAQcdecfffarmsljj toroidal gLLAQcdecfffarasdrr SFS[D(3,1)(2,1)] gLLAQcdecfffarasajj SFS[D(3,1)(2,1)] gLLAQcdecfffarasevv toroidal gLLAQcdecfffarasawc SFS[D(3,1)(3,1)] gLLAQcdecfffarasaws SFS[D(3,1)(3,2)] gLLAQcdecfffarasawr reducible gLLAQcdecfffarasasc toroidal gLLAQcdecfffarasass toroidal gLLAQcdecfffarasasr reducible gLLAQcdecfffarasavc SFS[D(3,1)(3,2)] gLLAQcdecfffarasavs SFS[D(3,1)(3,1)] gLLAQcdecfffarasavr reducible gLLAQcdecfffarashrr SFS[D(3,1)(2,1)] gLLAQcdecfffarhshrw SFS[D(4,1)(3,1)] gLLAQcdecfffaristjj SFS[D(3,1)(2,1)] gLLAQcdecfffarmstjj toroidal gLLAQcdecfffarastjj m003(0,0) gLLAQcdecfffarasmvv toroidal gLLAQcedcfffaavsdrv SFS[D(3,1)(2,1)] gLLAQcedcfffaavsdrr toroidal gLLAQcedcfffaavsdrj SFS[D(3,1)(2,1)] gLLAQcedcfffaivsdgv toroidal gLLAQcedcfffaivsdfv toroidal gLLAQcedcfffahvshrw m034(0,0) gLLAQcedcfffaavshov reducible gLLAQcedcfffaavshrv SFS[D(3,1)(2,1)] gLLAQcedcfffaavshnv SFS[D(3,1)(2,1)] gLLAQcedcfffaavshrr toroidal gLLAQcedcfffaavshrj m003(0,0) gLLAQcedcfffahvsqvv reducible gLLAQcedcfffalvslvv SFS[D(3,1)(3,1)] gLLAQcedcfffaavsprv reducible gLLAQcedcfffaavsprr toroidal gLLAQcedcfffaavsprj toroidal gLLAQcedcfffalvstvv reducible gLLAQcedcfffalvstcc toroidal gLLAQcedcfffaavspbb SFS[D(3,1)(3,2)] gLLAQcedcfffaavspcb toroidal gLLAQcedcfffaavspfb SFS[D(3,1)(3,1)] gLLAQcedcfffalvslcc toroidal gLLAQcedcfffaavstco toroidal gLLAQcedcfffaavstcc m003(0,0) gLLAQcedcfffaavstcg SFS[D(3,1)(2,1)] gLLAQcedcfffaavstvv SFS[D(3,1)(3,1)] gLLAQcedcfffaavstsv reducible gLLAQcedcfffaavstwv SFS[D(3,1)(3,2)] gLLAQcedcfffaavslvv SFS[D(3,1)(3,2)] gLLAQcedcfffaavslsv reducible gLLAQcedcfffaavslwv SFS[D(3,1)(3,1)] gLLAQcedcfffaavsaco reducible gLLAQcedcfffaavsabc SFS[D(3,1)(2,1)] gLLAQcedcfffaavsacc SFS[D(3,1)(2,1)] gLLAQcedcfffaavsavr SFS[D(3,1)(3,1)] gLLAQcedcfffaavsavj SFS[D(3,1)(3,2)] gLLAQcedcfffaavsasr reducible gLLAQcedcfffaavsasj reducible gLLAQcedcfffaavsawr SFS[D(3,1)(3,2)] gLLAQcedcfffaavsawj SFS[D(3,1)(3,1)] gLLAQcedcfffaavslcg toroidal gLLAQcedcfffaavslcc toroidal gLLAQcedcfffaavslco toroidal gLLAQcedcfffahvwhrw SFS[D(4,1)(3,1)] gLLAQcedcfffaavsqvk SFS[D(3,1)(2,1)] gLLAQcedcfffaavsqsb SFS[D(3,1)(2,1)] gLLAQcedcfffaavsqss SFS[D(3,1)(2,1)] gLLAQcedcfffaavsqsk toroidal gLLAQcedcfffaavsqwk SFS[D(3,1)(2,1)] gLLAQcedcfffapvsunn reducible gLLAQcedcfffaavsuoo SFS[D(3,1)(3,1)] gLLAQcedcfffaavsuro toroidal gLLAQcedcfffaavsuno SFS[D(3,1)(3,2)] gLLAQcedcfffalvwlcc SFS[D(3,1)(2,1)] gLLAQcedcfffalvwlvv SFS[D(3,1)(3,2)] gLLAQcedcfffaavsusb reducible gLLAQcedcfffaavsuss SFS[D(3,1)(2,1)] gLLAQcedcfffaavsusk SFS[D(3,1)(2,1)] gLLAQcedcfffapvsuvv toroidal gLLAQcedcfffaavsisb SFS[D(3,1)(2,1)] gLLAQcedcfffaavsisk SFS[D(3,1)(2,1)] gLLAQcedcfffadvsivv SFS[A(3,1)] gLLAQcedcfffadvsiwv m129(0,0)(0,0) gLLAQcedcfffadvsisv m203(0,0)(0,0) gLLAQcedcfffaajsdrr SFS[D(3,1)(2,1)] gLLAQcedcfffahjshrw m022(0,0) gLLAQcedcfffaajshrr m003(0,0) gLLAQcedcfffaajsprr toroidal gLLAQcedcfffaljstcc SFS[D(3,1)(2,1)] gLLAQcedcfffaljslcc m003(0,0) gLLAQcedcfffaajstcc SFS[D(3,1)(2,1)] gLLAQcedcfffaajsacc SFS[D(3,1)(2,1)] gLLAQcedcfffaajsavv SFS[D(3,1)(3,1)] gLLAQcedcfffaajsavr SFS[D(3,1)(3,2)] gLLAQcedcfffaajsavj reducible gLLAQcedcfffaajsasv reducible gLLAQcedcfffaajsasr reducible gLLAQcedcfffaajsasj reducible gLLAQcedcfffaajsawv SFS[D(3,1)(3,2)] gLLAQcedcfffaajsawr SFS[D(3,1)(3,1)] gLLAQcedcfffaajsawj reducible gLLAQcedcfffaajslcc toroidal gLLAQcedcfffahrwhrw toroidal gLLAQcedcfffaajsqss toroidal gLLAQcedcfffapjsunn SFS[D(3,1)(2,1)] gLLAQcedcfffalrwlcc toroidal gLLAQcedcfffaajsuss SFS[D(3,1)(2,1)] gLLAQcedcfffaajsiss SFS[D(3,1)(2,1)] gLLAQcedcfffaajwdrr SFS[D(3,1)(2,1)] gLLAQcedcfffahrshrw SFS[D(4,3)(3,1)] gLLAQcedcfffaajwqss SFS[D(3,1)(2,1)] gLLAQcedcfffaajwtcc reducible gLLAQcedcfffaljwtcc SFS[D(3,1)(2,1)] gLLAQcedcfffalrslcc SFS[D(3,1)(2,1)] gLLAQcedcfffaajwprr toroidal gLLAQcedcfffaajwacc reducible gLLAQcedcfffaajwavv SFS[D(3,1)(3,2)] gLLAQcedcfffaajwavj reducible gLLAQcedcfffaajwavr SFS[D(3,1)(3,1)] gLLAQcedcfffaajwawv reducible gLLAQcedcfffaajwawj reducible gLLAQcedcfffaajwawr reducible gLLAQcedcfffaajwasv SFS[D(3,1)(3,1)] gLLAQcedcfffaajwasj reducible gLLAQcedcfffaajwasr SFS[D(3,1)(3,2)] gLLAQcedcfffaajwuss toroidal gLLAQcedcfffahjwhrw SFS[D(4,3)(3,1)] gLLAQcedcfffaajwhrr SFS[D(3,1)(2,1)] gLLAQcedcfffapjwunn SFS[D(3,1)(2,1)] gLLAQcedcfffaljwlcc SFS[D(3,1)(2,1)] gLLAQcedcfffaajwlcc reducible gLLAQcedcfffaajwiss SFS[D(3,1)(2,1)] gLLAQcdecfffasawprr toroidal gLLAQcdecfffasawprc SFS[D(3,1)(2,1)] gLLAQcdecfffasawprs SFS[D(3,1)(2,1)] gLLAQcdecfffaslwpsk toroidal gLLAQcdecfffaslwpsb toroidal gLLAQcdecfffashwxss reducible gLLAQcdecfffasawxvv toroidal gLLAQcdecfffasawxvf SFS[D(3,1)(2,1)] gLLAQcdecfffasawxwf reducible gLLAQcdecfffasawxsf SFS[D(3,1)(2,1)] gLLAQcdecfffasawxvg m003(0,0) gLLAQcdecfffasxwxvc m034(0,0) gLLAQcdecfffasiwljj toroidal gLLAQcdecfffasawljj toroidal gLLAQcdecfffasawljb reducible gLLAQcdecfffasawljn toroidal gLLAQcdecfffasmwljj toroidal gLLAQcdecfffasiwlss reducible gLLAQcdecfffasmwlss SFS[D(3,1)(3,1)] gLLAQcdecfffasawlws toroidal gLLAQcdecfffasawlss SFS[D(3,1)(3,2)] gLLAQcdecfffasawlvs SFS[D(3,1)(3,1)] gLLAQcdecfffasawdrr m003(0,0) gLLAQcdecfffasawdrc toroidal gLLAQcdecfffasawdrs SFS[D(3,1)(2,1)] gLLAQcdecfffasawdkg reducible gLLAQcdecfffasawdgg SFS[D(3,1)(3,1)] gLLAQcdecfffasawdjg SFS[D(3,1)(3,2)] gLLAQcdecfffasawajj SFS[D(3,1)(2,1)] gLLAQcdecfffasawajn SFS[D(3,1)(2,1)] gLLAQcdecfffasawagj reducible gLLAQcdecfffasawevv toroidal gLLAQcdecfffasawevg toroidal gLLAQcdecfffasawevf toroidal gLLAQcdecfffasaweon reducible gLLAQcdecfffasawenn SFS[D(3,1)(3,2)] gLLAQcdecfffasawern SFS[D(3,1)(3,1)] gLLAQcdecfffasawawc reducible gLLAQcdecfffasawawr reducible gLLAQcdecfffasawasc SFS[D(3,1)(3,1)] gLLAQcdecfffasawasr SFS[D(3,1)(3,2)] gLLAQcdecfffasawavc SFS[D(3,1)(3,2)] gLLAQcdecfffasawavr SFS[D(3,1)(3,1)] gLLAQcdecfffasawhrr SFS[D(3,1)(2,1)] gLLAQcdecfffasawhrc SFS[D(3,1)(2,1)] gLLAQcdecfffasawhrs toroidal gLLAQcdecfffasawhos SFS[D(3,1)(2,1)] gLLAQcdecfffasawhns SFS[D(3,1)(2,1)] gLLAQcdecfffashwhrw SFS[D(4,1)(3,1)] gLLAQcdecfffasiwtss SFS[D(3,1)(3,2)] gLLAQcdecfffasawtws toroidal gLLAQcdecfffasawtss SFS[D(3,1)(3,1)] gLLAQcdecfffasawtvs SFS[D(3,1)(3,2)] gLLAQcdecfffasmwtss toroidal gLLAQcdecfffasiwtjj SFS[D(3,1)(2,1)] gLLAQcdecfffasmwtjj reducible gLLAQcdecfffasawtjj SFS[D(3,1)(2,1)] gLLAQcdecfffasawtjb reducible gLLAQcdecfffasawtjn SFS[D(3,1)(2,1)] gLLAQcdecfffasawmvf SFS[D(3,1)(2,1)] gLLAQcdecfffasawmvg SFS[D(3,1)(2,1)] gLLAQcdecfffasewmvs m129(0,0)(0,0) gLLAQcdecfffasewmss SFS[A(3,1)] gLLAQcdecfffasewmws m203(0,0)(0,0) gLLAQcdecfffacawprr SFS[D(3,1)(2,1)] gLLAQcdecfffacawxvv SFS[D(3,1)(2,1)] gLLAQcdecfffacxwxvc SFS[D(4,3)(3,1)] gLLAQcdecfffaciwljj SFS[D(3,1)(2,1)] gLLAQcdecfffacawljj reducible gLLAQcdecfffacmwljj SFS[D(3,1)(2,1)] gLLAQcdecfffacawdrr toroidal gLLAQcdecfffacawajj reducible gLLAQcdecfffacawevv toroidal gLLAQcdecfffacawawc reducible gLLAQcdecfffacawaws reducible gLLAQcdecfffacawawr reducible gLLAQcdecfffacawasc reducible gLLAQcdecfffacawass SFS[D(3,1)(3,2)] gLLAQcdecfffacawasr SFS[D(3,1)(3,1)] gLLAQcdecfffacawavc reducible gLLAQcdecfffacawavs SFS[D(3,1)(3,1)] gLLAQcdecfffacawavr SFS[D(3,1)(3,2)] gLLAQcdecfffacawhrr SFS[D(3,1)(2,1)] gLLAQcdecfffachwhrw SFS[D(4,3)(3,1)] gLLAQcdecfffaciwtjj SFS[D(3,1)(2,1)] gLLAQcdecfffacmwtjj SFS[D(3,1)(2,1)] gLLAQcdecfffacawtjj reducible gLLAQcdecfffacawmvv SFS[D(3,1)(2,1)] gLLAQcdecfffarawprr SFS[D(3,1)(2,1)] gLLAQcdecfffarawxvv m003(0,0) gLLAQcdecfffarxwxvc m022(0,0) gLLAQcdecfffariwljj SFS[D(3,1)(2,1)] gLLAQcdecfffarawljj toroidal gLLAQcdecfffarmwljj m003(0,0) gLLAQcdecfffarawdrr SFS[D(3,1)(2,1)] gLLAQcdecfffarawajj SFS[D(3,1)(2,1)] gLLAQcdecfffarawevv toroidal gLLAQcdecfffarawawc reducible gLLAQcdecfffarawaws reducible gLLAQcdecfffarawawr reducible gLLAQcdecfffarawasc SFS[D(3,1)(3,2)] gLLAQcdecfffarawass SFS[D(3,1)(3,1)] gLLAQcdecfffarawasr reducible gLLAQcdecfffarawavc SFS[D(3,1)(3,1)] gLLAQcdecfffarawavs SFS[D(3,1)(3,2)] gLLAQcdecfffarawavr reducible gLLAQcdecfffarawhrr toroidal gLLAQcdecfffarhwhrw toroidal gLLAQcdecfffariwtjj toroidal gLLAQcdecfffarmwtjj SFS[D(3,1)(2,1)] gLLAQcdecfffarawtjj SFS[D(3,1)(2,1)] gLLAQcdecfffarawmvv SFS[D(3,1)(2,1)] gLLAQcdecfffawxwqgg reducible gLLAQcdecfffawxwawg reducible gLLAQcdecfffawpwtjj reducible gLLAQcdecfffawpwljj toroidal gLLAQcdecfffawpwajj toroidal gLLAQcdecfffawiwunn reducible gLLAQcdecfffawiwpff reducible gLLAQcdecfffawiwaww reducible gLLAQcdecfffawmwunn reducible gLLAQcdecfffawmwpff reducible gLLAQcdecfffawmwaww reducible gLLAQcdecfffawawunn reducible gLLAQcdecfffawawabb reducible gLLAQcdecfffawawpff reducible gLLAQcdecfffawawhrw toroidal gLLAQcdecfffawawtww toroidal gLLAQcdecfffawawlww toroidal gLLAQcdecfffawawawo reducible gLLAQcdecfffawawawk reducible gLLAQcdecfffawawqwg reducible gLLAQcdecfffawhwhrr reducible gLLAQcdecfffawhwawr toroidal gLLAQcdecfffawuwtcc toroidal gLLAQcdecfffawuwacc toroidal gLLAQcdecfffawuwlcc toroidal gLLAQcdecfffawewiss reducible gLLAQcdecfffaoxwaoo SFS[D(3,1)(2,1)] gLLAQcdecfffaoxwhos SFS[D(4,1)(3,1)] gLLAQcdecfffaoawhoo SFS[D(3,1)(2,1)] gLLAQcdecfffaoawhro toroidal gLLAQcdecfffaoawhrk SFS[D(3,1)(2,1)] gLLAQcdecfffaoawhrw SFS[D(3,1)(2,1)] gLLAQcdecfffaoawhno SFS[D(3,1)(2,1)] gLLAQcdecfffaoawavo reducible gLLAQcdecfffaoawawo reducible gLLAQcdecfffaoawaww reducible gLLAQcdecfffaoawawk reducible gLLAQcdecfffaoawaso reducible gLLAQcdecfffaohwhrr reducible gLLAQcdecfffaohwawr SFS[D(3,1)(2,1)] gLLAQcdecfffakawhrw SFS[D(3,1)(2,1)] gLLAQcdecfffakawavk reducible gLLAQcdecfffakawawo reducible gLLAQcdecfffakawaww reducible gLLAQcdecfffakawawk reducible gLLAQcdecfffakawask reducible gLLAQcdecfffakawqvv SFS[D(3,1)(2,1)] gLLAQcdecfffakhwhrr reducible gLLAQcdecfffakhwavv SFS[D(3,1)(2,1)] gLLAQcdecfffakhwawv toroidal gLLAQcdecfffakhwawj SFS[D(3,1)(2,1)] gLLAQcdecfffakhwawr SFS[D(3,1)(2,1)] gLLAQcdecfffakhwasv SFS[D(3,1)(2,1)] gLLAQcdecfffakhwqvk SFS[D(4,1)(3,1)] gLLAQcdecfffhvarxvc toroidal gLLAQcdecfffhvmrerr toroidal gLLAQcdecfffhvarerr toroidal gLLAQcdecfffhvirdjj toroidal gLLAQcdecfffhvmrdjj toroidal gLLAQcdecfffhvardjj toroidal gLLAQcdecfffhvxravc toroidal gLLAQcdecfffhviravv toroidal gLLAQcdecfffhvmravv toroidal gLLAQcdecfffhvuruoo SFS[D(2,1)(2,1)] gLLAQcdecfffhveriww T2xI gLLAQcdecfffhgarxvc toroidal gLLAQcdecfffhgxrago SFS[D(7,2)(2,1)] gLLAQcdecfffhgxragg SFS[D(8,3)(2,1)] gLLAQcdecfffhgxravc m019(0,0) gLLAQcdecfffhgxragc toroidal gLLAQcdecfffhgxrafc toroidal gLLAQcdecfffhgarawg reducible gLLAQcdecfffhgarasg reducible gLLAQcdecfffhgxrqgw SFS[D(8,3)(4,1)] gLLAQcdecfffhgarqgg SFS[D(8,3)(2,1)] gLLAQcdecfffhfhrxsf SFS[D(7,2)(4,1)] gLLAQcdecfffhfarxvc m016(0,0) gLLAQcdecfffhfarxws SFS[D(8,3)(2,1)] gLLAQcdecfffhfarxss SFS[D(7,2)(2,1)] gLLAQcdecfffhfarxvs toroidal gLLAQcdecfffhfarxvr toroidal gLLAQcdecfffhfxravc toroidal gLLAQcdecfffhfarawf reducible gLLAQcdecfffhfarasf reducible gLLAQcdecfffhfhrass SFS[D(7,2)(2,1)] gLLAQcdecfffqwxjawg SFS[D(7,2)(2,1)] gLLAQcdecfffqwxjqgg reducible gLLAQcdecfffqwpjljj toroidal gLLAQcdecfffqwpjtjj reducible gLLAQcdecfffqwpjajj toroidal gLLAQcdecfffqwijpff reducible gLLAQcdecfffqwijunn SFS[D(7,5)(3,1)] gLLAQcdecfffqwijaww SFS[D(7,2)(3,1)] gLLAQcdecfffqwmjpff SFS[D(7,2)(3,1)] gLLAQcdecfffqwmjunn toroidal gLLAQcdecfffqwmjaww SFS[D(7,5)(3,1)] gLLAQcdecfffqwajlww toroidal gLLAQcdecfffqwajabb SFS[D(7,2)(2,1)] gLLAQcdecfffqwajtww toroidal gLLAQcdecfffqwajqwg SFS[D(7,2)(2,1)] gLLAQcdecfffqwajpff SFS[D(7,5)(3,1)] gLLAQcdecfffqwajunn SFS[D(7,2)(3,1)] gLLAQcdecfffqwajawo SFS[D(7,2)(3,1)] gLLAQcdecfffqwajawk SFS[D(7,5)(3,1)] gLLAQcdecfffqwajhrw toroidal gLLAQcdecfffqwhjawr toroidal gLLAQcdecfffqwhjhrr reducible gLLAQcdecfffqwujacc toroidal gLLAQcdecfffqwujtcc toroidal gLLAQcdecfffqwujlcc toroidal gLLAQcdecfffqwejiss SFS[A(7,2)] gLLAQcdecfffqkajaww SFS[D(7,2)(3,1)] gLLAQcdecfffqkajawo SFS[D(7,5)(3,1)] gLLAQcdecfffqkajawk reducible gLLAQcdecfffqkajask reducible gLLAQcdecfffqkajhrw toroidal gLLAQcdecfffqkhjawj toroidal gLLAQcdecfffqkhjawv toroidal gLLAQcdecfffqkhjawr m055(0,0) gLLAQcdecfffqkhjasv SFS[D(8,3)(2,1)] gLLAQcdecfffqkhjhrr SFS[D(7,2)(3,1)] gLLAQcdecfffqoxjhos SFS[D(8,5)(4,1)] gLLAQcdecfffqoxjaoo SFS[D(8,3)(2,1)] gLLAQcdecfffqoajaww SFS[D(7,5)(3,1)] gLLAQcdecfffqoajawo reducible gLLAQcdecfffqoajawk SFS[D(7,2)(3,1)] gLLAQcdecfffqoajaso reducible gLLAQcdecfffqoajhrk toroidal gLLAQcdecfffqoajhro toroidal gLLAQcdecfffqoajhrw m052(0,0) gLLAQcdecfffqoajhoo SFS[D(8,3)(2,1)] gLLAQcdecfffqohjawr toroidal gLLAQcdecfffqohjhrr SFS[D(7,5)(3,1)] gLLAQcdecfffqsajprr toroidal gLLAQcdecfffqsajprc SFS[D(8,3)(2,1)] gLLAQcdecfffqsajprs SFS[D(8,3)(2,1)] gLLAQcdecfffqsljpsk toroidal gLLAQcdecfffqsljpsb toroidal gLLAQcdecfffqshjxss reducible gLLAQcdecfffqsajxvv toroidal gLLAQcdecfffqsajxvf toroidal gLLAQcdecfffqsajxwf SFS[D(7,2)(2,1)] gLLAQcdecfffqsajxsf SFS[D(8,3)(2,1)] gLLAQcdecfffqsajxvg m016(0,0) gLLAQcdecfffqsxjxvc m157(0,0) gLLAQcdecfffqsijljj toroidal gLLAQcdecfffqsajljj m064(0,0) gLLAQcdecfffqsajljb SFS[D(7,2)(2,1)] gLLAQcdecfffqsajljn m118(0,0) gLLAQcdecfffqsmjljj toroidal gLLAQcdecfffqsijlss reducible gLLAQcdecfffqsmjlss SFS[D(8,3)(3,1)] gLLAQcdecfffqsajlws toroidal gLLAQcdecfffqsajlss SFS[D(8,3)(3,1)] gLLAQcdecfffqsajdrr m060(0,0) gLLAQcdecfffqsajdrc m119(0,0) gLLAQcdecfffqsajdkg SFS[D(7,2)(3,1)] gLLAQcdecfffqsajdgg SFS[D(8,3)(3,1)] gLLAQcdecfffqsajdjg toroidal gLLAQcdecfffqsajajj toroidal gLLAQcdecfffqsajagj SFS[D(7,2)(2,1)] gLLAQcdecfffqsajevv toroidal gLLAQcdecfffqsajevg SFS[D(5,2)(2,1)] gLLAQcdecfffqsajevf m019(0,0) gLLAQcdecfffqsajeon SFS[D(7,5)(3,1)] gLLAQcdecfffqsajenn SFS[D(8,3)(3,1)] gLLAQcdecfffqsajern toroidal gLLAQcdecfffqsajawc SFS[D(7,2)(3,1)] gLLAQcdecfffqsajawr SFS[D(7,5)(3,1)] gLLAQcdecfffqsajasc toroidal gLLAQcdecfffqsajasr toroidal gLLAQcdecfffqsajhrr toroidal gLLAQcdecfffqsajhrc m055(0,0) gLLAQcdecfffqsajhrs toroidal gLLAQcdecfffqsajhos SFS[D(8,3)(2,1)] gLLAQcdecfffqshjhrw s144(0,0) gLLAQcdecfffqsijtss SFS[D(8,3)(3,1)] gLLAQcdecfffqsajtws toroidal gLLAQcdecfffqsajtss SFS[D(8,3)(3,1)] gLLAQcdecfffqsmjtss toroidal gLLAQcdecfffqsijtjj toroidal gLLAQcdecfffqsmjtjj reducible gLLAQcdecfffqsajtjj toroidal gLLAQcdecfffqsajtjb toroidal gLLAQcdecfffqsajtjn m052(0,0) gLLAQcdecfffqsajmvf toroidal gLLAQcdecfffqsajmvg toroidal gLLAQcdecfffqsejmvs s661(0,0)(0,0) gLLAQcdecfffqsejmss toroidal gLLAQcdecfffqsejmws s621(0,0)(0,0) gLLAQcdecfffqcajprr SFS[D(8,3)(2,1)] gLLAQcdecfffqcajxvv toroidal gLLAQcdecfffqcxjxvc toroidal gLLAQcdecfffqcijljj SFS[D(8,3)(2,1)] gLLAQcdecfffqcajljj SFS[D(7,2)(2,1)] gLLAQcdecfffqcmjljj toroidal gLLAQcdecfffqcajdrr m119(0,0) gLLAQcdecfffqcajajj SFS[D(7,2)(2,1)] gLLAQcdecfffqcajevv m019(0,0) gLLAQcdecfffqcajawc reducible gLLAQcdecfffqcajaws SFS[D(7,5)(3,1)] gLLAQcdecfffqcajawr SFS[D(7,2)(3,1)] gLLAQcdecfffqcajasc reducible gLLAQcdecfffqcajass toroidal gLLAQcdecfffqcajasr toroidal gLLAQcdecfffqcajhrr m055(0,0) gLLAQcdecfffqchjhrw s260(0,0) gLLAQcdecfffqcijtjj m055(0,0) gLLAQcdecfffqcmjtjj toroidal gLLAQcdecfffqcajtjj toroidal gLLAQcdecfffqcajmvv toroidal gLLAQcdecfffqrajprr SFS[D(8,3)(2,1)] gLLAQcdecfffqrajxvv m016(0,0) gLLAQcdecfffqrxjxvc m122(0,0) gLLAQcdecfffqrijljj SFS[D(8,3)(2,1)] gLLAQcdecfffqrajljj m118(0,0) gLLAQcdecfffqrmjljj m016(0,0) gLLAQcdecfffqrajevv SFS[D(5,2)(2,1)] gLLAQcdecfffqrajawc SFS[D(7,5)(3,1)] gLLAQcdecfffqrajaws SFS[D(7,2)(3,1)] gLLAQcdecfffqrajawr reducible gLLAQcdecfffqrajasc toroidal gLLAQcdecfffqrajass toroidal gLLAQcdecfffqrajasr reducible gLLAQcdecfffqrajhrr toroidal gLLAQcdecfffqrhjhrw toroidal gLLAQcdecfffqrijtjj toroidal gLLAQcdecfffqrmjtjj toroidal gLLAQcdecfffqrajtjj m052(0,0) gLLAQcdecfffqrajmvv toroidal gLLAQcedcfffhavrdrr SFS[D(5,2)(2,1)] gLLAQcedcfffhivrdfv toroidal gLLAQcedcfffhivrdgv toroidal gLLAQcedcfffhqvrqjs m192(0,0) gLLAQcedcfffhavrqwk SFS[D(8,3)(2,1)] gLLAQcedcfffhavrqsk toroidal gLLAQcedcfffhavrqss toroidal gLLAQcedcfffhavrqsb m052(0,0) gLLAQcedcfffhavrtcg SFS[D(8,3)(2,1)] gLLAQcedcfffhavrtcc m016(0,0) gLLAQcedcfffhavrtco m118(0,0) gLLAQcedcfffhlvrtcc SFS[D(5,2)(2,1)] gLLAQcedcfffhavrtwv toroidal gLLAQcedcfffhavrtsv SFS[D(7,5)(3,1)] gLLAQcedcfffhtvrtcc toroidal gLLAQcedcfffhavrprj m119(0,0) gLLAQcedcfffhavrprr m019(0,0) gLLAQcedcfffhavrprv SFS[D(7,2)(2,1)] gLLAQcedcfffhavrpfb SFS[D(8,3)(3,1)] gLLAQcedcfffhavrpcb toroidal gLLAQcedcfffhavruno SFS[D(8,3)(3,1)] gLLAQcedcfffhavruro toroidal gLLAQcedcfffhavrabc SFS[D(8,3)(2,1)] gLLAQcedcfffhavraco SFS[D(7,2)(2,1)] gLLAQcedcfffhavracc toroidal gLLAQcedcfffhavravj toroidal gLLAQcedcfffhavravr toroidal gLLAQcedcfffhavrawj SFS[D(8,3)(3,1)] gLLAQcedcfffhavrawr SFS[D(8,3)(3,1)] gLLAQcedcfffhavrasj SFS[D(7,2)(3,1)] gLLAQcedcfffhavrasr SFS[D(7,5)(3,1)] gLLAQcedcfffhavrusb toroidal gLLAQcedcfffhavruss toroidal gLLAQcedcfffhavrusk m055(0,0) gLLAQcedcfffhhvrhrw m224(0,0) gLLAQcedcfffhavrhrj m060(0,0) gLLAQcedcfffhavrhrr toroidal gLLAQcedcfffhavrhrv toroidal gLLAQcedcfffhavrhov SFS[D(7,2)(2,1)] gLLAQcedcfffhpvrunn reducible gLLAQcedcfffhavrlwv toroidal gLLAQcedcfffhavrlsv SFS[D(7,2)(3,1)] gLLAQcedcfffhlvrlcc toroidal gLLAQcedcfffhavrlcg toroidal gLLAQcedcfffhavrlcc toroidal gLLAQcedcfffhavrlco m064(0,0) gLLAQcedcfffhpvruvv SFS[D(2,1)(2,1)] gLLAQcedcfffhavrisk toroidal gLLAQcedcfffhavrisb toroidal gLLAQcedcfffhdvrivv toroidal gLLAQcedcfffhdvrisv m329(0,0)(0,0) gLLAQcedcfffhdvriwv m202(0,0)(0,0) gLLAQcedcfffhqrrqjs s327(0,0) gLLAQcedcfffharrqss m052(0,0) gLLAQcedcfffharrtcc m118(0,0) gLLAQcedcfffhtrrtcc m052(0,0) gLLAQcedcfffharrprr SFS[D(7,2)(2,1)] gLLAQcedcfffharracc SFS[D(7,2)(2,1)] gLLAQcedcfffharravv toroidal gLLAQcedcfffharravj toroidal gLLAQcedcfffharrawv SFS[D(8,3)(3,1)] gLLAQcedcfffharrawj SFS[D(8,3)(3,1)] gLLAQcedcfffharrawr reducible gLLAQcedcfffharrasv SFS[D(7,2)(3,1)] gLLAQcedcfffharrasj SFS[D(7,5)(3,1)] gLLAQcedcfffharrasr reducible gLLAQcedcfffharruss toroidal gLLAQcedcfffhhrrhrw toroidal gLLAQcedcfffharrhrr toroidal gLLAQcedcfffhprrunn toroidal gLLAQcedcfffhlrrlcc toroidal gLLAQcedcfffharrlcc m064(0,0) gLLAQcedcfffharriss toroidal gLLAQcedcfffhqjrqjs toroidal gLLAQcedcfffhajrqss toroidal gLLAQcedcfffhajrtcc SFS[D(8,3)(2,1)] gLLAQcedcfffhtjrtcc toroidal gLLAQcedcfffhajrprr m119(0,0) gLLAQcedcfffhajracc SFS[D(8,3)(2,1)] gLLAQcedcfffhajravv toroidal gLLAQcedcfffhajravr toroidal gLLAQcedcfffhajrawv SFS[D(8,3)(3,1)] gLLAQcedcfffhajrawj reducible gLLAQcedcfffhajrawr SFS[D(8,3)(3,1)] gLLAQcedcfffhajrasv SFS[D(7,5)(3,1)] gLLAQcedcfffhajrasj reducible gLLAQcedcfffhajrasr SFS[D(7,2)(3,1)] gLLAQcedcfffhajruss m055(0,0) gLLAQcedcfffhhjrhrw s339(0,0) gLLAQcedcfffhajrhrr m060(0,0) gLLAQcedcfffhpjrunn toroidal gLLAQcedcfffhljrlcc m060(0,0) gLLAQcedcfffhajrlcc toroidal gLLAQcedcfffhajriss toroidal gLLAQcdecfffhsarprr toroidal gLLAQcdecfffhsarprc SFS[D(7,2)(2,1)] gLLAQcdecfffhsarprs SFS[D(7,2)(2,1)] gLLAQcdecfffhslrpsk toroidal gLLAQcdecfffhslrpsb toroidal gLLAQcdecfffhshrxss reducible gLLAQcdecfffhsarxvv toroidal gLLAQcdecfffhsarxvf toroidal gLLAQcdecfffhsarxwf SFS[D(8,3)(2,1)] gLLAQcdecfffhsarxsf SFS[D(7,2)(2,1)] gLLAQcdecfffhsarxvg m019(0,0) gLLAQcdecfffhsxrxvc m069(0,0) gLLAQcdecfffhsirljj toroidal gLLAQcdecfffhsarljj m055(0,0) gLLAQcdecfffhsarljb SFS[D(8,3)(2,1)] gLLAQcdecfffhsarljn m119(0,0) gLLAQcdecfffhsmrljj toroidal gLLAQcdecfffhsirlss reducible gLLAQcdecfffhsmrlss SFS[D(7,5)(3,1)] gLLAQcdecfffhsarlws toroidal gLLAQcdecfffhsarlss SFS[D(7,2)(3,1)] gLLAQcdecfffhsardrr m052(0,0) gLLAQcdecfffhsardrc m118(0,0) gLLAQcdecfffhsardkg SFS[D(8,3)(3,1)] gLLAQcdecfffhsardgg SFS[D(7,5)(3,1)] gLLAQcdecfffhsardjg toroidal gLLAQcdecfffhsarajj toroidal gLLAQcdecfffhsaragj SFS[D(8,3)(2,1)] gLLAQcdecfffhsarevv toroidal gLLAQcdecfffhsarevg SFS[D(5,2)(2,1)] gLLAQcdecfffhsarevf m016(0,0) gLLAQcdecfffhsareon SFS[D(8,3)(3,1)] gLLAQcdecfffhsarenn SFS[D(7,2)(3,1)] gLLAQcdecfffhsarern toroidal gLLAQcdecfffhsarawc SFS[D(8,3)(3,1)] gLLAQcdecfffhsarawr SFS[D(8,3)(3,1)] gLLAQcdecfffhsarasc toroidal gLLAQcdecfffhsarasr toroidal gLLAQcdecfffhsarhrr toroidal gLLAQcdecfffhsarhrc m064(0,0) gLLAQcdecfffhsarhrs toroidal gLLAQcdecfffhsarhos SFS[D(7,2)(2,1)] gLLAQcdecfffhshrhrw s153(0,0) gLLAQcdecfffhsirtss SFS[D(7,2)(3,1)] gLLAQcdecfffhsartws toroidal gLLAQcdecfffhsartss SFS[D(7,5)(3,1)] gLLAQcdecfffhsmrtss toroidal gLLAQcdecfffhsirtjj toroidal gLLAQcdecfffhsmrtjj reducible gLLAQcdecfffhsartjj toroidal gLLAQcdecfffhsartjb toroidal gLLAQcdecfffhsartjn m060(0,0) gLLAQcdecfffhsarmvf toroidal gLLAQcdecfffhsarmvg toroidal gLLAQcdecfffhsermvs s638(0,0)(0,0) gLLAQcdecfffhsermss toroidal gLLAQcdecfffhsermws s568(0,0)(0,0) gLLAQcdecfffhcarprr SFS[D(7,2)(2,1)] gLLAQcdecfffhcarxvv toroidal gLLAQcdecfffhcxrxvc toroidal gLLAQcdecfffhcirljj SFS[D(7,2)(2,1)] gLLAQcdecfffhcarljj SFS[D(8,3)(2,1)] gLLAQcdecfffhcmrljj toroidal gLLAQcdecfffhcardrr m118(0,0) gLLAQcdecfffhcarajj SFS[D(8,3)(2,1)] gLLAQcdecfffhcarevv m016(0,0) gLLAQcdecfffhcarawc reducible gLLAQcdecfffhcaraws SFS[D(8,3)(3,1)] gLLAQcdecfffhcarawr SFS[D(8,3)(3,1)] gLLAQcdecfffhcarasc reducible gLLAQcdecfffhcarass toroidal gLLAQcdecfffhcarasr toroidal gLLAQcdecfffhcarhrr m064(0,0) gLLAQcdecfffhchrhrw s315(0,0) gLLAQcdecfffhcirtjj m064(0,0) gLLAQcdecfffhcmrtjj toroidal gLLAQcdecfffhcartjj toroidal gLLAQcdecfffhcarmvv toroidal gLLAQcdecfffhrarprr SFS[D(7,2)(2,1)] gLLAQcdecfffhrarxvv m019(0,0) gLLAQcdecfffhrxrxvc m190(0,0) gLLAQcdecfffhrirljj SFS[D(7,2)(2,1)] gLLAQcdecfffhrarljj m119(0,0) gLLAQcdecfffhrmrljj m019(0,0) gLLAQcdecfffhrarevv SFS[D(5,2)(2,1)] gLLAQcdecfffhrarawc SFS[D(8,3)(3,1)] gLLAQcdecfffhraraws SFS[D(8,3)(3,1)] gLLAQcdecfffhrarawr reducible gLLAQcdecfffhrarasc toroidal gLLAQcdecfffhrarass toroidal gLLAQcdecfffhrarasr reducible gLLAQcdecfffhrarhrr toroidal gLLAQcdecfffhrhrhrw toroidal gLLAQcdecfffhrirtjj toroidal gLLAQcdecfffhrmrtjj toroidal gLLAQcdecfffhrartjj m060(0,0) gLLAQcdecfffhrarmvv toroidal gLLAQcdecfffhwxrqgg reducible gLLAQcdecfffhwxrawg SFS[D(8,3)(2,1)] gLLAQcdecfffhwprtjj reducible gLLAQcdecfffhwprljj toroidal gLLAQcdecfffhwprajj toroidal gLLAQcdecfffhwirunn SFS[D(8,3)(3,1)] gLLAQcdecfffhwirpff reducible gLLAQcdecfffhwiraww SFS[D(8,3)(3,1)] gLLAQcdecfffhwmrunn toroidal gLLAQcdecfffhwmrpff SFS[D(8,3)(3,1)] gLLAQcdecfffhwmraww SFS[D(8,3)(3,1)] gLLAQcdecfffhwarunn SFS[D(8,3)(3,1)] gLLAQcdecfffhwarabb SFS[D(8,3)(2,1)] gLLAQcdecfffhwarpff SFS[D(8,3)(3,1)] gLLAQcdecfffhwarhrw toroidal gLLAQcdecfffhwartww toroidal gLLAQcdecfffhwarlww toroidal gLLAQcdecfffhwarawo SFS[D(8,3)(3,1)] gLLAQcdecfffhwarawk SFS[D(8,3)(3,1)] gLLAQcdecfffhwarqwg SFS[D(8,3)(2,1)] gLLAQcdecfffhwhrhrr reducible gLLAQcdecfffhwhrawr toroidal gLLAQcdecfffhwurtcc toroidal gLLAQcdecfffhwuracc toroidal gLLAQcdecfffhwurlcc toroidal gLLAQcdecfffhweriss SFS[A(8,3)] gLLAQcdecfffhoxraoo SFS[D(7,2)(2,1)] gLLAQcdecfffhoxrhos SFS[D(7,5)(4,1)] gLLAQcdecfffhoarhoo SFS[D(7,2)(2,1)] gLLAQcdecfffhoarhro toroidal gLLAQcdecfffhoarhrk toroidal gLLAQcdecfffhoarhrw m060(0,0) gLLAQcdecfffhoarawo reducible gLLAQcdecfffhoaraww SFS[D(8,3)(3,1)] gLLAQcdecfffhoarawk SFS[D(8,3)(3,1)] gLLAQcdecfffhoaraso reducible gLLAQcdecfffhohrhrr SFS[D(8,3)(3,1)] gLLAQcdecfffhohrawr toroidal gLLAQcdecfffhkarhrw toroidal gLLAQcdecfffhkarawo SFS[D(8,3)(3,1)] gLLAQcdecfffhkaraww SFS[D(8,3)(3,1)] gLLAQcdecfffhkarawk reducible gLLAQcdecfffhkarask reducible gLLAQcdecfffhkhrhrr SFS[D(8,3)(3,1)] gLLAQcdecfffhkhrawv toroidal gLLAQcdecfffhkhrawj toroidal gLLAQcdecfffhkhrawr m064(0,0) gLLAQcdecfffhkhrasv SFS[D(7,2)(2,1)] gLLAQcdecffftrmwajj SFS[D(4,1)(2,1)] gLLAQcdecffftrawevv SFS[D(4,1)(2,1)] gLLAQcedcffflavsdrr SFS[D(4,1)(2,1)] gLLAQcedcffflivsdfv toroidal gLLAQcedcffflivsdgv toroidal gLLAQcedcffflivsajj SFS[D(4,1)(2,1)] gLLAQcdecffflrasevv SFS[D(4,1)(2,1)] gLLAQcdecffflrmsajj SFS[D(4,1)(2,1)] gLLAQcdecfffdvmodjj SFS[D(2,1)(2,1)] gLLAQcdecfffdvuouoo SFS[D(2,1)(2,1)] gLLAQcdecfffdveoiww T2xI gLLAQcdecfffdfpoabb SFS[D(2,1)(2,1)] gLLAQcdecfffdfmoanb reducible gLLAQcdecfffdfmoann reducible gLLAQcdecfffdfmoanj reducible gLLAQcdecfffdfaouvv SFS[D(2,1)(2,1)] gLLAQcdecfffdfaounn reducible gLLAQcdecfffdgaouvf SFS[D(2,1)(2,1)] gLLAQcdecfffdgaodvs SFS[D(2,1)(2,1)] gLLAQcdecfffdwlodkb SFS[D(3,1)(2,1)] gLLAQcdecfffdwlodks SFS[D(3,1)(2,1)] gLLAQcdecfffdkmoabb reducible gLLAQcdecfffdkaodbg SFS[D(2,1)(2,1)] gLLAQcdecfffdkaolbb reducible gLLAQcdecfffdkhodbb reducible gLLAQcdecfffdkhodoj SFS[D(3,1)(2,1)] gLLAQcdecfffdkholbg SFS[D(2,1)(2,1)] gLLAQcdecfffdsaomvv T2xI gLLAQcdecfffdseoaww T2xI gLLAQcdecfffiwabdoo reducible gLLAQcdecfffiwlbaoo reducible gLLAQcedcfffdivoibb SFS[D(2,1)(2,1)] gLLAQcedcfffdivoabj reducible gLLAQcedcfffdivodkk T2xI gLLAQcedcfffdivolnv reducible gLLAQcedcfffdhvolbb SFS[D(2,1)(2,1)] gLLAQcedcfffdhvouoj SFS[D(3,1)(2,1)] gLLAQcedcfffdhvodbg SFS[D(4,1)(2,1)] gLLAQcedcfffdlvouwb SFS[D(3,1)(2,1)] gLLAQcedcfffdlvodnv SFS[D(5,2)(2,1)] gLLAQcedcfffdavodbb SFS[D(2,1)(2,1)] gLLAQcedcfffdavolbg reducible gLLAQcedcfffdavoiss T2xI gLLAQcedcfffdpvodcv SFS[D(4,1)(2,1)] gLLAQcedcfffdpvolso SFS[D(3,1)(2,1)] gLLAQcedcfffdpvouvv SFS[D(2,1)(2,1)] gLLAQcedcfffddvoinn SFS[D(2,1)(2,1)] gLLAQcedcfffddvoabb SFS[D(2,1)(2,1)] gLLAQcedcfffddvoaww T2xI gLLAQcedcfffddvoivv T2xI gLLAQcdecfffhvmodjj SFS[D(2,1)(2,1)] gLLAQcdecfffhvuouoo SFS[D(2,1)(2,1)] gLLAQcdecfffhveoiww T2xI gLLAQcdecfffhgxoago SFS[D(2,1)(2,1)] gLLAQcdecfffhgxoafc SFS[D(3,1)(2,1)] gLLAQcdecfffhgaoasg reducible gLLAQcdecfffhfhoxsf SFS[D(4,1)(2,1)] gLLAQcdecfffhfaoxss SFS[D(2,1)(2,1)] gLLAQcdecfffhfxoavc SFS[D(3,1)(2,1)] gLLAQcdecfffhfaoasf reducible gLLAQcdecfffhfhoass SFS[D(2,1)(2,1)] gLLAQcdecfffqwxbawg SFS[D(2,1)(2,1)] gLLAQcdecfffqwxbqgg reducible gLLAQcdecfffqwpbljj reducible gLLAQcdecfffqwpbtjj reducible gLLAQcdecfffqwpbajj reducible gLLAQcdecfffqwibpff reducible gLLAQcdecfffqwibunn SFS[D(3,1)(2,1)] gLLAQcdecfffqwibaww SFS[D(3,1)(2,1)] gLLAQcdecfffqwmbpff SFS[D(3,1)(2,1)] gLLAQcdecfffqwmbunn toroidal gLLAQcdecfffqwmbaww SFS[D(3,1)(2,1)] gLLAQcdecfffqwablww reducible gLLAQcdecfffqwababb SFS[D(2,1)(2,1)] gLLAQcdecfffqwabtww reducible gLLAQcdecfffqwabqwg SFS[D(2,1)(2,1)] gLLAQcdecfffqwabpff SFS[D(3,1)(2,1)] gLLAQcdecfffqwabunn SFS[D(3,1)(2,1)] gLLAQcdecfffqwabawo SFS[D(3,1)(2,1)] gLLAQcdecfffqwabawk SFS[D(3,1)(2,1)] gLLAQcdecfffqwabhrw reducible gLLAQcdecfffqwhbawr reducible gLLAQcdecfffqwhbhrr reducible gLLAQcdecfffqwubacc reducible gLLAQcdecfffqwubtcc reducible gLLAQcdecfffqwublcc reducible gLLAQcdecfffqwebiss SFS[A(2,1)] gLLAQcdecfffqkabaww SFS[D(3,1)(2,1)] gLLAQcdecfffqkabawo SFS[D(3,1)(2,1)] gLLAQcdecfffqkabawk reducible gLLAQcdecfffqkabhrw SFS[D(3,1)(2,1)] gLLAQcdecfffqkhbawj SFS[D(3,1)(2,1)] gLLAQcdecfffqkhbawv reducible gLLAQcdecfffqkhbawr SFS[D(3,1)(2,1)] gLLAQcdecfffqkhbhrr SFS[D(3,1)(2,1)] gLLAQcdecfffqoabaww SFS[D(3,1)(2,1)] gLLAQcdecfffqoabawo reducible gLLAQcdecfffqoabawk SFS[D(3,1)(2,1)] gLLAQcdecfffqoabhrk SFS[D(3,1)(2,1)] gLLAQcdecfffqoabhro reducible gLLAQcdecfffqoabhrw SFS[D(3,1)(2,1)] gLLAQcdecfffqohbawr SFS[D(3,1)(2,1)] gLLAQcdecfffqohbhrr SFS[D(3,1)(2,1)] gLLAQcdecfffqslbpsk SFS[D(3,1)(2,1)] gLLAQcdecfffqslbpsb SFS[D(3,1)(2,1)] gLLAQcdecfffqsabxwf SFS[D(2,1)(2,1)] gLLAQcdecfffqsabljb SFS[D(2,1)(2,1)] gLLAQcdecfffqsablws reducible gLLAQcdecfffqsabdkg SFS[D(3,1)(2,1)] gLLAQcdecfffqsabagj SFS[D(2,1)(2,1)] gLLAQcdecfffqsabeon SFS[D(3,1)(2,1)] gLLAQcdecfffqsabawc SFS[D(3,1)(2,1)] gLLAQcdecfffqsabawr SFS[D(3,1)(2,1)] gLLAQcdecfffqsabhrr SFS[D(3,1)(2,1)] gLLAQcdecfffqsabhrc SFS[D(3,1)(2,1)] gLLAQcdecfffqsabhrs reducible gLLAQcdecfffqshbhrw SFS[D(3,1)(2,1)] gLLAQcdecfffqsabtws reducible gLLAQcdecfffqsmbtss SFS[D(2,1)(2,1)] gLLAQcdecfffqsibtjj SFS[D(3,1)(2,1)] gLLAQcdecfffqsmbtjj reducible gLLAQcdecfffqsabtjj SFS[D(3,1)(2,1)] gLLAQcdecfffqsabtjb toroidal gLLAQcdecfffqsabtjn SFS[D(3,1)(2,1)] gLLAQcdecfffqsabmvf SFS[D(3,1)(2,1)] gLLAQcdecfffqsabmvg SFS[D(3,1)(2,1)] gLLAQcdecfffqsebmvs SFS[A(2,1)] gLLAQcdecfffqsebmss T2xI gLLAQcdecfffqsebmws T2xI gLLAQcdecfffqcabljj SFS[D(2,1)(2,1)] gLLAQcdecfffqcabajj SFS[D(2,1)(2,1)] gLLAQcdecfffqcabawc reducible gLLAQcdecfffqcabaws SFS[D(3,1)(2,1)] gLLAQcdecfffqcabawr SFS[D(3,1)(2,1)] gLLAQcdecfffqcabhrr SFS[D(3,1)(2,1)] gLLAQcdecfffqchbhrw SFS[D(3,1)(2,1)] gLLAQcdecfffqcibtjj SFS[D(3,1)(2,1)] gLLAQcdecfffqcmbtjj SFS[D(3,1)(2,1)] gLLAQcdecfffqcabtjj toroidal gLLAQcdecfffqcabmvv SFS[D(3,1)(2,1)] gLLAQcdecfffqrxbxvc SFS[D(3,1)(2,1)] gLLAQcdecfffqrabawc SFS[D(3,1)(2,1)] gLLAQcdecfffqrabaws SFS[D(3,1)(2,1)] gLLAQcdecfffqrabawr reducible gLLAQcdecfffqrabhrr reducible gLLAQcdecfffqrhbhrw reducible gLLAQcdecfffqribtjj reducible gLLAQcdecfffqrmbtjj SFS[D(3,1)(2,1)] gLLAQcdecfffqrabtjj SFS[D(3,1)(2,1)] gLLAQcdecfffqrabmvv SFS[D(3,1)(2,1)] gLLAQcedcfffhivodfv SFS[D(3,1)(2,1)] gLLAQcedcfffhivodgv SFS[D(3,1)(2,1)] gLLAQcedcfffhqvoqjs SFS[D(3,1)(2,1)] gLLAQcedcfffhavoqsk reducible gLLAQcedcfffhavoqss SFS[D(3,1)(2,1)] gLLAQcedcfffhavoqsb SFS[D(3,1)(2,1)] gLLAQcedcfffhavotsv SFS[D(3,1)(2,1)] gLLAQcedcfffhtvotcc SFS[D(3,1)(2,1)] gLLAQcedcfffhavoprv SFS[D(2,1)(2,1)] gLLAQcedcfffhavopcb reducible gLLAQcedcfffhavouro reducible gLLAQcedcfffhavoaco SFS[D(2,1)(2,1)] gLLAQcedcfffhavoasj SFS[D(3,1)(2,1)] gLLAQcedcfffhavoasr SFS[D(3,1)(2,1)] gLLAQcedcfffhavousb toroidal gLLAQcedcfffhavouss SFS[D(3,1)(2,1)] gLLAQcedcfffhavousk SFS[D(3,1)(2,1)] gLLAQcedcfffhavohov SFS[D(2,1)(2,1)] gLLAQcedcfffhpvounn reducible gLLAQcedcfffhavolsv SFS[D(3,1)(2,1)] gLLAQcedcfffhpvouvv SFS[D(2,1)(2,1)] gLLAQcedcfffhavoisk SFS[D(3,1)(2,1)] gLLAQcedcfffhavoisb SFS[D(3,1)(2,1)] gLLAQcedcfffhdvoivv T2xI gLLAQcedcfffhdvoisv T2xI gLLAQcedcfffhdvoiwv SFS[A(2,1)] gLLAQcedcfffhqroqjs SFS[D(3,1)(2,1)] gLLAQcedcfffharoqss SFS[D(3,1)(2,1)] gLLAQcedcfffhtrotcc SFS[D(3,1)(2,1)] gLLAQcedcfffharoprr SFS[D(2,1)(2,1)] gLLAQcedcfffharoacc SFS[D(2,1)(2,1)] gLLAQcedcfffharoasv SFS[D(3,1)(2,1)] gLLAQcedcfffharoasj SFS[D(3,1)(2,1)] gLLAQcedcfffharoasr reducible gLLAQcedcfffharouss toroidal gLLAQcedcfffhprounn SFS[D(3,1)(2,1)] gLLAQcedcfffharoiss SFS[D(3,1)(2,1)] gLLAQcedcfffhqjoqjs reducible gLLAQcedcfffhajoqss reducible gLLAQcedcfffhtjotcc reducible gLLAQcedcfffhajoasv SFS[D(3,1)(2,1)] gLLAQcedcfffhajoasj reducible gLLAQcedcfffhajoasr SFS[D(3,1)(2,1)] gLLAQcedcfffhajouss SFS[D(3,1)(2,1)] gLLAQcedcfffhhjohrw SFS[D(3,1)(2,1)] gLLAQcedcfffhpjounn SFS[D(3,1)(2,1)] gLLAQcedcfffhajoiss SFS[D(3,1)(2,1)] gLLAQcdecfffhsaoprr toroidal gLLAQcdecfffhsaoprc SFS[D(2,1)(2,1)] gLLAQcdecfffhsaoprs SFS[D(2,1)(2,1)] gLLAQcdecfffhslopsk toroidal gLLAQcdecfffhslopsb toroidal gLLAQcdecfffhshoxss reducible gLLAQcdecfffhsaoxvv SFS[D(3,1)(2,1)] gLLAQcdecfffhsaoxsf SFS[D(2,1)(2,1)] gLLAQcdecfffhsxoxvc SFS[D(5,1)(2,1)] gLLAQcdecfffhsioljj toroidal gLLAQcdecfffhsaoljj SFS[D(3,1)(2,1)] gLLAQcdecfffhsmoljj SFS[D(3,1)(2,1)] gLLAQcdecfffhsiolss reducible gLLAQcdecfffhsmolss SFS[D(3,1)(2,1)] gLLAQcdecfffhsaolss SFS[D(3,1)(2,1)] gLLAQcdecfffhsaodrr SFS[D(3,1)(2,1)] gLLAQcdecfffhsaodgg SFS[D(3,1)(2,1)] gLLAQcdecfffhsaoajj reducible gLLAQcdecfffhsaoevv SFS[D(3,1)(2,1)] gLLAQcdecfffhsaoenn SFS[D(3,1)(2,1)] gLLAQcdecfffhsaoasc reducible gLLAQcdecfffhsaoasr reducible gLLAQcdecfffhsaohrr SFS[D(3,1)(2,1)] gLLAQcdecfffhsaohos SFS[D(2,1)(2,1)] gLLAQcdecfffhshohrw SFS[D(5,1)(2,1)] gLLAQcdecfffhsiotss SFS[D(3,1)(2,1)] gLLAQcdecfffhsaotss SFS[D(3,1)(2,1)] gLLAQcdecfffhsmotss toroidal gLLAQcdecfffhsiotjj SFS[D(3,1)(2,1)] gLLAQcdecfffhsmotjj reducible gLLAQcdecfffhsaotjj SFS[D(3,1)(2,1)] gLLAQcdecfffhseomvs toroidal gLLAQcdecfffhseomss reducible gLLAQcdecfffhseomws toroidal gLLAQcdecfffhcaoprr SFS[D(2,1)(2,1)] gLLAQcdecfffhcioljj SFS[D(2,1)(2,1)] gLLAQcdecfffhcaoasc reducible gLLAQcdecfffhcaoass reducible gLLAQcdecfffhcaoasr reducible gLLAQcdecfffhraoprr SFS[D(2,1)(2,1)] gLLAQcdecfffhrioljj SFS[D(2,1)(2,1)] gLLAQcdecfffhraoasc reducible gLLAQcdecfffhraoass reducible gLLAQcdecfffhraoasr reducible gLLAQcdecfffhwmounn SFS[D(2,1)(2,1)] gLLAQcdecfffhwuolcc SFS[D(2,1)(2,1)] gLLAQcdecfffhweoiss T2xI gLLAQcdecfffhoxoaoo SFS[D(2,1)(2,1)] gLLAQcdecfffhoxohos SFS[D(4,1)(2,1)] gLLAQcdecfffhoaohoo SFS[D(2,1)(2,1)] gLLAQcdecfffhoaoaso reducible gLLAQcdecfffhohoawr SFS[D(3,1)(2,1)] gLLAQcdecfffhkaoask reducible gLLAQcdecfffhkhoawj SFS[D(3,1)(2,1)] gLLAQcdecfffhkhoasv SFS[D(2,1)(2,1)] gLLAQcdecffflvavlgf T2xI gLLAQcdecffflvavlgg SFS[A(2,1)] gLLAQcdecffflvavlgv T2xI gLLAQcdecffflvlvlfw toroidal gLLAQcdecffflvlvlfn toroidal gLLAQcdecffflvxvxnn reducible gLLAQcdecffflvavxkn SFS[D(2,1)(2,1)] gLLAQcdecffflvhvanc SFS[D(2,1)(2,1)] gLLAQcdecffflvxvank SFS[D(2,1)(2,1)] gLLAQcdecffflvlvavg T2xI gLLAQcdecffflvlvagg SFS[A(2,1)] gLLAQcdecffflvlvafg T2xI gLLAQcdecffflvevavs T2xI gLLAQcdecffflvevass SFS[A(2,1)] gLLAQcdecffflvevaws T2xI gLLAQcdecffflvhvqnn reducible gLLAQcdecffflvavqnc SFS[D(2,1)(2,1)] gLLAQcdecffflvaviws T2xI gLLAQcdecffflvaviss SFS[A(2,1)] gLLAQcdecffflvavivs T2xI gLLAQcdecffflveviwf toroidal gLLAQcdecffflveviwn toroidal gLLAQcdecffflgavlgg T2xI gLLAQcdecffflglvagg T2xI gLLAQcdecffflfavlgg T2xI gLLAQcdecffflflvagg T2xI gLLAQcdecffftwavivv T2xI gLLAQcdecffftwevavv T2xI gLLAQcdecffftkavacn reducible gLLAQcdecffftkavqnn SFS[D(2,1)(2,1)] gLLAQcdecffftkhvacc SFS[D(2,1)(2,1)] gLLAQcdecffftkhvqnc SFS[D(4,1)(2,1)] gLLAQcdecffftoivavo SFS[D(3,1)(2,1)] gLLAQcdecffftomvavo SFS[D(3,1)(2,1)] gLLAQcdecffftsavmvv T2xI gLLAQcdecffftsevaww T2xI gLLAQcdecffftcxvxnk SFS[D(4,1)(2,1)] gLLAQcdecffftcxvann SFS[D(2,1)(2,1)] gLLAQcdecffftcavakn reducible gLLAQcdecffftcavxnn SFS[D(2,1)(2,1)] gLLAQcdecffftrpvabf SFS[D(3,1)(2,1)] gLLAQcdecffftruvako SFS[D(3,1)(2,1)] gLLAQcdecffflwevavv T2xI gLLAQcdecffflwavivv T2xI gLLAQcdecfffloivavo SFS[D(3,1)(2,1)] gLLAQcdecffflomvavo SFS[D(3,1)(2,1)] gLLAQcdecffflkavqnn SFS[D(2,1)(2,1)] gLLAQcdecffflkhvqnc SFS[D(4,1)(2,1)] gLLAQcdecffflkhvacc SFS[D(2,1)(2,1)] gLLAQcdecffflkavacn reducible gLLAQcedcffflivvdfv SFS[D(3,1)(2,1)] gLLAQcedcffflivvdgv SFS[D(3,1)(2,1)] gLLAQcedcffflhvvqnn reducible gLLAQcedcffflavvqnc SFS[D(2,1)(2,1)] gLLAQcedcffflavvtfg T2xI gLLAQcedcffflqvvakc SFS[D(2,1)(2,1)] gLLAQcedcffflavvafg T2xI gLLAQcedcffflhvvacn SFS[D(2,1)(2,1)] gLLAQcedcfffllvvafg T2xI gLLAQcedcfffltvvafg SFS[A(2,1)] gLLAQcedcfffldvvasw SFS[A(2,1)] gLLAQcedcfffldvvaww T2xI gLLAQcedcfffldvvavw T2xI gLLAQcedcffflqvvhkk SFS[D(2,1)(2,1)] gLLAQcedcffflavvhck SFS[D(2,1)(2,1)] gLLAQcedcffflavvlfg SFS[A(2,1)] gLLAQcedcffflavviws SFS[A(2,1)] gLLAQcedcffflavviss T2xI gLLAQcedcffflavvivs T2xI gLLAQcedcfffldvvivg SFS[D(3,1)(2,1)] gLLAQcedcfffldvvivf SFS[D(3,1)(2,1)] gLLAQcedcfffldrvivv SFS[D(3,1)(2,1)] gLLAQcedcfffldjvivv SFS[D(3,1)(2,1)] gLLAQcdecfffuwebavv SFS[A(2,1)] gLLAQcdecfffuwabivv SFS[A(2,1)] gLLAQcdecfffuoabpoo T2xI gLLAQcdecfffuoabtvo SFS[D(3,1)(2,1)] gLLAQcdecfffuoablvo SFS[D(3,1)(2,1)] gLLAQcdecfffuoababb T2xI gLLAQcdecfffuopbaoo T2xI gLLAQcdecfffuoibavo SFS[D(3,1)(2,1)] gLLAQcdecfffuombavo SFS[D(3,1)(2,1)] gLLAQcdecfffuoubavv SFS[A(2,1)] gLLAQcdecfffuoabuvv SFS[A(2,1)] gLLAQcdecfffukhbacc SFS[D(2,1)(2,1)] gLLAQcdecfffukabacn SFS[D(2,1)(2,1)] gLLAQcdecfffukhbqnc SFS[D(2,1)(2,1)] gLLAQcdecfffukabqnn SFS[D(2,1)(2,1)] gLLAQcdecffflsevaww T2xI gLLAQcdecffflsavmvv T2xI gLLAQcdecffflcxvxnk SFS[D(4,1)(2,1)] gLLAQcdecffflcavxnn SFS[D(2,1)(2,1)] gLLAQcdecffflcavakn reducible gLLAQcdecffflcxvann SFS[D(2,1)(2,1)] gLLAQcdecffflruvako SFS[D(3,1)(2,1)] gLLAQcdecffflrpvabf SFS[D(3,1)(2,1)] gLLAQcdecfffpwaoivv SFS[A(2,1)] gLLAQcdecfffpweoavv SFS[A(2,1)] gLLAQcdecfffpopoaoo T2xI gLLAQcdecfffpoioavo SFS[D(3,1)(2,1)] gLLAQcdecfffpomoavo SFS[D(3,1)(2,1)] gLLAQcdecfffpoaoabb T2xI gLLAQcdecfffpoaopoo T2xI gLLAQcdecfffpoaotvo SFS[D(3,1)(2,1)] gLLAQcdecfffpoaolvo SFS[D(3,1)(2,1)] gLLAQcdecfffpoaouvv SFS[A(2,1)] gLLAQcdecfffpouoavv SFS[A(2,1)] gLLAQcdecfffpkaoqnn SFS[D(2,1)(2,1)] gLLAQcdecfffpkaoacn SFS[D(2,1)(2,1)] gLLAQcdecfffpkhoqnc SFS[D(2,1)(2,1)] gLLAQcdecfffpkhoacc SFS[D(2,1)(2,1)] gLLAQcdecfffpvlolfn SFS[D(3,1)(2,1)] gLLAQcdecfffpvlolfw SFS[D(3,1)(2,1)] gLLAQcdecfffpvxoxnn reducible gLLAQcdecfffpvxoank SFS[D(2,1)(2,1)] gLLAQcdecfffpvpoavo T2xI gLLAQcdecfffpvaoqnc SFS[D(2,1)(2,1)] gLLAQcdecfffpvaoaob T2xI gLLAQcdecfffpvaoxkn SFS[D(2,1)(2,1)] gLLAQcdecfffpvaopob T2xI gLLAQcdecfffpvaouob SFS[A(2,1)] gLLAQcdecfffpvaoiws SFS[A(2,1)] gLLAQcdecfffpvaoiss T2xI gLLAQcdecfffpvaoivs T2xI gLLAQcdecfffpvhoqnn SFS[D(2,1)(2,1)] gLLAQcdecfffpvhoanc SFS[D(2,1)(2,1)] gLLAQcdecfffpvuoavb SFS[A(2,1)] gLLAQcdecfffpveoavs SFS[A(2,1)] gLLAQcdecfffpveoass T2xI gLLAQcdecfffpveoaws T2xI gLLAQcdecfffpveoiwn SFS[D(3,1)(2,1)] gLLAQcdecfffpveoiwf SFS[D(3,1)(2,1)] gLLAQcdecfffpfeoiww SFS[D(3,1)(2,1)] gLLAQcdecfffpgeoiww SFS[D(3,1)(2,1)] gLLAQcdecfffavhvlkk reducible gLLAQcdecfffavevlkk SFS[D(3,1)(3,2)] gLLAQcdecfffavlvubb SFS[D(3,1)(3,1)] gLLAQcdecfffavivljf SFS[D(3,1)(2,1)] gLLAQcdecfffavavlkf SFS[D(3,1)(2,1)] gLLAQcdecfffavavljf SFS[D(3,1)(2,1)] gLLAQcdecfffavavlkg toroidal gLLAQcdecfffavavljg toroidal gLLAQcdecfffavavlkv SFS[D(3,1)(2,1)] gLLAQcdecfffavavljv SFS[D(3,1)(2,1)] gLLAQcdecfffavlvdjf reducible gLLAQcdecfffavlvlgf SFS[A(3,1)] gLLAQcdecfffavlvxcc reducible gLLAQcdecfffavlvpbb reducible gLLAQcdecfffavlvlck SFS[D(3,1)(2,1)] gLLAQcdecfffavlvlss SFS[A(2,1)] gLLAQcdecfffavlvpfo SFS[D(3,1)(2,1)] gLLAQcdecfffavlvxbw toroidal gLLAQcdecfffavivlrr reducible gLLAQcdecfffavlvdcc SFS[D(3,1)(3,1)] gLLAQcdecfffavavlrr SFS[D(3,1)(3,2)] gLLAQcdecfffavavloc m004(0,0) gLLAQcdecfffavavlns m004(0,0) gLLAQcdecfffavhvlrw toroidal gLLAQcdecfffavlvufo reducible gLLAQcdecfffavevlnn SFS[A(2,1)] gLLAQcdecfffavhvxww SFS[D(3,1)(3,1)] gLLAQcdecfffavhvxsf m004(0,0) gLLAQcdecfffavhvxvn toroidal gLLAQcdecfffavevxww reducible gLLAQcdecfffavuvxww SFS[D(3,1)(3,2)] gLLAQcdecfffavivxvc SFS[D(3,1)(2,1)] gLLAQcdecfffavavxwc SFS[D(3,1)(2,1)] gLLAQcdecfffavavxsc SFS[D(3,1)(2,1)] gLLAQcdecfffavavxws toroidal gLLAQcdecfffavavxss SFS[D(3,1)(2,1)] gLLAQcdecfffavavxvs SFS[D(3,1)(2,1)] gLLAQcdecfffavavxwr m003(0,0) gLLAQcdecfffavavxsr toroidal gLLAQcdecfffavavxvr SFS[D(3,1)(2,1)] gLLAQcdecfffavmvxvc SFS[D(3,1)(2,1)] gLLAQcdecfffavxvxcg reducible gLLAQcdecfffavxvxrc reducible gLLAQcdecfffavxvxro SFS[D(3,1)(3,2)] gLLAQcdecfffavxvxrg SFS[D(3,1)(3,1)] gLLAQcdecfffavxvxbw SFS[D(3,1)(2,1)] gLLAQcdecfffavivxjj SFS[D(3,1)(3,2)] gLLAQcdecfffavmvxjj reducible gLLAQcdecfffavavxjj SFS[D(3,1)(3,1)] gLLAQcdecfffavavxgb m004(0,0) gLLAQcdecfffavhvxjo m003(0,0) gLLAQcdecfffavhvxgg SFS[D(3,1)(2,1)] gLLAQcdecfffavhvxkc toroidal gLLAQcdecfffavuvxjo SFS[D(3,1)(2,1)] gLLAQcdecfffavevxjo toroidal gLLAQcdecfffavhvpoo SFS[D(3,1)(3,2)] gLLAQcdecfffavevpoo SFS[D(3,1)(3,1)] gLLAQcdecfffavpvubs SFS[D(3,1)(3,1)] gLLAQcdecfffavpvubk SFS[D(3,1)(3,2)] gLLAQcdecfffavpvunb SFS[D(3,1)(3,2)] gLLAQcdecfffavpvujb SFS[D(3,1)(3,1)] gLLAQcdecfffavivpob SFS[D(3,1)(2,1)] gLLAQcdecfffavivpnb SFS[D(3,1)(2,1)] gLLAQcdecfffavivprb toroidal gLLAQcdecfffavivpon toroidal gLLAQcdecfffavivpnn SFS[D(3,1)(2,1)] gLLAQcdecfffavivprn SFS[D(3,1)(2,1)] gLLAQcdecfffavivpoj m003(0,0) gLLAQcdecfffavivpnj toroidal gLLAQcdecfffavivprj SFS[D(3,1)(2,1)] gLLAQcdecfffavavpnb SFS[D(3,1)(2,1)] gLLAQcdecfffavavprb SFS[D(3,1)(2,1)] gLLAQcdecfffavavpon toroidal gLLAQcdecfffavavpnn SFS[D(3,1)(2,1)] gLLAQcdecfffavavprn m003(0,0) gLLAQcdecfffavavpoj toroidal gLLAQcdecfffavavpnj toroidal gLLAQcdecfffavavprj toroidal gLLAQcdecfffavmvpob SFS[D(3,1)(2,1)] gLLAQcdecfffavmvpnb reducible gLLAQcdecfffavmvprb SFS[D(3,1)(2,1)] gLLAQcdecfffavmvpon toroidal gLLAQcdecfffavmvpnn reducible gLLAQcdecfffavmvprn toroidal gLLAQcdecfffavmvpoj SFS[D(3,1)(2,1)] gLLAQcdecfffavmvpnj reducible gLLAQcdecfffavmvprj SFS[D(3,1)(2,1)] gLLAQcdecfffavpvxcc reducible gLLAQcdecfffavpvpbk reducible gLLAQcdecfffavpvpjb toroidal gLLAQcdecfffavpvpgg reducible gLLAQcdecfffavpvxbw SFS[D(3,1)(2,1)] gLLAQcdecfffavivpvv SFS[D(3,1)(3,1)] gLLAQcdecfffavmvpvv SFS[D(3,1)(3,2)] gLLAQcdecfffavavpvf SFS[D(3,1)(3,2)] gLLAQcdecfffavavpvg SFS[D(3,1)(3,1)] gLLAQcdecfffavavpwv SFS[D(3,1)(3,1)] gLLAQcdecfffavavpsv SFS[D(3,1)(3,2)] gLLAQcdecfffavhvpvk SFS[D(3,1)(2,1)] gLLAQcdecfffavpvugg SFS[D(3,1)(2,1)] gLLAQcdecfffavevpwb reducible gLLAQcdecfffavivegg reducible gLLAQcdecfffavavekf toroidal gLLAQcdecfffavavegf toroidal gLLAQcdecfffavavejf toroidal gLLAQcdecfffavavekg m003(0,0) gLLAQcdecfffavavegg SFS[D(3,1)(2,1)] gLLAQcdecfffavavejg toroidal gLLAQcdecfffavavekv SFS[D(3,1)(2,1)] gLLAQcdecfffavavegv SFS[D(3,1)(2,1)] gLLAQcdecfffavivdss SFS[D(3,1)(2,1)] gLLAQcdecfffaviverc reducible gLLAQcdecfffavivenr toroidal gLLAQcdecfffavivdjn SFS[D(3,1)(3,2)] gLLAQcdecfffavivdjb SFS[D(3,1)(3,1)] gLLAQcdecfffavivdgj SFS[D(3,1)(3,1)] gLLAQcdecfffavivdkj SFS[D(3,1)(3,2)] gLLAQcdecfffavaverc SFS[D(3,1)(3,1)] gLLAQcdecfffavavers SFS[D(3,1)(3,2)] gLLAQcdecfffavaveor SFS[D(3,1)(3,2)] gLLAQcdecfffavavenr SFS[D(3,1)(3,1)] gLLAQcdecfffavmvdss reducible gLLAQcdecfffavmvdjb toroidal gLLAQcdecfffavmvdgj reducible gLLAQcdecfffavavanb SFS[D(3,1)(2,1)] gLLAQcdecfffavavaoj SFS[D(3,1)(2,1)] gLLAQcdecfffavavanj SFS[D(3,1)(2,1)] gLLAQcdecfffavavdwc toroidal gLLAQcdecfffavavdws toroidal gLLAQcdecfffavavdwr toroidal gLLAQcdecfffavavdsc m003(0,0) gLLAQcdecfffavavdss SFS[D(3,1)(2,1)] gLLAQcdecfffavavdsr toroidal gLLAQcdecfffavavdvc SFS[D(3,1)(2,1)] gLLAQcdecfffavavdvs SFS[D(3,1)(2,1)] gLLAQcdecfffavavdjn SFS[D(3,1)(3,1)] gLLAQcdecfffavavdjb SFS[D(3,1)(3,2)] gLLAQcdecfffavavdgj SFS[D(3,1)(3,2)] gLLAQcdecfffavavdkj SFS[D(3,1)(3,1)] gLLAQcdecfffavavasg SFS[D(3,1)(3,2)] gLLAQcdecfffavavasf SFS[D(3,1)(3,1)] gLLAQcdecfffavhvqof SFS[D(3,1)(2,1)] gLLAQcdecfffavevqof toroidal gLLAQcdecfffavhvuvk SFS[D(3,1)(2,1)] gLLAQcdecfffavhvekk reducible gLLAQcdecfffavavqrr SFS[D(3,1)(3,1)] gLLAQcdecfffavavqos m004(0,0) gLLAQcdecfffavhvdww SFS[D(3,1)(3,2)] gLLAQcdecfffavhverw SFS[D(3,1)(2,1)] gLLAQcdecfffavhvdjo SFS[D(3,1)(2,1)] gLLAQcdecfffavavqkf SFS[D(3,1)(2,1)] gLLAQcdecfffavavqkg SFS[D(3,1)(2,1)] gLLAQcdecfffavavqgf toroidal gLLAQcdecfffavavqgg SFS[D(3,1)(2,1)] gLLAQcdecfffavavqgv SFS[D(3,1)(2,1)] gLLAQcdecfffavavqjf m003(0,0) gLLAQcdecfffavavqjg toroidal gLLAQcdecfffavavqjv SFS[D(3,1)(2,1)] gLLAQcdecfffavhvqkb reducible gLLAQcdecfffavhvqgk reducible gLLAQcdecfffavhvqgs SFS[D(3,1)(3,2)] gLLAQcdecfffavhvqgb SFS[D(3,1)(3,1)] gLLAQcdecfffavhvuoo reducible gLLAQcdecfffavevqkk reducible gLLAQcdecfffavuvuss reducible gLLAQcdecfffavivuvv SFS[D(3,1)(3,2)] gLLAQcdecfffavavuwv SFS[D(3,1)(3,2)] gLLAQcdecfffavavusv SFS[D(3,1)(3,1)] gLLAQcdecfffavavuvf SFS[D(3,1)(3,1)] gLLAQcdecfffavavuvg SFS[D(3,1)(3,2)] gLLAQcdecfffavmvuvv SFS[D(3,1)(3,1)] gLLAQcdecfffavivuob SFS[D(3,1)(2,1)] gLLAQcdecfffavivuon reducible gLLAQcdecfffavivuoj SFS[D(3,1)(2,1)] gLLAQcdecfffavivunb toroidal gLLAQcdecfffavivunn reducible gLLAQcdecfffavivunj toroidal gLLAQcdecfffavivurb SFS[D(3,1)(2,1)] gLLAQcdecfffavivurn reducible gLLAQcdecfffavivurj SFS[D(3,1)(2,1)] gLLAQcdecfffavmvuob SFS[D(3,1)(2,1)] gLLAQcdecfffavmvuon SFS[D(3,1)(2,1)] gLLAQcdecfffavmvuoj toroidal gLLAQcdecfffavmvunb toroidal gLLAQcdecfffavmvunn SFS[D(3,1)(2,1)] gLLAQcdecfffavmvunj SFS[D(3,1)(2,1)] gLLAQcdecfffavmvurb m003(0,0) gLLAQcdecfffavmvurn toroidal gLLAQcdecfffavmvurj SFS[D(3,1)(2,1)] gLLAQcdecfffavavuon SFS[D(3,1)(2,1)] gLLAQcdecfffavavuoj SFS[D(3,1)(2,1)] gLLAQcdecfffavavunb toroidal gLLAQcdecfffavavunn SFS[D(3,1)(2,1)] gLLAQcdecfffavavunj m003(0,0) gLLAQcdecfffavavurb toroidal gLLAQcdecfffavavurn toroidal gLLAQcdecfffavavurj toroidal gLLAQcdecfffavuvuoc reducible gLLAQcdecfffavuvuno toroidal gLLAQcdecfffavevijo SFS[D(3,1)(2,1)] gLLAQcdecfffavevigg SFS[A(2,1)] gLLAQcdecfffavevuwb SFS[D(3,1)(2,1)] gLLAQcdecfffavevekk SFS[D(3,1)(3,1)] gLLAQcdecfffavavijj SFS[D(3,1)(3,2)] gLLAQcdecfffavavikb m004(0,0) gLLAQcdecfffavavign m004(0,0) gLLAQcdecfffavevdww reducible gLLAQcdecfffaveverw reducible gLLAQcdecfffavevdjo SFS[D(3,1)(2,1)] gLLAQcdecfffavaviwc SFS[D(3,1)(2,1)] gLLAQcdecfffavaviwr SFS[D(3,1)(2,1)] gLLAQcdecfffavavisc toroidal gLLAQcdecfffavavisr toroidal gLLAQcdecfffavavivc SFS[D(3,1)(2,1)] gLLAQcdecfffavavivr SFS[D(3,1)(2,1)] gLLAQcdecfffavevuoo reducible gLLAQcdecfffavevisw SFS[A(3,1)] gLLAQcdecfffafavlkg SFS[D(3,1)(2,1)] gLLAQcdecfffafavljg SFS[D(3,1)(2,1)] gLLAQcdecfffaflvlff SFS[A(3,1)] gLLAQcdecfffaflvlvf m129(0,0)(0,0) gLLAQcdecfffaflvlgf m203(0,0)(0,0) gLLAQcdecfffafhvxsf SFS[D(4,1)(3,1)] gLLAQcdecfffafavxvc SFS[D(3,1)(2,1)] gLLAQcdecfffafavxws SFS[D(3,1)(2,1)] gLLAQcdecfffafavxss SFS[D(3,1)(2,1)] gLLAQcdecfffafavxvs toroidal gLLAQcdecfffafavxvr SFS[D(3,1)(2,1)] gLLAQcdecfffafxvxcc reducible gLLAQcdecfffafuvpoo SFS[D(3,1)(3,2)] gLLAQcdecfffafavpon reducible gLLAQcdecfffafavpnn SFS[D(3,1)(2,1)] gLLAQcdecfffafavprn SFS[D(3,1)(2,1)] gLLAQcdecfffafpvpbb toroidal gLLAQcdecfffafpvpgg reducible gLLAQcdecfffafavpvv SFS[D(3,1)(3,1)] gLLAQcdecfffafavpvf toroidal gLLAQcdecfffafavpvg SFS[D(3,1)(3,2)] gLLAQcdecfffafuvpss SFS[D(3,1)(2,1)] gLLAQcdecfffafivegg reducible gLLAQcdecfffafavekg toroidal gLLAQcdecfffafavegg toroidal gLLAQcdecfffafavejg toroidal gLLAQcdecfffafmvegg toroidal gLLAQcdecfffafiverr toroidal gLLAQcdecfffafmverr SFS[D(3,1)(3,1)] gLLAQcdecfffafaverr SFS[D(3,1)(3,2)] gLLAQcdecfffafaverc reducible gLLAQcdecfffafavers SFS[D(3,1)(3,1)] gLLAQcdecfffafivdss SFS[D(3,1)(2,1)] gLLAQcdecfffafavdws toroidal gLLAQcdecfffafavdss m003(0,0) gLLAQcdecfffafavdvs SFS[D(3,1)(2,1)] gLLAQcdecfffafmvdss toroidal gLLAQcdecfffafivdjj SFS[D(3,1)(3,2)] gLLAQcdecfffafmvdjj reducible gLLAQcdecfffafavdjj SFS[D(3,1)(3,1)] gLLAQcdecfffafavdjb reducible gLLAQcdecfffafavdjn SFS[D(3,1)(3,2)] gLLAQcdecfffafuvaoo SFS[D(3,1)(3,1)] gLLAQcdecfffafuvaro reducible gLLAQcdecfffafuvano SFS[D(3,1)(3,2)] gLLAQcdecfffafivanb SFS[D(3,1)(2,1)] gLLAQcdecfffafivann SFS[D(3,1)(2,1)] gLLAQcdecfffafivanj reducible gLLAQcdecfffafavanb SFS[D(3,1)(2,1)] gLLAQcdecfffafavaon reducible gLLAQcdecfffafavann SFS[D(3,1)(2,1)] gLLAQcdecfffafavarn SFS[D(3,1)(2,1)] gLLAQcdecfffafavanj reducible gLLAQcdecfffafmvanb toroidal gLLAQcdecfffafmvann toroidal gLLAQcdecfffafmvanj reducible gLLAQcdecfffafpvabb SFS[D(3,1)(3,2)] gLLAQcdecfffafpvabk reducible gLLAQcdecfffafpvabs SFS[D(3,1)(3,1)] gLLAQcdecfffaflvago SFS[D(3,1)(2,1)] gLLAQcdecfffaflvagc SFS[D(3,1)(2,1)] gLLAQcdecfffafpvago toroidal gLLAQcdecfffafpvagg toroidal gLLAQcdecfffafpvagc toroidal gLLAQcdecfffafxvago m003(0,0) gLLAQcdecfffafxvagg toroidal gLLAQcdecfffafxvavc SFS[D(3,1)(2,1)] gLLAQcdecfffafxvagc SFS[D(3,1)(2,1)] gLLAQcdecfffafxvafc reducible gLLAQcdecfffafivavv SFS[D(3,1)(3,1)] gLLAQcdecfffafivavf toroidal gLLAQcdecfffafivavg SFS[D(3,1)(3,2)] gLLAQcdecfffafmvavv SFS[D(3,1)(3,2)] gLLAQcdecfffafmvavf toroidal gLLAQcdecfffafmvavg SFS[D(3,1)(3,1)] gLLAQcdecfffafavawv SFS[D(3,1)(3,1)] gLLAQcdecfffafavawf reducible gLLAQcdecfffafavawg SFS[D(3,1)(3,2)] gLLAQcdecfffafavasv SFS[D(3,1)(3,2)] gLLAQcdecfffafavasf reducible gLLAQcdecfffafavasg SFS[D(3,1)(3,1)] gLLAQcdecfffafhvavb SFS[D(3,1)(2,1)] gLLAQcdecfffafhvavs toroidal gLLAQcdecfffafhvavk SFS[D(3,1)(2,1)] gLLAQcdecfffafhvass SFS[D(3,1)(2,1)] gLLAQcdecfffafhvaws SFS[D(3,1)(2,1)] gLLAQcdecfffafuvavs SFS[D(3,1)(2,1)] gLLAQcdecfffafuvass m003(0,0) gLLAQcdecfffafuvaws toroidal gLLAQcdecfffafevavs SFS[D(3,1)(2,1)] gLLAQcdecfffafevass toroidal gLLAQcdecfffafevaws SFS[D(3,1)(2,1)] gLLAQcdecfffafxvqgw m034(0,0) gLLAQcdecfffafavqkf reducible gLLAQcdecfffafavqkg SFS[D(3,1)(2,1)] gLLAQcdecfffafavqkv SFS[D(3,1)(2,1)] gLLAQcdecfffafavqgg toroidal gLLAQcdecfffafavqjg m003(0,0) gLLAQcdecfffafhvqkk reducible gLLAQcdecfffafuvuss toroidal gLLAQcdecfffafavuvv SFS[D(3,1)(3,2)] gLLAQcdecfffafavuvf toroidal gLLAQcdecfffafavuvg SFS[D(3,1)(3,1)] gLLAQcdecfffafpvugg toroidal gLLAQcdecfffafpvubb SFS[D(3,1)(3,1)] gLLAQcdecfffafavuon reducible gLLAQcdecfffafavunn toroidal gLLAQcdecfffafavurn toroidal gLLAQcdecfffafuvuoo reducible gLLAQcdecfffafaviws SFS[D(3,1)(2,1)] gLLAQcdecfffafaviss toroidal gLLAQcdecfffafavivs SFS[D(3,1)(2,1)] gLLAQcdecfffafeviwf toroidal gLLAQcdecfffafeviwn toroidal gLLAQcdecfffawlvawo SFS[D(3,1)(2,1)] gLLAQcdecfffawlvaoo toroidal gLLAQcdecfffawlvako SFS[D(3,1)(2,1)] gLLAQcdecfffawlvdkb toroidal gLLAQcdecfffawlvdks toroidal gLLAQcdecfffawxvhos m034(0,0) gLLAQcdecfffawxvawc reducible gLLAQcdecfffawxvawo SFS[D(3,1)(2,1)] gLLAQcdecfffawxvawg SFS[D(3,1)(2,1)] gLLAQcdecfffawxvaoo toroidal gLLAQcdecfffawxvako m003(0,0) gLLAQcdecfffawxvqgg reducible gLLAQcdecfffawpvljj SFS[D(3,1)(3,1)] gLLAQcdecfffawpvawo reducible gLLAQcdecfffawpvaoo toroidal gLLAQcdecfffawpvako toroidal gLLAQcdecfffawpvtjj reducible gLLAQcdecfffawpvtoo toroidal gLLAQcdecfffawpvajj SFS[D(3,1)(3,2)] gLLAQcdecfffawpvabj toroidal gLLAQcdecfffawpvanj SFS[D(3,1)(3,1)] gLLAQcdecfffawpvloo toroidal gLLAQcdecfffawivpoo toroidal gLLAQcdecfffawivacb toroidal gLLAQcdecfffawivabb m003(0,0) gLLAQcdecfffawivafb SFS[D(3,1)(2,1)] gLLAQcdecfffawivuvv SFS[D(3,1)(2,1)] gLLAQcdecfffawivpff reducible gLLAQcdecfffawivunn SFS[D(3,1)(3,2)] gLLAQcdecfffawivaww SFS[D(3,1)(3,1)] gLLAQcdecfffawivavw reducible gLLAQcdecfffawivasw SFS[D(3,1)(3,2)] gLLAQcdecfffawmvpoo toroidal gLLAQcdecfffawmvacb toroidal gLLAQcdecfffawmvabb toroidal gLLAQcdecfffawmvafb toroidal gLLAQcdecfffawmvuvv reducible gLLAQcdecfffawmvpff SFS[D(3,1)(3,1)] gLLAQcdecfffawmvunn toroidal gLLAQcdecfffawmvaww SFS[D(3,1)(3,2)] gLLAQcdecfffawmvavw reducible gLLAQcdecfffawmvasw SFS[D(3,1)(3,1)] gLLAQcdecfffawavlww SFS[D(3,1)(3,2)] gLLAQcdecfffawavlvw reducible gLLAQcdecfffawavlsw SFS[D(3,1)(3,1)] gLLAQcdecfffawavpok toroidal gLLAQcdecfffawavpoo toroidal gLLAQcdecfffawavpow reducible gLLAQcdecfffawavacb reducible gLLAQcdecfffawavabj SFS[D(3,1)(2,1)] gLLAQcdecfffawavabb SFS[D(3,1)(2,1)] gLLAQcdecfffawavabn reducible gLLAQcdecfffawavafb SFS[D(3,1)(2,1)] gLLAQcdecfffawavuvg SFS[D(3,1)(2,1)] gLLAQcdecfffawavuvv SFS[D(3,1)(2,1)] gLLAQcdecfffawavuvf reducible gLLAQcdecfffawavtww SFS[D(3,1)(3,1)] gLLAQcdecfffawavtvw reducible gLLAQcdecfffawavtsw SFS[D(3,1)(3,2)] gLLAQcdecfffawavdok SFS[D(3,1)(2,1)] gLLAQcdecfffawavdoo toroidal gLLAQcdecfffawavdow SFS[D(3,1)(2,1)] gLLAQcdecfffawavtbj SFS[D(3,1)(2,1)] gLLAQcdecfffawavtbb m003(0,0) gLLAQcdecfffawavtbn toroidal gLLAQcdecfffawavqsg SFS[D(3,1)(2,1)] gLLAQcdecfffawavqvg toroidal gLLAQcdecfffawavqvv SFS[D(3,1)(2,1)] gLLAQcdecfffawavqvf SFS[D(3,1)(2,1)] gLLAQcdecfffawavqwg SFS[D(3,1)(2,1)] gLLAQcdecfffawavpff SFS[D(3,1)(3,2)] gLLAQcdecfffawavpbf toroidal gLLAQcdecfffawavpcf SFS[D(3,1)(3,1)] gLLAQcdecfffawavunn SFS[D(3,1)(3,1)] gLLAQcdecfffawavuon toroidal gLLAQcdecfffawavurn SFS[D(3,1)(3,2)] gLLAQcdecfffawavawo SFS[D(3,1)(3,1)] gLLAQcdecfffawavawk SFS[D(3,1)(3,2)] gLLAQcdecfffawavavo reducible gLLAQcdecfffawavavk reducible gLLAQcdecfffawavaso SFS[D(3,1)(3,2)] gLLAQcdecfffawavask SFS[D(3,1)(3,1)] gLLAQcdecfffawavhrw SFS[D(3,1)(2,1)] gLLAQcdecfffawavhok m003(0,0) gLLAQcdecfffawavhoo toroidal gLLAQcdecfffawavhow SFS[D(3,1)(2,1)] gLLAQcdecfffawavhnw reducible gLLAQcdecfffawavlbj toroidal gLLAQcdecfffawavlbb toroidal gLLAQcdecfffawavlbn toroidal gLLAQcdecfffawavivg SFS[D(3,1)(2,1)] gLLAQcdecfffawavivf SFS[D(3,1)(2,1)] gLLAQcdecfffawhvqvk SFS[D(4,1)(3,1)] gLLAQcdecfffawhvawr SFS[D(3,1)(2,1)] gLLAQcdecfffawhvavj SFS[D(3,1)(2,1)] gLLAQcdecfffawhvavv SFS[D(3,1)(2,1)] gLLAQcdecfffawhvavr toroidal gLLAQcdecfffawhvasr SFS[D(3,1)(2,1)] gLLAQcdecfffawhvhrr reducible gLLAQcdecfffawuvlvv reducible gLLAQcdecfffawuvacc SFS[D(3,1)(3,1)] gLLAQcdecfffawuvaco toroidal gLLAQcdecfffawuvacg SFS[D(3,1)(3,2)] gLLAQcdecfffawuvtvv SFS[D(3,1)(2,1)] gLLAQcdecfffawuvtcc SFS[D(3,1)(3,2)] gLLAQcdecfffawuvavj reducible gLLAQcdecfffawuvavv SFS[D(3,1)(2,1)] gLLAQcdecfffawuvavr SFS[D(3,1)(2,1)] gLLAQcdecfffawuvlcc toroidal gLLAQcdecfffawevavj SFS[D(3,1)(2,1)] gLLAQcdecfffawevavr SFS[D(3,1)(2,1)] gLLAQcdecfffaweviss SFS[A(3,1)] gLLAQcdecfffawevivs m129(0,0)(0,0) gLLAQcdecfffaweviws m203(0,0)(0,0) gLLAQcdecfffaklvpvv reducible gLLAQcdecfffaklvaoo SFS[D(3,1)(2,1)] gLLAQcdecfffaklvubb SFS[D(3,1)(2,1)] gLLAQcdecfffaklvqfo SFS[D(4,3)(3,1)] gLLAQcdecfffaklvqbb toroidal gLLAQcdecfffaklvabr SFS[D(3,1)(3,2)] gLLAQcdecfffaklvibb SFS[D(3,1)(2,1)] gLLAQcdecfffakxvhkk toroidal gLLAQcdecfffakxvhos m022(0,0) gLLAQcdecfffakxvhwb m206(0,0) gLLAQcdecfffakxvawg SFS[D(3,1)(2,1)] gLLAQcdecfffakxvaoo m003(0,0) gLLAQcdecfffakxvakc toroidal gLLAQcdecfffakxvqgg SFS[D(3,1)(3,1)] gLLAQcdecfffakxvqvc m136(0,0) gLLAQcdecfffakxvqfo m022(0,0) gLLAQcdecfffakxvqnk m135(0,0) gLLAQcdecfffakxvqbb SFS[D(3,1)(2,1)] gLLAQcdecfffakxvqjs m023(0,0) gLLAQcdecfffakxvajj m004(0,0) gLLAQcdecfffakxvabr SFS[D(3,1)(3,1)] gLLAQcdecfffakxvanv toroidal gLLAQcdecfffakxvhfj m023(0,0) gLLAQcdecfffakxvhvv toroidal gLLAQcdecfffakxvhgr m207(0,0) gLLAQcdecfffakpvaoo toroidal gLLAQcdecfffakpvqfo m034(0,0) gLLAQcdecfffakpvdvv reducible gLLAQcdecfffakpvtoo SFS[D(3,1)(2,1)] gLLAQcdecfffakpvqbb SFS[D(3,1)(2,1)] gLLAQcdecfffakpvabr reducible gLLAQcdecfffakpvloo m003(0,0) gLLAQcdecfffakivpoo SFS[D(3,1)(2,1)] gLLAQcdecfffakivabb SFS[D(3,1)(2,1)] gLLAQcdecfffakivuvv toroidal gLLAQcdecfffakivqrb SFS[D(4,1)(3,1)] gLLAQcdecfffakivqvv SFS[D(3,1)(2,1)] gLLAQcdecfffakivavk reducible gLLAQcdecfffakivivv SFS[D(3,1)(2,1)] gLLAQcdecfffakmvpoo m003(0,0) gLLAQcdecfffakmvabb toroidal gLLAQcdecfffakmvuvv SFS[D(3,1)(2,1)] gLLAQcdecfffakmvqrb m034(0,0) gLLAQcdecfffakmvqvv SFS[D(3,1)(2,1)] gLLAQcdecfffakmvavk reducible gLLAQcdecfffakmvivv reducible gLLAQcdecfffakavhff m004(0,0) gLLAQcdecfffakavhbg SFS[D(3,1)(3,1)] gLLAQcdecfffakavhcv toroidal gLLAQcdecfffakavioj SFS[D(3,1)(3,2)] gLLAQcdecfffakavlvk reducible gLLAQcdecfffakavpoo toroidal gLLAQcdecfffakavabb SFS[D(3,1)(2,1)] gLLAQcdecfffakavafj SFS[D(3,1)(2,1)] gLLAQcdecfffakavuvv SFS[D(3,1)(2,1)] gLLAQcdecfffakavdbg SFS[D(3,1)(3,2)] gLLAQcdecfffakavqoj SFS[D(3,1)(3,1)] gLLAQcdecfffakavqrb m004(0,0) gLLAQcdecfffakavtvk reducible gLLAQcdecfffakavdoo SFS[D(3,1)(2,1)] gLLAQcdecfffakavtbb SFS[D(3,1)(2,1)] gLLAQcdecfffakavqsg toroidal gLLAQcdecfffakavqsv SFS[D(3,1)(2,1)] gLLAQcdecfffakavqsf SFS[D(3,1)(2,1)] gLLAQcdecfffakavqvg SFS[D(3,1)(2,1)] gLLAQcdecfffakavqvf SFS[D(3,1)(2,1)] gLLAQcdecfffakavqwg m003(0,0) gLLAQcdecfffakavqwv SFS[D(3,1)(2,1)] gLLAQcdecfffakavqwf toroidal gLLAQcdecfffakavpbg reducible gLLAQcdecfffakavuoj reducible gLLAQcdecfffakavaww SFS[D(3,1)(3,1)] gLLAQcdecfffakavawo SFS[D(3,1)(3,2)] gLLAQcdecfffakavawk reducible gLLAQcdecfffakavavw reducible gLLAQcdecfffakavavo reducible gLLAQcdecfffakavasw SFS[D(3,1)(3,2)] gLLAQcdecfffakavaso SFS[D(3,1)(3,1)] gLLAQcdecfffakavask reducible gLLAQcdecfffakavhrw SFS[D(3,1)(2,1)] gLLAQcdecfffakavhoo m003(0,0) gLLAQcdecfffakavhnk toroidal gLLAQcdecfffakavlbb toroidal gLLAQcdecfffakavivv SFS[D(3,1)(2,1)] gLLAQcdecfffakhvhfs m023(0,0) gLLAQcdecfffakhvhbb SFS[D(3,1)(2,1)] gLLAQcdecfffakhvhck m135(0,0) gLLAQcdecfffakhvioo toroidal gLLAQcdecfffakhvlvv SFS[D(3,1)(2,1)] gLLAQcdecfffakhvpoj m034(0,0) gLLAQcdecfffakhvabg m004(0,0) gLLAQcdecfffakhvafo SFS[D(3,1)(3,1)] gLLAQcdecfffakhvuvk SFS[D(4,1)(3,1)] gLLAQcdecfffakhvdbb toroidal gLLAQcdecfffakhvqoo m003(0,0) gLLAQcdecfffakhvqrg m023(0,0) gLLAQcdecfffakhvtvv SFS[D(3,1)(2,1)] gLLAQcdecfffakhvdoj SFS[D(4,3)(3,1)] gLLAQcdecfffakhvtbg SFS[D(4,1)(3,1)] gLLAQcdecfffakhvqss m004(0,0) gLLAQcdecfffakhvqsb m034(0,0) gLLAQcdecfffakhvqsk SFS[D(4,1)(3,1)] gLLAQcdecfffakhvqvs SFS[D(4,1)(3,1)] gLLAQcdecfffakhvqvb SFS[D(4,3)(3,1)] gLLAQcdecfffakhvqws m034(0,0) gLLAQcdecfffakhvqwb m022(0,0) gLLAQcdecfffakhvqwk SFS[D(4,3)(3,1)] gLLAQcdecfffakhvpbb SFS[D(3,1)(2,1)] gLLAQcdecfffakhvuoo SFS[D(3,1)(2,1)] gLLAQcdecfffakhvawj toroidal gLLAQcdecfffakhvawv SFS[D(3,1)(2,1)] gLLAQcdecfffakhvawr m003(0,0) gLLAQcdecfffakhvavj SFS[D(3,1)(2,1)] gLLAQcdecfffakhvavr SFS[D(3,1)(2,1)] gLLAQcdecfffakhvasj SFS[D(3,1)(2,1)] gLLAQcdecfffakhvasv SFS[D(3,1)(2,1)] gLLAQcdecfffakhvasr toroidal gLLAQcdecfffakhvhrr SFS[D(3,1)(3,1)] gLLAQcdecfffakhvhoj m022(0,0) gLLAQcdecfffakhvhnv m136(0,0) gLLAQcdecfffakhvlbg m034(0,0) gLLAQcdecfffakhvivk SFS[D(4,3)(3,1)] gLLAQcdecfffakuvlvv SFS[D(3,1)(2,1)] gLLAQcdecfffakuvafo reducible gLLAQcdecfffakuvdbb SFS[D(3,1)(2,1)] gLLAQcdecfffakuvqoo SFS[D(3,1)(2,1)] gLLAQcdecfffakuvtvv toroidal gLLAQcdecfffakuvqvk SFS[D(4,1)(3,1)] gLLAQcdecfffakuvavv SFS[D(3,1)(2,1)] gLLAQcdecfffakevlvv reducible gLLAQcdecfffakevafo SFS[D(3,1)(3,2)] gLLAQcdecfffakevdbb SFS[D(3,1)(2,1)] gLLAQcdecfffakevqoo toroidal gLLAQcdecfffakevtvv SFS[D(3,1)(2,1)] gLLAQcdecfffakevqvk SFS[D(4,3)(3,1)] gLLAQcdecfffakevavv SFS[D(3,1)(2,1)] gLLAQcdecfffaolvaoo SFS[D(3,1)(2,1)] gLLAQcdecfffaolvajj m004(0,0) gLLAQcdecfffaoxvhos SFS[D(4,3)(3,1)] gLLAQcdecfffaoxvawg toroidal gLLAQcdecfffaoxvaoc reducible gLLAQcdecfffaoxvaoo SFS[D(3,1)(2,1)] gLLAQcdecfffaoxvaog SFS[D(3,1)(2,1)] gLLAQcdecfffaoxvakg SFS[D(3,1)(2,1)] gLLAQcdecfffaoxvqgg SFS[D(3,1)(3,2)] gLLAQcdecfffaopvtoo SFS[D(3,1)(2,1)] gLLAQcdecfffaopvpob m129(0,0)(0,0) gLLAQcdecfffaopvuvo m203(0,0)(0,0) gLLAQcdecfffaopvabv SFS[A(3,1)] gLLAQcdecfffaopvloo SFS[D(3,1)(2,1)] gLLAQcdecfffaoivlvo toroidal gLLAQcdecfffaoivpoo SFS[D(3,1)(2,1)] gLLAQcdecfffaoivabb toroidal gLLAQcdecfffaoivuvv SFS[D(3,1)(2,1)] gLLAQcdecfffaoivtvo toroidal gLLAQcdecfffaomvlvo toroidal gLLAQcdecfffaomvpoo SFS[D(3,1)(2,1)] gLLAQcdecfffaomvabb toroidal gLLAQcdecfffaomvuvv SFS[D(3,1)(2,1)] gLLAQcdecfffaomvtvo toroidal gLLAQcdecfffaoavinn m004(0,0) gLLAQcdecfffaoavacj SFS[A(2,1)] gLLAQcdecfffaoavafn SFS[A(2,1)] gLLAQcdecfffaoavdff m004(0,0) gLLAQcdecfffaoavdoo SFS[D(3,1)(2,1)] gLLAQcdecfffaoavtbb toroidal gLLAQcdecfffaoavqsg SFS[D(3,1)(2,1)] gLLAQcdecfffaoavqvg SFS[D(3,1)(2,1)] gLLAQcdecfffaoavqvv SFS[D(3,1)(2,1)] gLLAQcdecfffaoavqvf reducible gLLAQcdecfffaoavqwg toroidal gLLAQcdecfffaoavpbv SFS[A(3,1)] gLLAQcdecfffaoavuob SFS[A(3,1)] gLLAQcdecfffaoavaww SFS[D(3,1)(3,2)] gLLAQcdecfffaoavawo reducible gLLAQcdecfffaoavawk SFS[D(3,1)(3,1)] gLLAQcdecfffaoavavw reducible gLLAQcdecfffaoavavk reducible gLLAQcdecfffaoavasw SFS[D(3,1)(3,1)] gLLAQcdecfffaoavaso reducible gLLAQcdecfffaoavask SFS[D(3,1)(3,2)] gLLAQcdecfffaoavhrk SFS[D(3,1)(2,1)] gLLAQcdecfffaoavhro SFS[D(3,1)(2,1)] gLLAQcdecfffaoavhrw toroidal gLLAQcdecfffaoavhoo SFS[D(3,1)(2,1)] gLLAQcdecfffaoavhno reducible gLLAQcdecfffaoavlbb toroidal gLLAQcdecfffaoavivv SFS[D(3,1)(2,1)] gLLAQcdecfffaohvqvk SFS[D(4,3)(3,1)] gLLAQcdecfffaohvawr toroidal gLLAQcdecfffaohvavj reducible gLLAQcdecfffaohvavv SFS[D(3,1)(2,1)] gLLAQcdecfffaohvavr SFS[D(3,1)(2,1)] gLLAQcdecfffaohvasr SFS[D(3,1)(2,1)] gLLAQcdecfffaohvhrr SFS[D(3,1)(3,2)] gLLAQcdecfffaouvlvv SFS[D(3,1)(2,1)] gLLAQcdecfffaouvpov m203(0,0)(0,0) gLLAQcdecfffaouvabo SFS[A(3,1)] gLLAQcdecfffaouvuvb m129(0,0)(0,0) gLLAQcdecfffaouvtvv SFS[D(3,1)(2,1)] gLLAQcdecfffaoevacc m004(0,0) gLLAQcdecfffaoevavv SFS[D(3,1)(2,1)] gLLAQcdecfffasavprr toroidal gLLAQcdecfffasavprc SFS[D(3,1)(2,1)] gLLAQcdecfffasavprs SFS[D(3,1)(2,1)] gLLAQcdecfffaslvpsk toroidal gLLAQcdecfffaslvpsb toroidal gLLAQcdecfffashvxss reducible gLLAQcdecfffasavxvv SFS[D(3,1)(2,1)] gLLAQcdecfffasavxvf toroidal gLLAQcdecfffasavxwf SFS[D(3,1)(2,1)] gLLAQcdecfffasavxsf SFS[D(3,1)(2,1)] gLLAQcdecfffasavxvg SFS[D(3,1)(2,1)] gLLAQcdecfffasxvxvc SFS[D(4,1)(3,1)] gLLAQcdecfffasivljj toroidal gLLAQcdecfffasavljj m003(0,0) gLLAQcdecfffasavljb SFS[D(3,1)(2,1)] gLLAQcdecfffasavljn toroidal gLLAQcdecfffasmvljj SFS[D(3,1)(2,1)] gLLAQcdecfffasivlss reducible gLLAQcdecfffasmvlss SFS[D(3,1)(3,2)] gLLAQcdecfffasavlws SFS[D(3,1)(3,2)] gLLAQcdecfffasavlss SFS[D(3,1)(3,1)] gLLAQcdecfffasavlvs reducible gLLAQcdecfffasavdrr toroidal gLLAQcdecfffasavdrc toroidal gLLAQcdecfffasavdrs reducible gLLAQcdecfffasavdkg SFS[D(3,1)(3,1)] gLLAQcdecfffasavdgg SFS[D(3,1)(3,2)] gLLAQcdecfffasavdjg toroidal gLLAQcdecfffasavajj SFS[D(3,1)(2,1)] gLLAQcdecfffasavajn reducible gLLAQcdecfffasavagj SFS[D(3,1)(2,1)] gLLAQcdecfffasavevv SFS[D(3,1)(2,1)] gLLAQcdecfffasavevg reducible gLLAQcdecfffasavevf SFS[D(3,1)(2,1)] gLLAQcdecfffasaveon SFS[D(3,1)(3,2)] gLLAQcdecfffasavenn SFS[D(3,1)(3,1)] gLLAQcdecfffasavern toroidal gLLAQcdecfffasavawc SFS[D(3,1)(3,1)] gLLAQcdecfffasavawr SFS[D(3,1)(3,2)] gLLAQcdecfffasavasc SFS[D(3,1)(3,2)] gLLAQcdecfffasavasr SFS[D(3,1)(3,1)] gLLAQcdecfffasavavc reducible gLLAQcdecfffasavavr reducible gLLAQcdecfffasavhrr toroidal gLLAQcdecfffasavhrc m003(0,0) gLLAQcdecfffasavhrs SFS[D(3,1)(2,1)] gLLAQcdecfffasavhos SFS[D(3,1)(2,1)] gLLAQcdecfffasavhns reducible gLLAQcdecfffashvhrw m034(0,0) gLLAQcdecfffasivtss SFS[D(3,1)(3,1)] gLLAQcdecfffasavtws SFS[D(3,1)(3,1)] gLLAQcdecfffasavtss SFS[D(3,1)(3,2)] gLLAQcdecfffasavtvs reducible gLLAQcdecfffasmvtss toroidal gLLAQcdecfffasivtjj toroidal gLLAQcdecfffasmvtjj reducible gLLAQcdecfffasavtjj toroidal gLLAQcdecfffasavtjb toroidal gLLAQcdecfffasavtjn toroidal gLLAQcdecfffasavmvf SFS[D(3,1)(2,1)] gLLAQcdecfffasavmvg SFS[D(3,1)(2,1)] gLLAQcdecfffasevmvs m203(0,0)(0,0) gLLAQcdecfffasevmss SFS[A(3,1)] gLLAQcdecfffasevmws m129(0,0)(0,0) gLLAQcdecfffacivprr reducible gLLAQcdecfffacavprr SFS[D(3,1)(2,1)] gLLAQcdecfffaclvebb SFS[D(3,1)(2,1)] gLLAQcdecfffaclvxvc SFS[D(4,3)(3,1)] gLLAQcdecfffaclvxbb toroidal gLLAQcdecfffacavpjf SFS[D(3,1)(3,2)] gLLAQcdecfffacevpkk SFS[D(3,1)(2,1)] gLLAQcdecfffachvxwb m022(0,0) gLLAQcdecfffachvxss SFS[D(3,1)(3,1)] gLLAQcdecfffachvxvk m136(0,0) gLLAQcdecfffacevxwb SFS[D(4,3)(3,1)] gLLAQcdecfffacuvxwb m034(0,0) gLLAQcdecfffacivxvv SFS[D(3,1)(2,1)] gLLAQcdecfffacavxwv SFS[D(3,1)(2,1)] gLLAQcdecfffacavxsv SFS[D(3,1)(2,1)] gLLAQcdecfffacavxvf SFS[D(3,1)(2,1)] gLLAQcdecfffacavxwf toroidal gLLAQcdecfffacavxsf m003(0,0) gLLAQcdecfffacavxvg SFS[D(3,1)(2,1)] gLLAQcdecfffacavxwg SFS[D(3,1)(2,1)] gLLAQcdecfffacavxsg toroidal gLLAQcdecfffacmvxvv SFS[D(3,1)(2,1)] gLLAQcdecfffacxvxvo SFS[D(4,3)(3,1)] gLLAQcdecfffacxvxvg SFS[D(4,1)(3,1)] gLLAQcdecfffacxvxgo m034(0,0) gLLAQcdecfffacxvxgg m004(0,0) gLLAQcdecfffacxvxgc SFS[D(4,1)(3,1)] gLLAQcdecfffacxvxfo m022(0,0) gLLAQcdecfffacxvxfg m034(0,0) gLLAQcdecfffacxvxfc SFS[D(4,3)(3,1)] gLLAQcdecfffacxvxbb m003(0,0) gLLAQcdecfffacxvxjs m023(0,0) gLLAQcdecfffacivxoj m034(0,0) gLLAQcdecfffacmvxoj SFS[D(4,1)(3,1)] gLLAQcdecfffacavxoj m004(0,0) gLLAQcdecfffacavxrb SFS[D(3,1)(3,1)] gLLAQcdecfffachvxoo SFS[D(3,1)(2,1)] gLLAQcdecfffachvxrg m023(0,0) gLLAQcdecfffachvxnc m135(0,0) gLLAQcdecfffacuvxoo SFS[D(3,1)(2,1)] gLLAQcdecfffacevxoo toroidal gLLAQcdecfffacivljj SFS[D(3,1)(2,1)] gLLAQcdecfffacavljj SFS[D(3,1)(2,1)] gLLAQcdecfffacmvljj toroidal gLLAQcdecfffacpvxvc SFS[D(4,1)(3,1)] gLLAQcdecfffacpvxbb SFS[D(3,1)(2,1)] gLLAQcdecfffacavlvc reducible gLLAQcdecfffacevlww SFS[D(3,1)(2,1)] gLLAQcdecfffacavdrr toroidal gLLAQcdecfffacavdjf reducible gLLAQcdecfffacavajj SFS[D(3,1)(2,1)] gLLAQcdecfffacavagb SFS[D(3,1)(2,1)] gLLAQcdecfffacavevv SFS[D(3,1)(2,1)] gLLAQcdecfffacaverb reducible gLLAQcdecfffacavawc reducible gLLAQcdecfffacavaws SFS[D(3,1)(3,2)] gLLAQcdecfffacavawr SFS[D(3,1)(3,1)] gLLAQcdecfffacavasc reducible gLLAQcdecfffacavass SFS[D(3,1)(3,1)] gLLAQcdecfffacavasr SFS[D(3,1)(3,2)] gLLAQcdecfffacavavs reducible gLLAQcdecfffacavavr reducible gLLAQcdecfffachvhkk toroidal gLLAQcdecfffachvhgb m023(0,0) gLLAQcdecfffachvhjs m207(0,0) gLLAQcdecfffacavhjf SFS[D(3,1)(3,1)] gLLAQcdecfffacavhgg m004(0,0) gLLAQcdecfffacavhkv toroidal gLLAQcdecfffacavhrr m003(0,0) gLLAQcdecfffacavhos SFS[D(3,1)(2,1)] gLLAQcdecfffacavhnc toroidal gLLAQcdecfffachvhrw m022(0,0) gLLAQcdecfffachvhnn toroidal gLLAQcdecfffachvhof m206(0,0) gLLAQcdecfffacavtvc reducible gLLAQcdecfffacivtjj m003(0,0) gLLAQcdecfffacmvtjj SFS[D(3,1)(2,1)] gLLAQcdecfffacavtjj toroidal gLLAQcdecfffacevtww reducible gLLAQcdecfffacavmrb SFS[D(3,1)(3,2)] gLLAQcdecfffacavmvv SFS[D(3,1)(2,1)] gLLAQcdecfffaravprr SFS[D(3,1)(2,1)] gLLAQcdecfffaravpgg m004(0,0) gLLAQcdecfffarhvxss SFS[D(3,1)(3,2)] gLLAQcdecfffaravxvv SFS[D(3,1)(2,1)] gLLAQcdecfffaravxvf SFS[D(3,1)(2,1)] gLLAQcdecfffaravxwf SFS[D(3,1)(2,1)] gLLAQcdecfffaravxsf toroidal gLLAQcdecfffaravxvg reducible gLLAQcdecfffarxvxvc SFS[D(4,3)(3,1)] gLLAQcdecfffarpvtbf toroidal gLLAQcdecfffarivljj SFS[D(3,1)(2,1)] gLLAQcdecfffaravljj toroidal gLLAQcdecfffarmvljj SFS[D(3,1)(2,1)] gLLAQcdecfffarpvlbf toroidal gLLAQcdecfffarivdjv m129(0,0)(0,0) gLLAQcdecfffariverj m203(0,0)(0,0) gLLAQcdecfffaravdjv SFS[A(3,1)] gLLAQcdecfffarmverj m129(0,0)(0,0) gLLAQcdecfffaravagn SFS[A(2,1)] gLLAQcdecfffaraverj SFS[A(3,1)] gLLAQcdecfffaravawc SFS[D(3,1)(3,2)] gLLAQcdecfffaravaws SFS[D(3,1)(3,1)] gLLAQcdecfffaravawr reducible gLLAQcdecfffaravasc SFS[D(3,1)(3,1)] gLLAQcdecfffaravass SFS[D(3,1)(3,2)] gLLAQcdecfffaravasr reducible gLLAQcdecfffaravavc reducible gLLAQcdecfffaravavs reducible gLLAQcdecfffaravhrr SFS[D(3,1)(2,1)] gLLAQcdecfffaravhor SFS[D(3,1)(2,1)] gLLAQcdecfffaravhoc SFS[D(3,1)(2,1)] gLLAQcdecfffaravhos toroidal gLLAQcdecfffaravhnr reducible gLLAQcdecfffarhvhrw SFS[D(4,3)(3,1)] gLLAQcdecfffarivtjj SFS[D(3,1)(2,1)] gLLAQcdecfffarmvtjj SFS[D(3,1)(2,1)] gLLAQcdecfffaravtjj toroidal gLLAQcdecfffaruvtko toroidal gLLAQcdecfffaravmnn m004(0,0) gLLAQcdecfffaravmvv SFS[D(3,1)(2,1)] gLLAQcedcfffadvvdoo SFS[D(3,1)(3,2)] gLLAQcedcfffaavvdnj SFS[D(3,1)(2,1)] gLLAQcedcfffaavvdnv SFS[D(3,1)(2,1)] gLLAQcedcfffaavvdnr toroidal gLLAQcedcfffaivvdvj SFS[A(3,1)] gLLAQcedcfffahvvdoo reducible gLLAQcedcfffaivvpvv reducible gLLAQcedcfffaivvdos SFS[D(3,1)(2,1)] gLLAQcedcfffaivvdkk SFS[A(2,1)] gLLAQcedcfffaivvpos SFS[D(3,1)(2,1)] gLLAQcedcfffahvvdbg toroidal gLLAQcedcfffaivvloo SFS[D(3,1)(3,1)] gLLAQcedcfffaavvdbb SFS[D(3,1)(3,2)] gLLAQcedcfffaavvdcs m004(0,0) gLLAQcedcfffaivvlnv reducible gLLAQcedcfffadvvdff SFS[A(2,1)] gLLAQcedcfffahvvhoo SFS[D(3,1)(3,1)] gLLAQcedcfffahvvhrw m004(0,0) gLLAQcedcfffahvvhnk toroidal gLLAQcedcfffadvvhoo reducible gLLAQcedcfffahvvlbb SFS[D(3,1)(3,2)] gLLAQcedcfffaavvhov SFS[D(3,1)(2,1)] gLLAQcedcfffaavvhrv SFS[D(3,1)(2,1)] gLLAQcedcfffaavvhor toroidal gLLAQcedcfffaavvhrr SFS[D(3,1)(2,1)] gLLAQcedcfffaavvhnr SFS[D(3,1)(2,1)] gLLAQcedcfffaavvhoj m003(0,0) gLLAQcedcfffaavvhrj toroidal gLLAQcedcfffaavvhnj SFS[D(3,1)(2,1)] gLLAQcedcfffahvvuoj SFS[D(3,1)(2,1)] gLLAQcedcfffahvvqsv reducible gLLAQcedcfffahvvqvf reducible gLLAQcedcfffahvvqsg SFS[D(3,1)(3,2)] gLLAQcedcfffahvvqsf SFS[D(3,1)(3,1)] gLLAQcedcfffahvvqoj SFS[D(3,1)(2,1)] gLLAQcedcfffahvvuvv reducible gLLAQcedcfffaavvhbb SFS[D(3,1)(3,1)] gLLAQcedcfffaavvhfs m004(0,0) gLLAQcedcfffahvvhbg m003(0,0) gLLAQcedcfffahvvhff SFS[D(3,1)(2,1)] gLLAQcedcfffahvvhcv toroidal gLLAQcedcfffahvvlvk SFS[D(3,1)(2,1)] gLLAQcedcfffadvvhbg toroidal gLLAQcedcfffahvvpoo SFS[D(3,1)(3,2)] gLLAQcedcfffadvvpoo SFS[D(3,1)(3,1)] gLLAQcedcfffalvvlvr SFS[D(3,1)(3,1)] gLLAQcedcfffalvvlvj SFS[D(3,1)(3,2)] gLLAQcedcfffalvvlsv SFS[D(3,1)(3,2)] gLLAQcedcfffalvvlwv SFS[D(3,1)(3,1)] gLLAQcedcfffalvvpnj SFS[D(3,1)(2,1)] gLLAQcedcfffalvvpnr SFS[D(3,1)(2,1)] gLLAQcedcfffalvvpnv toroidal gLLAQcedcfffalvvpor toroidal gLLAQcedcfffalvvprr SFS[D(3,1)(2,1)] gLLAQcedcfffalvvpoj m003(0,0) gLLAQcedcfffaavvprv SFS[D(3,1)(2,1)] gLLAQcedcfffaavvpnv SFS[D(3,1)(2,1)] gLLAQcedcfffaavvpor toroidal gLLAQcedcfffaavvprr SFS[D(3,1)(2,1)] gLLAQcedcfffaavvpnr m003(0,0) gLLAQcedcfffaavvpoj toroidal gLLAQcedcfffaavvprj toroidal gLLAQcedcfffaavvpnj toroidal gLLAQcedcfffalvvuwk SFS[D(3,1)(2,1)] gLLAQcedcfffalvvuws reducible gLLAQcedcfffalvvuwb SFS[D(3,1)(2,1)] gLLAQcedcfffalvvusk toroidal gLLAQcedcfffalvvuss reducible gLLAQcedcfffalvvusb toroidal gLLAQcedcfffalvvuvk SFS[D(3,1)(2,1)] gLLAQcedcfffalvvuvs reducible gLLAQcedcfffalvvuvb SFS[D(3,1)(2,1)] gLLAQcedcfffahvvtbb reducible gLLAQcedcfffalvvtvj reducible gLLAQcedcfffalvvtsv toroidal gLLAQcedcfffalvvtcc reducible gLLAQcedcfffahvvtvk SFS[D(3,1)(2,1)] gLLAQcedcfffalvvpbb SFS[D(3,1)(3,1)] gLLAQcedcfffalvvuoo SFS[D(3,1)(3,2)] gLLAQcedcfffaavvpbs SFS[D(3,1)(3,2)] gLLAQcedcfffaavvpbk SFS[D(3,1)(3,1)] gLLAQcedcfffaavvpcb SFS[D(3,1)(3,1)] gLLAQcedcfffaavvpfb SFS[D(3,1)(3,2)] gLLAQcedcfffahvvpbg SFS[D(3,1)(2,1)] gLLAQcedcfffalvvlcc SFS[D(3,1)(2,1)] gLLAQcedcfffadvvpcv reducible gLLAQcedcfffaavvabc SFS[D(3,1)(2,1)] gLLAQcedcfffaavvabg SFS[D(3,1)(2,1)] gLLAQcedcfffaavvasr SFS[D(3,1)(3,2)] gLLAQcedcfffaavvasj SFS[D(3,1)(3,1)] gLLAQcedcfffapvvunn reducible gLLAQcedcfffaavvlwv SFS[D(3,1)(3,2)] gLLAQcedcfffaavvlsv SFS[D(3,1)(3,1)] gLLAQcedcfffaavvlvj SFS[D(3,1)(3,1)] gLLAQcedcfffaavvlvr SFS[D(3,1)(3,2)] gLLAQcedcfffapvvlbb SFS[D(3,1)(3,1)] gLLAQcedcfffapvvlsk SFS[D(3,1)(2,1)] gLLAQcedcfffapvvlvw SFS[D(3,1)(2,1)] gLLAQcedcfffapvvlvk toroidal gLLAQcedcfffapvvlsw toroidal gLLAQcedcfffapvvlww SFS[D(3,1)(2,1)] gLLAQcedcfffapvvlso m003(0,0) gLLAQcedcfffaavvlfc SFS[D(3,1)(2,1)] gLLAQcedcfffaavvlfo SFS[D(3,1)(2,1)] gLLAQcedcfffaavvlcg toroidal gLLAQcedcfffaavvlcc SFS[D(3,1)(2,1)] gLLAQcedcfffaavvlco m003(0,0) gLLAQcedcfffaavvlbg toroidal gLLAQcedcfffaavvlbc toroidal gLLAQcedcfffaavvlbo toroidal gLLAQcedcfffapvvuvf reducible gLLAQcedcfffapvvusv toroidal gLLAQcedcfffadvvioj SFS[D(3,1)(2,1)] gLLAQcedcfffadvvinn SFS[A(2,1)] gLLAQcedcfffaavvioo SFS[D(3,1)(3,2)] gLLAQcedcfffaavving m004(0,0) gLLAQcedcfffadvvlvk SFS[D(3,1)(2,1)] gLLAQcedcfffaavvivb SFS[D(3,1)(2,1)] gLLAQcedcfffaavvivk SFS[D(3,1)(2,1)] gLLAQcedcfffaavvisb toroidal gLLAQcedcfffadvvlbb reducible gLLAQcedcfffadvvisv SFS[A(3,1)] gLLAQcedcfffaajvdnr SFS[D(3,1)(2,1)] gLLAQcedcfffaajvdor SFS[D(3,1)(2,1)] gLLAQcedcfffaijvdvv SFS[A(3,1)] gLLAQcedcfffaijvdvr m129(0,0)(0,0) gLLAQcedcfffaijvdvj m203(0,0)(0,0) gLLAQcedcfffahrvhrw SFS[D(4,1)(3,1)] gLLAQcedcfffaajvqvk SFS[D(3,1)(2,1)] gLLAQcedcfffaajvqws SFS[D(3,1)(2,1)] gLLAQcedcfffaajvqss SFS[D(3,1)(2,1)] gLLAQcedcfffaajvqvs toroidal gLLAQcedcfffaajvqvb SFS[D(3,1)(2,1)] gLLAQcedcfffahjvqvv reducible gLLAQcedcfffalrvlvv SFS[D(3,1)(3,2)] gLLAQcedcfffaajvtfc reducible gLLAQcedcfffaajvtcc SFS[D(3,1)(2,1)] gLLAQcedcfffaajvtbc SFS[D(3,1)(2,1)] gLLAQcedcfffaljvtvv toroidal gLLAQcedcfffaljvtcc reducible gLLAQcedcfffaajvtvv SFS[D(3,1)(3,1)] gLLAQcedcfffaajvtvj toroidal gLLAQcedcfffaajvtvr SFS[D(3,1)(3,2)] gLLAQcedcfffalrvlcc SFS[D(3,1)(2,1)] gLLAQcedcfffaajvpnr toroidal gLLAQcedcfffaajvprr toroidal gLLAQcedcfffaajvpor toroidal gLLAQcedcfffaajvpbb SFS[D(3,1)(3,2)] gLLAQcedcfffaajvpbk reducible gLLAQcedcfffaajvpbs SFS[D(3,1)(3,1)] gLLAQcedcfffaajvuoo SFS[D(3,1)(3,1)] gLLAQcedcfffaajvuog reducible gLLAQcedcfffaajvuoc SFS[D(3,1)(3,2)] gLLAQcedcfffaajvabc SFS[D(3,1)(2,1)] gLLAQcedcfffaajvaco reducible gLLAQcedcfffaajvacc SFS[D(3,1)(2,1)] gLLAQcedcfffaajvawv SFS[D(3,1)(3,1)] gLLAQcedcfffaajvawj reducible gLLAQcedcfffaajvawr SFS[D(3,1)(3,2)] gLLAQcedcfffaajvasv SFS[D(3,1)(3,2)] gLLAQcedcfffaajvasj reducible gLLAQcedcfffaajvasr SFS[D(3,1)(3,1)] gLLAQcedcfffaajvuvs SFS[D(3,1)(2,1)] gLLAQcedcfffaajvuss m003(0,0) gLLAQcedcfffaajvuws toroidal gLLAQcedcfffahjvhrw m034(0,0) gLLAQcedcfffaajvhnj reducible gLLAQcedcfffaajvhnr SFS[D(3,1)(2,1)] gLLAQcedcfffaajvhnv SFS[D(3,1)(2,1)] gLLAQcedcfffaajvhrr toroidal gLLAQcedcfffaajvhor m003(0,0) gLLAQcedcfffapjvunn toroidal gLLAQcedcfffaajvlvv SFS[D(3,1)(3,2)] gLLAQcedcfffaajvlvj toroidal gLLAQcedcfffaajvlvr SFS[D(3,1)(3,1)] gLLAQcedcfffaljvlcc toroidal gLLAQcedcfffaljvlvv SFS[D(3,1)(3,1)] gLLAQcedcfffaajvlfc reducible gLLAQcedcfffaajvlcc toroidal gLLAQcedcfffaajvlbc toroidal gLLAQcedcfffapjvuvv reducible gLLAQcedcfffaajviws SFS[D(3,1)(2,1)] gLLAQcedcfffaajviss toroidal gLLAQcedcfffaajvivs SFS[D(3,1)(2,1)] gLLAQcedcfffadjvivg toroidal gLLAQcedcfffadjvivf toroidal gLLPQcdcfeefiwnxlvg SFS[D(3,1)(2,1)] gLLAQacdefefbvlptfn SFS[D(3,1)(2,1)] gLLAQacedfefbrqimfn SFS[D(3,1)(2,1)] gLLAQacedfefbrqimfj SFS[D(3,1)(2,1)] gLLPQcdcfeefiwjxlvg SFS[D(3,1)(2,1)] gLLAQacdefefbvlptfj SFS[D(3,1)(2,1)] gLLAQacedfefbvphtgj SFS[D(3,1)(2,1)] gLLPQcdcefefiojixvo SFS[D(3,1)(2,1)] gLLAQacdefefbjhmmgj SFS[D(3,1)(2,1)] gLLQPacdedffbjhmoir SFS[D(3,1)(2,1)] gLLAQacdefefbjhmmgn SFS[D(3,1)(2,1)] gLLQPacdedffbjhmoik SFS[D(3,1)(2,1)] gLLPQcdcefefionixvo SFS[D(3,1)(2,1)] gLLAQacedfefbvphtgn SFS[D(3,1)(2,1)] gLLAQacdefefbjadqsn SFS[D(3,1)(2,1)] gLLAQacdefefbjqdqsw SFS[D(4,1)(2,1)] gLLAQacedfefjkauqfn SFS[D(4,1)(2,1)] gLLAQacdefefbjamqjn SFS[D(3,1)(2,1)] gLLAQacdefefbjalqfn reducible gLLAQacdefefbjalqrn SFS[D(3,1)(3,2)] gLLAQacdefefbjalqkn SFS[D(3,1)(3,1)] gLLAQacedfefbkxuqgn reducible gLLAQacedfefnkxuqgn SFS[D(3,1)(3,2)] gLLAQacedfefjkxuqgn SFS[D(3,1)(3,1)] gLLAQacedfefjkalqfw SFS[D(3,1)(2,1)] gLLPQcdcefefqsnxxoo reducible gLLAQacdefefbjqlqfw reducible gLLAQacdefefbjqlqrw SFS[D(4,1)(3,1)] gLLAQacdefefbjqlqkw SFS[D(4,3)(3,1)] gLLAQacedfefbkxlqgw reducible gLLAQacedfefnkxlqgw SFS[D(4,1)(3,1)] gLLAQacedfefjkxlqgw SFS[D(4,3)(3,1)] gLLAQacdefefbjqmqjw SFS[D(4,1)(2,1)] gLLPQcdcefefqsnmlvk SFS[D(4,1)(2,1)] gLLPQcdcefefqsnptwg SFS[D(3,1)(2,1)] gLLAQacedfefbbalqfw SFS[D(4,1)(2,1)] gLLPQcdcefefqrnxxoo reducible gLLAQacedfefbbauqfn SFS[D(3,1)(2,1)] gLLPQcdcefefqcnxxoo reducible gLLAQacedfefbcetqfn SFS[D(3,1)(2,1)] gLLPQcdcefefqwneeoo reducible gLLAQacedfefbcepxfj SFS[D(3,1)(2,1)] gLLAQacdefefjkmxqfn SFS[D(2,1)(2,1)] gLLAQacedfefbjuhqfn reducible gLLPQcdcefefqoneeoo reducible gLLPQcdcefefqoneero SFS[D(3,1)(2,1)] gLLPQcdcefefqoneeno SFS[D(3,1)(2,1)] gLLAQacedfefboxpxgj reducible gLLPQcdcefefqonieso SFS[D(2,1)(2,1)] gLLAQacedfefbjuaxfj reducible gLLAQacedfefboxtqgn reducible gLLAQacdefefjkexqfw SFS[D(7,3)(2,1)] gLLPQcdcefefqkneeoo reducible gLLPQcdcefefqkneeon SFS[D(7,4)(3,1)] gLLPQcdcefefqkneeor SFS[D(7,3)(3,1)] gLLPQcdcefefqknetoj SFS[D(7,3)(2,1)] gLLAQacedfefbgxqqgw reducible gLLAQacdefefbgaiqfw SFS[D(4,1)(2,1)] gLLPQcdcfeefhvnlloo reducible gLLPQcdcfeefhvnplog SFS[D(4,1)(2,1)] gLLAQacdefefbgahqgw SFS[D(4,1)(2,1)] gLLAQacedfefbsxpxgr reducible gLLPQcdcfeefhgnlloo reducible gLLAQacdefefbruixgr reducible gLLAQacdefefjoaqxfr SFS[D(3,1)(2,1)] gLLAQacedfefbbahqrn SFS[D(3,1)(2,1)] gLLAQacedfefbbxhqgn reducible gLLAQacedfefbbxhqkn SFS[D(3,1)(3,2)] gLLAQacedfefbbxhqjn SFS[D(3,1)(3,1)] gLLPQcdcfeefhfnlloo reducible gLLAQacdefefbruiqgw reducible gLLAQacedfefbsxpqgw reducible gLLAQacedfefbceiqfw SFS[D(4,1)(2,1)] gLLPQcdcefefhvnuuoo reducible gLLAQacedfefbceixfr SFS[D(4,1)(2,1)] gLLAQacdefefjkdxxfr SFS[D(7,3)(2,1)] gLLAQacedfefbgxaqgn reducible gLLPQcdcefefhfnuuoo reducible gLLPQcdcefefhfnuuon SFS[D(7,3)(3,1)] gLLPQcdcefefhfnuuor SFS[D(7,4)(3,1)] gLLAQacedfefbjuxxfr reducible gLLAQacedfefboxiqgw reducible gLLPQcdcefefhfnudoj SFS[D(7,3)(2,1)] gLLAQacedfefbjuxqfw reducible gLLAQacdefefjkdxqfw SFS[D(5,1)(2,1)] gLLAQacedfefboxixgr reducible gLLPQcdcefefhgnuuoo reducible gLLPQcdcefefhgnuuro SFS[D(5,1)(3,1)] gLLPQcdcefefhgnuuno SFS[D(5,4)(3,1)] gLLPQcdcefefhgnmuso SFS[D(5,1)(2,1)] gLLAQacdefefbgqiqfn SFS[D(3,1)(2,1)] gLLAQacdefefbgqhqgn SFS[D(3,1)(2,1)] gLLPQcdcfeefqwnppoo reducible gLLPQcdcfeefqwnplvo SFS[D(3,1)(2,1)] gLLAQacdefefjoxqxfj SFS[D(4,1)(2,1)] gLLAQacdefefbrliqgn reducible gLLAQacedfefbsxeqgn reducible gLLAQacedfefbbaxqrw SFS[D(4,1)(2,1)] gLLPQcdcfeefqknppoo reducible gLLAQacedfefbbxxqgw reducible gLLAQacedfefbbxxqkw SFS[D(4,1)(3,1)] gLLAQacedfefbbxxqjw SFS[D(4,3)(3,1)] gLLAQacedfefbsxixgj reducible gLLPQcdcfeefqonppoo reducible gLLAQacdefefbrdixgj reducible gLLAQacdefefbsqqqwn toroidal gLLAQacdefefbsqqqsn toroidal gLLAQacdefefbsaqqww toroidal gLLAQacdefefnsaqqww toroidal gLLAQacdefefjsaqqww m043(0,0) gLLAQacdefefbsaqqsw toroidal gLLAQacdefefjsqqqwn m044(0,0) gLLAQacdefefjsaqqsw SFS[D(7,2)(2,1)] gLLAQacdefefbsqdqwn SFS[D(5,3)(3,1)] gLLAQacdefefbsqdqsn SFS[D(4,3)(3,1)] gLLAQacdefefbsqmqjn SFS[D(4,1)(3,1)] gLLAQacdefefbsqmqkn SFS[D(5,2)(3,1)] gLLAQacdefefbsadqww SFS[D(5,2)(4,1)] gLLAQacdefefbsadqsw SFS[D(4,1)(4,1)] gLLAQacdefefbsamqjw SFS[D(4,3)(4,1)] gLLAQacdefefbsamqkw SFS[D(5,3)(4,1)] gLLAQacdefefbsqxqkn toroidal gLLAQacdefefbsqxqrn SFS[D(5,3)(3,1)] gLLAQacdefefnsqxqkn s272(0,0) gLLAQacdefefnsqxqrn s367(0,0) gLLAQacdefefjsqxqfn SFS[D(7,3)(2,1)] gLLAQacdefefjsqxqkn s116(0,0) gLLAQacdefefjsqxqrn s221(0,0) gLLAQacdefefbsqaqkn toroidal gLLAQacdefefbsqaqjn SFS[D(5,2)(3,1)] gLLAQacdefefnsqaqkn s146(0,0) gLLAQacdefefnsqaqjn s329(0,0) gLLAQacdefefjsqaqkn s212(0,0) gLLAQacdefefjsqaqjn s304(0,0) gLLAQacedfefbcxlqgn reducible gLLAQacedfefbrdeqgn reducible gLLAQacdefefjsaxqfw SFS[D(7,3)(2,1)] gLLAQacdefefbsaxqkw toroidal gLLAQacdefefnsaxqkw s224(0,0) gLLAQacdefefjsaxqkw m162(0,0) gLLAQacdefefbsaxqrw SFS[D(5,2)(4,1)] gLLAQacdefefnsaxqrw s336(0,0) gLLAQacdefefjsaxqrw s140(0,0) gLLPQcdcfeefqsnhhoo reducible gLLPQcdcfeefqsnhhon SFS[D(7,4)(3,1)] gLLPQcdcfeefqsnhhor SFS[D(7,3)(3,1)] gLLPQcdcfeefqsnhhro SFS[D(7,3)(3,1)] gLLPQcdcfeefqsnhhrn s235(0,0) gLLPQcdcfeefqsnhhrr s508(0,0) gLLPQcdcfeefqsnhhno SFS[D(7,4)(3,1)] gLLPQcdcfeefqsnhhnn s471(0,0) gLLPQcdcfeefqsnhhnr s603(0,0) gLLPQcdcfeefqsnqhoj SFS[D(7,3)(2,1)] gLLPQcdcfeefqsnqhrk s609(0,0) gLLPQcdcfeefqsnqhrj s662(0,0) gLLPQcdcfeefqsnqhnk s710(0,0) gLLPQcdcfeefqsnqhnj s756(0,0) gLLAQacdefefbsaaqkw toroidal gLLAQacdefefnsaaqkw s132(0,0) gLLAQacdefefjsaaqkw s148(0,0) gLLAQacdefefbsaaqjw SFS[D(5,3)(4,1)] gLLAQacdefefnsaaqjw s289(0,0) gLLAQacdefefjsaaqjw s199(0,0) gLLAQacedfefbcxuqgw reducible gLLAQacedfefbrdpqgw reducible gLLPQcdcfeefqsnhawn s614(0,0) gLLPQcdcfeefqsnhawr s724(0,0) gLLPQcdcfeefqsnhaso SFS[D(7,3)(2,1)] gLLPQcdcfeefqsnhasn s658(0,0) gLLPQcdcfeefqsnhasr s760(0,0) gLLPQcdcfeefqsnqawk s470(0,0) gLLPQcdcfeefqsnqawj s635(0,0) gLLPQcdcfeefqsnqask s623(0,0) gLLPQcdcfeefqsnqasj s736(0,0) gLLAQacdefefbkqqqwn SFS[D(5,3)(3,1)] gLLAQacdefefbkqqqsn SFS[D(4,3)(3,1)] gLLAQacdefefbbaqqww SFS[D(4,3)(4,1)] gLLAQacdefefnbaqqww s384(0,0) gLLAQacdefefjbaqqww s256(0,0) gLLAQacdefefbbaqqsw SFS[D(5,3)(4,1)] gLLAQacdefefjkqqqwn s490(0,0) gLLAQacdefefjbaqqsw s244(0,0) gLLAQacdefefbkqxqfn SFS[D(3,1)(2,1)] gLLAQacdefefnkqxqfn SFS[D(3,1)(2,1)] gLLAQacdefefnkqxqkn s122(0,0) gLLAQacdefefnkqxqrn s210(0,0) gLLAQacdefefjkqxqfn toroidal gLLAQacdefefjkqxqkn s117(0,0) gLLAQacdefefjkqxqrn s290(0,0) gLLAQacdefefbkqaqkn SFS[D(5,2)(3,1)] gLLAQacdefefbkqaqjn SFS[D(4,1)(3,1)] gLLAQacdefefnkqaqkn s529(0,0) gLLAQacdefefnkqaqjn s517(0,0) gLLAQacdefefjkqaqkn s678(0,0) gLLAQacdefefjkqaqjn s633(0,0) gLLAQacdefefjbaxqfw SFS[D(5,1)(2,1)] gLLAQacdefefbbaxqkw SFS[D(5,2)(4,1)] gLLAQacdefefnbaxqkw s574(0,0) gLLAQacdefefjbaxqkw s377(0,0) gLLAQacdefefbbaxqrw SFS[D(4,1)(4,1)] gLLAQacdefefnbaxqrw s541(0,0) gLLAQacdefefjbaxqrw s381(0,0) gLLPQcdcfeefqcnhhoo reducible gLLPQcdcfeefqcnhhon SFS[D(5,1)(3,1)] gLLPQcdcfeefqcnhhor SFS[D(5,4)(3,1)] gLLPQcdcfeefqcnhhro toroidal gLLPQcdcfeefqcnhhrn m078(0,0) gLLPQcdcfeefqcnhhrr s198(0,0) gLLPQcdcfeefqcnhhno toroidal gLLPQcdcfeefqcnhhnn m009(0,0) gLLPQcdcfeefqcnhhnr m183(0,0) gLLPQcdcfeefqcnqhoj SFS[D(5,1)(2,1)] gLLPQcdcfeefqcnqhrk s717(0,0) gLLPQcdcfeefqcnqhrj s641(0,0) gLLPQcdcfeefqcnqhnk s604(0,0) gLLPQcdcfeefqcnqhnj s540(0,0) gLLAQacdefefbbaaqgw SFS[D(4,1)(2,1)] gLLAQacdefefnbaaqgw SFS[D(5,2)(2,1)] gLLAQacdefefnbaaqkw m219(0,0) gLLAQacdefefjbaaqkw m215(0,0) gLLAQacdefefnbaaqjw m280(0,0) gLLAQacdefefjbaaqjw m240(0,0) gLLPQcdcfeefqcnhavo SFS[D(3,1)(2,1)] gLLPQcdcfeefqcnhavn SFS[D(6,1)(2,1)] gLLPQcdcfeefqcnhavr SFS[D(9,2)(2,1)] gLLPQcdcfeefqcnhawo SFS[D(3,1)(2,1)] gLLPQcdcfeefqcnhawn m123(0,0) gLLPQcdcfeefqcnhawr m071(0,0) gLLPQcdcfeefqcnhaso toroidal gLLPQcdcfeefqcnhasn m027(0,0) gLLPQcdcfeefqcnhasr toroidal gLLPQcdcfeefqcnqavk SFS[D(10,3)(2,1)] gLLPQcdcfeefqcnqavj SFS[D(11,3)(2,1)] gLLPQcdcfeefqcnqawk m144(0,0) gLLPQcdcfeefqcnqawj m076(0,0) gLLPQcdcfeefqcnqask m269(0,0) gLLPQcdcfeefqcnqasj m191(0,0) gLLAQacdefefbbqqqwn SFS[D(4,1)(3,1)] gLLAQacdefefbbqqqsn SFS[D(5,2)(3,1)] gLLAQacdefefbkaqqww SFS[D(5,2)(4,1)] gLLAQacdefefnbqqqwn m222(0,0) gLLAQacdefefjkaqqww s359(0,0) gLLAQacdefefbkaqqsw SFS[D(4,1)(4,1)] gLLAQacdefefjbqqqwn m140(0,0) gLLAQacdefefjbqqqsn s119(0,0) gLLAQacdefefbbqxqkn SFS[D(5,3)(3,1)] gLLAQacdefefbbqxqrn SFS[D(4,3)(3,1)] gLLAQacdefefnbqxqkn s509(0,0) gLLAQacdefefnbqxqrn s484(0,0) gLLAQacdefefjbqxqfn SFS[D(2,1)(2,1)] gLLAQacdefefjbqxqkn s348(0,0) gLLAQacdefefjbqxqrn s349(0,0) gLLAQacdefefbbqaqgn SFS[D(3,1)(2,1)] gLLAQacdefefnbqaqgn SFS[D(9,2)(2,1)] gLLAQacdefefnbqaqkn m145(0,0) gLLAQacdefefnbqaqjn m251(0,0) gLLAQacdefefjbqaqgn SFS[D(6,1)(2,1)] gLLAQacdefefjbqaqkn m130(0,0) gLLAQacdefefjbqaqjn m208(0,0) gLLAQacdefefbkaxqfw SFS[D(4,1)(2,1)] gLLAQacdefefnkaxqfw SFS[D(4,1)(2,1)] gLLAQacdefefjkaxqfw toroidal gLLAQacdefefnkaxqkw m019(0,0) gLLAQacdefefjkaxqkw m011(0,0) gLLAQacdefefnkaxqrw m154(0,0) gLLAQacdefefjkaxqrw m178(0,0) gLLPQcdcfeefqrnhhoo reducible gLLPQcdcfeefqrnhhon toroidal gLLPQcdcfeefqrnhhor toroidal gLLPQcdcfeefqrnhhro SFS[D(3,1)(2,1)] gLLPQcdcfeefqrnhhrn toroidal gLLPQcdcfeefqrnhhrr m003(0,0) gLLPQcdcfeefqrnhhno SFS[D(3,1)(2,1)] gLLPQcdcfeefqrnhhnn m170(0,0) gLLPQcdcfeefqrnhhnr m116(0,0) gLLPQcdcfeefqrnqhog SFS[D(4,1)(2,1)] gLLPQcdcfeefqrnqhok SFS[D(4,1)(2,1)] gLLPQcdcfeefqrnqhoj toroidal gLLPQcdcfeefqrnqhrk m016(0,0) gLLPQcdcfeefqrnqhrj m006(0,0) gLLPQcdcfeefqrnqhng SFS[D(5,2)(2,1)] gLLPQcdcfeefqrnqhnk m019(0,0) gLLPQcdcfeefqrnqhnj toroidal gLLAQacdefefbkaaqkw SFS[D(5,3)(4,1)] gLLAQacdefefnkaaqkw m302(0,0) gLLAQacdefefjkaaqkw s459(0,0) gLLAQacdefefbkaaqjw SFS[D(4,3)(4,1)] gLLAQacdefefnkaaqjw m297(0,0) gLLAQacdefefjkaaqjw s420(0,0) gLLPQcdcfeefqrnhawn s562(0,0) gLLPQcdcfeefqrnhawr s522(0,0) gLLPQcdcfeefqrnhaso SFS[D(2,1)(2,1)] gLLPQcdcfeefqrnhasn s498(0,0) gLLPQcdcfeefqrnhasr s457(0,0) gLLPQcdcfeefqrnqawg SFS[D(11,3)(2,1)] gLLPQcdcfeefqrnqawk m082(0,0) gLLPQcdcfeefqrnqawj m241(0,0) gLLPQcdcfeefqrnqasg SFS[D(10,3)(2,1)] gLLPQcdcfeefqrnqask m037(0,0) gLLPQcdcfeefqrnqasj m179(0,0) gLLAQacdefefbsxqhwj SFS[D(3,1)(2,1)] gLLAQacdefefbsxqhsj SFS[D(3,1)(2,1)] gLLAQacdefefbsxqxwj toroidal gLLAQacdefefnsxqhwj toroidal gLLAQacdefefjsxqxwj m011(0,0) gLLAQacdefefbsxqxsj toroidal gLLAQacdefefjsxqhwj m006(0,0) gLLAQacdefefjsxqhsj toroidal gLLAQacdefefbsxdxwj SFS[D(5,2)(3,1)] gLLAQacdefefbsxdxsj SFS[D(4,1)(3,1)] gLLAQacdefefbsxmxjj SFS[D(4,3)(3,1)] gLLAQacdefefbsxmxkj SFS[D(5,3)(3,1)] gLLAQacdefefbsxxhkj SFS[D(2,1)(2,1)] gLLAQacdefefnsxxhkj m194(0,0) gLLAQacdefefnsxxhrj m231(0,0) gLLAQacdefefjsxxhfj SFS[D(2,1)(2,1)] gLLAQacdefefjsxxhkj m182(0,0) gLLAQacdefefjsxxhrj m244(0,0) gLLAQacdefefbsxahkj SFS[D(2,1)(2,1)] gLLAQacdefefnsxahgj SFS[D(4,1)(2,1)] gLLAQacdefefnsxahkj m157(0,0) gLLAQacdefefnsxahjj m214(0,0) gLLAQacdefefjsxahkj m216(0,0) gLLAQacdefefjsxahjj m263(0,0) gLLAQacdefefjsxxxfj SFS[D(2,1)(2,1)] gLLAQacdefefbsxxxkj toroidal gLLAQacdefefnsxxxkj m029(0,0) gLLAQacdefefjsxxxkj m081(0,0) gLLAQacdefefbsxxxrj SFS[D(5,2)(3,1)] gLLAQacdefefnsxxxrj m035(0,0) gLLAQacdefefjsxxxrj m142(0,0) gLLQPacdedffbbaabqw reducible gLLQPacdedffbbaanqw SFS[D(3,1)(2,1)] gLLQPacdedffbbaajqw SFS[D(3,1)(2,1)] gLLQPacdedffbbaanxr SFS[D(3,1)(2,1)] gLLQPacdedffjbaanqw m290(0,0) gLLQPacdedffjbaajqw m351(0,0) gLLQPacdedffbbaajxr SFS[D(3,1)(2,1)] gLLQPacdedffjbaajxr m326(0,0) gLLQPacdedffnbaajqw m358(0,0) gLLQPacdedffbbxarqw SFS[D(2,1)(2,1)] gLLQPacdedffjbxanqw m336(0,0) gLLQPacdedffjbxarqw m363(0,0) gLLQPacdedffnbxaoqw SFS[D(4,1)(2,1)] gLLQPacdedffnbxanqw m335(0,0) gLLQPacdedffnbxarqw m364(0,0) gLLAQacdefefnsxaxgj SFS[D(4,1)(2,1)] gLLAQacdefefbsxaxkj toroidal gLLAQacdefefnsxaxkj m004(0,0) gLLAQacdefefjsxaxkj m117(0,0) gLLAQacdefefbsxaxjj SFS[D(5,3)(3,1)] gLLAQacdefefnsxaxjj m015(0,0) gLLAQacdefefjsxaxjj m146(0,0) gLLAQacedfefbcxdxgj reducible gLLAQacedfefbrdixgj reducible gLLQPacdedffnbxaoxr SFS[D(4,1)(2,1)] gLLQPacdedffjbxanxr m312(0,0) gLLQPacdedffnbxanxr m339(0,0) gLLQPacdedffbbxarxr SFS[D(2,1)(2,1)] gLLQPacdedffjbxarxr m338(0,0) gLLQPacdedffnbxarxr m350(0,0) gLvQQcdcfeefhvnqhog reducible gLvQQcdcfeefhvnqhoj SFS[D(4,3)(3,1)] gLvQQcdcfeefhvnqhok SFS[D(4,1)(3,1)] gLvQQcdcfeefhvnqhrg SFS[D(4,1)(3,1)] gLvQQcdcfeefhvnqhrj m188(0,0) gLvQQcdcfeefhvnqhrk m291(0,0) gLvQQcdcfeefhvnqhng SFS[D(4,3)(3,1)] gLvQQcdcfeefhvnqhnj m223(0,0) gLvQQcdcfeefhvnqhnk m303(0,0) gLLAQacdefefbbxqxwj SFS[D(4,3)(3,1)] gLLAQacdefefnbxqxwj s550(0,0) gLLAQacdefefjbxqxwj s473(0,0) gLLAQacdefefbbxqxsj SFS[D(5,3)(3,1)] gLLAQacdefefjkxqhwj s735(0,0) gLLAQacdefefjbxqxsj s565(0,0) gLLAQacdefefnkxxhkj s211(0,0) gLLAQacdefefnkxxhrj s302(0,0) gLLAQacdefefjkxxhfj SFS[D(7,2)(2,1)] gLLAQacdefefjkxxhkj s214(0,0) gLLAQacdefefjkxxhrj s356(0,0) gLLAQacdefefnkxahgj SFS[D(4,1)(2,1)] gLLAQacdefefnkxahkj s630(0,0) gLLAQacdefefnkxahjj s583(0,0) gLLAQacdefefjkxahkj s811(0,0) gLLAQacdefefjkxahjj s740(0,0) gLLAQacdefefjbxxxfj SFS[D(7,3)(2,1)] gLLAQacdefefbbxxxkj SFS[D(5,2)(3,1)] gLLAQacdefefnbxxxkj s771(0,0) gLLAQacdefefjbxxxkj s605(0,0) gLLAQacdefefbbxxxrj SFS[D(4,1)(3,1)] gLLAQacdefefnbxxxrj s671(0,0) gLLAQacdefefjbxxxrj s532(0,0) gLLQPacdedffbkaabqw reducible gLLQPacdedffbkaanqw SFS[D(7,4)(3,1)] gLLQPacdedffbkaajqw SFS[D(7,3)(3,1)] gLLQPacdedffbsaanxr SFS[D(7,5)(3,1)] gLLQPacdedffjkaanqw s089(0,0) gLLQPacdedffjkaajqw s274(0,0) gLLQPacdedffbsaajxr SFS[D(7,2)(3,1)] gLLQPacdedffjsaajxr m067(0,0) gLLQPacdedffnkaajqw m200(0,0) gLLQPacdedffbkxarqw SFS[D(7,3)(2,1)] gLLQPacdedffjkxanqw s828(0,0) gLLQPacdedffjkxarqw s739(0,0) gLLQPacdedffnkxaoqw SFS[D(4,1)(2,1)] gLLQPacdedffnkxanqw s695(0,0) gLLQPacdedffnkxarqw s571(0,0) gLLAQacdefefbbxaxgj SFS[D(3,1)(2,1)] gLLAQacdefefnbxaxgj toroidal gLLAQacdefefjbxaxgj SFS[D(9,4)(2,1)] gLLAQacdefefnbxaxkj m242(0,0) gLLAQacdefefjbxaxkj m250(0,0) gLLAQacdefefnbxaxjj m238(0,0) gLLAQacdefefjbxaxjj m216(0,0) gLLQPacdedffjsxaoxr SFS[D(11,4)(2,1)] gLLQPacdedffnsxaoxr toroidal gLLQPacdedffjsxanxr m163(0,0) gLLQPacdedffnsxanxr m095(0,0) gLLQPacdedffbsxarxr SFS[D(7,2)(2,1)] gLLQPacdedffjsxarxr m043(0,0) gLLQPacdedffnsxarxr toroidal gLvQQcdcfeefhjnqhog reducible gLvQQcdcfeefhjnqhoj toroidal gLvQQcdcfeefhjnqhok toroidal gLvQQcdcfeefhjnqhrg SFS[D(4,1)(3,1)] gLvQQcdcfeefhjnqhrj m121(0,0) gLvQQcdcfeefhjnqhrk m073(0,0) gLvQQcdcfeefhjnqhng SFS[D(4,3)(3,1)] gLvQQcdcfeefhjnqhnj m189(0,0) gLvQQcdcfeefhjnqhnk m117(0,0) gLLAQacdefefbkxqxwj SFS[D(5,2)(3,1)] gLLAQacdefefnbxqhwj s504(0,0) gLLAQacdefefjkxqxwj s692(0,0) gLLAQacdefefbkxqxsj SFS[D(4,1)(3,1)] gLLAQacdefefjbxqhwj s446(0,0) gLLAQacdefefjbxqhsj s542(0,0) gLLAQacdefefnbxxhkj s759(0,0) gLLAQacdefefnbxxhrj s655(0,0) gLLAQacdefefjbxxhfj SFS[D(5,1)(2,1)] gLLAQacdefefjbxxhkj s592(0,0) gLLAQacdefefjbxxhrj s531(0,0) gLLAQacdefefnbxahgj toroidal gLLAQacdefefnbxahkj m184(0,0) gLLAQacdefefnbxahjj m193(0,0) gLLAQacdefefjbxahgj SFS[D(11,4)(2,1)] gLLAQacdefefjbxahkj m190(0,0) gLLAQacdefefjbxahjj m182(0,0) gLLAQacdefefbkxxxfj SFS[D(3,1)(2,1)] gLLAQacdefefnkxxxfj SFS[D(3,1)(2,1)] gLLAQacdefefjkxxxfj toroidal gLLAQacdefefnkxxxkj s157(0,0) gLLAQacdefefjkxxxkj s169(0,0) gLLAQacdefefnkxxxrj s156(0,0) gLLAQacdefefjkxxxrj s205(0,0) gLLQPacdedffbkaabxr reducible gLLQPacdedffbsaanqw toroidal gLLQPacdedffbsaajqw toroidal gLLQPacdedffbkaanxr SFS[D(5,4)(3,1)] gLLQPacdedffjkaanxr s084(0,0) gLLQPacdedffjsaajqw m062(0,0) gLLQPacdedffbkaajxr SFS[D(5,1)(3,1)] gLLQPacdedffjkaajxr s142(0,0) gLLQPacdedffnkaajxr m161(0,0) gLLQPacdedffbsxaoqw SFS[D(3,1)(2,1)] gLLQPacdedffbsxanqw SFS[D(3,1)(2,1)] gLLQPacdedffbsxarqw toroidal gLLQPacdedffjsxaoqw SFS[D(9,4)(2,1)] gLLQPacdedffjsxanqw m122(0,0) gLLQPacdedffjsxarqw m026(0,0) gLLQPacdedffnsxaoqw toroidal gLLQPacdedffnsxanqw m047(0,0) gLLQPacdedffnsxarqw SFS[D(3,1)(2,1)] gLLAQacdefefnkxaxgj SFS[D(4,1)(2,1)] gLLAQacdefefbkxaxkj SFS[D(5,3)(3,1)] gLLAQacdefefnkxaxkj s539(0,0) gLLAQacdefefjkxaxkj s727(0,0) gLLAQacdefefbkxaxjj SFS[D(4,3)(3,1)] gLLAQacdefefnkxaxjj s468(0,0) gLLAQacdefefjkxaxjj s591(0,0) gLLQPacdedffnkxaoxr SFS[D(4,1)(2,1)] gLLQPacdedffjkxanxr s762(0,0) gLLQPacdedffnkxanxr s642(0,0) gLLQPacdedffbkxarxr SFS[D(5,1)(2,1)] gLLQPacdedffjkxarxr s612(0,0) gLLQPacdedffnkxarxr s513(0,0) gLvQQcdcfeefhrnqhog reducible gLvQQcdcfeefhrnqhoj SFS[D(4,3)(3,1)] gLvQQcdcfeefhrnqhok SFS[D(4,1)(3,1)] gLvQQcdcfeefhrnqhrg toroidal gLvQQcdcfeefhrnqhrj m034(0,0) gLvQQcdcfeefhrnqhrk m171(0,0) gLvQQcdcfeefhrnqhng toroidal gLvQQcdcfeefhrnqhnj m022(0,0) gLvQQcdcfeefhrnqhnk m081(0,0) gLLAQacdefefbjhdxsj SFS[D(3,1)(2,1)] gLLAQacedfefjkamhfj SFS[D(3,1)(2,1)] gLLQPacdedffbgahbqw reducible gLLAQacdefefbjhlxfj reducible gLLAQacdefefbjhlxrj SFS[D(3,1)(3,1)] gLLAQacdefefbjhlxkj SFS[D(3,1)(3,2)] gLLAQacedfefbkxmxgj reducible gLLAQacedfefnkxmxgj SFS[D(3,1)(3,1)] gLLAQacedfefjkxmxgj SFS[D(3,1)(3,2)] gLLAQacdefefbjhmxjj SFS[D(3,1)(2,1)] gLLQPacdedffbjhmrxr SFS[D(3,1)(2,1)] gLLAQacedfefbbamxfj SFS[D(3,1)(2,1)] gLLQPacdedffbcahbxr reducible gLLQPacdedffbcahbqw reducible gLLPQcdcfeefhwnppoo reducible gLLAQacdefefjoxqhfj SFS[D(4,1)(2,1)] gLLAQacedfefbbaxxrr SFS[D(4,1)(2,1)] gLLPQcdcfeefhknppoo reducible gLLAQacedfefbbxxxgr reducible gLLAQacedfefbbxxxkr SFS[D(4,3)(3,1)] gLLAQacedfefbbxxxjr SFS[D(4,1)(3,1)] gLLAQacdefefjoqqhfk SFS[D(3,1)(2,1)] gLLAQacedfefbbxaxgj reducible gLLAQacedfefbbxaxkj SFS[D(3,1)(3,1)] gLLAQacedfefbbxaxjj SFS[D(3,1)(3,2)] gLLPQcdcfeefhonppoo reducible gLLAQacedfefbbaaxrj SFS[D(3,1)(2,1)] gLLAQacdefefbsqqhwk SFS[D(3,1)(2,1)] gLLAQacdefefbsqqhsk SFS[D(3,1)(2,1)] gLLAQacdefefbsaqxwr toroidal gLLAQacdefefnsaqxwr toroidal gLLAQacdefefjsaqxwr m026(0,0) gLLAQacdefefbsaqxsr toroidal gLLAQacdefefjsqqhwk m027(0,0) gLLAQacdefefjsaqxsr toroidal gLLAQacdefefbsadxwr SFS[D(5,3)(4,1)] gLLAQacdefefbsadxsr SFS[D(4,3)(4,1)] gLLAQacdefefbsamxjr SFS[D(4,1)(4,1)] gLLAQacdefefbsamxkr SFS[D(5,2)(4,1)] gLLAQacdefefbsqxhkk SFS[D(2,1)(2,1)] gLLAQacdefefnsqxhkk s216(0,0) gLLAQacdefefnsqxhrk s326(0,0) gLLAQacdefefjsqxhfk SFS[D(5,1)(2,1)] gLLAQacdefefjsqxhkk s121(0,0) gLLAQacdefefjsqxhrk s225(0,0) gLLAQacdefefbsqahkk SFS[D(2,1)(2,1)] gLLAQacdefefnsqahgk SFS[D(3,1)(2,1)] gLLAQacdefefnsqahkk s128(0,0) gLLAQacdefefnsqahjk s267(0,0) gLLAQacdefefjsqahkk s200(0,0) gLLAQacdefefjsqahjk s291(0,0) gLLAQacdefefjsaxxfr SFS[D(5,1)(2,1)] gLLAQacdefefbsaxxkr toroidal gLLAQacdefefnsaxxkr m195(0,0) gLLAQacdefefjsaxxkr m038(0,0) gLLAQacdefefbsaxxrr SFS[D(5,3)(4,1)] gLLAQacdefefnsaxxrr m232(0,0) gLLAQacdefefjsaxxrr m137(0,0) gLLPQcdcfeefhsnhhoo reducible gLLPQcdcfeefhsnhhon SFS[D(5,4)(3,1)] gLLPQcdcfeefhsnhhor SFS[D(5,1)(3,1)] gLLPQcdcfeefhsnhhro SFS[D(5,1)(3,1)] gLLPQcdcfeefhsnhhrn s287(0,0) gLLPQcdcfeefhsnhhrr s472(0,0) gLLPQcdcfeefhsnhhno SFS[D(5,4)(3,1)] gLLPQcdcfeefhsnhhnn s417(0,0) gLLPQcdcfeefhsnhhnr s533(0,0) gLLPQcdcfeefhsnqhoj SFS[D(5,1)(2,1)] gLLPQcdcfeefhsnqhrk s518(0,0) gLLPQcdcfeefhsnqhrj s567(0,0) gLLPQcdcfeefhsnqhng SFS[D(3,1)(2,1)] gLLPQcdcfeefhsnqhnk s561(0,0) gLLPQcdcfeefhsnqhnj s618(0,0) gLLAQacdefefnsaaxgr SFS[D(3,1)(2,1)] gLLAQacdefefbsaaxkr toroidal gLLAQacdefefnsaaxkr m155(0,0) gLLAQacdefefjsaaxkr m162(0,0) gLLAQacdefefbsaaxjr SFS[D(5,2)(4,1)] gLLAQacdefefnsaaxjr m210(0,0) gLLAQacdefefjsaaxjr m175(0,0) gLLAQacedfefbcxuxgr reducible gLLAQacedfefbrdpxgr reducible gLLPQcdcfeefhsnhavr SFS[D(3,1)(2,1)] gLLPQcdcfeefhsnhawn s530(0,0) gLLPQcdcfeefhsnhawr s600(0,0) gLLPQcdcfeefhsnhaso SFS[D(5,1)(2,1)] gLLPQcdcfeefhsnhasn s552(0,0) gLLPQcdcfeefhsnhasr s636(0,0) gLLPQcdcfeefhsnqavg reducible gLLPQcdcfeefhsnqavk SFS[D(3,1)(3,1)] gLLPQcdcfeefhsnqavj SFS[D(3,1)(3,2)] gLLPQcdcfeefhsnqawg SFS[D(3,1)(3,2)] gLLPQcdcfeefhsnqawk s408(0,0) gLLPQcdcfeefhsnqawj s545(0,0) gLLPQcdcfeefhsnqasg SFS[D(3,1)(3,1)] gLLPQcdcfeefhsnqask s496(0,0) gLLPQcdcfeefhsnqasj s587(0,0) gLLAQacdefefbbaqxwr SFS[D(4,1)(4,1)] gLLAQacdefefnbaqxwr s515(0,0) gLLAQacdefefjbaqxwr s456(0,0) gLLAQacdefefbbaqxsr SFS[D(5,2)(4,1)] gLLAQacdefefjkqqhwk s666(0,0) gLLAQacdefefjbaqxsr s511(0,0) gLLAQacdefefnkqxhkk s201(0,0) gLLAQacdefefnkqxhrk s314(0,0) gLLAQacdefefjkqxhfk SFS[D(7,2)(2,1)] gLLAQacdefefjkqxhkk s203(0,0) gLLAQacdefefjkqxhrk s375(0,0) gLLAQacdefefnkqahgk SFS[D(3,1)(2,1)] gLLAQacdefefnkqahkk s629(0,0) gLLAQacdefefnkqahjk s590(0,0) gLLAQacdefefjkqahkk s803(0,0) gLLAQacdefefjkqahjk s747(0,0) gLLAQacdefefjbaxxfr SFS[D(7,3)(2,1)] gLLAQacdefefbbaxxkr SFS[D(5,3)(4,1)] gLLAQacdefefnbaxxkr s720(0,0) gLLAQacdefefjbaxxkr s525(0,0) gLLAQacdefefbbaxxrr SFS[D(4,3)(4,1)] gLLAQacdefefnbaxxrr s597(0,0) gLLAQacdefefjbaxxrr s460(0,0) gLLPQcdcfeefhcnhhoo reducible gLLPQcdcfeefhcnhhon SFS[D(7,3)(3,1)] gLLPQcdcfeefhcnhhor SFS[D(7,4)(3,1)] gLLPQcdcfeefhcnhhro SFS[D(7,2)(3,1)] gLLPQcdcfeefhcnhhrn s085(0,0) gLLPQcdcfeefhcnhhrr s294(0,0) gLLPQcdcfeefhcnhhno SFS[D(7,5)(3,1)] gLLPQcdcfeefhcnhhnn m045(0,0) gLLPQcdcfeefhcnhhnr m211(0,0) gLLPQcdcfeefhcnqhoj SFS[D(7,3)(2,1)] gLLPQcdcfeefhcnqhrk s814(0,0) gLLPQcdcfeefhcnqhrj s743(0,0) gLLPQcdcfeefhcnqhng SFS[D(3,1)(2,1)] gLLPQcdcfeefhcnqhnk s679(0,0) gLLPQcdcfeefhcnqhnj s582(0,0) gLLAQacdefefbbaaxgr SFS[D(4,1)(2,1)] gLLAQacdefefnbaaxgr toroidal gLLAQacdefefjbaaxgr SFS[D(5,2)(2,1)] gLLAQacdefefnbaaxkr m252(0,0) gLLAQacdefefjbaaxkr m257(0,0) gLLAQacdefefnbaaxjr m279(0,0) gLLAQacdefefjbaaxjr m243(0,0) gLLPQcdcfeefhcnhavn SFS[D(10,3)(2,1)] gLLPQcdcfeefhcnhavr toroidal gLLPQcdcfeefhcnhawn m164(0,0) gLLPQcdcfeefhcnhawr m098(0,0) gLLPQcdcfeefhcnhaso SFS[D(7,2)(2,1)] gLLPQcdcfeefhcnhasn m044(0,0) gLLPQcdcfeefhcnhasr toroidal gLLPQcdcfeefhcnqavg reducible gLLPQcdcfeefhcnqavk toroidal gLLPQcdcfeefhcnqavj toroidal gLLPQcdcfeefhcnqawg SFS[D(3,1)(3,2)] gLLPQcdcfeefhcnqawk m150(0,0) gLLPQcdcfeefhcnqawj m093(0,0) gLLPQcdcfeefhcnqasg SFS[D(3,1)(3,1)] gLLPQcdcfeefhcnqask m253(0,0) gLLPQcdcfeefhcnqasj m181(0,0) gLLAQacdefefbkaqxwr SFS[D(5,3)(4,1)] gLLAQacdefefnbqqhwk m337(0,0) gLLAQacdefefjkaqxwr s535(0,0) gLLAQacdefefbkaqxsr SFS[D(4,3)(4,1)] gLLAQacdefefjbqqhwk m297(0,0) gLLAQacdefefjbqqhsk s420(0,0) gLLAQacdefefnbqxhkk s616(0,0) gLLAQacdefefnbqxhrk s555(0,0) gLLAQacdefefjbqxhfk SFS[D(2,1)(2,1)] gLLAQacdefefjbqxhkk s498(0,0) gLLAQacdefefjbqxhrk s457(0,0) gLLAQacdefefnbqahgk toroidal gLLAQacdefefnbqahkk m030(0,0) gLLAQacdefefnbqahjk m197(0,0) gLLAQacdefefjbqahgk SFS[D(10,3)(2,1)] gLLAQacdefefjbqahkk m037(0,0) gLLAQacdefefjbqahjk m179(0,0) gLLAQacdefefbkaxxfr SFS[D(4,1)(2,1)] gLLAQacdefefnkaxxfr SFS[D(4,1)(2,1)] gLLAQacdefefjkaxxfr toroidal gLLAQacdefefnkaxxkr m145(0,0) gLLAQacdefefjkaxxkr m159(0,0) gLLAQacdefefnkaxxrr m043(0,0) gLLAQacdefefjkaxxrr m060(0,0) gLLPQcdcfeefhrnhhoo reducible gLLPQcdcfeefhrnhhon toroidal gLLPQcdcfeefhrnhhor toroidal gLLPQcdcfeefhrnhhro SFS[D(3,1)(2,1)] gLLPQcdcfeefhrnhhrn m100(0,0) gLLPQcdcfeefhrnhhrr m030(0,0) gLLPQcdcfeefhrnhhno SFS[D(3,1)(2,1)] gLLPQcdcfeefhrnhhnn m052(0,0) gLLPQcdcfeefhrnhhnr m026(0,0) gLLPQcdcfeefhrnqhog SFS[D(4,1)(2,1)] gLLPQcdcfeefhrnqhok SFS[D(4,1)(2,1)] gLLPQcdcfeefhrnqhoj toroidal gLLPQcdcfeefhrnqhrg SFS[D(5,2)(2,1)] gLLPQcdcfeefhrnqhrk m017(0,0) gLLPQcdcfeefhrnqhrj m011(0,0) gLLPQcdcfeefhrnqhng toroidal gLLPQcdcfeefhrnqhnk m003(0,0) gLLPQcdcfeefhrnqhnj SFS[D(3,1)(2,1)] gLLAQacdefefnkaaxgr SFS[D(3,1)(2,1)] gLLAQacdefefbkaaxkr SFS[D(5,2)(4,1)] gLLAQacdefefnkaaxkr m342(0,0) gLLAQacdefefjkaaxkr s543(0,0) gLLAQacdefefbkaaxjr SFS[D(4,1)(4,1)] gLLAQacdefefnkaaxjr m293(0,0) gLLAQacdefefjkaaxjr s437(0,0) gLLPQcdcfeefhrnhavr SFS[D(3,1)(2,1)] gLLPQcdcfeefhrnhawn s611(0,0) gLLPQcdcfeefhrnhawr s544(0,0) gLLPQcdcfeefhrnhaso SFS[D(2,1)(2,1)] gLLPQcdcfeefhrnhasn s477(0,0) gLLPQcdcfeefhrnhasr s423(0,0) gLLPQcdcfeefhrnqavg reducible gLLPQcdcfeefhrnqavk SFS[D(3,1)(3,1)] gLLPQcdcfeefhrnqavj SFS[D(3,1)(3,2)] gLLPQcdcfeefhrnqawg toroidal gLLPQcdcfeefhrnqawk m007(0,0) gLLPQcdcfeefhrnqawj m186(0,0) gLLPQcdcfeefhrnqasg toroidal gLLPQcdcfeefhrnqask toroidal gLLPQcdcfeefhrnqasj m139(0,0) gLLAQacdefefbjqdxsr SFS[D(4,1)(2,1)] gLLAQacedfefjkauhfk SFS[D(4,1)(2,1)] gLLPQcdcefefhsnxxoo reducible gLLAQacdefefbjqlxfr reducible gLLAQacdefefbjqlxrr SFS[D(4,3)(3,1)] gLLAQacdefefbjqlxkr SFS[D(4,1)(3,1)] gLLAQacedfefbkxlxgr reducible gLLAQacedfefnkxlxgr SFS[D(4,3)(3,1)] gLLAQacedfefjkxlxgr SFS[D(4,1)(3,1)] gLLAQacdefefbjqmxjr SFS[D(4,1)(2,1)] gLLPQcdcefefhsnmlvk SFS[D(4,1)(2,1)] gLLAQacedfefbbalxfr SFS[D(4,1)(2,1)] gLLPQcdcefefhrnxxoo reducible gLLPQcdcefefhcnxxoo reducible gLLPQcdcefefhwneeoo reducible gLLAQacdefefjkmxhfk SFS[D(2,1)(2,1)] gLLAQacedfefbgxhxgj reducible gLLPQcdcefefhoneeoo reducible gLLPQcdcefefhoneero SFS[D(3,1)(2,1)] gLLPQcdcefefhoneeno SFS[D(3,1)(2,1)] gLLPQcdcefefhonieso SFS[D(2,1)(2,1)] gLLAQacdefefjkexxfr SFS[D(5,1)(2,1)] gLLPQcdcefefhkneeoo reducible gLLPQcdcefefhkneeon SFS[D(5,4)(3,1)] gLLPQcdcefefhkneeor SFS[D(5,1)(3,1)] gLLPQcdcefefhknetoj SFS[D(5,1)(2,1)] gLLAQacedfefbgxqxgr reducible gLvQQcdcfeeflvwqhog reducible gLvQQcdcfeefljwqhog reducible gLvQQcdcfeeflrwqhog reducible gLLPQcdcefefassxxoo reducible gLLPQcdcefefarsxxoo reducible gLLPQcdcefefacsxxoo reducible gLLPQcdcefefawseeoo reducible gLLAQacdefefjkmxafj SFS[D(3,1)(2,1)] gLLAQacedfefbgxhagr reducible gLLPQcdcefefaoseeoo reducible gLLPQcdcefefaoseero SFS[D(3,1)(3,2)] gLLPQcdcefefaoseeno SFS[D(3,1)(3,1)] gLLPQcdcefefaosieso SFS[D(3,1)(2,1)] gLLAQacdefefjkexafj reducible gLLPQcdcefefakseeoo reducible gLLPQcdcefefakseeon reducible gLLPQcdcefefakseeor reducible gLLPQcdcefefaksetoj reducible gLLPQcdcfeefavslloo reducible gLLAQacdefefjoaqafj SFS[D(2,1)(2,1)] gLLAQacedfefbbxhagw reducible gLLAQacedfefbbxhakw SFS[D(3,1)(2,1)] gLLAQacedfefbbxhajw SFS[D(3,1)(2,1)] gLLPQcdcfeefafslloo reducible gLLAQacedfefbbaharw SFS[D(2,1)(2,1)] gLLPQcdcfeefafwlloo reducible gLLPQcdcefefavsuuoo reducible gLLAQacdefefjkdxafk reducible gLLPQcdcefefafwuuoo reducible gLLPQcdcefefafwuuon reducible gLLPQcdcefefafwuuor reducible gLLPQcdcefefafwudoj reducible gLLAQacdefefjkdxafj SFS[D(3,1)(2,1)] gLLPQcdcefefafsuuoo reducible gLLPQcdcefefafsuuon SFS[D(3,1)(3,2)] gLLPQcdcefefafsuuor SFS[D(3,1)(3,1)] gLLAQacedfefbgxaagw reducible gLLPQcdcefefafsudoj SFS[D(3,1)(2,1)] gLLPQcdcfeefawsppoo reducible gLLPQcdcfeefaksppoo reducible gLLAQacdefefjoqqafj SFS[D(2,1)(2,1)] gLLAQacedfefbbxaagr reducible gLLAQacedfefbbxaakr SFS[D(3,1)(2,1)] gLLAQacedfefbbxaajr SFS[D(3,1)(2,1)] gLLPQcdcfeefaosppoo reducible gLLAQacedfefbbaaarr SFS[D(2,1)(2,1)] gLLAQacdefefbsqqawj SFS[D(3,1)(2,1)] gLLAQacdefefbsqqasj SFS[D(3,1)(2,1)] gLLAQacdefefbsaqawj SFS[D(3,1)(2,1)] gLLAQacdefefnsaqawj reducible gLLAQacdefefjsaqawj SFS[D(3,1)(2,1)] gLLAQacdefefbsaqasj SFS[D(3,1)(2,1)] gLLAQacdefefjsqqawj SFS[D(3,1)(2,1)] gLLAQacdefefjsaqasj toroidal gLLAQacdefefbsqxakj SFS[D(2,1)(2,1)] gLLAQacdefefnsqxakj SFS[D(7,3)(2,1)] gLLAQacdefefnsqxarj SFS[D(8,3)(2,1)] gLLAQacdefefjsqxafj reducible gLLAQacdefefjsqxakj toroidal gLLAQacdefefjsqxarj toroidal gLLAQacdefefbsqaakj SFS[D(2,1)(2,1)] gLLAQacdefefnsqaagj SFS[D(2,1)(2,1)] gLLAQacdefefnsqaakj SFS[D(5,1)(2,1)] gLLAQacdefefnsqaajj SFS[D(7,2)(2,1)] gLLAQacdefefjsqaakj SFS[D(7,2)(2,1)] gLLAQacdefefjsqaajj toroidal gLLAQacdefefjsaxafj reducible gLLAQacdefefbsaxakj SFS[D(2,1)(2,1)] gLLAQacdefefnsaxakj SFS[D(7,3)(2,1)] gLLAQacdefefjsaxakj toroidal gLLAQacdefefnsaxarj SFS[D(8,3)(2,1)] gLLAQacdefefjsaxarj toroidal gLLPQcdcfeefasshhoo reducible gLLPQcdcfeefasshhon reducible gLLPQcdcfeefasshhor reducible gLLPQcdcfeefasshhro reducible gLLPQcdcfeefasshhrn toroidal gLLPQcdcfeefasshhrr toroidal gLLPQcdcfeefasshhno reducible gLLPQcdcfeefasshhnn toroidal gLLPQcdcfeefasshhnr toroidal gLLPQcdcfeefassqhoj reducible gLLPQcdcfeefassqhrk SFS[D(8,3)(2,1)] gLLPQcdcfeefassqhrj toroidal gLLPQcdcfeefassqhng SFS[D(2,1)(2,1)] gLLPQcdcfeefassqhnk SFS[D(7,3)(2,1)] gLLPQcdcfeefassqhnj toroidal gLLAQacdefefnsaaagj SFS[D(2,1)(2,1)] gLLAQacdefefbsaaakj SFS[D(2,1)(2,1)] gLLAQacdefefnsaaakj SFS[D(5,1)(2,1)] gLLAQacdefefjsaaakj SFS[D(7,2)(2,1)] gLLAQacdefefnsaaajj SFS[D(7,2)(2,1)] gLLAQacdefefjsaaajj toroidal gLLPQcdcfeefasshavr SFS[D(2,1)(2,1)] gLLPQcdcfeefasshawn SFS[D(8,3)(2,1)] gLLPQcdcfeefasshawr SFS[D(7,3)(2,1)] gLLPQcdcfeefasshaso reducible gLLPQcdcfeefasshasn toroidal gLLPQcdcfeefasshasr toroidal gLLPQcdcfeefassqavg reducible gLLPQcdcfeefassqavk SFS[D(3,1)(2,1)] gLLPQcdcfeefassqavj SFS[D(3,1)(2,1)] gLLPQcdcfeefassqawg SFS[D(3,1)(2,1)] gLLPQcdcfeefassqawk reducible gLLPQcdcfeefassqawj SFS[D(3,1)(2,1)] gLLPQcdcfeefassqasg SFS[D(3,1)(2,1)] gLLPQcdcfeefassqask SFS[D(3,1)(2,1)] gLLPQcdcfeefassqasj toroidal gLLAQacdefefnbaqawj m147(0,0) gLLAQacdefefjbaqawj m154(0,0) gLLAQacdefefjkqqawj m185(0,0) gLLAQacdefefjbaqasj m178(0,0) gLLAQacdefefnkqxakj m082(0,0) gLLAQacdefefnkqxarj m046(0,0) gLLAQacdefefjkqxafj SFS[D(3,1)(2,1)] gLLAQacdefefjkqxakj m100(0,0) gLLAQacdefefjkqxarj m054(0,0) gLLAQacdefefnkqaagj SFS[D(2,1)(2,1)] gLLAQacdefefnkqaakj m069(0,0) gLLAQacdefefnkqaajj m043(0,0) gLLAQacdefefjkqaakj m119(0,0) gLLAQacdefefjkqaajj m060(0,0) gLLAQacdefefjbaxafj SFS[D(3,1)(2,1)] gLLAQacdefefnbaxakj m180(0,0) gLLAQacdefefjbaxakj m170(0,0) gLLAQacdefefnbaxarj m141(0,0) gLLAQacdefefjbaxarj m116(0,0) gLLPQcdcfeefacshhoo reducible gLLPQcdcfeefacshhon SFS[D(3,1)(3,2)] gLLPQcdcfeefacshhor SFS[D(3,1)(3,1)] gLLPQcdcfeefacshhro SFS[D(3,1)(3,1)] gLLPQcdcfeefacshhrn m036(0,0) gLLPQcdcfeefacshhrr m033(0,0) gLLPQcdcfeefacshhno SFS[D(3,1)(3,2)] gLLPQcdcfeefacshhnn m007(0,0) gLLPQcdcfeefacshhnr m010(0,0) gLLPQcdcfeefacsqhoj SFS[D(3,1)(2,1)] gLLPQcdcfeefacsqhrk m118(0,0) gLLPQcdcfeefacsqhrj m052(0,0) gLLPQcdcfeefacsqhng SFS[D(2,1)(2,1)] gLLPQcdcfeefacsqhnk m070(0,0) gLLPQcdcfeefacsqhnj m026(0,0) gLLAQacdefefnbaaagj toroidal gLLAQacdefefjbaaagj SFS[D(5,2)(2,1)] gLLAQacdefefnbaaakj m011(0,0) gLLAQacdefefjbaaakj m019(0,0) gLLAQacdefefnbaaajj toroidal gLLAQacdefefjbaaajj toroidal gLLPQcdcfeefacshavn SFS[D(5,2)(2,1)] gLLPQcdcfeefacshavr toroidal gLLPQcdcfeefacshawn m016(0,0) gLLPQcdcfeefacshawr m006(0,0) gLLPQcdcfeefacshaso SFS[D(3,1)(2,1)] gLLPQcdcfeefacshasn toroidal gLLPQcdcfeefacshasr SFS[D(3,1)(2,1)] gLLPQcdcfeefacsqavg reducible gLLPQcdcfeefacsqavk toroidal gLLPQcdcfeefacsqavj toroidal gLLPQcdcfeefacsqawg SFS[D(3,1)(2,1)] gLLPQcdcfeefacsqawk toroidal gLLPQcdcfeefacsqawj m003(0,0) gLLPQcdcfeefacsqasg SFS[D(3,1)(2,1)] gLLPQcdcfeefacsqask toroidal gLLPQcdcfeefacsqasj SFS[D(3,1)(2,1)] gLLAQacdefefnbqqawj m147(0,0) gLLAQacdefefjkaqawj m185(0,0) gLLAQacdefefjbqqawj m154(0,0) gLLAQacdefefjbqqasj m178(0,0) gLLAQacdefefnbqxakj m180(0,0) gLLAQacdefefnbqxarj m141(0,0) gLLAQacdefefjbqxafj SFS[D(3,1)(2,1)] gLLAQacdefefjbqxakj m170(0,0) gLLAQacdefefjbqxarj m116(0,0) gLLAQacdefefnbqaagj toroidal gLLAQacdefefnbqaakj m011(0,0) gLLAQacdefefnbqaajj toroidal gLLAQacdefefjbqaagj SFS[D(5,2)(2,1)] gLLAQacdefefjbqaakj m019(0,0) gLLAQacdefefjbqaajj toroidal gLLAQacdefefjkaxafj SFS[D(3,1)(2,1)] gLLAQacdefefnkaxakj m082(0,0) gLLAQacdefefjkaxakj m100(0,0) gLLAQacdefefnkaxarj m046(0,0) gLLAQacdefefjkaxarj m054(0,0) gLLPQcdcfeefarshhoo reducible gLLPQcdcfeefarshhon SFS[D(3,1)(3,1)] gLLPQcdcfeefarshhor SFS[D(3,1)(3,2)] gLLPQcdcfeefarshhro SFS[D(3,1)(3,2)] gLLPQcdcfeefarshhrn m036(0,0) gLLPQcdcfeefarshhrr m007(0,0) gLLPQcdcfeefarshhno SFS[D(3,1)(3,1)] gLLPQcdcfeefarshhnn m033(0,0) gLLPQcdcfeefarshhnr m010(0,0) gLLPQcdcfeefarsqhoj SFS[D(3,1)(2,1)] gLLPQcdcfeefarsqhrg SFS[D(5,2)(2,1)] gLLPQcdcfeefarsqhrk m016(0,0) gLLPQcdcfeefarsqhrj toroidal gLLPQcdcfeefarsqhng toroidal gLLPQcdcfeefarsqhnk m006(0,0) gLLPQcdcfeefarsqhnj SFS[D(3,1)(2,1)] gLLAQacdefefnkaaagj SFS[D(2,1)(2,1)] gLLAQacdefefnkaaakj m069(0,0) gLLAQacdefefjkaaakj m119(0,0) gLLAQacdefefnkaaajj m043(0,0) gLLAQacdefefjkaaajj m060(0,0) gLLPQcdcfeefarshavr SFS[D(2,1)(2,1)] gLLPQcdcfeefarshawn m118(0,0) gLLPQcdcfeefarshawr m070(0,0) gLLPQcdcfeefarshaso SFS[D(3,1)(2,1)] gLLPQcdcfeefarshasn m052(0,0) gLLPQcdcfeefarshasr m026(0,0) gLLPQcdcfeefarsqavg reducible gLLPQcdcfeefarsqavk SFS[D(3,1)(2,1)] gLLPQcdcfeefarsqavj SFS[D(3,1)(2,1)] gLLPQcdcfeefarsqawg toroidal gLLPQcdcfeefarsqawk toroidal gLLPQcdcfeefarsqawj toroidal gLLPQcdcfeefarsqasg toroidal gLLPQcdcfeefarsqask m003(0,0) gLLPQcdcfeefarsqasj SFS[D(3,1)(2,1)] gLLAQacdefefbsxqawr toroidal gLLAQacdefefbsxqasr toroidal gLLAQacdefefbsxqawk SFS[D(3,1)(2,1)] gLLAQacdefefnsxqawk toroidal gLLAQacdefefjsxqawk m003(0,0) gLLAQacdefefbsxqask SFS[D(3,1)(2,1)] gLLAQacdefefjsxqawr toroidal gLLAQacdefefjsxqask SFS[D(3,1)(2,1)] gLLAQacdefefbsxdawr SFS[D(5,2)(2,1)] gLLAQacdefefbsxdasr SFS[D(4,1)(2,1)] gLLAQacdefefbsxmajr SFS[D(4,1)(2,1)] gLLAQacdefefbsxmakr SFS[D(5,2)(2,1)] gLLAQacdefefbsxxakr toroidal gLLAQacdefefbsxxarr SFS[D(5,2)(2,1)] gLLAQacdefefnsxxakr m006(0,0) gLLAQacdefefnsxxarr m016(0,0) gLLAQacdefefjsxxafr SFS[D(3,1)(2,1)] gLLAQacdefefjsxxakr SFS[D(3,1)(2,1)] gLLAQacdefefjsxxarr toroidal gLLAQacdefefbsxaakr toroidal gLLAQacdefefbsxaajr SFS[D(5,2)(2,1)] gLLAQacdefefnsxaakr m011(0,0) gLLAQacdefefnsxaajr m019(0,0) gLLAQacdefefjsxaakr toroidal gLLAQacdefefjsxaajr toroidal gLLAQacedfefbcxdagr reducible gLLAQacedfefbrdiagr reducible gLLAQacdefefjsxxafk SFS[D(3,1)(2,1)] gLLAQacdefefbsxxakk SFS[D(2,1)(2,1)] gLLAQacdefefnsxxakk m070(0,0) gLLAQacdefefjsxxakk m026(0,0) gLLAQacdefefnsxxark m118(0,0) gLLAQacdefefjsxxark m052(0,0) gLLQPacdedffbbaabaj reducible gLLQPacdedffbbaanaj SFS[D(3,1)(3,1)] gLLQPacdedffbbaajaj SFS[D(3,1)(3,2)] gLLQPacdedffbbaanan SFS[D(3,1)(3,2)] gLLQPacdedffjbaanaj m010(0,0) gLLQPacdedffjbaajaj m007(0,0) gLLQPacdedffbbaajan SFS[D(3,1)(3,1)] gLLQPacdedffjbaajan m033(0,0) gLLQPacdedffnbaajaj m036(0,0) gLLQPacdedffbbxaraj SFS[D(3,1)(2,1)] gLLQPacdedffjbxanaj m141(0,0) gLLQPacdedffjbxaraj m116(0,0) gLLQPacdedffnbxanaj m180(0,0) gLLQPacdedffnbxaraj m170(0,0) gLLAQacdefefbsxaakk SFS[D(2,1)(2,1)] gLLAQacdefefnsxaakk m069(0,0) gLLAQacdefefjsxaakk m043(0,0) gLLAQacdefefnsxaajk m119(0,0) gLLAQacdefefjsxaajk m060(0,0) gLLQPacdedffjbxanan m046(0,0) gLLQPacdedffnbxanan m082(0,0) gLLQPacdedffbbxaran SFS[D(3,1)(2,1)] gLLQPacdedffjbxaran m054(0,0) gLLQPacdedffnbxaran m100(0,0) gLvQQcdcfeefavsqhrj m147(0,0) gLvQQcdcfeefavsqhnj m154(0,0) gLvQQcdcfeefavsqhrk m185(0,0) gLvQQcdcfeefavsqhnk m178(0,0) gLLAQacdefefbkxqawr SFS[D(5,2)(2,1)] gLLAQacdefefbkxqasr SFS[D(4,1)(2,1)] gLLAQacdefefnbxqawk SFS[D(5,2)(2,1)] gLLAQacdefefjbxqawk SFS[D(4,1)(2,1)] gLLAQacdefefjkxqawr toroidal gLLAQacdefefjbxqask toroidal gLLAQacdefefbkxxafr SFS[D(2,1)(2,1)] gLLAQacdefefnkxxafr SFS[D(2,1)(2,1)] gLLAQacdefefjkxxafr toroidal gLLAQacdefefjkxxakr SFS[D(3,1)(2,1)] gLLAQacdefefjkxxarr SFS[D(3,1)(2,1)] gLLAQacdefefbkxaakr SFS[D(5,2)(2,1)] gLLAQacdefefbkxaajr SFS[D(4,1)(2,1)] gLLAQacdefefnkxaakr SFS[D(5,2)(2,1)] gLLAQacdefefnkxaajr SFS[D(4,1)(2,1)] gLLAQacdefefjkxaakr toroidal gLLAQacdefefjkxaajr toroidal gLLAQacdefefjbxxafk reducible gLLAQacdefefnbxxakk toroidal gLLAQacdefefjbxxakk toroidal gLLAQacdefefnbxxark toroidal gLLAQacdefefjbxxark toroidal gLLQPacdedffbkaabaj reducible gLLQPacdedffbkaanaj reducible gLLQPacdedffbkaajaj reducible gLLQPacdedffbsaanan toroidal gLLQPacdedffjkaanaj SFS[D(3,1)(3,2)] gLLQPacdedffjkaajaj SFS[D(3,1)(3,1)] gLLQPacdedffbsaajan toroidal gLLQPacdedffjsaajan SFS[D(3,1)(3,1)] gLLQPacdedffnkaajaj SFS[D(3,1)(3,2)] gLLQPacdedffbkxaraj reducible gLLQPacdedffjkxanaj toroidal gLLQPacdedffjkxaraj toroidal gLLQPacdedffnkxanaj toroidal gLLQPacdedffnkxaraj toroidal gLLAQacdefefnbxaagk SFS[D(5,2)(2,1)] gLLAQacdefefjbxaagk SFS[D(4,1)(2,1)] gLLAQacdefefnbxaakk SFS[D(5,2)(2,1)] gLLAQacdefefjbxaakk SFS[D(4,1)(2,1)] gLLAQacdefefnbxaajk toroidal gLLAQacdefefjbxaajk toroidal gLLQPacdedffbsxaoan SFS[D(2,1)(2,1)] gLLQPacdedffbsxanan SFS[D(2,1)(2,1)] gLLQPacdedffbsxaran toroidal gLLQPacdedffjsxaran SFS[D(3,1)(2,1)] gLLQPacdedffnsxaran SFS[D(3,1)(2,1)] gLvQQcdcfeefajwqhoj SFS[D(5,2)(2,1)] gLvQQcdcfeefajwqhok SFS[D(4,1)(2,1)] gLvQQcdcfeefajwqhrj SFS[D(5,2)(2,1)] gLvQQcdcfeefajwqhrk SFS[D(4,1)(2,1)] gLvQQcdcfeefajwqhnj toroidal gLvQQcdcfeefajwqhnk toroidal gLLAQacdefefbbxqawr SFS[D(4,1)(2,1)] gLLAQacdefefbbxqasr SFS[D(5,2)(2,1)] gLLAQacdefefnbxqawr m016(0,0) gLLAQacdefefjkxqawk m017(0,0) gLLAQacdefefjbxqawr m019(0,0) gLLAQacdefefjbxqasr m011(0,0) gLLAQacdefefbbxxakr SFS[D(5,2)(2,1)] gLLAQacdefefbbxxarr SFS[D(4,1)(2,1)] gLLAQacdefefnbxxakr m016(0,0) gLLAQacdefefnbxxarr m017(0,0) gLLAQacdefefjbxxafr SFS[D(3,1)(2,1)] gLLAQacdefefjbxxakr toroidal gLLAQacdefefjbxxarr m003(0,0) gLLAQacdefefbbxaagr SFS[D(2,1)(2,1)] gLLAQacdefefnbxaakr m017(0,0) gLLAQacdefefnbxaajr m016(0,0) gLLAQacdefefjbxaakr m016(0,0) gLLAQacdefefjbxaajr m006(0,0) gLLAQacdefefjkxxafk SFS[D(3,1)(2,1)] gLLAQacdefefnkxxakk m037(0,0) gLLAQacdefefjkxxakk m030(0,0) gLLAQacdefefnkxxark m082(0,0) gLLAQacdefefjkxxark m100(0,0) gLLQPacdedffbkaaban reducible gLLQPacdedffbsaanaj SFS[D(3,1)(3,2)] gLLQPacdedffbsaajaj SFS[D(3,1)(3,1)] gLLQPacdedffbkaanan SFS[D(3,1)(3,1)] gLLQPacdedffjkaanan m007(0,0) gLLQPacdedffjsaajaj toroidal gLLQPacdedffbkaajan SFS[D(3,1)(3,2)] gLLQPacdedffjkaajan m036(0,0) gLLQPacdedffnkaajan m007(0,0) gLLQPacdedffbsxaraj SFS[D(3,1)(2,1)] gLLQPacdedffjsxaoaj SFS[D(4,1)(2,1)] gLLQPacdedffjsxanaj m017(0,0) gLLQPacdedffjsxaraj m003(0,0) gLLQPacdedffnsxaoaj SFS[D(5,2)(2,1)] gLLQPacdedffnsxanaj m016(0,0) gLLQPacdedffnsxaraj toroidal gLLAQacdefefnkxaakk m130(0,0) gLLAQacdefefjkxaakk m145(0,0) gLLAQacdefefnkxaajk m145(0,0) gLLAQacdefefjkxaajk m159(0,0) gLLQPacdedffjkxanan m082(0,0) gLLQPacdedffnkxanan m037(0,0) gLLQPacdedffbkxaran SFS[D(3,1)(2,1)] gLLQPacdedffjkxaran m100(0,0) gLLQPacdedffnkxaran m030(0,0) gLvQQcdcfeefajsqhoj SFS[D(4,1)(2,1)] gLvQQcdcfeefajsqhrj m016(0,0) gLvQQcdcfeefajsqhnj m019(0,0) gLvQQcdcfeefajsqhok SFS[D(5,2)(2,1)] gLvQQcdcfeefajsqhrk m017(0,0) gLvQQcdcfeefajsqhnk m011(0,0) gLLAQacdefefbjhdasr SFS[D(2,1)(2,1)] gLLAQacdefefbjhmajr SFS[D(2,1)(2,1)] gLLAQacdefefbjhlafr reducible gLLAQacdefefbjhlarr SFS[D(3,1)(2,1)] gLLAQacdefefbjhlakr SFS[D(3,1)(2,1)] gLLAQacedfefbkxmagr reducible gLLAQacedfefnkxmagr SFS[D(3,1)(2,1)] gLLAQacedfefjkxmagr SFS[D(3,1)(2,1)] gLLAQacedfefjkamafk SFS[D(2,1)(2,1)] gLLQPacdedffbgahbaj reducible gLLQPacdedffbjhmraj SFS[D(2,1)(2,1)] gLLQPacdedffbcahban reducible gLLAQacedfefbbamafr SFS[D(2,1)(2,1)] gLLQPacdedffbcahbaj reducible gLLAQacdefefbgqiafw SFS[D(2,1)(2,1)] gLLAQacdefefbgqhagw SFS[D(2,1)(2,1)] gLLPQcdcfeefawwppoo reducible gLLPQcdcfeefawwplvo SFS[D(2,1)(2,1)] gLLAQacdefefbrliagw reducible gLLAQacedfefbsxeagw reducible gLLPQcdcfeefakwppoo reducible gLLAQacedfefbsxiagr reducible gLLPQcdcfeefaowppoo reducible gLLAQacdefefbrdiagr reducible gLLAQacdefefbsqqaww toroidal gLLAQacdefefbsqqasw toroidal gLLAQacdefefbsaqawk SFS[D(3,1)(2,1)] gLLAQacdefefnsaqawk toroidal gLLAQacdefefjsaqawk m003(0,0) gLLAQacdefefbsaqask SFS[D(3,1)(2,1)] gLLAQacdefefjsqqaww toroidal gLLAQacdefefjsaqask SFS[D(3,1)(2,1)] gLLAQacdefefbsqdaww SFS[D(5,2)(2,1)] gLLAQacdefefbsqdasw SFS[D(4,1)(2,1)] gLLAQacdefefbsqmajw SFS[D(4,1)(2,1)] gLLAQacdefefbsqmakw SFS[D(5,2)(2,1)] gLLAQacdefefbsqxakw toroidal gLLAQacdefefbsqxarw SFS[D(5,2)(2,1)] gLLAQacdefefnsqxakw m006(0,0) gLLAQacdefefnsqxarw m016(0,0) gLLAQacdefefjsqxafw SFS[D(3,1)(2,1)] gLLAQacdefefjsqxakw SFS[D(3,1)(2,1)] gLLAQacdefefjsqxarw toroidal gLLAQacdefefbsqaakw toroidal gLLAQacdefefbsqaajw SFS[D(5,2)(2,1)] gLLAQacdefefnsqaakw m011(0,0) gLLAQacdefefnsqaajw m019(0,0) gLLAQacdefefjsqaakw toroidal gLLAQacdefefjsqaajw toroidal gLLAQacedfefbcxlagw reducible gLLAQacedfefbrdeagw reducible gLLAQacdefefjsaxafk SFS[D(3,1)(2,1)] gLLAQacdefefbsaxakk SFS[D(2,1)(2,1)] gLLAQacdefefnsaxakk m070(0,0) gLLAQacdefefjsaxakk m026(0,0) gLLAQacdefefnsaxark m118(0,0) gLLAQacdefefjsaxark m052(0,0) gLLPQcdcfeefaswhhoo reducible gLLPQcdcfeefaswhhon SFS[D(3,1)(3,1)] gLLPQcdcfeefaswhhor SFS[D(3,1)(3,2)] gLLPQcdcfeefaswhhro SFS[D(3,1)(3,2)] gLLPQcdcfeefaswhhrn m010(0,0) gLLPQcdcfeefaswhhrr m007(0,0) gLLPQcdcfeefaswhhno SFS[D(3,1)(3,1)] gLLPQcdcfeefaswhhnn m033(0,0) gLLPQcdcfeefaswhhnr m036(0,0) gLLPQcdcfeefaswqhoj SFS[D(3,1)(2,1)] gLLPQcdcfeefaswqhrk m141(0,0) gLLPQcdcfeefaswqhrj m116(0,0) gLLPQcdcfeefaswqhnk m180(0,0) gLLPQcdcfeefaswqhnj m170(0,0) gLLAQacdefefbsaaakk SFS[D(2,1)(2,1)] gLLAQacdefefnsaaakk m069(0,0) gLLAQacdefefjsaaakk m043(0,0) gLLAQacdefefnsaaajk m119(0,0) gLLAQacdefefjsaaajk m060(0,0) gLLPQcdcfeefaswhawn m046(0,0) gLLPQcdcfeefaswhawr m082(0,0) gLLPQcdcfeefaswhaso SFS[D(3,1)(2,1)] gLLPQcdcfeefaswhasn m054(0,0) gLLPQcdcfeefaswhasr m100(0,0) gLLPQcdcfeefaswqawk m147(0,0) gLLPQcdcfeefaswqawj m154(0,0) gLLPQcdcfeefaswqask m185(0,0) gLLPQcdcfeefaswqasj m178(0,0) gLLAQacdefefbkqqaww SFS[D(5,2)(2,1)] gLLAQacdefefbkqqasw SFS[D(4,1)(2,1)] gLLAQacdefefnbaqawk SFS[D(5,2)(2,1)] gLLAQacdefefjbaqawk SFS[D(4,1)(2,1)] gLLAQacdefefjkqqaww toroidal gLLAQacdefefjbaqask toroidal gLLAQacdefefbkqxafw SFS[D(2,1)(2,1)] gLLAQacdefefnkqxafw SFS[D(2,1)(2,1)] gLLAQacdefefjkqxafw toroidal gLLAQacdefefjkqxakw SFS[D(3,1)(2,1)] gLLAQacdefefjkqxarw SFS[D(3,1)(2,1)] gLLAQacdefefbkqaakw SFS[D(5,2)(2,1)] gLLAQacdefefbkqaajw SFS[D(4,1)(2,1)] gLLAQacdefefnkqaakw SFS[D(5,2)(2,1)] gLLAQacdefefnkqaajw SFS[D(4,1)(2,1)] gLLAQacdefefjkqaakw toroidal gLLAQacdefefjkqaajw toroidal gLLAQacdefefjbaxafk reducible gLLAQacdefefnbaxakk toroidal gLLAQacdefefjbaxakk toroidal gLLAQacdefefnbaxark toroidal gLLAQacdefefjbaxark toroidal gLLPQcdcfeefacwhhoo reducible gLLPQcdcfeefacwhhon reducible gLLPQcdcfeefacwhhor reducible gLLPQcdcfeefacwhhro toroidal gLLPQcdcfeefacwhhrn SFS[D(3,1)(3,2)] gLLPQcdcfeefacwhhrr SFS[D(3,1)(3,1)] gLLPQcdcfeefacwhhno toroidal gLLPQcdcfeefacwhhnn SFS[D(3,1)(3,1)] gLLPQcdcfeefacwhhnr SFS[D(3,1)(3,2)] gLLPQcdcfeefacwqhoj reducible gLLPQcdcfeefacwqhrk toroidal gLLPQcdcfeefacwqhrj toroidal gLLPQcdcfeefacwqhnk toroidal gLLPQcdcfeefacwqhnj toroidal gLLAQacdefefnbaaagk SFS[D(5,2)(2,1)] gLLAQacdefefjbaaagk SFS[D(4,1)(2,1)] gLLAQacdefefnbaaakk SFS[D(5,2)(2,1)] gLLAQacdefefjbaaakk SFS[D(4,1)(2,1)] gLLAQacdefefnbaaajk toroidal gLLAQacdefefjbaaajk toroidal gLLPQcdcfeefacwhavo SFS[D(2,1)(2,1)] gLLPQcdcfeefacwhawo SFS[D(2,1)(2,1)] gLLPQcdcfeefacwhaso toroidal gLLPQcdcfeefacwhasn SFS[D(3,1)(2,1)] gLLPQcdcfeefacwhasr SFS[D(3,1)(2,1)] gLLPQcdcfeefacwqavk SFS[D(5,2)(2,1)] gLLPQcdcfeefacwqavj SFS[D(4,1)(2,1)] gLLPQcdcfeefacwqawk SFS[D(5,2)(2,1)] gLLPQcdcfeefacwqawj SFS[D(4,1)(2,1)] gLLPQcdcfeefacwqask toroidal gLLPQcdcfeefacwqasj toroidal gLLAQacdefefbbqqaww SFS[D(4,1)(2,1)] gLLAQacdefefbbqqasw SFS[D(5,2)(2,1)] gLLAQacdefefnbqqaww m016(0,0) gLLAQacdefefjkaqawk m017(0,0) gLLAQacdefefjbqqaww m019(0,0) gLLAQacdefefjbqqasw m011(0,0) gLLAQacdefefbbqxakw SFS[D(5,2)(2,1)] gLLAQacdefefbbqxarw SFS[D(4,1)(2,1)] gLLAQacdefefnbqxakw m016(0,0) gLLAQacdefefnbqxarw m017(0,0) gLLAQacdefefjbqxafw SFS[D(3,1)(2,1)] gLLAQacdefefjbqxakw toroidal gLLAQacdefefjbqxarw m003(0,0) gLLAQacdefefbbqaagw SFS[D(2,1)(2,1)] gLLAQacdefefnbqaakw m017(0,0) gLLAQacdefefnbqaajw m016(0,0) gLLAQacdefefjbqaakw m016(0,0) gLLAQacdefefjbqaajw m006(0,0) gLLAQacdefefjkaxafk SFS[D(3,1)(2,1)] gLLAQacdefefnkaxakk m037(0,0) gLLAQacdefefjkaxakk m030(0,0) gLLAQacdefefnkaxark m082(0,0) gLLAQacdefefjkaxark m100(0,0) gLLPQcdcfeefarwhhoo reducible gLLPQcdcfeefarwhhon SFS[D(3,1)(3,2)] gLLPQcdcfeefarwhhor SFS[D(3,1)(3,1)] gLLPQcdcfeefarwhhro SFS[D(3,1)(3,1)] gLLPQcdcfeefarwhhrn m007(0,0) gLLPQcdcfeefarwhhrr toroidal gLLPQcdcfeefarwhhno SFS[D(3,1)(3,2)] gLLPQcdcfeefarwhhnn m036(0,0) gLLPQcdcfeefarwhhnr m007(0,0) gLLPQcdcfeefarwqhoj SFS[D(3,1)(2,1)] gLLPQcdcfeefarwqhrg SFS[D(4,1)(2,1)] gLLPQcdcfeefarwqhrk m017(0,0) gLLPQcdcfeefarwqhrj m003(0,0) gLLPQcdcfeefarwqhng SFS[D(5,2)(2,1)] gLLPQcdcfeefarwqhnk m016(0,0) gLLPQcdcfeefarwqhnj toroidal gLLAQacdefefnkaaakk m130(0,0) gLLAQacdefefjkaaakk m145(0,0) gLLAQacdefefnkaaajk m145(0,0) gLLAQacdefefjkaaajk m159(0,0) gLLPQcdcfeefarwhawn m082(0,0) gLLPQcdcfeefarwhawr m037(0,0) gLLPQcdcfeefarwhaso SFS[D(3,1)(2,1)] gLLPQcdcfeefarwhasn m100(0,0) gLLPQcdcfeefarwhasr m030(0,0) gLLPQcdcfeefarwqawg SFS[D(4,1)(2,1)] gLLPQcdcfeefarwqawk m016(0,0) gLLPQcdcfeefarwqawj m019(0,0) gLLPQcdcfeefarwqasg SFS[D(5,2)(2,1)] gLLPQcdcfeefarwqask m017(0,0) gLLPQcdcfeefarwqasj m011(0,0) gLLAQacdefefbjadasw SFS[D(2,1)(2,1)] gLLAQacdefefbjamajw SFS[D(2,1)(2,1)] gLLAQacdefefbjalafw reducible gLLAQacdefefbjalarw SFS[D(3,1)(2,1)] gLLAQacdefefbjalakw SFS[D(3,1)(2,1)] gLLAQacedfefbkxuagw reducible gLLAQacedfefnkxuagw SFS[D(3,1)(2,1)] gLLAQacedfefjkxuagw SFS[D(3,1)(2,1)] gLLAQacedfefjkalafk SFS[D(2,1)(2,1)] gLLPQcdcefefaswxxoo reducible gLLPQcdcefefaswptwg SFS[D(2,1)(2,1)] gLLPQcdcefefarwxxoo reducible gLLAQacedfefbbauafw SFS[D(2,1)(2,1)] gLLPQcdcefefacwxxoo reducible gLLAQacedfefbcetafw SFS[D(2,1)(2,1)] gLLPQcdcefefawweeoo reducible gLLAQacedfefbcepafr SFS[D(2,1)(2,1)] gLLAQacdefefjkmxafw SFS[D(3,1)(2,1)] gLLAQacedfefbjuhafw reducible gLLPQcdcefefaoweeoo reducible gLLPQcdcefefaoweero SFS[D(3,1)(3,1)] gLLPQcdcefefaoweeno SFS[D(3,1)(3,2)] gLLAQacedfefboxpagr reducible gLLPQcdcefefaowieso SFS[D(3,1)(2,1)] gLLAQacedfefbjuaafr reducible gLLAQacedfefboxtagw reducible gLLAQacdefefjkexafk SFS[D(3,1)(2,1)] gLLPQcdcefefakweeoo reducible gLLPQcdcefefakweeon SFS[D(3,1)(3,1)] gLLPQcdcefefakweeor SFS[D(3,1)(3,2)] gLLPQcdcefefakwetoj SFS[D(3,1)(2,1)] gLLAQacdefefbjadqsj SFS[D(3,1)(2,1)] gLLAQacdefefbjqdqss SFS[D(5,2)(2,1)] gLLAQacedfefjkauqfj SFS[D(5,2)(2,1)] gLLAQacdefefbjamqjj SFS[D(3,1)(2,1)] gLLAQacdefefbjalqfj reducible gLLAQacdefefbjalqrj SFS[D(3,1)(3,1)] gLLAQacdefefbjalqkj SFS[D(3,1)(3,2)] gLLAQacedfefbkxuqgj reducible gLLAQacedfefnkxuqgj SFS[D(3,1)(3,1)] gLLAQacedfefjkxuqgj SFS[D(3,1)(3,2)] gLLAQacedfefjkalqfs SFS[D(3,1)(2,1)] gLLPQcdcefefqsjxxoo reducible gLLAQacdefefbjqlqfs reducible gLLAQacdefefbjqlqrs SFS[D(5,2)(3,1)] gLLAQacdefefbjqlqks SFS[D(5,3)(3,1)] gLLAQacedfefbkxlqgs reducible gLLAQacedfefnkxlqgs SFS[D(5,2)(3,1)] gLLAQacedfefjkxlqgs SFS[D(5,3)(3,1)] gLLAQacdefefbjqmqjs SFS[D(5,2)(2,1)] gLLPQcdcefefqsjmlvk SFS[D(5,2)(2,1)] gLLPQcdcefefqsjptwg SFS[D(3,1)(2,1)] gLLAQacedfefbbalqfs SFS[D(5,2)(2,1)] gLLAQacedfefbbauqfj SFS[D(3,1)(2,1)] gLLPQcdcefefqcjxxoo reducible gLLAQacedfefbcetqfj SFS[D(3,1)(2,1)] gLLPQcdcefefqwjeeoo reducible gLLAQacedfefbcepxfn SFS[D(3,1)(2,1)] gLLAQacedfefbjuhqfj reducible gLLAQacedfefbgxhhgw reducible gLLAQacedfefboxpxgn reducible gLLAQacedfefbjuaxfn reducible gLLAQacedfefboxtqgj reducible gLLAQacdefefjkexqfs SFS[D(8,3)(2,1)] gLLPQcdcefefqkjeeoo reducible gLLPQcdcefefqkjeeon SFS[D(8,3)(3,1)] gLLPQcdcefefqkjeeor SFS[D(8,3)(3,1)] gLLPQcdcefefqkjetoj SFS[D(8,3)(2,1)] gLLAQacedfefbgxqqgs reducible gLLAQacdefefbgaiqfs SFS[D(5,2)(2,1)] gLLPQcdcfeefhvrplog SFS[D(5,2)(2,1)] gLLAQacdefefbgahqgs SFS[D(5,2)(2,1)] gLLAQacdefefjoaqqfs SFS[D(2,1)(2,1)] gLLAQacedfefbbxhhgr reducible gLLAQacedfefbbxhhkr SFS[D(3,1)(2,1)] gLLAQacedfefbbxhhjr SFS[D(3,1)(2,1)] gLLAQacedfefbsxpxgk reducible gLLPQcdcfeefhgrlloo reducible gLLAQacedfefbbahhrr SFS[D(2,1)(2,1)] gLLAQacdefefbruixgk reducible gLLAQacdefefjoaqxfk SFS[D(3,1)(2,1)] gLLAQacedfefbbahqrj SFS[D(3,1)(2,1)] gLLAQacedfefbbxhqgj reducible gLLAQacedfefbbxhqkj SFS[D(3,1)(3,1)] gLLAQacedfefbbxhqjj SFS[D(3,1)(3,2)] gLLPQcdcfeefhfrlloo reducible gLLAQacdefefbruiqgs reducible gLLAQacedfefbsxpqgs reducible gLLAQacedfefbceiqfs SFS[D(5,2)(2,1)] gLLAQacedfefbceixfk SFS[D(5,2)(2,1)] gLLAQacdefefjkdxxfk SFS[D(8,3)(2,1)] gLLAQacedfefbgxaqgj reducible gLLPQcdcefefhfruuoo reducible gLLPQcdcefefhfruuon SFS[D(8,3)(3,1)] gLLPQcdcefefhfruuor SFS[D(8,3)(3,1)] gLLAQacedfefbjuxxfk reducible gLLAQacedfefboxiqgs reducible gLLPQcdcefefhfrudoj SFS[D(8,3)(2,1)] gLLAQacedfefbjuxqfs reducible gLLAQacdefefjkdxqfs SFS[D(7,2)(2,1)] gLLAQacedfefboxixgk reducible gLLPQcdcefefhgruuoo reducible gLLPQcdcefefhgruuro SFS[D(7,2)(3,1)] gLLPQcdcefefhgruuno SFS[D(7,5)(3,1)] gLLAQacedfefbgxahgr reducible gLLPQcdcefefhgrmuso SFS[D(7,2)(2,1)] gLLAQacdefefbgqiqfj SFS[D(3,1)(2,1)] gLLAQacdefefbgqhqgj SFS[D(3,1)(2,1)] gLLPQcdcfeefqwjppoo reducible gLLPQcdcfeefqwjplvo SFS[D(3,1)(2,1)] gLLAQacdefefjoxqxfn SFS[D(5,2)(2,1)] gLLAQacdefefbrliqgj reducible gLLAQacedfefbsxeqgj reducible gLLAQacedfefbbaxqrs SFS[D(5,2)(2,1)] gLLPQcdcfeefqkjppoo reducible gLLAQacedfefbbxxqgs reducible gLLAQacedfefbbxxqks SFS[D(5,2)(3,1)] gLLAQacedfefbbxxqjs SFS[D(5,3)(3,1)] gLLAQacdefefjoqqqfj SFS[D(2,1)(2,1)] gLLAQacedfefbsxixgn reducible gLLAQacedfefbbxahgw reducible gLLAQacedfefbbxahkw SFS[D(3,1)(2,1)] gLLAQacedfefbbxahjw SFS[D(3,1)(2,1)] gLLAQacdefefbrdixgn reducible gLLAQacedfefbbaahrw SFS[D(2,1)(2,1)] gLLAQacdefefbsqqqwj toroidal gLLAQacdefefbsqqqsj toroidal gLLAQacdefefbsaqqws toroidal gLLAQacdefefnsaqqws toroidal gLLAQacdefefjsaqqws m060(0,0) gLLAQacdefefbsaqqss toroidal gLLAQacdefefjsqqqwj m064(0,0) gLLAQacdefefjsaqqss toroidal gLLAQacdefefbsqdqwj SFS[D(5,2)(3,1)] gLLAQacdefefbsqdqsj SFS[D(4,1)(3,1)] gLLAQacdefefbsqmqjj SFS[D(4,3)(3,1)] gLLAQacdefefbsqmqkj SFS[D(5,3)(3,1)] gLLAQacdefefbsadqws SFS[D(5,2)(5,2)] gLLAQacdefefbsadqss SFS[D(5,2)(4,1)] gLLAQacdefefbsamqjs SFS[D(5,3)(4,1)] gLLAQacdefefbsamqks SFS[D(5,3)(5,2)] gLLAQacdefefbsqxqkj toroidal gLLAQacdefefbsqxqrj SFS[D(5,2)(3,1)] gLLAQacdefefnsqxqkj s335(0,0) gLLAQacdefefnsqxqrj s409(0,0) gLLAQacdefefjsqxqfj SFS[D(8,3)(2,1)] gLLAQacdefefjsqxqkj s136(0,0) gLLAQacdefefjsqxqrj s322(0,0) gLLAQacdefefbsqaqkj toroidal gLLAQacdefefbsqaqjj SFS[D(5,3)(3,1)] gLLAQacdefefnsqaqgj SFS[D(2,1)(2,1)] gLLAQacdefefnsqaqkj s176(0,0) gLLAQacdefefnsqaqjj s362(0,0) gLLAQacdefefjsqaqkj s308(0,0) gLLAQacdefefjsqaqjj s378(0,0) gLLAQacedfefbcxlqgj reducible gLLAQacedfefbrdeqgj reducible gLLAQacdefefjsaxqfs SFS[D(8,3)(2,1)] gLLAQacdefefbsaxqks toroidal gLLAQacdefefnsaxqks s278(0,0) gLLAQacdefefjsaxqks m175(0,0) gLLAQacdefefbsaxqrs SFS[D(5,2)(5,2)] gLLAQacdefefnsaxqrs s373(0,0) gLLAQacdefefjsaxqrs s183(0,0) gLLPQcdcfeefqsjhhoo reducible gLLPQcdcfeefqsjhhon SFS[D(8,3)(3,1)] gLLPQcdcfeefqsjhhor SFS[D(8,3)(3,1)] gLLPQcdcfeefqsjhhro SFS[D(8,3)(3,1)] gLLPQcdcfeefqsjhhrn s391(0,0) gLLPQcdcfeefqsjhhrr s585(0,0) gLLPQcdcfeefqsjhhno SFS[D(8,3)(3,1)] gLLPQcdcfeefqsjhhnn s559(0,0) gLLPQcdcfeefqsjhhnr s713(0,0) gLLPQcdcfeefqsjqhoj SFS[D(8,3)(2,1)] gLLPQcdcfeefqsjqhrk s694(0,0) gLLPQcdcfeefqsjqhrj s748(0,0) gLLPQcdcfeefqsjqhng SFS[D(2,1)(2,1)] gLLPQcdcfeefqsjqhnk s767(0,0) gLLPQcdcfeefqsjqhnj s829(0,0) gLLAQacdefefnsaaqgs SFS[D(2,1)(2,1)] gLLAQacdefefbsaaqks toroidal gLLAQacdefefnsaaqks s143(0,0) gLLAQacdefefjsaaqks s199(0,0) gLLAQacdefefbsaaqjs SFS[D(5,3)(5,2)] gLLAQacdefefnsaaqjs s328(0,0) gLLAQacdefefjsaaqjs s253(0,0) gLLAQacedfefbcxuqgs reducible gLLAQacedfefbrdpqgs reducible gLLPQcdcfeefqsjhavr SFS[D(2,1)(2,1)] gLLPQcdcfeefqsjhawn s700(0,0) gLLPQcdcfeefqsjhawr s790(0,0) gLLPQcdcfeefqsjhaso SFS[D(8,3)(2,1)] gLLPQcdcfeefqsjhasn s742(0,0) gLLPQcdcfeefqsjhasr s833(0,0) gLLPQcdcfeefqsjqavg reducible gLLPQcdcfeefqsjqavk SFS[D(3,1)(2,1)] gLLPQcdcfeefqsjqavj SFS[D(3,1)(2,1)] gLLPQcdcfeefqsjqawg SFS[D(3,1)(2,1)] gLLPQcdcfeefqsjqawk s510(0,0) gLLPQcdcfeefqsjqawj s693(0,0) gLLPQcdcfeefqsjqasg SFS[D(3,1)(2,1)] gLLPQcdcfeefqsjqask s680(0,0) gLLPQcdcfeefqsjqasj s792(0,0) gLLAQacdefefbkqqqwj SFS[D(5,2)(3,1)] gLLAQacdefefbkqqqsj SFS[D(4,1)(3,1)] gLLAQacdefefbbaqqws SFS[D(5,3)(4,1)] gLLAQacdefefnbaqqws s520(0,0) gLLAQacdefefjbaqqws s444(0,0) gLLAQacdefefbbaqqss SFS[D(5,3)(5,2)] gLLAQacdefefjkqqqwj s689(0,0) gLLAQacdefefjbaqqss s474(0,0) gLLAQacdefefbkqxqfj SFS[D(3,1)(2,1)] gLLAQacdefefnkqxqfj SFS[D(3,1)(2,1)] gLLAQacdefefnkqxqkj s197(0,0) gLLAQacdefefnkqxqrj s331(0,0) gLLAQacdefefjkqxqfj toroidal gLLAQacdefefjkqxqkj s192(0,0) gLLAQacdefefjkqxqrj s392(0,0) gLLAQacdefefbkqaqkj SFS[D(5,3)(3,1)] gLLAQacdefefbkqaqjj SFS[D(4,3)(3,1)] gLLAQacdefefnkqaqgj SFS[D(2,1)(2,1)] gLLAQacdefefnkqaqkj s672(0,0) gLLAQacdefefnkqaqjj s634(0,0) gLLAQacdefefjkqaqkj s842(0,0) gLLAQacdefefjkqaqjj s799(0,0) gLLAQacdefefjbaxqfs SFS[D(7,2)(2,1)] gLLAQacdefefbbaxqks SFS[D(5,2)(5,2)] gLLAQacdefefnbaxqks s768(0,0) gLLAQacdefefjbaxqks s534(0,0) gLLAQacdefefbbaxqrs SFS[D(5,2)(4,1)] gLLAQacdefefnbaxqrs s701(0,0) gLLAQacdefefjbaxqrs s507(0,0) gLLPQcdcfeefqcjhhoo reducible gLLPQcdcfeefqcjhhon SFS[D(7,2)(3,1)] gLLPQcdcfeefqcjhhor SFS[D(7,5)(3,1)] gLLPQcdcfeefqcjhhro toroidal gLLPQcdcfeefqcjhhrn s081(0,0) gLLPQcdcfeefqcjhhrr s321(0,0) gLLPQcdcfeefqcjhhno toroidal gLLPQcdcfeefqcjhhnn m032(0,0) gLLPQcdcfeefqcjhhnr m227(0,0) gLLPQcdcfeefqcjqhoj SFS[D(7,2)(2,1)] gLLPQcdcfeefqcjqhrk s853(0,0) gLLPQcdcfeefqcjqhrj s809(0,0) gLLPQcdcfeefqcjqhng SFS[D(2,1)(2,1)] gLLPQcdcfeefqcjqhnk s766(0,0) gLLPQcdcfeefqcjqhnj s675(0,0) gLLAQacdefefbbaaqgs SFS[D(5,2)(2,1)] gLLAQacdefefnbaaqgs toroidal gLLAQacdefefnbaaqks m271(0,0) gLLAQacdefefjbaaqks m270(0,0) gLLAQacdefefnbaaqjs m318(0,0) gLLAQacdefefjbaaqjs m282(0,0) gLLPQcdcfeefqcjhavo SFS[D(3,1)(2,1)] gLLPQcdcfeefqcjhavn SFS[D(9,2)(2,1)] gLLPQcdcfeefqcjhavr toroidal gLLPQcdcfeefqcjhawo SFS[D(3,1)(2,1)] gLLPQcdcfeefqcjhawn m166(0,0) gLLPQcdcfeefqcjhawr m103(0,0) gLLPQcdcfeefqcjhaso toroidal gLLPQcdcfeefqcjhasn m055(0,0) gLLPQcdcfeefqcjhasr toroidal gLLPQcdcfeefqcjqavg reducible gLLPQcdcfeefqcjqavk toroidal gLLPQcdcfeefqcjqavj toroidal gLLPQcdcfeefqcjqawg SFS[D(3,1)(2,1)] gLLPQcdcfeefqcjqawk m167(0,0) gLLPQcdcfeefqcjqawj m104(0,0) gLLPQcdcfeefqcjqasg SFS[D(3,1)(2,1)] gLLPQcdcfeefqcjqask m299(0,0) gLLPQcdcfeefqcjqasj m225(0,0) gLLAQacdefefbbqqqwj SFS[D(4,3)(3,1)] gLLAQacdefefbbqqqsj SFS[D(5,3)(3,1)] gLLAQacdefefbkaqqws SFS[D(5,2)(5,2)] gLLAQacdefefnbqqqwj m304(0,0) gLLAQacdefefjkaqqws s527(0,0) gLLAQacdefefbkaqqss SFS[D(5,2)(4,1)] gLLAQacdefefjbqqqwj m222(0,0) gLLAQacdefefjbqqqsj s359(0,0) gLLAQacdefefbbqxqkj SFS[D(5,2)(3,1)] gLLAQacdefefbbqxqrj SFS[D(4,1)(3,1)] gLLAQacdefefnbqxqkj s687(0,0) gLLAQacdefefnbqxqrj s627(0,0) gLLAQacdefefjbqxqkj s509(0,0) gLLAQacdefefjbqxqrj s484(0,0) gLLAQacdefefbbqaqgj SFS[D(3,1)(2,1)] gLLAQacdefefnbqaqgj toroidal gLLAQacdefefnbqaqkj m159(0,0) gLLAQacdefefnbqaqjj m287(0,0) gLLAQacdefefjbqaqgj SFS[D(9,2)(2,1)] gLLAQacdefefjbqaqkj m145(0,0) gLLAQacdefefjbqaqjj m251(0,0) gLLAQacdefefbkaxqfs SFS[D(5,2)(2,1)] gLLAQacdefefnkaxqfs SFS[D(5,2)(2,1)] gLLAQacdefefjkaxqfs toroidal gLLAQacdefefnkaxqks m016(0,0) gLLAQacdefefjkaxqks m017(0,0) gLLAQacdefefnkaxqrs m147(0,0) gLLAQacdefefjkaxqrs m185(0,0) gLLPQcdcfeefqrjhhon toroidal gLLPQcdcfeefqrjhhor toroidal gLLPQcdcfeefqrjhhrn m016(0,0) gLLPQcdcfeefqrjhhrr m017(0,0) gLLPQcdcfeefqrjhhnn m180(0,0) gLLPQcdcfeefqrjhhnr m141(0,0) gLLPQcdcfeefqrjqhog SFS[D(5,2)(2,1)] gLLPQcdcfeefqrjqhok SFS[D(5,2)(2,1)] gLLPQcdcfeefqrjqhoj toroidal gLLPQcdcfeefqrjqhrk m017(0,0) gLLPQcdcfeefqrjqhrj m016(0,0) gLLPQcdcfeefqrjqhng toroidal gLLPQcdcfeefqrjqhnk m011(0,0) gLLPQcdcfeefqrjqhnj toroidal gLLAQacdefefnkaaqgs SFS[D(2,1)(2,1)] gLLAQacdefefbkaaqks SFS[D(5,3)(5,2)] gLLAQacdefefnkaaqks m349(0,0) gLLAQacdefefjkaaqks s593(0,0) gLLAQacdefefbkaaqjs SFS[D(5,3)(4,1)] gLLAQacdefefnkaaqjs m337(0,0) gLLAQacdefefjkaaqjs s535(0,0) gLLPQcdcfeefqrjhavr SFS[D(2,1)(2,1)] gLLPQcdcfeefqrjhawn s737(0,0) gLLPQcdcfeefqrjhawr s665(0,0) gLLPQcdcfeefqrjhasn s616(0,0) gLLPQcdcfeefqrjhasr s555(0,0) gLLPQcdcfeefqrjqavg reducible gLLPQcdcfeefqrjqavk SFS[D(3,1)(2,1)] gLLPQcdcfeefqrjqavj SFS[D(3,1)(2,1)] gLLPQcdcfeefqrjqawg toroidal gLLPQcdcfeefqrjqawk m100(0,0) gLLPQcdcfeefqrjqawj m276(0,0) gLLPQcdcfeefqrjqasg toroidal gLLPQcdcfeefqrjqask m030(0,0) gLLPQcdcfeefqrjqasj m197(0,0) gLLAQacdefefbsxqhww toroidal gLLAQacdefefbsxqhsw toroidal gLLAQacdefefbsxqxwn toroidal gLLAQacdefefnsxqhww SFS[D(5,2)(2,1)] gLLAQacdefefjsxqxwn m019(0,0) gLLAQacdefefbsxqxsn toroidal gLLAQacdefefjsxqhww m016(0,0) gLLAQacdefefjsxqhsw toroidal gLLAQacdefefbsxdhww SFS[D(5,2)(2,1)] gLLAQacdefefbsxdhsw SFS[D(4,1)(2,1)] gLLAQacdefefbsxmhjw SFS[D(4,1)(2,1)] gLLAQacdefefbsxmhkw SFS[D(5,2)(2,1)] gLLAQacdefefbsxdxwn SFS[D(5,3)(3,1)] gLLAQacdefefbsxdxsn SFS[D(4,3)(3,1)] gLLAQacdefefbsxmxjn SFS[D(4,1)(3,1)] gLLAQacdefefbsxmxkn SFS[D(5,2)(3,1)] gLLAQacdefefbsxxhkw toroidal gLLAQacdefefbsxxhrw SFS[D(5,2)(2,1)] gLLAQacdefefnsxxhkw m198(0,0) gLLAQacdefefnsxxhrw m233(0,0) gLLAQacdefefjsxxhkw m193(0,0) gLLAQacdefefjsxxhrw m272(0,0) gLLAQacdefefbsxahkw toroidal gLLAQacdefefbsxahjw SFS[D(5,2)(2,1)] gLLAQacdefefnsxahgw SFS[D(5,2)(2,1)] gLLAQacdefefnsxahkw m151(0,0) gLLAQacdefefnsxahjw m213(0,0) gLLAQacdefefjsxahkw m238(0,0) gLLAQacdefefjsxahjw m281(0,0) gLLAQacedfefbcxdhgw reducible gLLAQacedfefbrdihgw reducible gLLAQacdefefbsxxxkn toroidal gLLAQacdefefnsxxxkn m121(0,0) gLLAQacdefefjsxxxkn m171(0,0) gLLAQacdefefbsxxxrn SFS[D(5,3)(3,1)] gLLAQacdefefnsxxxrn m143(0,0) gLLAQacdefefjsxxxrn m229(0,0) gLLQPacdedffjbaanqj m343(0,0) gLLQPacdedffjbaajqj m393(0,0) gLLQPacdedffjbaajxk m385(0,0) gLLQPacdedffnbaajqj m402(0,0) gLLQPacdedffjbxanqj m360(0,0) gLLQPacdedffjbxarqj m397(0,0) gLLQPacdedffnbxaoqj SFS[D(5,2)(2,1)] gLLQPacdedffnbxanqj m374(0,0) gLLQPacdedffnbxarqj m401(0,0) gLLAQacdefefnsxaxgn SFS[D(5,2)(2,1)] gLLAQacdefefbsxaxkn toroidal gLLAQacdefefnsxaxkn m034(0,0) gLLAQacdefefjsxaxkn m189(0,0) gLLAQacdefefbsxaxjn SFS[D(5,2)(3,1)] gLLAQacdefefnsxaxjn m115(0,0) gLLAQacdefefjsxaxjn m239(0,0) gLLAQacedfefbcxdxgn reducible gLLAQacedfefbrdixgn reducible gLLQPacdedffnbxaoxk SFS[D(5,2)(2,1)] gLLQPacdedffjbxanxk m352(0,0) gLLQPacdedffnbxanxk m361(0,0) gLLQPacdedffjbxarxk m392(0,0) gLLQPacdedffnbxarxk m395(0,0) gLvQQcdcfeefhvrqhog reducible gLvQQcdcfeefhvrqhoj SFS[D(5,3)(3,1)] gLvQQcdcfeefhvrqhok SFS[D(5,2)(3,1)] gLvQQcdcfeefhvrqhrg SFS[D(5,2)(3,1)] gLvQQcdcfeefhvrqhrj m168(0,0) gLvQQcdcfeefhvrqhrk m300(0,0) gLvQQcdcfeefhvrqhng SFS[D(5,3)(3,1)] gLvQQcdcfeefhvrqhnj m275(0,0) gLvQQcdcfeefhvrqhnk m346(0,0) gLLAQacdefefbkxqhww SFS[D(5,2)(2,1)] gLLAQacdefefbkxqhsw SFS[D(4,1)(2,1)] gLLAQacdefefbbxqxwn SFS[D(4,1)(3,1)] gLLAQacdefefnbxqxwn s606(0,0) gLLAQacdefefjbxqxwn s524(0,0) gLLAQacdefefbbxqxsn SFS[D(5,2)(3,1)] gLLAQacdefefjkxqhww s816(0,0) gLLAQacdefefjbxqxsn s628(0,0) gLLAQacdefefbkxxhfw SFS[D(2,1)(2,1)] gLLAQacdefefnkxxhfw SFS[D(2,1)(2,1)] gLLAQacdefefnkxxhkw s243(0,0) gLLAQacdefefnkxxhrw s334(0,0) gLLAQacdefefjkxxhfw toroidal gLLAQacdefefjkxxhkw s247(0,0) gLLAQacdefefjkxxhrw s393(0,0) gLLAQacdefefbkxahkw SFS[D(5,2)(2,1)] gLLAQacdefefbkxahjw SFS[D(4,1)(2,1)] gLLAQacdefefnkxahgw SFS[D(5,2)(2,1)] gLLAQacdefefnkxahkw s715(0,0) gLLAQacdefefnkxahjw s651(0,0) gLLAQacdefefjkxahkw s857(0,0) gLLAQacdefefjkxahjw s812(0,0) gLLAQacdefefjbxxxfn SFS[D(8,3)(2,1)] gLLAQacdefefbbxxxkn SFS[D(5,3)(3,1)] gLLAQacdefefnbxxxkn s856(0,0) gLLAQacdefefjbxxxkn s716(0,0) gLLAQacdefefbbxxxrn SFS[D(4,3)(3,1)] gLLAQacdefefnbxxxrn s794(0,0) gLLAQacdefefjbxxxrn s620(0,0) gLLQPacdedffbkaabqj reducible gLLQPacdedffbkaanqj SFS[D(8,3)(3,1)] gLLQPacdedffbkaajqj SFS[D(8,3)(3,1)] gLLQPacdedffbsaanxk toroidal gLLQPacdedffjkaanqj s097(0,0) gLLQPacdedffjkaajqj s330(0,0) gLLQPacdedffbsaajxk toroidal gLLQPacdedffjsaajxk m090(0,0) gLLQPacdedffnkaajqj m228(0,0) gLLQPacdedffbkxarqj SFS[D(8,3)(2,1)] gLLQPacdedffjkxanqj s868(0,0) gLLQPacdedffjkxarqj s822(0,0) gLLQPacdedffnkxaoqj SFS[D(5,2)(2,1)] gLLQPacdedffnkxanqj s808(0,0) gLLQPacdedffnkxarqj s685(0,0) gLLAQacdefefbbxaxgn SFS[D(3,1)(2,1)] gLLAQacdefefnbxaxgn toroidal gLLAQacdefefjbxaxgn SFS[D(12,5)(2,1)] gLLAQacdefefnbxaxkn m267(0,0) gLLAQacdefefjbxaxkn m273(0,0) gLLAQacdefefnbxaxjn m281(0,0) gLLAQacdefefjbxaxjn m263(0,0) gLLQPacdedffbsxaoxk SFS[D(2,1)(2,1)] gLLQPacdedffjsxaoxk SFS[D(13,5)(2,1)] gLLQPacdedffnsxaoxk toroidal gLLQPacdedffbsxanxk SFS[D(2,1)(2,1)] gLLQPacdedffjsxanxk m172(0,0) gLLQPacdedffnsxanxk m102(0,0) gLLQPacdedffbsxarxk toroidal gLLQPacdedffjsxarxk m060(0,0) gLLQPacdedffnsxarxk toroidal gLvQQcdcfeefhjrqhog reducible gLvQQcdcfeefhjrqhoj toroidal gLvQQcdcfeefhjrqhok toroidal gLvQQcdcfeefhjrqhrg SFS[D(5,2)(3,1)] gLvQQcdcfeefhjrqhrj m143(0,0) gLvQQcdcfeefhjrqhrk m079(0,0) gLvQQcdcfeefhjrqhng SFS[D(5,3)(3,1)] gLvQQcdcfeefhjrqhnj m239(0,0) gLvQQcdcfeefhjrqhnk m146(0,0) gLLAQacdefefbbxqhww SFS[D(4,1)(2,1)] gLLAQacdefefbbxqhsw SFS[D(5,2)(2,1)] gLLAQacdefefbkxqxwn SFS[D(5,3)(3,1)] gLLAQacdefefnbxqhww s588(0,0) gLLAQacdefefjkxqxwn s807(0,0) gLLAQacdefefbkxqxsn SFS[D(4,3)(3,1)] gLLAQacdefefjbxqhww s516(0,0) gLLAQacdefefjbxqhsw s617(0,0) gLLAQacdefefbbxxhkw SFS[D(5,2)(2,1)] gLLAQacdefefbbxxhrw SFS[D(4,1)(2,1)] gLLAQacdefefnbxxhkw s851(0,0) gLLAQacdefefnbxxhrw s770(0,0) gLLAQacdefefjbxxhfw SFS[D(7,2)(2,1)] gLLAQacdefefjbxxhkw s714(0,0) gLLAQacdefefjbxxhrw s619(0,0) gLLAQacdefefbbxahgw SFS[D(2,1)(2,1)] gLLAQacdefefnbxahgw toroidal gLLAQacdefefnbxahkw m246(0,0) gLLAQacdefefnbxahjw m272(0,0) gLLAQacdefefjbxahgw SFS[D(13,5)(2,1)] gLLAQacdefefjbxahkw m256(0,0) gLLAQacdefefjbxahjw m244(0,0) gLLAQacdefefbkxxxfn SFS[D(3,1)(2,1)] gLLAQacdefefnkxxxfn SFS[D(3,1)(2,1)] gLLAQacdefefjkxxxfn toroidal gLLAQacdefefnkxxxkn s226(0,0) gLLAQacdefefjkxxxkn s233(0,0) gLLAQacdefefnkxxxrn s300(0,0) gLLAQacdefefjkxxxrn s357(0,0) gLLQPacdedffbkaabxk reducible gLLQPacdedffbsaanqj toroidal gLLQPacdedffbsaajqj toroidal gLLQPacdedffbkaanxk SFS[D(7,5)(3,1)] gLLQPacdedffjkaanxk s093(0,0) gLLQPacdedffjsaajqj m085(0,0) gLLQPacdedffbkaajxk SFS[D(7,2)(3,1)] gLLQPacdedffjkaajxk s279(0,0) gLLQPacdedffnkaajxk m209(0,0) gLLQPacdedffbsxaoqj SFS[D(3,1)(2,1)] gLLQPacdedffbsxanqj SFS[D(3,1)(2,1)] gLLQPacdedffbsxarqj toroidal gLLQPacdedffjsxaoqj SFS[D(12,5)(2,1)] gLLQPacdedffjsxanqj m165(0,0) gLLQPacdedffjsxarqj m052(0,0) gLLQPacdedffnsxaoqj toroidal gLLQPacdedffnsxanqj m083(0,0) gLLQPacdedffnsxarqj toroidal gLLAQacdefefnkxaxgn SFS[D(5,2)(2,1)] gLLAQacdefefbkxaxkn SFS[D(5,2)(3,1)] gLLAQacdefefnkxaxkn s681(0,0) gLLAQacdefefjkxaxkn s848(0,0) gLLAQacdefefbkxaxjn SFS[D(4,1)(3,1)] gLLAQacdefefnkxaxjn s608(0,0) gLLAQacdefefjkxaxjn s769(0,0) gLLQPacdedffnkxaoxk SFS[D(5,2)(2,1)] gLLQPacdedffjkxanxk s866(0,0) gLLQPacdedffnkxanxk s797(0,0) gLLQPacdedffbkxarxk SFS[D(7,2)(2,1)] gLLQPacdedffjkxarxk s796(0,0) gLLQPacdedffnkxarxk s653(0,0) gLvQQcdcfeefhrrqhog reducible gLvQQcdcfeefhrrqhoj SFS[D(5,3)(3,1)] gLvQQcdcfeefhrrqhok SFS[D(5,2)(3,1)] gLvQQcdcfeefhrrqhrg toroidal gLvQQcdcfeefhrrqhrj m115(0,0) gLvQQcdcfeefhrrqhrk m229(0,0) gLvQQcdcfeefhrrqhng toroidal gLvQQcdcfeefhrrqhnj m058(0,0) gLvQQcdcfeefhrrqhnk m142(0,0) gLLAQacdefefbjhdhsw SFS[D(2,1)(2,1)] gLLAQacdefefbjhdxsn SFS[D(3,1)(2,1)] gLLAQacedfefjkamhfw SFS[D(3,1)(2,1)] gLLAQacdefefbjhmhjw SFS[D(2,1)(2,1)] gLLAQacdefefbjhlhfw reducible gLLAQacdefefbjhlhrw SFS[D(3,1)(2,1)] gLLAQacdefefbjhlhkw SFS[D(3,1)(2,1)] gLLAQacedfefbkxmhgw reducible gLLAQacedfefnkxmhgw SFS[D(3,1)(2,1)] gLLAQacedfefjkxmhgw SFS[D(3,1)(2,1)] gLLAQacedfefjkamxfn SFS[D(2,1)(2,1)] gLLAQacdefefbjhlxfn reducible gLLAQacdefefbjhlxrn SFS[D(3,1)(3,2)] gLLAQacdefefbjhlxkn SFS[D(3,1)(3,1)] gLLAQacedfefbkxmxgn reducible gLLAQacedfefnkxmxgn SFS[D(3,1)(3,2)] gLLAQacedfefjkxmxgn SFS[D(3,1)(3,1)] gLLAQacdefefbjhmxjn SFS[D(3,1)(2,1)] gLLQPacdedffbjhmrxk SFS[D(3,1)(2,1)] gLLQPacdedffbjhmrqj SFS[D(2,1)(2,1)] gLLAQacedfefbbamxfn SFS[D(3,1)(2,1)] gLLQPacdedffbcahbxk reducible gLLAQacedfefbbamhfw SFS[D(2,1)(2,1)] gLLQPacdedffbcahbqj reducible gLLAQacdefefbgqihfr SFS[D(2,1)(2,1)] gLLAQacdefefbgqhhgr SFS[D(2,1)(2,1)] gLLPQcdcfeefhwrppoo reducible gLLPQcdcfeefhwrplvo SFS[D(2,1)(2,1)] gLLAQacdefefjoxqhfw SFS[D(5,2)(2,1)] gLLAQacdefefbrlihgr reducible gLLAQacedfefbsxehgr reducible gLLAQacedfefbbaxxrk SFS[D(5,2)(2,1)] gLLPQcdcfeefhkrppoo reducible gLLAQacedfefbbxxxgk reducible gLLAQacedfefbbxxxkk SFS[D(5,3)(3,1)] gLLAQacedfefbbxxxjk SFS[D(5,2)(3,1)] gLLAQacdefefjoqqhfr SFS[D(3,1)(2,1)] gLLAQacedfefbsxihgw reducible gLLAQacedfefbbxaxgn reducible gLLAQacedfefbbxaxkn SFS[D(3,1)(3,2)] gLLAQacedfefbbxaxjn SFS[D(3,1)(3,1)] gLLAQacdefefbrdihgw reducible gLLAQacedfefbbaaxrn SFS[D(3,1)(2,1)] gLLAQacdefefbsqqhwr toroidal gLLAQacdefefbsqqhsr toroidal gLLAQacdefefbsaqxwk toroidal gLLAQacdefefnsaqxwk toroidal gLLAQacdefefjsaqxwk m052(0,0) gLLAQacdefefbsaqxsk toroidal gLLAQacdefefjsqqhwr m055(0,0) gLLAQacdefefjsaqxsk toroidal gLLAQacdefefbsqdhwr SFS[D(5,2)(2,1)] gLLAQacdefefbsqdhsr SFS[D(4,1)(2,1)] gLLAQacdefefbsqmhjr SFS[D(4,1)(2,1)] gLLAQacdefefbsqmhkr SFS[D(5,2)(2,1)] gLLAQacdefefbsadxwk SFS[D(5,3)(5,2)] gLLAQacdefefbsadxsk SFS[D(5,3)(4,1)] gLLAQacdefefbsamxjk SFS[D(5,2)(4,1)] gLLAQacdefefbsamxkk SFS[D(5,2)(5,2)] gLLAQacdefefbsqxhkr toroidal gLLAQacdefefbsqxhrr SFS[D(5,2)(2,1)] gLLAQacdefefnsqxhkr s323(0,0) gLLAQacdefefnsqxhrr s398(0,0) gLLAQacdefefjsqxhfr SFS[D(7,2)(2,1)] gLLAQacdefefjsqxhkr s138(0,0) gLLAQacdefefjsqxhrr s324(0,0) gLLAQacdefefbsqahkr toroidal gLLAQacdefefbsqahjr SFS[D(5,2)(2,1)] gLLAQacdefefnsqahgr SFS[D(3,1)(2,1)] gLLAQacdefefnsqahkr s164(0,0) gLLAQacdefefnsqahjr s354(0,0) gLLAQacdefefjsqahkr s301(0,0) gLLAQacdefefjsqahjr s374(0,0) gLLAQacedfefbcxlhgr reducible gLLAQacedfefbrdehgr reducible gLLAQacdefefjsaxxfk SFS[D(7,2)(2,1)] gLLAQacdefefbsaxxkk toroidal gLLAQacdefefnsaxxkk s213(0,0) gLLAQacdefefjsaxxkk m137(0,0) gLLAQacdefefbsaxxrk SFS[D(5,3)(5,2)] gLLAQacdefefnsaxxrk s318(0,0) gLLAQacdefefjsaxxrk m220(0,0) gLLPQcdcfeefhsrhhoo reducible gLLPQcdcfeefhsrhhon SFS[D(7,5)(3,1)] gLLPQcdcfeefhsrhhor SFS[D(7,2)(3,1)] gLLPQcdcfeefhsrhhro SFS[D(7,2)(3,1)] gLLPQcdcfeefhsrhhrn s396(0,0) gLLPQcdcfeefhsrhhrr s575(0,0) gLLPQcdcfeefhsrhhno SFS[D(7,5)(3,1)] gLLPQcdcfeefhsrhhnn s536(0,0) gLLPQcdcfeefhsrhhnr s684(0,0) gLLPQcdcfeefhsrqhoj SFS[D(7,2)(2,1)] gLLPQcdcfeefhsrqhrk s656(0,0) gLLPQcdcfeefhsrqhrj s728(0,0) gLLPQcdcfeefhsrqhng SFS[D(3,1)(2,1)] gLLPQcdcfeefhsrqhnk s738(0,0) gLLPQcdcfeefhsrqhnj s800(0,0) gLLAQacdefefnsaaxgk SFS[D(3,1)(2,1)] gLLAQacdefefbsaaxkk toroidal gLLAQacdefefnsaaxkk s124(0,0) gLLAQacdefefjsaaxkk s140(0,0) gLLAQacdefefbsaaxjk SFS[D(5,2)(5,2)] gLLAQacdefefnsaaxjk s249(0,0) gLLAQacdefefjsaaxjk s183(0,0) gLLAQacedfefbcxuxgk reducible gLLAQacedfefbrdpxgk reducible gLLPQcdcfeefhsrhavr SFS[D(3,1)(2,1)] gLLPQcdcfeefhsrhawn s669(0,0) gLLPQcdcfeefhsrhawr s754(0,0) gLLPQcdcfeefhsrhaso SFS[D(7,2)(2,1)] gLLPQcdcfeefhsrhasn s711(0,0) gLLPQcdcfeefhsrhasr s804(0,0) gLLPQcdcfeefhsrqavg reducible gLLPQcdcfeefhsrqavk SFS[D(3,1)(3,2)] gLLPQcdcfeefhsrqavj SFS[D(3,1)(3,1)] gLLPQcdcfeefhsrqawg SFS[D(3,1)(3,1)] gLLPQcdcfeefhsrqawk s483(0,0) gLLPQcdcfeefhsrqawj s664(0,0) gLLPQcdcfeefhsrqasg SFS[D(3,1)(3,2)] gLLPQcdcfeefhsrqask s632(0,0) gLLPQcdcfeefhsrqasj s752(0,0) gLLAQacdefefbkqqhwr SFS[D(5,2)(2,1)] gLLAQacdefefbkqqhsr SFS[D(4,1)(2,1)] gLLAQacdefefbbaqxwk SFS[D(5,2)(4,1)] gLLAQacdefefnbaqxwk s564(0,0) gLLAQacdefefjbaqxwk s485(0,0) gLLAQacdefefbbaqxsk SFS[D(5,2)(5,2)] gLLAQacdefefjkqqhwr s744(0,0) gLLAQacdefefjbaqxsk s553(0,0) gLLAQacdefefbkqxhfr SFS[D(2,1)(2,1)] gLLAQacdefefnkqxhfr SFS[D(2,1)(2,1)] gLLAQacdefefnkqxhkr s222(0,0) gLLAQacdefefnkqxhrr s346(0,0) gLLAQacdefefjkqxhfr toroidal gLLAQacdefefjkqxhkr s220(0,0) gLLAQacdefefjkqxhrr s407(0,0) gLLAQacdefefbkqahkr SFS[D(5,2)(2,1)] gLLAQacdefefbkqahjr SFS[D(4,1)(2,1)] gLLAQacdefefnkqahgr SFS[D(3,1)(2,1)] gLLAQacdefefnkqahkr s706(0,0) gLLAQacdefefnkqahjr s670(0,0) gLLAQacdefefjkqahkr s852(0,0) gLLAQacdefefjkqahjr s825(0,0) gLLAQacdefefjbaxxfk SFS[D(8,3)(2,1)] gLLAQacdefefbbaxxkk SFS[D(5,3)(5,2)] gLLAQacdefefnbaxxkk s815(0,0) gLLAQacdefefjbaxxkk s584(0,0) gLLAQacdefefbbaxxrk SFS[D(5,3)(4,1)] gLLAQacdefefnbaxxrk s731(0,0) gLLAQacdefefjbaxxrk s538(0,0) gLLPQcdcfeefhcrhhoo reducible gLLPQcdcfeefhcrhhon SFS[D(8,3)(3,1)] gLLPQcdcfeefhcrhhor SFS[D(8,3)(3,1)] gLLPQcdcfeefhcrhhro toroidal gLLPQcdcfeefhcrhhrn s087(0,0) gLLPQcdcfeefhcrhhrr s341(0,0) gLLPQcdcfeefhcrhhno toroidal gLLPQcdcfeefhcrhhnn m053(0,0) gLLPQcdcfeefhcrhhnr m236(0,0) gLLPQcdcfeefhcrqhoj SFS[D(8,3)(2,1)] gLLPQcdcfeefhcrqhrk s867(0,0) gLLPQcdcfeefhcrqhrj s830(0,0) gLLPQcdcfeefhcrqhng SFS[D(3,1)(2,1)] gLLPQcdcfeefhcrqhnk s795(0,0) gLLPQcdcfeefhcrqhnj s697(0,0) gLLAQacdefefbbaaxgk SFS[D(5,2)(2,1)] gLLAQacdefefnbaaxgk toroidal gLLAQacdefefjbaaxgk SFS[D(4,1)(2,1)] gLLAQacdefefnbaaxkk m277(0,0) gLLAQacdefefjbaaxkk m278(0,0) gLLAQacdefefnbaaxjk m316(0,0) gLLAQacdefefjbaaxjk m284(0,0) gLLPQcdcfeefhcrhavo SFS[D(2,1)(2,1)] gLLPQcdcfeefhcrhavn SFS[D(11,3)(2,1)] gLLPQcdcfeefhcrhavr toroidal gLLPQcdcfeefhcrhawo SFS[D(2,1)(2,1)] gLLPQcdcfeefhcrhawn m173(0,0) gLLPQcdcfeefhcrhawr m112(0,0) gLLPQcdcfeefhcrhaso toroidal gLLPQcdcfeefhcrhasn m064(0,0) gLLPQcdcfeefhcrhasr toroidal gLLPQcdcfeefhcrqavg reducible gLLPQcdcfeefhcrqavk toroidal gLLPQcdcfeefhcrqavj toroidal gLLPQcdcfeefhcrqawg SFS[D(3,1)(3,1)] gLLPQcdcfeefhcrqawk m169(0,0) gLLPQcdcfeefhcrqawj m110(0,0) gLLPQcdcfeefhcrqasg SFS[D(3,1)(3,2)] gLLPQcdcfeefhcrqask m296(0,0) gLLPQcdcfeefhcrqasj m217(0,0) gLLAQacdefefbbqqhwr SFS[D(4,1)(2,1)] gLLAQacdefefbbqqhsr SFS[D(5,2)(2,1)] gLLAQacdefefbkaqxwk SFS[D(5,3)(5,2)] gLLAQacdefefnbqqhwr m349(0,0) gLLAQacdefefjkaqxwk s593(0,0) gLLAQacdefefbkaqxsk SFS[D(5,3)(4,1)] gLLAQacdefefjbqqhwr m302(0,0) gLLAQacdefefjbqqhsr s459(0,0) gLLAQacdefefbbqxhkr SFS[D(5,2)(2,1)] gLLAQacdefefbbqxhrr SFS[D(4,1)(2,1)] gLLAQacdefefnbqxhkr s737(0,0) gLLAQacdefefnbqxhrr s665(0,0) gLLAQacdefefjbqxhkr s562(0,0) gLLAQacdefefjbqxhrr s522(0,0) gLLAQacdefefbbqahgr SFS[D(2,1)(2,1)] gLLAQacdefefnbqahgr toroidal gLLAQacdefefnbqahkr m100(0,0) gLLAQacdefefnbqahjr m276(0,0) gLLAQacdefefjbqahgr SFS[D(11,3)(2,1)] gLLAQacdefefjbqahkr m082(0,0) gLLAQacdefefjbqahjr m241(0,0) gLLAQacdefefbkaxxfk SFS[D(5,2)(2,1)] gLLAQacdefefnkaxxfk SFS[D(5,2)(2,1)] gLLAQacdefefjkaxxfk toroidal gLLAQacdefefnkaxxkk m130(0,0) gLLAQacdefefjkaxxkk m145(0,0) gLLAQacdefefnkaxxrk m069(0,0) gLLAQacdefefjkaxxrk m119(0,0) gLLPQcdcfeefhrrhhon toroidal gLLPQcdcfeefhrrhhor toroidal gLLPQcdcfeefhrrhhrn m082(0,0) gLLPQcdcfeefhrrhhrr m037(0,0) gLLPQcdcfeefhrrhhnn m118(0,0) gLLPQcdcfeefhrrhhnr m070(0,0) gLLPQcdcfeefhrrqhog SFS[D(5,2)(2,1)] gLLPQcdcfeefhrrqhok SFS[D(5,2)(2,1)] gLLPQcdcfeefhrrqhoj toroidal gLLPQcdcfeefhrrqhrg SFS[D(4,1)(2,1)] gLLPQcdcfeefhrrqhrk m016(0,0) gLLPQcdcfeefhrrqhrj m019(0,0) gLLPQcdcfeefhrrqhng toroidal gLLPQcdcfeefhrrqhnk toroidal gLLPQcdcfeefhrrqhnj toroidal gLLAQacdefefnkaaxgk SFS[D(3,1)(2,1)] gLLAQacdefefbkaaxkk SFS[D(5,2)(5,2)] gLLAQacdefefnkaaxkk m368(0,0) gLLAQacdefefjkaaxkk s643(0,0) gLLAQacdefefbkaaxjk SFS[D(5,2)(4,1)] gLLAQacdefefnkaaxjk m342(0,0) gLLAQacdefefjkaaxjk s543(0,0) gLLPQcdcfeefhrrhavr SFS[D(3,1)(2,1)] gLLPQcdcfeefhrrhawn s749(0,0) gLLPQcdcfeefhrrhawr s674(0,0) gLLPQcdcfeefhrrhasn s611(0,0) gLLPQcdcfeefhrrhasr s544(0,0) gLLPQcdcfeefhrrqavg reducible gLLPQcdcfeefhrrqavk SFS[D(3,1)(3,2)] gLLPQcdcfeefhrrqavj SFS[D(3,1)(3,1)] gLLPQcdcfeefhrrqawg toroidal gLLPQcdcfeefhrrqawk m036(0,0) gLLPQcdcfeefhrrqawj m259(0,0) gLLPQcdcfeefhrrqasg toroidal gLLPQcdcfeefhrrqask m007(0,0) gLLPQcdcfeefhrrqasj m186(0,0) gLLAQacdefefbjadhsr SFS[D(2,1)(2,1)] gLLAQacdefefbjqdxsk SFS[D(5,2)(2,1)] gLLAQacedfefjkauhfr SFS[D(5,2)(2,1)] gLLAQacdefefbjamhjr SFS[D(2,1)(2,1)] gLLAQacdefefbjalhfr reducible gLLAQacdefefbjalhrr SFS[D(3,1)(2,1)] gLLAQacdefefbjalhkr SFS[D(3,1)(2,1)] gLLAQacedfefbkxuhgr reducible gLLAQacedfefnkxuhgr SFS[D(3,1)(2,1)] gLLAQacedfefjkxuhgr SFS[D(3,1)(2,1)] gLLAQacedfefjkalxfk SFS[D(2,1)(2,1)] gLLPQcdcefefhsrxxoo reducible gLLAQacdefefbjqlxfk reducible gLLAQacdefefbjqlxrk SFS[D(5,3)(3,1)] gLLAQacdefefbjqlxkk SFS[D(5,2)(3,1)] gLLAQacedfefbkxlxgk reducible gLLAQacedfefnkxlxgk SFS[D(5,3)(3,1)] gLLAQacedfefjkxlxgk SFS[D(5,2)(3,1)] gLLAQacdefefbjqmxjk SFS[D(5,2)(2,1)] gLLPQcdcefefhsrmlvk SFS[D(5,2)(2,1)] gLLPQcdcefefhsrptwg SFS[D(2,1)(2,1)] gLLAQacedfefbbalxfk SFS[D(5,2)(2,1)] gLLAQacedfefbbauhfr SFS[D(2,1)(2,1)] gLLPQcdcefefhcrxxoo reducible gLLAQacedfefbcethfr SFS[D(2,1)(2,1)] gLLPQcdcefefhwreeoo reducible gLLAQacedfefbcephfw SFS[D(2,1)(2,1)] gLLAQacedfefbjuhhfr reducible gLLAQacedfefbgxhxgn reducible gLLAQacedfefboxphgw reducible gLLAQacedfefbjuahfw reducible gLLAQacedfefboxthgr reducible gLLAQacdefefjkexxfk SFS[D(7,2)(2,1)] gLLPQcdcefefhkreeoo reducible gLLPQcdcefefhkreeon SFS[D(7,5)(3,1)] gLLPQcdcefefhkreeor SFS[D(7,2)(3,1)] gLLPQcdcefefhkretoj SFS[D(7,2)(2,1)] gLLAQacedfefbgxqxgk reducible gLLPQcdcefeftowixvo SFS[D(2,1)(2,1)] gLLAQacedfefbvphigw SFS[D(2,1)(2,1)] gLLPQcdcfeeftwwxlvg SFS[D(2,1)(2,1)] gLLAQacdefefbvlpifw SFS[D(2,1)(2,1)] gLLAQacedfefbrqidfw SFS[D(2,1)(2,1)] gLLAQacedfefbrqilfr SFS[D(2,1)(2,1)] gLvQQcdcfeeflvsqhog reducible gLvQQcdcfeefljsqhog reducible gLvQQcdcfeeflrsqhog reducible gLLAQacdefefbjhmdgw SFS[D(2,1)(2,1)] gLLQPacdedffbjhmoej SFS[D(2,1)(2,1)] gLLAQacdefefbjhmlgr SFS[D(2,1)(2,1)] gLLQPacdedffbjhmopj SFS[D(2,1)(2,1)] gLLPQcdcfeefpwrxlvg SFS[D(2,1)(2,1)] gLLAQacdefefbvlpefr SFS[D(2,1)(2,1)] gLLPQcdcefefporixvo SFS[D(2,1)(2,1)] gLLAQacedfefbvphegr SFS[D(2,1)(2,1)] gLLAQacdefefbcaedvv reducible gLLAQacdefefbvtttsb reducible gLLAQacdefefbvtttwb reducible gLLAQacdefefbvtitkb reducible gLLAQacdefefbvtptkb reducible gLLAQacdefefbkampgf reducible gLLAQacdefefnkampgf reducible gLLAQacdefefjkampgf reducible gLLAQacedfefbvietkb reducible gLLAQacedfefbvpetkb reducible gLLAQacedfefbctdmkb reducible gLLAQacedfefbcidmvb reducible gLLAQacedfefbcidmwb reducible gLLAQacedfefbcidmsb reducible gLLAQacedfefbcedmkb reducible gLLAQacedfefjkimpsc SFS[D(2,1)(2,1)] gLLAQacedfefbkemmkb reducible gLLAQacedfefjkemmkb SFS[D(3,1)(2,1)] gLLAQacedfefjkemprc SFS[D(3,1)(2,1)] gLLAQacedfefjktmpjc SFS[D(2,1)(2,1)] gLLAQacedfefbkimmvb reducible gLLAQacedfefbkimmsb reducible gLLAQacedfefbkimmwb reducible gLLAQacedfefjkimmsb SFS[D(3,1)(3,2)] gLLAQacedfefjkimmwb SFS[D(3,1)(3,1)] gLLAQacedfefnkimmwb SFS[D(3,1)(3,2)] gLLAQacedfefbktmmkb reducible gLLAQacedfefjktmmkb SFS[D(3,1)(2,1)] gLLAQacedfefnktmmkb SFS[D(3,1)(2,1)] gLvQQcdcefefdvolpnk SFS[D(2,1)(2,1)] gLLAQacdefefbjadqsb reducible gLLAQacdefefbjamqjb reducible gLLAQacdefefbjalqfb reducible gLLAQacdefefbjalqrb reducible gLLAQacdefefbjalqkb reducible gLLAQacedfefbkxuqgb reducible gLLAQacedfefnkxuqgb reducible gLLAQacedfefjkxuqgb reducible gLLAQacedfefjkalqfv reducible gLLPQcdcefefqsbptwg reducible gLLAQacedfefbbauqfb reducible gLLPQcdcefefqcbxxoo reducible gLLAQacedfefbcetqfb reducible gLLPQcdcefefqwbeeoo reducible gLLAQacedfefbcepxfb reducible gLLAQacedfefbjuhqfb reducible gLLAQacedfefboxpxgb reducible gLLAQacedfefbjuaxfb reducible gLLAQacedfefboxtqgb reducible gLLPQcdcfeefhgolloo reducible gLLAQacdefefjoaqxff reducible gLLAQacedfefbbahqrb reducible gLLAQacedfefbbxhqgb reducible gLLAQacedfefbbxhqkb reducible gLLAQacedfefbbxhqjb reducible gLLAQacedfefbgxaqgb reducible gLLAQacdefefjkdxqfv SFS[D(2,1)(2,1)] gLLPQcdcefefhgouuoo reducible gLLPQcdcefefhgouuro SFS[D(3,1)(2,1)] gLLPQcdcefefhgouuno SFS[D(3,1)(2,1)] gLLPQcdcefefhgomuso SFS[D(2,1)(2,1)] gLLAQacdefefbgqiqfb reducible gLLAQacdefefbgqhqgb reducible gLLPQcdcfeefqwbppoo reducible gLLPQcdcfeefqwbplvo reducible gLLAQacdefefbrliqgb reducible gLLAQacedfefbsxeqgb reducible gLLAQacedfefbsxixgb reducible gLLAQacdefefbrdixgb reducible gLLAQacdefefbsaqqwv SFS[D(3,1)(2,1)] gLLAQacdefefbsaqqsv SFS[D(3,1)(2,1)] gLLAQacdefefbsqdqwb reducible gLLAQacdefefbsqdqsb reducible gLLAQacdefefbsqmqjb reducible gLLAQacdefefbsqmqkb reducible gLLAQacdefefbsqxqkb reducible gLLAQacdefefbsqxqrb reducible gLLAQacdefefnsqxqkb SFS[D(4,3)(3,1)] gLLAQacdefefnsqxqrb SFS[D(5,3)(3,1)] gLLAQacdefefjsqxqkb SFS[D(4,1)(3,1)] gLLAQacdefefjsqxqrb SFS[D(5,2)(3,1)] gLLAQacdefefbsqaqkb reducible gLLAQacdefefbsqaqjb reducible gLLAQacdefefnsqaqkb SFS[D(4,1)(3,1)] gLLAQacdefefnsqaqjb SFS[D(5,2)(3,1)] gLLAQacdefefjsqaqkb SFS[D(4,3)(3,1)] gLLAQacdefefjsqaqjb SFS[D(5,3)(3,1)] gLLAQacedfefbcxlqgb reducible gLLAQacedfefbrdeqgb reducible gLLAQacdefefbsaxqkv SFS[D(2,1)(2,1)] gLLPQcdcfeefqsbhhrn SFS[D(4,1)(2,1)] gLLPQcdcfeefqsbhhrr SFS[D(5,2)(2,1)] gLLPQcdcfeefqsbqhrk SFS[D(4,1)(2,1)] gLLPQcdcfeefqsbqhrj SFS[D(5,2)(2,1)] gLLAQacdefefbsaaqkv SFS[D(2,1)(2,1)] gLLPQcdcfeefqsbhawn SFS[D(4,1)(2,1)] gLLPQcdcfeefqsbhawr SFS[D(5,2)(2,1)] gLLPQcdcfeefqsbqawk SFS[D(4,1)(2,1)] gLLPQcdcfeefqsbqawj SFS[D(5,2)(2,1)] gLLAQacdefefbkqqqwb reducible gLLAQacdefefbkqqqsb reducible gLLAQacdefefnbaqqwv SFS[D(5,3)(3,1)] gLLAQacdefefjbaqqwv toroidal gLLAQacdefefjkqqqwb SFS[D(5,2)(3,1)] gLLAQacdefefjbaqqsv toroidal gLLAQacdefefbkqxqfb reducible gLLAQacdefefnkqxqfb reducible gLLAQacdefefnkqxqkb toroidal gLLAQacdefefnkqxqrb toroidal gLLAQacdefefjkqxqfb reducible gLLAQacdefefjkqxqkb toroidal gLLAQacdefefjkqxqrb toroidal gLLAQacdefefbkqaqkb reducible gLLAQacdefefbkqaqjb reducible gLLAQacdefefnkqaqkb SFS[D(5,2)(3,1)] gLLAQacdefefnkqaqjb toroidal gLLAQacdefefjkqaqkb SFS[D(5,3)(3,1)] gLLAQacdefefjkqaqjb toroidal gLLAQacdefefjbaxqfv SFS[D(2,1)(2,1)] gLLAQacdefefnbaxqkv SFS[D(5,2)(2,1)] gLLAQacdefefjbaxqkv toroidal gLLAQacdefefjbaxqrv SFS[D(2,1)(2,1)] gLLPQcdcfeefqcbhhoo reducible gLLPQcdcfeefqcbhhon SFS[D(3,1)(2,1)] gLLPQcdcfeefqcbhhor SFS[D(3,1)(2,1)] gLLPQcdcfeefqcbhhro reducible gLLPQcdcfeefqcbhhrn toroidal gLLPQcdcfeefqcbhhrr toroidal gLLPQcdcfeefqcbhhno reducible gLLPQcdcfeefqcbhhnn SFS[D(3,1)(2,1)] gLLPQcdcfeefqcbhhnr SFS[D(3,1)(2,1)] gLLPQcdcfeefqcbqhoj SFS[D(2,1)(2,1)] gLLPQcdcfeefqcbqhrk SFS[D(5,2)(2,1)] gLLPQcdcfeefqcbqhrj toroidal gLLPQcdcfeefqcbqhnj SFS[D(2,1)(2,1)] gLLAQacdefefjbaaqgv SFS[D(2,1)(2,1)] gLLAQacdefefnbaaqkv SFS[D(5,2)(2,1)] gLLAQacdefefjbaaqkv toroidal gLLAQacdefefjbaaqjv SFS[D(2,1)(2,1)] gLLPQcdcfeefqcbhavo reducible gLLPQcdcfeefqcbhavn SFS[D(3,1)(2,1)] gLLPQcdcfeefqcbhavr SFS[D(3,1)(2,1)] gLLPQcdcfeefqcbhawo reducible gLLPQcdcfeefqcbhawn toroidal gLLPQcdcfeefqcbhawr toroidal gLLPQcdcfeefqcbhaso reducible gLLPQcdcfeefqcbhasn SFS[D(3,1)(2,1)] gLLPQcdcfeefqcbhasr SFS[D(3,1)(2,1)] gLLPQcdcfeefqcbqavj SFS[D(2,1)(2,1)] gLLPQcdcfeefqcbqawk SFS[D(5,2)(2,1)] gLLPQcdcfeefqcbqawj toroidal gLLPQcdcfeefqcbqasj SFS[D(2,1)(2,1)] gLLAQacdefefbbqqqwb reducible gLLAQacdefefbbqqqsb reducible gLLAQacdefefnbqqqwb SFS[D(4,3)(3,1)] gLLAQacdefefjkaqqwv SFS[D(5,3)(3,1)] gLLAQacdefefjbqqqwb SFS[D(4,1)(3,1)] gLLAQacdefefjbqqqsb SFS[D(5,2)(3,1)] gLLAQacdefefbbqxqkb reducible gLLAQacdefefbbqxqrb reducible gLLAQacdefefnbqxqkb SFS[D(5,2)(3,1)] gLLAQacdefefnbqxqrb SFS[D(4,1)(3,1)] gLLAQacdefefjbqxqkb SFS[D(5,3)(3,1)] gLLAQacdefefjbqxqrb SFS[D(4,3)(3,1)] gLLAQacdefefbbqaqgb reducible gLLAQacdefefnbqaqgb SFS[D(3,1)(2,1)] gLLAQacdefefjbqaqgb SFS[D(3,1)(2,1)] gLLAQacdefefnkaxqkv SFS[D(4,1)(2,1)] gLLAQacdefefjkaxqkv SFS[D(5,2)(2,1)] gLLPQcdcfeefqrbhhrn SFS[D(5,2)(2,1)] gLLPQcdcfeefqrbhhrr SFS[D(4,1)(2,1)] gLLPQcdcfeefqrbqhrg SFS[D(2,1)(2,1)] gLLAQacdefefnkaaqkv SFS[D(4,1)(2,1)] gLLAQacdefefjkaaqkv SFS[D(5,2)(2,1)] gLLPQcdcfeefqrbhawn SFS[D(5,2)(2,1)] gLLPQcdcfeefqrbhawr SFS[D(4,1)(2,1)] gLLPQcdcfeefqrbqawg SFS[D(2,1)(2,1)] gLLAQacdefefbsxqhwc SFS[D(3,1)(2,1)] gLLAQacdefefbsxqhsc SFS[D(3,1)(2,1)] gLLAQacdefefbsxdxwb reducible gLLAQacdefefbsxdxsb reducible gLLAQacdefefbsxmxjb reducible gLLAQacdefefbsxmxkb reducible gLLAQacdefefbsxxhkc SFS[D(2,1)(2,1)] gLLAQacdefefbsxahkc SFS[D(2,1)(2,1)] gLLAQacdefefbsxxxkb reducible gLLAQacdefefnsxxxkb SFS[D(4,3)(3,1)] gLLAQacdefefjsxxxkb SFS[D(4,1)(3,1)] gLLAQacdefefbsxxxrb reducible gLLAQacdefefnsxxxrb SFS[D(5,3)(3,1)] gLLAQacdefefjsxxxrb SFS[D(5,2)(3,1)] gLLQPacdedffjbaanqc SFS[D(4,1)(2,1)] gLLQPacdedffjbaajxf SFS[D(5,2)(2,1)] gLLQPacdedffjbxanqc SFS[D(4,1)(2,1)] gLLQPacdedffnbxanqc SFS[D(5,2)(2,1)] gLLAQacdefefbsxaxkb reducible gLLAQacdefefnsxaxkb SFS[D(4,1)(3,1)] gLLAQacdefefjsxaxkb SFS[D(4,3)(3,1)] gLLAQacdefefbsxaxjb reducible gLLAQacdefefnsxaxjb SFS[D(5,2)(3,1)] gLLAQacdefefjsxaxjb SFS[D(5,3)(3,1)] gLLAQacedfefbcxdxgb reducible gLLAQacedfefbrdixgb reducible gLLQPacdedffjbxanxf SFS[D(4,1)(2,1)] gLLQPacdedffjbxarxf SFS[D(5,2)(2,1)] gLvQQcdcfeefhvoqhrj SFS[D(4,1)(2,1)] gLvQQcdcfeefhvoqhnj SFS[D(5,2)(2,1)] gLLAQacdefefbbxqxwb reducible gLLAQacdefefnbxqxwb SFS[D(4,3)(3,1)] gLLAQacdefefjbxqxwb SFS[D(4,1)(3,1)] gLLAQacdefefbbxqxsb reducible gLLAQacdefefjkxqhwc SFS[D(5,3)(3,1)] gLLAQacdefefjbxqxsb SFS[D(5,2)(3,1)] gLLAQacdefefnkxxhkc SFS[D(4,1)(2,1)] gLLAQacdefefjkxxhkc SFS[D(5,2)(2,1)] gLLAQacdefefnkxahkc SFS[D(4,1)(2,1)] gLLAQacdefefjkxahkc SFS[D(5,2)(2,1)] gLLAQacdefefbbxxxkb reducible gLLAQacdefefnbxxxkb SFS[D(5,2)(3,1)] gLLAQacdefefjbxxxkb SFS[D(5,3)(3,1)] gLLAQacdefefbbxxxrb reducible gLLAQacdefefnbxxxrb SFS[D(4,1)(3,1)] gLLAQacdefefjbxxxrb SFS[D(4,3)(3,1)] gLLQPacdedffjkaanqc SFS[D(5,2)(2,1)] gLLQPacdedffjsaajxf SFS[D(4,1)(2,1)] gLLQPacdedffjkxanqc SFS[D(5,2)(2,1)] gLLQPacdedffnkxanqc SFS[D(4,1)(2,1)] gLLAQacdefefbbxaxgb reducible gLLAQacdefefnbxaxgb SFS[D(3,1)(2,1)] gLLAQacdefefjbxaxgb SFS[D(3,1)(2,1)] gLLQPacdedffjsxaoxf SFS[D(2,1)(2,1)] gLvQQcdcfeefhjoqhoj SFS[D(2,1)(2,1)] gLLAQacdefefbkxqxwb reducible gLLAQacdefefnbxqhwc SFS[D(5,3)(3,1)] gLLAQacdefefjkxqxwb SFS[D(5,2)(3,1)] gLLAQacdefefbkxqxsb reducible gLLAQacdefefjbxqhwc toroidal gLLAQacdefefjbxqhsc toroidal gLLAQacdefefnbxxhkc SFS[D(5,2)(2,1)] gLLAQacdefefjbxxhfc SFS[D(2,1)(2,1)] gLLAQacdefefjbxxhkc toroidal gLLAQacdefefjbxxhrc SFS[D(2,1)(2,1)] gLLAQacdefefnbxahkc SFS[D(5,2)(2,1)] gLLAQacdefefjbxahgc SFS[D(2,1)(2,1)] gLLAQacdefefjbxahkc toroidal gLLAQacdefefjbxahjc SFS[D(2,1)(2,1)] gLLAQacdefefbkxxxfb reducible gLLAQacdefefnkxxxfb reducible gLLAQacdefefjkxxxfb reducible gLLAQacdefefnkxxxkb toroidal gLLAQacdefefjkxxxkb toroidal gLLAQacdefefnkxxxrb toroidal gLLAQacdefefjkxxxrb toroidal gLLQPacdedffbkaabxf reducible gLLQPacdedffbsaanqc reducible gLLQPacdedffbsaajqc reducible gLLQPacdedffbkaanxf SFS[D(3,1)(2,1)] gLLQPacdedffjkaanxf toroidal gLLQPacdedffjsaajqc SFS[D(3,1)(2,1)] gLLQPacdedffbkaajxf SFS[D(3,1)(2,1)] gLLQPacdedffjkaajxf toroidal gLLQPacdedffnkaajxf SFS[D(3,1)(2,1)] gLLQPacdedffbsxaoqc reducible gLLQPacdedffbsxanqc reducible gLLQPacdedffbsxarqc reducible gLLQPacdedffjsxaoqc SFS[D(3,1)(2,1)] gLLQPacdedffjsxanqc toroidal gLLQPacdedffjsxarqc SFS[D(3,1)(2,1)] gLLQPacdedffnsxaoqc SFS[D(3,1)(2,1)] gLLQPacdedffnsxanqc toroidal gLLQPacdedffnsxarqc SFS[D(3,1)(2,1)] gLLAQacdefefbkxaxkb reducible gLLAQacdefefnkxaxkb SFS[D(5,2)(3,1)] gLLAQacdefefjkxaxkb SFS[D(5,3)(3,1)] gLLAQacdefefbkxaxjb reducible gLLAQacdefefnkxaxjb toroidal gLLAQacdefefjkxaxjb toroidal gLLQPacdedffjkxanxf SFS[D(5,2)(2,1)] gLLQPacdedffbkxarxf SFS[D(2,1)(2,1)] gLLQPacdedffjkxarxf toroidal gLLQPacdedffnkxarxf SFS[D(2,1)(2,1)] gLvQQcdcfeefhroqhrj SFS[D(5,2)(2,1)] gLvQQcdcfeefhroqhng SFS[D(2,1)(2,1)] gLvQQcdcfeefhroqhnj toroidal gLvQQcdcfeefhroqhnk SFS[D(2,1)(2,1)] gLLAQacdefefbjhdxsb reducible gLLAQacedfefjkamhfc reducible gLLAQacdefefbjhlxfb reducible gLLAQacdefefbjhlxrb reducible gLLAQacdefefbjhlxkb reducible gLLAQacedfefbkxmxgb reducible gLLAQacedfefnkxmxgb reducible gLLAQacedfefjkxmxgb reducible gLLAQacdefefbjhmxjb reducible gLLQPacdedffbjhmrxf reducible gLLAQacedfefbbamxfb reducible gLLQPacdedffbcahbxf reducible gLLPQcdcfeefhkoppoo reducible gLLAQacdefefjoqqhff reducible gLLAQacedfefbbxaxgb reducible gLLAQacedfefbbxaxkb reducible gLLAQacedfefbbxaxjb reducible gLLAQacedfefbbaaxrb reducible gLLAQacdefefbsqqhwf SFS[D(3,1)(2,1)] gLLAQacdefefbsqqhsf SFS[D(3,1)(2,1)] gLLAQacdefefbsaqxwf SFS[D(3,1)(2,1)] gLLAQacdefefnsaqxwf toroidal gLLAQacdefefjsaqxwf SFS[D(3,1)(2,1)] gLLAQacdefefbsaqxsf SFS[D(3,1)(2,1)] gLLAQacdefefjsqqhwf SFS[D(3,1)(2,1)] gLLAQacdefefjsaqxsf reducible gLLAQacdefefbsqxhkf SFS[D(2,1)(2,1)] gLLAQacdefefnsqxhkf SFS[D(7,2)(2,1)] gLLAQacdefefnsqxhrf toroidal gLLAQacdefefjsqxhff SFS[D(2,1)(2,1)] gLLAQacdefefjsqxhkf SFS[D(5,1)(2,1)] gLLAQacdefefjsqxhrf SFS[D(7,2)(2,1)] gLLAQacdefefbsqahkf SFS[D(2,1)(2,1)] gLLAQacdefefnsqahgf reducible gLLAQacdefefnsqahkf toroidal gLLAQacdefefnsqahjf toroidal gLLAQacdefefjsqahkf SFS[D(7,3)(2,1)] gLLAQacdefefjsqahjf SFS[D(8,3)(2,1)] gLLAQacdefefjsaxxff SFS[D(2,1)(2,1)] gLLAQacdefefbsaxxkf SFS[D(2,1)(2,1)] gLLAQacdefefnsaxxkf SFS[D(7,2)(2,1)] gLLAQacdefefjsaxxkf SFS[D(5,1)(2,1)] gLLAQacdefefnsaxxrf toroidal gLLAQacdefefjsaxxrf SFS[D(7,2)(2,1)] gLLPQcdcfeefhsohhoo reducible gLLPQcdcfeefhsohhon SFS[D(3,1)(2,1)] gLLPQcdcfeefhsohhor SFS[D(3,1)(2,1)] gLLPQcdcfeefhsohhro SFS[D(3,1)(2,1)] gLLPQcdcfeefhsohhrn reducible gLLPQcdcfeefhsohhrr SFS[D(3,1)(2,1)] gLLPQcdcfeefhsohhno SFS[D(3,1)(2,1)] gLLPQcdcfeefhsohhnn SFS[D(3,1)(2,1)] gLLPQcdcfeefhsohhnr toroidal gLLPQcdcfeefhsoqhoj SFS[D(2,1)(2,1)] gLLPQcdcfeefhsoqhrk SFS[D(8,3)(2,1)] gLLPQcdcfeefhsoqhrj SFS[D(7,3)(2,1)] gLLPQcdcfeefhsoqhng reducible gLLPQcdcfeefhsoqhnk toroidal gLLPQcdcfeefhsoqhnj toroidal gLLAQacdefefnsaaxgf reducible gLLAQacdefefbsaaxkf SFS[D(2,1)(2,1)] gLLAQacdefefnsaaxkf toroidal gLLAQacdefefjsaaxkf SFS[D(7,3)(2,1)] gLLAQacdefefnsaaxjf toroidal gLLAQacdefefjsaaxjf SFS[D(8,3)(2,1)] gLLPQcdcfeefhsohavr reducible gLLPQcdcfeefhsohawn SFS[D(8,3)(2,1)] gLLPQcdcfeefhsohawr toroidal gLLPQcdcfeefhsohaso SFS[D(2,1)(2,1)] gLLPQcdcfeefhsohasn SFS[D(7,3)(2,1)] gLLPQcdcfeefhsohasr toroidal gLLPQcdcfeefhsoqavg reducible gLLPQcdcfeefhsoqavk reducible gLLPQcdcfeefhsoqavj reducible gLLPQcdcfeefhsoqawg reducible gLLPQcdcfeefhsoqawk toroidal gLLPQcdcfeefhsoqawj toroidal gLLPQcdcfeefhsoqasg reducible gLLPQcdcfeefhsoqask toroidal gLLPQcdcfeefhsoqasj toroidal gLLAQacdefefnbaqxwf SFS[D(2,1)(2,1)] gLLAQacdefefnkqxhrf SFS[D(2,1)(2,1)] gLLAQacdefefnkqahgf reducible gLLAQacdefefnkqahkf SFS[D(3,1)(2,1)] gLLAQacdefefnkqahjf SFS[D(3,1)(2,1)] gLLAQacdefefnbaxxrf SFS[D(2,1)(2,1)] gLLPQcdcfeefhcohhnr SFS[D(2,1)(2,1)] gLLPQcdcfeefhcoqhng reducible gLLPQcdcfeefhcoqhnk SFS[D(3,1)(2,1)] gLLPQcdcfeefhcoqhnj SFS[D(3,1)(2,1)] gLLAQacdefefnbaaxgf reducible gLLAQacdefefnbaaxkf SFS[D(3,1)(2,1)] gLLAQacdefefnbaaxjf SFS[D(3,1)(2,1)] gLLPQcdcfeefhcohavr reducible gLLPQcdcfeefhcohawr SFS[D(3,1)(2,1)] gLLPQcdcfeefhcohasr SFS[D(3,1)(2,1)] gLLPQcdcfeefhcoqavg reducible gLLPQcdcfeefhcoqavk reducible gLLPQcdcfeefhcoqavj reducible gLLPQcdcfeefhcoqawg reducible gLLPQcdcfeefhcoqawk SFS[D(3,1)(3,2)] gLLPQcdcfeefhcoqawj SFS[D(3,1)(3,1)] gLLPQcdcfeefhcoqasg reducible gLLPQcdcfeefhcoqask SFS[D(3,1)(3,1)] gLLPQcdcfeefhcoqasj SFS[D(3,1)(3,2)] gLLAQacdefefnbqqhwf SFS[D(2,1)(2,1)] gLLAQacdefefnbqxhrf SFS[D(2,1)(2,1)] gLLAQacdefefnbqahgf reducible gLLAQacdefefnbqahkf SFS[D(3,1)(2,1)] gLLAQacdefefnbqahjf SFS[D(3,1)(2,1)] gLLAQacdefefnkaxxrf SFS[D(2,1)(2,1)] gLLPQcdcfeefhrohhnr SFS[D(2,1)(2,1)] gLLPQcdcfeefhroqhng reducible gLLPQcdcfeefhroqhnk SFS[D(3,1)(2,1)] gLLPQcdcfeefhroqhnj SFS[D(3,1)(2,1)] gLLAQacdefefnkaaxgf reducible gLLAQacdefefnkaaxkf SFS[D(3,1)(2,1)] gLLAQacdefefnkaaxjf SFS[D(3,1)(2,1)] gLLPQcdcfeefhrohavr reducible gLLPQcdcfeefhrohawr SFS[D(3,1)(2,1)] gLLPQcdcfeefhrohasr SFS[D(3,1)(2,1)] gLLPQcdcfeefhroqavg reducible gLLPQcdcfeefhroqavk reducible gLLPQcdcfeefhroqavj reducible gLLPQcdcfeefhroqawg reducible gLLPQcdcfeefhroqawk SFS[D(3,1)(3,2)] gLLPQcdcfeefhroqawj SFS[D(3,1)(3,1)] gLLPQcdcfeefhroqasg reducible gLLPQcdcfeefhroqask SFS[D(3,1)(3,1)] gLLPQcdcfeefhroqasj SFS[D(3,1)(3,2)] gLLPQcdcefefhsoxxoo reducible gLLAQacedfefbgxhxgb reducible gLLAQacdefefjkexxff SFS[D(2,1)(2,1)] gLLPQcdcefefhkoeeoo reducible gLLPQcdcefefhkoeeon SFS[D(3,1)(2,1)] gLLPQcdcefefhkoeeor SFS[D(3,1)(2,1)] gLLPQcdcefefhkoetoj SFS[D(2,1)(2,1)] gLLAQacedfefbsdudfb reducible gLLPQcdcefeftrvxeoo reducible gLLAQacdefefjkmpifc reducible gLLAQacdefefjkmlifc reducible gLLAQacedfefbodpefb reducible gLLAQacedfefbodpekb reducible gLLAQacedfefbodperb reducible gLLPQcdcefeftovexoo reducible gLLPQcdcefeftovexro reducible gLLPQcdcefeftovexno reducible gLLAQacedfefboupejb reducible gLLPQcdcefeftovixso reducible gLLAQacdefefbgmmiwc SFS[D(3,1)(2,1)] gLLAQacdefefbgmmisc SFS[D(3,1)(2,1)] gLLAQacdefefbgamisg SFS[D(3,1)(2,1)] gLLAQacdefefbgamiwg SFS[D(3,1)(2,1)] gLLAQacdefefbgmdmkc SFS[D(2,1)(2,1)] gLLAQacdefefjjtxifc SFS[D(2,1)(2,1)] gLLAQacdefefbgmdikc SFS[D(2,1)(2,1)] gLLAQacedfefnkthigc SFS[D(2,1)(2,1)] gLLAQacdefefbgadikg SFS[D(2,1)(2,1)] gLLAQacdefefjjuxmfg SFS[D(2,1)(2,1)] gLLPQcdcfeeflvvllor SFS[D(3,1)(2,1)] gLLPQcdcfeeflvvllon SFS[D(3,1)(2,1)] gLLPQcdcfeeflvvllno SFS[D(3,1)(2,1)] gLLPQcdcfeeflvvllro SFS[D(3,1)(2,1)] gLLAQacedfefnkthmgc SFS[D(2,1)(2,1)] gLLAQacdefefjjuxifg SFS[D(2,1)(2,1)] gLLAQacdefefbgadmkg SFS[D(2,1)(2,1)] gLLAQacedfefnktpmgg SFS[D(2,1)(2,1)] gLLAQacdefefjjtxmfc SFS[D(2,1)(2,1)] gLLAQacedfefnktpigg SFS[D(2,1)(2,1)] gLLPQcdcfeeflvvpxvj SFS[D(3,1)(2,1)] gLLPQcdcfeeflvvpxvk SFS[D(3,1)(2,1)] gLLPQcdcfeeflvvpxsg SFS[D(3,1)(2,1)] gLLPQcdcfeeflvvpxwg SFS[D(3,1)(2,1)] gLLAQacedfefbsdiefb reducible gLLPQcdcfeeftovphoo reducible gLLAQacdefefjkadtvv reducible gLLAQacdefefjkaitgv reducible gLLAQacedfefbodldfb reducible gLLAQacedfefbodldkb reducible gLLAQacedfefbodldrb reducible gLLPQcdcfeeftrvhpoo reducible gLLPQcdcfeeftrvhpon reducible gLLPQcdcfeeftrvhpor reducible gLLAQacedfefbouldjb reducible gLLPQcdcfeeftrvqpoj reducible gLLAQacedfefbktadgc reducible gLLAQacedfefnktadgc SFS[D(3,1)(2,1)] gLLAQacedfefjktadgc SFS[D(3,1)(2,1)] gLLAQacedfefjktxtgv SFS[D(2,1)(2,1)] gLLAQacedfefjktilgf SFS[D(2,1)(2,1)] gLLAQacedfefbktedgb reducible gLLAQacedfefjktedgb SFS[D(3,1)(2,1)] gLLAQacedfefnktedgb SFS[D(3,1)(2,1)] gLLPQcdcfeefuwbxlwg SFS[D(2,1)(2,1)] gLLPQcdcfeefuwbxlvj SFS[D(2,1)(2,1)] gLLAQacdefefbrladgb reducible gLLAQacedfefbrxidwc reducible gLLAQacedfefbrqidrc reducible gLLAQacedfefbrhidgc reducible gLLAQacedfefbrhidkc reducible gLLAQacedfefbrhidjc reducible gLLAQacedfefbrhiejb reducible gLLAQacedfefbrhiekb reducible gLLAQacedfefbrxiewb reducible gLLAQacedfefbrqierb reducible gLLAQacedfefboudegb reducible gLLAQacedfefbouddgc reducible gLLAQacedfefbsdidfc reducible gLLPQcdcfeeflovphoo reducible gLLAQacdefefjkmpmfc reducible gLLAQacedfefbodpdfc reducible gLLAQacedfefbodpdkc reducible gLLAQacedfefbodpdrc reducible gLLAQacedfefboupdjc reducible gLLAQacdefefjkmlmfc reducible gLLPQcdcefeflovexoo reducible gLLPQcdcefeflovexro reducible gLLPQcdcefeflovexno reducible gLLPQcdcefeflovixso reducible gLLAQacdefefbgtmlwf SFS[D(3,1)(2,1)] gLLAQacdefefbgtmlsf SFS[D(3,1)(2,1)] gLLAQacdefefbgtedwc reducible gLLAQacdefefbgtedsc reducible gLLAQacdefefbgtqerb reducible gLLAQacdefefbgtqekb reducible gLLAQacdefefbgtqdkc reducible gLLAQacdefefbgtqdrc reducible gLLAQacdefefbgtdekb reducible gLLAQacdefefbgtdejb reducible gLLAQacdefefbgteewb reducible gLLAQacdefefbgteesb reducible gLLAQacdefefbgtddkc reducible gLLAQacdefefbgtddjc reducible gLLAQacdefefjgthegb SFS[D(3,1)(2,1)] gLLAQacdefefjgthdgc SFS[D(3,1)(2,1)] gLLAQacdefefbgtdtkf SFS[D(2,1)(2,1)] gLLAQacdefefjjhxlff SFS[D(2,1)(2,1)] gLLQPacdedffbgahjdf SFS[D(3,1)(2,1)] gLLQPacdedffbgahjec SFS[D(3,1)(2,1)] gLLQPacdedffjjhmoec SFS[D(2,1)(2,1)] gLLAQacdefefjjhxtff SFS[D(2,1)(2,1)] gLLAQacdefefbgtdlkf SFS[D(2,1)(2,1)] gLLAQacdefefjjhmlgf SFS[D(2,1)(2,1)] gLLQPacdedffjgthopb SFS[D(3,1)(2,1)] gLLQPacdedffjgthoub SFS[D(3,1)(2,1)] gLLQPacdedffjjhmodf SFS[D(2,1)(2,1)] gLLAQacdefefjjhmtgf SFS[D(2,1)(2,1)] gLLAQacdefefbctmdwc reducible gLLAQacdefefbctmdsc reducible gLLAQacdefefbctudkc reducible gLLAQacdefefbctudrc reducible gLLAQacdefefbctddgc reducible gLLAQacdefefbctmesb reducible gLLAQacdefefbctmewb reducible gLLAQacdefefbctdegb reducible gLLAQacdefefbctuekb reducible gLLAQacdefefbctuerb reducible gLLAQacdefefbsmidgb reducible gLLAQacdefefbsmldfb reducible gLLAQacedfefbrxuewf reducible gLLAQacedfefbrquerf reducible gLLAQacedfefbrhudgb reducible gLLAQacedfefbrhuekf reducible gLLAQacedfefbrhuejf reducible gLLAQacedfefbrhudjb reducible gLLAQacedfefbrhudkb reducible gLLAQacedfefbrxudwb reducible gLLAQacedfefbrqudrb reducible gLLAQacedfefbouadgb reducible gLLAQacedfefbouaegf reducible gLLAQacedfefbkteegf reducible gLLAQacedfefnkteegf SFS[D(3,1)(2,1)] gLLAQacedfefjkteegf SFS[D(3,1)(2,1)] gLLAQacedfefjktitgf SFS[D(2,1)(2,1)] gLLAQacedfefjktxlgf SFS[D(2,1)(2,1)] gLLAQacedfefbktaegb reducible gLLAQacedfefjktaegb SFS[D(3,1)(2,1)] gLLAQacedfefnktaegb SFS[D(3,1)(2,1)] gLLPQcdcfeefpwoxlvj SFS[D(2,1)(2,1)] gLLPQcdcfeefpwoxlwg SFS[D(2,1)(2,1)] gLLAQacdefefbrlaegf reducible gLLAQacdefefjkadlvf reducible gLLAQacedfefbodleff reducible gLLAQacedfefbodlekf reducible gLLAQacedfefbodlerf reducible gLLAQacedfefboulejf reducible gLLAQacdefefjkailgf reducible gLLPQcdcfeeflrvhpoo reducible gLLPQcdcfeeflrvhpon reducible gLLPQcdcfeeflrvhpor reducible gLLPQcdcfeeflrvqpoj reducible gLLAQacedfefbsdueff reducible gLLPQcdcefeflrvxeoo reducible gLLAQacdefefbsmleff reducible gLLAQacdefefbsmiegf reducible gLLAQacdefefbgamlwf SFS[D(3,1)(2,1)] gLLAQacdefefbgamlsf SFS[D(3,1)(2,1)] gLLAQacdefefbgmeewf reducible gLLAQacdefefbgmeesf reducible gLLAQacdefefbgmqdrb reducible gLLAQacdefefbgmqdkb reducible gLLAQacdefefbgmqekf reducible gLLAQacdefefbgmqerf reducible gLLAQacdefefbgmddkb reducible gLLAQacdefefbgmddjb reducible gLLAQacdefefbgmedwb reducible gLLAQacdefefbgmedsb reducible gLLAQacdefefbgmdekf reducible gLLAQacdefefbgmdejf reducible gLLAQacdefefjgmhdgb SFS[D(3,1)(2,1)] gLLAQacdefefjgmhegf SFS[D(3,1)(2,1)] gLLAQacdefefbgadtkv SFS[D(2,1)(2,1)] gLLAQacdefefjjuxlff SFS[D(2,1)(2,1)] gLLPQcdcfeefpvollon SFS[D(3,1)(2,1)] gLLPQcdcfeefpvollor SFS[D(3,1)(2,1)] gLLPQcdcfeefpvoperg SFS[D(2,1)(2,1)] gLLAQacdefefjjuxtfv SFS[D(2,1)(2,1)] gLLAQacdefefbgadlkf SFS[D(2,1)(2,1)] gLLAQacdefefjjumlgf SFS[D(2,1)(2,1)] gLLPQcdcfeefpvolxvn SFS[D(3,1)(2,1)] gLLPQcdcfeefpvolxvr SFS[D(3,1)(2,1)] gLLPQcdcfeefpvopiwg SFS[D(2,1)(2,1)] gLLAQacdefefjjumtgv SFS[D(2,1)(2,1)] gLLAQacdefefbcmmewf reducible gLLAQacdefefbcmmesf reducible gLLAQacdefefbcmuekf reducible gLLAQacdefefbcmuerf reducible gLLAQacdefefbcmdegf reducible gLLAQacdefefbcmmdsb reducible gLLAQacdefefbcmmdwb reducible gLLAQacdefefbcmddgb reducible gLLAQacdefefbcmudkb reducible gLLAQacdefefbcmudrb reducible gLLAQacdefefbjqdasg SFS[D(2,1)(2,1)] gLLAQacedfefjkauafc SFS[D(2,1)(2,1)] gLLPQcdcefefasvxxoo reducible gLLAQacdefefbjqlafg reducible gLLAQacdefefbjqlarg SFS[D(3,1)(2,1)] gLLAQacdefefbjqlakg SFS[D(3,1)(2,1)] gLLAQacedfefbkxlagg reducible gLLAQacedfefnkxlagg SFS[D(3,1)(2,1)] gLLAQacedfefjkxlagg SFS[D(3,1)(2,1)] gLLAQacdefefbjqmajg SFS[D(2,1)(2,1)] gLLPQcdcefefasvmlvk SFS[D(2,1)(2,1)] gLLAQacdefefjraxafc reducible gLLPQcdcefefarvxxno reducible gLLPQcdcefefarvxxor reducible gLLAQacdefefjvqxafg reducible gLLAQacdefefjopqafc SFS[D(2,1)(2,1)] gLLAQacedfefbbauarc SFS[D(2,1)(2,1)] gLLAQacedfefbbxuagc reducible gLLAQacedfefbbxuakc SFS[D(3,1)(2,1)] gLLAQacedfefbbxuajc SFS[D(3,1)(2,1)] gLLAQacedfefnbxuagc SFS[D(3,1)(2,1)] gLLAQacedfefjbxuagc SFS[D(3,1)(2,1)] gLLAQacedfefjsalafg SFS[D(2,1)(2,1)] gLLPQcdcefefacvxxoo reducible gLLPQcdcefefacvptwg SFS[D(2,1)(2,1)] gLLAQacdefefbsmqawc toroidal gLLAQacdefefbsmqasc toroidal gLLAQacdefefbseqawg SFS[D(3,1)(2,1)] gLLAQacdefefnseqawg toroidal gLLAQacdefefjseqawg m003(0,0) gLLAQacdefefbseqasg SFS[D(3,1)(2,1)] gLLAQacdefefjsmqawc toroidal gLLAQacdefefjseqasg SFS[D(3,1)(2,1)] gLLAQacdefefbsmdawc SFS[D(5,2)(2,1)] gLLAQacdefefbsmdasc SFS[D(4,1)(2,1)] gLLAQacdefefbsmtawc SFS[D(4,1)(2,1)] gLLAQacdefefbsmtasc SFS[D(5,2)(2,1)] gLLAQacdefefbsmpakc SFS[D(5,2)(2,1)] gLLAQacdefefbsmparc SFS[D(4,1)(2,1)] gLLAQacdefefbsmxakc toroidal gLLAQacdefefbsmxarc SFS[D(5,2)(2,1)] gLLAQacdefefnsmxakc m006(0,0) gLLAQacdefefnsmxarc m016(0,0) gLLAQacdefefjsmxafc SFS[D(3,1)(2,1)] gLLAQacdefefjsmxakc SFS[D(3,1)(2,1)] gLLAQacdefefjsmxarc toroidal gLLAQacdefefbsmmakc SFS[D(5,2)(2,1)] gLLAQacdefefbsmmajc SFS[D(4,1)(2,1)] gLLAQacdefefbsmaakc toroidal gLLAQacdefefbsmaajc SFS[D(5,2)(2,1)] gLLAQacdefefnsmaakc m011(0,0) gLLAQacdefefnsmaajc m019(0,0) gLLAQacdefefjsmaakc toroidal gLLAQacdefefjsmaajc toroidal gLLAQacedfefbcxtagc reducible gLLAQacedfefbrdhagc reducible gLLAQacdefefjsexafg SFS[D(3,1)(2,1)] gLLAQacdefefbsexakg SFS[D(2,1)(2,1)] gLLAQacdefefnsexakg m070(0,0) gLLAQacdefefjsexakg m026(0,0) gLLAQacdefefnsexarg m118(0,0) gLLAQacdefefjsexarg m052(0,0) gLLAQacedfefbcxhagf reducible gLLPQcdcefefawveeoo reducible gLLPQcdcefefawveeon SFS[D(3,1)(3,1)] gLLPQcdcefefawveeor SFS[D(3,1)(3,2)] gLLPQcdcefefawveero SFS[D(3,1)(3,2)] gLLPQcdcefefawveern m010(0,0) gLLPQcdcefefawveerr m007(0,0) gLLPQcdcefefawveeno SFS[D(3,1)(3,1)] gLLPQcdcefefawveenn m033(0,0) gLLPQcdcefefawveenr m036(0,0) gLLPQcdcefefawvetoj SFS[D(3,1)(2,1)] gLLPQcdcefefawvetrk m141(0,0) gLLPQcdcefefawvetrj m116(0,0) gLLPQcdcefefawvetnk m180(0,0) gLLPQcdcefefawvetnj m170(0,0) gLLAQacdefefbseaakg SFS[D(2,1)(2,1)] gLLAQacdefefnseaakg m069(0,0) gLLAQacdefefjseaakg m043(0,0) gLLAQacdefefnseaajg m119(0,0) gLLAQacdefefjseaajg m060(0,0) gLLAQacedfefbrdmagf reducible gLLPQcdcefefawviewn m046(0,0) gLLPQcdcefefawviewr m082(0,0) gLLPQcdcefefawvieso SFS[D(3,1)(2,1)] gLLPQcdcefefawviesn m054(0,0) gLLPQcdcefefawviesr m100(0,0) gLLPQcdcefefawvitwk m147(0,0) gLLPQcdcefefawvitwj m154(0,0) gLLPQcdcefefawvitsk m185(0,0) gLLPQcdcefefawvitsj m178(0,0) gLLAQacdefefbkmqawc SFS[D(5,2)(2,1)] gLLAQacdefefbkmqasc SFS[D(4,1)(2,1)] gLLAQacdefefnbeqawg SFS[D(5,2)(2,1)] gLLAQacdefefjbeqawg SFS[D(4,1)(2,1)] gLLAQacdefefjkmqawc toroidal gLLAQacdefefjbeqasg toroidal gLLAQacdefefjkmxakc SFS[D(3,1)(2,1)] gLLAQacdefefjkmxarc SFS[D(3,1)(2,1)] gLLAQacdefefbkmaakc SFS[D(5,2)(2,1)] gLLAQacdefefbkmaajc SFS[D(4,1)(2,1)] gLLAQacdefefnkmaakc SFS[D(5,2)(2,1)] gLLAQacdefefnkmaajc SFS[D(4,1)(2,1)] gLLAQacdefefjkmaakc toroidal gLLAQacdefefjkmaajc toroidal gLLAQacdefefjbexafg reducible gLLAQacdefefnbexakg toroidal gLLAQacdefefjbexakg toroidal gLLAQacdefefnbexarg toroidal gLLAQacdefefjbexarg toroidal gLLPQcdcefefaoveeon reducible gLLPQcdcefefaoveeor reducible gLLPQcdcefefaoveern SFS[D(3,1)(3,2)] gLLPQcdcefefaoveerr SFS[D(3,1)(3,1)] gLLPQcdcefefaoveenn SFS[D(3,1)(3,1)] gLLPQcdcefefaoveenr SFS[D(3,1)(3,2)] gLLPQcdcefefaovetoj reducible gLLPQcdcefefaovetrk toroidal gLLPQcdcefefaovetrj toroidal gLLPQcdcefefaovetnk toroidal gLLPQcdcefefaovetnj toroidal gLLAQacdefefnbeaagg SFS[D(5,2)(2,1)] gLLAQacdefefjbeaagg SFS[D(4,1)(2,1)] gLLAQacdefefnbeaakg SFS[D(5,2)(2,1)] gLLAQacdefefjbeaakg SFS[D(4,1)(2,1)] gLLAQacdefefnbeaajg toroidal gLLAQacdefefjbeaajg toroidal gLLPQcdcefefaoviesn SFS[D(3,1)(2,1)] gLLPQcdcefefaoviesr SFS[D(3,1)(2,1)] gLLPQcdcefefaovitvk SFS[D(5,2)(2,1)] gLLPQcdcefefaovitvj SFS[D(4,1)(2,1)] gLLPQcdcefefaovitwk SFS[D(5,2)(2,1)] gLLPQcdcefefaovitwj SFS[D(4,1)(2,1)] gLLPQcdcefefaovitsk toroidal gLLPQcdcefefaovitsj toroidal gLLAQacdefefbbmqawc SFS[D(4,1)(2,1)] gLLAQacdefefbbmqasc SFS[D(5,2)(2,1)] gLLAQacdefefnbmqawc m016(0,0) gLLAQacdefefjkeqawg m017(0,0) gLLAQacdefefjbmqawc m019(0,0) gLLAQacdefefjbmqasc m011(0,0) gLLAQacdefefbbmxakc SFS[D(5,2)(2,1)] gLLAQacdefefbbmxarc SFS[D(4,1)(2,1)] gLLAQacdefefnbmxakc m016(0,0) gLLAQacdefefnbmxarc m017(0,0) gLLAQacdefefjbmxafc SFS[D(3,1)(2,1)] gLLAQacdefefjbmxakc toroidal gLLAQacdefefjbmxarc m003(0,0) gLLAQacdefefnbmaakc m017(0,0) gLLAQacdefefnbmaajc m016(0,0) gLLAQacdefefjbmaakc m016(0,0) gLLAQacdefefjbmaajc m006(0,0) gLLAQacdefefjkexafg SFS[D(3,1)(2,1)] gLLAQacdefefnkexakg m037(0,0) gLLAQacdefefjkexakg m030(0,0) gLLAQacdefefnkexarg m082(0,0) gLLAQacdefefjkexarg m100(0,0) gLLPQcdcefefakveeoo reducible gLLPQcdcefefakveeon SFS[D(3,1)(3,2)] gLLPQcdcefefakveeor SFS[D(3,1)(3,1)] gLLPQcdcefefakveero SFS[D(3,1)(3,1)] gLLPQcdcefefakveern m007(0,0) gLLPQcdcefefakveerr toroidal gLLPQcdcefefakveeno SFS[D(3,1)(3,2)] gLLPQcdcefefakveenn m036(0,0) gLLPQcdcefefakveenr m007(0,0) gLLAQacedfefbgxpagf reducible gLLPQcdcefefakvetoj SFS[D(3,1)(2,1)] gLLPQcdcefefakvetrg SFS[D(4,1)(2,1)] gLLPQcdcefefakvetrk m017(0,0) gLLPQcdcefefakvetrj m003(0,0) gLLPQcdcefefakvetng SFS[D(5,2)(2,1)] gLLPQcdcefefakvetnk m016(0,0) gLLPQcdcefefakvetnj toroidal gLLAQacdefefnkeaakg m130(0,0) gLLAQacdefefjkeaakg m145(0,0) gLLAQacdefefnkeaajg m145(0,0) gLLAQacdefefjkeaajg m159(0,0) gLLAQacedfefbgxqagg reducible gLLPQcdcefefakviewn m082(0,0) gLLPQcdcefefakviewr m037(0,0) gLLPQcdcefefakvieso SFS[D(3,1)(2,1)] gLLPQcdcefefakviesn m100(0,0) gLLPQcdcefefakviesr m030(0,0) gLLPQcdcefefakvitwg SFS[D(4,1)(2,1)] gLLPQcdcefefakvitwk m016(0,0) gLLPQcdcefefakvitwj m019(0,0) gLLPQcdcefefakvitsg SFS[D(5,2)(2,1)] gLLPQcdcefefakvitsk m017(0,0) gLLPQcdcefefakvitsj m011(0,0) gLLAQacdefefjgmpajc SFS[D(2,1)(2,1)] gLLAQacdefefjgmeasc SFS[D(2,1)(2,1)] gLLAQacdefefjgapajg SFS[D(2,1)(2,1)] gLLAQacdefefjgaeasg SFS[D(2,1)(2,1)] gLLAQacdefefbjtqasc SFS[D(2,1)(2,1)] gLLAQacdefefnjtqawc SFS[D(5,3)(5,2)] gLLAQacdefefjjuqawg toroidal gLLAQacdefefbjuqasg SFS[D(2,1)(2,1)] gLLAQacdefefjjtqawc toroidal gLLAQacdefefjjtqasc toroidal gLLAQacdefefnjtdawc SFS[D(5,3)(4,1)] gLLAQacdefefnjtdasc SFS[D(5,3)(5,2)] gLLAQacdefefjjtdavc SFS[D(2,1)(2,1)] gLLAQacdefefjjtdawc toroidal gLLAQacdefefjjtdasc toroidal gLLAQacdefefjjudavg SFS[D(2,1)(2,1)] gLLAQacdefefnjudawg SFS[D(5,3)(4,1)] gLLAQacdefefjjudawg toroidal gLLAQacdefefnjudasg SFS[D(5,3)(5,2)] gLLAQacdefefjjudasg toroidal gLLAQacedfefnkihawc SFS[D(4,3)(4,1)] gLLAQacedfefjkipawg SFS[D(5,3)(4,1)] gLLAQacedfefjkihawc SFS[D(5,3)(4,1)] gLLAQacedfefjkihasc SFS[D(5,3)(5,2)] gLLAQacdefefjgmiarc SFS[D(3,1)(2,1)] gLLAQacdefefjgmiakc SFS[D(3,1)(2,1)] gLLAQacdefefnjtlakc SFS[D(5,2)(5,2)] gLLAQacdefefnjtlarc SFS[D(5,2)(4,1)] gLLAQacdefefjjtlafc SFS[D(2,1)(2,1)] gLLAQacdefefjjtlakc toroidal gLLAQacdefefjjtlarc toroidal gLLAQacdefefnjtpakc SFS[D(5,3)(4,1)] gLLAQacdefefnjtparc SFS[D(5,3)(5,2)] gLLAQacdefefjjtpafc SFS[D(2,1)(2,1)] gLLAQacdefefjjtpakc toroidal gLLAQacdefefjjtparc toroidal gLLAQacdefefbjtxakc SFS[D(3,1)(2,1)] gLLAQacdefefbjtxarc SFS[D(3,1)(2,1)] gLLAQacdefefnjtxakc toroidal gLLAQacdefefnjtxarc toroidal gLLAQacdefefjjtxakc toroidal gLLAQacdefefjjtxarc toroidal gLLAQacedfefjkeparg SFS[D(5,2)(4,1)] gLLAQacedfefnkeharc SFS[D(4,1)(4,1)] gLLAQacedfefjkehakc SFS[D(5,2)(5,2)] gLLAQacedfefjkeharc SFS[D(5,2)(4,1)] gLLAQacedfefnkahakc SFS[D(4,3)(4,1)] gLLAQacedfefnkaharc SFS[D(5,3)(4,1)] gLLAQacedfefjkahakc SFS[D(5,3)(4,1)] gLLAQacedfefjkaharc SFS[D(5,3)(5,2)] gLLAQacedfefbkdhakc SFS[D(3,1)(2,1)] gLLAQacedfefbkdharc SFS[D(3,1)(2,1)] gLLAQacedfefnkdhakc toroidal gLLAQacedfefnkdharc toroidal gLLAQacedfefjkdhakc toroidal gLLAQacedfefjkdharc toroidal gLLAQacdefefbjtaajc SFS[D(2,1)(2,1)] gLLAQacdefefnjtaakc SFS[D(5,2)(5,2)] gLLAQacdefefjjuaakg toroidal gLLAQacdefefbjuaajg SFS[D(2,1)(2,1)] gLLAQacdefefjjtaakc toroidal gLLAQacdefefjjtaajc toroidal gLLAQacdefefnjtiakc SFS[D(5,2)(4,1)] gLLAQacdefefnjtiajc SFS[D(5,2)(5,2)] gLLAQacdefefjjtiagc SFS[D(2,1)(2,1)] gLLAQacdefefjjtiakc toroidal gLLAQacdefefjjtiajc toroidal gLLAQacdefefjjtmakc SFS[D(2,1)(2,1)] gLLAQacdefefjjtmajc SFS[D(2,1)(2,1)] gLLAQacdefefjjulafg SFS[D(2,1)(2,1)] gLLAQacdefefnjularg SFS[D(5,2)(4,1)] gLLAQacdefefjjularg toroidal gLLAQacdefefnjulakg SFS[D(5,2)(5,2)] gLLAQacdefefjjulakg toroidal gLLAQacedfefnkxhakc SFS[D(4,1)(4,1)] gLLAQacedfefnkxhajc SFS[D(5,2)(4,1)] gLLAQacedfefjkxhakc SFS[D(5,2)(4,1)] gLLAQacedfefjkxhajc SFS[D(5,2)(5,2)] gLLAQacdefefjgaiarg SFS[D(3,1)(2,1)] gLLAQacdefefjgaiakg SFS[D(3,1)(2,1)] gLLAQacdefefbjuxakg SFS[D(3,1)(2,1)] gLLAQacdefefnjuxakg toroidal gLLAQacdefefjjuxakg toroidal gLLAQacdefefbjuxarg SFS[D(3,1)(2,1)] gLLAQacdefefnjuxarg toroidal gLLAQacdefefjjuxarg toroidal gLLAQacedfefbkdpakg SFS[D(3,1)(2,1)] gLLAQacedfefnkdpakg toroidal gLLAQacedfefjkdpakg toroidal gLLAQacedfefbkdparg SFS[D(3,1)(2,1)] gLLAQacedfefnkdparg toroidal gLLAQacedfefjkdparg toroidal gLLPQcdcfeefavvllnr toroidal gLLPQcdcfeefavvllnn toroidal gLLPQcdcfeefavvhlno SFS[D(3,1)(2,1)] gLLPQcdcfeefavvhlnn toroidal gLLPQcdcfeefavvhlnr toroidal gLLPQcdcfeefavvhlro SFS[D(3,1)(2,1)] gLLPQcdcfeefavvhlrn toroidal gLLPQcdcfeefavvhlrr toroidal gLLPQcdcfeefavvplnj SFS[D(3,1)(2,1)] gLLPQcdcfeefavvplnk SFS[D(3,1)(2,1)] gLLAQacdefefjjuiagg SFS[D(2,1)(2,1)] gLLAQacdefefnjuiakg SFS[D(5,2)(4,1)] gLLAQacdefefjjuiakg toroidal gLLAQacdefefnjuiajg SFS[D(5,2)(5,2)] gLLAQacdefefjjuiajg toroidal gLLAQacedfefnkxpakg SFS[D(4,1)(4,1)] gLLAQacedfefjkxpakg SFS[D(5,2)(4,1)] gLLAQacedfefnkxpajg SFS[D(5,2)(4,1)] gLLAQacedfefjkxpajg SFS[D(5,2)(5,2)] gLLAQacdefefjjumakg SFS[D(2,1)(2,1)] gLLAQacdefefjjumajg SFS[D(2,1)(2,1)] gLLAQacedfefjkapakg SFS[D(5,3)(4,1)] gLLAQacedfefnkapakg SFS[D(4,3)(4,1)] gLLAQacedfefjkaparg SFS[D(5,3)(5,2)] gLLAQacedfefnkaparg SFS[D(5,3)(4,1)] gLLPQcdcfeefavvhiwn SFS[D(4,1)(4,1)] gLLPQcdcfeefavvhiwr SFS[D(5,2)(4,1)] gLLPQcdcfeefavvhisn SFS[D(5,2)(4,1)] gLLPQcdcfeefavvhisr SFS[D(5,2)(5,2)] gLLPQcdcfeefavvleor SFS[D(3,1)(2,1)] gLLPQcdcfeefavvleon SFS[D(3,1)(2,1)] gLLPQcdcfeefavvlerr toroidal gLLPQcdcfeefavvlern toroidal gLLPQcdcfeefavvlenr toroidal gLLPQcdcfeefavvlenn toroidal gLLPQcdcfeefavvlxsr SFS[D(3,1)(2,1)] gLLPQcdcfeefavvlxsn SFS[D(3,1)(2,1)] gLLAQacdefefjjupafg SFS[D(2,1)(2,1)] gLLAQacdefefnjupakg SFS[D(5,3)(4,1)] gLLAQacdefefjjupakg toroidal gLLAQacdefefnjuparg SFS[D(5,3)(5,2)] gLLAQacdefefjjuparg toroidal gLLPQcdcfeefavvhern SFS[D(4,3)(4,1)] gLLPQcdcfeefavvherr SFS[D(5,3)(4,1)] gLLPQcdcfeefavvhenn SFS[D(5,3)(4,1)] gLLPQcdcfeefavvhenr SFS[D(5,3)(5,2)] gLLAQacdefefbrutawg SFS[D(2,1)(2,1)] gLLAQacdefefjcmqafc SFS[D(2,1)(2,1)] gLLAQacdefefjcaqafg SFS[D(2,1)(2,1)] gLLAQacdefefbruparg SFS[D(2,1)(2,1)] gLLAQacedfefbsaparg SFS[D(2,1)(2,1)] gLLAQacedfefbsxhagc reducible gLLAQacedfefbsxhakc SFS[D(3,1)(2,1)] gLLAQacedfefbsxhajc SFS[D(3,1)(2,1)] gLLPQcdcfeefafvlloo reducible gLLAQacedfefbsaharc SFS[D(2,1)(2,1)] gLLAQacdefefbrttawc SFS[D(2,1)(2,1)] gLLAQacdefefbruiagg reducible gLLAQacdefefbruiakg SFS[D(3,1)(2,1)] gLLAQacdefefbruiajg SFS[D(3,1)(2,1)] gLLAQacedfefbsxpagg reducible gLLAQacedfefbsxpakg SFS[D(3,1)(2,1)] gLLAQacedfefbsxpajg SFS[D(3,1)(2,1)] gLLAQacdefefbrtiagc reducible gLLAQacdefefbrtiakc SFS[D(3,1)(2,1)] gLLAQacdefefbrtiajc SFS[D(3,1)(2,1)] gLLAQacdefefbrtparc SFS[D(2,1)(2,1)] gLLAQacdefefbsdqawg SFS[D(3,1)(2,1)] gLLAQacdefefbsdqasg SFS[D(3,1)(2,1)] gLLAQacdefefnsdqawg reducible gLLAQacdefefjsdqawg SFS[D(3,1)(2,1)] gLLAQacdefefjsdqasg toroidal gLLAQacdefefbsdxakg SFS[D(2,1)(2,1)] gLLAQacdefefnsdxakg SFS[D(7,3)(2,1)] gLLAQacdefefnsdxarg SFS[D(8,3)(2,1)] gLLAQacdefefjsdxafg reducible gLLAQacdefefjsdxakg toroidal gLLAQacdefefjsdxarg toroidal gLLAQacdefefbsdaakg SFS[D(2,1)(2,1)] gLLAQacdefefnsdaagg SFS[D(2,1)(2,1)] gLLAQacdefefnsdaakg SFS[D(5,1)(2,1)] gLLAQacdefefnsdaajg SFS[D(7,2)(2,1)] gLLAQacdefefjsdaakg SFS[D(7,2)(2,1)] gLLAQacdefefjsdaajg toroidal gLLPQcdcefefavvuuon reducible gLLPQcdcefefavvuuno reducible gLLPQcdcefefavvuurn toroidal gLLPQcdcefefavvuunn toroidal gLLPQcdcefefavvuunr toroidal gLLPQcdcefefavvmuvr SFS[D(2,1)(2,1)] gLLPQcdcefefavvmuwn SFS[D(8,3)(2,1)] gLLPQcdcefefavvmuwr SFS[D(7,3)(2,1)] gLLPQcdcefefavvmuso reducible gLLPQcdcefefavvmusn toroidal gLLPQcdcefefavvmusr toroidal gLLPQcdcefefavvmdvk SFS[D(3,1)(2,1)] gLLPQcdcefefavvmdsg SFS[D(3,1)(2,1)] gLLPQcdcefefavvmdwk reducible gLLPQcdcefefavvmdsk SFS[D(3,1)(2,1)] gLLPQcdcefefavvmdsj toroidal gLLAQacdefefnbdqawg m147(0,0) gLLAQacdefefjkdqawg m185(0,0) gLLAQacdefefjbdqawg m154(0,0) gLLAQacdefefjbdqasg m178(0,0) gLLAQacdefefnbdxakg m180(0,0) gLLAQacdefefnbdxarg m141(0,0) gLLAQacdefefjbdxafg SFS[D(3,1)(2,1)] gLLAQacdefefjbdxakg m170(0,0) gLLAQacdefefjbdxarg m116(0,0) gLLAQacdefefnbdaagg toroidal gLLAQacdefefnbdaakg m011(0,0) gLLAQacdefefnbdaajg toroidal gLLAQacdefefjbdaagg SFS[D(5,2)(2,1)] gLLAQacdefefjbdaakg m019(0,0) gLLAQacdefefjbdaajg toroidal gLLAQacedfefbjuuafc reducible gLLAQacedfefboxaagc reducible gLLAQacedfefnvpuagc SFS[D(5,2)(2,1)] gLLAQacedfefjvpuagc SFS[D(4,1)(2,1)] gLLAQacedfefbjuxafg reducible gLLAQacdefefjkdxafg SFS[D(3,1)(2,1)] gLLAQacdefefnkdxakg m082(0,0) gLLAQacdefefjkdxakg m100(0,0) gLLAQacdefefnkdxarg m046(0,0) gLLAQacdefefjkdxarg m054(0,0) gLLAQacedfefboxiagg reducible gLLPQcdcefefafvuuoo reducible gLLPQcdcefefafvuuon SFS[D(3,1)(3,1)] gLLPQcdcefefafvuuor SFS[D(3,1)(3,2)] gLLPQcdcefefafvuuro SFS[D(3,1)(3,2)] gLLPQcdcefefafvuurn m036(0,0) gLLPQcdcefefafvuurr m007(0,0) gLLPQcdcefefafvuuno SFS[D(3,1)(3,1)] gLLPQcdcefefafvuunn m033(0,0) gLLPQcdcefefafvuunr m010(0,0) gLLPQcdcefefafvudoj SFS[D(3,1)(2,1)] gLLPQcdcefefafvudrg SFS[D(5,2)(2,1)] gLLPQcdcefefafvudrk m016(0,0) gLLPQcdcefefafvudrj toroidal gLLPQcdcefefafvudng toroidal gLLPQcdcefefafvudnk m006(0,0) gLLPQcdcefefafvudnj SFS[D(3,1)(2,1)] gLLPQcdcefefafvxdrg SFS[D(4,1)(2,1)] gLLPQcdcefefafvxdng SFS[D(5,2)(2,1)] gLLAQacdefefnkdaagg SFS[D(2,1)(2,1)] gLLAQacdefefnkdaakg m069(0,0) gLLAQacdefefjkdaakg m119(0,0) gLLAQacdefefnkdaajg m043(0,0) gLLAQacdefefjkdaajg m060(0,0) gLLPQcdcefefafvmuvr SFS[D(2,1)(2,1)] gLLPQcdcefefafvmuwn m118(0,0) gLLPQcdcefefafvmuwr m070(0,0) gLLPQcdcefefafvmuso SFS[D(3,1)(2,1)] gLLPQcdcefefafvmusn m052(0,0) gLLPQcdcefefafvmusr m026(0,0) gLLAQacedfefjvpxagg SFS[D(4,1)(2,1)] gLLAQacedfefnvpxagg SFS[D(5,2)(2,1)] gLLPQcdcefefafvmdvk SFS[D(3,1)(2,1)] gLLPQcdcefefafvmdvj SFS[D(3,1)(2,1)] gLLPQcdcefefafvmdwg toroidal gLLPQcdcefefafvmdwk toroidal gLLPQcdcefefafvmdwj toroidal gLLPQcdcefefafvmdsg toroidal gLLPQcdcefefafvmdsk m003(0,0) gLLPQcdcefefafvmdsj SFS[D(3,1)(2,1)] gLLPQcdcefefafvpdwg SFS[D(5,2)(2,1)] gLLPQcdcefefafvpdsg SFS[D(4,1)(2,1)] gLLAQacdefefbjldasc SFS[D(2,1)(2,1)] gLLAQacdefefbjllafc reducible gLLAQacdefefbjllakc SFS[D(3,1)(2,1)] gLLAQacdefefbjllarc SFS[D(3,1)(2,1)] gLLAQacdefefbjlmajc SFS[D(2,1)(2,1)] gLLAQacdefefbjplaff reducible gLLAQacdefefbjplarf SFS[D(3,1)(2,1)] gLLAQacdefefbjplakf SFS[D(3,1)(2,1)] gLLAQacedfefbkxeagc reducible gLLAQacedfefnkxeagc SFS[D(3,1)(2,1)] gLLAQacedfefjkxeagc SFS[D(3,1)(2,1)] gLLAQacedfefjkaxafg SFS[D(2,1)(2,1)] gLLAQacedfefbkxaagf reducible gLLAQacedfefjkxaagf SFS[D(3,1)(2,1)] gLLAQacedfefnkxaagf SFS[D(3,1)(2,1)] gLLPQcdcfeefawvppoo reducible gLLAQacdefefbjpdasf SFS[D(2,1)(2,1)] gLLAQacedfefjkaiaff SFS[D(2,1)(2,1)] gLLPQcdcfeefawvxhoj SFS[D(2,1)(2,1)] gLLAQacdefefbjpmajf SFS[D(2,1)(2,1)] gLLPQcdcfeefawvdlwg SFS[D(2,1)(2,1)] gLLAQacdefefjoxqaff SFS[D(2,1)(2,1)] gLLAQacedfefjsaeafc SFS[D(2,1)(2,1)] gLLAQacdefefjodqafg SFS[D(2,1)(2,1)] gLLAQacedfefbbaxarg SFS[D(2,1)(2,1)] gLLAQacedfefbbxiagf reducible gLLAQacedfefbbxiakf SFS[D(3,1)(2,1)] gLLAQacedfefbbxiajf SFS[D(3,1)(2,1)] gLLAQacedfefjbxiagf SFS[D(3,1)(2,1)] gLLAQacedfefnbxiagf SFS[D(3,1)(2,1)] gLLPQcdcfeefakvppoo reducible gLLAQacedfefbbaiarf SFS[D(2,1)(2,1)] gLLAQacedfefbbxxagg reducible gLLAQacedfefnbxxagg SFS[D(3,1)(2,1)] gLLAQacedfefjbxxagg SFS[D(3,1)(2,1)] gLLAQacedfefbbxxakg SFS[D(3,1)(2,1)] gLLAQacedfefbbxxajg SFS[D(3,1)(2,1)] gLLAQacedfefjsaaaff SFS[D(2,1)(2,1)] gLLPQcdcfeefakvulso SFS[D(2,1)(2,1)] gLLPQcdcfeefakvxavk SFS[D(2,1)(2,1)] gLLAQacdefefjvlxafc reducible gLLAQacdefefjrixafg reducible gLLPQcdcfeefaovppon reducible gLLPQcdcfeefaovppor reducible gLLPQcdcfeefaovppro reducible gLLPQcdcfeefaovppno reducible gLLAQacdefefjvpxaff reducible gLLAQacdefefjrdxaff reducible gLLAQacdefefbsqqawc SFS[D(3,1)(2,1)] gLLAQacdefefbsqqasc SFS[D(3,1)(2,1)] gLLAQacdefefbsaqawg toroidal gLLAQacdefefnsaqawg toroidal gLLAQacdefefjsaqawg toroidal gLLAQacdefefbsaqasg toroidal gLLAQacdefefjsqqawc m003(0,0) gLLAQacdefefjsaqasg SFS[D(3,1)(2,1)] gLLAQacdefefbsadawg SFS[D(5,2)(2,1)] gLLAQacdefefbsadasg SFS[D(4,1)(2,1)] gLLAQacdefefbsamajg SFS[D(4,1)(2,1)] gLLAQacdefefbsamakg SFS[D(5,2)(2,1)] gLLAQacdefefbsqxakc SFS[D(2,1)(2,1)] gLLAQacdefefnsqxakc m070(0,0) gLLAQacdefefnsqxarc m118(0,0) gLLAQacdefefjsqxafc SFS[D(3,1)(2,1)] gLLAQacdefefjsqxakc m026(0,0) gLLAQacdefefjsqxarc m052(0,0) gLLAQacdefefbsqaakc SFS[D(2,1)(2,1)] gLLAQacdefefnsqaakc m069(0,0) gLLAQacdefefnsqaajc m119(0,0) gLLAQacdefefjsqaakc m043(0,0) gLLAQacdefefjsqaajc m060(0,0) gLLAQacdefefjsaxafg SFS[D(3,1)(2,1)] gLLAQacdefefbsaxakg toroidal gLLAQacdefefnsaxakg m006(0,0) gLLAQacdefefjsaxakg SFS[D(3,1)(2,1)] gLLAQacdefefbsaxarg SFS[D(5,2)(2,1)] gLLAQacdefefnsaxarg m016(0,0) gLLAQacdefefjsaxarg toroidal gLLPQcdcfeefasvhhoo reducible gLLPQcdcfeefasvhhon SFS[D(3,1)(3,2)] gLLPQcdcfeefasvhhor SFS[D(3,1)(3,1)] gLLPQcdcfeefasvhhro SFS[D(3,1)(3,1)] gLLPQcdcfeefasvhhrn m010(0,0) gLLPQcdcfeefasvhhrr m033(0,0) gLLPQcdcfeefasvhhno SFS[D(3,1)(3,2)] gLLPQcdcfeefasvhhnn m007(0,0) gLLPQcdcfeefasvhhnr m036(0,0) gLLPQcdcfeefasvqhoj SFS[D(3,1)(2,1)] gLLPQcdcfeefasvqhrk m046(0,0) gLLPQcdcfeefasvqhrj m054(0,0) gLLPQcdcfeefasvqhnk m082(0,0) gLLPQcdcfeefasvqhnj m100(0,0) gLLAQacdefefbsaaakg toroidal gLLAQacdefefnsaaakg m011(0,0) gLLAQacdefefjsaaakg toroidal gLLAQacdefefbsaaajg SFS[D(5,2)(2,1)] gLLAQacdefefnsaaajg m019(0,0) gLLAQacdefefjsaaajg toroidal gLLAQacedfefbcxuagg reducible gLLAQacedfefbrdpagg reducible gLLPQcdcfeefasvhawn m141(0,0) gLLPQcdcfeefasvhawr m180(0,0) gLLPQcdcfeefasvhaso SFS[D(3,1)(2,1)] gLLPQcdcfeefasvhasn m116(0,0) gLLPQcdcfeefasvhasr m170(0,0) gLLPQcdcfeefasvqawk m147(0,0) gLLPQcdcfeefasvqawj m185(0,0) gLLPQcdcfeefasvqask m154(0,0) gLLPQcdcfeefasvqasj m178(0,0) gLLAQacdefefbbaqawg SFS[D(4,1)(2,1)] gLLAQacdefefnbaqawg m016(0,0) gLLAQacdefefjbaqawg m019(0,0) gLLAQacdefefbbaqasg SFS[D(5,2)(2,1)] gLLAQacdefefjkqqawc m017(0,0) gLLAQacdefefjbaqasg m011(0,0) gLLAQacdefefnkqxakc m037(0,0) gLLAQacdefefnkqxarc m082(0,0) gLLAQacdefefjkqxafc SFS[D(3,1)(2,1)] gLLAQacdefefjkqxakc m030(0,0) gLLAQacdefefjkqxarc m100(0,0) gLLAQacdefefnkqaakc m130(0,0) gLLAQacdefefnkqaajc m145(0,0) gLLAQacdefefjkqaakc m145(0,0) gLLAQacdefefjkqaajc m159(0,0) gLLAQacedfefbgxlagc reducible gLLAQacdefefjbaxafg SFS[D(3,1)(2,1)] gLLAQacdefefbbaxakg SFS[D(5,2)(2,1)] gLLAQacdefefnbaxakg m016(0,0) gLLAQacdefefjbaxakg toroidal gLLAQacdefefbbaxarg SFS[D(4,1)(2,1)] gLLAQacdefefnbaxarg m017(0,0) gLLAQacdefefjbaxarg m003(0,0) gLLPQcdcfeefacvhhoo reducible gLLPQcdcfeefacvhhon SFS[D(3,1)(3,1)] gLLPQcdcfeefacvhhor SFS[D(3,1)(3,2)] gLLPQcdcfeefacvhhro SFS[D(3,1)(3,2)] gLLPQcdcfeefacvhhrn m007(0,0) gLLPQcdcfeefacvhhrr m036(0,0) gLLPQcdcfeefacvhhno SFS[D(3,1)(3,1)] gLLPQcdcfeefacvhhnn toroidal gLLPQcdcfeefacvhhnr m007(0,0) gLLPQcdcfeefacvqhoj SFS[D(3,1)(2,1)] gLLPQcdcfeefacvqhrk m082(0,0) gLLPQcdcfeefacvqhrj m100(0,0) gLLPQcdcfeefacvqhnk m037(0,0) gLLPQcdcfeefacvqhnj m030(0,0) gLLAQacdefefnbaaakg m017(0,0) gLLAQacdefefjbaaakg m016(0,0) gLLAQacdefefnbaaajg m016(0,0) gLLAQacdefefjbaaajg m006(0,0) gLLPQcdcfeefacvhavn SFS[D(4,1)(2,1)] gLLPQcdcfeefacvhavr SFS[D(5,2)(2,1)] gLLPQcdcfeefacvhawn m017(0,0) gLLPQcdcfeefacvhawr m016(0,0) gLLPQcdcfeefacvhaso SFS[D(3,1)(2,1)] gLLPQcdcfeefacvhasn m003(0,0) gLLPQcdcfeefacvhasr toroidal gLLPQcdcfeefacvqavk SFS[D(4,1)(2,1)] gLLPQcdcfeefacvqavj SFS[D(5,2)(2,1)] gLLPQcdcfeefacvqawk m016(0,0) gLLPQcdcfeefacvqawj m017(0,0) gLLPQcdcfeefacvqask m019(0,0) gLLPQcdcfeefacvqasj m011(0,0) gLLAQacdefefbkaqawg SFS[D(5,2)(2,1)] gLLAQacdefefnbqqawc SFS[D(5,2)(2,1)] gLLAQacdefefjkaqawg toroidal gLLAQacdefefbkaqasg SFS[D(4,1)(2,1)] gLLAQacdefefjbqqawc SFS[D(4,1)(2,1)] gLLAQacdefefjbqqasc toroidal gLLAQacdefefnbqxakc toroidal gLLAQacdefefnbqxarc toroidal gLLAQacdefefjbqxafc reducible gLLAQacdefefjbqxakc toroidal gLLAQacdefefjbqxarc toroidal gLLAQacdefefnbqaagc SFS[D(5,2)(2,1)] gLLAQacdefefnbqaakc SFS[D(5,2)(2,1)] gLLAQacdefefnbqaajc toroidal gLLAQacdefefjbqaagc SFS[D(4,1)(2,1)] gLLAQacdefefjbqaakc SFS[D(4,1)(2,1)] gLLAQacdefefjbqaajc toroidal gLLAQacdefefjkaxakg SFS[D(3,1)(2,1)] gLLAQacdefefjkaxarg SFS[D(3,1)(2,1)] gLLPQcdcfeefarvhhro reducible gLLPQcdcfeefarvhhrn SFS[D(3,1)(3,2)] gLLPQcdcfeefarvhhrr SFS[D(3,1)(3,1)] gLLPQcdcfeefarvhhno reducible gLLPQcdcfeefarvhhnn SFS[D(3,1)(3,1)] gLLPQcdcfeefarvhhnr SFS[D(3,1)(3,2)] gLLPQcdcfeefarvqhrj SFS[D(3,1)(2,1)] gLLPQcdcfeefarvqhnj SFS[D(3,1)(2,1)] gLLAQacdefefbkaaakg SFS[D(5,2)(2,1)] gLLAQacdefefnkaaakg SFS[D(5,2)(2,1)] gLLAQacdefefjkaaakg toroidal gLLAQacdefefbkaaajg SFS[D(4,1)(2,1)] gLLAQacdefefnkaaajg SFS[D(4,1)(2,1)] gLLAQacdefefjkaaajg toroidal gLLPQcdcfeefarvhawn toroidal gLLPQcdcfeefarvhawr toroidal gLLPQcdcfeefarvhaso reducible gLLPQcdcfeefarvhasn toroidal gLLPQcdcfeefarvhasr toroidal gLLPQcdcfeefarvqawg SFS[D(5,2)(2,1)] gLLPQcdcfeefarvqawk SFS[D(5,2)(2,1)] gLLPQcdcfeefarvqawj toroidal gLLPQcdcfeefarvqasg SFS[D(4,1)(2,1)] gLLPQcdcfeefarvqask SFS[D(4,1)(2,1)] gLLPQcdcfeefarvqasj toroidal gLLAQacdefefbsxqawf SFS[D(3,1)(2,1)] gLLAQacdefefbsxqasf SFS[D(3,1)(2,1)] gLLAQacdefefnsxqawf reducible gLLAQacdefefjsxqawf SFS[D(3,1)(2,1)] gLLAQacdefefjsxqasf toroidal gLLAQacdefefbsxxakf SFS[D(2,1)(2,1)] gLLAQacdefefnsxxakf SFS[D(7,3)(2,1)] gLLAQacdefefnsxxarf SFS[D(8,3)(2,1)] gLLAQacdefefjsxxaff reducible gLLAQacdefefjsxxakf toroidal gLLAQacdefefjsxxarf toroidal gLLAQacdefefbsxaakf SFS[D(2,1)(2,1)] gLLAQacdefefnsxaagf SFS[D(2,1)(2,1)] gLLAQacdefefnsxaakf SFS[D(5,1)(2,1)] gLLAQacdefefnsxaajf SFS[D(7,2)(2,1)] gLLAQacdefefjsxaakf SFS[D(7,2)(2,1)] gLLAQacdefefjsxaajf toroidal gLLQPacdedffbbaanab reducible gLLQPacdedffbbaajab reducible gLLQPacdedffjbaanab toroidal gLLQPacdedffjbaajab toroidal gLLQPacdedffnbaajab toroidal gLLQPacdedffnbxaoab SFS[D(2,1)(2,1)] gLLQPacdedffjbxanab SFS[D(8,3)(2,1)] gLLQPacdedffnbxanab SFS[D(7,3)(2,1)] gLLQPacdedffbbxarab reducible gLLQPacdedffjbxarab toroidal gLLQPacdedffnbxarab toroidal gLvQQcdcfeefavvqhoj SFS[D(3,1)(2,1)] gLvQQcdcfeefavvqhng SFS[D(3,1)(2,1)] gLvQQcdcfeefavvqhrj reducible gLvQQcdcfeefavvqhnj SFS[D(3,1)(2,1)] gLvQQcdcfeefavvqhnk toroidal gLLAQacdefefnbxqawf m147(0,0) gLLAQacdefefjkxqawf m185(0,0) gLLAQacdefefjbxqawf m154(0,0) gLLAQacdefefjbxqasf m178(0,0) gLLAQacdefefnbxxakf m180(0,0) gLLAQacdefefnbxxarf m141(0,0) gLLAQacdefefjbxxaff SFS[D(3,1)(2,1)] gLLAQacdefefjbxxakf m170(0,0) gLLAQacdefefjbxxarf m116(0,0) gLLAQacdefefnbxaagf toroidal gLLAQacdefefnbxaakf m011(0,0) gLLAQacdefefnbxaajf toroidal gLLAQacdefefjbxaagf SFS[D(5,2)(2,1)] gLLAQacdefefjbxaakf m019(0,0) gLLAQacdefefjbxaajf toroidal gLLAQacedfefbjuiaff reducible gLLAQacedfefboxdagf reducible gLLAQacedfefnvpiagf SFS[D(5,2)(2,1)] gLLAQacedfefjvpiagf SFS[D(4,1)(2,1)] gLLAQacdefefjkxxaff SFS[D(3,1)(2,1)] gLLAQacdefefnkxxakf m082(0,0) gLLAQacdefefjkxxakf m100(0,0) gLLAQacdefefnkxxarf m046(0,0) gLLAQacdefefjkxxarf m054(0,0) gLLQPacdedffbkaabab reducible gLLQPacdedffbsaanab SFS[D(3,1)(3,1)] gLLQPacdedffbsaajab SFS[D(3,1)(3,2)] gLLQPacdedffbkaanab SFS[D(3,1)(3,2)] gLLQPacdedffjkaanab m036(0,0) gLLQPacdedffjsaajab m007(0,0) gLLQPacdedffbkaajab SFS[D(3,1)(3,1)] gLLQPacdedffjkaajab m033(0,0) gLLQPacdedffnkaajab m010(0,0) gLLQPacdedffbsxarab SFS[D(3,1)(2,1)] gLLQPacdedffjsxaoab SFS[D(5,2)(2,1)] gLLQPacdedffjsxanab m016(0,0) gLLQPacdedffjsxarab toroidal gLLQPacdedffnsxaoab toroidal gLLQPacdedffnsxanab m006(0,0) gLLQPacdedffnsxarab SFS[D(3,1)(2,1)] gLLAQacdefefnkxaagf SFS[D(2,1)(2,1)] gLLAQacdefefnkxaakf m069(0,0) gLLAQacdefefjkxaakf m119(0,0) gLLAQacdefefnkxaajf m043(0,0) gLLAQacdefefjkxaajf m060(0,0) gLLQPacdedffnkxaoab SFS[D(2,1)(2,1)] gLLQPacdedffjkxanab m118(0,0) gLLQPacdedffnkxanab m070(0,0) gLLQPacdedffbkxarab SFS[D(3,1)(2,1)] gLLQPacdedffjkxarab m052(0,0) gLLQPacdedffnkxarab m026(0,0) gLvQQcdcfeefajvqhrg SFS[D(3,1)(2,1)] gLvQQcdcfeefajvqhng SFS[D(3,1)(2,1)] gLvQQcdcfeefajvqhoj toroidal gLvQQcdcfeefajvqhrj toroidal gLvQQcdcfeefajvqhnj toroidal gLvQQcdcfeefajvqhok toroidal gLvQQcdcfeefajvqhrk m003(0,0) gLvQQcdcfeefajvqhnk SFS[D(3,1)(2,1)] gLLQPaceddffnrpioab SFS[D(5,2)(2,1)] gLLQPaceddffjrpioab SFS[D(4,1)(2,1)] gLLAQacdefefjgtpajf SFS[D(2,1)(2,1)] gLLAQacdefefjgteasf SFS[D(2,1)(2,1)] gLLAQacdefefbjhqasf SFS[D(2,1)(2,1)] gLLAQacdefefnjhqawf SFS[D(5,3)(5,2)] gLLAQacdefefjjhqawf toroidal gLLAQacdefefjjhqasf toroidal gLLAQacdefefjjhdavf SFS[D(2,1)(2,1)] gLLAQacdefefnjhdawf SFS[D(5,3)(4,1)] gLLAQacdefefjjhdawf toroidal gLLAQacdefefnjhdasf SFS[D(5,3)(5,2)] gLLAQacdefefjjhdasf toroidal gLLAQacedfefnkimawf SFS[D(4,3)(4,1)] gLLAQacedfefjkimawf SFS[D(5,3)(4,1)] gLLAQacedfefjkimasf SFS[D(5,3)(5,2)] gLLAQacdefefjgtiarf SFS[D(3,1)(2,1)] gLLAQacdefefjgtiakf SFS[D(3,1)(2,1)] gLLAQacdefefnjhpakf SFS[D(5,3)(4,1)] gLLAQacdefefnjhparf SFS[D(5,3)(5,2)] gLLAQacdefefjjhpaff SFS[D(2,1)(2,1)] gLLAQacdefefjjhpakf toroidal gLLAQacdefefjjhparf toroidal gLLAQacdefefbjhxakf SFS[D(3,1)(2,1)] gLLAQacdefefbjhxarf SFS[D(3,1)(2,1)] gLLAQacdefefnjhxakf toroidal gLLAQacdefefnjhxarf toroidal gLLAQacdefefjjhxakf toroidal gLLAQacdefefjjhxarf toroidal gLLAQacedfefjkemarf SFS[D(5,2)(4,1)] gLLAQacedfefnkemarf SFS[D(4,1)(4,1)] gLLAQacedfefjkemakf SFS[D(5,2)(5,2)] gLLAQacedfefnkamakf SFS[D(4,3)(4,1)] gLLAQacedfefnkamarf SFS[D(5,3)(4,1)] gLLAQacedfefjkamakf SFS[D(5,3)(4,1)] gLLAQacedfefjkamarf SFS[D(5,3)(5,2)] gLLAQacedfefbkdmakf SFS[D(3,1)(2,1)] gLLAQacedfefbkdmarf SFS[D(3,1)(2,1)] gLLAQacedfefnkdmakf toroidal gLLAQacedfefnkdmarf toroidal gLLAQacedfefjkdmakf toroidal gLLAQacedfefjkdmarf toroidal gLLAQacdefefbjhaajf SFS[D(2,1)(2,1)] gLLAQacdefefnjhaakf SFS[D(5,2)(5,2)] gLLAQacdefefjjhaakf toroidal gLLAQacdefefjjhaajf toroidal gLLAQacdefefnjhiakf SFS[D(5,2)(4,1)] gLLAQacdefefnjhiajf SFS[D(5,2)(5,2)] gLLAQacdefefjjhiagf SFS[D(2,1)(2,1)] gLLAQacdefefjjhiakf toroidal gLLAQacdefefjjhiajf toroidal gLLAQacdefefjjhmakf SFS[D(2,1)(2,1)] gLLAQacdefefjjhmajf SFS[D(2,1)(2,1)] gLLAQacdefefjjhlaff SFS[D(2,1)(2,1)] gLLAQacdefefnjhlarf SFS[D(5,2)(4,1)] gLLAQacdefefjjhlarf toroidal gLLAQacdefefnjhlakf SFS[D(5,2)(5,2)] gLLAQacdefefjjhlakf toroidal gLLAQacedfefnkxmakf SFS[D(4,1)(4,1)] gLLAQacedfefnkxmajf SFS[D(5,2)(4,1)] gLLAQacedfefjkxmakf SFS[D(5,2)(4,1)] gLLAQacedfefjkxmajf SFS[D(5,2)(5,2)] gLLQPacdedffjgahnab toroidal gLLQPacdedffjgahjab toroidal gLLQPacdedffjjpmnab SFS[D(4,1)(4,1)] gLLQPacdedffjjpmrab SFS[D(5,2)(4,1)] gLLQPacdedffnjpmrab SFS[D(5,2)(5,2)] gLLQPacdedffbjumjab SFS[D(3,1)(2,1)] gLLQPacdedffbjumnab SFS[D(3,1)(2,1)] gLLQPacdedffjguhnab toroidal gLLQPacdedffjgdhnab toroidal gLLQPacdedffjguhrab toroidal gLLQPacdedffjgdhjab toroidal gLLQPacdedffjgthnab SFS[D(3,1)(2,1)] gLLQPacdedffjgthrab SFS[D(3,1)(2,1)] gLLQPacdedffjjimnab SFS[D(4,3)(4,1)] gLLQPacdedffjjimjab SFS[D(5,3)(4,1)] gLLQPacdedffnjimjab SFS[D(5,3)(5,2)] gLLAQacdefefbrhtawf SFS[D(2,1)(2,1)] gLLAQacdefefjctqaff SFS[D(2,1)(2,1)] gLLAQacedfefbsamarf SFS[D(2,1)(2,1)] gLLQPacdedffbcahbab reducible gLLAQacdefefbrhiagf reducible gLLAQacdefefbrhiakf SFS[D(3,1)(2,1)] gLLAQacdefefbrhiajf SFS[D(3,1)(2,1)] gLLAQacedfefbsxmagf reducible gLLAQacedfefbsxmakf SFS[D(3,1)(2,1)] gLLAQacedfefbsxmajf SFS[D(3,1)(2,1)] gLLAQacdefefbrhparf SFS[D(2,1)(2,1)] gLLPQcdcefffdwritff reducible gLLPQcdcefffdvruuoo reducible gLLPQcdcfeffiontiff SFS[D(3,1)(2,1)] gLLQPcdcdeffacccatj reducible gLLQPcdcdeffacvvatj SFS[D(2,1)(2,1)] gLLQPccddeffaobvemj T2xI gLLQPccddeffaobvepj toroidal gLLPQcdcfeffiojtiff SFS[D(3,1)(2,1)] gLLPQcdcefffiwjitff reducible gLLPQcdcefffikjhuff SFS[D(3,1)(2,1)] gLLPQcdcefffikjhtrr SFS[D(3,1)(2,1)] gLLPQcdcefffikjitff SFS[D(3,1)(2,1)] gLLPQcdcefffikjltkk toroidal gLLPQcdcefffikjhxkk toroidal gLLPQcdcefffiojitff SFS[D(3,1)(2,1)] gLLQPccddeffhovglmn toroidal gLLQPccddeffaowvpmj SFS[D(2,1)(2,1)] gLLQPcdcdeffavvvxtj T2xI gLLQPccddeffhovglmj toroidal gLLQPccddeffaoswxpj toroidal gLLQPccddeffakvblmn toroidal gLLQPccddeffaoswxpw toroidal gLLQPccddeffaowvppj toroidal gLLQPccddeffaovslpw toroidal gLLQPccddeffakvblmj toroidal gLLQPccddeffaovslpj toroidal gLLPQcdcefffiwnitff reducible gLLPQcdcefffionitff SFS[D(3,1)(2,1)] gLLPQcdcefffiknhuff SFS[D(3,1)(2,1)] gLLPQcdcefffiknhtrr SFS[D(3,1)(2,1)] gLLPQcdcefffiknhxkk toroidal gLLPQcdcefffiknitff SFS[D(3,1)(2,1)] gLLPQcdcefffiknltkk toroidal gLLPQcdcefffdvnuuoo reducible gLLPQcdcefffdwnitff reducible gLLPQcdcefffqsnalrj toroidal gLLPQcdcefffqsnalrv SFS[D(10,7)(3,1)] gLLPQcdcefffqsnaevv toroidal gLLPQcdcefffqsndigf toroidal gLLPQcdcefffqsndivf toroidal gLLPQcdcefffqsnaqss SFS[D(7,2)(2,1)] gLLPQcdcefffqsnemwb s151(0,0) gLLPQcdcefffqsndlww SFS[D(7,2)(2,1)] gLLPQcdcefffqsnalwf SFS[D(11,4)(2,1)] gLLPQcdcefffqsnalww m043(0,0) gLLPQcdcefffqsnalwn m163(0,0) gLLPQcdcefffqsnelkf SFS[D(11,4)(2,1)] gLLPQcdcefffqsnelwf toroidal gLLPQcdcefffqsnelww toroidal gLLPQcdcefffqsnelwn m095(0,0) gLLPQcdcefffqsntunc s170(0,0) gLLPQcdcefffqsnxxff toroidal gLLPQcdcefffqsnxxbf s503(0,0)(0,0) gLLPQcdcefffqsnxxcf m357(0,0)(0,0) gLLPQcdcefffqsnqtjj toroidal gLLPQcdcefffqsnmtjj reducible gLLPQcdcefffqsnpljv SFS[D(11,4)(2,1)] gLLPQcdcefffqsnplgj SFS[D(10,3)(2,1)] gLLPQcdcefffqsnpljj toroidal gLLPQcdcefffqsnptjr m099(0,0) gLLPQcdcefffqsnptjj toroidal gLLPQcdcefffqsnptjv toroidal gLLPQcdcefffqsnpqnf SFS[D(10,3)(2,1)] gLLPQcdcefffqsnpqnn m044(0,0) gLLPQcdcefffqsnpqnw m164(0,0) gLLPQcdcefffqsnpurf SFS[D(10,3)(2,1)] gLLPQcdcefffqsnpunf toroidal gLLPQcdcefffqsnpunn toroidal gLLPQcdcefffqsnpunw m098(0,0) gLLPQcdcefffqsnpqgk SFS[D(11,7)(3,1)] gLLPQcdcefffqsnpqjk toroidal gLLPQcdcefffqsnmlgj toroidal gLLPQcdcefffqsnmljj toroidal gLLPQcdcefffqsnmlkj m096(0,0) gLLPQcdcefffqsnpxbk toroidal gLLPQcdcefffqsnpxbs toroidal gLLPQcdcefffqsnmtff SFS[D(2,1)(2,1)] gLLPQcdcefffqsnmlcf SFS[D(11,4)(3,1)] gLLPQcdcefffqsnmlbf toroidal gLLPQcdcefffqsnptcf toroidal gLLPQcdcefffqsnptbf SFS[D(10,3)(3,1)] gLLPQcdcefffqsnplfw toroidal gLLPQcdcefffqsnplfn toroidal gLLPQcdcefffqsnplcw SFS[D(11,7)(3,1)] gLLPQcdcefffqsnplcn SFS[D(11,4)(3,1)] gLLPQcdcefffqsnplbw SFS[D(10,3)(3,1)] gLLPQcdcefffqsnplbn SFS[D(10,7)(3,1)] gLLPQcdcefffqrndigf SFS[D(7,2)(5,2)] gLLPQcdcefffqrndivf SFS[D(7,2)(4,1)] gLLPQcdcefffqrnplcf SFS[D(11,3)(3,1)] gLLPQcdcefffqrnplbf SFS[D(10,3)(3,1)] gLLPQcdcefffqcndigf SFS[D(7,5)(4,1)] gLLPQcdcefffqcndivf SFS[D(7,5)(5,2)] gLLPQcdcefffqcnplcf SFS[D(11,8)(3,1)] gLLPQcdcefffqcnplbf SFS[D(10,7)(3,1)] gLLPQcdcefffqwnmmvv reducible gLLPQcdcefffqwnhawf SFS[D(5,1)(3,1)] gLLPQcdcefffqwnhaww reducible gLLPQcdcefffqwnhawn SFS[D(5,4)(3,1)] gLLPQcdcefffqwnqqgg reducible gLLPQcdcefffqwnllcc SFS[A(5,1)] gLLPQcdcefffqwnitjj toroidal gLLPQcdcefffqwndunf SFS[D(5,4)(3,1)] gLLPQcdcefffqwndunn reducible gLLPQcdcefffqwndunw SFS[D(5,1)(3,1)] gLLPQcdcefffqwnxxbb toroidal gLLPQcdcefffqwnitff reducible gLLPQcdcefffqonitjj SFS[D(5,4)(3,1)] gLLPQcdcefffqonimcs SFS[D(11,4)(2,1)] gLLPQcdcefffqonilcf toroidal gLLPQcdcefffqonilbf SFS[D(10,3)(2,1)] gLLPQcdcefffqknhxkk SFS[D(4,1)(2,1)] gLLPQcdcefffqknltkk SFS[D(4,1)(2,1)] gLLPQcdcefffqknltjk toroidal gLLPQcdcefffqknltgk SFS[D(5,2)(2,1)] gLLPQcdcefffqknitjj SFS[D(5,1)(3,1)] gLLPQcdcfeffhvnatvf toroidal gLLPQcdcfeffhvnatgf toroidal gLLPQcdcfeffhvnptww SFS[D(2,1)(2,1)] gLLPQcdcfeffhvnaxnn SFS[D(2,1)(2,1)] gLLPQcdcfeffhgnatvf SFS[D(5,2)(2,1)] gLLPQcdcfeffhgnatgf SFS[D(4,1)(2,1)] gLLPQcdcfeffhgnaqgg SFS[D(7,3)(2,1)] gLLPQcdcfeffhgnairf m035(0,0) gLLPQcdcfeffhfnatvf SFS[D(4,1)(2,1)] gLLPQcdcfeffhfnatgf SFS[D(5,2)(2,1)] gLLPQcdcfeffhfnahff SFS[D(3,1)(2,1)] gLLPQcdcfeffhfnahss SFS[D(5,1)(2,1)] gLLPQcdcfeffhfnemff SFS[D(3,1)(2,1)] gLLPQcdcfeffhfnaejv toroidal gLLPQcdcefffhvnaavv reducible gLLPQcdcefffhvneiwn SFS[D(3,1)(2,1)] gLLPQcdcefffhvneiww reducible gLLPQcdcefffhvneiwf SFS[D(3,1)(2,1)] gLLPQcdcefffhvnttgg reducible gLLPQcdcefffhvnxxcc toroidal gLLPQcdcefffhvnmdjj toroidal gLLPQcdcefffhvnqhnw SFS[D(3,1)(2,1)] gLLPQcdcefffhvnqhnn reducible gLLPQcdcefffhvnqhnf SFS[D(3,1)(2,1)] gLLPQcdcefffhvnppbb SFS[A(2,1)] gLLPQcdcefffhvnmdff reducible gLLPQcdcefffhfnqxff SFS[D(3,1)(2,1)] gLLPQcdcefffhfnmdjj SFS[D(3,1)(2,1)] gLLPQcdcefffhfnpdff SFS[D(3,1)(2,1)] gLLPQcdcefffhfnpdcf SFS[D(9,4)(2,1)] gLLPQcdcefffhfnpdbf toroidal gLLPQcdcefffhfntdbs SFS[D(6,1)(2,1)] gLLPQcdcefffhgnmtrf SFS[D(10,3)(2,1)] gLLPQcdcefffhgnmdjj SFS[D(3,1)(2,1)] gLLPQcdcefffhgnmprv SFS[D(11,4)(2,1)] gLLPQcdcefffhgnmprj toroidal gLLPQcdcfeffqwnmqgf toroidal gLLPQcdcfeffqwnmqvf toroidal gLLPQcdcfeffqwnxqww SFS[D(5,1)(2,1)] gLLPQcdcfeffqwnmlnn SFS[D(5,1)(2,1)] gLLPQcdcfeffqknaqvv SFS[D(2,1)(2,1)] gLLPQcdcfeffqknmqgf SFS[D(5,2)(5,1)] gLLPQcdcfeffqknmqvf SFS[D(5,1)(4,1)] gLLPQcdcfeffqknaqkk SFS[D(4,1)(2,1)] gLLPQcdcfeffqkndqkf m023(0,0) gLLPQcdcfeffqknidkk SFS[D(4,1)(2,1)] gLLPQcdcfeffqonuqgj m077(0,0) gLLPQcdcfeffqonmqgf SFS[D(5,4)(4,1)] gLLPQcdcfeffqonmqvf SFS[D(5,3)(5,1)] gLLPQcdcfeffqonhqss SFS[D(7,3)(2,1)] gLLPQcdcfeffqsnqqsj s453(0,0) gLLPQcdcfeffqsnhqfj s454(0,0) gLLPQcdcfeffqsnddjg toroidal gLLPQcdcfeffqsnddgg reducible gLLPQcdcfeffqsnddkg toroidal gLLPQcdcfeffqsndtnw s294(0,0) gLLPQcdcfeffqsndtnn SFS[D(7,4)(3,1)] gLLPQcdcfeffqsndtnf m211(0,0) gLLPQcdcfeffqsndqgf m066(0,0) gLLPQcdcfeffqsndqvf m144(0,0) gLLPQcdcfeffqsneqgf m144(0,0) gLLPQcdcfeffqsneqvf m076(0,0) gLLPQcdcfeffqsnadrc m082(0,0) gLLPQcdcfeffqsnadrs m046(0,0) gLLPQcdcfeffqsndigf toroidal gLLPQcdcfeffqsndivf toroidal gLLPQcdcfeffqsneigf m269(0,0) gLLPQcdcfeffqsneivf m191(0,0) gLLPQcdcfeffqsnatjk m037(0,0) gLLPQcdcfeffqsnatgk m082(0,0) gLLPQcdcfeffqsndugf m179(0,0) gLLPQcdcfeffqsnduvf m241(0,0) gLLPQcdcfeffqsneugf SFS[D(10,3)(2,1)] gLLPQcdcfeffqsneuvf SFS[D(11,3)(2,1)] gLLPQcdcfeffqsnaqrs SFS[D(7,3)(3,1)] gLLPQcdcfeffqsnaqcs SFS[D(7,4)(3,1)] gLLPQcdcfeffqsneqrs s089(0,0) gLLPQcdcfeffqsneqss SFS[D(7,4)(3,1)] gLLPQcdcfeffqsneqcs m067(0,0) gLLPQcdcfeffqsndqrs s024(0,0) gLLPQcdcfeffqsndqss SFS[D(7,3)(3,1)] gLLPQcdcfeffqsndqcs s089(0,0) gLLPQcdcfeffqsnadjg s015(0,0) gLLPQcdcfeffqsnadgg SFS[D(7,4)(3,1)] gLLPQcdcfeffqsnadkg s085(0,0) gLLPQcdcfeffqsnatnw s085(0,0) gLLPQcdcfeffqsnatnn SFS[D(7,3)(3,1)] gLLPQcdcfeffqsnatnf m045(0,0) gLLPQcdcfeffqsnlqws s025(0,0) gLLPQcdcfeffqsnlqgj m077(0,0) gLLPQcdcfeffqsnedjg m200(0,0) gLLPQcdcfeffqsnedgg SFS[D(7,3)(3,1)] gLLPQcdcfeffqsnedkg s274(0,0) gLLPQcdcfeffqsnetnw SFS[D(7,2)(3,1)] gLLPQcdcfeffqsnetnn reducible gLLPQcdcfeffqsnetnf SFS[D(7,5)(3,1)] gLLPQcdcfeffqsnahjf s412(0,0) gLLPQcdcfeffqsnhhff toroidal gLLPQcdcfeffqsnqajj toroidal gLLPQcdcfeffqsnalrf m035(0,0) gLLPQcdcfeffqsnaajs s413(0,0) gLLPQcdcfeffqsnaljb s012(0,0) gLLPQcdcfeffqsnllbb SFS[A(7,3)] gLLPQcdcfeffqsnlpff T2xI gLLPQcdcfeffqcnqqsj s613(0,0) gLLPQcdcfeffqcnaqss SFS[D(7,5)(3,1)] gLLPQcdcfeffqcnqajj SFS[D(7,5)(3,1)] gLLPQcdcfeffqcnaajs m183(0,0) gLLPQcdcfeffqrnqqsj m116(0,0) gLLPQcdcfeffqrnaqss SFS[D(7,2)(3,1)] gLLPQcdcfeffqrnqajj SFS[D(7,2)(3,1)] gLLPQcdcfeffqrnaajs s345(0,0) gLLQPccddeffqjjshxj m306(0,0) gLLQPcdcdeffqckvaqn m307(0,0) gLLQPcdcdeffpgjsmqn toroidal gLLQPcdcdeffagggmhk reducible gLLQPcdcdeffpgjsmhk toroidal gLLQPccddefflnnouhj m170(0,0) gLLQPccddeffannouhj SFS[D(3,1)(2,1)] gLLQPccddefftnnouhj m116(0,0) gLPMPbcddefflcvnhqn SFS[D(4,1)(3,1)] gLPMPbcddefflcvnhhn SFS[D(4,3)(3,1)] gLLQPcdcdeffagrfmqn SFS[D(4,3)(3,1)] gLLQPcdcdefftgrfmqn m029(0,0) gLLQPcdcdefflgrfmqn m121(0,0) gLLQPccddeffaknbuxj SFS[D(4,1)(3,1)] gLLQPccddeffpgnouxj m121(0,0) gLLQPccddeffujnvuxj m073(0,0) gLLQPcdcdeffagrfmhk SFS[D(4,1)(3,1)] gLLQPcdcdefflgrfmhk m034(0,0) gLLQPcdcdefftgrfmhk m004(0,0) gLLQPcdcdeffagvfmhk reducible gLLQPcdcdefflgvfmhk toroidal gLLQPcdcdefflgvfmqn toroidal gLLQPccddeffawnbuxj SFS[D(4,3)(3,1)] gLLQPccddeffpfnouxj m189(0,0) gLLQPccddeffunnvuxj m117(0,0) gLLQPccddeffaknbuhj SFS[D(4,3)(3,1)] gLLQPccddeffujnvuhj m022(0,0) gLLQPccddeffpgnouhj m034(0,0) gLLQPccddeffawnbuhj SFS[D(4,1)(3,1)] gLLQPccddeffunnvuhj m081(0,0) gLLQPccddeffpfnouhj m171(0,0) gLLQPccddeffaonbuhj reducible gLLQPccddeffpvnouxj toroidal gLLQPccddeffpvnouhj toroidal gLPMPbcddeffdjonhqn SFS[D(3,1)(2,1)] gLPMPbcddeffdjonhhn SFS[D(3,1)(2,1)] gLLQPccddefflnnruxj m100(0,0) gLLQPccddeffannruxj SFS[D(3,1)(2,1)] gLLQPccddefftnnruxj m030(0,0) gLLQPcdcdeffugkwmqn m054(0,0) gLLQPcdcdeffaggjmqn SFS[D(3,1)(2,1)] gLLQPcdcdeffpgjcmqn m100(0,0) gLLQPcdcdeffugkwmhk SFS[D(3,1)(2,1)] gLLQPcdcdeffaggjmhk SFS[D(3,1)(2,1)] gLLQPcdcdeffpgjcmhk toroidal gLLQPccddefflnnruhj toroidal gLLQPccddeffannruhj SFS[D(3,1)(2,1)] gLLQPccddefftnnruhj m003(0,0) gLLQPccddeffijbwexj m053(0,0) gLLQPccddeffdwbkexj m074(0,0) gLLQPccddefftnnouxj m026(0,0) gLLQPccddeffannouxj SFS[D(3,1)(2,1)] gLLQPccddefflnnouxj m052(0,0) gLLQPccddefflnnnuhj toroidal gLLQPccddeffannnuhj reducible gLLQPccddefflnnnuxj toroidal gLLQPcdcdeffqckvahk m135(0,0) gLLQPcdcdeffacvvahk toroidal gLLQPccddeffajjjhhj toroidal gLLQPccddeffdwbkehj m023(0,0) gLLQPccddeffqjjshhj m136(0,0) gLLQPccddeffijbwehj SFS[D(3,1)(3,1)] gLLQPccddeffabbbehj SFS[A(2,1)] gLLQPccddeffaobvehj SFS[A(4,1)] gLLQPccddeffqjrshxj s765(0,0) gLPMPbdcdeffankohhn toroidal gLLQPccddeffajrjhxj toroidal gLLQPccddeffqjvshhj m200(0,0) gLLQPccddeffqjvshxj m161(0,0) gLPMPbdcdeffankohqn toroidal gLLQPccddeffajrjhhj toroidal gLLQPccddeffqjrshhj s659(0,0) gLLQPccddeffakvblxj SFS[D(4,1)(3,1)] gLLQPccddeffpvvrlhj SFS[D(5,2)(3,1)] gLLQPccddeffajsgxxj SFS[D(3,1)(2,1)] gLPMPbcddefflgvfdqw toroidal gLPMPbcddefflgvfdxr toroidal gLLQPccddeffaosfxhj reducible gLLQPcdcdeffasvbphk reducible gLLQPccddeffajsjxhj toroidal gLLQPccddeffaoswxxj SFS[D(4,3)(3,1)] gLLQPcdcdeffhssnpqn toroidal gLLQPccddefflnvnlhj SFS[D(4,1)(2,1)] gLLQPccddeffanvnlhj toroidal gLLQPccddefflnvnlxj SFS[D(4,1)(2,1)] gLLQPccddeffljvnlhj SFS[D(5,2)(2,1)] gLLQPccddeffajskxxj m011(0,0) gLLQPccddefflnvrlxj m017(0,0) gLLQPccddeffdwvvlxj SFS[D(5,2)(2,1)] gLLQPccddefflbvnlhj toroidal gLLQPccddeffabvnlhj SFS[D(3,1)(2,1)] gLLQPccddefflnvolxj m003(0,0) gLLQPccddeffhovglhj SFS[D(4,1)(2,1)] gLLQPcdcdeffhssnphk m175(0,0) gLLQPcdcdeffavvvxhk toroidal gLLQPcdcdeffpvbbxhk m359(0,0)(0,0) gLLQPcdcdeffpvbbxqn m295(0,0)(0,0) gLLQPccddeffajsgxhj toroidal gLLQPccddeffajwcphj reducible gLLQPccddeffljvrlhj SFS[D(5,2)(2,1)] gLLQPccddeffajvrlhj toroidal gLLQPccddefflbvrlxj m016(0,0) gLLQPccddeffabvrlxj toroidal gLLQPccddeffljvolhj toroidal gLLQPccddeffajskxhj m006(0,0) gLLQPccddefflnvrlhj m016(0,0) gLLQPccddefflbvnlxj SFS[D(5,2)(2,1)] gLLQPccddeffabvnlxj toroidal gLLQPccddefflnvolhj m019(0,0) gLLQPccddeffhovglxj SFS[D(4,1)(2,1)] gLLQPccddeffakvblhj SFS[D(4,3)(3,1)] gLLQPccddeffpgvolhj SFS[D(5,2)(3,1)] gLLQPccddeffpvvrlxj toroidal gLLQPccddeffljvolxj SFS[D(3,1)(2,1)] gLLQPccddeffabvrlhj SFS[D(3,1)(2,1)] gLLQPccddefflbvrlhj toroidal gLLQPccddefflbvolxj toroidal gLLQPccddefflbvolhj toroidal gLLQPccddeffaoswxhj SFS[D(4,1)(3,1)] gLLQPccddeffaowvphj toroidal gLLQPccddeffaovslxj SFS[D(4,1)(3,1)] gLLQPccddeffpfvolhj SFS[D(5,3)(3,1)] gLLQPccddeffpvvnlxj toroidal gLLQPccddeffaovslhj SFS[D(4,3)(3,1)] gLLQPccddeffpvvnlhj SFS[D(5,3)(3,1)] gLLQPccddefflovblxj toroidal gLLQPccddefflovblhj toroidal gLLQPccddeffdvvolhj SFS[D(5,2)(3,1)] gLLQPccddeffhvvolhj SFS[D(5,3)(3,1)] gLPMPbcddeffacbbtqn SFS[D(4,1)(2,1)] gLPMPbcddefflgvvdqw toroidal gLPMPbcddefflgvgdxr toroidal gLLQPccddeffaojblhj reducible gLLQPccddeffpvjolhj toroidal gLLQPccddeffpvrolxj toroidal gLPMPbcddeffacbbthn SFS[D(4,1)(2,1)] gLPMPbcddefflgvgdqw toroidal gLPMPbcddefflgvvdxr toroidal gLLQPccddeffaojblxj reducible gLLQPccddeffpvrolhj toroidal gLLQPccddeffpvjolxj toroidal gLLPQcdcfeffhwnmqgf toroidal gLLPQcdcfeffhwnmqvf toroidal gLLPQcdcfeffhwnxqww SFS[D(7,3)(2,1)] gLLPQcdcfeffhwnmlnn SFS[D(7,3)(2,1)] gLLPQcdcfeffhknaqvv SFS[D(2,1)(2,1)] gLLPQcdcfeffhknmqgf SFS[D(7,3)(5,2)] gLLPQcdcfeffhknmqvf SFS[D(7,3)(4,1)] gLLPQcdcfeffhknaqkk SFS[D(4,1)(2,1)] gLLPQcdcfeffhkndqkf m074(0,0) gLLPQcdcfeffhknidkk SFS[D(4,1)(2,1)] gLLPQcdcfeffhonuqgj m094(0,0) gLLPQcdcfeffhonmqgf SFS[D(7,4)(4,1)] gLLPQcdcfeffhonmqvf SFS[D(7,4)(5,2)] gLLPQcdcfeffhonhqff SFS[D(3,1)(2,1)] gLLPQcdcfeffhontuff SFS[D(3,1)(2,1)] gLLPQcdcfeffhonhqss SFS[D(5,1)(2,1)] gLLPQcdcfeffhsnqqsj s427(0,0) gLLPQcdcfeffhsnhqfj s426(0,0) gLLPQcdcfeffhsnddjg toroidal gLLPQcdcfeffhsnddgg reducible gLLPQcdcfeffhsnddkg toroidal gLLPQcdcfeffhsndtnw s198(0,0) gLLPQcdcfeffhsndtnn SFS[D(5,4)(3,1)] gLLPQcdcfeffhsndtnf m183(0,0) gLLPQcdcfeffhsnaqfn SFS[D(3,1)(3,2)] gLLPQcdcfeffhsnaqfw SFS[D(3,1)(3,1)] gLLPQcdcfeffhsndqff SFS[D(3,1)(3,1)] gLLPQcdcfeffhsndqgf m061(0,0) gLLPQcdcfeffhsndqvf m150(0,0) gLLPQcdcfeffhsneqff SFS[D(3,1)(3,2)] gLLPQcdcfeffhsneqgf m150(0,0) gLLPQcdcfeffhsneqvf m093(0,0) gLLPQcdcfeffhsnadrr SFS[D(3,1)(3,2)] gLLPQcdcfeffhsnadrc m007(0,0) gLLPQcdcfeffhsnadrs m010(0,0) gLLPQcdcfeffhsndiff reducible gLLPQcdcfeffhsndigf toroidal gLLPQcdcfeffhsndivf toroidal gLLPQcdcfeffhsneiff SFS[D(3,1)(3,1)] gLLPQcdcfeffhsneigf m253(0,0) gLLPQcdcfeffhsneivf m181(0,0) gLLPQcdcfeffhsnatkk SFS[D(3,1)(3,1)] gLLPQcdcfeffhsnatjk toroidal gLLPQcdcfeffhsnatgk m007(0,0) gLLPQcdcfeffhsnduff SFS[D(3,1)(3,2)] gLLPQcdcfeffhsndugf m139(0,0) gLLPQcdcfeffhsnduvf m186(0,0) gLLPQcdcfeffhsneuff reducible gLLPQcdcfeffhsneugf toroidal gLLPQcdcfeffhsneuvf toroidal gLLPQcdcfeffhsnaqrs SFS[D(5,1)(3,1)] gLLPQcdcfeffhsnaqcs SFS[D(5,4)(3,1)] gLLPQcdcfeffhsneqrs s084(0,0) gLLPQcdcfeffhsneqss SFS[D(5,4)(3,1)] gLLPQcdcfeffhsneqcs m062(0,0) gLLPQcdcfeffhsndqrs s017(0,0) gLLPQcdcfeffhsndqss SFS[D(5,1)(3,1)] gLLPQcdcfeffhsndqcs s084(0,0) gLLPQcdcfeffhsnadjg m040(0,0) gLLPQcdcfeffhsnadgg SFS[D(5,4)(3,1)] gLLPQcdcfeffhsnadkg m078(0,0) gLLPQcdcfeffhsnatnw m078(0,0) gLLPQcdcfeffhsnatnn SFS[D(5,1)(3,1)] gLLPQcdcfeffhsnatnf m009(0,0) gLLPQcdcfeffhsnlqws s016(0,0) gLLPQcdcfeffhsnlqgj m094(0,0) gLLPQcdcfeffhsnedjg m161(0,0) gLLPQcdcfeffhsnedgg SFS[D(5,1)(3,1)] gLLPQcdcfeffhsnedkg s142(0,0) gLLPQcdcfeffhsnetnw toroidal gLLPQcdcfeffhsnetnn reducible gLLPQcdcfeffhsnetnf toroidal gLLPQcdcfeffhsnahjf m235(0,0) gLLPQcdcfeffhsnhhff toroidal gLLPQcdcfeffhsnqajj toroidal gLLPQcdcfeffhsnalrf toroidal gLLPQcdcfeffhsnaajs m234(0,0) gLLPQcdcfeffhsnaljb m039(0,0) gLLPQcdcfeffhsnllbb SFS[A(5,1)] gLLPQcdcfeffhsnlpff SFS[A(3,1)] gLLPQcdcfeffhcnqqsj s757(0,0) gLLPQcdcfeffhcnaqss toroidal gLLPQcdcfeffhcnqajj toroidal gLLPQcdcfeffhcnaajs m211(0,0) gLLPQcdcfeffhrnqqsj m026(0,0) gLLPQcdcfeffhrnaqss toroidal gLLPQcdcfeffhrnqajj toroidal gLLPQcdcfeffhrnaajs s450(0,0) gLLPQcdcefffhsnalrr SFS[D(3,1)(3,2)] gLLPQcdcefffhsnalrj SFS[D(9,7)(3,1)] gLLPQcdcefffhsnalrv SFS[D(6,5)(3,1)] gLLPQcdcefffhsnaevv SFS[D(3,1)(2,1)] gLLPQcdcefffhsndigf toroidal gLLPQcdcefffhsndivf toroidal gLLPQcdcefffhsnaqff reducible gLLPQcdcefffhsneuff reducible gLLPQcdcefffhsnaqss toroidal gLLPQcdcefffhsnaekk SFS[D(3,1)(3,1)] gLLPQcdcefffhsnemwb s090(0,0) gLLPQcdcefffhsndlwf SFS[D(3,1)(2,1)] gLLPQcdcefffhsndlww toroidal gLLPQcdcefffhsndlwn SFS[D(3,1)(2,1)] gLLPQcdcefffhsnalwf SFS[D(9,4)(2,1)] gLLPQcdcefffhsnalww m026(0,0) gLLPQcdcefffhsnalwn m122(0,0) gLLPQcdcefffhsnelkf SFS[D(9,4)(2,1)] gLLPQcdcefffhsnelwf toroidal gLLPQcdcefffhsnelww SFS[D(3,1)(2,1)] gLLPQcdcefffhsnelwn m047(0,0) gLLPQcdcefffhsnelof SFS[D(3,1)(2,1)] gLLPQcdcefffhsntunc s145(0,0) gLLPQcdcefffhsnxxff toroidal gLLPQcdcefffhsnxxbf s506(0,0)(0,0) gLLPQcdcefffhsnxxcf m292(0,0)(0,0) gLLPQcdcefffhsnqtjj toroidal gLLPQcdcefffhsnmtjj reducible gLLPQcdcefffhsnpljv SFS[D(9,4)(2,1)] gLLPQcdcefffhsnplgj SFS[D(6,1)(2,1)] gLLPQcdcefffhsnpljj toroidal gLLPQcdcefffhsnptjr m072(0,0) gLLPQcdcefffhsnptjj toroidal gLLPQcdcefffhsnptjv toroidal gLLPQcdcefffhsnpqnf SFS[D(6,1)(2,1)] gLLPQcdcefffhsnpqnn m027(0,0) gLLPQcdcefffhsnpqnw m123(0,0) gLLPQcdcefffhsnpurf SFS[D(6,1)(2,1)] gLLPQcdcefffhsnpunf SFS[D(9,2)(2,1)] gLLPQcdcefffhsnpunn toroidal gLLPQcdcefffhsnpunw m071(0,0) gLLPQcdcefffhsnpuof SFS[D(3,1)(2,1)] gLLPQcdcefffhsnpqkk SFS[D(3,1)(3,1)] gLLPQcdcefffhsnpqgk SFS[D(9,5)(3,1)] gLLPQcdcefffhsnpqjk toroidal gLLPQcdcefffhsnmlgj toroidal gLLPQcdcefffhsnmljj SFS[D(3,1)(2,1)] gLLPQcdcefffhsnmlkj m049(0,0) gLLPQcdcefffhsnpxbk toroidal gLLPQcdcefffhsnpxbs toroidal gLLPQcdcefffhsnqtff SFS[D(3,1)(3,2)] gLLPQcdcefffhsnmtff toroidal gLLPQcdcefffhsnmlff SFS[D(3,1)(3,2)] gLLPQcdcefffhsnmlcf SFS[D(9,4)(3,1)] gLLPQcdcefffhsnmlbf toroidal gLLPQcdcefffhsnptff SFS[D(3,1)(3,1)] gLLPQcdcefffhsnptcf SFS[D(9,2)(3,1)] gLLPQcdcefffhsnptbf SFS[D(6,1)(3,1)] gLLPQcdcefffhsnplfw toroidal gLLPQcdcefffhsnplfn toroidal gLLPQcdcefffhsnplcw SFS[D(9,5)(3,1)] gLLPQcdcefffhsnplcn SFS[D(9,4)(3,1)] gLLPQcdcefffhsnplbw SFS[D(6,1)(3,1)] gLLPQcdcefffhsnplbn SFS[D(6,5)(3,1)] gLLPQcdcefffhrndiff SFS[D(3,1)(2,1)] gLLPQcdcefffhrndigf toroidal gLLPQcdcefffhrndivf toroidal gLLPQcdcefffhrnplff reducible gLLPQcdcefffhrnplcf toroidal gLLPQcdcefffhrnplbf toroidal gLLPQcdcefffhcndiff SFS[D(3,1)(2,1)] gLLPQcdcefffhcndigf toroidal gLLPQcdcefffhcndivf toroidal gLLPQcdcefffhcnplff reducible gLLPQcdcefffhcnplcf toroidal gLLPQcdcefffhcnplbf toroidal gLLPQcdcefffhwnmmvv reducible gLLPQcdcefffhwnhawf SFS[D(7,3)(3,1)] gLLPQcdcefffhwnhaww reducible gLLPQcdcefffhwnhawn SFS[D(7,4)(3,1)] gLLPQcdcefffhwnqqgg reducible gLLPQcdcefffhwnllcc SFS[A(7,3)] gLLPQcdcefffhwnitjj toroidal gLLPQcdcefffhwndunf SFS[D(7,4)(3,1)] gLLPQcdcefffhwndunn reducible gLLPQcdcefffhwndunw SFS[D(7,3)(3,1)] gLLPQcdcefffhwnxxbb SFS[A(7,2)] gLLPQcdcefffhwnitff reducible gLLPQcdcefffhonitjj SFS[D(7,4)(3,1)] gLLPQcdcefffhonimcs SFS[D(9,4)(2,1)] gLLPQcdcefffhonilff SFS[D(3,1)(2,1)] gLLPQcdcefffhonilcf SFS[D(9,2)(2,1)] gLLPQcdcefffhonilbf SFS[D(6,1)(2,1)] gLLPQcdcefffhonxaff SFS[D(3,1)(2,1)] gLLPQcdcefffhknhxkk SFS[D(4,1)(2,1)] gLLPQcdcefffhknmtkf SFS[D(5,2)(2,1)] gLLPQcdcefffhknltkk SFS[D(4,1)(2,1)] gLLPQcdcefffhknltjk SFS[D(5,2)(2,1)] gLLPQcdcefffhknitjj SFS[D(7,3)(3,1)] gLLPQcdceffftwsitff reducible gLLPQcdceffftkshxkk SFS[D(5,2)(2,1)] gLLPQcdceffftksltkk SFS[D(5,2)(2,1)] gLLPQcdceffflvwuuoo reducible gLLQPcdcdeffagvfmdn reducible gLLQPcdcdefflgvfmmw SFS[D(5,2)(3,1)] gLLQPcdcdefflgvfmdn SFS[D(5,3)(3,1)] gLLQPccddeffaonbuej reducible gLLQPcdcdeffacccadn reducible gLLQPcdcdeffagvfmek reducible gLLQPcdcdefflgvfmij SFS[D(5,3)(3,1)] gLLQPcdcdefflgvfmek SFS[D(5,2)(3,1)] gLLQPcdcdeffacvvadn toroidal gLLQPccddeffaobveej SFS[A(5,2)] gLLQPccddeffaonbudj reducible gLLQPccddeffaobvedj SFS[A(5,2)] gLLPQcdceffflwwitff reducible gLLPQcdceffflkwltkk SFS[D(5,2)(2,1)] gLLPQcdceffflkwhxkk SFS[D(5,2)(2,1)] gLLQPccddeffakvbllk SFS[D(5,2)(3,1)] gLLQPccddeffaosfxej reducible gLLQPcdcdeffasvbpdn reducible gLLQPccddeffaoswxej SFS[D(5,3)(3,1)] gLLQPccddeffhovgltr SFS[D(5,2)(2,1)] gLLQPccddeffaovsltr SFS[D(5,3)(3,1)] gLLQPccddeffaoswxtr SFS[D(5,2)(3,1)] gLLQPcdcdeffasvbpek reducible gLLQPccddeffaowvpej toroidal gLLQPcdcdeffavvvxdn SFS[A(5,2)] gLLQPccddeffhovgllk SFS[D(5,2)(2,1)] gLLQPccddeffajvrldj SFS[D(5,2)(2,1)] gLLQPccddeffaovslej SFS[D(5,2)(3,1)] gLLQPccddeffhovglej SFS[D(5,2)(2,1)] gLLQPccddeffakvbldj SFS[D(5,3)(3,1)] gLLQPccddeffhovgldj SFS[D(5,2)(2,1)] gLLQPccddeffaosfxdj reducible gLLQPccddeffaoswxdj SFS[D(5,3)(3,1)] gLLQPccddeffakvbltr SFS[D(5,2)(3,1)] gLLQPccddeffaoswxlk SFS[D(5,2)(3,1)] gLLQPccddeffaowvpdj toroidal gLLQPccddeffaovsllk SFS[D(5,3)(3,1)] gLLQPccddeffakvblej SFS[D(5,3)(3,1)] gLLQPccddeffaovsldj SFS[D(5,2)(3,1)] gLLQPccddefflovblej SFS[D(5,2)(3,1)] gLLQPccddefflovbldj SFS[D(5,3)(3,1)] gLLQPccddeffaojbldj reducible gLLQPccddeffaojblej reducible gLLPQcdcefffuwnitff reducible gLLPQcdcefffuknhxkk SFS[D(5,2)(2,1)] gLLPQcdcefffuknltkk SFS[D(5,2)(2,1)] gLLPQcdcefffpvnuuoo reducible gLLPQcdcefffpwnitff reducible gLLPQcdcefffpknhxkk SFS[D(5,2)(2,1)] gLLPQcdcefffpknltkk SFS[D(5,2)(2,1)] gLLPQcdcefffassalrr SFS[D(3,1)(2,1)] gLLPQcdcefffassaevv SFS[D(3,1)(2,1)] gLLPQcdcefffassdigf toroidal gLLPQcdcefffassdivf toroidal gLLPQcdcefffassaqff reducible gLLPQcdcefffasseuff reducible gLLPQcdcefffassaqss toroidal gLLPQcdcefffassaekk SFS[D(3,1)(2,1)] gLLPQcdcefffassemwb SFS[D(5,1)(2,1)] gLLPQcdcefffassdlwf SFS[D(2,1)(2,1)] gLLPQcdcefffassdlww toroidal gLLPQcdcefffassdlwn SFS[D(2,1)(2,1)] gLLPQcdcefffassalww SFS[D(3,1)(2,1)] gLLPQcdcefffasselww SFS[D(3,1)(2,1)] gLLPQcdcefffasselof SFS[D(2,1)(2,1)] gLLPQcdcefffasstunc SFS[D(5,1)(2,1)] gLLPQcdcefffassxxff reducible gLLPQcdcefffassxxbf toroidal gLLPQcdcefffassxxcf toroidal gLLPQcdcefffassqtjj SFS[D(3,1)(2,1)] gLLPQcdcefffassmtjj reducible gLLPQcdcefffasspljj reducible gLLPQcdcefffassptjj SFS[D(3,1)(2,1)] gLLPQcdcefffasspqnn SFS[D(3,1)(2,1)] gLLPQcdcefffasspunn SFS[D(3,1)(2,1)] gLLPQcdcefffasspuof SFS[D(2,1)(2,1)] gLLPQcdcefffasspqkk SFS[D(3,1)(2,1)] gLLPQcdcefffassmljj SFS[D(3,1)(2,1)] gLLPQcdcefffassqtff SFS[D(3,1)(2,1)] gLLPQcdcefffassmtff toroidal gLLPQcdcefffassmlff SFS[D(3,1)(2,1)] gLLPQcdcefffassptff SFS[D(3,1)(2,1)] gLLPQcdcefffassplfw reducible gLLPQcdcefffassplfn reducible gLLPQcdcefffarsdiff SFS[D(2,1)(2,1)] gLLPQcdcefffarsdigf toroidal gLLPQcdcefffarsdivf toroidal gLLPQcdcefffarsplff reducible gLLPQcdcefffarsplcf toroidal gLLPQcdcefffarsplbf toroidal gLLPQcdcefffacsdiff SFS[D(2,1)(2,1)] gLLPQcdcefffacsdigf toroidal gLLPQcdcefffacsdivf toroidal gLLPQcdcefffacsplff reducible gLLPQcdcefffacsplcf toroidal gLLPQcdcefffacsplbf toroidal gLLPQcdcefffawsmmvv reducible gLLPQcdcefffawshawf SFS[D(3,1)(3,2)] gLLPQcdcefffawshaww reducible gLLPQcdcefffawshawn SFS[D(3,1)(3,1)] gLLPQcdcefffawsqqgg reducible gLLPQcdcefffawsllcc SFS[A(3,1)] gLLPQcdcefffawsitjj toroidal gLLPQcdcefffawsdunf SFS[D(3,1)(3,1)] gLLPQcdcefffawsdunn reducible gLLPQcdcefffawsdunw SFS[D(3,1)(3,2)] gLLPQcdcefffawsxxbb SFS[A(3,1)] gLLPQcdcefffawsitff reducible gLLPQcdcefffaositjj SFS[D(3,1)(3,1)] gLLPQcdcefffaosilff SFS[D(2,1)(2,1)] gLLPQcdcefffaosxaff SFS[D(2,1)(2,1)] gLLPQcdcefffaksmtkf SFS[D(5,2)(2,1)] gLLPQcdcefffaksltjk SFS[D(5,2)(2,1)] gLLPQcdcefffaksltgk SFS[D(4,1)(2,1)] gLLPQcdcefffaksitjj SFS[D(3,1)(3,2)] gLLPQcdcfeffavsatgf toroidal gLLPQcdcfeffavsatvf toroidal gLLPQcdcfeffavsptww SFS[D(3,1)(2,1)] gLLPQcdcfeffavsaxnn SFS[D(3,1)(2,1)] gLLPQcdcfeffafsatgf SFS[D(5,2)(3,1)] gLLPQcdcfeffafsatvf SFS[D(4,1)(3,1)] gLLPQcdcfeffafsemff SFS[D(2,1)(2,1)] gLLPQcdcfeffafsahff SFS[D(2,1)(2,1)] gLLPQcdcfeffafsahss reducible gLLPQcdcfeffafsaejv m004(0,0) gLLPQcdcfeffafwatvf SFS[D(4,3)(3,1)] gLLPQcdcfeffafwatgf SFS[D(5,3)(3,1)] gLLPQcdcfeffafwahss SFS[D(3,1)(2,1)] gLLPQcdcfeffafwaejv m015(0,0) gLLPQcdcefffavsaavv reducible gLLPQcdcefffavseiwf SFS[D(3,1)(3,1)] gLLPQcdcefffavseiww reducible gLLPQcdcefffavseiwn SFS[D(3,1)(3,2)] gLLPQcdcefffavsttgg reducible gLLPQcdcefffavsxxcc SFS[A(3,1)] gLLPQcdcefffavsmdjj toroidal gLLPQcdcefffavsqhnf SFS[D(3,1)(3,2)] gLLPQcdcefffavsqhnn reducible gLLPQcdcefffavsqhnw SFS[D(3,1)(3,1)] gLLPQcdcefffavsppbb SFS[A(3,1)] gLLPQcdcefffavsmdff reducible gLLPQcdcefffafwmdjj SFS[D(3,1)(3,2)] gLLPQcdcefffafwpdcf SFS[D(4,1)(2,1)] gLLPQcdcefffafwpdbf SFS[D(5,2)(2,1)] gLLPQcdcefffafwtdbs SFS[D(5,2)(2,1)] gLLPQcdcefffafsmdjj SFS[D(3,1)(3,1)] gLLPQcdcefffafsqxff SFS[D(2,1)(2,1)] gLLPQcdcefffafspdff SFS[D(2,1)(2,1)] gLLPQcdcfeffawsmqgf toroidal gLLPQcdcfeffawsmqvf toroidal gLLPQcdcfeffawsxqww SFS[D(3,1)(2,1)] gLLPQcdcfeffawsmlnn SFS[D(3,1)(2,1)] gLLPQcdcfeffaksaqvv SFS[D(3,1)(2,1)] gLLPQcdcfeffaksmqgf SFS[D(5,3)(3,1)] gLLPQcdcfeffaksmqvf SFS[D(4,3)(3,1)] gLLPQcdcfeffaksdqkf m015(0,0) gLLPQcdcfeffaosuqgj m004(0,0) gLLPQcdcfeffaosmqgf SFS[D(4,1)(3,1)] gLLPQcdcfeffaosmqvf SFS[D(5,2)(3,1)] gLLPQcdcfeffaoshqff SFS[D(2,1)(2,1)] gLLPQcdcfeffaostuff SFS[D(2,1)(2,1)] gLLPQcdcfeffaoshqss reducible gLLPQcdcfeffassqqsj toroidal gLLPQcdcfeffasshqfj toroidal gLLPQcdcfeffassddjg reducible gLLPQcdcfeffassddgg reducible gLLPQcdcfeffassddkg reducible gLLPQcdcfeffassdtnw SFS[D(3,1)(3,1)] gLLPQcdcfeffassdtnn reducible gLLPQcdcfeffassdtnf SFS[D(3,1)(3,2)] gLLPQcdcfeffassaqfn SFS[D(3,1)(2,1)] gLLPQcdcfeffassaqfw SFS[D(3,1)(2,1)] gLLPQcdcfeffassdqff SFS[D(3,1)(2,1)] gLLPQcdcfeffassdqgf SFS[D(3,1)(2,1)] gLLPQcdcfeffassdqvf toroidal gLLPQcdcfeffasseqff SFS[D(3,1)(2,1)] gLLPQcdcfeffasseqgf toroidal gLLPQcdcfeffasseqvf m003(0,0) gLLPQcdcfeffassadrr SFS[D(3,1)(2,1)] gLLPQcdcfeffassadrc toroidal gLLPQcdcfeffassadrs SFS[D(3,1)(2,1)] gLLPQcdcfeffassdiff reducible gLLPQcdcfeffassdigf reducible gLLPQcdcfeffassdivf reducible gLLPQcdcfeffasseiff SFS[D(3,1)(2,1)] gLLPQcdcfeffasseigf toroidal gLLPQcdcfeffasseivf SFS[D(3,1)(2,1)] gLLPQcdcfeffassatkk SFS[D(3,1)(2,1)] gLLPQcdcfeffassatjk m003(0,0) gLLPQcdcfeffassatgk toroidal gLLPQcdcfeffassduff SFS[D(3,1)(2,1)] gLLPQcdcfeffassdugf SFS[D(3,1)(2,1)] gLLPQcdcfeffassduvf toroidal gLLPQcdcfeffasseuff reducible gLLPQcdcfeffasseugf toroidal gLLPQcdcfeffasseuvf toroidal gLLPQcdcfeffassaqrs reducible gLLPQcdcfeffassaqcs reducible gLLPQcdcfeffasseqrs SFS[D(3,1)(3,2)] gLLPQcdcfeffasseqss reducible gLLPQcdcfeffasseqcs SFS[D(3,1)(3,1)] gLLPQcdcfeffassdqrs SFS[D(3,1)(3,1)] gLLPQcdcfeffassdqss reducible gLLPQcdcfeffassdqcs SFS[D(3,1)(3,2)] gLLPQcdcfeffassadjg SFS[D(3,1)(3,1)] gLLPQcdcfeffassadgg reducible gLLPQcdcfeffassadkg SFS[D(3,1)(3,2)] gLLPQcdcfeffassatnw SFS[D(3,1)(3,2)] gLLPQcdcfeffassatnn reducible gLLPQcdcfeffassatnf SFS[D(3,1)(3,1)] gLLPQcdcfeffasslqws SFS[D(3,1)(2,1)] gLLPQcdcfeffasslqgj m004(0,0) gLLPQcdcfeffassedjg SFS[D(3,1)(3,2)] gLLPQcdcfeffassedgg reducible gLLPQcdcfeffassedkg SFS[D(3,1)(3,1)] gLLPQcdcfeffassetnw toroidal gLLPQcdcfeffassetnn reducible gLLPQcdcfeffassetnf toroidal gLLPQcdcfeffassahjf toroidal gLLPQcdcfeffasshhff reducible gLLPQcdcfeffassqajj toroidal gLLPQcdcfeffassalrf m004(0,0) gLLPQcdcfeffassaajs toroidal gLLPQcdcfeffassaljb SFS[D(3,1)(2,1)] gLLPQcdcfeffassllbb reducible gLLPQcdcfeffasslpff SFS[A(2,1)] gLLPQcdcfeffacsqqsj m149(0,0) gLLPQcdcfeffacsaqss toroidal gLLPQcdcfeffacsqajj toroidal gLLPQcdcfeffacsaajs m010(0,0) gLLPQcdcfeffarsqqsj m010(0,0) gLLPQcdcfeffarsaqss toroidal gLLPQcdcfeffarsqajj toroidal gLLPQcdcfeffarsaajs m149(0,0) gLLQPccddeffqjjshak m010(0,0) gLLQPcdcdeffqckvaaj m009(0,0) gLLQPcdcdeffpgjsmaj toroidal gLLQPcdcdeffagggmaj reducible gLLQPcdcdeffpgjsmaw toroidal gLLQPccddefflnnouar m033(0,0) gLLQPccddeffannouar SFS[D(3,1)(3,1)] gLLQPccddefftnnouar m010(0,0) gLLQPcdcdefftgrfmaj toroidal gLLQPcdcdefflgrfmaj SFS[D(5,2)(2,1)] gLLQPccddeffpgnouak SFS[D(5,2)(2,1)] gLLQPccddeffujnvuak SFS[D(4,1)(2,1)] gLLQPcdcdefflgrfmaw m016(0,0) gLLQPcdcdefftgrfmaw m006(0,0) gLLQPcdcdefflgvfmaw toroidal gLLQPcdcdefflgvfmaj toroidal gLLQPccddeffpfnouak toroidal gLLQPccddeffunnvuak toroidal gLLQPccddeffujnvuar m017(0,0) gLLQPccddeffpgnouar m016(0,0) gLLQPccddeffunnvuar m011(0,0) gLLQPccddeffpfnouar m019(0,0) gLLQPccddeffpvnouak SFS[D(5,2)(2,1)] gLLQPccddeffpvnouar SFS[D(4,1)(2,1)] gLPMPbcddeffdjonhas SFS[D(3,1)(3,2)] gLPMPbcddeffdjonhaw SFS[D(3,1)(3,1)] gLLQPccddefflnnruak m007(0,0) gLLQPccddeffannruak SFS[D(3,1)(3,1)] gLLQPccddefftnnruak toroidal gLLQPcdcdeffugkwmaj m010(0,0) gLLQPcdcdeffaggjmaj SFS[D(3,1)(3,2)] gLLQPcdcdeffpgjcmaj m007(0,0) gLLQPcdcdeffugkwmaw m033(0,0) gLLQPcdcdeffaggjmaw SFS[D(3,1)(3,1)] gLLQPcdcdeffpgjcmaw m036(0,0) gLLQPccddefflnnruar m036(0,0) gLLQPccddeffannruar SFS[D(3,1)(3,2)] gLLQPccddefftnnruar m007(0,0) gLLQPccddeffijbweak m009(0,0) gLLQPccddeffdwbkeak SFS[D(4,1)(2,1)] gLLQPccddefftnnouak m007(0,0) gLLQPccddeffannouak SFS[D(3,1)(3,2)] gLLQPccddefflnnouak m036(0,0) gLLQPccddefflnnnuar SFS[D(3,1)(3,1)] gLLQPccddeffannnuak reducible gLLQPccddefflnnnuak SFS[D(3,1)(3,2)] gLLQPcdcdeffqckvaaw m148(0,0) gLLQPcdcdeffacvvaaj toroidal gLLQPccddeffajjjhak toroidal gLLQPccddeffdwbkear m015(0,0) gLLQPccddeffqjjshar m149(0,0) gLLQPccddeffijbwear m032(0,0) gLLQPccddeffabbbeak SFS[A(3,1)] gLLQPccddeffaobveak T2xI gLLQPccddeffqjrshak SFS[D(3,1)(3,2)] gLPMPbdcdeffankohaw SFS[D(3,1)(3,2)] gLLQPccddeffajrjhak SFS[D(3,1)(3,2)] gLLQPccddeffqjvshar SFS[D(3,1)(3,2)] gLLQPccddeffqjvshak m007(0,0) gLPMPbdcdeffankohas SFS[D(3,1)(3,1)] gLLQPccddeffajrjhar SFS[D(3,1)(3,1)] gLLQPccddeffqjrshar m160(0,0) gLLQPccddeffpvvrlar toroidal gLLQPccddeffpgvolak SFS[D(5,3)(3,1)] gLLQPccddeffajsgxak toroidal gLPMPbcddefflgvfdaj toroidal gLPMPbcddefflgvfdan toroidal gLLQPccddeffajsjxak SFS[D(3,1)(2,1)] gLLQPcdcdeffhssnpaj m137(0,0) gLLQPccddeffanvnlak SFS[D(3,1)(2,1)] gLLQPccddeffljvnlar SFS[D(4,1)(2,1)] gLLQPccddeffajskxak m003(0,0) gLLQPccddefflnvrlak m017(0,0) gLLQPccddeffdwvvlak SFS[D(4,1)(2,1)] gLLQPccddefflbvnlar SFS[D(5,2)(2,1)] gLLQPccddeffabvnlar toroidal gLLQPccddefflnvolak m016(0,0) gLLQPcdcdeffhssnpaw m038(0,0) gLLQPcdcdeffavvvxaj toroidal gLLQPcdcdeffpvbbxaw toroidal gLLQPcdcdeffpvbbxaj m125(0,0)(0,0) gLLQPccddeffajsgxar SFS[D(3,1)(2,1)] gLLQPccddeffajwcpak reducible gLLQPccddeffljvrlar SFS[D(4,1)(2,1)] gLLQPccddeffljvrlak SFS[D(5,2)(2,1)] gLLQPccddeffajvrlak toroidal gLLQPccddefflbvrlak m011(0,0) gLLQPccddeffabvrlak SFS[D(3,1)(2,1)] gLLQPccddeffljvolar toroidal gLLQPccddeffljvnlak SFS[D(5,2)(2,1)] gLLQPccddeffajskxar toroidal gLLQPccddefflnvrlar m016(0,0) gLLQPccddeffdwvvlar SFS[D(5,2)(2,1)] gLLQPccddefflbvnlak toroidal gLLQPccddeffabvnlak SFS[D(3,1)(2,1)] gLLQPccddefflnvolar m006(0,0) gLLQPccddeffpgvolar SFS[D(4,3)(3,1)] gLLQPccddeffpvvrlak SFS[D(5,3)(3,1)] gLLQPccddeffljvolak toroidal gLLQPccddeffabvrlar toroidal gLLQPccddefflbvrlar m019(0,0) gLLQPccddefflbvolak toroidal gLLQPccddefflbvolar toroidal gLLQPccddeffaowvpak SFS[D(2,1)(2,1)] gLLQPccddeffpfvolar SFS[D(4,1)(3,1)] gLLQPccddeffpvvnlak SFS[D(5,2)(3,1)] gLLQPccddeffpvvnlar toroidal gLLQPccddeffpfvolak SFS[D(5,2)(3,1)] gLLQPccddefflovblak toroidal gLLQPccddefflovblar toroidal gLLQPccddeffdvvolar SFS[D(4,3)(3,1)] gLLQPccddeffhvvolar SFS[D(4,1)(3,1)] gLLQPccddeffhvvolak SFS[D(5,2)(3,1)] gLLQPccddeffdvvolak SFS[D(5,3)(3,1)] gLPMPbcddefflgvvdaj SFS[D(5,2)(3,1)] gLPMPbcddefflgvgdan SFS[D(4,1)(3,1)] gLLQPccddeffpvjolar SFS[D(4,1)(3,1)] gLLQPccddeffpvrolak SFS[D(5,2)(3,1)] gLPMPbcddefflgvgdaj SFS[D(4,3)(3,1)] gLPMPbcddefflgvvdan SFS[D(5,3)(3,1)] gLLQPccddeffpvrolar SFS[D(4,3)(3,1)] gLLQPccddeffpvjolak SFS[D(5,3)(3,1)] gLLPQcdcfeffawwxqww reducible gLLPQcdcfeffawwmlnn reducible gLLPQcdcfeffakwaqvv SFS[D(3,1)(2,1)] gLLPQcdcfeffakwmqgf reducible gLLPQcdcfeffakwmqvf reducible gLLPQcdcfeffakwdqkf SFS[D(4,1)(2,1)] gLLPQcdcfeffaowuqgj SFS[D(4,1)(2,1)] gLLPQcdcfeffaowmqgf reducible gLLPQcdcfeffaowmqvf reducible gLLPQcdcfeffaowhqss SFS[D(3,1)(2,1)] gLLPQcdcfeffaswqqsj m010(0,0) gLLPQcdcfeffaswhqfj m009(0,0) gLLPQcdcfeffaswddjg toroidal gLLPQcdcfeffaswddgg reducible gLLPQcdcfeffaswddkg toroidal gLLPQcdcfeffaswdtnw m033(0,0) gLLPQcdcfeffaswdtnn SFS[D(3,1)(3,1)] gLLPQcdcfeffaswdtnf m010(0,0) gLLPQcdcfeffaswdqgf toroidal gLLPQcdcfeffaswdqvf SFS[D(5,2)(2,1)] gLLPQcdcfeffasweqgf SFS[D(5,2)(2,1)] gLLPQcdcfeffasweqvf SFS[D(4,1)(2,1)] gLLPQcdcfeffaswadrc m016(0,0) gLLPQcdcfeffaswadrs m006(0,0) gLLPQcdcfeffaswdigf toroidal gLLPQcdcfeffaswdivf toroidal gLLPQcdcfeffasweigf toroidal gLLPQcdcfeffasweivf toroidal gLLPQcdcfeffaswatjk m017(0,0) gLLPQcdcfeffaswatgk m016(0,0) gLLPQcdcfeffaswdugf m011(0,0) gLLPQcdcfeffaswduvf m019(0,0) gLLPQcdcfeffasweugf SFS[D(5,2)(2,1)] gLLPQcdcfeffasweuvf SFS[D(4,1)(2,1)] gLLPQcdcfeffaswaqrs SFS[D(3,1)(3,2)] gLLPQcdcfeffaswaqcs SFS[D(3,1)(3,1)] gLLPQcdcfeffasweqrs m007(0,0) gLLPQcdcfeffasweqss SFS[D(3,1)(3,1)] gLLPQcdcfeffasweqcs toroidal gLLPQcdcfeffaswdqrs m010(0,0) gLLPQcdcfeffaswdqss SFS[D(3,1)(3,2)] gLLPQcdcfeffaswdqcs m007(0,0) gLLPQcdcfeffaswadjg m033(0,0) gLLPQcdcfeffaswadgg SFS[D(3,1)(3,1)] gLLPQcdcfeffaswadkg m036(0,0) gLLPQcdcfeffaswatnw m036(0,0) gLLPQcdcfeffaswatnn SFS[D(3,1)(3,2)] gLLPQcdcfeffaswatnf m007(0,0) gLLPQcdcfeffaswlqws m009(0,0) gLLPQcdcfeffaswlqgj SFS[D(4,1)(2,1)] gLLPQcdcfeffaswedjg m007(0,0) gLLPQcdcfeffaswedgg SFS[D(3,1)(3,2)] gLLPQcdcfeffaswedkg m036(0,0) gLLPQcdcfeffaswetnw SFS[D(3,1)(3,1)] gLLPQcdcfeffaswetnn reducible gLLPQcdcfeffaswetnf SFS[D(3,1)(3,2)] gLLPQcdcfeffaswahjf m148(0,0) gLLPQcdcfeffaswhhff toroidal gLLPQcdcfeffaswqajj toroidal gLLPQcdcfeffaswalrf m015(0,0) gLLPQcdcfeffaswaajs m149(0,0) gLLPQcdcfeffaswaljb m032(0,0) gLLPQcdcfeffaswllbb SFS[A(3,1)] gLLPQcdcfeffaswlpff T2xI gLLPQcdcfeffacwqqsj SFS[D(3,1)(3,2)] gLLPQcdcfeffacwaqss SFS[D(3,1)(3,2)] gLLPQcdcfeffacwqajj SFS[D(3,1)(3,2)] gLLPQcdcfeffacwaajs SFS[D(3,1)(3,2)] gLLPQcdcfeffarwqqsj m007(0,0) gLLPQcdcfeffarwaqss SFS[D(3,1)(3,1)] gLLPQcdcfeffarwqajj SFS[D(3,1)(3,1)] gLLPQcdcfeffarwaajs m160(0,0) gLLPQcdcefffaswalrj toroidal gLLPQcdcefffaswalrv SFS[D(5,3)(3,1)] gLLPQcdcefffaswaevv toroidal gLLPQcdcefffaswdigf toroidal gLLPQcdcefffaswdivf toroidal gLLPQcdcefffaswaqss SFS[D(3,1)(2,1)] gLLPQcdcefffaswemwb m137(0,0) gLLPQcdcefffaswdlww SFS[D(3,1)(2,1)] gLLPQcdcefffaswalwf SFS[D(4,1)(2,1)] gLLPQcdcefffaswalww m003(0,0) gLLPQcdcefffaswalwn m017(0,0) gLLPQcdcefffaswelkf SFS[D(4,1)(2,1)] gLLPQcdcefffaswelwf SFS[D(5,2)(2,1)] gLLPQcdcefffaswelww toroidal gLLPQcdcefffaswelwn m016(0,0) gLLPQcdcefffaswtunc m038(0,0) gLLPQcdcefffaswxxff toroidal gLLPQcdcefffaswxxbf toroidal gLLPQcdcefffaswxxcf m125(0,0)(0,0) gLLPQcdcefffaswqtjj SFS[D(3,1)(2,1)] gLLPQcdcefffaswmtjj reducible gLLPQcdcefffaswpljv SFS[D(4,1)(2,1)] gLLPQcdcefffaswplgj SFS[D(5,2)(2,1)] gLLPQcdcefffaswpljj toroidal gLLPQcdcefffaswptjr m011(0,0) gLLPQcdcefffaswptjj SFS[D(3,1)(2,1)] gLLPQcdcefffaswptjv toroidal gLLPQcdcefffaswpqnf SFS[D(5,2)(2,1)] gLLPQcdcefffaswpqnn toroidal gLLPQcdcefffaswpqnw m016(0,0) gLLPQcdcefffaswpurf SFS[D(5,2)(2,1)] gLLPQcdcefffaswpunf toroidal gLLPQcdcefffaswpunn SFS[D(3,1)(2,1)] gLLPQcdcefffaswpunw m006(0,0) gLLPQcdcefffaswpqgk SFS[D(4,3)(3,1)] gLLPQcdcefffaswpqjk SFS[D(5,3)(3,1)] gLLPQcdcefffaswmlgj toroidal gLLPQcdcefffaswmljj toroidal gLLPQcdcefffaswmlkj m019(0,0) gLLPQcdcefffaswpxbk toroidal gLLPQcdcefffaswpxbs toroidal gLLPQcdcefffaswmtff SFS[D(2,1)(2,1)] gLLPQcdcefffaswmlcf SFS[D(4,1)(3,1)] gLLPQcdcefffaswmlbf SFS[D(5,2)(3,1)] gLLPQcdcefffaswptcf toroidal gLLPQcdcefffaswptbf SFS[D(5,2)(3,1)] gLLPQcdcefffaswplfw toroidal gLLPQcdcefffaswplfn toroidal gLLPQcdcefffaswplcw SFS[D(4,3)(3,1)] gLLPQcdcefffaswplcn SFS[D(4,1)(3,1)] gLLPQcdcefffaswplbw SFS[D(5,2)(3,1)] gLLPQcdcefffaswplbn SFS[D(5,3)(3,1)] gLLPQcdcefffarwdigf SFS[D(5,2)(3,1)] gLLPQcdcefffarwdivf SFS[D(4,1)(3,1)] gLLPQcdcefffarwplcf SFS[D(4,1)(3,1)] gLLPQcdcefffarwplbf SFS[D(5,2)(3,1)] gLLPQcdcefffacwdigf SFS[D(4,3)(3,1)] gLLPQcdcefffacwdivf SFS[D(5,3)(3,1)] gLLPQcdcefffacwplcf SFS[D(4,3)(3,1)] gLLPQcdcefffacwplbf SFS[D(5,3)(3,1)] gLLPQcdcefffawwmmvv reducible gLLPQcdcefffawwhawf reducible gLLPQcdcefffawwhaww reducible gLLPQcdcefffawwhawn reducible gLLPQcdcefffawwqqgg reducible gLLPQcdcefffawwllcc reducible gLLPQcdcefffawwitjj reducible gLLPQcdcefffawwdunf reducible gLLPQcdcefffawwdunn reducible gLLPQcdcefffawwdunw reducible gLLPQcdcefffawwxxbb toroidal gLLPQcdcefffawwitff reducible gLLPQcdcefffaowitjj reducible gLLPQcdcefffaowimcs SFS[D(4,1)(2,1)] gLLPQcdcefffaowilcf toroidal gLLPQcdcefffaowilbf SFS[D(5,2)(2,1)] gLLPQcdcefffakwmtkf SFS[D(4,1)(2,1)] gLLPQcdcefffakwltjk toroidal gLLPQcdcefffakwltgk SFS[D(5,2)(2,1)] gLLPQcdcefffakwitjj reducible gLLPQcdcefffqsjalrr SFS[D(3,1)(2,1)] gLLPQcdcefffqsjalrj toroidal gLLPQcdcefffqsjalrv SFS[D(11,8)(3,1)] gLLPQcdcefffqsjaevv toroidal gLLPQcdcefffqsjdigf toroidal gLLPQcdcefffqsjdivf toroidal gLLPQcdcefffqsjaqff reducible gLLPQcdcefffqsjeuff reducible gLLPQcdcefffqsjaqss toroidal gLLPQcdcefffqsjaekk SFS[D(3,1)(2,1)] gLLPQcdcefffqsjemwb s166(0,0) gLLPQcdcefffqsjdlwf SFS[D(2,1)(2,1)] gLLPQcdcefffqsjdlww toroidal gLLPQcdcefffqsjdlwn SFS[D(2,1)(2,1)] gLLPQcdcefffqsjalwf SFS[D(13,5)(2,1)] gLLPQcdcefffqsjalww m060(0,0) gLLPQcdcefffqsjalwn m172(0,0) gLLPQcdcefffqsjelkf SFS[D(13,5)(2,1)] gLLPQcdcefffqsjelwf toroidal gLLPQcdcefffqsjelww toroidal gLLPQcdcefffqsjelwn m102(0,0) gLLPQcdcefffqsjelof SFS[D(2,1)(2,1)] gLLPQcdcefffqsjtunc s194(0,0) gLLPQcdcefffqsjxxff toroidal gLLPQcdcefffqsjxxbf s576(0,0)(0,0) gLLPQcdcefffqsjxxcf m388(0,0)(0,0) gLLPQcdcefffqsjqtjj toroidal gLLPQcdcefffqsjmtjj reducible gLLPQcdcefffqsjpljv SFS[D(13,5)(2,1)] gLLPQcdcefffqsjplgj SFS[D(11,3)(2,1)] gLLPQcdcefffqsjpljj toroidal gLLPQcdcefffqsjptjr m113(0,0) gLLPQcdcefffqsjptjj toroidal gLLPQcdcefffqsjptjv toroidal gLLPQcdcefffqsjpqnf SFS[D(11,3)(2,1)] gLLPQcdcefffqsjpqnn m064(0,0) gLLPQcdcefffqsjpqnw m173(0,0) gLLPQcdcefffqsjpurf SFS[D(11,3)(2,1)] gLLPQcdcefffqsjpunf toroidal gLLPQcdcefffqsjpunn toroidal gLLPQcdcefffqsjpunw m112(0,0) gLLPQcdcefffqsjpuof SFS[D(2,1)(2,1)] gLLPQcdcefffqsjpqkk SFS[D(3,1)(2,1)] gLLPQcdcefffqsjpqgk SFS[D(13,8)(3,1)] gLLPQcdcefffqsjpqjk toroidal gLLPQcdcefffqsjmlgj toroidal gLLPQcdcefffqsjmljj toroidal gLLPQcdcefffqsjmlkj m106(0,0) gLLPQcdcefffqsjpxbk toroidal gLLPQcdcefffqsjpxbs toroidal gLLPQcdcefffqsjqtff SFS[D(3,1)(2,1)] gLLPQcdcefffqsjmtff toroidal gLLPQcdcefffqsjmlff SFS[D(3,1)(2,1)] gLLPQcdcefffqsjmlcf SFS[D(13,5)(3,1)] gLLPQcdcefffqsjmlbf toroidal gLLPQcdcefffqsjptff SFS[D(3,1)(2,1)] gLLPQcdcefffqsjptcf toroidal gLLPQcdcefffqsjptbf SFS[D(11,3)(3,1)] gLLPQcdcefffqsjplfw toroidal gLLPQcdcefffqsjplfn toroidal gLLPQcdcefffqsjplcw SFS[D(13,8)(3,1)] gLLPQcdcefffqsjplcn SFS[D(13,5)(3,1)] gLLPQcdcefffqsjplbw SFS[D(11,3)(3,1)] gLLPQcdcefffqsjplbn SFS[D(11,8)(3,1)] gLLPQcdcefffqrjdiff SFS[D(2,1)(2,1)] gLLPQcdcefffqrjdigf toroidal gLLPQcdcefffqrjdivf toroidal gLLPQcdcefffqrjplff reducible gLLPQcdcefffqrjplcf toroidal gLLPQcdcefffqrjplbf toroidal gLLPQcdcefffqcjdiff SFS[D(2,1)(2,1)] gLLPQcdcefffqcjdigf toroidal gLLPQcdcefffqcjdivf toroidal gLLPQcdcefffqcjplff reducible gLLPQcdcefffqcjplcf toroidal gLLPQcdcefffqcjplbf toroidal gLLPQcdcefffqwjmmvv reducible gLLPQcdcefffqwjhawf SFS[D(7,2)(3,1)] gLLPQcdcefffqwjhaww reducible gLLPQcdcefffqwjhawn SFS[D(7,5)(3,1)] gLLPQcdcefffqwjqqgg reducible gLLPQcdcefffqwjllcc SFS[A(7,2)] gLLPQcdcefffqwjitjj toroidal gLLPQcdcefffqwjdunf SFS[D(7,5)(3,1)] gLLPQcdcefffqwjdunn reducible gLLPQcdcefffqwjdunw SFS[D(7,2)(3,1)] gLLPQcdcefffqwjxxbb toroidal gLLPQcdcefffqwjitff reducible gLLPQcdcefffqojitjj SFS[D(7,5)(3,1)] gLLPQcdcefffqojimcs SFS[D(13,5)(2,1)] gLLPQcdcefffqojilff SFS[D(2,1)(2,1)] gLLPQcdcefffqojilcf toroidal gLLPQcdcefffqojilbf SFS[D(11,3)(2,1)] gLLPQcdcefffqojxaff SFS[D(2,1)(2,1)] gLLPQcdcefffqkjhxkk SFS[D(5,2)(2,1)] gLLPQcdcefffqkjltkk SFS[D(5,2)(2,1)] gLLPQcdcefffqkjltjk toroidal gLLPQcdcefffqkjltgk SFS[D(4,1)(2,1)] gLLPQcdcefffqkjitjj SFS[D(7,2)(3,1)] gLLPQcdcfeffhvratvf SFS[D(3,1)(2,1)] gLLPQcdcfeffhvratgf SFS[D(3,1)(2,1)] gLLPQcdcfeffhgridrr SFS[D(2,1)(2,1)] gLLPQcdcfeffhgraqrr SFS[D(2,1)(2,1)] gLLPQcdcfeffhgraqgg SFS[D(8,3)(2,1)] gLLPQcdcfeffhgrairf m029(0,0) gLLPQcdcfeffhfrahff SFS[D(3,1)(2,1)] gLLPQcdcfeffhfrahss SFS[D(7,2)(2,1)] gLLPQcdcfeffhfremff SFS[D(3,1)(2,1)] gLLPQcdcfeffhfraejv m006(0,0) gLLPQcdcefffhvrxxcc toroidal gLLPQcdcefffhvrmdjj SFS[D(2,1)(2,1)] gLLPQcdcefffhvrppbb T2xI gLLPQcdcefffhvrmdff reducible gLLPQcdcefffhfrqxff SFS[D(3,1)(2,1)] gLLPQcdcefffhfrpdff SFS[D(3,1)(2,1)] gLLPQcdcefffhfrpdcf SFS[D(12,5)(2,1)] gLLPQcdcefffhfrpdbf toroidal gLLPQcdcefffhfrtdbs SFS[D(9,2)(2,1)] gLLPQcdcefffhgrmtrf SFS[D(11,3)(2,1)] gLLPQcdcefffhgrxhrr SFS[D(2,1)(2,1)] gLLPQcdcefffhgrmprr SFS[D(2,1)(2,1)] gLLPQcdcefffhgrmprv SFS[D(13,5)(2,1)] gLLPQcdcefffhgrmprj toroidal gLLPQcdcfeffqwjmqgf toroidal gLLPQcdcfeffqwjmqvf toroidal gLLPQcdcfeffqwjxqww SFS[D(7,2)(2,1)] gLLPQcdcfeffqwjmlnn SFS[D(7,2)(2,1)] gLLPQcdcfeffqkjmqgf SFS[D(7,2)(5,2)] gLLPQcdcfeffqkjmqvf SFS[D(7,2)(4,1)] gLLPQcdcfeffqkjaqkk SFS[D(5,2)(2,1)] gLLPQcdcfeffqkjdqkf m059(0,0) gLLPQcdcfeffqkjidkk SFS[D(5,2)(2,1)] gLLPQcdcfeffqojuqgj m105(0,0) gLLPQcdcfeffqojmqgf SFS[D(7,5)(4,1)] gLLPQcdcfeffqojmqvf SFS[D(7,5)(5,2)] gLLPQcdcfeffqojhqff SFS[D(2,1)(2,1)] gLLPQcdcfeffqojtuff SFS[D(2,1)(2,1)] gLLPQcdcfeffqojhqss SFS[D(8,3)(2,1)] gLLPQcdcfeffqsjqqsj s491(0,0) gLLPQcdcfeffqsjhqfj s492(0,0) gLLPQcdcfeffqsjddjg toroidal gLLPQcdcfeffqsjddgg reducible gLLPQcdcfeffqsjddkg toroidal gLLPQcdcfeffqsjdtnw s341(0,0) gLLPQcdcfeffqsjdtnn SFS[D(8,3)(3,1)] gLLPQcdcfeffqsjdtnf m236(0,0) gLLPQcdcfeffqsjaqfn SFS[D(3,1)(2,1)] gLLPQcdcfeffqsjaqfw SFS[D(3,1)(2,1)] gLLPQcdcfeffqsjdqff SFS[D(3,1)(2,1)] gLLPQcdcfeffqsjdqgf m089(0,0) gLLPQcdcfeffqsjdqvf m167(0,0) gLLPQcdcfeffqsjeqff SFS[D(3,1)(2,1)] gLLPQcdcfeffqsjeqgf m167(0,0) gLLPQcdcfeffqsjeqvf m104(0,0) gLLPQcdcfeffqsjadrr SFS[D(3,1)(2,1)] gLLPQcdcfeffqsjadrc m100(0,0) gLLPQcdcfeffqsjadrs m054(0,0) gLLPQcdcfeffqsjdiff reducible gLLPQcdcfeffqsjdigf toroidal gLLPQcdcfeffqsjdivf toroidal gLLPQcdcfeffqsjeiff SFS[D(3,1)(2,1)] gLLPQcdcfeffqsjeigf m299(0,0) gLLPQcdcfeffqsjeivf m225(0,0) gLLPQcdcfeffqsjatkk SFS[D(3,1)(2,1)] gLLPQcdcfeffqsjatjk m030(0,0) gLLPQcdcfeffqsjatgk m100(0,0) gLLPQcdcfeffqsjduff SFS[D(3,1)(2,1)] gLLPQcdcfeffqsjdugf m197(0,0) gLLPQcdcfeffqsjduvf m276(0,0) gLLPQcdcfeffqsjeuff reducible gLLPQcdcfeffqsjeugf toroidal gLLPQcdcfeffqsjeuvf toroidal gLLPQcdcfeffqsjaqrs SFS[D(8,3)(3,1)] gLLPQcdcfeffqsjaqcs SFS[D(8,3)(3,1)] gLLPQcdcfeffqsjeqrs s097(0,0) gLLPQcdcfeffqsjeqss SFS[D(8,3)(3,1)] gLLPQcdcfeffqsjeqcs m090(0,0) gLLPQcdcfeffqsjdqrs s049(0,0) gLLPQcdcfeffqsjdqss SFS[D(8,3)(3,1)] gLLPQcdcfeffqsjdqcs s097(0,0) gLLPQcdcfeffqsjadjg s019(0,0) gLLPQcdcfeffqsjadgg SFS[D(8,3)(3,1)] gLLPQcdcfeffqsjadkg s087(0,0) gLLPQcdcfeffqsjatnw s087(0,0) gLLPQcdcfeffqsjatnn SFS[D(8,3)(3,1)] gLLPQcdcfeffqsjatnf m053(0,0) gLLPQcdcfeffqsjlqws s048(0,0) gLLPQcdcfeffqsjlqgj m105(0,0) gLLPQcdcfeffqsjedjg m228(0,0) gLLPQcdcfeffqsjedgg SFS[D(8,3)(3,1)] gLLPQcdcfeffqsjedkg s330(0,0) gLLPQcdcfeffqsjetnw toroidal gLLPQcdcfeffqsjetnn reducible gLLPQcdcfeffqsjetnf toroidal gLLPQcdcfeffqsjahjf s435(0,0) gLLPQcdcfeffqsjhhff toroidal gLLPQcdcfeffqsjqajj toroidal gLLPQcdcfeffqsjalrf m029(0,0) gLLPQcdcfeffqsjaajs s436(0,0) gLLPQcdcfeffqsjaljb s018(0,0) gLLPQcdcfeffqsjllbb SFS[A(8,3)] gLLPQcdcfeffqsjlpff SFS[A(2,1)] gLLPQcdcfeffqcjqqsj s791(0,0) gLLPQcdcfeffqcjaqss toroidal gLLPQcdcfeffqcjqajj toroidal gLLPQcdcfeffqcjaajs m227(0,0) gLLPQcdcfeffqrjqqsj m141(0,0) gLLPQcdcfeffqrjaqss toroidal gLLPQcdcfeffqrjqajj toroidal gLLPQcdcfeffqrjaajs s448(0,0) gLLQPccddeffqjjshxn m319(0,0) gLLQPcdcdeffqckvaqj m320(0,0) gLLQPcdcdeffpgjsmqj SFS[D(7,3)(2,1)] gLLQPcdcdeffpgjsmhr SFS[D(8,3)(2,1)] gLLQPccddefflnnouhw m180(0,0) gLLQPccddefftnnouhw m141(0,0) gLPMPbcddefflcvnhqj SFS[D(5,2)(3,1)] gLPMPbcddefflcvnhhr SFS[D(5,3)(3,1)] gLLQPcdcdeffagrfmqj SFS[D(5,3)(3,1)] gLLQPcdcdefftgrfmqj m035(0,0) gLLQPcdcdefflgrfmqj m143(0,0) gLLQPccddeffaknbuxn SFS[D(5,2)(3,1)] gLLQPccddeffpgnouxn m143(0,0) gLLQPccddeffujnvuxn m079(0,0) gLLQPcdcdeffagrfmhr SFS[D(5,2)(3,1)] gLLQPcdcdefflgrfmhr m115(0,0) gLLQPcdcdefftgrfmhr m015(0,0) gLLQPcdcdeffagvfmhr reducible gLLQPcdcdefflgvfmhr SFS[D(5,2)(3,1)] gLLQPcdcdefflgvfmqj SFS[D(5,3)(3,1)] gLLQPccddeffawnbuxn SFS[D(5,3)(3,1)] gLLQPccddeffpfnouxn m239(0,0) gLLQPccddeffunnvuxn m146(0,0) gLLQPccddeffaknbuhw SFS[D(5,3)(3,1)] gLLQPccddeffujnvuhw m058(0,0) gLLQPccddeffpgnouhw m115(0,0) gLLQPccddeffawnbuhw SFS[D(5,2)(3,1)] gLLQPccddeffunnvuhw m142(0,0) gLLQPccddeffpfnouhw m229(0,0) gLLQPccddeffaonbuhw reducible gLLQPccddeffpvnouxn toroidal gLLQPccddeffpvnouhw toroidal gLLQPccddefflnnruxn m082(0,0) gLLQPccddefftnnruxn m037(0,0) gLLQPcdcdeffugkwmqj m046(0,0) gLLQPcdcdeffpgjcmqj m082(0,0) gLLQPcdcdeffugkwmhr m006(0,0) gLLQPcdcdeffpgjcmhr m016(0,0) gLLQPccddefflnnruhw m016(0,0) gLLQPccddefftnnruhw m017(0,0) gLLQPccddeffijbwexn m045(0,0) gLLQPccddeffdwbkexn m080(0,0) gLLQPccddefftnnouxn m070(0,0) gLLQPccddefflnnouxn m118(0,0) gLLQPccddefflnnnuhw toroidal gLLQPccddefflnnnuxn toroidal gLLQPcdcdeffqckvahr m262(0,0) gLLQPcdcdeffacvvahr toroidal gLLQPccddeffajjjhhw toroidal gLLQPccddeffdwbkehw m059(0,0) gLLQPccddeffqjjshhw m261(0,0) gLLQPccddeffijbwehw m007(0,0) gLLQPccddeffabbbehw T2xI gLLQPccddeffaobvehw SFS[A(5,2)] gLLQPccddeffqjrshxn s834(0,0) gLPMPbdcdeffankohhr toroidal gLLQPccddeffajrjhxn toroidal gLLQPccddeffqjvshhw m228(0,0) gLLQPccddeffqjvshxn m209(0,0) gLPMPbdcdeffankohqj toroidal gLLQPccddeffajrjhhw toroidal gLLQPccddeffqjrshhw s810(0,0) gLLQPccddeffakvblxn SFS[D(5,2)(3,1)] gLLQPccddeffpvvrlhw toroidal gLLQPccddeffajsgxxn toroidal gLPMPbcddefflgvfdqj toroidal gLPMPbcddefflgvfdxk toroidal gLLQPccddeffaosfxhw reducible gLLQPcdcdeffasvbphr reducible gLLQPccddeffajsjxhw toroidal gLLQPccddeffaoswxxn SFS[D(5,3)(3,1)] gLLQPcdcdeffhssnpqj m026(0,0) gLLQPccddefflnvnlhw SFS[D(5,2)(2,1)] gLLQPccddeffanvnlhw toroidal gLLQPccddefflnvnlxn SFS[D(5,2)(2,1)] gLLQPccddeffljvnlhw SFS[D(4,1)(2,1)] gLLQPccddeffajskxxn m019(0,0) gLLQPccddefflnvrlxn m016(0,0) gLLQPccddeffdwvvlxn SFS[D(4,1)(2,1)] gLLQPccddefflbvnlhw toroidal gLLQPccddeffabvnlhw toroidal gLLQPccddefflnvolxn toroidal gLLQPccddeffhovglhw SFS[D(5,2)(2,1)] gLLQPcdcdeffhssnphr m162(0,0) gLLQPcdcdeffavvvxhr SFS[A(5,2)] gLLQPcdcdeffpvbbxhr m391(0,0)(0,0) gLLQPcdcdeffpvbbxqj m367(0,0)(0,0) gLLQPccddeffajsgxhw toroidal gLLQPccddeffajwcphw reducible gLLQPccddeffljvrlhw SFS[D(4,1)(2,1)] gLLQPccddeffajvrlhw SFS[D(5,2)(2,1)] gLLQPccddefflbvrlxn m006(0,0) gLLQPccddeffabvrlxn toroidal gLLQPccddeffljvolhw toroidal gLLQPccddeffajskxhw m016(0,0) gLLQPccddefflnvrlhw m017(0,0) gLLQPccddefflbvnlxn toroidal gLLQPccddeffabvnlxn toroidal gLLQPccddefflnvolhw m011(0,0) gLLQPccddeffhovglxn SFS[D(5,2)(2,1)] gLLQPccddeffakvblhw SFS[D(5,3)(3,1)] gLLQPccddeffpgvolhw SFS[D(4,1)(3,1)] gLLQPccddeffpvvrlxn toroidal gLLQPccddeffljvolxn SFS[D(3,1)(2,1)] gLLQPccddeffabvrlhw toroidal gLLQPccddefflbvrlhw m003(0,0) gLLQPccddefflbvolxn SFS[D(3,1)(2,1)] gLLQPccddefflbvolhw SFS[D(3,1)(2,1)] gLLQPccddeffaoswxhw SFS[D(5,2)(3,1)] gLLQPccddeffaowvphw toroidal gLLQPccddeffaovslxn SFS[D(5,2)(3,1)] gLLQPccddeffpfvolhw SFS[D(4,3)(3,1)] gLLQPccddeffpvvnlxn toroidal gLLQPccddeffaovslhw SFS[D(5,3)(3,1)] gLLQPccddeffpvvnlhw toroidal gLLQPccddefflovblxn SFS[D(5,2)(3,1)] gLLQPccddefflovblhw SFS[D(5,3)(3,1)] gLLQPccddeffdvvolhw SFS[D(4,1)(3,1)] gLLQPccddeffhvvolhw SFS[D(4,3)(3,1)] gLPMPbcddeffacbbtqj SFS[D(5,2)(2,1)] gLPMPbcddefflgvvdqj toroidal gLPMPbcddefflgvgdxk toroidal gLLQPccddeffaojblhw reducible gLLQPccddeffpvjolhw toroidal gLLQPccddeffpvrolxn toroidal gLPMPbcddeffacbbthr SFS[D(5,2)(2,1)] gLPMPbcddefflgvgdqj toroidal gLPMPbcddefflgvvdxk toroidal gLLQPccddeffaojblxn reducible gLLQPccddeffpvrolhw toroidal gLLQPccddeffpvjolxn toroidal gLLPQcdcfeffhwrmqgf toroidal gLLPQcdcfeffhwrmqvf toroidal gLLPQcdcfeffhwrxqww SFS[D(8,3)(2,1)] gLLPQcdcfeffhwrmlnn SFS[D(8,3)(2,1)] gLLPQcdcfeffhkrmqgf SFS[D(8,3)(5,2)] gLLPQcdcfeffhkrmqvf SFS[D(8,3)(4,1)] gLLPQcdcfeffhkraqkk SFS[D(5,2)(2,1)] gLLPQcdcfeffhkrdqkf m080(0,0) gLLPQcdcfeffhkridkk SFS[D(5,2)(2,1)] gLLPQcdcfeffhoruqgj m111(0,0) gLLPQcdcfeffhormqgf SFS[D(8,5)(4,1)] gLLPQcdcfeffhormqvf SFS[D(8,5)(5,2)] gLLPQcdcfeffhorhqff SFS[D(3,1)(2,1)] gLLPQcdcfeffhortuff SFS[D(3,1)(2,1)] gLLPQcdcfeffhorhqss SFS[D(7,2)(2,1)] gLLPQcdcfeffhsrqqsj s487(0,0) gLLPQcdcfeffhsrhqfj s486(0,0) gLLPQcdcfeffhsrddjg toroidal gLLPQcdcfeffhsrddgg reducible gLLPQcdcfeffhsrddkg toroidal gLLPQcdcfeffhsrdtnw s321(0,0) gLLPQcdcfeffhsrdtnn SFS[D(7,5)(3,1)] gLLPQcdcfeffhsrdtnf m227(0,0) gLLPQcdcfeffhsraqfn SFS[D(3,1)(3,1)] gLLPQcdcfeffhsraqfw SFS[D(3,1)(3,2)] gLLPQcdcfeffhsrdqff SFS[D(3,1)(3,2)] gLLPQcdcfeffhsrdqgf m084(0,0) gLLPQcdcfeffhsrdqvf m169(0,0) gLLPQcdcfeffhsreqff SFS[D(3,1)(3,1)] gLLPQcdcfeffhsreqgf m169(0,0) gLLPQcdcfeffhsreqvf m110(0,0) gLLPQcdcfeffhsradrr SFS[D(3,1)(3,1)] gLLPQcdcfeffhsradrc m036(0,0) gLLPQcdcfeffhsradrs m033(0,0) gLLPQcdcfeffhsrdiff reducible gLLPQcdcfeffhsrdigf toroidal gLLPQcdcfeffhsrdivf toroidal gLLPQcdcfeffhsreiff SFS[D(3,1)(3,2)] gLLPQcdcfeffhsreigf m296(0,0) gLLPQcdcfeffhsreivf m217(0,0) gLLPQcdcfeffhsratkk SFS[D(3,1)(3,2)] gLLPQcdcfeffhsratjk m007(0,0) gLLPQcdcfeffhsratgk m036(0,0) gLLPQcdcfeffhsrduff SFS[D(3,1)(3,1)] gLLPQcdcfeffhsrdugf m186(0,0) gLLPQcdcfeffhsrduvf m259(0,0) gLLPQcdcfeffhsreuff reducible gLLPQcdcfeffhsreugf toroidal gLLPQcdcfeffhsreuvf toroidal gLLPQcdcfeffhsraqrs SFS[D(7,2)(3,1)] gLLPQcdcfeffhsraqcs SFS[D(7,5)(3,1)] gLLPQcdcfeffhsreqrs s093(0,0) gLLPQcdcfeffhsreqss SFS[D(7,5)(3,1)] gLLPQcdcfeffhsreqcs m085(0,0) gLLPQcdcfeffhsrdqrs s040(0,0) gLLPQcdcfeffhsrdqss SFS[D(7,2)(3,1)] gLLPQcdcfeffhsrdqcs s093(0,0) gLLPQcdcfeffhsradjg s004(0,0) gLLPQcdcfeffhsradgg SFS[D(7,5)(3,1)] gLLPQcdcfeffhsradkg s081(0,0) gLLPQcdcfeffhsratnw s081(0,0) gLLPQcdcfeffhsratnn SFS[D(7,2)(3,1)] gLLPQcdcfeffhsratnf m032(0,0) gLLPQcdcfeffhsrlqws s041(0,0) gLLPQcdcfeffhsrlqgj m111(0,0) gLLPQcdcfeffhsredjg m209(0,0) gLLPQcdcfeffhsredgg SFS[D(7,2)(3,1)] gLLPQcdcfeffhsredkg s279(0,0) gLLPQcdcfeffhsretnw toroidal gLLPQcdcfeffhsretnn reducible gLLPQcdcfeffhsretnf toroidal gLLPQcdcfeffhsrahjf s386(0,0) gLLPQcdcfeffhsrhhff toroidal gLLPQcdcfeffhsrqajj toroidal gLLPQcdcfeffhsralrf m006(0,0) gLLPQcdcfeffhsraajs s387(0,0) gLLPQcdcfeffhsraljb s005(0,0) gLLPQcdcfeffhsrllbb SFS[A(7,2)] gLLPQcdcfeffhsrlpff SFS[A(3,1)] gLLPQcdcfeffhcrqqsj s824(0,0) gLLPQcdcfeffhcraqss toroidal gLLPQcdcfeffhcrqajj toroidal gLLPQcdcfeffhcraajs m236(0,0) gLLPQcdcfeffhrrqqsj m070(0,0) gLLPQcdcfeffhrraqss toroidal gLLPQcdcfeffhrrqajj toroidal gLLPQcdcfeffhrraajs s502(0,0) gLLPQcdcefffhsralrr SFS[D(3,1)(3,1)] gLLPQcdcefffhsralrj toroidal gLLPQcdcefffhsralrv SFS[D(9,7)(3,1)] gLLPQcdcefffhsraevv toroidal gLLPQcdcefffhsrdigf toroidal gLLPQcdcefffhsrdivf toroidal gLLPQcdcefffhsraqff reducible gLLPQcdcefffhsreuff reducible gLLPQcdcefffhsraqss toroidal gLLPQcdcefffhsraekk SFS[D(3,1)(3,2)] gLLPQcdcefffhsremwb s134(0,0) gLLPQcdcefffhsrdlwf SFS[D(3,1)(2,1)] gLLPQcdcefffhsrdlww toroidal gLLPQcdcefffhsrdlwn SFS[D(3,1)(2,1)] gLLPQcdcefffhsralwf SFS[D(12,5)(2,1)] gLLPQcdcefffhsralww m052(0,0) gLLPQcdcefffhsralwn m165(0,0) gLLPQcdcefffhsrelkf SFS[D(12,5)(2,1)] gLLPQcdcefffhsrelwf toroidal gLLPQcdcefffhsrelww toroidal gLLPQcdcefffhsrelwn m083(0,0) gLLPQcdcefffhsrelof SFS[D(3,1)(2,1)] gLLPQcdcefffhsrtunc s188(0,0) gLLPQcdcefffhsrxxff toroidal gLLPQcdcefffhsrxxbf s577(0,0)(0,0) gLLPQcdcefffhsrxxcf m366(0,0)(0,0) gLLPQcdcefffhsrqtjj toroidal gLLPQcdcefffhsrmtjj reducible gLLPQcdcefffhsrpljv SFS[D(12,5)(2,1)] gLLPQcdcefffhsrplgj SFS[D(9,2)(2,1)] gLLPQcdcefffhsrpljj toroidal gLLPQcdcefffhsrptjr m108(0,0) gLLPQcdcefffhsrptjj toroidal gLLPQcdcefffhsrptjv toroidal gLLPQcdcefffhsrpqnf SFS[D(9,2)(2,1)] gLLPQcdcefffhsrpqnn m055(0,0) gLLPQcdcefffhsrpqnw m166(0,0) gLLPQcdcefffhsrpurf SFS[D(9,2)(2,1)] gLLPQcdcefffhsrpunf toroidal gLLPQcdcefffhsrpunn toroidal gLLPQcdcefffhsrpunw m103(0,0) gLLPQcdcefffhsrpuof SFS[D(3,1)(2,1)] gLLPQcdcefffhsrpqkk SFS[D(3,1)(3,2)] gLLPQcdcefffhsrpqgk SFS[D(12,7)(3,1)] gLLPQcdcefffhsrpqjk toroidal gLLPQcdcefffhsrmlgj toroidal gLLPQcdcefffhsrmljj toroidal gLLPQcdcefffhsrmlkj m087(0,0) gLLPQcdcefffhsrpxbk toroidal gLLPQcdcefffhsrpxbs toroidal gLLPQcdcefffhsrqtff SFS[D(3,1)(3,1)] gLLPQcdcefffhsrmtff toroidal gLLPQcdcefffhsrmlff SFS[D(3,1)(3,1)] gLLPQcdcefffhsrmlcf SFS[D(12,5)(3,1)] gLLPQcdcefffhsrmlbf toroidal gLLPQcdcefffhsrptff SFS[D(3,1)(3,2)] gLLPQcdcefffhsrptcf toroidal gLLPQcdcefffhsrptbf SFS[D(9,2)(3,1)] gLLPQcdcefffhsrplfw toroidal gLLPQcdcefffhsrplfn toroidal gLLPQcdcefffhsrplcw SFS[D(12,7)(3,1)] gLLPQcdcefffhsrplcn SFS[D(12,5)(3,1)] gLLPQcdcefffhsrplbw SFS[D(9,2)(3,1)] gLLPQcdcefffhsrplbn SFS[D(9,7)(3,1)] gLLPQcdcefffhrrdiff SFS[D(3,1)(2,1)] gLLPQcdcefffhrrdigf toroidal gLLPQcdcefffhrrdivf toroidal gLLPQcdcefffhrrplff reducible gLLPQcdcefffhrrplcf toroidal gLLPQcdcefffhrrplbf toroidal gLLPQcdcefffhcrdiff SFS[D(3,1)(2,1)] gLLPQcdcefffhcrdigf toroidal gLLPQcdcefffhcrdivf toroidal gLLPQcdcefffhcrplff reducible gLLPQcdcefffhcrplcf toroidal gLLPQcdcefffhcrplbf toroidal gLLPQcdcefffhwrmmvv reducible gLLPQcdcefffhwrhawf SFS[D(8,3)(3,1)] gLLPQcdcefffhwrhaww reducible gLLPQcdcefffhwrhawn SFS[D(8,3)(3,1)] gLLPQcdcefffhwrqqgg reducible gLLPQcdcefffhwrllcc SFS[A(8,3)] gLLPQcdcefffhwritjj toroidal gLLPQcdcefffhwrdunf SFS[D(8,3)(3,1)] gLLPQcdcefffhwrdunn reducible gLLPQcdcefffhwrdunw SFS[D(8,3)(3,1)] gLLPQcdcefffhwrxxbb toroidal gLLPQcdcefffhwritff reducible gLLPQcdcefffhoritjj SFS[D(8,3)(3,1)] gLLPQcdcefffhorimcs SFS[D(12,5)(2,1)] gLLPQcdcefffhorilff SFS[D(3,1)(2,1)] gLLPQcdcefffhorilcf toroidal gLLPQcdcefffhorilbf SFS[D(9,2)(2,1)] gLLPQcdcefffhorxaff SFS[D(3,1)(2,1)] gLLPQcdcefffhkrhxkk SFS[D(5,2)(2,1)] gLLPQcdcefffhkrmtkf SFS[D(4,1)(2,1)] gLLPQcdcefffhkrltkk SFS[D(5,2)(2,1)] gLLPQcdcefffhkrltjk toroidal gLLPQcdcefffhkritjj SFS[D(8,3)(3,1)] gLLPQcdceffftwwitff reducible gLLPQcdceffftowitff SFS[D(2,1)(2,1)] gLLPQcdceffftkwhtrr SFS[D(2,1)(2,1)] gLLPQcdceffftkwhuff SFS[D(2,1)(2,1)] gLLPQcdceffftkwhxkk toroidal gLLPQcdceffftkwltkk toroidal gLLPQcdceffftkwitff SFS[D(2,1)(2,1)] gLLPQcdceffflvsuuoo reducible gLLPQcdcfefftowtiff SFS[D(2,1)(2,1)] gLLQPcdcdeffagvfmdj reducible gLLQPcdcdefflgvfmmj SFS[D(4,1)(3,1)] gLLQPcdcdefflgvfmdj SFS[D(4,3)(3,1)] gLLQPccddeffaonbuen reducible gLLQPcdcdeffacccadj reducible gLLQPcdcdeffagvfmer reducible gLLQPcdcdefflgvfmiw SFS[D(4,3)(3,1)] gLLQPcdcdefflgvfmer SFS[D(4,1)(3,1)] gLLQPcdcdeffacvvadj toroidal gLLQPccddeffaobveen toroidal gLLQPccddeffaonbudw reducible gLLQPccddeffaobvedw SFS[A(4,1)] gLLPQcdceffflwsitff reducible gLLPQcdceffflksltkk SFS[D(4,1)(2,1)] gLLPQcdceffflkshxkk SFS[D(4,1)(2,1)] gLLQPccddeffakvbllr toroidal gLLQPccddeffaosfxen reducible gLLQPcdcdeffasvbpdj reducible gLLQPccddeffaoswxen toroidal gLLQPccddeffhovgltk SFS[D(4,1)(2,1)] gLLQPccddeffaovsltk toroidal gLLQPccddeffaoswxtk toroidal gLLQPcdcdeffasvbper reducible gLLQPccddeffaowvpen toroidal gLLQPcdcdeffavvvxdj SFS[A(4,1)] gLLQPccddeffhovgllr toroidal gLLQPccddeffajvrldw SFS[D(4,1)(2,1)] gLLQPccddeffaovslen toroidal gLLQPccddeffhovglen SFS[D(4,1)(2,1)] gLLQPccddeffakvbldw toroidal gLLQPccddeffhovgldw toroidal gLLQPccddeffaosfxdw reducible gLLQPccddeffaoswxdw SFS[D(4,3)(3,1)] gLLQPccddeffakvbltk SFS[D(4,1)(3,1)] gLLQPccddeffaoswxlr SFS[D(4,1)(3,1)] gLLQPccddeffaowvpdw toroidal gLLQPccddeffaovsllr SFS[D(4,3)(3,1)] gLLQPccddeffakvblen SFS[D(4,3)(3,1)] gLLQPccddeffaovsldw SFS[D(4,1)(3,1)] gLLQPccddefflovblen SFS[D(4,1)(3,1)] gLLQPccddefflovbldw SFS[D(4,3)(3,1)] gLLQPccddeffaojbldw reducible gLLQPccddeffaojblen reducible gLLPQcdcefffuwjitff reducible gLLPQcdcefffukjhxkk SFS[D(4,1)(2,1)] gLLPQcdcefffukjltkk SFS[D(4,1)(2,1)] gLLPQcdcefffpvruuoo reducible gLLPQcdcfeffportiff SFS[D(2,1)(2,1)] gLLPQcdcefffpwritff reducible gLLPQcdcefffporitff SFS[D(2,1)(2,1)] gLLPQcdcefffpkrhtrr SFS[D(2,1)(2,1)] gLLPQcdcefffpkrhuff SFS[D(2,1)(2,1)] gLLPQcdcefffpkrhxkk toroidal gLLPQcdcefffpkrltkk toroidal gLLPQcdcefffpkritff SFS[D(2,1)(2,1)] gLLPQcdcefffdsoxlcc T2xI gLLPQcdcefffdsopxbb T2xI gLLPQcdcefffdrouxoo SFS[D(2,1)(2,1)] gLLPQcdcefffdroxtcc SFS[D(2,1)(2,1)] gLLPQcdcefffdwoeeoo reducible gLLPQcdcefffdwoeeff SFS[D(2,1)(2,1)] gLLPQcdcefffdwolxff T2xI gLLPQcdcefffdwoxlff T2xI gLLPQcdcfeffdvoatgf SFS[D(3,1)(2,1)] gLLPQcdcfeffdvoatvf SFS[D(3,1)(2,1)] gLLPQcdcfeffdfoadnf SFS[D(3,1)(2,1)] gLLPQcdcfeffdfoadnn reducible gLLPQcdcfeffdfoadnw SFS[D(3,1)(2,1)] gLLPQcdcfeffdfoadkk reducible gLLPQcdcfeffdfoadks SFS[D(3,1)(2,1)] gLLPQcdcfeffdfoadkb SFS[D(3,1)(2,1)] gLLPQcdcfeffdgoahvf SFS[D(2,1)(2,1)] gLLPQcdcfeffdgoaxnf SFS[D(2,1)(2,1)] gLLPQcdcefffdvoxxcc T2xI gLLPQcdcefffdvomdjj SFS[D(2,1)(2,1)] gLLPQcdcefffdvoppbb T2xI gLLPQcdcefffdvomdff reducible gLLPQcdcefffdgoeiwf SFS[D(2,1)(2,1)] gLLPQcdcefffdgopibf SFS[D(2,1)(2,1)] gLLPQcdcefffdfoepkk reducible gLLPQcdcefffdfoepok reducible gLLPQcdcefffdfoepwk reducible gLLPQcdcefffdfoexww SFS[D(2,1)(2,1)] gLLPQcdcefffdfoxdkk reducible gLLPQcdcefffdfoxdcc SFS[D(2,1)(2,1)] gLLPQcdcfeffdwouhff SFS[D(2,1)(2,1)] gLLPQcdcfeffdwoppff T2xI gLLPQcdcfeffdwodaff SFS[D(2,1)(2,1)] gLLPQcdcfeffdkouikk SFS[D(2,1)(2,1)] gLLPQcdcfeffdkoxhkk SFS[D(2,1)(2,1)] gLLPQcdcfeffdsohqos SFS[D(2,1)(2,1)] gLLPQcdcfeffdsoqqof SFS[D(2,1)(2,1)] gLLPQcdcfeffdsohhoo reducible gLLPQcdcfeffdsoahos SFS[D(2,1)(2,1)] gLLPQcdcfeffdsoaaof SFS[D(2,1)(2,1)] gLLPQcdcfeffdsoqaff reducible gLLPQcdcfeffdrolukk reducible gLLPQcdcfeffdroqpkk reducible gLLPQcdcfeffdroapkv SFS[D(2,1)(2,1)] gLLPQcdcfeffdroqtkv SFS[D(2,1)(2,1)] gLLPQcdcfeffdroatof SFS[D(3,1)(2,1)] gLLPQcdcfeffdroatkk reducible gLLQPccddeffakjfhpc SFS[D(3,1)(2,1)] gLLQPcdcdeffqcckatb SFS[D(2,1)(2,1)] gLLQPccddeffaobjemb SFS[D(3,1)(2,1)] gLLQPccddeffqfjfhmb SFS[D(2,1)(2,1)] gLLQPccddeffajjjhmb SFS[D(2,1)(2,1)] gLLQPccddeffaobremb SFS[D(3,1)(2,1)] gLLQPccddeffhojshmb reducible gLLQPccddeffpoboepc T2xI gLLQPccddeffabbbemb T2xI gLLQPccddeffpoboemb SFS[A(2,1)] gLLQPccddefflojfhpc reducible gLLQPccddefflojfhmb SFS[D(3,1)(2,1)] gLLPQcdcfeffiwbxtff reducible gLLPQcdcfeffiwbitff reducible gLLPQcdcfeffiwbdtff reducible gLLPQcdcfeffiwbxaff reducible gLLPQcdcfeffiwbiaff reducible gLLPQcdcfeffiwbhuff reducible gLLPQcdcfeffiwbdaff reducible gLLPQcdcfeffiwbppff reducible gLLPQcdcfeffiwbxuof reducible gLLPQcdcfeffiwbxljj reducible gLLPQcdcfeffiwbdlff reducible gLLPQcdcfeffiwbilff reducible gLLPQcdcfeffiwbhlof reducible gLLPQcdcfeffiwbxlfn reducible gLLPQcdcfeffiwbxlfw reducible gLLPQcdcefffiwbqmff reducible gLLPQcdcefffiwbqmfv reducible gLLPQcdcefffiwbqmfg reducible gLLPQcdcefffiwbeeoo reducible gLLPQcdcefffiwbmqff reducible gLLPQcdcefffiwbmqgf reducible gLLPQcdcefffiwbmqvf reducible gLLPQcdcefffiwbeeff reducible gLLPQcdcefffiwbxlff reducible gLLPQcdcefffikbhtkf T2xI gLLQPccddeffhfvrlmb SFS[D(2,1)(2,1)] gLPMPbcddefflgvfdif SFS[D(3,1)(2,1)] gLLQPcdcdeffascrptb SFS[D(2,1)(2,1)] gLLQPcdcdeffascrpuf reducible gLLQPcdcdefflvvvxtb SFS[D(3,1)(2,1)] gLLQPccddeffdwvflmb T2xI gLLQPccddeffdkvflmb T2xI gLLQPccddeffdovflmb SFS[A(2,1)] gLLQPccddeffhfvrlpc SFS[D(2,1)(2,1)] gLLQPccddeffpovvlpc T2xI gLLQPccddeffabvolmb T2xI gLLQPccddeffpovvlmb SFS[A(2,1)] gLLPQcdcefffqsbalrj reducible gLLPQcdcefffqsbdigf SFS[D(3,1)(2,1)] gLLPQcdcefffqsbdivf SFS[D(3,1)(2,1)] gLLPQcdcefffqsbalwf SFS[D(2,1)(2,1)] gLLPQcdcefffqsbelkf SFS[D(2,1)(2,1)] gLLPQcdcefffqsbtunc SFS[D(3,1)(2,1)] gLLPQcdcefffqsbxxff T2xI gLLPQcdcefffqsbxxbf SFS[A(2,1)] gLLPQcdcefffqsbxxcf T2xI gLLPQcdcefffqsbqtjj SFS[D(3,1)(2,1)] gLLPQcdcefffqsbmtjj reducible gLLPQcdcefffqsbpljv SFS[D(2,1)(2,1)] gLLPQcdcefffqsbptjr SFS[D(3,1)(2,1)] gLLPQcdcefffqsbptjj SFS[D(3,1)(2,1)] gLLPQcdcefffqsbptjv toroidal gLLPQcdcefffqsbpunf reducible gLLPQcdcefffqsbpunn SFS[D(3,1)(2,1)] gLLPQcdcefffqsbpunw SFS[D(3,1)(2,1)] gLLPQcdcefffqsbpqgk SFS[D(3,1)(2,1)] gLLPQcdcefffqsbpxbk SFS[D(3,1)(2,1)] gLLPQcdcefffqsbpxbs SFS[D(3,1)(2,1)] gLLPQcdcefffqsbmtff SFS[D(2,1)(2,1)] gLLPQcdcefffqsbmlcf SFS[D(3,1)(2,1)] gLLPQcdcefffqsbptcf reducible gLLPQcdcefffqsbplcw SFS[D(3,1)(2,1)] gLLPQcdcefffqsbplcn SFS[D(3,1)(2,1)] gLLPQcdcefffqrbplcf SFS[D(3,1)(2,1)] gLLPQcdcefffqcbplcf SFS[D(3,1)(2,1)] gLLPQcdcefffqwbmmvv reducible gLLPQcdcefffqwbhawf SFS[D(3,1)(2,1)] gLLPQcdcefffqwbhaww reducible gLLPQcdcefffqwbhawn SFS[D(3,1)(2,1)] gLLPQcdcefffqwbqqgg reducible gLLPQcdcefffqwbllcc SFS[A(2,1)] gLLPQcdcefffqwbitjj toroidal gLLPQcdcefffqwbdunf SFS[D(3,1)(2,1)] gLLPQcdcefffqwbdunn reducible gLLPQcdcefffqwbdunw SFS[D(3,1)(2,1)] gLLPQcdcefffqwbxxbb reducible gLLPQcdcefffqwbitff reducible gLLPQcdcefffqobitjj SFS[D(3,1)(2,1)] gLLPQcdcefffqobimcs SFS[D(2,1)(2,1)] gLLPQcdcefffqobilcf reducible gLLPQcdcefffqkbmtkf SFS[D(2,1)(2,1)] gLLPQcdcefffqkbltjk reducible gLLPQcdcefffqkbitjj SFS[D(3,1)(2,1)] gLLPQcdcfeffhvoatvf SFS[D(3,1)(2,1)] gLLPQcdcfeffhvoatgf SFS[D(3,1)(2,1)] gLLPQcdcfeffhfoahff reducible gLLPQcdcfeffhfoahss SFS[D(2,1)(2,1)] gLLPQcdcfeffhfoemff reducible gLLPQcdcfeffhfoaejv SFS[D(3,1)(2,1)] gLLPQcdcefffhvoxxcc T2xI gLLPQcdcefffhvomdjj SFS[D(2,1)(2,1)] gLLPQcdcefffhvoppbb T2xI gLLPQcdcefffhvomdff reducible gLLPQcdcefffhfoqxff reducible gLLPQcdcefffhfopdff reducible gLLPQcdcefffhfopdcf SFS[D(3,1)(2,1)] gLLPQcdcefffhfopdbf SFS[D(3,1)(2,1)] gLLPQcdcefffhfotdbs SFS[D(3,1)(2,1)] gLLPQcdcefffhgomprv SFS[D(2,1)(2,1)] gLLPQcdcfeffqwbmqgf toroidal gLLPQcdcfeffqwbmqvf toroidal gLLPQcdcfeffqwbxqww SFS[D(2,1)(2,1)] gLLPQcdcfeffqwbmlnn SFS[D(2,1)(2,1)] gLLPQcdcfeffqkbmqgf SFS[D(5,2)(2,1)] gLLPQcdcfeffqkbmqvf SFS[D(4,1)(2,1)] gLLPQcdcfeffqkbdqkf toroidal gLLPQcdcfeffqobuqgj toroidal gLLPQcdcfeffqobmqgf SFS[D(4,1)(2,1)] gLLPQcdcfeffqobmqvf SFS[D(5,2)(2,1)] gLLPQcdcfeffqsbqqsj SFS[D(4,1)(2,1)] gLLPQcdcfeffqsbhqfj SFS[D(4,1)(2,1)] gLLPQcdcfeffqsbddkg SFS[D(2,1)(2,1)] gLLPQcdcfeffqsbdtnf SFS[D(2,1)(2,1)] gLLPQcdcfeffqsbdqgf SFS[D(4,1)(2,1)] gLLPQcdcfeffqsbdqvf SFS[D(5,2)(2,1)] gLLPQcdcfeffqsbeqgf SFS[D(5,2)(2,1)] gLLPQcdcfeffqsbeqvf toroidal gLLPQcdcfeffqsbeivf SFS[D(2,1)(2,1)] gLLPQcdcfeffqsbeuvf SFS[D(2,1)(2,1)] gLLPQcdcfeffqsbeqrs SFS[D(5,2)(2,1)] gLLPQcdcfeffqsbeqcs SFS[D(4,1)(2,1)] gLLPQcdcfeffqsbdqrs toroidal gLLPQcdcfeffqsbdqcs SFS[D(5,2)(2,1)] gLLPQcdcfeffqsblqws toroidal gLLPQcdcfeffqsblqgj toroidal gLLPQcdcfeffqsbahjf reducible gLLPQcdcfeffqsbhhff SFS[D(2,1)(2,1)] gLLPQcdcfeffqsbqajj SFS[D(2,1)(2,1)] gLLPQcdcfeffqsbaajs reducible gLLPQcdcfeffqsbllbb T2xI gLLPQcdcfeffqsblpff T2xI gLLPQcdcfeffqcbqqsj SFS[D(5,2)(2,1)] gLLPQcdcfeffqcbaajs SFS[D(3,1)(2,1)] gLLPQcdcfeffqrbaajs SFS[D(3,1)(2,1)] gLLQPccddeffqjjshxb reducible gLLQPcdcdeffqckvaqb reducible gLLQPcdcdeffpgjsmqb SFS[D(2,1)(2,1)] gLLQPcdcdefflgrfmhf SFS[D(5,2)(2,1)] gLLQPcdcdefftgrfmhf SFS[D(4,1)(2,1)] gLLQPccddeffujnvuhc toroidal gLLQPccddeffpgnouhc SFS[D(5,2)(2,1)] gLLQPccddeffunnvuhc SFS[D(2,1)(2,1)] gLLQPccddeffpvnouxb SFS[D(2,1)(2,1)] gLLQPcdcdeffugkwmhf toroidal gLLQPcdcdeffpgjcmhf SFS[D(5,2)(2,1)] gLLQPccddefflnnruhc SFS[D(5,2)(2,1)] gLLQPccddefftnnruhc SFS[D(4,1)(2,1)] gLLQPccddefftnnouxb SFS[D(2,1)(2,1)] gLLQPcdcdeffqckvahf SFS[D(4,1)(2,1)] gLLQPcdcdeffacvvahf SFS[D(2,1)(2,1)] gLLQPccddeffajjjhhc SFS[D(2,1)(2,1)] gLLQPccddeffdwbkehc toroidal gLLQPccddeffqjjshhc SFS[D(4,1)(2,1)] gLLQPccddeffijbwehc toroidal gLLQPccddeffabbbehc T2xI gLLQPccddeffaobvehc T2xI gLLQPccddeffqjrshxb SFS[D(3,1)(2,1)] gLLQPccddeffqjvshxb SFS[D(3,1)(2,1)] gLLQPccddeffqjrshhc SFS[D(5,2)(2,1)] gLLQPccddeffpgvolxb SFS[D(3,1)(2,1)] gLLQPccddeffajsgxxb SFS[D(3,1)(2,1)] gLPMPbcddefflgvfdqc SFS[D(3,1)(2,1)] gLPMPbcddefflgvfdxf SFS[D(3,1)(2,1)] gLLQPcdcdeffhssnpqb SFS[D(3,1)(2,1)] gLLQPccddefflbvnlhc reducible gLLQPccddeffabvnlhc SFS[D(3,1)(2,1)] gLLQPccddefflnvolxb SFS[D(3,1)(2,1)] gLLQPcdcdeffavvvxhf T2xI gLLQPcdcdeffpvbbxhf T2xI gLLQPcdcdeffpvbbxqb SFS[A(2,1)] gLLQPccddeffajwcphc reducible gLLQPccddeffljvrlxb SFS[D(2,1)(2,1)] gLLQPccddeffljvnlxb SFS[D(2,1)(2,1)] gLLQPccddeffdwvvlhc SFS[D(2,1)(2,1)] gLLQPccddeffpvvrlxb reducible gLLQPccddeffljvolxb toroidal gLLQPccddeffabvrlhc SFS[D(3,1)(2,1)] gLLQPccddefflbvrlhc SFS[D(3,1)(2,1)] gLLQPccddefflbvolxb SFS[D(3,1)(2,1)] gLLQPccddefflbvolhc SFS[D(3,1)(2,1)] gLLQPccddeffaowvphc SFS[D(2,1)(2,1)] gLLQPccddeffpvvnlxb reducible gLLQPccddeffpfvolxb SFS[D(3,1)(2,1)] gLLQPccddeffhvvolxb SFS[D(3,1)(2,1)] gLLQPccddeffdvvolxb SFS[D(3,1)(2,1)] gLLQPccddeffpvrolxb SFS[D(3,1)(2,1)] gLLQPccddeffpvjolxb SFS[D(3,1)(2,1)] gLLPQcdcfeffhwomqgf SFS[D(3,1)(2,1)] gLLPQcdcfeffhwomqvf SFS[D(3,1)(2,1)] gLLPQcdcfeffhoouqgj SFS[D(3,1)(2,1)] gLLPQcdcfeffhoohqff reducible gLLPQcdcfeffhootuff reducible gLLPQcdcfeffhoohqss SFS[D(2,1)(2,1)] gLLPQcdcfeffhsoqqsj toroidal gLLPQcdcfeffhsohqfj toroidal gLLPQcdcfeffhsoddjg toroidal gLLPQcdcfeffhsoddgg reducible gLLPQcdcfeffhsoddkg toroidal gLLPQcdcfeffhsodtnw toroidal gLLPQcdcfeffhsodtnn SFS[D(3,1)(2,1)] gLLPQcdcfeffhsodtnf SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoaqfn reducible gLLPQcdcfeffhsoaqfw reducible gLLPQcdcfeffhsodqff reducible gLLPQcdcfeffhsodqgf SFS[D(3,1)(3,1)] gLLPQcdcfeffhsodqvf SFS[D(3,1)(3,2)] gLLPQcdcfeffhsoeqff reducible gLLPQcdcfeffhsoeqgf SFS[D(3,1)(3,2)] gLLPQcdcfeffhsoeqvf SFS[D(3,1)(3,1)] gLLPQcdcfeffhsoadrr reducible gLLPQcdcfeffhsoadrc SFS[D(3,1)(3,2)] gLLPQcdcfeffhsoadrs SFS[D(3,1)(3,1)] gLLPQcdcfeffhsodiff reducible gLLPQcdcfeffhsodigf toroidal gLLPQcdcfeffhsodivf toroidal gLLPQcdcfeffhsoeiff reducible gLLPQcdcfeffhsoeigf SFS[D(3,1)(3,1)] gLLPQcdcfeffhsoeivf SFS[D(3,1)(3,2)] gLLPQcdcfeffhsoatkk reducible gLLPQcdcfeffhsoatjk SFS[D(3,1)(3,1)] gLLPQcdcfeffhsoatgk SFS[D(3,1)(3,2)] gLLPQcdcfeffhsoduff reducible gLLPQcdcfeffhsodugf SFS[D(3,1)(3,2)] gLLPQcdcfeffhsoduvf SFS[D(3,1)(3,1)] gLLPQcdcfeffhsoeuff reducible gLLPQcdcfeffhsoeugf reducible gLLPQcdcfeffhsoeuvf reducible gLLPQcdcfeffhsoaqrs SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoaqcs SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoeqrs toroidal gLLPQcdcfeffhsoeqss SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoeqcs SFS[D(3,1)(2,1)] gLLPQcdcfeffhsodqrs m003(0,0) gLLPQcdcfeffhsodqss SFS[D(3,1)(2,1)] gLLPQcdcfeffhsodqcs toroidal gLLPQcdcfeffhsoadjg m003(0,0) gLLPQcdcfeffhsoadgg SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoadkg toroidal gLLPQcdcfeffhsoatnw toroidal gLLPQcdcfeffhsoatnn SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoatnf SFS[D(3,1)(2,1)] gLLPQcdcfeffhsolqws m004(0,0) gLLPQcdcfeffhsolqgj SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoedjg SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoedgg SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoedkg toroidal gLLPQcdcfeffhsoetnw reducible gLLPQcdcfeffhsoetnn reducible gLLPQcdcfeffhsoetnf reducible gLLPQcdcfeffhsoahjf toroidal gLLPQcdcfeffhsohhff toroidal gLLPQcdcfeffhsoqajj reducible gLLPQcdcfeffhsoalrf SFS[D(3,1)(2,1)] gLLPQcdcfeffhsoaajs toroidal gLLPQcdcfeffhsoaljb m004(0,0) gLLPQcdcfeffhsollbb SFS[A(2,1)] gLLPQcdcfeffhsolpff reducible gLLPQcdcfeffhcoqqsj SFS[D(2,1)(2,1)] gLLPQcdcfeffhcoaqss reducible gLLPQcdcfeffhcoqajj reducible gLLPQcdcfeffhcoaajs SFS[D(2,1)(2,1)] gLLPQcdcfeffhroqqsj SFS[D(2,1)(2,1)] gLLPQcdcfeffhroaqss reducible gLLPQcdcfeffhroqajj reducible gLLPQcdcfeffhroaajs SFS[D(2,1)(2,1)] gLLPQcdcefffhsoalrr reducible gLLPQcdcefffhsoalrj SFS[D(3,1)(3,1)] gLLPQcdcefffhsoalrv SFS[D(3,1)(3,2)] gLLPQcdcefffhsoaevv SFS[D(3,1)(2,1)] gLLPQcdcefffhsodigf reducible gLLPQcdcefffhsodivf reducible gLLPQcdcefffhsoaqff reducible gLLPQcdcefffhsoeuff reducible gLLPQcdcefffhsoaqss reducible gLLPQcdcefffhsoaekk reducible gLLPQcdcefffhsoemwb m004(0,0) gLLPQcdcefffhsodlwf reducible gLLPQcdcefffhsodlww reducible gLLPQcdcefffhsodlwn reducible gLLPQcdcefffhsoalwf SFS[D(3,1)(2,1)] gLLPQcdcefffhsoalww SFS[D(3,1)(2,1)] gLLPQcdcefffhsoalwn toroidal gLLPQcdcefffhsoelkf SFS[D(3,1)(2,1)] gLLPQcdcefffhsoelwf SFS[D(3,1)(2,1)] gLLPQcdcefffhsoelww SFS[D(3,1)(2,1)] gLLPQcdcefffhsoelwn toroidal gLLPQcdcefffhsoelof reducible gLLPQcdcefffhsotunc m004(0,0) gLLPQcdcefffhsoxxff toroidal gLLPQcdcefffhsoxxbf SFS[A(3,1)] gLLPQcdcefffhsoxxcf SFS[A(3,1)] gLLPQcdcefffhsoqtjj SFS[D(3,1)(2,1)] gLLPQcdcefffhsomtjj reducible gLLPQcdcefffhsopljv SFS[D(3,1)(2,1)] gLLPQcdcefffhsoplgj SFS[D(3,1)(2,1)] gLLPQcdcefffhsopljj toroidal gLLPQcdcefffhsoptjr m003(0,0) gLLPQcdcefffhsoptjj SFS[D(3,1)(2,1)] gLLPQcdcefffhsoptjv toroidal gLLPQcdcefffhsopqnf SFS[D(3,1)(2,1)] gLLPQcdcefffhsopqnn SFS[D(3,1)(2,1)] gLLPQcdcefffhsopqnw toroidal gLLPQcdcefffhsopurf SFS[D(3,1)(2,1)] gLLPQcdcefffhsopunf SFS[D(3,1)(2,1)] gLLPQcdcefffhsopunn SFS[D(3,1)(2,1)] gLLPQcdcefffhsopunw toroidal gLLPQcdcefffhsopuof reducible gLLPQcdcefffhsopqkk reducible gLLPQcdcefffhsopqgk SFS[D(3,1)(3,2)] gLLPQcdcefffhsopqjk SFS[D(3,1)(3,1)] gLLPQcdcefffhsomlgj toroidal gLLPQcdcefffhsomljj SFS[D(3,1)(2,1)] gLLPQcdcefffhsomlkj m003(0,0) gLLPQcdcefffhsopxbk toroidal gLLPQcdcefffhsopxbs toroidal gLLPQcdcefffhsoqtff reducible gLLPQcdcefffhsomtff reducible gLLPQcdcefffhsomlff reducible gLLPQcdcefffhsomlcf SFS[D(3,1)(3,1)] gLLPQcdcefffhsomlbf SFS[D(3,1)(3,2)] gLLPQcdcefffhsoptff reducible gLLPQcdcefffhsoptcf SFS[D(3,1)(3,2)] gLLPQcdcefffhsoptbf SFS[D(3,1)(3,1)] gLLPQcdcefffhsoplfw toroidal gLLPQcdcefffhsoplfn toroidal gLLPQcdcefffhsoplcw SFS[D(3,1)(3,2)] gLLPQcdcefffhsoplcn SFS[D(3,1)(3,1)] gLLPQcdcefffhsoplbw SFS[D(3,1)(3,1)] gLLPQcdcefffhsoplbn SFS[D(3,1)(3,2)] gLLPQcdcefffhrodiff reducible gLLPQcdcefffhrodigf reducible gLLPQcdcefffhrodivf reducible gLLPQcdcefffhroplff reducible gLLPQcdcefffhroplcf reducible gLLPQcdcefffhroplbf reducible gLLPQcdcefffhcodiff reducible gLLPQcdcefffhcodigf reducible gLLPQcdcefffhcodivf reducible gLLPQcdcefffhcoplff reducible gLLPQcdcefffhcoplcf reducible gLLPQcdcefffhcoplbf reducible gLLPQcdcefffhwollcc T2xI gLLPQcdcefffhwoitjj SFS[D(2,1)(2,1)] gLLPQcdcefffhwoxxbb T2xI gLLPQcdcefffhwoitff reducible gLLPQcdcefffhooimcs SFS[D(3,1)(2,1)] gLLPQcdcefffhooilff reducible gLLPQcdcefffhooilcf SFS[D(3,1)(2,1)] gLLPQcdcefffhooilbf SFS[D(3,1)(2,1)] gLLPQcdcefffhooxaff reducible gLLPQcdcefffhkoltgk SFS[D(2,1)(2,1)] gLLPQcdceffftsvxlcc T2xI gLLPQcdceffftsvpxbb T2xI gLLPQcdceffftrvxxcg SFS[D(2,1)(2,1)] gLLPQcdceffftcvetwf SFS[D(2,1)(2,1)] gLLPQcdceffftcvetww SFS[D(2,1)(2,1)] gLLPQcdceffftcvetwn toroidal gLLPQcdceffftcvumro SFS[D(3,1)(2,1)] gLLPQcdceffftcvumoo reducible gLLPQcdceffftcvumno SFS[D(3,1)(2,1)] gLLPQcdceffftwvteos SFS[D(2,1)(2,1)] gLLPQcdceffftwvttof SFS[D(2,1)(2,1)] gLLPQcdceffftwveeoo reducible gLLPQcdceffftwveios SFS[D(2,1)(2,1)] gLLPQcdceffftwviiof SFS[D(2,1)(2,1)] gLLPQcdceffftwvitff reducible gLLPQcdceffftkvtlrr SFS[D(3,1)(2,1)] gLLPQcdceffftkvmtrr SFS[D(3,1)(2,1)] gLLPQcdceffftkvtqff reducible gLLPQcdceffftkvmuff reducible gLLPQcdceffftkvtekk SFS[D(3,1)(2,1)] gLLPQcdceffftkvmxkk SFS[D(3,1)(2,1)] gLLPQcdceffftkvttkn SFS[D(3,1)(2,1)] gLLPQcdceffftkvttwf SFS[D(2,1)(2,1)] gLLPQcdceffftkvttww SFS[D(2,1)(2,1)] gLLPQcdceffftkvttwn toroidal gLLPQcdceffftkvtton SFS[D(3,1)(2,1)] gLLPQcdceffftkvqlkk SFS[D(3,1)(2,1)] gLLPQcdceffftkvetkk SFS[D(3,1)(2,1)] gLLPQcdceffftkveenk SFS[D(3,1)(2,1)] gLLPQcdceffftkvdlff reducible gLLPQcdceffftkvxtff reducible gLLPQcdcfefflvvdtff reducible gLLPQcdcfefflvvptrr SFS[D(3,1)(3,2)] gLLPQcdcfefflvvptsv m004(0,0) gLLPQcdcfefflvvptcj m004(0,0) gLLPQcdcfefflvvhtkk SFS[D(3,1)(3,1)] gLLPQcdcfefflvvpdff reducible gLLPQcdcfefflvvpqkk SFS[D(3,1)(3,1)] gLLPQcdcfefflvvetrb toroidal gLLPQcdcfefflvvltvv SFS[A(2,1)] gLLPQcdcfefflvvqtof reducible gLLPQcdcfefflvvedof SFS[D(3,1)(2,1)] gLLPQcdcfefflvveqkv m003(0,0) gLLPQcdcfefflvvatfw SFS[A(3,1)] gLLPQcdcfefflvvatfn SFS[A(3,1)] gLLPQcdcfefflvvmtrr reducible gLLPQcdcfefflvvitkk reducible gLLPQcdcfefflvvadkk reducible gLLPQcdcfefflvvmdff reducible gLLPQcdcfefflvvidrr reducible gLLPQcdcfefflvvaqrr reducible gLLPQcdcfefflvvmqkk reducible gLLPQcdcfefflvviqff reducible gLLPQcdcfefflvvatck SFS[D(3,1)(2,1)] gLLPQcdcfefflvvatss SFS[A(2,1)] gLLPQcdcfefflvvatrb SFS[D(3,1)(2,1)] gLLPQcdcfefflvvitgr toroidal gLLPQcdcfefflvvmtof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvadof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvaqkv toroidal gLLPQcdcfefflvvetff reducible gLLPQcdcfefflvvqtrr SFS[D(3,1)(3,1)] gLLPQcdcfefflvvltkk SFS[D(3,1)(3,2)] gLLPQcdcfefflvvqdff reducible gLLPQcdcfefflvvqqkk SFS[D(3,1)(3,2)] gLLPQcdcfefflvvdtrb SFS[D(3,1)(2,1)] gLLPQcdcfefflvvhtfj reducible gLLPQcdcfefflvvpton SFS[D(3,1)(2,1)] gLLPQcdcfefflvvptow toroidal gLLPQcdcfefflvvptof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvptkn SFS[D(3,1)(2,1)] gLLPQcdcfefflvvptkw toroidal gLLPQcdcfefflvvptkf SFS[D(3,1)(2,1)] gLLPQcdcfefflvvddof toroidal gLLPQcdcfefflvvhdck SFS[D(3,1)(2,1)] gLLPQcdcfefflvvpdgr SFS[D(3,1)(2,1)] gLLPQcdcfefflvvdqkv SFS[D(3,1)(2,1)] gLLPQcdcfefflvvhqrw SFS[D(3,1)(2,1)] gLLPQcdcfefflvvpqfs reducible gLLPQcdcfefflvvdhff reducible gLLPQcdcfefflvvphrr SFS[D(3,1)(3,1)] gLLPQcdcfefflvvhhkk SFS[D(3,1)(3,2)] gLLPQcdcfefflvvpiff reducible gLLPQcdcfefflvvplkk SFS[D(3,1)(3,2)] gLLPQcdcfefflvvqhof SFS[D(3,1)(2,1)] gLLPQcdcfefflvveiof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvlloo SFS[A(2,1)] gLLPQcdcfefflvvahff reducible gLLPQcdcfefflvvaikk SFS[D(3,1)(3,1)] gLLPQcdcfefflvvmiff reducible gLLPQcdcfefflvviirr SFS[D(3,1)(3,2)] gLLPQcdcfefflvvalrr SFS[D(3,1)(3,2)] gLLPQcdcfefflvvahck toroidal gLLPQcdcfefflvvihgr m003(0,0) gLLPQcdcfefflvvmhof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvaiof reducible gLLPQcdcfefflvvalgg SFS[A(2,1)] gLLPQcdcfefflvvehff reducible gLLPQcdcfefflvvqiff reducible gLLPQcdcfefflvvllff PxS^1 gLLPQcdcfefflvvphof reducible gLLPQcdcfefflvvdiof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvhick m003(0,0) gLLPQcdcfefflvvpigr toroidal gLLPQcdcfefflvvplcc SFS[A(2,1)] gLLPQcdcfefflvvpmof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvpebr toroidal gLLPQcdcfefflvvdxof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvpxgr SFS[D(3,1)(2,1)] gLLPQcdcfefflvvpxjj SFS[A(2,1)] gLLPQcdcfefflvvpxkv SFS[D(3,1)(2,1)] gLLPQcdcfefflvvhxck toroidal gLLPQcdcfefflvvemff reducible gLLPQcdcfefflvveerr SFS[D(3,1)(3,2)] gLLPQcdcfefflvvexkk SFS[D(3,1)(3,1)] gLLPQcdcfefflvvlxrr SFS[D(3,1)(3,2)] gLLPQcdcfefflvvqxff reducible gLLPQcdcfefflvvamck SFS[D(3,1)(2,1)] gLLPQcdcfefflvvmmof toroidal gLLPQcdcfefflvvimgr SFS[D(3,1)(2,1)] gLLPQcdcfefflvvaejf reducible gLLPQcdcfefflvvmebr SFS[D(3,1)(2,1)] gLLPQcdcfefflvvienk SFS[D(3,1)(2,1)] gLLPQcdcfefflvvaxow SFS[D(3,1)(2,1)] gLLPQcdcfefflvvaxon toroidal gLLPQcdcfefflvvaxof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvaxrw SFS[D(3,1)(2,1)] gLLPQcdcfefflvvaxrn toroidal gLLPQcdcfefflvvaxrf SFS[D(3,1)(2,1)] gLLPQcdcfefflvvmxkv SFS[D(3,1)(2,1)] gLLPQcdcfefflvvixfs reducible gLLPQcdcfefflvvamff reducible gLLPQcdcfefflvvaerr SFS[D(3,1)(3,1)] gLLPQcdcfefflvvaxkk SFS[D(3,1)(3,2)] gLLPQcdcfefflvvaxjb m004(0,0) gLLPQcdcfefflvvaxgs m004(0,0) gLLPQcdcfefflvvixrr SFS[D(3,1)(3,1)] gLLPQcdcfefflvvmxff reducible gLLPQcdcfefflvvqmof SFS[D(3,1)(2,1)] gLLPQcdcfefflvvqebr m003(0,0) gLLPQcdcfefflvvexof reducible gLLPQcdcfefflvvqxkv toroidal gLLPQcdcfefflvvlxbb SFS[A(2,1)] gLLPQcdcfefflvvdmff reducible gLLPQcdcfefflvvhmkk reducible gLLPQcdcfefflvvpmrr reducible gLLPQcdcfefflvvderr reducible gLLPQcdcfefflvvheff reducible gLLPQcdcfefflvvpekk reducible gLLPQcdcfefflvvdxkk reducible gLLPQcdcfefflvvhxrr reducible gLLPQcdcfefflvvpxfn SFS[A(3,1)] gLLPQcdcfefflvvpxfw SFS[A(3,1)] gLLPQcdcfefflgvltvv T2xI gLLPQcdcfefflgvalgg T2xI gLLPQcdcfefflfvltvv T2xI gLLPQcdcfefflfvalgg T2xI gLLPQcdceffflvvpabb SFS[D(3,1)(2,1)] gLLPQcdceffflvvuaoo SFS[D(3,1)(2,1)] gLLPQcdceffflvvtaff reducible gLLPQcdceffflvvtafv SFS[A(3,1)] gLLPQcdceffflvvtafg SFS[A(3,1)] gLLPQcdceffflvvumos toroidal gLLPQcdceffflvvmmof toroidal gLLPQcdceffflvvmuoj toroidal gLLPQcdceffflvvutgg SFS[D(3,1)(2,1)] gLLPQcdceffflvvauvv SFS[D(3,1)(2,1)] gLLPQcdceffflvvpubb SFS[D(3,1)(2,1)] gLLPQcdceffflvvuuno SFS[D(3,1)(2,1)] gLLPQcdceffflvvuuow SFS[D(3,1)(2,1)] gLLPQcdceffflvvuuok SFS[D(3,1)(2,1)] gLLPQcdceffflvvuuro SFS[D(3,1)(2,1)] gLLPQcdceffflvvuxcc SFS[D(3,1)(2,1)] gLLPQcdceffflvvduos toroidal gLLPQcdceffflvvtuoo SFS[D(3,1)(2,1)] gLLPQcdceffflvvtxcc SFS[D(3,1)(2,1)] gLLPQcdceffflvvatff reducible gLLPQcdceffflvvatgf SFS[A(3,1)] gLLPQcdceffflvvatvf SFS[A(3,1)] gLLPQcdceffflvvuuff toroidal gLLPQcdceffflvvpxff reducible gLLPQcdceffflvvpxcf SFS[A(3,1)] gLLPQcdceffflvvpxbf SFS[A(3,1)] gLLPQcdceffflvvxtgg SFS[D(3,1)(2,1)] gLLPQcdceffflvvxuoo SFS[D(3,1)(2,1)] gLLPQcdceffflvvudjo toroidal gLLPQcdceffflvvddof toroidal gLLPQcdceffflvvapvv SFS[D(3,1)(2,1)] gLLPQcdceffflvvupoo SFS[D(3,1)(2,1)] gLLPQcdceffflvvxpff reducible gLLPQcdceffflvvxpbf SFS[A(3,1)] gLLPQcdceffflvvxpcf SFS[A(3,1)] gLLPQcdceffflfvdmff reducible gLLPQcdceffflfvmmof SFS[D(2,1)(2,1)] gLLPQcdceffflfvmuoj SFS[D(2,1)(2,1)] gLLPQcdceffflfvuuoo reducible gLLPQcdceffflfvudjo SFS[D(2,1)(2,1)] gLLPQcdceffflfvddof SFS[D(2,1)(2,1)] gLLPQcdceffflgvdmff reducible gLLPQcdceffflgvmmof SFS[D(2,1)(2,1)] gLLPQcdceffflgvmuoj SFS[D(2,1)(2,1)] gLLPQcdceffflgvuuoo reducible gLLPQcdceffflgvudjo SFS[D(2,1)(2,1)] gLLPQcdceffflgvddof SFS[D(2,1)(2,1)] gLLPQcdcfefftwvxpcc T2xI gLLPQcdcfefftwvplbb T2xI gLLPQcdcfefftkvudok SFS[D(3,1)(2,1)] gLLPQcdcfefftkvudoo reducible gLLPQcdcfefftkvudow SFS[D(3,1)(2,1)] gLLPQcdcfefftkvhanf SFS[D(2,1)(2,1)] gLLPQcdcfefftkvhann SFS[D(2,1)(2,1)] gLLPQcdcfefftkvhanw toroidal gLLPQcdcfefftovppbv SFS[D(2,1)(2,1)] gLLPQcdcfefftsvhqos SFS[D(2,1)(2,1)] gLLPQcdcfefftsvqqof SFS[D(2,1)(2,1)] gLLPQcdcfefftsvhhoo reducible gLLPQcdcfefftsvahos SFS[D(2,1)(2,1)] gLLPQcdcfefftsvaaof SFS[D(2,1)(2,1)] gLLPQcdcfefftsvqaff reducible gLLPQcdcfefftcvaiff reducible gLLPQcdcfefftcvduff reducible gLLPQcdcfefftcvhhrw SFS[D(3,1)(2,1)] gLLPQcdcfefftcvahrr SFS[D(3,1)(2,1)] gLLPQcdcfefftcvdprr SFS[D(3,1)(2,1)] gLLPQcdcfefftcvharr SFS[D(3,1)(2,1)] gLLPQcdcfefftcvilrr SFS[D(3,1)(2,1)] gLLPQcdcfefftcvaarw SFS[D(3,1)(2,1)] gLLPQcdcfefftcvaanf SFS[D(2,1)(2,1)] gLLPQcdcfefftcvaann SFS[D(2,1)(2,1)] gLLPQcdcfefftcvaanw toroidal gLLPQcdcfefftcvaaow SFS[D(3,1)(2,1)] gLLPQcdcfefftcvdakk SFS[D(3,1)(2,1)] gLLPQcdcfefftcvalkk SFS[D(3,1)(2,1)] gLLPQcdcfefftcvpaff reducible gLLPQcdcfefftcvmlff reducible gLLPQcdcfeffuwbplbb SFS[A(2,1)] gLLPQcdcfeffuwbxpcc SFS[A(2,1)] gLLPQcdcfeffukbhanw SFS[D(3,1)(2,1)] gLLPQcdcfeffukbhann reducible gLLPQcdcfeffukbhanf SFS[D(3,1)(2,1)] gLLPQcdcfeffukbudow SFS[D(3,1)(2,1)] gLLPQcdcfeffukbudoo reducible gLLPQcdcfeffukbudok SFS[D(3,1)(2,1)] gLLPQcdcfeffuobppbv SFS[A(2,1)] gLLQPcdcdeffqcckadb SFS[D(2,1)(2,1)] gLLQPccddeffqfjfheb SFS[D(2,1)(2,1)] gLLQPccddeffhfjjheb reducible gLLQPcdcdeffaccbaic SFS[D(3,1)(2,1)] gLLQPcdcdefflcccamc reducible gLLQPcdcdefflcccadb SFS[D(3,1)(2,1)] gLLQPcdcdefflcccaef SFS[D(3,1)(2,1)] gLLQPcdcdefflcccaic reducible gLLQPccddeffabbcetf SFS[D(3,1)(2,1)] gLLQPcdcdeffqcckaef SFS[D(2,1)(2,1)] gLLQPcdcdeffaccbamc SFS[D(3,1)(2,1)] gLLQPccddeffabbfetf SFS[D(3,1)(2,1)] gLLQPcdcdeffacvvadb SFS[D(2,1)(2,1)] gLLQPccddeffaobveeb T2xI gLLQPccddeffpvbbeeb SFS[A(2,1)] gLLQPccddeffpvbbetf T2xI gLLQPccddeffabbfelf SFS[D(3,1)(2,1)] gLLQPccddeffabbcelf SFS[D(3,1)(2,1)] gLLQPccddeffhfjjhdc reducible gLLQPccddeffqfjfhdc SFS[D(2,1)(2,1)] gLLQPccddeffaobvedc T2xI gLLQPccddeffpvbbedc SFS[A(2,1)] gLLQPccddeffpvbbelf T2xI gLLQPccddeffhfrjheb SFS[D(3,1)(2,1)] gLLQPcdcdeffarccadb SFS[D(3,1)(2,1)] gLLQPccddeffhfvjhdc SFS[D(3,1)(2,1)] gLLQPccddeffhfvjheb SFS[D(3,1)(2,1)] gLLQPcdcdeffarccaef SFS[D(3,1)(2,1)] gLLQPccddeffhfrjhdc SFS[D(3,1)(2,1)] gLLPQcdcfefflwvxpcc T2xI gLLPQcdcfefflwvplbb T2xI gLLPQcdcfefflovppbv SFS[D(2,1)(2,1)] gLLPQcdcfefflkvudow SFS[D(3,1)(2,1)] gLLPQcdcfefflkvudoo reducible gLLPQcdcfefflkvudok SFS[D(3,1)(2,1)] gLLPQcdcfefflkvhanw toroidal gLLPQcdcfefflkvhann SFS[D(2,1)(2,1)] gLLPQcdcfefflkvhanf SFS[D(2,1)(2,1)] gLLPQcdceffflwveios SFS[D(2,1)(2,1)] gLLPQcdceffflwviiof SFS[D(2,1)(2,1)] gLLPQcdceffflwveeoo reducible gLLPQcdceffflwvteos SFS[D(2,1)(2,1)] gLLPQcdceffflwvttof SFS[D(2,1)(2,1)] gLLPQcdceffflwvitff reducible gLLPQcdceffflkveenk SFS[D(3,1)(2,1)] gLLPQcdceffflkvtqff reducible gLLPQcdceffflkvtekk SFS[D(3,1)(2,1)] gLLPQcdceffflkvtlrr SFS[D(3,1)(2,1)] gLLPQcdceffflkvqlkk SFS[D(3,1)(2,1)] gLLPQcdceffflkvdlff reducible gLLPQcdceffflkvmuff reducible gLLPQcdceffflkvmtrr SFS[D(3,1)(2,1)] gLLPQcdceffflkvxtff reducible gLLPQcdceffflkvetkk SFS[D(3,1)(2,1)] gLLPQcdceffflkvmxkk SFS[D(3,1)(2,1)] gLLPQcdceffflkvtton SFS[D(3,1)(2,1)] gLLPQcdceffflkvttwn toroidal gLLPQcdceffflkvttkn SFS[D(3,1)(2,1)] gLLPQcdceffflkvttww SFS[D(2,1)(2,1)] gLLPQcdceffflkvttwf SFS[D(2,1)(2,1)] gLLQPccddeffakvkllf SFS[D(2,1)(2,1)] gLLQPcdcdeffhsjfpic SFS[D(4,1)(2,1)] gLLQPccddeffqfwvptf SFS[D(4,1)(2,1)] gLPMPbdcdeffanrfddf T2xI gLLQPcdcdeffhsjfpmc SFS[D(4,1)(2,1)] gLLQPccddeffqfswxtf SFS[D(5,2)(2,1)] gLLQPccddeffqfswxlf SFS[D(5,2)(2,1)] gLLQPccddeffqfwvplf SFS[D(4,1)(2,1)] gLLQPccddeffqfwjpeb SFS[D(3,1)(2,1)] gLLQPcdcdeffavccxdb SFS[D(2,1)(2,1)] gLLQPccddeffawwrpeb SFS[D(2,1)(2,1)] gLLQPcdcdeffavrjxdb SFS[D(2,1)(2,1)] gLLQPccddeffqfwvpeb reducible gLLQPccddeffaowvpeb SFS[D(2,1)(2,1)] gLLQPcdcdeffavvvxdb T2xI gLLQPccddeffqfwrpeb SFS[D(3,1)(2,1)] gLLQPccddeffqvwrpeb SFS[D(3,1)(2,1)] gLLQPccddeffhkvvltf reducible gLLQPccddeffabvollf T2xI gLLQPccddeffhkvvllf reducible gLLQPccddeffawwrpdc SFS[D(2,1)(2,1)] gLLQPccddeffawvsldc SFS[D(2,1)(2,1)] gLLQPccddeffqfwvpdc reducible gLLQPccddeffqfwrpdc SFS[D(3,1)(2,1)] gLLQPccddeffqfwjpdc SFS[D(3,1)(2,1)] gLLQPccddeffpwvgldc reducible gLLQPccddeffpwvgleb reducible gLLQPccddeffqvwrpdc SFS[D(3,1)(2,1)] gLLQPccddeffabvoldc T2xI gLLQPccddeffaowvpdc SFS[D(2,1)(2,1)] gLLPQcdcefffuwbteos toroidal gLLPQcdcefffuwbttof toroidal gLLPQcdcefffuwbeeoo reducible gLLPQcdcefffuwbeios toroidal gLLPQcdcefffuwbiiof toroidal gLLPQcdcefffuwbitff reducible gLLPQcdcefffuobttof SFS[D(5,2)(2,1)] gLLPQcdcefffuobiiof SFS[D(3,1)(2,1)] gLLPQcdcefffukbttrr SFS[D(2,1)(2,1)] gLLPQcdcefffukbttww SFS[D(2,1)(2,1)] gLLPQcdcefffukbeenk SFS[D(3,1)(2,1)] gLLPQcdcefffukbiiof SFS[D(3,1)(2,1)] gLLPQcdcefffpvoduos SFS[D(2,1)(2,1)] gLLPQcdcefffpvoddof SFS[D(2,1)(2,1)] gLLPQcdcefffpvoudjo reducible gLLPQcdcefffpvotuoo SFS[D(3,1)(2,1)] gLLPQcdcefffpvouuro reducible gLLPQcdcefffpvouuok SFS[D(3,1)(2,1)] gLLPQcdcefffpvouuow SFS[D(3,1)(2,1)] gLLPQcdcefffpvouuno reducible gLLPQcdcefffpvoxuoo SFS[D(3,1)(2,1)] gLLPQcdcefffpvoumos SFS[D(2,1)(2,1)] gLLPQcdcefffpvoutgg SFS[D(3,1)(2,1)] gLLPQcdcefffpvoxtgg SFS[D(3,1)(2,1)] gLLPQcdcefffpvouuff SFS[D(2,1)(2,1)] gLLPQcdcefffpvoxpff T2xI gLLPQcdcefffpvoxpbf SFS[A(2,1)] gLLPQcdcefffpvoxpcf T2xI gLLPQcdcefffpvotxcc SFS[D(3,1)(2,1)] gLLPQcdcefffpvouxcc SFS[D(3,1)(2,1)] gLLPQcdcefffpvomuoj reducible gLLPQcdcefffpvommof SFS[D(2,1)(2,1)] gLLPQcdcefffpvopxff T2xI gLLPQcdcefffpvopxcf SFS[A(2,1)] gLLPQcdcefffpvopxbf T2xI gLLPQcdcefffpgoudjo SFS[D(3,1)(2,1)] gLLPQcdcefffpgouuoo SFS[D(3,1)(2,1)] gLLPQcdcefffpgomuoj SFS[D(3,1)(2,1)] gLLPQcdcefffpfoudjo SFS[D(3,1)(2,1)] gLLPQcdcefffpfouuoo SFS[D(3,1)(2,1)] gLLPQcdcefffpfomuoj SFS[D(3,1)(2,1)] gLLPQcdcfeffpwoxpcc SFS[A(2,1)] gLLPQcdcfeffpwoplbb SFS[A(2,1)] gLLPQcdcfeffpkoudok SFS[D(3,1)(2,1)] gLLPQcdcfeffpkoudoo reducible gLLPQcdcfeffpkoudow SFS[D(3,1)(2,1)] gLLPQcdcfeffpkohanf SFS[D(3,1)(2,1)] gLLPQcdcfeffpkohann reducible gLLPQcdcfeffpkohanw SFS[D(3,1)(2,1)] gLLPQcdcfeffpooppbv SFS[A(2,1)] gLLPQcdcfefflsvhqos SFS[D(2,1)(2,1)] gLLPQcdcfefflsvqqof SFS[D(2,1)(2,1)] gLLPQcdcfefflsvhhoo reducible gLLPQcdcfefflsvahos SFS[D(2,1)(2,1)] gLLPQcdcfefflsvaaof SFS[D(2,1)(2,1)] gLLPQcdcfefflsvqaff reducible gLLPQcdcfefflcvhhrw SFS[D(3,1)(2,1)] gLLPQcdcfefflcvaiff reducible gLLPQcdcfefflcvahrr SFS[D(3,1)(2,1)] gLLPQcdcfefflcvalkk SFS[D(3,1)(2,1)] gLLPQcdcfefflcvilrr SFS[D(3,1)(2,1)] gLLPQcdcfefflcvmlff reducible gLLPQcdcfefflcvduff reducible gLLPQcdcfefflcvdakk SFS[D(3,1)(2,1)] gLLPQcdcfefflcvpaff reducible gLLPQcdcfefflcvharr SFS[D(3,1)(2,1)] gLLPQcdcfefflcvdprr SFS[D(3,1)(2,1)] gLLPQcdcfefflcvaaow SFS[D(3,1)(2,1)] gLLPQcdcfefflcvaanw toroidal gLLPQcdcfefflcvaarw SFS[D(3,1)(2,1)] gLLPQcdcfefflcvaann SFS[D(2,1)(2,1)] gLLPQcdcfefflcvaanf SFS[D(2,1)(2,1)] gLLPQcdceffflsvpxbb T2xI gLLPQcdceffflsvxlcc T2xI gLLPQcdceffflrvxxcg SFS[D(2,1)(2,1)] gLLPQcdceffflcvumno SFS[D(3,1)(2,1)] gLLPQcdceffflcvumoo reducible gLLPQcdceffflcvumro SFS[D(3,1)(2,1)] gLLPQcdceffflcvetwn toroidal gLLPQcdceffflcvetww SFS[D(2,1)(2,1)] gLLPQcdceffflcvetwf SFS[D(2,1)(2,1)] gLLPQcdcefffpwoteos toroidal gLLPQcdcefffpwottof toroidal gLLPQcdcefffpwoeeoo reducible gLLPQcdcefffpwoeios toroidal gLLPQcdcefffpwoiiof toroidal gLLPQcdcefffpwoitff reducible gLLPQcdcefffpoottof SFS[D(5,2)(2,1)] gLLPQcdcefffpooiiof SFS[D(3,1)(2,1)] gLLPQcdcefffpkottrr SFS[D(2,1)(2,1)] gLLPQcdcefffpkottww SFS[D(2,1)(2,1)] gLLPQcdcefffpkoeenk SFS[D(3,1)(2,1)] gLLPQcdcefffpkoiiof SFS[D(3,1)(2,1)] gLLPQcdcfeffpvoptrr SFS[D(2,1)(2,1)] gLLPQcdcfeffpvoitgr SFS[D(4,1)(2,1)] gLLPQcdcfeffpvohtfj SFS[D(4,1)(2,1)] gLLPQcdcfeffpvoatss T2xI gLLPQcdcfeffpvoetrb SFS[D(4,1)(2,1)] gLLPQcdcfeffpvodtrb SFS[D(5,2)(2,1)] gLLPQcdcfeffpvomtof SFS[D(5,2)(2,1)] gLLPQcdcfeffpvoqtof SFS[D(4,1)(2,1)] gLLPQcdcfeffpvoienk SFS[D(3,1)(2,1)] gLLPQcdcfeffpvolloo SFS[D(2,1)(2,1)] gLLPQcdcfeffpvoeerr SFS[D(2,1)(2,1)] gLLPQcdcfeffpvoalrr SFS[D(2,1)(2,1)] gLLPQcdcfeffpvoaejf reducible gLLPQcdcfeffpvoheff SFS[D(2,1)(2,1)] gLLPQcdcfeffpvollff T2xI gLLPQcdcfeffpvomebr SFS[D(3,1)(2,1)] gLLPQcdcfeffpvoqebr SFS[D(3,1)(2,1)] gLLPQcdcfeffpvopebr reducible gLLPQcdcfeffpvoplcc T2xI gLLPQcdcfeffpvopigr reducible gLLPQcdcfeffpvoiirr SFS[D(2,1)(2,1)] gLLPQcdcfeffpvolxrr SFS[D(2,1)(2,1)] gLLPQcdcfeffpvoaiof reducible gLLPQcdcfeffpvodiof SFS[D(3,1)(2,1)] gLLPQcdcfeffpvoeiof SFS[D(3,1)(2,1)] gLLPQcdcfeffpvoaxrn reducible gLLPQcdcfeffpvoaxon reducible gLLPQcdcfeffpvohick SFS[D(3,1)(2,1)] gLLPQcdcfeffpvolxbb T2xI gLLPQcdcfeffpvoqiff SFS[D(2,1)(2,1)] gLLPQcdcefffasvalrj SFS[D(5,3)(3,1)] gLLPQcdcefffasvalrv SFS[D(4,3)(3,1)] gLLPQcdcefffasvaevv SFS[D(3,1)(2,1)] gLLPQcdcefffasvdigf toroidal gLLPQcdcefffasvdivf toroidal gLLPQcdcefffasvaqss SFS[D(3,1)(2,1)] gLLPQcdcefffasvemwb m038(0,0) gLLPQcdcefffasvdlww SFS[D(3,1)(2,1)] gLLPQcdcefffasvalwf SFS[D(5,2)(2,1)] gLLPQcdcefffasvalww toroidal gLLPQcdcefffasvalwn m016(0,0) gLLPQcdcefffasvelkf SFS[D(5,2)(2,1)] gLLPQcdcefffasvelwf toroidal gLLPQcdcefffasvelww SFS[D(3,1)(2,1)] gLLPQcdcefffasvelwn m006(0,0) gLLPQcdcefffasvtunc m137(0,0) gLLPQcdcefffasvxxff toroidal gLLPQcdcefffasvxxbf m125(0,0)(0,0) gLLPQcdcefffasvxxcf toroidal gLLPQcdcefffasvqtjj toroidal gLLPQcdcefffasvmtjj reducible gLLPQcdcefffasvpljv SFS[D(5,2)(2,1)] gLLPQcdcefffasvplgj SFS[D(4,1)(2,1)] gLLPQcdcefffasvpljj toroidal gLLPQcdcefffasvptjr m019(0,0) gLLPQcdcefffasvptjj toroidal gLLPQcdcefffasvptjv toroidal gLLPQcdcefffasvpqnf SFS[D(4,1)(2,1)] gLLPQcdcefffasvpqnn m003(0,0) gLLPQcdcefffasvpqnw m017(0,0) gLLPQcdcefffasvpurf SFS[D(4,1)(2,1)] gLLPQcdcefffasvpunf SFS[D(5,2)(2,1)] gLLPQcdcefffasvpunn toroidal gLLPQcdcefffasvpunw m016(0,0) gLLPQcdcefffasvpqgk SFS[D(5,3)(3,1)] gLLPQcdcefffasvpqjk toroidal gLLPQcdcefffasvmlgj toroidal gLLPQcdcefffasvmljj SFS[D(3,1)(2,1)] gLLPQcdcefffasvmlkj m011(0,0) gLLPQcdcefffasvpxbk toroidal gLLPQcdcefffasvpxbs toroidal gLLPQcdcefffasvmtff SFS[D(2,1)(2,1)] gLLPQcdcefffasvmlcf SFS[D(5,2)(3,1)] gLLPQcdcefffasvmlbf toroidal gLLPQcdcefffasvptcf SFS[D(5,2)(3,1)] gLLPQcdcefffasvptbf SFS[D(4,1)(3,1)] gLLPQcdcefffasvplfw toroidal gLLPQcdcefffasvplfn toroidal gLLPQcdcefffasvplcw SFS[D(5,3)(3,1)] gLLPQcdcefffasvplcn SFS[D(5,2)(3,1)] gLLPQcdcefffasvplbw SFS[D(4,1)(3,1)] gLLPQcdcefffasvplbn SFS[D(4,3)(3,1)] gLLPQcdcefffarvemvv toroidal gLLPQcdcefffarvdigf SFS[D(5,3)(3,1)] gLLPQcdcefffarvdivf SFS[D(4,3)(3,1)] gLLPQcdcefffarvdmvv SFS[D(3,1)(2,1)] gLLPQcdcefffarvexws toroidal gLLPQcdcefffarvdtkf m015(0,0) gLLPQcdcefffarvamgv m009(0,0) gLLPQcdcefffarvamvv SFS[D(3,1)(2,1)] gLLPQcdcefffarvamfv m032(0,0) gLLPQcdcefffarvutgo m129(0,0)(0,0) gLLPQcdcefffarvxxoo toroidal gLLPQcdcefffarvtuoc m129(0,0)(0,0) gLLPQcdcefffarvtxoo SFS[A(2,1)] gLLPQcdcefffarvuxoo SFS[A(2,1)] gLLPQcdcefffarvmxnj toroidal gLLPQcdcefffarvmqnf m009(0,0) gLLPQcdcefffarvmqnn SFS[D(3,1)(2,1)] gLLPQcdcefffarvmqnw m032(0,0) gLLPQcdcefffarvpurf m015(0,0) gLLPQcdcefffarvmebb toroidal gLLPQcdcefffarvmljj SFS[D(3,1)(2,1)] gLLPQcdcefffarvplcf SFS[D(5,3)(3,1)] gLLPQcdcefffarvplbf SFS[D(4,3)(3,1)] gLLPQcdcefffacvaacv m129(0,0)(0,0) gLLPQcdcefffacvdegj m004(0,0) gLLPQcdcefffacvaxvv SFS[A(2,1)] gLLPQcdcefffacvdigf SFS[D(4,1)(3,1)] gLLPQcdcefffacvdivf SFS[D(5,2)(3,1)] gLLPQcdcefffacvduff SFS[D(2,1)(2,1)] gLLPQcdcefffacveqff SFS[D(2,1)(2,1)] gLLPQcdcefffacvduss reducible gLLPQcdcefffacvaaof m015(0,0) gLLPQcdcefffacvxxrw m038(0,0) gLLPQcdcefffacvturr SFS[D(5,1)(2,1)] gLLPQcdcefffacvturs m038(0,0) gLLPQcdcefffacvturc m137(0,0) gLLPQcdcefffacvxxcv toroidal gLLPQcdcefffacvqxrr SFS[D(5,1)(2,1)] gLLPQcdcefffacvmerr SFS[D(5,1)(2,1)] gLLPQcdcefffacvmerv m137(0,0) gLLPQcdcefffacvmerj m038(0,0) gLLPQcdcefffacvqqow SFS[D(3,1)(3,2)] gLLPQcdcefffacvqqnw m149(0,0) gLLPQcdcefffacvqqrw m160(0,0) gLLPQcdcefffacvqqnf m010(0,0) gLLPQcdcefffacvqqnn toroidal gLLPQcdcefffacvqqof m007(0,0) gLLPQcdcefffacvpurf m004(0,0) gLLPQcdcefffacvqukk SFS[D(7,2)(2,1)] gLLPQcdcefffacvqqkk toroidal gLLPQcdcefffacvmqkk SFS[D(7,2)(2,1)] gLLPQcdcefffacvmljj reducible gLLPQcdcefffacvqtff SFS[D(2,1)(2,1)] gLLPQcdcefffacvmlff SFS[D(2,1)(2,1)] gLLPQcdcefffacvplcf SFS[D(5,2)(3,1)] gLLPQcdcefffacvplbf SFS[D(4,1)(3,1)] gLLPQcdcefffawvtarj SFS[D(4,1)(2,1)] gLLPQcdcefffawvtarv SFS[D(5,2)(2,1)] gLLPQcdcefffawvtlcj m009(0,0) gLLPQcdcefffawvttsj m010(0,0) gLLPQcdcefffawvtmvr m007(0,0) gLLPQcdcefffawvtmvv SFS[D(3,1)(3,2)] gLLPQcdcefffawvtmvj m010(0,0) gLLPQcdcefffawvtxgj SFS[D(4,1)(2,1)] gLLPQcdcefffawvtefj m009(0,0) gLLPQcdcefffawvmmvr toroidal gLLPQcdcefffawvmmvv reducible gLLPQcdcefffawvmmvj toroidal gLLPQcdcefffawvhmvr m033(0,0) gLLPQcdcefffawvhmvv SFS[D(3,1)(3,1)] gLLPQcdcefffawvhmvj m010(0,0) gLLPQcdcefffawvtqgf toroidal gLLPQcdcefffawvtqvf SFS[D(5,2)(2,1)] gLLPQcdcefffawvtugf SFS[D(5,2)(2,1)] gLLPQcdcefffawvtuvf SFS[D(4,1)(2,1)] gLLPQcdcefffawvmigf m016(0,0) gLLPQcdcefffawvmivf m006(0,0) gLLPQcdcefffawvmqgf toroidal gLLPQcdcefffawvmqvf toroidal gLLPQcdcefffawvmugf toroidal gLLPQcdcefffawvmuvf toroidal gLLPQcdcefffawvhigf m017(0,0) gLLPQcdcefffawvhivf m016(0,0) gLLPQcdcefffawvhqgf m011(0,0) gLLPQcdcefffawvhqvf m019(0,0) gLLPQcdcefffawvhugf SFS[D(5,2)(2,1)] gLLPQcdcefffawvhuvf SFS[D(4,1)(2,1)] gLLPQcdcefffawvtirs SFS[D(3,1)(3,2)] gLLPQcdcefffawvtisk SFS[D(3,1)(3,1)] gLLPQcdcefffawvtisb SFS[D(3,1)(3,2)] gLLPQcdcefffawvtics SFS[D(3,1)(3,1)] gLLPQcdcefffawvturs m007(0,0) gLLPQcdcefffawvtuss SFS[D(3,1)(3,1)] gLLPQcdcefffawvtucs toroidal gLLPQcdcefffawvtqrs m010(0,0) gLLPQcdcefffawvtqss SFS[D(3,1)(3,2)] gLLPQcdcefffawvtqcs m007(0,0) gLLPQcdcefffawvmisk m033(0,0) gLLPQcdcefffawvmiss SFS[D(3,1)(3,1)] gLLPQcdcefffawvmisb m036(0,0) gLLPQcdcefffawvhisk m036(0,0) gLLPQcdcefffawvhiss SFS[D(3,1)(3,2)] gLLPQcdcefffawvhisb m007(0,0) gLLPQcdcefffawvtmkb SFS[D(5,2)(2,1)] gLLPQcdcefffawvtmks toroidal gLLPQcdcefffawvtxws m009(0,0) gLLPQcdcefffawvtawf toroidal gLLPQcdcefffawvtaww SFS[D(3,1)(3,1)] gLLPQcdcefffawvtawn m007(0,0) gLLPQcdcefffawvtlkf SFS[D(4,1)(2,1)] gLLPQcdcefffawvmawf m007(0,0) gLLPQcdcefffawvmaww SFS[D(3,1)(3,2)] gLLPQcdcefffawvmawn m036(0,0) gLLPQcdcefffawvhawf SFS[D(3,1)(3,1)] gLLPQcdcefffawvhaww reducible gLLPQcdcefffawvhawn SFS[D(3,1)(3,2)] gLLPQcdcefffawvqakw toroidal gLLPQcdcefffawvqako toroidal gLLPQcdcefffawvqirs m006(0,0) gLLPQcdcefffawvqirc m016(0,0) gLLPQcdcefffawvlins m032(0,0) gLLPQcdcefffawvqikg m036(0,0) gLLPQcdcefffawvqigg SFS[D(3,1)(3,1)] gLLPQcdcefffawvqijg m033(0,0) gLLPQcdcefffawvqukg m036(0,0) gLLPQcdcefffawvqugg SFS[D(3,1)(3,2)] gLLPQcdcefffawvqujg m007(0,0) gLLPQcdcefffawvqqkg toroidal gLLPQcdcefffawvqqgg reducible gLLPQcdcefffawvqqjg toroidal gLLPQcdcefffawveijf m148(0,0) gLLPQcdcefffawvlijv m015(0,0) gLLPQcdcefffawvqmfv toroidal gLLPQcdcefffawvqmfg toroidal gLLPQcdcefffawveeff toroidal gLLPQcdcefffawvlxff T2xI gLLPQcdcefffawvllcc SFS[A(3,1)] gLLPQcdcefffawvitjj toroidal gLLPQcdcefffawvdmor m019(0,0) gLLPQcdcefffawvdmnr m011(0,0) gLLPQcdcefffawvdinf m007(0,0) gLLPQcdcefffawvdinn SFS[D(3,1)(3,2)] gLLPQcdcefffawvdinw m036(0,0) gLLPQcdcefffawvdqnf m010(0,0) gLLPQcdcefffawvdqnn SFS[D(3,1)(3,1)] gLLPQcdcefffawvdqnw m033(0,0) gLLPQcdcefffawvdunf SFS[D(3,1)(3,2)] gLLPQcdcefffawvdunn reducible gLLPQcdcefffawvdunw SFS[D(3,1)(3,1)] gLLPQcdcefffawvxirf m015(0,0) gLLPQcdcefffawvdigk m016(0,0) gLLPQcdcefffawvdijk m017(0,0) gLLPQcdcefffawviijs m149(0,0) gLLPQcdcefffawvxijb m032(0,0) gLLPQcdcefffawvxxbb SFS[A(3,1)] gLLPQcdcefffawvdacf SFS[D(4,1)(2,1)] gLLPQcdcefffawvdabf SFS[D(5,2)(2,1)] gLLPQcdcefffawvxlff T2xI gLLPQcdcefffaovttsj SFS[D(3,1)(3,2)] gLLPQcdcefffaovtxfv m015(0,0) gLLPQcdcefffaovtxvv m004(0,0) gLLPQcdcefffaovtxgv SFS[D(4,1)(2,1)] gLLPQcdcefffaovtxgj SFS[D(5,2)(2,1)] gLLPQcdcefffaovtqgf SFS[D(5,2)(2,1)] gLLPQcdcefffaovtqvf SFS[D(4,1)(2,1)] gLLPQcdcefffaovtqvn m004(0,0) gLLPQcdcefffaovtqvw m015(0,0) gLLPQcdcefffaovtiss SFS[D(3,1)(3,2)] gLLPQcdcefffaovtmkb SFS[D(4,1)(2,1)] gLLPQcdcefffaovtmks SFS[D(5,2)(2,1)] gLLPQcdcefffaovtmob m015(0,0) gLLPQcdcefffaovtmwb m004(0,0) gLLPQcdcefffaovtlkf SFS[D(5,2)(2,1)] gLLPQcdcefffaovtlwf SFS[D(4,1)(2,1)] gLLPQcdcefffaovtlww m004(0,0) gLLPQcdcefffaovtlwn m015(0,0) gLLPQcdcefffaovitjj SFS[D(3,1)(3,2)] gLLPQcdcefffaovixrv SFS[D(4,1)(2,1)] gLLPQcdcefffaovixrj SFS[D(5,2)(2,1)] gLLPQcdcefffaovixov m015(0,0) gLLPQcdcefffaovixnv m004(0,0) gLLPQcdcefffaoviqrf SFS[D(5,2)(2,1)] gLLPQcdcefffaoviqnf SFS[D(4,1)(2,1)] gLLPQcdcefffaoviqnn m004(0,0) gLLPQcdcefffaoviqnw m015(0,0) gLLPQcdcefffaoviijs SFS[D(3,1)(3,2)] gLLPQcdcefffaovimfb m015(0,0) gLLPQcdcefffaovimbb m004(0,0) gLLPQcdcefffaovimcb SFS[D(4,1)(2,1)] gLLPQcdcefffaovimcs SFS[D(5,2)(2,1)] gLLPQcdcefffaovilcf SFS[D(5,2)(2,1)] gLLPQcdcefffaovilbf SFS[D(4,1)(2,1)] gLLPQcdcefffaovilbw m004(0,0) gLLPQcdcefffaovilbn m015(0,0) gLLPQcdcefffakvttcv m015(0,0) gLLPQcdcefffakvttsj m007(0,0) gLLPQcdcefffakvtevv m004(0,0) gLLPQcdcefffakvtiss SFS[D(3,1)(3,1)] gLLPQcdcefffakvlmok m148(0,0) gLLPQcdcefffakvlmoo toroidal gLLPQcdcefffakvlmow m009(0,0) gLLPQcdcefffakveecv m038(0,0) gLLPQcdcefffakvetcc m004(0,0) gLLPQcdcefffakvitjj SFS[D(3,1)(3,1)] gLLPQcdcefffakvxqnf m009(0,0) gLLPQcdcefffakvxqnn toroidal gLLPQcdcefffakvxqnw m148(0,0) gLLPQcdcefffakviijs m160(0,0) gLLPQcdcfeffavvddjs toroidal gLLPQcdcfeffavvhdnv SFS[D(7,2)(2,1)] gLLPQcdcfeffavvdqnc SFS[D(7,2)(2,1)] gLLPQcdcfeffavvphsj SFS[D(2,1)(2,1)] gLLPQcdcfeffavvhqbg SFS[D(5,1)(2,1)] gLLPQcdcfeffavvltfv T2xI gLLPQcdcfeffavvhmvv SFS[D(3,1)(2,1)] gLLPQcdcfeffavvhhvv reducible gLLPQcdcfeffavvetgw SFS[D(2,1)(2,1)] gLLPQcdcfeffavvahvn SFS[D(2,1)(2,1)] gLLPQcdcfeffavvetss SFS[D(3,1)(2,1)] gLLPQcdcfeffavvdtss SFS[D(3,1)(2,1)] gLLPQcdcfeffavvadnn SFS[D(3,1)(2,1)] gLLPQcdcfeffavvemss SFS[D(3,1)(2,1)] gLLPQcdcfeffavvdmss toroidal gLLPQcdcfeffavvahss SFS[D(3,1)(2,1)] gLLPQcdcfeffavvehss reducible gLLPQcdcfeffavvdhss SFS[D(3,1)(2,1)] gLLPQcdcfeffavvhtos SFS[D(2,1)(2,1)] gLLPQcdcfeffavvltok SFS[D(2,1)(2,1)] gLLPQcdcfeffavvedjs SFS[D(7,2)(2,1)] gLLPQcdcfeffavveqnc SFS[D(5,1)(2,1)] gLLPQcdcfeffavvhtvv SFS[D(3,1)(2,1)] gLLPQcdcfeffavvpdjj SFS[D(3,1)(2,1)] gLLPQcdcfeffavvphww SFS[D(3,1)(2,1)] gLLPQcdcfeffavvplko SFS[D(2,1)(2,1)] gLLPQcdcfeffavvllno toroidal gLLPQcdcfeffavvllok toroidal gLLPQcdcfeffavvalnr SFS[D(2,1)(2,1)] gLLPQcdcfeffavvalgf T2xI gLLPQcdcfeffavvllfg toroidal gLLPQcdcfeffavvllbf toroidal gLLPQcdcfeffavvplbc T2xI gLLPQcdcfeffavvdegg SFS[D(3,1)(2,1)] gLLPQcdcfeffavvpecc SFS[D(3,1)(2,1)] gLLPQcdcfeffavvheoo reducible gLLPQcdcfeffavvhinv SFS[D(5,1)(2,1)] gLLPQcdcfeffavvlxnr SFS[D(2,1)(2,1)] gLLPQcdcfeffavvaegg SFS[D(3,1)(2,1)] gLLPQcdcfeffavvdxnn SFS[D(3,1)(2,1)] gLLPQcdcfeffavvexnn SFS[D(3,1)(2,1)] gLLPQcdcfeffavvaeos SFS[D(2,1)(2,1)] gLLPQcdcfeffavveijs SFS[D(5,1)(2,1)] gLLPQcdcfeffavvdijs SFS[D(7,2)(2,1)] gLLPQcdcfeffavvexjs SFS[D(2,1)(2,1)] gLLPQcdcfeffavveegg reducible gLLPQcdcfeffavvhxbb SFS[D(3,1)(2,1)] gLLPQcdcfeffavvlxcb T2xI gLLPQcdcfeffavvpegw SFS[D(2,1)(2,1)] gLLPQcdcfeffavvhxnv SFS[D(2,1)(2,1)] gLLPQcdcfeffafvdtvf SFS[D(4,3)(3,1)] gLLPQcdcfeffafvdtgf SFS[D(5,3)(3,1)] gLLPQcdcfeffafvetsb toroidal gLLPQcdcfeffafvetss toroidal gLLPQcdcfeffafvetsk m019(0,0) gLLPQcdcfeffafvltvj toroidal gLLPQcdcfeffafvltvr toroidal gLLPQcdcfeffafvqtwn m016(0,0) gLLPQcdcfeffafvqtww toroidal gLLPQcdcfeffafvqtwf SFS[D(5,2)(2,1)] gLLPQcdcfeffafvqtkf SFS[D(4,1)(2,1)] gLLPQcdcfeffafvatfw toroidal gLLPQcdcfeffafvatfn toroidal gLLPQcdcfeffafvatvw SFS[D(4,3)(3,1)] gLLPQcdcfeffafvatvn SFS[D(4,1)(3,1)] gLLPQcdcfeffafvatgw SFS[D(5,2)(3,1)] gLLPQcdcfeffafvatgn SFS[D(5,3)(3,1)] gLLPQcdcfeffafvmtsr toroidal gLLPQcdcfeffafvmtcr SFS[D(5,3)(3,1)] gLLPQcdcfeffafvitwk toroidal gLLPQcdcfeffafvitok SFS[D(5,2)(3,1)] gLLPQcdcfeffafvadkb SFS[D(4,3)(3,1)] gLLPQcdcfeffafvadks SFS[D(5,3)(3,1)] gLLPQcdcfeffafvaqor SFS[D(4,1)(3,1)] gLLPQcdcfeffafvaqnr SFS[D(5,2)(3,1)] gLLPQcdcfeffafviqff SFS[D(2,1)(2,1)] gLLPQcdcfeffafvatcs SFS[D(4,1)(2,1)] gLLPQcdcfeffafvatsb SFS[D(5,2)(2,1)] gLLPQcdcfeffafvatss toroidal gLLPQcdcfeffafvatsk SFS[D(4,1)(2,1)] gLLPQcdcfeffafvatrs SFS[D(5,2)(2,1)] gLLPQcdcfeffafvitvj m011(0,0) gLLPQcdcfeffafvitvv SFS[D(3,1)(2,1)] gLLPQcdcfeffafvitvr toroidal gLLPQcdcfeffafvmtwn m017(0,0) gLLPQcdcfeffafvmtww m003(0,0) gLLPQcdcfeffafvmtwf SFS[D(4,1)(2,1)] gLLPQcdcfeffafvadnw m016(0,0) gLLPQcdcfeffafvadnn toroidal gLLPQcdcfeffafvadnf SFS[D(5,2)(2,1)] gLLPQcdcfeffafvidbb SFS[D(3,1)(2,1)] gLLPQcdcfeffafvmdjj SFS[D(3,1)(2,1)] gLLPQcdcfeffafvaqjg m019(0,0) gLLPQcdcfeffafvaqgg toroidal gLLPQcdcfeffafvaqkg toroidal gLLPQcdcfeffafviqoo reducible gLLPQcdcfeffafvmqcc toroidal gLLPQcdcfeffafvetvf SFS[D(4,1)(3,1)] gLLPQcdcfeffafvetgf SFS[D(5,2)(3,1)] gLLPQcdcfeffafvdtsb SFS[D(5,2)(2,1)] gLLPQcdcfeffafvdtss toroidal gLLPQcdcfeffafvdtsk m016(0,0) gLLPQcdcfeffafvhtgj SFS[D(5,2)(2,1)] gLLPQcdcfeffafvhtvj toroidal gLLPQcdcfeffafvhtvv SFS[D(3,1)(2,1)] gLLPQcdcfeffafvhtvr m006(0,0) gLLPQcdcfeffafvptww SFS[D(3,1)(2,1)] gLLPQcdcfeffafvhinv m038(0,0) gLLPQcdcfeffafvehss reducible gLLPQcdcfeffafvahvf toroidal gLLPQcdcfeffafvahgf SFS[D(5,2)(3,1)] gLLPQcdcfeffafvahcs toroidal gLLPQcdcfeffafvahss SFS[D(3,1)(2,1)] gLLPQcdcfeffafvahrs m011(0,0) gLLPQcdcfeffafvainw m006(0,0) gLLPQcdcfeffafvainn SFS[D(3,1)(2,1)] gLLPQcdcfeffafvainf toroidal gLLPQcdcfeffafvairf SFS[D(5,2)(2,1)] gLLPQcdcfeffafvaljg toroidal gLLPQcdcfeffafvalkg toroidal gLLPQcdcfeffafvehff SFS[D(2,1)(2,1)] gLLPQcdcfeffafvllff toroidal gLLPQcdcfeffafvllfg toroidal gLLPQcdcfeffafvllfv m125(0,0)(0,0) gLLPQcdcfeffafvdhss SFS[D(3,1)(2,1)] gLLPQcdcfeffafvdmss SFS[D(3,1)(2,1)] gLLPQcdcfeffafvqegw m137(0,0) gLLPQcdcfeffafvamcs SFS[D(4,1)(2,1)] gLLPQcdcfeffafvamss m003(0,0) gLLPQcdcfeffafvamrs m017(0,0) gLLPQcdcfeffafvaejv SFS[D(4,1)(2,1)] gLLPQcdcfeffafvaejg SFS[D(5,2)(2,1)] gLLPQcdcfeffafvaegg toroidal gLLPQcdcfeffafvaekg m016(0,0) gLLPQcdcfeffafvaxnn SFS[D(3,1)(2,1)] gLLPQcdcfeffafvamvf toroidal gLLPQcdcfeffafvamgf SFS[D(5,3)(3,1)] gLLPQcdcfeffafvemss toroidal gLLPQcdcfeffafvpxbf toroidal gLLPQcdcfeffafvpxcf toroidal gLLPQcdcefffavvdxcj SFS[D(3,1)(2,1)] gLLPQcdcefffavvddsj toroidal gLLPQcdcefffavvaxcv SFS[A(2,1)] gLLPQcdcefffavvadsv SFS[D(3,1)(2,1)] gLLPQcdcefffavveirr toroidal gLLPQcdcefffavveicr SFS[D(3,1)(2,1)] gLLPQcdcefffavveirv SFS[D(3,1)(2,1)] gLLPQcdcefffavvexrr SFS[D(3,1)(2,1)] gLLPQcdcefffavvexcr SFS[D(3,1)(2,1)] gLLPQcdcefffavvexsr toroidal gLLPQcdcefffavvedrr SFS[D(3,1)(2,1)] gLLPQcdcefffavvedcr toroidal gLLPQcdcefffavvedsr m003(0,0) gLLPQcdcefffavvdpgj m004(0,0) gLLPQcdcefffavvdufj toroidal gLLPQcdcefffavvaafv SFS[A(3,1)] gLLPQcdcefffavvaavj reducible gLLPQcdcefffavvdmfn SFS[D(3,1)(2,1)] gLLPQcdcefffavvdmfw SFS[D(3,1)(2,1)] gLLPQcdcefffavvdtff SFS[D(3,1)(2,1)] gLLPQcdcefffavvdtgf SFS[D(3,1)(2,1)] gLLPQcdcefffavvdtvf toroidal gLLPQcdcefffavvdhff SFS[D(3,1)(2,1)] gLLPQcdcefffavvdhgf toroidal gLLPQcdcefffavvdhvf m003(0,0) gLLPQcdcefffavvamff SFS[D(3,1)(2,1)] gLLPQcdcefffavvamgf toroidal gLLPQcdcefffavvamvf SFS[D(3,1)(2,1)] gLLPQcdcefffavvahff SFS[D(3,1)(2,1)] gLLPQcdcefffavvahgf toroidal gLLPQcdcefffavvahvf SFS[D(3,1)(2,1)] gLLPQcdcefffavvahvn reducible gLLPQcdcefffavvahvw SFS[D(3,1)(2,1)] gLLPQcdcefffavvdirr SFS[D(3,1)(2,1)] gLLPQcdcefffavvdirj m003(0,0) gLLPQcdcefffavvdirv toroidal gLLPQcdcefffavvetff SFS[D(3,1)(2,1)] gLLPQcdcefffavvetgf SFS[D(3,1)(2,1)] gLLPQcdcefffavvetgn SFS[D(3,1)(2,1)] gLLPQcdcefffavvetgw reducible gLLPQcdcefffavvetvf toroidal gLLPQcdcefffavvehgf toroidal gLLPQcdcefffavvehvf toroidal gLLPQcdcefffavvdmcs reducible gLLPQcdcefffavvdmsb reducible gLLPQcdcefffavvdhrs SFS[D(3,1)(3,2)] gLLPQcdcefffavvdhss reducible gLLPQcdcefffavvdhcs SFS[D(3,1)(3,1)] gLLPQcdcefffavvdtrs SFS[D(3,1)(3,1)] gLLPQcdcefffavvdtss reducible gLLPQcdcefffavvdtcs SFS[D(3,1)(3,2)] gLLPQcdcefffavvamsk SFS[D(3,1)(3,1)] gLLPQcdcefffavvamss reducible gLLPQcdcefffavvamsb SFS[D(3,1)(3,2)] gLLPQcdcefffavvdiwn SFS[D(3,1)(3,2)] gLLPQcdcefffavvdiww reducible gLLPQcdcefffavvdiwf SFS[D(3,1)(3,1)] gLLPQcdcefffavvdpws SFS[D(3,1)(2,1)] gLLPQcdcefffavvaakk reducible gLLPQcdcefffavvauob SFS[A(2,1)] gLLPQcdcefffavvapws toroidal gLLPQcdcefffavvairr SFS[D(3,1)(2,1)] gLLPQcdcefffavvairj toroidal gLLPQcdcefffavvairv SFS[D(3,1)(2,1)] gLLPQcdcefffavveukk reducible gLLPQcdcefffavveuok reducible gLLPQcdcefffavveuwk reducible gLLPQcdcefffavvepkk SFS[D(3,1)(2,1)] gLLPQcdcefffavvepok toroidal gLLPQcdcefffavvepwk SFS[D(3,1)(2,1)] gLLPQcdcefffavvepwb reducible gLLPQcdcefffavvepws SFS[D(3,1)(2,1)] gLLPQcdcefffavvdxkf m004(0,0) gLLPQcdcefffavvaiwf SFS[D(3,1)(3,2)] gLLPQcdcefffavvaiww reducible gLLPQcdcefffavvaiwn SFS[D(3,1)(3,1)] gLLPQcdcefffavvadkf m004(0,0) gLLPQcdcefffavvaxof m004(0,0) gLLPQcdcefffavveikf SFS[D(3,1)(3,2)] gLLPQcdcefffavveikw toroidal gLLPQcdcefffavveikn SFS[D(3,1)(3,1)] gLLPQcdcefffavvedwf SFS[D(3,1)(3,1)] gLLPQcdcefffavvedww reducible gLLPQcdcefffavvedwn SFS[D(3,1)(3,2)] gLLPQcdcefffavvexwf SFS[D(3,1)(3,2)] gLLPQcdcefffavvexww reducible gLLPQcdcefffavvexwn SFS[D(3,1)(3,1)] gLLPQcdcefffavvxxkk reducible gLLPQcdcefffavvttrr reducible gLLPQcdcefffavvtucg SFS[A(2,1)] gLLPQcdcefffavvtxjw toroidal gLLPQcdcefffavvttjg reducible gLLPQcdcefffavvttgf SFS[A(3,1)] gLLPQcdcefffavvuubv toroidal gLLPQcdcefffavvuucg toroidal gLLPQcdcefffavvuxgo SFS[A(2,1)] gLLPQcdcefffavvxxbc SFS[A(3,1)] gLLPQcdcefffavvxxcr reducible gLLPQcdcefffavvmxkj SFS[D(3,1)(3,1)] gLLPQcdcefffavvmxjj reducible gLLPQcdcefffavvmxgj SFS[D(3,1)(3,2)] gLLPQcdcefffavvmdgj reducible gLLPQcdcefffavvmdjr reducible gLLPQcdcefffavvqurr reducible gLLPQcdcefffavvquor reducible gLLPQcdcefffavvqunr reducible gLLPQcdcefffavvpprr reducible gLLPQcdcefffavvpuov SFS[A(2,1)] gLLPQcdcefffavvqtnf SFS[D(3,1)(3,2)] gLLPQcdcefffavvqtnn reducible gLLPQcdcefffavvqtnw SFS[D(3,1)(3,1)] gLLPQcdcefffavvqhow SFS[D(3,1)(3,2)] gLLPQcdcefffavvqhon toroidal gLLPQcdcefffavvqhof SFS[D(3,1)(3,1)] gLLPQcdcefffavvmtrf m004(0,0) gLLPQcdcefffavvmhnf SFS[D(3,1)(3,1)] gLLPQcdcefffavvmhnn reducible gLLPQcdcefffavvmhnw SFS[D(3,1)(3,2)] gLLPQcdcefffavvptof m004(0,0) gLLPQcdcefffavvphnf SFS[D(3,1)(3,2)] gLLPQcdcefffavvphnn reducible gLLPQcdcefffavvphnw SFS[D(3,1)(3,1)] gLLPQcdcefffavvqhkk toroidal gLLPQcdcefffavvqhgk SFS[D(3,1)(2,1)] gLLPQcdcefffavvqhjk SFS[D(3,1)(2,1)] gLLPQcdcefffavvqtkk SFS[D(3,1)(2,1)] gLLPQcdcefffavvqtgk SFS[D(3,1)(2,1)] gLLPQcdcefffavvqtjk toroidal gLLPQcdcefffavvmhkk SFS[D(3,1)(2,1)] gLLPQcdcefffavvmhks m003(0,0) gLLPQcdcefffavvmhkb toroidal gLLPQcdcefffavvmtgs SFS[D(3,1)(2,1)] gLLPQcdcefffavvphkk SFS[D(3,1)(2,1)] gLLPQcdcefffavvphks toroidal gLLPQcdcefffavvphkb SFS[D(3,1)(2,1)] gLLPQcdcefffavvptgb SFS[A(2,1)] gLLPQcdcefffavvmufs toroidal gLLPQcdcefffavvmpbk SFS[D(3,1)(3,2)] gLLPQcdcefffavvmpbb reducible gLLPQcdcefffavvmpbs SFS[D(3,1)(3,1)] gLLPQcdcefffavvppcb SFS[A(3,1)] gLLPQcdcefffavvppbk reducible gLLPQcdcefffavvqxff SFS[D(3,1)(2,1)] gLLPQcdcefffavvqxcf SFS[D(3,1)(2,1)] gLLPQcdcefffavvqxcw SFS[D(3,1)(2,1)] gLLPQcdcefffavvqxcn reducible gLLPQcdcefffavvqxbf toroidal gLLPQcdcefffavvmdcf SFS[D(3,1)(2,1)] gLLPQcdcefffavvmdbf SFS[D(3,1)(2,1)] gLLPQcdcefffavvmxff SFS[D(3,1)(2,1)] gLLPQcdcefffavvmxcf SFS[D(3,1)(2,1)] gLLPQcdcefffavvmxbf toroidal gLLPQcdcefffavvmprr SFS[D(3,1)(2,1)] gLLPQcdcefffavvmprv toroidal gLLPQcdcefffavvmprj SFS[D(3,1)(2,1)] gLLPQcdcefffafvddsj m010(0,0) gLLPQcdcefffafvadsv m009(0,0) gLLPQcdcefffafvedcr SFS[D(5,2)(2,1)] gLLPQcdcefffafvedsr SFS[D(4,1)(2,1)] gLLPQcdcefffafvaavv SFS[A(3,1)] gLLPQcdcefffafvatff T2xI gLLPQcdcefffafvehgf SFS[D(5,2)(2,1)] gLLPQcdcefffafvehvf SFS[D(4,1)(2,1)] gLLPQcdcefffafvdmss toroidal gLLPQcdcefffafvepok toroidal gLLPQcdcefffafvepwk toroidal gLLPQcdcefffafvadkf SFS[D(4,1)(2,1)] gLLPQcdcefffafveiwf SFS[D(3,1)(3,1)] gLLPQcdcefffafveiww reducible gLLPQcdcefffafveiwn SFS[D(3,1)(3,2)] gLLPQcdcefffafvedwf toroidal gLLPQcdcefffafvedww SFS[D(3,1)(3,1)] gLLPQcdcefffafvedwn m007(0,0) gLLPQcdcefffafvexwf m007(0,0) gLLPQcdcefffafvexww SFS[D(3,1)(3,2)] gLLPQcdcefffafvexwn m036(0,0) gLLPQcdcefffafvtdjw m009(0,0) gLLPQcdcefffafvxdjk toroidal gLLPQcdcefffafvxdgk SFS[D(5,2)(2,1)] gLLPQcdcefffafvxhnr m011(0,0) gLLPQcdcefffafvxhor m019(0,0) gLLPQcdcefffafvttgg SFS[A(3,1)] gLLPQcdcefffafvtaff T2xI gLLPQcdcefffafvuuff toroidal gLLPQcdcefffafvxpbf toroidal gLLPQcdcefffafvxpcf toroidal gLLPQcdcefffafvtdbs SFS[D(4,1)(2,1)] gLLPQcdcefffafvudfs m009(0,0) gLLPQcdcefffafvxicr m033(0,0) gLLPQcdcefffafvxicc SFS[D(3,1)(3,1)] gLLPQcdcefffafvxics m010(0,0) gLLPQcdcefffafvxdcr m007(0,0) gLLPQcdcefffafvxdcc SFS[D(3,1)(3,2)] gLLPQcdcefffafvxdcs m010(0,0) gLLPQcdcefffafvxxcr toroidal gLLPQcdcefffafvxxcc reducible gLLPQcdcefffafvxxcs toroidal gLLPQcdcefffafvqdjr m007(0,0) gLLPQcdcefffafvqdjj SFS[D(3,1)(3,1)] gLLPQcdcefffafvqdjv toroidal gLLPQcdcefffafvmikj m036(0,0) gLLPQcdcefffafvmijj SFS[D(3,1)(3,2)] gLLPQcdcefffafvmigj m007(0,0) gLLPQcdcefffafvmxkj m033(0,0) gLLPQcdcefffafvmxjj SFS[D(3,1)(3,1)] gLLPQcdcefffafvmxgj m036(0,0) gLLPQcdcefffafvmdkj SFS[D(3,1)(3,1)] gLLPQcdcefffafvmdjr SFS[D(3,1)(3,2)] gLLPQcdcefffafvmdjv SFS[D(3,1)(3,1)] gLLPQcdcefffafvmdgj SFS[D(3,1)(3,2)] gLLPQcdcefffafvpdjr m010(0,0) gLLPQcdcefffafvpdjj SFS[D(3,1)(3,2)] gLLPQcdcefffafvpdjv m007(0,0) gLLPQcdcefffafvmanj m032(0,0) gLLPQcdcefffafvmprv m016(0,0) gLLPQcdcefffafvmprj m006(0,0) gLLPQcdcefffafvqhnf SFS[D(3,1)(3,2)] gLLPQcdcefffafvqhnn reducible gLLPQcdcefffafvqhnw SFS[D(3,1)(3,1)] gLLPQcdcefffafvmtrf m015(0,0) gLLPQcdcefffafvmhnf m007(0,0) gLLPQcdcefffafvmhnn SFS[D(3,1)(3,2)] gLLPQcdcefffafvmhnw m036(0,0) gLLPQcdcefffafvphnf m010(0,0) gLLPQcdcefffafvphnn SFS[D(3,1)(3,1)] gLLPQcdcefffafvphnw m033(0,0) gLLPQcdcefffafvmmjs m149(0,0) gLLPQcdcefffafvmhks m017(0,0) gLLPQcdcefffafvmhkb m016(0,0) gLLPQcdcefffafvmtgs m032(0,0) gLLPQcdcefffafvqpbk m036(0,0) gLLPQcdcefffafvqpbb SFS[D(3,1)(3,2)] gLLPQcdcefffafvqpbs m007(0,0) gLLPQcdcefffafvmacs m015(0,0) gLLPQcdcefffafvmufs m148(0,0) gLLPQcdcefffafvmpbk m036(0,0) gLLPQcdcefffafvmpbb SFS[D(3,1)(3,1)] gLLPQcdcefffafvmpbs m033(0,0) gLLPQcdcefffafvppbk toroidal gLLPQcdcefffafvppbb reducible gLLPQcdcefffafvppbs toroidal gLLPQcdcefffafvqicf SFS[D(4,1)(2,1)] gLLPQcdcefffafvqibf SFS[D(5,2)(2,1)] gLLPQcdcefffafvqdcf SFS[D(4,1)(2,1)] gLLPQcdcefffafvqdbf SFS[D(5,2)(2,1)] gLLPQcdcefffafvqxcf toroidal gLLPQcdcefffafvqxbf toroidal gLLPQcdcefffafvmicf m016(0,0) gLLPQcdcefffafvmibf m017(0,0) gLLPQcdcefffafvmxcf m006(0,0) gLLPQcdcefffafvmxbf m016(0,0) gLLPQcdcefffafvpicf m019(0,0) gLLPQcdcefffafvpibf m011(0,0) gLLPQcdcefffafvpdcf SFS[D(5,2)(2,1)] gLLPQcdcefffafvpdbf toroidal gLLPQcdcefffafvpxcf toroidal gLLPQcdcefffafvpxbf toroidal gLLPQcdcfeffawvxirj toroidal gLLPQcdcfeffawvxirv SFS[D(5,3)(3,1)] gLLPQcdcfeffawvuivv toroidal gLLPQcdcfeffawvmqgf toroidal gLLPQcdcfeffawvmqvf toroidal gLLPQcdcfeffawvtiss SFS[D(3,1)(2,1)] gLLPQcdcfeffawvauwb m137(0,0) gLLPQcdcfeffawvxqww SFS[D(3,1)(2,1)] gLLPQcdcfeffawvxiwf SFS[D(4,1)(2,1)] gLLPQcdcfeffawvxiww m003(0,0) gLLPQcdcfeffawvxiwn m017(0,0) gLLPQcdcfeffawvxukf SFS[D(4,1)(2,1)] gLLPQcdcfeffawvxuwf SFS[D(5,2)(2,1)] gLLPQcdcfeffawvxuww toroidal gLLPQcdcfeffawvxuwn m016(0,0) gLLPQcdcfeffawvxhkw toroidal gLLPQcdcfeffawvxhko SFS[D(5,2)(3,1)] gLLPQcdcfeffawvuhoo reducible gLLPQcdcfeffawvhdnc m038(0,0) gLLPQcdcfeffawvthgg SFS[D(3,1)(2,1)] gLLPQcdcfeffawvuhff SFS[D(2,1)(2,1)] gLLPQcdcfeffawvppff toroidal gLLPQcdcfeffawvppbf toroidal gLLPQcdcfeffawvppcf m125(0,0)(0,0) gLLPQcdcfeffawvxdcr m006(0,0) gLLPQcdcfeffawvxdcc SFS[D(3,1)(2,1)] gLLPQcdcfeffawvxdcs toroidal gLLPQcdcfeffawvxdbs SFS[D(5,2)(2,1)] gLLPQcdcfeffawvxhcr toroidal gLLPQcdcfeffawvxhcc SFS[D(3,1)(2,1)] gLLPQcdcfeffawvxhcs m011(0,0) gLLPQcdcfeffawvxpcr toroidal gLLPQcdcfeffawvxpcs toroidal gLLPQcdcfeffawvitjj SFS[D(3,1)(2,1)] gLLPQcdcfeffawvxtkj m016(0,0) gLLPQcdcfeffawvxtjj toroidal gLLPQcdcfeffawvxtgj SFS[D(5,2)(2,1)] gLLPQcdcfeffawvdtjj SFS[D(3,1)(2,1)] gLLPQcdcfeffawviajj toroidal gLLPQcdcfeffawvxakj m019(0,0) gLLPQcdcfeffawvxajj toroidal gLLPQcdcfeffawvxagj toroidal gLLPQcdcfeffawvdajj reducible gLLPQcdcfeffawviljr m017(0,0) gLLPQcdcfeffawviljj m003(0,0) gLLPQcdcfeffawviljv SFS[D(4,1)(2,1)] gLLPQcdcfeffawvxlkj SFS[D(4,1)(2,1)] gLLPQcdcfeffawvxljr SFS[D(5,2)(2,1)] gLLPQcdcfeffawvxljj toroidal gLLPQcdcfeffawvxljv SFS[D(4,1)(2,1)] gLLPQcdcfeffawvxlgj SFS[D(5,2)(2,1)] gLLPQcdcfeffawvdljr m011(0,0) gLLPQcdcfeffawvdljj SFS[D(3,1)(2,1)] gLLPQcdcfeffawvdljv toroidal gLLPQcdcfeffawvulor SFS[D(4,1)(3,1)] gLLPQcdcfeffawvulnr SFS[D(5,2)(3,1)] gLLPQcdcfeffawvmlnn SFS[D(3,1)(2,1)] gLLPQcdcfeffawvtlnf SFS[D(5,2)(2,1)] gLLPQcdcfeffawvtlnn toroidal gLLPQcdcfeffawvtlnw m016(0,0) gLLPQcdcfeffawvhlrf SFS[D(5,2)(2,1)] gLLPQcdcfeffawvhlnf toroidal gLLPQcdcfeffawvhlnn SFS[D(3,1)(2,1)] gLLPQcdcfeffawvhlnw m006(0,0) gLLPQcdcfeffawvtlgk SFS[D(4,3)(3,1)] gLLPQcdcfeffawvtljk SFS[D(5,3)(3,1)] gLLPQcdcfeffawvalbk m016(0,0) gLLPQcdcfeffawvalbb toroidal gLLPQcdcfeffawvalbs SFS[D(5,2)(2,1)] gLLPQcdcfeffawvalcs SFS[D(4,1)(2,1)] gLLPQcdcfeffawvulbk toroidal gLLPQcdcfeffawvulbb toroidal gLLPQcdcfeffawvulbs m019(0,0) gLLPQcdcfeffawvplbk toroidal gLLPQcdcfeffawvplbs toroidal gLLPQcdcfeffawvxtcf SFS[D(4,3)(3,1)] gLLPQcdcfeffawvxtbf SFS[D(5,3)(3,1)] gLLPQcdcfeffawvdaff SFS[D(2,1)(2,1)] gLLPQcdcfeffawvxacf SFS[D(4,1)(3,1)] gLLPQcdcfeffawvxabf SFS[D(5,2)(3,1)] gLLPQcdcfeffawvilcf toroidal gLLPQcdcfeffawvilbf SFS[D(5,3)(3,1)] gLLPQcdcfeffawvdlcf toroidal gLLPQcdcfeffawvdlbf SFS[D(5,2)(3,1)] gLLPQcdcfeffawvxlfw toroidal gLLPQcdcfeffawvxlfn toroidal gLLPQcdcfeffawvxlcw SFS[D(4,3)(3,1)] gLLPQcdcfeffawvxlcn SFS[D(4,1)(3,1)] gLLPQcdcfeffawvxlbw SFS[D(5,2)(3,1)] gLLPQcdcfeffawvxlbn SFS[D(5,3)(3,1)] gLLPQcdcfeffakviirr toroidal gLLPQcdcfeffakvdirr SFS[D(7,2)(2,1)] gLLPQcdcfeffakviurr SFS[D(7,2)(2,1)] gLLPQcdcfeffakvaqvv reducible gLLPQcdcfeffakvmqgf SFS[D(5,2)(3,1)] gLLPQcdcfeffakvmqvf SFS[D(4,1)(3,1)] gLLPQcdcfeffakvhiff SFS[D(2,1)(2,1)] gLLPQcdcfeffakvmuff SFS[D(2,1)(2,1)] gLLPQcdcfeffakvmuss reducible gLLPQcdcfeffakvaqkk SFS[D(2,1)(2,1)] gLLPQcdcfeffakvaikk SFS[D(7,2)(2,1)] gLLPQcdcfeffakvuikk SFS[D(2,1)(2,1)] gLLPQcdcfeffakvpikk SFS[D(5,1)(2,1)] gLLPQcdcfeffakvaukk SFS[D(5,1)(2,1)] gLLPQcdcfeffakvaukb m137(0,0) gLLPQcdcfeffakvauks m038(0,0) gLLPQcdcfeffakvdqkf m004(0,0) gLLPQcdcfeffakviikf SFS[D(3,1)(3,2)] gLLPQcdcfeffakviikw m149(0,0) gLLPQcdcfeffakviikn m160(0,0) gLLPQcdcfeffakviiwf m010(0,0) gLLPQcdcfeffakviiww toroidal gLLPQcdcfeffakviiwn m149(0,0) gLLPQcdcfeffakviiof m007(0,0) gLLPQcdcfeffakviiow m010(0,0) gLLPQcdcfeffakviion SFS[D(3,1)(3,2)] gLLPQcdcfeffakvxukf m004(0,0) gLLPQcdcfeffakvidkk SFS[D(2,1)(2,1)] gLLPQcdcfeffakvihkk SFS[D(7,2)(2,1)] gLLPQcdcfeffakvxhkk SFS[D(2,1)(2,1)] gLLPQcdcfeffakvdhkk SFS[D(5,1)(2,1)] gLLPQcdcfeffakvdhjk m038(0,0) gLLPQcdcfeffakvdhgk m137(0,0) gLLPQcdcfeffakvipkk SFS[D(5,1)(2,1)] gLLPQcdcfeffakvppnk m038(0,0) gLLPQcdcfeffakvmhjv m004(0,0) gLLPQcdcfeffakvtpgg SFS[A(2,1)] gLLPQcdcfeffakvppbg toroidal gLLPQcdcfeffakvxhcc reducible gLLPQcdcfeffakvdljj reducible gLLPQcdcfeffakvttof m015(0,0) gLLPQcdcfeffakvttgb m129(0,0)(0,0) gLLPQcdcfeffakvptbb SFS[A(2,1)] gLLPQcdcfeffakvalcs m004(0,0) gLLPQcdcfeffakviaff SFS[D(2,1)(2,1)] gLLPQcdcfeffakvdlff SFS[D(2,1)(2,1)] gLLPQcdcfeffakvxlcf SFS[D(4,1)(3,1)] gLLPQcdcfeffakvxlbf SFS[D(5,2)(3,1)] gLLPQcdcfeffaovuqgj m015(0,0) gLLPQcdcfeffaovpuvv SFS[A(2,1)] gLLPQcdcfeffaovmqgf SFS[D(4,3)(3,1)] gLLPQcdcfeffaovmqvf SFS[D(5,3)(3,1)] gLLPQcdcfeffaovhqss SFS[D(3,1)(2,1)] gLLPQcdcfeffaovauob m129(0,0)(0,0) gLLPQcdcfeffaovdiwf m009(0,0) gLLPQcdcfeffaovdiww SFS[D(3,1)(2,1)] gLLPQcdcfeffaovdiwn m032(0,0) gLLPQcdcfeffaovxukf m015(0,0) gLLPQcdcfeffaovdpjw toroidal gLLPQcdcfeffaovapoo SFS[A(2,1)] gLLPQcdcfeffaovppoo toroidal gLLPQcdcfeffaovupoo SFS[A(2,1)] gLLPQcdcfeffaovhpns toroidal gLLPQcdcfeffaovmdgg SFS[D(3,1)(2,1)] gLLPQcdcfeffaovhdgg toroidal gLLPQcdcfeffaovtdgf m032(0,0) gLLPQcdcfeffaovtdgg SFS[D(3,1)(2,1)] gLLPQcdcfeffaovtdgv m009(0,0) gLLPQcdcfeffaovpdbv toroidal gLLPQcdcfeffaovphbv toroidal gLLPQcdcfeffaovihfc m032(0,0) gLLPQcdcfeffaovihcc SFS[D(3,1)(2,1)] gLLPQcdcfeffaovihbc m009(0,0) gLLPQcdcfeffaovdhcc toroidal gLLPQcdcfeffaovxhcc SFS[D(3,1)(2,1)] gLLPQcdcfeffaovdljj SFS[D(3,1)(2,1)] gLLPQcdcfeffaovuaov m129(0,0)(0,0) gLLPQcdcfeffaovhtnf m009(0,0) gLLPQcdcfeffaovhtnn SFS[D(3,1)(2,1)] gLLPQcdcfeffaovhtnw m032(0,0) gLLPQcdcfeffaovmarf m015(0,0) gLLPQcdcfeffaovpabb SFS[A(2,1)] gLLPQcdcfeffaovalcs m015(0,0) gLLPQcdcfeffaovxlcf SFS[D(4,3)(3,1)] gLLPQcdcfeffaovxlbf SFS[D(5,3)(3,1)] gLLPQcdcfeffasvqqsj m149(0,0) gLLPQcdcfeffasvhqfj m148(0,0) gLLPQcdcfeffasvddjg toroidal gLLPQcdcfeffasvddgg reducible gLLPQcdcfeffasvddkg toroidal gLLPQcdcfeffasvdtnw m036(0,0) gLLPQcdcfeffasvdtnn SFS[D(3,1)(3,2)] gLLPQcdcfeffasvdtnf m007(0,0) gLLPQcdcfeffasvdqgf m006(0,0) gLLPQcdcfeffasvdqvf m016(0,0) gLLPQcdcfeffasveqgf m016(0,0) gLLPQcdcfeffasveqvf m017(0,0) gLLPQcdcfeffasvadrc SFS[D(5,2)(2,1)] gLLPQcdcfeffasvadrs toroidal gLLPQcdcfeffasvdigf toroidal gLLPQcdcfeffasvdivf toroidal gLLPQcdcfeffasveigf m019(0,0) gLLPQcdcfeffasveivf m011(0,0) gLLPQcdcfeffasvatjk SFS[D(4,1)(2,1)] gLLPQcdcfeffasvatgk SFS[D(5,2)(2,1)] gLLPQcdcfeffasvdugf toroidal gLLPQcdcfeffasvduvf toroidal gLLPQcdcfeffasveugf SFS[D(4,1)(2,1)] gLLPQcdcfeffasveuvf SFS[D(5,2)(2,1)] gLLPQcdcfeffasvaqrs SFS[D(3,1)(3,1)] gLLPQcdcfeffasvaqcs SFS[D(3,1)(3,2)] gLLPQcdcfeffasveqrs m036(0,0) gLLPQcdcfeffasveqss SFS[D(3,1)(3,2)] gLLPQcdcfeffasveqcs m007(0,0) gLLPQcdcfeffasvdqrs m033(0,0) gLLPQcdcfeffasvdqss SFS[D(3,1)(3,1)] gLLPQcdcfeffasvdqcs m036(0,0) gLLPQcdcfeffasvadjg m010(0,0) gLLPQcdcfeffasvadgg SFS[D(3,1)(3,2)] gLLPQcdcfeffasvadkg m007(0,0) gLLPQcdcfeffasvatnw m007(0,0) gLLPQcdcfeffasvatnn SFS[D(3,1)(3,1)] gLLPQcdcfeffasvatnf toroidal gLLPQcdcfeffasvlqws m032(0,0) gLLPQcdcfeffasvlqgj m015(0,0) gLLPQcdcfeffasvedjg m010(0,0) gLLPQcdcfeffasvedgg SFS[D(3,1)(3,1)] gLLPQcdcfeffasvedkg m033(0,0) gLLPQcdcfeffasvetnw SFS[D(3,1)(3,2)] gLLPQcdcfeffasvetnn reducible gLLPQcdcfeffasvetnf SFS[D(3,1)(3,1)] gLLPQcdcfeffasvahjf m009(0,0) gLLPQcdcfeffasvhhff toroidal gLLPQcdcfeffasvqajj toroidal gLLPQcdcfeffasvalrf SFS[D(4,1)(2,1)] gLLPQcdcfeffasvaajs m010(0,0) gLLPQcdcfeffasvaljb m009(0,0) gLLPQcdcfeffasvllbb SFS[A(3,1)] gLLPQcdcfeffasvlpff T2xI gLLPQcdcfeffacvqqsj m160(0,0) gLLPQcdcfeffacvaqss SFS[D(3,1)(3,1)] gLLPQcdcfeffacvldno m009(0,0) gLLPQcdcfeffacvldoo toroidal gLLPQcdcfeffacvldro m148(0,0) gLLPQcdcfeffacvahgg m004(0,0) gLLPQcdcfeffacvhhbg m038(0,0) gLLPQcdcfeffacvqajj SFS[D(3,1)(3,1)] gLLPQcdcfeffacvaagb m015(0,0) gLLPQcdcfeffacvaajs m007(0,0) gLLPQcdcfeffacvhabb m004(0,0) gLLPQcdcfeffarvqqsj SFS[D(3,1)(3,2)] gLLPQcdcfeffarvadrc SFS[D(4,1)(2,1)] gLLPQcdcfeffarvadoc m015(0,0) gLLPQcdcfeffarvadnc m004(0,0) gLLPQcdcfeffarvadrs SFS[D(5,2)(2,1)] gLLPQcdcfeffarvaqss SFS[D(3,1)(3,2)] gLLPQcdcfeffarvqdbs SFS[D(5,2)(2,1)] gLLPQcdcfeffarvqdbc SFS[D(4,1)(2,1)] gLLPQcdcfeffarvqdcc m004(0,0) gLLPQcdcfeffarvqdfc m015(0,0) gLLPQcdcfeffarvqajj SFS[D(3,1)(3,2)] gLLPQcdcfeffarvalrf SFS[D(5,2)(2,1)] gLLPQcdcfeffarvalnf SFS[D(4,1)(2,1)] gLLPQcdcfeffarvalnn m004(0,0) gLLPQcdcfeffarvalnw m015(0,0) gLLPQcdcfeffarvaajs SFS[D(3,1)(3,2)] gLLPQcdcfeffarvqlcf SFS[D(4,1)(2,1)] gLLPQcdcfeffarvqlcw m015(0,0) gLLPQcdcfeffarvqlcn m004(0,0) gLLPQcdcfeffarvqlbf SFS[D(5,2)(2,1)] gLLQPccddeffqjjshaf toroidal gLLQPccddeffhgbbeaf SFS[A(2,1)] gLLQPccddeffdgjjhaf SFS[D(3,1)(2,1)] gLLQPccddeffaknkuaf toroidal gLLQPccddefflknkuaf SFS[D(3,1)(2,1)] gLLQPccddeffpgnruaf SFS[D(3,1)(2,1)] gLLQPccddeffakbreaf SFS[D(3,1)(2,1)] gLLQPccddefflkbreaf SFS[D(3,1)(2,1)] gLLQPccddeffpfnruaf toroidal gLLQPccddeffakjfhaf SFS[D(3,1)(2,1)] gLLQPccddefflkjfhaf toroidal gLLQPccddeffpvnruaf m003(0,0) gLLQPcdcdeffqckvaac toroidal gLLQPcdcdefflgggmac SFS[A(3,1)] gLLQPcdcdeffpgjsmac reducible gLPMPbcddefflcvnhav SFS[D(3,1)(2,1)] gLLQPcdcdeffagrfmac SFS[D(3,1)(2,1)] gLLQPcdcdefftgrfmac SFS[D(3,1)(2,1)] gLLQPcdcdefflgrfmac toroidal gLLQPccddeffaknbuaf SFS[D(3,1)(2,1)] gLLQPccddeffpgnouaf toroidal gLLQPccddeffujnvuaf m003(0,0) gLLQPccddeffawnbuaf SFS[D(3,1)(2,1)] gLLQPccddeffunnvuaf SFS[D(3,1)(2,1)] gLLQPccddeffinnvuaf SFS[D(3,1)(2,1)] gLLQPccddeffqnnvuaf reducible gLLQPccddeffpfnouaf toroidal gLLQPccddeffpvnouaf toroidal gLPMPbcddeffdjonhav reducible gLLQPccddefflnnruaf SFS[D(3,1)(3,2)] gLLQPccddeffannruaf reducible gLLQPccddefftnnruaf SFS[D(3,1)(3,1)] gLLQPcdcdeffugkwmac SFS[D(3,1)(3,1)] gLLQPcdcdeffaggjmac reducible gLLQPcdcdeffpgjcmac SFS[D(3,1)(3,2)] gLLQPccddeffijbweaf SFS[D(3,1)(2,1)] gLLQPcdcdeffagrwmac reducible gLLQPcdcdeffdcbfaac SFS[A(2,1)] gLLQPccddeffinbweaf toroidal gLLQPccddeffaknsuaf SFS[D(3,1)(2,1)] gLLQPccddeffujnguaf toroidal gLLQPccddeffpgnnuaf SFS[D(3,1)(2,1)] gLLQPccddeffawnsuaf reducible gLLQPccddeffunnguaf reducible gLLQPccddeffpfnnuaf reducible gLLQPccddeffaobjeaf SFS[D(3,1)(2,1)] gLLQPccddeffpvbceaf toroidal gLLQPccddeffpvnnuaf SFS[D(3,1)(2,1)] gLLQPccddeffhvnnuaf reducible gLLQPccddeffdvnnuaf SFS[D(3,1)(2,1)] gLLQPccddeffdwbkeaf m004(0,0) gLLQPccddefftnnouaf SFS[D(3,1)(3,2)] gLLQPccddeffannouaf reducible gLLQPccddefflnnouaf SFS[D(3,1)(3,1)] gLLQPccddeffdwjshaf m004(0,0) gLLQPccddeffqfbjeaf m004(0,0) gLLQPccddeffdwnguaf SFS[D(3,1)(3,2)] gLLQPccddeffpwnguaf toroidal gLLQPccddeffhwnguaf SFS[D(3,1)(3,1)] gLLQPccddeffljnnuaf SFS[D(3,1)(3,1)] gLLQPccddeffajjkhaf reducible gLLQPccddefflnjjhaf SFS[D(3,1)(3,2)] gLLQPccddefflbnnuaf SFS[D(3,1)(3,2)] gLLQPccddeffabnnuaf reducible gLLQPccddefflnbbeaf SFS[D(3,1)(3,1)] gLLQPcdcdeffdcbbaac toroidal gLLQPccddeffljjjhaf reducible gLLQPccddeffawbreaf reducible gLLQPccddeffdfbbeaf SFS[A(2,1)] gLLQPccddeffhojshaf toroidal gLLQPccddeffljbbeaf SFS[D(3,1)(3,2)] gLLQPccddeffabjjhaf reducible gLLQPccddefflbjjhaf SFS[D(3,1)(3,1)] gLLQPccddeffpoboeaf SFS[A(3,1)] gLLQPccddefflbbbeaf reducible gLLQPccddefflojfhaf SFS[D(3,1)(2,1)] gLLQPccddeffaobreaf SFS[D(3,1)(2,1)] gLLQPccddeffpvbfeaf toroidal gLLQPccddefflwjfhaf SFS[D(3,1)(2,1)] gLLQPccddeffqjvshaf m010(0,0) gLLQPccddeffdgvjhaf m009(0,0) gLLQPccddefflkvfhaf SFS[D(5,2)(2,1)] gLLQPccddeffpvfruaf SFS[D(4,1)(2,1)] gLLQPcdcdeffafggmac SFS[A(3,1)] gLLQPcdcdeffafvfmac T2xI gLLQPccddeffpvwouaf SFS[D(5,2)(2,1)] gLLQPccddeffpvfouaf SFS[D(4,1)(2,1)] gLPMPbdcdeffankohav toroidal gLLQPccddeffpvsceaf toroidal gLLQPccddeffpvfnuaf toroidal gLLQPccddeffdwvshaf SFS[D(4,1)(2,1)] gLLQPccddefflnfnuaf SFS[D(3,1)(3,1)] gLLQPccddeffanfnuaf reducible gLLQPccddefflnwnuaf SFS[D(3,1)(3,2)] gLLQPccddeffljfnuaf toroidal gLLQPccddeffajfnuaf SFS[D(3,1)(3,1)] gLLQPccddefflnvjhaf m007(0,0) gLLQPccddefflbfnuaf m007(0,0) gLLQPccddeffabfnuaf SFS[D(3,1)(3,2)] gLLQPccddefflnsbeaf m036(0,0) gLLQPcdcdeffarvvaac toroidal gLLQPccddeffhovshaf m009(0,0) gLLQPccddeffljrjhaf SFS[D(3,1)(3,1)] gLLQPccddeffljvjhaf SFS[D(3,1)(3,2)] gLLQPccddefflbvjhaf m010(0,0) gLLQPccddeffabvjhaf SFS[D(3,1)(3,2)] gLLQPccddeffljkbeaf m007(0,0) gLLQPccddeffdwrshaf m015(0,0) gLLQPccddeffljwnuaf m007(0,0) gLLQPccddeffajrkhaf SFS[D(3,1)(3,2)] gLLQPccddefflnrjhaf m036(0,0) gLLQPccddefflbwnuaf m010(0,0) gLLQPccddeffabwnuaf SFS[D(3,1)(3,1)] gLLQPccddefflnkbeaf m033(0,0) gLLQPccddeffqjrshaf m149(0,0) gLLQPccddeffpvwruaf m017(0,0) gLLQPccddefflkrfhaf m016(0,0) gLLQPccddeffdgrjhaf m032(0,0) gLLQPccddeffhorshaf m148(0,0) gLLQPccddeffljsbeaf m036(0,0) gLLQPccddeffabrjhaf SFS[D(3,1)(3,1)] gLLQPccddefflbrjhaf m033(0,0) gLLQPccddefflbsbeaf toroidal gLLQPccddeffabkbeaf reducible gLLQPccddefflbkbeaf toroidal gLLQPccddefflwrfhaf m006(0,0) gLLQPccddeffpvsfeaf m016(0,0) gLLQPccddeffpvkceaf m019(0,0) gLLQPccddeffpvwnuaf m011(0,0) gLLQPccddeffpvkfeaf SFS[D(5,2)(2,1)] gLLQPccddefflwvfhaf toroidal gLLQPccddeffpvkbeaf toroidal gLLQPccddeffpvsbeaf toroidal gLLQPccddeffqjssxaf toroidal gLLQPccddeffqjwwpaf SFS[D(7,2)(2,1)] gLLQPccddeffhfvrlaf SFS[D(2,1)(2,1)] gLLQPccddeffqjwopaf SFS[D(5,1)(2,1)] gLLQPcdcdefflvgfxac T2xI gLLQPccddeffajsgxaf SFS[D(3,1)(2,1)] gLLQPccddeffabwbpaf reducible gLLQPcdcdeffhssopac SFS[D(2,1)(2,1)] gLLQPcdcdeffasgrpac SFS[D(3,1)(2,1)] gLLQPccddeffansjxaf SFS[D(3,1)(2,1)] gLLQPccddeffajsjxaf toroidal gLLQPcdcdeffascrpac reducible gLLQPccddeffabsjxaf SFS[D(3,1)(2,1)] gLLQPccddeffqjwkpaf SFS[D(2,1)(2,1)] gLLQPcdcdeffpvscxac SFS[D(2,1)(2,1)] gLLQPccddeffqjscxaf SFS[D(7,2)(2,1)] gLLQPcdcdeffhssnpac SFS[D(5,1)(2,1)] gLLQPccddeffanwbpaf SFS[D(3,1)(2,1)] gLLQPccddeffajskxaf SFS[D(3,1)(2,1)] gLLQPccddeffabvnlaf SFS[D(3,1)(2,1)] gLLQPcdcdefflvccxac toroidal gLLQPcdcdefflvvvxac toroidal gLLQPcdcdeffpvbbxac toroidal gLLQPccddeffajwcpaf reducible gLLQPccddeffqnwwpaf SFS[D(5,1)(2,1)] gLLQPccddeffpfvnlaf SFS[D(2,1)(2,1)] gLLQPccddeffabvrlaf SFS[D(3,1)(2,1)] gLLQPccddeffpovvlaf T2xI gLLQPccddeffhvvnlaf SFS[D(2,1)(2,1)] gLLQPcdcdeffpgjkxac toroidal gLLQPcdcdeffpfjkxac toroidal gLLQPccddefflnfbpaf m016(0,0) gLLQPccddeffanfbpaf toroidal gLLQPccddefftnfbpaf SFS[D(5,2)(2,1)] gLLQPccddeffdwfopaf SFS[D(4,1)(2,1)] gLPMPbcddefflcbctav toroidal gLPMPbcddefflcbbtav toroidal gLPMPbdcdeffmfbbtav SFS[D(4,3)(3,1)] gLPMPbdcdeffhcfctav SFS[D(4,1)(3,1)] gLPMPbdcdeffhcfbtav SFS[D(5,2)(3,1)] gLPMPbdcdeffmfbctav SFS[D(5,3)(3,1)] gLLQPccddefftkkfxaf toroidal gLLQPccddefflkkfxaf SFS[D(5,3)(3,1)] gLLQPcdcdeffprsopac toroidal gLLQPcdcdeffurcvpac SFS[D(5,2)(3,1)] gLLQPccddefflkbfxaf SFS[D(4,3)(3,1)] gLLQPccddefftkbfxaf SFS[D(5,3)(3,1)] gLLQPcdcdeffuccvpac SFS[D(4,1)(3,1)] gLLQPcdcdeffpcsopac SFS[D(5,2)(3,1)] gLLQPcdcdeffacvbpac SFS[D(2,1)(2,1)] gLPMPbcddeffdjvctav SFS[D(4,1)(2,1)] gLPMPbcddeffdjvbtav SFS[D(5,2)(2,1)] gLPMPbdcdeffanrgdab toroidal gLLQPcdcdeffurkkpac m011(0,0) gLLQPcdcdeffargrpac SFS[D(3,1)(2,1)] gLLQPcdcdeffprjfpac toroidal gLLQPccddefflnkjxaf m017(0,0) gLLQPccddeffankjxaf m003(0,0) gLLQPccddefftnkjxaf SFS[D(4,1)(2,1)] gLLQPccddefflnbjxaf m016(0,0) gLLQPccddeffanbjxaf toroidal gLLQPccddefftnbjxaf SFS[D(5,2)(2,1)] gLLQPccddeffabbjxaf SFS[D(3,1)(2,1)] gLLQPccddeffajbjxaf SFS[D(3,1)(2,1)] gLLQPcdcdeffuckkpac m019(0,0) gLLQPcdcdeffacgrpac toroidal gLLQPcdcdeffpcjfpac toroidal gLLQPcdcdeffaccrpac reducible gLLQPccddeffabkjxaf toroidal gLLQPccddeffdwnopaf SFS[D(5,2)(2,1)] gLLQPccddefftnnbpaf toroidal gLLQPccddeffannbpaf SFS[D(3,1)(2,1)] gLLQPccddefflnnbpaf m006(0,0) gLLQPccddeffanjnlaf SFS[D(3,1)(2,1)] gLLQPccddeffqnnwpaf m038(0,0) gLLQPcdcdeffafvvxac toroidal gLLQPcdcdefflgvvxac toroidal gLLQPcdcdefflfvvxac m125(0,0)(0,0) gLLQPccddeffqnfwpaf m137(0,0) gLLQPccddeffpvrolaf toroidal gLLQPccddeffpvjolaf toroidal gLLAQceeceffhhhnhxn SFS[D(14,3)(2,1)] gLLAQceeceffhhhnhxj SFS[D(13,3)(2,1)] gLLAQceeceffahhwhhj SFS[D(7,2)(2,1)] gLLAQceeceffahhshhj SFS[D(2,1)(2,1)] gLLAQceeceffhhhnhhw SFS[D(11,2)(2,1)] gLLAQceeceffhhhnhhj SFS[D(7,1)(2,1)] gLLAQceeceffhlanhxn toroidal gLLAQceeceffhlanhxj toroidal gLLAQceeceffaamwhhj SFS[D(7,4)(3,1)] gLLAQceeceffaamshhj SFS[D(3,1)(2,1)] gLLAQceeceffhamrhhj toroidal gLLAQceeceffhamnhhj toroidal gLLAQceeceffhainhxn toroidal gLLAQceeceffhainhxj SFS[D(13,4)(3,1)] gLLAQceeceffatawhhj SFS[D(7,3)(3,1)] gLLAQceeceffatashhj toroidal gLLAQceeceffhainhhw toroidal gLLAQceeceffhamnhxn toroidal gLLAQceeceffhamnhxj SFS[D(13,9)(3,1)] gLLAQceeceffalawhhj SFS[D(7,4)(3,1)] gLLAQceeceffalashhj toroidal gLLAQceeceffhamnhhw toroidal gLLAQceeceffhtanhxn toroidal gLLAQceeceffhtanhxj toroidal gLLAQceeceffaaiwhhj SFS[D(7,3)(3,1)] gLLAQceeceffaaishhj SFS[D(3,1)(2,1)] gLLAQceeceffhairhhj toroidal gLLAQceeceffhainhhj toroidal gLLAQceeceffhqanxxn toroidal gLLAQceeceffhqanxxj toroidal gLLAQceeceffaaxwqhj SFS[D(7,3)(2,1)] gLLAQceeceffaaxsqhj SFS[D(2,1)(2,1)] gLLAQceeceffhaxrqhj toroidal gLLAQceeceffhaxnqhj toroidal gLLAQceeceffhuunlxn SFS[D(14,11)(3,1)] gLLAQceeceffhuunlxj SFS[D(13,10)(3,1)] gLLAQceeceffauuwlhj SFS[D(7,5)(3,1)] gLLAQceeceffauuslhj SFS[D(3,1)(2,1)] gLLAQceeceffhuunlhw SFS[D(11,9)(3,1)] gLLAQceeceffhuunlhj SFS[D(7,6)(3,1)] gLLAQceeceffhaxnqxn toroidal gLLAQceeceffhaxnqxj SFS[D(13,4)(2,1)] gLLAQceeceffaqawxhj SFS[D(7,3)(2,1)] gLLAQceeceffaqasxhj toroidal gLLAQceeceffhaxnqhw toroidal gLLAQceeceffhppnixn SFS[D(14,3)(3,1)] gLLAQceeceffhppnixj SFS[D(13,3)(3,1)] gLLAQceeceffappwihj SFS[D(7,2)(3,1)] gLLAQceeceffappsihj SFS[D(3,1)(2,1)] gLLAQceeceffhppnihw SFS[D(11,2)(3,1)] gLLAQceeceffhppnihj SFS[D(7,1)(3,1)] gLLPQcecfffehhnhhar SFS[D(3,1)(2,1)] gLLPQcecfffehhnhhan reducible gLLPQcecfffeahshhan SFS[D(5,1)(2,1)] gLLPQcecfffeahwhhan SFS[D(7,2)(2,1)] gLLPQcecfffehqnhhaj SFS[D(7,3)(2,1)] gLLPQcecfffehhnauar toroidal gLLPQcecfffehhnapan toroidal gLLPQcecfffeahsapan toroidal gLLPQcecfffeahwapan SFS[D(7,4)(3,1)] gLLPQcecfffehqnauaj toroidal gLLPQcecfffehhneaar toroidal gLLPQcecfffehhndaan toroidal gLLPQcecfffeahsdaan SFS[D(5,4)(3,1)] gLLPQcecfffeahwdaan SFS[D(7,3)(3,1)] gLLPQcecfffehqneaaj toroidal gLLPQcecfffehqneaan toroidal gLLPQcecfffehhndaar toroidal gLLPQcecfffeahseaan SFS[D(5,1)(3,1)] gLLPQcecfffeahweaan SFS[D(7,4)(3,1)] gLLPQcecfffehqndaaj toroidal gLLPQcecfffehqndaan toroidal gLLPQcecfffehhnapar toroidal gLLPQcecfffeahsauan toroidal gLLPQcecfffeahwauan SFS[D(7,3)(3,1)] gLLPQcecfffehqnapaj toroidal gLLPQcecfffehhnqaqr toroidal gLLPQcecfffehhnqaqn toroidal gLLPQcecfffeahsqaqn toroidal gLLPQcecfffeahwqaqn SFS[D(7,3)(2,1)] gLLPQcecfffehqnqaqj toroidal gLLPQcecfffehqnhhan SFS[D(8,3)(2,1)] gLLPQcecfffehhnaatr SFS[D(3,1)(3,1)] gLLPQcecfffehhnaaln reducible gLLPQcecfffeahsaaln SFS[D(5,4)(3,1)] gLLPQcecfffeahwaaln SFS[D(7,5)(3,1)] gLLPQcecfffehqnaatj SFS[D(7,4)(3,1)] gLLPQcecfffehqnaatn SFS[D(8,3)(3,1)] gLLPQcecfffehhnaxxr toroidal gLLPQcecfffehhnaxxn toroidal gLLPQcecfffeahsaxxn SFS[D(5,1)(2,1)] gLLPQcecfffeahwaxxn SFS[D(7,3)(2,1)] gLLPQcecfffehqnaxxj toroidal gLLPQcecfffehqnaxxn toroidal gLLPQcecfffehhnaalr SFS[D(3,1)(3,2)] gLLPQcecfffeahsaatn SFS[D(5,1)(3,1)] gLLPQcecfffeahwaatn SFS[D(7,2)(3,1)] gLLPQcecfffehqnaalj SFS[D(7,3)(3,1)] gLLPQcecfffehqnaaln SFS[D(8,3)(3,1)] gLLAQceeceffqaxjqxj SFS[D(18,5)(2,1)] gLLAQceeceffaaxwqxj SFS[D(5,1)(2,1)] gLLAQceeceffaaxsqxj SFS[D(2,1)(2,1)] gLLAQceeceffhaxrqxj SFS[D(17,5)(2,1)] gLLAQceeceffquujlxj toroidal gLLAQceeceffquunlxj toroidal gLLAQceeceffauuwlxj toroidal gLLAQceeceffauuslxj SFS[D(3,1)(2,1)] gLLAQceeceffhuurlxj toroidal gLLAQceeceffqamnhxn toroidal gLLAQceeceffalawhxj SFS[D(5,4)(3,1)] gLLAQceeceffalashxj toroidal gLLAQceeceffhlarhxj toroidal gLLAQceeceffqainhxn toroidal gLLAQceeceffatawhxj SFS[D(5,1)(3,1)] gLLAQceeceffatashxj toroidal gLLAQceeceffhtarhxj toroidal gLLAQceeceffqppjixj toroidal gLLAQceeceffqppnixj toroidal gLLAQceeceffappwixj toroidal gLLAQceeceffappsixj SFS[D(3,1)(2,1)] gLLAQceeceffhpprixj toroidal gLLAQceeceffqhhjhxj toroidal gLLAQceeceffqhhnhxj toroidal gLLAQceeceffahhwhxj toroidal gLLAQceeceffahhshxj SFS[D(2,1)(2,1)] gLLAQceeceffhhhrhxj toroidal gLLAQceeceffqamjhxj SFS[D(18,13)(3,1)] gLLAQceeceffqamnhxj SFS[D(15,11)(3,1)] gLLAQceeceffaamwhxj SFS[D(5,4)(3,1)] gLLAQceeceffaamshxj SFS[D(3,1)(2,1)] gLLAQceeceffhamrhxj SFS[D(17,12)(3,1)] gLLAQceeceffqaxnqxn toroidal gLLAQceeceffqaxnqxj SFS[D(15,4)(2,1)] gLLAQceeceffaqawxxj SFS[D(5,1)(2,1)] gLLAQceeceffaqasxxj toroidal gLLAQceeceffhqarxxj toroidal gLLAQceeceffqaijhxj SFS[D(18,5)(3,1)] gLLAQceeceffqainhxj SFS[D(15,4)(3,1)] gLLAQceeceffaaiwhxj SFS[D(5,1)(3,1)] gLLAQceeceffaaishxj SFS[D(3,1)(2,1)] gLLAQceeceffhairhxj SFS[D(17,5)(3,1)] gLLAQceeceffahhwhar toroidal gLLAQceeceffahhshar SFS[D(3,1)(2,1)] gLLAQceeceffaamwhar reducible gLLAQceeceffaamshar SFS[D(3,1)(3,1)] gLLAQceeceffaaiwhak SFS[D(3,1)(3,2)] gLLAQceeceffaamwhak SFS[D(3,1)(3,1)] gLLAQceeceffaaiwhar reducible gLLAQceeceffaaishar SFS[D(3,1)(3,2)] gLLAQceeceffaaxwqar reducible gLLAQceeceffaaxsqar SFS[D(3,1)(2,1)] gLLAQceeceffauuwlar toroidal gLLAQceeceffauuslar SFS[D(3,1)(3,2)] gLLAQceeceffaaxwqak SFS[D(3,1)(2,1)] gLLAQceeceffappwiar toroidal gLLAQceeceffappsiar SFS[D(3,1)(3,1)] gLLPQcecfffeaasqaqs toroidal gLLPQcecfffeaasaals reducible gLLPQcecfffeaasdaaw SFS[D(3,1)(3,1)] gLLPQcecfffeaasdaas reducible gLLPQcecfffeaaseaaw SFS[D(3,1)(3,2)] gLLPQcecfffeaashhaw SFS[D(3,1)(2,1)] gLLPQcecfffeaashhas reducible gLLPQcecfffeaasaalw SFS[D(3,1)(3,1)] gLLPQcecfffeaasapas toroidal gLLPQcecfffeaasaxxw SFS[D(3,1)(2,1)] gLLPQcecfffeaasaxxs reducible gLLPQcecfffeaasaatw SFS[D(3,1)(3,2)] gLLAQceeceffauuslak SFS[D(3,1)(3,1)] gLLAQceeceffappsiak SFS[D(3,1)(3,2)] gLLAQceeceffahhshak SFS[D(3,1)(2,1)] gLLAQceeceffaamshak SFS[D(3,1)(3,2)] gLLAQceeceffaaxsqak SFS[D(3,1)(2,1)] gLLAQceeceffaaishak SFS[D(3,1)(3,1)] gLLAQceeceffhhhrhxn toroidal gLLAQceeceffahhwhhw toroidal gLLAQceeceffhhhrhhw toroidal gLLAQceeceffhlarhxn toroidal gLLAQceeceffaamwhhw SFS[D(8,3)(3,1)] gLLAQceeceffhamrhhw toroidal gLLAQceeceffhairhxn toroidal gLLAQceeceffatawhhw SFS[D(8,3)(3,1)] gLLAQceeceffatashhw toroidal gLLAQceeceffhamrhxn toroidal gLLAQceeceffalawhhw SFS[D(8,3)(3,1)] gLLAQceeceffalashhw toroidal gLLAQceeceffhtarhxn toroidal gLLAQceeceffaaiwhhw SFS[D(8,3)(3,1)] gLLAQceeceffhairhhw toroidal gLLAQceeceffhqarxxn toroidal gLLAQceeceffaaxwqhw SFS[D(8,3)(2,1)] gLLAQceeceffhaxrqhw toroidal gLLAQceeceffhuurlxn toroidal gLLAQceeceffauuwlhw toroidal gLLAQceeceffhuurlhw toroidal gLLAQceeceffhaxrqxn toroidal gLLAQceeceffaqawxhw SFS[D(8,3)(2,1)] gLLAQceeceffaqasxhw toroidal gLLAQceeceffhpprixn toroidal gLLAQceeceffappwihw toroidal gLLAQceeceffhpprihw toroidal gLLPQcecfffehhrhhar toroidal gLLPQcecfffeahshhar SFS[D(7,2)(2,1)] gLLPQcecfffeahwhhar toroidal gLLPQcecfffehhrapar toroidal gLLPQcecfffeahsapar toroidal gLLPQcecfffeahwapar SFS[D(8,3)(3,1)] gLLPQcecfffehhrdaar toroidal gLLPQcecfffeahsdaar SFS[D(7,5)(3,1)] gLLPQcecfffeahwdaar SFS[D(8,3)(3,1)] gLLPQcecfffehqreaaj toroidal gLLPQcecfffeahseaar SFS[D(7,2)(3,1)] gLLPQcecfffeahweaar SFS[D(8,3)(3,1)] gLLPQcecfffehqrdaaj toroidal gLLPQcecfffeahsauar toroidal gLLPQcecfffeahwauar SFS[D(8,3)(3,1)] gLLPQcecfffehhrqaqr toroidal gLLPQcecfffeahsqaqr toroidal gLLPQcecfffeahwqaqr SFS[D(8,3)(2,1)] gLLPQcecfffehqrhhaj toroidal gLLPQcecfffehhraalr toroidal gLLPQcecfffeahsaalr SFS[D(7,5)(3,1)] gLLPQcecfffeahwaalr toroidal gLLPQcecfffehqraatj toroidal gLLPQcecfffehhraxxr toroidal gLLPQcecfffeahsaxxr SFS[D(7,2)(2,1)] gLLPQcecfffeahwaxxr SFS[D(8,3)(2,1)] gLLPQcecfffehqraxxj toroidal gLLPQcecfffeahsaatr SFS[D(7,2)(3,1)] gLLPQcecfffeahwaatr toroidal gLLPQcecfffehqraalj toroidal gLLAQceeceffaaxwqxn SFS[D(7,2)(2,1)] gLLAQceeceffquujlxn toroidal gLLAQceeceffauuwlxn toroidal gLLAQceeceffalawhxn SFS[D(7,5)(3,1)] gLLAQceeceffalashxn toroidal gLLAQceeceffatawhxn SFS[D(7,2)(3,1)] gLLAQceeceffatashxn toroidal gLLAQceeceffqppjixn toroidal gLLAQceeceffappwixn toroidal gLLAQceeceffqhhjhxn toroidal gLLAQceeceffahhwhxn toroidal gLLAQceeceffqamjhxn toroidal gLLAQceeceffaamwhxn SFS[D(7,5)(3,1)] gLLAQceeceffqaxjqxn toroidal gLLAQceeceffaqawxxn SFS[D(7,2)(2,1)] gLLAQceeceffaqasxxn toroidal gLLAQceeceffqaijhxn toroidal gLLAQceeceffaaiwhxn SFS[D(7,2)(3,1)] gLLAQceeceffadevtpc T2xI gLLAQceeceffdimodxb reducible gLLAQceeceffdimodxn reducible gLLAQceeceffdimodxj reducible gLLAQceeceffatlvepc reducible gLLAQceeceffatlwepc reducible gLLAQceeceffatlsepc reducible gLLAQceeceffdimodhc reducible gLLAQceeceffdimodhw reducible gLLAQceeceffdimodhj reducible gLLAQceeceffdimoxlf reducible gLLAQceeceffdimoxdc reducible gLLAQceeceffdimoxeb reducible gLLAQceeceffdimoxtf reducible gLLAQceeceffaimvipc reducible gLLAQceeceffdimoimb reducible gLLAQceeceffatmvtpc SFS[D(2,1)(2,1)] gLLPQcecfffeiibaimb reducible gLLPQcecfffeaivaimb T2xI gLLPQcecfffedioaimb T2xI gLLPQcecfffeiibdden SFS[D(3,1)(2,1)] gLLPQcecfffeiibddej SFS[D(3,1)(2,1)] gLLPQcecfffeipbdder SFS[D(2,1)(2,1)] gLLPQcecfffeipbeder SFS[D(2,1)(2,1)] gLLPQcecfffeiibhmtb reducible gLLPQcecfffeaivhmtb reducible gLLPQcecfffediohmtb reducible gLLPQcecfffeiibadej reducible gLLPQcecfffehioadeb reducible gLLPQcecfffehiradeb reducible gLLPQcecfffehinadeb reducible gLLPQcecfffeilbadev reducible gLLPQcecfffeilbades reducible gLLPQcecfffeilbadew reducible gLLPQcecfffeaisadeb reducible gLLPQcecfffeipbadeo reducible gLLPQcecfffeipbader reducible gLLPQcecfffeipbaden reducible gLLPQcecfffedinadeb reducible gLLPQcecfffeiibhhab reducible gLLPQcecfffeiibaplb reducible gLLPQcecfffeiibaalb reducible gLLPQcecfffeiibaptb reducible gLLPQcecfffeaivautb SFS[D(2,1)(2,1)] gLLPQcecfffedioautb SFS[D(2,1)(2,1)] gLLAQceeceffhhhohxn SFS[D(5,2)(2,1)] gLLAQceeceffhhhohxj SFS[D(4,1)(2,1)] gLLAQceeceffahhvhhc SFS[D(2,1)(2,1)] gLLAQceeceffhhhohhw SFS[D(5,2)(2,1)] gLLAQceeceffhhhnhhc SFS[D(4,1)(2,1)] gLLAQceeceffaqmvdhc SFS[D(3,1)(2,1)] gLLAQceeceffatxvqhc SFS[D(3,1)(2,1)] gLLAQceeceffhdeomeb T2xI gLLAQceeceffhdeomtf T2xI gLLAQceeceffhlaohxn reducible gLLAQceeceffhlaohxj reducible gLLAQceeceffaamvhhc reducible gLLAQceeceffhamrhhc reducible gLLAQceeceffhamnhhc reducible gLLAQceeceffhaiohxn SFS[D(5,2)(3,1)] gLLAQceeceffhaiohxj SFS[D(4,1)(3,1)] gLLAQceeceffatavhhc SFS[D(3,1)(2,1)] gLLAQceeceffhaiohhw SFS[D(5,3)(3,1)] gLLAQceeceffhaiohhj SFS[D(4,3)(3,1)] gLLAQceeceffhamohxn SFS[D(5,3)(3,1)] gLLAQceeceffhamohxj SFS[D(4,3)(3,1)] gLLAQceeceffalavhhc SFS[D(3,1)(2,1)] gLLAQceeceffhamohhw SFS[D(5,2)(3,1)] gLLAQceeceffhamohhj SFS[D(4,1)(3,1)] gLLAQceeceffhtaohxn reducible gLLAQceeceffhtaohxj reducible gLLAQceeceffaaivhhc reducible gLLAQceeceffhairhhc reducible gLLAQceeceffhainhhc reducible gLLAQceeceffaumvdhc SFS[D(3,1)(2,1)] gLLAQceeceffhqaoxxn reducible gLLAQceeceffhqaoxxj reducible gLLAQceeceffaaxvqhc reducible gLLAQceeceffhaxrqhc reducible gLLAQceeceffhaxnqhc reducible gLLAQceeceffapevthc SFS[D(3,1)(2,1)] gLLAQceeceffhuuolxn SFS[D(5,2)(3,1)] gLLAQceeceffhuuolxj SFS[D(4,1)(3,1)] gLLAQceeceffauuvlhc SFS[D(3,1)(2,1)] gLLAQceeceffhuuolhw SFS[D(5,3)(3,1)] gLLAQceeceffhuunlhc SFS[D(4,3)(3,1)] gLLAQceeceffaiavdhc SFS[D(2,1)(2,1)] gLLAQceeceffaimvdhc toroidal gLLAQceeceffhtloemb reducible gLLAQceeceffalxvqhc SFS[D(3,1)(2,1)] gLLAQceeceffahevthc SFS[D(3,1)(2,1)] gLLAQceeceffaiivdhc SFS[D(2,1)(2,1)] gLLAQceeceffhaxoqxn SFS[D(5,2)(2,1)] gLLAQceeceffhaxoqxj SFS[D(4,1)(2,1)] gLLAQceeceffaqavxhc SFS[D(2,1)(2,1)] gLLAQceeceffhaxoqhw SFS[D(5,2)(2,1)] gLLAQceeceffhaxoqhj SFS[D(4,1)(2,1)] gLLAQceeceffhppoixn SFS[D(5,3)(3,1)] gLLAQceeceffhppoixj SFS[D(4,3)(3,1)] gLLAQceeceffappvihc SFS[D(3,1)(2,1)] gLLAQceeceffhppoihw SFS[D(5,2)(3,1)] gLLAQceeceffhppnihc SFS[D(4,1)(3,1)] gLLPQcecfffeahvmuuo SFS[D(2,1)(2,1)] gLLPQcecfffehhohhao reducible gLLPQcecfffehhohhar SFS[D(3,1)(2,1)] gLLPQcecfffehhnhhao SFS[D(3,1)(2,1)] gLLPQcecfffeahshhao SFS[D(2,1)(2,1)] gLLPQcecfffehqohhaj SFS[D(2,1)(2,1)] gLLPQcecfffeahveimo SFS[D(3,1)(2,1)] gLLPQcecfffeahvdimo SFS[D(3,1)(2,1)] gLLPQcecfffehpoaimo T2xI gLLPQcecfffehtoaimv reducible gLLPQcecfffeahvmmxo reducible gLLPQcecfffehhoapao reducible gLLPQcecfffehhoauar reducible gLLPQcecfffehhnapao reducible gLLPQcecfffeahsapao reducible gLLPQcecfffehqoauaj reducible gLLPQcecfffeahvmtmo SFS[D(3,1)(2,1)] gLLPQcecfffehhodaao reducible gLLPQcecfffehhoeaar SFS[D(3,1)(3,2)] gLLPQcecfffehhndaao SFS[D(3,1)(3,1)] gLLPQcecfffeahsdaao SFS[D(3,1)(2,1)] gLLPQcecfffehqoeaaj SFS[D(3,1)(2,1)] gLLPQcecfffeahvmhmo SFS[D(3,1)(2,1)] gLLPQcecfffehhodaar SFS[D(3,1)(3,1)] gLLPQcecfffehhneaao SFS[D(3,1)(3,2)] gLLPQcecfffeahseaao SFS[D(3,1)(2,1)] gLLPQcecfffehqodaaj SFS[D(3,1)(2,1)] gLLPQcecfffeahvmmeo reducible gLLPQcecfffehhoapar reducible gLLPQcecfffehhnauao reducible gLLPQcecfffeahsauao reducible gLLPQcecfffehqoapaj reducible gLLPQcecfffeahvedmo SFS[D(3,1)(2,1)] gLLPQcecfffehhoqaqo reducible gLLPQcecfffehhoqaqr reducible gLLPQcecfffehhnqaqo reducible gLLPQcecfffeahsqaqo reducible gLLPQcecfffehqoqaqj reducible gLLPQcecfffeahvddmo reducible gLLPQcecfffeahvadmo SFS[D(3,1)(2,1)] gLLPQcecfffeahvpmmo SFS[D(3,1)(2,1)] gLLPQcecfffehhoaalo reducible gLLPQcecfffehhoaatr SFS[D(3,1)(3,2)] gLLPQcecfffehhnaalo SFS[D(3,1)(3,1)] gLLPQcecfffeahsaalo SFS[D(3,1)(2,1)] gLLPQcecfffehqoaatj SFS[D(3,1)(2,1)] gLLPQcecfffeahvexeo SFS[D(2,1)(2,1)] gLLPQcecfffeahvexmo toroidal gLLPQcecfffeahvdxmo SFS[D(3,1)(2,1)] gLLPQcecfffeahvaxmo SFS[D(3,1)(2,1)] gLLPQcecfffeahvexxo SFS[D(2,1)(2,1)] gLLPQcecfffeahvlmlo SFS[D(2,1)(2,1)] gLLPQcecfffehhoaxxo reducible gLLPQcecfffehhoaxxr SFS[D(3,1)(2,1)] gLLPQcecfffehhnaxxo SFS[D(3,1)(2,1)] gLLPQcecfffeahsaxxo SFS[D(2,1)(2,1)] gLLPQcecfffehqoaxxj SFS[D(2,1)(2,1)] gLLPQcecfffeahvqmmo SFS[D(3,1)(2,1)] gLLPQcecfffehhoaalr SFS[D(3,1)(3,1)] gLLPQcecfffehhnaato SFS[D(3,1)(3,2)] gLLPQcecfffeahsaato SFS[D(3,1)(2,1)] gLLPQcecfffehqoaalj SFS[D(3,1)(2,1)] gLLAQceeceffqaxjqxb SFS[D(3,1)(2,1)] gLLAQceeceffqaxnqxb SFS[D(3,1)(2,1)] gLLAQceeceffaaxwqxb SFS[D(2,1)(2,1)] gLLAQceeceffhaxrqxb SFS[D(2,1)(2,1)] gLLAQceeceffahhvmxb SFS[D(2,1)(2,1)] gLLAQceeceffatxvqxb SFS[D(3,1)(2,1)] gLLAQceeceffaqmvdxb SFS[D(3,1)(2,1)] gLLAQceeceffqdebmeb T2xI gLLAQceeceffldevtxb reducible gLLAQceeceffquublxb reducible gLLAQceeceffquublxn reducible gLLAQceeceffquublxj reducible gLLAQceeceffauuwlxb reducible gLLAQceeceffhuurlxb reducible gLLAQceeceffatavmxb reducible gLLAQceeceffqambhxn SFS[D(3,1)(3,1)] gLLAQceeceffqambhxj SFS[D(3,1)(3,2)] gLLAQceeceffalawhxb SFS[D(3,1)(2,1)] gLLAQceeceffhlarhxb SFS[D(3,1)(2,1)] gLLAQceeceffaamvmxb SFS[D(3,1)(2,1)] gLLAQceeceffqaibhxn SFS[D(3,1)(3,2)] gLLAQceeceffqaibhxj SFS[D(3,1)(3,1)] gLLAQceeceffatawhxb SFS[D(3,1)(2,1)] gLLAQceeceffhtarhxb SFS[D(3,1)(2,1)] gLLAQceeceffaaivmxb SFS[D(3,1)(2,1)] gLLAQceeceffqppbixb reducible gLLAQceeceffqppbixn reducible gLLAQceeceffqppbixj reducible gLLAQceeceffappwixb reducible gLLAQceeceffhpprixb reducible gLLAQceeceffalavmxb reducible gLLAQceeceffatpvqxb SFS[D(3,1)(2,1)] gLLAQceeceffaqavdxb reducible gLLAQceeceffqhhbhxb reducible gLLAQceeceffqhhbhxn reducible gLLAQceeceffqhhbhxj reducible gLLAQceeceffahhwhxb reducible gLLAQceeceffhhhrhxb reducible gLLAQceeceffaduvtxb SFS[D(3,1)(2,1)] gLLAQceeceffqambhxb reducible gLLAQceeceffqamjhxb SFS[D(3,1)(3,1)] gLLAQceeceffqamnhxb SFS[D(3,1)(3,2)] gLLAQceeceffaamwhxb SFS[D(3,1)(2,1)] gLLAQceeceffhamrhxb SFS[D(3,1)(2,1)] gLLAQceeceffappvxxb SFS[D(3,1)(2,1)] gLLAQceeceffaalvqxb SFS[D(2,1)(2,1)] gLLAQceeceffatlvqxb toroidal gLLAQceeceffaqivdxb SFS[D(3,1)(2,1)] gLLAQceeceffadhvtxb SFS[D(3,1)(2,1)] gLLAQceeceffallvqxb SFS[D(2,1)(2,1)] gLLAQceeceffqaxbqxb reducible gLLAQceeceffqaxbqxn SFS[D(3,1)(2,1)] gLLAQceeceffqaxbqxj SFS[D(3,1)(2,1)] gLLAQceeceffaqawxxb SFS[D(2,1)(2,1)] gLLAQceeceffhqarxxb SFS[D(2,1)(2,1)] gLLAQceeceffaaxvlxb SFS[D(2,1)(2,1)] gLLAQceeceffqaibhxb reducible gLLAQceeceffqaijhxb SFS[D(3,1)(3,2)] gLLAQceeceffqainhxb SFS[D(3,1)(3,1)] gLLAQceeceffaaiwhxb SFS[D(3,1)(2,1)] gLLAQceeceffhairhxb SFS[D(3,1)(2,1)] gLLAQceeceffauuvexb SFS[D(3,1)(2,1)] gLLAQceeceffpdeotxb T2xI gLLAQceeceffpdeotxn SFS[A(5,2)] gLLAQceeceffpdeotxj SFS[A(4,1)] gLLAQceeceffadevmdc SFS[A(2,1)] gLLAQceeceffadewmdc T2xI gLLAQceeceffadesmdc T2xI gLLAQceeceffhdeomdc T2xI gLLAQceeceffhdermdc SFS[A(5,2)] gLLAQceeceffhdenmdc SFS[A(4,1)] gLLAQceeceffadevtdc T2xI gLLAQceeceffadevhdc T2xI gLLAQceeceffaimvxdc SFS[A(2,1)] gLLAQceeceffiimbxdc reducible gLLAQceeceffaiivxdc T2xI gLLAQceeceffaqhvedc SFS[D(2,1)(2,1)] gLLAQceeceffaiavxdc T2xI gLLAQceeceffahxvidc SFS[D(2,1)(2,1)] gLLPQcecfffealvmaiv T2xI gLLPQcecfffealvimav SFS[A(2,1)] gLLPQcecfffehloaimv reducible gLLPQcecfffehlraimv SFS[A(3,1)] gLLPQcecfffehlnaimv SFS[A(3,1)] gLLPQcecfffealvaimv T2xI gLLPQcecfffealsaimv SFS[A(2,1)] gLLPQcecfffealwaimv T2xI gLLPQcecfffehuoaimb T2xI gLLPQcecfffehuraimb SFS[A(2,1)] gLLPQcecfffehunaimb T2xI gLLPQcecfffealvltav SFS[A(2,1)] gLLPQcecfffellvapav reducible gLLPQcecfffeltvauav reducible gLLPQcecfffellvdaav reducible gLLPQcecfffeltveaav reducible gLLPQcecfffeltvdaav reducible gLLPQcecfffeltvapav reducible gLLPQcecfffellvqaqv reducible gLLPQcecfffeltvqaqv reducible gLLPQcecfffealvlttv T2xI gLLPQcecfffealvhxqv SFS[D(2,1)(2,1)] gLLPQcecfffealvltlv T2xI gLLPQcecfffellvaxxv reducible gLLPQcecfffeltvaxxv reducible gLLPQcecfffealvqhxv SFS[D(2,1)(2,1)] gLLAQceeceffadevtlf T2xI gLLAQceeceffqdebmlf reducible gLLAQceeceffqdejmlf SFS[A(3,1)] gLLAQceeceffqdenmlf SFS[A(3,1)] gLLAQceeceffadevmlf T2xI gLLAQceeceffadewmlf SFS[A(2,1)] gLLAQceeceffadesmlf T2xI gLLAQceeceffhdeomlf T2xI gLLAQceeceffhdermlf SFS[A(2,1)] gLLAQceeceffhdenmlf T2xI gLLAQceeceffadevhlf SFS[A(2,1)] gLLAQceeceffatlvllf SFS[A(2,1)] gLLAQceecefftaivtlf reducible gLLAQceecefflaivtlf reducible gLLAQceecefflppvdlf reducible gLLAQceeceffluuvqlf reducible gLLAQceecefftamvtlf reducible gLLAQceecefflamvtlf reducible gLLAQceecefftaxvelf reducible gLLAQceecefflaxvelf reducible gLLAQceeceffallvllf T2xI gLLAQceeceffahxvilf SFS[D(2,1)(2,1)] gLLAQceeceffaalvllf T2xI gLLAQceecefflhhvtlf reducible gLLAQceeceffaqhvelf SFS[D(2,1)(2,1)] gLLAQceeceffadevtmb T2xI gLLAQceeceffapuvhmb reducible gLLAQceeceffiimbdxn SFS[D(2,1)(2,1)] gLLAQceeceffatlsemb SFS[D(2,1)(2,1)] gLLAQceeceffhtlremb SFS[D(3,1)(2,1)] gLLAQceeceffhtlnemb SFS[D(3,1)(2,1)] gLLAQceeceffiimbxeb reducible gLLAQceeceffalivtmb SFS[D(2,1)(2,1)] gLLAQceeceffapuvmmb reducible gLLPQcecfffeadvaimo T2xI gLLPQcecfffedloddes SFS[D(2,1)(2,1)] gLLPQcecfffedloedes SFS[D(2,1)(2,1)] gLLPQcecfffeddnedeo SFS[D(3,1)(2,1)] gLLPQcecfffeddnddeo SFS[D(3,1)(2,1)] gLLPQcecfffedhoader SFS[D(5,2)(2,1)] gLLPQcecfffedhoaden SFS[D(4,1)(2,1)] gLLPQcecfffedloades toroidal gLLPQcecfffedloadew SFS[D(5,2)(2,1)] gLLPQcecfffedpoader SFS[D(4,1)(2,1)] gLLPQcecfffedpoaden SFS[D(5,2)(2,1)] gLLPQcecfffeddnadeo toroidal gLLPQcecfffeadvaplo SFS[D(2,1)(2,1)] gLLPQcecfffeadvihlo reducible gLLAQceeceffqdejmeb SFS[A(5,2)] gLLAQceeceffqdenmeb SFS[A(4,1)] gLLAQceeceffadevmeb SFS[A(2,1)] gLLAQceeceffadewmeb T2xI gLLAQceeceffadesmeb T2xI gLLAQceeceffhdermeb SFS[A(5,2)] gLLAQceeceffhdenmeb SFS[A(4,1)] gLLAQceeceffadevteb T2xI gLLAQceeceffadevheb T2xI gLLAQceeceffaimvxeb SFS[A(2,1)] gLLAQceeceffaiivxeb T2xI gLLAQceeceffaqhveeb SFS[D(2,1)(2,1)] gLLAQceeceffaiavxeb T2xI gLLAQceeceffahxvieb SFS[D(2,1)(2,1)] gLLPQcecfffeapvimao T2xI gLLPQcecfffeapvmaio SFS[A(2,1)] gLLPQcecfffehtraimv SFS[A(3,1)] gLLPQcecfffehtnaimv SFS[A(3,1)] gLLPQcecfffeapvaimo T2xI gLLPQcecfffeapwaimo SFS[A(2,1)] gLLPQcecfffeapsaimo T2xI gLLPQcecfffehpraimo SFS[A(2,1)] gLLPQcecfffehpnaimo T2xI gLLPQcecfffeapvpauo SFS[A(2,1)] gLLPQcecfffeppoaalo reducible gLLPQcecfffeppodaao reducible gLLPQcecfffeppohhao reducible gLLPQcecfffeapvpuuo T2xI gLLPQcecfffeapvqhxo SFS[D(2,1)(2,1)] gLLPQcecfffeapvppuo T2xI gLLPQcecfffeppoaxxo reducible gLLPQcecfffeapvhxqo SFS[D(2,1)(2,1)] gLLAQceeceffadevttf T2xI gLLAQceeceffldevtxn SFS[A(3,1)] gLLAQceeceffldevtxj SFS[A(3,1)] gLLAQceeceffadevmtf T2xI gLLAQceeceffadewmtf SFS[A(2,1)] gLLAQceeceffadesmtf T2xI gLLAQceeceffhdermtf SFS[A(2,1)] gLLAQceeceffhdenmtf T2xI gLLAQceeceffadevhtf SFS[A(2,1)] gLLAQceeceffatlvltf SFS[A(2,1)] gLLAQceecefflaivttf reducible gLLAQceecefflamvttf reducible gLLAQceecefflaxvetf reducible gLLAQceeceffallvltf T2xI gLLAQceeceffahxvitf SFS[D(2,1)(2,1)] gLLAQceeceffaalvltf T2xI gLLAQceeceffaqhvetf SFS[D(2,1)(2,1)] gLLAQceeceffahhvtxn toroidal gLLAQceeceffahhvtxj toroidal gLLAQceeceffaaxweaf SFS[D(3,1)(2,1)] gLLAQceeceffaaxseaf SFS[D(3,1)(2,1)] gLLAQceeceffahhvthw toroidal gLLAQceeceffahhvthj toroidal gLLAQceeceffahhvmxn SFS[D(7,2)(2,1)] gLLAQceeceffahhvmxj SFS[D(5,1)(2,1)] gLLAQceeceffahhvmar reducible gLLAQceeceffahhvmak SFS[D(3,1)(2,1)] gLLAQceeceffahhvmhw SFS[D(8,3)(2,1)] gLLAQceeceffahhvmhj SFS[D(7,3)(2,1)] gLLAQceeceffahhvhxn SFS[D(8,3)(2,1)] gLLAQceeceffahhvhxj SFS[D(7,3)(2,1)] gLLAQceeceffahhvhaf SFS[D(3,1)(2,1)] gLLAQceeceffahhvhar SFS[D(3,1)(2,1)] gLLAQceeceffahhshaf reducible gLLAQceeceffahhvhhw SFS[D(7,2)(2,1)] gLLAQceeceffahhvhhj SFS[D(5,1)(2,1)] gLLAQceeceffahuvtxn m016(0,0) gLLAQceeceffahuvtxj m006(0,0) gLLAQceeceffahuvtar m003(0,0) gLLAQceeceffahuvtak toroidal gLLAQceeceffahuvthw m019(0,0) gLLAQceeceffahuvthj m011(0,0) gLLAQceeceffahuvhaf m003(0,0) gLLAQceeceffahevtxn toroidal gLLAQceeceffahevtxj toroidal gLLAQceeceffahevtar toroidal gLLAQceeceffahevtak SFS[D(3,1)(2,1)] gLLAQceeceffahevthw toroidal gLLAQceeceffahevthj SFS[D(3,1)(2,1)] gLLAQceeceffaduvtaf SFS[D(3,1)(2,1)] gLLAQceeceffahevhaf toroidal gLLAQceeceffadhvtxn toroidal gLLAQceeceffadhvtxj SFS[D(3,1)(2,1)] gLLAQceeceffadhvtar SFS[D(3,1)(2,1)] gLLAQceeceffadhvtak toroidal gLLAQceeceffadhvthw toroidal gLLAQceeceffadhvthj toroidal gLLAQceeceffadhvhaf SFS[D(3,1)(2,1)] gLLAQceeceffaduvtxn toroidal gLLAQceeceffaduvtxj SFS[D(3,1)(2,1)] gLLAQceeceffaduvtar SFS[D(3,1)(2,1)] gLLAQceeceffaduvtak toroidal gLLAQceeceffaduvthw toroidal gLLAQceeceffaduvthj toroidal gLLAQceeceffaduvhaf SFS[D(3,1)(2,1)] gLLAQceeceffaphvtxn m019(0,0) gLLAQceeceffaphvtxj m011(0,0) gLLAQceeceffaphvtar toroidal gLLAQceeceffaphvtak m003(0,0) gLLAQceeceffaphvthw m016(0,0) gLLAQceeceffaphvthj m006(0,0) gLLAQceeceffaphvhaf toroidal gLLAQceeceffapuvtxn SFS[D(5,2)(2,1)] gLLAQceeceffapuvtxj toroidal gLLAQceeceffapuvtlr SFS[D(4,1)(2,1)] gLLAQceeceffapuvtlk SFS[D(5,2)(2,1)] gLLAQceeceffapuvtdj SFS[D(5,2)(2,1)] gLLAQceeceffapuvtdw SFS[D(4,1)(2,1)] gLLAQceeceffapuvten SFS[D(4,1)(2,1)] gLLAQceeceffapuvtej SFS[D(5,2)(2,1)] gLLAQceeceffaimwxaf toroidal gLLAQceeceffaimsxaf toroidal gLLAQceeceffapuvthw SFS[D(5,2)(2,1)] gLLAQceeceffapuvthj toroidal gLLAQceeceffapuvttk SFS[D(4,1)(2,1)] gLLAQceeceffapuvttr SFS[D(5,2)(2,1)] gLLAQceeceffapuvhaf toroidal gLLAQceeceffapevtxn toroidal gLLAQceeceffapevtxj toroidal gLLAQceeceffapevtar toroidal gLLAQceeceffapevtak SFS[D(3,1)(2,1)] gLLAQceeceffapevthw toroidal gLLAQceeceffapevthj SFS[D(3,1)(2,1)] gLLAQceeceffadhvtaf SFS[D(3,1)(2,1)] gLLAQceeceffapevhaf toroidal gLLAQceeceffalavtxj SFS[D(3,1)(2,1)] gLLAQceeceffalavtar SFS[D(3,1)(3,1)] gLLAQceeceffalastaf SFS[D(3,1)(3,2)] gLLAQceeceffalavthj SFS[D(3,1)(2,1)] gLLAQceeceffalavhxn SFS[D(8,3)(3,1)] gLLAQceeceffalavhxj SFS[D(7,3)(3,1)] gLLAQceeceffaamvhaf SFS[D(3,1)(3,1)] gLLAQceeceffaamwhaf SFS[D(3,1)(3,2)] gLLAQceeceffaamshaf reducible gLLAQceeceffalavhhw SFS[D(7,2)(3,1)] gLLAQceeceffalavhhj SFS[D(5,1)(3,1)] gLLAQceeceffalavmxn toroidal gLLAQceeceffalavmxj toroidal gLLAQceeceffalavmar toroidal gLLAQceeceffalavmak SFS[D(3,1)(3,1)] gLLAQceeceffalavmhw toroidal gLLAQceeceffalavmhj SFS[D(7,2)(3,1)] gLLAQceeceffaaivtxj SFS[D(3,1)(2,1)] gLLAQceeceffaaivtar SFS[D(3,1)(3,2)] gLLAQceeceffaaivtak SFS[D(3,1)(3,1)] gLLAQceeceffaaivthj SFS[D(3,1)(2,1)] gLLAQceeceffaaivhxn toroidal gLLAQceeceffaaivhxj SFS[D(7,2)(3,1)] gLLAQceeceffaaivhar SFS[D(3,1)(3,1)] gLLAQceeceffaaivhak toroidal gLLAQceeceffaaivhhw toroidal gLLAQceeceffaaivhhj toroidal gLLAQceeceffaaivmxn SFS[D(7,2)(3,1)] gLLAQceeceffaaivmxj SFS[D(5,1)(3,1)] gLLAQceeceffaaivmaf SFS[D(3,1)(3,1)] gLLAQceeceffaaivmar reducible gLLAQceeceffaaismaf SFS[D(3,1)(3,2)] gLLAQceeceffaaivmhw SFS[D(8,3)(3,1)] gLLAQceeceffaaivmhj SFS[D(7,3)(3,1)] gLLAQceeceffaamvtxj SFS[D(3,1)(2,1)] gLLAQceeceffaamvtar SFS[D(3,1)(3,1)] gLLAQceeceffaamvtak SFS[D(3,1)(3,2)] gLLAQceeceffaamvthj SFS[D(3,1)(2,1)] gLLAQceeceffaamvhxn toroidal gLLAQceeceffaamvhxj SFS[D(7,5)(3,1)] gLLAQceeceffaamvhar SFS[D(3,1)(3,2)] gLLAQceeceffaamvhak toroidal gLLAQceeceffaamvhhw toroidal gLLAQceeceffaamvhhj toroidal gLLAQceeceffaamvmxn SFS[D(7,5)(3,1)] gLLAQceeceffaamvmxj SFS[D(5,4)(3,1)] gLLAQceeceffaamvmaf SFS[D(3,1)(3,2)] gLLAQceeceffaamvmar reducible gLLAQceeceffaamsmaf SFS[D(3,1)(3,1)] gLLAQceeceffaamvmhw SFS[D(8,3)(3,1)] gLLAQceeceffaamvmhj SFS[D(7,4)(3,1)] gLLAQceeceffatavtxj SFS[D(3,1)(2,1)] gLLAQceeceffatavtar SFS[D(3,1)(3,2)] gLLAQceeceffatastaf SFS[D(3,1)(3,1)] gLLAQceeceffatavthj SFS[D(3,1)(2,1)] gLLAQceeceffatavhxn SFS[D(8,3)(3,1)] gLLAQceeceffatavhxj SFS[D(7,4)(3,1)] gLLAQceeceffaaivhaf SFS[D(3,1)(3,2)] gLLAQceeceffaaiwhaf SFS[D(3,1)(3,1)] gLLAQceeceffaaishaf reducible gLLAQceeceffatavhhw SFS[D(7,5)(3,1)] gLLAQceeceffatavhhj SFS[D(5,4)(3,1)] gLLAQceeceffatavmxn toroidal gLLAQceeceffatavmxj toroidal gLLAQceeceffatavmar toroidal gLLAQceeceffatavmak SFS[D(3,1)(3,2)] gLLAQceeceffatavmhw toroidal gLLAQceeceffatavmhj SFS[D(7,5)(3,1)] gLLAQceeceffaiivdxn SFS[D(8,3)(2,1)] gLLAQceeceffaiivdxj SFS[D(7,3)(2,1)] gLLAQceeceffaalveaf SFS[D(3,1)(2,1)] gLLAQceeceffaalweaf SFS[D(3,1)(2,1)] gLLAQceeceffaalseaf reducible gLLAQceeceffaiivdhw SFS[D(7,2)(2,1)] gLLAQceeceffaiivdhj SFS[D(5,1)(2,1)] gLLAQceeceffaiiviaf SFS[D(3,1)(2,1)] gLLAQceeceffaiavdxn SFS[D(8,3)(2,1)] gLLAQceeceffaiavdxj SFS[D(7,3)(2,1)] gLLAQceeceffaiavdaf SFS[D(3,1)(2,1)] gLLAQceeceffaiavdar SFS[D(3,1)(2,1)] gLLAQceeceffaiavdak reducible gLLAQceeceffaiavdhw SFS[D(7,2)(2,1)] gLLAQceeceffaiavdhj SFS[D(5,1)(2,1)] gLLAQceeceffaiaviaf SFS[D(3,1)(2,1)] gLLAQceeceffaimvdxn toroidal gLLAQceeceffaimvdxj toroidal gLLAQceeceffaimvdaf toroidal gLLAQceeceffaimvdar toroidal gLLAQceeceffaimvdak reducible gLLAQceeceffaimvdhw toroidal gLLAQceeceffaimvdhj toroidal gLLAQceeceffaimviaf toroidal gLLAQceeceffaqivdxn m055(0,0) gLLAQceeceffaqivdxj m027(0,0) gLLAQceeceffaphvmaf m003(0,0) gLLAQceeceffaphwmaf SFS[D(3,1)(2,1)] gLLAQceeceffaphsmaf toroidal gLLAQceeceffaqivdhw m064(0,0) gLLAQceeceffaqivdhj m044(0,0) gLLAQceeceffaqiviaf SFS[D(3,1)(2,1)] gLLAQceeceffaqavdxn toroidal gLLAQceeceffaqavdxj toroidal gLLAQceeceffahhvmaf SFS[D(3,1)(2,1)] gLLAQceeceffahhwmaf toroidal gLLAQceeceffahhsmaf SFS[D(3,1)(2,1)] gLLAQceeceffaqavdhw toroidal gLLAQceeceffaqavdhj SFS[D(7,2)(2,1)] gLLAQceeceffaqavxxn SFS[D(8,3)(2,1)] gLLAQceeceffaqavxxj SFS[D(7,3)(2,1)] gLLAQceeceffaaxvqaf SFS[D(3,1)(2,1)] gLLAQceeceffaaxwqaf SFS[D(3,1)(2,1)] gLLAQceeceffaaxsqaf reducible gLLAQceeceffaqavxhw SFS[D(7,2)(2,1)] gLLAQceeceffaqavxhj SFS[D(5,1)(2,1)] gLLAQceeceffaqavixj SFS[D(2,1)(2,1)] gLLAQceeceffaqaviar SFS[D(3,1)(2,1)] gLLAQceeceffaqasiaf SFS[D(3,1)(2,1)] gLLAQceeceffaqavihj SFS[D(2,1)(2,1)] gLLAQceeceffaqmvdxn toroidal gLLAQceeceffaqmvdxj toroidal gLLAQceeceffadhvmaf toroidal gLLAQceeceffadhwmaf SFS[D(3,1)(2,1)] gLLAQceeceffadhsmaf SFS[D(3,1)(2,1)] gLLAQceeceffaqmvdhw toroidal gLLAQceeceffaqmvdhj toroidal gLLAQceeceffapevtaf SFS[D(3,1)(2,1)] gLLAQceeceffaqmviaf SFS[D(3,1)(2,1)] gLLAQceeceffauivdxn m119(0,0) gLLAQceeceffauivdxj m069(0,0) gLLAQceeceffauivdaf toroidal gLLAQceeceffauivdar toroidal gLLAQceeceffauisxaf toroidal gLLAQceeceffauivdhw m118(0,0) gLLAQceeceffauivdhj m070(0,0) gLLAQceeceffauiviaf toroidal gLLAQceeceffauavdxj SFS[D(2,1)(2,1)] gLLAQceeceffaiiwxaf SFS[D(3,1)(2,1)] gLLAQceeceffaiisxaf SFS[D(3,1)(2,1)] gLLAQceeceffauavdhj SFS[D(2,1)(2,1)] gLLAQceeceffaalvqaf SFS[D(3,1)(2,1)] gLLAQceeceffauaviaf SFS[D(3,1)(2,1)] gLLAQceeceffaumvdxn m060(0,0) gLLAQceeceffaumvdxj m043(0,0) gLLAQceeceffaqivxaf toroidal gLLAQceeceffaqiwxaf m003(0,0) gLLAQceeceffaqisxaf SFS[D(3,1)(2,1)] gLLAQceeceffaumvdhw m052(0,0) gLLAQceeceffaumvdhj m026(0,0) gLLAQceeceffaphvtaf SFS[D(3,1)(2,1)] gLLAQceeceffaumviaf m003(0,0) gLLAQceeceffaihvlaf m004(0,0) gLLAQceeceffadxvxaf m004(0,0) gLLAQceeceffaiuvqaf SFS[D(3,1)(3,2)] gLLAQceeceffauhvqaf SFS[D(3,1)(3,1)] gLLAQceeceffaplvdaf SFS[D(3,1)(3,2)] gLLAQceeceffauuvqxn toroidal gLLAQceeceffauuvqxj toroidal gLLAQceeceffaaiwtaf SFS[D(3,1)(3,2)] gLLAQceeceffaaistaf SFS[D(3,1)(3,1)] gLLAQceeceffauuvqhw toroidal gLLAQceeceffauuvqhj toroidal gLLAQceeceffauuvlxn SFS[D(8,3)(3,1)] gLLAQceeceffauuvlxj SFS[D(7,4)(3,1)] gLLAQceeceffauuvlaf SFS[D(3,1)(3,2)] gLLAQceeceffauuvlar SFS[D(3,1)(3,1)] gLLAQceeceffauuslaf reducible gLLAQceeceffauuvlhw SFS[D(7,5)(3,1)] gLLAQceeceffauuvlhj SFS[D(5,4)(3,1)] gLLAQceeceffauuvexn SFS[D(7,2)(3,1)] gLLAQceeceffauuvexj SFS[D(5,1)(3,1)] gLLAQceeceffatavmaf SFS[D(3,1)(3,1)] gLLAQceeceffatawmaf reducible gLLAQceeceffatasmaf SFS[D(3,1)(3,2)] gLLAQceeceffauuvehw SFS[D(8,3)(3,1)] gLLAQceeceffauuvehj SFS[D(7,3)(3,1)] gLLAQceeceffaquvqaf SFS[D(3,1)(3,1)] gLLAQceeceffallvqxn SFS[D(7,2)(2,1)] gLLAQceeceffallvqxj SFS[D(5,1)(2,1)] gLLAQceeceffaapveaf SFS[D(3,1)(2,1)] gLLAQceeceffaapweaf reducible gLLAQceeceffaapseaf SFS[D(3,1)(2,1)] gLLAQceeceffallvqhw SFS[D(8,3)(2,1)] gLLAQceeceffallvqhj SFS[D(7,3)(2,1)] gLLAQceeceffalpvqxn m118(0,0) gLLAQceeceffalpvqxj m070(0,0) gLLAQceeceffalpveaf toroidal gLLAQceeceffalpvqar toroidal gLLAQceeceffalpseaf toroidal gLLAQceeceffalpvqhw m119(0,0) gLLAQceeceffalpvqhj m069(0,0) gLLAQceeceffalpvlaf toroidal gLLAQceeceffalxvqxn m064(0,0) gLLAQceeceffalxvqxj m044(0,0) gLLAQceeceffalxvqaf m003(0,0) gLLAQceeceffalxvqar toroidal gLLAQceeceffalxvqak SFS[D(3,1)(2,1)] gLLAQceeceffalxvqhw m055(0,0) gLLAQceeceffalxvqhj m027(0,0) gLLAQceeceffahuvtaf SFS[D(3,1)(2,1)] gLLAQceeceffalxvlaf toroidal gLLAQceeceffatlvqxn toroidal gLLAQceeceffatlvqxj toroidal gLLAQceeceffapuvmaf toroidal gLLAQceeceffapuwmaf reducible gLLAQceeceffapusmaf toroidal gLLAQceeceffatlvqhw toroidal gLLAQceeceffatlvqhj toroidal gLLAQceeceffatpvqxn m052(0,0) gLLAQceeceffatpvqxj m026(0,0) gLLAQceeceffahuvmaf toroidal gLLAQceeceffahuwmaf SFS[D(3,1)(2,1)] gLLAQceeceffahusmaf m003(0,0) gLLAQceeceffatpvqhw m060(0,0) gLLAQceeceffatpvqhj m043(0,0) gLLAQceeceffatpvlaf SFS[D(3,1)(2,1)] gLLAQceeceffatxvqxn toroidal gLLAQceeceffatxvqxj toroidal gLLAQceeceffaduvmaf toroidal gLLAQceeceffaduwmaf SFS[D(3,1)(2,1)] gLLAQceeceffadusmaf SFS[D(3,1)(2,1)] gLLAQceeceffatxvqhw toroidal gLLAQceeceffatxvqhj toroidal gLLAQceeceffahevtaf SFS[D(3,1)(2,1)] gLLAQceeceffatxvlaf SFS[D(3,1)(2,1)] gLLAQceeceffaalvqxn SFS[D(7,2)(2,1)] gLLAQceeceffaalvqxj SFS[D(5,1)(2,1)] gLLAQceeceffaalvqar reducible gLLAQceeceffaalvqak SFS[D(3,1)(2,1)] gLLAQceeceffaalvqhw SFS[D(8,3)(2,1)] gLLAQceeceffaalvqhj SFS[D(7,3)(2,1)] gLLAQceeceffaapvqxj SFS[D(2,1)(2,1)] gLLAQceeceffaapvqar SFS[D(3,1)(2,1)] gLLAQceeceffaapvqak SFS[D(3,1)(2,1)] gLLAQceeceffaapvqhj SFS[D(2,1)(2,1)] gLLAQceeceffaapvlaf SFS[D(3,1)(2,1)] gLLAQceeceffaaxvqxn toroidal gLLAQceeceffaaxvqxj SFS[D(7,2)(2,1)] gLLAQceeceffaaxvqar SFS[D(3,1)(2,1)] gLLAQceeceffaaxvqak toroidal gLLAQceeceffaaxvqhw toroidal gLLAQceeceffaaxvqhj toroidal gLLAQceeceffaaxvexj SFS[D(2,1)(2,1)] gLLAQceeceffaaxvear SFS[D(3,1)(2,1)] gLLAQceeceffaaxveak SFS[D(3,1)(2,1)] gLLAQceeceffaaxvehj SFS[D(2,1)(2,1)] gLLAQceeceffaaxvlxn SFS[D(7,2)(2,1)] gLLAQceeceffaaxvlxj SFS[D(5,1)(2,1)] gLLAQceeceffaaxvlaf SFS[D(3,1)(2,1)] gLLAQceeceffaaxvlar reducible gLLAQceeceffaaxslaf SFS[D(3,1)(2,1)] gLLAQceeceffaaxvlhw SFS[D(8,3)(2,1)] gLLAQceeceffaaxvlhj SFS[D(7,3)(2,1)] gLLAQceeceffahlvxaf m004(0,0) gLLAQceeceffahpvdaf SFS[D(3,1)(3,1)] gLLAQceeceffapxvdaf SFS[D(3,1)(3,1)] gLLAQceeceffappvdxn toroidal gLLAQceeceffappvdxj toroidal gLLAQceeceffaamwtaf SFS[D(3,1)(3,1)] gLLAQceeceffaamstaf SFS[D(3,1)(3,2)] gLLAQceeceffappvdhw toroidal gLLAQceeceffappvdhj toroidal gLLAQceeceffappvixn SFS[D(8,3)(3,1)] gLLAQceeceffappvixj SFS[D(7,3)(3,1)] gLLAQceeceffappviaf SFS[D(3,1)(3,1)] gLLAQceeceffappviar SFS[D(3,1)(3,2)] gLLAQceeceffappsiaf reducible gLLAQceeceffappvihw SFS[D(7,2)(3,1)] gLLAQceeceffappvihj SFS[D(5,1)(3,1)] gLLAQceeceffappvxxn SFS[D(7,5)(3,1)] gLLAQceeceffappvxxj SFS[D(5,4)(3,1)] gLLAQceeceffalavmaf SFS[D(3,1)(3,2)] gLLAQceeceffalawmaf reducible gLLAQceeceffalasmaf SFS[D(3,1)(3,1)] gLLAQceeceffappvxhw SFS[D(8,3)(3,1)] gLLAQceeceffappvxhj SFS[D(7,4)(3,1)] gLLAQceeceffadlviaf m004(0,0) gLLAQceeceffadpvdaf SFS[D(3,1)(3,2)] gLLPQcecfffeahvdimr toroidal gLLPQcecfffeahvdimn toroidal gLLPQcecfffeaavdimv toroidal gLLPQcecfffeaaseimv SFS[D(3,1)(2,1)] gLLPQcecfffeaasdimv SFS[D(3,1)(2,1)] gLLPQcecfffeahveimr toroidal gLLPQcecfffeahveimn toroidal gLLPQcecfffeahvliir SFS[D(8,3)(3,1)] gLLPQcecfffeahvliin SFS[D(7,4)(3,1)] gLLPQcecfffeaasmtmv SFS[D(3,1)(3,1)] gLLPQcecfffeaasiiuv reducible gLLPQcecfffeahvpmmr SFS[D(7,5)(3,1)] gLLPQcecfffeahvpmmn SFS[D(5,4)(3,1)] gLLPQcecfffeahvqmmr SFS[D(7,2)(3,1)] gLLPQcecfffeahvqmmn SFS[D(5,1)(3,1)] gLLPQcecfffeaasiiqv reducible gLLPQcecfffeaasmhmv SFS[D(3,1)(3,2)] gLLPQcecfffeahvhiir SFS[D(8,3)(3,1)] gLLPQcecfffeahvhiin SFS[D(7,3)(3,1)] gLLPQcecfffeahveaar toroidal gLLPQcecfffeahveaan toroidal gLLPQcecfffeaasdaav SFS[D(3,1)(3,2)] gLLPQcecfffeaaseaav SFS[D(3,1)(3,1)] gLLPQcecfffeahvdaar toroidal gLLPQcecfffeahvdaan toroidal gLLPQcecfffeaavhttv SFS[D(3,1)(2,1)] gLLPQcecfffeaavhhlv SFS[D(3,1)(2,1)] gLLPQcecfffeahvdden SFS[D(2,1)(2,1)] gLLPQcecfffeaasedev SFS[D(3,1)(2,1)] gLLPQcecfffeaasddev SFS[D(3,1)(2,1)] gLLPQcecfffeahveden SFS[D(2,1)(2,1)] gLLPQcecfffeaavhmtv toroidal gLLPQcecfffeahvader SFS[D(5,2)(2,1)] gLLPQcecfffeahvaden toroidal gLLPQcecfffealvades SFS[D(4,1)(2,1)] gLLPQcecfffealvadew SFS[D(5,2)(2,1)] gLLPQcecfffeaasadev toroidal gLLPQcecfffeapvader SFS[D(4,1)(2,1)] gLLPQcecfffeapvaden SFS[D(5,2)(2,1)] gLLPQcecfffeaavhtav SFS[D(3,1)(2,1)] gLLPQcecfffeahvdier m060(0,0) gLLPQcecfffeahvdien m043(0,0) gLLPQcecfffeaavdiev toroidal gLLPQcecfffeaasedmv m003(0,0) gLLPQcecfffeaasdiev SFS[D(3,1)(2,1)] gLLPQcecfffeahvedmr m052(0,0) gLLPQcecfffeahvedmn m026(0,0) gLLPQcecfffeahvqaqn SFS[D(2,1)(2,1)] gLLPQcecfffeaasqaqv SFS[D(3,1)(2,1)] gLLPQcecfffeaashhav SFS[D(3,1)(2,1)] gLLPQcecfffeahvhhan SFS[D(2,1)(2,1)] gLLPQcecfffeahvlmlr SFS[D(7,2)(2,1)] gLLPQcecfffeahvlmln SFS[D(5,1)(2,1)] gLLPQcecfffeaavittv SFS[D(3,1)(2,1)] gLLPQcecfffeaasittv reducible gLLPQcecfffeaasmuuv SFS[D(3,1)(2,1)] gLLPQcecfffeahvppir SFS[D(8,3)(2,1)] gLLPQcecfffeahvppin SFS[D(7,3)(2,1)] gLLPQcecfffeahveier toroidal gLLPQcecfffeahveien SFS[D(7,2)(2,1)] gLLPQcecfffeaavddmv SFS[D(3,1)(2,1)] gLLPQcecfffeaasddmv SFS[D(3,1)(2,1)] gLLPQcecfffeaaseiev toroidal gLLPQcecfffeahvddmr toroidal gLLPQcecfffeahvddmn toroidal gLLPQcecfffeaavhmav SFS[D(3,1)(2,1)] gLLPQcecfffeaavimlv toroidal gLLPQcecfffeahvaier toroidal gLLPQcecfffeahvaien toroidal gLLPQcecfffeaavadmv SFS[D(3,1)(2,1)] gLLPQcecfffeaasadmv toroidal gLLPQcecfffeaasaiev SFS[D(3,1)(2,1)] gLLPQcecfffeahvadmr toroidal gLLPQcecfffeahvadmn SFS[D(3,1)(2,1)] gLLPQcecfffeaavhtlv toroidal gLLPQcecfffeahvdxer m119(0,0) gLLPQcecfffeahvdxen m069(0,0) gLLPQcecfffeaavdxev toroidal gLLPQcecfffeaasedxv toroidal gLLPQcecfffeaasdxev toroidal gLLPQcecfffeahvedxr m118(0,0) gLLPQcecfffeahvedxn m070(0,0) gLLPQcecfffeahvexer SFS[D(7,2)(2,1)] gLLPQcecfffeahvexen SFS[D(5,1)(2,1)] gLLPQcecfffeaavddxv SFS[D(3,1)(2,1)] gLLPQcecfffeaasddxv reducible gLLPQcecfffeaasexev SFS[D(3,1)(2,1)] gLLPQcecfffeahvddxr SFS[D(8,3)(2,1)] gLLPQcecfffeahvddxn SFS[D(7,3)(2,1)] gLLPQcecfffeaavhmlv m003(0,0) gLLPQcecfffeaavitlv toroidal gLLPQcecfffeahvaxer m019(0,0) gLLPQcecfffeahvaxen m011(0,0) gLLPQcecfffeaavadxv SFS[D(3,1)(2,1)] gLLPQcecfffeaasadxv toroidal gLLPQcecfffeaasaxev m003(0,0) gLLPQcecfffeahvadxr m016(0,0) gLLPQcecfffeahvadxn m006(0,0) gLLPQcecfffeaavlxuv m004(0,0) gLLPQcecfffeaavaplv SFS[D(3,1)(3,2)] gLLPQcecfffeaavdalv SFS[D(3,1)(3,1)] gLLPQcecfffeaavdatv SFS[D(3,1)(3,2)] gLLPQcecfffeahviiur SFS[D(8,3)(3,1)] gLLPQcecfffeahviiun SFS[D(7,4)(3,1)] gLLPQcecfffeaaviiuv SFS[D(3,1)(3,2)] gLLPQcecfffeaaspmmv SFS[D(3,1)(3,1)] gLLPQcecfffeaasliiv reducible gLLPQcecfffeahvmtmr SFS[D(7,5)(3,1)] gLLPQcecfffeahvmtmn SFS[D(5,4)(3,1)] gLLPQcecfffeahvmmxr toroidal gLLPQcecfffeahvmmxn toroidal gLLPQcecfffeaavixiv SFS[D(3,1)(3,1)] gLLPQcecfffeaasixiv toroidal gLLPQcecfffeaasmmxv SFS[D(3,1)(3,2)] gLLPQcecfffeahvixir toroidal gLLPQcecfffeahvixin SFS[D(7,5)(3,1)] gLLPQcecfffeahvaatn SFS[D(3,1)(2,1)] gLLPQcecfffeaasaalv SFS[D(3,1)(3,2)] gLLPQcecfffeaasapav SFS[D(3,1)(3,1)] gLLPQcecfffeahvauan SFS[D(3,1)(2,1)] gLLPQcecfffeaavhduv m004(0,0) gLLPQcecfffeaavaptv SFS[D(3,1)(3,1)] gLLPQcecfffeahvdixr toroidal gLLPQcecfffeahvdixn toroidal gLLPQcecfffeaavdixv toroidal gLLPQcecfffeaasexmv toroidal gLLPQcecfffeaasdixv reducible gLLPQcecfffeahvexmr toroidal gLLPQcecfffeahvexmn toroidal gLLPQcecfffeahveixr m064(0,0) gLLPQcecfffeahveixn m044(0,0) gLLPQcecfffeaavdxmv m003(0,0) gLLPQcecfffeaasdxmv toroidal gLLPQcecfffeaaseixv SFS[D(3,1)(2,1)] gLLPQcecfffeahvdxmr m055(0,0) gLLPQcecfffeahvdxmn m027(0,0) gLLPQcecfffeaavitav SFS[D(3,1)(2,1)] gLLPQcecfffeahvaixr toroidal gLLPQcecfffeahvaixn toroidal gLLPQcecfffeaavaixv SFS[D(3,1)(2,1)] gLLPQcecfffeaasaxmv toroidal gLLPQcecfffeaasaixv SFS[D(3,1)(2,1)] gLLPQcecfffeahvaxmr toroidal gLLPQcecfffeahvaxmn SFS[D(3,1)(2,1)] gLLPQcecfffeahvdxxr SFS[D(8,3)(2,1)] gLLPQcecfffeahvdxxn SFS[D(7,3)(2,1)] gLLPQcecfffeaavdxxv SFS[D(3,1)(2,1)] gLLPQcecfffeaasexxv SFS[D(3,1)(2,1)] gLLPQcecfffeaasdxxv reducible gLLPQcecfffeahvexxr SFS[D(7,2)(2,1)] gLLPQcecfffeahvexxn SFS[D(5,1)(2,1)] gLLPQcecfffeahvmuur SFS[D(7,2)(2,1)] gLLPQcecfffeahvmuun SFS[D(5,1)(2,1)] gLLPQcecfffeaasppiv reducible gLLPQcecfffeaaslmlv SFS[D(3,1)(2,1)] gLLPQcecfffeahvittr SFS[D(8,3)(2,1)] gLLPQcecfffeahvittn SFS[D(7,3)(2,1)] gLLPQcecfffeahvaxxr toroidal gLLPQcecfffeahvaxxn toroidal gLLPQcecfffeaasaxxv SFS[D(3,1)(2,1)] gLLPQcecfffeahviiqr SFS[D(8,3)(3,1)] gLLPQcecfffeahviiqn SFS[D(7,3)(3,1)] gLLPQcecfffeaavhiiv SFS[D(3,1)(3,1)] gLLPQcecfffeaasqmmv SFS[D(3,1)(3,2)] gLLPQcecfffeaashiiv reducible gLLPQcecfffeahvmhmr SFS[D(7,2)(3,1)] gLLPQcecfffeahvmhmn SFS[D(5,1)(3,1)] gLLPQcecfffeahvmmer toroidal gLLPQcecfffeahvmmen toroidal gLLPQcecfffeaavidiv SFS[D(3,1)(3,2)] gLLPQcecfffeaasidiv toroidal gLLPQcecfffeaasmmev SFS[D(3,1)(3,1)] gLLPQcecfffeahvidir toroidal gLLPQcecfffeahvidin SFS[D(7,2)(3,1)] gLLPQcecfffeahvaaln SFS[D(3,1)(2,1)] gLLPQcecfffeaasaatv SFS[D(3,1)(3,1)] gLLPQcecfffeaasauav SFS[D(3,1)(3,2)] gLLPQcecfffeahvapan SFS[D(3,1)(2,1)] gLLAQceecfffdimndej SFS[D(2,1)(2,1)] gLLAQceecfffhdenahr SFS[A(2,1)] gLLAQceecfffhpunltj toroidal gLLAQceecfffhdenuaw toroidal gLLAQceecfffhainimv toroidal gLLAQceecfffhamnimv toroidal gLLAQceecfffhdenpaw toroidal gLLAQceecfffhianadv SFS[D(2,1)(2,1)] gLLAQceecfffhiinadv SFS[D(2,1)(2,1)] gLLAQceecfffhiindej toroidal gLLAQceecfffhianear SFS[D(2,1)(2,1)] gLLAQceecfffhiandej toroidal gLLAQceecfffhimndej toroidal gLLAQceecfffhdenqag toroidal gLLAQceecfffhuanlac SFS[D(7,3)(2,1)] gLLAQceecfffhpunlaj toroidal gLLAQceecfffhapnlaw SFS[D(7,3)(2,1)] gLLAQceecfffhdenatw SFS[A(3,1)] gLLAQceecfffhllnups toroidal gLLAQceecfffhllnaps SFS[D(5,1)(2,1)] gLLAQceecfffhalnaps SFS[D(5,1)(2,1)] gLLAQceecfffhtlnups toroidal gLLAQceecfffhalnups toroidal gLLAQceecfffhalnpps SFS[D(5,1)(2,1)] gLLAQceecfffhapnltw toroidal gLLAQceecfffhapnllw SFS[D(7,3)(2,1)] gLLAQceecfffhaxnimc toroidal gLLAQceecfffhdenalw SFS[A(3,1)] gLLAQceecffflimwadv SFS[D(5,2)(2,1)] gLLAQceecffflimwear SFS[D(5,2)(2,1)] gLLAQceecfffliawdej SFS[D(5,2)(2,1)] gLLAQceecfffliiwdej SFS[D(5,2)(2,1)] gLLAQceecffflimwdej toroidal gLLAQceecfffadesqag toroidal gLLAQceecfffapuwltj reducible gLLAQceecfffadesatw SFS[A(3,1)] gLLAQceecfffaaiwimv SFS[A(3,1)] gLLAQceecfffaaisimv SFS[A(3,1)] gLLAQceecfffadesalw SFS[A(3,1)] gLLAQceecfffaiasadv SFS[D(3,1)(2,1)] gLLAQceecfffaiasear SFS[D(3,1)(2,1)] gLLAQceecfffaiasdej toroidal gLLAQceecfffaiawear SFS[D(3,1)(2,1)] gLLAQceecfffaiawdej toroidal gLLAQceecfffaimsdej toroidal gLLAQceecfffadesahr SFS[A(2,1)] gLLAQceecfffallsaps reducible gLLAQceecfffallsups reducible gLLAQceecfffaalsaps reducible gLLAQceecfffadesuaw toroidal gLLAQceecfffallwups toroidal gLLAQceecfffallwaps SFS[D(3,1)(2,1)] gLLAQceecfffaalwaps SFS[D(3,1)(2,1)] gLLAQceecfffapusltj toroidal gLLAQceecfffaalwups toroidal gLLAQceecfffaalwpps SFS[D(3,1)(2,1)] gLLAQceecfffaalsups reducible gLLAQceecfffaalspps reducible gLLAQceecfffaaxsimc SFS[A(2,1)] gLLAQceecfffadespaw toroidal gLLAQceecfffhderahr toroidal gLLAQceecfffhpurltj toroidal gLLAQceecfffhderuaw toroidal gLLAQceecfffhairimv toroidal gLLAQceecfffhamrimv toroidal gLLAQceecfffhderpaw toroidal gLLAQceecfffhiirdej SFS[D(5,2)(2,1)] gLLAQceecfffhiardej SFS[D(5,2)(2,1)] gLLAQceecfffhimrdej toroidal gLLAQceecfffhderqag toroidal gLLAQceecfffhuarlac SFS[D(8,3)(2,1)] gLLAQceecfffhpurlaj toroidal gLLAQceecfffhaprlaw SFS[D(8,3)(2,1)] gLLAQceecfffhderatw toroidal gLLAQceecfffhllrups toroidal gLLAQceecfffhllraps SFS[D(7,2)(2,1)] gLLAQceecfffhalraps SFS[D(7,2)(2,1)] gLLAQceecfffhtlrups toroidal gLLAQceecfffhalrups toroidal gLLAQceecfffhalrpps SFS[D(7,2)(2,1)] gLLAQceecfffhaprltw toroidal gLLAQceecfffhaprllw SFS[D(8,3)(2,1)] gLLAQceecfffhaxrimc toroidal gLLAQceecfffhderalw toroidal gLLAQceecffflimsadv SFS[D(4,1)(2,1)] gLLAQceecffflimsear SFS[D(4,1)(2,1)] gLLAQceecfffliasdej SFS[D(4,1)(2,1)] gLLAQceecfffliisdej SFS[D(4,1)(2,1)] gLLAQceecffflimsdej toroidal gLLAQceecfffddeoado T2xI gLLAQceecfffddeodew SFS[A(2,1)] gLLAQceecfffdaiodev reducible gLLAQceecfffdiaoimj T2xI gLLAQceecfffdiaolts reducible gLLAQceecfffdiaoutj SFS[D(2,1)(2,1)] gLLAQceecfffdiaoupf reducible gLLAQceecfffdimoimj reducible gLLAQceecfffdimoddr reducible gLLAQceecfffdimoadg reducible gLLAQceecfffdimoadf reducible gLLAQceecfffdimodeb reducible gLLAQceecfffdimoahf reducible gLLAQceecfffdimoapf reducible gLLAQceecfffdimoihc reducible gLLAQceecfffdimoutj reducible gLLAQceecfffdimoatj reducible gLLAQceecfffdimoptj reducible gLLAQceecfffdimolts reducible gLLAQceecfffdimolls reducible gLLAQceecfffdimoxxj reducible gLLAQceecfffdimoalj reducible gLLAQceecfffdimoplj reducible gLLAQceecfffdhhodev SFS[D(2,1)(2,1)] gLLAQceecfffdiuodeo reducible gLLAQceecfffdlaodev SFS[D(3,1)(2,1)] gLLAQceecfffdhpodeb SFS[D(3,1)(2,1)] gLLAQceecfffdpuodes SFS[D(2,1)(2,1)] gLLAQceecfffdaxodec reducible gLLAQceecfffdppodeb SFS[D(3,1)(2,1)] gLLAQceecfffddpoadf SFS[D(2,1)(2,1)] gLLAQceecfffddpodeb toroidal gLLAQceecfffhdeoahr SFS[A(2,1)] gLLAQceecfffhpuoltj SFS[D(2,1)(2,1)] gLLAQceecfffhdeouaw reducible gLLAQceecfffhaioimv SFS[A(3,1)] gLLAQceecfffhamoimv SFS[A(3,1)] gLLAQceecfffhdeopaw reducible gLLAQceecfffhimodej SFS[D(2,1)(2,1)] gLLAQceecfffhdeoqag reducible gLLAQceecfffhdeoatw SFS[A(3,1)] gLLAQceecfffhlloups toroidal gLLAQceecfffhlloaps SFS[D(2,1)(2,1)] gLLAQceecfffhaloaps SFS[D(2,1)(2,1)] gLLAQceecfffhtloups toroidal gLLAQceecfffhaloups toroidal gLLAQceecfffhalopps SFS[D(2,1)(2,1)] gLLAQceecfffhaxoimc SFS[A(2,1)] gLLAQceecfffhdeoalw SFS[A(3,1)] gLLAQceecfffluuvahs reducible gLLAQceecffflamvahn reducible gLLAQceecffflaivahn reducible gLLAQceecffflppvahg reducible gLLAQceecffflhhvahn reducible gLLAQceecffflaxvahk reducible gLLAQceecfffldevimw PxS^1 gLLAQceecfffltlvltf toroidal gLLAQceecffflllvltf SFS[A(2,1)] gLLAQceecffflalvltf SFS[A(2,1)] gLLAQceecffflqavuan reducible gLLAQceecfffluuvuao SFS[D(3,1)(3,2)] gLLAQceecffflamvuav SFS[D(3,1)(3,1)] gLLAQceecffflaivuav SFS[D(3,1)(3,2)] gLLAQceecffflppvuab SFS[D(3,1)(3,1)] gLLAQceecffflhhvuav SFS[D(3,1)(2,1)] gLLAQceecfffllavuav reducible gLLAQceecffflaxvuac SFS[D(3,1)(2,1)] gLLAQceecfffltavuav reducible gLLAQceecffflqavdds reducible gLLAQceecfffluuvddw SFS[D(3,1)(3,1)] gLLAQceecffflamvddj SFS[D(3,1)(3,2)] gLLAQceecffflaivddj SFS[D(3,1)(3,1)] gLLAQceecffflppvddc SFS[D(3,1)(3,2)] gLLAQceecffflhhvddj SFS[D(3,1)(2,1)] gLLAQceecfffllavddj reducible gLLAQceecffflaxvddf SFS[D(3,1)(2,1)] gLLAQceecfffltavddj reducible gLLAQceecffflqaveeg reducible gLLAQceecfffluuveek SFS[D(3,1)(3,2)] gLLAQceecffflamveer SFS[D(3,1)(3,1)] gLLAQceecffflaiveer SFS[D(3,1)(3,2)] gLLAQceecffflppveef SFS[D(3,1)(3,1)] gLLAQceecffflhhveer SFS[D(3,1)(2,1)] gLLAQceecfffllaveer reducible gLLAQceecffflaxveeb SFS[D(3,1)(2,1)] gLLAQceecfffltaveer reducible gLLAQceecffflqavpan reducible gLLAQceecfffluuvpao SFS[D(3,1)(3,1)] gLLAQceecffflamvpav SFS[D(3,1)(3,2)] gLLAQceecffflaivpav SFS[D(3,1)(3,1)] gLLAQceecffflppvpab SFS[D(3,1)(3,2)] gLLAQceecffflhhvpav SFS[D(3,1)(2,1)] gLLAQceecfffllavpav reducible gLLAQceecffflaxvpac SFS[D(3,1)(2,1)] gLLAQceecfffltavpav reducible gLLAQceecffflimvdej SFS[D(2,1)(2,1)] gLLAQceecffflqavqac reducible gLLAQceecfffluuvqaf SFS[D(3,1)(2,1)] gLLAQceecffflamvqak SFS[D(3,1)(2,1)] gLLAQceecffflaivqak SFS[D(3,1)(2,1)] gLLAQceecffflppvqar SFS[D(3,1)(2,1)] gLLAQceecffflhhvqak SFS[D(2,1)(2,1)] gLLAQceecfffllavqak reducible gLLAQceecffflaxvqan SFS[D(2,1)(2,1)] gLLAQceecfffltavqak reducible gLLAQceecfffltlvlaf SFS[A(2,1)] gLLAQceecffflllvlaf T2xI gLLAQceecffflalvlaf T2xI gLLAQceecfffluuvato reducible gLLAQceecffflamvatv reducible gLLAQceecffflaivatv reducible gLLAQceecffflppvatb reducible gLLAQceecffflhhvatv reducible gLLAQceecffflaxvatc reducible gLLAQceecffflpuvupo SFS[D(2,1)(2,1)] gLLAQceecfffltlvllf SFS[A(2,1)] gLLAQceecffflllvllf T2xI gLLAQceecffflalvllf T2xI gLLAQceecffflqavxxn reducible gLLAQceecfffluuvxxo SFS[D(3,1)(2,1)] gLLAQceecffflamvxxv SFS[D(3,1)(2,1)] gLLAQceecffflaivxxv SFS[D(3,1)(2,1)] gLLAQceecffflppvxxb SFS[D(3,1)(2,1)] gLLAQceecffflhhvxxv SFS[D(2,1)(2,1)] gLLAQceecfffllavxxv reducible gLLAQceecffflaxvxxc SFS[D(2,1)(2,1)] gLLAQceecfffltavxxv reducible gLLAQceecfffluuvalo reducible gLLAQceecffflamvalv reducible gLLAQceecffflaivalv reducible gLLAQceecffflppvalb reducible gLLAQceecffflhhvalv reducible gLLAQceecffflaxvalc reducible gLLAQceecfffadevqtk toroidal gLLAQceecfffaaivimw SFS[A(3,1)] gLLAQceecfffaaivimv toroidal gLLAQceecfffaaivims SFS[A(3,1)] gLLAQceecfffahhveaj reducible gLLAQceecfffadevado SFS[A(2,1)] gLLAQceecfffaiavlts toroidal gLLAQceecfffaaiveaj SFS[A(3,1)] gLLAQceecfffaaivadr SFS[A(3,1)] gLLAQceecfffaiavpaj reducible gLLAQceecfffaiavadf SFS[D(3,1)(2,1)] gLLAQceecfffaiaveas SFS[D(3,1)(2,1)] gLLAQceecfffaiaveac SFS[D(3,1)(2,1)] gLLAQceecfffaiavden toroidal gLLAQceecfffaiavdeb toroidal gLLAQceecfffahhvadr reducible gLLAQceecfffaiavlas SFS[D(3,1)(2,1)] gLLAQceecfffaiavapf SFS[D(3,1)(2,1)] gLLAQceecfffaiavupf toroidal gLLAQceecfffaalveaw SFS[D(3,1)(2,1)] gLLAQceecfffaalvadk SFS[D(3,1)(2,1)] gLLAQceecfffaaxvadb SFS[A(2,1)] gLLAQceecfffaiavalj reducible gLLAQceecfffadpvadf SFS[D(3,1)(3,2)] gLLAQceecfffadevdew toroidal gLLAQceecfffaaivdev toroidal gLLAQceecfffaimvdeb toroidal gLLAQceecfffahhvdev reducible gLLAQceecfffaimvapf toroidal gLLAQceecfffaimvlts toroidal gLLAQceecfffaalvdeo toroidal gLLAQceecfffaaxvdec toroidal gLLAQceecfffaimvalj reducible gLLAQceecfffadpvdeb toroidal gLLAQceecfffadevetk m125(0,0)(0,0) gLLAQceecfffadevaho toroidal gLLAQceecfffadevahn SFS[A(2,1)] gLLAQceecfffadevahr SFS[A(2,1)] gLLAQceecfffahhvltg reducible gLLAQceecfffahhvupo toroidal gLLAQceecfffaalvahb SFS[A(2,1)] gLLAQceecfffaalvqaw reducible gLLAQceecfffadevdmw toroidal gLLAQceecfffadevelk m202(0,0)(0,0) gLLAQceecfffahhvapo SFS[A(2,1)] gLLAQceecfffadevapo SFS[A(2,1)] gLLAQceecfffallvltn toroidal gLLAQceecfffallvltw toroidal gLLAQceecfffaaivapo reducible gLLAQceecfffaaivlag reducible gLLAQceecfffallvxdn SFS[D(3,1)(3,1)] gLLAQceecfffallvles SFS[D(3,1)(3,2)] gLLAQceecfffallvpag reducible gLLAQceecfffahhvlag reducible gLLAQceecfffallvlan SFS[D(3,1)(2,1)] gLLAQceecfffallvaps SFS[D(3,1)(2,1)] gLLAQceecfffallvups toroidal gLLAQceecfffaalvaps SFS[D(3,1)(2,1)] gLLAQceecfffaalvlaw SFS[D(3,1)(2,1)] gLLAQceecfffaalvlan SFS[D(3,1)(2,1)] gLLAQceecfffaaxvaps reducible gLLAQceecfffallvalg SFS[A(3,1)] gLLAQceecfffadlvlar m004(0,0) gLLAQceecfffadevdxw m125(0,0)(0,0) gLLAQceecfffaiavihc m004(0,0) gLLAQceecfffaiavqmg m004(0,0) gLLAQceecfffaievdec toroidal gLLAQceecfffaiavutj SFS[D(3,1)(3,2)] gLLAQceecfffaimvutj toroidal gLLAQceecfffallvqes SFS[D(3,1)(3,1)] gLLAQceecfffalmvupo toroidal gLLAQceecfffaalvqes SFS[D(3,1)(3,1)] gLLAQceecfffalivapo SFS[D(3,1)(3,2)] gLLAQceecfffalivupo toroidal gLLAQceecfffaalvidn SFS[D(3,1)(3,2)] gLLAQceecfffadevats toroidal gLLAQceecfffadevatw SFS[A(3,1)] gLLAQceecfffadevatv SFS[A(3,1)] gLLAQceecfffalavltg toroidal gLLAQceecfffaiavatj reducible gLLAQceecfffaiavuaj reducible gLLAQceecfffaimvatj reducible gLLAQceecfffalavlag SFS[A(3,1)] gLLAQceecfffalavapo reducible gLLAQceecfffalavupo reducible gLLAQceecfffaalvuag reducible gLLAQceecfffaalvatg SFS[A(3,1)] gLLAQceecfffahhvqxn toroidal gLLAQceecfffahxvuan toroidal gLLAQceecfffaaivqxn toroidal gLLAQceecfffaaivxhk toroidal gLLAQceecfffahxvpan toroidal gLLAQceecfffahhvxhk toroidal gLLAQceecfffahxvatn toroidal gLLAQceecfffaaxvqxk toroidal gLLAQceecfffahxvaln toroidal gLLAQceecfffahlvltc toroidal gLLAQceecfffahlvlac m004(0,0) gLLAQceecfffaalvlmb m004(0,0) gLLAQceecfffahpvadf SFS[D(3,1)(3,1)] gLLAQceecfffahpveac SFS[D(3,1)(3,1)] gLLAQceecfffahpvdeb toroidal gLLAQceecfffadevltk toroidal gLLAQceecfffapuvltj toroidal gLLAQceecfffaaivltg reducible gLLAQceecfffaaivupo reducible gLLAQceecfffappvupv toroidal gLLAQceecfffapuvupn toroidal gLLAQceecfffaplvlts toroidal gLLAQceecfffapuvexr toroidal gLLAQceecfffappvlts reducible gLLAQceecfffadlvltr toroidal gLLAQceecfffadevpho m125(0,0)(0,0) gLLAQceecfffadevixw toroidal gLLAQceecfffaalvimc SFS[A(2,1)] gLLAQceecfffaalvups toroidal gLLAQceecfffaaivllg reducible gLLAQceecfffaaivppo reducible gLLAQceecfffaalvalg SFS[A(3,1)] gLLAQceecfffaalvltw toroidal gLLAQceecfffaalvltn toroidal gLLAQceecfffaalvlln SFS[D(3,1)(2,1)] gLLAQceecfffaalvpps SFS[D(3,1)(2,1)] gLLAQceecfffaalvxxg reducible gLLAQceecfffaalvles SFS[D(3,1)(3,2)] gLLAQceecfffaalvxdn SFS[D(3,1)(3,1)] gLLAQceecfffaalvpag reducible gLLAQceecfffaalvlxk m004(0,0) gLLAQceecfffaaxvimc toroidal gLLAQceecfffaaxvimg SFS[A(2,1)] gLLAQceecfffaaxvltw reducible gLLAQceecfffadevals toroidal gLLAQceecfffadevalw SFS[A(3,1)] gLLAQceecfffadevalv SFS[A(3,1)] gLLAQbecefefalvdilk SFS[D(3,1)(2,1)] gLLAQbecefefaaollaw SFS[D(3,1)(2,1)] gLLAQbecefefaaollaj SFS[D(3,1)(2,1)] gLLAQbecefefalvdilr SFS[D(3,1)(2,1)] gLLAQbecefefhhrxqaw m312(0,0) gLLAQbecefefhhnxqaw m338(0,0) gLLAQbecefefhhvqqaw SFS[D(3,1)(2,1)] gLLAQbecefefhhsqqaw m326(0,0) gLLAQbecefefhhwqqaw m290(0,0) gLLAQbeecfefhhabqaw SFS[D(2,1)(2,1)] gLLAQbeecfefhhajqaw m194(0,0) gLLAQbeecfefhhanqaw m182(0,0) gLLAQbecefefemvqqew toroidal gLLAQbecefefapvaqpw SFS[D(2,1)(2,1)] gLLAQbecefefdlviqdw SFS[D(7,3)(2,1)] gLLAQbecefeflavlqqw SFS[D(5,1)(2,1)] gLLAQbecefeflpvhqtw toroidal gLLAQbecefefluviqdw SFS[D(7,3)(2,1)] gLLAQbecefeftpoiqtw SFS[D(2,1)(2,1)] gLLAQbecefeftpvhqtw SFS[D(4,1)(2,1)] gLLAQbecefefapvhqtw SFS[D(4,1)(2,1)] gLLAQbecefefxxrqqhw s505(0,0) gLLAQbecefefxxnqqhw s428(0,0) gLLAQbecefefxxvxqhw SFS[D(5,1)(2,1)] gLLAQbecefefxxsxqhw m218(0,0) gLLAQbecefefxxwxqhw m179(0,0) gLLAQbeecfefxxhbqhw SFS[D(4,1)(2,1)] gLLAQbeecfefxxhjqhw s546(0,0) gLLAQbeecfefxxhnqhw s467(0,0) gLLAQbecefefeiopqew SFS[D(2,1)(2,1)] gLLAQbecefefeavqqew SFS[D(3,1)(2,1)] gLLAQbecefefeivqqew SFS[D(3,1)(2,1)] gLLAQbeceeffmqoitxj reducible gLLAQbeceefflavlmxj toroidal gLLAQbeceeffaavtmxj SFS[D(3,1)(2,1)] gLLAQbeceeffaavlmxj SFS[D(3,1)(2,1)] gLLAQbeceeffapvalhj SFS[D(5,1)(2,1)] gLLAQbeceefftavlmxj SFS[D(3,1)(2,1)] gLLAQbeceeffhhoumxj SFS[D(4,1)(3,1)] gLLAQbeceefflavlthj SFS[D(2,1)(2,1)] gLLAQbeceeffpavptxj SFS[D(2,1)(2,1)] gLLAQbeceeffdaoitxj SFS[D(4,1)(2,1)] gLLAQbeceefflavuihj SFS[D(4,1)(2,1)] gLLAQbeceeffdqoulhj SFS[D(4,1)(3,1)] gLLAQbeceefflevhtxj reducible gLLAQbeceeffexoiphj SFS[D(4,3)(3,1)] gLLAQbeceefftevhtxj reducible gLLAQbeceeffahoxqhj reducible gLLAQbeceeffahnxqhj toroidal gLLAQbeceeffahrxqhj toroidal gLLAQbeceeffaaopdxj SFS[D(4,1)(2,1)] gLLAQbeceeffaxvaqxj SFS[D(7,3)(2,1)] gLLAQbeceeffaxsaqxj toroidal gLLAQbeceeffaxwaqxj SFS[D(5,1)(2,1)] gLLAQbeceeffauvptxj SFS[D(4,1)(2,1)] gLLAQbeceeffaavudxj SFS[D(4,1)(2,1)] gLLAQbeceeffapvaqxj toroidal gLLAQbeceeffalvaqxj SFS[D(5,1)(2,1)] gLLAQbeceeffahvqqhj SFS[D(3,1)(2,1)] gLLAQbeceeffahsqqhj toroidal gLLAQbeceeffahwqqhj SFS[D(15,4)(2,1)] gLLAQbeceeffamvtthj SFS[D(3,1)(2,1)] gLLAQbeceeffamvlthj SFS[D(3,1)(2,1)] gLLAQbeceeffhaoxqhj SFS[D(4,1)(2,1)] gLLAQbeceeffhanxqhj toroidal gLLAQbeceeffharxqhj SFS[D(13,3)(2,1)] gLLAQbeceeffxavxhxj SFS[D(7,3)(2,1)] gLLAQbeceeffxasxhxj SFS[D(2,1)(2,1)] gLLAQbeceeffxawxhxj toroidal gLLAQbeceeffhavqqhj reducible gLLAQbeceeffhasqqhj toroidal gLLAQbeceeffhawqqhj toroidal gLLAQbeceeffhpvtthj SFS[D(3,1)(3,1)] gLLAQbeceeffhuvddhj SFS[D(3,1)(3,2)] gLLAQbeceeffhdvtthj reducible gLLAQbeceeffhhvtthj SFS[D(3,1)(3,2)] gLLAQbeceeffmloiuxj reducible gLLAQbeceeffmlodehj reducible gLLAQbeceeffexoqqxj SFS[D(5,3)(4,1)] gLLAQbeceeffhhoxxhj SFS[D(4,3)(4,1)] gLLAQbeceeffhhnxxhj s514(0,0) gLLAQbeceeffhhrxxhj s400(0,0) gLLAQbeceeffxxvxqxj SFS[D(7,3)(2,1)] gLLAQbeceeffxxsxqxj m147(0,0) gLLAQbeceeffxxwxqxj m240(0,0) gLLAQbeceeffhhvqxhj SFS[D(3,1)(2,1)] gLLAQbeceeffhhsqxhj s610(0,0) gLLAQbeceeffhhwqxhj s560(0,0) gLLAQbeceeffmdoimxj reducible gLLAQbeceeffmdoamxj reducible gLLAQbeceeffeioppxj toroidal gLLAQbeceeffdtollhj SFS[D(5,2)(4,1)] gLLAQbeceeffdlollhj SFS[D(4,1)(4,1)] gLLAQbeceeffapvaehj SFS[D(7,3)(2,1)] gLLAQbeceeffemvqphj toroidal gLLAQbeceeffdlvilhj SFS[D(2,1)(2,1)] gLLAQbeceeffeiopphj toroidal gLLAQbeceeffapvhixj SFS[D(3,1)(2,1)] gLLAQbeceeffeivqphj SFS[D(3,1)(2,1)] gLLAQbeceeffdtollxj SFS[D(5,3)(4,1)] gLLAQbeceeffdlollxj SFS[D(4,3)(4,1)] gLLAQbeceeffdqoiixj SFS[D(4,3)(4,1)] gLLAQbeceeffemvqpxj SFS[D(7,2)(2,1)] gLLAQbeceeffapvaexj SFS[D(5,1)(2,1)] gLLAQbeceeffdlvilxj SFS[D(2,1)(2,1)] gLLAQbeceeffexoqqhj SFS[D(5,2)(4,1)] gLLAQbeceeffhhoxxxj SFS[D(4,1)(4,1)] gLLAQbeceeffhhrxxxj s173(0,0) gLLAQbeceeffhhnxxxj s385(0,0) gLLAQbeceeffdqoiihj SFS[D(4,1)(4,1)] gLLAQbeceeffhhsqxxj s512(0,0) gLLAQbeceeffhhwqxxj s482(0,0) gLLAQbeceeffxxvxqhj SFS[D(5,1)(2,1)] gLLAQbeceeffxxsxqhj m141(0,0) gLLAQbeceeffxxwxqhj m243(0,0) gLLAQbeceeffaeommxj SFS[D(4,1)(2,1)] gLLAQbeceeffaeommhj SFS[D(4,1)(2,1)] gLLAQbeceeffmdoamhj reducible gLLAQbeceeffmdoimhj reducible gLLAQbeceeffhhoumhj SFS[D(4,3)(3,1)] gLLAQbeceeffmqoithj reducible gLLAQbeceeffexoipxj SFS[D(4,1)(3,1)] gLLAQbeceeffdaoithj SFS[D(4,1)(2,1)] gLLAQbeceefflavuixj SFS[D(4,1)(2,1)] gLLAQbeceeffapvalxj SFS[D(7,3)(2,1)] gLLAQbeceeffdqoulxj SFS[D(4,3)(3,1)] gLLAQbeceeffpavpthj SFS[D(2,1)(2,1)] gLLAQbeceefflavlmhj SFS[D(7,2)(2,1)] gLLAQbeceeffhaoxqxj SFS[D(4,1)(2,1)] gLLAQbeceeffharxqxj SFS[D(7,1)(2,1)] gLLAQbeceeffhanxqxj SFS[D(11,2)(2,1)] gLLAQbeceeffhasqqxj SFS[D(14,3)(2,1)] gLLAQbeceeffhawqqxj SFS[D(13,3)(2,1)] gLLAQbeceeffxavxhhj SFS[D(5,1)(2,1)] gLLAQbeceeffxasxhhj SFS[D(2,1)(2,1)] gLLAQbeceeffxawxhhj SFS[D(7,2)(2,1)] gLLAQbeceefflavltxj SFS[D(2,1)(2,1)] gLLAQbeceeffaaopdhj SFS[D(4,1)(2,1)] gLLAQbeceeffahoxqxj reducible gLLAQbeceeffahrxqxj toroidal gLLAQbeceeffahnxqxj toroidal gLLAQbeceeffahsqqxj toroidal gLLAQbeceeffahwqqxj SFS[D(13,4)(2,1)] gLLAQbeceeffaavudhj SFS[D(4,1)(2,1)] gLLAQbeceeffauvpthj SFS[D(4,1)(2,1)] gLLAQbeceeffapvaqhj toroidal gLLAQbeceeffaxvaqhj SFS[D(5,1)(2,1)] gLLAQbeceeffaxsaqhj toroidal gLLAQbeceeffaxwaqhj SFS[D(7,3)(2,1)] gLLAQbeceeffalvaqhj SFS[D(7,3)(2,1)] gLLAQbeceeffmloiuhj reducible gLLAQbeceeffmlodexj reducible gLLAQbecefefmpomxxr reducible gLLAQbecefefmpoixxr reducible gLLAQbecefefhlomxur SFS[D(5,3)(3,1)] gLLAQbecefefhtomxur SFS[D(4,3)(3,1)] gLLAQbecefefhhoxxar SFS[D(4,3)(3,1)] gLLAQbecefefhhrxxar m188(0,0) gLLAQbecefefhhnxxar m223(0,0) gLLAQbecefefhhsqxar m335(0,0) gLLAQbecefefhhwqxar m336(0,0) gLLAQbeecfefhhabxar SFS[D(2,1)(2,1)] gLLAQbeecfefhhajxar m157(0,0) gLLAQbeecfefhhanxar m216(0,0) gLLAQbecefefdtolxdr SFS[D(5,2)(3,1)] gLLAQbecefefdqoixtr SFS[D(4,1)(3,1)] gLLAQbecefefdlolxdr SFS[D(4,1)(3,1)] gLLAQbecefefemvqxer SFS[D(7,2)(2,1)] gLLAQbecefefapvaxpr SFS[D(2,1)(2,1)] gLLAQbecefefdlvixdr SFS[D(5,1)(2,1)] gLLAQbecefeflpoixtr SFS[D(5,3)(3,1)] gLLAQbecefefluolxdr SFS[D(4,3)(3,1)] gLLAQbecefeflavlxqr SFS[D(7,3)(2,1)] gLLAQbecefeflpvhxtr toroidal gLLAQbecefefluvixdr SFS[D(5,1)(2,1)] gLLAQbecefeftpoixtr toroidal gLLAQbecefeftpvhxtr SFS[D(4,1)(2,1)] gLLAQbecefefaloixtr SFS[D(3,1)(2,1)] gLLAQbecefefapvhxtr SFS[D(4,1)(2,1)] gLLAQbecefefexoqxhr SFS[D(5,2)(3,1)] gLLAQbecefefxxoqxhr SFS[D(4,1)(3,1)] gLLAQbecefefxxrqxhr s551(0,0) gLLAQbecefefxxnqxhr s447(0,0) gLLAQbecefefxxvxxhr SFS[D(7,3)(2,1)] gLLAQbecefefxxsxxhr m196(0,0) gLLAQbecefefxxwxxhr m208(0,0) gLLAQbeecfefxxhbxhr SFS[D(4,1)(2,1)] gLLAQbeecfefxxhjxhr s624(0,0) gLLAQbeecfefxxhnxhr s557(0,0) gLLAQbecefefeiopxer toroidal gLLAQbecefefmdoixur reducible gLLAQbecefefmdoaxur reducible gLLAQbecefefaeomxur SFS[D(3,1)(2,1)] gLLAQbecefefmtoixqr reducible gLLAQbecefefmlodxpr reducible gLLAQbecefefapvaqdw SFS[D(5,1)(2,1)] gLLAQbecefefaaouxir SFS[D(3,1)(2,1)] gLLAQbecefefahoxxhr reducible gLLAQbecefefahrxxhr toroidal gLLAQbecefefahnxxhr toroidal gLLAQbecefefahsqxhr toroidal gLLAQbecefefahwqxhr SFS[D(8,3)(2,1)] gLLAQbeecfefaaebqtw SFS[D(3,1)(2,1)] gLLAQbeecfefapubxlr SFS[D(3,1)(2,1)] gLLAQbeecfefauabxhr toroidal gLLAQbeecfefahabxhr SFS[D(2,1)(2,1)] gLLAQbeecfefahajxhr toroidal gLLAQbeecfefahanxhr SFS[D(7,3)(2,1)] gLLAQbeecfefaeabxhr SFS[D(7,3)(2,1)] gLLAQbeecfefaeabqhw SFS[D(5,1)(2,1)] gLLAQbecefefahvqqhw SFS[D(3,1)(2,1)] gLLAQbecefefahwqqhw reducible gLLAQbecefefahsqqhw SFS[D(3,1)(2,1)] gLLAQbecefefahnxqhw SFS[D(7,3)(2,1)] gLLAQbecefefahrxqhw SFS[D(8,3)(2,1)] gLLAQbeecfefahabqhw SFS[D(2,1)(2,1)] gLLAQbeecfefahanqhw SFS[D(5,1)(2,1)] gLLAQbeecfefahajqhw SFS[D(7,2)(2,1)] gLLAQbeecfefauabqhw SFS[D(7,2)(2,1)] gLLAQbecefefdqouxdr SFS[D(3,1)(3,1)] gLLAQbecefefamvtqiw SFS[D(3,1)(2,1)] gLLAQbecefefamvlqiw SFS[D(3,1)(2,1)] gLLAQbecefefapvaxdr SFS[D(7,3)(2,1)] gLLAQbecefefhhvtqiw SFS[D(3,1)(3,1)] gLLAQbecefefexoixer SFS[D(3,1)(3,2)] gLLAQbecefefhdvtqiw reducible gLLAQbecefefmpomaxj reducible gLLAQbecefefmpoiaxj reducible gLLAQbecefefhlomauj SFS[D(5,2)(2,1)] gLLAQbecefefhtomauj SFS[D(4,1)(2,1)] gLLAQbecefefhhoxaaj SFS[D(4,1)(2,1)] gLLAQbecefefhhrxaaj m004(0,0) gLLAQbecefefhhnxaaj m015(0,0) gLLAQbecefefhhsqaaj m035(0,0) gLLAQbecefefhhwqaaj m029(0,0) gLLAQbeecfefhhabaaj SFS[D(3,1)(2,1)] gLLAQbeecfefhhajaaj toroidal gLLAQbeecfefhhanaaj m006(0,0) gLLAQbecefefdtoladj SFS[D(5,2)(2,1)] gLLAQbecefefdqoiatj SFS[D(4,1)(2,1)] gLLAQbecefefdloladj SFS[D(4,1)(2,1)] gLLAQbecefefemvqaej SFS[D(3,1)(2,1)] gLLAQbecefefapvaapj SFS[D(3,1)(2,1)] gLLAQbecefefdlviadj reducible gLLAQbecefeflpoiatj SFS[D(5,2)(2,1)] gLLAQbecefefluoladj SFS[D(4,1)(2,1)] gLLAQbecefeflavlaqj SFS[D(3,1)(2,1)] gLLAQbecefeflpvhatj SFS[D(3,1)(2,1)] gLLAQbecefefluviadj reducible gLLAQbecefeftpoiatj toroidal gLLAQbecefefaloiatj SFS[D(2,1)(2,1)] gLLAQbecefefexoqahj SFS[D(5,2)(2,1)] gLLAQbecefefxxoqahj SFS[D(4,1)(2,1)] gLLAQbecefefxxrqahj m015(0,0) gLLAQbecefefxxnqahj m004(0,0) gLLAQbecefefxxvxahj SFS[D(3,1)(2,1)] gLLAQbecefefxxsxahj toroidal gLLAQbecefefxxwxahj m006(0,0) gLLAQbeecfefxxhjahj m035(0,0) gLLAQbeecfefxxhnahj m029(0,0) gLLAQbecefefeiopaej toroidal gLLAQbecefefmdoiauj reducible gLLAQbecefefmdoaauj reducible gLLAQbecefefaeomauj SFS[D(2,1)(2,1)] gLLAQbeceefflavlmak SFS[D(3,1)(2,1)] gLLAQbeceeffapvalar SFS[D(3,1)(2,1)] gLLAQbeceefflavltar SFS[D(3,1)(2,1)] gLLAQbeceeffpavptak SFS[D(3,1)(2,1)] gLLAQbeceeffahrxqar SFS[D(2,1)(2,1)] gLLAQbeceeffaxvaqak reducible gLLAQbeceeffaxsaqak SFS[D(3,1)(2,1)] gLLAQbeceeffaxwaqak SFS[D(3,1)(2,1)] gLLAQbeceeffapvaqak SFS[D(3,1)(2,1)] gLLAQbeceeffalvaqak SFS[D(3,1)(2,1)] gLLAQbeceeffahwqqar SFS[D(2,1)(2,1)] gLLAQbeceeffharxqar SFS[D(2,1)(2,1)] gLLAQbeceeffxavxhak reducible gLLAQbeceeffxasxhak SFS[D(3,1)(2,1)] gLLAQbeceeffxawxhak SFS[D(3,1)(2,1)] gLLAQbeceeffhawqqar SFS[D(2,1)(2,1)] gLLAQbeceeffhhnxxar SFS[D(5,3)(3,1)] gLLAQbeceeffhhrxxar toroidal gLLAQbeceeffxxvxqak reducible gLLAQbeceeffxxsxqak toroidal gLLAQbeceeffxxwxqak toroidal gLLAQbeceeffhhsqxar SFS[D(5,2)(3,1)] gLLAQbeceeffhhwqxar toroidal gLLAQbeceeffeioppak SFS[D(2,1)(2,1)] gLLAQbeceeffeivqpak SFS[D(2,1)(2,1)] gLLAQbeceeffapvaear reducible gLLAQbeceeffemvqpar SFS[D(3,1)(2,1)] gLLAQbeceeffdlvilar SFS[D(3,1)(2,1)] gLLAQbeceeffeioppar SFS[D(2,1)(2,1)] gLLAQbeceeffemvqpak toroidal gLLAQbeceeffapvaeak SFS[D(3,1)(2,1)] gLLAQbeceeffdlvilak SFS[D(3,1)(2,1)] gLLAQbeceeffhhrxxak m117(0,0) gLLAQbeceeffhhnxxak m146(0,0) gLLAQbeceeffhhvqxak SFS[D(2,1)(2,1)] gLLAQbeceeffhhsqxak m142(0,0) gLLAQbeceeffhhwqxak m081(0,0) gLLAQbeceeffxxvxqar SFS[D(3,1)(2,1)] gLLAQbeceeffxxsxqar m011(0,0) gLLAQbeceeffxxwxqar toroidal gLLAQbeceeffapvhiar SFS[D(2,1)(2,1)] gLLAQbeceefftevhtar reducible gLLAQbeceeffapvalak reducible gLLAQbeceeffaavtmar SFS[D(2,1)(2,1)] gLLAQbeceeffaavlmar SFS[D(2,1)(2,1)] gLLAQbeceefflevhtar reducible gLLAQbeceeffpavptar SFS[D(3,1)(2,1)] gLLAQbeceefflavlmar toroidal gLLAQbeceeffharxqak SFS[D(7,2)(2,1)] gLLAQbeceeffhanxqak toroidal gLLAQbeceeffhdvttak reducible gLLAQbeceeffhpvttak SFS[D(3,1)(2,1)] gLLAQbeceeffhavqqak reducible gLLAQbeceeffhasqqak toroidal gLLAQbeceeffhawqqak toroidal gLLAQbeceeffhuvddak SFS[D(3,1)(2,1)] gLLAQbeceeffhhvttak SFS[D(3,1)(2,1)] gLLAQbeceeffxavxhar SFS[D(3,1)(2,1)] gLLAQbeceeffxasxhar SFS[D(3,1)(2,1)] gLLAQbeceeffxawxhar toroidal gLLAQbeceefflavltak SFS[D(3,1)(2,1)] gLLAQbeceeffahrxqak SFS[D(7,3)(2,1)] gLLAQbeceeffahnxqak SFS[D(8,3)(2,1)] gLLAQbeceeffahvqqak SFS[D(2,1)(2,1)] gLLAQbeceeffahsqqak SFS[D(7,2)(2,1)] gLLAQbeceeffahwqqak SFS[D(5,1)(2,1)] gLLAQbeceeffamvttak SFS[D(2,1)(2,1)] gLLAQbeceeffamvltak SFS[D(2,1)(2,1)] gLLAQbeceeffapvaqar SFS[D(3,1)(2,1)] gLLAQbeceeffaxvaqar SFS[D(3,1)(2,1)] gLLAQbeceeffaxsaqar SFS[D(3,1)(2,1)] gLLAQbeceeffaxwaqar reducible gLLAQbeceeffalvaqar reducible gLLAQbeceefftavlmar SFS[D(2,1)(2,1)] gLLAQbecefefhhrxaan m117(0,0) gLLAQbecefefhhnxaan m146(0,0) gLLAQbecefefhhvqaan SFS[D(2,1)(2,1)] gLLAQbecefefhhsqaan m142(0,0) gLLAQbecefefhhwqaan m081(0,0) gLLAQbeecfefhhabaan SFS[D(3,1)(2,1)] gLLAQbeecfefhhajaan m011(0,0) gLLAQbeecfefhhanaan toroidal gLLAQbecefefemvqaen toroidal gLLAQbecefefapvaapn SFS[D(3,1)(2,1)] gLLAQbecefefdlviadn SFS[D(3,1)(2,1)] gLLAQbecefeflavlaqn reducible gLLAQbecefeflpvhatn SFS[D(3,1)(2,1)] gLLAQbecefefluviadn SFS[D(3,1)(2,1)] gLLAQbecefeftpoiatn SFS[D(2,1)(2,1)] gLLAQbecefefxxrqahn SFS[D(5,3)(3,1)] gLLAQbecefefxxnqahn toroidal gLLAQbecefefxxvxahn reducible gLLAQbecefefxxsxahn toroidal gLLAQbecefefxxwxahn toroidal gLLAQbeecfefxxhjahn SFS[D(5,2)(3,1)] gLLAQbeecfefxxhnahn toroidal gLLAQbecefefeiopaen SFS[D(2,1)(2,1)] gLLAQbecefefeavqaen SFS[D(2,1)(2,1)] gLLAQbecefefeivqaen SFS[D(2,1)(2,1)] gLLAQbeecfefapubalj SFS[D(2,1)(2,1)] gLLAQbecefefapvaadj SFS[D(3,1)(2,1)] gLLAQbecefefahrxahn SFS[D(7,3)(2,1)] gLLAQbecefefahnxahn SFS[D(8,3)(2,1)] gLLAQbecefefamvtain SFS[D(2,1)(2,1)] gLLAQbecefefamvlain SFS[D(2,1)(2,1)] gLLAQbecefefahvqahn SFS[D(2,1)(2,1)] gLLAQbecefefahsqahn SFS[D(7,2)(2,1)] gLLAQbecefefahwqahn SFS[D(5,1)(2,1)] gLLAQbeecfefauabahn SFS[D(3,1)(2,1)] gLLAQbeecfefahabahn SFS[D(3,1)(2,1)] gLLAQbeecfefahajahn SFS[D(3,1)(2,1)] gLLAQbeecfefahanahn reducible gLLAQbeecfefaeabahn reducible gLLAQbeecfefaeabahj SFS[D(3,1)(2,1)] gLLAQbecefefahwqahj SFS[D(7,2)(2,1)] gLLAQbecefefahsqahj toroidal gLLAQbecefefhdvtain reducible gLLAQbecefefexoiaej SFS[D(3,1)(2,1)] gLLAQbecefefhhvtain SFS[D(3,1)(2,1)] gLLAQbecefefahoxahj reducible gLLAQbecefefahnxahj toroidal gLLAQbecefefahrxahj toroidal gLLAQbecefefdqouadj SFS[D(3,1)(2,1)] gLLAQbeecfefahabahj SFS[D(3,1)(2,1)] gLLAQbeecfefahanahj SFS[D(3,1)(2,1)] gLLAQbeecfefahajahj toroidal gLLAQbeecfefauabahj toroidal gLLAQbecefefmlodapj reducible gLLAQbecefefapvaadn reducible gLLAQbecefefaaouaij SFS[D(2,1)(2,1)] gLLAQbeecfefaaebatn SFS[D(2,1)(2,1)] gLLAQbecefefmtoiaqj reducible gLLAQbecefefmpomqxj reducible gLLAQbecefefmpoiqxj reducible gLLAQbecefefhlomquj SFS[D(5,2)(2,1)] gLLAQbecefefhtomquj SFS[D(4,1)(2,1)] gLLAQbecefefhhoxqaj SFS[D(4,1)(2,1)] gLLAQbecefefhhrxqaj m339(0,0) gLLAQbecefefhhnxqaj m350(0,0) gLLAQbecefefhhvqqaj SFS[D(3,1)(2,1)] gLLAQbecefefhhsqqaj m358(0,0) gLLAQbecefefhhwqqaj m351(0,0) gLLAQbeecfefhhajqaj m231(0,0) gLLAQbeecfefhhanqaj m244(0,0) gLLAQbecefefdtolqdj SFS[D(5,2)(2,1)] gLLAQbecefefdqoiqtj SFS[D(4,1)(2,1)] gLLAQbecefefdlolqdj SFS[D(4,1)(2,1)] gLLAQbecefefemvqqej toroidal gLLAQbecefefdlviqdj SFS[D(8,3)(2,1)] gLLAQbecefeflpoiqtj SFS[D(5,2)(2,1)] gLLAQbecefefluolqdj SFS[D(4,1)(2,1)] gLLAQbecefeflavlqqj SFS[D(7,2)(2,1)] gLLAQbecefeflpvhqtj toroidal gLLAQbecefefluviqdj SFS[D(8,3)(2,1)] gLLAQbecefeftpoiqtj toroidal gLLAQbecefeftpvhqtj SFS[D(5,2)(2,1)] gLLAQbecefefaloiqtj SFS[D(2,1)(2,1)] gLLAQbecefefapvhqtj SFS[D(5,2)(2,1)] gLLAQbecefefexoqqhj SFS[D(5,2)(2,1)] gLLAQbecefefxxoqqhj SFS[D(4,1)(2,1)] gLLAQbecefefxxrqqhj s589(0,0) gLLAQbecefefxxnqqhj s494(0,0) gLLAQbecefefxxvxqhj SFS[D(7,2)(2,1)] gLLAQbecefefxxsxqhj m255(0,0) gLLAQbecefefxxwxqhj m241(0,0) gLLAQbeecfefxxhbqhj SFS[D(5,2)(2,1)] gLLAQbeecfefxxhjqhj s683(0,0) gLLAQbeecfefxxhnqhj s586(0,0) gLLAQbecefefeiopqej toroidal gLLAQbecefefeavqqej SFS[D(3,1)(2,1)] gLLAQbecefefeivqqej SFS[D(3,1)(2,1)] gLLAQbecefefmdoiquj reducible gLLAQbecefefmdoaquj reducible gLLAQbecefefaeomquj SFS[D(2,1)(2,1)] gLLAQbeceeffmqoitxn reducible gLLAQbeceefflavlmxn toroidal gLLAQbeceeffaavtmxn SFS[D(3,1)(2,1)] gLLAQbeceeffaavlmxn SFS[D(3,1)(2,1)] gLLAQbeceeffapvalhw SFS[D(7,2)(2,1)] gLLAQbeceefftavlmxn SFS[D(3,1)(2,1)] gLLAQbeceeffhhoumxn SFS[D(5,2)(3,1)] gLLAQbeceeffdaoitxn SFS[D(5,2)(2,1)] gLLAQbeceefflavuihw SFS[D(5,2)(2,1)] gLLAQbeceeffdqoulhw SFS[D(5,2)(3,1)] gLLAQbeceefflevhtxn reducible gLLAQbeceeffexoiphw SFS[D(5,3)(3,1)] gLLAQbeceefftevhtxn reducible gLLAQbeceeffahoxqhw reducible gLLAQbeceeffahnxqhw toroidal gLLAQbeceeffahrxqhw toroidal gLLAQbeceeffaaopdxn SFS[D(5,2)(2,1)] gLLAQbeceeffaxvaqxn SFS[D(8,3)(2,1)] gLLAQbeceeffaxsaqxn toroidal gLLAQbeceeffaxwaqxn SFS[D(7,2)(2,1)] gLLAQbeceeffauvptxn SFS[D(5,2)(2,1)] gLLAQbeceeffaavudxn SFS[D(5,2)(2,1)] gLLAQbeceeffapvaqxn toroidal gLLAQbeceeffalvaqxn SFS[D(7,2)(2,1)] gLLAQbeceeffahvqqhw SFS[D(3,1)(2,1)] gLLAQbeceeffahsqqhw toroidal gLLAQbeceeffahwqqhw SFS[D(18,13)(2,1)] gLLAQbeceeffamvtthw SFS[D(3,1)(2,1)] gLLAQbeceeffamvlthw SFS[D(3,1)(2,1)] gLLAQbeceeffhaoxqhw SFS[D(5,2)(2,1)] gLLAQbeceeffhanxqhw toroidal gLLAQbeceeffharxqhw SFS[D(14,3)(2,1)] gLLAQbeceeffxavxhxn SFS[D(8,3)(2,1)] gLLAQbeceeffxawxhxn toroidal gLLAQbeceeffhavqqhw reducible gLLAQbeceeffhasqqhw toroidal gLLAQbeceeffhawqqhw toroidal gLLAQbeceeffhpvtthw SFS[D(3,1)(3,2)] gLLAQbeceeffhuvddhw SFS[D(3,1)(3,1)] gLLAQbeceeffhdvtthw reducible gLLAQbeceeffhhvtthw SFS[D(3,1)(3,1)] gLLAQbeceeffmloiuxn reducible gLLAQbeceeffmlodehw reducible gLLAQbeceeffexoqqxn SFS[D(5,3)(5,2)] gLLAQbeceeffhhoxxhw SFS[D(5,3)(4,1)] gLLAQbeceeffhhnxxhw s563(0,0) gLLAQbeceeffhhrxxhw s438(0,0) gLLAQbeceeffxxvxqxn SFS[D(8,3)(2,1)] gLLAQbeceeffxxsxqxn m185(0,0) gLLAQbeceeffxxwxqxn m282(0,0) gLLAQbeceeffhhvqxhw SFS[D(3,1)(2,1)] gLLAQbeceeffhhsqxhw s696(0,0) gLLAQbeceeffhhwqxhw s631(0,0) gLLAQbeceeffmdoimxn reducible gLLAQbeceeffmdoamxn reducible gLLAQbeceeffeioppxn toroidal gLLAQbeceeffeivqpxn SFS[D(2,1)(2,1)] gLLAQbeceeffdtollhw SFS[D(5,2)(5,2)] gLLAQbeceeffdlollhw SFS[D(5,2)(4,1)] gLLAQbeceeffapvaehw SFS[D(8,3)(2,1)] gLLAQbeceeffemvqphw toroidal gLLAQbeceeffeiopphw toroidal gLLAQbeceeffapvhixn SFS[D(3,1)(2,1)] gLLAQbeceeffeivqphw SFS[D(3,1)(2,1)] gLLAQbeceeffdtollxn SFS[D(5,3)(5,2)] gLLAQbeceeffdlollxn SFS[D(5,3)(4,1)] gLLAQbeceeffdqoiixn SFS[D(5,3)(4,1)] gLLAQbeceeffemvqpxn toroidal gLLAQbeceeffapvaexn SFS[D(7,2)(2,1)] gLLAQbeceeffexoqqhw SFS[D(5,2)(5,2)] gLLAQbeceeffhhoxxxn SFS[D(5,2)(4,1)] gLLAQbeceeffhhrxxxn s394(0,0) gLLAQbeceeffhhnxxxn s521(0,0) gLLAQbeceeffdqoiihw SFS[D(5,2)(4,1)] gLLAQbeceeffhhvqxxn SFS[D(2,1)(2,1)] gLLAQbeceeffhhsqxxn s654(0,0) gLLAQbeceeffhhwqxxn s598(0,0) gLLAQbeceeffxxvxqhw SFS[D(7,2)(2,1)] gLLAQbeceeffxxsxqhw m180(0,0) gLLAQbeceeffxxwxqhw m284(0,0) gLLAQbeceeffaeommxn SFS[D(5,2)(2,1)] gLLAQbeceeffapvhihw SFS[D(2,1)(2,1)] gLLAQbeceeffaeommhw SFS[D(5,2)(2,1)] gLLAQbeceeffmdoamhw reducible gLLAQbeceeffmdoimhw reducible gLLAQbeceeffhhoumhw SFS[D(5,3)(3,1)] gLLAQbeceeffmqoithw reducible gLLAQbeceeffexoipxn SFS[D(5,2)(3,1)] gLLAQbeceefftevhthw reducible gLLAQbeceeffdaoithw SFS[D(5,2)(2,1)] gLLAQbeceefflavuixn SFS[D(5,2)(2,1)] gLLAQbeceeffapvalxn SFS[D(8,3)(2,1)] gLLAQbeceeffaavtmhw SFS[D(2,1)(2,1)] gLLAQbeceeffaavlmhw SFS[D(2,1)(2,1)] gLLAQbeceeffdqoulxn SFS[D(5,3)(3,1)] gLLAQbeceefflevhthw reducible gLLAQbeceefflavlmhw toroidal gLLAQbeceeffhaoxqxn SFS[D(5,2)(2,1)] gLLAQbeceeffharxqxn SFS[D(11,2)(2,1)] gLLAQbeceeffhanxqxn toroidal gLLAQbeceeffhdvttxn reducible gLLAQbeceeffhpvttxn SFS[D(3,1)(2,1)] gLLAQbeceeffhavqqxn reducible gLLAQbeceeffhasqqxn toroidal gLLAQbeceeffhawqqxn toroidal gLLAQbeceeffhuvddxn SFS[D(3,1)(2,1)] gLLAQbeceeffhhvttxn SFS[D(3,1)(2,1)] gLLAQbeceeffxavxhhw SFS[D(7,2)(2,1)] gLLAQbeceeffxawxhhw toroidal gLLAQbeceeffaaopdhw SFS[D(5,2)(2,1)] gLLAQbeceeffahoxqxn reducible gLLAQbeceeffahrxqxn toroidal gLLAQbeceeffahnxqxn toroidal gLLAQbeceeffahvqqxn SFS[D(2,1)(2,1)] gLLAQbeceeffahsqqxn toroidal gLLAQbeceeffahwqqxn SFS[D(17,5)(2,1)] gLLAQbeceeffamvttxn SFS[D(2,1)(2,1)] gLLAQbeceeffamvltxn SFS[D(2,1)(2,1)] gLLAQbeceeffaavudhw SFS[D(5,2)(2,1)] gLLAQbeceeffauvpthw SFS[D(5,2)(2,1)] gLLAQbeceeffapvaqhw toroidal gLLAQbeceeffaxvaqhw SFS[D(7,2)(2,1)] gLLAQbeceeffaxsaqhw toroidal gLLAQbeceeffaxwaqhw SFS[D(8,3)(2,1)] gLLAQbeceeffalvaqhw SFS[D(8,3)(2,1)] gLLAQbeceefftavlmhw SFS[D(2,1)(2,1)] gLLAQbeceeffmloiuhw reducible gLLAQbeceeffmlodexn reducible gLLAQbecefefmpomxxk reducible gLLAQbecefefmpoixxk reducible gLLAQbecefefhlomxuk SFS[D(5,2)(3,1)] gLLAQbecefefhtomxuk SFS[D(4,1)(3,1)] gLLAQbecefefhhoxxak SFS[D(4,1)(3,1)] gLLAQbecefefhhrxxak m291(0,0) gLLAQbecefefhhnxxak m303(0,0) gLLAQbecefefhhvqxak SFS[D(2,1)(2,1)] gLLAQbecefefhhsqxak m364(0,0) gLLAQbecefefhhwqxak m363(0,0) gLLAQbeecfefhhajxak m214(0,0) gLLAQbeecfefhhanxak m263(0,0) gLLAQbecefefdtolxdk SFS[D(5,3)(3,1)] gLLAQbecefefdqoixtk SFS[D(4,3)(3,1)] gLLAQbecefefdlolxdk SFS[D(4,3)(3,1)] gLLAQbecefefemvqxek toroidal gLLAQbecefefdlvixdk SFS[D(7,2)(2,1)] gLLAQbecefeflpoixtk SFS[D(5,2)(3,1)] gLLAQbecefefluolxdk SFS[D(4,1)(3,1)] gLLAQbecefeflavlxqk SFS[D(8,3)(2,1)] gLLAQbecefeflpvhxtk toroidal gLLAQbecefefluvixdk SFS[D(7,2)(2,1)] gLLAQbecefeftpoixtk toroidal gLLAQbecefeftpvhxtk SFS[D(5,2)(2,1)] gLLAQbecefefaloixtk SFS[D(3,1)(2,1)] gLLAQbecefefapvhxtk SFS[D(5,2)(2,1)] gLLAQbecefefexoqxhk SFS[D(5,3)(3,1)] gLLAQbecefefxxoqxhk SFS[D(4,3)(3,1)] gLLAQbecefefxxrqxhk s607(0,0) gLLAQbecefefxxnqxhk s501(0,0) gLLAQbecefefxxvxxhk SFS[D(8,3)(2,1)] gLLAQbecefefxxsxxhk m248(0,0) gLLAQbecefefxxwxxhk m251(0,0) gLLAQbeecfefxxhbxhk SFS[D(5,2)(2,1)] gLLAQbeecfefxxhjxhk s712(0,0) gLLAQbeecfefxxhnxhk s625(0,0) gLLAQbecefefeiopxek toroidal gLLAQbecefefeavqxek SFS[D(2,1)(2,1)] gLLAQbecefefeivqxek SFS[D(2,1)(2,1)] gLLAQbecefefmdoixuk reducible gLLAQbecefefmdoaxuk reducible gLLAQbecefefaeomxuk SFS[D(3,1)(2,1)] gLLAQbecefefmtoixqk reducible gLLAQbecefefmlodxpk reducible gLLAQbeecfefapubqlj SFS[D(2,1)(2,1)] gLLAQbecefefapvaqdj SFS[D(7,2)(2,1)] gLLAQbecefefaaouxik SFS[D(3,1)(2,1)] gLLAQbecefefahoxxhk reducible gLLAQbecefefahrxxhk toroidal gLLAQbecefefahnxxhk toroidal gLLAQbecefefamvtxik SFS[D(2,1)(2,1)] gLLAQbecefefamvlxik SFS[D(2,1)(2,1)] gLLAQbecefefahvqxhk SFS[D(2,1)(2,1)] gLLAQbecefefahsqxhk toroidal gLLAQbecefefahwqxhk SFS[D(7,3)(2,1)] gLLAQbeecfefaaebqtj SFS[D(3,1)(2,1)] gLLAQbeecfefapubxlk SFS[D(3,1)(2,1)] gLLAQbeecfefauabxhk toroidal gLLAQbeecfefahajxhk toroidal gLLAQbeecfefahanxhk SFS[D(8,3)(2,1)] gLLAQbeecfefaeabxhk SFS[D(8,3)(2,1)] gLLAQbeecfefaeabqhj SFS[D(7,2)(2,1)] gLLAQbecefefahvqqhj SFS[D(3,1)(2,1)] gLLAQbecefefahwqqhj SFS[D(3,1)(2,1)] gLLAQbecefefahsqqhj toroidal gLLAQbecefefhdvtxik reducible gLLAQbecefefexoiqej SFS[D(3,1)(2,1)] gLLAQbecefefhhvtxik SFS[D(3,1)(2,1)] gLLAQbecefefahoxqhj reducible gLLAQbecefefahnxqhj toroidal gLLAQbecefefahrxqhj toroidal gLLAQbecefefdqouqdj SFS[D(3,1)(2,1)] gLLAQbeecfefahanqhj SFS[D(7,2)(2,1)] gLLAQbeecfefahajqhj toroidal gLLAQbeecfefauabqhj toroidal gLLAQbecefefdqouxdk SFS[D(3,1)(3,2)] gLLAQbecefefmlodqpj reducible gLLAQbecefefamvtqij SFS[D(3,1)(2,1)] gLLAQbecefefamvlqij SFS[D(3,1)(2,1)] gLLAQbecefefapvaxdk SFS[D(8,3)(2,1)] gLLAQbecefefaaouqij SFS[D(2,1)(2,1)] gLLAQbeecfefaaebxtk SFS[D(2,1)(2,1)] gLLAQbecefefhhvtqij SFS[D(3,1)(3,2)] gLLAQbecefefexoixek SFS[D(3,1)(3,1)] gLLAQbecefefmtoiqqj reducible gLLAQbecefefhdvtqij reducible gLLAQbecefefalvdplj SFS[D(2,1)(2,1)] gLLAQbecefefaaoluan SFS[D(2,1)(2,1)] gLLAQbecefefaaoldak SFS[D(2,1)(2,1)] gLLAQbecefefalvdelj SFS[D(2,1)(2,1)] gLLAQbeceeffpdoxxmb reducible gLLAQbeceeffpdrxxmb reducible gLLAQbeceeffpdnxxmb reducible gLLAQbeceeffpdsqxmb reducible gLLAQbeceeffpispimb reducible gLLAQbeceeffmdollmb reducible gLLAQbecefefauriiuf SFS[D(2,1)(2,1)] gLLAQbecefefaanpiaf SFS[D(2,1)(2,1)] gLLAQbecefefauwpiuf SFS[D(2,1)(2,1)] gLLAQbecefefaarllac SFS[D(3,1)(2,1)] gLLAQbecefefaanllac SFS[D(3,1)(2,1)] gLLAQbecefefeaollec reducible gLLAQbecefefeanllec SFS[D(3,1)(2,1)] gLLAQbecefefearllec SFS[D(3,1)(2,1)] gLLAQbecefefaasulac SFS[D(2,1)(2,1)] gLLAQbecefeftxomltc reducible gLLAQbecefeftaolltc reducible gLLAQbecefefexomlec reducible gLLAQbecefefhhnxqac SFS[D(2,1)(2,1)] gLLAQbecefefhhvqqac reducible gLLAQbecefefhhsqqac SFS[D(3,1)(2,1)] gLLAQbecefefhhwqqac SFS[D(3,1)(2,1)] gLLAQbeecfefhhanqac SFS[D(2,1)(2,1)] gLLAQbecefefemvqqec reducible gLLAQbecefeflavlqqc SFS[D(2,1)(2,1)] gLLAQbecefeftpoiqtc SFS[D(2,1)(2,1)] gLLAQbecefefxxrqqhc SFS[D(5,2)(2,1)] gLLAQbecefefxxnqqhc SFS[D(4,1)(2,1)] gLLAQbecefefxxvxqhc SFS[D(2,1)(2,1)] gLLAQbeecfefxxhjqhc SFS[D(5,2)(2,1)] gLLAQbeecfefxxhnqhc SFS[D(4,1)(2,1)] gLLAQbecefefeiopqec SFS[D(2,1)(2,1)] gLLAQbecefefeavqqec reducible gLLAQbecefefeivqqec reducible gLLAQbeceefflavlmxb reducible gLLAQbeceeffaavtmxb reducible gLLAQbeceeffaavlmxb reducible gLLAQbeceeffapvalhc SFS[D(2,1)(2,1)] gLLAQbeceefftavlmxb reducible gLLAQbeceefflevhtxb reducible gLLAQbeceefftevhtxb reducible gLLAQbeceeffahnxqhc SFS[D(2,1)(2,1)] gLLAQbeceeffaxwaqxb SFS[D(2,1)(2,1)] gLLAQbeceeffalvaqxb SFS[D(2,1)(2,1)] gLLAQbeceeffahvqqhc reducible gLLAQbeceeffahsqqhc SFS[D(3,1)(2,1)] gLLAQbeceeffahwqqhc SFS[D(3,1)(2,1)] gLLAQbeceeffamvtthc reducible gLLAQbeceeffamvlthc reducible gLLAQbeceeffhanxqhc reducible gLLAQbeceeffxawxhxb reducible gLLAQbeceeffhavqqhc reducible gLLAQbeceeffhasqqhc reducible gLLAQbeceeffhawqqhc reducible gLLAQbeceeffhpvtthc reducible gLLAQbeceeffhuvddhc reducible gLLAQbeceeffhdvtthc reducible gLLAQbeceeffhhvtthc reducible gLLAQbeceeffhhnxxhc SFS[D(2,1)(2,1)] gLLAQbeceeffxxwxqxb SFS[D(2,1)(2,1)] gLLAQbeceeffhhvqxhc reducible gLLAQbeceeffhhsqxhc SFS[D(3,1)(2,1)] gLLAQbeceeffhhwqxhc SFS[D(3,1)(2,1)] gLLAQbeceeffeioppxb SFS[D(2,1)(2,1)] gLLAQbeceeffemvqphc reducible gLLAQbeceeffeiopphc SFS[D(2,1)(2,1)] gLLAQbeceeffapvhixb reducible gLLAQbeceeffeivqphc reducible gLLAQbeceeffapvaexb SFS[D(2,1)(2,1)] gLLAQbeceeffhhrxxxb SFS[D(4,1)(2,1)] gLLAQbeceeffhhnxxxb SFS[D(5,2)(2,1)] gLLAQbeceeffhhsqxxb SFS[D(5,2)(2,1)] gLLAQbeceeffhhwqxxb SFS[D(4,1)(2,1)] gLLAQbeceeffxxvxqhc SFS[D(2,1)(2,1)] gLLAQbeceeffharxqxb SFS[D(4,1)(2,1)] gLLAQbeceeffhanxqxb SFS[D(5,2)(2,1)] gLLAQbeceeffhasqqxb SFS[D(5,2)(2,1)] gLLAQbeceeffhawqqxb SFS[D(4,1)(2,1)] gLLAQbeceeffxavxhhc SFS[D(2,1)(2,1)] gLLAQbeceeffahrxqxb SFS[D(4,1)(2,1)] gLLAQbeceeffahnxqxb SFS[D(5,2)(2,1)] gLLAQbeceeffahsqqxb SFS[D(5,2)(2,1)] gLLAQbeceeffahwqqxb SFS[D(4,1)(2,1)] gLLAQbeceeffaxvaqhc SFS[D(2,1)(2,1)] gLLAQbecefefmpomxxf reducible gLLAQbecefefmpoixxf reducible gLLAQbecefefhlomxuf reducible gLLAQbecefefhtomxuf reducible gLLAQbecefefhhoxxaf reducible gLLAQbecefefhhrxxaf SFS[D(4,1)(3,1)] gLLAQbecefefhhnxxaf SFS[D(4,3)(3,1)] gLLAQbecefefhhsqxaf SFS[D(4,1)(2,1)] gLLAQbeecfefhhajxaf SFS[D(4,1)(2,1)] gLLAQbecefefdtolxdf reducible gLLAQbecefefdqoixtf reducible gLLAQbecefefdlolxdf reducible gLLAQbecefefdlvixdf SFS[D(2,1)(2,1)] gLLAQbecefeflpoixtf reducible gLLAQbecefefluolxdf reducible gLLAQbecefefluvixdf SFS[D(2,1)(2,1)] gLLAQbecefeftpoixtf reducible gLLAQbecefefaloixtf reducible gLLAQbecefefexoqxhf reducible gLLAQbecefefxxoqxhf reducible gLLAQbecefefxxrqxhf SFS[D(4,3)(3,1)] gLLAQbecefefxxnqxhf SFS[D(4,1)(3,1)] gLLAQbecefefxxsxxhf SFS[D(4,1)(2,1)] gLLAQbeecfefxxhjxhf SFS[D(4,1)(2,1)] gLLAQbecefefeiopxef reducible gLLAQbecefefmdoixuf reducible gLLAQbecefefmdoaxuf reducible gLLAQbecefefaeomxuf reducible gLLAQbecefefmtoixqf reducible gLLAQbecefefmlodxpf reducible gLLAQbecefefapvaqdc SFS[D(2,1)(2,1)] gLLAQbecefefaaouxif reducible gLLAQbecefefahoxxhf reducible gLLAQbecefefahrxxhf reducible gLLAQbecefefahnxxhf reducible gLLAQbecefefahsqxhf reducible gLLAQbeecfefaaebqtc reducible gLLAQbeecfefapubxlf reducible gLLAQbeecfefauabxhf reducible gLLAQbeecfefahajxhf reducible gLLAQbeecfefaeabqhc SFS[D(2,1)(2,1)] gLLAQbecefefahvqqhc reducible gLLAQbecefefahwqqhc SFS[D(3,1)(2,1)] gLLAQbecefefahsqqhc SFS[D(3,1)(2,1)] gLLAQbecefefahnxqhc SFS[D(2,1)(2,1)] gLLAQbeecfefahanqhc SFS[D(2,1)(2,1)] gLLAQbecefefdqouxdf reducible gLLAQbecefefamvtqic reducible gLLAQbecefefamvlqic reducible gLLAQbecefefhhvtqic reducible gLLAQbecefefexoixef reducible gLLAQbecefefhdvtqic reducible gLLAQbecefefmdomuqb reducible gLLAQbecefefaaohuib reducible gLLAQbecefefaanxptb SFS[D(3,1)(2,1)] gLLAQbecefefaanhuib SFS[D(3,1)(2,1)] gLLAQbecefefaasauib SFS[D(2,1)(2,1)] gLLAQbecefefaasqptb SFS[D(2,1)(2,1)] gLLAQbecefefexoapeb reducible gLLAQbecefefhhohuib reducible gLLAQbecefefdqoepdb reducible gLLAQbecefefduoeudb reducible gLLAQbecefefdureudb SFS[D(5,2)(3,1)] gLLAQbecefefduneudb SFS[D(5,3)(3,1)] gLLAQbecefefdpoxutb reducible gLLAQbecefefdprxutb toroidal gLLAQbecefefdpnxutb toroidal gLLAQbecefefdqoeudb reducible gLLAQbecefefdustudb SFS[D(5,2)(2,1)] gLLAQbecefefdpvqutb SFS[D(2,1)(2,1)] gLLAQbecefefdpsqutb toroidal gLLAQbecefefdpwqutb SFS[D(2,1)(2,1)] gLLAQbecefeftisqptb SFS[D(5,2)(2,1)] gLLAQbecefeflivqptb SFS[D(2,1)(2,1)] gLLAQbecefeflisqptb toroidal gLLAQbecefefliwqptb SFS[D(2,1)(2,1)] gLLAQbecefefetolphb reducible gLLAQbecefefetnlphb SFS[D(5,3)(3,1)] gLLAQbecefefetrlphb SFS[D(5,2)(3,1)] gLLAQbecefeflxoeudb reducible gLLAQbecefefdpoxptb reducible gLLAQbecefefdpnxptb toroidal gLLAQbecefefdprxptb toroidal gLLAQbecefeflmsqutb SFS[D(5,2)(2,1)] gLLAQbecefeflivqutb SFS[D(2,1)(2,1)] gLLAQbecefeflisqutb toroidal gLLAQbecefefliwqutb SFS[D(2,1)(2,1)] gLLAQbecefefetsuphb SFS[D(5,2)(2,1)] gLLAQbecefefdpvqptb SFS[D(2,1)(2,1)] gLLAQbecefefdpsqptb toroidal gLLAQbecefefdpwqptb SFS[D(2,1)(2,1)] gLLAQbecefefeloapeb reducible gLLAQbecefefelnapeb SFS[D(4,3)(3,1)] gLLAQbecefefelrapeb SFS[D(4,1)(3,1)] gLLAQbecefeftxoeudb reducible gLLAQbecefefduoepdb reducible gLLAQbecefefdunepdb SFS[D(5,3)(3,1)] gLLAQbecefefdurepdb SFS[D(5,2)(3,1)] gLLAQbecefeftmsqutb SFS[D(4,1)(2,1)] gLLAQbecefeftisqutb SFS[D(5,2)(2,1)] gLLAQbecefefelshpeb SFS[D(4,1)(2,1)] gLLAQbecefefdustpdb SFS[D(5,2)(2,1)] gLLAQbecefefaaohpib reducible gLLAQbecefefaanhpib SFS[D(3,1)(2,1)] gLLAQbecefefaanxutb SFS[D(3,1)(2,1)] gLLAQbecefefaasqutb SFS[D(2,1)(2,1)] gLLAQbecefefaasapib SFS[D(2,1)(2,1)] gLLAQbecefeftxoepdb reducible gLLAQbecefeflxoepdb reducible gLLAQbecefefhhohpib reducible gLLAQbecefefeloaueb reducible gLLAQbecefefelraueb SFS[D(4,1)(3,1)] gLLAQbecefefelnaueb SFS[D(4,3)(3,1)] gLLAQbecefefetoluhb reducible gLLAQbecefefetrluhb SFS[D(5,2)(3,1)] gLLAQbecefefetnluhb SFS[D(5,3)(3,1)] gLLAQbecefefexoaueb reducible gLLAQbecefefelshueb SFS[D(4,1)(2,1)] gLLAQbecefefetsuuhb SFS[D(5,2)(2,1)] gLLAQbecefeftmsqptb SFS[D(4,1)(2,1)] gLLAQbecefeflmsqptb SFS[D(5,2)(2,1)] gLLAQbecefefmdompqb reducible gLLAQbeceeffhhviddc reducible gLLAQbeceeffaevhhlf reducible gLLAQbeceeffhivlqdc reducible gLLAQbeceeffhlvhtdc reducible gLLAQbeceeffapvlqdc reducible gLLAQbeceeffapvtqdc reducible gLLAQbeceeffalvallf T2xI gLLAQbeceeffhtvhtdc reducible gLLAQbeceeffahvhtdc reducible gLLAQbeceeffamvamdc SFS[D(2,1)(2,1)] gLLAQbeceeffhavhtdc reducible gLLAQbecefefmaoduib reducible gLLAQbecefefhivlepc reducible gLLAQbecefefpavpuub T2xI gLLAQbecefefhholuab reducible gLLAQbecefefamvaeqc SFS[D(2,1)(2,1)] gLLAQbecefefapvlepc reducible gLLAQbecefefapvtepc reducible gLLAQbecefefhtvheuc reducible gLLAQbecefefhlvheuc reducible gLLAQbecefefaxoautb reducible gLLAQbecefefahvheuc reducible gLLAQbeceeffamvameb SFS[D(2,1)(2,1)] gLLAQbeceeffaevhhtf reducible gLLAQbeceeffalvaltf T2xI gLLAQbeceeffhavhteb reducible gLLAQbeceeffhlvhteb reducible gLLAQbeceeffhivlqeb reducible gLLAQbeceeffhhvideb reducible gLLAQbeceeffhtvhteb reducible gLLAQbeceeffapvlqeb reducible gLLAQbeceeffapvtqeb reducible gLLAQbeceeffahvhteb reducible gLLAQbeceeffainxxtf SFS[D(2,1)(2,1)] gLLAQbeceeffamwaheb SFS[D(2,1)(2,1)] gLLAQbeceeffaivqxtf reducible gLLAQbeceeffaisqxtf SFS[D(3,1)(2,1)] gLLAQbeceeffaiwqxtf SFS[D(3,1)(2,1)] gLLAQbeceeffdprxxeb SFS[D(2,1)(2,1)] gLLAQbeceeffdpwqxeb SFS[D(2,1)(2,1)] gLLAQbeceefflivqxdc reducible gLLAQbeceefflisqxdc SFS[D(3,1)(2,1)] gLLAQbeceeffliwqxdc SFS[D(3,1)(2,1)] gLLAQbeceeffduneetf SFS[D(5,2)(2,1)] gLLAQbeceeffdureetf toroidal gLLAQbeceeffainxxlf SFS[D(2,1)(2,1)] gLLAQbeceeffdprxxdc SFS[D(2,1)(2,1)] gLLAQbeceefflmvqxeb reducible gLLAQbeceefflmsqxeb toroidal gLLAQbeceefflmwqxeb toroidal gLLAQbeceeffaivqxlf reducible gLLAQbeceeffaisqxlf SFS[D(3,1)(2,1)] gLLAQbeceeffaiwqxlf SFS[D(3,1)(2,1)] gLLAQbeceefflivqxeb reducible gLLAQbeceefflisqxeb SFS[D(3,1)(2,1)] gLLAQbeceeffliwqxeb SFS[D(3,1)(2,1)] gLLAQbeceeffdustetf SFS[D(5,2)(2,1)] gLLAQbeceeffduwtetf toroidal gLLAQbeceeffamwahdc SFS[D(2,1)(2,1)] gLLAQbeceeffdpwqxdc SFS[D(2,1)(2,1)] gLLAQbeceeffeloaadc SFS[D(2,1)(2,1)] gLLAQbeceefftmsqxeb SFS[D(4,1)(2,1)] gLLAQbeceefftmwqxeb SFS[D(5,2)(2,1)] gLLAQbeceeffelshadc SFS[D(4,1)(2,1)] gLLAQbeceeffelwhadc SFS[D(5,2)(2,1)] gLLAQbeceeffainhhtf SFS[D(4,1)(2,1)] gLLAQbeceeffairhhtf SFS[D(5,2)(2,1)] gLLAQbeceeffamsqxeb SFS[D(5,2)(2,1)] gLLAQbeceeffamwqxeb SFS[D(4,1)(2,1)] gLLAQbeceeffaxvaeeb T2xI gLLAQbeceeffaivahtf SFS[D(2,1)(2,1)] gLLAQbeceeffaxvaedc T2xI gLLAQbeceeffairhhlf SFS[D(5,2)(2,1)] gLLAQbeceeffainhhlf SFS[D(4,1)(2,1)] gLLAQbeceeffeloaaeb SFS[D(2,1)(2,1)] gLLAQbeceeffdureelf toroidal gLLAQbeceeffduneelf SFS[D(5,2)(2,1)] gLLAQbeceeffaivahlf SFS[D(2,1)(2,1)] gLLAQbeceeffelshaeb SFS[D(4,1)(2,1)] gLLAQbeceeffelwhaeb SFS[D(5,2)(2,1)] gLLAQbeceeffdustelf SFS[D(5,2)(2,1)] gLLAQbeceeffduwtelf toroidal gLLAQbeceeffamsqxdc SFS[D(5,2)(2,1)] gLLAQbeceeffamwqxdc SFS[D(4,1)(2,1)] gLLAQbeceefftmsqxdc SFS[D(4,1)(2,1)] gLLAQbeceefftmwqxdc SFS[D(5,2)(2,1)] gLLAQbeceefflmvqxdc reducible gLLAQbeceefflmsqxdc toroidal gLLAQbeceefflmwqxdc toroidal gLLAQbeceeffaanxieb SFS[D(2,1)(2,1)] gLLAQbeceeffaavqieb reducible gLLAQbeceeffaasqieb SFS[D(3,1)(2,1)] gLLAQbeceeffaawqieb SFS[D(3,1)(2,1)] gLLAQbeceeffaawamtf SFS[D(2,1)(2,1)] gLLAQbeceeffhhvateb reducible gLLAQbeceeffaanxdtf SFS[D(5,2)(2,1)] gLLAQbeceeffaanhteb SFS[D(4,1)(2,1)] gLLAQbeceeffaasqdtf SFS[D(5,2)(2,1)] gLLAQbeceeffaawqdtf SFS[D(4,1)(2,1)] gLLAQbeceeffxxvxeeb T2xI gLLAQbecefefahvhduf reducible gLLAQbecefefapvldpf reducible gLLAQbecefefapvtdpf reducible gLLAQbecefefaxoaptb reducible gLLAQbecefefhlvhduf reducible gLLAQbecefefhtvhduf reducible gLLAQbecefefhivldpf reducible gLLAQbecefefhholpab reducible gLLAQbecefefamvadqf SFS[D(2,1)(2,1)] gLLAQbecefefmaodpib reducible gLLAQbecefefpavppub T2xI gLLAQbeceeffaanxidc SFS[D(2,1)(2,1)] gLLAQbeceeffaavqidc reducible gLLAQbeceeffaasqidc SFS[D(3,1)(2,1)] gLLAQbeceeffaawqidc SFS[D(3,1)(2,1)] gLLAQbeceeffaawamlf SFS[D(2,1)(2,1)] gLLAQbeceeffhhvatdc reducible gLLAQbeceeffaanxdlf SFS[D(5,2)(2,1)] gLLAQbeceeffaanhtdc SFS[D(4,1)(2,1)] gLLAQbeceeffaasqdlf SFS[D(5,2)(2,1)] gLLAQbeceeffaawqdlf SFS[D(4,1)(2,1)] gLLAQbeceeffxxvxedc T2xI gLLAQbecefefamrhdif SFS[D(2,1)(2,1)] gLLAQbecefefamwadif SFS[D(2,1)(2,1)] gLLAQbecefeflavqetc reducible gLLAQbecefeflasqetc SFS[D(3,1)(2,1)] gLLAQbecefeflawqetc SFS[D(3,1)(2,1)] gLLAQbecefefdprxdtf SFS[D(2,1)(2,1)] gLLAQbecefefdpwqdtf SFS[D(2,1)(2,1)] gLLAQbecefeflivqetc reducible gLLAQbecefeflisqetc SFS[D(3,1)(2,1)] gLLAQbecefefliwqetc SFS[D(3,1)(2,1)] gLLAQbecefefetnlehc SFS[D(5,2)(2,1)] gLLAQbecefefetrlehc toroidal gLLAQbecefefamrheic SFS[D(2,1)(2,1)] gLLAQbecefefdprxetc SFS[D(2,1)(2,1)] gLLAQbecefeflmvqdtf reducible gLLAQbecefeflmsqdtf toroidal gLLAQbecefeflmwqdtf toroidal gLLAQbecefeflavqdtf reducible gLLAQbecefeflasqdtf SFS[D(3,1)(2,1)] gLLAQbecefeflawqdtf SFS[D(3,1)(2,1)] gLLAQbecefeflivqdtf reducible gLLAQbecefeflisqdtf SFS[D(3,1)(2,1)] gLLAQbecefefliwqdtf SFS[D(3,1)(2,1)] gLLAQbecefefetsuehc SFS[D(5,2)(2,1)] gLLAQbecefefetwuehc toroidal gLLAQbecefefamwaeic SFS[D(2,1)(2,1)] gLLAQbecefefdpwqetc SFS[D(2,1)(2,1)] gLLAQbecefefeloaeec SFS[D(2,1)(2,1)] gLLAQbecefeftmsqdtf SFS[D(4,1)(2,1)] gLLAQbecefeftmwqdtf SFS[D(5,2)(2,1)] gLLAQbecefefelsheec SFS[D(4,1)(2,1)] gLLAQbecefefelwheec SFS[D(5,2)(2,1)] gLLAQbecefefamrxdtf SFS[D(4,1)(2,1)] gLLAQbecefefamnxdtf SFS[D(5,2)(2,1)] gLLAQbecefefamsqdtf SFS[D(5,2)(2,1)] gLLAQbecefefamwqdtf SFS[D(4,1)(2,1)] gLLAQbecefefaxvaddf T2xI gLLAQbecefefeaveeuc SFS[D(2,1)(2,1)] gLLAQbecefefaxvaedc T2xI gLLAQbecefefamnxetc SFS[D(5,2)(2,1)] gLLAQbecefefamrxetc SFS[D(4,1)(2,1)] gLLAQbecefefeloadef SFS[D(2,1)(2,1)] gLLAQbecefefetrldhf toroidal gLLAQbecefefetnldhf SFS[D(5,2)(2,1)] gLLAQbecefefeaveduf SFS[D(2,1)(2,1)] gLLAQbecefefelshdef SFS[D(4,1)(2,1)] gLLAQbecefefelwhdef SFS[D(5,2)(2,1)] gLLAQbecefefetsudhf SFS[D(5,2)(2,1)] gLLAQbecefefetwudhf toroidal gLLAQbecefefamsqetc SFS[D(5,2)(2,1)] gLLAQbecefefamwqetc SFS[D(4,1)(2,1)] gLLAQbecefeftmsqetc SFS[D(4,1)(2,1)] gLLAQbecefeftmwqetc SFS[D(5,2)(2,1)] gLLAQbecefeflmvqetc reducible gLLAQbecefeflmsqetc toroidal gLLAQbecefeflmwqetc toroidal gLLAQbeceeffeioppaf toroidal gLLAQbeceeffhdouhaf SFS[D(3,1)(2,1)] gLLAQbeceeffhdoehaf SFS[D(3,1)(2,1)] gLLAQbeceeffahwqlaf SFS[D(2,1)(2,1)] gLLAQbeceeffahrxlaf SFS[D(2,1)(2,1)] gLLAQbeceeffaxwaeaf SFS[D(3,1)(2,1)] gLLAQbeceeffaxsaeaf SFS[D(3,1)(2,1)] gLLAQbeceeffdtollaf SFS[D(5,2)(2,1)] gLLAQbeceeffdlollaf SFS[D(4,1)(2,1)] gLLAQbeceeffemvqpaf SFS[D(3,1)(2,1)] gLLAQbeceeffapvaeaf SFS[D(3,1)(2,1)] gLLAQbeceeffdlvilaf reducible gLLAQbeceeffpdoxxaf toroidal gLLAQbeceeffpdrxxaf SFS[D(3,1)(3,1)] gLLAQbeceeffpdnxxaf m007(0,0) gLLAQbeceeffalvaeaf SFS[D(3,1)(2,1)] gLLAQbeceeffpdsqxaf m045(0,0) gLLAQbeceeffpdwqxaf m053(0,0) gLLAQbeceeffpivpiaf SFS[D(3,1)(2,1)] gLLAQbeceeffpispiaf m009(0,0) gLLAQbeceeffpiwpiaf m032(0,0) gLLAQbeceeffdpolxaf SFS[D(2,1)(2,1)] gLLAQbeceeffdpopxaf SFS[D(2,1)(2,1)] gLLAQbeceeffdioheaf SFS[D(3,1)(2,1)] gLLAQbeceeffdioueaf SFS[D(3,1)(2,1)] gLLAQbeceeffdqvleaf SFS[D(2,1)(2,1)] gLLAQbeceeffdpvuxaf SFS[D(2,1)(2,1)] gLLAQbeceeffhuoaiaf SFS[D(2,1)(2,1)] gLLAQbeceeffexoqqaf SFS[D(5,2)(2,1)] gLLAQbeceeffhhoxxaf SFS[D(4,1)(2,1)] gLLAQbeceeffhhrxxaf m004(0,0) gLLAQbeceeffhhnxxaf m015(0,0) gLLAQbeceeffdqoiiaf SFS[D(4,1)(2,1)] gLLAQbeceeffhhsqxaf m035(0,0) gLLAQbeceeffhhwqxaf m029(0,0) gLLAQbeceeffaxvhiaf SFS[D(2,1)(2,1)] gLLAQbeceeffxxvxqaf SFS[D(3,1)(2,1)] gLLAQbeceeffxxsxqaf toroidal gLLAQbeceeffxxwxqaf m006(0,0) gLLAQbeceeffepoiaaf SFS[D(3,1)(2,1)] gLLAQbeceeffepomaaf SFS[D(3,1)(2,1)] gLLAQbeceeffmdoamaf reducible gLLAQbeceeffmdoimaf reducible gLLAQbeceeffhanxeaf toroidal gLLAQbeceeffharxeaf SFS[D(7,2)(2,1)] gLLAQbeceeffhhoumaf SFS[D(3,1)(2,1)] gLLAQbeceeffxavxmaf SFS[D(3,1)(2,1)] gLLAQbeceeffxasxmaf SFS[D(3,1)(2,1)] gLLAQbeceeffxawxmaf toroidal gLLAQbeceeffxxvhpaf SFS[D(2,1)(2,1)] gLLAQbeceeffhavqeaf reducible gLLAQbeceeffhasqeaf toroidal gLLAQbeceeffhawqeaf toroidal gLLAQbeceeffhpvtmaf SFS[D(3,1)(2,1)] gLLAQbeceeffhdvtmaf reducible gLLAQbeceeffhhvtmaf SFS[D(3,1)(2,1)] gLLAQbeceeffhuvdxaf SFS[D(3,1)(2,1)] gLLAQbeceeffmqoitaf reducible gLLAQbeceeffexoipaf SFS[D(3,1)(2,1)] gLLAQbeceefftpvaqaf reducible gLLAQbeceeffdaoitaf SFS[D(2,1)(2,1)] gLLAQbeceefflevhhaf reducible gLLAQbeceefflavuiaf SFS[D(2,1)(2,1)] gLLAQbeceeffllvtlaf SFS[A(2,1)] gLLAQbeceeffahnxeaf SFS[D(8,3)(2,1)] gLLAQbeceeffahrxeaf SFS[D(7,3)(2,1)] gLLAQbeceeffaxvalaf SFS[D(3,1)(2,1)] gLLAQbeceeffaxsalaf SFS[D(3,1)(2,1)] gLLAQbeceeffaxwalaf reducible gLLAQbeceeffapvalaf SFS[D(3,1)(2,1)] gLLAQbeceeffalvllaf T2xI gLLAQbeceeffalvtlaf T2xI gLLAQbeceeffapvhxaf SFS[D(2,1)(2,1)] gLLAQbeceeffamvtmaf SFS[D(2,1)(2,1)] gLLAQbeceeffamvlmaf SFS[D(2,1)(2,1)] gLLAQbeceeffahvqeaf SFS[D(2,1)(2,1)] gLLAQbeceeffahsqeaf SFS[D(7,2)(2,1)] gLLAQbeceeffahwqeaf SFS[D(5,1)(2,1)] gLLAQbeceefftevhhaf reducible gLLAQbeceefftlvtlaf T2xI gLLAQbeceeffpaoihaf SFS[D(2,1)(2,1)] gLLAQbeceeffpanxeaf SFS[D(7,2)(2,1)] gLLAQbeceeffpanihaf SFS[D(5,1)(2,1)] gLLAQbeceeffpavphaf SFS[D(3,1)(2,1)] gLLAQbeceeffpasphaf reducible gLLAQbeceeffpawphaf SFS[D(3,1)(2,1)] gLLAQbeceeffpasqeaf SFS[D(8,3)(2,1)] gLLAQbeceeffpawqeaf SFS[D(7,3)(2,1)] gLLAQbeceeffpqvpxaf SFS[D(3,1)(2,1)] gLLAQbeceeffhhrxiaf m117(0,0) gLLAQbeceeffhhnxiaf m146(0,0) gLLAQbeceeffhhvqiaf SFS[D(2,1)(2,1)] gLLAQbeceeffhhsqiaf m142(0,0) gLLAQbeceeffhhwqiaf m081(0,0) gLLAQbeceeffxlvxlaf reducible gLLAQbeceeffxxvxlaf SFS[D(3,1)(2,1)] gLLAQbeceeffxxsxlaf m011(0,0) gLLAQbeceeffxxwxlaf toroidal gLLAQbeceeffxpvxlaf SFS[D(3,1)(2,1)] gLLAQbeceeffdqoulaf SFS[D(3,1)(2,1)] gLLAQbeceefflpvaqaf reducible gLLAQbeceefflhvdtaf reducible gLLAQbeceeffpaoataf T2xI gLLAQbeceeffppvataf T2xI gLLAQbeceeffpavuqaf T2xI gLLAQbeceeffpuvpdaf SFS[A(2,1)] gLLAQbeceeffplvptaf SFS[D(3,1)(2,1)] gLLAQbeceeffptvptaf SFS[D(3,1)(2,1)] gLLAQbeceeffdhvltaf reducible gLLAQbeceeffdlviqaf SFS[D(3,1)(2,1)] gLLAQbeceeffdivhdaf SFS[D(3,1)(2,1)] gLLAQbeceefflpvhxaf toroidal gLLAQbeceefflavlmaf SFS[D(3,1)(2,1)] gLLAQbeceeffluvieaf SFS[D(3,1)(2,1)] gLLAQbeceeffhaoxqaf SFS[D(2,1)(2,1)] gLLAQbeceeffharxqaf SFS[D(5,1)(2,1)] gLLAQbeceeffhanxqaf SFS[D(7,2)(2,1)] gLLAQbeceeffhasqqaf SFS[D(8,3)(2,1)] gLLAQbeceeffhawqqaf SFS[D(7,3)(2,1)] gLLAQbeceeffxmvxhaf SFS[D(3,1)(2,1)] gLLAQbeceeffxavxhaf SFS[D(3,1)(2,1)] gLLAQbeceeffxasxhaf reducible gLLAQbeceeffxawxhaf SFS[D(3,1)(2,1)] gLLAQbeceeffxivxhaf reducible gLLAQbeceeffdarxeaf SFS[D(2,1)(2,1)] gLLAQbeceefflasltaf SFS[D(3,1)(2,1)] gLLAQbeceefflawltaf SFS[D(3,1)(2,1)] gLLAQbeceefflpvhdaf SFS[D(3,1)(2,1)] gLLAQbeceeffluviqaf SFS[D(3,1)(2,1)] gLLAQbeceefflivltaf reducible gLLAQbeceefflmvltaf reducible gLLAQbeceeffdawqeaf SFS[D(2,1)(2,1)] gLLAQbeceeffdlvieaf SFS[D(3,1)(2,1)] gLLAQbeceeffeiopaaf SFS[D(2,1)(2,1)] gLLAQbeceeffemvqaaf SFS[D(3,1)(2,1)] gLLAQbeceeffapnhqaf SFS[D(2,1)(2,1)] gLLAQbeceeffahoxqaf reducible gLLAQbeceeffahrxqaf toroidal gLLAQbeceeffahnxqaf toroidal gLLAQbeceeffaerxqaf SFS[D(7,3)(2,1)] gLLAQbeceeffaenxqaf SFS[D(8,3)(2,1)] gLLAQbeceeffauwqqaf SFS[D(2,1)(2,1)] gLLAQbeceeffahsqqaf toroidal gLLAQbeceeffahwqqaf SFS[D(7,2)(2,1)] gLLAQbeceeffaevqqaf SFS[D(2,1)(2,1)] gLLAQbeceeffaesqqaf SFS[D(7,2)(2,1)] gLLAQbeceeffaewqqaf SFS[D(5,1)(2,1)] gLLAQbeceeffapsaqaf SFS[D(3,1)(2,1)] gLLAQbeceeffapwaqaf SFS[D(3,1)(2,1)] gLLAQbeceeffaxvaqaf SFS[D(3,1)(2,1)] gLLAQbeceeffaxsaqaf toroidal gLLAQbeceeffaxwaqaf SFS[D(3,1)(2,1)] gLLAQbeceeffalvaqaf SFS[D(3,1)(2,1)] gLLAQbeceeffalsaqaf SFS[D(3,1)(2,1)] gLLAQbeceeffalwaqaf reducible gLLAQbeceeffhhnxdaf SFS[D(5,3)(3,1)] gLLAQbeceeffhhrxdaf toroidal gLLAQbeceeffhhnpdaf SFS[D(4,3)(3,1)] gLLAQbeceeffhhrpdaf SFS[D(5,3)(3,1)] gLLAQbeceeffxxseeaf SFS[D(4,3)(3,1)] gLLAQbeceeffxxweeaf SFS[D(5,3)(3,1)] gLLAQbeceeffxxsxeaf toroidal gLLAQbeceeffxxwxeaf toroidal gLLAQbeceeffxxsmeaf SFS[D(5,2)(3,1)] gLLAQbeceeffxxwmeaf SFS[D(4,1)(3,1)] gLLAQbeceeffhivtqaf SFS[D(2,1)(2,1)] gLLAQbeceeffhivaqaf SFS[D(2,1)(2,1)] gLLAQbeceeffhhsqdaf SFS[D(5,2)(3,1)] gLLAQbeceeffhhwqdaf toroidal gLLAQbeceeffhhsudaf SFS[D(4,1)(3,1)] gLLAQbeceeffhhwudaf SFS[D(5,2)(3,1)] gLLAQbeceeffeiopuaf SFS[D(2,1)(2,1)] gLLAQbeceeffeivquaf SFS[D(2,1)(2,1)] gLLAQbeceeffeavquaf SFS[D(2,1)(2,1)] gLLAQbeceeffeqvphaf SFS[D(3,1)(2,1)] gLLAQbeceeffemvquaf toroidal gLLAQbeceeffepvmeaf SFS[D(3,1)(2,1)] gLLAQbeceefftpvhxaf SFS[D(2,1)(2,1)] gLLAQbeceeffmloiuaf reducible gLLAQbeceeffmlodeaf reducible gLLAQbeceeffmxvmeaf SFS[D(2,1)(2,1)] gLLAQbeceeffmqvueaf SFS[D(2,1)(2,1)] gLLAQbecefefmloiaxb reducible gLLAQbecefefpaoaaub T2xI gLLAQbecefefplvpaub SFS[D(3,1)(2,1)] gLLAQbecefefptvpaub SFS[D(3,1)(2,1)] gLLAQbeecfefaedbadb T2xI gLLAQbeecfefeddbadb T2xI gLLAQbeecfefddabaab SFS[A(2,1)] gLLAQbecefefhhrxaab toroidal gLLAQbecefefhhnxaab SFS[D(5,3)(3,1)] gLLAQbecefefhhrpaab SFS[D(5,3)(3,1)] gLLAQbecefefhhnpaab SFS[D(4,3)(3,1)] gLLAQbecefefhivtapb SFS[D(2,1)(2,1)] gLLAQbecefefhivaapb SFS[D(2,1)(2,1)] gLLAQbecefefhhsqaab SFS[D(5,2)(3,1)] gLLAQbecefefhhwqaab toroidal gLLAQbeecfefhhajaab toroidal gLLAQbeecfefhhanaab toroidal gLLAQbecefefhhwuaab SFS[D(5,2)(3,1)] gLLAQbecefefhhsuaab SFS[D(4,1)(3,1)] gLLAQbecefefamvtaqb SFS[D(2,1)(2,1)] gLLAQbecefefamvlaqb SFS[D(2,1)(2,1)] gLLAQbecefefmtoxadb reducible gLLAQbecefefpaoxadb SFS[D(2,1)(2,1)] gLLAQbecefefparxadb SFS[D(5,1)(2,1)] gLLAQbecefefpanxadb SFS[D(7,2)(2,1)] gLLAQbecefefpqvpatb SFS[D(3,1)(2,1)] gLLAQbecefefalrhapb SFS[D(8,3)(2,1)] gLLAQbecefefalnhapb SFS[D(7,3)(2,1)] gLLAQbecefefalvaapb SFS[D(3,1)(2,1)] gLLAQbecefefalwaapb reducible gLLAQbecefefalsaapb SFS[D(3,1)(2,1)] gLLAQbecefefdarxadb SFS[D(2,1)(2,1)] gLLAQbecefefapnhapb SFS[D(2,1)(2,1)] gLLAQbecefefemvqaeb SFS[D(3,1)(2,1)] gLLAQbecefeftpvaapb reducible gLLAQbecefefapwaapb SFS[D(3,1)(2,1)] gLLAQbecefefapsaapb SFS[D(3,1)(2,1)] gLLAQbecefeflpvaapb reducible gLLAQbecefefdlviadb SFS[D(3,1)(2,1)] gLLAQbecefefharxadb SFS[D(7,2)(2,1)] gLLAQbecefefhanxadb toroidal gLLAQbecefefhhouaqb SFS[D(3,1)(2,1)] gLLAQbecefefhdvtaqb reducible gLLAQbecefefhpvtaqb SFS[D(3,1)(2,1)] gLLAQbecefefaxohapb reducible gLLAQbecefefaxrhapb toroidal gLLAQbecefefaxnhapb toroidal gLLAQbecefefhuvdatb SFS[D(3,1)(2,1)] gLLAQbecefefaxvaapb SFS[D(3,1)(2,1)] gLLAQbecefefaxwaapb SFS[D(3,1)(2,1)] gLLAQbecefefaxsaapb toroidal gLLAQbeecfefhhqbaqb SFS[D(2,1)(2,1)] gLLAQbecefeflavlaqb SFS[D(3,1)(2,1)] gLLAQbecefeflpvhatb toroidal gLLAQbecefefluviadb SFS[D(3,1)(2,1)] gLLAQbecefefxivxaib reducible gLLAQbecefeftpoiatb SFS[D(2,1)(2,1)] gLLAQbecefeftpvhatb SFS[D(2,1)(2,1)] gLLAQbecefefxmvxaib SFS[D(3,1)(2,1)] gLLAQbecefefahrxadb SFS[D(7,3)(2,1)] gLLAQbecefefahnxadb SFS[D(8,3)(2,1)] gLLAQbecefefapvhatb SFS[D(2,1)(2,1)] gLLAQbecefefahvqadb SFS[D(2,1)(2,1)] gLLAQbecefefahsqadb SFS[D(7,2)(2,1)] gLLAQbecefefahwqadb SFS[D(5,1)(2,1)] gLLAQbecefefxavxaib SFS[D(3,1)(2,1)] gLLAQbecefefxawxaib SFS[D(3,1)(2,1)] gLLAQbecefefxasxaib reducible gLLAQbecefefxxrqahb m146(0,0) gLLAQbecefefxxnqahb m117(0,0) gLLAQbecefefxxvxahb SFS[D(3,1)(2,1)] gLLAQbecefefxxsxahb m011(0,0) gLLAQbecefefxxwxahb toroidal gLLAQbecefeflhvdaub reducible gLLAQbeecfefxxhbahb SFS[D(2,1)(2,1)] gLLAQbeecfefxxhjahb m142(0,0) gLLAQbeecfefxxhnahb m081(0,0) gLLAQbecefefeiopaeb SFS[D(2,1)(2,1)] gLLAQbecefefemopamb SFS[D(5,2)(2,1)] gLLAQbecefeflxoialb SFS[D(4,1)(2,1)] gLLAQbecefefemvqamb SFS[D(3,1)(2,1)] gLLAQbecefefaxvhalb SFS[D(2,1)(2,1)] gLLAQbecefefeiopamb toroidal gLLAQbecefeftxoialb SFS[D(5,2)(2,1)] gLLAQbeecfefaeabahb SFS[D(3,1)(2,1)] gLLAQbecefefhdouaib SFS[D(3,1)(2,1)] gLLAQbecefefhdoeaib SFS[D(3,1)(2,1)] gLLAQbecefefahwqahb SFS[D(2,1)(2,1)] gLLAQbecefefahrxahb SFS[D(2,1)(2,1)] gLLAQbeecfefahanahb SFS[D(3,1)(2,1)] gLLAQbeecfefahajahb SFS[D(3,1)(2,1)] gLLAQbecefefdtolahb SFS[D(5,2)(2,1)] gLLAQbecefefdlolahb SFS[D(4,1)(2,1)] gLLAQbecefefdlviahb reducible gLLAQbeecfefdtabahb SFS[D(3,1)(2,1)] gLLAQbeecfefauabahb SFS[D(3,1)(2,1)] gLLAQbeecfefdlabahb reducible gLLAQbecefefpdoxatb toroidal gLLAQbecefefpdrxatb SFS[D(3,1)(3,1)] gLLAQbecefefpdnxatb m007(0,0) gLLAQbecefefalvaadb SFS[D(3,1)(2,1)] gLLAQbecefefpdsqatb m045(0,0) gLLAQbecefefpdwqatb m053(0,0) gLLAQbecefefpivpalb SFS[D(3,1)(2,1)] gLLAQbecefefpispalb m009(0,0) gLLAQbecefefpiwpalb m032(0,0) gLLAQbecefefdpolatb SFS[D(2,1)(2,1)] gLLAQbecefefdpopatb SFS[D(2,1)(2,1)] gLLAQbecefefdiohadb SFS[D(3,1)(2,1)] gLLAQbecefefdiouadb SFS[D(3,1)(2,1)] gLLAQbecefefdpviatb SFS[D(2,1)(2,1)] gLLAQbecefefdpvuatb SFS[D(2,1)(2,1)] gLLAQbecefefdqvladb SFS[D(2,1)(2,1)] gLLAQbecefefliolatb SFS[D(2,1)(2,1)] gLLAQbeecfefdpebatb SFS[D(2,1)(2,1)] gLLAQbecefefhuoaalb SFS[D(2,1)(2,1)] gLLAQbecefefexoqapb SFS[D(5,2)(2,1)] gLLAQbecefefhhoxatb SFS[D(4,1)(2,1)] gLLAQbecefefhhrxatb m004(0,0) gLLAQbecefefhhnxatb m015(0,0) gLLAQbecefefdqoialb SFS[D(4,1)(2,1)] gLLAQbecefefhhsqatb m035(0,0) gLLAQbecefefhhwqatb m029(0,0) gLLAQbeecfefahxbaqb SFS[D(2,1)(2,1)] gLLAQbecefefxxvxapb SFS[D(3,1)(2,1)] gLLAQbecefefxxsxapb toroidal gLLAQbecefefxxwxapb m006(0,0) gLLAQbecefefleoiaqb SFS[D(3,1)(2,1)] gLLAQbecefefleoaaqb SFS[D(3,1)(2,1)] gLLAQbecefeflxvladb SFS[D(2,1)(2,1)] gLLAQbecefefxtopahb SFS[D(2,1)(2,1)] gLLAQbecefefteoiaqb SFS[D(3,1)(2,1)] gLLAQbecefefmlvpaeb SFS[D(3,1)(2,1)] gLLAQbecefefaxnhadb SFS[D(2,1)(2,1)] gLLAQbecefefaxsaadb SFS[D(3,1)(2,1)] gLLAQbecefefaxwaadb SFS[D(3,1)(2,1)] gLLAQbecefefapvaadb SFS[D(3,1)(2,1)] gLLAQbecefefxanqaub SFS[D(2,1)(2,1)] gLLAQbecefefxpomaeb SFS[D(3,1)(2,1)] gLLAQbecefefmqvhaqb SFS[D(3,1)(2,1)] gLLAQbecefefepomaeb SFS[D(3,1)(2,1)] gLLAQbecefefepoiaeb SFS[D(3,1)(2,1)] gLLAQbecefefmpomaeb reducible gLLAQbecefefmdvhaqb reducible gLLAQbecefefmdoaaqb reducible gLLAQbecefefmdoiaqb reducible gLLAQcceeeffqfleemj SFS[D(3,1)(2,1)] gLLAQcceeeffaoleemj SFS[D(3,1)(2,1)] gLLAQbceeeffpgmmmpw SFS[D(3,1)(2,1)] gLLAQbceeeffpbapdmj SFS[D(2,1)(2,1)] gLLAQcceeeffqfleemn SFS[D(3,1)(2,1)] gLLAQbceeeffpgmmmpj SFS[D(3,1)(2,1)] gLLAQcceeeffaoleemn SFS[D(3,1)(2,1)] gLLAQbceefefebeaqmw toroidal gLLAQbceefefaraiqiw SFS[D(5,1)(3,1)] gLLAQbceefefaomiqhw SFS[A(2,1)] gLLAQbceefefajaaqiw reducible gLLAQbceefefaraaqiw reducible gLLAQbceefefabaaqlw reducible gLLAQbceefefavqmqlw SFS[D(3,1)(2,1)] gLLAQbceefefabqiqiw SFS[D(3,1)(2,1)] gLLAQbceefefaramqiw SFS[D(5,4)(3,1)] gLLAQbceefefpbapqlw toroidal gLLAQbceefefdfeeqhw SFS[D(3,1)(2,1)] gLLAQbceefefdfdeqhw toroidal gLLAQbceefefdfaeqhw toroidal gLLAQbceefefakamqlw SFS[D(3,1)(2,1)] gLLAQcceeeffaoupqxj SFS[D(4,1)(2,1)] gLLAQcceeeffpvuaqxj toroidal gLLAQcceeeffpvpudxj toroidal gLLAQcceeeffubppdxj toroidal gLLAQbceefefajhhqiw SFS[D(2,1)(2,1)] gLLAQcceeeffaopadxj SFS[D(4,1)(2,1)] gLLAQbceefefasxxqlw SFS[D(5,1)(2,1)] gLLAQbceefefebaaqmw SFS[D(3,1)(2,1)] gLLAQbceefefakaiqlw SFS[D(3,1)(2,1)] gLLAQbceeeffeoddpxj toroidal gLLAQbceeeffebdapxj SFS[D(5,3)(5,1)] gLLAQbceeeffebeapxj toroidal gLLAQbceeeffeviipxj toroidal gLLAQbceeeffebimmxj m019(0,0) gLLAQbceeeffebiamxj SFS[D(5,2)(2,1)] gLLAQbceeeffebiimxj toroidal gLLAQbceeeffebxppxj SFS[D(4,1)(2,1)] gLLAQbceeeffebxlpxj m219(0,0) gLLAQbceeeffebxxpxj m044(0,0) gLLAQbceeeffebdqqxj m154(0,0) gLLAQbceeeffebdtqxj m280(0,0) gLLAQbceeeffebddqxj toroidal gLLAQbceeefflcedixj m251(0,0) gLLAQbceeefflcadixj m208(0,0) gLLAQbceeefflsxxixj SFS[D(3,1)(2,1)] gLLAQbceeefflsxlixj SFS[D(9,2)(2,1)] gLLAQbceeefflsxpixj SFS[D(6,1)(2,1)] gLLAQbceeefflrqiixj m145(0,0) gLLAQbceeefflruiixj m130(0,0) gLLAQbceeefflkaiixj m170(0,0) gLLAQbceeefflbaiixj s471(0,0) gLLAQbceeefflsaiixj m009(0,0) gLLAQbceeefflkamixj m116(0,0) gLLAQbceeefflbamixj s603(0,0) gLLAQbceeefflsamixj m183(0,0) gLLAQbceeefflkaaixj SFS[D(3,1)(2,1)] gLLAQbceeefflbaaixj SFS[D(7,4)(3,1)] gLLAQbceeefflsaaixj toroidal gLLAQbceeeffacddixj SFS[D(7,3)(2,1)] gLLAQbceeeffacedixj toroidal gLLAQbceeeffacadixj SFS[D(7,3)(2,1)] gLLAQbceeeffajhhmhj toroidal gLLAQbceeeffajhemhj toroidal gLLAQbceeeffajhumhj m027(0,0) gLLAQbceeeffakaixhj SFS[D(5,4)(3,1)] gLLAQbceeeffajaahxj reducible gLLAQbceeeffabaaxhj reducible gLLAQbceeeffakaaxhj reducible gLLAQbceeeffakamxhj SFS[D(5,1)(3,1)] gLLAQbceeeffajhhhxj SFS[D(2,1)(2,1)] gLLAQbceeeffakxxxhj toroidal gLLAQbceeeffabxxxhj SFS[D(7,3)(2,1)] gLLAQbceeeffaktxxhj toroidal gLLAQbceeeffakuxxhj m027(0,0) gLLAQbceeeffakmmmhj SFS[D(2,1)(2,1)] gLLAQbceeeffakqmmhj m043(0,0) gLLAQbceeeffakpmmhj m069(0,0) gLLAQbceeeffakeeehj SFS[D(7,3)(2,1)] gLLAQbceeeffakdeehj toroidal gLLAQbceeeffakaeehj SFS[D(7,3)(2,1)] gLLAQbceeeffakaiixj toroidal gLLAQbceeeffabaiixj SFS[D(7,4)(3,1)] gLLAQbceeeffajammhj SFS[D(5,1)(3,1)] gLLAQbceeeffakamixj toroidal gLLAQbceeeffabamixj SFS[D(7,3)(3,1)] gLLAQbceeeffajaimhj SFS[D(5,4)(3,1)] gLLAQbceeeffakaaixj reducible gLLAQbceeeffabaaixj reducible gLLAQbceeeffajaamhj reducible gLLAQbceeefftcedixj m212(0,0) gLLAQbceeefftcadixj m196(0,0) gLLAQbceeefftsxxixj SFS[D(3,1)(2,1)] gLLAQbceeefftsxlixj m071(0,0) gLLAQbceeefftsxpixj m123(0,0) gLLAQbceeefftrqiixj SFS[D(4,1)(2,1)] gLLAQbceeefftruiixj SFS[D(5,2)(2,1)] gLLAQbceeefftkaiixj toroidal gLLAQbceeefftbaiixj s235(0,0) gLLAQbceeefftsaiixj m078(0,0) gLLAQbceeefftkamixj m003(0,0) gLLAQbceeefftbamixj s508(0,0) gLLAQbceeefftsamixj s198(0,0) gLLAQbceeefftkaaixj SFS[D(3,1)(2,1)] gLLAQbceeefftbaaixj SFS[D(7,3)(3,1)] gLLAQbceeefftsaaixj toroidal gLLAQbceeeffhohhhxj SFS[D(8,3)(2,1)] gLLAQbceeeffhwhhhxj toroidal gLLAQbceeeffhwiiixj SFS[D(8,3)(2,1)] gLLAQbceeeffdnaalxj SFS[D(7,3)(2,1)] gLLAQbceeeffdfaelxj SFS[D(5,4)(4,1)] gLLAQbceeeffdfdelxj SFS[D(5,3)(5,1)] gLLAQbceeeffdwuulxj m006(0,0) gLLAQbceeeffdfuhhxj m016(0,0) gLLAQbceeeffdfuuhxj m006(0,0) gLLAQbceeeffdfpllxj SFS[D(5,2)(2,1)] gLLAQbceeeffdfpxlxj m215(0,0) gLLAQbceeeffdfpplxj m070(0,0) gLLAQbceeeffdfaiixj m147(0,0) gLLAQbceeeffdfamixj m240(0,0) gLLAQbceeeffdfaaixj SFS[D(7,3)(2,1)] gLLAQbceeefflsaaxhj SFS[D(3,1)(2,1)] gLLAQbceeeffdfdeehj SFS[D(5,2)(2,1)] gLLAQbceeeffdfaeehj SFS[D(4,1)(2,1)] gLLAQbceeeffebeaahj toroidal gLLAQbceeeffebdaahj SFS[D(5,2)(2,1)] gLLAQbceefefhwiixtr SFS[D(13,4)(2,1)] gLLAQbceefefarllxdr SFS[D(7,3)(2,1)] gLLAQbceefefhwhhxqr toroidal gLLAQbceefefhohhxqr SFS[D(13,4)(2,1)] gLLAQbceefefajhhxqr SFS[D(5,1)(2,1)] gLLAQbceefefarhhxqr toroidal gLLAQbceefefavhhxqr SFS[D(7,3)(2,1)] gLLAQbceefeftsxxxtr SFS[D(4,1)(2,1)] gLLAQbceefeflsxxxtr SFS[D(4,1)(2,1)] gLLAQbceefefasxxxtr toroidal gLLAQbceefefariixtr SFS[D(5,1)(2,1)] gLLAQbceefefacddxtr SFS[D(7,3)(2,1)] gLLAQbceeefftsaaxhj SFS[D(3,1)(2,1)] gLLAQbceeeffebeauxj toroidal gLLAQbceeeffakamdhj SFS[D(7,4)(3,1)] gLLAQbceeeffaomiqhj toroidal gLLAQbceeeffabqitxj toroidal gLLAQbceeeffajaatxj reducible gLLAQbceeeffabaadhj reducible gLLAQbceeeffajaathj reducible gLLAQbceeeffabqithj toroidal gLLAQbceeeffakaidhj SFS[D(7,3)(3,1)] gLLAQbceeeffpbapdhj toroidal gLLAQbceeeffdfaeqxj SFS[D(7,5)(4,1)] gLLAQbceeeffdfdeqxj SFS[D(7,5)(5,2)] gLLAQbceeeffakamdxj SFS[D(5,4)(3,1)] gLLAQbceeeffdfeeqhj SFS[D(3,1)(2,1)] gLLAQbceeeffdfdeqhj toroidal gLLAQbceeeffdfaeqhj toroidal gLLAQbceeeffebeauhj toroidal gLLAQbceeeffajhhthj SFS[D(7,3)(2,1)] gLLAQbceeeffebaauhj SFS[D(3,1)(2,1)] gLLAQbceeeffajhhtxj SFS[D(5,1)(2,1)] gLLAQbceeeffakaidxj SFS[D(5,1)(3,1)] gLLAQbceeeffhwlllhj SFS[D(3,1)(2,1)] gLLAQbceeeffhwhhhhj SFS[D(3,1)(2,1)] gLLAQbceeeffhkhhhhj SFS[D(3,1)(2,1)] gLLAQbceeeffhohhhhj reducible gLLAQbceeeffhwiiihj reducible gLLAQbceeeffebeaaxj toroidal gLLAQbceeeffebdaaxj SFS[D(5,2)(2,1)] gLLAQbceeefflsaaxxj SFS[D(3,1)(2,1)] gLLAQbceeeffacddihj SFS[D(5,1)(2,1)] gLLAQbceeeffacedihj toroidal gLLAQbceeeffacadihj SFS[D(5,1)(2,1)] gLLAQbceeeffakaixxj SFS[D(7,4)(3,1)] gLLAQbceeeffakaaxxj reducible gLLAQbceeeffajaahhj reducible gLLAQbceeeffabaaxxj reducible gLLAQbceeeffakamxxj SFS[D(7,3)(3,1)] gLLAQbceeeffajhhmxj SFS[D(7,2)(2,1)] gLLAQbceeeffajhemxj toroidal gLLAQbceeeffajhumxj m044(0,0) gLLAQbceeeffajammxj SFS[D(7,3)(3,1)] gLLAQbceeeffakaiihj toroidal gLLAQbceeeffabaiihj SFS[D(5,4)(3,1)] gLLAQbceeeffajaimxj SFS[D(7,4)(3,1)] gLLAQbceeeffakamihj toroidal gLLAQbceeeffabamihj SFS[D(5,1)(3,1)] gLLAQbceeeffajaamxj reducible gLLAQbceeeffakaaihj reducible gLLAQbceeeffabaaihj reducible gLLAQbceeeffakmmmxj SFS[D(2,1)(2,1)] gLLAQbceeeffakqmmxj m026(0,0) gLLAQbceeeffakpmmxj m070(0,0) gLLAQbceeeffakxxxxj SFS[D(7,2)(2,1)] gLLAQbceeeffabxxxxj SFS[D(5,1)(2,1)] gLLAQbceeeffajhhhhj SFS[D(2,1)(2,1)] gLLAQbceeeffaktxxxj toroidal gLLAQbceeeffakuxxxj m044(0,0) gLLAQbceeeffakeeexj SFS[D(5,1)(2,1)] gLLAQbceeeffakdeexj toroidal gLLAQbceeeffakaeexj SFS[D(5,1)(2,1)] gLLAQbceeefftsaaxxj SFS[D(3,1)(2,1)] gLLAQbceeeffdfdeexj SFS[D(5,2)(2,1)] gLLAQbceeeffdfaeexj SFS[D(4,1)(2,1)] gLLAQbceeefflcedihj m197(0,0) gLLAQbceeefflcadihj m179(0,0) gLLAQbceeefflsxlihj toroidal gLLAQbceeefflsxpihj SFS[D(10,3)(2,1)] gLLAQbceeefflsaiihj m045(0,0) gLLAQbceeefflkaiihj m052(0,0) gLLAQbceeefflbaiihj s417(0,0) gLLAQbceeefflsamihj m211(0,0) gLLAQbceeefflkamihj m026(0,0) gLLAQbceeefflbamihj s533(0,0) gLLAQbceeefflsaaihj SFS[D(7,5)(3,1)] gLLAQbceeefflkaaihj SFS[D(3,1)(2,1)] gLLAQbceeefflbaaihj SFS[D(5,4)(3,1)] gLLAQbceeefflrqiihj m030(0,0) gLLAQbceeefflruiihj m037(0,0) gLLAQbceeeffdnaalhj SFS[D(5,1)(2,1)] gLLAQbceeeffdnqqlhj SFS[D(3,1)(2,1)] gLLAQbceeeffdwuulhj m011(0,0) gLLAQbceeeffdfaelhj SFS[D(7,4)(4,1)] gLLAQbceeeffdfdelhj SFS[D(7,4)(5,2)] gLLAQbceeeffdfpllhj toroidal gLLAQbceeeffdfpxlhj m257(0,0) gLLAQbceeeffdfpplhj m069(0,0) gLLAQbceeeffdfuhhhj m017(0,0) gLLAQbceeeffdfuehhj SFS[D(5,2)(2,1)] gLLAQbceeeffdfuuhhj m011(0,0) gLLAQbceeeffdfaiihj m141(0,0) gLLAQbceeeffdfamihj m243(0,0) gLLAQbceeeffdfaaihj SFS[D(5,1)(2,1)] gLLAQbceeeffeoddphj toroidal gLLAQbceeeffeouuphj SFS[D(3,1)(2,1)] gLLAQbceeeffeviiphj SFS[D(3,1)(2,1)] gLLAQbceeeffebdaphj SFS[D(7,4)(5,2)] gLLAQbceeeffebeaphj toroidal gLLAQbceeeffebxpphj toroidal gLLAQbceeeffebxlphj m252(0,0) gLLAQbceeeffebxxphj m027(0,0) gLLAQbceeeffebimmhj m003(0,0) gLLAQbceeeffebiamhj toroidal gLLAQbceeeffebiimhj SFS[D(3,1)(2,1)] gLLAQbceeeffebdqqhj m116(0,0) gLLAQbceeeffebdtqhj m279(0,0) gLLAQbceeeffebddqhj toroidal gLLAQbceefefarllqdw SFS[D(5,1)(2,1)] gLLAQbceefefhwiiqtw SFS[D(15,4)(2,1)] gLLAQbceefefarhhqqw toroidal gLLAQbceefefavhhqqw SFS[D(5,1)(2,1)] gLLAQbceefefajhhqqw SFS[D(7,3)(2,1)] gLLAQbceefefhkhhqqw SFS[D(3,1)(2,1)] gLLAQbceefefhwhhqqw toroidal gLLAQbceefefhohhqqw SFS[D(15,4)(2,1)] gLLAQbceefefariiqtw SFS[D(7,3)(2,1)] gLLAQbceefeftsxxqtw SFS[D(4,1)(2,1)] gLLAQbceefeflsxxqtw SFS[D(4,1)(2,1)] gLLAQbceefefasxxqtw toroidal gLLAQbceefefacddqtw SFS[D(5,1)(2,1)] gLLAQbceefefhwllqdw SFS[D(3,1)(2,1)] gLLAQbceefefeouuqew SFS[D(3,1)(2,1)] gLLAQbceefefdnqqqdw SFS[D(3,1)(2,1)] gLLAQbceeefftcedihj m230(0,0) gLLAQbceeefftcadihj m218(0,0) gLLAQbceeefftsxlihj m098(0,0) gLLAQbceeefftsxpihj m164(0,0) gLLAQbceeefftsaiihj s085(0,0) gLLAQbceeefftkaiihj m100(0,0) gLLAQbceeefftbaiihj s287(0,0) gLLAQbceeefftsamihj s294(0,0) gLLAQbceeefftkamihj m030(0,0) gLLAQbceeefftbamihj s472(0,0) gLLAQbceeefftsaaihj SFS[D(7,2)(3,1)] gLLAQbceeefftkaaihj SFS[D(3,1)(2,1)] gLLAQbceeefftbaaihj SFS[D(5,1)(3,1)] gLLAQbceeefftrqiihj toroidal gLLAQbceeefftruiihj toroidal gLLAQbceefefebeaxmr toroidal gLLAQbceefefaraixir SFS[D(7,3)(3,1)] gLLAQbceefefaomixhr toroidal gLLAQbceefefajaaxir reducible gLLAQbceefefaraaxir reducible gLLAQbceefefabaaxlr reducible gLLAQbceefefavqmxlr toroidal gLLAQbceefefabqixir toroidal gLLAQbceefefaramxir SFS[D(7,4)(3,1)] gLLAQbceefefpbapxlr toroidal gLLAQbceefefdfdexhr SFS[D(7,2)(5,2)] gLLAQbceefefdfaexhr SFS[D(7,2)(4,1)] gLLAQbceefefakamxlr SFS[D(3,1)(2,1)] gLLAQcceeeffaoupqhj SFS[D(4,1)(2,1)] gLLAQcceeeffpvuaqhj toroidal gLLAQcceeeffpvpudhj toroidal gLLAQcceeeffubppdhj toroidal gLLAQbceefefajhhxir SFS[D(2,1)(2,1)] gLLAQcceeeffaopadhj SFS[D(4,1)(2,1)] gLLAQbceefefasxxxlr SFS[D(7,3)(2,1)] gLLAQbceefefakaixlr SFS[D(3,1)(2,1)] gLLAQbceefefxkttxir SFS[D(4,1)(2,1)] gLLAQbceefefxkaaxxr SFS[D(11,2)(2,1)] gLLAQbceefefxsaaxxr SFS[D(7,1)(2,1)] gLLAQbceefefxbaaxxr SFS[D(4,1)(2,1)] gLLAQbceefefxkllxdr SFS[D(7,1)(2,1)] gLLAQbceefefebdaxxr SFS[D(5,2)(5,1)] gLLAQbceefefebeaxxr toroidal gLLAQbceefefakamqaw SFS[D(5,4)(3,1)] gLLAQbceefefagttxur SFS[D(2,1)(2,1)] gLLAQbceefefagtaxur SFS[D(2,1)(2,1)] gLLAQbceefefagtlxur toroidal gLLAQbceefefakmmxur SFS[D(5,1)(2,1)] gLLAQbceefefakpmxur m069(0,0) gLLAQbceefefakqmxur m011(0,0) gLLAQbceefefakxxxar SFS[D(7,2)(2,1)] gLLAQbceefefasxxxar SFS[D(5,1)(2,1)] gLLAQbceefefabxxxar SFS[D(2,1)(2,1)] gLLAQbceefefakuxxar m043(0,0) gLLAQbceefefaktxxar toroidal gLLAQbceefefakeexpr SFS[D(2,1)(2,1)] gLLAQbceefefakaexpr SFS[D(2,1)(2,1)] gLLAQbceefefakdexpr toroidal gLLAQbceefefajamxur SFS[D(7,4)(3,1)] gLLAQbceefefavamxur SFS[D(3,1)(2,1)] gLLAQbceefefaramxur toroidal gLLAQbceefefajaaxur reducible gLLAQbceefefavaaquw reducible gLLAQbceefefajaaquw reducible gLLAQbceefefajaixur SFS[D(7,3)(3,1)] gLLAQbceefefavaixur SFS[D(3,1)(2,1)] gLLAQbceefefaraixur toroidal gLLAQbceefefajhhxur SFS[D(7,2)(2,1)] gLLAQbceefefajhuxur m043(0,0) gLLAQbceefefajhexur toroidal gLLAQbceefefakaixar SFS[D(7,3)(3,1)] gLLAQbceefefakamxar SFS[D(7,4)(3,1)] gLLAQbceefefakaaxar reducible gLLAQbceefefabaaqaw reducible gLLAQbceefefakaaqaw reducible gLLAQbceefefakaiqaw SFS[D(5,1)(3,1)] gLLAQbceefefdfaexpr SFS[D(5,1)(4,1)] gLLAQbceefefdfdexpr SFS[D(5,2)(5,1)] gLLAQcceeeffpviadxj m182(0,0) gLLAQcceeeffubiudxj m193(0,0) gLLAQcceeeffpviedxj m190(0,0) gLLAQcceeeffubiqdxj m184(0,0) gLLAQcceeeffljiadxj m067(0,0) gLLAQcceeefflbiadxj m326(0,0) gLLAQcceeefflniadxj s142(0,0) gLLAQbceefefaraiquw SFS[D(7,2)(3,1)] gLLAQbceefefavaiquw SFS[D(3,1)(2,1)] gLLAQbceefefajaiquw SFS[D(5,1)(3,1)] gLLAQcceeefftjiadxj m200(0,0) gLLAQcceeefftbiadhj m358(0,0) gLLAQcceeefftjiadhj m161(0,0) gLLAQcceeeffpviddxj SFS[D(11,4)(2,1)] gLLAQcceeefftniqmhj toroidal gLLAQcceefefaouxxdr SFS[D(4,1)(2,1)] gLLAQbceefefakaeqpw SFS[D(2,1)(2,1)] gLLAQcceeeffpvmedhj toroidal gLLAQbceefefakpmquw m070(0,0) gLLAQcceeeffpviedhj m250(0,0) gLLAQcceeefflnmqmxj m122(0,0) gLLAQbceefefajhuquw m026(0,0) gLLAQcceeeffpviddhj SFS[D(9,4)(2,1)] gLLAQcceeeffpvmadhj m157(0,0) gLLAQbceefefagtaquw SFS[D(2,1)(2,1)] gLLAQcceeeffpviadhj m216(0,0) gLLAQbceefefebdaqxw SFS[D(7,3)(5,2)] gLLAQbceefefdfaeqpw SFS[D(7,3)(4,1)] gLLAQbceefefakuxqaw m026(0,0) gLLAQcceefefaopmxtr SFS[D(4,1)(2,1)] gLLAQbceefefakdeqpw toroidal gLLAQcceeeffubmqdhj toroidal gLLAQbceefefakqmquw m006(0,0) gLLAQcceeeffubiqdhj m242(0,0) gLLAQcceeefflniqmxj m047(0,0) gLLAQbceefefajhequw SFS[D(3,1)(2,1)] gLLAQcceeefftniqmxj toroidal gLLAQcceeeffubmudhj m151(0,0) gLLAQbceefefagtlquw toroidal gLLAQcceeeffubiudhj m238(0,0) gLLAQbceefefebeaqxw toroidal gLLAQbceefefdfdeqpw SFS[D(7,3)(5,2)] gLLAQbceefefaktxqaw SFS[D(3,1)(2,1)] gLLAQbceefefxkllqdw SFS[D(13,3)(2,1)] gLLAQbceefefakeeqpw SFS[D(2,1)(2,1)] gLLAQbceefefxkttqiw SFS[D(4,1)(2,1)] gLLAQcceefefaouxqdw SFS[D(4,1)(2,1)] gLLAQcceefefaopmqtw SFS[D(4,1)(2,1)] gLLAQbceefefakmmquw SFS[D(7,3)(2,1)] gLLAQcceeeffaomxdhj SFS[D(3,1)(2,1)] gLLAQbceefefajhhquw toroidal gLLAQcceeeffaoixdhj SFS[D(3,1)(2,1)] gLLAQbceefefagttquw SFS[D(2,1)(2,1)] gLLAQbceefefxbaaqxw SFS[D(4,1)(2,1)] gLLAQbceefefxsaaqxw SFS[D(13,3)(2,1)] gLLAQbceefefxkaaqxw toroidal gLLAQbceefefakxxqaw toroidal gLLAQbceefefasxxqaw SFS[D(7,3)(2,1)] gLLAQbceefefabxxqaw SFS[D(2,1)(2,1)] gLLAQcceeeffpvmadxj m194(0,0) gLLAQcceeeffubmudxj m198(0,0) gLLAQcceeeffpvmedxj toroidal gLLAQcceeeffubmqdxj toroidal gLLAQcceeeffljmadxj s089(0,0) gLLAQcceeefflbmadhj m290(0,0) gLLAQcceeeffljmadhj s084(0,0) gLLAQbceefefaramquw SFS[D(7,5)(3,1)] gLLAQbceefefavamquw SFS[D(3,1)(2,1)] gLLAQbceefefajamquw SFS[D(5,4)(3,1)] gLLAQcceeefflniadhj s274(0,0) gLLAQcceeefflbiadhj m351(0,0) gLLAQcceeeffljiadhj m062(0,0) gLLAQcceeefflnmqmhj m163(0,0) gLLAQcceeefflniqmhj m095(0,0) gLLAQbceefefagtluuj SFS[D(5,2)(2,1)] gLLAQbceefefagtlpun SFS[D(5,2)(2,1)] gLLAQbceeeffpbapddj toroidal gLLAQbceefefagtldur SFS[D(5,2)(2,1)] gLLAQbceefefagtleuw SFS[D(5,2)(2,1)] gLLAQbceefefebeaamj toroidal gLLAQbceefefaraiaij SFS[D(3,1)(3,2)] gLLAQbceefefaomiahj toroidal gLLAQbceefefajaaaij reducible gLLAQbceefefaraaaij reducible gLLAQbceefefabaaalj reducible gLLAQbceefefavqmalj toroidal gLLAQbceefefabqiaij toroidal gLLAQbceefefaramaij SFS[D(3,1)(3,1)] gLLAQbceefefpbapalj reducible gLLAQbceefefdfdeahj SFS[D(5,2)(3,1)] gLLAQbceefefdfaeahj SFS[D(4,1)(3,1)] gLLAQbceefefakamalj SFS[D(3,1)(3,2)] gLLAQcceeeffpvuaqak SFS[D(4,1)(3,1)] gLLAQcceeeffpvpudak SFS[D(5,2)(3,1)] gLLAQcceeeffubppdak toroidal gLLAQbceefefajhhaij SFS[D(3,1)(2,1)] gLLAQbceefefasxxalj SFS[D(3,1)(2,1)] gLLAQbceefefakaialj SFS[D(3,1)(3,1)] gLLAQbceeeffeouupak SFS[D(2,1)(2,1)] gLLAQbceeeffeoddpak reducible gLLAQbceeeffebdapak SFS[D(5,2)(3,1)] gLLAQbceeeffebeapak toroidal gLLAQbceeeffeviipak SFS[D(3,1)(2,1)] gLLAQbceeeffebimmak m006(0,0) gLLAQbceeeffebiamak toroidal gLLAQbceeeffebiimak SFS[D(3,1)(2,1)] gLLAQbceeeffebxppak toroidal gLLAQbceeeffebxlpak m011(0,0) gLLAQbceeeffebxxpak SFS[D(3,1)(2,1)] gLLAQbceeeffebdqqak toroidal gLLAQbceeeffebdtqak toroidal gLLAQbceeeffebddqak reducible gLLAQbceeefflcediak toroidal gLLAQbceeefflcadiak toroidal gLLAQbceeefflsxliak toroidal gLLAQbceeefflsxpiak SFS[D(5,2)(2,1)] gLLAQbceeefflrqiiak m011(0,0) gLLAQbceeefflruiiak m019(0,0) gLLAQbceeefflkaiiak m033(0,0) gLLAQbceeefflbaiiak toroidal gLLAQbceeefflsaiiak m007(0,0) gLLAQbceeefflkamiak m010(0,0) gLLAQbceeefflbamiak toroidal gLLAQbceeefflsamiak m010(0,0) gLLAQbceeefflkaaiak SFS[D(3,1)(3,1)] gLLAQbceeefflbaaiak reducible gLLAQbceeefflsaaiak SFS[D(3,1)(3,2)] gLLAQbceeeffacddiak reducible gLLAQbceeeffacediak reducible gLLAQbceeeffacadiak reducible gLLAQbceeeffajhhmar SFS[D(3,1)(2,1)] gLLAQbceeeffajhemar SFS[D(3,1)(2,1)] gLLAQbceeeffajhumar toroidal gLLAQbceeeffakaixar SFS[D(3,1)(3,1)] gLLAQbceeeffajaahak reducible gLLAQbceeeffabaaxar reducible gLLAQbceeeffakaaxar reducible gLLAQbceeeffakamxar SFS[D(3,1)(3,2)] gLLAQbceeeffajhhhak SFS[D(3,1)(2,1)] gLLAQbceeeffakxxxar SFS[D(3,1)(2,1)] gLLAQbceeeffabxxxar reducible gLLAQbceeeffaktxxar SFS[D(3,1)(2,1)] gLLAQbceeeffakuxxar toroidal gLLAQbceeeffakmmmar SFS[D(3,1)(2,1)] gLLAQbceeeffakqmmar SFS[D(3,1)(2,1)] gLLAQbceeeffakpmmar toroidal gLLAQbceeeffakeeear reducible gLLAQbceeeffakdeear reducible gLLAQbceeeffakaeear reducible gLLAQbceeeffakaiiak SFS[D(3,1)(3,1)] gLLAQbceeeffabaiiak reducible gLLAQbceeeffajammar SFS[D(3,1)(3,2)] gLLAQbceeeffakamiak SFS[D(3,1)(3,2)] gLLAQbceeeffabamiak reducible gLLAQbceeeffajaimar SFS[D(3,1)(3,1)] gLLAQbceeeffakaaiak reducible gLLAQbceeeffabaaiak reducible gLLAQbceeeffajaamar reducible gLLAQbceeefftcediak toroidal gLLAQbceeefftcadiak toroidal gLLAQbceeefftsxliak m006(0,0) gLLAQbceeefftsxpiak m016(0,0) gLLAQbceeefftrqiiak toroidal gLLAQbceeefftruiiak toroidal gLLAQbceeefftkaiiak m036(0,0) gLLAQbceeefftbaiiak toroidal gLLAQbceeefftsaiiak m036(0,0) gLLAQbceeefftkamiak m007(0,0) gLLAQbceeefftbamiak toroidal gLLAQbceeefftsamiak m033(0,0) gLLAQbceeefftkaaiak SFS[D(3,1)(3,2)] gLLAQbceeefftbaaiak reducible gLLAQbceeefftsaaiak SFS[D(3,1)(3,1)] gLLAQbceeeffhkhhhak SFS[D(2,1)(2,1)] gLLAQbceeeffhohhhak SFS[D(5,1)(2,1)] gLLAQbceeeffhwhhhak SFS[D(7,2)(2,1)] gLLAQbceeeffhwlllak SFS[D(2,1)(2,1)] gLLAQbceeeffhwiiiak SFS[D(5,1)(2,1)] gLLAQbceeeffdnqqlak SFS[D(2,1)(2,1)] gLLAQbceeeffdnaalak reducible gLLAQbceeeffdfaelak SFS[D(4,1)(3,1)] gLLAQbceeeffdfdelak SFS[D(5,2)(3,1)] gLLAQbceeeffdwuulak toroidal gLLAQbceeeffdfuhhak m016(0,0) gLLAQbceeeffdfuehak SFS[D(5,2)(2,1)] gLLAQbceeeffdfuuhak toroidal gLLAQbceeeffdfpllak toroidal gLLAQbceeeffdfpxlak m019(0,0) gLLAQbceeeffdfpplak toroidal gLLAQbceeeffdfaiiak toroidal gLLAQbceeeffdfamiak toroidal gLLAQbceeeffdfaaiak reducible gLLAQbceeefflsaaxar SFS[D(3,1)(3,2)] gLLAQbceeeffdfdeear SFS[D(5,2)(3,1)] gLLAQbceeeffdfaeear SFS[D(4,1)(3,1)] gLLAQbceeeffebeaaar toroidal gLLAQbceeeffebdaaar SFS[D(5,2)(3,1)] gLLAQbceefefhwiiatn SFS[D(5,1)(2,1)] gLLAQbceefefarlladn reducible gLLAQbceefefhwhhaqn SFS[D(7,2)(2,1)] gLLAQbceefefhohhaqn SFS[D(5,1)(2,1)] gLLAQbceefefhkhhaqn SFS[D(2,1)(2,1)] gLLAQbceefefajhhaqn SFS[D(3,1)(2,1)] gLLAQbceefefarhhaqn SFS[D(3,1)(2,1)] gLLAQbceefefavhhaqn reducible gLLAQbceefefhwlladn SFS[D(2,1)(2,1)] gLLAQbceefefeouuaen SFS[D(2,1)(2,1)] gLLAQbceefefdnqqadn SFS[D(2,1)(2,1)] gLLAQbceefefasxxatn SFS[D(3,1)(2,1)] gLLAQbceefefariiatn SFS[D(3,1)(2,1)] gLLAQbceefefacddatn reducible gLLAQbceeefftsaaxar SFS[D(3,1)(3,1)] gLLAQbceeeffebeauak toroidal gLLAQbceeeffakamdar reducible gLLAQbceeeffaomiqak SFS[A(2,1)] gLLAQbceeeffabqitak SFS[D(3,1)(2,1)] gLLAQbceeeffajaatak reducible gLLAQbceeeffabaadak reducible gLLAQbceeeffajaatar reducible gLLAQbceeeffabqitar SFS[D(3,1)(2,1)] gLLAQbceeeffakaidar reducible gLLAQbceeeffpbapdak toroidal gLLAQbceeeffdfeeqak SFS[D(2,1)(2,1)] gLLAQbceeeffdfaeqak toroidal gLLAQbceeeffdfdeqak toroidal gLLAQbceeeffakamdak SFS[D(3,1)(3,1)] gLLAQbceeeffdfdeqar SFS[D(5,3)(3,1)] gLLAQbceeeffdfaeqar SFS[D(4,3)(3,1)] gLLAQbceeeffebeauar toroidal gLLAQbceeeffebaauak SFS[D(2,1)(2,1)] gLLAQbceeeffajhhtar reducible gLLAQbceeeffajhhtak SFS[D(3,1)(2,1)] gLLAQbceeeffakaidak SFS[D(3,1)(3,2)] gLLAQbceeeffhwhhhar toroidal gLLAQbceeeffhohhhar SFS[D(7,2)(2,1)] gLLAQbceeeffhwiiiar SFS[D(7,2)(2,1)] gLLAQbceeeffebeaaak toroidal gLLAQbceeeffebdaaak SFS[D(5,3)(3,1)] gLLAQbceeefflsaaxak SFS[D(3,1)(3,1)] gLLAQbceeeffacddiar SFS[D(3,1)(2,1)] gLLAQbceeeffacediar toroidal gLLAQbceeeffacadiar SFS[D(3,1)(2,1)] gLLAQbceeeffakaixak reducible gLLAQbceeeffakaaxak reducible gLLAQbceeeffajaahar reducible gLLAQbceeeffabaaxak reducible gLLAQbceeeffakamxak reducible gLLAQbceeeffajhhmak toroidal gLLAQbceeeffajhemak SFS[D(3,1)(2,1)] gLLAQbceeeffajhumak SFS[D(3,1)(2,1)] gLLAQbceeeffajammak reducible gLLAQbceeeffakaiiar SFS[D(3,1)(3,2)] gLLAQbceeeffabaiiar SFS[D(3,1)(3,1)] gLLAQbceeeffajaimak reducible gLLAQbceeeffakamiar SFS[D(3,1)(3,1)] gLLAQbceeeffabamiar SFS[D(3,1)(3,2)] gLLAQbceeeffajaamak reducible gLLAQbceeeffakaaiar reducible gLLAQbceeeffabaaiar reducible gLLAQbceeeffakmmmak SFS[D(3,1)(2,1)] gLLAQbceeeffakqmmak m003(0,0) gLLAQbceeeffakpmmak toroidal gLLAQbceeeffakxxxak toroidal gLLAQbceeeffabxxxak SFS[D(3,1)(2,1)] gLLAQbceeeffajhhhar SFS[D(3,1)(2,1)] gLLAQbceeeffaktxxak SFS[D(3,1)(2,1)] gLLAQbceeeffakuxxak SFS[D(3,1)(2,1)] gLLAQbceeeffakeeeak SFS[D(3,1)(2,1)] gLLAQbceeeffakdeeak toroidal gLLAQbceeeffakaeeak SFS[D(3,1)(2,1)] gLLAQbceeefftsaaxak SFS[D(3,1)(3,2)] gLLAQbceeeffdfdeeak SFS[D(5,3)(3,1)] gLLAQbceeeffdfaeeak SFS[D(4,3)(3,1)] gLLAQbceeefflcediar m016(0,0) gLLAQbceeefflcadiar m006(0,0) gLLAQbceeefflsxxiar SFS[D(2,1)(2,1)] gLLAQbceeefflsaiiar SFS[D(3,1)(3,1)] gLLAQbceeefflkaiiar m036(0,0) gLLAQbceeefflbaiiar m033(0,0) gLLAQbceeefflsamiar SFS[D(3,1)(3,2)] gLLAQbceeefflkamiar m007(0,0) gLLAQbceeefflbamiar m036(0,0) gLLAQbceeefflsaaiar toroidal gLLAQbceeefflkaaiar SFS[D(3,1)(3,2)] gLLAQbceeefflbaaiar SFS[D(3,1)(3,1)] gLLAQbceeefflrqiiar m017(0,0) gLLAQbceeefflruiiar m016(0,0) gLLAQbceeeffdnaalar SFS[D(3,1)(2,1)] gLLAQbceeeffdwuular m003(0,0) gLLAQbceeeffdfaelar reducible gLLAQbceeeffdfdelar reducible gLLAQbceeeffdfpllar SFS[D(5,2)(2,1)] gLLAQbceeeffdfpxlar SFS[D(4,1)(2,1)] gLLAQbceeeffdfpplar toroidal gLLAQbceeeffdfuhhar m017(0,0) gLLAQbceeeffdfuehar SFS[D(4,1)(2,1)] gLLAQbceeeffdfuuhar m003(0,0) gLLAQbceeeffdfaiiar m011(0,0) gLLAQbceeeffdfamiar toroidal gLLAQbceeeffdfaaiar SFS[D(3,1)(2,1)] gLLAQbceeeffeoddpar toroidal gLLAQbceeeffeviipar toroidal gLLAQbceeeffebdapar reducible gLLAQbceeeffebeapar reducible gLLAQbceeeffebxppar SFS[D(4,1)(2,1)] gLLAQbceeeffebxlpar SFS[D(5,2)(2,1)] gLLAQbceeeffebxxpar toroidal gLLAQbceeeffebimmar m016(0,0) gLLAQbceeeffebiamar SFS[D(5,2)(2,1)] gLLAQbceeeffebiimar toroidal gLLAQbceeeffebdqqar m019(0,0) gLLAQbceeeffebdtqar toroidal gLLAQbceeeffebddqar toroidal gLLAQbceefefarlladj SFS[D(3,1)(2,1)] gLLAQbceefefhwiiatj SFS[D(2,1)(2,1)] gLLAQbceefefarhhaqj SFS[D(3,1)(2,1)] gLLAQbceefefavhhaqj SFS[D(3,1)(2,1)] gLLAQbceefefajhhaqj reducible gLLAQbceefefhohhaqj SFS[D(2,1)(2,1)] gLLAQbceefefariiatj reducible gLLAQbceefefasxxatj SFS[D(3,1)(2,1)] gLLAQbceefefacddatj SFS[D(3,1)(2,1)] gLLAQbceeefftcediar SFS[D(5,2)(2,1)] gLLAQbceeefftcadiar toroidal gLLAQbceeefftsxxiar SFS[D(2,1)(2,1)] gLLAQbceeefftsaiiar SFS[D(3,1)(3,2)] gLLAQbceeefftkaiiar m007(0,0) gLLAQbceeefftbaiiar m010(0,0) gLLAQbceeefftsamiar SFS[D(3,1)(3,1)] gLLAQbceeefftkamiar toroidal gLLAQbceeefftbamiar m007(0,0) gLLAQbceeefftsaaiar toroidal gLLAQbceeefftkaaiar SFS[D(3,1)(3,1)] gLLAQbceeefftbaaiar SFS[D(3,1)(3,2)] gLLAQbceeefftrqiiar SFS[D(4,1)(2,1)] gLLAQbceeefftruiiar SFS[D(5,2)(2,1)] gLLAQbceefefebeaamn toroidal gLLAQbceefefaraiain reducible gLLAQbceefefaomiahn SFS[A(2,1)] gLLAQbceefefajaaain reducible gLLAQbceefefaraaain reducible gLLAQbceefefabaaaln reducible gLLAQbceefefavqmaln SFS[D(3,1)(2,1)] gLLAQbceefefabqiain SFS[D(3,1)(2,1)] gLLAQbceefefaramain reducible gLLAQbceefefpbapaln toroidal gLLAQbceefefdfeeahn SFS[D(2,1)(2,1)] gLLAQbceefefdfdeahn toroidal gLLAQbceefefdfaeahn toroidal gLLAQbceefefakamaln SFS[D(3,1)(3,1)] gLLAQcceeeffpvuaqar SFS[D(4,3)(3,1)] gLLAQcceeeffpvpudar SFS[D(5,3)(3,1)] gLLAQcceeeffubppdar toroidal gLLAQbceefefajhhain SFS[D(3,1)(2,1)] gLLAQbceefefasxxaln reducible gLLAQbceefefebaaamn SFS[D(2,1)(2,1)] gLLAQbceefefakaialn SFS[D(3,1)(3,2)] gLLAQbceefefxkaaaxn toroidal gLLAQbceefefxsaaaxn SFS[D(7,2)(2,1)] gLLAQbceefefxklladn SFS[D(7,2)(2,1)] gLLAQbceefefebdaaxn SFS[D(5,3)(3,1)] gLLAQbceefefebeaaxn toroidal gLLAQbceefefakamaaj SFS[D(3,1)(3,1)] gLLAQbceefefagttaun SFS[D(3,1)(2,1)] gLLAQbceefefagtaaun SFS[D(3,1)(2,1)] gLLAQbceefefagtlaun toroidal gLLAQbceefefakmmaun SFS[D(3,1)(2,1)] gLLAQbceefefakpmaun toroidal gLLAQbceefefakqmaun m003(0,0) gLLAQbceefefakxxaan toroidal gLLAQbceefefasxxaan SFS[D(3,1)(2,1)] gLLAQbceefefabxxaan SFS[D(3,1)(2,1)] gLLAQbceefefakuxaan SFS[D(3,1)(2,1)] gLLAQbceefefaktxaan SFS[D(3,1)(2,1)] gLLAQbceefefakeeapn SFS[D(3,1)(2,1)] gLLAQbceefefakaeapn SFS[D(3,1)(2,1)] gLLAQbceefefakdeapn toroidal gLLAQbceefefajamaun reducible gLLAQbceefefavamaun SFS[D(3,1)(3,1)] gLLAQbceefefaramaun SFS[D(3,1)(3,2)] gLLAQbceefefajaaaun reducible gLLAQbceefefavaaauj reducible gLLAQbceefefajaaauj reducible gLLAQbceefefajaiaun reducible gLLAQbceefefavaiaun SFS[D(3,1)(3,2)] gLLAQbceefefaraiaun SFS[D(3,1)(3,1)] gLLAQbceefefajhhaun toroidal gLLAQbceefefajhuaun SFS[D(3,1)(2,1)] gLLAQbceefefajheaun SFS[D(3,1)(2,1)] gLLAQbceefefakaiaan reducible gLLAQbceefefakamaan reducible gLLAQbceefefakaaaan reducible gLLAQbceefefabaaaaj reducible gLLAQbceefefakaaaaj reducible gLLAQbceefefakaiaaj SFS[D(3,1)(3,2)] gLLAQbceefefdfaeapn SFS[D(4,3)(3,1)] gLLAQbceefefdfdeapn SFS[D(5,3)(3,1)] gLLAQcceeeffpviadak m006(0,0) gLLAQcceeeffubiudak m016(0,0) gLLAQcceeeffpviedak m016(0,0) gLLAQcceeeffubiqdak m017(0,0) gLLAQcceeeffljiadak SFS[D(3,1)(3,1)] gLLAQcceeefflbiadak m033(0,0) gLLAQcceeefflniadak m036(0,0) gLLAQbceefefaraiauj toroidal gLLAQbceefefavaiauj SFS[D(3,1)(3,1)] gLLAQbceefefajaiauj SFS[D(3,1)(3,2)] gLLAQcceeefftjiadak SFS[D(3,1)(3,2)] gLLAQcceeefftbiadak m036(0,0) gLLAQcceeefftjiadar m007(0,0) gLLAQcceeeffaoixdak SFS[D(2,1)(2,1)] gLLAQbceefefakaeapj SFS[D(3,1)(2,1)] gLLAQcceeeffpvmedar SFS[D(5,2)(2,1)] gLLAQbceefefakpmauj toroidal gLLAQcceeeffpviedar SFS[D(4,1)(2,1)] gLLAQcceeefflnmqmak m017(0,0) gLLAQbceefefajhuauj m003(0,0) gLLAQcceeeffpviddar SFS[D(4,1)(2,1)] gLLAQcceeeffpvmadar m011(0,0) gLLAQbceefefagtaauj SFS[D(3,1)(2,1)] gLLAQcceeeffpviadar toroidal gLLAQbceefefebdaaxj reducible gLLAQbceefefdfaeapj reducible gLLAQbceefefakuxaaj m003(0,0) gLLAQbceefefakdeapj toroidal gLLAQcceeeffubmqdar SFS[D(4,1)(2,1)] gLLAQbceefefakqmauj toroidal gLLAQcceeeffubiqdar SFS[D(5,2)(2,1)] gLLAQcceeefflniqmak m016(0,0) gLLAQbceefefajheauj toroidal gLLAQcceeefftniqmak SFS[D(5,2)(2,1)] gLLAQcceeeffubmudar m019(0,0) gLLAQbceefefagtlauj toroidal gLLAQcceeeffubiudar toroidal gLLAQbceefefebeaaxj reducible gLLAQbceefefdfdeapj reducible gLLAQbceefefaktxaaj toroidal gLLAQbceefefxklladj SFS[D(2,1)(2,1)] gLLAQbceefefakeeapj SFS[D(3,1)(2,1)] gLLAQbceefefakmmauj reducible gLLAQbceefefajhhauj SFS[D(3,1)(2,1)] gLLAQbceefefagttauj SFS[D(3,1)(2,1)] gLLAQbceefefxsaaaxj SFS[D(2,1)(2,1)] gLLAQbceefefakxxaaj SFS[D(3,1)(2,1)] gLLAQbceefefasxxaaj reducible gLLAQbceefefabxxaaj SFS[D(3,1)(2,1)] gLLAQcceeeffpvmadak toroidal gLLAQcceeeffubmudak SFS[D(5,2)(2,1)] gLLAQcceeeffpvmedak SFS[D(5,2)(2,1)] gLLAQcceeeffubmqdak SFS[D(4,1)(2,1)] gLLAQcceeeffljmadak SFS[D(3,1)(3,2)] gLLAQcceeefflbmadak m010(0,0) gLLAQcceeeffljmadar m007(0,0) gLLAQbceefefaramauj toroidal gLLAQbceefefavamauj SFS[D(3,1)(3,2)] gLLAQbceefefajamauj SFS[D(3,1)(3,1)] gLLAQcceeefflniadar SFS[D(3,1)(3,1)] gLLAQcceeefflbiadar m007(0,0) gLLAQcceeeffljiadar toroidal gLLAQcceeeffaomxdak SFS[D(2,1)(2,1)] gLLAQbceefefebeaqmj toroidal gLLAQbceefefaraiqij SFS[D(7,2)(3,1)] gLLAQbceefefaomiqhj toroidal gLLAQbceefefaraaqij reducible gLLAQbceefefabaaqlj reducible gLLAQbceefefavqmqlj toroidal gLLAQbceefefabqiqij toroidal gLLAQbceefefaramqij SFS[D(7,5)(3,1)] gLLAQbceefefpbapqlj toroidal gLLAQbceefefdfeeqhj SFS[D(3,1)(2,1)] gLLAQbceefefdfdeqhj toroidal gLLAQbceefefdfaeqhj toroidal gLLAQcceeeffaoupqxn SFS[D(5,2)(2,1)] gLLAQcceeeffpvuaqxn toroidal gLLAQcceeeffpvpudxn toroidal gLLAQcceeeffubppdxn toroidal gLLAQcceeeffaopadxn SFS[D(5,2)(2,1)] gLLAQbceefefasxxqlj SFS[D(7,2)(2,1)] gLLAQbceefefebaaqmj SFS[D(3,1)(2,1)] gLLAQbceeeffeouupxn SFS[D(2,1)(2,1)] gLLAQbceeeffeoddpxn toroidal gLLAQbceeeffebdapxn SFS[D(7,5)(5,2)] gLLAQbceeeffebeapxn toroidal gLLAQbceeeffeviipxn toroidal gLLAQbceeeffebimmxn m011(0,0) gLLAQbceeeffebiamxn toroidal gLLAQbceeeffebiimxn toroidal gLLAQbceeeffebxppxn toroidal gLLAQbceeeffebxlpxn m271(0,0) gLLAQbceeeffebxxpxn m064(0,0) gLLAQbceeeffebdqqxn m178(0,0) gLLAQbceeeffebdtqxn m318(0,0) gLLAQbceeeffebddqxn toroidal gLLAQbceeefflcedixn m287(0,0) gLLAQbceeefflcadixn m251(0,0) gLLAQbceeefflsxxixn SFS[D(3,1)(2,1)] gLLAQbceeefflsxlixn toroidal gLLAQbceeefflsxpixn SFS[D(9,2)(2,1)] gLLAQbceeefflrqiixn m159(0,0) gLLAQbceeefflruiixn m145(0,0) gLLAQbceeefflkaiixn m180(0,0) gLLAQbceeefflbaiixn s559(0,0) gLLAQbceeefflsaiixn m032(0,0) gLLAQbceeefflkamixn m141(0,0) gLLAQbceeefflbamixn s713(0,0) gLLAQbceeefflsamixn m227(0,0) gLLAQbceeefflbaaixn SFS[D(8,3)(3,1)] gLLAQbceeefflsaaixn toroidal gLLAQbceeeffacddixn SFS[D(8,3)(2,1)] gLLAQbceeeffacedixn toroidal gLLAQbceeeffacadixn SFS[D(8,3)(2,1)] gLLAQbceeeffajhhmhw toroidal gLLAQbceeeffajhemhw toroidal gLLAQbceeeffajhumhw m055(0,0) gLLAQbceeeffakaixhw SFS[D(7,5)(3,1)] gLLAQbceeeffabaaxhw reducible gLLAQbceeeffakaaxhw reducible gLLAQbceeeffakamxhw SFS[D(7,2)(3,1)] gLLAQbceeeffakxxxhw toroidal gLLAQbceeeffabxxxhw SFS[D(8,3)(2,1)] gLLAQbceeeffaktxxhw toroidal gLLAQbceeeffakuxxhw m055(0,0) gLLAQbceeeffakqmmhw m060(0,0) gLLAQbceeeffakpmmhw m119(0,0) gLLAQbceeeffakeeehw SFS[D(8,3)(2,1)] gLLAQbceeeffakdeehw toroidal gLLAQbceeeffakaeehw SFS[D(8,3)(2,1)] gLLAQbceeeffakaiixn toroidal gLLAQbceeeffabaiixn SFS[D(8,3)(3,1)] gLLAQbceeeffajammhw SFS[D(7,2)(3,1)] gLLAQbceeeffakamixn toroidal gLLAQbceeeffabamixn SFS[D(8,3)(3,1)] gLLAQbceeeffajaimhw SFS[D(7,5)(3,1)] gLLAQbceeeffabaaixn reducible gLLAQbceeeffajaamhw reducible gLLAQbceeefftcedixn m258(0,0) gLLAQbceeefftcadixn m248(0,0) gLLAQbceeefftsxxixn SFS[D(3,1)(2,1)] gLLAQbceeefftsxlixn m103(0,0) gLLAQbceeefftsxpixn m166(0,0) gLLAQbceeefftrqiixn toroidal gLLAQbceeefftruiixn toroidal gLLAQbceeefftkaiixn m016(0,0) gLLAQbceeefftbaiixn s391(0,0) gLLAQbceeefftsaiixn s081(0,0) gLLAQbceeefftkamixn m017(0,0) gLLAQbceeefftbamixn s585(0,0) gLLAQbceeefftsamixn s321(0,0) gLLAQbceeefftbaaixn SFS[D(8,3)(3,1)] gLLAQbceeefftsaaixn toroidal gLLAQbceeeffhkhhhxn SFS[D(2,1)(2,1)] gLLAQbceeeffhohhhxn SFS[D(7,3)(2,1)] gLLAQbceeeffhwhhhxn toroidal gLLAQbceeeffhwlllxn SFS[D(2,1)(2,1)] gLLAQbceeeffhwiiixn SFS[D(7,3)(2,1)] gLLAQbceeeffdnqqlxn SFS[D(2,1)(2,1)] gLLAQbceeeffdnaalxn SFS[D(8,3)(2,1)] gLLAQbceeeffdfaelxn SFS[D(7,5)(4,1)] gLLAQbceeeffdfdelxn SFS[D(7,5)(5,2)] gLLAQbceeeffdwuulxn m016(0,0) gLLAQbceeeffdfuhhxn m017(0,0) gLLAQbceeeffdfuuhxn m016(0,0) gLLAQbceeeffdfpllxn toroidal gLLAQbceeeffdfpxlxn m270(0,0) gLLAQbceeeffdfpplxn m118(0,0) gLLAQbceeeffdfaiixn m185(0,0) gLLAQbceeeffdfamixn m282(0,0) gLLAQbceeeffdfaaixn SFS[D(8,3)(2,1)] gLLAQbceeeffebeaahw SFS[D(2,1)(2,1)] gLLAQbceefefhwiixtk SFS[D(17,5)(2,1)] gLLAQbceefefarllxdk SFS[D(8,3)(2,1)] gLLAQbceefefhwhhxqk toroidal gLLAQbceefefhohhxqk SFS[D(17,5)(2,1)] gLLAQbceefefhkhhxqk SFS[D(2,1)(2,1)] gLLAQbceefefajhhxqk SFS[D(7,2)(2,1)] gLLAQbceefefarhhxqk toroidal gLLAQbceefefavhhxqk SFS[D(8,3)(2,1)] gLLAQbceefefhwllxdk SFS[D(2,1)(2,1)] gLLAQbceefefeouuxek SFS[D(2,1)(2,1)] gLLAQbceefefdnqqxdk SFS[D(2,1)(2,1)] gLLAQbceefeftsxxxtk SFS[D(5,2)(2,1)] gLLAQbceefeflsxxxtk SFS[D(5,2)(2,1)] gLLAQbceefefasxxxtk toroidal gLLAQbceefefariixtk SFS[D(7,2)(2,1)] gLLAQbceefefacddxtk SFS[D(8,3)(2,1)] gLLAQbceeeffebeauxn toroidal gLLAQbceeeffakamdhw SFS[D(8,3)(3,1)] gLLAQbceeeffaomiqhw toroidal gLLAQbceeeffabqitxn toroidal gLLAQbceeeffajaatxn reducible gLLAQbceeeffajaathw reducible gLLAQbceeeffabqithw toroidal gLLAQbceeeffakaidhw SFS[D(8,3)(3,1)] gLLAQbceeeffpbapdhw toroidal gLLAQbceeeffdfeeqxn SFS[D(2,1)(2,1)] gLLAQbceeeffdfaeqxn toroidal gLLAQbceeeffdfdeqxn toroidal gLLAQbceeeffakamdxn SFS[D(7,5)(3,1)] gLLAQbceeeffdfeeqhw SFS[D(3,1)(2,1)] gLLAQbceeeffdfdeqhw toroidal gLLAQbceeeffdfaeqhw toroidal gLLAQbceeeffebeauhw toroidal gLLAQbceeeffebaauxn SFS[D(2,1)(2,1)] gLLAQbceeeffajhhthw SFS[D(8,3)(2,1)] gLLAQbceeeffebaauhw SFS[D(3,1)(2,1)] gLLAQbceeeffajhhtxn SFS[D(7,2)(2,1)] gLLAQbceeeffakaidxn SFS[D(7,2)(3,1)] gLLAQbceeeffhwlllhw SFS[D(3,1)(2,1)] gLLAQbceeeffhwhhhhw toroidal gLLAQbceeeffhkhhhhw SFS[D(3,1)(2,1)] gLLAQbceeeffhohhhhw SFS[D(3,1)(2,1)] gLLAQbceeeffhwiiihw SFS[D(3,1)(2,1)] gLLAQbceeeffebeaaxn SFS[D(2,1)(2,1)] gLLAQbceeeffacddihw SFS[D(7,2)(2,1)] gLLAQbceeeffacedihw toroidal gLLAQbceeeffacadihw SFS[D(7,2)(2,1)] gLLAQbceeeffakaixxn SFS[D(8,3)(3,1)] gLLAQbceeeffakaaxxn reducible gLLAQbceeeffabaaxxn reducible gLLAQbceeeffakamxxn SFS[D(8,3)(3,1)] gLLAQbceeeffajhhmxn toroidal gLLAQbceeeffajhemxn toroidal gLLAQbceeeffajhumxn m064(0,0) gLLAQbceeeffajammxn SFS[D(8,3)(3,1)] gLLAQbceeeffakaiihw toroidal gLLAQbceeeffabaiihw SFS[D(7,5)(3,1)] gLLAQbceeeffajaimxn SFS[D(8,3)(3,1)] gLLAQbceeeffakamihw toroidal gLLAQbceeeffabamihw SFS[D(7,2)(3,1)] gLLAQbceeeffajaamxn reducible gLLAQbceeeffabaaihw reducible gLLAQbceeeffakqmmxn m052(0,0) gLLAQbceeeffakpmmxn m118(0,0) gLLAQbceeeffakxxxxn toroidal gLLAQbceeeffabxxxxn SFS[D(7,2)(2,1)] gLLAQbceeeffaktxxxn toroidal gLLAQbceeeffakuxxxn m064(0,0) gLLAQbceeeffakeeexn SFS[D(7,2)(2,1)] gLLAQbceeeffakdeexn toroidal gLLAQbceeeffakaeexn SFS[D(7,2)(2,1)] gLLAQbceeefflcedihw m276(0,0) gLLAQbceeefflcadihw m241(0,0) gLLAQbceeefflsxxihw SFS[D(2,1)(2,1)] gLLAQbceeefflsxlihw toroidal gLLAQbceeefflsxpihw SFS[D(11,3)(2,1)] gLLAQbceeefflsaiihw m053(0,0) gLLAQbceeefflkaiihw m118(0,0) gLLAQbceeefflbaiihw s536(0,0) gLLAQbceeefflsamihw m236(0,0) gLLAQbceeefflkamihw m070(0,0) gLLAQbceeefflbamihw s684(0,0) gLLAQbceeefflsaaihw toroidal gLLAQbceeefflbaaihw SFS[D(7,5)(3,1)] gLLAQbceeefflrqiihw m100(0,0) gLLAQbceeefflruiihw m082(0,0) gLLAQbceeeffdnaalhw SFS[D(7,2)(2,1)] gLLAQbceeeffdnqqlhw SFS[D(3,1)(2,1)] gLLAQbceeeffdwuulhw m019(0,0) gLLAQbceeeffdfaelhw SFS[D(8,5)(4,1)] gLLAQbceeeffdfdelhw SFS[D(8,5)(5,2)] gLLAQbceeeffdfpllhw toroidal gLLAQbceeeffdfpxlhw m278(0,0) gLLAQbceeeffdfpplhw m119(0,0) gLLAQbceeeffdfuhhhw m016(0,0) gLLAQbceeeffdfuehhw SFS[D(4,1)(2,1)] gLLAQbceeeffdfuuhhw m019(0,0) gLLAQbceeeffdfaiihw m180(0,0) gLLAQbceeeffdfamihw m284(0,0) gLLAQbceeeffdfaaihw SFS[D(7,2)(2,1)] gLLAQbceeeffeoddphw toroidal gLLAQbceeeffeouuphw SFS[D(3,1)(2,1)] gLLAQbceeeffeviiphw toroidal gLLAQbceeeffebdaphw SFS[D(8,5)(5,2)] gLLAQbceeeffebeaphw toroidal gLLAQbceeeffebxpphw toroidal gLLAQbceeeffebxlphw m277(0,0) gLLAQbceeeffebxxphw m055(0,0) gLLAQbceeeffebimmhw toroidal gLLAQbceeeffebiamhw toroidal gLLAQbceeeffebiimhw toroidal gLLAQbceeeffebdqqhw m170(0,0) gLLAQbceeeffebdtqhw m316(0,0) gLLAQbceeeffebddqhw toroidal gLLAQbceefefarllqdj SFS[D(7,2)(2,1)] gLLAQbceefefhwiiqtj SFS[D(18,13)(2,1)] gLLAQbceefefarhhqqj toroidal gLLAQbceefefavhhqqj SFS[D(7,2)(2,1)] gLLAQbceefefajhhqqj SFS[D(8,3)(2,1)] gLLAQbceefefhkhhqqj SFS[D(3,1)(2,1)] gLLAQbceefefhwhhqqj toroidal gLLAQbceefefhohhqqj SFS[D(18,13)(2,1)] gLLAQbceefefariiqtj SFS[D(8,3)(2,1)] gLLAQbceefeftsxxqtj SFS[D(5,2)(2,1)] gLLAQbceefeflsxxqtj SFS[D(5,2)(2,1)] gLLAQbceefefasxxqtj toroidal gLLAQbceefefacddqtj SFS[D(7,2)(2,1)] gLLAQbceefefhwllqdj SFS[D(3,1)(2,1)] gLLAQbceefefeouuqej SFS[D(3,1)(2,1)] gLLAQbceefefdnqqqdj SFS[D(3,1)(2,1)] gLLAQbceeefftcedihw m266(0,0) gLLAQbceeefftcadihw m255(0,0) gLLAQbceeefftsxxihw SFS[D(2,1)(2,1)] gLLAQbceeefftsxlihw m112(0,0) gLLAQbceeefftsxpihw m173(0,0) gLLAQbceeefftsaiihw s087(0,0) gLLAQbceeefftkaiihw m082(0,0) gLLAQbceeefftbaiihw s396(0,0) gLLAQbceeefftsamihw s341(0,0) gLLAQbceeefftkamihw m037(0,0) gLLAQbceeefftbamihw s575(0,0) gLLAQbceeefftsaaihw toroidal gLLAQbceeefftbaaihw SFS[D(7,2)(3,1)] gLLAQbceeefftrqiihw toroidal gLLAQbceeefftruiihw toroidal gLLAQbceefefebeaxmk toroidal gLLAQbceefefaraixik SFS[D(8,3)(3,1)] gLLAQbceefefaomixhk toroidal gLLAQbceefefaraaxik reducible gLLAQbceefefabaaxlk reducible gLLAQbceefefavqmxlk toroidal gLLAQbceefefabqixik toroidal gLLAQbceefefaramxik SFS[D(8,3)(3,1)] gLLAQbceefefpbapxlk toroidal gLLAQbceefefdfeexhk SFS[D(2,1)(2,1)] gLLAQbceefefdfdexhk toroidal gLLAQbceefefdfaexhk toroidal gLLAQcceeeffaoupqhw SFS[D(5,2)(2,1)] gLLAQcceeeffpvuaqhw toroidal gLLAQcceeeffpvpudhw toroidal gLLAQcceeeffubppdhw toroidal gLLAQcceeeffaopadhw SFS[D(5,2)(2,1)] gLLAQbceefefasxxxlk SFS[D(8,3)(2,1)] gLLAQbceefefebaaxmk SFS[D(2,1)(2,1)] gLLAQbceefefxkttxik SFS[D(5,2)(2,1)] gLLAQbceefefxkaaxxk toroidal gLLAQbceefefxsaaxxk SFS[D(11,2)(2,1)] gLLAQbceefefxbaaxxk SFS[D(5,2)(2,1)] gLLAQbceefefxkllxdk SFS[D(11,2)(2,1)] gLLAQbceefefebdaxxk SFS[D(7,2)(5,2)] gLLAQbceefefebeaxxk toroidal gLLAQbceefefakamqaj SFS[D(7,5)(3,1)] gLLAQbceefefagtlxuk SFS[D(5,2)(2,1)] gLLAQbceefefakmmxuk SFS[D(7,2)(2,1)] gLLAQbceefefakpmxuk m119(0,0) gLLAQbceefefakqmxuk m019(0,0) gLLAQbceefefakxxxak toroidal gLLAQbceefefasxxxak SFS[D(7,2)(2,1)] gLLAQbceefefakuxxak m060(0,0) gLLAQbceefefaktxxak toroidal gLLAQbceefefakdexpk SFS[D(5,2)(2,1)] gLLAQbceefefajamxuk SFS[D(8,3)(3,1)] gLLAQbceefefaramxuk toroidal gLLAQbceefefajaaxuk reducible gLLAQbceefefajaaquj reducible gLLAQbceefefajaixuk SFS[D(8,3)(3,1)] gLLAQbceefefaraixuk toroidal gLLAQbceefefajhhxuk toroidal gLLAQbceefefajhuxuk m060(0,0) gLLAQbceefefajhexuk toroidal gLLAQbceefefakaixak SFS[D(8,3)(3,1)] gLLAQbceefefakamxak SFS[D(8,3)(3,1)] gLLAQbceefefakaaxak reducible gLLAQbceefefakaaqaj reducible gLLAQbceefefakaiqaj SFS[D(7,2)(3,1)] gLLAQbceefefdfaexpk SFS[D(7,2)(4,1)] gLLAQbceefefdfdexpk SFS[D(7,2)(5,2)] gLLAQcceeeffpviadxn m244(0,0) gLLAQcceeeffubiudxn m272(0,0) gLLAQcceeeffpviedxn m256(0,0) gLLAQcceeeffubiqdxn m246(0,0) gLLAQcceeeffljiadxn m090(0,0) gLLAQcceeefflbiadxn m385(0,0) gLLAQcceeefflniadxn s279(0,0) gLLAQbceefefaraiquj toroidal gLLAQbceefefajaiquj SFS[D(7,2)(3,1)] gLLAQcceeefftjiadxn m228(0,0) gLLAQcceeefftbiadhw m402(0,0) gLLAQcceeefftjiadhw m209(0,0) gLLAQcceeeffaoixdxn SFS[D(2,1)(2,1)] gLLAQcceeeffpviddxn SFS[D(13,5)(2,1)] gLLAQcceeefftniqmhw toroidal gLLAQcceefefaouxxdk SFS[D(5,2)(2,1)] gLLAQcceeeffpvmedhw toroidal gLLAQbceefefakpmquj m118(0,0) gLLAQcceeeffpviedhw m273(0,0) gLLAQcceeefflnmqmxn m165(0,0) gLLAQbceefefajhuquj m052(0,0) gLLAQcceeeffpviddhw SFS[D(12,5)(2,1)] gLLAQcceeeffpvmadhw m214(0,0) gLLAQcceeeffpviadhw m263(0,0) gLLAQbceefefebdaqxj SFS[D(8,3)(5,2)] gLLAQbceefefdfaeqpj SFS[D(8,3)(4,1)] gLLAQbceefefakuxqaj m052(0,0) gLLAQcceefefaopmxtk SFS[D(5,2)(2,1)] gLLAQbceefefakdeqpj SFS[D(5,2)(2,1)] gLLAQcceeeffubmqdhw toroidal gLLAQbceefefakqmquj m016(0,0) gLLAQcceeeffubiqdhw m267(0,0) gLLAQcceeefflniqmxn m083(0,0) gLLAQbceefefajhequj toroidal gLLAQcceeefftniqmxn toroidal gLLAQcceeeffubmudhw m213(0,0) gLLAQbceefefagtlquj SFS[D(5,2)(2,1)] gLLAQcceeeffubiudhw m281(0,0) gLLAQbceefefebeaqxj toroidal gLLAQbceefefdfdeqpj SFS[D(8,3)(5,2)] gLLAQbceefefaktxqaj toroidal gLLAQbceefefxkllqdj SFS[D(14,3)(2,1)] gLLAQbceefefxkttqij SFS[D(5,2)(2,1)] gLLAQcceefefaouxqdj SFS[D(5,2)(2,1)] gLLAQcceefefaopmqtj SFS[D(5,2)(2,1)] gLLAQbceefefakmmquj SFS[D(8,3)(2,1)] gLLAQcceeeffaomxdhw SFS[D(3,1)(2,1)] gLLAQbceefefajhhquj toroidal gLLAQcceeeffaoixdhw SFS[D(3,1)(2,1)] gLLAQbceefefxbaaqxj SFS[D(5,2)(2,1)] gLLAQbceefefxsaaqxj SFS[D(14,3)(2,1)] gLLAQbceefefxkaaqxj toroidal gLLAQbceefefakxxqaj toroidal gLLAQbceefefasxxqaj SFS[D(8,3)(2,1)] gLLAQcceeeffpvmadxn m231(0,0) gLLAQcceeeffubmudxn m233(0,0) gLLAQcceeeffpvmedxn toroidal gLLAQcceeeffubmqdxn toroidal gLLAQcceeeffljmadxn s097(0,0) gLLAQcceeefflbmadhw m343(0,0) gLLAQcceeeffljmadhw s093(0,0) gLLAQbceefefaramquj toroidal gLLAQbceefefajamquj SFS[D(7,5)(3,1)] gLLAQcceeefflniadhw s330(0,0) gLLAQcceeefflbiadhw m393(0,0) gLLAQcceeeffljiadhw m085(0,0) gLLAQcceeeffaomxdxn SFS[D(2,1)(2,1)] gLLAQcceeefflnmqmhw m172(0,0) gLLAQcceeefflniqmhw m102(0,0) gLLAQbceefefagtluun SFS[D(4,1)(2,1)] gLLAQbceefefagtlpuj SFS[D(4,1)(2,1)] gLLAQbceeeffpgmmmtk SFS[D(2,1)(2,1)] gLLAQcceeeffaoleedw SFS[D(2,1)(2,1)] gLLAQcceeeffqfleedw SFS[D(2,1)(2,1)] gLLAQbceeeffpbapddw toroidal gLLAQbceeeffpgmmmen SFS[D(2,1)(2,1)] gLLAQcceeeffqfleelr SFS[D(2,1)(2,1)] gLLAQcceeeffaoleelr SFS[D(2,1)(2,1)] gLLAQbceefefagtlduk SFS[D(4,1)(2,1)] gLLAQbceefefagtleuj SFS[D(4,1)(2,1)] gLLAQbceeeffhfdeemb SFS[D(2,1)(2,1)] gLLAQbceeeffajtllmb reducible gLLAQbceeeffpbapimb reducible gLLAQbceeeffpjuuimb reducible gLLAQbceeeffpgaiimb reducible gLLAQbceefefegehlec reducible gLLAQbceefeftgtqltc reducible gLLAQbceeefflsmmmmb SFS[D(2,1)(2,1)] gLLAQbceeefflsdeemb SFS[D(3,1)(2,1)] gLLAQbceefefegahlec SFS[D(3,1)(2,1)] gLLAQbceeeffdfmmmmb SFS[D(2,1)(2,1)] gLLAQbceeeffebeaamb SFS[D(2,1)(2,1)] gLLAQbceeefftsdeemb SFS[D(3,1)(2,1)] gLLAQbceeeffaopuqmb reducible gLLAQbceeeffaopuqpc reducible gLLAQbceefefegdmlpc SFS[D(2,1)(2,1)] gLLAQbceefefmgamipf T2xI gLLAQbceefefagmpiif SFS[D(2,1)(2,1)] gLLAQbceefefagtliif reducible gLLAQbceefefaoedilf SFS[D(2,1)(2,1)] gLLAQbceefefajdpilf SFS[D(2,1)(2,1)] gLLAQbceefefagtullc SFS[D(2,1)(2,1)] gLLAQcceeeffubppdmb SFS[D(2,1)(2,1)] gLLAQbceefefacedllc reducible gLLAQbceefefaoedllc reducible gLLAQbceefefagedllc reducible gLLAQbceefefegehief reducible gLLAQbceeeffebeaapc SFS[D(2,1)(2,1)] gLLAQbceeeffpfdeepc SFS[D(3,1)(2,1)] gLLAQbceeeffebddlpc reducible gLLAQbceefefarliiqf SFS[D(2,1)(2,1)] gLLAQbceefeftgtqitf reducible gLLAQbceeeffpgaiipc reducible gLLAQbceeeffpbapipc SFS[D(2,1)(2,1)] gLLAQbceefefhwliiqf SFS[D(2,1)(2,1)] gLLAQbceefefdjdtidf SFS[D(3,1)(2,1)] gLLAQbceeeffpfaeepc SFS[D(3,1)(2,1)] gLLAQceceeffqibiimb SFS[D(3,1)(2,1)] gLLAQcceefefhklaihf SFS[D(3,1)(2,1)] gLLAQbceeeffacedxpc reducible gLLAQbceeefftseeepc SFS[D(2,1)(2,1)] gLLAQceceeffairiimb SFS[D(3,1)(2,1)] gLLAQbceeeffeblllpc SFS[D(2,1)(2,1)] gLLAQbceeeffpfxxxpc SFS[D(3,1)(2,1)] gLLAQbceeefftbmmmpc SFS[D(2,1)(2,1)] gLLAQcceefefaklhihf SFS[D(3,1)(2,1)] gLLAQcceefefawlhihf SFS[D(3,1)(2,1)] gLLAQcceefefaolhihf reducible gLLAQbceeeffestttpc SFS[D(2,1)(2,1)] gLLAQbceeeffpfmmmpc SFS[D(3,1)(2,1)] gLLAQbceeeffpolllpc SFS[D(3,1)(2,1)] gLLAQbceeeffpfeeepc reducible gLLAQceceeffiibiimb SFS[D(3,1)(2,1)] gLLAQbceeeffpoqeepc SFS[D(3,1)(2,1)] gLLAQbceefefagmilpc T2xI gLLAQbceefefagmiipf T2xI gLLAQbceefefebeaqmc reducible gLLAQbceefefaraiqic SFS[D(3,1)(2,1)] gLLAQbceefefaomiqhc SFS[A(2,1)] gLLAQbceefefaraaqic reducible gLLAQbceefefavqmqlc SFS[D(3,1)(2,1)] gLLAQbceefefabqiqic SFS[D(3,1)(2,1)] gLLAQbceefefaramqic SFS[D(3,1)(2,1)] gLLAQbceefefpbapqlc SFS[D(2,1)(2,1)] gLLAQbceefefdfeeqhc reducible gLLAQbceefefdfdeqhc reducible gLLAQbceefefdfaeqhc reducible gLLAQcceeeffubppdxb SFS[D(2,1)(2,1)] gLLAQbceefefasxxqlc SFS[D(2,1)(2,1)] gLLAQbceefefebaaqmc reducible gLLAQbceeeffebdapxb SFS[D(5,2)(2,1)] gLLAQbceeeffebeapxb toroidal gLLAQbceeeffebxppxb SFS[D(4,1)(2,1)] gLLAQbceeeffebxlpxb SFS[D(5,2)(2,1)] gLLAQbceeefflsxxixb reducible gLLAQbceeefflsxlixb SFS[D(3,1)(2,1)] gLLAQbceeefflsxpixb SFS[D(3,1)(2,1)] gLLAQbceeefflsaiixb SFS[D(3,1)(2,1)] gLLAQbceeefflsamixb SFS[D(3,1)(2,1)] gLLAQbceeefflsaaixb reducible gLLAQbceeeffajhhmhc reducible gLLAQbceeeffajhemhc SFS[D(3,1)(2,1)] gLLAQbceeeffajhumhc SFS[D(3,1)(2,1)] gLLAQbceeeffakaixhc SFS[D(3,1)(2,1)] gLLAQbceeeffakaaxhc reducible gLLAQbceeeffakamxhc SFS[D(3,1)(2,1)] gLLAQbceeeffakxxxhc reducible gLLAQbceeeffaktxxhc SFS[D(3,1)(2,1)] gLLAQbceeeffakuxxhc SFS[D(3,1)(2,1)] gLLAQbceeeffajammhc SFS[D(3,1)(2,1)] gLLAQbceeeffajaimhc SFS[D(3,1)(2,1)] gLLAQbceeeffajaamhc reducible gLLAQbceeefftcedixb SFS[D(5,2)(2,1)] gLLAQbceeefftcadixb SFS[D(4,1)(2,1)] gLLAQbceeefftsxxixb reducible gLLAQbceeefftsxlixb toroidal gLLAQbceeefftsxpixb toroidal gLLAQbceeefftrqiixb SFS[D(4,1)(2,1)] gLLAQbceeefftruiixb SFS[D(5,2)(2,1)] gLLAQbceeefftkaiixb SFS[D(5,2)(2,1)] gLLAQbceeefftbaiixb SFS[D(4,1)(2,1)] gLLAQbceeefftsaiixb toroidal gLLAQbceeefftkamixb SFS[D(4,1)(2,1)] gLLAQbceeefftbamixb SFS[D(5,2)(2,1)] gLLAQbceeefftsamixb toroidal gLLAQbceeefftsaaixb reducible gLLAQbceeeffhwhhhxb reducible gLLAQbceeeffdfaelxb SFS[D(4,1)(2,1)] gLLAQbceeeffdfdelxb SFS[D(5,2)(2,1)] gLLAQbceeeffdfuehxb SFS[D(2,1)(2,1)] gLLAQbceeeffdfpllxb SFS[D(5,2)(2,1)] gLLAQbceeeffdfpxlxb toroidal gLLAQbceeeffdfamixb SFS[D(2,1)(2,1)] gLLAQbceeeffebeaahc SFS[D(2,1)(2,1)] gLLAQbceefefhwiixtf SFS[D(4,1)(2,1)] gLLAQbceefefhwhhxqf SFS[D(5,2)(2,1)] gLLAQbceefefhohhxqf SFS[D(4,1)(2,1)] gLLAQbceefefajhhxqf SFS[D(2,1)(2,1)] gLLAQbceefefariixtf SFS[D(2,1)(2,1)] gLLAQbceeeffebeauxb SFS[D(2,1)(2,1)] gLLAQbceeeffaomiqhc SFS[A(2,1)] gLLAQbceeeffabqitxb SFS[D(3,1)(2,1)] gLLAQbceeeffajaatxb reducible gLLAQbceeeffabqithc SFS[D(3,1)(2,1)] gLLAQbceeeffpbapdhc SFS[D(2,1)(2,1)] gLLAQbceeeffakamdxb SFS[D(3,1)(2,1)] gLLAQbceeeffdfeeqhc reducible gLLAQbceeeffdfdeqhc reducible gLLAQbceeeffdfaeqhc reducible gLLAQbceeeffebeauhc reducible gLLAQbceeeffebaauhc reducible gLLAQbceeeffajhhtxb SFS[D(2,1)(2,1)] gLLAQbceeeffakaidxb SFS[D(3,1)(2,1)] gLLAQbceeeffhwlllhc reducible gLLAQbceeeffhwhhhhc SFS[D(3,1)(2,1)] gLLAQbceeeffhkhhhhc reducible gLLAQbceeeffhohhhhc SFS[D(3,1)(2,1)] gLLAQbceeeffhwiiihc SFS[D(3,1)(2,1)] gLLAQbceeeffebeaaxb SFS[D(2,1)(2,1)] gLLAQbceeeffacddihc SFS[D(2,1)(2,1)] gLLAQbceeeffacedihc toroidal gLLAQbceeeffacadihc SFS[D(2,1)(2,1)] gLLAQbceeeffabaaxxb reducible gLLAQbceeeffajhemxb SFS[D(3,1)(2,1)] gLLAQbceeeffabaiihc SFS[D(3,1)(2,1)] gLLAQbceeeffabamihc SFS[D(3,1)(2,1)] gLLAQbceeeffabaaihc reducible gLLAQbceeeffakqmmxb SFS[D(3,1)(2,1)] gLLAQbceeeffabxxxxb SFS[D(2,1)(2,1)] gLLAQbceeeffaktxxxb SFS[D(3,1)(2,1)] gLLAQbceeeffakeeexb SFS[D(2,1)(2,1)] gLLAQbceeeffakdeexb toroidal gLLAQbceeeffakaeexb SFS[D(2,1)(2,1)] gLLAQbceeefflcedihc SFS[D(3,1)(2,1)] gLLAQbceeefflsxlihc reducible gLLAQbceeefflbaiihc SFS[D(3,1)(2,1)] gLLAQbceeefflsamihc SFS[D(2,1)(2,1)] gLLAQbceeefflkamihc SFS[D(2,1)(2,1)] gLLAQbceeefflbamihc toroidal gLLAQbceeefflbaaihc SFS[D(3,1)(2,1)] gLLAQbceeefflrqiihc SFS[D(3,1)(2,1)] gLLAQbceeeffdnaalhc SFS[D(2,1)(2,1)] gLLAQbceeeffdnqqlhc reducible gLLAQbceeeffdfaaihc SFS[D(2,1)(2,1)] gLLAQbceeeffeoddphc toroidal gLLAQbceeeffeouuphc reducible gLLAQbceeeffeviiphc SFS[D(3,1)(2,1)] gLLAQbceeeffebeaphc SFS[D(2,1)(2,1)] gLLAQbceeeffebxpphc reducible gLLAQbceeeffebxlphc SFS[D(3,1)(2,1)] gLLAQbceeeffebxxphc SFS[D(3,1)(2,1)] gLLAQbceeeffebimmhc SFS[D(3,1)(2,1)] gLLAQbceeeffebiamhc reducible gLLAQbceeeffebiimhc SFS[D(3,1)(2,1)] gLLAQbceeeffebdqqhc SFS[D(3,1)(2,1)] gLLAQbceeeffebdtqhc SFS[D(3,1)(2,1)] gLLAQbceeeffebddqhc toroidal gLLAQbceefefarllqdc SFS[D(2,1)(2,1)] gLLAQbceefefhwiiqtc SFS[D(3,1)(2,1)] gLLAQbceefefavhhqqc SFS[D(2,1)(2,1)] gLLAQbceefefhkhhqqc reducible gLLAQbceefefhwhhqqc SFS[D(3,1)(2,1)] gLLAQbceefefhohhqqc SFS[D(3,1)(2,1)] gLLAQbceefefacddqtc SFS[D(2,1)(2,1)] gLLAQbceefefhwllqdc reducible gLLAQbceefefeouuqec reducible gLLAQbceefefdnqqqdc reducible gLLAQbceeefftcedihc SFS[D(3,1)(2,1)] gLLAQbceeefftsxlihc SFS[D(3,1)(2,1)] gLLAQbceeefftbaiihc reducible gLLAQbceeefftbamihc SFS[D(3,1)(2,1)] gLLAQbceeefftbaaihc SFS[D(3,1)(2,1)] gLLAQbceeefftrqiihc reducible gLLAQbceefefebeaxmf SFS[D(2,1)(2,1)] gLLAQbceefefaomixhf reducible gLLAQbceefefabaaxlf reducible gLLAQbceefefpbapxlf toroidal gLLAQcceeeffubppdhc SFS[D(2,1)(2,1)] gLLAQbceefefxkaaxxf SFS[D(5,2)(2,1)] gLLAQbceefefxsaaxxf SFS[D(4,1)(2,1)] gLLAQbceefefxkllxdf SFS[D(4,1)(2,1)] gLLAQbceefefebdaxxf SFS[D(5,2)(2,1)] gLLAQbceefefebeaxxf toroidal gLLAQbceefefakamqac SFS[D(3,1)(2,1)] gLLAQbceefefakmmxuf SFS[D(2,1)(2,1)] gLLAQbceefefasxxxaf SFS[D(2,1)(2,1)] gLLAQbceefefaramxuf reducible gLLAQbceefefajaaquc reducible gLLAQbceefefaraixuf reducible gLLAQbceefefakaaqac reducible gLLAQbceefefakaiqac SFS[D(3,1)(2,1)] gLLAQbceefefdfaexpf SFS[D(4,1)(2,1)] gLLAQbceefefdfdexpf SFS[D(5,2)(2,1)] gLLAQcceeeffpviadxb SFS[D(2,1)(2,1)] gLLAQcceeeffpviedxb toroidal gLLAQcceeeffubiqdxb SFS[D(5,2)(2,1)] gLLAQcceeeffljiadxb SFS[D(4,1)(2,1)] gLLAQcceeefflbiadxb SFS[D(5,2)(2,1)] gLLAQcceeefflniadxb toroidal gLLAQbceefefajaiquc SFS[D(3,1)(2,1)] gLLAQcceeefftjiadhc SFS[D(3,1)(2,1)] gLLAQcceeeffpviddxb SFS[D(2,1)(2,1)] gLLAQcceeeffpvmedhc SFS[D(5,2)(2,1)] gLLAQcceeefflnmqmxb toroidal gLLAQbceefefajhuquc SFS[D(3,1)(2,1)] gLLAQcceeeffpviddhc SFS[D(3,1)(2,1)] gLLAQcceeeffpvmadhc SFS[D(4,1)(2,1)] gLLAQbceefefakuxqac SFS[D(3,1)(2,1)] gLLAQcceeeffubmqdhc SFS[D(4,1)(2,1)] gLLAQcceeefflniqmxb toroidal gLLAQbceefefajhequc SFS[D(3,1)(2,1)] gLLAQcceeefftniqmxb SFS[D(3,1)(2,1)] gLLAQcceeeffubmudhc SFS[D(5,2)(2,1)] gLLAQbceefefebeaqxc SFS[D(2,1)(2,1)] gLLAQbceefefaktxqac SFS[D(3,1)(2,1)] gLLAQcceeeffaomxdhc reducible gLLAQbceefefajhhquc reducible gLLAQcceeeffaoixdhc reducible gLLAQbceefefxkaaqxc reducible gLLAQbceefefakxxqac reducible gLLAQcceeeffpvmedxb SFS[D(5,2)(2,1)] gLLAQcceeeffubmqdxb SFS[D(4,1)(2,1)] gLLAQcceeeffljmadxb SFS[D(5,2)(2,1)] gLLAQcceeefflbmadhc SFS[D(4,1)(2,1)] gLLAQcceeeffljmadhc toroidal gLLAQbceefefajamquc SFS[D(3,1)(2,1)] gLLAQcceeeffljiadhc SFS[D(3,1)(2,1)] gLLAQbceefeftsahppb SFS[D(3,1)(2,1)] gLLAQbceefeflsahppb SFS[D(3,1)(2,1)] gLLAQbceefefasahppb reducible gLLAQbceefefmcampdb toroidal gLLAQbceefefaodappb reducible gLLAQbceefeflsahupb SFS[D(3,1)(2,1)] gLLAQbceefefaoalupb reducible gLLAQbceefefaoeaupb reducible gLLAQbceefefaodaupb reducible gLLAQbceefefaoatupb reducible gLLAQbceefefasahupb reducible gLLAQbceefefajaxupb reducible gLLAQbceefefaoeappb reducible gLLAQbceefeftsahupb SFS[D(3,1)(2,1)] gLLAQbceefefpbappab toroidal gLLAQbceefefhjalupb SFS[D(3,1)(2,1)] gLLAQbceefefajaxppb reducible gLLAQbceefefhjatupb SFS[D(3,1)(2,1)] gLLAQbceefefaoatppb reducible gLLAQbceefefhjatppb SFS[D(3,1)(2,1)] gLLAQceceeffhqrpxdc SFS[D(3,1)(3,1)] gLLAQceceeffhqrpxeb SFS[D(3,1)(3,1)] gLLAQbceefefaoalppb reducible gLLAQbceefefhjalppb SFS[D(3,1)(2,1)] gLLAQbceeefftoahxlf toroidal gLLAQbceeeffaoahxlf SFS[D(2,1)(2,1)] gLLAQbceeeffloahxlf SFS[D(2,1)(2,1)] gLLAQbceeeffhvamidc SFS[D(3,1)(2,1)] gLLAQbceeeffhvaaidc reducible gLLAQbceefefakmmuqb T2xI gLLAQbceefefajhxutb SFS[D(2,1)(2,1)] gLLAQbceeeffhvaiidc SFS[D(3,1)(2,1)] gLLAQcceefefhkalduf SFS[D(5,2)(2,1)] gLLAQcceefefhoalduf SFS[D(4,1)(2,1)] gLLAQcceefefhkaaduf SFS[D(4,1)(2,1)] gLLAQcceeeffqfemmeb SFS[D(5,2)(2,1)] gLLAQbceeefftjhxxlf toroidal gLLAQbceeeffajhxxlf SFS[D(2,1)(2,1)] gLLAQbceeeffljhxxlf SFS[D(2,1)(2,1)] gLLAQcceefefakahduf SFS[D(2,1)(2,1)] gLLAQcceeeffakxheeb SFS[D(2,1)(2,1)] gLLAQcceefefqfahduf SFS[D(5,2)(2,1)] gLLAQcceefefqvahduf SFS[D(4,1)(2,1)] gLLAQcceefefqfauduf SFS[D(4,1)(2,1)] gLLAQbceefefaoxauib reducible gLLAQbceefefasxhuib SFS[D(2,1)(2,1)] gLLAQbceefefariiulb T2xI gLLAQbceefefhvaiulb toroidal gLLAQbceefefaoxaeic SFS[D(2,1)(2,1)] gLLAQbceefefhvamulb SFS[D(2,1)(2,1)] gLLAQbceefefhvamelc SFS[D(3,1)(2,1)] gLLAQcceeeffakxhllf SFS[D(5,2)(2,1)] gLLAQcceeeffawxhllf SFS[D(4,1)(2,1)] gLLAQcceeeffqfauteb SFS[D(4,1)(2,1)] gLLAQcceefefakxhddf SFS[D(2,1)(2,1)] gLLAQcceeeffakahteb SFS[D(2,1)(2,1)] gLLAQcceefefifxepdb SFS[D(5,2)(2,1)] gLLAQcceefefqfmxdtf toroidal gLLAQbceefefasxheic SFS[D(2,1)(2,1)] gLLAQcceefefpwxlpdb SFS[D(2,1)(2,1)] gLLAQcceeeffhoalteb SFS[D(4,1)(2,1)] gLLAQcceeeffhkalteb SFS[D(5,2)(2,1)] gLLAQcceeeffhkaateb SFS[D(4,1)(2,1)] gLLAQbceefefhvaielc SFS[D(3,1)(2,1)] gLLAQbceeeffaoahxtf SFS[D(2,1)(2,1)] gLLAQbceeeffajhxxtf SFS[D(2,1)(2,1)] gLLAQbceeeffhvaiieb SFS[D(3,1)(2,1)] gLLAQbceeeffhvamieb SFS[D(3,1)(2,1)] gLLAQbceeeffhvaaieb reducible gLLAQbceeeffloahxtf SFS[D(2,1)(2,1)] gLLAQbceeeffljhxxtf SFS[D(2,1)(2,1)] gLLAQcceefefqfaueuc SFS[D(4,1)(2,1)] gLLAQcceefefhkaaeuc SFS[D(4,1)(2,1)] gLLAQcceefefakaheuc SFS[D(2,1)(2,1)] gLLAQcceefefqfaheuc SFS[D(5,2)(2,1)] gLLAQcceefefqvaheuc SFS[D(4,1)(2,1)] gLLAQbceefefakmmpqb T2xI gLLAQcceefefhkaleuc SFS[D(5,2)(2,1)] gLLAQcceefefhoaleuc SFS[D(4,1)(2,1)] gLLAQcceeeffakxhedc SFS[D(2,1)(2,1)] gLLAQbceefefajhxptb SFS[D(2,1)(2,1)] gLLAQbceeefftoahxtf toroidal gLLAQbceeefftjhxxtf toroidal gLLAQcceeeffqfemmdc SFS[D(5,2)(2,1)] gLLAQbceeeffhjalqtf SFS[D(3,1)(2,1)] gLLAQbceeeffhjatqtf SFS[D(3,1)(2,1)] gLLAQbceeeffajaxqlf reducible gLLAQbceeeffmcamedc SFS[A(2,1)] gLLAQbceeeffacedddc SFS[A(2,1)] gLLAQbceeeffaoatqlf SFS[D(3,1)(2,1)] gLLAQbceeeffhjatqlf SFS[D(3,1)(2,1)] gLLAQbceeeffacdddeb T2xI gLLAQbceeeffaceddeb SFS[A(2,1)] gLLAQbceeeffacaddeb T2xI gLLAQbceeeffaoqqqeb SFS[D(2,1)(2,1)] gLLAQbceeeffabppqlf SFS[D(3,1)(2,1)] gLLAQbceeeffabppqdc SFS[D(3,1)(2,1)] gLLAQbceeeffaoalqeb reducible gLLAQbceeeffaoalqtf SFS[D(3,1)(2,1)] gLLAQbceeeffaoatqtf SFS[D(3,1)(2,1)] gLLAQbceeeffaoatqeb reducible gLLAQbceeeffajaxqtf reducible gLLAQbceeeffabuutdc SFS[D(3,1)(2,1)] gLLAQbceeeffabppqtf SFS[D(3,1)(2,1)] gLLAQbceeeffajaxqeb SFS[D(2,1)(2,1)] gLLAQbceeeffabuuteb SFS[D(3,1)(2,1)] gLLAQbceeeffabppqeb SFS[D(3,1)(2,1)] gLLAQbceeeffaoalqlf SFS[D(3,1)(2,1)] gLLAQbceeeffhjalqlf SFS[D(3,1)(2,1)] gLLAQbceeeffpbapddc SFS[D(2,1)(2,1)] gLLAQbceeeffhjalqeb toroidal gLLAQbceeeffajaxqdc SFS[D(2,1)(2,1)] gLLAQbceeeffhjatqeb SFS[D(2,1)(2,1)] gLLAQbceeeffacadddc T2xI gLLAQbceeeffaoatqdc reducible gLLAQbceeeffhjatqdc SFS[D(2,1)(2,1)] gLLPQbdfeeefhreuepb SFS[D(3,1)(2,1)] gLLPQbdfeeefabtppef reducible gLLPQbdfeeefajtpxhf SFS[D(3,1)(2,1)] gLLPQbdfeeefabeuxhb reducible gLLPQbdfeeefakeuxhb SFS[D(3,1)(2,1)] gLLPQbdfeeefantpulf SFS[D(3,1)(2,1)] gLLPQbdfeeefabtammf SFS[D(2,1)(2,1)] gLLPQbdfeeefafdaaac T2xI gLLPQbdfeeefanlpulf SFS[D(3,1)(2,1)] gLLAQbceeeffaoqqqdc SFS[D(2,1)(2,1)] gLLPQbdfeeefablppef reducible gLLPQbdfeeefaklpxxf SFS[D(2,1)(2,1)] gLLPQbdfeeefablammf SFS[D(2,1)(2,1)] gLLPQbdfeeefajlpxhf SFS[D(3,1)(2,1)] gLLPQbdfeeefabduxhc reducible gLLPQbdfeeefakduxhc SFS[D(3,1)(2,1)] gLLAQbceeeffacddddc T2xI gLLPQbdfeeefhrduepc SFS[D(3,1)(2,1)] gLLAQbceeeffaoalqdc reducible gLLAQbceeeffhjalqdc toroidal gLLAQbceeeffhvaiitf SFS[D(3,1)(2,1)] gLLAQbceeeffhvamitf SFS[D(3,1)(2,1)] gLLAQbceeeffhvaaitf reducible gLLAQbceeeffecddaeb SFS[A(2,1)] gLLAQbceeeffloahxeb SFS[D(3,1)(2,1)] gLLAQbceeeffaoahxeb reducible gLLAQbceeeffajhxxeb SFS[D(2,1)(2,1)] gLLAQbceeeffabeeeeb T2xI gLLAQbceeeffabdeeeb SFS[A(2,1)] gLLAQbceeeffabaeeeb T2xI gLLAQbceeefftoahxeb SFS[D(3,1)(2,1)] gLLAQbceeeffdbaaeeb T2xI gLLAQbceeefflsxhhtf SFS[D(2,1)(2,1)] gLLAQbceeeffljhhhtf reducible gLLAQcceefefaohapib reducible gLLAQcceeeffakxuelf SFS[D(3,1)(2,1)] gLLAQcceeeffawxuelf SFS[D(3,1)(2,1)] gLLAQcceeeffaoxuelf reducible gLLAQceceeffahjehlf SFS[D(3,1)(2,1)] gLLAQcceeeffifxeelf SFS[D(3,1)(2,1)] gLLAQcceeeffhwxlelf SFS[D(3,1)(2,1)] gLLAQcceeefflnxqelf toroidal gLLAQbceefefajhxetc SFS[D(2,1)(2,1)] gLLAQcceeefftnxqelf SFS[D(2,1)(2,1)] gLLAQbceefefabeeedc T2xI gLLAQceceeffqabimlf SFS[D(3,1)(2,1)] gLLAQcceefefawaepub SFS[D(2,1)(2,1)] gLLAQceceeffaaramlf SFS[D(2,1)(2,1)] gLLAQceceeffqabamlf reducible gLLAQcceefefufaepub reducible gLLAQcceefefpwalpub reducible gLLAQceceeffqakmmlf reducible gLLAQceceeffqasmmlf SFS[D(3,1)(2,1)] gLLAQceceeffqabmmlf SFS[D(3,1)(2,1)] gLLAQceceeffaavmmlf SFS[D(2,1)(2,1)] gLLAQcceeeffqfhmmlf SFS[D(3,1)(2,1)] gLLAQbceeefftsxhhtf toroidal gLLAQbceeefftjhhhtf reducible gLLAQcceeeffqfemmlf SFS[D(3,1)(2,1)] gLLAQbceefefaoxadif SFS[D(2,1)(2,1)] gLLAQbceefefasxhdif SFS[D(2,1)(2,1)] gLLAQbceefefhvaidlf SFS[D(3,1)(2,1)] gLLAQbceefefaoxapib reducible gLLAQbceefefhvamdlf SFS[D(3,1)(2,1)] gLLAQbceefefhvamplb SFS[D(2,1)(2,1)] gLLAQcceefefpwxludb SFS[D(2,1)(2,1)] gLLAQcceeeffhkaatdc SFS[D(4,1)(2,1)] gLLAQcceeeffqfautdc SFS[D(4,1)(2,1)] gLLAQcceeeffhkaltdc SFS[D(5,2)(2,1)] gLLAQcceeeffhoaltdc SFS[D(4,1)(2,1)] gLLAQbceefefariiplb T2xI gLLAQcceeeffawxhltf SFS[D(4,1)(2,1)] gLLAQcceeeffakxhltf SFS[D(5,2)(2,1)] gLLAQcceeeffakahtdc SFS[D(2,1)(2,1)] gLLAQbceefefasxhpib SFS[D(2,1)(2,1)] gLLAQcceefefakxhedc SFS[D(2,1)(2,1)] gLLAQbceefefhvaiplb toroidal gLLAQcceefefqfmxetc toroidal gLLAQcceefefifxeudb SFS[D(5,2)(2,1)] gLLAQbceeefftoahxdc SFS[D(3,1)(2,1)] gLLAQbceeeffloahxdc SFS[D(3,1)(2,1)] gLLAQbceeeffaoahxdc reducible gLLAQbceeeffabdeedc SFS[A(2,1)] gLLAQbceeeffhvamilf SFS[D(3,1)(2,1)] gLLAQbceeeffhvaailf reducible gLLAQbceefefajhxdtf SFS[D(2,1)(2,1)] gLLAQbceefefabeeddf T2xI gLLAQbceeeffecddadc SFS[A(2,1)] gLLAQbceeeffdbaaedc T2xI gLLAQbceeeffhvaiilf SFS[D(3,1)(2,1)] gLLAQbceeeffabaeedc T2xI gLLAQcceeefftnxqetf SFS[D(2,1)(2,1)] gLLAQcceefefpwaluub reducible gLLAQceceeffqabamtf reducible gLLAQceceeffqabmmtf SFS[D(3,1)(2,1)] gLLAQceceeffqasmmtf SFS[D(3,1)(2,1)] gLLAQceceeffqakmmtf reducible gLLAQceceeffqabimtf SFS[D(3,1)(2,1)] gLLAQcceeeffqfemmtf SFS[D(3,1)(2,1)] gLLAQcceeeffqfhmmtf SFS[D(3,1)(2,1)] gLLAQbceeefftsxhhlf toroidal gLLAQbceeeffajhxxdc SFS[D(2,1)(2,1)] gLLAQbceeefflsxhhlf SFS[D(2,1)(2,1)] gLLAQbceeeffabeeedc T2xI gLLAQceceeffahjehtf SFS[D(3,1)(2,1)] gLLAQceceeffaavmmtf SFS[D(2,1)(2,1)] gLLAQceceeffaaramtf SFS[D(2,1)(2,1)] gLLAQcceefefaohauib reducible gLLAQbceeefftjhhhlf reducible gLLAQbceeeffljhhhlf reducible gLLAQcceeeffaoxuetf reducible gLLAQcceeeffawxuetf SFS[D(3,1)(2,1)] gLLAQcceeeffakxuetf SFS[D(3,1)(2,1)] gLLAQcceefefawaeuub SFS[D(2,1)(2,1)] gLLAQcceeeffhwxletf SFS[D(3,1)(2,1)] gLLAQcceeefflnxqetf toroidal gLLAQcceefefufaeuub reducible gLLAQcceeeffifxeetf SFS[D(3,1)(2,1)] gLLAQbceefeftsahepc SFS[D(3,1)(2,1)] gLLAQbceefeflsahepc SFS[D(3,1)(2,1)] gLLAQbceefefasahepc reducible gLLAQbceefefmcamddf SFS[A(2,1)] gLLAQbceefefacedeac SFS[A(2,1)] gLLAQbceefefaodaepc SFS[D(3,1)(2,1)] gLLAQbceefeflsahdpf SFS[D(3,1)(2,1)] gLLAQbceefefacdddaf T2xI gLLAQbceefefaceddaf SFS[A(2,1)] gLLAQbceefefacaddaf T2xI gLLAQbceefefaoqqdpf SFS[D(2,1)(2,1)] gLLAQbceefefaoppduf SFS[D(3,1)(2,1)] gLLAQbceefefabppepc SFS[D(3,1)(2,1)] gLLAQbceefefaoaldpf reducible gLLAQbceefefaoeadpf SFS[D(3,1)(2,1)] gLLAQbceefefaodadpf SFS[D(3,1)(2,1)] gLLAQbceefefaoatdpf reducible gLLAQbceefefasahdpf reducible gLLAQbceefefabuueuc SFS[D(3,1)(2,1)] gLLAQbceefefaoppeuc SFS[D(3,1)(2,1)] gLLAQbceefefajaxdpf SFS[D(2,1)(2,1)] gLLAQbceefefabuuduf SFS[D(3,1)(2,1)] gLLAQbceefefabppdpf SFS[D(3,1)(2,1)] gLLAQbceefefaoeaepc SFS[D(3,1)(2,1)] gLLAQbceefeftsahdpf SFS[D(3,1)(2,1)] gLLAQbceefefpbapdaf SFS[D(2,1)(2,1)] gLLAQbceefefhjaldpf toroidal gLLAQbceefefajaxepc SFS[D(2,1)(2,1)] gLLAQbceefefhjatdpf SFS[D(2,1)(2,1)] gLLAQbceefefacadeac T2xI gLLAQbceefefaoatepc reducible gLLAQbceefefhjatepc SFS[D(2,1)(2,1)] gLLAQceceeffhqrpxlf SFS[D(3,1)(2,1)] gLLAQcceeeffaohmtlf reducible gLLAQcceeeffqfahmtf SFS[D(3,1)(2,1)] gLLAQcceeeffqgahmtf reducible gLLAQcceeeffqvahmtf SFS[D(3,1)(2,1)] gLLAQcceeeffqfaumtf SFS[D(3,1)(2,1)] gLLAQcceeeffaoaemlf SFS[D(2,1)(2,1)] gLLAQceceeffaavatlf T2xI gLLAQcceeeffqfaumlf SFS[D(3,1)(2,1)] gLLAQbceefefaoqqepc SFS[D(2,1)(2,1)] gLLAQcceeeffaohmttf reducible gLLAQcceeeffawahmlf SFS[D(2,1)(2,1)] gLLAQcceeeffaoaemtf SFS[D(2,1)(2,1)] gLLAQcceeeffqfahmlf SFS[D(3,1)(2,1)] gLLAQcceeeffqgahmlf reducible gLLAQcceeeffqvahmlf SFS[D(3,1)(2,1)] gLLAQbceefefacddeac T2xI gLLAQceceeffhqrpxtf SFS[D(3,1)(2,1)] gLLAQbceefefaoalepc reducible gLLAQbceefefhjalepc toroidal gLLAQbceeeffhnqqeaf SFS[D(2,1)(2,1)] gLLAQbceeeffhnttmaf SFS[D(7,2)(2,1)] gLLAQbceeeffhbttmaf SFS[D(5,1)(2,1)] gLLAQbceeeffhjttmaf SFS[D(2,1)(2,1)] gLLAQbceeeffhnddxaf SFS[D(5,1)(2,1)] gLLAQbceeeffhnadxaf m038(0,0) gLLAQbceeeffhnedxaf m137(0,0) gLLAQbceeeffhnaaeaf reducible gLLAQbceeeffhwhhmaf toroidal gLLAQbceeeffhohhmaf SFS[D(7,2)(2,1)] gLLAQbceeeffhwiixaf SFS[D(7,2)(2,1)] gLLAQbceeeffhfaaxaf reducible gLLAQbceeeffhfdeeaf SFS[D(5,2)(3,1)] gLLAQbceeeffhfaeeaf SFS[D(4,1)(3,1)] gLLAQbceeeffhvmmmaf SFS[D(2,1)(2,1)] gLLAQbceeeffhfxxxaf SFS[D(2,1)(2,1)] gLLAQbceeeffhoqeeaf m004(0,0) gLLAQbceeeffhwtmmaf SFS[D(3,1)(3,2)] gLLAQbceeeffhwtimaf m160(0,0) gLLAQbceeeffhwtamaf m149(0,0) gLLAQbceeeffhwammaf m010(0,0) gLLAQbceeeffhwaimaf m149(0,0) gLLAQbceeeffhwaamaf toroidal gLLAQbceeeffhwlmmaf m007(0,0) gLLAQbceeeffhwlimaf SFS[D(3,1)(3,2)] gLLAQbceeeffhwlamaf m010(0,0) gLLAQbceeeffhkdxxaf m004(0,0) gLLAQbceeeffmgamqaf m129(0,0)(0,0) gLLAQbceeeffmgehaaf m015(0,0) gLLAQbceeeffmciilaf SFS[A(2,1)] gLLAQbceeeffmrddmaf SFS[D(3,1)(2,1)] gLLAQbceeeffmbeaaaf SFS[D(4,3)(3,1)] gLLAQbceeeffmbdaaaf SFS[D(5,3)(3,1)] gLLAQbceeeffmrdttaf m009(0,0) gLLAQbceeeffmrdqtaf m032(0,0) gLLAQbceeeffmrddtaf SFS[D(3,1)(2,1)] gLLAQbceeeffmbeqqaf m015(0,0) gLLAQbceeeffegdmqaf m137(0,0) gLLAQbceeeffeoddpaf toroidal gLLAQbceeeffebdapaf SFS[D(5,3)(3,1)] gLLAQbceeeffebeapaf toroidal gLLAQbceeeffeviipaf SFS[D(3,1)(2,1)] gLLAQbceeeffejemmaf toroidal gLLAQbceeeffejxmmaf toroidal gLLAQbceeeffebiimaf SFS[D(3,1)(2,1)] gLLAQbceeeffebxppaf SFS[D(4,1)(2,1)] gLLAQbceeeffebxlpaf m017(0,0) gLLAQbceeeffebxxpaf m003(0,0) gLLAQbceeeffebeqqaf SFS[D(4,1)(2,1)] gLLAQbceeeffebdqqaf SFS[D(5,2)(2,1)] gLLAQbceeeffebdtqaf m016(0,0) gLLAQbceeeffebddqaf toroidal gLLAQbceeefflcediaf toroidal gLLAQbceeefflcadiaf toroidal gLLAQbceeefflgaalaf SFS[A(3,1)] gLLAQbceeefflsqahaf m010(0,0) gLLAQbceeefflsxliaf SFS[D(5,2)(2,1)] gLLAQbceeefflsxpiaf SFS[D(4,1)(2,1)] gLLAQbceeefflsaulaf m009(0,0) gLLAQbceeeffljaahaf toroidal gLLAQbceeefflrqiiaf SFS[D(5,2)(2,1)] gLLAQbceeefflruiiaf SFS[D(4,1)(2,1)] gLLAQbceeefflvlllaf T2xI gLLAQbceeefflkaiiaf SFS[D(3,1)(3,1)] gLLAQbceeefflbaiiaf m007(0,0) gLLAQbceeefflsaiiaf toroidal gLLAQbceeefflkamiaf SFS[D(3,1)(3,2)] gLLAQbceeefflbamiaf m036(0,0) gLLAQbceeefflsamiaf m007(0,0) gLLAQbceeefflkaaiaf reducible gLLAQbceeefflbaaiaf SFS[D(3,1)(3,2)] gLLAQbceeefflsaaiaf SFS[D(3,1)(3,1)] gLLAQbceeefflsqllaf SFS[D(4,1)(2,1)] gLLAQbceeeffacddxaf SFS[D(3,1)(2,1)] gLLAQbceeeffacadxaf SFS[D(3,1)(2,1)] gLLAQbceeeffacedxaf toroidal gLLAQbceeeffacuahaf SFS[D(3,1)(2,1)] gLLAQbceeeffacttmaf SFS[D(3,1)(2,1)] gLLAQbceeeffacddiaf SFS[D(3,1)(2,1)] gLLAQbceeeffaoddiaf reducible gLLAQbceeeffactlmaf toroidal gLLAQbceeeffacediaf toroidal gLLAQbceeeffaoediaf reducible gLLAQbceeeffactamaf SFS[D(3,1)(2,1)] gLLAQbceeeffacadiaf SFS[D(3,1)(2,1)] gLLAQbceeeffaoadiaf reducible gLLAQbceeeffacapiaf SFS[D(3,1)(2,1)] gLLAQbceeeffacahiaf reducible gLLAQbceeeffacqqeaf reducible gLLAQbceeeffaomieaf SFS[A(2,1)] gLLAQbceeeffacpulaf toroidal gLLAQbceeeffaoqhhaf toroidal gLLAQbceeeffacuixaf SFS[D(3,1)(3,2)] gLLAQbceeeffacuqxaf SFS[D(3,1)(3,1)] gLLAQbceeeffacuuxaf reducible gLLAQbceeeffacqdhaf m004(0,0) gLLAQbceeeffacphmaf SFS[D(3,1)(3,1)] gLLAQbceeeffacpdmaf SFS[D(3,1)(3,2)] gLLAQbceeeffacppmaf reducible gLLAQbceeeffaceaeaf SFS[A(3,1)] gLLAQbceeeffacaleaf reducible gLLAQbceeeffacateaf reducible gLLAQbceeeffacdaeaf SFS[A(3,1)] gLLAQbceeeffakmmhaf SFS[D(3,1)(2,1)] gLLAQbceeeffakpmhaf toroidal gLLAQbceeeffakqmhaf m003(0,0) gLLAQbceeeffabqihaf SFS[D(3,1)(2,1)] gLLAQbceeeffajqaxaf toroidal gLLAQbceeeffakxxiaf toroidal gLLAQbceeeffajhhmaf SFS[D(3,1)(2,1)] gLLAQbceeeffabxxiaf SFS[D(3,1)(2,1)] gLLAQbceeeffakuxiaf SFS[D(3,1)(2,1)] gLLAQbceeeffaktxiaf SFS[D(3,1)(2,1)] gLLAQbceeeffakxliaf SFS[D(3,1)(2,1)] gLLAQbceeeffajhemaf toroidal gLLAQbceeeffabxliaf SFS[D(3,1)(2,1)] gLLAQbceeeffakxpiaf SFS[D(3,1)(2,1)] gLLAQbceeeffajhumaf m003(0,0) gLLAQbceeeffabxpiaf toroidal gLLAQbceeeffakeelaf SFS[D(3,1)(2,1)] gLLAQbceeeffakaelaf SFS[D(3,1)(2,1)] gLLAQbceeeffakdelaf toroidal gLLAQbceeeffabahlaf SFS[A(2,1)] gLLAQbceeeffajapeaf SFS[D(3,1)(2,1)] gLLAQbceeeffajamhaf reducible gLLAQbceeeffabaixaf SFS[D(3,1)(3,1)] gLLAQbceeeffakaixaf SFS[D(3,1)(3,2)] gLLAQbceeeffajtahaf reducible gLLAQbceeeffajlahaf reducible gLLAQbceeeffabaaxaf reducible gLLAQbceeeffakaaxaf reducible gLLAQbceeeffajaihaf reducible gLLAQbceeeffabamxaf SFS[D(3,1)(3,2)] gLLAQbceeeffakamxaf SFS[D(3,1)(3,1)] gLLAQbceeeffajdpiaf SFS[D(3,1)(3,2)] gLLAQbceeeffajhpiaf SFS[D(3,1)(3,1)] gLLAQbceeeffajppiaf reducible gLLAQbceeeffajqulaf SFS[D(3,1)(3,1)] gLLAQbceeeffajiulaf SFS[D(3,1)(3,2)] gLLAQbceeeffajuulaf reducible gLLAQbceeeffakxxxaf SFS[D(3,1)(2,1)] gLLAQbceeeffabxxxaf SFS[D(3,1)(2,1)] gLLAQbceeeffajhuhaf SFS[D(3,1)(2,1)] gLLAQbceeeffajhehaf SFS[D(3,1)(2,1)] gLLAQbceeeffajdhhaf SFS[D(3,1)(2,1)] gLLAQbceeeffaktxxaf toroidal gLLAQbceeeffabtxxaf SFS[D(3,1)(2,1)] gLLAQbceeeffajphhaf SFS[D(3,1)(2,1)] gLLAQbceeeffakuxxaf m003(0,0) gLLAQbceeeffabuxxaf toroidal gLLAQbceeeffajiiiaf SFS[D(3,1)(2,1)] gLLAQbceeeffabmmmaf SFS[D(3,1)(2,1)] gLLAQbceeeffajqiiaf m003(0,0) gLLAQbceeeffakqmmaf toroidal gLLAQbceeeffabqmmaf SFS[D(3,1)(2,1)] gLLAQbceeeffabqamaf reducible gLLAQbceeeffabqimaf SFS[D(3,1)(2,1)] gLLAQbceeeffajuiiaf toroidal gLLAQbceeeffakpmmaf toroidal gLLAQbceeeffabpmmaf toroidal gLLAQbceeeffajlllaf SFS[D(3,1)(2,1)] gLLAQbceeeffakeeeaf SFS[D(3,1)(2,1)] gLLAQbceeeffajtllaf toroidal gLLAQbceeeffakdeeaf toroidal gLLAQbceeeffajallaf SFS[D(3,1)(2,1)] gLLAQbceeeffakaeeaf SFS[D(3,1)(2,1)] gLLAQbceeeffakaueaf SFS[D(3,1)(2,1)] gLLAQbceeeffakaheaf reducible gLLAQbceeeffabthhaf m004(0,0) gLLAQbceeeffakuhhaf SFS[D(3,1)(3,1)] gLLAQbceeeffakuehaf SFS[D(3,1)(3,2)] gLLAQbceeeffakuuhaf reducible gLLAQbceeeffakdiiaf SFS[D(3,1)(3,2)] gLLAQbceeeffakdmiaf SFS[D(3,1)(3,1)] gLLAQbceeeffakdaiaf toroidal gLLAQbceeeffabaiiaf SFS[D(3,1)(3,2)] gLLAQbceeeffajammaf SFS[D(3,1)(3,1)] gLLAQbceeeffabamiaf SFS[D(3,1)(3,1)] gLLAQbceeeffajaimaf SFS[D(3,1)(3,2)] gLLAQbceeeffabaaiaf reducible gLLAQbceeeffajaamaf reducible gLLAQbceeeffakeiiaf SFS[D(3,1)(3,1)] gLLAQbceeeffakemiaf SFS[D(3,1)(3,2)] gLLAQbceeeffakeaiaf toroidal gLLAQbceeeffajqeeaf m004(0,0) gLLAQbceeeffakpllaf SFS[D(3,1)(3,2)] gLLAQbceeeffakpxlaf SFS[D(3,1)(3,1)] gLLAQbceeeffakpplaf reducible gLLAQbceeeffabmllaf m004(0,0) gLLAQbceeefftcediaf m019(0,0) gLLAQbceeefftcadiaf m011(0,0) gLLAQbceeefftgaalaf SFS[A(3,1)] gLLAQbceeefftsqahaf m149(0,0) gLLAQbceeefftsxliaf m016(0,0) gLLAQbceeefftsxpiaf m017(0,0) gLLAQbceeefftsaulaf m032(0,0) gLLAQbceeefftjaahaf toroidal gLLAQbceeefftrqiiaf SFS[D(4,1)(2,1)] gLLAQbceeefftruiiaf SFS[D(5,2)(2,1)] gLLAQbceeefftvlllaf T2xI gLLAQbceeefftkaiiaf SFS[D(3,1)(3,2)] gLLAQbceeefftbaiiaf m010(0,0) gLLAQbceeefftsaiiaf m007(0,0) gLLAQbceeefftkamiaf SFS[D(3,1)(3,1)] gLLAQbceeefftbamiaf m033(0,0) gLLAQbceeefftsamiaf m036(0,0) gLLAQbceeefftkaaiaf reducible gLLAQbceeefftbaaiaf SFS[D(3,1)(3,1)] gLLAQbceeefftsaaiaf SFS[D(3,1)(3,2)] gLLAQbceeefftsqllaf m015(0,0) gLLAQbceeeffpbapiaf toroidal gLLAQbceeeffpjpphaf SFS[D(3,1)(2,1)] gLLAQbceeeffpjallaf m032(0,0) gLLAQbceeeffpjaalaf SFS[D(3,1)(2,1)] gLLAQbceeeffpjatlaf m009(0,0) gLLAQbceeeffpjuuiaf toroidal gLLAQbceeeffpfaaxaf SFS[D(3,1)(2,1)] gLLAQbceeeffpfdeeaf SFS[D(5,3)(3,1)] gLLAQbceeeffpfaeeaf SFS[D(4,3)(3,1)] gLLAQbceeeffpoqeeaf m015(0,0) gLLAQbceeeffpgaiiaf m009(0,0) gLLAQbceeeffpgamiaf m032(0,0) gLLAQbceeeffpgaaiaf SFS[D(3,1)(2,1)] gLLAQbceeeffhnqdhaf m004(0,0) gLLAQbceeeffhbaalaf SFS[A(2,1)] gLLAQbceeeffhgahlaf m129(0,0)(0,0) gLLAQbceeeffhoaahaf reducible gLLAQbceeeffhohhhaf SFS[D(2,1)(2,1)] gLLAQbceeeffhkdhhaf SFS[D(4,1)(3,1)] gLLAQbceeeffhkphhaf SFS[D(5,2)(3,1)] gLLAQbceeeffhwiiiaf SFS[D(2,1)(2,1)] gLLAQbceeeffhgmllaf m015(0,0) gLLAQbceeeffdjahiaf m038(0,0) gLLAQbceeeffdnaalaf SFS[D(3,1)(2,1)] gLLAQbceeeffdfaelaf SFS[D(4,3)(3,1)] gLLAQbceeeffdfdelaf SFS[D(5,3)(3,1)] gLLAQbceeeffdwuulaf SFS[D(3,1)(2,1)] gLLAQbceeeffdkdhhaf toroidal gLLAQbceeeffdkphhaf toroidal gLLAQbceeeffdfuuhaf SFS[D(3,1)(2,1)] gLLAQbceeeffdfpllaf SFS[D(5,2)(2,1)] gLLAQbceeeffdfpxlaf m016(0,0) gLLAQbceeeffdfpplaf toroidal gLLAQbceeeffdfdiiaf SFS[D(5,2)(2,1)] gLLAQbceeeffdfaiiaf toroidal gLLAQbceeeffdfamiaf m006(0,0) gLLAQbceeeffdfaaiaf SFS[D(3,1)(2,1)] gLLAQbceefefhwliaqb SFS[D(3,1)(3,2)] gLLAQbceefefarliaqb SFS[D(3,1)(3,2)] gLLAQbceefefegehaeb SFS[D(4,1)(2,1)] gLLAQbceefefxgehaeb m004(0,0) gLLAQbceefefmgehaeb m015(0,0) gLLAQbceefefdjdtadb SFS[D(5,2)(2,1)] gLLAQceceeffiibiiaf SFS[D(5,2)(2,1)] gLLAQbceefeftgtqatb SFS[D(4,1)(2,1)] gLLAQbceefeflgtqatb m015(0,0) gLLAQbceefefagtqatb m004(0,0) gLLAQbceeefflcadxaf m006(0,0) gLLAQbceeefflcedxaf m016(0,0) gLLAQbceeefflgapxaf m032(0,0) gLLAQbceeeffloxqxaf m148(0,0) gLLAQbceeefflcuixaf m036(0,0) gLLAQbceeefflcuqxaf m033(0,0) gLLAQbceeefflcuuxaf SFS[D(3,1)(3,1)] gLLAQbceeefflgtqxaf m015(0,0) gLLAQbceeefflcphmaf m036(0,0) gLLAQbceeefflcpdmaf m007(0,0) gLLAQbceeefflcppmaf SFS[D(3,1)(3,2)] gLLAQbceeefflcaleaf toroidal gLLAQbceeefflcateaf toroidal gLLAQbceeefflcaaeaf reducible gLLAQbceeefflruixaf m016(0,0) gLLAQbceeefflrqixaf m017(0,0) gLLAQbceeefflvqmxaf m032(0,0) gLLAQbceeeffljqaxaf m149(0,0) gLLAQbceeefflsaixaf SFS[D(3,1)(3,1)] gLLAQbceeefflbaixaf m033(0,0) gLLAQbceeefflkaixaf m036(0,0) gLLAQbceeefflsdaxaf SFS[D(3,1)(3,2)] gLLAQbceeefflseaxaf SFS[D(3,1)(3,1)] gLLAQbceeefflbaaxaf SFS[D(3,1)(3,1)] gLLAQbceeefflkaaxaf SFS[D(3,1)(3,2)] gLLAQbceeefflsamxaf SFS[D(3,1)(3,2)] gLLAQbceeefflbamxaf m036(0,0) gLLAQbceeefflkamxaf m007(0,0) gLLAQbceeefflstumaf m007(0,0) gLLAQbceeefflsxumaf toroidal gLLAQbceeefflsuumaf SFS[D(3,1)(3,1)] gLLAQbceeefflsqpeaf m010(0,0) gLLAQbceeefflsmpeaf m007(0,0) gLLAQbceeefflsppeaf SFS[D(3,1)(3,2)] gLLAQbceeefflktxxaf m016(0,0) gLLAQbceeefflbtxxaf m006(0,0) gLLAQbceeefflkuxxaf m017(0,0) gLLAQbceeefflbuxxaf m016(0,0) gLLAQbceeefflsqmmaf SFS[D(4,1)(2,1)] gLLAQbceeefflkqmmaf SFS[D(4,1)(2,1)] gLLAQbceeefflbqmmaf toroidal gLLAQbceeefflspmmaf SFS[D(5,2)(2,1)] gLLAQbceeefflkpmmaf SFS[D(5,2)(2,1)] gLLAQbceeefflbpmmaf toroidal gLLAQbceeefflsdeeaf SFS[D(5,2)(2,1)] gLLAQbceeefflkdeeaf m019(0,0) gLLAQbceeefflbdeeaf toroidal gLLAQbceeefflsaeeaf toroidal gLLAQbceeefflkaeeaf m011(0,0) gLLAQbceeefflbaeeaf toroidal gLLAQbceeefflvdxxaf m015(0,0) gLLAQbceeefflrpxxaf m007(0,0) gLLAQbceeefflrplxaf m036(0,0) gLLAQbceeefflrppxaf SFS[D(3,1)(3,2)] gLLAQbceeefflrammaf SFS[D(3,1)(3,2)] gLLAQbceeefflraimaf SFS[D(3,1)(3,1)] gLLAQbceeefflraamaf reducible gLLAQbceeefflrueeaf m010(0,0) gLLAQbceeefflruheaf m033(0,0) gLLAQbceeefflruueaf SFS[D(3,1)(3,1)] gLLAQbceefefhwtiaqb m160(0,0) gLLAQbceefefartiaqb SFS[D(3,1)(3,1)] gLLAQbceefeftoxqatb m009(0,0) gLLAQbceefefloxqatb m148(0,0) gLLAQbceefefaoxqatb toroidal gLLAQbceeeffdnqieaf SFS[D(5,2)(3,1)] gLLAQbceeeffdnqueaf toroidal gLLAQbceeeffdnaleaf toroidal gLLAQbceeeffdjaleaf m006(0,0) gLLAQbceeeffdbaleaf toroidal gLLAQbceeeffdnateaf m011(0,0) gLLAQbceeeffdjateaf toroidal gLLAQbceeeffdbateaf toroidal gLLAQbceeeffdnaaeaf SFS[D(3,1)(2,1)] gLLAQbceeeffdjaaeaf SFS[D(3,1)(2,1)] gLLAQbceeeffdjdteaf SFS[D(5,2)(2,1)] gLLAQbceeeffdwlxeaf SFS[D(5,3)(3,1)] gLLAQbceeeffdwlpeaf toroidal gLLAQbceeeffdfpleaf SFS[D(5,2)(2,1)] gLLAQbceeeffdfqpeaf SFS[D(4,1)(2,1)] gLLAQbceeeffdgqpeaf m016(0,0) gLLAQbceeeffdvqpeaf m019(0,0) gLLAQbceeeffdfmpeaf SFS[D(5,2)(2,1)] gLLAQbceeeffdgmpeaf SFS[D(5,2)(2,1)] gLLAQbceeeffdvmpeaf toroidal gLLAQbceeeffdfppeaf toroidal gLLAQbceeeffdgppeaf toroidal gLLAQbceeeffdvppeaf toroidal gLLAQbceeeffdfpxeaf SFS[D(4,1)(2,1)] gLLAQbceeeffdfuhmaf m017(0,0) gLLAQbceeeffdfuumaf m003(0,0) gLLAQbceeeffdguumaf SFS[D(3,1)(2,1)] gLLAQbceeeffdvuumaf toroidal gLLAQbceeeffdfuemaf SFS[D(4,1)(2,1)] gLLAQbceeeffdfaixaf m011(0,0) gLLAQbceeeffdfaaxaf SFS[D(3,1)(2,1)] gLLAQbceeeffdgaaxaf SFS[D(3,1)(2,1)] gLLAQbceeeffdvaaxaf reducible gLLAQbceeeffdfamxaf toroidal gLLAQbceeeffdfeueaf toroidal gLLAQbceeeffdfeheaf toroidal gLLAQbceeeffdvdeeaf SFS[D(5,2)(3,1)] gLLAQbceeeffdgdeeaf SFS[D(5,3)(3,1)] gLLAQbceeeffdfdueaf SFS[D(5,2)(3,1)] gLLAQbceeeffdfdheaf SFS[D(5,3)(3,1)] gLLAQbceeeffdvaeeaf SFS[D(4,1)(3,1)] gLLAQbceeeffdgaeeaf SFS[D(4,3)(3,1)] gLLAQbceeeffdfaueaf SFS[D(4,3)(3,1)] gLLAQbceeeffdfaheaf SFS[D(4,1)(3,1)] gLLAQbceeeffdfqmmaf SFS[D(5,3)(3,1)] gLLAQbceeeffdfpmmaf toroidal gLLAQbceeeffdvxxxaf SFS[D(2,1)(2,1)] gLLAQbceeeffdftxxaf SFS[D(5,2)(3,1)] gLLAQbceeeffdfuxxaf toroidal gLLAQbceeeffdoqeeaf SFS[D(4,1)(2,1)] gLLAQbceeeffdwueeaf SFS[D(4,1)(2,1)] gLLAQbceeeffdoueeaf SFS[D(5,2)(2,1)] gLLAQbceeeffdwuheaf m017(0,0) gLLAQbceeeffdouheaf m016(0,0) gLLAQbceeeffdwuueaf m003(0,0) gLLAQbceeeffdkuueaf SFS[D(3,1)(2,1)] gLLAQbceeeffdouueaf toroidal gLLAQbceeeffeouqaaf SFS[D(4,1)(3,1)] gLLAQbceeeffeouiaaf SFS[D(5,2)(3,1)] gLLAQbceeeffeodpaaf toroidal gLLAQbceeeffegdpaaf m016(0,0) gLLAQbceeeffecdpaaf toroidal gLLAQbceeeffeodhaaf m019(0,0) gLLAQbceeeffegdhaaf SFS[D(5,2)(2,1)] gLLAQbceeeffecdhaaf toroidal gLLAQbceeeffeoddaaf toroidal gLLAQbceeeffegddaaf toroidal gLLAQbceeeffegehaaf SFS[D(4,1)(2,1)] gLLAQbceeeffevplaaf SFS[D(4,3)(3,1)] gLLAQbceeeffevpxaaf SFS[D(5,3)(3,1)] gLLAQbceeeffebxpaaf SFS[D(4,1)(2,1)] gLLAQbceeeffebuxaaf SFS[D(5,2)(2,1)] gLLAQbceeeffekuxaaf m017(0,0) gLLAQbceeeffesuxaaf m011(0,0) gLLAQbceeeffebtxaaf SFS[D(4,1)(2,1)] gLLAQbceeeffektxaaf SFS[D(4,1)(2,1)] gLLAQbceeeffestxaaf toroidal gLLAQbceeeffebxxaaf toroidal gLLAQbceeeffekxxaaf m003(0,0) gLLAQbceeeffesxxaaf SFS[D(3,1)(2,1)] gLLAQbceeeffebxlaaf SFS[D(5,2)(2,1)] gLLAQbceeeffebimtaf m016(0,0) gLLAQbceeeffebiitaf toroidal gLLAQbceeeffekiitaf SFS[D(3,1)(2,1)] gLLAQbceeeffesiitaf SFS[D(3,1)(2,1)] gLLAQbceeeffebiataf SFS[D(5,2)(2,1)] gLLAQbceeeffebdqlaf m019(0,0) gLLAQbceeeffebddlaf toroidal gLLAQbceeeffekddlaf toroidal gLLAQbceeeffesddlaf reducible gLLAQbceeeffebdtlaf toroidal gLLAQbceeeffebaiaaf toroidal gLLAQbceeeffebamaaf toroidal gLLAQbceeeffeseaaaf toroidal gLLAQbceeeffekeaaaf toroidal gLLAQbceeeffebeiaaf SFS[D(4,1)(3,1)] gLLAQbceeeffebemaaf SFS[D(4,3)(3,1)] gLLAQbceeeffesdaaaf SFS[D(5,2)(3,1)] gLLAQbceeeffekdaaaf SFS[D(5,3)(3,1)] gLLAQbceeeffebdiaaf SFS[D(5,3)(3,1)] gLLAQbceeeffebdmaaf SFS[D(5,2)(3,1)] gLLAQbceeeffebuttaf SFS[D(4,3)(3,1)] gLLAQbceeeffebxttaf SFS[D(5,3)(3,1)] gLLAQbceeeffeslllaf SFS[D(2,1)(2,1)] gLLAQbceeeffebhllaf SFS[D(4,1)(3,1)] gLLAQbceeeffebillaf SFS[D(5,2)(3,1)] gLLAQbceeefferuaaaf SFS[D(5,2)(2,1)] gLLAQbceeeffeviaaaf SFS[D(5,2)(2,1)] gLLAQbceeefferiaaaf toroidal gLLAQbceeeffevimaaf m016(0,0) gLLAQbceeefferimaaf m006(0,0) gLLAQbceeeffeviiaaf toroidal gLLAQbceeeffejiiaaf SFS[D(3,1)(2,1)] gLLAQbceeefferiiaaf SFS[D(3,1)(2,1)] gLLAQbceefefesllahb SFS[D(2,1)(2,1)] gLLAQbceefefxkllahb SFS[D(2,1)(2,1)] gLLAQbceefefdvxxatb SFS[D(2,1)(2,1)] gLLAQbceefefhfxxatb SFS[D(2,1)(2,1)] gLLAQbceefefhwiiatb SFS[D(7,2)(2,1)] gLLAQbceefefhnddatb SFS[D(5,1)(2,1)] gLLAQcceefefuvauaub T2xI gLLAQbceefefakeeadb SFS[D(3,1)(2,1)] gLLAQbceefefaseeadb SFS[D(3,1)(2,1)] gLLAQcceefefpoaaaub T2xI gLLAQbceefefarlladb SFS[D(3,1)(2,1)] gLLAQbceefefacqqadb reducible gLLAQbceefefhvmmaqb SFS[D(2,1)(2,1)] gLLAQbceefefhwhhaqb toroidal gLLAQbceefefhohhaqb SFS[D(7,2)(2,1)] gLLAQbceefefhnttaqb SFS[D(7,2)(2,1)] gLLAQbceefefhbttaqb SFS[D(5,1)(2,1)] gLLAQbceefefhjttaqb SFS[D(2,1)(2,1)] gLLAQbceefefasmmaqb SFS[D(3,1)(2,1)] gLLAQbceefefabmmaqb SFS[D(3,1)(2,1)] gLLAQbceefefajhhaqb SFS[D(3,1)(2,1)] gLLAQbceefefarhhaqb toroidal gLLAQbceefefavhhaqb SFS[D(3,1)(2,1)] gLLAQbceefefagttaqb SFS[D(3,1)(2,1)] gLLAQbceefefacttaqb SFS[D(3,1)(2,1)] gLLAQbceefefaottaqb reducible gLLAQbceefefxsaaaeb SFS[D(2,1)(2,1)] gLLAQbceefefhnqqadb SFS[D(2,1)(2,1)] gLLAQbceefefakxxatb SFS[D(3,1)(2,1)] gLLAQbceefefabxxatb SFS[D(3,1)(2,1)] gLLAQbceefefariiatb SFS[D(3,1)(2,1)] gLLAQbceefefacddatb SFS[D(3,1)(2,1)] gLLAQbceefefavieadb m004(0,0) gLLAQbceefefxvptaub m015(0,0) gLLAQbceefefhwlmaqb m007(0,0) gLLAQbceefefarlmaqb SFS[D(3,1)(3,1)] gLLAQbceeefftcadxaf toroidal gLLAQbceeefftcedxaf SFS[D(5,2)(2,1)] gLLAQbceeefftgapxaf m009(0,0) gLLAQbceeefftoxqxaf m009(0,0) gLLAQbceeefftcuixaf m007(0,0) gLLAQbceeefftcuqxaf m010(0,0) gLLAQbceeefftcuuxaf SFS[D(3,1)(3,2)] gLLAQbceeefftgtqxaf SFS[D(4,1)(2,1)] gLLAQbceeefftcphmaf m033(0,0) gLLAQbceeefftcpdmaf m010(0,0) gLLAQbceeefftcppmaf SFS[D(3,1)(3,1)] gLLAQbceeefftcaleaf toroidal gLLAQbceeefftcateaf toroidal gLLAQbceeefftcaaeaf reducible gLLAQbceeefftruixaf SFS[D(5,2)(2,1)] gLLAQbceeefftrqixaf SFS[D(4,1)(2,1)] gLLAQbceeefftvqmxaf m009(0,0) gLLAQbceeefftjqaxaf m010(0,0) gLLAQbceeefftsaixaf SFS[D(3,1)(3,2)] gLLAQbceeefftbaixaf m010(0,0) gLLAQbceeefftkaixaf m007(0,0) gLLAQbceeefftsdaxaf SFS[D(3,1)(3,1)] gLLAQbceeefftseaxaf SFS[D(3,1)(3,2)] gLLAQbceeefftbaaxaf SFS[D(3,1)(3,2)] gLLAQbceeefftkaaxaf SFS[D(3,1)(3,1)] gLLAQbceeefftsamxaf SFS[D(3,1)(3,1)] gLLAQbceeefftbamxaf m007(0,0) gLLAQbceeefftkamxaf toroidal gLLAQbceeefftstumaf m036(0,0) gLLAQbceeefftsxumaf m007(0,0) gLLAQbceeefftsuumaf SFS[D(3,1)(3,2)] gLLAQbceeefftsqpeaf m033(0,0) gLLAQbceeefftsmpeaf m036(0,0) gLLAQbceeefftsppeaf SFS[D(3,1)(3,1)] gLLAQbceeefftktxxaf SFS[D(5,2)(2,1)] gLLAQbceeefftbtxxaf toroidal gLLAQbceeefftkuxxaf SFS[D(4,1)(2,1)] gLLAQbceeefftbuxxaf SFS[D(5,2)(2,1)] gLLAQbceeefftsqmmaf m017(0,0) gLLAQbceeefftkqmmaf SFS[D(5,2)(2,1)] gLLAQbceeefftbqmmaf m011(0,0) gLLAQbceeefftspmmaf m016(0,0) gLLAQbceeefftkpmmaf SFS[D(4,1)(2,1)] gLLAQbceeefftbpmmaf m019(0,0) gLLAQbceeefftsdeeaf m016(0,0) gLLAQbceeefftkdeeaf toroidal gLLAQbceeefftbdeeaf toroidal gLLAQbceeefftsaeeaf m006(0,0) gLLAQbceeefftkaeeaf toroidal gLLAQbceeefftbaeeaf toroidal gLLAQbceeefftvdxxaf SFS[D(4,1)(2,1)] gLLAQbceeefftrpxxaf toroidal gLLAQbceeefftrplxaf m007(0,0) gLLAQbceeefftrppxaf SFS[D(3,1)(3,1)] gLLAQbceeefftrammaf SFS[D(3,1)(3,1)] gLLAQbceeefftraimaf SFS[D(3,1)(3,2)] gLLAQbceeefftraamaf reducible gLLAQbceeefftrueeaf m007(0,0) gLLAQbceeefftruheaf m036(0,0) gLLAQbceeefftruueaf SFS[D(3,1)(3,2)] gLLAQcceeeffpveumaf SFS[D(5,2)(2,1)] gLLAQcceeeffubepmaf SFS[D(4,1)(2,1)] gLLAQbceefefmjelahb m015(0,0) gLLAQbceefefhkdxatb m004(0,0) gLLAQcceeefflnexmaf m015(0,0) gLLAQbceefefajqeadb m004(0,0) gLLAQcceeeffdwedmaf SFS[D(5,2)(2,1)] gLLAQcceeefftnexmaf SFS[D(4,1)(2,1)] gLLAQbceefefhwtmaqb SFS[D(3,1)(3,2)] gLLAQbceefefartmaqb SFS[D(3,1)(3,2)] gLLAQbceefeferuaaeb SFS[D(5,2)(2,1)] gLLAQbceefefdoqeadb SFS[D(4,1)(2,1)] gLLAQbceefefpoqeadb m015(0,0) gLLAQbceefefhoqeadb m004(0,0) gLLAQcceeeffivemmaf SFS[D(5,2)(2,1)] gLLAQbceefeftvdxatb SFS[D(4,1)(2,1)] gLLAQbceefeflvdxatb m015(0,0) gLLAQbceefefavdxatb m004(0,0) gLLAQbceeeffmclphaf toroidal gLLAQbceeeffacmiqaf SFS[A(2,1)] gLLAQbceeeffaomiqaf toroidal gLLAQbceeeffakqitaf SFS[D(3,1)(2,1)] gLLAQbceeeffajqmdaf SFS[D(3,1)(2,1)] gLLAQbceeeffabqitaf toroidal gLLAQbceeeffajaataf reducible gLLAQbceeeffpjapdaf toroidal gLLAQbceeeffabauqaf SFS[A(2,1)] gLLAQbceeeffaopuqaf toroidal gLLAQbceeeffpoputaf m129(0,0)(0,0) gLLAQbceeeffaoapdaf SFS[A(2,1)] gLLAQbceeeffhbahdaf toroidal gLLAQbceeeffakqataf reducible gLLAQbceeeffhkhhtaf SFS[D(2,1)(2,1)] gLLAQbceeeffhohhtaf SFS[D(5,1)(2,1)] gLLAQbceeeffhwhhtaf SFS[D(7,2)(2,1)] gLLAQbceeeffereihaf m038(0,0) gLLAQbceeeffhwllqaf SFS[D(2,1)(2,1)] gLLAQbceeeffhwiidaf SFS[D(5,1)(2,1)] gLLAQbceeeffacxataf SFS[A(2,1)] gLLAQbceeeffdnqqqaf SFS[D(2,1)(2,1)] gLLAQbceeeffdbdddaf toroidal gLLAQbceeeffdbeddaf m125(0,0)(0,0) gLLAQbceeeffdbaddaf toroidal gLLAQbceeeffakaeqaf reducible gLLAQbceeeffdfaeqaf SFS[D(4,1)(3,1)] gLLAQbceeeffdfdeqaf SFS[D(5,2)(3,1)] gLLAQbceeeffakuxdaf toroidal gLLAQbceeeffdodutaf m137(0,0) gLLAQbceeeffdfuhtaf m016(0,0) gLLAQbceeeffajhutaf toroidal gLLAQbceeeffdfplqaf toroidal gLLAQbceeeffakpmtaf toroidal gLLAQbceeeffdfaidaf toroidal gLLAQbceeeffeblahaf SFS[D(5,2)(2,1)] gLLAQbceeeffdfxetaf SFS[D(4,1)(2,1)] gLLAQbceeeffpfxetaf m015(0,0) gLLAQbceeeffhfxetaf m004(0,0) gLLAQbceeefftsxetaf m015(0,0) gLLAQbceeefflsxetaf SFS[D(4,1)(2,1)] gLLAQbceeeffajhldaf m004(0,0) gLLPQbdfeeefmkaxtaf SFS[D(5,2)(2,1)] gLLAQbceeeffdfamdaf toroidal gLLAQbceeeffebdteaf toroidal gLLAQbceeefflgtttaf T2xI gLLAQbceeeffloqqqaf toroidal gLLAQbceeeffdfpxqaf m019(0,0) gLLAQbceeeffebxluaf m011(0,0) gLLAQbceeefflsaidaf m007(0,0) gLLAQbceeefflbaidaf toroidal gLLAQbceeefflkaidaf m033(0,0) gLLAQbceeeffakamdaf SFS[D(3,1)(3,2)] gLLAQbceeeffabamdaf reducible gLLAQbceeeffajaitaf SFS[D(3,1)(3,1)] gLLAQbceeefflkamdaf m010(0,0) gLLAQbceeefflbamdaf toroidal gLLAQbceeeffdfuetaf SFS[D(5,2)(2,1)] gLLAQbceeeffebiahaf toroidal gLLAQbceeefflsqitaf m009(0,0) gLLAQbceeeffabeadaf SFS[A(3,1)] gLLAQbceeeffhbtidaf m038(0,0) gLLAQbceeefftsqxqaf m148(0,0) gLLAQbceeeffajqhqaf toroidal gLLAQbceeefflsqxqaf m009(0,0) gLLAQbceeeffacmdtaf m004(0,0) gLLAQbceeeffecaeeaf toroidal gLLAQbceeeffakdeqaf reducible gLLAQbceeeffebxpuaf toroidal gLLAQbceeeffakqmtaf SFS[D(3,1)(2,1)] gLLAQbceeeffebimhaf m006(0,0) gLLAQbceeeffajhetaf SFS[D(3,1)(2,1)] gLLAQbceeeffebdqeaf toroidal gLLAQbceeeffebeauaf toroidal gLLAQbceeeffaktxdaf SFS[D(3,1)(2,1)] gLLAQbceeeffeceeeaf toroidal gLLAQbceeeffakeeqaf reducible gLLAQbceeefftoqqqaf toroidal gLLAQbceeeffeouuuaf SFS[D(2,1)(2,1)] gLLAQbceeeffakmmtaf SFS[D(3,1)(2,1)] gLLAQbceeeffajhhtaf SFS[D(3,1)(2,1)] gLLAQbceeeffakxxdaf SFS[D(3,1)(2,1)] gLLAQbceeeffabxxdaf reducible gLLAQbceeefftgtttaf T2xI gLLAQbceeefftkaidaf m036(0,0) gLLAQbceeefftbaidaf toroidal gLLAQbceeeffakaidaf SFS[D(3,1)(3,1)] gLLAQbceeeffabaidaf reducible gLLAQbceeeffajamtaf SFS[D(3,1)(3,2)] gLLAQbceeeffmkuxuaf m032(0,0) gLLAQbceeeffabdadaf SFS[A(3,1)] gLLAQbceefefegdmapb m137(0,0) gLLAQbceefefmgamapb m129(0,0)(0,0) gLLAQbceefefebeaamb toroidal gLLAQbceefefagatahb SFS[A(3,1)] gLLAQbceefefajaiaib reducible gLLAQbceefefaraiaib SFS[D(3,1)(3,1)] gLLAQbceefefavaiaib SFS[D(3,1)(3,2)] gLLAQbceefefakeaalb toroidal gLLAQbceefeflsqaaib m010(0,0) gLLAQbceefefagtlaib toroidal gLLAQbceefefacahalb reducible gLLAQbceefefaomiahb SFS[A(2,1)] gLLAQbceefefakuuaib reducible gLLAQbceefefaraaaib reducible gLLAQbceefefabaaalb reducible gLLAQbceefefagppaib reducible gLLAQbceefefajheaib SFS[D(3,1)(2,1)] gLLAQbceefefavqmalb SFS[D(3,1)(2,1)] gLLAQbceefefaraxahb reducible gLLAQbceefefajppalb reducible gLLAQbceefefaguualb reducible gLLAQbceefefakqmaib m003(0,0) gLLAQbceefefasqaaib toroidal gLLAQbceefefabqiaib SFS[D(3,1)(2,1)] gLLAQbceefefaktxalb SFS[D(3,1)(2,1)] gLLAQbceefefakdeahb toroidal gLLAQbceefefagalahb SFS[A(3,1)] gLLAQbceefefajamaib reducible gLLAQbceefefaramaib SFS[D(3,1)(3,2)] gLLAQbceefefavamaib SFS[D(3,1)(3,1)] gLLAQbceefefakdaalb toroidal gLLAQbceefeftsqaaib m149(0,0) gLLAQbceefefarapahb SFS[D(3,1)(2,1)] gLLAQbceefefpjalahb m032(0,0) gLLAQbceefeflsauahb m009(0,0) gLLAQbceefefasauahb SFS[D(3,1)(2,1)] gLLAQbceefefacpuahb toroidal gLLAQbceefefpbapalb toroidal gLLAQbceefefpvthaib m015(0,0) gLLAQbceefefpgaialb m009(0,0) gLLAQbceefefacuaaib SFS[D(3,1)(2,1)] gLLAQbceefefpkphaib SFS[D(4,3)(3,1)] gLLAQbceefefpkdhaib SFS[D(5,3)(3,1)] gLLAQbceefefacapalb SFS[D(3,1)(2,1)] gLLAQbceefefabahahb SFS[A(2,1)] gLLAQbceefefhgmlahb m015(0,0) gLLAQbceefefhohhaib SFS[D(2,1)(2,1)] gLLAQbceefefhkphaib SFS[D(5,2)(3,1)] gLLAQbceefefhkdhaib SFS[D(4,1)(3,1)] gLLAQbceefefhwiialb SFS[D(2,1)(2,1)] gLLAQbceefefavqaalb reducible gLLAQbceefefhgahahb m129(0,0)(0,0) gLLAQbceefefakaeahb SFS[D(3,1)(2,1)] gLLAQbceefefdjahalb m038(0,0) gLLAQbceefefajhuaib SFS[D(3,1)(2,1)] gLLAQbceefefdfplahb SFS[D(5,2)(2,1)] gLLAQbceefefakpmaib toroidal gLLAQbceefefdfdialb SFS[D(5,2)(2,1)] gLLAQbceefefdfaialb toroidal gLLAQbceefefagtaaib SFS[D(3,1)(2,1)] gLLAQbceefefdkphaib toroidal gLLAQbceefefdkdhaib toroidal gLLAQbceefefakuxalb SFS[D(3,1)(2,1)] gLLAQbceefefdfdeahb SFS[D(5,3)(3,1)] gLLAQbceefefdfaeahb SFS[D(4,3)(3,1)] gLLAQcceefefdwedaqb SFS[D(5,2)(2,1)] gLLAQcceefefdwmqatb SFS[D(4,1)(2,1)] gLLAQbceefefacqdaib m004(0,0) gLLAQcceefefdwiqatb m015(0,0) gLLAQcceeeffdwuuqaf SFS[D(5,2)(2,1)] gLLAQcceeeffdwppdaf SFS[D(4,1)(2,1)] gLLAQbceefefmoueaqb m015(0,0) gLLAQbceefefhnqdaib m004(0,0) gLLAQbceefefakemalb SFS[D(3,1)(3,2)] gLLAQbceefefxktlamb SFS[D(3,1)(3,2)] gLLAQcceefefugilatb m036(0,0) gLLAQbceefefakpxahb SFS[D(3,1)(3,1)] gLLAQcceeefflnpmlaf m036(0,0) gLLAQbceefefajiuahb SFS[D(3,1)(3,2)] gLLAQceceefflloaqaf toroidal gLLAQbceefefagdaahb reducible gLLAQceceefftloaqaf toroidal gLLAQbceefefebdtapb m016(0,0) gLLAQbceefefdfamalb m006(0,0) gLLAQbceefefpgamalb m032(0,0) gLLAQcceefefivixatb m015(0,0) gLLAQcceefefpkmiatb m007(0,0) gLLAQbceefefakueaib SFS[D(3,1)(3,2)] gLLAQcceefefpkiiatb m036(0,0) gLLAQcceeefflnpplaf SFS[D(3,1)(3,2)] gLLAQbceefefajlaaib reducible gLLAQcceeefftnpplaf SFS[D(3,1)(3,1)] gLLAQcceefefpkmqatb m010(0,0) gLLAQbceefefagqpaib SFS[D(3,1)(3,1)] gLLAQcceefefpkiqatb m033(0,0) gLLAQcceeefftbudqaf m016(0,0) gLLAQcceeefftjudqaf m017(0,0) gLLAQcceeefftbptdaf m006(0,0) gLLAQcceeefftjptdaf m016(0,0) gLLAQcceeeffpgpmlaf SFS[D(5,2)(2,1)] gLLAQcceeeffpfpmlaf toroidal gLLAQcceeeffpvpmlaf SFS[D(5,2)(2,1)] gLLAQcceeefftnpxdaf SFS[D(4,1)(2,1)] gLLAQcceeefftbpxdaf toroidal gLLAQcceeefftjpxdaf SFS[D(4,1)(2,1)] gLLAQcceeefftnuaqaf toroidal gLLAQcceeefftbuaqaf toroidal gLLAQcceeefftjuaqaf m011(0,0) gLLAQcceeefftnpudaf SFS[D(5,2)(2,1)] gLLAQcceeefftbpudaf toroidal gLLAQcceeefftjpudaf m019(0,0) gLLAQcceeefftnuuhaf SFS[D(3,1)(3,2)] gLLAQbceefeftkamalb SFS[D(3,1)(3,1)] gLLAQbceefeftsamalb m036(0,0) gLLAQbceefeftbamalb m033(0,0) gLLAQbceefeflkamalb SFS[D(3,1)(3,2)] gLLAQbceefeflsamalb m007(0,0) gLLAQbceefeflbamalb m036(0,0) gLLAQbceefefasamalb SFS[D(3,1)(3,2)] gLLAQbceefefabamalb SFS[D(3,1)(3,1)] gLLAQcceeefflnpqlaf m007(0,0) gLLAQbceefefajhpalb SFS[D(3,1)(3,1)] gLLAQcceeefftnpqlaf toroidal gLLAQcceeefftnuxhaf m010(0,0) gLLAQbceefefagtualb SFS[D(3,1)(3,2)] gLLAQcceeefftnpmlaf m007(0,0) gLLAQbceefefebxlamb m017(0,0) gLLAQbceefefxkxlamb m149(0,0) gLLAQbceefefmsxlamb m032(0,0) gLLAQbceefefdfpxahb m016(0,0) gLLAQcceefefhomqatb m009(0,0) gLLAQbceefefaoqhaib toroidal gLLAQcceefefhoiqatb m148(0,0) gLLAQbceefefakdmalb SFS[D(3,1)(3,1)] gLLAQbceefefxkulamb m160(0,0) gLLAQcceeeffljuaqaf toroidal gLLAQcceeefflbuaqaf toroidal gLLAQcceeefflnuaqaf m006(0,0) gLLAQbceefefaralahb SFS[D(3,1)(2,1)] gLLAQbceefefajalahb SFS[D(3,1)(2,1)] gLLAQcceeeffubuiqaf SFS[D(5,2)(3,1)] gLLAQcceeeffivuxqaf SFS[D(4,1)(2,1)] gLLAQcceeeffljudqaf SFS[D(4,1)(2,1)] gLLAQcceeefflbudqaf SFS[D(5,2)(2,1)] gLLAQbceefefarphaib m003(0,0) gLLAQbceefefavphaib toroidal gLLAQbceefefajphaib SFS[D(3,1)(2,1)] gLLAQcceeeffpguaqaf SFS[D(4,3)(3,1)] gLLAQcceeeffpfuaqaf SFS[D(4,1)(3,1)] gLLAQcceeeffpgpudaf SFS[D(5,3)(3,1)] gLLAQcceeeffpfpudaf SFS[D(5,2)(3,1)] gLLAQbceefefejxmaqb toroidal gLLAQbceefefxjxmaqb SFS[D(4,1)(3,1)] gLLAQbceefefmjxmaqb SFS[D(5,3)(3,1)] gLLAQcceeeffpvueqaf toroidal gLLAQcceeeffpvpxdaf SFS[D(5,3)(3,1)] gLLAQcceeeffpfaqtaf SFS[D(2,1)(2,1)] gLLAQcceeeffpvudqaf toroidal gLLAQcceeeffpvptdaf SFS[D(5,2)(3,1)] gLLAQcceeeffljueqaf SFS[D(4,1)(2,1)] gLLAQcceeefflbueqaf m019(0,0) gLLAQcceeefflnueqaf m016(0,0) gLLAQbceefeftruialb SFS[D(5,2)(2,1)] gLLAQbceefeflruialb SFS[D(4,1)(2,1)] gLLAQbceefefaruialb toroidal gLLAQbceefefavuialb toroidal gLLAQbceefefajuialb toroidal gLLAQbceefeftsxpalb m017(0,0) gLLAQbceefeflsxpalb SFS[D(4,1)(2,1)] gLLAQbceefefasxpalb m003(0,0) gLLAQbceefefabxpalb toroidal gLLAQbceefefakxpalb SFS[D(3,1)(2,1)] gLLAQbceefeftcadalb m011(0,0) gLLAQbceefeflcadalb toroidal gLLAQbceefefacadalb SFS[D(3,1)(2,1)] gLLAQbceefefaoadalb reducible gLLAQbceefefagadalb SFS[D(3,1)(2,1)] gLLAQcceeeffubuqqaf SFS[D(5,3)(3,1)] gLLAQcceeeffljpudaf toroidal gLLAQcceeefflbpudaf toroidal gLLAQcceeefflnpudaf m016(0,0) gLLAQbceefefartlahb toroidal gLLAQbceefefajtlahb toroidal gLLAQcceeeffivpmdaf SFS[D(5,2)(2,1)] gLLAQcceeeffljptdaf SFS[D(5,2)(2,1)] gLLAQcceeefflbptdaf toroidal gLLAQbceefefardhaib toroidal gLLAQbceefefavdhaib SFS[D(3,1)(2,1)] gLLAQbceefefajdhaib SFS[D(3,1)(2,1)] gLLAQcceeeffujppdaf toroidal gLLAQcceeeffunppdaf toroidal gLLAQbceefefejemaqb toroidal gLLAQbceefefxjemaqb SFS[D(5,2)(3,1)] gLLAQbceefefmjemaqb SFS[D(4,3)(3,1)] gLLAQcceeeffubpddaf SFS[D(4,3)(3,1)] gLLAQcceeeffubphdaf SFS[D(4,1)(3,1)] gLLAQcceeeffljpxdaf SFS[D(5,2)(2,1)] gLLAQcceeefflbpxdaf m011(0,0) gLLAQcceeefflnpxdaf m017(0,0) gLLAQbceefeftrqialb SFS[D(4,1)(2,1)] gLLAQbceefeflrqialb SFS[D(5,2)(2,1)] gLLAQbceefefarqialb toroidal gLLAQbceefefavqialb SFS[D(3,1)(2,1)] gLLAQbceefefajqialb m003(0,0) gLLAQbceefeftsxlalb m016(0,0) gLLAQbceefeflsxlalb SFS[D(5,2)(2,1)] gLLAQbceefefasxlalb toroidal gLLAQbceefefabxlalb SFS[D(3,1)(2,1)] gLLAQbceefefakxlalb SFS[D(3,1)(2,1)] gLLAQbceefeftcedalb m019(0,0) gLLAQbceefeflcedalb toroidal gLLAQbceefefacedalb toroidal gLLAQbceefefaoedalb reducible gLLAQbceefefagedalb toroidal gLLAQbceefeftvllahb T2xI gLLAQbceefeflvllahb T2xI gLLAQbceefefarllahb SFS[D(3,1)(2,1)] gLLAQbceefefajllahb SFS[D(3,1)(2,1)] gLLAQbceefefakeeahb SFS[D(3,1)(2,1)] gLLAQbceefefagqqahb reducible gLLAQcceeeffunaltaf SFS[D(2,1)(2,1)] gLLAQbceefefxjqqapb SFS[D(2,1)(2,1)] gLLAQbceefefxkllapb SFS[D(7,2)(2,1)] gLLAQbceefefxgeeapb SFS[D(5,1)(2,1)] gLLAQbceefefarhhaib SFS[D(3,1)(2,1)] gLLAQbceefefavhhaib SFS[D(3,1)(2,1)] gLLAQbceefefakmmaib SFS[D(3,1)(2,1)] gLLAQbceefefagttaib SFS[D(3,1)(2,1)] gLLAQbceefefxghhaqb SFS[D(2,1)(2,1)] gLLAQbceefefaviialb SFS[D(3,1)(2,1)] gLLAQbceefefajiialb SFS[D(3,1)(2,1)] gLLAQbceefefasxxalb SFS[D(3,1)(2,1)] gLLAQbceefefabxxalb SFS[D(3,1)(2,1)] gLLAQbceefefakxxalb toroidal gLLAQbceefefacddalb SFS[D(3,1)(2,1)] gLLAQbceefefaoddalb reducible gLLAQbceefefagddalb SFS[D(3,1)(2,1)] gLLAQbceefefxrppamb SFS[D(2,1)(2,1)] gLLAQbceefefxkaaamb toroidal gLLAQbceefefxsaaamb SFS[D(7,2)(2,1)] gLLAQbceefefxguuamb SFS[D(7,2)(2,1)] gLLAQbceefefxouuamb SFS[D(2,1)(2,1)] gLLAQbceefefxcuuamb SFS[D(5,1)(2,1)] gLLAQbceefefabmlahb m004(0,0) gLLAQbceefefakeialb SFS[D(3,1)(3,1)] gLLAQbceefefxktpamb m007(0,0) gLLAQbceefefakplahb SFS[D(3,1)(3,2)] gLLAQbceefefajquahb SFS[D(3,1)(3,1)] gLLAQceceeffltoaqaf toroidal gLLAQbceefefageaahb reducible gLLAQbceefefebdqapb SFS[D(5,2)(2,1)] gLLAQcceefefugmxatb toroidal gLLAQbceefefakuhaib SFS[D(3,1)(3,1)] gLLAQcceeefflnuuhaf SFS[D(3,1)(3,1)] gLLAQbceefefajtaaib reducible gLLAQcceefefugmlatb m007(0,0) gLLAQbceefefagmpaib SFS[D(3,1)(3,2)] gLLAQbceefeftkaialb SFS[D(3,1)(3,2)] gLLAQbceefeftsaialb m007(0,0) gLLAQbceefeftbaialb m010(0,0) gLLAQbceefeflkaialb SFS[D(3,1)(3,1)] gLLAQbceefeflsaialb toroidal gLLAQbceefeflbaialb m007(0,0) gLLAQbceefefasaialb SFS[D(3,1)(3,1)] gLLAQbceefefabaialb SFS[D(3,1)(3,2)] gLLAQcceeefflnuthaf m036(0,0) gLLAQbceefefajdpalb SFS[D(3,1)(3,2)] gLLAQcceeefflnuxhaf m033(0,0) gLLAQbceefefagxualb SFS[D(3,1)(3,1)] gLLAQbceefefebxpamb SFS[D(4,1)(2,1)] gLLAQbceefefxkxpamb m010(0,0) gLLAQbceefefmsxpamb m009(0,0) gLLAQbceefeftsqlahb m015(0,0) gLLAQbceefeflsqlahb SFS[D(4,1)(2,1)] gLLAQbceefefasqlahb m004(0,0) gLLAQbceefefebeqapb SFS[D(4,1)(2,1)] gLLAQbceefefxbeqapb m004(0,0) gLLAQbceefefmbeqapb m015(0,0) gLLAQcceefefivemaqb SFS[D(5,2)(2,1)] gLLAQcceefefivmxatb SFS[D(4,1)(2,1)] gLLAQbceefefabthaib m004(0,0) gLLAQbceefefxshmaqb m004(0,0) gLLAQbceefefakdialb SFS[D(3,1)(3,2)] gLLAQbceefefxkupamb SFS[D(3,1)(3,2)] gLLAQbceefefxcaxadb toroidal gLLAQbceefefereiaib m038(0,0) gLLAQbceefefmclpaib toroidal gLLAQbceefefmctqaxb toroidal gLLAQbceefefecaeadb toroidal gLLAQbceefefebdtadb toroidal gLLAQbceefeflsqiaub m009(0,0) gLLAQbceefefebiaaib toroidal gLLAQbceefefavlaaub SFS[A(3,1)] gLLAQbceefefebxlaxb m011(0,0) gLLAQbceefeflkaiaab m033(0,0) gLLAQbceefeflbaiaab toroidal gLLAQbceefeflsaiaab m007(0,0) gLLAQbceefeflkamaab m010(0,0) gLLAQbceefeflbamaab toroidal gLLAQbceefefasamaab SFS[D(3,1)(3,1)] gLLAQbceefefabamaab reducible gLLAQbceefefakamaab SFS[D(3,1)(3,2)] gLLAQbceefefacxaaub SFS[A(2,1)] gLLAQbceefefagmiapb SFS[A(2,1)] gLLAQbceefefacmiapb SFS[A(2,1)] gLLAQbceefefaomiapb toroidal gLLAQbceefefakqiaub SFS[D(3,1)(2,1)] gLLAQbceefefasqiaub SFS[D(3,1)(2,1)] gLLAQbceefefabqiaub toroidal gLLAQbceefefasxlaab SFS[D(3,1)(2,1)] gLLAQbceefefajaaaub reducible gLLAQbceefefardhaub SFS[D(3,1)(2,1)] gLLAQbceefefarqiaab SFS[D(3,1)(2,1)] gLLAQbceefefarqaaab reducible gLLAQbceefefajqmaab SFS[D(3,1)(2,1)] gLLAQbceefefarqmaab SFS[D(3,1)(2,1)] gLLAQbceefefavqmaab toroidal gLLAQbceefefartlapb reducible gLLAQbceefefakaaaab reducible gLLAQbceefefebdqadb toroidal gLLAQbceefefmvhdaib m032(0,0) gLLAQbceefefebimaib m006(0,0) gLLAQbceefefavtaaub SFS[A(3,1)] gLLAQbceefefebxpaxb toroidal gLLAQbceefeftkaiaab m036(0,0) gLLAQbceefeftbaiaab toroidal gLLAQbceefefasaiaab SFS[D(3,1)(3,2)] gLLAQbceefefabaiaab reducible gLLAQbceefefakaiaab SFS[D(3,1)(3,1)] gLLAQbceefefpjapaab toroidal gLLAQbceefefabauapb SFS[A(2,1)] gLLAQbceefefavapapb SFS[A(2,1)] gLLAQbceefefaopuapb toroidal gLLAQbceefefpopuaub m129(0,0)(0,0) gLLAQbceefefaouaaub SFS[A(2,1)] gLLAQbceefefaoapaab SFS[A(2,1)] gLLAQbceefefhbahaab toroidal gLLAQbceefefhbtiaab m038(0,0) gLLAQbceefefakqaaub reducible gLLAQbceefefhkhhaub SFS[D(2,1)(2,1)] gLLAQbceefefhohhaub SFS[D(5,1)(2,1)] gLLAQbceefefhwhhaub SFS[D(7,2)(2,1)] gLLAQbceefefhohuaub m137(0,0) gLLAQbceefefhoheaub m038(0,0) gLLAQbceefefhwllapb SFS[D(2,1)(2,1)] gLLAQbceefefhwiiaab SFS[D(5,1)(2,1)] gLLAQbceefefagahaab SFS[A(2,1)] gLLAQbceefefdnqqapb SFS[D(2,1)(2,1)] gLLAQbceefefdbddaab toroidal gLLAQbceefefdbedaab m125(0,0)(0,0) gLLAQbceefefdbadaab toroidal gLLAQbceefefaralapb reducible gLLAQbceefefdfaeapb SFS[D(4,1)(3,1)] gLLAQbceefefdfdeapb SFS[D(5,2)(3,1)] gLLAQbceefefarphaub toroidal gLLAQbceefefdoduaub m137(0,0) gLLAQbceefefdfuhaub m016(0,0) gLLAQbceefefdfueaub SFS[D(5,2)(2,1)] gLLAQbceefefasxpaab toroidal gLLAQbceefefdfplapb toroidal gLLAQbceefefdfpxapb m019(0,0) gLLAQbceefefaruiaab toroidal gLLAQbceefefdfaiaab toroidal gLLAQbceefefdfamaab toroidal gLLAQbceefefeblaaib SFS[D(5,2)(2,1)] gLLAQbceefefdfxeaub SFS[D(4,1)(2,1)] gLLAQbceefefpfxeaub m015(0,0) gLLAQbceefefhfxeaub m004(0,0) gLLAQbceefeftsxeaub m015(0,0) gLLAQbceefeflsxeaub SFS[D(4,1)(2,1)] gLLAQbceefefasxeaub m004(0,0) gLLAQcceeeffdwllqaf SFS[D(5,2)(2,1)] gLLAQcceeeffdwmlmaf SFS[D(4,1)(2,1)] gLLAQcceeeffdwilmaf SFS[D(5,2)(2,1)] gLLAQbceefefxjqmaxb m004(0,0) gLLAQbceefefpkihapb m015(0,0) gLLAQcceeefflnlqqaf m015(0,0) gLLAQbceefefajhlaab m004(0,0) gLLAQcceeefftnlqqaf SFS[D(4,1)(2,1)] gLLAQcceeeffpviadaf toroidal gLLAQcceeeffubiudaf toroidal gLLAQcceefefaopuapb T2xI gLLAQceceeffauvmxaf toroidal gLLAQcceeeffpviedaf m019(0,0) gLLAQcceeeffubiqdaf m011(0,0) gLLAQcceeeffljiadaf m007(0,0) gLLAQcceeefflbiadaf toroidal gLLAQcceeefflniadaf m033(0,0) gLLAQbceefefaraiaub SFS[D(3,1)(3,2)] gLLAQbceefefavaiaub reducible gLLAQbceefefajaiaub SFS[D(3,1)(3,1)] gLLAQcceeefftjiadaf m010(0,0) gLLAQcceeefftbiadaf toroidal gLLAQcceeeffpviddaf SFS[D(5,2)(2,1)] gLLAQcceeefftniqmaf toroidal gLLAQbceefefmktxaxb m009(0,0) gLLAQbceefefabeaaab SFS[A(3,1)] gLLAQbceefefxcluadb m038(0,0) gLLAQcceeefflnhxtaf m148(0,0) gLLAQbceefefajqhapb toroidal gLLAQcceeefftnhxtaf m009(0,0) gLLAQbceefefacmdaub m004(0,0) gLLAQcceefefaouxadb SFS[D(2,1)(2,1)] gLLAQceceeffapvpdaf toroidal gLLAQceceeffppbadaf toroidal gLLAQceceeffpubpqaf m125(0,0)(0,0) gLLAQbceefefakaeapb reducible gLLAQcceeeffpvmedaf toroidal gLLAQbceefefakpmaub toroidal gLLAQcceeefflnmqmaf m016(0,0) gLLAQbceefefajhuaub toroidal gLLAQcceeeffpvmadaf toroidal gLLAQbceefefebdaaxb SFS[D(5,2)(3,1)] gLLAQbceefefakuxaab toroidal gLLAQceceeffuuoaqaf toroidal gLLAQbceefefakdeapb reducible gLLAQcceeeffubmqdaf toroidal gLLAQbceefefakqmaub SFS[D(3,1)(2,1)] gLLAQcceeefflniqmaf m006(0,0) gLLAQbceefefajheaub SFS[D(3,1)(2,1)] gLLAQcceeeffubmudaf toroidal gLLAQbceefefebeaaxb toroidal gLLAQbceefefaktxaab SFS[D(3,1)(2,1)] gLLAQbceefefxklladb SFS[D(5,1)(2,1)] gLLAQceceeffauvuqaf toroidal gLLAQbceefefeceeadb toroidal gLLAQbceefefakeeapb reducible gLLAQbceefefarllapb reducible gLLAQceceeffapvemaf toroidal gLLAQbceefeftoqqapb toroidal gLLAQbceefefloqqapb toroidal gLLAQbceefefxkttaib SFS[D(2,1)(2,1)] gLLAQcceefefaopmatb SFS[D(2,1)(2,1)] gLLAQbceefefakmmaub SFS[D(3,1)(2,1)] gLLAQbceefefajhhaub SFS[D(3,1)(2,1)] gLLAQbceefefarhhaub SFS[D(3,1)(2,1)] gLLAQbceefefavhhaub reducible gLLAQbceefeftgttaub T2xI gLLAQbceefeflgttaub T2xI gLLAQbceefefxbaaaxb SFS[D(2,1)(2,1)] gLLAQbceefefxsaaaxb SFS[D(5,1)(2,1)] gLLAQbceefefxkaaaxb SFS[D(7,2)(2,1)] gLLAQbceefefeouuaxb SFS[D(2,1)(2,1)] gLLAQbceefefakxxaab SFS[D(3,1)(2,1)] gLLAQbceefefasxxaab SFS[D(3,1)(2,1)] gLLAQbceefefabxxaab reducible gLLAQbceefefariiaab SFS[D(3,1)(2,1)] gLLAQcceefefaouaaub T2xI gLLAQbceefeftsqxapb m148(0,0) gLLAQbceefeflsqxapb m009(0,0) gLLAQbceefefasqxapb toroidal gLLAQbceefefagtiaab m004(0,0) gLLAQcceeeffljmadaf m036(0,0) gLLAQcceeefflbmadaf toroidal gLLAQbceefefaramaub SFS[D(3,1)(3,1)] gLLAQbceefefavamaub reducible gLLAQbceefefajamaub SFS[D(3,1)(3,2)] gLLAQbceefefmkuxaxb m032(0,0) gLLAQbceefefabdaaab SFS[A(3,1)] gLAwQabcdeffbrwdwsg SFS[D(3,1)(2,1)] gLAwQabcdeffbrwprkg SFS[D(3,1)(2,1)] gLAwQacbdeffbgjprkg SFS[D(3,1)(3,2)] gLAwQacbdeffbgjpnrc SFS[D(3,1)(3,1)] gLAwQacbdeffbgjdjwo SFS[D(3,1)(3,2)] gLAwQacbdeffbgjdwsg SFS[D(3,1)(3,1)] gLAwQabcdeffbrwpnrc SFS[D(3,1)(2,1)] gLAwQabcdeffbrwdjwo SFS[D(3,1)(2,1)] gLAwQabcdeffbckaows reducible gLAwQabcdeffbcgavrn reducible gLAwQabcdeffbrwafkj reducible gLAwQabcdeffbjracjn reducible gLAwQabcdeffjfjarkg SFS[D(3,1)(2,1)] gLAwQacbdeffbjnavcw SFS[D(3,1)(3,2)] gLAwQacbdeffbjnavcs SFS[D(3,1)(3,1)] gLAwQacbdeffbgjacjn reducible gLAwQacbdeffbgjafkj reducible gLAwQabcdeffjfjanrc SFS[D(3,1)(2,1)] gLAwQabcdeffbcvacjn reducible gLAwQabcdeffbcrafkj reducible gLAwQabcdeffbrwacjn reducible gLAwQabcdeffbjrafkj reducible gLAwQabcdeffbckuvrn reducible gLAwQabcdeffbcgpows reducible gLAwQabcdeffbrwdfwj reducible gLAwQabcdeffbkwdfwj reducible gLAwQabcdeffbrwpvrn SFS[D(3,1)(2,1)] gLAwQacbdeffbgjpvrn SFS[D(3,1)(3,1)] gLAwQacbdeffbgnpvrn SFS[D(3,1)(3,2)] gLAwQacbdeffbgndfwj reducible gLAwQacbdeffbgjdfwj reducible gLAwQabcdeffbwrpvrn SFS[D(3,1)(2,1)] gLAwQabcdeffbfodfwj reducible gLAwQabcdeffbcrdfwj reducible gLAwQabcdeffbwrdfwj reducible gLAwQabcdeffbjrdfwj reducible gLAwQabcdfefbcbacbk reducible gLAwQabcdfefbcbacnf reducible gLAwQabcdfefbcohwbj reducible gLAwQabcdfefbcshrbk reducible gLAwQabcdeffbcjmjkv SFS[D(3,1)(2,1)] gLAwQabcdeffbcjifjn SFS[D(3,1)(2,1)] gLAwQabcdeffbcjmcks SFS[D(3,1)(2,1)] gLAwQabcdeffbcjikjo SFS[D(3,1)(2,1)] gLAwQabcdfefbcoarbk reducible gLAwQabcdfefbcsawbj reducible gLAwQabcdfefbcjqwbj SFS[D(3,1)(2,1)] gLAwQabcdfefbcjxrbk SFS[D(3,1)(2,1)] gLAwQabcdeffbrwdjsg SFS[D(3,1)(2,1)] gLAwQabcdeffbrwpnkg SFS[D(3,1)(2,1)] gLAwQacbdeffbgjpnkg SFS[D(3,1)(3,1)] gLAwQacbdeffbgjprrc SFS[D(3,1)(3,2)] gLAwQacbdeffbgjdwwo SFS[D(3,1)(3,1)] gLAwQacbdeffbgjdjsg SFS[D(3,1)(3,2)] gLAwQabcdeffbrwprrc SFS[D(3,1)(2,1)] gLAwQabcdeffbrwdwwo SFS[D(3,1)(2,1)] gLAwQabcdeffbckaoww reducible gLAwQabcdeffbcgavrr reducible gLAwQabcdeffbrwafkn reducible gLAwQabcdeffbjracjj reducible gLAwQabcdeffjfjankg SFS[D(3,1)(2,1)] gLAwQacbdeffbjjavcw SFS[D(3,1)(3,1)] gLAwQacbdeffbjjavcs SFS[D(3,1)(3,2)] gLAwQacbdeffbgjacjj reducible gLAwQacbdeffbgjafkn reducible gLAwQabcdeffjfjarrc SFS[D(3,1)(2,1)] gLAwQabcdeffbcvacjj reducible gLAwQabcdeffbcrafkn reducible gLAwQabcdeffbrwacjj reducible gLAwQabcdeffbjrafkn reducible gLAwQabcdeffbckuvrr reducible gLAwQabcdeffbcgpoww reducible gLAwQabcdeffbrwdfww reducible gLAwQabcdeffbkwdfww reducible gLAwQabcdeffbrwpvrr SFS[D(3,1)(2,1)] gLAwQacbdeffbgjpvrr SFS[D(3,1)(3,2)] gLAwQacbdeffbgnpvrr SFS[D(3,1)(3,1)] gLAwQacbdeffbgndfww reducible gLAwQacbdeffbgjdfww reducible gLAwQabcdeffbwrpvrr SFS[D(3,1)(2,1)] gLAwQabcdeffbfodfww reducible gLAwQabcdeffbcrdfww reducible gLAwQabcdeffbwrdfww reducible gLAwQabcdeffbjrdfww reducible gLAwQabcdfefbcbacbr reducible gLAwQabcdfefbcbacjf reducible gLAwQabcdfefbcohwbk reducible gLAwQabcdfefbcshrbj reducible gLAwQabcdeffbcjmwkv SFS[D(3,1)(2,1)] gLAwQabcdeffbcjifjr SFS[D(3,1)(2,1)] gLAwQabcdeffbcjmckw SFS[D(3,1)(2,1)] gLAwQabcdeffbcjirjo SFS[D(3,1)(2,1)] gLAwQabcdfefbcoarbj reducible gLAwQabcdfefbcsawbk reducible gLAwQabcdfefbcjqwbk SFS[D(3,1)(2,1)] gLAwQabcdfefbcjxrbj SFS[D(3,1)(2,1)] gLAwQabcdeffbrfurfo reducible gLAwQabcdeffbrftjbg SFS[D(3,1)(2,1)] gLAwQabcdeffbrnpwcv reducible gLAwQabcdeffbrnmgbj SFS[D(3,1)(2,1)] gLAwQacbdeffbgjdcwr reducible gLAwQacbdeffbgjdcwn reducible gLAwQabcdeffbropnfo reducible gLAwQabcdeffbjvprfo reducible gLAwQabcdeffbrkpnfo reducible gLAwQabcdeffbjjprfo reducible gLAwQabcdeffbjjpnfo reducible gLAwQabcdeffbrkprfo reducible gLAwQacbdeffbgjdcsj reducible gLAwQacbdeffbgjdcsk reducible gLAwQabcdeffbroprfo reducible gLAwQabcdeffbjvpnfo reducible gLAwQabcdeffbrnpscv reducible gLAwQabcdeffbrnmgbk SFS[D(3,1)(2,1)] gLAwQabcdeffbrfunfo reducible gLAwQabcdeffbrftkbg SFS[D(3,1)(2,1)] gLAwQabcdeffbcjqcvj SFS[D(3,1)(3,1)] gLAwQabcdeffbcjxnfo SFS[D(3,1)(3,1)] gLAwQabcdeffbcoxgbk SFS[D(3,1)(2,1)] gLAwQabcdeffbcsqgbj SFS[D(3,1)(2,1)] gLAwQabcdeffbcodwcv reducible gLAwQabcdeffbcserfo reducible gLAwQabcdeffbcjtjvc SFS[D(3,1)(3,2)] gLAwQabcdeffbcjlnfo SFS[D(3,1)(3,2)] gLAwQabcdeffbcjlrfo SFS[D(3,1)(3,1)] gLAwQabcdeffbcjtwvc SFS[D(3,1)(3,1)] gLAwQabcdeffbcodscv reducible gLAwQabcdeffbcsenfo reducible gLAwQabcdeffbcodvcw SFS[D(3,1)(2,1)] gLAwQabcdeffbcseofr SFS[D(3,1)(2,1)] gLAwQabcdeffbcjtcvj SFS[D(3,1)(3,2)] gLAwQabcdeffbcjlofn SFS[D(3,1)(3,2)] gLAwQabcdeffbrfavcs SFS[D(3,1)(2,1)] gLAwQabcdeffbrfawcv reducible gLAwQacbdeffjgbawjb reducible gLAwQabcdeffjcgaofn reducible gLAwQacbdeffjgbajjb reducible gLAwQabcdeffjfgavcs reducible gLAwQabcdeffbrnaofn SFS[D(3,1)(2,1)] gLAwQabcdeffbrnanfo reducible gLAwQabcdfefbrkagbj reducible gLAwQabcdfefbjjagbj reducible gLAwQabcdfefbjjagbn reducible gLAwQabcdfefbrkagbn reducible gLAwQabcdeffbrnaofr SFS[D(3,1)(2,1)] gLAwQabcdeffbrnarfo reducible gLAwQacbdeffjgbarkb reducible gLAwQabcdeffjcgaofr reducible gLAwQacbdeffjgbakkb reducible gLAwQabcdeffjfgavcw reducible gLAwQabcdeffbrfavcw SFS[D(3,1)(2,1)] gLAwQabcdeffbrfascv reducible gLAwQabcdeffbcjqcvw SFS[D(3,1)(3,2)] gLAwQabcdeffbcjxofr SFS[D(3,1)(3,2)] gLAwQabcdeffbcoxgbj SFS[D(3,1)(2,1)] gLAwQabcdeffbcsqgbk SFS[D(3,1)(2,1)] gLAwQabcdeffbcodvcs SFS[D(3,1)(2,1)] gLAwQabcdeffbcseofn SFS[D(3,1)(2,1)] gLAwQabcdeffbcjtcvw SFS[D(3,1)(3,1)] gLAwQabcdeffbcjlofr SFS[D(3,1)(3,1)] gLAwQabcdeffbrfuofn SFS[D(3,1)(2,1)] gLAwQabcdeffbrftgbk SFS[D(3,1)(2,1)] gLAwQacbdeffbgnpsro reducible gLAwQabcdeffbjvdcvj reducible gLAwQacbdeffbgnpwro reducible gLAwQabcdeffbrodcvw reducible gLAwQabcdeffbrnpvcs SFS[D(3,1)(2,1)] gLAwQabcdeffbrnmkbg SFS[D(3,1)(2,1)] gLAwQacbdeffbgjporw reducible gLAwQacbdeffbgjporj reducible gLAwQabcdeffbropofr reducible gLAwQabcdeffbjvpofn reducible gLAwQabcdeffbrkpofr reducible gLAwQabcdeffbjjpofn reducible gLAwQabcdeffbjjpofr reducible gLAwQabcdeffbrkpofn reducible gLAwQabcdeffbrkdcvj reducible gLAwQabcdeffbjjdcvj reducible gLAwQabcdeffbjjdcvw reducible gLAwQabcdeffbrkdcvw reducible gLAwQacbdeffbgjpokk reducible gLAwQacbdeffbgjpokj reducible gLAwQabcdeffbropofn reducible gLAwQabcdeffbjvpofr reducible gLAwQabcdeffbrnpvcw SFS[D(3,1)(2,1)] gLAwQabcdeffbrnmjbg SFS[D(3,1)(2,1)] gLAwQacbdeffbgjpsro reducible gLAwQabcdeffbjvdcvw reducible gLAwQacbdeffbgjpwro reducible gLAwQabcdeffbrodcvj reducible gLAwQabcdeffbrfuofr SFS[D(3,1)(2,1)] gLAwQabcdeffbrftgbj SFS[D(3,1)(2,1)] gLAwQabcdeffbrwpsro reducible gLAwQabcdeffbwrpsro reducible gLAwQabcdeffjfjaokj reducible gLAwQabcdeffjfjaorj reducible gLAwQabcdeffbrwdcsk reducible gLAwQabcdeffbrwpokj reducible gLAwQabcdeffbrwporj reducible gLAwQabcdeffbrwdcwn reducible gLAwQabcdeffbwrpwro reducible gLAwQabcdeffbrwpwro reducible gLAwQabcdeffjfjaorw reducible gLAwQabcdeffjfjaokk reducible gLAwQabcdeffbrwdcwr reducible gLAwQabcdeffbrwporw reducible gLAwQabcdeffbrwpokk reducible gLAwQabcdeffbrwdcsj reducible gLAwQabcdeffbcotvso reducible gLAwQabcdeffbcrtfro reducible gLAwQabcdeffbckaogk reducible gLAwQabcdeffbckaork reducible gLAwQabcdeffbcrafnr reducible gLAwQabcdeffbcrafvw reducible gLAwQabcdeffbcodonv reducible gLAwQabcdeffbcrifno reducible gLAwQabcdeffbckuvgj reducible gLAwQabcdeffbckuvwj reducible gLAwQabcdeffbcrdfrn reducible gLAwQabcdeffbcrdfgk reducible gLAwQabcdeffbcbarcj SFS[D(2,1)(2,1)] gLAwQabcdeffbcbarns SFS[D(2,1)(2,1)] gLAwQabcdeffbcbarvf reducible gLAwQabcdeffbcbarvr SFS[D(3,1)(2,1)] gLAwQabcdeffbcbarvk SFS[D(3,1)(2,1)] gLAwQabcdeffbcbawnj SFS[D(2,1)(2,1)] gLAwQabcdeffbcbawcs SFS[D(2,1)(2,1)] gLAwQabcdeffbcbawkf reducible gLAwQabcdeffbcbawkr SFS[D(3,1)(2,1)] gLAwQabcdeffbcbawkk SFS[D(3,1)(2,1)] gLAwQabcdeffbccawoc reducible gLAwQabcdeffbccawoj SFS[D(3,1)(2,1)] gLAwQabcdeffbccawow SFS[D(3,1)(2,1)] gLAwQabcdeffbccarjc reducible gLAwQabcdeffbccarjj SFS[D(3,1)(2,1)] gLAwQabcdeffbccarjw SFS[D(3,1)(2,1)] gLAwQabcdfefbcbacnr SFS[D(3,1)(3,1)] gLAwQabcdfefbcbacnk SFS[D(3,1)(3,2)] gLAwQabcdfefbcbacjr SFS[D(3,1)(3,2)] gLAwQabcdfefbcbacjk SFS[D(3,1)(3,1)] gLAwQabcdeffbcshrbg reducible gLAwQabcdeffbcshwgg reducible gLAwQabcdeffbcsmofv reducible gLAwQabcdeffbcsmnnv reducible gLAwQabcdeffbcsmrnv reducible gLAwQabcdeffbcseojj SFS[D(2,1)(2,1)] gLAwQabcdeffbcseosj SFS[D(2,1)(2,1)] gLAwQabcdeffbcsevco reducible gLAwQabcdeffbcsesso reducible gLAwQabcdeffbcsewso reducible gLAwQabcdeffbcsawbg reducible gLAwQabcdeffbcsargg reducible gLAwQabcdeffbcsqgrw SFS[D(2,1)(2,1)] gLAwQabcdeffbcsqgwr SFS[D(2,1)(2,1)] gLAwQabcdeffbcohrgg reducible gLAwQabcdeffbcjmkvv SFS[D(2,1)(2,1)] gLAwQabcdeffbcjiffs SFS[D(2,1)(2,1)] gLAwQabcdeffbcjmccn SFS[D(2,1)(2,1)] gLAwQabcdeffbcjijoo SFS[D(2,1)(2,1)] gLAwQabcdeffbcoawgg reducible gLAwQabcdeffbcjqrgg SFS[D(2,1)(2,1)] gLAwQabcdeffbcjxwgg SFS[D(2,1)(2,1)] gLAwQabcdeffbrnmgwr SFS[D(2,1)(2,1)] gLAwQabcdeffbrnmwwg SFS[D(2,1)(2,1)] gLAwQabcdeffbrwpswc SFS[D(2,1)(2,1)] gLAwQabcdeffbrnmgrw SFS[D(2,1)(2,1)] gLAwQabcdeffbcgavwj reducible gLAwQabcdeffbrnasso reducible gLAwQabcdeffbjracsw reducible gLAwQabcdeffbrnaosj SFS[D(2,1)(2,1)] gLAwQabcdeffbrnaojj SFS[D(2,1)(2,1)] gLAwQabcdeffbcvacsw reducible gLAwQabcdeffbrwacsw reducible gLAwQabcdeffbjrafnr reducible gLAwQabcdeffbcgpork reducible gLAwQabcdeffbrnpnnv reducible gLAwQabcdeffbkwdfrn reducible gLAwQabcdeffbrnpvnk SFS[D(2,1)(2,1)] gLAwQabcdeffbrnpvkk SFS[D(2,1)(2,1)] gLAwQabcdeffbfodfrn reducible gLAwQabcdeffbwrdfrn reducible gLAwQabcdeffbjrdfrn reducible gLAwQabcdeffbcjdkvk SFS[D(2,1)(2,1)] gLAwQabcdeffbcjdkkw SFS[D(3,1)(2,1)] gLAwQabcdeffbcjdkkj SFS[D(3,1)(2,1)] gLAwQabcdeffbcjdkcn SFS[D(2,1)(2,1)] gLAwQabcdeffbcjdwkk SFS[D(3,1)(2,1)] gLAwQabcdeffbcjdjkk SFS[D(3,1)(2,1)] gLAwQabcdeffbcjdwvw SFS[D(3,1)(3,1)] gLAwQabcdeffbcjdwvj SFS[D(3,1)(3,2)] gLAwQabcdeffbcjdjvw SFS[D(3,1)(3,2)] gLAwQabcdeffbcjdjvj SFS[D(3,1)(3,1)] gLAwQabcdeffbcjdwnn SFS[D(3,1)(2,1)] gLAwQabcdeffbcjdjnn SFS[D(3,1)(2,1)] gLAwQabcdeffbcjpsoj SFS[D(2,1)(2,1)] gLAwQabcdeffbcjpssn SFS[D(3,1)(2,1)] gLAwQabcdeffbcjpssr SFS[D(3,1)(2,1)] gLAwQabcdeffbcjpsfj SFS[D(2,1)(2,1)] gLAwQabcdeffbcjqckk SFS[D(3,1)(2,1)] gLAwQabcdeffbcjqcnn SFS[D(3,1)(2,1)] gLAwQabcdeffbcjmwrb SFS[D(3,1)(2,1)] gLAwQabcdeffbcjtckk SFS[D(3,1)(2,1)] gLAwQabcdeffbcjtcnn SFS[D(3,1)(2,1)] gLAwQabcdeffbcjmrwb SFS[D(3,1)(2,1)] gLAwQabcdeffbcjawbw SFS[D(2,1)(2,1)] gLAwQabcdeffbcjarwj SFS[D(3,1)(2,1)] gLAwQabcdeffbcjarwn SFS[D(3,1)(2,1)] gLAwQabcdfefbcjagjj SFS[D(3,1)(3,1)] gLAwQabcdfefbcjagjn SFS[D(3,1)(3,2)] gLAwQabcdfefbcjagnn SFS[D(3,1)(3,1)] gLAwQabcdeffbcjawrj SFS[D(3,1)(2,1)] gLAwQabcdeffbcjawrn SFS[D(3,1)(2,1)] gLAwQabcdeffbcjarbr SFS[D(2,1)(2,1)] gLAwQabcdeffbcjargw SFS[D(2,1)(2,1)] gLAwQabcdeffbcjxosj SFS[D(3,1)(2,1)] gLAwQabcdeffbcjxojj SFS[D(3,1)(2,1)] gLAwQabcdeffbcjlsso SFS[D(3,1)(2,1)] gLAwQabcdeffbcjiwrb SFS[D(3,1)(2,1)] gLAwQabcdeffbcjirwb SFS[D(3,1)(2,1)] gLAwQabcdeffbfkmrwb SFS[D(3,1)(2,1)] gLAwQabcdeffbrkdcnn reducible gLAwQabcdeffbrkdckk reducible gLAwQabcdeffjfjaonr reducible gLAwQabcdeffjfjaown reducible gLAwQabcdeffbrwdcjw reducible gLAwQabcdeffbrkpojj reducible gLAwQabcdeffbrkposj reducible gLAwQabcdeffbrkpsso reducible gLAwQabcdeffbropsso reducible gLAwQabcdeffbkopsso reducible gLAwQabcdeffbkkpsso reducible gLAwQabcdeffbjjpsso reducible gLAwQabcdeffbrwdcbj reducible gLAwQabcdeffbjvpsso reducible gLAwQabcdeffjcgaojj reducible gLAwQabcdeffjfgavkk reducible gLAwQabcdeffjcjarwb reducible gLAwQabcdeffjcjawrb reducible gLAwQabcdeffjcgaosj reducible gLAwQabcdeffjfgavnk reducible gLAwQabcdeffbjvdcnn reducible gLAwQabcdeffbrodckk reducible gLAwQabcdeffbroposj reducible gLAwQabcdeffbjvpojj reducible gLAwQabcdeffbjjpojj reducible gLAwQabcdeffbjjposj reducible gLAwQabcdeffbjjdcnn reducible gLAwQabcdeffbjjdckk reducible gLAwQabcdeffbropojj reducible gLAwQabcdeffbjvposj reducible gLAwQabcdeffbjvdckk reducible gLAwQabcdeffbrodcnn reducible gLAwQabcdeffbcotvco reducible gLAwQabcdeffbcgavgj reducible gLAwQabcdeffbcvacor reducible gLAwQabcdeffbcodofv reducible gLAwQabcdeffbcgpogk reducible gLAwQabcdeffbfodfgk reducible gLAwQabcdeffbcohwbg reducible gLAwQabcdeffbcotsso reducible gLAwQabcdeffbcotwso reducible gLAwQabcdeffbcodvkk SFS[D(2,1)(2,1)] gLAwQabcdeffbcodvnk SFS[D(2,1)(2,1)] gLAwQabcdeffbcodnnv reducible gLAwQabcdeffbcodrnv reducible gLAwQabcdeffbcoarbg reducible gLAwQabcdeffbcoxgwr SFS[D(2,1)(2,1)] gLAwQabcdeffbcoxgrw SFS[D(2,1)(2,1)] gLAwQabcdeffbcjtjfo SFS[D(2,1)(2,1)] gLAwQabcdeffbcjifoj SFS[D(2,1)(2,1)] gLAwQabcdeffbcjmcvn SFS[D(2,1)(2,1)] gLAwQabcdeffbcjlvcn SFS[D(2,1)(2,1)] gLAwQabcdeffbcjqwbg SFS[D(2,1)(2,1)] gLAwQabcdeffbcjxrbg SFS[D(2,1)(2,1)] gLAwQabcdeffbrftwwg SFS[D(2,1)(2,1)] gLAwQabcdeffbrftgwr SFS[D(2,1)(2,1)] gLAwQabcdeffbrftgrw SFS[D(2,1)(2,1)] gLAwQabcdeffbwcmgrw SFS[D(2,1)(2,1)] gLAwQabcdeffbrfannv reducible gLAwQabcdeffbjracor reducible gLAwQabcdeffbrfavnk SFS[D(2,1)(2,1)] gLAwQabcdeffbrfavkk SFS[D(2,1)(2,1)] gLAwQabcdeffbrwacor reducible gLAwQabcdeffbjrafvw reducible gLAwQabcdeffbrfusso reducible gLAwQabcdeffbkwdfgk reducible gLAwQabcdeffbrfuosj SFS[D(2,1)(2,1)] gLAwQabcdeffbrfuojj SFS[D(2,1)(2,1)] gLAwQabcdeffbwrdfgk reducible gLAwQabcdeffbjrdfgk reducible gLAwQabcdfffjrvacrc SFS[D(5,4)(3,1)] gLAwQabcdfffjrvacsc SFS[D(5,1)(3,1)] gLAwQabcdfffjrvacco toroidal gLAwQabcdfffjrvabcc toroidal gLAwQabcdfffjrvacnn toroidal gLAwQabcdfffjrvavcv SFS[D(5,1)(2,1)] gLAwQabcdfffjrjafss toroidal gLAwQabcdfffjrjaffw toroidal gLAwQabcdfffjrjaffn toroidal gLAwQabcdfffjrjacff toroidal gLAwQabcdfffjrjabff toroidal gLAwQabcdfffjrjafvf SFS[D(5,4)(3,1)] gLAwQabcdfffjrjafgf SFS[D(5,1)(3,1)] gLAwQabcdfffjrjajfj SFS[D(5,1)(2,1)] gLAwQabcdfffjrjaoof toroidal gLAwQacbdfffjcnacnn toroidal gLAwQacbdfffjcnacrc SFS[D(3,1)(3,1)] gLAwQacbdfffjcnacsc SFS[D(3,1)(3,2)] gLAwQacbdfffjcnafcc toroidal gLAwQacbdfffjcnabcc toroidal gLAwQacbdfffjcnacco SFS[D(3,1)(3,2)] gLAwQacbdfffjcnaccg SFS[D(3,1)(3,1)] gLAwQacbdfffjcnakkc SFS[D(3,1)(2,1)] gLAwQacbdfffjcnavcv SFS[D(3,1)(2,1)] gLAwQacbdfffjcjacnn toroidal gLAwQacbdfffjcjacrc reducible gLAwQacbdfffjcjabcc toroidal gLAwQacbdfffjcjaccg toroidal gLAwQacbdfffjcjakkc toroidal gLAwQacbdfffjcjavcv reducible gLAwQacbdfffjgnasgg toroidal gLAwQacbdfffjgnangg toroidal gLAwQacbdfffjgnaggc SFS[D(3,1)(3,2)] gLAwQacbdfffjgnagfg SFS[D(3,1)(3,1)] gLAwQacbdfffjgnargr SFS[D(3,1)(2,1)] gLAwQacbdfffjgnagbb toroidal gLAwQacbdfffjgjawwg toroidal gLAwQacbdfffjgjangg toroidal gLAwQacbdfffjgjaggc toroidal gLAwQacbdfffjgjagfg reducible gLAwQacbdfffjgjargr reducible gLAwQacbdfffjgjagbb toroidal gLAwQacbdfffjfjafss toroidal gLAwQacbdfffjfjaffn toroidal gLAwQacbdfffjfjabff toroidal gLAwQacbdfffjfjafgf reducible gLAwQacbdfffjfjajfj reducible gLAwQacbdfffjfjaoof toroidal gLAwQabcdfffjkwawwg toroidal gLAwQabcdfffjkwangg SFS[D(7,4)(3,1)] gLAwQabcdfffjkwasgg SFS[D(7,3)(3,1)] gLAwQabcdfffjkwaggo toroidal gLAwQabcdfffjkwaggc toroidal gLAwQabcdfffjkwagfg SFS[D(7,5)(3,1)] gLAwQabcdfffjkwagvg SFS[D(7,2)(3,1)] gLAwQabcdfffjkwargr SFS[D(7,2)(2,1)] gLAwQabcdfffjkwagbb SFS[D(7,3)(2,1)] gLAwQabcdfffjjkacnn SFS[D(8,3)(2,1)] gLAwQabcdfffjjkacrc SFS[D(8,3)(3,1)] gLAwQabcdfffjjkacsc SFS[D(8,3)(3,1)] gLAwQabcdfffjjkafcc SFS[D(8,3)(3,1)] gLAwQabcdfffjjkabcc SFS[D(8,3)(3,1)] gLAwQabcdfffjjkacco toroidal gLAwQabcdfffjjkaccg toroidal gLAwQabcdfffjjkakkc toroidal gLAwQabcdfffjjkavcv SFS[D(8,3)(2,1)] gLAwQabcdfffjkjajfj SFS[D(7,2)(2,1)] gLAwQabcdfffjkjaffw toroidal gLAwQabcdfffjkjaffn toroidal gLAwQabcdfffjkjafvf SFS[D(7,5)(3,1)] gLAwQabcdfffjkjafgf SFS[D(7,2)(3,1)] gLAwQabcdfffjkjacff SFS[D(7,3)(3,1)] gLAwQabcdfffjkjabff SFS[D(7,4)(3,1)] gLAwQabcdfffjkjafss SFS[D(7,3)(2,1)] gLAwQabcdfffjkjaoof toroidal gLAwQabcdfffjkvakkc toroidal gLAwQabcdfffjkvacrc SFS[D(7,5)(3,1)] gLAwQabcdfffjkvacsc SFS[D(7,2)(3,1)] gLAwQabcdfffjkvacco toroidal gLAwQabcdfffjkvaccg toroidal gLAwQabcdfffjkvafcc SFS[D(7,4)(3,1)] gLAwQabcdfffjkvabcc SFS[D(7,3)(3,1)] gLAwQabcdfffjkvacnn SFS[D(7,3)(2,1)] gLAwQabcdfffjkvavcv SFS[D(7,2)(2,1)] gLAwQabcdfffjjoaffw toroidal gLAwQabcdfffjjoaffn toroidal gLAwQabcdfffjjoacff SFS[D(8,3)(3,1)] gLAwQabcdfffjjoabff SFS[D(8,3)(3,1)] gLAwQabcdfffjjoafss SFS[D(8,3)(2,1)] gLAwQabcdfffjjoaoof toroidal gLAwQacbdfffbjntksb reducible gLAwQacbdfffbjntksk reducible gLAwQacbdfffbjntkss reducible gLAwQacbdfffbjnascr SFS[D(3,1)(2,1)] gLAwQacbdfffbjnunwf SFS[D(3,1)(2,1)] gLAwQacbdfffbcnacnn reducible gLAwQacbdfffbcnacrc SFS[D(3,1)(3,2)] gLAwQacbdfffbcnacsc SFS[D(3,1)(3,1)] gLAwQacbdfffbcnafcc reducible gLAwQacbdfffbcnabcc reducible gLAwQacbdfffbcnacco SFS[D(3,1)(3,1)] gLAwQacbdfffbcnaccg SFS[D(3,1)(3,2)] gLAwQacbdfffbcnakkc SFS[D(3,1)(2,1)] gLAwQacbdfffbcnavcv SFS[D(3,1)(2,1)] gLAwQacbdfffbrjhwcj SFS[A(3,1)] gLAwQacbdfffbrjarkf SFS[A(3,1)] gLAwQacbdfffbrjxjnb SFS[A(3,1)] gLAwQacbdfffbjjtksb reducible gLAwQacbdfffbjjtksk reducible gLAwQacbdfffbjjtkss reducible gLAwQacbdfffbjjascr SFS[D(3,1)(2,1)] gLAwQacbdfffbjjunwf SFS[D(3,1)(2,1)] gLAwQacbdfffbcjacnn reducible gLAwQacbdfffbcjacrc SFS[D(3,1)(3,1)] gLAwQacbdfffbcjacsc SFS[D(3,1)(3,2)] gLAwQacbdfffbcjafcc reducible gLAwQacbdfffbcjabcc reducible gLAwQacbdfffbcjacco SFS[D(3,1)(3,2)] gLAwQacbdfffbcjaccg SFS[D(3,1)(3,1)] gLAwQacbdfffbcjakkc SFS[D(3,1)(2,1)] gLAwQacbdfffbcjavcv SFS[D(3,1)(2,1)] gLAwQacbdfffbrnhwcj SFS[A(3,1)] gLAwQacbdfffbrnarkf SFS[A(3,1)] gLAwQacbdfffbrnxjnb SFS[A(3,1)] gLAwQacbdfffbgjdsgn reducible gLAwQacbdfffbgjdnvn SFS[D(3,1)(2,1)] gLAwQacbdfffbgjdnfw SFS[D(3,1)(2,1)] gLAwQacbdfffbgjdvvj reducible gLAwQacbdfffbgjdvvr reducible gLAwQacbdfffbgjdvgv SFS[D(3,1)(3,1)] gLAwQacbdfffbgjdvfv SFS[D(3,1)(3,2)] gLAwQacbdfffbgjdbvv SFS[D(3,1)(3,1)] gLAwQacbdfffbgjdbgv SFS[D(3,1)(3,2)] gLAwQacbdfffbgjdbfv reducible gLAwQacbdfffbgjdovv SFS[D(3,1)(3,2)] gLAwQacbdfffbgjdogv toroidal gLAwQacbdfffbgjdofv SFS[D(3,1)(3,1)] gLAwQacbdfffbgjdvkk SFS[D(3,1)(2,1)] gLAwQacbdfffbgjdowk reducible gLAwQacbdfffbgjdbks SFS[D(3,1)(2,1)] gLAwQacbdfffbgjdwsv SFS[A(3,1)] gLAwQacbdfffbgjdccv reducible gLAwQacbdfffbgjxrkf SFS[A(3,1)] gLAwQacbdfffbgjigjk toroidal gLAwQacbdfffbgjtwsv toroidal gLAwQacbdfffbgjlrkf SFS[A(3,1)] gLAwQacbdfffbgjakfr SFS[D(3,1)(2,1)] gLAwQacbdfffbgjargr SFS[D(3,1)(2,1)] gLAwQacbdfffbgjarvj reducible gLAwQacbdfffbgjangg reducible gLAwQacbdfffbgjasgg reducible gLAwQacbdfffbgjagfg SFS[D(3,1)(3,1)] gLAwQacbdfffbgjagvg SFS[D(3,1)(3,2)] gLAwQacbdfffbgjaggo SFS[D(3,1)(3,1)] gLAwQacbdfffbgjagfo SFS[D(3,1)(3,2)] gLAwQacbdfffbgjagvo toroidal gLAwQacbdfffbgjaggc SFS[D(3,1)(3,2)] gLAwQacbdfffbgjagfc reducible gLAwQacbdfffbgjagvc SFS[D(3,1)(3,1)] gLAwQacbdfffbgjawwg SFS[D(3,1)(2,1)] gLAwQacbdfffbgjajwc SFS[D(3,1)(2,1)] gLAwQacbdfffbgjawko reducible gLAwQacbdfffbgjagjk SFS[A(3,1)] gLAwQacbdfffbgjagbb reducible gLAwQacbdfffbgjqwsv SFS[A(3,1)] gLAwQacbdfffbgjmgjk SFS[A(3,1)] gLAwQacbdfffbgjpocv toroidal gLAwQacbdfffbgjpkgj toroidal gLAwQacbdfffbgjpggj toroidal gLAwQacbdfffbgjpjfj reducible gLAwQacbdfffbgjpjvr toroidal gLAwQacbdfffbgjpjvv toroidal gLAwQacbdfffbgjpjvj toroidal gLAwQacbdfffbgjpjgj toroidal gLAwQacbdfffbgjpffn toroidal gLAwQacbdfffbgjpffw toroidal gLAwQacbdfffbgjpfgf reducible gLAwQacbdfffbgjpfvf reducible gLAwQacbdfffbgjpbff reducible gLAwQacbdfffbgjpbgf toroidal gLAwQacbdfffbgjpbvf toroidal gLAwQacbdfffbgjpcff reducible gLAwQacbdfffbgjpcgf toroidal gLAwQacbdfffbgjpcvf toroidal gLAwQacbdfffbgjpfss reducible gLAwQacbdfffbgjpcrs toroidal gLAwQacbdfffbgjpcss toroidal gLAwQacbdfffbgjpccs toroidal gLAwQacbdfffbgjpbsk toroidal gLAwQacbdfffbgjpbss toroidal gLAwQacbdfffbgjpbsb toroidal gLAwQacbdfffbgjpgob toroidal gLAwQacbdfffbgjprkf toroidal gLAwQacbdfffbgjpoof toroidal gLAwQacbdfffbnjdjrv reducible gLAwQacbdfffbnjagns reducible gLAwQacbdfffbnndjrv reducible gLAwQacbdfffbnnagns reducible gLAwQabcdfffbcktogf m004(0,0) gLAwQabcdfffbcktcjw toroidal gLAwQabcdfffbcktccw SFS[D(3,1)(2,1)] gLAwQabcdfffbcktbww reducible gLAwQabcdfffbcktfwn toroidal gLAwQabcdfffbcktfwf SFS[D(3,1)(2,1)] gLAwQabcdfffbcktfww SFS[D(3,1)(2,1)] gLAwQabcdfffbcktcww SFS[D(3,1)(2,1)] gLAwQabcdfffbcktbbs SFS[A(3,1)] gLAwQabcdfffbcktbbk SFS[A(3,1)] gLAwQabcdfffbcktcbb reducible gLAwQabcdfffbcktfbb reducible gLAwQabcdfffbcktbvb reducible gLAwQabcdfffbcktcvb SFS[D(3,1)(3,1)] gLAwQabcdfffbcktfvb SFS[D(3,1)(3,2)] gLAwQabcdfffbcktbob reducible gLAwQabcdfffbcktcob SFS[D(3,1)(3,2)] gLAwQabcdfffbcktfob SFS[D(3,1)(3,1)] gLAwQabcdfffbcktrbr reducible gLAwQabcdfffbcktnor toroidal gLAwQabcdfffbcktror SFS[D(3,1)(2,1)] gLAwQabcdfffbcktoor SFS[D(3,1)(2,1)] gLAwQabcdfffbcktrvj toroidal gLAwQabcdfffbcktrvr SFS[D(3,1)(2,1)] gLAwQabcdfffbcktrvv SFS[D(3,1)(2,1)] gLAwQabcdfffbcktgcv m004(0,0) gLAwQabcdfffbcktjnb SFS[A(2,1)] gLAwQabcdfffbcktggb SFS[A(2,1)] gLAwQabcdfffbckhrkf T2xI gLAwQabcdfffbckmwcj T2xI gLAwQabcdfffbckdjnb T2xI gLAwQabcdfffbckerkf SFS[A(2,1)] gLAwQabcdfffbckafnw reducible gLAwQabcdfffbckafcg SFS[D(2,1)(2,1)] gLAwQabcdfffbckajkg reducible gLAwQabcdfffbckawcj T2xI gLAwQabcdfffbckqjnb T2xI gLAwQabcdfffbckiwcj SFS[A(2,1)] gLAwQabcdfffbckucrs reducible gLAwQabcdfffbckucgf SFS[D(2,1)(2,1)] gLAwQabcdfffbckukgj reducible gLAwQabcdfffbckurkf T2xI gLAwQabcdfffbcbhrkf T2xI gLAwQabcdfffbcbdbbs reducible gLAwQabcdfffbcbdbbk reducible gLAwQabcdfffbcbdbvb reducible gLAwQabcdfffbcbdbob reducible gLAwQabcdfffbcbdrbr reducible gLAwQabcdfffbcbdggb reducible gLAwQabcdfffbcbeffn reducible gLAwQabcdfffbcbeffw reducible gLAwQabcdfffbcbefgf reducible gLAwQabcdfffbcbefvf reducible gLAwQabcdfffbcbejfj reducible gLAwQabcdfffbcbeoof reducible gLAwQabcdfffbcbaknv SFS[D(2,1)(2,1)] gLAwQabcdfffbcbacjw SFS[A(2,1)] gLAwQabcdfffbcbacbf SFS[A(2,1)] gLAwQabcdfffbcbabbf T2xI gLAwQabcdfffbcbafbf T2xI gLAwQabcdfffbcbajwc T2xI gLAwQabcdfffbcbavkn SFS[D(2,1)(2,1)] gLAwQabcdfffbcbawcj T2xI gLAwQabcdfffbcbqjnb T2xI gLAwQabcdfffbcshrrj SFS[D(3,1)(2,1)] gLAwQabcdfffbcshrcr SFS[D(3,1)(2,1)] gLAwQabcdfffbcshnrr reducible gLAwQabcdfffbcshorr reducible gLAwQabcdfffbcshbrb SFS[D(2,1)(2,1)] gLAwQabcdfffbcshrkw SFS[D(3,1)(2,1)] gLAwQabcdfffbcshrkn SFS[D(3,1)(2,1)] gLAwQabcdfffbcshrwf SFS[D(3,1)(2,1)] gLAwQabcdfffbcshrww reducible gLAwQabcdfffbcshrwn SFS[D(3,1)(2,1)] gLAwQabcdfffbcshrof SFS[D(3,1)(2,1)] gLAwQabcdfffbcshrow SFS[D(3,1)(2,1)] gLAwQabcdfffbcshron toroidal gLAwQabcdfffbcshoon SFS[D(2,1)(2,1)] gLAwQabcdfffbcshnon SFS[D(2,1)(2,1)] gLAwQabcdfffbcsenwf SFS[D(2,1)(2,1)] gLAwQabcdfffbcsabbw SFS[D(2,1)(2,1)] gLAwQabcdfffbcsawow SFS[D(3,1)(2,1)] gLAwQabcdfffbcsawkw SFS[D(3,1)(2,1)] gLAwQabcdfffbcsavww reducible gLAwQabcdfffbcsasww reducible gLAwQabcdfffbcsawsj SFS[D(3,1)(2,1)] gLAwQabcdfffbcsawrj SFS[D(3,1)(2,1)] gLAwQabcdfffbcsawcv SFS[D(3,1)(2,1)] gLAwQabcdfffbcsawsv toroidal gLAwQabcdfffbcsawrv SFS[D(3,1)(2,1)] gLAwQabcdfffbcsassv SFS[D(2,1)(2,1)] gLAwQabcdfffbcsavsv SFS[D(2,1)(2,1)] gLAwQabcdfffbcsawcr SFS[D(3,1)(2,1)] gLAwQabcdfffbcsawsr SFS[D(3,1)(2,1)] gLAwQabcdfffbcsawrr reducible gLAwQabcdfffbcsqjjr SFS[D(3,1)(3,1)] gLAwQabcdfffbcsqjcj SFS[D(3,1)(3,2)] gLAwQabcdfffbcsqkjj SFS[D(3,1)(3,2)] gLAwQabcdfffbcsqgjj SFS[D(3,1)(3,1)] gLAwQabcdfffbcsqbbk toroidal gLAwQabcdfffbcsqbbs toroidal gLAwQabcdfffbcsqbob reducible gLAwQabcdfffbcsqbvb reducible gLAwQabcdfffbcsqbww reducible gLAwQabcdfffbcsqccn SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqfjf SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqnnf SFS[D(3,1)(3,2)] gLAwQabcdfffbcsqnnw SFS[D(3,1)(3,1)] gLAwQabcdfffbcsqngn SFS[D(3,1)(3,1)] gLAwQabcdfffbcsqnsn SFS[D(3,1)(3,2)] gLAwQabcdfffbcsqjns toroidal gLAwQabcdfffbcsqjnk toroidal gLAwQabcdfffbcsqjsb SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqjss SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqjsk toroidal gLAwQabcdfffbcsqjgb SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqjgs m003(0,0) gLAwQabcdfffbcsqjgk toroidal gLAwQabcdfffbcsqgnb SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqgns toroidal gLAwQabcdfffbcsqgnk m003(0,0) gLAwQabcdfffbcsqgsb SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqgss SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqgsk toroidal gLAwQabcdfffbcsqggb toroidal gLAwQabcdfffbcsqggs SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqggk SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqknb SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqkns toroidal gLAwQabcdfffbcsqknk SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqksb reducible gLAwQabcdfffbcsqkss reducible gLAwQabcdfffbcsqksk reducible gLAwQabcdfffbcsqkgb SFS[D(3,1)(2,1)] gLAwQabcdfffbcsqkgs toroidal gLAwQabcdfffbcsqkgk SFS[D(3,1)(2,1)] gLAwQabcdfffbrjafss reducible gLAwQabcdfffbrjaffw SFS[D(3,1)(2,1)] gLAwQabcdfffbrjaffn SFS[D(3,1)(2,1)] gLAwQabcdfffbrjacff reducible gLAwQabcdfffbrjabff reducible gLAwQabcdfffbrjafvf SFS[D(3,1)(2,1)] gLAwQabcdfffbrjafgf SFS[D(3,1)(2,1)] gLAwQabcdfffbrjajfj SFS[D(2,1)(2,1)] gLAwQabcdfffbrjaoof SFS[D(2,1)(2,1)] gLAwQabcdfffbrbhwcj SFS[A(2,1)] gLAwQabcdfffbrbarkf SFS[A(2,1)] gLAwQabcdfffbrbxjnb SFS[A(2,1)] gLAwQabcdfffbrnmksb reducible gLAwQabcdfffbrnmkss reducible gLAwQabcdfffbrnmksk reducible gLAwQabcdfffbrnanwf SFS[D(2,1)(2,1)] gLAwQabcdfffbrnpscr SFS[D(2,1)(2,1)] gLAwQabcdfffbjbhrkf T2xI gLAwQabcdfffbjbawcj T2xI gLAwQabcdfffbjbqjnb T2xI gLAwQabcdfffbcjdsrk SFS[D(2,1)(2,1)] gLAwQabcdfffbcjdnrs SFS[D(2,1)(2,1)] gLAwQabcdfffbcjdnck SFS[D(2,1)(2,1)] gLAwQabcdfffbcjdvws T2xI gLAwQabcdfffbcjdsvw T2xI gLAwQabcdfffbcjdjwn SFS[D(2,1)(2,1)] gLAwQabcdfffbcjdckn SFS[D(2,1)(2,1)] gLAwQabcdfffbcjdjkw SFS[D(2,1)(2,1)] gLAwQabcdfffbcjdjsv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjdcsv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjdwcv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjdjcv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjdwrv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjdcrv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjqnss SFS[D(5,2)(3,1)] gLAwQabcdfffbcjqgss SFS[D(5,3)(3,1)] gLAwQabcdfffbcjqsrs SFS[D(5,2)(3,1)] gLAwQabcdfffbcjqscs SFS[D(5,3)(3,1)] gLAwQabcdfffbcjqvvr toroidal gLAwQabcdfffbcjqvvj toroidal gLAwQabcdfffbcjqbwb SFS[D(4,1)(2,1)] gLAwQabcdfffbcjqoos SFS[D(5,2)(2,1)] gLAwQabcdfffbcjqwow SFS[D(4,3)(3,1)] gLAwQabcdfffbcjqwkw SFS[D(4,1)(3,1)] gLAwQabcdfffbcjqcww toroidal gLAwQabcdfffbcjqjww toroidal gLAwQabcdfffbcjqwsj toroidal gLAwQabcdfffbcjqwsr toroidal gLAwQabcdfffbcjqjsv toroidal gLAwQabcdfffbcjqjsj SFS[D(5,2)(2,1)] gLAwQabcdfffbcjqjsr m016(0,0) gLAwQabcdfffbcjqcsv toroidal gLAwQabcdfffbcjqcsj m019(0,0) gLAwQabcdfffbcjqcsr toroidal gLAwQabcdfffbcjqwcv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjqwcj toroidal gLAwQabcdfffbcjqwcr m011(0,0) gLAwQabcdfffbcjqjcv m003(0,0) gLAwQabcdfffbcjqjcj SFS[D(4,1)(2,1)] gLAwQabcdfffbcjqjcr m017(0,0) gLAwQabcdfffbcjqccv toroidal gLAwQabcdfffbcjqccj SFS[D(4,1)(2,1)] gLAwQabcdfffbcjqccr SFS[D(5,2)(2,1)] gLAwQabcdfffbcjqwrv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjqwrj m006(0,0) gLAwQabcdfffbcjqwrr toroidal gLAwQabcdfffbcjqjrv SFS[D(3,1)(2,1)] gLAwQabcdfffbcjqcrv toroidal gLAwQabcdfffbcjqcrj m016(0,0) gLAwQabcdfffbcjqcrr SFS[D(5,2)(2,1)] gLAwQabcdfffbcjmrkk SFS[D(4,1)(3,1)] gLAwQabcdfffbcjmfkk SFS[D(4,3)(3,1)] gLAwQabcdfffbcjmkok SFS[D(4,3)(3,1)] gLAwQabcdfffbcjmkwk SFS[D(4,1)(3,1)] gLAwQabcdfffbcjmkks toroidal gLAwQabcdfffbcjmkkb toroidal gLAwQabcdfffbcjmffj SFS[D(5,2)(2,1)] gLAwQabcdfffbcjmkvv SFS[D(4,1)(2,1)] gLAwQabcdfffbcjmsgg toroidal gLAwQabcdfffbcjmngg toroidal gLAwQabcdfffbcjmjoo SFS[D(5,2)(2,1)] gLAwQabcdfffbcjmckc SFS[D(4,1)(2,1)] gLAwQabcdfffbcjmcjj SFS[D(5,3)(3,1)] gLAwQabcdfffbcjmwjj SFS[D(5,2)(3,1)] gLAwQabcdfffbcjmjbj SFS[D(5,3)(3,1)] gLAwQabcdfffbcjmjnj SFS[D(5,2)(3,1)] gLAwQabcdfffbcjmjjr SFS[D(5,2)(3,1)] gLAwQabcdfffbcjmjjv SFS[D(5,3)(3,1)] gLAwQabcdfffbcjmnjk toroidal gLAwQabcdfffbcjmsjk toroidal gLAwQabcdfffbcjmgnk SFS[D(3,1)(2,1)] gLAwQabcdfffbcjmnnk toroidal gLAwQabcdfffbcjmsnk m006(0,0) gLAwQabcdfffbcjmgbk SFS[D(3,1)(2,1)] gLAwQabcdfffbcjmnbk m011(0,0) gLAwQabcdfffbcjmsbk toroidal gLAwQabcdfffbcjmgjb toroidal gLAwQabcdfffbcjmnjb toroidal gLAwQabcdfffbcjmsjb m019(0,0) gLAwQabcdfffbcjmgnb toroidal gLAwQabcdfffbcjmnnb SFS[D(5,2)(2,1)] gLAwQabcdfffbcjmsnb m016(0,0) gLAwQabcdfffbcjmgbb toroidal gLAwQabcdfffbcjmnbb SFS[D(5,2)(2,1)] gLAwQabcdfffbcjmsbb SFS[D(4,1)(2,1)] gLAwQabcdfffbcjmgjs toroidal gLAwQabcdfffbcjmnjs m016(0,0) gLAwQabcdfffbcjmsjs SFS[D(5,2)(2,1)] gLAwQabcdfffbcjmgns SFS[D(3,1)(2,1)] gLAwQabcdfffbcjmgbs m003(0,0) gLAwQabcdfffbcjmnbs m017(0,0) gLAwQabcdfffbcjmsbs SFS[D(4,1)(2,1)] gLAwQabcdfffbcjakws SFS[D(2,1)(2,1)] gLAwQabcdfffbcjarwb SFS[D(2,1)(2,1)] gLAwQabcdfffbcjajkg T2xI gLAwQabcdfffbcjajnr SFS[D(2,1)(2,1)] gLAwQabcdfffbcjawbr SFS[D(2,1)(2,1)] gLAwQabcdfffbcjagnk SFS[D(3,1)(2,1)] gLAwQabcdfffbcjagbk SFS[D(3,1)(2,1)] gLAwQabcdfffbcjagjb SFS[D(3,1)(2,1)] gLAwQabcdfffbcjagnb SFS[D(3,1)(2,1)] gLAwQabcdfffbcjagjs SFS[D(3,1)(2,1)] gLAwQabcdfffbcjagbs SFS[D(3,1)(2,1)] gLAwQabcdfffbcjxjkk SFS[D(5,2)(3,1)] gLAwQabcdfffbcjxgkk SFS[D(5,3)(3,1)] gLAwQabcdfffbcjxkwk SFS[D(5,2)(3,1)] gLAwQabcdfffbcjxkok SFS[D(5,3)(3,1)] gLAwQabcdfffbcjxffw toroidal gLAwQabcdfffbcjxffn toroidal gLAwQabcdfffbcjxbrb SFS[D(4,1)(2,1)] gLAwQabcdfffbcjxcck SFS[D(5,2)(2,1)] gLAwQabcdfffbcjxrcr SFS[D(4,3)(3,1)] gLAwQabcdfffbcjxrrj SFS[D(4,1)(3,1)] gLAwQabcdfffbcjxorr toroidal gLAwQabcdfffbcjxnrr toroidal gLAwQabcdfffbcjxrkn toroidal gLAwQabcdfffbcjxrkw toroidal gLAwQabcdfffbcjxnkf toroidal gLAwQabcdfffbcjxnkn SFS[D(5,2)(2,1)] gLAwQabcdfffbcjxnkw m016(0,0) gLAwQabcdfffbcjxokf toroidal gLAwQabcdfffbcjxokn m019(0,0) gLAwQabcdfffbcjxokw toroidal gLAwQabcdfffbcjxrof SFS[D(3,1)(2,1)] gLAwQabcdfffbcjxron toroidal gLAwQabcdfffbcjxrow m011(0,0) gLAwQabcdfffbcjxnof m003(0,0) gLAwQabcdfffbcjxnon SFS[D(4,1)(2,1)] gLAwQabcdfffbcjxnow m017(0,0) gLAwQabcdfffbcjxoof toroidal gLAwQabcdfffbcjxoon SFS[D(4,1)(2,1)] gLAwQabcdfffbcjxoow SFS[D(5,2)(2,1)] gLAwQabcdfffbcjxrwf SFS[D(3,1)(2,1)] gLAwQabcdfffbcjxrwn m006(0,0) gLAwQabcdfffbcjxrww toroidal gLAwQabcdfffbcjxnwf SFS[D(3,1)(2,1)] gLAwQabcdfffbcjxowf toroidal gLAwQabcdfffbcjxown m016(0,0) gLAwQabcdfffbcjxoww SFS[D(5,2)(2,1)] gLAwQabcdfffbcjijjr SFS[D(4,1)(3,1)] gLAwQabcdfffbcjijjv SFS[D(4,3)(3,1)] gLAwQabcdfffbcjicjj SFS[D(4,3)(3,1)] gLAwQabcdfffbcjiwjj SFS[D(4,1)(3,1)] gLAwQabcdfffbcjijnj toroidal gLAwQabcdfffbcjijbj toroidal gLAwQabcdfffbcjikvv SFS[D(5,2)(2,1)] gLAwQabcdfffbcjiffj SFS[D(4,1)(2,1)] gLAwQabcdfffbcjingg toroidal gLAwQabcdfffbcjisgg toroidal gLAwQabcdfffbcjickc SFS[D(5,2)(2,1)] gLAwQabcdfffbcjijoo SFS[D(4,1)(2,1)] gLAwQabcdfffbcjikok SFS[D(5,3)(3,1)] gLAwQabcdfffbcjikwk SFS[D(5,2)(3,1)] gLAwQabcdfffbcjikkb SFS[D(5,3)(3,1)] gLAwQabcdfffbcjikks SFS[D(5,2)(3,1)] gLAwQabcdfffbcjirkk SFS[D(5,2)(3,1)] gLAwQabcdfffbcjifkk SFS[D(5,3)(3,1)] gLAwQabcdfffbcjisjk toroidal gLAwQabcdfffbcjinjk toroidal gLAwQabcdfffbcjigjs SFS[D(3,1)(2,1)] gLAwQabcdfffbcjisjs toroidal gLAwQabcdfffbcjinjs m006(0,0) gLAwQabcdfffbcjigjb SFS[D(3,1)(2,1)] gLAwQabcdfffbcjisjb m011(0,0) gLAwQabcdfffbcjinjb toroidal gLAwQabcdfffbcjigbk toroidal gLAwQabcdfffbcjisbk toroidal gLAwQabcdfffbcjinbk m019(0,0) gLAwQabcdfffbcjigbs toroidal gLAwQabcdfffbcjisbs SFS[D(5,2)(2,1)] gLAwQabcdfffbcjinbs m016(0,0) gLAwQabcdfffbcjigbb toroidal gLAwQabcdfffbcjisbb SFS[D(5,2)(2,1)] gLAwQabcdfffbcjinbb SFS[D(4,1)(2,1)] gLAwQabcdfffbcjignk toroidal gLAwQabcdfffbcjisnk m016(0,0) gLAwQabcdfffbcjinnk SFS[D(5,2)(2,1)] gLAwQabcdfffbcjigns SFS[D(3,1)(2,1)] gLAwQabcdfffbcjignb m003(0,0) gLAwQabcdfffbcjisnb m017(0,0) gLAwQabcdfffbcjinnb SFS[D(4,1)(2,1)] gLAwQabcdfffbrkdjrv reducible gLAwQabcdfffbrkagns reducible gLAwQabcdfffbrodjrv reducible gLAwQabcdfffbroagns reducible gLAwQabcdfffbrwdsgn reducible gLAwQabcdfffbrwdnvn SFS[D(2,1)(2,1)] gLAwQabcdfffbrwdnfw SFS[D(2,1)(2,1)] gLAwQabcdfffbrwdvvj reducible gLAwQabcdfffbrwdvvr reducible gLAwQabcdfffbrwdvgv SFS[D(3,1)(2,1)] gLAwQabcdfffbrwdvfv SFS[D(3,1)(2,1)] gLAwQabcdfffbrwdbvv SFS[D(3,1)(2,1)] gLAwQabcdfffbrwdbgv SFS[D(3,1)(2,1)] gLAwQabcdfffbrwdbfv reducible gLAwQabcdfffbrwdovv SFS[D(3,1)(2,1)] gLAwQabcdfffbrwdogv toroidal gLAwQabcdfffbrwdofv SFS[D(3,1)(2,1)] gLAwQabcdfffbrwdvkk SFS[D(2,1)(2,1)] gLAwQabcdfffbrwdowk reducible gLAwQabcdfffbrwdbks SFS[D(2,1)(2,1)] gLAwQabcdfffbrwdwsv SFS[A(2,1)] gLAwQabcdfffbrwdccv reducible gLAwQabcdfffbrwxrkf SFS[A(2,1)] gLAwQabcdfffbrwigjk toroidal gLAwQabcdfffbrwtwsv toroidal gLAwQabcdfffbrwlrkf SFS[A(2,1)] gLAwQabcdfffbrwakfr SFS[D(2,1)(2,1)] gLAwQabcdfffbrwargr SFS[D(2,1)(2,1)] gLAwQabcdfffbrwarvj reducible gLAwQabcdfffbrwangg reducible gLAwQabcdfffbrwasgg reducible gLAwQabcdfffbrwagfg SFS[D(3,1)(2,1)] gLAwQabcdfffbrwagvg SFS[D(3,1)(2,1)] gLAwQabcdfffbrwaggo SFS[D(3,1)(2,1)] gLAwQabcdfffbrwagfo SFS[D(3,1)(2,1)] gLAwQabcdfffbrwagvo toroidal gLAwQabcdfffbrwaggc SFS[D(3,1)(2,1)] gLAwQabcdfffbrwagfc reducible gLAwQabcdfffbrwagvc SFS[D(3,1)(2,1)] gLAwQabcdfffbrwawwg SFS[D(2,1)(2,1)] gLAwQabcdfffbrwajwc SFS[D(2,1)(2,1)] gLAwQabcdfffbrwawko reducible gLAwQabcdfffbrwagjk SFS[A(2,1)] gLAwQabcdfffbrwagbb reducible gLAwQabcdfffbrwqwsv SFS[A(2,1)] gLAwQabcdfffbrwmgjk SFS[A(2,1)] gLAwQabcdfffbrwpocv toroidal gLAwQabcdfffbrwpkgj toroidal gLAwQabcdfffbrwpggj toroidal gLAwQabcdfffbrwpjfj reducible gLAwQabcdfffbrwpjvr toroidal gLAwQabcdfffbrwpjvv toroidal gLAwQabcdfffbrwpjvj toroidal gLAwQabcdfffbrwpjgj toroidal gLAwQabcdfffbrwpffn toroidal gLAwQabcdfffbrwpffw toroidal gLAwQabcdfffbrwpfgf reducible gLAwQabcdfffbrwpfvf reducible gLAwQabcdfffbrwpbff reducible gLAwQabcdfffbrwpbgf toroidal gLAwQabcdfffbrwpbvf toroidal gLAwQabcdfffbrwpcff reducible gLAwQabcdfffbrwpcgf toroidal gLAwQabcdfffbrwpcvf toroidal gLAwQabcdfffbrwpfss reducible gLAwQabcdfffbrwpcrs toroidal gLAwQabcdfffbrwpcss toroidal gLAwQabcdfffbrwpccs toroidal gLAwQabcdfffbrwpbsk toroidal gLAwQabcdfffbrwpbss toroidal gLAwQabcdfffbrwpbsb toroidal gLAwQabcdfffbrwpgob toroidal gLAwQabcdfffbrwprkf toroidal gLAwQabcdfffbrwpoof toroidal gLAwQabcdfffbjjdjrv reducible gLAwQabcdfffbjjagns reducible gLAwQabcdfffbjvdjrv reducible gLAwQabcdfffbjvagns reducible gLAwQabcdfffbjrdowk reducible gLAwQabcdfffbjrdogv SFS[D(2,1)(2,1)] gLAwQabcdfffbjrdsgn reducible gLAwQabcdfffbjrdwsv T2xI gLAwQabcdfffbjrqwsv T2xI gLAwQabcdfffbjrtwsv SFS[A(2,1)] gLAwQabcdfffbjrigjk SFS[A(2,1)] gLAwQabcdfffbjrmgjk T2xI gLAwQabcdfffbjrawko reducible gLAwQabcdfffbjragvo SFS[D(2,1)(2,1)] gLAwQabcdfffbjrarvj reducible gLAwQabcdfffbjragjk T2xI gLAwQabcdfffbjrxrkf T2xI gLAwQabcdfffbjrlrkf T2xI gLAwQabcdfffbjrpgob m004(0,0) gLAwQabcdfffbjrpcrs toroidal gLAwQabcdfffbjrpccs SFS[D(3,1)(2,1)] gLAwQabcdfffbjrpfss reducible gLAwQabcdfffbjrpbsk toroidal gLAwQabcdfffbjrpbsb SFS[D(3,1)(2,1)] gLAwQabcdfffbjrpbss SFS[D(3,1)(2,1)] gLAwQabcdfffbjrpcss SFS[D(3,1)(2,1)] gLAwQabcdfffbjrpffw SFS[A(3,1)] gLAwQabcdfffbjrpffn SFS[A(3,1)] gLAwQabcdfffbjrpcff reducible gLAwQabcdfffbjrpbff reducible gLAwQabcdfffbjrpfvf reducible gLAwQabcdfffbjrpcvf SFS[D(3,1)(3,1)] gLAwQabcdfffbjrpbvf SFS[D(3,1)(3,2)] gLAwQabcdfffbjrpfgf reducible gLAwQabcdfffbjrpcgf SFS[D(3,1)(3,2)] gLAwQabcdfffbjrpbgf SFS[D(3,1)(3,1)] gLAwQabcdfffbjrpjfj reducible gLAwQabcdfffbjrpkgj toroidal gLAwQabcdfffbjrpjgj SFS[D(3,1)(2,1)] gLAwQabcdfffbjrpggj SFS[D(3,1)(2,1)] gLAwQabcdfffbjrpjvr toroidal gLAwQabcdfffbjrpjvj SFS[D(3,1)(2,1)] gLAwQabcdfffbjrpjvv SFS[D(3,1)(2,1)] gLAwQabcdfffbjrpocv m004(0,0) gLAwQabcdfffbjrprkf SFS[A(2,1)] gLAwQabcdfffbjrpoof SFS[A(2,1)] gLAwQabcdfffbcgmgcv m004(0,0) gLAwQabcdfffbcgmfwn toroidal gLAwQabcdfffbcgmfwf SFS[D(3,1)(2,1)] gLAwQabcdfffbcgmbww reducible gLAwQabcdfffbcgmcjw toroidal gLAwQabcdfffbcgmccw SFS[D(3,1)(2,1)] gLAwQabcdfffbcgmcww SFS[D(3,1)(2,1)] gLAwQabcdfffbcgmfww SFS[D(3,1)(2,1)] gLAwQabcdfffbcgmbbk SFS[A(3,1)] gLAwQabcdfffbcgmbbs SFS[A(3,1)] gLAwQabcdfffbcgmfbb reducible gLAwQabcdfffbcgmcbb reducible gLAwQabcdfffbcgmbob reducible gLAwQabcdfffbcgmfob SFS[D(3,1)(3,1)] gLAwQabcdfffbcgmcob SFS[D(3,1)(3,2)] gLAwQabcdfffbcgmbvb reducible gLAwQabcdfffbcgmfvb SFS[D(3,1)(3,2)] gLAwQabcdfffbcgmcvb SFS[D(3,1)(3,1)] gLAwQabcdfffbcgmrbr reducible gLAwQabcdfffbcgmrvj toroidal gLAwQabcdfffbcgmrvr SFS[D(3,1)(2,1)] gLAwQabcdfffbcgmrvv SFS[D(3,1)(2,1)] gLAwQabcdfffbcgmnor toroidal gLAwQabcdfffbcgmror SFS[D(3,1)(2,1)] gLAwQabcdfffbcgmoor SFS[D(3,1)(2,1)] gLAwQabcdfffbcgmogf m004(0,0) gLAwQabcdfffbcgmjnb SFS[A(2,1)] gLAwQabcdfffbcgmggb SFS[A(2,1)] gLAwQabcdfffbcghwcj T2xI gLAwQabcdfffbcgtrkf T2xI gLAwQabcdfffbcgejnb T2xI gLAwQabcdfffbcgdwcj SFS[A(2,1)] gLAwQabcdfffbcgacrs reducible gLAwQabcdfffbcgacgf SFS[D(2,1)(2,1)] gLAwQabcdfffbcgakgj reducible gLAwQabcdfffbcgarkf T2xI gLAwQabcdfffbcgxjnb T2xI gLAwQabcdfffbcglrkf SFS[A(2,1)] gLAwQabcdfffbcgpfnw reducible gLAwQabcdfffbcgpfcg SFS[D(2,1)(2,1)] gLAwQabcdfffbcgpjkg reducible gLAwQabcdfffbcgpwcj T2xI gLAwQabcdfffbcohwkw SFS[D(3,1)(2,1)] gLAwQabcdfffbcohwow SFS[D(3,1)(2,1)] gLAwQabcdfffbcohsww reducible gLAwQabcdfffbcohvww reducible gLAwQabcdfffbcohbbw SFS[D(2,1)(2,1)] gLAwQabcdfffbcohwrj SFS[D(3,1)(2,1)] gLAwQabcdfffbcohwsj SFS[D(3,1)(2,1)] gLAwQabcdfffbcohwcr SFS[D(3,1)(2,1)] gLAwQabcdfffbcohwrr reducible gLAwQabcdfffbcohwsr SFS[D(3,1)(2,1)] gLAwQabcdfffbcohwcv SFS[D(3,1)(2,1)] gLAwQabcdfffbcohwrv SFS[D(3,1)(2,1)] gLAwQabcdfffbcohwsv toroidal gLAwQabcdfffbcohvsv SFS[D(2,1)(2,1)] gLAwQabcdfffbcohssv SFS[D(2,1)(2,1)] gLAwQabcdfffbcodscr SFS[D(2,1)(2,1)] gLAwQabcdfffbcoabrb SFS[D(2,1)(2,1)] gLAwQabcdfffbcoarcr SFS[D(3,1)(2,1)] gLAwQabcdfffbcoarrj SFS[D(3,1)(2,1)] gLAwQabcdfffbcoaorr reducible gLAwQabcdfffbcoanrr reducible gLAwQabcdfffbcoarkn SFS[D(3,1)(2,1)] gLAwQabcdfffbcoarkw SFS[D(3,1)(2,1)] gLAwQabcdfffbcoarof SFS[D(3,1)(2,1)] gLAwQabcdfffbcoaron toroidal gLAwQabcdfffbcoarow SFS[D(3,1)(2,1)] gLAwQabcdfffbcoanon SFS[D(2,1)(2,1)] gLAwQabcdfffbcoaoon SFS[D(2,1)(2,1)] gLAwQabcdfffbcoarwf SFS[D(3,1)(2,1)] gLAwQabcdfffbcoarwn SFS[D(3,1)(2,1)] gLAwQabcdfffbcoarww reducible gLAwQabcdfffbcoxnnw SFS[D(3,1)(3,1)] gLAwQabcdfffbcoxnnf SFS[D(3,1)(3,2)] gLAwQabcdfffbcoxnsn SFS[D(3,1)(3,2)] gLAwQabcdfffbcoxngn SFS[D(3,1)(3,1)] gLAwQabcdfffbcoxbbs toroidal gLAwQabcdfffbcoxbbk toroidal gLAwQabcdfffbcoxbvb reducible gLAwQabcdfffbcoxbob reducible gLAwQabcdfffbcoxbww reducible gLAwQabcdfffbcoxfjf SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxccn SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxjcj SFS[D(3,1)(3,2)] gLAwQabcdfffbcoxjjr SFS[D(3,1)(3,1)] gLAwQabcdfffbcoxgjj SFS[D(3,1)(3,1)] gLAwQabcdfffbcoxkjj SFS[D(3,1)(3,2)] gLAwQabcdfffbcoxjnk toroidal gLAwQabcdfffbcoxjns toroidal gLAwQabcdfffbcoxknb SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxknk SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxkns toroidal gLAwQabcdfffbcoxgnb SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxgnk m003(0,0) gLAwQabcdfffbcoxgns toroidal gLAwQabcdfffbcoxjgb SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxjgk toroidal gLAwQabcdfffbcoxjgs m003(0,0) gLAwQabcdfffbcoxkgb SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxkgk SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxkgs toroidal gLAwQabcdfffbcoxggb toroidal gLAwQabcdfffbcoxggk SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxggs SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxjsb SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxjsk toroidal gLAwQabcdfffbcoxjss SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxksb reducible gLAwQabcdfffbcoxksk reducible gLAwQabcdfffbcoxkss reducible gLAwQabcdfffbcoxgsb SFS[D(3,1)(2,1)] gLAwQabcdfffbcoxgsk toroidal gLAwQabcdfffbcoxgss SFS[D(3,1)(2,1)] gLAwQabcdfffbrghrkf SFS[A(2,1)] gLAwQabcdfffbrgawcj SFS[A(2,1)] gLAwQabcdfffbrgqjnb SFS[A(2,1)] gLAwQabcdfffbrftksb reducible gLAwQabcdfffbrftksk reducible gLAwQabcdfffbrftkss reducible gLAwQabcdfffbrfascr SFS[D(2,1)(2,1)] gLAwQabcdfffbrfunwf SFS[D(2,1)(2,1)] gLAwQabcdfffbrvacnn reducible gLAwQabcdfffbrvacrc SFS[D(3,1)(2,1)] gLAwQabcdfffbrvacsc SFS[D(3,1)(2,1)] gLAwQabcdfffbrvafcc reducible gLAwQabcdfffbrvabcc reducible gLAwQabcdfffbrvacco SFS[D(3,1)(2,1)] gLAwQabcdfffbrvaccg SFS[D(3,1)(2,1)] gLAwQabcdfffbrvakkc SFS[D(2,1)(2,1)] gLAwQabcdfffbrvavcv SFS[D(2,1)(2,1)] gLAwQabcdfffbjghwcj T2xI gLAwQabcdfffbjgarkf T2xI gLAwQabcdfffbjgxjnb T2xI gLALQabcdfefjrvbdcj reducible gLALQabcdfefjrvbdcn reducible gLALQabcdfefjrvbmcv SFS[D(3,1)(2,1)] gLALQabcdfefjrvbmcw reducible gLALQabcdfefjrvbmcs SFS[D(3,1)(2,1)] gLALQabcdfefjrvbxco SFS[D(3,1)(2,1)] gLALQabcdfefjrvnmcv toroidal gLALQabcdfefjrvjmcv SFS[D(3,1)(2,1)] gLALQabcdfefjrvbuco SFS[D(3,1)(2,1)] gLALQabcdfefjrvbucr reducible gLALQabcdfefjrvbucn SFS[D(3,1)(2,1)] gLALQabcdfefjrvbpcv SFS[D(3,1)(2,1)] gLALQabcdfefjrvnpcv toroidal gLALQabcdfefjrvjpcv SFS[D(3,1)(2,1)] gLAzQabcdfefjrvcdcw reducible gLAzQabcdfefjrvcdcj reducible gLAzQabcdfefjrvcecw reducible gLAzQabcdfefjrvcecj reducible gLAzQabcdfefjrvcijo toroidal gLAzQabcdfefjrvciwo toroidal gLAzQabcdfefjrvclcr reducible gLAzQabcdfefjrvclcn reducible gLAzQabcdfefjrvcmjg toroidal gLAzQabcdfefjrvcmwg toroidal gLAzQabcdeffjrvcomw reducible gLAzQabcdeffjrvcomj reducible gLAzQabcdeffjrvcouo SFS[D(3,1)(2,1)] gLAzQabcdeffjrvcoun reducible gLAzQabcdeffjrvcour SFS[D(3,1)(2,1)] gLAzQabcdeffjrvcopo SFS[D(3,1)(2,1)] gLAzQabcdeffjrvcnpo toroidal gLAzQabcdeffjrvcrpo SFS[D(3,1)(2,1)] gLAzQabcdeffjrvcodg SFS[D(3,1)(2,1)] gLAzQabcdeffjrvcodk reducible gLAzQabcdeffjrvcodj SFS[D(3,1)(2,1)] gLAzQabcdeffjrvcoxg SFS[D(3,1)(2,1)] gLAzQabcdeffjrvcndg toroidal gLAzQabcdeffjrvcrdg SFS[D(3,1)(2,1)] gLALQabcdeffjrwfglr reducible gLALQabcdeffjrwfglk reducible gLALQabcdeffjrwfgdj reducible gLALQabcdeffjrwfgmj reducible gLALQabcdeffjrwrgmb SFS[D(5,1)(2,1)] gLALQabcdeffjrwrgeb SFS[D(5,1)(2,1)] gLALQabcdeffnwrfglk reducible gLALQabcdeffnwrfglr reducible gLALQabcdeffnwrfgmb SFS[D(3,1)(2,1)] gLALQabcdeffnwrfgmj reducible gLALQabcdeffnwrfgmn SFS[D(3,1)(2,1)] gLALQabcdeffnwrfghc SFS[D(3,1)(2,1)] gLALQabcdeffnwrrgmb toroidal gLALQabcdeffnwrkgmb SFS[D(3,1)(2,1)] gLALQabcdeffnwrfgdc SFS[D(3,1)(2,1)] gLALQabcdeffnwrfgdj reducible gLALQabcdeffnwrfgdw SFS[D(3,1)(2,1)] gLALQabcdeffnwrfgeb SFS[D(3,1)(2,1)] gLALQabcdeffnwrrgeb toroidal gLALQabcdeffnwrkgeb SFS[D(3,1)(2,1)] gLAzQabcdeffjrwggtk reducible gLAzQabcdeffjrwggtj reducible gLAzQabcdeffjrwgglk reducible gLAzQabcdeffjrwgglj reducible gLAzQabcdeffjrwggmr reducible gLAzQabcdeffjrwggmn reducible gLAzQabcdeffjrwgger reducible gLAzQabcdeffjrwggen reducible gLAzQabcdeffjrwgjmo toroidal gLAzQabcdeffjrwgkmo toroidal gLAzQabcdeffjrwggiw reducible gLAzQabcdeffjrwggij reducible gLAzQabcdeffjrwgguw reducible gLAzQabcdeffjrwgguj reducible gLAzQabcdeffjrwgjic toroidal gLAzQabcdeffjrwgkic toroidal gLAzQabcdeffjrwkgtg SFS[D(5,4)(3,1)] gLAzQabcdeffjrwkglg SFS[D(5,4)(3,1)] gLAzQabcdeffjrwjgtg SFS[D(5,1)(3,1)] gLAzQabcdeffjrwjglg SFS[D(5,1)(3,1)] gLAzQabcdeffjrwgoik reducible gLAzQabcdeffjrwgoij reducible gLAzQabcdeffjrwgopo SFS[D(3,1)(2,1)] gLAzQabcdeffjrwgopr reducible gLAzQabcdeffjrwgopn SFS[D(3,1)(2,1)] gLAzQabcdeffjrwgouo SFS[D(3,1)(2,1)] gLAzQabcdeffjrwgruo toroidal gLAzQabcdeffjrwgnuo SFS[D(3,1)(2,1)] gLAzQabcdeffjrwgotc SFS[D(3,1)(2,1)] gLAzQabcdeffjrwgotw reducible gLAzQabcdeffjrwgotj SFS[D(3,1)(2,1)] gLAzQabcdeffjrwgohc SFS[D(3,1)(2,1)] gLAzQabcdeffjrwgrtc toroidal gLAzQabcdeffjrwgntc SFS[D(3,1)(2,1)] gLAzQabcdeffjrjfglk reducible gLAzQabcdeffjrjfglr reducible gLAzQabcdeffjrjfgmj reducible gLAzQabcdeffjrjfgds reducible gLAzQabcdeffjrjfjdv SFS[D(5,1)(2,1)] gLAzQabcdeffjrjfjig SFS[D(5,1)(2,1)] gLAzQacbdeffjcncomw reducible gLAzQacbdeffjcncomj reducible gLAzQacbdeffjcncoun reducible gLAzQacbdeffjcncodk reducible gLAzQacbdeffjcncndg SFS[D(3,1)(2,1)] gLAzQacbdeffjcncnpo SFS[D(3,1)(2,1)] gLALQacbdfefjcnbdcj reducible gLALQacbdfefjcnbdcn reducible gLALQacbdfefjcnbmcv SFS[D(3,1)(3,1)] gLALQacbdfefjcnbmcw reducible gLALQacbdfefjcnbmcs SFS[D(3,1)(3,1)] gLALQacbdfefjcnbxco SFS[D(3,1)(3,1)] gLALQacbdfefjcnnmcv toroidal gLALQacbdfefjcnjmcv SFS[D(3,1)(3,1)] gLALQacbdfefjcnbuco SFS[D(3,1)(3,1)] gLALQacbdfefjcnbucr reducible gLALQacbdfefjcnbucn SFS[D(3,1)(3,1)] gLALQacbdfefjcnbpcv SFS[D(3,1)(3,1)] gLALQacbdfefjcnnpcv toroidal gLALQacbdfefjcnjpcv SFS[D(3,1)(3,1)] gLAzQacbdfefjcncicn reducible gLAzQacbdfefjcncicr reducible gLAzQacbdfefjcncmcj reducible gLAzQacbdfefjcncmck reducible gLAzQacbdfefjcncdcw reducible gLAzQacbdfefjcncdcj reducible gLAzQacbdfefjcncpcj reducible gLAzQacbdfefjcncpck reducible gLAzQacbdfefjcnjdcc toroidal gLAzQacbdfefjcnwdcc toroidal gLAzQacbdfefjcncecj reducible gLAzQacbdfefjcncecw reducible gLAzQacbdfefjcnclcr reducible gLAzQacbdfefjcnclcn reducible gLAzQacbdfefjcnjecc toroidal gLAzQacbdfefjcnwecc toroidal gLAzQacbdfefjcnciwo SFS[D(3,1)(3,2)] gLAzQacbdfefjcncmwg SFS[D(3,1)(3,2)] gLAzQacbdfefjcncijo SFS[D(3,1)(3,1)] gLAzQacbdfefjcncmjg SFS[D(3,1)(3,1)] gLALQacbdfefjfnbefj reducible gLALQacbdfefjfnbefn reducible gLALQacbdfefjfnbpfv SFS[D(3,1)(3,1)] gLALQacbdfefjfnbpfw reducible gLALQacbdfefjfnbpfs SFS[D(3,1)(3,1)] gLALQacbdfefjfnbufo SFS[D(3,1)(3,1)] gLALQacbdfefjfnjufo toroidal gLALQacbdfefjfnnufo SFS[D(3,1)(3,1)] gLALQacbdfefjfnbtfo SFS[D(3,1)(3,1)] gLALQacbdfefjfnbtfr reducible gLALQacbdfefjfnbtfn SFS[D(3,1)(3,1)] gLALQacbdfefjfnbqfv SFS[D(3,1)(3,1)] gLALQacbdfefjfnjtfo toroidal gLALQacbdfefjfnntfo SFS[D(3,1)(3,1)] gLAzQacbdeffjcncgij reducible gLAzQacbdeffjcncgiw reducible gLAzQacbdeffjcncgtk reducible gLAzQacbdeffjcncgen reducible gLAzQacbdeffjcnckeo SFS[D(3,1)(2,1)] gLAzQacbdeffjcncklg SFS[D(3,1)(2,1)] gLAzQacbdfefjcjcicr reducible gLAzQacbdfefjcjcicn reducible gLAzQacbdfefjcjcdcw reducible gLAzQacbdfefjcjcdcj reducible gLAzQacbdfefjcjclcr reducible gLAzQacbdfefjcjclcn reducible gLAzQacbdfefjcjjecc toroidal gLAzQacbdfefjcjjdcc toroidal gLAzQacbdfefjcjciwo toroidal gLAzQacbdfefjcjcijo toroidal gLALQacbdfefjcjbdcn reducible gLALQacbdfefjcjbdcj reducible gLALQacbdfefjcjbuco SFS[D(3,1)(3,2)] gLALQacbdfefjcjbucr reducible gLALQacbdfefjcjbucn SFS[D(3,1)(3,2)] gLALQacbdfefjcjbpcv SFS[D(3,1)(3,2)] gLALQacbdfefjcjnpcv toroidal gLALQacbdfefjcjjpcv SFS[D(3,1)(3,2)] gLALQacbdfefjcjbmcv SFS[D(3,1)(3,2)] gLALQacbdfefjcjbmcw reducible gLALQacbdfefjcjbmcs SFS[D(3,1)(3,2)] gLALQacbdfefjcjbxco SFS[D(3,1)(3,2)] gLALQacbdfefjcjnmcv toroidal gLALQacbdfefjcjjmcv SFS[D(3,1)(3,2)] gLAzQacbdeffjcjcgij reducible gLAzQacbdeffjcjcgiw reducible gLAzQacbdeffjcjcgtg SFS[D(2,1)(2,1)] gLAzQacbdeffjcjcgtk reducible gLAzQacbdeffjcjcgtj SFS[D(2,1)(2,1)] gLAzQacbdeffjcjcgxo SFS[D(2,1)(2,1)] gLAzQacbdeffjcjcgeo SFS[D(2,1)(2,1)] gLAzQacbdeffjcjcgen reducible gLAzQacbdeffjcjcger SFS[D(2,1)(2,1)] gLAzQacbdeffjcjcglg SFS[D(2,1)(2,1)] gLAzQacbdeffjcjckeo toroidal gLAzQacbdeffjcjcklg toroidal gLAzQacbdeffjcjcjeo SFS[D(2,1)(2,1)] gLAzQacbdeffjcjcjlg SFS[D(2,1)(2,1)] gLALQacbdeffjgnfglk reducible gLALQacbdeffjgnfglr reducible gLALQacbdeffjgnfgmj reducible gLALQacbdeffjgnrgmb SFS[D(3,1)(2,1)] gLALQacbdeffjgnfgdj reducible gLALQacbdeffjgnrgeb SFS[D(3,1)(2,1)] gLAzQacbdeffjgnggiw reducible gLAzQacbdeffjgnggij reducible gLAzQacbdeffjgnggmn reducible gLAzQacbdeffjgnggmr reducible gLAzQacbdeffjgngkic SFS[D(3,1)(3,1)] gLAzQacbdeffjgngjic SFS[D(3,1)(3,2)] gLAzQacbdeffjgngger reducible gLAzQacbdeffjgnggen reducible gLAzQacbdeffjgngkmo SFS[D(3,1)(3,1)] gLAzQacbdeffjgngjmo SFS[D(3,1)(3,2)] gLALQacbdeffngjfglr reducible gLALQacbdeffngjfglk reducible gLALQacbdeffngjfgdj reducible gLALQacbdeffngjrgeb SFS[D(3,1)(2,1)] gLALQacbdeffngjfgmj reducible gLALQacbdeffngjrgmb SFS[D(3,1)(2,1)] gLAzQacbdeffjgjgglk reducible gLAzQacbdeffjgjgglj reducible gLAzQacbdeffjgjggiw reducible gLAzQacbdeffjgjggij reducible gLAzQacbdeffjgjgger reducible gLAzQacbdeffjgjggen reducible gLAzQacbdeffjgjgjic toroidal gLAzQacbdeffjgjgjmo toroidal gLAzQacbdeffjgjjglg reducible gLAzQacbdeffjgjjgtg reducible gLALQacbdeffngnfglr reducible gLALQacbdeffngnfglk reducible gLALQacbdeffngnfgdc SFS[D(2,1)(2,1)] gLALQacbdeffngnfgdj reducible gLALQacbdeffngnfgdw SFS[D(2,1)(2,1)] gLALQacbdeffngnfgeb SFS[D(2,1)(2,1)] gLALQacbdeffngnrgeb toroidal gLALQacbdeffngnkgeb SFS[D(2,1)(2,1)] gLALQacbdeffngnfgmb SFS[D(2,1)(2,1)] gLALQacbdeffngnfgmj reducible gLALQacbdeffngnfgmn SFS[D(2,1)(2,1)] gLALQacbdeffngnfghc SFS[D(2,1)(2,1)] gLALQacbdeffngnrgmb toroidal gLALQacbdeffngnkgmb SFS[D(2,1)(2,1)] gLALQacbdeffjgjfglr reducible gLALQacbdeffjgjfglk reducible gLALQacbdeffjgjfgdj reducible gLALQacbdeffjgjfgmj reducible gLALQacbdeffjgjrgmb reducible gLALQacbdeffjgjrgeb reducible gLAzQacbdfefjfjflfw reducible gLAzQacbdfefjfjflfs reducible gLAzQacbdfefjfjfdfk reducible gLAzQacbdfefjfjfdfr reducible gLAzQacbdfefjfjfifw reducible gLAzQacbdfefjfjfifs reducible gLAzQacbdfefjfjkdff toroidal gLAzQacbdfefjfjkeff toroidal gLAzQacbdfefjfjflrv reducible gLAzQacbdfefjfjflkv reducible gLALQacbdfefjfjbefj reducible gLALQacbdfefjfjbefn reducible gLALQacbdfefjfjbpfv SFS[D(3,1)(3,2)] gLALQacbdfefjfjbpfw reducible gLALQacbdfefjfjbpfs SFS[D(3,1)(3,2)] gLALQacbdfefjfjbufo SFS[D(3,1)(3,2)] gLALQacbdfefjfjjufo toroidal gLALQacbdfefjfjnufo SFS[D(3,1)(3,2)] gLALQacbdfefjfjbtfo SFS[D(3,1)(3,2)] gLALQacbdfefjfjbtfr reducible gLALQacbdfefjfjbtfn SFS[D(3,1)(3,2)] gLALQacbdfefjfjbqfv SFS[D(3,1)(3,2)] gLALQacbdfefjfjjtfo toroidal gLALQacbdfefjfjntfo SFS[D(3,1)(3,2)] gLAzQacbdeffjfjfglk reducible gLAzQacbdeffjfjfglr reducible gLAzQacbdeffjfjfgmj reducible gLAzQacbdeffjfjfgds reducible gLAzQacbdeffjfjfjdv reducible gLAzQacbdeffjfjfjig reducible gLALQabcdeffjkwfglr reducible gLALQabcdeffjkwfglk reducible gLALQabcdeffjkwfgdj reducible gLALQabcdeffjkwfgmj reducible gLALQabcdeffjkwrgmb SFS[D(7,2)(2,1)] gLALQabcdeffjkwrgeb SFS[D(7,2)(2,1)] gLALQabcdeffnjrfglk reducible gLALQabcdeffnjrfglr reducible gLALQabcdeffnjrfgmb SFS[D(3,1)(2,1)] gLALQabcdeffnjrfgmj reducible gLALQabcdeffnjrfgmn SFS[D(3,1)(2,1)] gLALQabcdeffnjrfghc SFS[D(3,1)(2,1)] gLALQabcdeffnjrrgmb toroidal gLALQabcdeffnjrkgmb SFS[D(3,1)(2,1)] gLALQabcdeffnjrfgdc SFS[D(3,1)(2,1)] gLALQabcdeffnjrfgdj reducible gLALQabcdeffnjrfgdw SFS[D(3,1)(2,1)] gLALQabcdeffnjrfgeb SFS[D(3,1)(2,1)] gLALQabcdeffnjrrgeb toroidal gLALQabcdeffnjrkgeb SFS[D(3,1)(2,1)] gLAzQabcdeffjkwggtk reducible gLAzQabcdeffjkwggtj reducible gLAzQabcdeffjkwgglk reducible gLAzQabcdeffjkwgglj reducible gLAzQabcdeffjkwggmr reducible gLAzQabcdeffjkwggmn reducible gLAzQabcdeffjkwgger reducible gLAzQabcdeffjkwggen reducible gLAzQabcdeffjkwgjmo toroidal gLAzQabcdeffjkwgkmo toroidal gLAzQabcdeffjkwggiw reducible gLAzQabcdeffjkwggij reducible gLAzQabcdeffjkwgguw reducible gLAzQabcdeffjkwgguj reducible gLAzQabcdeffjkwgjic toroidal gLAzQabcdeffjkwgkic toroidal gLAzQabcdeffjkwkgtg SFS[D(7,5)(3,1)] gLAzQabcdeffjkwkglg SFS[D(7,5)(3,1)] gLAzQabcdeffjkwjgtg SFS[D(7,2)(3,1)] gLAzQabcdeffjkwjglg SFS[D(7,2)(3,1)] gLAzQabcdeffjkwgoik reducible gLAzQabcdeffjkwgoij reducible gLAzQabcdeffjkwgopo SFS[D(3,1)(2,1)] gLAzQabcdeffjkwgopr reducible gLAzQabcdeffjkwgopn SFS[D(3,1)(2,1)] gLAzQabcdeffjkwgouo SFS[D(3,1)(2,1)] gLAzQabcdeffjkwgruo toroidal gLAzQabcdeffjkwgnuo SFS[D(3,1)(2,1)] gLAzQabcdeffjkwgotc SFS[D(3,1)(2,1)] gLAzQabcdeffjkwgotw reducible gLAzQabcdeffjkwgotj SFS[D(3,1)(2,1)] gLAzQabcdeffjkwgohc SFS[D(3,1)(2,1)] gLAzQabcdeffjkwgrtc toroidal gLAzQabcdeffjkwgntc SFS[D(3,1)(2,1)] gLAzQabcdeffjkwvgtw reducible gLAzQabcdeffjkwvgts reducible gLAzQabcdeffjkwvgpn reducible gLAzQabcdeffjkwvgin reducible gLAzQabcdeffjkwwgib SFS[D(7,2)(2,1)] gLAzQabcdeffjkwwgub SFS[D(7,2)(2,1)] gLALQabcdeffnkwfglr reducible gLALQabcdeffnkwfglk reducible gLALQabcdeffnkwfgdc SFS[D(2,1)(2,1)] gLALQabcdeffnkwfgdj reducible gLALQabcdeffnkwfgdw SFS[D(2,1)(2,1)] gLALQabcdeffnkwfghc SFS[D(2,1)(2,1)] gLALQabcdeffnkwfgmb SFS[D(2,1)(2,1)] gLALQabcdeffnkwfgmj reducible gLALQabcdeffnkwfgmn SFS[D(2,1)(2,1)] gLALQabcdeffnkwfgeb SFS[D(2,1)(2,1)] gLALQabcdeffnkwrgmb toroidal gLALQabcdeffnkwrgeb toroidal gLALQabcdeffnkwkgmb SFS[D(2,1)(2,1)] gLALQabcdeffnkwkgeb SFS[D(2,1)(2,1)] gLALQabcdeffjjrfglk reducible gLALQabcdeffjjrfglr reducible gLALQabcdeffjjrfgmj reducible gLALQabcdeffjjrrgmb SFS[D(8,3)(2,1)] gLALQabcdeffjjrfgdj reducible gLALQabcdeffjjrrgeb SFS[D(8,3)(2,1)] gLAzQabcdeffjjrggiw reducible gLAzQabcdeffjjrggij reducible gLAzQabcdeffjjrggmn reducible gLAzQabcdeffjjrggmr reducible gLAzQabcdeffjjrgglj reducible gLAzQabcdeffjjrgglk reducible gLAzQabcdeffjjrggen reducible gLAzQabcdeffjjrgger reducible gLAzQabcdeffjjrkglg SFS[D(8,3)(3,1)] gLAzQabcdeffjjrjglg SFS[D(8,3)(3,1)] gLAzQabcdeffjjrggtk reducible gLAzQabcdeffjjrggtj reducible gLAzQabcdeffjjrgguj reducible gLAzQabcdeffjjrgguw reducible gLAzQabcdeffjjrkgtg SFS[D(8,3)(3,1)] gLAzQabcdeffjjrjgtg SFS[D(8,3)(3,1)] gLAzQabcdeffjjrgjic toroidal gLAzQabcdeffjjrgjmo toroidal gLAzQabcdeffjjrgkic toroidal gLAzQabcdeffjjrgkmo toroidal gLAzQabcdeffjjrvgtw reducible gLAzQabcdeffjjrvgts reducible gLAzQabcdeffjjrvgpn reducible gLAzQabcdeffjjrwgub SFS[D(8,3)(2,1)] gLAzQabcdeffjjrvgin reducible gLAzQabcdeffjjrwgib SFS[D(8,3)(2,1)] gLAzQabcdeffjjkcgij reducible gLAzQabcdeffjjkcgiw reducible gLAzQabcdeffjjkcgtg SFS[D(2,1)(2,1)] gLAzQabcdeffjjkcgtk reducible gLAzQabcdeffjjkcgtj SFS[D(2,1)(2,1)] gLAzQabcdeffjjkcgxo SFS[D(2,1)(2,1)] gLAzQabcdeffjjkcgeo SFS[D(2,1)(2,1)] gLAzQabcdeffjjkcgen reducible gLAzQabcdeffjjkcger SFS[D(2,1)(2,1)] gLAzQabcdeffjjkcglg SFS[D(2,1)(2,1)] gLAzQabcdeffjjkckeo toroidal gLAzQabcdeffjjkcklg toroidal gLAzQabcdeffjjkcjeo SFS[D(2,1)(2,1)] gLAzQabcdeffjjkcjlg SFS[D(2,1)(2,1)] gLAzQabcdeffjwrvgtw reducible gLAzQabcdeffjwrvgts reducible gLAzQabcdeffjwrvgpn reducible gLAzQabcdeffjwrvgin reducible gLAzQabcdeffjwrwgib SFS[D(7,3)(2,1)] gLAzQabcdeffjwrwgub SFS[D(7,3)(2,1)] gLAzQabcdeffjkjfglr reducible gLAzQabcdeffjkjfglk reducible gLAzQabcdeffjkjfgds reducible gLAzQabcdeffjkjfjdv SFS[D(7,2)(2,1)] gLAzQabcdeffjkjfgmj reducible gLAzQabcdeffjkjfjig SFS[D(7,2)(2,1)] gLAzQabcdeffjwrgglj reducible gLAzQabcdeffjwrgglk reducible gLAzQabcdeffjwrggtj reducible gLAzQabcdeffjwrggtk reducible gLAzQabcdeffjwrggiw reducible gLAzQabcdeffjwrggij reducible gLAzQabcdeffjwrgguw reducible gLAzQabcdeffjwrgguj reducible gLAzQabcdeffjwrgkic SFS[D(7,2)(3,1)] gLAzQabcdeffjwrgjic SFS[D(7,5)(3,1)] gLAzQabcdeffjwrggmr reducible gLAzQabcdeffjwrggmn reducible gLAzQabcdeffjwrgger reducible gLAzQabcdeffjwrggen reducible gLAzQabcdeffjwrgkmo SFS[D(7,2)(3,1)] gLAzQabcdeffjwrgjmo SFS[D(7,5)(3,1)] gLAzQabcdeffjwrjglg SFS[D(7,3)(3,1)] gLAzQabcdeffjwrjgtg SFS[D(7,3)(3,1)] gLAzQabcdeffjwrkglg SFS[D(7,4)(3,1)] gLAzQabcdeffjwrkgtg SFS[D(7,4)(3,1)] gLALQabcdeffnrwfglr reducible gLALQabcdeffnrwfglk reducible gLALQabcdeffnrwfgdj reducible gLALQabcdeffnrwrgeb SFS[D(7,2)(2,1)] gLALQabcdeffnrwfgmj reducible gLALQabcdeffnrwrgmb SFS[D(7,2)(2,1)] gLALQabcdeffjwrfglr reducible gLALQabcdeffjwrfglk reducible gLALQabcdeffjwrfgdj reducible gLALQabcdeffjwrfgmj reducible gLALQabcdeffjwrrgmb SFS[D(7,3)(2,1)] gLALQabcdeffjwrrgeb SFS[D(7,3)(2,1)] gLAzQabcdeffjwofvtr reducible gLAzQabcdeffjwofvtk reducible gLAzQabcdeffjwofvps reducible gLAzQabcdeffjwofvej reducible gLAzQabcdeffjwofseg SFS[D(7,3)(2,1)] gLAzQabcdeffjwofsuv SFS[D(7,3)(2,1)] gLALQabcdfefjwobefn reducible gLALQabcdfefjwobefj reducible gLALQabcdfefjwobtfo SFS[D(3,1)(2,1)] gLALQabcdfefjwobtfr reducible gLALQabcdfefjwobtfn SFS[D(3,1)(2,1)] gLALQabcdfefjwobqfv SFS[D(3,1)(2,1)] gLALQabcdfefjwojtfo toroidal gLALQabcdfefjwontfo SFS[D(3,1)(2,1)] gLALQabcdfefjwobpfv SFS[D(3,1)(2,1)] gLALQabcdfefjwobpfw reducible gLALQabcdfefjwobpfs SFS[D(3,1)(2,1)] gLALQabcdfefjwobufo SFS[D(3,1)(2,1)] gLALQabcdfefjwojufo toroidal gLALQabcdfefjwonufo SFS[D(3,1)(2,1)] gLAzQabcdfefjkvcdcw reducible gLAzQabcdfefjkvcdcj reducible gLAzQabcdfefjkvcecw reducible gLAzQabcdfefjkvcecj reducible gLAzQabcdfefjkvcicn reducible gLAzQabcdfefjkvcicr reducible gLAzQabcdfefjkvclcn reducible gLAzQabcdfefjkvclcr reducible gLAzQabcdfefjkvcijo toroidal gLAzQabcdfefjkvciwo toroidal gLAzQabcdfefjkvcmck reducible gLAzQabcdfefjkvcmcj reducible gLAzQabcdfefjkvcpck reducible gLAzQabcdfefjkvcpcj reducible gLAzQabcdfefjkvcmjg toroidal gLAzQabcdfefjkvcmwg toroidal gLAzQabcdfefjkvwdcc SFS[D(7,4)(3,1)] gLAzQabcdfefjkvwecc SFS[D(7,4)(3,1)] gLAzQabcdfefjkvjdcc SFS[D(7,3)(3,1)] gLAzQabcdfefjkvjecc SFS[D(7,3)(3,1)] gLAzQabcdeffjkvcomw reducible gLAzQabcdeffjkvcomj reducible gLAzQabcdeffjkvcouo SFS[D(3,1)(2,1)] gLAzQabcdeffjkvcoun reducible gLAzQabcdeffjkvcour SFS[D(3,1)(2,1)] gLAzQabcdeffjkvcopo SFS[D(3,1)(2,1)] gLAzQabcdeffjkvcnpo toroidal gLAzQabcdeffjkvcrpo SFS[D(3,1)(2,1)] gLAzQabcdeffjkvcodg SFS[D(3,1)(2,1)] gLAzQabcdeffjkvcodk reducible gLAzQabcdeffjkvcodj SFS[D(3,1)(2,1)] gLAzQabcdeffjkvcoxg SFS[D(3,1)(2,1)] gLAzQabcdeffjkvcndg toroidal gLAzQabcdeffjkvcrdg SFS[D(3,1)(2,1)] gLALQabcdfefjkvbdcn reducible gLALQabcdfefjkvbdcj reducible gLALQabcdfefjkvbucr reducible gLALQabcdfefjkvbmcw reducible gLALQabcdfefjkvnmcv SFS[D(7,3)(2,1)] gLALQabcdfefjkvnpcv SFS[D(7,3)(2,1)] gLALQabcdfefjjobefn reducible gLALQabcdfefjjobefj reducible gLALQabcdfefjjobtfr reducible gLALQabcdfefjjojtfo SFS[D(8,3)(2,1)] gLALQabcdfefjjobpfw reducible gLALQabcdfefjjojufo SFS[D(8,3)(2,1)] gLAzQabcdfefjjofefr reducible gLAzQabcdfefjjofefk reducible gLAzQabcdfefjjofdfr reducible gLAzQabcdfefjjofdfk reducible gLAzQabcdfefjjoflkv SFS[D(8,3)(3,1)] gLAzQabcdfefjjoflrv SFS[D(8,3)(3,1)] gLAzQabcdfefjjofifw reducible gLAzQabcdfefjjofifs reducible gLAzQabcdfefjjoftkg SFS[D(8,3)(3,1)] gLAzQabcdfefjjoftrg SFS[D(8,3)(3,1)] gLAzQabcdeffjjofvtr reducible gLAzQabcdeffjjofvtk reducible gLAzQabcdeffjjofvps reducible gLAzQabcdeffjjofsuv SFS[D(8,3)(2,1)] gLAzQabcdeffjjofvej reducible gLAzQabcdeffjjofseg SFS[D(8,3)(2,1)] gLALQacbdeffbjnbotj reducible gLALQacbdeffbjnbotn reducible gLALQacbdeffbjnboiv reducible gLALQacbdeffbjnboiw reducible gLALQacbdeffbjnbois reducible gLALQacbdeffbjnbolo reducible gLALQacbdeffbjnboeo reducible gLALQacbdeffbjnboer reducible gLALQacbdeffbjnboen reducible gLALQacbdeffbjnboxv reducible gLAzQacbdeffjnbggaj reducible gLAzQacbdeffjnbggak reducible gLAzQacbdeffjnbggqw reducible gLAzQacbdeffjnbggxr reducible gLAzQacbdeffbjnfgur reducible gLAzQacbdeffbjnfguk reducible gLAzQacbdeffbjnfgms reducible gLAzQacbdeffbjnfgdj reducible gLAzQacbdeffbcncomw reducible gLAzQacbdeffbcncomj reducible gLAzQacbdeffbcncoun reducible gLAzQacbdeffbcncodk reducible gLAzQacbdeffbcncndg SFS[D(3,1)(2,1)] gLAzQacbdeffbcncnpo SFS[D(3,1)(2,1)] gLALQacbdfefbcnbdcj reducible gLALQacbdfefbcnbdcn reducible gLALQacbdfefbcnbmcv reducible gLALQacbdfefbcnbmcw reducible gLALQacbdfefbcnbmcs reducible gLALQacbdfefbcnbxco reducible gLALQacbdfefbcnnmcv reducible gLALQacbdfefbcnjmcv reducible gLALQacbdfefbcnbuco reducible gLALQacbdfefbcnbucr reducible gLALQacbdfefbcnbucn reducible gLALQacbdfefbcnbpcv reducible gLALQacbdfefbcnnpcv reducible gLALQacbdfefbcnjpcv reducible gLAzQacbdfefbcncicn reducible gLAzQacbdfefbcncicr reducible gLAzQacbdfefbcncmcj reducible gLAzQacbdfefbcncmck reducible gLAzQacbdfefbcncdcw reducible gLAzQacbdfefbcncdcj reducible gLAzQacbdfefbcncpcj reducible gLAzQacbdfefbcncpck reducible gLAzQacbdfefbcnjdcc reducible gLAzQacbdfefbcnwdcc reducible gLAzQacbdfefbcncecj reducible gLAzQacbdfefbcncecw reducible gLAzQacbdfefbcnclcr reducible gLAzQacbdfefbcnclcn reducible gLAzQacbdfefbcnjecc reducible gLAzQacbdfefbcnwecc reducible gLAzQacbdfefbcnciwo SFS[D(3,1)(3,1)] gLAzQacbdfefbcncmwg SFS[D(3,1)(3,1)] gLAzQacbdfefbcncijo SFS[D(3,1)(3,2)] gLAzQacbdfefbcncmjg SFS[D(3,1)(3,2)] gLALQacbdfefjfbbefj reducible gLALQacbdfefjfbbefn reducible gLALQacbdfefjfbbpfv reducible gLALQacbdfefjfbbpfw reducible gLALQacbdfefjfbbpfs reducible gLALQacbdfefjfbbufo reducible gLALQacbdfefjfbjufo reducible gLALQacbdfefjfbnufo reducible gLALQacbdfefjfbbtfo reducible gLALQacbdfefjfbbtfr reducible gLALQacbdfefjfbbtfn reducible gLALQacbdfefjfbbqfv reducible gLALQacbdfefjfbjtfo reducible gLALQacbdfefjfbntfo reducible gLAzQacbdeffbcncgij reducible gLAzQacbdeffbcncgiw reducible gLAzQacbdeffbcncgtk reducible gLAzQacbdeffbcncgen reducible gLAzQacbdeffbcnckeo SFS[D(3,1)(2,1)] gLAzQacbdeffbcncklg SFS[D(3,1)(2,1)] gLAzQacbdeffbrjcvhj reducible gLAzQacbdeffbrjcvhw reducible gLAzQacbdeffbrjcvxk reducible gLAzQacbdeffbrjcvan reducible gLAzQacbdfefbrjfafr reducible gLAzQacbdfefbrjfafk reducible gLAzQacbdfefbrjfhfs reducible gLAzQacbdfefbrjfxfj reducible gLALQacbdeffbrjbgxj reducible gLALQacbdeffbrjbgxn reducible gLALQacbdeffbrjbghv reducible gLALQacbdeffbrjbghw reducible gLALQacbdeffbrjbghs reducible gLALQacbdeffbrjbgio reducible gLALQacbdeffbrjbgao reducible gLALQacbdeffbrjbgar reducible gLALQacbdeffbrjbgan reducible gLALQacbdeffbrjbguv reducible gLALQacbdeffbjjbotj reducible gLALQacbdeffbjjbotn reducible gLALQacbdeffbjjboiv reducible gLALQacbdeffbjjboiw reducible gLALQacbdeffbjjbois reducible gLALQacbdeffbjjbolo reducible gLALQacbdeffbjjboeo reducible gLALQacbdeffbjjboer reducible gLALQacbdeffbjjboen reducible gLALQacbdeffbjjboxv reducible gLAzQacbdeffjsbggak reducible gLAzQacbdeffjsbggaj reducible gLAzQacbdeffjsbggxr reducible gLAzQacbdeffjsbggqw reducible gLAzQacbdeffbjjfgur reducible gLAzQacbdeffbjjfguk reducible gLAzQacbdeffbjjfgms reducible gLAzQacbdeffbjjfgdj reducible gLAzQacbdeffbcjcomw reducible gLAzQacbdeffbcjcomj reducible gLAzQacbdeffbcjcoun reducible gLAzQacbdeffbcjcodk reducible gLAzQacbdeffbcjcndg SFS[D(3,1)(2,1)] gLAzQacbdeffbcjcnpo SFS[D(3,1)(2,1)] gLALQacbdfefbcjbdcj reducible gLALQacbdfefbcjbdcn reducible gLALQacbdfefbcjbmcv reducible gLALQacbdfefbcjbmcw reducible gLALQacbdfefbcjbmcs reducible gLALQacbdfefbcjbxco reducible gLALQacbdfefbcjnmcv reducible gLALQacbdfefbcjjmcv reducible gLALQacbdfefbcjbuco reducible gLALQacbdfefbcjbucr reducible gLALQacbdfefbcjbucn reducible gLALQacbdfefbcjbpcv reducible gLALQacbdfefbcjnpcv reducible gLALQacbdfefbcjjpcv reducible gLAzQacbdfefbcjcicn reducible gLAzQacbdfefbcjcicr reducible gLAzQacbdfefbcjcmcj reducible gLAzQacbdfefbcjcmck reducible gLAzQacbdfefbcjcdcw reducible gLAzQacbdfefbcjcdcj reducible gLAzQacbdfefbcjcpcj reducible gLAzQacbdfefbcjcpck reducible gLAzQacbdfefbcjjdcc reducible gLAzQacbdfefbcjwdcc reducible gLAzQacbdfefbcjcecj reducible gLAzQacbdfefbcjcecw reducible gLAzQacbdfefbcjclcr reducible gLAzQacbdfefbcjclcn reducible gLAzQacbdfefbcjjecc reducible gLAzQacbdfefbcjwecc reducible gLAzQacbdfefbcjciwo SFS[D(3,1)(3,2)] gLAzQacbdfefbcjcmwg SFS[D(3,1)(3,2)] gLAzQacbdfefbcjcijo SFS[D(3,1)(3,1)] gLAzQacbdfefbcjcmjg SFS[D(3,1)(3,1)] gLALQacbdfefjcbbdcn reducible gLALQacbdfefjcbbdcj reducible gLALQacbdfefjcbbuco reducible gLALQacbdfefjcbbucr reducible gLALQacbdfefjcbbucn reducible gLALQacbdfefjcbbpcv reducible gLALQacbdfefjcbnpcv reducible gLALQacbdfefjcbjpcv reducible gLALQacbdfefjcbbmcv reducible gLALQacbdfefjcbbmcw reducible gLALQacbdfefjcbbmcs reducible gLALQacbdfefjcbbxco reducible gLALQacbdfefjcbnmcv reducible gLALQacbdfefjcbjmcv reducible gLAzQacbdeffbcjcgij reducible gLAzQacbdeffbcjcgiw reducible gLAzQacbdeffbcjcgtk reducible gLAzQacbdeffbcjcgen reducible gLAzQacbdeffbcjckeo SFS[D(3,1)(2,1)] gLAzQacbdeffbcjcklg SFS[D(3,1)(2,1)] gLAzQacbdeffbrncvhj reducible gLAzQacbdeffbrncvhw reducible gLAzQacbdeffbrncvxk reducible gLAzQacbdeffbrncvan reducible gLAzQacbdfefbrnfafr reducible gLAzQacbdfefbrnfafk reducible gLAzQacbdfefbrnfhfs reducible gLAzQacbdfefbrnfxfj reducible gLALQacbdeffbrnbgxj reducible gLALQacbdeffbrnbgxn reducible gLALQacbdeffbrnbghv reducible gLALQacbdeffbrnbghw reducible gLALQacbdeffbrnbghs reducible gLALQacbdeffbrnbgio reducible gLALQacbdeffbrnbgao reducible gLALQacbdeffbrnbgar reducible gLALQacbdeffbrnbgan reducible gLALQacbdeffbrnbguv reducible gLALQacbdfefjgbflcj reducible gLALQacbdfefjgbflcn reducible gLALQacbdfefjgbfxcw reducible gLALQacbdfefjgbfxcj reducible gLALQacbdfefjgbfqck reducible gLALQacbdfefjgbfqcr reducible gLALQacbdfefjgbfucw reducible gLALQacbdfefjgbfucj reducible gLALQacbdfefjgbrqcf SFS[D(3,1)(3,2)] gLALQacbdfefjgbkqcf SFS[D(3,1)(3,1)] gLALQacbdfefjgbfmcr reducible gLALQacbdfefjgbfmck reducible gLALQacbdfefjgbfhcn reducible gLALQacbdfefjgbfhcj reducible gLALQacbdfefjgbrmcf SFS[D(3,1)(3,2)] gLALQacbdfefjgbkmcf SFS[D(3,1)(3,1)] gLALQacbdfefjgbflwb SFS[D(3,1)(3,1)] gLALQacbdfefjgbfxwc SFS[D(3,1)(3,1)] gLALQacbdfefjgbfljb SFS[D(3,1)(3,2)] gLALQacbdfefjgbfxjc SFS[D(3,1)(3,2)] gLALQacbdeffngbfglr reducible gLALQacbdeffngbfglk reducible gLALQacbdeffngbfgdj reducible gLALQacbdeffngbfkhc SFS[D(3,1)(2,1)] gLALQacbdeffngbfgmj reducible gLALQacbdeffngbfkmb SFS[D(3,1)(2,1)] gLALQacbdeffngbrgmb SFS[D(3,1)(2,1)] gLALQacbdeffngbrgeb SFS[D(3,1)(2,1)] gLALQacbdeffbgjfoxr reducible gLALQacbdeffbgjfoxk reducible gLALQacbdeffbgjfoqj reducible gLALQacbdeffbgjkoqc SFS[D(3,1)(2,1)] gLALQacbdeffbgjfoaj reducible gLALQacbdeffbgjkoec SFS[D(3,1)(2,1)] gLALQacbdeffbgjfnqc reducible gLALQacbdeffbgjfnub reducible gLALQacbdeffjgbfglk reducible gLALQacbdeffjgbfglr reducible gLALQacbdeffjgbfgmj reducible gLALQacbdeffjgbrgmb SFS[D(3,1)(2,1)] gLALQacbdeffjgbfgdj reducible gLALQacbdeffjgbrgeb SFS[D(3,1)(2,1)] gLALQacbdeffjgbfkmb SFS[D(3,1)(2,1)] gLALQacbdeffjgbfkhc SFS[D(3,1)(2,1)] gLAzQacbdeffbgjggmr reducible gLAzQacbdeffbgjggmn reducible gLAzQacbdeffbgjggij reducible gLAzQacbdeffbgjggiw reducible gLAzQacbdeffbgjggtk reducible gLAzQacbdeffbgjggtj reducible gLAzQacbdeffbgjgguj reducible gLAzQacbdeffbgjgguw reducible gLAzQacbdeffbgjjgtg SFS[D(3,1)(3,2)] gLAzQacbdeffbgjkgtg SFS[D(3,1)(3,1)] gLAzQacbdeffbgjgglj reducible gLAzQacbdeffbgjgglk reducible gLAzQacbdeffbgjggen reducible gLAzQacbdeffbgjgger reducible gLAzQacbdeffbgjjglg SFS[D(3,1)(3,2)] gLAzQacbdeffbgjkglg SFS[D(3,1)(3,1)] gLAzQacbdeffbgjgkmo SFS[D(3,1)(3,1)] gLAzQacbdeffbgjgkic SFS[D(3,1)(3,1)] gLAzQacbdeffbgjgjmo SFS[D(3,1)(3,2)] gLAzQacbdeffbgjgjic SFS[D(3,1)(3,2)] gLALQacbdeffbgjfglr reducible gLALQacbdeffbgjfglk reducible gLALQacbdeffbgjfgdj reducible gLALQacbdeffbgjrgeb SFS[D(3,1)(2,1)] gLALQacbdeffbgjfgmj reducible gLALQacbdeffbgjrgmb SFS[D(3,1)(2,1)] gLALQacbdeffbgjfkmb reducible gLALQacbdeffbgjfkhc reducible gLALQacbdeffbgnfoxr reducible gLALQacbdeffbgnfoxk reducible gLALQacbdeffbgnfoqj reducible gLALQacbdeffbgnfnqc reducible gLALQacbdeffbgnfoaj reducible gLALQacbdeffbgnfnub reducible gLALQacbdeffbgnkoqc SFS[D(3,1)(2,1)] gLALQacbdeffbgnkoec SFS[D(3,1)(2,1)] gLALQacbdeffbgnfglr reducible gLALQacbdeffbgnfglk reducible gLALQacbdeffbgnfgdj reducible gLALQacbdeffbgnfkhc reducible gLALQacbdeffbgnfgmj reducible gLALQacbdeffbgnfkmb reducible gLALQacbdeffbgnrgmb SFS[D(3,1)(2,1)] gLALQacbdeffbgnrgeb SFS[D(3,1)(2,1)] gLALQacbdfefbgjrqcf reducible gLALQacbdfefbgjkqcf reducible gLALQacbdfefbgjrmcf reducible gLALQacbdfefbgjkmcf reducible gLALQacbdfefbgjflwb reducible gLALQacbdfefbgjfxwc reducible gLALQacbdfefbgjfljb reducible gLALQacbdfefbgjfxjc reducible gLAzQacbdeffbnjvods reducible gLAzQacbdeffbnjvodw reducible gLAzQacbdeffbnjvomn reducible gLAzQacbdeffbnjvoln reducible gLAzQacbdeffbnjggak reducible gLAzQacbdeffbnjggaj reducible gLAzQacbdeffbnjggxr reducible gLAzQacbdeffbnjggqw reducible gLAzQacbdeffbnnvodw reducible gLAzQacbdeffbnnvods reducible gLAzQacbdeffbnnvoln reducible gLAzQacbdeffbnnvomn reducible gLAzQacbdeffbnnggaj reducible gLAzQacbdeffbnnggak reducible gLAzQacbdeffbnnggqw reducible gLAzQacbdeffbnnggxr reducible gLALQabcdeffbcknohb reducible gLALQabcdeffbckjohb reducible gLALQabcdeffbcknomb reducible gLALQabcdeffbckjomb reducible gLALQabcdeffbckbndv reducible gLALQabcdeffbckbnqo reducible gLALQabcdeffbckbrdv reducible gLALQabcdeffbckbrqo reducible gLALQabcdeffbfwfglr reducible gLALQabcdeffbfwfglk reducible gLALQabcdeffbfwfgdj reducible gLALQabcdeffbfwfkhc reducible gLALQabcdeffbfwfgmj reducible gLALQabcdeffbfwfkmb reducible gLALQabcdeffbfwfoxr reducible gLALQabcdeffbfwfoxk reducible gLALQabcdeffbfwfoqj reducible gLALQabcdeffbfwfnqc reducible gLALQabcdeffbfwfoaj reducible gLALQabcdeffbfwfnub reducible gLALQabcdeffbcrfglk reducible gLALQabcdeffbcrfglr reducible gLALQabcdeffbcrfgmj reducible gLALQabcdeffbcrfgdj reducible gLALQabcdeffbcrfkmb reducible gLALQabcdeffbcrfkhc reducible gLAzQabcdeffbcrvgtw reducible gLAzQabcdeffbcrvgts reducible gLAzQabcdeffbcrvgpn reducible gLAzQabcdeffbcrvgin reducible gLALQabcdeffbckbgqn reducible gLALQabcdeffbckbgqj reducible gLALQabcdeffbckbghr reducible gLALQabcdeffbckbgaw reducible gLALQabcdeffbckbjho reducible gLALQabcdeffbckbjlv reducible gLAzQabcdeffbckcgij reducible gLAzQabcdeffbckcgiw reducible gLAzQabcdeffbckcgtk reducible gLAzQabcdeffbckcgen reducible gLALQabcdeffbcbbotj reducible gLALQabcdeffbcbbotn reducible gLALQabcdeffbcbboiw reducible gLALQabcdeffbcbboer reducible gLALQabcdeffbcbbneo reducible gLALQabcdeffbcbbnxv reducible gLALQabcdeffbcbnnxv reducible gLALQabcdeffbcbjnxv reducible gLAzQabcdeffbcbcnan SFS[D(2,1)(2,1)] gLAzQabcdeffbcbcnxk SFS[D(2,1)(2,1)] gLAzQabcdeffbcbcnhj SFS[D(3,1)(2,1)] gLAzQabcdeffbcbcnhw SFS[D(3,1)(2,1)] gLAzQabcdeffbcbjnhc reducible gLAzQabcdeffbcbwnhc reducible gLALQabcdeffbccbgxj reducible gLALQabcdeffbccbgxn reducible gLALQabcdeffbccbghw reducible gLALQabcdeffbccbgar reducible gLALQabcdeffbccbjao reducible gLALQabcdeffbccbjuv reducible gLALQabcdeffbccjjao reducible gLALQabcdeffbccnjao reducible gLALQabcdfefbcbbqwv reducible gLALQabcdfefbcbbtwo reducible gLALQabcdfefbcbnqwv reducible gLALQabcdfefbcbjqwv reducible gLALQabcdfefbcbbqjv reducible gLALQabcdfefbcbbtjo reducible gLALQabcdfefbcbnqjv reducible gLALQabcdfefbcbjqjv reducible gLAzQabcdfefbcbcaww SFS[D(3,1)(3,2)] gLAzQabcdfefbcbcawj SFS[D(3,1)(3,1)] gLAzQabcdfefbcbjawc reducible gLAzQabcdfefbcbwawc reducible gLAzQabcdfefbcbchwn SFS[D(3,1)(2,1)] gLAzQabcdfefbcbcqwk SFS[D(3,1)(2,1)] gLAzQabcdfefbcbcajw SFS[D(3,1)(3,1)] gLAzQabcdfefbcbcajj SFS[D(3,1)(3,2)] gLAzQabcdfefbcbjajc reducible gLAzQabcdfefbcbwajc reducible gLAzQabcdfefbcbchjn SFS[D(3,1)(2,1)] gLAzQabcdfefbcbcqjk SFS[D(3,1)(2,1)] gLALQabcdfefbccbmkv reducible gLALQabcdfefbccbxko reducible gLALQabcdfefbccjxko reducible gLALQabcdfefbccnxko reducible gLALQabcdfefbccbmrv reducible gLALQabcdfefbccbxro reducible gLALQabcdfefbccjxro reducible gLALQabcdfefbccnxro reducible gLALQabcdeffbcbbgqn reducible gLALQabcdeffbcbbgqj reducible gLALQabcdeffbcbbghr reducible gLALQabcdeffbcbbgaw reducible gLALQabcdeffbcbbkav reducible gLALQabcdeffbcbbkpo reducible gLALQabcdeffbcbnkav reducible gLALQabcdeffbcbjkav reducible gLAzQabcdeffbcbckak SFS[D(2,1)(2,1)] gLAzQabcdeffbcbckxn SFS[D(2,1)(2,1)] gLAzQabcdeffbcbckqw SFS[D(3,1)(2,1)] gLAzQabcdeffbcbckqj SFS[D(3,1)(2,1)] gLAzQabcdeffbcbjkqc reducible gLAzQabcdeffbcbwkqc reducible gLALQabcdeffbccbvmn reducible gLALQabcdeffbccbvmj reducible gLALQabcdeffbccbvlr reducible gLALQabcdeffbccbvdw reducible gLALQabcdeffbccbsdv reducible gLALQabcdeffbccbsqo reducible gLALQabcdeffbccjsqo reducible gLALQabcdeffbccnsqo reducible gLALQabcdfefbcsbdcj reducible gLALQabcdfefbcsbdcn reducible gLALQabcdfefbcsbmcw reducible gLALQabcdfefbcsbucr reducible gLALQabcdfefbcsbuwo reducible gLALQabcdfefbcsbpwv reducible gLAzQabcdeffbcscomw reducible gLAzQabcdeffbcscomj reducible gLAzQabcdeffbcscoun reducible gLAzQabcdeffbcscodk reducible gLALQabcdeffbcsbgdr reducible gLALQabcdeffbcsbgdn reducible gLALQabcdeffbcsbgts reducible gLALQabcdeffbcsbgtw reducible gLALQabcdeffbcsbkdo reducible gLALQabcdeffbcsbjdo reducible gLALQabcdeffbcsbglw reducible gLALQabcdeffbcsbgls reducible gLALQabcdeffbcsbktv reducible gLALQabcdeffbcsbjtv reducible gLALQabcdeffbcsbotn reducible gLALQabcdeffbcsbotj reducible gLALQabcdeffbcsboer reducible gLALQabcdeffbcsbrlo reducible gLALQabcdeffbcsboiw reducible gLALQabcdeffbcsbriv reducible gLALQabcdeffjfwfglr reducible gLALQabcdeffjfwfglk reducible gLALQabcdeffjfwfgdj reducible gLALQabcdeffjfwfgmj reducible gLALQabcdeffjfwrgmb SFS[D(2,1)(2,1)] gLALQabcdeffjfwrgeb SFS[D(2,1)(2,1)] gLALQabcdeffncrfglk reducible gLALQabcdeffncrfglr reducible gLALQabcdeffncrfgmb reducible gLALQabcdeffncrfgmj reducible gLALQabcdeffncrfgmn reducible gLALQabcdeffncrfghc reducible gLALQabcdeffncrrgmb reducible gLALQabcdeffncrkgmb reducible gLALQabcdeffncrfgdc reducible gLALQabcdeffncrfgdj reducible gLALQabcdeffncrfgdw reducible gLALQabcdeffncrfgeb reducible gLALQabcdeffncrrgeb reducible gLALQabcdeffncrkgeb reducible gLAzQabcdeffjfwggtk reducible gLAzQabcdeffjfwggtj reducible gLAzQabcdeffjfwgglk reducible gLAzQabcdeffjfwgglj reducible gLAzQabcdeffjfwggmr reducible gLAzQabcdeffjfwggmn reducible gLAzQabcdeffjfwgger reducible gLAzQabcdeffjfwggen reducible gLAzQabcdeffjfwgjmo reducible gLAzQabcdeffjfwgkmo reducible gLAzQabcdeffjfwggiw reducible gLAzQabcdeffjfwggij reducible gLAzQabcdeffjfwgguw reducible gLAzQabcdeffjfwgguj reducible gLAzQabcdeffjfwgjic reducible gLAzQabcdeffjfwgkic reducible gLAzQabcdeffjfwkgtg SFS[D(3,1)(2,1)] gLAzQabcdeffjfwkglg SFS[D(3,1)(2,1)] gLAzQabcdeffjfwjgtg SFS[D(3,1)(2,1)] gLAzQabcdeffjfwjglg SFS[D(3,1)(2,1)] gLAzQabcdeffjfwgoik reducible gLAzQabcdeffjfwgoij reducible gLAzQabcdeffjfwgopo reducible gLAzQabcdeffjfwgopr reducible gLAzQabcdeffjfwgopn reducible gLAzQabcdeffjfwgouo reducible gLAzQabcdeffjfwgruo reducible gLAzQabcdeffjfwgnuo reducible gLAzQabcdeffjfwgotc reducible gLAzQabcdeffjfwgotw reducible gLAzQabcdeffjfwgotj reducible gLAzQabcdeffjfwgohc reducible gLAzQabcdeffjfwgrtc reducible gLAzQabcdeffjfwgntc reducible gLAzQabcdeffbrjfglk reducible gLAzQabcdeffbrjfglr reducible gLAzQabcdeffbrjfgmj reducible gLAzQabcdeffbrjfgds reducible gLAzQabcdeffbrjfjdv SFS[D(2,1)(2,1)] gLAzQabcdeffbrjfjig SFS[D(2,1)(2,1)] gLALQabcdeffjffbgqn reducible gLALQabcdeffjffbgqj reducible gLALQabcdeffjffbghr reducible gLALQabcdeffjffbgaw reducible gLAzQabcdfefbrbfafr reducible gLAzQabcdfefbrbfafk reducible gLAzQabcdfefbrbfhfs reducible gLAzQabcdfefbrbfxfj reducible gLALQabcdeffbrbbgxj reducible gLALQabcdeffbrbbgxn reducible gLALQabcdeffbrbbghv reducible gLALQabcdeffbrbbghw reducible gLALQabcdeffbrbbghs reducible gLALQabcdeffbrbbgio reducible gLALQabcdeffbrbbgao reducible gLALQabcdeffbrbbgar reducible gLALQabcdeffbrbbgan reducible gLALQabcdeffbrbbguv reducible gLALQabcdeffbrnbvmn reducible gLALQabcdeffbrnbvmj reducible gLALQabcdeffbrnbvlo reducible gLALQabcdeffbrnbvlr reducible gLALQabcdeffbrnbvln reducible gLALQabcdeffbrnbviv reducible gLALQabcdeffbrnbvdv reducible gLALQabcdeffbrnbvdw reducible gLALQabcdeffbrnbvds reducible gLALQabcdeffbrnbvqo reducible gLAzQabcdfefbrnfafr reducible gLAzQabcdfefbrnfafk reducible gLAzQabcdfefbrnfhfs reducible gLAzQabcdfefbrnfxfj reducible gLALQabcdeffjfnbvmj reducible gLALQabcdeffjfnbvmn reducible gLALQabcdeffjfnbvdw reducible gLALQabcdeffjfnbvlr reducible gLALQabcdeffnfwfglr reducible gLALQabcdeffnfwfglk reducible gLALQabcdeffnfwfgdj reducible gLALQabcdeffnfwfgmj reducible gLALQabcdeffjcrfglk reducible gLALQabcdeffjcrfglr reducible gLALQabcdeffjcrfgmj reducible gLALQabcdeffjcrfgdj reducible gLAzQabcdeffjcrvgtw reducible gLAzQabcdeffjcrvgts reducible gLAzQabcdeffjcrvgpn reducible gLAzQabcdeffjcrvgin reducible gLAzQabcdeffbjkcgij reducible gLAzQabcdeffbjkcgiw reducible gLAzQabcdeffbjkcgtk reducible gLAzQabcdeffbjkcgen reducible gLALQabcdeffjccbgxj reducible gLALQabcdeffjccbgxn reducible gLALQabcdeffjccbghw reducible gLALQabcdeffjccbgar reducible gLAzQabcdfefbjbcacw reducible gLAzQabcdfefbjbcacj reducible gLAzQabcdfefbjbchcn reducible gLAzQabcdfefbjbcqck reducible gLALQabcdeffbjbbgqn reducible gLALQabcdeffbjbbgqj reducible gLALQabcdeffbjbbghr reducible gLALQabcdeffbjbbgaw reducible gLALQabcdeffbjsbotj reducible gLALQabcdeffbjsbotn reducible gLALQabcdeffbjsboiw reducible gLALQabcdeffbjsboer reducible gLAzQabcdfefbjscacw reducible gLAzQabcdfefbjscacj reducible gLAzQabcdfefbjschcn reducible gLAzQabcdfefbjscqck reducible gLALQabcdeffjcsbotn reducible gLALQabcdeffjcsbotj reducible gLALQabcdeffjcsboer reducible gLALQabcdeffjcsboiw reducible gLALQabcdeffbfkfnir SFS[D(3,1)(2,1)] gLALQabcdeffbfkfnik SFS[D(3,1)(2,1)] gLALQabcdeffbfkfnej SFS[D(2,1)(2,1)] gLALQabcdeffbfkfnpj SFS[D(2,1)(2,1)] gLALQabcdeffbfkkrlc SFS[D(3,1)(2,1)] gLALQabcdeffbfkrrab SFS[D(2,1)(2,1)] gLALQabcdeffbfkknif SFS[D(3,1)(2,1)] gLALQabcdeffbcjrgxj SFS[D(3,1)(2,1)] gLALQabcdeffbcjrgxn SFS[D(3,1)(2,1)] gLALQabcdeffbcjrghw SFS[D(2,1)(2,1)] gLALQabcdeffbcjrgar SFS[D(2,1)(2,1)] gLALQabcdeffbcjrjxb SFS[D(3,1)(2,1)] gLALQabcdeffbcjkjdc SFS[D(2,1)(2,1)] gLALQabcdeffbcjfkpj SFS[D(2,1)(2,1)] gLALQabcdeffbcjrkxb SFS[D(3,1)(2,1)] gLALQabcdeffbcjfktk SFS[D(3,1)(2,1)] gLALQabcdeffbcjfktr SFS[D(3,1)(2,1)] gLALQabcdeffbcjrktf SFS[D(3,1)(2,1)] gLALQabcdeffbcjkktf SFS[D(3,1)(2,1)] gLALQabcdeffbcjfkej SFS[D(2,1)(2,1)] gLAzQabcdeffbcjgkaj SFS[D(3,1)(3,1)] gLAzQabcdeffbcjgkak SFS[D(3,1)(3,2)] gLAzQabcdeffbcjgjaj SFS[D(3,1)(3,2)] gLAzQabcdeffbcjgjak SFS[D(3,1)(3,1)] gLAzQabcdeffbcjgkqw SFS[D(3,1)(2,1)] gLAzQabcdeffbcjgjqw SFS[D(3,1)(2,1)] gLAzQabcdeffbcjgkxr SFS[D(3,1)(2,1)] gLAzQabcdeffbcjgjxr SFS[D(3,1)(2,1)] gLAzQabcdeffbcjjkag SFS[D(3,1)(3,2)] gLAzQabcdeffbcjjjag SFS[D(3,1)(3,1)] gLAzQabcdeffbcjjkeo SFS[D(2,1)(2,1)] gLAzQabcdeffbcjkkag SFS[D(3,1)(3,1)] gLALQabcdeffbfkrgxn SFS[D(3,1)(2,1)] gLALQabcdeffbfkrgxj SFS[D(3,1)(2,1)] gLALQabcdeffbfkrgar SFS[D(2,1)(2,1)] gLALQabcdeffbfkrghw SFS[D(2,1)(2,1)] gLALQabcdeffbfkfkpj SFS[D(2,1)(2,1)] gLALQabcdeffbfkrkxb SFS[D(3,1)(2,1)] gLALQabcdeffbfkfkej SFS[D(2,1)(2,1)] gLALQabcdeffbfkfktk SFS[D(3,1)(2,1)] gLALQabcdeffbfkfktr SFS[D(3,1)(2,1)] gLALQabcdeffbfkrktf SFS[D(3,1)(2,1)] gLALQabcdeffbfkkktf SFS[D(3,1)(2,1)] gLALQabcdeffbfkrjxb SFS[D(3,1)(2,1)] gLALQabcdeffbfkkjdc SFS[D(2,1)(2,1)] gLALQabcdeffbcjfnir SFS[D(3,1)(2,1)] gLALQabcdeffbcjfnik SFS[D(3,1)(2,1)] gLALQabcdeffbcjfnej SFS[D(2,1)(2,1)] gLALQabcdeffbcjfnpj SFS[D(2,1)(2,1)] gLALQabcdeffbcjkrlc SFS[D(3,1)(2,1)] gLALQabcdeffbcjrrab SFS[D(2,1)(2,1)] gLALQabcdeffbcjknif SFS[D(3,1)(2,1)] gLALQabcdfefbcjfpwr SFS[D(3,1)(3,1)] gLALQabcdfefbcjfpwk SFS[D(3,1)(3,2)] gLALQabcdfefbcjfpjr SFS[D(3,1)(3,2)] gLALQabcdfefbcjfpjk SFS[D(3,1)(3,1)] gLALQabcdfefbcjftwj SFS[D(3,1)(2,1)] gLALQabcdfefbcjftjj SFS[D(3,1)(2,1)] gLALQabcdfefbcjfiwj SFS[D(3,1)(2,1)] gLALQabcdfefbcjfijj SFS[D(3,1)(2,1)] gLALQabcdfefbcjrpcr SFS[D(3,1)(3,2)] gLALQabcdfefbcjrpck SFS[D(3,1)(3,1)] gLALQabcdfefbcjrpwf SFS[D(3,1)(3,2)] gLALQabcdfefbcjrpjf SFS[D(3,1)(3,1)] gLALQabcdfefbcjrtcj SFS[D(3,1)(2,1)] gLALQabcdfefbcjricj SFS[D(3,1)(2,1)] gLALQabcdfefbcjrhwb SFS[D(2,1)(2,1)] gLALQabcdfefbcjkpcr SFS[D(3,1)(3,1)] gLALQabcdfefbcjkpck SFS[D(3,1)(3,2)] gLALQabcdfefbcjkpwf SFS[D(3,1)(3,1)] gLALQabcdfefbcjkpjf SFS[D(3,1)(3,2)] gLALQabcdfefbcjktcj SFS[D(3,1)(2,1)] gLALQabcdfefbcjkujc SFS[D(2,1)(2,1)] gLALQabcdfefbcjkicj SFS[D(3,1)(2,1)] gLALQabcdfefjfkfpcr reducible gLALQabcdfefjfkfpck reducible gLALQabcdfefjfkftcj reducible gLALQabcdfefjfkficj reducible gLAzQabcdeffbrkggak reducible gLAzQabcdeffbrkggaj reducible gLAzQabcdeffbrkggxr reducible gLAzQabcdeffbrkggqw reducible gLAzQabcdeffbrovods reducible gLAzQabcdeffbrovodw reducible gLAzQabcdeffbrovomn reducible gLAzQabcdeffbrovoln reducible gLAzQabcdeffbroggak reducible gLAzQabcdeffbroggaj reducible gLAzQabcdeffbroggxr reducible gLAzQabcdeffbroggqw reducible gLAzQabcdeffbrwvotn reducible gLAzQabcdeffbrwvotj reducible gLAzQabcdeffbrwvoqr reducible gLAzQabcdeffbrwvoqn reducible gLAzQabcdeffbrwvoxs reducible gLAzQabcdeffbrwvoxw reducible gLAzQabcdeffbrwvoer reducible gLAzQabcdeffbrwvoen reducible gLAzQabcdeffbrwwoxv SFS[D(3,1)(2,1)] gLAzQabcdeffbrwsoxv SFS[D(3,1)(2,1)] gLAzQabcdeffbrwvoiw reducible gLAzQabcdeffbrwvois reducible gLAzQabcdeffbrwvohj reducible gLAzQabcdeffbrwvohn reducible gLAzQabcdeffbrwwoiv SFS[D(3,1)(2,1)] gLAzQabcdeffbrwsoiv SFS[D(3,1)(2,1)] gLAzQabcdeffbrwvrtb SFS[D(3,1)(2,1)] gLAzQabcdeffbrwvrqo SFS[D(3,1)(2,1)] gLAzQabcdeffbrwvntb SFS[D(3,1)(2,1)] gLAzQabcdeffbrwvnqo SFS[D(3,1)(2,1)] gLAzQabcdeffbrwgoik reducible gLAzQabcdeffbrwgoij reducible gLAzQabcdeffbrwgopr reducible gLAzQabcdeffbrwkohc SFS[D(2,1)(2,1)] gLAzQabcdeffbrwgotw reducible gLAzQabcdeffbrwkotc SFS[D(2,1)(2,1)] gLAzQabcdeffbrwgrtc SFS[D(2,1)(2,1)] gLAzQabcdeffbrwgruo SFS[D(2,1)(2,1)] gLALQabcdeffbrwfoxr reducible gLALQabcdeffbrwfoxk reducible gLALQabcdeffbrwfoqj reducible gLALQabcdeffbrwkoqc SFS[D(2,1)(2,1)] gLALQabcdeffbrwfoaj reducible gLALQabcdeffbrwkoec SFS[D(2,1)(2,1)] gLALQabcdeffbrwfnqc reducible gLALQabcdeffbrwfnub reducible gLAzQabcdeffbrwvgts reducible gLAzQabcdeffbrwvgtw reducible gLAzQabcdeffbrwvgin reducible gLAzQabcdeffbrwwgib SFS[D(2,1)(2,1)] gLAzQabcdeffbrwvgpn reducible gLAzQabcdeffbrwwgub SFS[D(2,1)(2,1)] gLAzQabcdeffbrwvjib SFS[D(2,1)(2,1)] gLAzQabcdeffbrwvjho SFS[D(2,1)(2,1)] gLAzQabcdeffbrwggmr reducible gLAzQabcdeffbrwggmn reducible gLAzQabcdeffbrwggij reducible gLAzQabcdeffbrwggiw reducible gLAzQabcdeffbrwggtk reducible gLAzQabcdeffbrwggtj reducible gLAzQabcdeffbrwgguj reducible gLAzQabcdeffbrwgguw reducible gLAzQabcdeffbrwjgtg SFS[D(3,1)(2,1)] gLAzQabcdeffbrwkgtg SFS[D(3,1)(2,1)] gLAzQabcdeffbrwgglj reducible gLAzQabcdeffbrwgglk reducible gLAzQabcdeffbrwggen reducible gLAzQabcdeffbrwgger reducible gLAzQabcdeffbrwjglg SFS[D(3,1)(2,1)] gLAzQabcdeffbrwkglg SFS[D(3,1)(2,1)] gLAzQabcdeffbrwgkmo SFS[D(3,1)(2,1)] gLAzQabcdeffbrwgkic SFS[D(3,1)(2,1)] gLAzQabcdeffbrwgjmo SFS[D(3,1)(2,1)] gLAzQabcdeffbrwgjic SFS[D(3,1)(2,1)] gLALQabcdeffbrwfglr reducible gLALQabcdeffbrwfglk reducible gLALQabcdeffbrwfgdj reducible gLALQabcdeffbrwrgeb SFS[D(2,1)(2,1)] gLALQabcdeffbrwfgmj reducible gLALQabcdeffbrwrgmb SFS[D(2,1)(2,1)] gLALQabcdeffbrwfkmb reducible gLALQabcdeffbrwfkhc reducible gLALQabcdeffbwrfoxr reducible gLALQabcdeffbwrfoxk reducible gLALQabcdeffbwrfoqj reducible gLALQabcdeffbwrfnqc reducible gLALQabcdeffbwrfoaj reducible gLALQabcdeffbwrfnub reducible gLALQabcdeffbwrkoqc SFS[D(2,1)(2,1)] gLALQabcdeffbwrkoec SFS[D(2,1)(2,1)] gLALQabcdeffbwrfglr reducible gLALQabcdeffbwrfglk reducible gLALQabcdeffbwrfgdj reducible gLALQabcdeffbwrfkhc reducible gLALQabcdeffbwrfgmj reducible gLALQabcdeffbwrfkmb reducible gLALQabcdeffbwrrgmb SFS[D(2,1)(2,1)] gLALQabcdeffbwrrgeb SFS[D(2,1)(2,1)] gLALQabcdeffjfjbsxv reducible gLALQabcdeffjfjbwxv reducible gLALQabcdeffjfjbseo reducible gLALQabcdeffjfjbweo reducible gLALQabcdeffjfjjvtb reducible gLALQabcdeffjfjjvhb reducible gLALQabcdeffjfjnvtb reducible gLALQabcdeffjfjnvhb reducible gLALQabcdfefjcjfpck reducible gLALQabcdfefjcjfpcr reducible gLALQabcdfefjcjficj reducible gLALQabcdfefjcjftcj reducible gLAzQabcdeffbjjggaj reducible gLAzQabcdeffbjjggak reducible gLAzQabcdeffbjjggqw reducible gLAzQabcdeffbjjggxr reducible gLAzQabcdeffbjvvodw reducible gLAzQabcdeffbjvvods reducible gLAzQabcdeffbjvvoln reducible gLAzQabcdeffbjvvomn reducible gLAzQabcdeffbjvggaj reducible gLAzQabcdeffbjvggak reducible gLAzQabcdeffbjvggqw reducible gLAzQabcdeffbjvggxr reducible gLAzQabcdeffbjrvgtw reducible gLAzQabcdeffbjrvgts reducible gLAzQabcdeffbjrvgpn reducible gLAzQabcdeffbjrvgin reducible gLALQabcdeffbkwfoxr reducible gLALQabcdeffbkwfoxk reducible gLALQabcdeffbkwfoqj reducible gLALQabcdeffbkwfoaj reducible gLALQabcdeffbkwfnqc reducible gLALQabcdeffbkwfnub reducible gLAzQabcdeffbjrgoij reducible gLAzQabcdeffbjrgoik reducible gLAzQabcdeffbjrgotw reducible gLAzQabcdeffbjrgopr reducible gLALQabcdeffbkwfglr reducible gLALQabcdeffbkwfglk reducible gLALQabcdeffbkwfgdj reducible gLALQabcdeffbkwfgmj reducible gLALQabcdeffbkwfkmb reducible gLALQabcdeffbkwfkhc reducible gLALQabcdeffbjrfoxr reducible gLALQabcdeffbjrfoxk reducible gLALQabcdeffbjrfoqj reducible gLALQabcdeffbjrfnqc reducible gLALQabcdeffbjrfoaj reducible gLALQabcdeffbjrfnub reducible gLALQabcdeffbjrfglr reducible gLALQabcdeffbjrfglk reducible gLALQabcdeffbjrfgdj reducible gLALQabcdeffbjrfkhc reducible gLALQabcdeffbjrfgmj reducible gLALQabcdeffbjrfkmb reducible gLALQabcdeffjckbnqo reducible gLALQabcdeffjckbrqo reducible gLALQabcdeffjckbndv reducible gLALQabcdeffjckbrdv reducible gLALQabcdeffjcknomb reducible gLALQabcdeffjcknohb reducible gLALQabcdeffjckjomb reducible gLALQabcdeffjckjohb reducible gLALQabcdeffbcgjvhb reducible gLALQabcdeffbcgnvhb reducible gLALQabcdeffbcgjvtb reducible gLALQabcdeffbcgnvtb reducible gLALQabcdeffbcgbseo reducible gLALQabcdeffbcgbsxv reducible gLALQabcdeffbcgbweo reducible gLALQabcdeffbcgbwxv reducible gLALQabcdeffbcvfglr reducible gLALQabcdeffbcvfglk reducible gLALQabcdeffbcvfgdj reducible gLALQabcdeffbcvfkhc reducible gLALQabcdeffbcvfgmj reducible gLALQabcdeffbcvfkmb reducible gLALQabcdeffbcvfoxr reducible gLALQabcdeffbcvfoxk reducible gLALQabcdeffbcvfoqj reducible gLALQabcdeffbcvfnqc reducible gLALQabcdeffbcvfoaj reducible gLALQabcdeffbcvfnub reducible gLALQabcdeffbfofglk reducible gLALQabcdeffbfofglr reducible gLALQabcdeffbfofgmj reducible gLALQabcdeffbfofgdj reducible gLALQabcdeffbfofkmb reducible gLALQabcdeffbfofkhc reducible gLAzQabcdeffbcvgoik reducible gLAzQabcdeffbcvgoij reducible gLAzQabcdeffbcvgopr reducible gLAzQabcdeffbcvgotw reducible gLALQabcdeffbcgbgxj reducible gLALQabcdeffbcgbgxn reducible gLALQabcdeffbcgbghw reducible gLALQabcdeffbcgbgar reducible gLALQabcdeffbcgbkhv reducible gLALQabcdeffbcgbkio reducible gLAzQabcdeffbcgfglk reducible gLAzQabcdeffbcgfglr reducible gLAzQabcdeffbcgfgmj reducible gLAzQabcdeffbcgfgds reducible gLALQabcdfefbcobefn reducible gLALQabcdfefbcobefj reducible gLALQabcdfefbcobtfr reducible gLALQabcdfefbcobpfw reducible gLALQabcdfefbcobprv reducible gLALQabcdfefbcoburo reducible gLAzQabcdeffbcofvtr reducible gLAzQabcdeffbcofvtk reducible gLAzQabcdeffbcofvps reducible gLAzQabcdeffbcofvej reducible gLALQabcdeffbcobgew reducible gLALQabcdeffbcobges reducible gLALQabcdeffbcobgmn reducible gLALQabcdeffbcobgmr reducible gLALQabcdeffbcobjev reducible gLALQabcdeffbcobkev reducible gLALQabcdeffbcobgir reducible gLALQabcdeffbcobgin reducible gLALQabcdeffbcobjmo reducible gLALQabcdeffbcobkmo reducible gLALQabcdeffbcobvmj reducible gLALQabcdeffbcobvmn reducible gLALQabcdeffbcobvdw reducible gLALQabcdeffbcobwiv reducible gLALQabcdeffbcobvlr reducible gLALQabcdeffbcobwlo reducible gLALQabcdeffncvfoxr reducible gLALQabcdeffncvfoxk reducible gLALQabcdeffncvfoqj reducible gLALQabcdeffncvfoaj reducible gLAzQabcdeffjfoggaj reducible gLAzQabcdeffjfoggak reducible gLAzQabcdeffjfoggqw reducible gLAzQabcdeffjfoggxr reducible gLALQabcdeffbrgbgqn reducible gLALQabcdeffbrgbgqj reducible gLALQabcdeffbrgbgho reducible gLALQabcdeffbrgbghr reducible gLALQabcdeffbrgbghn reducible gLALQabcdeffbrgbglv reducible gLALQabcdeffbrgbgav reducible gLALQabcdeffbrgbgaw reducible gLALQabcdeffbrgbgas reducible gLALQabcdeffbrgbgpo reducible gLALQabcdeffbrfbotj reducible gLALQabcdeffbrfbotn reducible gLALQabcdeffbrfboiv reducible gLALQabcdeffbrfboiw reducible gLALQabcdeffbrfbois reducible gLALQabcdeffbrfbolo reducible gLALQabcdeffbrfboeo reducible gLALQabcdeffbrfboer reducible gLALQabcdeffbrfboen reducible gLALQabcdeffbrfboxv reducible gLAzQabcdfefbrfcacw reducible gLAzQabcdfefbrfcacj reducible gLAzQabcdfefbrfchcn reducible gLAzQabcdfefbrfcqck reducible gLALQabcdeffjfbbvmn reducible gLALQabcdeffjfbbvmj reducible gLALQabcdeffjfbbvlr reducible gLALQabcdeffjfbbvdw reducible gLAzQabcdeffbrvcomw reducible gLAzQabcdeffbrvcomj reducible gLAzQabcdeffbrvcoun reducible gLAzQabcdeffbrvcodk reducible gLAzQabcdeffbrvcndg SFS[D(2,1)(2,1)] gLAzQabcdeffbrvcnpo SFS[D(2,1)(2,1)] gLALQabcdfefbrvbdcj reducible gLALQabcdfefbrvbdcn reducible gLALQabcdfefbrvbmcv reducible gLALQabcdfefbrvbmcw reducible gLALQabcdfefbrvbmcs reducible gLALQabcdfefbrvbxco reducible gLALQabcdfefbrvnmcv reducible gLALQabcdfefbrvjmcv reducible gLALQabcdfefbrvbuco reducible gLALQabcdfefbrvbucr reducible gLALQabcdfefbrvbucn reducible gLALQabcdfefbrvbpcv reducible gLALQabcdfefbrvnpcv reducible gLALQabcdfefbrvjpcv reducible gLAzQabcdfefbrvcicn reducible gLAzQabcdfefbrvcicr reducible gLAzQabcdfefbrvcmcj reducible gLAzQabcdfefbrvcmck reducible gLAzQabcdfefbrvcdcw reducible gLAzQabcdfefbrvcdcj reducible gLAzQabcdfefbrvcpcj reducible gLAzQabcdfefbrvcpck reducible gLAzQabcdfefbrvjdcc reducible gLAzQabcdfefbrvwdcc reducible gLAzQabcdfefbrvcecj reducible gLAzQabcdfefbrvcecw reducible gLAzQabcdfefbrvclcr reducible gLAzQabcdfefbrvclcn reducible gLAzQabcdfefbrvjecc reducible gLAzQabcdfefbrvwecc reducible gLAzQabcdfefbrvciwo SFS[D(3,1)(2,1)] gLAzQabcdfefbrvcmwg SFS[D(3,1)(2,1)] gLAzQabcdfefbrvcijo SFS[D(3,1)(2,1)] gLAzQabcdfefbrvcmjg SFS[D(3,1)(2,1)] gLAzQabcdeffjfvcomw reducible gLAzQabcdeffjfvcomj reducible gLAzQabcdeffjfvcouo reducible gLAzQabcdeffjfvcoun reducible gLAzQabcdeffjfvcour reducible gLAzQabcdeffjfvcopo reducible gLAzQabcdeffjfvcnpo reducible gLAzQabcdeffjfvcrpo reducible gLAzQabcdeffjfvcodg reducible gLAzQabcdeffjfvcodk reducible gLAzQabcdeffjfvcodj reducible gLAzQabcdeffjfvcoxg reducible gLAzQabcdeffjfvcndg reducible gLAzQabcdeffjfvcrdg reducible gLALQabcdfefjfvbdcn reducible gLALQabcdfefjfvbdcj reducible gLALQabcdfefjfvbucr reducible gLALQabcdfefjfvbmcw reducible gLALQabcdfefjfvnmcv SFS[D(2,1)(2,1)] gLALQabcdfefjfvnpcv SFS[D(2,1)(2,1)] gLALQabcdeffjcvfoxr reducible gLALQabcdeffjcvfoxk reducible gLALQabcdeffjcvfoqj reducible gLALQabcdeffjcvfoaj reducible gLAzQabcdeffjcvggak reducible gLAzQabcdeffjcvggaj reducible gLAzQabcdeffjcvggxr reducible gLAzQabcdeffjcvggqw reducible gLALQabcdeffbjgbgxj reducible gLALQabcdeffbjgbgxn reducible gLALQabcdeffbjgbghw reducible gLALQabcdeffbjgbgar reducible gLALQabcdeffbjcbvmn reducible gLALQabcdeffbjcbvmj reducible gLALQabcdeffbjcbvlr reducible gLALQabcdeffbjcbvdw reducible gLAzQabcdfefbjcfafr reducible gLAzQabcdfefbjcfafk reducible gLAzQabcdfefbjcfhfs reducible gLAzQabcdfefbjcfxfj reducible gLALQabcdeffjcbbotj reducible gLALQabcdeffjcbbotn reducible gLALQabcdeffjcbboiw reducible gLALQabcdeffjcbboer reducible gLAzQabcdeffbjofvtr reducible gLAzQabcdeffbjofvtk reducible gLAzQabcdeffbjofvps reducible gLAzQabcdeffbjofvej reducible gLALQabcdfefbjobefn reducible gLALQabcdfefbjobefj reducible gLALQabcdfefbjobtfr reducible gLALQabcdfefbjobpfw reducible gLAzQabcdeffjcofvtr reducible gLAzQabcdeffjcofvtk reducible gLAzQabcdeffjcofvps reducible gLAzQabcdeffjcofvej reducible gLALQabcdfefjcobefj reducible gLALQabcdfefjcobefn reducible gLALQabcdfefjcobpfw reducible gLALQabcdfefjcobtfr reducible gLALQabcdfffjrjbeda reducible gLALQabcdfffjrjbada SFS[D(3,1)(2,1)] gLALQabcdfffjrjbdda SFS[D(3,1)(2,1)] gLALQabcffefjrwaiga reducible gLALQabcffefjrwamga reducible gLALQabcffefjrwuaga SFS[D(5,1)(3,1)] gLALQabcffefjrwpaga SFS[D(5,4)(3,1)] gLALQabcffefjrweege SFS[D(5,1)(3,1)] gLALQabcffefjrwqege SFS[D(5,4)(3,1)] gLALQabcffefjrwlege reducible gLALQabcffefjrwddgd SFS[D(5,4)(3,1)] gLALQabcffefjrwidgd toroidal gLALQabcffefjrwxdgd SFS[D(5,1)(3,1)] gLALQabcffefjrwltgt SFS[A(5,1)] gLALQabcffefjrwahgh reducible gLALQabcffefjrwedgl reducible gLALQabcffefjrwxagx SFS[D(5,1)(2,1)] gLALQabcffefjrwimgx SFS[D(5,1)(2,1)] gLALQabcffefjrwqqga SFS[D(5,1)(2,1)] gLALQabcffefjrwpugd reducible gLALQabcffefjrwimge SFS[D(5,1)(2,1)] gLALQabcffefjrwimoa reducible gLALQabcffefjrwiioa SFS[D(3,1)(2,1)] gLALQabcffefjrwiaoa SFS[D(3,1)(2,1)] gLALQabcffefjrvimoi reducible gLALQabcffefjrviioi SFS[D(3,1)(2,1)] gLALQabcffefjrviaoi SFS[D(3,1)(2,1)] gLALQabcfffejrvaiac reducible gLALQabcfffejrvamac reducible gLALQabcfffejrvlaac toroidal gLALQabcfffejrvtaac toroidal gLALQabcfffejrvpppc toroidal gLALQabcfffejrvhppc toroidal gLALQabcfffejrvdppc reducible gLALQabcfffejrvuuuc toroidal gLALQabcfffejrviuuc toroidal gLALQabcfffejrvquuc toroidal gLALQabcfffejrvdeec toroidal gLALQabcfffejrvaxxc reducible gLALQabcfffejrvihtc SFS[D(3,1)(2,1)] gLALQabcfffejrvpudc reducible gLALQabcfffejrvaptc SFS[D(3,1)(2,1)] gLALQabcfffejrvqaqc toroidal gLALQabcfffejrvimqc toroidal gLALQabcfffejrviiqc SFS[D(3,1)(2,1)] gLALQabcfffejrviaqc SFS[D(3,1)(2,1)] gLALQabcfffejrvuaqc SFS[D(3,1)(2,1)] gLALQabcfffejrviexc SFS[D(3,1)(2,1)] gLALQabcfffejrvhhac toroidal gLALQabcfffejrvtluc reducible gLALQabcfffejrvlluc SFS[D(3,1)(2,1)] gLALQabcfffejrvaluc SFS[D(3,1)(2,1)] gLALQabcfffejrvimpc toroidal gLALQabcfffejrviipc SFS[D(3,1)(2,1)] gLALQabcfffejrviapc SFS[D(3,1)(2,1)] gLALQabcdfffjrvbdea reducible gLALQabcdfffjrvbeea SFS[D(3,1)(2,1)] gLALQabcdfffjrvbaea SFS[D(3,1)(2,1)] gLALQabcdfffjrwftal reducible gLALQabcffefnwraiga reducible gLALQabcffefnwramga reducible gLALQabcffefnwruaga toroidal gLALQabcffefnwrpaga toroidal gLALQabcffefnwreege toroidal gLALQabcffefnwrqege toroidal gLALQabcffefnwrlege reducible gLALQabcffefnwrddgd toroidal gLALQabcffefnwridgd toroidal gLALQabcffefnwrxdgd toroidal gLALQabcffefnwrltgt toroidal gLALQabcffefnwrahgh reducible gLALQabcffefnwriqgp SFS[D(3,1)(2,1)] gLALQabcffefnwredgl reducible gLALQabcffefnwraegp SFS[D(3,1)(2,1)] gLALQabcffefnwrxagx toroidal gLALQabcffefnwrimgx toroidal gLALQabcffefnwriigx SFS[D(3,1)(2,1)] gLALQabcffefnwriagx SFS[D(3,1)(2,1)] gLALQabcffefnwrdagx SFS[D(3,1)(2,1)] gLALQabcffefnwritgh SFS[D(3,1)(2,1)] gLALQabcffefnwrqqga toroidal gLALQabcffefnwrpugd reducible gLALQabcffefnwruugd SFS[D(3,1)(2,1)] gLALQabcffefnwraugd SFS[D(3,1)(2,1)] gLALQabcffefnwrimge toroidal gLALQabcffefnwriige SFS[D(3,1)(2,1)] gLALQabcffefnwriage SFS[D(3,1)(2,1)] gLALQabcffefjrjtlga reducible gLAwQccbdeffaicanck reducible gLAwQccbdeffamfasfj reducible gLAwQccbdeffaifasfj reducible gLAwQccbdeffiucpnck reducible gLAwQccbdeffdpcunck reducible gLAwQccbdeffhpcunck reducible gLAwQccbdeffdecdnck reducible gLAwQccbdeffaxcxnck reducible gLAwQccbdeffimcqnck reducible gLAwQccbdeffaxfxsfj reducible gLAwQccbdeffimfusfj reducible gLALQacbdfffjfjbeda reducible gLALQacbdfffjfjbdda SFS[D(3,1)(3,2)] gLALQacbdfffjfjbada SFS[D(3,1)(3,2)] gLALQacbffefjgjaiga reducible gLALQacbffefjgjddgd reducible gLALQacbffefjgjeege reducible gLALQacbffefjgjlege reducible gLALQacbffefjgjidgd reducible gLALQacbffefjgjqege reducible gLALQacbffefjgjltgt reducible gLALQacbffefjgjahgh reducible gLALQacbffefjgjedgl reducible gLALQacbffefjgjqqga reducible gLALQacbffefjgjimge reducible gLALQacbdfffngnftal reducible gLALQacbdfffngnftat SFS[D(2,1)(2,1)] gLALQacbdfffngnftaa SFS[D(2,1)(2,1)] gLALQacbffefjcnimoi reducible gLALQacbfffejcnaiac reducible gLALQacbfffejcnamac reducible gLALQacbfffejcnlaac toroidal gLALQacbfffejcntaac toroidal gLALQacbfffejcnpppc toroidal gLALQacbfffejcnhppc toroidal gLALQacbfffejcndppc reducible gLALQacbfffejcnuuuc toroidal gLALQacbfffejcniuuc toroidal gLALQacbfffejcnquuc toroidal gLALQacbfffejcndeec toroidal gLALQacbfffejcnaxxc reducible gLALQacbfffejcnihtc SFS[D(3,1)(3,1)] gLALQacbfffejcnpudc reducible gLALQacbfffejcnaptc SFS[D(3,1)(3,1)] gLALQacbfffejcnqaqc toroidal gLALQacbfffejcnimqc toroidal gLALQacbfffejcniiqc SFS[D(3,1)(3,1)] gLALQacbfffejcniaqc SFS[D(3,1)(3,1)] gLALQacbfffejcnuaqc SFS[D(3,1)(3,1)] gLALQacbfffejcniexc SFS[D(3,1)(3,1)] gLALQacbfffejcnhhac toroidal gLALQacbfffejcntluc reducible gLALQacbfffejcnlluc SFS[D(3,1)(3,1)] gLALQacbfffejcnaluc SFS[D(3,1)(3,1)] gLALQacbfffejcnimpc toroidal gLALQacbfffejcniipc SFS[D(3,1)(3,1)] gLALQacbfffejcniapc SFS[D(3,1)(3,1)] gLALQacbffefjcnimga reducible gLALQacbfffejcjaiac reducible gLALQacbfffejcjlaac toroidal gLALQacbfffejcjpppc toroidal gLALQacbfffejcjdppc reducible gLALQacbfffejcjiuuc toroidal gLALQacbfffejcjhppc toroidal gLALQacbfffejcjdeec toroidal gLALQacbfffejcjaxxc reducible gLALQacbfffejcjiexc SFS[D(3,1)(3,2)] gLALQacbfffejcjpudc reducible gLALQacbfffejcjaluc SFS[D(3,1)(3,2)] gLALQacbfffejcjhhac toroidal gLALQacbfffejcjimpc toroidal gLALQacbfffejcjiapc SFS[D(3,1)(3,2)] gLALQacbfffejcjiaqc SFS[D(3,1)(3,2)] gLALQacbfffejcjlluc SFS[D(3,1)(3,2)] gLALQacbffefjcjimga reducible gLALQacbffefjcjiaoi SFS[D(2,1)(2,1)] gLALQacbffefjcjiaga SFS[D(2,1)(2,1)] gLALQacbdfffjcnbdea reducible gLALQacbdfffjcnbaea SFS[D(3,1)(3,1)] gLALQacbdfffjcnbeea SFS[D(3,1)(3,1)] gLAwQccbdeffaicancj reducible gLAwQccbdeffaicarck reducible gLAwQccbdeffamfawfj SFS[D(3,1)(3,1)] gLAwQccbdeffaifawfj SFS[D(3,1)(3,2)] gLAwQccbdeffaifasfk SFS[D(3,1)(3,1)] gLAwQccbdeffhpcuncj SFS[D(3,1)(3,2)] gLAwQccbdeffiucpncj reducible gLAwQccbdeffamfasfk SFS[D(3,1)(3,2)] gLAwQccbdeffdpcuncj toroidal gLAwQccbdeffhpcurck SFS[D(3,1)(3,1)] gLAwQccbdeffdecdncj SFS[A(3,1)] gLAwQccbdeffaxcxncj reducible gLAwQccbdeffimcqrck reducible gLAwQccbdeffaxfxwfj SFS[D(3,1)(2,1)] gLAwQccbdeffimfusfk SFS[D(3,1)(2,1)] gLAwQccbdeffaxfxsfk SFS[D(3,1)(2,1)] gLAwQccbdeffimcqncj reducible gLAwQccbdeffimfuwfj SFS[D(3,1)(2,1)] gLALQacbdfffjfnbeda reducible gLALQacbdfffjfnbdda SFS[D(3,1)(3,1)] gLALQacbdfffjfnbada SFS[D(3,1)(3,1)] gLAwQccbdeffaicarcj reducible gLAwQccbdeffamfawfk toroidal gLAwQccbdeffaifawfk toroidal gLAwQccbdeffiucprcj reducible gLAwQccbdeffdpcurcj toroidal gLAwQccbdeffhpcurcj toroidal gLAwQccbdeffdecdrcj toroidal gLAwQccbdeffaxcxrcj reducible gLAwQccbdeffdlfqwfk SFS[D(2,1)(2,1)] gLAwQccbdeffimcqrcj reducible gLAwQccbdeffalfpwfk SFS[D(2,1)(2,1)] gLAwQccbdeffaxfxwfk toroidal gLAwQccbdeffimfuwfk toroidal gLAwQccbdeffalcprcj SFS[D(2,1)(2,1)] gLAwQccbdeffapfxwfk SFS[D(2,1)(2,1)] gLAwQccbdeffalfxwfk SFS[D(2,1)(2,1)] gLALQacbdfffjcjbdea reducible gLALQacbdfffjcjbeea SFS[D(3,1)(3,2)] gLALQacbdfffjcjbaea SFS[D(3,1)(3,2)] gLALQacbdfffngjftal reducible gLALQacbffefjgnaiga reducible gLALQacbffefjgnamga reducible gLALQacbffefjgnuaga SFS[D(3,1)(3,2)] gLALQacbffefjgnpaga SFS[D(3,1)(3,1)] gLALQacbffefjgneege SFS[D(3,1)(3,2)] gLALQacbffefjgnqege SFS[D(3,1)(3,1)] gLALQacbffefjgnlege reducible gLALQacbffefjgnddgd SFS[D(3,1)(3,1)] gLALQacbffefjgnidgd toroidal gLALQacbffefjgnxdgd SFS[D(3,1)(3,2)] gLALQacbffefjgnltgt SFS[A(3,1)] gLALQacbffefjgnahgh reducible gLALQacbffefjgnedgl reducible gLALQacbffefjgnxagx SFS[D(3,1)(2,1)] gLALQacbffefjgnimgx SFS[D(3,1)(2,1)] gLALQacbffefjgnqqga SFS[D(3,1)(2,1)] gLALQacbffefjgnpugd reducible gLALQacbffefjgnimge SFS[D(3,1)(2,1)] gLALQacbdfffjgnftal reducible gLALQacbffefngnaiga reducible gLALQacbffefngnddgd toroidal gLALQacbffefngneege toroidal gLALQacbffefngnlege reducible gLALQacbffefngnidgd toroidal gLALQacbffefngnqege toroidal gLALQacbffefngnltgt toroidal gLALQacbffefngnahgh reducible gLALQacbffefngniqgp SFS[D(2,1)(2,1)] gLALQacbffefngnedgl reducible gLALQacbffefngnaegp SFS[D(2,1)(2,1)] gLALQacbffefngnqqga toroidal gLALQacbffefngnimge toroidal gLALQacbffefngniage SFS[D(2,1)(2,1)] gLALQacbffefngniagx SFS[D(2,1)(2,1)] gLALQacbffefngndagx SFS[D(2,1)(2,1)] gLALQacbdfffjgjftal reducible gLALQacbfffejfjlaaf reducible gLALQacbfffejfjaiaf toroidal gLALQacbfffejfjamaf toroidal gLALQacbfffejfjueuf reducible gLALQacbfffejfjplpf toroidal gLALQacbfffejfjpxpf toroidal gLALQacbfffejfjdedf toroidal gLALQacbfffejfjqaqf reducible gLALQacbfffejfjdlqf SFS[D(3,1)(3,2)] gLALQacbfffejfjimpf reducible gLALQacbfffejfjiapf SFS[D(3,1)(3,2)] gLALQacbfffejfjaxxf toroidal gLALQacbfffejfjtluf toroidal gLALQacbfffejfjaluf SFS[D(3,1)(3,2)] gLALQacbfffejfjalxf SFS[D(3,1)(3,2)] gLALQacbfffejfjapxf SFS[D(3,1)(3,2)] gLALQacbffefjfjtlga reducible gLALQabcdfffjwobeda reducible gLALQabcdfffjwobada SFS[D(3,1)(2,1)] gLALQabcdfffjwobdda SFS[D(3,1)(2,1)] gLALQabcfffejkvamac reducible gLALQabcfffejkvaiac reducible gLALQabcfffejkvuuuc SFS[D(7,3)(3,1)] gLALQabcfffejkvpppc SFS[D(7,4)(3,1)] gLALQabcfffejkvtaac SFS[D(7,3)(3,1)] gLALQabcfffejkvquuc SFS[D(7,4)(3,1)] gLALQabcfffejkvdppc reducible gLALQabcfffejkvlaac SFS[D(7,4)(3,1)] gLALQabcfffejkviuuc toroidal gLALQabcfffejkvhppc SFS[D(7,3)(3,1)] gLALQabcfffejkvdeec SFS[A(7,3)] gLALQabcfffejkvaxxc reducible gLALQabcfffejkvtluc reducible gLALQabcfffejkvhhac SFS[D(7,3)(2,1)] gLALQabcfffejkvimpc SFS[D(7,3)(2,1)] gLALQabcfffejkvqaqc SFS[D(7,3)(2,1)] gLALQabcfffejkvpudc reducible gLALQabcfffejkvimqc SFS[D(7,3)(2,1)] gLALQabcffefjkvimoi reducible gLALQabcffefjkviaoi SFS[D(3,1)(2,1)] gLALQabcffefjkviioi SFS[D(3,1)(2,1)] gLALQabcffefjkjtlga reducible gLALQabcffefjwramga reducible gLALQabcffefjwraiga reducible gLALQabcffefjwrddgd SFS[D(7,4)(3,1)] gLALQabcffefjwreege SFS[D(7,3)(3,1)] gLALQabcffefjwrpaga SFS[D(7,4)(3,1)] gLALQabcffefjwrxdgd SFS[D(7,3)(3,1)] gLALQabcffefjwrlege reducible gLALQabcffefjwruaga SFS[D(7,3)(3,1)] gLALQabcffefjwridgd toroidal gLALQabcffefjwrqege SFS[D(7,4)(3,1)] gLALQabcffefjwrltgt SFS[A(7,3)] gLALQabcffefjwrahgh reducible gLALQabcffefjwrpugd reducible gLALQabcffefjwrqqga SFS[D(7,3)(2,1)] gLALQabcffefjwrimge SFS[D(7,3)(2,1)] gLALQabcffefjwrxagx SFS[D(7,3)(2,1)] gLALQabcffefjwredgl reducible gLALQabcffefjwrimgx SFS[D(7,3)(2,1)] gLALQabcdfffnrwftal reducible gLALQabcdfffjkwftal reducible gLALQabcffefnjraiga reducible gLALQabcffefnjramga reducible gLALQabcffefnjruaga toroidal gLALQabcffefnjrpaga toroidal gLALQabcffefnjreege toroidal gLALQabcffefnjrqege toroidal gLALQabcffefnjrlege reducible gLALQabcffefnjrddgd toroidal gLALQabcffefnjridgd toroidal gLALQabcffefnjrxdgd toroidal gLALQabcffefnjrltgt toroidal gLALQabcffefnjrahgh reducible gLALQabcffefnjriqgp SFS[D(3,1)(2,1)] gLALQabcffefnjredgl reducible gLALQabcffefnjraegp SFS[D(3,1)(2,1)] gLALQabcffefnjrxagx toroidal gLALQabcffefnjrimgx toroidal gLALQabcffefnjriigx SFS[D(3,1)(2,1)] gLALQabcffefnjriagx SFS[D(3,1)(2,1)] gLALQabcffefnjrdagx SFS[D(3,1)(2,1)] gLALQabcffefnjritgh SFS[D(3,1)(2,1)] gLALQabcffefnjrqqga toroidal gLALQabcffefnjrpugd reducible gLALQabcffefnjruugd SFS[D(3,1)(2,1)] gLALQabcffefnjraugd SFS[D(3,1)(2,1)] gLALQabcffefnjrimge toroidal gLALQabcffefnjriige SFS[D(3,1)(2,1)] gLALQabcffefnjriage SFS[D(3,1)(2,1)] gLALQabcffefjwkimga reducible gLALQabcdfffnkwftal reducible gLALQabcdfffnkwftaa SFS[D(2,1)(2,1)] gLALQabcdfffnkwftat SFS[D(2,1)(2,1)] gLALQabcffefjjraiga reducible gLALQabcffefjjramga reducible gLALQabcffefjjruaga SFS[D(8,3)(3,1)] gLALQabcffefjjrpaga SFS[D(8,3)(3,1)] gLALQabcffefjjreege SFS[D(8,3)(3,1)] gLALQabcffefjjrqege SFS[D(8,3)(3,1)] gLALQabcffefjjrlege reducible gLALQabcffefjjrddgd SFS[D(8,3)(3,1)] gLALQabcffefjjridgd toroidal gLALQabcffefjjrxdgd SFS[D(8,3)(3,1)] gLALQabcffefjjrltgt SFS[A(8,3)] gLALQabcffefjjrahgh reducible gLALQabcffefjjredgl reducible gLALQabcffefjjrxagx SFS[D(8,3)(2,1)] gLALQabcffefjjrimgx SFS[D(8,3)(2,1)] gLALQabcffefjjrqqga SFS[D(8,3)(2,1)] gLALQabcffefjjrpugd reducible gLALQabcffefjjrimge SFS[D(8,3)(2,1)] gLALQabcffefjjkimga reducible gLALQabcffefjjkiiga SFS[D(2,1)(2,1)] gLALQabcffefjjkiaga SFS[D(2,1)(2,1)] gLALQabcdfffjwkbdea reducible gLALQabcdfffjwkbaea SFS[D(3,1)(2,1)] gLALQabcdfffjwkbeea SFS[D(3,1)(2,1)] gLALQabcffefjkwaiga reducible gLALQabcffefjkwamga reducible gLALQabcffefjkwuaga SFS[D(7,2)(3,1)] gLALQabcffefjkwpaga SFS[D(7,5)(3,1)] gLALQabcffefjkweege SFS[D(7,2)(3,1)] gLALQabcffefjkwqege SFS[D(7,5)(3,1)] gLALQabcffefjkwlege reducible gLALQabcffefjkwddgd SFS[D(7,5)(3,1)] gLALQabcffefjkwidgd toroidal gLALQabcffefjkwxdgd SFS[D(7,2)(3,1)] gLALQabcffefjkwltgt SFS[A(7,2)] gLALQabcffefjkwahgh reducible gLALQabcffefjkwedgl reducible gLALQabcffefjkwxagx SFS[D(7,2)(2,1)] gLALQabcffefjkwimgx SFS[D(7,2)(2,1)] gLALQabcffefjkwqqga SFS[D(7,2)(2,1)] gLALQabcffefjkwpugd reducible gLALQabcffefjkwimge SFS[D(7,2)(2,1)] gLALQabcffefjkwimoa reducible gLALQabcffefjkwiioa SFS[D(3,1)(2,1)] gLALQabcffefjkwiaoa SFS[D(3,1)(2,1)] gLALQabcdfffjjkbdea reducible gLALQabcffefnkwaiga reducible gLALQabcffefnkwamga reducible gLALQabcffefnkwuaga toroidal gLALQabcffefnkwpaga toroidal gLALQabcffefnkweege toroidal gLALQabcffefnkwqege toroidal gLALQabcffefnkwlege reducible gLALQabcffefnkwddgd toroidal gLALQabcffefnkwidgd toroidal gLALQabcffefnkwxdgd toroidal gLALQabcffefnkwltgt toroidal gLALQabcffefnkwahgh reducible gLALQabcffefnkwiqgp SFS[D(2,1)(2,1)] gLALQabcffefnkwedgl reducible gLALQabcffefnkwaegp SFS[D(2,1)(2,1)] gLALQabcffefnkwxagx toroidal gLALQabcffefnkwimgx toroidal gLALQabcffefnkwiigx SFS[D(2,1)(2,1)] gLALQabcffefnkwiagx SFS[D(2,1)(2,1)] gLALQabcffefnkwdagx SFS[D(2,1)(2,1)] gLALQabcffefnkwitgh SFS[D(2,1)(2,1)] gLALQabcffefnkwqqga toroidal gLALQabcffefnkwpugd reducible gLALQabcffefnkwuugd SFS[D(2,1)(2,1)] gLALQabcffefnkwaugd SFS[D(2,1)(2,1)] gLALQabcffefnkwimge toroidal gLALQabcffefnkwiige SFS[D(2,1)(2,1)] gLALQabcffefnkwiage SFS[D(2,1)(2,1)] gLALQabcffefnkwimoa reducible gLALQabcffefnrwimoa reducible gLALQabcffefnrwamga reducible gLALQabcffefnrwaiga reducible gLALQabcffefnrwddgd SFS[D(7,5)(3,1)] gLALQabcffefnrweege SFS[D(7,2)(3,1)] gLALQabcffefnrwpaga SFS[D(7,5)(3,1)] gLALQabcffefnrwxdgd SFS[D(7,2)(3,1)] gLALQabcffefnrwlege reducible gLALQabcffefnrwuaga SFS[D(7,2)(3,1)] gLALQabcffefnrwidgd toroidal gLALQabcffefnrwqege SFS[D(7,5)(3,1)] gLALQabcffefnrwltgt SFS[A(7,2)] gLALQabcffefnrwahgh reducible gLALQabcffefnrwpugd reducible gLALQabcffefnrwqqga SFS[D(7,2)(2,1)] gLALQabcffefnrwimge SFS[D(7,2)(2,1)] gLALQabcffefnrwxagx SFS[D(7,2)(2,1)] gLALQabcffefnrwedgl reducible gLALQabcffefnrwimgx SFS[D(7,2)(2,1)] gLALQabcdfffjkjbeda reducible gLALQabcffefjwotlvl reducible gLALQabcfffejwolaaf reducible gLALQabcfffejwotaaf reducible gLALQabcfffejwoaiaf toroidal gLALQabcfffejwoamaf toroidal gLALQabcfffejwouuuf toroidal gLALQabcfffejwouhuf toroidal gLALQabcfffejwoueuf reducible gLALQabcfffejwopppf toroidal gLALQabcfffejwoplpf toroidal gLALQabcfffejwopxpf toroidal gLALQabcfffejwodedf toroidal gLALQabcfffejwoqaqf reducible gLALQabcfffejwohlmf SFS[D(3,1)(2,1)] gLALQabcfffejwopuef reducible gLALQabcfffejwouamf SFS[D(3,1)(2,1)] gLALQabcfffejwoaxxf toroidal gLALQabcfffejwotlxf toroidal gLALQabcfffejwollxf SFS[D(3,1)(2,1)] gLALQabcfffejwoalxf SFS[D(3,1)(2,1)] gLALQabcfffejwoapxf SFS[D(3,1)(2,1)] gLALQabcfffejwodlqf SFS[D(3,1)(2,1)] gLALQabcfffejwohhaf toroidal gLALQabcfffejwoimpf reducible gLALQabcfffejwoiipf SFS[D(3,1)(2,1)] gLALQabcfffejwoiapf SFS[D(3,1)(2,1)] gLALQabcfffejwotluf toroidal gLALQabcfffejwolluf SFS[D(3,1)(2,1)] gLALQabcfffejwoaluf SFS[D(3,1)(2,1)] gLALQabcdfffjkvbdea reducible gLALQabcffefjjotlvl reducible gLALQabcfffejjolaaf reducible gLALQabcfffejjotaaf reducible gLALQabcfffejjoaiaf SFS[D(8,3)(3,1)] gLALQabcfffejjoamaf SFS[D(8,3)(3,1)] gLALQabcfffejjouuuf SFS[D(8,3)(3,1)] gLALQabcfffejjouhuf SFS[D(8,3)(3,1)] gLALQabcfffejjoueuf reducible gLALQabcfffejjopppf SFS[D(8,3)(3,1)] gLALQabcfffejjoplpf toroidal gLALQabcfffejjopxpf SFS[D(8,3)(3,1)] gLALQabcfffejjodedf SFS[A(8,3)] gLALQabcfffejjoqaqf reducible gLALQabcfffejjopuef reducible gLALQabcfffejjoaxxf SFS[D(8,3)(2,1)] gLALQabcfffejjotlxf SFS[D(8,3)(2,1)] gLALQabcfffejjohhaf SFS[D(8,3)(2,1)] gLALQabcfffejjoimpf reducible gLALQabcfffejjotluf SFS[D(8,3)(2,1)] gLALQabcdfffjjobeda reducible gLALQacbdfffnsbfpqm reducible gLALQacbdfffnsbfqqm reducible gLALQacbdfffnsbfmqm reducible gLALQacbffefjnbimgm reducible gLALQacbffefbjntlgh reducible gLALQacbffefbcnimoi reducible gLALQacbfffebcnaiac reducible gLALQacbfffebcnamac reducible gLALQacbfffebcnlaac reducible gLALQacbfffebcntaac reducible gLALQacbfffebcnpppc reducible gLALQacbfffebcnhppc reducible gLALQacbfffebcndppc reducible gLALQacbfffebcnuuuc reducible gLALQacbfffebcniuuc reducible gLALQacbfffebcnquuc reducible gLALQacbfffebcndeec reducible gLALQacbfffebcnaxxc reducible gLALQacbfffebcnihtc reducible gLALQacbfffebcnpudc reducible gLALQacbfffebcnaptc reducible gLALQacbfffebcnqaqc reducible gLALQacbfffebcnimqc reducible gLALQacbfffebcniiqc reducible gLALQacbfffebcniaqc reducible gLALQacbfffebcnuaqc reducible gLALQacbfffebcniexc reducible gLALQacbfffebcnhhac reducible gLALQacbfffebcntluc reducible gLALQacbfffebcnlluc reducible gLALQacbfffebcnaluc reducible gLALQacbfffebcnimpc reducible gLALQacbfffebcniipc reducible gLALQacbfffebcniapc reducible gLALQacbffefbcnimga reducible gLALQacbffefbrjimvd reducible gLALQacbfffebrjtltf reducible gLALQacbdfffjwbbuiq reducible gLALQacbdfffjwbbuii reducible gLALQacbdfffjwbbuiu reducible gLALQacbdfffjsbfpqm reducible gLALQacbdfffjsbfqqm reducible gLALQacbdfffjsbfmqm reducible gLALQacbffefnnbimgm reducible gLALQacbffefbjjtlgh reducible gLALQacbffefbcjimoi reducible gLALQacbfffebcjaiac reducible gLALQacbfffebcjamac reducible gLALQacbfffebcjlaac reducible gLALQacbfffebcjtaac reducible gLALQacbfffebcjpppc reducible gLALQacbfffebcjhppc reducible gLALQacbfffebcjdppc reducible gLALQacbfffebcjuuuc reducible gLALQacbfffebcjiuuc reducible gLALQacbfffebcjquuc reducible gLALQacbfffebcjdeec reducible gLALQacbfffebcjaxxc reducible gLALQacbfffebcjihtc reducible gLALQacbfffebcjpudc reducible gLALQacbfffebcjaptc reducible gLALQacbfffebcjqaqc reducible gLALQacbfffebcjimqc reducible gLALQacbfffebcjiiqc reducible gLALQacbfffebcjiaqc reducible gLALQacbfffebcjuaqc reducible gLALQacbfffebcjiexc reducible gLALQacbfffebcjhhac reducible gLALQacbfffebcjtluc reducible gLALQacbfffebcjlluc reducible gLALQacbfffebcjaluc reducible gLALQacbfffebcjimpc reducible gLALQacbfffebcjiipc reducible gLALQacbfffebcjiapc reducible gLALQacbffefbcjimga reducible gLALQacbffefbrnimvd reducible gLALQacbfffebrntltf reducible gLALQacbdfffjrbbplx reducible gLALQacbdfffjrbbpll reducible gLALQacbdfffjrbbplp reducible gLALQacbdfffbjnbmth reducible gLALQacbdfffbjnbmhh reducible gLALQacbdfffbjnbmmh reducible gLALQacbffefnsbimgm reducible gLALQacbffefnsbpuoq reducible gLALQacbdfffbrjbplx reducible gLALQacbdfffbrjbplp reducible gLALQacbdfffbrjbpll reducible gLALQacbfffejwbimmc reducible gLALQacbffefjwbtloe reducible gLALQacbdfffbcnbdea reducible gLALQacbdfffbcnbaea reducible gLALQacbdfffbcnbeea reducible gLAwQccbdeffaicancg reducible gLAwQccbdeffaicaock reducible gLAwQccbdeffamfavfj SFS[D(3,1)(3,2)] gLAwQccbdeffaifavfj SFS[D(3,1)(3,1)] gLAwQccbdeffaifasfg SFS[D(3,1)(3,2)] gLAwQccbdeffhpcuncg SFS[D(3,1)(3,1)] gLAwQccbdeffiucpncg reducible gLAwQccbdeffamfasfg SFS[D(3,1)(3,1)] gLAwQccbdeffdpcuncg toroidal gLAwQccbdeffhpcuock SFS[D(3,1)(3,2)] gLAwQccbdeffdecdncg SFS[A(3,1)] gLAwQccbdeffaxcxncg reducible gLAwQccbdeffimcqock reducible gLAwQccbdeffaxfxvfj SFS[D(3,1)(2,1)] gLAwQccbdeffimfusfg SFS[D(3,1)(2,1)] gLAwQccbdeffaxfxsfg SFS[D(3,1)(2,1)] gLAwQccbdeffimcqncg reducible gLAwQccbdeffimfuvfj SFS[D(3,1)(2,1)] gLALQacbdfffjfbbeda reducible gLALQacbdfffjfbbdda reducible gLALQacbdfffjfbbada reducible gLALQacbdfffbjjbmth reducible gLALQacbdfffbjjbmhh reducible gLALQacbdfffbjjbmmh reducible gLALQacbffefjsbimgm reducible gLALQacbffefjsbpuoq reducible gLALQacbdfffbrnbplx reducible gLALQacbdfffbrnbplp reducible gLALQacbdfffbrnbpll reducible gLALQacbfffejrbtltf reducible gLALQacbffefjrbimvd reducible gLALQacbdfffbcjbdea reducible gLALQacbdfffbcjbaea reducible gLALQacbdfffbcjbeea reducible gLAwQccbdeffaicarcg reducible gLAwQccbdeffaicaocj reducible gLAwQccbdeffamfavfk SFS[D(3,1)(3,1)] gLAwQccbdeffaifavfk SFS[D(3,1)(3,2)] gLAwQccbdeffaifawfg SFS[D(3,1)(3,1)] gLAwQccbdeffhpcurcg SFS[D(3,1)(3,2)] gLAwQccbdeffiucpocj reducible gLAwQccbdeffamfawfg SFS[D(3,1)(3,2)] gLAwQccbdeffdpcuocj toroidal gLAwQccbdeffhpcuocj SFS[D(3,1)(3,1)] gLAwQccbdeffdecdocj SFS[A(3,1)] gLAwQccbdeffaxcxocj reducible gLAwQccbdeffimcqocj reducible gLAwQccbdeffaxfxvfk SFS[D(3,1)(2,1)] gLAwQccbdeffimfuwfg SFS[D(3,1)(2,1)] gLAwQccbdeffaxfxwfg SFS[D(3,1)(2,1)] gLAwQccbdeffimcqrcg reducible gLAwQccbdeffimfuvfk SFS[D(3,1)(2,1)] gLALQacbdfffjcbbdea reducible gLALQacbdfffjcbbeea reducible gLALQacbdfffjcbbaea reducible gLALQacbdfffngbfxut SFS[D(3,1)(2,1)] gLALQacbdfffngbftpt SFS[D(3,1)(2,1)] gLALQacbdfffngbftal reducible gLALQacbdfffngbfpph SFS[D(3,1)(3,2)] gLALQacbdfffngbfppd SFS[D(3,1)(3,1)] gLALQacbdfffngbfpup SFS[D(3,1)(3,1)] gLALQacbdfffngbfpuh reducible gLALQacbdfffngbfpud SFS[D(3,1)(3,2)] gLALQacbdfffngbfpap SFS[D(3,1)(3,2)] gLALQacbdfffngbfpah SFS[D(3,1)(3,1)] gLALQacbdfffngbfpad toroidal gLALQacbdfffngbfmpp reducible gLALQacbdfffngbfqpp reducible gLALQacbdfffngbfplx SFS[A(3,1)] gLALQacbdfffngbfpee reducible gLALQacbdfffngbflih SFS[D(3,1)(2,1)] gLALQacbdfffngbfixd reducible gLALQacbdfffngbfiip SFS[D(3,1)(2,1)] gLALQacbdfffngbrplx SFS[A(3,1)] gLALQacbdfffngbkplx toroidal gLALQacbffefbgjamga reducible gLALQacbffefbgjaiga reducible gLALQacbffefbgjddgd SFS[D(3,1)(3,1)] gLALQacbffefbgjeege SFS[D(3,1)(3,2)] gLALQacbffefbgjpaga SFS[D(3,1)(3,1)] gLALQacbffefbgjxdgd SFS[D(3,1)(3,2)] gLALQacbffefbgjlege reducible gLALQacbffefbgjuaga SFS[D(3,1)(3,2)] gLALQacbffefbgjidgd toroidal gLALQacbffefbgjqege SFS[D(3,1)(3,1)] gLALQacbffefbgjltgt SFS[A(3,1)] gLALQacbffefbgjahgh reducible gLALQacbffefbgjpugd reducible gLALQacbffefbgjqqga SFS[D(3,1)(2,1)] gLALQacbffefbgjimge SFS[D(3,1)(2,1)] gLALQacbffefbgjxagx SFS[D(3,1)(2,1)] gLALQacbffefbgjedgl reducible gLALQacbffefbgjimgx SFS[D(3,1)(2,1)] gLALQacbffefbgjltkt toroidal gLALQacbffefbgjltjt SFS[A(3,1)] gLALQacbdfffbgnftpt reducible gLALQacbdfffbgnfxut reducible gLALQacbdfffbgnftal reducible gLALQacbdfffbgnfixd reducible gLALQacbdfffbgnflih reducible gLALQacbdfffbgnfiip reducible gLALQacbdfffbgnfplx reducible gLALQacbdfffbgnfppd reducible gLALQacbdfffbgnfpph reducible gLALQacbdfffbgnfpap reducible gLALQacbdfffbgnfpad reducible gLALQacbdfffbgnfpah reducible gLALQacbdfffbgnfpup reducible gLALQacbdfffbgnfpud reducible gLALQacbdfffbgnfpuh reducible gLALQacbdfffbgnrplx toroidal gLALQacbdfffbgnkplx toroidal gLALQacbffefbnjpuoq reducible gLALQacbffefbnjimgm reducible gLALQacbffefbsjpuoq reducible gLALQacbffefbsjimgm reducible gLALQacbdfffjgbfxut SFS[D(3,1)(2,1)] gLALQacbdfffjgbftpt SFS[D(3,1)(2,1)] gLALQacbdfffjgbftal reducible gLALQacbdfffjgbfpph SFS[D(3,1)(3,1)] gLALQacbdfffjgbfppd SFS[D(3,1)(3,2)] gLALQacbdfffjgbfpup SFS[D(3,1)(3,2)] gLALQacbdfffjgbfpuh reducible gLALQacbdfffjgbfpud SFS[D(3,1)(3,1)] gLALQacbdfffjgbfpap SFS[D(3,1)(3,1)] gLALQacbdfffjgbfpah SFS[D(3,1)(3,2)] gLALQacbdfffjgbfpad toroidal gLALQacbdfffjgbfmpp reducible gLALQacbdfffjgbfqpp reducible gLALQacbdfffjgbfplx SFS[A(3,1)] gLALQacbdfffjgbfpee reducible gLALQacbdfffjgbflih SFS[D(3,1)(2,1)] gLALQacbdfffjgbfixd reducible gLALQacbdfffjgbfiip SFS[D(3,1)(2,1)] gLALQacbdfffjgbrplx SFS[A(3,1)] gLALQacbdfffjgbkplx toroidal gLALQacbffefbgnamga reducible gLALQacbffefbgnaiga reducible gLALQacbffefbgnddgd SFS[D(3,1)(3,2)] gLALQacbffefbgneege SFS[D(3,1)(3,1)] gLALQacbffefbgnpaga SFS[D(3,1)(3,2)] gLALQacbffefbgnxdgd SFS[D(3,1)(3,1)] gLALQacbffefbgnlege reducible gLALQacbffefbgnuaga SFS[D(3,1)(3,1)] gLALQacbffefbgnidgd toroidal gLALQacbffefbgnqege SFS[D(3,1)(3,2)] gLALQacbffefbgnltgt SFS[A(3,1)] gLALQacbffefbgnahgh reducible gLALQacbffefbgnpugd reducible gLALQacbffefbgnqqga SFS[D(3,1)(2,1)] gLALQacbffefbgnimge SFS[D(3,1)(2,1)] gLALQacbffefbgnxagx SFS[D(3,1)(2,1)] gLALQacbffefbgnedgl reducible gLALQacbffefbgnimgx SFS[D(3,1)(2,1)] gLALQacbffefbgnltkt toroidal gLALQacbffefbgnltjt SFS[A(3,1)] gLALQacbdfffbgjftpt reducible gLALQacbdfffbgjfxut reducible gLALQacbdfffbgjftal reducible gLALQacbdfffbgjfixd reducible gLALQacbdfffbgjflih reducible gLALQacbdfffbgjfiip reducible gLALQacbdfffbgjfplx reducible gLALQacbdfffbgjfppd reducible gLALQacbdfffbgjfpph reducible gLALQacbdfffbgjfpap reducible gLALQacbdfffbgjfpad reducible gLALQacbdfffbgjfpah reducible gLALQacbdfffbgjfpup reducible gLALQacbdfffbgjfpud reducible gLALQacbdfffbgjfpuh reducible gLALQacbdfffbgjrplx toroidal gLALQacbdfffbgjkplx toroidal gLALQacbffefbnnpuoq reducible gLALQacbffefbnnimgm reducible gLALQacbffefbsnpuoq reducible gLALQacbffefbsnimgm reducible gLALQabcdfffbcgbdxi reducible gLALQabcdfffbcgbddm reducible gLALQabcdfffbcgbeda reducible gLALQabcdfffbcgbqmm reducible gLALQabcdfffbcgbpmm reducible gLALQabcdfffbcgbmmi reducible gLALQabcdfffbcgbqmi reducible gLALQabcdfffbcgbpmi reducible gLALQabcdfffbcgbmma reducible gLALQabcdfffbcgbqma reducible gLALQabcdfffbcgbpma reducible gLALQabcdfffbcgbxme reducible gLALQabcdfffbcgbqel reducible gLALQabcdfffbcgbplx reducible gLALQabcdfffbcgbmll reducible gLALQabcdfffbcgjxme SFS[A(3,1)] gLALQabcdfffbcgnxme SFS[A(3,1)] gLALQabcffefbcvidgd SFS[D(2,1)(2,1)] gLALQabcffefbcvltgt T2xI gLALQabcffefbcvedgl reducible gLALQabcffefbcvpugd reducible gLALQabcffefbcvltjt T2xI gLALQabcffefbcvltkt SFS[A(2,1)] gLALQabcffefbcvimoa reducible gLALQabcffefbcvedox reducible gLALQabcffefbcvltoi T2xI gLALQabcffefbcveuoa SFS[D(2,1)(2,1)] gLALQabcffefbcvltri T2xI gLALQabcffefbcvltni SFS[A(2,1)] gLALQabcdfffbrgbuiq reducible gLALQabcdfffbrgbuiu reducible gLALQabcdfffbrgbuii reducible gLALQabcffefncvimgm reducible gLALQabcffefncvedox reducible gLALQabcdfffbrvbdea reducible gLALQabcdfffbrvbaea reducible gLALQabcdfffbrvbeea reducible gLALQabcfffejfvamac reducible gLALQabcfffejfvaiac reducible gLALQabcfffejfvuuuc SFS[D(3,1)(2,1)] gLALQabcfffejfvpppc SFS[D(3,1)(2,1)] gLALQabcfffejfvtaac SFS[D(3,1)(2,1)] gLALQabcfffejfvquuc SFS[D(3,1)(2,1)] gLALQabcfffejfvdppc reducible gLALQabcfffejfvlaac SFS[D(3,1)(2,1)] gLALQabcfffejfviuuc toroidal gLALQabcfffejfvhppc SFS[D(3,1)(2,1)] gLALQabcfffejfvdeec SFS[A(2,1)] gLALQabcfffejfvaxxc reducible gLALQabcfffejfvtluc reducible gLALQabcfffejfvhhac SFS[D(2,1)(2,1)] gLALQabcfffejfvimpc SFS[D(2,1)(2,1)] gLALQabcfffejfvqaqc SFS[D(2,1)(2,1)] gLALQabcfffejfvpudc reducible gLALQabcfffejfvimqc SFS[D(2,1)(2,1)] gLALQabcffefjfvimoi reducible gLALQabcffefjfviaoi reducible gLALQabcffefjfviioi reducible gLALQabcdfffbrfbmth reducible gLALQabcdfffbrfbmhh reducible gLALQabcdfffbrfbmmh reducible gLAwQccbdeffimcinog reducible gLALQabcdfffjfbbtmh reducible gLALQabcdfffbjgbplx reducible gLALQabcffefjcvimgm reducible gLALQabcffefjcvedox reducible gLALQabcdfffbjobeda reducible gLALQabcfffejcoplpf SFS[D(2,1)(2,1)] gLALQabcfffejcodedf T2xI gLALQabcfffejcoimpf reducible gLALQabcfffejcopuef reducible gLALQabcffefjcotlvl reducible gLALQabcdfffbjcbtmh reducible gLAwQccbdeffimciogj reducible gLALQabcdfffjcbbmth reducible gLALQabcdfffncjfpqm reducible gLALQabcffefbwjimgm reducible gLALQabcffefbwrpuoe SFS[D(2,1)(2,1)] gLALQabcffefbwrqqod SFS[D(2,1)(2,1)] gLALQabcffefbwrimoa reducible gLALQabcffefbwramod SFS[D(3,1)(2,1)] gLALQabcffefbwraiod SFS[D(3,1)(2,1)] gLALQabcffefbwrddoe SFS[D(3,1)(2,1)] gLALQabcffefbwrdtoe reducible gLALQabcffefbwrdqoe SFS[D(3,1)(2,1)] gLALQabcffefbwreeoa SFS[D(3,1)(2,1)] gLALQabcffefbwrehoa SFS[D(3,1)(2,1)] gLALQabcffefbwreuoa toroidal gLALQabcffefbwrpaod reducible gLALQabcffefbwruaod reducible gLALQabcffefbwrltoi SFS[A(2,1)] gLALQabcffefbwrxaou reducible gLALQabcffefbwrpuol SFS[D(2,1)(2,1)] gLALQabcffefbwredox reducible gLALQabcffefbwrahol SFS[D(2,1)(2,1)] gLALQabcffefbwrltri SFS[A(2,1)] gLALQabcffefbwrltni toroidal gLALQabcffefbwramga reducible gLALQabcffefbwraiga reducible gLALQabcffefbwrddgd SFS[D(3,1)(2,1)] gLALQabcffefbwreege SFS[D(3,1)(2,1)] gLALQabcffefbwrpaga SFS[D(3,1)(2,1)] gLALQabcffefbwrxdgd SFS[D(3,1)(2,1)] gLALQabcffefbwrlege reducible gLALQabcffefbwruaga SFS[D(3,1)(2,1)] gLALQabcffefbwridgd toroidal gLALQabcffefbwrqege SFS[D(3,1)(2,1)] gLALQabcffefbwrltgt SFS[A(2,1)] gLALQabcffefbwrahgh reducible gLALQabcffefbwrpugd reducible gLALQabcffefbwrqqga SFS[D(2,1)(2,1)] gLALQabcffefbwrimge SFS[D(2,1)(2,1)] gLALQabcffefbwrxagx SFS[D(2,1)(2,1)] gLALQabcffefbwredgl reducible gLALQabcffefbwrimgx SFS[D(2,1)(2,1)] gLALQabcffefbwrltkt toroidal gLALQabcffefbwrltjt SFS[A(2,1)] gLALQabcdfffbrwftpt reducible gLALQabcdfffbrwfxut reducible gLALQabcdfffbrwftal reducible gLALQabcdfffbrwfixd reducible gLALQabcdfffbrwflih reducible gLALQabcdfffbrwfiip reducible gLALQabcdfffbrwfplx reducible gLALQabcdfffbrwfppd reducible gLALQabcdfffbrwfpph reducible gLALQabcdfffbrwfpap reducible gLALQabcdfffbrwfpad reducible gLALQabcdfffbrwfpah reducible gLALQabcdfffbrwfpup reducible gLALQabcdfffbrwfpud reducible gLALQabcdfffbrwfpuh reducible gLALQabcdfffbrwrplx toroidal gLALQabcdfffbrwkplx toroidal gLALQabcffefbwvpuoq reducible gLALQabcffefbwvimgm reducible gLALQabcdfffjcjfpqm reducible gLALQabcffefbjjimgm reducible gLALQabcffefbjrimoa reducible gLALQabcffefbjreuoa SFS[D(2,1)(2,1)] gLALQabcffefbjrltoi T2xI gLALQabcffefbjredox reducible gLALQabcffefbjrltri T2xI gLALQabcffefbjrltni SFS[A(2,1)] gLALQabcffefbjridgd SFS[D(2,1)(2,1)] gLALQabcffefbjrltgt T2xI gLALQabcffefbjrpugd reducible gLALQabcffefbjredgl reducible gLALQabcffefbjrltkt SFS[A(2,1)] gLALQabcffefbjrltjt T2xI gLALQabcdfffbkwftpt reducible gLALQabcdfffbkwfxut reducible gLALQabcdfffbkwftal reducible gLALQabcdfffbkwfixd reducible gLALQabcdfffbkwflih reducible gLALQabcdfffbkwfiip reducible gLALQabcdfffbkwfplx reducible gLALQabcdfffbkwfppd reducible gLALQabcdfffbkwfpph reducible gLALQabcdfffbkwfpap reducible gLALQabcdfffbkwfpad reducible gLALQabcdfffbkwfpah reducible gLALQabcdfffbkwfpup reducible gLALQabcdfffbkwfpud reducible gLALQabcdfffbkwfpuh reducible gLALQabcdfffbkwrplx SFS[A(3,1)] gLALQabcdfffbkwkplx SFS[A(3,1)] gLALQabcffefbjvpuoq reducible gLALQabcffefbjvimgm reducible gLALQabcdfffbfwfxut reducible gLALQabcdfffbfwftpt reducible gLALQabcdfffbfwftal reducible gLALQabcdfffbfwfpph reducible gLALQabcdfffbfwfppd reducible gLALQabcdfffbfwfpup reducible gLALQabcdfffbfwfpuh reducible gLALQabcdfffbfwfpud reducible gLALQabcdfffbfwfpap reducible gLALQabcdfffbfwfpah reducible gLALQabcdfffbfwfpad reducible gLALQabcdfffbfwfplx reducible gLALQabcdfffbfwflih reducible gLALQabcdfffbfwfixd reducible gLALQabcdfffbfwfiip reducible gLALQabcdfffbfwrplx SFS[A(3,1)] gLALQabcdfffbfwkplx SFS[A(3,1)] gLALQabcffefbcridgd SFS[D(2,1)(2,1)] gLALQabcffefbcrltgt T2xI gLALQabcffefbcredgl reducible gLALQabcffefbcrpugd reducible gLALQabcffefbcrltjt T2xI gLALQabcffefbcrltkt SFS[A(2,1)] gLALQabcffefbckimga reducible gLALQabcffefbckpugq reducible gLALQabcffefbckdegi T2xI gLALQabcffefbckplga SFS[D(2,1)(2,1)] gLALQabcffefbckdeki T2xI gLALQabcffefbckdeji SFS[A(2,1)] gLALQabcffefbcbiuoe SFS[D(2,1)(2,1)] gLALQabcffefbcbdeoh T2xI gLALQabcffefbcbpuot reducible gLALQabcffefbcbtloe reducible gLALQabcffefbcbimnd SFS[D(2,1)(2,1)] gLALQabcfffebcbimmw SFS[D(3,1)(2,1)] gLALQabcfffebcbimmj SFS[D(3,1)(2,1)] gLALQabcffefbcbdegu T2xI gLALQabcffefbcbiugh SFS[D(2,1)(2,1)] gLALQabcffefbcbpugq reducible gLALQabcffefbcbtlgh reducible gLALQabcffefbcbimkl SFS[D(2,1)(2,1)] gLALQabcffefbcsimoi reducible gLALQabcffefbcspuot reducible gLALQabcffefbcsploi SFS[D(2,1)(2,1)] gLALQabcffefbcsdeom T2xI gLALQabcffefbcshhrh reducible gLALQabcffefbcsaxrq SFS[D(2,1)(2,1)] gLALQabcffefbcsairh SFS[D(3,1)(2,1)] gLALQabcffefbcsamrh SFS[D(3,1)(2,1)] gLALQabcffefbcslarh SFS[D(3,1)(2,1)] gLALQabcffefbcstarh SFS[D(3,1)(2,1)] gLALQabcffefbcsppri reducible gLALQabcffefbcsuurl reducible gLALQabcffefbcsqarx SFS[D(2,1)(2,1)] gLALQabcfffebcsiuuc SFS[D(2,1)(2,1)] gLALQabcfffebcsdeec T2xI gLALQabcfffebcspudc reducible gLALQabcfffebcstluc reducible gLALQabcfffebcsaiaw SFS[D(3,1)(2,1)] gLALQabcfffebcsamaw SFS[D(3,1)(2,1)] gLALQabcfffebcslaaw SFS[D(3,1)(2,1)] gLALQabcfffebcstaaw SFS[D(3,1)(2,1)] gLALQabcfffebcspppw reducible gLALQabcfffebcsuuuw reducible gLALQabcfffebcsaxxw SFS[D(2,1)(2,1)] gLALQabcfffebcsqaqw SFS[D(2,1)(2,1)] gLALQabcfffebcshhaw reducible gLALQabcdfffbcsbalt reducible gLALQabcdfffbcsbaqa reducible gLALQabcdfffbcsbdea reducible gLALQabcdfffbcsbtdq reducible gLALQabcdfffbcsbxxq reducible gLALQabcdfffbcsbpqq reducible gLALQabcdfffbcsbmqq reducible gLALQabcdfffbcsbqlq reducible gLALQabcdfffbcsbplq reducible gLALQabcdfffbcsbmlq reducible gLALQabcdfffbcsbqeq reducible gLALQabcdfffbcsbpeq reducible gLALQabcdfffbcsbmeq reducible gLALQabcdfffbcsbqqu reducible gLALQabcdfffbcsbqqi reducible gLALQabcdfffbcsbphd reducible gLALQabcdfffbcsbmth reducible gLALQabcdfffbcsbqhh reducible gLALQabcdfffbcsnaqa SFS[D(3,1)(2,1)] gLALQabcdfffbcsnxxq reducible gLALQabcdfffbcsnpqq SFS[D(3,1)(3,1)] gLALQabcdfffbcsnmqq SFS[D(3,1)(3,2)] gLALQabcdfffbcsnqlq SFS[D(3,1)(3,2)] gLALQabcdfffbcsnqeq SFS[D(3,1)(3,1)] gLALQabcdfffbcsnqqu reducible gLALQabcdfffbcsnqqi reducible gLALQabcdfffbcsnqhh SFS[D(3,1)(2,1)] gLALQabcdfffbcsjaqa SFS[D(3,1)(2,1)] gLALQabcdfffbcsjxxq reducible gLALQabcdfffbcsjpqq SFS[D(3,1)(3,2)] gLALQabcdfffbcsjmqq SFS[D(3,1)(3,1)] gLALQabcdfffbcsjqlq SFS[D(3,1)(3,1)] gLALQabcdfffbcsjqeq SFS[D(3,1)(3,2)] gLALQabcdfffbcsjqqu reducible gLALQabcdfffbcsjqqi reducible gLALQabcdfffbcsjqhh SFS[D(3,1)(2,1)] gLALQabcdfffjfwftal reducible gLALQabcffefncraiga reducible gLALQabcffefncramga reducible gLALQabcffefncruaga reducible gLALQabcffefncrpaga reducible gLALQabcffefncreege reducible gLALQabcffefncrqege reducible gLALQabcffefncrlege reducible gLALQabcffefncrddgd reducible gLALQabcffefncridgd reducible gLALQabcffefncrxdgd reducible gLALQabcffefncrltgt reducible gLALQabcffefncrahgh reducible gLALQabcffefncriqgp reducible gLALQabcffefncredgl reducible gLALQabcffefncraegp reducible gLALQabcffefncrxagx reducible gLALQabcffefncrimgx reducible gLALQabcffefncriigx reducible gLALQabcffefncriagx reducible gLALQabcffefncrdagx reducible gLALQabcffefncritgh reducible gLALQabcffefncrqqga reducible gLALQabcffefncrpugd reducible gLALQabcffefncruugd reducible gLALQabcffefncraugd reducible gLALQabcffefncrimge reducible gLALQabcffefncriige reducible gLALQabcffefncriage reducible gLALQabcffefbrjtlga reducible gLALQabcffefbrbimvd reducible gLALQabcfffebrbtltf reducible gLALQabcffefbrbpugx reducible gLALQabcffefbrbuage reducible gLALQabcffefbrbapgm reducible gLALQabcffefbrnpuvm reducible gLALQabcffefbrnuavx reducible gLALQabcffefbrnapve reducible gLALQabcfffebrntltf reducible gLALQabcdfffjfnbtmh reducible gLALQabcdfffnfwftal reducible gLALQabcffefjcridgd SFS[D(2,1)(2,1)] gLALQabcffefjcrltgt T2xI gLALQabcffefjcredgl reducible gLALQabcffefjcrpugd reducible gLALQabcffefbjkimga reducible gLALQabcffefbjbtloe reducible gLALQabcfffebjbimmc reducible gLALQabcffefbjbpugq reducible gLALQabcffefbjspuot reducible gLALQabcfffebjsimmc reducible gLALQabcdfffjcsbmth reducible gLALQabcdfffbckbeql reducible gLALQabcdfffbckbeet reducible gLALQabcdfffbckbdea reducible gLALQabcdfffbckbxtt reducible gLALQabcdfffbckbutt reducible gLALQabcdfffbckbttl reducible gLALQabcdfffbckbxtl reducible gLALQabcdfffbckbutl reducible gLALQabcdfffbckbtta reducible gLALQabcdfffbckbxta reducible gLALQabcdfffbckbuta reducible gLALQabcdfffbckbqtd reducible gLALQabcdfffbckbxdi reducible gLALQabcdfffbckbuiq reducible gLALQabcdfffbckbtii reducible gLALQabcdfffbcknqtd SFS[A(3,1)] gLALQabcdfffbckjqtd SFS[A(3,1)] gLALQabcffefbfwidgd SFS[D(2,1)(2,1)] gLALQabcffefbfwltgt T2xI gLALQabcffefbfwedgl reducible gLALQabcffefbfwpugd reducible gLALQabcffefbfwltjt T2xI gLALQabcffefbfwltkt SFS[A(2,1)] gLALQabcffefbfwimoa reducible gLALQabcffefbfwedox reducible gLALQabcffefbfwltoi T2xI gLALQabcffefbfweuoa SFS[D(2,1)(2,1)] gLALQabcffefbfwltri T2xI gLALQabcffefbfwltni SFS[A(2,1)] gLALQabcdfffbcbbddh reducible gLALQabcdfffbcbbddp reducible gLALQabcdfffbcbbdxd reducible gLALQabcdfffbcbbdxh reducible gLALQabcdfffbcbbdxp reducible gLALQabcdfffbcbbdid reducible gLALQabcdfffbcbbdih reducible gLALQabcdfffbcbbdip reducible gLALQabcdfffbcbbdqt reducible gLALQabcdfffbcbbmth reducible gLALQabcdfffbcbbmmd reducible gLALQabcdfffbcbbqmp reducible gLALQabcdfffbcbbudu reducible gLALQabcdfffbcbbuiq reducible gLALQabcdfffbcbbtxu reducible gLALQabcdfffbcbnqmp reducible gLALQabcdfffbcbjqmp reducible gLAwQccbdeffdhfevgg SFS[D(3,1)(2,1)] gLAwQccbdeffdufevgg SFS[D(3,1)(2,1)] gLAwQccbdeffdufevvg SFS[D(3,1)(2,1)] gLAwQccbdefflxcxogg SFS[D(3,1)(2,1)] gLAwQccbdeffdhfevvg SFS[D(3,1)(2,1)] gLAwQccbdefflxcxoog SFS[D(3,1)(2,1)] gLAwQccbdeffdpcioog SFS[D(2,1)(2,1)] gLAwQccbdeffhxcqogg SFS[D(2,1)(2,1)] gLAwQccbdeffiuflvvg SFS[D(2,1)(2,1)] gLAwQccbdeffdecaogg T2xI gLAwQccbdeffdpciogg SFS[D(2,1)(2,1)] gLAwQccbdeffiuflvgg SFS[D(2,1)(2,1)] gLAwQccbdeffhxcqoog SFS[D(2,1)(2,1)] gLAwQccbdeffdecaoog T2xI gLAwQccbdeffimjiogg reducible gLAwQccbdeffimjioog reducible gLALQabcdfffbccbexm reducible gLALQabcdfffbccbele reducible gLALQabcdfffbccbeqe reducible gLALQabcdfffbccbeeu reducible gLALQabcdfffbccbelu reducible gLALQabcdfffbccbequ reducible gLALQabcdfffbccbeeh reducible gLALQabcdfffbccbelh reducible gLALQabcdfffbccbeqh reducible gLALQabcdfffbccbplx reducible gLALQabcdfffbccbpep reducible gLALQabcdfffbccbmqp reducible gLALQabcdfffbccbtte reducible gLALQabcdfffbccbtmh reducible gLALQabcdfffbccbxtu reducible gLALQabcdfffbccjxtu reducible gLALQabcdfffbccnxtu reducible gLALQabcdfffbrjbeda reducible gLALQabcdfffbrjbada reducible gLALQabcdfffbrjbdda reducible gLALQabcffefjfwaiga reducible gLALQabcffefjfwamga reducible gLALQabcffefjfwuaga SFS[D(3,1)(2,1)] gLALQabcffefjfwpaga SFS[D(3,1)(2,1)] gLALQabcffefjfweege SFS[D(3,1)(2,1)] gLALQabcffefjfwqege SFS[D(3,1)(2,1)] gLALQabcffefjfwlege reducible gLALQabcffefjfwddgd SFS[D(3,1)(2,1)] gLALQabcffefjfwidgd toroidal gLALQabcffefjfwxdgd SFS[D(3,1)(2,1)] gLALQabcffefjfwltgt SFS[A(2,1)] gLALQabcffefjfwahgh reducible gLALQabcffefjfwedgl reducible gLALQabcffefjfwxagx SFS[D(2,1)(2,1)] gLALQabcffefjfwimgx SFS[D(2,1)(2,1)] gLALQabcffefjfwqqga SFS[D(2,1)(2,1)] gLALQabcffefjfwpugd reducible gLALQabcffefjfwimge SFS[D(2,1)(2,1)] gLALQabcffefjfwimoa reducible gLALQabcffefjfwiioa reducible gLALQabcffefjfwiaoa reducible gLALQabcdfffbrnbtmh reducible gLALQabcdfffbrnbthh reducible gLALQabcdfffbrnbtth reducible gLALQabcfffejfntltf reducible gLALQabcffefjfnpuvm reducible gLALQabcdfffbrbbplx reducible gLALQabcdfffbrbbplp reducible gLALQabcdfffbrbbpll reducible gLAwQccbdeffimciooj reducible gLALQabcdfffjffbuiq reducible gLALQabcdfffbjkbdea reducible gLALQabcffefnfwidgd SFS[D(2,1)(2,1)] gLALQabcffefnfwltgt T2xI gLALQabcffefnfwedgl reducible gLALQabcffefnfwpugd reducible gLALQabcffefnfwimoa reducible gLALQabcdfffbjsbmth reducible gLALQabcfffejcsimmc reducible gLALQabcffefjcspuot reducible gLALQabcdfffbjbbuiq reducible gLAwQccbdeffimcingg reducible gLALQabcdfffjccbplx reducible gLALQabcdfffbfkflqt SFS[D(2,1)(2,1)] gLALQabcdfffbfkfiql SFS[D(2,1)(2,1)] gLALQabcdfffbfkfiet SFS[D(2,1)(2,1)] gLALQabcdfffbfkfxpl T2xI gLALQabcdfffbfkfple SFS[D(3,1)(2,1)] gLALQabcdfffbfkfplm SFS[D(3,1)(2,1)] gLALQabcdfffbfkfpex SFS[D(3,1)(2,1)] gLALQabcdfffbfkfpem SFS[D(3,1)(2,1)] gLALQabcdfffbfkfpqx SFS[D(3,1)(2,1)] gLALQabcdfffbfkfpqe SFS[D(3,1)(2,1)] gLALQabcdfffbfkfxim SFS[D(2,1)(2,1)] gLALQabcdfffbfkftxm SFS[D(2,1)(2,1)] gLALQabcdfffbfkftie SFS[D(2,1)(2,1)] gLALQabcdfffbfkflxp T2xI gLALQabcdfffbfkrllt SFS[D(5,2)(3,1)] gLALQabcdfffbfkrlla SFS[D(5,3)(3,1)] gLALQabcdfffbfkrlql SFS[D(5,2)(3,1)] gLALQabcdfffbfkrlel SFS[D(5,3)(3,1)] gLALQabcdfffbfkrhll SFS[D(5,3)(3,1)] gLALQabcdfffbfkrill SFS[D(5,2)(3,1)] gLALQabcdfffbfkrxaa SFS[D(4,1)(2,1)] gLALQabcdfffbfkruul SFS[D(5,2)(2,1)] gLALQabcdfffbfkrmpp toroidal gLALQabcdfffbfkrqpp toroidal gLALQabcdfffbfkrple toroidal gLALQabcdfffbfkrplm toroidal gLALQabcdfffbfkrpex SFS[D(3,1)(2,1)] gLALQabcdfffbfkrpee toroidal gLALQabcdfffbfkrpem m003(0,0) gLALQabcdfffbfkrpqx SFS[D(3,1)(2,1)] gLALQabcdfffbfkrpqe toroidal gLALQabcdfffbfkrpqm SFS[D(3,1)(2,1)] gLALQabcdfffbfkrqlx toroidal gLALQabcdfffbfkrqle toroidal gLALQabcdfffbfkrqlm m016(0,0) gLALQabcdfffbfkrqex m011(0,0) gLALQabcdfffbfkrqee SFS[D(5,2)(2,1)] gLALQabcdfffbfkrqem m017(0,0) gLALQabcdfffbfkrqqx toroidal gLALQabcdfffbfkrqqe SFS[D(5,2)(2,1)] gLALQabcdfffbfkrmlx toroidal gLALQabcdfffbfkrmle m019(0,0) gLALQabcdfffbfkrmlm SFS[D(5,2)(2,1)] gLALQabcdfffbfkrmex toroidal gLALQabcdfffbfkrmee SFS[D(4,1)(2,1)] gLALQabcdfffbfkrmem SFS[D(4,1)(2,1)] gLALQabcdfffbfkrmqx m006(0,0) gLALQabcdfffbfkrmqe m016(0,0) gLALQabcdfffbfkrxxm toroidal gLALQabcdfffbfkrxxe toroidal gLALQabcdfffbfkrxix SFS[D(4,1)(3,1)] gLALQabcdfffbfkrxdx SFS[D(4,3)(3,1)] gLALQabcdfffbfkrtxx SFS[D(4,1)(3,1)] gLALQabcdfffbfkruxx SFS[D(4,3)(3,1)] gLALQabcdfffbfkrldd SFS[D(5,2)(2,1)] gLALQabcdfffbfkrhxh SFS[D(4,1)(2,1)] gLALQabcdfffbfkkllt SFS[D(4,1)(3,1)] gLALQabcdfffbfkklla SFS[D(4,3)(3,1)] gLALQabcdfffbfkklql toroidal gLALQabcdfffbfkklel toroidal gLALQabcdfffbfkkhll SFS[D(4,3)(3,1)] gLALQabcdfffbfkkill SFS[D(4,1)(3,1)] gLALQabcdfffbfkkxaa SFS[D(5,2)(2,1)] gLALQabcdfffbfkkuul SFS[D(4,1)(2,1)] gLALQabcdfffbfkkmpp toroidal gLALQabcdfffbfkkqpp toroidal gLALQabcdfffbfkkple SFS[D(3,1)(2,1)] gLALQabcdfffbfkkplm SFS[D(3,1)(2,1)] gLALQabcdfffbfkkpex toroidal gLALQabcdfffbfkkpee toroidal gLALQabcdfffbfkkpem toroidal gLALQabcdfffbfkkpqx toroidal gLALQabcdfffbfkkpqe m003(0,0) gLALQabcdfffbfkkpqm SFS[D(3,1)(2,1)] gLALQabcdfffbfkkqlx toroidal gLALQabcdfffbfkkqle toroidal gLALQabcdfffbfkkqlm m006(0,0) gLALQabcdfffbfkkqex m019(0,0) gLALQabcdfffbfkkqee SFS[D(4,1)(2,1)] gLALQabcdfffbfkkqem m016(0,0) gLALQabcdfffbfkkqqx SFS[D(5,2)(2,1)] gLALQabcdfffbfkkqqe SFS[D(4,1)(2,1)] gLALQabcdfffbfkkmlx toroidal gLALQabcdfffbfkkmle m011(0,0) gLALQabcdfffbfkkmlm toroidal gLALQabcdfffbfkkmex toroidal gLALQabcdfffbfkkmee SFS[D(5,2)(2,1)] gLALQabcdfffbfkkmem SFS[D(5,2)(2,1)] gLALQabcdfffbfkkmqx m016(0,0) gLALQabcdfffbfkkmqe m017(0,0) gLALQabcdfffbfkkxxm SFS[D(5,2)(3,1)] gLALQabcdfffbfkkxxe SFS[D(5,3)(3,1)] gLALQabcdfffbfkkxix SFS[D(5,2)(3,1)] gLALQabcdfffbfkkxdx SFS[D(5,3)(3,1)] gLALQabcdfffbfkktxx SFS[D(5,2)(3,1)] gLALQabcdfffbfkkuxx SFS[D(5,3)(3,1)] gLALQabcdfffbfkkldd SFS[D(4,1)(2,1)] gLALQabcdfffbfkkhxh SFS[D(5,2)(2,1)] gLALQabcffefbcjqtgt SFS[D(3,1)(2,1)] gLALQabcffefbcjetgt SFS[D(3,1)(2,1)] gLALQabcffefbcjphgh SFS[D(3,1)(2,1)] gLALQabcffefbcjuhgh SFS[D(3,1)(2,1)] gLALQabcffefbcjxmgm SFS[D(3,1)(2,1)] gLALQabcffefbcjdmgm SFS[D(3,1)(2,1)] gLALQabcffefbcjpmgl SFS[D(2,1)(2,1)] gLALQabcffefbcjqhgx SFS[D(2,1)(2,1)] gLALQabcffefbcjlegx SFS[D(2,1)(2,1)] gLALQabcffefbcjltgl T2xI gLALQabcffefbcjeugm SFS[D(2,1)(2,1)] gLALQabcffefbcjlegm SFS[D(2,1)(2,1)] gLALQabcffefbcjxqgh SFS[D(2,1)(2,1)] gLALQabcffefbcjltga T2xI gLALQabcffefbcjaija toroidal gLALQabcffefbcjamja toroidal gLALQabcffefbcjlqjt toroidal gLALQabcffefbcjldjt toroidal gLALQabcffefbcjqtjt toroidal gLALQabcffefbcjqqjt SFS[D(5,2)(2,1)] gLALQabcffefbcjqdjt m016(0,0) gLALQabcffefbcjetjt toroidal gLALQabcffefbcjeqjt m019(0,0) gLALQabcffefbcjedjt toroidal gLALQabcffefbcjphjh SFS[D(3,1)(2,1)] gLALQabcffefbcjpujh toroidal gLALQabcffefbcjpejh m011(0,0) gLALQabcffefbcjuhjh m003(0,0) gLALQabcffefbcjuujh SFS[D(4,1)(2,1)] gLALQabcffefbcjuejh m017(0,0) gLALQabcffefbcjahjh toroidal gLALQabcffefbcjaujh SFS[D(4,1)(2,1)] gLALQabcffefbcjaejh SFS[D(5,2)(2,1)] gLALQabcffefbcjxmjm SFS[D(3,1)(2,1)] gLALQabcffefbcjxijm m006(0,0) gLALQabcffefbcjxajm toroidal gLALQabcffefbcjimjm SFS[D(3,1)(2,1)] gLALQabcffefbcjdmjm toroidal gLALQabcffefbcjdijm m016(0,0) gLALQabcffefbcjdajm SFS[D(5,2)(2,1)] gLALQabcffefbcjaijl SFS[D(4,3)(3,1)] gLALQabcffefbcjamjl SFS[D(4,1)(3,1)] gLALQabcffefbcjuajl toroidal gLALQabcffefbcjpajl toroidal gLALQabcffefbcjeejx SFS[D(4,1)(3,1)] gLALQabcffefbcjddjp SFS[D(4,3)(3,1)] gLALQabcffefbcjqqjl SFS[D(4,1)(2,1)] gLALQabcffefbcjahjp SFS[D(5,2)(2,1)] gLALQabcffefbcjaijt SFS[D(5,2)(3,1)] gLALQabcffefbcjamjt SFS[D(5,3)(3,1)] gLALQabcffefbcjuajt SFS[D(5,3)(3,1)] gLALQabcffefbcjpajt SFS[D(5,2)(3,1)] gLALQabcffefbcjeejm SFS[D(5,2)(3,1)] gLALQabcffefbcjddjh SFS[D(5,3)(3,1)] gLALQabcffefbcjahjd SFS[D(4,1)(2,1)] gLALQabcffefbcjxaje SFS[D(5,2)(2,1)] gLALQabcffefbcjaika toroidal gLALQabcffefbcjamka toroidal gLALQabcffefbcjlqkt toroidal gLALQabcffefbcjldkt toroidal gLALQabcffefbcjqtkt SFS[D(3,1)(2,1)] gLALQabcffefbcjqqkt toroidal gLALQabcffefbcjqdkt m006(0,0) gLALQabcffefbcjetkt SFS[D(3,1)(2,1)] gLALQabcffefbcjeqkt m011(0,0) gLALQabcffefbcjedkt toroidal gLALQabcffefbcjphkh toroidal gLALQabcffefbcjpukh toroidal gLALQabcffefbcjpekh m019(0,0) gLALQabcffefbcjuhkh toroidal gLALQabcffefbcjuukh SFS[D(5,2)(2,1)] gLALQabcffefbcjuekh m016(0,0) gLALQabcffefbcjahkh toroidal gLALQabcffefbcjaukh SFS[D(5,2)(2,1)] gLALQabcffefbcjaekh SFS[D(4,1)(2,1)] gLALQabcffefbcjxmkm toroidal gLALQabcffefbcjxikm m016(0,0) gLALQabcffefbcjxakm SFS[D(5,2)(2,1)] gLALQabcffefbcjimkm SFS[D(3,1)(2,1)] gLALQabcffefbcjdmkm m003(0,0) gLALQabcffefbcjdikm m017(0,0) gLALQabcffefbcjdakm SFS[D(4,1)(2,1)] gLALQabcffefbcjaikl SFS[D(5,3)(3,1)] gLALQabcffefbcjamkl SFS[D(5,2)(3,1)] gLALQabcffefbcjuakl SFS[D(5,3)(3,1)] gLALQabcffefbcjpakl SFS[D(5,2)(3,1)] gLALQabcffefbcjeekx SFS[D(5,2)(3,1)] gLALQabcffefbcjddkp SFS[D(5,3)(3,1)] gLALQabcffefbcjqqkl SFS[D(5,2)(2,1)] gLALQabcffefbcjahkp SFS[D(4,1)(2,1)] gLALQabcffefbcjaikt SFS[D(4,1)(3,1)] gLALQabcffefbcjamkt SFS[D(4,3)(3,1)] gLALQabcffefbcjuakt SFS[D(4,3)(3,1)] gLALQabcffefbcjpakt SFS[D(4,1)(3,1)] gLALQabcffefbcjeekm toroidal gLALQabcffefbcjddkh toroidal gLALQabcffefbcjahkd SFS[D(5,2)(2,1)] gLALQabcffefbcjxake SFS[D(4,1)(2,1)] gLALQabcdfffbcjfxpl T2xI gLALQabcdfffbcjfiet SFS[D(2,1)(2,1)] gLALQabcdfffbcjflqt SFS[D(2,1)(2,1)] gLALQabcdfffbcjfiql SFS[D(2,1)(2,1)] gLALQabcdfffbcjflxp T2xI gLALQabcdfffbcjftxm SFS[D(2,1)(2,1)] gLALQabcdfffbcjfxim SFS[D(2,1)(2,1)] gLALQabcdfffbcjftie SFS[D(2,1)(2,1)] gLALQabcdfffbcjfplm SFS[D(3,1)(2,1)] gLALQabcdfffbcjfple SFS[D(3,1)(2,1)] gLALQabcdfffbcjfpqx SFS[D(3,1)(2,1)] gLALQabcdfffbcjfpqe SFS[D(3,1)(2,1)] gLALQabcdfffbcjfpex SFS[D(3,1)(2,1)] gLALQabcdfffbcjfpem SFS[D(3,1)(2,1)] gLALQabcdfffbcjruul SFS[D(5,2)(2,1)] gLALQabcdfffbcjrxaa SFS[D(4,1)(2,1)] gLALQabcdfffbcjrlla SFS[D(5,3)(3,1)] gLALQabcdfffbcjrllt SFS[D(5,2)(3,1)] gLALQabcdfffbcjrill SFS[D(5,2)(3,1)] gLALQabcdfffbcjrhll SFS[D(5,3)(3,1)] gLALQabcdfffbcjrlel SFS[D(5,3)(3,1)] gLALQabcdfffbcjrlql SFS[D(5,2)(3,1)] gLALQabcdfffbcjrhxh SFS[D(4,1)(2,1)] gLALQabcdfffbcjrldd SFS[D(5,2)(2,1)] gLALQabcdfffbcjrxxe toroidal gLALQabcdfffbcjrxxm toroidal gLALQabcdfffbcjruxx SFS[D(4,3)(3,1)] gLALQabcdfffbcjrtxx SFS[D(4,1)(3,1)] gLALQabcdfffbcjrxdx SFS[D(4,3)(3,1)] gLALQabcdfffbcjrxix SFS[D(4,1)(3,1)] gLALQabcdfffbcjrplm toroidal gLALQabcdfffbcjrple toroidal gLALQabcdfffbcjrmlx toroidal gLALQabcdfffbcjrmlm SFS[D(5,2)(2,1)] gLALQabcdfffbcjrmle m019(0,0) gLALQabcdfffbcjrqlx toroidal gLALQabcdfffbcjrqlm m016(0,0) gLALQabcdfffbcjrqle toroidal gLALQabcdfffbcjrpqx SFS[D(3,1)(2,1)] gLALQabcdfffbcjrpqm SFS[D(3,1)(2,1)] gLALQabcdfffbcjrpqe toroidal gLALQabcdfffbcjrmqx m006(0,0) gLALQabcdfffbcjrmqe m016(0,0) gLALQabcdfffbcjrqqx toroidal gLALQabcdfffbcjrqqe SFS[D(5,2)(2,1)] gLALQabcdfffbcjrpex SFS[D(3,1)(2,1)] gLALQabcdfffbcjrpem m003(0,0) gLALQabcdfffbcjrpee toroidal gLALQabcdfffbcjrmex toroidal gLALQabcdfffbcjrmem SFS[D(4,1)(2,1)] gLALQabcdfffbcjrmee SFS[D(4,1)(2,1)] gLALQabcdfffbcjrqex m011(0,0) gLALQabcdfffbcjrqem m017(0,0) gLALQabcdfffbcjrqee SFS[D(5,2)(2,1)] gLALQabcdfffbcjrqpp toroidal gLALQabcdfffbcjrmpp toroidal gLALQabcdfffbcjkuul SFS[D(4,1)(2,1)] gLALQabcdfffbcjkxaa SFS[D(5,2)(2,1)] gLALQabcdfffbcjklla SFS[D(4,3)(3,1)] gLALQabcdfffbcjkllt SFS[D(4,1)(3,1)] gLALQabcdfffbcjkill SFS[D(4,1)(3,1)] gLALQabcdfffbcjkhll SFS[D(4,3)(3,1)] gLALQabcdfffbcjklel toroidal gLALQabcdfffbcjklql toroidal gLALQabcdfffbcjkhxh SFS[D(5,2)(2,1)] gLALQabcdfffbcjkldd SFS[D(4,1)(2,1)] gLALQabcdfffbcjkxxe SFS[D(5,3)(3,1)] gLALQabcdfffbcjkxxm SFS[D(5,2)(3,1)] gLALQabcdfffbcjkuxx SFS[D(5,3)(3,1)] gLALQabcdfffbcjktxx SFS[D(5,2)(3,1)] gLALQabcdfffbcjkxdx SFS[D(5,3)(3,1)] gLALQabcdfffbcjkxix SFS[D(5,2)(3,1)] gLALQabcdfffbcjkplm SFS[D(3,1)(2,1)] gLALQabcdfffbcjkple SFS[D(3,1)(2,1)] gLALQabcdfffbcjkmlx toroidal gLALQabcdfffbcjkmlm toroidal gLALQabcdfffbcjkmle m011(0,0) gLALQabcdfffbcjkqlx toroidal gLALQabcdfffbcjkqlm m006(0,0) gLALQabcdfffbcjkqle toroidal gLALQabcdfffbcjkpqx toroidal gLALQabcdfffbcjkpqm SFS[D(3,1)(2,1)] gLALQabcdfffbcjkpqe m003(0,0) gLALQabcdfffbcjkmqx m016(0,0) gLALQabcdfffbcjkmqe m017(0,0) gLALQabcdfffbcjkqqx SFS[D(5,2)(2,1)] gLALQabcdfffbcjkqqe SFS[D(4,1)(2,1)] gLALQabcdfffbcjkpex toroidal gLALQabcdfffbcjkpem toroidal gLALQabcdfffbcjkpee toroidal gLALQabcdfffbcjkmex toroidal gLALQabcdfffbcjkmem SFS[D(5,2)(2,1)] gLALQabcdfffbcjkmee SFS[D(5,2)(2,1)] gLALQabcdfffbcjkqex m019(0,0) gLALQabcdfffbcjkqem m016(0,0) gLALQabcdfffbcjkqee SFS[D(4,1)(2,1)] gLALQabcdfffbcjkqpp toroidal gLALQabcdfffbcjkmpp toroidal gLALQabcdfffjfkfpqm reducible gLALQabcffefbrkimgm reducible gLALQabcffefbropuoq reducible gLALQabcffefbroimgm reducible gLALQabcffefbrwpuoe SFS[D(2,1)(2,1)] gLALQabcffefbrwqqod SFS[D(2,1)(2,1)] gLALQabcffefbrwimoa reducible gLALQabcffefbrwamod SFS[D(3,1)(2,1)] gLALQabcffefbrwaiod SFS[D(3,1)(2,1)] gLALQabcffefbrwddoe SFS[D(3,1)(2,1)] gLALQabcffefbrwdtoe reducible gLALQabcffefbrwdqoe SFS[D(3,1)(2,1)] gLALQabcffefbrweeoa SFS[D(3,1)(2,1)] gLALQabcffefbrwehoa SFS[D(3,1)(2,1)] gLALQabcffefbrweuoa toroidal gLALQabcffefbrwpaod reducible gLALQabcffefbrwuaod reducible gLALQabcffefbrwltoi SFS[A(2,1)] gLALQabcffefbrwxaou reducible gLALQabcffefbrwpuol SFS[D(2,1)(2,1)] gLALQabcffefbrwedox reducible gLALQabcffefbrwahol SFS[D(2,1)(2,1)] gLALQabcffefbrwltri SFS[A(2,1)] gLALQabcffefbrwltni toroidal gLALQabcffefbrwamga reducible gLALQabcffefbrwaiga reducible gLALQabcffefbrwddgd SFS[D(3,1)(2,1)] gLALQabcffefbrweege SFS[D(3,1)(2,1)] gLALQabcffefbrwpaga SFS[D(3,1)(2,1)] gLALQabcffefbrwxdgd SFS[D(3,1)(2,1)] gLALQabcffefbrwlege reducible gLALQabcffefbrwuaga SFS[D(3,1)(2,1)] gLALQabcffefbrwidgd toroidal gLALQabcffefbrwqege SFS[D(3,1)(2,1)] gLALQabcffefbrwltgt SFS[A(2,1)] gLALQabcffefbrwahgh reducible gLALQabcffefbrwpugd reducible gLALQabcffefbrwqqga SFS[D(2,1)(2,1)] gLALQabcffefbrwimge SFS[D(2,1)(2,1)] gLALQabcffefbrwxagx SFS[D(2,1)(2,1)] gLALQabcffefbrwedgl reducible gLALQabcffefbrwimgx SFS[D(2,1)(2,1)] gLALQabcffefbrwltkt toroidal gLALQabcffefbrwltjt SFS[A(2,1)] gLALQabcdfffbwrftpt reducible gLALQabcdfffbwrfxut reducible gLALQabcdfffbwrftal reducible gLALQabcdfffbwrfixd reducible gLALQabcdfffbwrflih reducible gLALQabcdfffbwrfiip reducible gLALQabcdfffbwrfplx reducible gLALQabcdfffbwrfppd reducible gLALQabcdfffbwrfpph reducible gLALQabcdfffbwrfpap reducible gLALQabcdfffbwrfpad reducible gLALQabcdfffbwrfpah reducible gLALQabcdfffbwrfpup reducible gLALQabcdfffbwrfpud reducible gLALQabcdfffbwrfpuh reducible gLALQabcdfffbwrrplx toroidal gLALQabcdfffbwrkplx toroidal gLALQabcdfffnfkfpqm reducible gLALQabcffefbkkimgm reducible gLALQabcffefbkopuoq reducible gLALQabcffefbkoimgm reducible gLALQabcffefbkwimoa reducible gLALQabcffefbkweuoa SFS[D(2,1)(2,1)] gLALQabcffefbkwltoi T2xI gLALQabcffefbkwedox reducible gLALQabcffefbkwltri T2xI gLALQabcffefbkwltni SFS[A(2,1)] gLALQabcffefbkwidgd SFS[D(2,1)(2,1)] gLALQabcffefbkwltgt T2xI gLALQabcffefbkwpugd reducible gLALQabcffefbkwedgl reducible gLALQabcffefbkwltkt SFS[A(2,1)] gLALQabcffefbkwltjt T2xI gLALQabcdfffbjrftpt reducible gLALQabcdfffbjrfxut reducible gLALQabcdfffbjrftal reducible gLALQabcdfffbjrfixd reducible gLALQabcdfffbjrflih reducible gLALQabcdfffbjrfiip reducible gLALQabcdfffbjrfplx reducible gLALQabcdfffbjrfppd reducible gLALQabcdfffbjrfpph reducible gLALQabcdfffbjrfpap reducible gLALQabcdfffbjrfpad reducible gLALQabcdfffbjrfpah reducible gLALQabcdfffbjrfpup reducible gLALQabcdfffbjrfpud reducible gLALQabcdfffbjrfpuh reducible gLALQabcdfffbjrrplx SFS[A(3,1)] gLALQabcdfffbjrkplx SFS[A(3,1)] gLALQabcdfffbcvfxut reducible gLALQabcdfffbcvftpt reducible gLALQabcdfffbcvftal reducible gLALQabcdfffbcvfpph reducible gLALQabcdfffbcvfppd reducible gLALQabcdfffbcvfpup reducible gLALQabcdfffbcvfpuh reducible gLALQabcdfffbcvfpud reducible gLALQabcdfffbcvfpap reducible gLALQabcdfffbcvfpah reducible gLALQabcdfffbcvfpad reducible gLALQabcdfffbcvfplx reducible gLALQabcdfffbcvflih reducible gLALQabcdfffbcvfixd reducible gLALQabcdfffbcvfiip reducible gLALQabcdfffbcvrplx SFS[A(3,1)] gLALQabcdfffbcvkplx SFS[A(3,1)] gLALQabcffefbfoidgd SFS[D(2,1)(2,1)] gLALQabcffefbfoltgt T2xI gLALQabcffefbfoedgl reducible gLALQabcffefbfopugd reducible gLALQabcffefbfoltjt T2xI gLALQabcffefbfoltkt SFS[A(2,1)] gLALQabcffefbcgtlga reducible gLALQabcffefbcgpugx reducible gLALQabcffefbcgdegl T2xI gLALQabcffefbcgiuga SFS[D(2,1)(2,1)] gLALQabcffefbcgdejl T2xI gLALQabcffefbcgdekl SFS[A(2,1)] gLALQabcffefbcotlvl reducible gLALQabcffefbcopuvm reducible gLALQabcffefbcoiuvl SFS[D(2,1)(2,1)] gLALQabcffefbcodevt T2xI gLALQabcffefbcohhwh reducible gLALQabcffefbcoqawx SFS[D(2,1)(2,1)] gLALQabcffefbcolawh SFS[D(3,1)(2,1)] gLALQabcffefbcotawh SFS[D(3,1)(2,1)] gLALQabcffefbcoaiwh SFS[D(3,1)(2,1)] gLALQabcffefbcoamwh SFS[D(3,1)(2,1)] gLALQabcffefbcouuwl reducible gLALQabcffefbcoppwi reducible gLALQabcffefbcoaxwq SFS[D(2,1)(2,1)] gLALQabcfffebcoplpf SFS[D(2,1)(2,1)] gLALQabcfffebcodedf T2xI gLALQabcfffebcopuef reducible gLALQabcfffebcoimpf reducible gLALQabcfffebcolaar SFS[D(3,1)(2,1)] gLALQabcfffebcotaar SFS[D(3,1)(2,1)] gLALQabcfffebcoaiar SFS[D(3,1)(2,1)] gLALQabcfffebcoamar SFS[D(3,1)(2,1)] gLALQabcfffebcouuur reducible gLALQabcfffebcopppr reducible gLALQabcfffebcoqaqr SFS[D(2,1)(2,1)] gLALQabcfffebcoaxxr SFS[D(2,1)(2,1)] gLALQabcfffebcohhar reducible gLALQabcdfffbcobaim reducible gLALQabcdfffbcobaxa reducible gLALQabcdfffbcobeda reducible gLALQabcdfffbcobmex reducible gLALQabcdfffbcobqqx reducible gLALQabcdfffbcobuxx reducible gLALQabcdfffbcobtxx reducible gLALQabcdfffbcobxix reducible gLALQabcdfffbcobuix reducible gLALQabcdfffbcobtix reducible gLALQabcdfffbcobxdx reducible gLALQabcdfffbcobudx reducible gLALQabcdfffbcobtdx reducible gLALQabcdfffbcobxxp reducible gLALQabcdfffbcobxxl reducible gLALQabcdfffbcobuhe reducible gLALQabcdfffbcobtmh reducible gLALQabcdfffbcobxhh reducible gLALQabcdfffbcojaxa SFS[D(3,1)(2,1)] gLALQabcdfffbcojqqx reducible gLALQabcdfffbcojuxx SFS[D(3,1)(3,1)] gLALQabcdfffbcojtxx SFS[D(3,1)(3,2)] gLALQabcdfffbcojxix SFS[D(3,1)(3,2)] gLALQabcdfffbcojxdx SFS[D(3,1)(3,1)] gLALQabcdfffbcojxxp reducible gLALQabcdfffbcojxxl reducible gLALQabcdfffbcojxhh SFS[D(3,1)(2,1)] gLALQabcdfffbconaxa SFS[D(3,1)(2,1)] gLALQabcdfffbconqqx reducible gLALQabcdfffbconuxx SFS[D(3,1)(3,2)] gLALQabcdfffbcontxx SFS[D(3,1)(3,1)] gLALQabcdfffbconxix SFS[D(3,1)(3,1)] gLALQabcdfffbconxdx SFS[D(3,1)(3,2)] gLALQabcdfffbconxxp reducible gLALQabcdfffbconxxl reducible gLALQabcdfffbconxhh SFS[D(3,1)(2,1)] gLALQabcdfffncvfixd reducible gLALQabcffefjfoimgm reducible gLALQabcffefbrgpugq reducible gLALQabcffefbrgapgd reducible gLALQabcffefbrguagt reducible gLALQabcffefbrfpuot reducible gLALQabcffefbrfapoq reducible gLALQabcffefbrfuaod reducible gLALQabcfffebrfimmc reducible gLALQabcffefbrftlgh reducible gLALQabcffefbrvimoi reducible gLALQabcfffebrvaiac reducible gLALQabcfffebrvamac reducible gLALQabcfffebrvlaac reducible gLALQabcfffebrvtaac reducible gLALQabcfffebrvpppc reducible gLALQabcfffebrvhppc reducible gLALQabcfffebrvdppc reducible gLALQabcfffebrvuuuc reducible gLALQabcfffebrviuuc reducible gLALQabcfffebrvquuc reducible gLALQabcfffebrvdeec reducible gLALQabcfffebrvaxxc reducible gLALQabcfffebrvihtc reducible gLALQabcfffebrvpudc reducible gLALQabcfffebrvaptc reducible gLALQabcfffebrvqaqc reducible gLALQabcfffebrvimqc reducible gLALQabcfffebrviiqc reducible gLALQabcfffebrviaqc reducible gLALQabcfffebrvuaqc reducible gLALQabcfffebrviexc reducible gLALQabcfffebrvhhac reducible gLALQabcfffebrvtluc reducible gLALQabcfffebrvlluc reducible gLALQabcfffebrvaluc reducible gLALQabcfffebrvimpc reducible gLALQabcfffebrviipc reducible gLALQabcfffebrviapc reducible gLALQabcdfffjfvbdea reducible gLALQabcdfffjcvfixd reducible gLALQabcffefnfoimgm reducible gLALQabcffefbjgpugx reducible gLALQabcffefbjcpuvm reducible gLALQabcfffebjctltf reducible gLALQabcffefbjcimgh reducible gLALQabcffefbjotlvl reducible gLALQabcfffebjoplpf SFS[D(2,1)(2,1)] gLALQabcfffebjodedf T2xI gLALQabcfffebjopuef reducible gLALQabcfffebjoimpf reducible gLALQabcdfffjcobeda reducible gLALQabceeffjrvcbab SFS[D(3,1)(2,1)] gLALQabceeffjrvffeb SFS[D(3,1)(2,1)] gLAPPabceeffjrvbfac reducible gLAPPabceeffjrvggig SFS[D(3,1)(2,1)] gLAPPabceeffjrvcoao SFS[D(3,1)(2,1)] gLAPPabceeffjrvccac reducible gLAPPabceeffjrvjrac reducible gLAPPabceeffjrvjraw SFS[D(5,4)(3,1)] gLAPPabceeffjrvjraj SFS[D(5,1)(3,1)] gLAPPabceeffjrvjrhn SFS[D(5,1)(2,1)] gLAPPabceeffjrvjrqk SFS[D(5,1)(2,1)] gLALQabceeffjrjooiv SFS[D(3,1)(2,1)] gLALQabceeffjrjooqo SFS[D(3,1)(2,1)] gLALQabceeffjrwgbab SFS[D(3,1)(2,1)] gLALQabceeffjrjbfab SFS[D(3,1)(2,1)] gLALQabceeffjrjccdb SFS[D(3,1)(2,1)] gLAPPabceeffjrwbbeo SFS[D(3,1)(2,1)] gLAPPabceeffjrwbbuc SFS[D(3,1)(2,1)] gLAPPabceeffjrwfvag reducible gLAPPabceeffjrwcoag reducible gLAPPabceeffjrjbbec SFS[D(3,1)(2,1)] gLAPPabceeffjrjfcac SFS[D(3,1)(2,1)] gLAPPabceeffjrwggag reducible gLAPPabceeffjrwksag reducible gLAPPabceeffjrwksak toroidal gLAPPabceeffjrwksaj toroidal gLAPPabceeffjrwksxo SFS[D(3,1)(2,1)] gLAPPabceeffjrwksxr toroidal gLAPPabceeffjrwksxn SFS[D(3,1)(2,1)] gLAPPabceeffjrwksqc SFS[D(3,1)(2,1)] gLAPPabceeffjrwksqw toroidal gLAPPabceeffjrwksqj SFS[D(3,1)(2,1)] gLALQabceeffjrjofao SFS[D(3,1)(2,1)] gLAPPabceeffjrjooug SFS[D(3,1)(2,1)] gLAPPabceeffjrjooqo SFS[D(3,1)(2,1)] gLALQacbeeffjcncbab SFS[D(3,1)(3,1)] gLALQacbeeffjcnffeb SFS[D(3,1)(3,1)] gLAPPacbeeffjcnogac reducible gLAPPacbeeffjcnbfac reducible gLALQacbeeffjfnccdb SFS[D(3,1)(3,1)] gLALQacbeeffjfnbfab SFS[D(3,1)(3,1)] gLAPPacbeeffjcnccac reducible gLAPPacbeeffjcnjrac reducible gLAPPacbeeffjcnjraw SFS[D(3,1)(3,1)] gLAPPacbeeffjcnjraj SFS[D(3,1)(3,2)] gLAPPacbeeffjcnjrhn SFS[D(3,1)(2,1)] gLAPPacbeeffjcnjrqk SFS[D(3,1)(2,1)] gLAPPacbeeffjcjogac reducible gLAPPacbeeffjcjbfac reducible gLALQacbeeffjcjffeb SFS[D(3,1)(3,2)] gLALQacbeeffjcjcbab SFS[D(3,1)(3,2)] gLAPPacbeeffjcjccac reducible gLAPPacbeeffjcjjrac reducible gLAPPacbeeffjcjjraj reducible gLAPPacbeeffjcjjrhn reducible gLAPPacbeeffjcjggig SFS[D(2,1)(2,1)] gLAPPacbeeffjcjcoao SFS[D(2,1)(2,1)] gLALQacbeeffngjgbab SFS[D(3,1)(3,1)] gLAPPacbeeffjgnbbeo SFS[D(3,1)(3,1)] gLAPPacbeeffjgncoag reducible gLAPPacbeeffjgnggag reducible gLAPPacbeeffjgnksag reducible gLAPPacbeeffjgnksaj toroidal gLAPPacbeeffjgnksak toroidal gLAPPacbeeffjgnksqc SFS[D(3,1)(3,1)] gLAPPacbeeffjgnksqw toroidal gLAPPacbeeffjgnksqj SFS[D(3,1)(3,1)] gLAPPacbeeffjgnksxo SFS[D(3,1)(3,1)] gLAPPacbeeffjgnksxr toroidal gLAPPacbeeffjgnksxn SFS[D(3,1)(3,1)] gLALQacbeeffjgngbab SFS[D(3,1)(3,1)] gLALQacbeeffjgnbbuc SFS[D(3,1)(3,1)] gLALQacbeeffjgnbbhb SFS[D(3,1)(3,1)] gLAPPacbeeffjgjbbeo SFS[D(3,1)(3,2)] gLAPPacbeeffjgjfvag reducible gLAPPacbeeffjgjcoag reducible gLALQacbeeffngnvvtf SFS[D(2,1)(2,1)] gLALQacbeeffngngfaf SFS[D(2,1)(2,1)] gLAPPacbeeffjgjggag reducible gLAPPacbeeffjgjksag reducible gLAPPacbeeffjgjksaj toroidal gLAPPacbeeffjgjksqc SFS[D(3,1)(3,2)] gLAPPacbeeffjgjksqw toroidal gLAPPacbeeffjgjksqj SFS[D(3,1)(3,2)] gLALQacbeeffjgjgbab SFS[D(3,1)(3,2)] gLALQacbeeffjgjbbuc SFS[D(3,1)(3,2)] gLALQacbeeffjgjbbhb SFS[D(3,1)(3,2)] gLAPPacbeeffncnvvlo SFS[D(2,1)(2,1)] gLAPPacbeeffncnogac reducible gLAPPacbeeffncnbfac reducible gLALQacbeeffjfjccdb SFS[D(3,1)(3,2)] gLALQacbeeffjfjbfab SFS[D(3,1)(3,2)] gLAPPacbeeffncnccac reducible gLAPPacbeeffncnjrac reducible gLAPPacbeeffncnjraj toroidal gLAPPacbeeffncnjrho SFS[D(2,1)(2,1)] gLAPPacbeeffncnjrhn toroidal gLAPPacbeeffncnjrhr SFS[D(2,1)(2,1)] gLALQacbeeffjfjofao SFS[D(2,1)(2,1)] gLALQacbeeffjfjooiv SFS[D(2,1)(2,1)] gLALQacbeeffjfjooqo SFS[D(2,1)(2,1)] gLALQabceeffjwkcbab SFS[D(3,1)(2,1)] gLALQabceeffjwkffeb SFS[D(3,1)(2,1)] gLAPPabceeffjkwfvag reducible gLAPPabceeffjkwcoag reducible gLAPPabceeffjkwccmc SFS[D(3,1)(2,1)] gLAPPabceeffjkwogao SFS[D(3,1)(2,1)] gLAPPabceeffjkwggag reducible gLAPPabceeffjkwksag reducible gLAPPabceeffjkwksak SFS[D(7,4)(3,1)] gLAPPabceeffjkwksaj SFS[D(7,3)(3,1)] gLAPPabceeffjkwksxr SFS[D(7,3)(2,1)] gLAPPabceeffjkwksqw SFS[D(7,3)(2,1)] gLALQabceeffnkwgfaf SFS[D(2,1)(2,1)] gLALQabceeffnkwvvtf SFS[D(2,1)(2,1)] gLAPPabceeffjjkogac reducible gLAPPabceeffjjkbfac reducible gLAPPabceeffjjkccac reducible gLAPPabceeffjjkjrac reducible gLAPPabceeffjjkjraw SFS[D(8,3)(3,1)] gLAPPabceeffjjkjraj SFS[D(8,3)(3,1)] gLAPPabceeffjjkjrhn SFS[D(8,3)(2,1)] gLAPPabceeffjjkjrqk SFS[D(8,3)(2,1)] gLAPPabceeffjjkoomo SFS[D(2,1)(2,1)] gLAPPabceeffjjkgcag SFS[D(2,1)(2,1)] gLAPPabceeffjkjooug SFS[D(3,1)(2,1)] gLAPPabceeffjkjooqo SFS[D(3,1)(2,1)] gLALQabceeffnrwgbab SFS[D(3,1)(2,1)] gLAPPabceeffjwrbbuc SFS[D(3,1)(2,1)] gLAPPabceeffjwrbbeo SFS[D(3,1)(2,1)] gLAPPabceeffjwrfvag reducible gLAPPabceeffjwrcoag reducible gLAPPabceeffjwrggag reducible gLAPPabceeffjwrksag reducible gLAPPabceeffjwrksaj toroidal gLAPPabceeffjwrksak toroidal gLAPPabceeffjwrksqc SFS[D(3,1)(2,1)] gLAPPabceeffjwrksqw toroidal gLAPPabceeffjwrksqj SFS[D(3,1)(2,1)] gLAPPabceeffjwrksxo SFS[D(3,1)(2,1)] gLAPPabceeffjwrksxr toroidal gLAPPabceeffjwrksxn SFS[D(3,1)(2,1)] gLALQabceeffjkjofao SFS[D(3,1)(2,1)] gLALQabceeffjkjooiv SFS[D(3,1)(2,1)] gLALQabceeffjkjooqo SFS[D(3,1)(2,1)] gLALQabceeffjwobfab SFS[D(3,1)(2,1)] gLALQabceeffjwoccdb SFS[D(3,1)(2,1)] gLAPPabceeffjkvbfac reducible gLAPPabceeffjkvogac reducible gLAPPabceeffjkvggig SFS[D(3,1)(2,1)] gLAPPabceeffjkvcoao SFS[D(3,1)(2,1)] gLAPPabceeffjkvccac reducible gLAPPabceeffjkvjrac reducible gLAPPabceeffjkvjraw SFS[D(7,5)(3,1)] gLAPPabceeffjkvjraj SFS[D(7,2)(3,1)] gLAPPabceeffjkvjrhn SFS[D(7,2)(2,1)] gLAPPabceeffjkvjrqk SFS[D(7,2)(2,1)] gLAPPabceeffjjofoao SFS[D(2,1)(2,1)] gLAPPabceeffnkvvvlo SFS[D(2,1)(2,1)] gLAPPabceeffnkvbfac reducible gLAPPabceeffnkvccac reducible gLAPPabceeffnkvjrac reducible gLAPPabceeffnkvjraw toroidal gLAPPabceeffnkvjraj toroidal gLAPPabceeffnkvjrho SFS[D(2,1)(2,1)] gLAPPabceeffnkvjrhn toroidal gLAPPabceeffnkvjrhr SFS[D(2,1)(2,1)] gLAPPabceeffnkvjrqg SFS[D(2,1)(2,1)] gLAPPabceeffnkvjrqk toroidal gLAPPabceeffnkvjrqj SFS[D(2,1)(2,1)] gLALQabceeffjjoofao SFS[D(2,1)(2,1)] gLALQabceeffjjoooiv SFS[D(2,1)(2,1)] gLALQabceeffjjoooqo SFS[D(2,1)(2,1)] gLALQacbeeffbjnvvtj reducible gLALQacbeeffbjnvvtn reducible gLALQacbeeffbjnvvdv reducible gLALQacbeeffbjnvvdw reducible gLALQacbeeffbjnvvds reducible gLALQacbeeffbjnvvqo reducible gLALQacbeeffbjnvvqn reducible gLALQacbeeffbjnvvqr reducible gLALQacbeeffbjnvvhb reducible gLALQacbeeffbjnvvhj reducible gLALQacbeeffbjnvvhn reducible gLALQacbeeffbjnvviv reducible gLALQacbeeffbjnvviw reducible gLALQacbeeffbjnvvis reducible gLALQacbeeffbjnvvln reducible gLALQacbeeffbjnvvlr reducible gLALQacbeeffbjnvvmb reducible gLALQacbeeffbjnvvmn reducible gLALQacbeeffbjnvvmj reducible gLALQacbeeffbjnvveo reducible gLALQacbeeffbjnvver reducible gLALQacbeeffbjnvven reducible gLALQacbeeffbjnvvxs reducible gLALQacbeeffbjnvvxw reducible gLALQacbeeffnsbskqc SFS[D(3,1)(2,1)] gLALQacbeeffnsbovmb SFS[D(3,1)(2,1)] gLALQacbeeffbjngfmv SFS[D(3,1)(2,1)] gLAPPacbeeffbjnvvaw toroidal gLAPPacbeeffbjnvvaj toroidal gLAPPacbeeffbjnvvin SFS[D(5,2)(3,1)] gLAPPacbeeffbjnvvir SFS[D(4,1)(3,1)] gLAPPacbeeffbjnvvmj SFS[D(4,3)(3,1)] gLAPPacbeeffbjnvvmk SFS[D(5,3)(3,1)] gLAPPacbeeffbjnvvdw SFS[D(5,2)(3,1)] gLAPPacbeeffbjnvvdj SFS[D(4,1)(3,1)] gLAPPacbeeffbjnvvhn toroidal gLAPPacbeeffbjnvvhr SFS[D(5,2)(3,1)] gLAPPacbeeffbjnvvej SFS[D(5,3)(3,1)] gLAPPacbeeffbjnvvew SFS[D(4,3)(3,1)] gLAPPacbeeffbjnvvqk toroidal gLAPPacbeeffbjnvvqj SFS[D(5,3)(3,1)] gLAPPacbeeffbkjoblo reducible gLAPPacbeeffbkjbblo reducible gLAPPacbeeffbkjvblo reducible gLALQacbeeffbjnrjho SFS[D(3,1)(2,1)] gLAPPacbeeffbjnvoeo reducible gLAPPacbeeffbjnooeo reducible gLAPPacbeeffbjnboeo reducible gLAPPacbeeffbkjoopw toroidal gLAPPacbeeffbkjoopj toroidal gLAPPacbeeffbkjoodn SFS[D(5,3)(3,1)] gLAPPacbeeffbkjoodr SFS[D(4,3)(3,1)] gLAPPacbeeffbkjoohj SFS[D(4,1)(3,1)] gLAPPacbeeffbkjoohk SFS[D(5,2)(3,1)] gLAPPacbeeffbkjooxw SFS[D(5,3)(3,1)] gLAPPacbeeffbkjooxj SFS[D(4,3)(3,1)] gLAPPacbeeffbkjootn toroidal gLAPPacbeeffbkjootr SFS[D(5,3)(3,1)] gLAPPacbeeffbkjoolj SFS[D(5,2)(3,1)] gLAPPacbeeffbkjoolw SFS[D(4,1)(3,1)] gLAPPacbeeffbkjooek toroidal gLAPPacbeeffbkjooej SFS[D(5,2)(3,1)] gLALQacbeeffbcncbab reducible gLALQacbeeffbcnffeb reducible gLAPPacbeeffbcnogac reducible gLAPPacbeeffbcnbfac reducible gLALQacbeeffjfbccdb reducible gLALQacbeeffjfbbfab reducible gLAPPacbeeffbcnccac reducible gLAPPacbeeffbcnjrac reducible gLAPPacbeeffbcnjraw SFS[D(3,1)(3,2)] gLAPPacbeeffbcnjraj SFS[D(3,1)(3,1)] gLAPPacbeeffbcnjrhn SFS[D(3,1)(2,1)] gLAPPacbeeffbcnjrqk SFS[D(3,1)(2,1)] gLALQacbeeffbrjociv SFS[D(3,1)(2,1)] gLAPPacbeeffbwnwwxg SFS[D(3,1)(2,1)] gLAPPacbeeffbwnwwpo SFS[D(3,1)(2,1)] gLAPPacbeeffbwnggxg reducible gLALQacbeeffbrjjnuo SFS[D(3,1)(2,1)] gLAPPacbeeffbrjbbqg reducible gLAPPacbeeffbrjrrio SFS[D(3,1)(2,1)] gLAPPacbeeffbrjrrqg SFS[D(3,1)(2,1)] gLALQacbeeffbrjonev reducible gLALQacbeeffbrjonmo reducible gLALQacbeeffbrjonlb reducible gLALQacbeeffbrjonpb reducible gLALQacbeeffbrjrrio SFS[D(3,1)(2,1)] gLALQacbeeffbrjrruv SFS[D(3,1)(2,1)] gLALQacbeeffjwbfvlo SFS[D(3,1)(2,1)] gLALQacbeeffjwbskpv SFS[D(3,1)(2,1)] gLALQacbeeffbjjvvtj reducible gLALQacbeeffbjjvvtn reducible gLALQacbeeffbjjvvdv reducible gLALQacbeeffbjjvvdw reducible gLALQacbeeffbjjvvds reducible gLALQacbeeffbjjvvqo reducible gLALQacbeeffbjjvvqn reducible gLALQacbeeffbjjvvqr reducible gLALQacbeeffbjjvvhb reducible gLALQacbeeffbjjvvhj reducible gLALQacbeeffbjjvvhn reducible gLALQacbeeffbjjvviv reducible gLALQacbeeffbjjvviw reducible gLALQacbeeffbjjvvis reducible gLALQacbeeffbjjvvln reducible gLALQacbeeffbjjvvlr reducible gLALQacbeeffbjjvvmb reducible gLALQacbeeffbjjvvmn reducible gLALQacbeeffbjjvvmj reducible gLALQacbeeffbjjvveo reducible gLALQacbeeffbjjvver reducible gLALQacbeeffbjjvven reducible gLALQacbeeffbjjvvxs reducible gLALQacbeeffbjjvvxw reducible gLALQacbeeffjsbskqc SFS[D(3,1)(2,1)] gLALQacbeeffjsbovmb SFS[D(3,1)(2,1)] gLALQacbeeffbjjgfmv SFS[D(3,1)(2,1)] gLAPPacbeeffbjjvvaw toroidal gLAPPacbeeffbjjvvaj toroidal gLAPPacbeeffbjjvvin SFS[D(5,3)(3,1)] gLAPPacbeeffbjjvvir SFS[D(4,3)(3,1)] gLAPPacbeeffbjjvvmj SFS[D(4,1)(3,1)] gLAPPacbeeffbjjvvmk SFS[D(5,2)(3,1)] gLAPPacbeeffbjjvvdw SFS[D(5,3)(3,1)] gLAPPacbeeffbjjvvdj SFS[D(4,3)(3,1)] gLAPPacbeeffbjjvvhn toroidal gLAPPacbeeffbjjvvhr SFS[D(5,3)(3,1)] gLAPPacbeeffbjjvvej SFS[D(5,2)(3,1)] gLAPPacbeeffbjjvvew SFS[D(4,1)(3,1)] gLAPPacbeeffbjjvvqk toroidal gLAPPacbeeffbjjvvqj SFS[D(5,2)(3,1)] gLAPPacbeeffbknoblo reducible gLAPPacbeeffbknbblo reducible gLAPPacbeeffbknvblo reducible gLALQacbeeffbjjrjho SFS[D(3,1)(2,1)] gLAPPacbeeffbjjvoeo reducible gLAPPacbeeffbjjooeo reducible gLAPPacbeeffbjjboeo reducible gLAPPacbeeffbknoopw toroidal gLAPPacbeeffbknoopj toroidal gLAPPacbeeffbknoodn SFS[D(5,2)(3,1)] gLAPPacbeeffbknoodr SFS[D(4,1)(3,1)] gLAPPacbeeffbknoohj SFS[D(4,3)(3,1)] gLAPPacbeeffbknoohk SFS[D(5,3)(3,1)] gLAPPacbeeffbknooxw SFS[D(5,2)(3,1)] gLAPPacbeeffbknooxj SFS[D(4,1)(3,1)] gLAPPacbeeffbknootn toroidal gLAPPacbeeffbknootr SFS[D(5,2)(3,1)] gLAPPacbeeffbknoolj SFS[D(5,3)(3,1)] gLAPPacbeeffbknoolw SFS[D(4,3)(3,1)] gLAPPacbeeffbknooek toroidal gLAPPacbeeffbknooej SFS[D(5,3)(3,1)] gLALQacbeeffbcjcbab reducible gLALQacbeeffbcjffeb reducible gLAPPacbeeffbcjogac reducible gLAPPacbeeffbcjbfac reducible gLALQacbeeffjcbffeb reducible gLALQacbeeffjcbcbab reducible gLAPPacbeeffbcjccac reducible gLAPPacbeeffbcjjrac reducible gLAPPacbeeffbcjjraw SFS[D(3,1)(3,1)] gLAPPacbeeffbcjjraj SFS[D(3,1)(3,2)] gLAPPacbeeffbcjjrhn SFS[D(3,1)(2,1)] gLAPPacbeeffbcjjrqk SFS[D(3,1)(2,1)] gLALQacbeeffbrnociv SFS[D(3,1)(2,1)] gLAPPacbeeffbwjwwxg SFS[D(3,1)(2,1)] gLAPPacbeeffbwjwwpo SFS[D(3,1)(2,1)] gLAPPacbeeffbwjggxg reducible gLALQacbeeffbrnjnuo SFS[D(3,1)(2,1)] gLAPPacbeeffbrnbbqg reducible gLAPPacbeeffbrnrrio SFS[D(3,1)(2,1)] gLAPPacbeeffbrnrrqg SFS[D(3,1)(2,1)] gLALQacbeeffbrnonev reducible gLALQacbeeffbrnonmo reducible gLALQacbeeffbrnonlb reducible gLALQacbeeffbrnonpb reducible gLALQacbeeffbrnrrio SFS[D(3,1)(2,1)] gLALQacbeeffbrnrruv SFS[D(3,1)(2,1)] gLALQacbeeffjrbociv SFS[D(3,1)(2,1)] gLALQacbeeffjrbjnuo SFS[D(3,1)(2,1)] gLALQacbeeffjgbbkpf SFS[D(3,1)(3,2)] gLALQacbeeffjgbbkuc reducible gLALQacbeeffjgbbkhb SFS[D(3,1)(3,2)] gLALQacbeeffjgbbspf SFS[D(3,1)(3,1)] gLALQacbeeffjgbbsuc reducible gLALQacbeeffjgbbshb SFS[D(3,1)(3,1)] gLALQacbeeffjgbvbpf SFS[D(3,1)(3,2)] gLALQacbeeffjgbvbuc SFS[D(3,1)(3,2)] gLALQacbeeffjgbvkpf SFS[D(3,1)(3,1)] gLALQacbeeffjgbvspf reducible gLALQacbeeffjgbobpf SFS[D(3,1)(3,1)] gLALQacbeeffjgbobuc SFS[D(3,1)(3,1)] gLALQacbeeffjgbokpf reducible gLALQacbeeffjgbospf SFS[D(3,1)(3,2)] gLALQacbeeffjgbjnlb SFS[D(3,1)(2,1)] gLALQacbeeffjgbjnxc SFS[D(3,1)(2,1)] gLALQacbeeffjgbjnqf SFS[D(3,1)(2,1)] gLALQacbeeffjgbjnmf SFS[D(3,1)(2,1)] gLALQacbeeffjgbwwpf reducible gLALQacbeeffjgbwwuc reducible gLALQacbeeffjgbwwhb SFS[D(3,1)(2,1)] gLALQacbeeffjgbcfpf reducible gLALQacbeeffjgbcfpk reducible gLALQacbeeffjgbcfpr reducible gLALQacbeeffjgbcfib reducible gLALQacbeeffjgbcfij reducible gLALQacbeeffjgbcfin reducible gLALQacbeeffjgbcftc reducible gLALQacbeeffjgbcftj reducible gLALQacbeeffjgbcftw reducible gLALQacbeeffngbnnhc SFS[D(3,1)(3,2)] gLALQacbeeffngbnneb SFS[D(3,1)(3,2)] gLALQacbeeffngbnweb SFS[D(3,1)(3,1)] gLALQacbeeffngbnfeb reducible gLALQacbeeffngbgnhc SFS[D(3,1)(3,1)] gLALQacbeeffngbsnhc reducible gLALQacbeeffbgjsklc SFS[D(3,1)(2,1)] gLALQacbeeffbgjskif reducible gLALQacbeeffbgjskub reducible gLALQacbeeffbgjskec SFS[D(3,1)(2,1)] gLALQacbeeffbgjgblc SFS[D(3,1)(2,1)] gLALQacbeeffbgjgbif reducible gLALQacbeeffbgjgbab reducible gLALQacbeeffbgjjjub SFS[D(3,1)(3,1)] gLALQacbeeffbgjjjec SFS[D(3,1)(3,1)] gLALQacbeeffbgjcjec reducible gLALQacbeeffbgjwjec SFS[D(3,1)(3,2)] gLALQacbeeffbgjjvub toroidal gLALQacbeeffbgjjrub SFS[D(3,1)(3,2)] gLALQacbeeffngbbrtf SFS[D(3,1)(2,1)] gLALQacbeeffngbbrdc SFS[A(3,1)] gLALQacbeeffngbbrxb SFS[D(3,1)(2,1)] gLALQacbeeffngbovtf SFS[D(3,1)(2,1)] gLALQacbeeffngbovhc SFS[D(3,1)(2,1)] gLALQacbeeffngbovxb SFS[D(3,1)(2,1)] gLALQacbeeffngboveb SFS[D(3,1)(2,1)] gLALQacbeeffjgbnnhc SFS[D(3,1)(3,1)] gLALQacbeeffjgbnneb SFS[D(3,1)(3,1)] gLALQacbeeffjgbnfeb reducible gLALQacbeeffjgbnweb SFS[D(3,1)(3,2)] gLALQacbeeffjgbsnhc reducible gLALQacbeeffjgbgnhc SFS[D(3,1)(3,2)] gLALQacbeeffjgbovxb SFS[D(3,1)(2,1)] gLALQacbeeffjgbovtf SFS[D(3,1)(2,1)] gLALQacbeeffjgbovhc SFS[D(3,1)(2,1)] gLALQacbeeffjgboveb SFS[D(3,1)(2,1)] gLALQacbeeffjgbbrxb SFS[D(3,1)(2,1)] gLALQacbeeffjgbbrtf SFS[D(3,1)(2,1)] gLALQacbeeffjgbbrdc SFS[A(3,1)] gLAPPacbeeffbgjfbag SFS[D(3,1)(3,2)] gLAPPacbeeffbgjfbeo SFS[D(3,1)(3,2)] gLAPPacbeeffbgjcbag SFS[D(3,1)(3,1)] gLAPPacbeeffbgjcbeo SFS[D(3,1)(3,1)] gLAPPacbeeffbgjboag SFS[D(3,1)(3,2)] gLAPPacbeeffbgjbouc SFS[D(3,1)(3,2)] gLAPPacbeeffbgjboeo reducible gLAPPacbeeffbgjfoag SFS[D(3,1)(3,1)] gLAPPacbeeffbgjcoag reducible gLAPPacbeeffbgjbvag SFS[D(3,1)(3,1)] gLAPPacbeeffbgjbvuc SFS[D(3,1)(3,1)] gLAPPacbeeffbgjbveo reducible gLAPPacbeeffbgjfvag reducible gLAPPacbeeffbgjcvag SFS[D(3,1)(3,2)] gLALQacbeeffbgjbrxb SFS[D(3,1)(2,1)] gLALQacbeeffbgjbrdc reducible gLALQacbeeffbgjbrtf reducible gLALQacbeeffbgjovxb SFS[D(3,1)(2,1)] gLALQacbeeffbgjoveb SFS[D(3,1)(2,1)] gLALQacbeeffbgjovtf reducible gLALQacbeeffbgjovhc reducible gLALQacbeeffbgjnneb SFS[D(3,1)(3,2)] gLALQacbeeffbgjnnhc SFS[D(3,1)(3,2)] gLALQacbeeffbgjgnhc SFS[D(3,1)(3,1)] gLALQacbeeffbgjsnhc toroidal gLALQacbeeffbgjnweb SFS[D(3,1)(3,1)] gLALQacbeeffbgjnfeb reducible gLAPPacbeeffbgjjnmo SFS[D(3,1)(2,1)] gLAPPacbeeffbgjjnic SFS[D(3,1)(2,1)] gLAPPacbeeffbgjjntg SFS[D(3,1)(2,1)] gLAPPacbeeffbgjjnlg SFS[D(3,1)(2,1)] gLAPPacbeeffbgjggag reducible gLAPPacbeeffbgjgguc SFS[D(3,1)(2,1)] gLAPPacbeeffbgjggeo reducible gLAPPacbeeffbgjksag reducible gLAPPacbeeffbgjksak reducible gLAPPacbeeffbgjksaj reducible gLAPPacbeeffbgjksxo reducible gLAPPacbeeffbgjksxr reducible gLAPPacbeeffbgjksxn reducible gLAPPacbeeffbgjksqc reducible gLAPPacbeeffbgjksqw reducible gLAPPacbeeffbgjksqj reducible gLALQacbeeffbgnskif reducible gLALQacbeeffbgnsklc SFS[D(3,1)(2,1)] gLALQacbeeffbgnskec SFS[D(3,1)(2,1)] gLALQacbeeffbgnskub reducible gLALQacbeeffbgngbif reducible gLALQacbeeffbgngblc SFS[D(3,1)(2,1)] gLALQacbeeffbgngbab reducible gLALQacbeeffbgnjjec SFS[D(3,1)(3,2)] gLALQacbeeffbgnjjub SFS[D(3,1)(3,2)] gLALQacbeeffbgnjvub toroidal gLALQacbeeffbgnjrub SFS[D(3,1)(3,1)] gLALQacbeeffbgncjec reducible gLALQacbeeffbgnwjec SFS[D(3,1)(3,1)] gLALQacbeeffbgnbrtf reducible gLALQacbeeffbgnbrdc reducible gLALQacbeeffbgnbrxb SFS[D(3,1)(2,1)] gLALQacbeeffbgnovtf reducible gLALQacbeeffbgnovhc reducible gLALQacbeeffbgnovxb SFS[D(3,1)(2,1)] gLALQacbeeffbgnoveb SFS[D(3,1)(2,1)] gLALQacbeeffbgjbkpf reducible gLALQacbeeffbgjbkuc reducible gLALQacbeeffbgjbkhb SFS[D(3,1)(3,1)] gLALQacbeeffbgjbspf reducible gLALQacbeeffbgjbsuc reducible gLALQacbeeffbgjbshb SFS[D(3,1)(3,2)] gLALQacbeeffbgjvbpf reducible gLALQacbeeffbgjvbuc SFS[D(3,1)(3,1)] gLALQacbeeffbgjvbhb reducible gLALQacbeeffbgjvkpf reducible gLALQacbeeffbgjvspf reducible gLALQacbeeffbgjobpf reducible gLALQacbeeffbgjobuc SFS[D(3,1)(3,2)] gLALQacbeeffbgjobhb reducible gLALQacbeeffbgjokpf reducible gLALQacbeeffbgjospf reducible gLALQacbeeffbgjjnlb reducible gLALQacbeeffbgjjnxc reducible gLALQacbeeffbgjjnqf reducible gLALQacbeeffbgjjnmf reducible gLALQacbeeffbgjwwuc SFS[D(3,1)(2,1)] gLALQacbeeffbgjwwhb SFS[D(3,1)(2,1)] gLALQacbeeffbgjcfpf reducible gLALQacbeeffbgjcfpk toroidal gLALQacbeeffbgjcfpr toroidal gLALQacbeeffbgjcfib SFS[A(3,1)] gLALQacbeeffbgjcfij toroidal gLALQacbeeffbgjcfin SFS[A(3,1)] gLALQacbeeffbgjcftc SFS[A(3,1)] gLALQacbeeffbgjcftj toroidal gLALQacbeeffbgjcftw SFS[A(3,1)] gLALQacbeeffbgnnnhc SFS[D(3,1)(3,1)] gLALQacbeeffbgnnneb SFS[D(3,1)(3,1)] gLALQacbeeffbgnnweb SFS[D(3,1)(3,2)] gLALQacbeeffbgnnfeb reducible gLALQacbeeffbgngnhc SFS[D(3,1)(3,2)] gLALQacbeeffbgnsnhc toroidal gLAPPacbeeffjkboodn reducible gLAPPacbeeffjkboodr reducible gLAPPacbeeffjkboohj reducible gLAPPacbeeffjkboohk reducible gLAPPacbeeffjkbooxw reducible gLAPPacbeeffjkbooxj reducible gLAPPacbeeffjkbootn reducible gLAPPacbeeffjkbootr reducible gLAPPacbeeffjkboolj reducible gLAPPacbeeffjkboolw reducible gLAPPacbeeffjkbooek reducible gLAPPacbeeffjkbooej reducible gLALQacbeeffbnjskqc reducible gLAPPacbeeffbnjbbmr reducible gLAPPacbeeffbnjbbmn reducible gLAPPacbeeffbnjbbij reducible gLAPPacbeeffbnjbbiw reducible gLAPPacbeeffbnjbbtk reducible gLAPPacbeeffbnjbbtj reducible gLAPPacbeeffbnjbbxr reducible gLAPPacbeeffbnjbbxn reducible gLAPPacbeeffbnjbblj reducible gLAPPacbeeffbnjbblk reducible gLAPPacbeeffbnjbbqw reducible gLAPPacbeeffbnjbbqj reducible gLALQacbeeffbnjovmb reducible gLALQacbeeffbsnskqc reducible gLALQacbeeffbsnovmb reducible gLAPPacbeeffnkboolj reducible gLAPPacbeeffnkboolw reducible gLAPPacbeeffnkbooxj reducible gLAPPacbeeffnkbooxw reducible gLAPPacbeeffnkboohk reducible gLAPPacbeeffnkboohj reducible gLAPPacbeeffnkbooek reducible gLAPPacbeeffnkbooej reducible gLAPPacbeeffnkboodn reducible gLAPPacbeeffnkboodr reducible gLAPPacbeeffnkbootn reducible gLAPPacbeeffnkbootr reducible gLALQacbeeffbsjskqc reducible gLAPPacbeeffbnnbblj reducible gLAPPacbeeffbnnbblk reducible gLAPPacbeeffbnnbbtj reducible gLAPPacbeeffbnnbbtk reducible gLAPPacbeeffbnnbbiw reducible gLAPPacbeeffbnnbbij reducible gLAPPacbeeffbnnbbqw reducible gLAPPacbeeffbnnbbqj reducible gLAPPacbeeffbnnbbmr reducible gLAPPacbeeffbnnbbmn reducible gLAPPacbeeffbnnbbxr reducible gLAPPacbeeffbnnbbxn reducible gLALQacbeeffbsjovmb reducible gLALQacbeeffbnnskqc reducible gLALQacbeeffbnnovmb reducible gLALQabceeffbckvjtb reducible gLALQabceeffbckvrtb reducible gLALQabceeffbckfvtb reducible gLALQabceeffbckfjtb reducible gLALQabceeffbckfrtb reducible gLALQabceeffbckgvtb reducible gLALQabceeffbckgjtb reducible gLALQabceeffbckgrtb reducible gLALQabceeffbckwsdv reducible gLALQabceeffbckwsqo reducible gLALQabceeffbckwshb reducible gLALQabceeffbckwsmb reducible gLALQabceeffbckobtb reducible gLALQabceeffbckobtj SFS[A(3,1)] gLALQabceeffbckobtn SFS[A(3,1)] gLALQabceeffbckobiv T2xI gLALQabceeffbckobiw SFS[A(2,1)] gLALQabceeffbckobis T2xI gLALQabceeffbckobeo T2xI gLALQabceeffbckober SFS[A(2,1)] gLALQabceeffbckoben T2xI gLALQabceeffbfwsnhc SFS[D(2,1)(2,1)] gLALQabceeffbfwskif reducible gLALQabceeffbfwskub reducible gLALQabceeffbfwgbif reducible gLALQabceeffbfwjvub SFS[D(2,1)(2,1)] gLALQabceeffbfwbrtf reducible gLALQabceeffbfwovtf reducible gLALQabceeffbfwovhc reducible gLALQabceeffbckrsxo SFS[D(2,1)(2,1)] gLALQabceeffbckgfeb reducible gLALQabceeffbckgfxo reducible gLALQabceeffbckvneb reducible gLAPPabceeffbfjojmg T2xI gLAPPabceeffbckccpg reducible gLALQabceeffbckrjib reducible gLALQabceeffbckrjlv reducible gLALQabceeffbckcvib reducible gLALQabceeffbckwflv SFS[D(2,1)(2,1)] gLAPPabceeffbckvktg T2xI gLAPPabceeffbfjssug reducible gLALQabceeffbcbvvtj SFS[D(3,1)(2,1)] gLALQabceeffbcbvvtn SFS[D(3,1)(2,1)] gLALQabceeffbcbvviw SFS[D(2,1)(2,1)] gLALQabceeffbcbvver SFS[D(2,1)(2,1)] gLALQabceeffbcbgvdw SFS[D(2,1)(2,1)] gLALQabceeffbcbgvlr SFS[D(2,1)(2,1)] gLALQabceeffbcbgvmb reducible gLALQabceeffbcbgvmn SFS[D(3,1)(2,1)] gLALQabceeffbcbgvmj SFS[D(3,1)(2,1)] gLALQabceeffbccowpb reducible gLALQabceeffbcbrkdb reducible gLALQabceeffbcbgndb reducible gLALQabceeffbcbgndj reducible gLALQabceeffbcbgndn reducible gLALQabceeffbcbgnmw reducible gLALQabceeffbcbgnur reducible gLAPPabceeffbcbvvaw SFS[D(3,1)(2,1)] gLAPPabceeffbcbvvaj SFS[D(3,1)(2,1)] gLAPPabceeffbcbvvhn SFS[D(2,1)(2,1)] gLAPPabceeffbcbvvqk SFS[D(2,1)(2,1)] gLALQabceeffbccsgeb reducible gLALQabceeffbccsgej reducible gLALQabceeffbccsgen reducible gLALQabceeffbccsgpw reducible gLALQabceeffbccsgtr reducible gLALQabceeffbccjweb reducible gLALQabceeffbcbrvub reducible gLALQabceeffbccoomn SFS[D(3,1)(2,1)] gLALQabceeffbccoomj SFS[D(3,1)(2,1)] gLALQabceeffbccoolr SFS[D(2,1)(2,1)] gLALQabceeffbccoodw SFS[D(2,1)(2,1)] gLALQabceeffbccoger SFS[D(2,1)(2,1)] gLALQabceeffbccogiw SFS[D(2,1)(2,1)] gLALQabceeffbccogtb reducible gLALQabceeffbccogtj SFS[D(3,1)(2,1)] gLALQabceeffbccogtn SFS[D(3,1)(2,1)] gLAPPabceeffbfnroxk SFS[D(4,1)(2,1)] gLAPPabceeffbfnroxj SFS[D(5,2)(2,1)] gLAPPabceeffbfnroan SFS[D(4,1)(2,1)] gLAPPabceeffbfnroar SFS[D(5,2)(2,1)] gLAPPabceeffbfnrwhj SFS[D(5,2)(2,1)] gLAPPabceeffbfnrwhw SFS[D(4,1)(2,1)] gLAPPabceeffbfnrwxg SFS[D(2,1)(2,1)] gLAPPabceeffbfnrwan SFS[D(5,2)(2,1)] gLAPPabceeffbfnrwar SFS[D(4,1)(2,1)] gLAPPabceeffbfnrkhj toroidal gLAPPabceeffbfnrkhw SFS[D(5,2)(2,1)] gLAPPabceeffbfnrkxk SFS[D(5,2)(2,1)] gLAPPabceeffbfnrkxj toroidal gLAPPabceeffbfnrkao reducible gLAPPabceeffbfnrkan toroidal gLAPPabceeffbfnrkar toroidal gLAPPabceeffbfnkkhj SFS[D(2,1)(2,1)] gLAPPabceeffbfnkkxj SFS[D(2,1)(2,1)] gLAPPabceeffbfnkkao reducible gLAPPabceeffbfnkkan SFS[D(3,1)(2,1)] gLAPPabceeffbfnkkar SFS[D(3,1)(2,1)] gLAPPabceeffbfnfkhj SFS[D(2,1)(2,1)] gLAPPabceeffbfnfkxj SFS[D(2,1)(2,1)] gLAPPabceeffbfnfkao reducible gLAPPabceeffbfnfkan SFS[D(3,1)(2,1)] gLAPPabceeffbfnfkar SFS[D(3,1)(2,1)] gLAPPabceeffbfnnnhj SFS[D(3,1)(2,1)] gLAPPabceeffbfnnnhw SFS[D(3,1)(2,1)] gLAPPabceeffbfnnnxk SFS[D(2,1)(2,1)] gLAPPabceeffbfnnnan SFS[D(2,1)(2,1)] gLALQabceeffbcsssdj SFS[D(3,1)(2,1)] gLALQabceeffbcsssdn SFS[D(3,1)(2,1)] gLALQabceeffbcsssmw SFS[D(2,1)(2,1)] gLALQabceeffbcsssur SFS[D(2,1)(2,1)] gLALQabceeffbcsskab reducible gLALQabceeffbcsskuo reducible gLALQabceeffbcsrbab reducible gLALQabceeffbcsfnuo SFS[D(2,1)(2,1)] gLAPPabceeffbcsvvaw SFS[D(3,1)(2,1)] gLAPPabceeffbcsvvaj SFS[D(3,1)(2,1)] gLAPPabceeffbcsvvhn SFS[D(2,1)(2,1)] gLAPPabceeffbcsvvqk SFS[D(2,1)(2,1)] gLAPPabceeffbcswwmw toroidal gLAPPabceeffbcswwmj toroidal gLAPPabceeffbcswwtw SFS[D(5,2)(2,1)] gLAPPabceeffbcswwtj SFS[D(4,1)(2,1)] gLAPPabceeffbcswwhw SFS[D(4,1)(2,1)] gLAPPabceeffbcswwhj SFS[D(5,2)(2,1)] gLAPPabceeffbcswwan SFS[D(5,2)(2,1)] gLAPPabceeffbcswwar SFS[D(4,1)(2,1)] gLAPPabceeffbcswwun toroidal gLAPPabceeffbcswwur SFS[D(5,2)(2,1)] gLAPPabceeffbcswwik SFS[D(5,2)(2,1)] gLAPPabceeffbcswwij SFS[D(4,1)(2,1)] gLAPPabceeffbcswwdk toroidal gLAPPabceeffbcswwdj SFS[D(5,2)(2,1)] gLAPPabceeffbcswshn SFS[D(4,1)(2,1)] gLAPPabceeffbcswshr SFS[D(5,2)(2,1)] gLAPPabceeffbcswsqk SFS[D(4,1)(2,1)] gLAPPabceeffbcswsqj SFS[D(5,2)(2,1)] gLAPPabceeffbcswcaw SFS[D(5,2)(2,1)] gLAPPabceeffbcswcaj toroidal gLAPPabceeffbcswcho reducible gLAPPabceeffbcswchn toroidal gLAPPabceeffbcswchr toroidal gLAPPabceeffbcswcqk SFS[D(5,2)(2,1)] gLAPPabceeffbcswcqj toroidal gLAPPabceeffbcsjcaj SFS[D(2,1)(2,1)] gLAPPabceeffbcsjcho reducible gLAPPabceeffbcsjchn SFS[D(3,1)(2,1)] gLAPPabceeffbcsjchr SFS[D(3,1)(2,1)] gLAPPabceeffbcsjcqj SFS[D(2,1)(2,1)] gLAPPabceeffbcsccaj SFS[D(2,1)(2,1)] gLAPPabceeffbcsccho reducible gLAPPabceeffbcscchn SFS[D(3,1)(2,1)] gLAPPabceeffbcscchr SFS[D(3,1)(2,1)] gLAPPabceeffbcsccqj SFS[D(2,1)(2,1)] gLAPPabceeffbcswraw SFS[D(4,1)(2,1)] gLAPPabceeffbcswraj SFS[D(5,2)(2,1)] gLAPPabceeffbcswrhn SFS[D(5,2)(2,1)] gLAPPabceeffbcswrhr SFS[D(4,1)(2,1)] gLAPPabceeffbcswrqg SFS[D(2,1)(2,1)] gLALQabceeffbcssvqn reducible gLALQabceeffbcssvqj reducible gLALQabceeffbcssvhr reducible gLALQabceeffbcssvaw reducible gLALQabceeffbcssjqb reducible gLALQabceeffbcssjqn SFS[D(3,1)(3,2)] gLALQabceeffbcssjqj SFS[D(3,1)(3,1)] gLALQabceeffbcssjhr SFS[D(3,1)(2,1)] gLALQabceeffbcssjaw SFS[D(3,1)(2,1)] gLALQabceeffbcssrqb reducible gLALQabceeffbcssrqn SFS[D(3,1)(3,1)] gLALQabceeffbcssrqj SFS[D(3,1)(3,2)] gLALQabceeffbcssrhr SFS[D(3,1)(2,1)] gLALQabceeffbcssraw SFS[D(3,1)(2,1)] gLALQabceeffbcsrvqb reducible gLALQabceeffbcsrvqn SFS[D(3,1)(3,2)] gLALQabceeffbcsrvqj SFS[D(3,1)(3,1)] gLALQabceeffbcsrvhr SFS[D(3,1)(2,1)] gLALQabceeffbcsrvaw SFS[D(3,1)(2,1)] gLALQabceeffbcsrjqb reducible gLALQabceeffbcsrjqn SFS[D(3,1)(3,1)] gLALQabceeffbcsrjqj SFS[D(3,1)(3,2)] gLALQabceeffbcsrjhr SFS[D(3,1)(2,1)] gLALQabceeffbcsrjaw SFS[D(3,1)(2,1)] gLALQabceeffbcsrrqb reducible gLALQabceeffbcsrrqn reducible gLALQabceeffbcsrrqj reducible gLALQabceeffbcsrrhr reducible gLALQabceeffbcsrraw reducible gLALQabceeffbcscvqb reducible gLALQabceeffbcscvqn SFS[D(3,1)(3,1)] gLALQabceeffbcscvqj SFS[D(3,1)(3,2)] gLALQabceeffbcscvhr SFS[D(3,1)(2,1)] gLALQabceeffbcscvaw SFS[D(3,1)(2,1)] gLALQabceeffbcscjqb reducible gLALQabceeffbcscjqn toroidal gLALQabceeffbcscjqj toroidal gLALQabceeffbcscjho SFS[D(2,1)(2,1)] gLALQabceeffbcscjhr toroidal gLALQabceeffbcscjhn SFS[D(2,1)(2,1)] gLALQabceeffbcscjav SFS[D(2,1)(2,1)] gLALQabceeffbcscjaw toroidal gLALQabceeffbcscjas SFS[D(2,1)(2,1)] gLALQabceeffbcscrqb reducible gLALQabceeffbcscrqn SFS[D(3,1)(3,2)] gLALQabceeffbcscrqj SFS[D(3,1)(3,1)] gLALQabceeffbcscrhr SFS[D(3,1)(2,1)] gLALQabceeffbcscraw SFS[D(3,1)(2,1)] gLALQabceeffbcswwqn reducible gLALQabceeffbcswwqj reducible gLALQabceeffbcswwdo reducible gLALQabceeffbcswwdr reducible gLALQabceeffbcswwdn reducible gLALQabceeffbcswwtv reducible gLALQabceeffbcswwts reducible gLALQabceeffbcswwtw reducible gLALQabceeffbcswwho reducible gLALQabceeffbcswwhr reducible gLALQabceeffbcswwhn reducible gLALQabceeffbcswwav reducible gLALQabceeffbcswwaw reducible gLALQabceeffbcswwas reducible gLALQabceeffbcswwlw reducible gLALQabceeffbcswwls reducible gLALQabceeffbcskfqb reducible gLALQabceeffbcsvvtn SFS[D(3,1)(2,1)] gLALQabceeffbcsvvtj SFS[D(3,1)(2,1)] gLALQabceeffbcsvver SFS[D(2,1)(2,1)] gLALQabceeffbcsvviw SFS[D(2,1)(2,1)] gLALQabceeffbcsgrhb reducible gLALQabceeffbcsfvhb reducible gLALQabceeffbcsfviv reducible gLALQabceeffbcsokiv SFS[D(2,1)(2,1)] gLALQabceeffbrjbfab reducible gLALQabceeffbrjccdb reducible gLAPPabceeffbwkogac reducible gLAPPabceeffbwkbfac reducible gLAPPabceeffbrjbbec reducible gLAPPabceeffbrjfcac reducible gLAPPabceeffbwkccac reducible gLAPPabceeffbwkjrac reducible gLAPPabceeffbwkjraw SFS[D(3,1)(2,1)] gLAPPabceeffbwkjraj SFS[D(3,1)(2,1)] gLAPPabceeffbwkjrhn SFS[D(2,1)(2,1)] gLAPPabceeffbwkjrqk SFS[D(2,1)(2,1)] gLALQabceeffbrbociv SFS[D(2,1)(2,1)] gLAPPabceeffbwbwwxg SFS[D(2,1)(2,1)] gLAPPabceeffbwbwwpo SFS[D(2,1)(2,1)] gLAPPabceeffbwbggxg reducible gLALQabceeffbrbjnuo SFS[D(2,1)(2,1)] gLALQabceeffjffffxo reducible gLALQabceeffjffsspv SFS[D(2,1)(2,1)] gLALQabceeffjffssxo SFS[D(2,1)(2,1)] gLALQabceeffbrbonev reducible gLALQabceeffbrbonmo reducible gLALQabceeffbrbonlb reducible gLALQabceeffbrbonpb reducible gLALQabceeffbrbrrio SFS[D(2,1)(2,1)] gLALQabceeffbrbrruv SFS[D(2,1)(2,1)] gLALQabceeffjffgvlo SFS[D(2,1)(2,1)] gLAPPabceeffbwbnslg SFS[D(2,1)(2,1)] gLALQabceeffbrnoomn reducible gLALQabceeffbrnoomj reducible gLALQabceeffbrnooeo reducible gLALQabceeffbrnooer reducible gLALQabceeffbrnooen reducible gLALQabceeffbrnooxv reducible gLALQabceeffbrnooxs reducible gLALQabceeffbrnooxw reducible gLALQabceeffbrnoohb reducible gLALQabceeffbrnoohn reducible gLALQabceeffbrnoohj reducible gLALQabceeffbrnoolo reducible gLALQabceeffbrnoolr reducible gLALQabceeffbrnooln reducible gLALQabceeffbrnoois reducible gLALQabceeffbrnooiw reducible gLALQabceeffbrnootb reducible gLALQabceeffbrnootj reducible gLALQabceeffbrnootn reducible gLALQabceeffbrnoodv reducible gLALQabceeffbrnoodw reducible gLALQabceeffbrnoods reducible gLALQabceeffbrnooqn reducible gLALQabceeffbrnooqr reducible gLAPPabceeffbrnkwxg SFS[D(2,1)(2,1)] gLAPPabceeffbwsgfdg SFS[D(2,1)(2,1)] gLALQabceeffbrncgto SFS[D(2,1)(2,1)] gLAPPabceeffbwsvvaw toroidal gLAPPabceeffbwsvvaj toroidal gLAPPabceeffbwsvvin SFS[D(5,2)(2,1)] gLAPPabceeffbwsvvir SFS[D(4,1)(2,1)] gLAPPabceeffbwsvvmj SFS[D(4,1)(2,1)] gLAPPabceeffbwsvvmk SFS[D(5,2)(2,1)] gLAPPabceeffbwsvvdw SFS[D(5,2)(2,1)] gLAPPabceeffbwsvvdj SFS[D(4,1)(2,1)] gLAPPabceeffbwsvvhn toroidal gLAPPabceeffbwsvvhr SFS[D(5,2)(2,1)] gLAPPabceeffbwsvvej SFS[D(5,2)(2,1)] gLAPPabceeffbwsvvew SFS[D(4,1)(2,1)] gLAPPabceeffbwsvvqk toroidal gLAPPabceeffbwsvvqj SFS[D(5,2)(2,1)] gLAPPabceeffbrnoblo reducible gLAPPabceeffbrnbblo reducible gLAPPabceeffbrnvblo reducible gLALQabceeffbrnkwhv SFS[D(2,1)(2,1)] gLALQabceeffjfncoto reducible gLALQabceeffjfnccto reducible gLALQabceeffjfncgto reducible gLALQabceeffjfnoomj toroidal gLALQabceeffjfnoomn toroidal gLALQabceeffjfnootj SFS[D(5,2)(2,1)] gLALQabceeffjfnootn SFS[D(4,1)(2,1)] gLALQabceeffjfnoohj SFS[D(4,1)(2,1)] gLALQabceeffjfnoohn SFS[D(5,2)(2,1)] gLALQabceeffjfnooxw SFS[D(5,2)(2,1)] gLALQabceeffjfnooxs SFS[D(4,1)(2,1)] gLALQabceeffjfnoodw toroidal gLALQabceeffjfnoods SFS[D(5,2)(2,1)] gLALQabceeffjfnooer SFS[D(5,2)(2,1)] gLALQabceeffjfnooen SFS[D(4,1)(2,1)] gLALQabceeffjfnoolr toroidal gLALQabceeffjfnooln SFS[D(5,2)(2,1)] gLALQabceeffbjsvvtj SFS[D(3,1)(2,1)] gLALQabceeffbjsvvtn SFS[D(3,1)(2,1)] gLALQabceeffbjsvviw SFS[D(2,1)(2,1)] gLALQabceeffbjsvver SFS[D(2,1)(2,1)] gLAPPabceeffbjsvvaw SFS[D(3,1)(2,1)] gLAPPabceeffbjsvvaj SFS[D(3,1)(2,1)] gLAPPabceeffbjsvvhn SFS[D(2,1)(2,1)] gLAPPabceeffbjsvvqk SFS[D(2,1)(2,1)] gLALQabceeffjcsvvtn SFS[D(3,1)(2,1)] gLALQabceeffjcsvvtj SFS[D(3,1)(2,1)] gLALQabceeffjcsvver SFS[D(2,1)(2,1)] gLALQabceeffjcsvviw SFS[D(2,1)(2,1)] gLALQabceeffbfknbqj SFS[D(4,1)(2,1)] gLALQabceeffbfknbqw SFS[D(5,2)(2,1)] gLALQabceeffbfknbaj SFS[D(4,1)(2,1)] gLALQabceeffbfknban SFS[D(5,2)(2,1)] gLALQabceeffbfknkxr m016(0,0) gLALQabceeffbfknkxk m006(0,0) gLALQabceeffbfknkqc SFS[D(3,1)(2,1)] gLALQabceeffbfknkqj m003(0,0) gLALQabceeffbfknkqw toroidal gLALQabceeffbfknkaj m019(0,0) gLALQabceeffbfknkan m011(0,0) gLALQabceeffbfknsxr m017(0,0) gLALQabceeffbfknsxk m016(0,0) gLALQabceeffbfknsqj m017(0,0) gLALQabceeffbfknsqw m016(0,0) gLALQabceeffbfknsaj m016(0,0) gLALQabceeffbfknsan m017(0,0) gLALQabceeffbfksbxr SFS[D(5,2)(2,1)] gLALQabceeffbfksbxk SFS[D(4,1)(2,1)] gLALQabceeffbfksbaj SFS[D(5,2)(2,1)] gLALQabceeffbfksban SFS[D(4,1)(2,1)] gLALQabceeffbfkskxr toroidal gLALQabceeffbfkskxk toroidal gLALQabceeffbfkskqj SFS[D(3,1)(2,1)] gLALQabceeffbfkskqw SFS[D(3,1)(2,1)] gLALQabceeffbfkskaj toroidal gLALQabceeffbfkskan toroidal gLALQabceeffbfkssxr SFS[D(5,2)(2,1)] gLALQabceeffbfkssxk SFS[D(4,1)(2,1)] gLALQabceeffbfkssaj SFS[D(5,2)(2,1)] gLALQabceeffbfkssan SFS[D(4,1)(2,1)] gLALQabceeffbfkgbxr toroidal gLALQabceeffbfkgbxk SFS[D(5,2)(2,1)] gLALQabceeffbfkgbdr SFS[D(5,2)(2,1)] gLALQabceeffbfkgbdk SFS[D(4,1)(2,1)] gLALQabceeffbfkgbqj SFS[D(5,2)(2,1)] gLALQabceeffbfkgbqw toroidal gLALQabceeffbfkgbaj toroidal gLALQabceeffbfkgban toroidal gLALQabceeffbfkgbew SFS[D(5,2)(2,1)] gLALQabceeffbfkgbej SFS[D(4,1)(2,1)] gLALQabceeffbfkgkxr toroidal gLALQabceeffbfkgkxk toroidal gLALQabceeffbfkgkqc SFS[D(3,1)(2,1)] gLALQabceeffbfkgkqj toroidal gLALQabceeffbfkgkqw SFS[D(3,1)(2,1)] gLALQabceeffbfkgkab SFS[D(3,1)(2,1)] gLALQabceeffbfkgkaj toroidal gLALQabceeffbfkgkan SFS[D(3,1)(2,1)] gLALQabceeffbfkgsxr m011(0,0) gLALQabceeffbfkgsxk m019(0,0) gLALQabceeffbfkgsqj m016(0,0) gLALQabceeffbfkgsqw m006(0,0) gLALQabceeffbfkgsab SFS[D(3,1)(2,1)] gLALQabceeffbfkgsaj toroidal gLALQabceeffbfkgsan m003(0,0) gLALQabceeffbfkjjxr toroidal gLALQabceeffbfkjjxk toroidal gLALQabceeffbfkjjir SFS[D(5,2)(3,1)] gLALQabceeffbfkjjik SFS[D(4,1)(3,1)] gLALQabceeffbfkjjdr SFS[D(4,3)(3,1)] gLALQabceeffbfkjjdk SFS[D(5,3)(3,1)] gLALQabceeffbfkjjqj toroidal gLALQabceeffbfkjjqw SFS[D(5,2)(3,1)] gLALQabceeffbfkjjaj toroidal gLALQabceeffbfkjjan SFS[D(5,3)(3,1)] gLALQabceeffbfkcjlc SFS[D(2,1)(2,1)] gLALQabceeffbfkcjqc SFS[D(2,1)(2,1)] gLALQabceeffbfkwrif SFS[D(2,1)(2,1)] gLALQabceeffbfkwrab SFS[D(2,1)(2,1)] gLALQabceeffbcjnnlk toroidal gLALQabceeffbcjnnlr toroidal gLALQabceeffbcjnnxj SFS[D(5,2)(3,1)] gLALQabceeffbcjnnxn SFS[D(4,1)(3,1)] gLALQabceeffbcjnnpw SFS[D(4,3)(3,1)] gLALQabceeffbcjnnpj SFS[D(5,3)(3,1)] gLALQabceeffbcjnntk SFS[D(5,2)(3,1)] gLALQabceeffbcjnntr SFS[D(4,1)(3,1)] gLALQabceeffbcjnnmj toroidal gLALQabceeffbcjnnmn SFS[D(5,2)(3,1)] gLALQabceeffbcjnnar SFS[D(5,3)(3,1)] gLALQabceeffbcjnnak SFS[D(4,3)(3,1)] gLALQabceeffbcjnndj toroidal gLALQabceeffbcjnndw SFS[D(5,3)(3,1)] gLALQabceeffbcjnfxb SFS[D(2,1)(2,1)] gLALQabceeffbcjnfmb SFS[D(2,1)(2,1)] gLALQabceeffbcjsntf SFS[D(2,1)(2,1)] gLALQabceeffbcjsnmb SFS[D(2,1)(2,1)] gLALQabceeffbcjgwxb SFS[D(2,1)(2,1)] gLALQabceeffbcjgwtf SFS[D(2,1)(2,1)] gLALQabceeffbcjgwdc SFS[D(2,1)(2,1)] gLALQabceeffbcjbjmj SFS[D(4,1)(2,1)] gLALQabceeffbcjbjmn SFS[D(5,2)(2,1)] gLALQabceeffbcjbjdj SFS[D(4,1)(2,1)] gLALQabceeffbcjbjdw SFS[D(5,2)(2,1)] gLALQabceeffbcjojlk m016(0,0) gLALQabceeffbcjojlr m006(0,0) gLALQabceeffbcjojmb SFS[D(3,1)(2,1)] gLALQabceeffbcjojmj m003(0,0) gLALQabceeffbcjojmn toroidal gLALQabceeffbcjojdj m019(0,0) gLALQabceeffbcjojdw m011(0,0) gLALQabceeffbcjvjlk m017(0,0) gLALQabceeffbcjvjlr m016(0,0) gLALQabceeffbcjvjmj m017(0,0) gLALQabceeffbcjvjmn m016(0,0) gLALQabceeffbcjvjdj m016(0,0) gLALQabceeffbcjvjdw m017(0,0) gLALQabceeffbcjbvlk SFS[D(5,2)(2,1)] gLALQabceeffbcjbvlr SFS[D(4,1)(2,1)] gLALQabceeffbcjbvdj SFS[D(5,2)(2,1)] gLALQabceeffbcjbvdw SFS[D(4,1)(2,1)] gLALQabceeffbcjovlk toroidal gLALQabceeffbcjovlr toroidal gLALQabceeffbcjovmj SFS[D(3,1)(2,1)] gLALQabceeffbcjovmn SFS[D(3,1)(2,1)] gLALQabceeffbcjovdj toroidal gLALQabceeffbcjovdw toroidal gLALQabceeffbcjvvlk SFS[D(5,2)(2,1)] gLALQabceeffbcjvvlr SFS[D(4,1)(2,1)] gLALQabceeffbcjvvdj SFS[D(5,2)(2,1)] gLALQabceeffbcjvvdw SFS[D(4,1)(2,1)] gLALQabceeffbcjbrlk toroidal gLALQabceeffbcjbrlr SFS[D(5,2)(2,1)] gLALQabceeffbcjbrpw SFS[D(5,2)(2,1)] gLALQabceeffbcjbrpj SFS[D(4,1)(2,1)] gLALQabceeffbcjbrmj SFS[D(5,2)(2,1)] gLALQabceeffbcjbrmn toroidal gLALQabceeffbcjbrhw SFS[D(4,1)(2,1)] gLALQabceeffbcjbrhj SFS[D(5,2)(2,1)] gLALQabceeffbcjbrar SFS[D(4,1)(2,1)] gLALQabceeffbcjbrak SFS[D(5,2)(2,1)] gLALQabceeffbcjbrdj toroidal gLALQabceeffbcjbrdw toroidal gLALQabceeffbcjbren SFS[D(5,2)(2,1)] gLALQabceeffbcjbrej SFS[D(4,1)(2,1)] gLALQabceeffbcjorlk toroidal gLALQabceeffbcjorlr toroidal gLALQabceeffbcjormb SFS[D(3,1)(2,1)] gLALQabceeffbcjormj toroidal gLALQabceeffbcjormn SFS[D(3,1)(2,1)] gLALQabceeffbcjordc SFS[D(3,1)(2,1)] gLALQabceeffbcjordj toroidal gLALQabceeffbcjordw SFS[D(3,1)(2,1)] gLALQabceeffbcjvrlk m011(0,0) gLALQabceeffbcjvrlr m019(0,0) gLALQabceeffbcjvrmj m016(0,0) gLALQabceeffbcjvrmn m006(0,0) gLALQabceeffbcjvrdc SFS[D(3,1)(2,1)] gLALQabceeffbcjvrdj toroidal gLALQabceeffbcjvrdw m003(0,0) gLAPPabceeffbcjbviw SFS[D(5,2)(3,1)] gLAPPabceeffbcjbvij toroidal gLAPPabceeffbcjbvmn SFS[D(4,1)(3,1)] gLAPPabceeffbcjbvmr SFS[D(5,2)(3,1)] gLAPPabceeffbcjbvlj SFS[D(5,3)(3,1)] gLAPPabceeffbcjbvlk SFS[D(4,3)(3,1)] gLAPPabceeffbcjbvqw SFS[D(4,1)(3,1)] gLAPPabceeffbcjbvqj SFS[D(5,2)(3,1)] gLAPPabceeffbcjbven toroidal gLAPPabceeffbcjbver toroidal gLAPPabceeffbcjbvtk SFS[D(5,3)(3,1)] gLAPPabceeffbcjbvtj toroidal gLAPPabceeffbcjbvxr SFS[D(4,3)(3,1)] gLAPPabceeffbcjbvxn SFS[D(5,3)(3,1)] gLAPPabceeffbcjboiw SFS[D(5,3)(3,1)] gLAPPabceeffbcjboij toroidal gLAPPabceeffbcjbomn SFS[D(4,3)(3,1)] gLAPPabceeffbcjbomr SFS[D(5,3)(3,1)] gLAPPabceeffbcjbolj SFS[D(5,2)(3,1)] gLAPPabceeffbcjbolk SFS[D(4,1)(3,1)] gLAPPabceeffbcjboqw SFS[D(4,3)(3,1)] gLAPPabceeffbcjboqj SFS[D(5,3)(3,1)] gLAPPabceeffbcjboen toroidal gLAPPabceeffbcjboer toroidal gLAPPabceeffbcjbotk SFS[D(5,2)(3,1)] gLAPPabceeffbcjbotj toroidal gLAPPabceeffbcjboxr SFS[D(4,1)(3,1)] gLAPPabceeffbcjboxn SFS[D(5,2)(3,1)] gLAPPabceeffbcjcolg SFS[D(2,1)(2,1)] gLAPPabceeffbcjcotg SFS[D(2,1)(2,1)] gLALQabceeffbfkbjdj SFS[D(4,1)(2,1)] gLALQabceeffbfkbjdw SFS[D(5,2)(2,1)] gLALQabceeffbfkbjmj SFS[D(4,1)(2,1)] gLALQabceeffbfkbjmn SFS[D(5,2)(2,1)] gLALQabceeffbfkbrlr SFS[D(5,2)(2,1)] gLALQabceeffbfkbrlk toroidal gLALQabceeffbfkbrpj SFS[D(4,1)(2,1)] gLALQabceeffbfkbrpw SFS[D(5,2)(2,1)] gLALQabceeffbfkbrar SFS[D(4,1)(2,1)] gLALQabceeffbfkbrak SFS[D(5,2)(2,1)] gLALQabceeffbfkbrdj toroidal gLALQabceeffbfkbrdw toroidal gLALQabceeffbfkbren SFS[D(5,2)(2,1)] gLALQabceeffbfkbrej SFS[D(4,1)(2,1)] gLALQabceeffbfkbrmj SFS[D(5,2)(2,1)] gLALQabceeffbfkbrmn toroidal gLALQabceeffbfkbrhw SFS[D(4,1)(2,1)] gLALQabceeffbfkbrhj SFS[D(5,2)(2,1)] gLALQabceeffbfkbvlr SFS[D(4,1)(2,1)] gLALQabceeffbfkbvlk SFS[D(5,2)(2,1)] gLALQabceeffbfkbvdj SFS[D(5,2)(2,1)] gLALQabceeffbfkbvdw SFS[D(4,1)(2,1)] gLALQabceeffbfkvjlr m016(0,0) gLALQabceeffbfkvjlk m017(0,0) gLALQabceeffbfkvjdj m016(0,0) gLALQabceeffbfkvjdw m017(0,0) gLALQabceeffbfkvjmj m017(0,0) gLALQabceeffbfkvjmn m016(0,0) gLALQabceeffbfkvrlr m019(0,0) gLALQabceeffbfkvrlk m011(0,0) gLALQabceeffbfkvrdc SFS[D(3,1)(2,1)] gLALQabceeffbfkvrdj toroidal gLALQabceeffbfkvrdw m003(0,0) gLALQabceeffbfkvrmj m016(0,0) gLALQabceeffbfkvrmn m006(0,0) gLALQabceeffbfkvvlr SFS[D(4,1)(2,1)] gLALQabceeffbfkvvlk SFS[D(5,2)(2,1)] gLALQabceeffbfkvvdj SFS[D(5,2)(2,1)] gLALQabceeffbfkvvdw SFS[D(4,1)(2,1)] gLALQabceeffbfkojlr m006(0,0) gLALQabceeffbfkojlk m016(0,0) gLALQabceeffbfkojdj m019(0,0) gLALQabceeffbfkojdw m011(0,0) gLALQabceeffbfkojmb SFS[D(3,1)(2,1)] gLALQabceeffbfkojmj m003(0,0) gLALQabceeffbfkojmn toroidal gLALQabceeffbfkorlr toroidal gLALQabceeffbfkorlk toroidal gLALQabceeffbfkordc SFS[D(3,1)(2,1)] gLALQabceeffbfkordj toroidal gLALQabceeffbfkordw SFS[D(3,1)(2,1)] gLALQabceeffbfkormb SFS[D(3,1)(2,1)] gLALQabceeffbfkormj toroidal gLALQabceeffbfkormn SFS[D(3,1)(2,1)] gLALQabceeffbfkovlr toroidal gLALQabceeffbfkovlk toroidal gLALQabceeffbfkovdj toroidal gLALQabceeffbfkovdw toroidal gLALQabceeffbfkovmj SFS[D(3,1)(2,1)] gLALQabceeffbfkovmn SFS[D(3,1)(2,1)] gLALQabceeffbfknnlr toroidal gLALQabceeffbfknnlk toroidal gLALQabceeffbfknnpj SFS[D(5,3)(3,1)] gLALQabceeffbfknnpw SFS[D(4,3)(3,1)] gLALQabceeffbfknnxn SFS[D(4,1)(3,1)] gLALQabceeffbfknnxj SFS[D(5,2)(3,1)] gLALQabceeffbfknnar SFS[D(5,3)(3,1)] gLALQabceeffbfknnak SFS[D(4,3)(3,1)] gLALQabceeffbfknndj toroidal gLALQabceeffbfknndw SFS[D(5,3)(3,1)] gLALQabceeffbfknntk SFS[D(5,2)(3,1)] gLALQabceeffbfknntr SFS[D(4,1)(3,1)] gLALQabceeffbfknnmj toroidal gLALQabceeffbfknnmn SFS[D(5,2)(3,1)] gLALQabceeffbfksntf SFS[D(2,1)(2,1)] gLALQabceeffbfksnmb SFS[D(2,1)(2,1)] gLALQabceeffbfkgwxb SFS[D(2,1)(2,1)] gLALQabceeffbfkgwdc SFS[D(2,1)(2,1)] gLALQabceeffbfkgwtf SFS[D(2,1)(2,1)] gLALQabceeffbfknfxb SFS[D(2,1)(2,1)] gLALQabceeffbfknfmb SFS[D(2,1)(2,1)] gLAPPabceeffbcjjnaj SFS[D(3,1)(2,1)] gLAPPabceeffbcjjnak SFS[D(3,1)(2,1)] gLAPPabceeffbcjjnqw toroidal gLAPPabceeffbcjjnqj toroidal gLAPPabceeffbcjjnxr toroidal gLAPPabceeffbcjjnxn toroidal gLAPPabceeffbcjknag SFS[D(3,1)(2,1)] gLAPPabceeffbcjknaj toroidal gLAPPabceeffbcjknak SFS[D(3,1)(2,1)] gLAPPabceeffbcjknqc SFS[D(3,1)(2,1)] gLAPPabceeffbcjknqw SFS[D(3,1)(2,1)] gLAPPabceeffbcjknqj toroidal gLAPPabceeffbcjknxr toroidal gLAPPabceeffbcjknxn toroidal gLAPPabceeffbcjgnag SFS[D(3,1)(2,1)] gLAPPabceeffbcjgnaj m003(0,0) gLAPPabceeffbcjgnak toroidal gLAPPabceeffbcjgnqw m011(0,0) gLAPPabceeffbcjgnqj m019(0,0) gLAPPabceeffbcjgnxr m006(0,0) gLAPPabceeffbcjgnxn m016(0,0) gLAPPabceeffbcjjgag SFS[D(3,1)(2,1)] gLAPPabceeffbcjjgaj toroidal gLAPPabceeffbcjjgak m003(0,0) gLAPPabceeffbcjjgqw m006(0,0) gLAPPabceeffbcjjgqj m016(0,0) gLAPPabceeffbcjjgxr m011(0,0) gLAPPabceeffbcjjgxn m019(0,0) gLAPPabceeffbcjkgag SFS[D(3,1)(2,1)] gLAPPabceeffbcjkgaj toroidal gLAPPabceeffbcjkgak SFS[D(3,1)(2,1)] gLAPPabceeffbcjkgqc SFS[D(3,1)(2,1)] gLAPPabceeffbcjkgqw SFS[D(3,1)(2,1)] gLAPPabceeffbcjkgqj toroidal gLAPPabceeffbcjkgxr toroidal gLAPPabceeffbcjkgxn toroidal gLAPPabceeffbcjggaj toroidal gLAPPabceeffbcjggak toroidal gLAPPabceeffbcjggiw SFS[D(5,2)(2,1)] gLAPPabceeffbcjggij SFS[D(4,1)(2,1)] gLAPPabceeffbcjggmn SFS[D(4,1)(2,1)] gLAPPabceeffbcjggmr SFS[D(5,2)(2,1)] gLAPPabceeffbcjggqw toroidal gLAPPabceeffbcjggqj SFS[D(5,2)(2,1)] gLAPPabceeffbcjggxr toroidal gLAPPabceeffbcjggxn SFS[D(5,2)(2,1)] gLAPPabceeffbcjjsag SFS[D(3,1)(2,1)] gLAPPabceeffbcjjsaj SFS[D(3,1)(2,1)] gLAPPabceeffbcjjsak toroidal gLAPPabceeffbcjjsqw toroidal gLAPPabceeffbcjjsqj toroidal gLAPPabceeffbcjjsxo SFS[D(3,1)(2,1)] gLAPPabceeffbcjjsxr SFS[D(3,1)(2,1)] gLAPPabceeffbcjjsxn toroidal gLAPPabceeffbcjksic T2xI gLAPPabceeffbcjksmo T2xI gLAPPabceeffbcjkseo T2xI gLAPPabceeffbcjgsag SFS[D(3,1)(2,1)] gLAPPabceeffbcjgsaj SFS[D(3,1)(2,1)] gLAPPabceeffbcjgsak toroidal gLAPPabceeffbcjgsqw toroidal gLAPPabceeffbcjgsqj toroidal gLAPPabceeffbcjgsxo SFS[D(3,1)(2,1)] gLAPPabceeffbcjgsxr SFS[D(3,1)(2,1)] gLAPPabceeffbcjgsxn toroidal gLALQabceeffbcjnbqj SFS[D(4,1)(2,1)] gLALQabceeffbcjnbqw SFS[D(5,2)(2,1)] gLALQabceeffbcjnbaj SFS[D(4,1)(2,1)] gLALQabceeffbcjnban SFS[D(5,2)(2,1)] gLALQabceeffbcjnkxr m016(0,0) gLALQabceeffbcjnkxk m006(0,0) gLALQabceeffbcjnkqc SFS[D(3,1)(2,1)] gLALQabceeffbcjnkqj m003(0,0) gLALQabceeffbcjnkqw toroidal gLALQabceeffbcjnkaj m019(0,0) gLALQabceeffbcjnkan m011(0,0) gLALQabceeffbcjnsxr m017(0,0) gLALQabceeffbcjnsxk m016(0,0) gLALQabceeffbcjnsqj m017(0,0) gLALQabceeffbcjnsqw m016(0,0) gLALQabceeffbcjnsaj m016(0,0) gLALQabceeffbcjnsan m017(0,0) gLALQabceeffbcjsbxr SFS[D(5,2)(2,1)] gLALQabceeffbcjsbxk SFS[D(4,1)(2,1)] gLALQabceeffbcjsbaj SFS[D(5,2)(2,1)] gLALQabceeffbcjsban SFS[D(4,1)(2,1)] gLALQabceeffbcjskxr toroidal gLALQabceeffbcjskxk toroidal gLALQabceeffbcjskqj SFS[D(3,1)(2,1)] gLALQabceeffbcjskqw SFS[D(3,1)(2,1)] gLALQabceeffbcjskaj toroidal gLALQabceeffbcjskan toroidal gLALQabceeffbcjssxr SFS[D(5,2)(2,1)] gLALQabceeffbcjssxk SFS[D(4,1)(2,1)] gLALQabceeffbcjssaj SFS[D(5,2)(2,1)] gLALQabceeffbcjssan SFS[D(4,1)(2,1)] gLALQabceeffbcjgbxr toroidal gLALQabceeffbcjgbxk SFS[D(5,2)(2,1)] gLALQabceeffbcjgbdr SFS[D(5,2)(2,1)] gLALQabceeffbcjgbdk SFS[D(4,1)(2,1)] gLALQabceeffbcjgbqj SFS[D(5,2)(2,1)] gLALQabceeffbcjgbqw toroidal gLALQabceeffbcjgbaj toroidal gLALQabceeffbcjgban toroidal gLALQabceeffbcjgbew SFS[D(5,2)(2,1)] gLALQabceeffbcjgbej SFS[D(4,1)(2,1)] gLALQabceeffbcjgkxr toroidal gLALQabceeffbcjgkxk toroidal gLALQabceeffbcjgkqc SFS[D(3,1)(2,1)] gLALQabceeffbcjgkqj toroidal gLALQabceeffbcjgkqw SFS[D(3,1)(2,1)] gLALQabceeffbcjgkab SFS[D(3,1)(2,1)] gLALQabceeffbcjgkaj toroidal gLALQabceeffbcjgkan SFS[D(3,1)(2,1)] gLALQabceeffbcjgsxr m011(0,0) gLALQabceeffbcjgsxk m019(0,0) gLALQabceeffbcjgsqj m016(0,0) gLALQabceeffbcjgsqw m006(0,0) gLALQabceeffbcjgsab SFS[D(3,1)(2,1)] gLALQabceeffbcjgsaj toroidal gLALQabceeffbcjgsan m003(0,0) gLALQabceeffbcjjjxr toroidal gLALQabceeffbcjjjxk toroidal gLALQabceeffbcjjjir SFS[D(5,2)(3,1)] gLALQabceeffbcjjjik SFS[D(4,1)(3,1)] gLALQabceeffbcjjjdr SFS[D(4,3)(3,1)] gLALQabceeffbcjjjdk SFS[D(5,3)(3,1)] gLALQabceeffbcjjjqj toroidal gLALQabceeffbcjjjqw SFS[D(5,2)(3,1)] gLALQabceeffbcjjjaj toroidal gLALQabceeffbcjjjan SFS[D(5,3)(3,1)] gLALQabceeffbcjcjlc SFS[D(2,1)(2,1)] gLALQabceeffbcjcjqc SFS[D(2,1)(2,1)] gLALQabceeffbcjwrif SFS[D(2,1)(2,1)] gLALQabceeffbcjwrab SFS[D(2,1)(2,1)] gLALQabceeffbcjbsmr SFS[D(5,2)(3,1)] gLALQabceeffbcjbsmk toroidal gLALQabceeffbcjbsqr SFS[D(4,1)(3,1)] gLALQabceeffbcjbsqk SFS[D(5,2)(3,1)] gLALQabceeffbcjbsxj SFS[D(5,3)(3,1)] gLALQabceeffbcjbsxw SFS[D(4,3)(3,1)] gLALQabceeffbcjbstj SFS[D(4,1)(3,1)] gLALQabceeffbcjbstw SFS[D(5,2)(3,1)] gLALQabceeffbcjbsuj toroidal gLALQabceeffbcjbsuw toroidal gLALQabceeffbcjbslj SFS[D(5,3)(3,1)] gLALQabceeffbcjbsln toroidal gLALQabceeffbcjbsij SFS[D(4,3)(3,1)] gLALQabceeffbcjbsin SFS[D(5,3)(3,1)] gLALQabceeffbcjbkmr SFS[D(5,3)(3,1)] gLALQabceeffbcjbkmk toroidal gLALQabceeffbcjbkqr SFS[D(4,3)(3,1)] gLALQabceeffbcjbkqk SFS[D(5,3)(3,1)] gLALQabceeffbcjbkxj SFS[D(5,2)(3,1)] gLALQabceeffbcjbkxw SFS[D(4,1)(3,1)] gLALQabceeffbcjbktj SFS[D(4,3)(3,1)] gLALQabceeffbcjbktw SFS[D(5,3)(3,1)] gLALQabceeffbcjbkuj toroidal gLALQabceeffbcjbkuw toroidal gLALQabceeffbcjbklj SFS[D(5,2)(3,1)] gLALQabceeffbcjbkln toroidal gLALQabceeffbcjbkij SFS[D(4,1)(3,1)] gLALQabceeffbcjbkin SFS[D(5,2)(3,1)] gLALQabceeffbcjobmr SFS[D(5,3)(3,1)] gLALQabceeffbcjobmk SFS[D(4,3)(3,1)] gLALQabceeffbcjobqr toroidal gLALQabceeffbcjobqk SFS[D(5,3)(3,1)] gLALQabceeffbcjobxj SFS[D(5,2)(3,1)] gLALQabceeffbcjobxw toroidal gLALQabceeffbcjobtj SFS[D(4,1)(3,1)] gLALQabceeffbcjobtw SFS[D(5,2)(3,1)] gLALQabceeffbcjoblj SFS[D(5,2)(3,1)] gLALQabceeffbcjobln SFS[D(4,1)(3,1)] gLALQabceeffbcjobij SFS[D(4,3)(3,1)] gLALQabceeffbcjobin SFS[D(5,3)(3,1)] gLALQabceeffbcjobhj toroidal gLALQabceeffbcjobhn toroidal gLALQabceeffbcjokxc SFS[D(2,1)(2,1)] gLALQabceeffbcjoklb SFS[D(2,1)(2,1)] gLALQabceeffbcjvbmr SFS[D(5,2)(3,1)] gLALQabceeffbcjvbmk SFS[D(4,1)(3,1)] gLALQabceeffbcjvbqr toroidal gLALQabceeffbcjvbqk SFS[D(5,2)(3,1)] gLALQabceeffbcjvbxj SFS[D(5,3)(3,1)] gLALQabceeffbcjvbxw toroidal gLALQabceeffbcjvbtj SFS[D(4,3)(3,1)] gLALQabceeffbcjvbtw SFS[D(5,3)(3,1)] gLALQabceeffbcjvblj SFS[D(5,3)(3,1)] gLALQabceeffbcjvbln SFS[D(4,3)(3,1)] gLALQabceeffbcjvbij SFS[D(4,1)(3,1)] gLALQabceeffbcjvbin SFS[D(5,2)(3,1)] gLALQabceeffbcjvbhj toroidal gLALQabceeffbcjvbhn toroidal gLALQabceeffbcjvsmf SFS[D(2,1)(2,1)] gLALQabceeffbcjvsqf SFS[D(2,1)(2,1)] gLALQabceeffbcjjnpr SFS[D(3,1)(2,1)] gLALQabceeffbcjjnpk SFS[D(3,1)(2,1)] gLALQabceeffbcjjntj toroidal gLALQabceeffbcjjntw toroidal gLALQabceeffbcjjnij toroidal gLALQabceeffbcjjnin toroidal gLALQabceeffbcjjfpf SFS[D(3,1)(2,1)] gLALQabceeffbcjjfpr toroidal gLALQabceeffbcjjfpk SFS[D(3,1)(2,1)] gLALQabceeffbcjjftc SFS[D(3,1)(2,1)] gLALQabceeffbcjjftj SFS[D(3,1)(2,1)] gLALQabceeffbcjjftw toroidal gLALQabceeffbcjjfij toroidal gLALQabceeffbcjjfin toroidal gLALQabceeffbcjjwpf SFS[D(3,1)(2,1)] gLALQabceeffbcjjwpr m003(0,0) gLALQabceeffbcjjwpk toroidal gLALQabceeffbcjjwtj m011(0,0) gLALQabceeffbcjjwtw m019(0,0) gLALQabceeffbcjjwij m006(0,0) gLALQabceeffbcjjwin m016(0,0) gLALQabceeffbcjwnpf SFS[D(3,1)(2,1)] gLALQabceeffbcjwnpr toroidal gLALQabceeffbcjwnpk m003(0,0) gLALQabceeffbcjwntj m006(0,0) gLALQabceeffbcjwntw m016(0,0) gLALQabceeffbcjwnij m011(0,0) gLALQabceeffbcjwnin m019(0,0) gLALQabceeffbcjwfpf SFS[D(3,1)(2,1)] gLALQabceeffbcjwfpr toroidal gLALQabceeffbcjwfpk SFS[D(3,1)(2,1)] gLALQabceeffbcjwftc SFS[D(3,1)(2,1)] gLALQabceeffbcjwftj SFS[D(3,1)(2,1)] gLALQabceeffbcjwftw toroidal gLALQabceeffbcjwfij toroidal gLALQabceeffbcjwfin toroidal gLALQabceeffbcjwwpr toroidal gLALQabceeffbcjwwpk toroidal gLALQabceeffbcjwwmr SFS[D(5,2)(2,1)] gLALQabceeffbcjwwmk SFS[D(4,1)(2,1)] gLALQabceeffbcjwwqr SFS[D(4,1)(2,1)] gLALQabceeffbcjwwqk SFS[D(5,2)(2,1)] gLALQabceeffbcjwwxj SFS[D(5,2)(2,1)] gLALQabceeffbcjwwxw SFS[D(4,1)(2,1)] gLALQabceeffbcjwwtj toroidal gLALQabceeffbcjwwtw SFS[D(5,2)(2,1)] gLALQabceeffbcjwwlj SFS[D(5,2)(2,1)] gLALQabceeffbcjwwln SFS[D(4,1)(2,1)] gLALQabceeffbcjwwij toroidal gLALQabceeffbcjwwin SFS[D(5,2)(2,1)] gLALQabceeffbcjcnpf SFS[D(3,1)(2,1)] gLALQabceeffbcjcnpr SFS[D(3,1)(2,1)] gLALQabceeffbcjcnpk toroidal gLALQabceeffbcjcntj toroidal gLALQabceeffbcjcntw toroidal gLALQabceeffbcjcnib SFS[D(3,1)(2,1)] gLALQabceeffbcjcnij SFS[D(3,1)(2,1)] gLALQabceeffbcjcnin toroidal gLALQabceeffbcjcfmf T2xI gLALQabceeffbcjcfqf T2xI gLALQabceeffbcjcfxc T2xI gLALQabceeffbcjcfuc T2xI gLALQabceeffbcjcflb T2xI gLALQabceeffbcjcfhb T2xI gLALQabceeffbcjcwpf SFS[D(3,1)(2,1)] gLALQabceeffbcjcwpr SFS[D(3,1)(2,1)] gLALQabceeffbcjcwpk toroidal gLALQabceeffbcjcwtj toroidal gLALQabceeffbcjcwtw toroidal gLALQabceeffbcjcwib SFS[D(3,1)(2,1)] gLALQabceeffbcjcwij SFS[D(3,1)(2,1)] gLALQabceeffbcjcwin toroidal gLALQabceeffjfkbbmr reducible gLALQabceeffjfkbbmk reducible gLALQabceeffjfkbbqr reducible gLALQabceeffjfkbbqk reducible gLALQabceeffjfkbbxj reducible gLALQabceeffjfkbbxw reducible gLALQabceeffjfkbbtj reducible gLALQabceeffjfkbbtw reducible gLALQabceeffjfkbblj reducible gLALQabceeffjfkbbln reducible gLALQabceeffjfkbbij reducible gLALQabceeffjfkbbin reducible gLALQabceeffbrkskqc reducible gLAPPabceeffbrkbbmr reducible gLAPPabceeffbrkbbmn reducible gLAPPabceeffbrkbbij reducible gLAPPabceeffbrkbbiw reducible gLAPPabceeffbrkbbtk reducible gLAPPabceeffbrkbbtj reducible gLAPPabceeffbrkbbxr reducible gLAPPabceeffbrkbbxn reducible gLAPPabceeffbrkbblj reducible gLAPPabceeffbrkbblk reducible gLAPPabceeffbrkbbqw reducible gLAPPabceeffbrkbbqj reducible gLALQabceeffbrkovmb reducible gLALQabceeffbwjskqc reducible gLALQabceeffbwjovmb reducible gLAPPabceeffncgoodn reducible gLAPPabceeffncgoodr reducible gLAPPabceeffncgoohj reducible gLAPPabceeffncgoohk reducible gLAPPabceeffncgooxw reducible gLAPPabceeffncgooxj reducible gLAPPabceeffncgootn reducible gLAPPabceeffncgootr reducible gLAPPabceeffncgoolj reducible gLAPPabceeffncgoolw reducible gLAPPabceeffncgooek reducible gLAPPabceeffncgooej reducible gLALQabceeffbroskqc reducible gLAPPabceeffbrobbmr reducible gLAPPabceeffbrobbmn reducible gLAPPabceeffbrobbij reducible gLAPPabceeffbrobbiw reducible gLAPPabceeffbrobbtk reducible gLAPPabceeffbrobbtj reducible gLAPPabceeffbrobbxr reducible gLAPPabceeffbrobbxn reducible gLAPPabceeffbrobblj reducible gLAPPabceeffbrobblk reducible gLAPPabceeffbrobbqw reducible gLAPPabceeffbrobbqj reducible gLALQabceeffbroovmb reducible gLALQabceeffbwvskqc reducible gLALQabceeffbwvovmb reducible gLAPPabceeffjfjokpc SFS[D(3,1)(2,1)] gLAPPabceeffjfjokug reducible gLAPPabceeffjfjokqo SFS[D(3,1)(2,1)] gLAPPabceeffjfjowpc SFS[D(3,1)(2,1)] gLAPPabceeffjfjowug reducible gLAPPabceeffjfjowqo SFS[D(3,1)(2,1)] gLAPPabceeffjfjvopc SFS[D(3,1)(2,1)] gLAPPabceeffjfjvoug SFS[D(3,1)(2,1)] gLAPPabceeffjfjvkpc SFS[D(3,1)(2,1)] gLAPPabceeffjfjvwpc reducible gLAPPabceeffjfjbopc SFS[D(3,1)(2,1)] gLAPPabceeffjfjboug SFS[D(3,1)(2,1)] gLAPPabceeffjfjbkpc reducible gLAPPabceeffjfjbwpc SFS[D(3,1)(2,1)] gLAPPabceeffjfjnrlc SFS[D(2,1)(2,1)] gLAPPabceeffjfjnrxc SFS[D(2,1)(2,1)] gLAPPabceeffjfjnrhg SFS[D(2,1)(2,1)] gLAPPabceeffjfjnrdo SFS[D(2,1)(2,1)] gLAPPabceeffjfjsspc reducible gLAPPabceeffjfjssug reducible gLAPPabceeffjfjssqo SFS[D(2,1)(2,1)] gLAPPabceeffjfjgcpc reducible gLAPPabceeffjfjgcpj reducible gLAPPabceeffjfjgcpw reducible gLAPPabceeffjfjgceg reducible gLAPPabceeffjfjgcek reducible gLAPPabceeffjfjgcej reducible gLAPPabceeffjfjgcto reducible gLAPPabceeffjfjgctn reducible gLAPPabceeffjfjgctr reducible gLAPPabceeffbrwnnhc SFS[D(3,1)(2,1)] gLAPPabceeffbrwnnuo SFS[D(3,1)(2,1)] gLAPPabceeffbrwrnuo SFS[D(3,1)(2,1)] gLAPPabceeffbrwonuo reducible gLAPPabceeffbrwnghc SFS[D(3,1)(2,1)] gLAPPabceeffbrwnshc reducible gLALQabceeffbrwsklc SFS[D(2,1)(2,1)] gLALQabceeffbrwskif reducible gLALQabceeffbrwskub reducible gLALQabceeffbrwskec SFS[D(2,1)(2,1)] gLALQabceeffbrwgblc SFS[D(2,1)(2,1)] gLALQabceeffbrwgbif reducible gLALQabceeffbrwgbab reducible gLALQabceeffbrwjjub SFS[D(3,1)(2,1)] gLALQabceeffbrwjjec SFS[D(3,1)(2,1)] gLALQabceeffbrwcjec reducible gLALQabceeffbrwwjec SFS[D(3,1)(2,1)] gLALQabceeffbrwjvub toroidal gLALQabceeffbrwjrub SFS[D(3,1)(2,1)] gLAPPabceeffbrwbwmc SFS[D(2,1)(2,1)] gLAPPabceeffbrwbwpo SFS[A(2,1)] gLAPPabceeffbrwbwxg SFS[D(2,1)(2,1)] gLAPPabceeffbrwfcmc SFS[D(2,1)(2,1)] gLAPPabceeffbrwfchc SFS[D(2,1)(2,1)] gLAPPabceeffbrwfcxg SFS[D(2,1)(2,1)] gLAPPabceeffbrwfcuo SFS[D(2,1)(2,1)] gLAPPabceeffbwrnnhc SFS[D(3,1)(2,1)] gLAPPabceeffbwrnnuo SFS[D(3,1)(2,1)] gLAPPabceeffbwronuo reducible gLAPPabceeffbwrrnuo SFS[D(3,1)(2,1)] gLAPPabceeffbwrnshc reducible gLAPPabceeffbwrnghc SFS[D(3,1)(2,1)] gLAPPabceeffbwrfcxg SFS[D(2,1)(2,1)] gLAPPabceeffbwrfcmc SFS[D(2,1)(2,1)] gLAPPabceeffbwrfchc SFS[D(2,1)(2,1)] gLAPPabceeffbwrfcuo SFS[D(2,1)(2,1)] gLAPPabceeffbwrbwxg SFS[D(2,1)(2,1)] gLAPPabceeffbwrbwmc SFS[D(2,1)(2,1)] gLAPPabceeffbwrbwpo SFS[A(2,1)] gLAPPabceeffbrwfbag SFS[D(3,1)(2,1)] gLAPPabceeffbrwfbeo SFS[D(3,1)(2,1)] gLAPPabceeffbrwcbag SFS[D(3,1)(2,1)] gLAPPabceeffbrwcbeo SFS[D(3,1)(2,1)] gLAPPabceeffbrwboag SFS[D(3,1)(2,1)] gLAPPabceeffbrwbouc SFS[D(3,1)(2,1)] gLAPPabceeffbrwboeo reducible gLAPPabceeffbrwfoag SFS[D(3,1)(2,1)] gLAPPabceeffbrwcoag reducible gLAPPabceeffbrwbvag SFS[D(3,1)(2,1)] gLAPPabceeffbrwbvuc SFS[D(3,1)(2,1)] gLAPPabceeffbrwbveo reducible gLAPPabceeffbrwfvag reducible gLAPPabceeffbrwcvag SFS[D(3,1)(2,1)] gLALQabceeffbrwbrxb SFS[D(2,1)(2,1)] gLALQabceeffbrwbrdc reducible gLALQabceeffbrwbrtf reducible gLALQabceeffbrwovxb SFS[D(2,1)(2,1)] gLALQabceeffbrwoveb SFS[D(2,1)(2,1)] gLALQabceeffbrwovtf reducible gLALQabceeffbrwovhc reducible gLALQabceeffbrwnneb SFS[D(3,1)(2,1)] gLALQabceeffbrwnnhc SFS[D(3,1)(2,1)] gLALQabceeffbrwgnhc SFS[D(3,1)(2,1)] gLALQabceeffbrwsnhc toroidal gLALQabceeffbrwnweb SFS[D(3,1)(2,1)] gLALQabceeffbrwnfeb reducible gLAPPabceeffbrwjnmo SFS[D(2,1)(2,1)] gLAPPabceeffbrwjnic SFS[D(2,1)(2,1)] gLAPPabceeffbrwjntg SFS[D(2,1)(2,1)] gLAPPabceeffbrwjnlg SFS[D(2,1)(2,1)] gLAPPabceeffbrwggag reducible gLAPPabceeffbrwgguc SFS[D(2,1)(2,1)] gLAPPabceeffbrwggeo reducible gLAPPabceeffbrwksag reducible gLAPPabceeffbrwksak reducible gLAPPabceeffbrwksaj reducible gLAPPabceeffbrwksxo reducible gLAPPabceeffbrwksxr reducible gLAPPabceeffbrwksxn reducible gLAPPabceeffbrwksqc reducible gLAPPabceeffbrwksqw reducible gLAPPabceeffbrwksqj reducible gLALQabceeffbwrskif reducible gLALQabceeffbwrsklc SFS[D(2,1)(2,1)] gLALQabceeffbwrskec SFS[D(2,1)(2,1)] gLALQabceeffbwrskub reducible gLALQabceeffbwrgbif reducible gLALQabceeffbwrgblc SFS[D(2,1)(2,1)] gLALQabceeffbwrgbab reducible gLALQabceeffbwrjjec SFS[D(3,1)(2,1)] gLALQabceeffbwrjjub SFS[D(3,1)(2,1)] gLALQabceeffbwrjvub toroidal gLALQabceeffbwrjrub SFS[D(3,1)(2,1)] gLALQabceeffbwrcjec reducible gLALQabceeffbwrwjec SFS[D(3,1)(2,1)] gLALQabceeffbwrbrtf reducible gLALQabceeffbwrbrdc reducible gLALQabceeffbwrbrxb SFS[D(2,1)(2,1)] gLALQabceeffbwrovtf reducible gLALQabceeffbwrovhc reducible gLALQabceeffbwrovxb SFS[D(2,1)(2,1)] gLALQabceeffbwroveb SFS[D(2,1)(2,1)] gLALQabceeffbrwbkpf reducible gLALQabceeffbrwbkuc reducible gLALQabceeffbrwbkhb SFS[D(3,1)(2,1)] gLALQabceeffbrwbspf reducible gLALQabceeffbrwbsuc reducible gLALQabceeffbrwbshb SFS[D(3,1)(2,1)] gLALQabceeffbrwvbpf reducible gLALQabceeffbrwvbuc SFS[D(3,1)(2,1)] gLALQabceeffbrwvbhb reducible gLALQabceeffbrwvkpf reducible gLALQabceeffbrwvspf reducible gLALQabceeffbrwobpf reducible gLALQabceeffbrwobuc SFS[D(3,1)(2,1)] gLALQabceeffbrwobhb reducible gLALQabceeffbrwokpf reducible gLALQabceeffbrwospf reducible gLALQabceeffbrwjnlb reducible gLALQabceeffbrwjnxc reducible gLALQabceeffbrwjnqf reducible gLALQabceeffbrwjnmf reducible gLALQabceeffbrwwwuc SFS[D(2,1)(2,1)] gLALQabceeffbrwwwhb SFS[D(2,1)(2,1)] gLALQabceeffbrwcfpf reducible gLALQabceeffbrwcfpk toroidal gLALQabceeffbrwcfpr toroidal gLALQabceeffbrwcfib SFS[A(2,1)] gLALQabceeffbrwcfij toroidal gLALQabceeffbrwcfin SFS[A(2,1)] gLALQabceeffbrwcftc SFS[A(2,1)] gLALQabceeffbrwcftj toroidal gLALQabceeffbrwcftw SFS[A(2,1)] gLALQabceeffbwrnnhc SFS[D(3,1)(2,1)] gLALQabceeffbwrnneb SFS[D(3,1)(2,1)] gLALQabceeffbwrnweb SFS[D(3,1)(2,1)] gLALQabceeffbwrnfeb reducible gLALQabceeffbwrgnhc SFS[D(3,1)(2,1)] gLALQabceeffbwrsnhc toroidal gLALQabceeffjcjbblj reducible gLALQabceeffjcjbbln reducible gLALQabceeffjcjbbxw reducible gLALQabceeffjcjbbxj reducible gLALQabceeffjcjbbqk reducible gLALQabceeffjcjbbqr reducible gLALQabceeffjcjbbij reducible gLALQabceeffjcjbbin reducible gLALQabceeffjcjbbmr reducible gLALQabceeffjcjbbmk reducible gLALQabceeffjcjbbtj reducible gLALQabceeffjcjbbtw reducible gLALQabceeffbkkskqc reducible gLAPPabceeffbjjbblj reducible gLAPPabceeffbjjbblk reducible gLAPPabceeffbjjbbtj reducible gLAPPabceeffbjjbbtk reducible gLAPPabceeffbjjbbiw reducible gLAPPabceeffbjjbbij reducible gLAPPabceeffbjjbbqw reducible gLAPPabceeffbjjbbqj reducible gLAPPabceeffbjjbbmr reducible gLAPPabceeffbjjbbmn reducible gLAPPabceeffbjjbbxr reducible gLAPPabceeffbjjbbxn reducible gLALQabceeffbkkovmb reducible gLALQabceeffbjjskqc reducible gLALQabceeffbjjovmb reducible gLAPPabceeffjcgoodn reducible gLAPPabceeffjcgoodr reducible gLAPPabceeffjcgoohj reducible gLAPPabceeffjcgoohk reducible gLAPPabceeffjcgooxw reducible gLAPPabceeffjcgooxj reducible gLAPPabceeffjcgootn reducible gLAPPabceeffjcgootr reducible gLAPPabceeffjcgoolj reducible gLAPPabceeffjcgoolw reducible gLAPPabceeffjcgooek reducible gLAPPabceeffjcgooej reducible gLALQabceeffbkoskqc reducible gLAPPabceeffbjvbblj reducible gLAPPabceeffbjvbblk reducible gLAPPabceeffbjvbbtj reducible gLAPPabceeffbjvbbtk reducible gLAPPabceeffbjvbbiw reducible gLAPPabceeffbjvbbij reducible gLAPPabceeffbjvbbqw reducible gLAPPabceeffbjvbbqj reducible gLAPPabceeffbjvbbmr reducible gLAPPabceeffbjvbbmn reducible gLAPPabceeffbjvbbxr reducible gLAPPabceeffbjvbbxn reducible gLALQabceeffbkoovmb reducible gLALQabceeffbjvskqc reducible gLALQabceeffbjvovmb reducible gLAPPabceeffnfjssug reducible gLALQabceeffbkwskif reducible gLALQabceeffbkwskub reducible gLALQabceeffbkwgbif reducible gLALQabceeffbkwjvub SFS[D(2,1)(2,1)] gLAPPabceeffbkwbwpo T2xI gLAPPabceeffbjrbwpo T2xI gLALQabceeffbkwbrtf reducible gLALQabceeffbkwovtf reducible gLALQabceeffbkwovhc reducible gLALQabceeffbkwsnhc SFS[D(2,1)(2,1)] gLAPPabceeffbjrggeo reducible gLALQabceeffbjrskif reducible gLALQabceeffbjrskub reducible gLALQabceeffbjrgbif reducible gLALQabceeffbjrjvub SFS[D(2,1)(2,1)] gLALQabceeffbjrbrtf reducible gLALQabceeffbjrovtf reducible gLALQabceeffbjrovhc reducible gLALQabceeffbjrbspf reducible gLALQabceeffbjrbkpf reducible gLALQabceeffbjrobpf reducible gLALQabceeffbjrospf reducible gLALQabceeffbjrokpf reducible gLALQabceeffbjrvbpf reducible gLALQabceeffbjrvspf reducible gLALQabceeffbjrvkpf reducible gLALQabceeffbjrjnmf reducible gLALQabceeffbjrjnqf reducible gLALQabceeffbjrjnxc reducible gLALQabceeffbjrjnlb reducible gLALQabceeffbjrcfpf reducible gLALQabceeffbjrcfpr SFS[A(3,1)] gLALQabceeffbjrcfpk SFS[A(3,1)] gLALQabceeffbjrcftc T2xI gLALQabceeffbjrcftj SFS[A(2,1)] gLALQabceeffbjrcftw T2xI gLALQabceeffbjrcfib T2xI gLALQabceeffbjrcfij SFS[A(2,1)] gLALQabceeffbjrcfin T2xI gLALQabceeffbjrsnhc SFS[D(2,1)(2,1)] gLALQabceeffbcgkomb reducible gLALQabceeffbcgwomb reducible gLALQabceeffbcgocmb reducible gLALQabceeffbcgkcmb reducible gLALQabceeffbcgwcmb reducible gLALQabceeffbcgogmb reducible gLALQabceeffbcgkgmb reducible gLALQabceeffbcgwgmb reducible gLALQabceeffbcgnreo reducible gLALQabceeffbcgnrxv reducible gLALQabceeffbcgnrhb reducible gLALQabceeffbcgnrtb reducible gLALQabceeffbcgbvmb reducible gLALQabceeffbcgbvmn SFS[A(3,1)] gLALQabceeffbcgbvmj SFS[A(3,1)] gLALQabceeffbcgbvlo T2xI gLALQabceeffbcgbvlr SFS[A(2,1)] gLALQabceeffbcgbvln T2xI gLALQabceeffbcgbvdv T2xI gLALQabceeffbcgbvdw SFS[A(2,1)] gLALQabceeffbcgbvds T2xI gLALQabceeffbcvsnhc SFS[D(2,1)(2,1)] gLALQabceeffbcvskif reducible gLALQabceeffbcvskub reducible gLALQabceeffbcvgbif reducible gLALQabceeffbcvjvub SFS[D(2,1)(2,1)] gLALQabceeffbcvbrtf reducible gLALQabceeffbcvovtf reducible gLALQabceeffbcvovhc reducible gLALQabceeffbcgnwqv SFS[D(2,1)(2,1)] gLALQabceeffbcgcgdb reducible gLALQabceeffbcgcgqv reducible gLALQabceeffbcgsodb reducible gLAPPabceeffbcgojmg T2xI gLAPPabceeffbcvggeo reducible gLALQabceeffbcgkwlb reducible gLALQabceeffbcgkwio reducible gLALQabceeffbcgoflb reducible gLALQabceeffbcgcrio SFS[D(2,1)(2,1)] gLAPPabceeffbfgvktg T2xI gLAPPabceeffbcgssug reducible gLAPPabceeffbcoroxk SFS[D(4,1)(2,1)] gLAPPabceeffbcoroxj SFS[D(5,2)(2,1)] gLAPPabceeffbcoroan SFS[D(4,1)(2,1)] gLAPPabceeffbcoroar SFS[D(5,2)(2,1)] gLAPPabceeffbcorwhj SFS[D(5,2)(2,1)] gLAPPabceeffbcorwhw SFS[D(4,1)(2,1)] gLAPPabceeffbcorwxg SFS[D(2,1)(2,1)] gLAPPabceeffbcorwan SFS[D(5,2)(2,1)] gLAPPabceeffbcorwar SFS[D(4,1)(2,1)] gLAPPabceeffbcorkhj toroidal gLAPPabceeffbcorkhw SFS[D(5,2)(2,1)] gLAPPabceeffbcorkxk SFS[D(5,2)(2,1)] gLAPPabceeffbcorkxj toroidal gLAPPabceeffbcorkao reducible gLAPPabceeffbcorkan toroidal gLAPPabceeffbcorkar toroidal gLAPPabceeffbcokkhj SFS[D(2,1)(2,1)] gLAPPabceeffbcokkxj SFS[D(2,1)(2,1)] gLAPPabceeffbcokkao reducible gLAPPabceeffbcokkan SFS[D(3,1)(2,1)] gLAPPabceeffbcokkar SFS[D(3,1)(2,1)] gLAPPabceeffbcofkhj SFS[D(2,1)(2,1)] gLAPPabceeffbcofkxj SFS[D(2,1)(2,1)] gLAPPabceeffbcofkao reducible gLAPPabceeffbcofkan SFS[D(3,1)(2,1)] gLAPPabceeffbcofkar SFS[D(3,1)(2,1)] gLAPPabceeffbconnhj SFS[D(3,1)(2,1)] gLAPPabceeffbconnhw SFS[D(3,1)(2,1)] gLAPPabceeffbconnxk SFS[D(2,1)(2,1)] gLAPPabceeffbconnan SFS[D(2,1)(2,1)] gLALQabceeffbconnen SFS[D(3,1)(2,1)] gLALQabceeffbconnej SFS[D(3,1)(2,1)] gLALQabceeffbconntr SFS[D(2,1)(2,1)] gLALQabceeffbconnpw SFS[D(2,1)(2,1)] gLALQabceeffbcojnab reducible gLALQabceeffbcojnpv reducible gLALQabceeffbcobwab reducible gLALQabceeffbcoscpv SFS[D(2,1)(2,1)] gLAPPabceeffbfvvvaw SFS[D(3,1)(2,1)] gLAPPabceeffbfvvvaj SFS[D(3,1)(2,1)] gLAPPabceeffbfvvvhn SFS[D(2,1)(2,1)] gLAPPabceeffbfvvvqk SFS[D(2,1)(2,1)] gLAPPabceeffbcorrdj toroidal gLAPPabceeffbcorrdw toroidal gLAPPabceeffbcorrpk SFS[D(5,2)(2,1)] gLAPPabceeffbcorrpj SFS[D(4,1)(2,1)] gLAPPabceeffbcorrhr SFS[D(4,1)(2,1)] gLAPPabceeffbcorrhn SFS[D(5,2)(2,1)] gLAPPabceeffbcorraj SFS[D(5,2)(2,1)] gLAPPabceeffbcorraw SFS[D(4,1)(2,1)] gLAPPabceeffbcorrmk toroidal gLAPPabceeffbcorrmj SFS[D(5,2)(2,1)] gLAPPabceeffbcorrew SFS[D(5,2)(2,1)] gLAPPabceeffbcorrej SFS[D(4,1)(2,1)] gLAPPabceeffbcorrln toroidal gLAPPabceeffbcorrlr SFS[D(5,2)(2,1)] gLAPPabceeffbfvwshn SFS[D(4,1)(2,1)] gLAPPabceeffbfvwshr SFS[D(5,2)(2,1)] gLAPPabceeffbfvwsqk SFS[D(4,1)(2,1)] gLAPPabceeffbfvwsqj SFS[D(5,2)(2,1)] gLAPPabceeffbfvwcaw SFS[D(5,2)(2,1)] gLAPPabceeffbfvwcaj toroidal gLAPPabceeffbfvwcho reducible gLAPPabceeffbfvwchn toroidal gLAPPabceeffbfvwchr toroidal gLAPPabceeffbfvwcqk SFS[D(5,2)(2,1)] gLAPPabceeffbfvwcqj toroidal gLAPPabceeffbfvjcaj SFS[D(2,1)(2,1)] gLAPPabceeffbfvjcho reducible gLAPPabceeffbfvjchn SFS[D(3,1)(2,1)] gLAPPabceeffbfvjchr SFS[D(3,1)(2,1)] gLAPPabceeffbfvjcqj SFS[D(2,1)(2,1)] gLAPPabceeffbfvccaj SFS[D(2,1)(2,1)] gLAPPabceeffbfvccho reducible gLAPPabceeffbfvcchn SFS[D(3,1)(2,1)] gLAPPabceeffbfvcchr SFS[D(3,1)(2,1)] gLAPPabceeffbfvccqj SFS[D(2,1)(2,1)] gLAPPabceeffbfvwraw SFS[D(4,1)(2,1)] gLAPPabceeffbfvwraj SFS[D(5,2)(2,1)] gLAPPabceeffbfvwrhn SFS[D(5,2)(2,1)] gLAPPabceeffbfvwrhr SFS[D(4,1)(2,1)] gLAPPabceeffbfvwrqg SFS[D(2,1)(2,1)] gLALQabceeffbcoonxj reducible gLALQabceeffbcoonxn reducible gLALQabceeffbcoonhw reducible gLALQabceeffbcoonar reducible gLALQabceeffbcoknxb reducible gLALQabceeffbcoknxj SFS[D(3,1)(3,2)] gLALQabceeffbcoknxn SFS[D(3,1)(3,1)] gLALQabceeffbcoknhw SFS[D(3,1)(2,1)] gLALQabceeffbcoknar SFS[D(3,1)(2,1)] gLALQabceeffbcownxb reducible gLALQabceeffbcownxj SFS[D(3,1)(3,1)] gLALQabceeffbcownxn SFS[D(3,1)(3,2)] gLALQabceeffbcownhw SFS[D(3,1)(2,1)] gLALQabceeffbcownar SFS[D(3,1)(2,1)] gLALQabceeffbcoowxb reducible gLALQabceeffbcoowxj SFS[D(3,1)(3,2)] gLALQabceeffbcoowxn SFS[D(3,1)(3,1)] gLALQabceeffbcoowhw SFS[D(3,1)(2,1)] gLALQabceeffbcoowar SFS[D(3,1)(2,1)] gLALQabceeffbcokwxb reducible gLALQabceeffbcokwxj SFS[D(3,1)(3,1)] gLALQabceeffbcokwxn SFS[D(3,1)(3,2)] gLALQabceeffbcokwhw SFS[D(3,1)(2,1)] gLALQabceeffbcokwar SFS[D(3,1)(2,1)] gLALQabceeffbcowwxb reducible gLALQabceeffbcowwxj reducible gLALQabceeffbcowwxn reducible gLALQabceeffbcowwhw reducible gLALQabceeffbcowwar reducible gLALQabceeffbcoofxb reducible gLALQabceeffbcoofxj SFS[D(3,1)(3,1)] gLALQabceeffbcoofxn SFS[D(3,1)(3,2)] gLALQabceeffbcoofhw SFS[D(3,1)(2,1)] gLALQabceeffbcoofar SFS[D(3,1)(2,1)] gLALQabceeffbcokfxb reducible gLALQabceeffbcokfxj toroidal gLALQabceeffbcokfxn toroidal gLALQabceeffbcokfhv SFS[D(2,1)(2,1)] gLALQabceeffbcokfhw toroidal gLALQabceeffbcokfhs SFS[D(2,1)(2,1)] gLALQabceeffbcokfao SFS[D(2,1)(2,1)] gLALQabceeffbcokfar toroidal gLALQabceeffbcokfan SFS[D(2,1)(2,1)] gLALQabceeffbcowfxb reducible gLALQabceeffbcowfxj SFS[D(3,1)(3,2)] gLALQabceeffbcowfxn SFS[D(3,1)(3,1)] gLALQabceeffbcowfhw SFS[D(3,1)(2,1)] gLALQabceeffbcowfar SFS[D(3,1)(2,1)] gLALQabceeffbcorrxj reducible gLALQabceeffbcorrxn reducible gLALQabceeffbcorrev reducible gLALQabceeffbcorrew reducible gLALQabceeffbcorres reducible gLALQabceeffbcorrmo reducible gLALQabceeffbcorrmn reducible gLALQabceeffbcorrmr reducible gLALQabceeffbcorrhv reducible gLALQabceeffbcorrhw reducible gLALQabceeffbcorrhs reducible gLALQabceeffbcorrao reducible gLALQabceeffbcorrar reducible gLALQabceeffbcorran reducible gLALQabceeffbcorrir reducible gLALQabceeffbcorrin reducible gLALQabceeffbcocjxb reducible gLALQabceeffbcooomj SFS[D(3,1)(2,1)] gLALQabceeffbcooomn SFS[D(3,1)(2,1)] gLALQabceeffbcooodw SFS[D(2,1)(2,1)] gLALQabceeffbcooolr SFS[D(2,1)(2,1)] gLALQabceeffbcowghb reducible gLALQabceeffbcoochb reducible gLALQabceeffbcooclo reducible gLALQabceeffbcojvlo SFS[D(2,1)(2,1)] gLALQabceeffbrgfvlo SFS[D(2,1)(2,1)] gLALQabceeffncvnnhc SFS[D(2,1)(2,1)] gLALQabceeffncvnneb SFS[D(2,1)(2,1)] gLALQabceeffncvvvhc reducible gLALQabceeffbrgskpv SFS[D(2,1)(2,1)] gLAPPabceeffbwgbbqg reducible gLAPPabceeffbwgrrio SFS[D(2,1)(2,1)] gLAPPabceeffbwgrrqg SFS[D(2,1)(2,1)] gLALQabceeffbrgsvdo reducible gLALQabceeffbrgsvtv reducible gLALQabceeffbrgsvib reducible gLALQabceeffbrgsvub reducible gLALQabceeffbrgwwlv SFS[D(2,1)(2,1)] gLALQabceeffbrgwwpo SFS[D(2,1)(2,1)] gLAPPabceeffbwgvoug SFS[D(2,1)(2,1)] gLAPPabceeffbrgnslg SFS[D(2,1)(2,1)] gLALQabceeffbrfvvtj reducible gLALQabceeffbrfvvtn reducible gLALQabceeffbrfvvdv reducible gLALQabceeffbrfvvdw reducible gLALQabceeffbrfvvds reducible gLALQabceeffbrfvvqo reducible gLALQabceeffbrfvvqn reducible gLALQabceeffbrfvvqr reducible gLALQabceeffbrfvvhb reducible gLALQabceeffbrfvvhj reducible gLALQabceeffbrfvvhn reducible gLALQabceeffbrfvviv reducible gLALQabceeffbrfvviw reducible gLALQabceeffbrfvvis reducible gLALQabceeffbrfvvln reducible gLALQabceeffbrfvvlr reducible gLALQabceeffbrfvvmb reducible gLALQabceeffbrfvvmn reducible gLALQabceeffbrfvvmj reducible gLALQabceeffbrfvveo reducible gLALQabceeffbrfvver reducible gLALQabceeffbrfvven reducible gLALQabceeffbrfvvxs reducible gLALQabceeffbrfvvxw reducible gLALQabceeffjfbkwhv SFS[D(2,1)(2,1)] gLAPPabceeffbrfgfdg SFS[D(2,1)(2,1)] gLALQabceeffbrfgfmv SFS[D(2,1)(2,1)] gLAPPabceeffbrfvvaw toroidal gLAPPabceeffbrfvvaj toroidal gLAPPabceeffbrfvvin SFS[D(5,2)(2,1)] gLAPPabceeffbrfvvir SFS[D(4,1)(2,1)] gLAPPabceeffbrfvvmj SFS[D(4,1)(2,1)] gLAPPabceeffbrfvvmk SFS[D(5,2)(2,1)] gLAPPabceeffbrfvvdw SFS[D(5,2)(2,1)] gLAPPabceeffbrfvvdj SFS[D(4,1)(2,1)] gLAPPabceeffbrfvvhn toroidal gLAPPabceeffbrfvvhr SFS[D(5,2)(2,1)] gLAPPabceeffbrfvvej SFS[D(5,2)(2,1)] gLAPPabceeffbrfvvew SFS[D(4,1)(2,1)] gLAPPabceeffbrfvvqk toroidal gLAPPabceeffbrfvvqj SFS[D(5,2)(2,1)] gLALQabceeffjfbcoto reducible gLALQabceeffjfbccto reducible gLALQabceeffjfbcgto reducible gLALQabceeffbrfrjho SFS[D(2,1)(2,1)] gLAPPabceeffbrfvoeo reducible gLAPPabceeffbrfooeo reducible gLAPPabceeffbrfboeo reducible gLALQabceeffjfboomn toroidal gLALQabceeffjfboomj toroidal gLALQabceeffjfbooer SFS[D(5,2)(2,1)] gLALQabceeffjfbooen SFS[D(4,1)(2,1)] gLALQabceeffjfbooxs SFS[D(4,1)(2,1)] gLALQabceeffjfbooxw SFS[D(5,2)(2,1)] gLALQabceeffjfboohn SFS[D(5,2)(2,1)] gLALQabceeffjfboohj SFS[D(4,1)(2,1)] gLALQabceeffjfboolr toroidal gLALQabceeffjfbooln SFS[D(5,2)(2,1)] gLALQabceeffjfbootj SFS[D(5,2)(2,1)] gLALQabceeffjfbootn SFS[D(4,1)(2,1)] gLALQabceeffjfboodw toroidal gLALQabceeffjfboods SFS[D(5,2)(2,1)] gLALQabceeffbrvcbab reducible gLALQabceeffbrvffeb reducible gLAPPabceeffbrvogac reducible gLAPPabceeffbrvbfac reducible gLAPPabceeffbwobbec reducible gLAPPabceeffbwofcac reducible gLAPPabceeffbrvccac reducible gLAPPabceeffbrvjrac reducible gLAPPabceeffbrvjraw SFS[D(3,1)(2,1)] gLAPPabceeffbrvjraj SFS[D(3,1)(2,1)] gLAPPabceeffbrvjrhn SFS[D(2,1)(2,1)] gLAPPabceeffbrvjrqk SFS[D(2,1)(2,1)] gLALQabceeffbjcoomn SFS[D(3,1)(2,1)] gLALQabceeffbjcoomj SFS[D(3,1)(2,1)] gLALQabceeffbjcoolr SFS[D(2,1)(2,1)] gLALQabceeffbjcoodw SFS[D(2,1)(2,1)] gLAPPabceeffbkfvvaw SFS[D(3,1)(2,1)] gLAPPabceeffbkfvvaj SFS[D(3,1)(2,1)] gLAPPabceeffbkfvvhn SFS[D(2,1)(2,1)] gLAPPabceeffbkfvvqk SFS[D(2,1)(2,1)] gLALQabceeffjcbvvtj SFS[D(3,1)(2,1)] gLALQabceeffjcbvvtn SFS[D(3,1)(2,1)] gLALQabceeffjcbvviw SFS[D(2,1)(2,1)] gLALQabceeffjcbvver SFS[D(2,1)(2,1)] gLALQabcefffjrvfadd SFS[D(3,1)(2,1)] gLALQabcefffjrvfaad toroidal gLALQabcefffjrvfaed SFS[D(3,1)(2,1)] gLALQabcefffjrvgimm SFS[D(3,1)(2,1)] gLALQabcefffjrvgmmm toroidal gLALQabcefffjrvgamm SFS[D(3,1)(2,1)] gLALQabcefffjrvoaii SFS[D(3,1)(2,1)] gLALQabcefffnwooail SFS[D(3,1)(2,1)] gLALQabcefffnwooatu SFS[D(3,1)(2,1)] gLALQabcefffnwobadd SFS[D(3,1)(2,1)] gLAwQbccdeffeafasnk SFS[D(5,1)(2,1)] gLAwQbccdeffaiginnw SFS[D(3,1)(2,1)] gLAwQbccdeffamginnw toroidal gLAwQbccdeffaaginnw SFS[D(3,1)(2,1)] gLALQabcefffjrjcaee SFS[D(3,1)(2,1)] gLALQabcefffjrjolii SFS[D(3,1)(2,1)] gLALQabcefffjrjolee SFS[D(3,1)(2,1)] gLALQabcefffjrjbadd SFS[D(3,1)(2,1)] gLALQabcefffjrwvala SFS[D(5,1)(2,1)] gLALQabcefffjrwoimm SFS[D(3,1)(2,1)] gLALQabcefffjrwommm toroidal gLALQabcefffjrwoamm SFS[D(3,1)(2,1)] gLALQacbefffncjgmmm SFS[D(3,1)(2,1)] gLALQacbefffncjfaed SFS[D(3,1)(3,1)] gLALQacbefffncjfaad toroidal gLALQacbefffncjfadd SFS[D(3,1)(3,1)] gLALQacbefffjfnbadd SFS[D(3,1)(3,1)] gLALQacbefffjfnolee SFS[D(3,1)(3,1)] gLALQacbefffjfnolii SFS[D(3,1)(3,1)] gLALQacbefffjfncaee SFS[D(3,1)(3,1)] gLALQacbefffjcngmmm SFS[D(3,1)(2,1)] gLALQacbefffjcnfaed SFS[D(3,1)(3,1)] gLALQacbefffjcnfaad toroidal gLALQacbefffjcnfadd SFS[D(3,1)(3,1)] gLALQacbefffjcjgamm SFS[D(2,1)(2,1)] gLALQacbefffjcjgmmm toroidal gLALQacbefffjcjgimm SFS[D(2,1)(2,1)] gLALQacbefffjcjfaed SFS[D(3,1)(3,2)] gLALQacbefffjcjfaad toroidal gLALQacbefffjcjfadd SFS[D(3,1)(3,2)] gLALQacbefffnfnbadd SFS[D(3,1)(3,2)] gLALQacbefffjcjoaii SFS[D(2,1)(2,1)] gLALQacbefffnfnoail SFS[D(2,1)(2,1)] gLALQacbefffnfnolee SFS[D(3,1)(3,2)] gLALQacbefffjgnvala SFS[D(3,1)(2,1)] gLALQacbefffjgnommm SFS[D(3,1)(2,1)] gLALQacbefffjgjvala reducible gLALQacbefffjgjoimm SFS[D(2,1)(2,1)] gLALQacbefffjgjommm toroidal gLALQacbefffjgjoamm SFS[D(2,1)(2,1)] gLALQacbefffjgjcaii SFS[D(2,1)(2,1)] gLALQacbfeffjgjabme SFS[D(2,1)(2,1)] gLALQacbefffncngmmm reducible gLALQacbefffncnfaed SFS[D(3,1)(3,2)] gLALQacbefffncnfaad toroidal gLALQacbefffncnfadd SFS[D(3,1)(3,2)] gLALQacbefffjfjbadd SFS[D(3,1)(3,2)] gLALQacbefffjfjolee SFS[D(3,1)(3,2)] gLAwQbccdeffeafasnj SFS[D(7,2)(2,1)] gLAwQbccdeffaigirnw SFS[D(3,1)(2,1)] gLAwQbccdeffamgirnw toroidal gLAwQbccdeffaagirnw SFS[D(3,1)(2,1)] gLALQabcefffnrjcaee SFS[D(3,1)(2,1)] gLALQabcefffnrjolii SFS[D(3,1)(2,1)] gLALQabcefffnrjolee SFS[D(3,1)(2,1)] gLALQabcefffjkwcaii SFS[D(3,1)(2,1)] gLALQabcefffjkwvala SFS[D(7,2)(2,1)] gLALQabcefffjkwoimm SFS[D(3,1)(2,1)] gLALQabcefffjkwommm toroidal gLALQabcefffjkwoamm SFS[D(3,1)(2,1)] gLAwQbccdeffaacerns SFS[D(2,1)(2,1)] gLAwQbccdeffeafawnj toroidal gLAwQbccdeffdacewsn SFS[D(2,1)(2,1)] gLAwQbccdeffamgirns SFS[D(8,3)(2,1)] gLALQabcfeffnkwavll SFS[D(2,1)(2,1)] gLALQabcefffnkjoail SFS[D(2,1)(2,1)] gLALQabcefffnkjoatu SFS[D(2,1)(2,1)] gLALQabcefffjjkoaii SFS[D(2,1)(2,1)] gLALQabcefffjjkgamm SFS[D(2,1)(2,1)] gLALQabcefffjjkgmmm toroidal gLALQabcefffjjkgimm SFS[D(2,1)(2,1)] gLALQabcefffjjkfaad SFS[D(8,3)(2,1)] gLALQabcefffjwrvala SFS[D(7,3)(2,1)] gLALQabcefffjwrommm SFS[D(7,2)(2,1)] gLAwQbccdeffamginns SFS[D(7,3)(2,1)] gLAwQbccdeffeafawnk SFS[D(7,2)(2,1)] gLALQabcefffjkvfaad SFS[D(7,3)(2,1)] gLALQabcefffjkvgimm SFS[D(3,1)(2,1)] gLALQabcefffjkvgmmm toroidal gLALQabcefffjkvgamm SFS[D(3,1)(2,1)] gLALQabcefffjkvoaii SFS[D(3,1)(2,1)] gLALQabcefffjwoolii SFS[D(3,1)(2,1)] gLALQabcefffjwoolee SFS[D(3,1)(2,1)] gLALQabcefffjwobadd SFS[D(3,1)(2,1)] gLALQabcefffnrvgmmm SFS[D(7,3)(2,1)] gLALQabcefffnrvfaed SFS[D(3,1)(2,1)] gLALQabcefffnrvfaad toroidal gLALQabcefffnrvfadd SFS[D(3,1)(2,1)] gLALQabcefffnkvfaad SFS[D(8,3)(2,1)] gLALQabcefffnkvgmmm SFS[D(8,3)(2,1)] gLALQacbefffbkjsxpi SFS[D(3,1)(3,1)] gLALQacbefffbjncxxa SFS[D(3,1)(3,2)] gLALQacbfeffnsbxrud SFS[D(3,1)(3,2)] gLALQacbefffbkjohmm reducible gLALQacbefffbkjoamu reducible gLALQacbefffbjnkatt reducible gLALQacbefffbjnkhtp reducible gLALQacbefffnsbghah SFS[D(3,1)(3,1)] gLALQacbefffbkjjamm reducible gLALQacbefffbkjjhum reducible gLALQacbefffbjnvhtt reducible gLALQacbefffbjnvapt reducible gLALQacbefffncbgmmm SFS[D(3,1)(2,1)] gLALQacbefffncbfaed reducible gLALQacbefffncbfaad reducible gLALQacbefffncbfadd reducible gLALQacbefffbfjcaee reducible gLALQacbefffbfjolii reducible gLALQacbefffbfjolee reducible gLALQacbefffbfjbadd reducible gLALQacbefffbcngmmm SFS[D(3,1)(2,1)] gLALQacbefffbcnfaed reducible gLALQacbefffbcnfaad reducible gLALQacbefffbcnfadd reducible gLALQacbefffbwnsuuu SFS[D(3,1)(2,1)] gLALQacbefffbwnsuui SFS[D(3,1)(2,1)] gLALQacbefffbwnsapq reducible gLALQacbefffbwnsmpq SFS[D(3,1)(3,1)] gLALQacbefffbwnsipq SFS[D(3,1)(3,2)] gLALQacbefffbwnsamq SFS[D(3,1)(3,2)] gLALQacbefffbwnsmmq toroidal gLALQacbefffbwnsimq SFS[D(3,1)(3,1)] gLALQacbefffbwnsaqq SFS[D(3,1)(3,1)] gLALQacbefffbwnsmqq SFS[D(3,1)(3,2)] gLALQacbefffbwnsiqq reducible gLALQacbefffbwnsuuq toroidal gLALQacbefffbwnsaat SFS[D(3,1)(2,1)] gLALQacbefffbwnsppd SFS[D(3,1)(2,1)] gLALQacbefffbwncaqq SFS[D(3,1)(3,2)] gLALQacbefffbwnraaa SFS[D(3,1)(2,1)] gLALQacbefffbwnraqq reducible gLALQacbefffbrjomdx toroidal gLALQacbefffbrjoadx SFS[D(3,1)(3,1)] gLALQacbefffbrjoidx SFS[D(3,1)(3,2)] gLALQacbefffbrjoulp SFS[D(3,1)(2,1)] gLALQacbefffbrjoull SFS[D(3,1)(2,1)] gLALQacbefffbrjoahe SFS[D(3,1)(2,1)] gLALQacbefffbrjoulx toroidal gLALQacbefffbrjopim SFS[D(3,1)(2,1)] gLALQacbefffbrjomix SFS[D(3,1)(3,2)] gLALQacbefffbrjoaix reducible gLALQacbefffbrjoiix SFS[D(3,1)(3,1)] gLALQacbefffbrjomxx SFS[D(3,1)(3,1)] gLALQacbefffbrjoaxx SFS[D(3,1)(3,2)] gLALQacbefffbrjoixx reducible gLALQacbefffbrjkaxx SFS[D(3,1)(3,1)] gLALQacbefffbrjwahh SFS[D(3,1)(2,1)] gLALQacbefffbrjwaxx reducible gLAwQbccdeffaajaojr SFS[D(3,1)(2,1)] gLAwQbccdeffdmgdcks SFS[D(5,3)(3,1)] gLAwQbccdeffdigdcks SFS[D(4,3)(3,1)] gLAwQbccdeffdmguwkc SFS[D(5,2)(3,1)] gLAwQbccdeffdiguvkw SFS[D(4,1)(3,1)] gLAwQbccdefflpklfjn toroidal gLAwQbccdeffdmguvkw SFS[D(5,2)(3,1)] gLAwQbccdeffaajqfjn SFS[D(3,1)(2,1)] gLAwQbccdefflpkuojr toroidal gLAwQbccdeffdmgdjkv SFS[D(5,3)(3,1)] gLALQacbefffbknsxpi SFS[D(3,1)(3,2)] gLALQacbefffbjjcxxa SFS[D(3,1)(3,1)] gLALQacbfeffjsbxrud SFS[D(3,1)(3,1)] gLALQacbefffbknohmm reducible gLALQacbefffbknoamu reducible gLALQacbefffbjjkatt reducible gLALQacbefffbjjkhtp reducible gLALQacbefffjsbghah SFS[D(3,1)(3,2)] gLALQacbefffbknjamm reducible gLALQacbefffbknjhum reducible gLALQacbefffbjjvhtt reducible gLALQacbefffbjjvapt reducible gLALQacbefffjcbgmmm SFS[D(3,1)(2,1)] gLALQacbefffjcbfaed reducible gLALQacbefffjcbfaad reducible gLALQacbefffjcbfadd reducible gLALQacbefffbfncaee reducible gLALQacbefffbfnolii reducible gLALQacbefffbfnolee reducible gLALQacbefffbfnbadd reducible gLALQacbefffbcjgmmm SFS[D(3,1)(2,1)] gLALQacbefffbcjfaed reducible gLALQacbefffbcjfaad reducible gLALQacbefffbcjfadd reducible gLALQacbefffbwjsuuu SFS[D(3,1)(2,1)] gLALQacbefffbwjsuui SFS[D(3,1)(2,1)] gLALQacbefffbwjsapq reducible gLALQacbefffbwjsmpq SFS[D(3,1)(3,2)] gLALQacbefffbwjsipq SFS[D(3,1)(3,1)] gLALQacbefffbwjsamq SFS[D(3,1)(3,1)] gLALQacbefffbwjsmmq toroidal gLALQacbefffbwjsimq SFS[D(3,1)(3,2)] gLALQacbefffbwjsaqq SFS[D(3,1)(3,2)] gLALQacbefffbwjsmqq SFS[D(3,1)(3,1)] gLALQacbefffbwjsiqq reducible gLALQacbefffbwjsuuq toroidal gLALQacbefffbwjsaat SFS[D(3,1)(2,1)] gLALQacbefffbwjsppd SFS[D(3,1)(2,1)] gLALQacbefffbwjcaqq SFS[D(3,1)(3,1)] gLALQacbefffbwjraaa SFS[D(3,1)(2,1)] gLALQacbefffbwjraqq reducible gLALQacbefffbrnomdx toroidal gLALQacbefffbrnoadx SFS[D(3,1)(3,2)] gLALQacbefffbrnoidx SFS[D(3,1)(3,1)] gLALQacbefffbrnoulp SFS[D(3,1)(2,1)] gLALQacbefffbrnoull SFS[D(3,1)(2,1)] gLALQacbefffbrnoahe SFS[D(3,1)(2,1)] gLALQacbefffbrnoulx toroidal gLALQacbefffbrnopim SFS[D(3,1)(2,1)] gLALQacbefffbrnomix SFS[D(3,1)(3,1)] gLALQacbefffbrnoaix reducible gLALQacbefffbrnoiix SFS[D(3,1)(3,2)] gLALQacbefffbrnomxx SFS[D(3,1)(3,2)] gLALQacbefffbrnoaxx SFS[D(3,1)(3,1)] gLALQacbefffbrnoixx reducible gLALQacbefffbrnkaxx SFS[D(3,1)(3,2)] gLALQacbefffbrnwahh SFS[D(3,1)(2,1)] gLALQacbefffbrnwaxx reducible gLAwQbccdeffaajanjf SFS[D(3,1)(2,1)] gLAwQbccdeffdmgdckw SFS[D(5,2)(3,1)] gLAwQbccdeffdigdckw SFS[D(4,1)(3,1)] gLAwQbccdeffdmguskc SFS[D(5,3)(3,1)] gLAwQbccdeffdiguskc SFS[D(4,3)(3,1)] gLAwQbccdefflpklfjr toroidal gLAwQbccdeffdmguvkj SFS[D(5,3)(3,1)] gLAwQbccdeffaajqfjr SFS[D(3,1)(2,1)] gLAwQbccdefflpkunjf toroidal gLAwQbccdeffdmgdwkv SFS[D(5,2)(3,1)] gLALQacbefffbgjbait toroidal gLALQacbefffbgjbmil toroidal gLALQacbefffbgjbail SFS[D(5,3)(3,1)] gLALQacbefffbgjbehd SFS[D(3,1)(2,1)] gLALQacbefffbgjbamm SFS[D(4,1)(3,1)] gLALQacbefffbgjbimm SFS[D(5,2)(3,1)] gLALQacbefffbgjbdtt SFS[D(5,2)(3,1)] gLALQacbefffbgjbqtt toroidal gLALQacbefffbgjbamx SFS[D(5,2)(3,1)] gLALQacbefffbgjbdtl toroidal gLALQacbefffbgjbihl SFS[D(3,1)(2,1)] gLALQacbefffbgjbaqm SFS[D(5,3)(3,1)] gLALQacbefffbgjbiqm SFS[D(4,3)(3,1)] gLALQacbefffbgjbaqx SFS[D(4,3)(3,1)] gLALQacbefffbgjbdph toroidal gLALQacbefffbgjbalt SFS[D(5,3)(3,1)] gLALQacbefffbgjbexm SFS[D(4,1)(3,1)] gLALQacbefffbgjbdpd reducible gLALQacbefffbgjbtpp toroidal gLALQacbefffbgjbdpp toroidal gLALQacbefffbgjbmll SFS[D(5,3)(3,1)] gLALQacbefffbgjball SFS[D(4,3)(3,1)] gLALQacbefffbgjbhxx SFS[D(4,1)(3,1)] gLALQacbefffbgjbexx SFS[D(5,2)(3,1)] gLALQacbefffbgjbapm toroidal gLALQacbefffbgjbmpm reducible gLALQacbefffbgjbipm toroidal gLALQacbefffbgjbapx toroidal gLALQacbefffbgjommm SFS[D(3,1)(2,1)] gLALQacbefffbgjomqm SFS[D(7,3)(3,1)] gLALQacbefffbgjoiqm SFS[D(8,3)(3,1)] gLALQacbefffbgjodph toroidal gLALQacbefffbgjoalt toroidal gLALQacbefffbgjoexm toroidal gLALQacbefffbgjodpd toroidal gLALQacbefffbgjoexe SFS[D(8,3)(3,1)] gLALQacbefffbgjodpp toroidal gLALQacbefffbgjoall SFS[D(5,3)(3,1)] gLALQacbefffbgjoexx SFS[D(4,1)(3,1)] gLALQacbefffbgjoapm reducible gLALQacbefffbgjompm toroidal gLALQacbefffbgjoipm toroidal gLALQacbefffbgjvamm SFS[D(5,2)(3,1)] gLALQacbefffbgjvimm toroidal gLALQacbefffbgjvaqm SFS[D(4,3)(3,1)] gLALQacbefffbgjvmqm SFS[D(8,3)(3,1)] gLALQacbefffbgjviqm toroidal gLALQacbefffbgjvdph toroidal gLALQacbefffbgjvexm SFS[D(8,3)(3,1)] gLALQacbefffbgjvdpd toroidal gLALQacbefffbgjvala SFS[D(3,1)(2,1)] gLALQacbefffbgjvexe SFS[D(7,4)(3,1)] gLALQacbefffbgjvdpp reducible gLALQacbefffbgjvapm toroidal gLALQacbefffbgjvmpm toroidal gLALQacbefffbgjvipm toroidal gLALQacbefffbgnjdpq toroidal gLALQacbefffbgnjdqq toroidal gLALQacbefffbgnjdmq toroidal gLALQacbefffbgnjipp reducible gLALQacbefffbgnjipa toroidal gLALQacbefffbgnjipu toroidal gLALQacbefffbgnjapp toroidal gLALQacbefffbgnjapa toroidal gLALQacbefffbgnjapu reducible gLALQacbefffbgnjmpp toroidal gLALQacbefffbgnjmpa toroidal gLALQacbefffbgnjmpu toroidal gLALQacbefffbgnjexu toroidal gLALQacbefffbgnjetu SFS[D(7,2)(3,1)] gLALQacbefffbgnjali toroidal gLALQacbefffbgnjaii SFS[D(5,3)(3,1)] gLALQacbefffbgnwaii toroidal gLALQacbefffbgnwqti toroidal gLALQacbefffbgncapp toroidal gLALQacbefffbgnnaua SFS[D(3,1)(2,1)] gLALQacbefffbgnnele SFS[D(7,2)(3,1)] gLALQacbefffbgnneee SFS[D(3,1)(2,1)] gLALQacbefffbgnneqe SFS[D(5,1)(3,1)] gLALQacbefffbgnnixm SFS[D(8,3)(3,1)] gLALQacbefffbgnnixe SFS[D(7,3)(3,1)] gLALQacbefffbgnnmxx SFS[D(4,3)(3,1)] gLALQacbefffbgnnmxm toroidal gLALQacbefffbgnnmxe SFS[D(8,3)(3,1)] gLALQacbefffbgnnaxx SFS[D(5,3)(3,1)] gLALQacbefffbgnnaxm SFS[D(4,3)(3,1)] gLALQacbefffbgnndxd toroidal gLALQacbefffbgnndid SFS[D(7,2)(3,1)] gLALQacbefffbgnghqx toroidal gLALQacbefffbgngaxx SFS[D(4,3)(3,1)] gLALQacbefffbgjjmpa toroidal gLALQacbefffbgjjapa toroidal gLALQacbefffbgjjipa toroidal gLALQacbefffbgjjdmq toroidal gLALQacbefffbgjjetu SFS[D(7,5)(3,1)] gLALQacbefffbgjjaii SFS[D(5,2)(3,1)] gLALQacbefffbgjjdqq toroidal gLALQacbefffbgjjali toroidal gLALQacbefffbgjjdpq toroidal gLALQacbefffbgjjexu toroidal gLALQacbefffbgjjmpu toroidal gLALQacbefffbgjjapu reducible gLALQacbefffbgjjipu toroidal gLALQacbefffbgjjmpp toroidal gLALQacbefffbgjjapp toroidal gLALQacbefffbgjjipp reducible gLALQacbefffbgjcapp toroidal gLALQacbefffbgjwaii toroidal gLALQacbefffbgjwqti toroidal gLALQacbfeffbgjabml SFS[D(4,1)(3,1)] gLALQacbfeffbgjabpl toroidal gLALQacbfeffbgjebix toroidal gLALQacbfeffbgjabql SFS[D(5,3)(3,1)] gLALQacbfeffbgjubux SFS[D(3,1)(2,1)] gLALQacbfeffbgjabxx SFS[D(4,1)(3,1)] gLALQacbfeffbgjebpp toroidal gLALQacbfeffbgjdbll SFS[D(5,3)(3,1)] gLALQacbfeffbgjpbxx SFS[D(5,2)(3,1)] gLALQacbfeffbgjlbpp toroidal gLALQacbfeffbgjxbll SFS[D(4,3)(3,1)] gLALQacbfeffbgjabtx SFS[D(5,2)(3,1)] gLALQacbfeffbgjpbtx toroidal gLALQacbfeffbgjdbua SFS[D(3,1)(2,1)] gLALQacbfeffbgjabxi SFS[D(5,2)(3,1)] gLALQacbfeffbgjebpu toroidal gLALQacbfeffbgjdblq SFS[D(4,3)(3,1)] gLALQacbfeffbgjabti toroidal gLALQacbfeffbgjabmq SFS[D(5,2)(3,1)] gLALQacbfeffbgjubmq SFS[D(4,1)(3,1)] gLALQacbfeffbgjpbpq reducible gLALQacbfeffbgjabpq toroidal gLALQacbfeffbgjubpq toroidal gLALQacbfeffbgjebii SFS[D(5,3)(3,1)] gLALQacbfeffbgjabqq SFS[D(4,3)(3,1)] gLALQacbfeffbgjqbii toroidal gLALQacbfeffbgjubqq SFS[D(5,3)(3,1)] gLALQacbfeffbgjebpa reducible gLALQacbfeffbgjespp reducible gLALQacbfeffbgjespu toroidal gLALQacbfeffbgjdslq SFS[D(8,3)(3,1)] gLALQacbfeffbgjpsmq SFS[D(8,3)(3,1)] gLALQacbfeffbgjasmq SFS[D(4,1)(3,1)] gLALQacbfeffbgjusmq toroidal gLALQacbfeffbgjpspq toroidal gLALQacbfeffbgjaspq toroidal gLALQacbfeffbgjuspq toroidal gLALQacbfeffbgjasqq SFS[D(5,3)(3,1)] gLALQacbfeffbgjusqq toroidal gLALQacbfeffbgjasxd SFS[D(3,1)(2,1)] gLALQacbfeffbgjespa toroidal gLALQacbfeffbgjdsle SFS[D(7,3)(3,1)] gLALQacbfeffbgjakxx SFS[D(5,2)(3,1)] gLALQacbfeffbgjekpp toroidal gLALQacbfeffbgjdkll SFS[D(4,3)(3,1)] gLALQacbfeffbgjakxi toroidal gLALQacbfeffbgjekpu toroidal gLALQacbfeffbgjdklq toroidal gLALQacbfeffbgjpkmq SFS[D(7,4)(3,1)] gLALQacbfeffbgjukmq SFS[D(8,3)(3,1)] gLALQacbfeffbgjpkpq toroidal gLALQacbfeffbgjakpq reducible gLALQacbfeffbgjukpq toroidal gLALQacbfeffbgjpkqq SFS[D(3,1)(2,1)] gLALQacbfeffbgjekpa toroidal gLALQacbfeffbgjdkle SFS[D(8,3)(3,1)] gLALQacbefffjgbjdqq SFS[D(4,1)(3,1)] gLALQacbefffjgbjaii SFS[D(5,2)(3,1)] gLALQacbefffjgbjdmq SFS[D(8,3)(3,1)] gLALQacbefffjgbjetu SFS[D(7,4)(3,1)] gLALQacbefffjgbjapu SFS[D(3,1)(2,1)] gLALQacbefffjgbjmpu SFS[D(7,5)(3,1)] gLALQacbefffjgbjipu SFS[D(5,4)(3,1)] gLALQacbefffjgbjmpa toroidal gLALQacbefffjgbjipa SFS[D(7,5)(3,1)] gLALQacbefffjgbjipp SFS[D(3,1)(2,1)] gLALQacbefffjgbjdpq toroidal gLALQacbefffjgbjali SFS[D(4,1)(3,1)] gLALQacbefffjgbjexu SFS[D(8,3)(3,1)] gLALQacbefffjgbwqti toroidal gLALQacbefffjgbwaii SFS[D(4,1)(3,1)] gLALQacbefffbgjneee SFS[D(3,1)(2,1)] gLALQacbefffbgjndid SFS[D(7,5)(3,1)] gLALQacbefffbgjnaua SFS[D(3,1)(2,1)] gLALQacbefffbgjneqe SFS[D(5,4)(3,1)] gLALQacbefffbgjnmxe SFS[D(8,3)(3,1)] gLALQacbefffbgjnixe SFS[D(7,4)(3,1)] gLALQacbefffbgjnaxm SFS[D(4,1)(3,1)] gLALQacbefffbgjnmxm toroidal gLALQacbefffbgjnixm SFS[D(8,3)(3,1)] gLALQacbefffbgjnaxx SFS[D(5,2)(3,1)] gLALQacbefffbgjnmxx SFS[D(4,1)(3,1)] gLALQacbefffbgjndxd toroidal gLALQacbefffbgjnele SFS[D(7,5)(3,1)] gLALQacbefffbgjghqx toroidal gLALQacbefffbgjgaxx SFS[D(4,1)(3,1)] gLALQacbefffngbjali SFS[D(4,3)(3,1)] gLALQacbefffngbjaii SFS[D(5,3)(3,1)] gLALQacbefffngbjexu SFS[D(8,3)(3,1)] gLALQacbefffngbjetu SFS[D(7,3)(3,1)] gLALQacbefffngbjipp SFS[D(3,1)(2,1)] gLALQacbefffngbjipa SFS[D(7,2)(3,1)] gLALQacbefffngbjipu SFS[D(5,1)(3,1)] gLALQacbefffngbjmpa toroidal gLALQacbefffngbjmpu SFS[D(7,2)(3,1)] gLALQacbefffngbjapu SFS[D(3,1)(2,1)] gLALQacbefffngbjdpq toroidal gLALQacbefffngbjdqq SFS[D(4,3)(3,1)] gLALQacbefffngbjdmq SFS[D(8,3)(3,1)] gLALQacbefffngbwqti toroidal gLALQacbefffngbwaii SFS[D(4,3)(3,1)] gLALQacbefffjgbbait SFS[D(4,3)(3,1)] gLALQacbefffjgbbmil toroidal gLALQacbefffjgbbail SFS[D(5,3)(3,1)] gLALQacbefffjgbbiil toroidal gLALQacbefffjgbbdta toroidal gLALQacbefffjgbbehd toroidal gLALQacbefffjgbbamm toroidal gLALQacbefffjgbbimm SFS[D(5,2)(3,1)] gLALQacbefffjgbbdtt SFS[D(5,2)(3,1)] gLALQacbefffjgbbqtt SFS[D(4,1)(3,1)] gLALQacbefffjgbbamx SFS[D(5,2)(3,1)] gLALQacbefffjgbbdtl toroidal gLALQacbefffjgbbehp toroidal gLALQacbefffjgbbmhl toroidal gLALQacbefffjgbbihl toroidal gLALQacbefffjgbbaqm SFS[D(5,2)(3,1)] gLALQacbefffjgbbmqm toroidal gLALQacbefffjgbbiqm toroidal gLALQacbefffjgbbaqx SFS[D(4,1)(3,1)] gLALQacbefffjgbbdph toroidal gLALQacbefffjgbbalt SFS[D(5,3)(3,1)] gLALQacbefffjgbbexm toroidal gLALQacbefffjgbbdpd toroidal gLALQacbefffjgbbexe toroidal gLALQacbefffjgbbmll SFS[D(5,3)(3,1)] gLALQacbefffjgbball toroidal gLALQacbefffjgbbhxx SFS[D(4,3)(3,1)] gLALQacbefffjgbbexx SFS[D(5,3)(3,1)] gLALQacbefffjgbbmpm toroidal gLALQacbefffjgbbipm toroidal gLALQacbefffjgbommm SFS[D(3,1)(2,1)] gLALQacbefffjgbomqm SFS[D(7,2)(3,1)] gLALQacbefffjgboiqm toroidal gLALQacbefffjgbodph SFS[D(8,3)(3,1)] gLALQacbefffjgboalt SFS[D(4,3)(3,1)] gLALQacbefffjgboexm toroidal gLALQacbefffjgbodpd SFS[D(7,3)(3,1)] gLALQacbefffjgboexe SFS[D(8,3)(3,1)] gLALQacbefffjgboall SFS[D(5,3)(3,1)] gLALQacbefffjgboexx SFS[D(4,3)(3,1)] gLALQacbefffjgboapm SFS[D(3,1)(2,1)] gLALQacbefffjgbompm SFS[D(5,1)(3,1)] gLALQacbefffjgboipm SFS[D(7,2)(3,1)] gLALQacbefffjgbvamm SFS[D(5,2)(3,1)] gLALQacbefffjgbvimm SFS[D(4,1)(3,1)] gLALQacbefffjgbvaqm SFS[D(4,1)(3,1)] gLALQacbefffjgbvmqm SFS[D(8,3)(3,1)] gLALQacbefffjgbviqm toroidal gLALQacbefffjgbvdph SFS[D(7,5)(3,1)] gLALQacbefffjgbvexm toroidal gLALQacbefffjgbvdpd SFS[D(5,4)(3,1)] gLALQacbefffjgbvala SFS[D(3,1)(2,1)] gLALQacbefffjgbvexe SFS[D(7,5)(3,1)] gLALQacbefffjgbvdpp SFS[D(3,1)(2,1)] gLALQacbefffjgbvmpm SFS[D(7,4)(3,1)] gLALQacbefffjgbvipm SFS[D(8,3)(3,1)] gLALQacbefffbsnghah reducible gLALQacbfeffbsnxrud reducible gLALQacbefffbnjghah reducible gLALQacbefffjkbsxpi reducible gLALQacbefffbnnghah reducible gLALQacbefffnkbsxpi reducible gLALQacbefffbsjghah reducible gLALQacbfeffbsjxrud reducible gLAwQbccdeffemkmfsv toroidal gLAwQbccdeffdmgivso SFS[D(5,2)(2,1)] gLAwQbccdeffeikmfjg SFS[D(5,2)(2,1)] gLAwQbccdefftuglonv SFS[D(4,1)(2,1)] gLAwQbccdeffaajeonv SFS[D(2,1)(2,1)] gLAwQbccdeffemkmfjg toroidal gLAwQbccdeffeikqvkf SFS[D(5,2)(2,1)] gLAwQbccdeffeikqvng SFS[D(5,2)(2,1)] gLAwQbccdeffdigivso SFS[D(4,1)(2,1)] gLAwQbccdeffeuopvng SFS[D(5,2)(2,1)] gLAwQbccdeffdunlvso toroidal gLAwQbccdeffeuoqfjg SFS[D(5,2)(2,1)] gLAwQbccdefftisionv toroidal gLAwQbccdeffepbefjg SFS[D(4,1)(2,1)] gLAwQbccdeffeuopvkf SFS[D(5,2)(2,1)] gLAwQbccdeffaasionv SFS[D(2,1)(2,1)] gLAwQbccdeffepbefsv SFS[D(4,1)(2,1)] gLAwQbccdeffdpfqvso SFS[D(5,2)(2,1)] gLAwQbccdeffduslvso SFS[D(2,1)(2,1)] gLAwQbccdefftinionv SFS[D(2,1)(2,1)] gLAwQbccdeffduglvso SFS[D(2,1)(2,1)] gLAwQbccdefftigionv SFS[D(2,1)(2,1)] gLALQabcefffbfjrmeh SFS[D(2,1)(2,1)] gLALQabcefffbfjruea SFS[D(2,1)(2,1)] gLALQabcefffbfjsxte SFS[D(3,1)(2,1)] gLALQabcefffbcksmmq SFS[D(2,1)(2,1)] gLALQabcefffbcksuuq SFS[D(2,1)(2,1)] gLALQabcefffbckcxqh SFS[D(3,1)(2,1)] gLALQabcfeffbfwejal SFS[D(2,1)(2,1)] gLALQabcfeffbfwpjql SFS[D(2,1)(2,1)] gLALQabcfeffbfwxrlm SFS[D(3,1)(2,1)] gLALQabcefffbfjoadl SFS[D(2,1)(2,1)] gLALQabcefffbfjomdx SFS[D(2,1)(2,1)] gLALQabcefffbfjohll SFS[D(2,1)(2,1)] gLALQabcefffbfjoulx SFS[D(2,1)(2,1)] gLALQabcefffbfjoumi SFS[D(3,1)(2,1)] gLALQabcefffbfjouma reducible gLALQabcefffbfjoemm SFS[D(3,1)(2,1)] gLALQabcefffbfjoumm SFS[D(3,1)(2,1)] gLALQabcefffbfjoamh SFS[D(3,1)(2,1)] gLALQabcefffbfjommh reducible gLALQabcefffbfjoimh SFS[D(3,1)(2,1)] gLALQabcefffbfjoame SFS[D(3,1)(2,1)] gLALQabcefffbfjkumi toroidal gLALQabcefffbfjkaxl SFS[D(2,1)(2,1)] gLALQabcefffbfjkpeh SFS[D(2,1)(2,1)] gLALQabcefffbfjkuma SFS[D(3,1)(2,1)] gLALQabcefffbfjkumm SFS[D(3,1)(2,1)] gLALQabcefffbfjkamh reducible gLALQabcefffbfjkmmh SFS[D(3,1)(2,1)] gLALQabcefffbfjkimh SFS[D(3,1)(2,1)] gLALQabcefffbfjwihh SFS[D(2,1)(2,1)] gLALQabcefffbfjwith SFS[D(2,1)(2,1)] gLALQabcefffbfjwumi SFS[D(3,1)(2,1)] gLALQabcefffbfjwuma SFS[D(3,1)(2,1)] gLALQabcefffbfjwumm reducible gLALQabcefffbfjwamh SFS[D(3,1)(2,1)] gLALQabcefffbfjwmmh SFS[D(3,1)(2,1)] gLALQabcefffbfjwimh toroidal gLALQabcefffbckwuhh SFS[D(2,1)(2,1)] gLALQabcefffbckwumh SFS[D(2,1)(2,1)] gLALQabcefffbckwatl reducible gLALQabcefffbckwmtl SFS[D(3,1)(2,1)] gLALQabcefffbckwitl SFS[D(3,1)(2,1)] gLALQabcefffbckwata SFS[D(3,1)(2,1)] gLALQabcefffbckwmta toroidal gLALQabcefffbckwita SFS[D(3,1)(2,1)] gLALQabcefffbckwatt SFS[D(3,1)(2,1)] gLALQabcefffbckwmtt SFS[D(3,1)(2,1)] gLALQabcefffbckwitt reducible gLALQabcefffbckwuth toroidal gLALQabcefffbckwadi SFS[D(2,1)(2,1)] gLALQabcefffbckwpql SFS[D(2,1)(2,1)] gLALQabcefffbckoatt SFS[D(3,1)(2,1)] gLALQabcefffbckkhei SFS[D(2,1)(2,1)] gLALQabcefffbckkaii SFS[D(2,1)(2,1)] gLALQabcefffbfwnmxm SFS[D(2,1)(2,1)] gLALQabcefffbfwndxd SFS[D(2,1)(2,1)] gLALQabcefffbfwghqx SFS[D(3,1)(2,1)] gLALQabcefffbfjnutt SFS[D(2,1)(2,1)] gLALQabcefffbfjnuth SFS[D(2,1)(2,1)] gLALQabcefffbfjnaqm reducible gLALQabcefffbfjnmqm SFS[D(3,1)(2,1)] gLALQabcefffbfjniqm SFS[D(3,1)(2,1)] gLALQabcefffbfjnapm SFS[D(3,1)(2,1)] gLALQabcefffbfjnmpm toroidal gLALQabcefffbfjnipm SFS[D(3,1)(2,1)] gLALQabcefffbfjnamm SFS[D(3,1)(2,1)] gLALQabcefffbfjnmmm SFS[D(3,1)(2,1)] gLALQabcefffbfjnimm reducible gLALQabcefffbfjnutm toroidal gLALQabcefffbfjnadx SFS[D(2,1)(2,1)] gLALQabcefffbfjnpqe SFS[D(2,1)(2,1)] gLALQabcefffbfjbamm SFS[D(3,1)(2,1)] gLALQabcefffbfjjhdl SFS[D(2,1)(2,1)] gLALQabcefffbfjjadd SFS[D(2,1)(2,1)] gLALQabcefffbckvaei SFS[D(2,1)(2,1)] gLALQabcefffbckvmdi SFS[D(2,1)(2,1)] gLALQabcefffbckvhee SFS[D(2,1)(2,1)] gLALQabcefffbckvude SFS[D(2,1)(2,1)] gLALQabcefffbckvuxt SFS[D(3,1)(2,1)] gLALQabcefffbckvuut reducible gLALQabcefffbckvett SFS[D(3,1)(2,1)] gLALQabcefffbckvutt SFS[D(3,1)(2,1)] gLALQabcefffbckvamt SFS[D(3,1)(2,1)] gLALQabcefffbckvmmt reducible gLALQabcefffbckvimt SFS[D(3,1)(2,1)] gLALQabcefffbckvaqt SFS[D(3,1)(2,1)] gLALQabcefffbckguxt toroidal gLALQabcefffbckgaed SFS[D(2,1)(2,1)] gLALQabcefffbckgpmq SFS[D(2,1)(2,1)] gLALQabcefffbckguut SFS[D(3,1)(2,1)] gLALQabcefffbckgutt SFS[D(3,1)(2,1)] gLALQabcefffbckgamt reducible gLALQabcefffbckgmmt SFS[D(3,1)(2,1)] gLALQabcefffbckgimt SFS[D(3,1)(2,1)] gLALQabcefffbckfimm SFS[D(2,1)(2,1)] gLALQabcefffbckfimh SFS[D(2,1)(2,1)] gLALQabcefffbckfuxt SFS[D(3,1)(2,1)] gLALQabcefffbckfuut SFS[D(3,1)(2,1)] gLALQabcefffbckfutt reducible gLALQabcefffbckfamt SFS[D(3,1)(2,1)] gLALQabcefffbckfmmt SFS[D(3,1)(2,1)] gLALQabcefffbckfimt toroidal gLALQabcefffbfffeee T2xI gLALQabcefffbccjlpe SFS[D(2,1)(2,1)] gLALQabcefffbccjuee reducible gLALQabcefffbcbsmmq SFS[D(2,1)(2,1)] gLALQabcefffbcbsuuq SFS[D(2,1)(2,1)] gLALQabcefffbcbruuu SFS[D(2,1)(2,1)] gLALQabcefffbcbrudd reducible gLALQabcefffbccoulx SFS[D(2,1)(2,1)] gLALQabcefffbccolim SFS[D(3,1)(2,1)] gLALQabcefffbccolle SFS[D(3,1)(2,1)] gLALQabcefffbccomdx SFS[D(2,1)(2,1)] gLALQabcefffbccolqe SFS[D(3,1)(2,1)] gLALQabcefffbccolda reducible gLALQabcefffbccouep SFS[D(2,1)(2,1)] gLALQabcefffbccolxa SFS[D(3,1)(2,1)] gLALQabcefffbccolia SFS[D(3,1)(2,1)] gLALQabcefffbccollh reducible gLALQabcefffbccomip SFS[D(2,1)(2,1)] gLALQabcefffbccollu SFS[D(3,1)(2,1)] gLALQabcefffbffsmmq SFS[D(2,1)(2,1)] gLALQabcefffbffsuuq SFS[D(2,1)(2,1)] gLALQabcefffbffruuu SFS[D(2,1)(2,1)] gLALQabcefffbffrudd reducible gLALQabcefffbccsmpp reducible gLALQabcefffbccslpi SFS[D(2,1)(2,1)] gLALQabcefffbcbfeee T2xI gLALQabcefffbcsfaai SFS[D(2,1)(2,1)] gLALQabcefffbcsgaax SFS[D(2,1)(2,1)] gLALQabcefffbcsgxxx reducible gLALQabcefffbcsgxml SFS[D(3,1)(2,1)] gLALQabcefffbcswaxq reducible gLALQabcefffbcswhqq reducible gLALQabcefffbcskaxq SFS[D(3,1)(2,1)] gLALQabcefffbcskhqq SFS[D(3,1)(2,1)] gLALQabcefffbcskuqq reducible gLALQabcefffbcskeqq SFS[D(3,1)(2,1)] gLALQabcefffbcsoadq SFS[D(3,1)(2,1)] gLALQabcefffbcsoaiq reducible gLALQabcefffbcsoaxq SFS[D(3,1)(2,1)] gLALQabcefffbcsohqq SFS[D(3,1)(2,1)] gLALQabcefffbcsshxq SFS[D(3,1)(2,1)] gLALQabcefffbcssetq SFS[D(3,1)(2,1)] gLALQabcefffbcschxq SFS[D(3,1)(2,1)] gLALQabcefffbcsrxxa SFS[D(2,1)(2,1)] gLALQabcefffbcsrhxq reducible gLALQabcefffbfnohqx SFS[D(3,1)(2,1)] gLALQabcefffbfnoeex SFS[D(3,1)(2,1)] gLALQabcefffbfnkhqx SFS[D(3,1)(2,1)] gLALQabcefffbfnwxqh SFS[D(2,1)(2,1)] gLALQabcefffbfnwhqx reducible gLAwQbccdfefmejdsbg toroidal gLAwQbccdeffhhnacsv SFS[D(4,1)(2,1)] gLAwQbccdeffhhnxvwc SFS[D(4,1)(2,1)] gLAwQbccdfefmejlkbg toroidal gLALQabcefffbfnbaqh SFS[D(2,1)(2,1)] gLALQabcefffbfnbxqq reducible gLALQabcefffbfnbxud SFS[D(3,1)(2,1)] gLALQabcefffbfnjaph SFS[D(2,1)(2,1)] gLAwQbccdeffeafasng SFS[D(2,1)(2,1)] gLAwQbccdeffaigionw reducible gLAwQbccdeffamgionw reducible gLAwQbccdeffaagionw reducible gLALQabcefffbrjcaee reducible gLALQabcefffbrjolii reducible gLALQabcefffbrjolee reducible gLALQabcefffbrjbadd reducible gLALQabcefffbwkgmmm SFS[D(2,1)(2,1)] gLALQabcefffbwkfaed reducible gLALQabcefffbwkfaad reducible gLALQabcefffbwkfadd reducible gLALQabcefffbwbsuuu SFS[D(2,1)(2,1)] gLALQabcefffbwbsuui SFS[D(2,1)(2,1)] gLALQabcefffbwbsapq reducible gLALQabcefffbwbsmpq SFS[D(3,1)(2,1)] gLALQabcefffbwbsipq SFS[D(3,1)(2,1)] gLALQabcefffbwbsamq SFS[D(3,1)(2,1)] gLALQabcefffbwbsmmq toroidal gLALQabcefffbwbsimq SFS[D(3,1)(2,1)] gLALQabcefffbwbsaqq SFS[D(3,1)(2,1)] gLALQabcefffbwbsmqq SFS[D(3,1)(2,1)] gLALQabcefffbwbsiqq reducible gLALQabcefffbwbsuuq toroidal gLALQabcefffbwbsaat SFS[D(2,1)(2,1)] gLALQabcefffbwbsppd SFS[D(2,1)(2,1)] gLALQabcefffbwbcaqq SFS[D(3,1)(2,1)] gLALQabcefffbwbraaa SFS[D(2,1)(2,1)] gLALQabcefffbwbraqq reducible gLALQabcefffbrbomdx toroidal gLALQabcefffbrboadx SFS[D(3,1)(2,1)] gLALQabcefffbrboidx SFS[D(3,1)(2,1)] gLALQabcefffbrboulp SFS[D(2,1)(2,1)] gLALQabcefffbrboull SFS[D(2,1)(2,1)] gLALQabcefffbrboahe SFS[D(2,1)(2,1)] gLALQabcefffbrboulx toroidal gLALQabcefffbrbopim SFS[D(2,1)(2,1)] gLALQabcefffbrbomix SFS[D(3,1)(2,1)] gLALQabcefffbrboaix reducible gLALQabcefffbrboiix SFS[D(3,1)(2,1)] gLALQabcefffbrbomxx SFS[D(3,1)(2,1)] gLALQabcefffbrboaxx SFS[D(3,1)(2,1)] gLALQabcefffbrboixx reducible gLALQabcefffbrbkaxx SFS[D(3,1)(2,1)] gLALQabcefffbrbwahh SFS[D(2,1)(2,1)] gLALQabcefffbrbwaxx reducible gLALQabcefffjffsaaa SFS[D(2,1)(2,1)] gLALQabcefffjffsuui SFS[D(5,2)(2,1)] gLALQabcefffjffspph SFS[D(4,1)(2,1)] gLALQabcefffjffsmpq SFS[D(5,2)(2,1)] gLALQabcefffjffsipq SFS[D(4,1)(2,1)] gLALQabcefffjffsmmq toroidal gLALQabcefffjffsimq SFS[D(5,2)(2,1)] gLALQabcefffjffsaqq SFS[D(2,1)(2,1)] gLALQabcefffjffsuuq toroidal gLALQabcefffjffsppd SFS[D(5,2)(2,1)] gLALQabcefffbrnsxpi SFS[D(3,1)(2,1)] gLALQabcefffbwscxxa SFS[D(3,1)(2,1)] gLALQabcefffjfnjhum SFS[D(3,1)(2,1)] gLALQabcefffbrnohmm reducible gLALQabcefffbrnoamu reducible gLALQabcefffbwskatt reducible gLALQabcefffbwskhtp reducible gLAwQbccdeffhhgacsw SFS[D(3,1)(2,1)] gLALQabcefffbrnjamm reducible gLALQabcefffbrnjhum reducible gLALQabcefffbwsvhtt reducible gLALQabcefffbwsvapt reducible gLALQabcefffbjbsmmq SFS[D(2,1)(2,1)] gLALQabcefffbjbsuuq SFS[D(2,1)(2,1)] gLALQabcefffbkbomdx SFS[D(2,1)(2,1)] gLALQabcefffbkboulx SFS[D(2,1)(2,1)] gLALQabcefffnffsmmq SFS[D(2,1)(2,1)] gLALQabcefffnffsuuq SFS[D(2,1)(2,1)] gLALQabcefffbcjbqxa SFS[D(4,1)(2,1)] gLALQabcefffbcjbqul toroidal gLALQabcefffbcjbtxl SFS[D(4,1)(2,1)] gLALQabcefffbcjbtxa SFS[D(5,2)(2,1)] gLALQabcefffbcjbuld SFS[D(5,2)(2,1)] gLALQabcefffbcjbuid SFS[D(4,1)(2,1)] gLALQabcefffbcjbhlp SFS[D(5,2)(2,1)] gLALQabcefffbcjbhld toroidal gLALQabcefffbcjbhip SFS[D(4,1)(2,1)] gLALQabcefffbcjbhid SFS[D(5,2)(2,1)] gLALQabcefffbcjbute SFS[D(5,2)(2,1)] gLALQabcefffbcjbutm SFS[D(4,1)(2,1)] gLALQabcefffbcjbhum toroidal gLALQabcefffbcjbhte SFS[D(4,1)(2,1)] gLALQabcefffbcjbqqd SFS[D(5,2)(2,1)] gLALQabcefffbcjbqqh SFS[D(4,1)(2,1)] gLALQabcefffbcjbqmd toroidal gLALQabcefffbcjbqmh SFS[D(5,2)(2,1)] gLALQabcefffbcjbtqd SFS[D(4,1)(2,1)] gLALQabcefffbcjbtmd SFS[D(5,2)(2,1)] gLALQabcefffbcjvqul SFS[D(3,1)(3,1)] gLALQabcefffbcjvuid m004(0,0) gLALQabcefffbcjvutm m015(0,0) gLALQabcefffbcjvhum m007(0,0) gLALQabcefffbcjoqul m007(0,0) gLALQabcefffbcjouid m015(0,0) gLALQabcefffbcjoutm m004(0,0) gLALQabcefffbcjohum SFS[D(3,1)(3,1)] gLALQabcefffbcjjqpe SFS[D(3,1)(3,1)] gLALQabcefffbcjjtpl m004(0,0) gLALQabcefffbcjjhie m007(0,0) gLALQabcefffbcjjttd m015(0,0) gLALQabcefffbcjwqpl SFS[D(3,1)(3,2)] gLALQabcefffbcjwqql m007(0,0) gLALQabcefffbcjwqml m010(0,0) gLALQabcefffbcjwqpq SFS[D(3,1)(3,1)] gLALQabcefffbcjwqqq toroidal gLALQabcefffbcjwqmq m007(0,0) gLALQabcefffbcjwqqe SFS[D(3,1)(3,1)] gLALQabcefffbcjwqme SFS[D(3,1)(3,2)] gLALQabcefffbcjwtpe SFS[D(3,1)(3,2)] gLALQabcefffbcjwdpe SFS[D(3,1)(3,1)] gLALQabcefffbcjwama SFS[D(5,2)(2,1)] gLALQabcefffbcjwaqa SFS[D(4,1)(2,1)] gLALQabcefffbcjwamu toroidal gLALQabcefffbcjwaqu SFS[D(5,2)(2,1)] gLALQabcefffbcjwuxa SFS[D(3,1)(3,2)] gLALQabcefffbcjwhtp m009(0,0) gLALQabcefffbcjwhuu SFS[D(4,1)(2,1)] gLALQabcefffbcjwhxa m010(0,0) gLALQabcefffbcjwexa m007(0,0) gLALQabcefffbcjwull SFS[D(5,2)(2,1)] gLALQabcefffbcjwhll SFS[D(4,1)(2,1)] gLALQabcefffbcjwhie m010(0,0) gLALQabcefffbcjwhhq m009(0,0) gLALQabcefffbcjwild SFS[D(3,1)(3,1)] gLALQabcefffbcjwmld m007(0,0) gLALQabcefffbcjwahx SFS[D(4,1)(2,1)] gLALQabcefffbcjwald toroidal gLALQabcefffbcjwqxx toroidal gLALQabcefffbcjwqud m009(0,0) gLALQabcefffbcjwtxx SFS[D(5,2)(2,1)] gLALQabcefffbcjcqpe SFS[D(3,1)(3,2)] gLALQabcefffbcjctpq m004(0,0) gLALQabcefffbcjctqq SFS[D(4,1)(2,1)] gLALQabcefffbcjctmq m015(0,0) gLALQabcefffbcjcdpl m004(0,0) gLALQabcefffbcjcamu SFS[D(5,2)(2,1)] gLALQabcefffbcjcaqu SFS[D(4,1)(2,1)] gLALQabcefffbcjchuu SFS[D(5,2)(2,1)] gLALQabcefffbcjcexp m015(0,0) gLALQabcefffbcjcull SFS[D(4,1)(2,1)] gLALQabcefffbcjcuhl m015(0,0) gLALQabcefffbcjcuil m004(0,0) gLALQabcefffbcjceiq m004(0,0) gLALQabcefffbcjchie SFS[D(3,1)(3,2)] gLALQabcefffbcjcalx SFS[D(4,1)(2,1)] gLALQabcefffbcjcahx SFS[D(5,2)(2,1)] gLALQabcefffbcjcqxx SFS[D(5,2)(2,1)] gLALQabcefffbcjcdui m015(0,0) gLALQabcefffbcjntqt m004(0,0) gLALQabcefffbcjnhah SFS[D(3,1)(3,1)] gLALQabcefffbcjnqxh m007(0,0) gLALQabcefffbcjntxp m015(0,0) gLALQabcefffbcjgqqa m009(0,0) gLALQabcefffbcjghad SFS[D(3,1)(3,2)] gLALQabcefffbcjgadm toroidal gLALQabcefffbcjghph SFS[D(3,1)(3,1)] gLALQabcefffbcjghpd m007(0,0) gLALQabcefffbcjgdet m007(0,0) gLALQabcefffbcjghuh SFS[D(3,1)(3,2)] gLALQabcefffbcjghud m010(0,0) gLALQabcefffbcjgeah SFS[D(3,1)(3,1)] gLALQabcefffbcjgaut SFS[D(5,2)(2,1)] gLALQabcefffbcjghlm m009(0,0) gLALQabcefffbcjgaul toroidal gLALQabcefffbcjgaie SFS[D(4,1)(2,1)] gLALQabcefffbcjgqxh m010(0,0) gLALQabcefffbcjgapt SFS[D(4,1)(2,1)] gLALQabcefffbcjgapl SFS[D(5,2)(2,1)] gLALQabcefffbcjshah SFS[D(3,1)(3,2)] gLALQabcefffbcjsmut m015(0,0) gLALQabcefffbcjsaut SFS[D(4,1)(2,1)] gLALQabcefffbcjsiut m004(0,0) gLALQabcefffbcjsaul SFS[D(5,2)(2,1)] gLALQabcefffbcjsiim m015(0,0) gLALQabcefffbcjsmim m004(0,0) gLALQabcefffbcjsaim SFS[D(4,1)(2,1)] gLALQabcefffbcjsaie SFS[D(5,2)(2,1)] gLALQabcefffbcjsqxh SFS[D(3,1)(3,2)] gLALQabcfeffbcjxbhq toroidal gLALQabcfeffbcjlbma SFS[D(4,1)(2,1)] gLALQabcfeffbcjibie SFS[D(5,2)(2,1)] gLALQabcfeffbcjibiq SFS[D(4,1)(2,1)] gLALQabcfeffbcjlbqa SFS[D(5,2)(2,1)] gLALQabcfeffbcjqbqa toroidal gLALQabcfeffbcjqbmu SFS[D(4,1)(2,1)] gLALQabcfeffbcjibxa SFS[D(5,2)(2,1)] gLALQabcfeffbcjibta SFS[D(4,1)(2,1)] gLALQabcfeffbcjqbhx toroidal gLALQabcfeffbcjqbld SFS[D(4,1)(2,1)] gLALQabcfeffbcjlbld SFS[D(5,2)(2,1)] gLALQabcfeffbcjxbxa toroidal gLALQabcfeffbcjlblx SFS[D(4,1)(2,1)] gLALQabcfeffbcjxkhq SFS[D(3,1)(3,1)] gLALQabcfeffbcjikiq m004(0,0) gLALQabcfeffbcjikta m015(0,0) gLALQabcfeffbcjqkhx m007(0,0) gLALQabcfeffbcjxshq m007(0,0) gLALQabcfeffbcjisiq m015(0,0) gLALQabcfeffbcjista m004(0,0) gLALQabcfeffbcjqshx SFS[D(3,1)(3,1)] gLALQabcefffbfkntqt m004(0,0) gLALQabcefffbfknhah SFS[D(3,1)(3,1)] gLALQabcefffbfknqxh m007(0,0) gLALQabcefffbfkntxp m015(0,0) gLALQabcefffbfkgqqa m009(0,0) gLALQabcefffbfkghad SFS[D(3,1)(3,2)] gLALQabcefffbfkgadm toroidal gLALQabcefffbfkghph SFS[D(3,1)(3,1)] gLALQabcefffbfkghpd m007(0,0) gLALQabcefffbfkgdet m007(0,0) gLALQabcefffbfkghuh SFS[D(3,1)(3,2)] gLALQabcefffbfkghud m010(0,0) gLALQabcefffbfkgeah SFS[D(3,1)(3,1)] gLALQabcefffbfkgaut SFS[D(5,2)(2,1)] gLALQabcefffbfkghlm m009(0,0) gLALQabcefffbfkgaul toroidal gLALQabcefffbfkgaie SFS[D(4,1)(2,1)] gLALQabcefffbfkgqxh m010(0,0) gLALQabcefffbfkgapt SFS[D(4,1)(2,1)] gLALQabcefffbfkgapl SFS[D(5,2)(2,1)] gLALQabcefffbfkshah SFS[D(3,1)(3,2)] gLALQabcefffbfksmut m015(0,0) gLALQabcefffbfksaut SFS[D(4,1)(2,1)] gLALQabcefffbfksiut m004(0,0) gLALQabcefffbfksaul SFS[D(5,2)(2,1)] gLALQabcefffbfksiim m015(0,0) gLALQabcefffbfksmim m004(0,0) gLALQabcefffbfksaim SFS[D(4,1)(2,1)] gLALQabcefffbfksaie SFS[D(5,2)(2,1)] gLALQabcefffbfksqxh SFS[D(3,1)(3,2)] gLALQabcefffbfkjttd m015(0,0) gLALQabcefffbfkjhie m007(0,0) gLALQabcefffbfkjqpe SFS[D(3,1)(3,1)] gLALQabcefffbfkjtpl m004(0,0) gLALQabcefffbfkcqxx SFS[D(5,2)(2,1)] gLALQabcefffbfkcdui m015(0,0) gLALQabcefffbfkcalx SFS[D(4,1)(2,1)] gLALQabcefffbfkcahx SFS[D(5,2)(2,1)] gLALQabcefffbfkcull SFS[D(4,1)(2,1)] gLALQabcefffbfkcuhl m015(0,0) gLALQabcefffbfkcuil m004(0,0) gLALQabcefffbfkchie SFS[D(3,1)(3,2)] gLALQabcefffbfkceiq m004(0,0) gLALQabcefffbfkcexp m015(0,0) gLALQabcefffbfkchuu SFS[D(5,2)(2,1)] gLALQabcefffbfkcamu SFS[D(5,2)(2,1)] gLALQabcefffbfkcaqu SFS[D(4,1)(2,1)] gLALQabcefffbfkcqpe SFS[D(3,1)(3,2)] gLALQabcefffbfkcdpl m004(0,0) gLALQabcefffbfkctpq m004(0,0) gLALQabcefffbfkctqq SFS[D(4,1)(2,1)] gLALQabcefffbfkctmq m015(0,0) gLALQabcefffbfkwqxx toroidal gLALQabcefffbfkwqud m009(0,0) gLALQabcefffbfkwtxx SFS[D(5,2)(2,1)] gLALQabcefffbfkwild SFS[D(3,1)(3,1)] gLALQabcefffbfkwald toroidal gLALQabcefffbfkwahx SFS[D(4,1)(2,1)] gLALQabcefffbfkwmld m007(0,0) gLALQabcefffbfkwull SFS[D(5,2)(2,1)] gLALQabcefffbfkwhll SFS[D(4,1)(2,1)] gLALQabcefffbfkwhhq m009(0,0) gLALQabcefffbfkwhie m010(0,0) gLALQabcefffbfkwuxa SFS[D(3,1)(3,2)] gLALQabcefffbfkwexa m007(0,0) gLALQabcefffbfkwhxa m010(0,0) gLALQabcefffbfkwhuu SFS[D(4,1)(2,1)] gLALQabcefffbfkwhtp m009(0,0) gLALQabcefffbfkwama SFS[D(5,2)(2,1)] gLALQabcefffbfkwamu toroidal gLALQabcefffbfkwaqa SFS[D(4,1)(2,1)] gLALQabcefffbfkwaqu SFS[D(5,2)(2,1)] gLALQabcefffbfkwqpl SFS[D(3,1)(3,2)] gLALQabcefffbfkwqpq SFS[D(3,1)(3,1)] gLALQabcefffbfkwqql m007(0,0) gLALQabcefffbfkwqqq toroidal gLALQabcefffbfkwqqe SFS[D(3,1)(3,1)] gLALQabcefffbfkwqml m010(0,0) gLALQabcefffbfkwqmq m007(0,0) gLALQabcefffbfkwqme SFS[D(3,1)(3,2)] gLALQabcefffbfkwdpe SFS[D(3,1)(3,1)] gLALQabcefffbfkwtpe SFS[D(3,1)(3,2)] gLALQabcefffbwjghah reducible gLALQabcefffncjwqpe reducible gLALQabcefffbrkghah reducible gLALQabcefffjfkwqpe reducible gLALQabcefffbwvghah reducible gLALQabcfeffbwvxrud reducible gLALQabcefffbroghah reducible gLALQabcefffncgsxpi reducible gLALQabcefffbrwbait toroidal gLALQabcefffbrwbmil toroidal gLALQabcefffbrwbail SFS[D(5,2)(2,1)] gLALQabcefffbrwbehd SFS[D(2,1)(2,1)] gLALQabcefffbrwbamm SFS[D(4,1)(2,1)] gLALQabcefffbrwbimm SFS[D(5,2)(2,1)] gLALQabcefffbrwbdtt SFS[D(5,2)(2,1)] gLALQabcefffbrwbqtt toroidal gLALQabcefffbrwbamx SFS[D(5,2)(2,1)] gLALQabcefffbrwbdtl toroidal gLALQabcefffbrwbihl SFS[D(2,1)(2,1)] gLALQabcefffbrwbaqm SFS[D(5,2)(2,1)] gLALQabcefffbrwbiqm SFS[D(4,1)(2,1)] gLALQabcefffbrwbaqx SFS[D(4,1)(2,1)] gLALQabcefffbrwbdph toroidal gLALQabcefffbrwbalt SFS[D(5,2)(2,1)] gLALQabcefffbrwbexm SFS[D(4,1)(2,1)] gLALQabcefffbrwbdpd reducible gLALQabcefffbrwbtpp toroidal gLALQabcefffbrwbdpp toroidal gLALQabcefffbrwbmll SFS[D(5,2)(2,1)] gLALQabcefffbrwball SFS[D(4,1)(2,1)] gLALQabcefffbrwbhxx SFS[D(4,1)(2,1)] gLALQabcefffbrwbexx SFS[D(5,2)(2,1)] gLALQabcefffbrwbapm toroidal gLALQabcefffbrwbmpm reducible gLALQabcefffbrwbipm toroidal gLALQabcefffbrwbapx toroidal gLALQabcefffbrwommm SFS[D(2,1)(2,1)] gLALQabcefffbrwomqm SFS[D(7,3)(2,1)] gLALQabcefffbrwoiqm SFS[D(8,3)(2,1)] gLALQabcefffbrwodph toroidal gLALQabcefffbrwoalt toroidal gLALQabcefffbrwoexm toroidal gLALQabcefffbrwodpd toroidal gLALQabcefffbrwoexe SFS[D(8,3)(2,1)] gLALQabcefffbrwodpp toroidal gLALQabcefffbrwoall SFS[D(5,2)(2,1)] gLALQabcefffbrwoexx SFS[D(4,1)(2,1)] gLALQabcefffbrwoapm reducible gLALQabcefffbrwompm toroidal gLALQabcefffbrwoipm toroidal gLALQabcefffbrwvamm SFS[D(5,2)(2,1)] gLALQabcefffbrwvimm toroidal gLALQabcefffbrwvaqm SFS[D(4,1)(2,1)] gLALQabcefffbrwvmqm SFS[D(8,3)(2,1)] gLALQabcefffbrwviqm toroidal gLALQabcefffbrwvdph toroidal gLALQabcefffbrwvexm SFS[D(8,3)(2,1)] gLALQabcefffbrwvdpd toroidal gLALQabcefffbrwvala SFS[D(2,1)(2,1)] gLALQabcefffbrwvexe SFS[D(7,3)(2,1)] gLALQabcefffbrwvdpp reducible gLALQabcefffbrwvapm toroidal gLALQabcefffbrwvmpm toroidal gLALQabcefffbrwvipm toroidal gLALQabcefffbwrjdpq toroidal gLALQabcefffbwrjdqq toroidal gLALQabcefffbwrjdmq toroidal gLALQabcefffbwrjipp reducible gLALQabcefffbwrjipa toroidal gLALQabcefffbwrjipu toroidal gLALQabcefffbwrjapp toroidal gLALQabcefffbwrjapa toroidal gLALQabcefffbwrjapu reducible gLALQabcefffbwrjmpp toroidal gLALQabcefffbwrjmpa toroidal gLALQabcefffbwrjmpu toroidal gLALQabcefffbwrjexu toroidal gLALQabcefffbwrjetu SFS[D(7,2)(2,1)] gLALQabcefffbwrjali toroidal gLALQabcefffbwrjaii SFS[D(5,2)(2,1)] gLALQabcefffbwrwaii toroidal gLALQabcefffbwrwqti toroidal gLALQabcefffbwrcapp toroidal gLALQabcefffbwrnaua SFS[D(2,1)(2,1)] gLALQabcefffbwrnele SFS[D(7,2)(2,1)] gLALQabcefffbwrneee SFS[D(2,1)(2,1)] gLALQabcefffbwrneqe SFS[D(5,1)(2,1)] gLALQabcefffbwrnixm SFS[D(8,3)(2,1)] gLALQabcefffbwrnixe SFS[D(7,3)(2,1)] gLALQabcefffbwrnmxx SFS[D(4,1)(2,1)] gLALQabcefffbwrnmxm toroidal gLALQabcefffbwrnmxe SFS[D(8,3)(2,1)] gLALQabcefffbwrnaxx SFS[D(5,2)(2,1)] gLALQabcefffbwrnaxm SFS[D(4,1)(2,1)] gLALQabcefffbwrndxd toroidal gLALQabcefffbwrndid SFS[D(7,2)(2,1)] gLALQabcefffbwrghqx toroidal gLALQabcefffbwrgaxx SFS[D(4,1)(2,1)] gLALQabcefffbrwjmpa toroidal gLALQabcefffbrwjapa toroidal gLALQabcefffbrwjipa toroidal gLALQabcefffbrwjdmq toroidal gLALQabcefffbrwjetu SFS[D(7,2)(2,1)] gLALQabcefffbrwjaii SFS[D(5,2)(2,1)] gLALQabcefffbrwjdqq toroidal gLALQabcefffbrwjali toroidal gLALQabcefffbrwjdpq toroidal gLALQabcefffbrwjexu toroidal gLALQabcefffbrwjmpu toroidal gLALQabcefffbrwjapu reducible gLALQabcefffbrwjipu toroidal gLALQabcefffbrwjmpp toroidal gLALQabcefffbrwjapp toroidal gLALQabcefffbrwjipp reducible gLALQabcefffbrwcapp toroidal gLALQabcefffbrwwaii toroidal gLALQabcefffbrwwqti toroidal gLALQabcefffjfjoxee SFS[D(4,1)(2,1)] gLALQabcefffjfjoemm toroidal gLALQabcefffjfjomdx toroidal gLALQabcefffjfjomxx SFS[D(5,2)(2,1)] gLALQabcefffjfjopia SFS[D(2,1)(2,1)] gLALQabcefffjfjoahh SFS[D(4,1)(2,1)] gLALQabcefffjfjoamh toroidal gLALQabcefffjfjoath SFS[D(5,2)(2,1)] gLALQabcefffjfjoahe SFS[D(5,2)(2,1)] gLALQabcefffjfjoame toroidal gLALQabcefffjfjoate SFS[D(4,1)(2,1)] gLALQabcefffjfjoull SFS[D(5,2)(2,1)] gLALQabcefffjfjoulx toroidal gLALQabcefffjfjoiix SFS[D(2,1)(2,1)] gLALQabcefffjfjoihh SFS[D(5,2)(2,1)] gLALQabcefffjfjoimh toroidal gLALQabcefffjfjoith SFS[D(4,1)(2,1)] gLALQabcefffjfjohll toroidal gLALQabcefffjfjopee SFS[D(5,2)(2,1)] gLALQabcefffjfjopeh SFS[D(4,1)(2,1)] gLALQabcefffjfjouma reducible gLALQabcefffjfjoumm toroidal gLALQabcefffjfjoumi toroidal gLALQabcefffjfjoadx SFS[D(5,2)(2,1)] gLALQabcefffjfjoaxx SFS[D(4,1)(2,1)] gLALQabcefffjfjoadl toroidal gLALQabcefffjfjoaxl SFS[D(5,2)(2,1)] gLALQabcefffjfjommh reducible gLALQabcefffjfjkamh reducible gLALQabcefffjfjkimh toroidal gLALQabcefffjfjkith SFS[D(8,3)(2,1)] gLALQabcefffjfjkpeu SFS[D(8,3)(2,1)] gLALQabcefffjfjkpee SFS[D(4,1)(2,1)] gLALQabcefffjfjkpeh toroidal gLALQabcefffjfjkuma toroidal gLALQabcefffjfjkumm toroidal gLALQabcefffjfjkumi toroidal gLALQabcefffjfjkaxx SFS[D(5,2)(2,1)] gLALQabcefffjfjkaxl toroidal gLALQabcefffjfjkmhh SFS[D(2,1)(2,1)] gLALQabcefffjfjkmmh toroidal gLALQabcefffjfjkmth SFS[D(7,3)(2,1)] gLALQabcefffjfjwahh SFS[D(5,2)(2,1)] gLALQabcefffjfjwamh toroidal gLALQabcefffjfjwath SFS[D(4,1)(2,1)] gLALQabcefffjfjwihh toroidal gLALQabcefffjfjwimh toroidal gLALQabcefffjfjwith toroidal gLALQabcefffjfjwpeu SFS[D(7,3)(2,1)] gLALQabcefffjfjwpeh SFS[D(8,3)(2,1)] gLALQabcefffjfjwuma toroidal gLALQabcefffjfjwumm reducible gLALQabcefffjfjwumi toroidal gLALQabcefffjfjwaxp SFS[D(2,1)(2,1)] gLALQabcefffjfjwmmh toroidal gLALQabcefffjfjwmth SFS[D(8,3)(2,1)] gLALQabcefffjfjraeh SFS[D(4,1)(2,1)] gLALQabcefffjfjraee SFS[D(5,2)(2,1)] gLALQabcefffjfjrieh SFS[D(8,3)(2,1)] gLALQabcefffjfjrieu SFS[D(7,3)(2,1)] gLALQabcefffjfjrpuu SFS[D(2,1)(2,1)] gLALQabcefffjfjrpxu SFS[D(7,2)(2,1)] gLALQabcefffjfjrptu SFS[D(5,1)(2,1)] gLALQabcefffjfjruea toroidal gLALQabcefffjfjruda SFS[D(7,2)(2,1)] gLALQabcefffjfjraqp SFS[D(2,1)(2,1)] gLALQabcefffjfjrmeh toroidal gLALQabcefffjfjrmee SFS[D(4,1)(2,1)] gLALQabcefffjfjrmeu SFS[D(8,3)(2,1)] gLALQabcefffjfjsxte toroidal gLALQabcefffjfjsaee SFS[D(4,1)(2,1)] gLALQabcefffbrwneee SFS[D(2,1)(2,1)] gLALQabcefffbrwndid SFS[D(7,2)(2,1)] gLALQabcefffbrwnaua SFS[D(2,1)(2,1)] gLALQabcefffbrwneqe SFS[D(5,1)(2,1)] gLALQabcefffbrwnmxe SFS[D(8,3)(2,1)] gLALQabcefffbrwnixe SFS[D(7,3)(2,1)] gLALQabcefffbrwnaxm SFS[D(4,1)(2,1)] gLALQabcefffbrwnmxm toroidal gLALQabcefffbrwnixm SFS[D(8,3)(2,1)] gLALQabcefffbrwnaxx SFS[D(5,2)(2,1)] gLALQabcefffbrwnmxx SFS[D(4,1)(2,1)] gLALQabcefffbrwndxd toroidal gLALQabcefffbrwnele SFS[D(7,2)(2,1)] gLALQabcefffbrwghqx toroidal gLALQabcefffbrwgaxx SFS[D(4,1)(2,1)] gLALQabcfeffbrwpjll SFS[D(4,1)(2,1)] gLALQabcfeffbrwajll SFS[D(5,2)(2,1)] gLALQabcfeffbrwpjel SFS[D(8,3)(2,1)] gLALQabcfeffbrwujel SFS[D(7,3)(2,1)] gLALQabcfeffbrwajdh SFS[D(2,1)(2,1)] gLALQabcfeffbrwejat SFS[D(7,2)(2,1)] gLALQabcfeffbrwdjem SFS[D(5,1)(2,1)] gLALQabcfeffbrwejal toroidal gLALQabcfeffbrwdjex SFS[D(7,2)(2,1)] gLALQabcfeffbrwdjee SFS[D(2,1)(2,1)] gLALQabcfeffbrwpjql toroidal gLALQabcfeffbrwajql SFS[D(4,1)(2,1)] gLALQabcfeffbrwujql SFS[D(8,3)(2,1)] gLALQabcfeffbrwxrlm toroidal gLALQabcfeffbrwarll SFS[D(4,1)(2,1)] gLAwQbccdeffhawesso SFS[D(4,1)(2,1)] gLAwQbccdeffemkmfjj toroidal gLAwQbccdeffeakmfjj SFS[D(5,2)(2,1)] gLAwQbccdeffeikmfjj toroidal gLAwQbccdeffdmgisso toroidal gLAwQbccdeffdigisso toroidal gLAwQbccdeffaasinnv toroidal gLAwQbccdeffaisinnv SFS[D(5,2)(2,1)] gLAwQbccdeffaurdnnv SFS[D(5,2)(2,1)] gLAwQbccdeffahrdnnv SFS[D(4,1)(2,1)] gLAwQbccdeffeakqvnk SFS[D(5,2)(2,1)] gLAwQbccdeffemkmfss toroidal gLAwQbccdeffeikqvnk toroidal gLAwQbccdeffeikqvkk toroidal gLAwQbccdefftuglnnv toroidal gLAwQbccdefftasinnv SFS[D(5,2)(2,1)] gLAwQbccdeffeuopvkk toroidal gLAwQbccdefftisinnv toroidal gLAwQbccdeffxakqvnk SFS[D(4,1)(2,1)] gLAwQbccdeffdpfqsso toroidal gLAwQbccdeffdawesso SFS[D(5,2)(2,1)] gLAwQbccdeffdunlsso toroidal gLAwQbccdeffepbefss toroidal gLAwQbccdeffeuopvnk toroidal gLAwQbccdeffapkqnnv SFS[D(5,2)(2,1)] gLAwQbccdeffaajennv toroidal gLAwQbccdeffaxkqnnv SFS[D(4,1)(2,1)] gLAwQbccdeffamjennv SFS[D(5,2)(2,1)] gLAwQbccdeffepbefjj toroidal gLAwQbccdeffeuoqfjj toroidal gLAwQbccdeffamginnv SFS[D(2,1)(2,1)] gLAwQbccdeffeuwpvkk SFS[D(7,2)(2,1)] gLAwQbccdefftiginnv toroidal gLAwQbccdeffdpkqsso SFS[D(8,3)(2,1)] gLAwQbccdeffdajesso SFS[D(4,1)(2,1)] gLAwQbccdeffduglsso toroidal gLAwQbccdeffepjefss SFS[D(7,3)(2,1)] gLAwQbccdeffeukpvnk SFS[D(8,3)(2,1)] gLAwQbccdeffaawennv SFS[D(5,2)(2,1)] gLAwQbccdeffamwennv SFS[D(4,1)(2,1)] gLAwQbccdeffeaflfjj SFS[D(2,1)(2,1)] gLAwQbccdeffepnefjj SFS[D(5,1)(2,1)] gLAwQbccdeffeuwqfjj SFS[D(7,2)(2,1)] gLAwQbccdeffaaninnv SFS[D(5,2)(2,1)] gLAwQbccdeffaininnv SFS[D(4,1)(2,1)] gLAwQbccdefftaninnv SFS[D(4,1)(2,1)] gLAwQbccdeffeukpvkk SFS[D(8,3)(2,1)] gLAwQbccdefftininnv toroidal gLAwQbccdeffdprqsso SFS[D(7,2)(2,1)] gLAwQbccdeffduslsso toroidal gLAwQbccdeffepnefss SFS[D(5,1)(2,1)] gLAwQbccdeffeafavnk SFS[D(2,1)(2,1)] gLAwQbccdeffeuwpvnk SFS[D(7,2)(2,1)] gLAwQbccdeffaicennv SFS[D(2,1)(2,1)] gLAwQbccdeffepjefjj SFS[D(7,3)(2,1)] gLAwQbccdeffeukqfjj SFS[D(8,3)(2,1)] gLALQabcefffbjjghah reducible gLALQabcefffjcjwqpe reducible gLALQabcefffbkkghah reducible gLALQabcefffnfkwqpe reducible gLALQabcefffbjvghah reducible gLALQabcfeffbjvxrud reducible gLALQabcefffbkoghah reducible gLALQabcefffjcgsxpi reducible gLALQabcefffbjrbqtt SFS[D(2,1)(2,1)] gLALQabcefffbjrbdtl SFS[D(2,1)(2,1)] gLALQabcefffbjrbait SFS[D(2,1)(2,1)] gLALQabcefffbjrbmil SFS[D(2,1)(2,1)] gLALQabcefffbjrbipm SFS[D(3,1)(2,1)] gLALQabcefffbjrbmpm reducible gLALQabcefffbjrbapx SFS[D(3,1)(2,1)] gLALQabcefffbjrbapm SFS[D(3,1)(2,1)] gLALQabcefffbjrbdpp SFS[D(3,1)(2,1)] gLALQabcefffbjrbdpd reducible gLALQabcefffbjrbdph SFS[D(3,1)(2,1)] gLALQabcefffbjrbtpp SFS[D(3,1)(2,1)] gLALQabcefffbjrvipm toroidal gLALQabcefffbjrvimm SFS[D(2,1)(2,1)] gLALQabcefffbjrviqm SFS[D(2,1)(2,1)] gLALQabcefffbjrvmpm SFS[D(3,1)(2,1)] gLALQabcefffbjrvapm SFS[D(3,1)(2,1)] gLALQabcefffbjrvdpp reducible gLALQabcefffbjrvdpd SFS[D(3,1)(2,1)] gLALQabcefffbjrvdph SFS[D(3,1)(2,1)] gLALQabcefffbjroalt SFS[D(2,1)(2,1)] gLALQabcefffbjroexm SFS[D(2,1)(2,1)] gLALQabcefffbjroipm SFS[D(3,1)(2,1)] gLALQabcefffbjrompm SFS[D(3,1)(2,1)] gLALQabcefffbjroapm reducible gLALQabcefffbjrodpp SFS[D(3,1)(2,1)] gLALQabcefffbjrodpd SFS[D(3,1)(2,1)] gLALQabcefffbjrodph toroidal gLALQabcefffbjrjdpq toroidal gLALQabcefffbjrjdqq SFS[D(2,1)(2,1)] gLALQabcefffbjrjdmq SFS[D(2,1)(2,1)] gLALQabcefffbjrjipp reducible gLALQabcefffbjrjipa SFS[D(3,1)(2,1)] gLALQabcefffbjrjipu SFS[D(3,1)(2,1)] gLALQabcefffbjrjapp SFS[D(3,1)(2,1)] gLALQabcefffbjrjapa SFS[D(3,1)(2,1)] gLALQabcefffbjrjapu reducible gLALQabcefffbjrjmpp SFS[D(3,1)(2,1)] gLALQabcefffbjrjmpa toroidal gLALQabcefffbjrjmpu SFS[D(3,1)(2,1)] gLALQabcefffbjrjexu SFS[D(2,1)(2,1)] gLALQabcefffbjrjali SFS[D(2,1)(2,1)] gLALQabcefffbjrwaii SFS[D(2,1)(2,1)] gLALQabcefffbjrwqti SFS[D(2,1)(2,1)] gLALQabcefffbjrcapp SFS[D(3,1)(2,1)] gLALQabcefffbjrnmxm SFS[D(2,1)(2,1)] gLALQabcefffbjrndxd SFS[D(2,1)(2,1)] gLALQabcefffbjrghqx SFS[D(3,1)(2,1)] gLALQabcefffbkwjmpa toroidal gLALQabcefffbkwjapa SFS[D(3,1)(2,1)] gLALQabcefffbkwjipa SFS[D(3,1)(2,1)] gLALQabcefffbkwjdmq SFS[D(2,1)(2,1)] gLALQabcefffbkwjdqq SFS[D(2,1)(2,1)] gLALQabcefffbkwjali SFS[D(2,1)(2,1)] gLALQabcefffbkwjdpq toroidal gLALQabcefffbkwjexu SFS[D(2,1)(2,1)] gLALQabcefffbkwjmpu SFS[D(3,1)(2,1)] gLALQabcefffbkwjapu reducible gLALQabcefffbkwjipu SFS[D(3,1)(2,1)] gLALQabcefffbkwjmpp SFS[D(3,1)(2,1)] gLALQabcefffbkwjapp SFS[D(3,1)(2,1)] gLALQabcefffbkwjipp reducible gLALQabcefffbkwcapp SFS[D(3,1)(2,1)] gLALQabcefffbkwwaii SFS[D(2,1)(2,1)] gLALQabcefffbkwwqti SFS[D(2,1)(2,1)] gLALQabcefffnfjoemm SFS[D(3,1)(2,1)] gLALQabcefffnfjomdx SFS[D(2,1)(2,1)] gLALQabcefffnfjoamh SFS[D(3,1)(2,1)] gLALQabcefffnfjoame SFS[D(3,1)(2,1)] gLALQabcefffnfjoulx SFS[D(2,1)(2,1)] gLALQabcefffnfjoimh SFS[D(3,1)(2,1)] gLALQabcefffnfjohll SFS[D(2,1)(2,1)] gLALQabcefffnfjouma reducible gLALQabcefffnfjoumm SFS[D(3,1)(2,1)] gLALQabcefffnfjoumi SFS[D(3,1)(2,1)] gLALQabcefffnfjoadl SFS[D(2,1)(2,1)] gLALQabcefffnfjommh reducible gLALQabcefffnfjkamh reducible gLALQabcefffnfjkimh SFS[D(3,1)(2,1)] gLALQabcefffnfjkpeh SFS[D(2,1)(2,1)] gLALQabcefffnfjkuma SFS[D(3,1)(2,1)] gLALQabcefffnfjkumm SFS[D(3,1)(2,1)] gLALQabcefffnfjkumi toroidal gLALQabcefffnfjkaxl SFS[D(2,1)(2,1)] gLALQabcefffnfjkmmh SFS[D(3,1)(2,1)] gLALQabcefffnfjwamh SFS[D(3,1)(2,1)] gLALQabcefffnfjwihh SFS[D(2,1)(2,1)] gLALQabcefffnfjwimh toroidal gLALQabcefffnfjwith SFS[D(2,1)(2,1)] gLALQabcefffnfjwuma SFS[D(3,1)(2,1)] gLALQabcefffnfjwumm reducible gLALQabcefffnfjwumi SFS[D(3,1)(2,1)] gLALQabcefffnfjwmmh SFS[D(3,1)(2,1)] gLALQabcefffnfjruea SFS[D(2,1)(2,1)] gLALQabcefffnfjrmeh SFS[D(2,1)(2,1)] gLALQabcefffnfjsxte SFS[D(3,1)(2,1)] gLALQabcefffbkwnmxm SFS[D(2,1)(2,1)] gLALQabcefffbkwndxd SFS[D(2,1)(2,1)] gLALQabcefffbkwghqx SFS[D(3,1)(2,1)] gLALQabcfeffbkwejal SFS[D(2,1)(2,1)] gLALQabcfeffbkwpjql SFS[D(2,1)(2,1)] gLALQabcfeffbkwxrlm SFS[D(3,1)(2,1)] gLAwQbccdeffemkmfjk toroidal gLAwQbccdeffeikmfjk SFS[D(5,2)(2,1)] gLAwQbccdeffdmgiwso SFS[D(5,2)(2,1)] gLAwQbccdeffdigiwso SFS[D(4,1)(2,1)] gLAwQbccdeffaasirnv SFS[D(2,1)(2,1)] gLAwQbccdeffemkmfsw toroidal gLAwQbccdeffeikqvnj SFS[D(5,2)(2,1)] gLAwQbccdeffeikqvkr SFS[D(5,2)(2,1)] gLAwQbccdefftuglrnv SFS[D(4,1)(2,1)] gLAwQbccdeffeuopvkr SFS[D(5,2)(2,1)] gLAwQbccdefftisirnv toroidal gLAwQbccdeffdpfqwso SFS[D(5,2)(2,1)] gLAwQbccdeffdunlwso toroidal gLAwQbccdeffepbefsw SFS[D(4,1)(2,1)] gLAwQbccdeffeuopvnj SFS[D(5,2)(2,1)] gLAwQbccdeffaajernv SFS[D(2,1)(2,1)] gLAwQbccdeffepbefjk SFS[D(4,1)(2,1)] gLAwQbccdeffeuoqfjk SFS[D(5,2)(2,1)] gLAwQbccdefftigirnv SFS[D(2,1)(2,1)] gLAwQbccdeffduglwso SFS[D(2,1)(2,1)] gLAwQbccdefftinirnv SFS[D(2,1)(2,1)] gLAwQbccdeffduslwso SFS[D(2,1)(2,1)] gLAwQbccdeffemkmfcv toroidal gLAwQbccdeffdmgivco SFS[D(5,2)(2,1)] gLAwQbccdeffeikmfbg SFS[D(5,2)(2,1)] gLAwQbccdefftuglofv SFS[D(4,1)(2,1)] gLAwQbccdeffaajeofv SFS[D(2,1)(2,1)] gLAwQbccdeffemkmfbg toroidal gLAwQbccdeffeikqvof SFS[D(5,2)(2,1)] gLAwQbccdeffeikqvbg SFS[D(5,2)(2,1)] gLAwQbccdeffdigivco SFS[D(4,1)(2,1)] gLAwQbccdeffeuopvbg SFS[D(5,2)(2,1)] gLAwQbccdeffdunlvco toroidal gLAwQbccdeffeuoqfbg SFS[D(5,2)(2,1)] gLAwQbccdefftisiofv toroidal gLAwQbccdeffepbefbg SFS[D(4,1)(2,1)] gLAwQbccdeffeuopvof SFS[D(5,2)(2,1)] gLAwQbccdeffaasiofv SFS[D(2,1)(2,1)] gLAwQbccdeffepbefcv SFS[D(4,1)(2,1)] gLAwQbccdeffdpfqvco SFS[D(5,2)(2,1)] gLAwQbccdeffduslvco SFS[D(2,1)(2,1)] gLAwQbccdefftiniofv SFS[D(2,1)(2,1)] gLAwQbccdeffduglvco SFS[D(2,1)(2,1)] gLAwQbccdefftigiofv SFS[D(2,1)(2,1)] gLALQabcefffbcgrmeh SFS[D(2,1)(2,1)] gLALQabcefffbcgruea SFS[D(2,1)(2,1)] gLALQabcefffbcgsxte SFS[D(3,1)(2,1)] gLALQabcefffbfgsmmq SFS[D(2,1)(2,1)] gLALQabcefffbfgsuuq SFS[D(2,1)(2,1)] gLALQabcefffbfgcxqh SFS[D(3,1)(2,1)] gLALQabcfeffbcvejal SFS[D(2,1)(2,1)] gLALQabcfeffbcvpjql SFS[D(2,1)(2,1)] gLALQabcfeffbcvxrlm SFS[D(3,1)(2,1)] gLALQabcefffbcgoadl SFS[D(2,1)(2,1)] gLALQabcefffbcgomdx SFS[D(2,1)(2,1)] gLALQabcefffbcgohll SFS[D(2,1)(2,1)] gLALQabcefffbcgoulx SFS[D(2,1)(2,1)] gLALQabcefffbcgoumi SFS[D(3,1)(2,1)] gLALQabcefffbcgouma reducible gLALQabcefffbcgoemm SFS[D(3,1)(2,1)] gLALQabcefffbcgoumm SFS[D(3,1)(2,1)] gLALQabcefffbcgoamh SFS[D(3,1)(2,1)] gLALQabcefffbcgommh reducible gLALQabcefffbcgoimh SFS[D(3,1)(2,1)] gLALQabcefffbcgoame SFS[D(3,1)(2,1)] gLALQabcefffbcgkumi toroidal gLALQabcefffbcgkaxl SFS[D(2,1)(2,1)] gLALQabcefffbcgkpeh SFS[D(2,1)(2,1)] gLALQabcefffbcgkuma SFS[D(3,1)(2,1)] gLALQabcefffbcgkumm SFS[D(3,1)(2,1)] gLALQabcefffbcgkamh reducible gLALQabcefffbcgkmmh SFS[D(3,1)(2,1)] gLALQabcefffbcgkimh SFS[D(3,1)(2,1)] gLALQabcefffbcgwihh SFS[D(2,1)(2,1)] gLALQabcefffbcgwith SFS[D(2,1)(2,1)] gLALQabcefffbcgwumi SFS[D(3,1)(2,1)] gLALQabcefffbcgwuma SFS[D(3,1)(2,1)] gLALQabcefffbcgwumm reducible gLALQabcefffbcgwamh SFS[D(3,1)(2,1)] gLALQabcefffbcgwmmh SFS[D(3,1)(2,1)] gLALQabcefffbcgwimh toroidal gLALQabcefffbfgwuhh SFS[D(2,1)(2,1)] gLALQabcefffbfgwumh SFS[D(2,1)(2,1)] gLALQabcefffbfgwatl reducible gLALQabcefffbfgwmtl SFS[D(3,1)(2,1)] gLALQabcefffbfgwitl SFS[D(3,1)(2,1)] gLALQabcefffbfgwata SFS[D(3,1)(2,1)] gLALQabcefffbfgwmta toroidal gLALQabcefffbfgwita SFS[D(3,1)(2,1)] gLALQabcefffbfgwatt SFS[D(3,1)(2,1)] gLALQabcefffbfgwmtt SFS[D(3,1)(2,1)] gLALQabcefffbfgwitt reducible gLALQabcefffbfgwuth toroidal gLALQabcefffbfgwadi SFS[D(2,1)(2,1)] gLALQabcefffbfgwpql SFS[D(2,1)(2,1)] gLALQabcefffbfgoatt SFS[D(3,1)(2,1)] gLALQabcefffbfgkhei SFS[D(2,1)(2,1)] gLALQabcefffbfgkaii SFS[D(2,1)(2,1)] gLALQabcefffbcvnmxm SFS[D(2,1)(2,1)] gLALQabcefffbcvndxd SFS[D(2,1)(2,1)] gLALQabcefffbcvghqx SFS[D(3,1)(2,1)] gLALQabcefffbcgnutt SFS[D(2,1)(2,1)] gLALQabcefffbcgnuth SFS[D(2,1)(2,1)] gLALQabcefffbcgnaqm reducible gLALQabcefffbcgnmqm SFS[D(3,1)(2,1)] gLALQabcefffbcgniqm SFS[D(3,1)(2,1)] gLALQabcefffbcgnapm SFS[D(3,1)(2,1)] gLALQabcefffbcgnmpm toroidal gLALQabcefffbcgnipm SFS[D(3,1)(2,1)] gLALQabcefffbcgnamm SFS[D(3,1)(2,1)] gLALQabcefffbcgnmmm SFS[D(3,1)(2,1)] gLALQabcefffbcgnimm reducible gLALQabcefffbcgnutm toroidal gLALQabcefffbcgnadx SFS[D(2,1)(2,1)] gLALQabcefffbcgnpqe SFS[D(2,1)(2,1)] gLALQabcefffbcgbamm SFS[D(3,1)(2,1)] gLALQabcefffbcgjhdl SFS[D(2,1)(2,1)] gLALQabcefffbcgjadd SFS[D(2,1)(2,1)] gLALQabcefffbcvbqtt SFS[D(2,1)(2,1)] gLALQabcefffbcvbdtl SFS[D(2,1)(2,1)] gLALQabcefffbcvbait SFS[D(2,1)(2,1)] gLALQabcefffbcvbmil SFS[D(2,1)(2,1)] gLALQabcefffbcvbipm SFS[D(3,1)(2,1)] gLALQabcefffbcvbmpm reducible gLALQabcefffbcvbapx SFS[D(3,1)(2,1)] gLALQabcefffbcvbapm SFS[D(3,1)(2,1)] gLALQabcefffbcvbdpp SFS[D(3,1)(2,1)] gLALQabcefffbcvbdpd reducible gLALQabcefffbcvbdph SFS[D(3,1)(2,1)] gLALQabcefffbcvbtpp SFS[D(3,1)(2,1)] gLALQabcefffbcvvipm toroidal gLALQabcefffbcvvimm SFS[D(2,1)(2,1)] gLALQabcefffbcvviqm SFS[D(2,1)(2,1)] gLALQabcefffbcvvmpm SFS[D(3,1)(2,1)] gLALQabcefffbcvvapm SFS[D(3,1)(2,1)] gLALQabcefffbcvvdpp reducible gLALQabcefffbcvvdpd SFS[D(3,1)(2,1)] gLALQabcefffbcvvdph SFS[D(3,1)(2,1)] gLALQabcefffbcvoalt SFS[D(2,1)(2,1)] gLALQabcefffbcvoexm SFS[D(2,1)(2,1)] gLALQabcefffbcvoipm SFS[D(3,1)(2,1)] gLALQabcefffbcvompm SFS[D(3,1)(2,1)] gLALQabcefffbcvoapm reducible gLALQabcefffbcvodpp SFS[D(3,1)(2,1)] gLALQabcefffbcvodpd SFS[D(3,1)(2,1)] gLALQabcefffbcvodph toroidal gLALQabcefffbfvfaai SFS[D(2,1)(2,1)] gLALQabcefffbfvgaax SFS[D(2,1)(2,1)] gLALQabcefffbfvgxxx reducible gLALQabcefffbfvgxml SFS[D(3,1)(2,1)] gLALQabcefffbcorhxx reducible gLALQabcefffbcoraqx reducible gLALQabcefffbcoshxx SFS[D(3,1)(2,1)] gLALQabcefffbcosaqx SFS[D(3,1)(2,1)] gLALQabcefffbcosapx reducible gLALQabcefffbcosamx SFS[D(3,1)(2,1)] gLALQabcefffbcocexx SFS[D(3,1)(2,1)] gLALQabcefffbcocuxx reducible gLALQabcefffbcochxx SFS[D(3,1)(2,1)] gLALQabcefffbcocaqx SFS[D(3,1)(2,1)] gLALQabcefffbfvshxq SFS[D(3,1)(2,1)] gLALQabcefffbfvsetq SFS[D(3,1)(2,1)] gLALQabcefffbfvchxq SFS[D(3,1)(2,1)] gLALQabcefffbfvrxxa SFS[D(2,1)(2,1)] gLALQabcefffbfvrhxq reducible gLALQabcefffbcoohqx SFS[D(3,1)(2,1)] gLALQabcefffbcooeex SFS[D(3,1)(2,1)] gLALQabcefffbcokhqx SFS[D(3,1)(2,1)] gLALQabcefffbcowxqh SFS[D(2,1)(2,1)] gLALQabcefffbcowhqx reducible gLAwQbccdfefmejdvbg toroidal gLAwQbccdeffhhnacbv SFS[D(4,1)(2,1)] gLAwQbccdeffhhnxvoc SFS[D(4,1)(2,1)] gLAwQbccdfefmejlfbg toroidal gLALQabcefffbcobaqh SFS[D(2,1)(2,1)] gLALQabcefffbcobxqq reducible gLALQabcefffbcobxud SFS[D(3,1)(2,1)] gLALQabcefffbcojaph SFS[D(2,1)(2,1)] gLALQabcefffbrgsuuu SFS[D(2,1)(2,1)] gLALQabcefffbrgsuui SFS[D(2,1)(2,1)] gLALQabcefffbrgsapq reducible gLALQabcefffbrgsmpq SFS[D(3,1)(2,1)] gLALQabcefffbrgsipq SFS[D(3,1)(2,1)] gLALQabcefffbrgsamq SFS[D(3,1)(2,1)] gLALQabcefffbrgsmmq toroidal gLALQabcefffbrgsimq SFS[D(3,1)(2,1)] gLALQabcefffbrgsaqq SFS[D(3,1)(2,1)] gLALQabcefffbrgsmqq SFS[D(3,1)(2,1)] gLALQabcefffbrgsiqq reducible gLALQabcefffbrgsuuq toroidal gLALQabcefffbrgsaat SFS[D(2,1)(2,1)] gLALQabcefffbrgsppd SFS[D(2,1)(2,1)] gLALQabcefffbrgcaqq SFS[D(3,1)(2,1)] gLALQabcefffbrgraaa SFS[D(2,1)(2,1)] gLALQabcefffbrgraqq reducible gLALQabcefffbwgomdx toroidal gLALQabcefffbwgoadx SFS[D(3,1)(2,1)] gLALQabcefffbwgoidx SFS[D(3,1)(2,1)] gLALQabcefffbwgoulp SFS[D(2,1)(2,1)] gLALQabcefffbwgoull SFS[D(2,1)(2,1)] gLALQabcefffbwgoahe SFS[D(2,1)(2,1)] gLALQabcefffbwgoulx toroidal gLALQabcefffbwgopim SFS[D(2,1)(2,1)] gLALQabcefffbwgomix SFS[D(3,1)(2,1)] gLALQabcefffbwgoaix reducible gLALQabcefffbwgoiix SFS[D(3,1)(2,1)] gLALQabcefffbwgomxx SFS[D(3,1)(2,1)] gLALQabcefffbwgoaxx SFS[D(3,1)(2,1)] gLALQabcefffbwgoixx reducible gLALQabcefffbwgkaxx SFS[D(3,1)(2,1)] gLALQabcefffbwgwahh SFS[D(2,1)(2,1)] gLALQabcefffbwgwaxx reducible gLALQabcefffncvnaaa SFS[D(2,1)(2,1)] gLALQabcefffncvnele SFS[D(5,2)(2,1)] gLALQabcefffncvneqe SFS[D(4,1)(2,1)] gLALQabcefffncvnixm SFS[D(5,2)(2,1)] gLALQabcefffncvnixe SFS[D(4,1)(2,1)] gLALQabcefffncvnmxm toroidal gLALQabcefffncvnmxe SFS[D(5,2)(2,1)] gLALQabcefffncvnaxx SFS[D(2,1)(2,1)] gLALQabcefffncvndxd toroidal gLALQabcefffncvndid SFS[D(5,2)(2,1)] gLALQabcefffbwcsxpi SFS[D(3,1)(2,1)] gLALQabcefffbrfcxxa SFS[D(3,1)(2,1)] gLALQabcefffncbkhtp SFS[D(3,1)(2,1)] gLALQabcefffbwcohmm reducible gLALQabcefffbwcoamu reducible gLALQabcefffbrfkatt reducible gLALQabcefffbrfkhtp reducible gLALQabcefffncbcxxa SFS[D(3,1)(2,1)] gLALQabcefffbwcjamm reducible gLALQabcefffbwcjhum reducible gLALQabcefffbrfvhtt reducible gLALQabcefffbrfvapt reducible gLALQabcefffjfvfaad SFS[D(2,1)(2,1)] gLALQabcefffjfvgimm reducible gLALQabcefffjfvgmmm reducible gLALQabcefffjfvgamm reducible gLALQabcefffbwocaee reducible gLALQabcefffbwoolii reducible gLALQabcefffbwoolee reducible gLALQabcefffbwobadd reducible gLALQabcefffbrvgmmm SFS[D(2,1)(2,1)] gLALQabcefffbrvfaed reducible gLALQabcefffbrvfaad reducible gLALQabcefffbrvfadd reducible gLALQabcefffbkgsmmq SFS[D(2,1)(2,1)] gLALQabcefffbkgsuuq SFS[D(2,1)(2,1)] gLALQabcefffbjgomdx SFS[D(2,1)(2,1)] gLALQabcefffbjgoulx SFS[D(2,1)(2,1)] gLALQabcefffjcvnmxm SFS[D(2,1)(2,1)] gLALQabcefffjcvndxd SFS[D(2,1)(2,1)] gLAzQbbcdeffamnggqw reducible gLAzQbbcdeffainggqw reducible gLAzQbbcdeffamsggxr reducible gLAzQbbcdeffhtoggqw reducible gLAzQbbcdeffaisggxr reducible gLAzQbbcdeffpqoggqw reducible gLAzQbbcdeffdtkggxr reducible gLAzQbbcdeffdqkggqw reducible gLAzQbbcdeffdqkggxr reducible gLAzQbbcdeffdtkggqw reducible gLAzQbbcdefflmgggxr reducible gLAzQbbcdeffligggqw reducible gLAzQbbcdefflmgggqw reducible gLAzQbbcdeffdunggqw reducible gLAzQbbcdeffhunggqw reducible gLAzQbbcdeffdunggxr reducible gLAzQbbcdeffeioggxr reducible gLAzQbbcdeffhunggxr reducible gLAzQbbcdeffeioggqw reducible gLAzQbbcdeffdusggxr reducible gLAzQbbcdeffdenggqw reducible gLAzQbbcdeffdhsggxr reducible gLAzQbbcdeffdhnggxr reducible gLAzQbbcdeffadrggqw reducible gLAzQbbcdeffemoggxr reducible gLAzQbbcdeffaqvggxr reducible gLAzQbbcdeffadvggxr reducible gLAzQbbcdeffdusggqw reducible gLAzQbbcdeffdhnggqw reducible gLAzQbbcdeffaqvggqw reducible gLAzQbbcdeffdenggxr reducible gLAzQbbcdeffadrggxr reducible gLAzQbbcdeffadvggqw reducible gLAzQbbcdeffdhsggqw reducible gLAzQbbcdeffemoggqw reducible gLAzQbbcdeffainggxr reducible gLAzQbbcdeffamnggxr reducible gLAzQbbcdeffaisggqw reducible gLAzQbbcdeffamsggqw reducible gLAzQbbcdeffpqoggxr reducible gLAzQbbcdeffhtoggxr reducible gLAzQbbcdefflqjggxr reducible gLAzQbbcdefflqjggqw reducible gLAzQbbcdeffdugggxr reducible gLAzQbbcdeffaqjggxr reducible gLAzQbbcdeffeikggxr reducible gLAzQbbcdeffhugggxr reducible gLAzQbbcdefftqjggxr reducible gLAzQbbcdeffltjggqw reducible gLAzQbbcdeffhugggqw reducible gLAzQbbcdeffltjggxr reducible gLAzQbbcdefftqjggqw reducible gLAzQbbcdeffdhgggxr reducible gLAzQbbcdeffatjggxr reducible gLAzQbbcdeffemkggxr reducible gLAzQbbcdeffmmkggqw reducible gLAzQbbcdeffmmkggxr reducible gLAzQbbcdeffdugggqw reducible gLAzQbbcdeffeikggqw reducible gLAzQbbcdeffaqjggqw reducible gLAzQbbcdeffdhgggqw reducible gLAzQbbcdeffemkggqw reducible gLAzQbbcdeffatjggqw reducible gLALQbbcdeffhqwfgdj reducible gLALQbbcdeffpusfgdj reducible gLALQbbcdeffltvfgdj reducible gLALQbbcdeffatvfgdj reducible gLALQbbcdeffttvfgdj reducible gLALQbbcdeffpunfgdj reducible gLALQbbcdeffmiofgdj reducible gLALQbbcdeffmmofgdj reducible gLALQbbcdeffmaofgdj reducible gLALQbbcdeffxhrfgdj reducible gLALQbbcdeffpugfgdj reducible gLALQbbcdeffdegfgdj reducible gLALQbbcdeffadjfgdj reducible gLALQbbcdeffeakfgdj reducible gLALQbbcdeffxhrfgmj reducible gLALQbbcdeffpusfgmj reducible gLALQbbcdeffltvfgmj reducible gLALQbbcdeffttvfgmj reducible gLALQbbcdeffatvfgmj reducible gLALQbbcdeffpunfgmj reducible gLALQbbcdeffmiofgmj reducible gLALQbbcdeffmaofgmj reducible gLALQbbcdeffmmofgmj reducible gLALQbbcdeffhqwfgmj reducible gLALQbbcdeffpugfgmj reducible gLALQbbcdeffdegfgmj reducible gLALQbbcdeffeakfgmj reducible gLALQbbcdeffadjfgmj reducible gLAzQbbcdeffddkgjxr reducible gLAzQbbcdeffddkgkqw reducible gLAzQbbcdeffaigkgqw reducible gLAzQbbcdeffaigjgxr reducible gLAzQbbcdeffaqrjgxr reducible gLAzQbbcdeffhhggjxr reducible gLAzQbbcdeffddkgkxr reducible gLAzQbbcdeffddkgjqw reducible gLAzQbbcdeffaigjgqw reducible gLAzQbbcdeffaigkgxr reducible gLAzQbbcdeffaqrjgqw reducible gLAzQbbcdeffhhggjqw reducible gLALQbbcdeffaiwbghr reducible gLALQbbcdeffairbghw reducible gLALQbbcdeffamsfoqj reducible gLALQbbcdeffaisfoqj reducible gLALQbbcdeffamfbghw reducible gLALQbbcdeffaifbghw reducible gLALQbbcdeffamcbghr reducible gLALQbbcdeffaicbghr reducible gLALQbbcdeffaqkbghr reducible gLALQbbcdeffaqcbghw reducible gLALQbbcdeffaqbbghr reducible gLALQbbcdeffainfoqj reducible gLALQbbcdeffaikbghw reducible gLALQbbcdeffamjbghr reducible gLALQbbcdeffaijbghr reducible gLALQbbcdeffhuwbghr reducible gLALQbbcdeffduwbghr reducible gLALQbbcdeffdugfoqj reducible gLALQbbcdeffaqjfoqj reducible gLALQbbcdeffdhwbghr reducible gLALQbbcdeffdurbghw reducible gLALQbbcdeffdhrbghw reducible gLALQbbcdeffderbghw reducible gLALQbbcdefflqobghw reducible gLALQbbcdeffltjfoqj reducible gLALQbbcdeffeivbghr reducible gLALQbbcdeffdhgfoqj reducible gLALQbbcdeffatjfoqj reducible gLALQbbcdeffemkfoqj reducible gLALQbbcdeffaqobghw reducible gLALQbbcdeffatobghw reducible gLALQbbcdeffadobghw reducible gLALQbbcdefflqsbghr reducible gLALQbbcdeffldjfoqj reducible gLALQbbcdeffaqsbghr reducible gLALQbbcdeffdegfoqj reducible gLALQbbcdeffadjfoqj reducible gLALQbbcdeffatsbghr reducible gLALQbbcdeffeinbghw reducible gLALQbbcdeffemnbghw reducible gLALQbbcdeffadsbghr reducible gLALQbbcdeffaiwbgaw reducible gLALQbbcdeffairbgar reducible gLALQbbcdeffamsfoaj reducible gLALQbbcdeffaisfoaj reducible gLALQbbcdeffamfbgar reducible gLALQbbcdeffaifbgar reducible gLALQbbcdeffamcbgaw reducible gLALQbbcdeffaicbgaw reducible gLALQbbcdeffaqkbgaw reducible gLALQbbcdeffaqcbgar reducible gLALQbbcdeffaqbbgaw reducible gLALQbbcdeffainfoaj reducible gLALQbbcdeffaikbgar reducible gLALQbbcdeffamjbgaw reducible gLALQbbcdeffaijbgaw reducible gLALQbbcdeffhuwbgaw reducible gLALQbbcdeffduwbgaw reducible gLALQbbcdeffdugfoaj reducible gLALQbbcdeffaqjfoaj reducible gLALQbbcdeffdhwbgaw reducible gLALQbbcdeffdurbgar reducible gLALQbbcdeffdhrbgar reducible gLALQbbcdeffderbgar reducible gLALQbbcdefflqobgar reducible gLALQbbcdeffltjfoaj reducible gLALQbbcdeffeivbgaw reducible gLALQbbcdeffdhgfoaj reducible gLALQbbcdeffatjfoaj reducible gLALQbbcdeffemkfoaj reducible gLALQbbcdeffaqobgar reducible gLALQbbcdeffatobgar reducible gLALQbbcdeffadobgar reducible gLALQbbcdefflqsbgaw reducible gLALQbbcdeffldjfoaj reducible gLALQbbcdeffaqsbgaw reducible gLALQbbcdeffdegfoaj reducible gLALQbbcdeffadjfoaj reducible gLALQbbcdeffatsbgaw reducible gLALQbbcdeffeinbgar reducible gLALQbbcdeffemnbgar reducible gLALQbbcdeffadsbgaw reducible gLALQbbcdeffhtgboer reducible gLALQbbcdeffdejboiw reducible gLALQbbcdeffadgbvlr reducible gLALQbbcdeffaqkboiw reducible gLALQbbcdeffltbboer reducible gLALQbbcdeffatbboer reducible gLALQbbcdeffatkboiw reducible gLALQbbcdeffadkboiw reducible gLALQbbcdeffaifbvdw reducible gLALQbbcdeffaifbvlr reducible gLALQbbcdeffamcboiw reducible gLALQbbcdeffaicboiw reducible gLALQbbcdeffaicboer reducible gLALQbbcdeffdqfboer reducible gLALQbbcdeffeubboer reducible gLALQbbcdeffamcboer reducible gLALQbbcdeffdtfboer reducible gLALQbbcdeffdqfboiw reducible gLALQbbcdeffaqkboer reducible gLALQbbcdeffdejboer reducible gLALQbbcdeffadkboer reducible gLALQbbcdeffadgbvdw reducible gLALQbbcdeffltbboiw reducible gLALQbbcdeffatkboer reducible gLALQbbcdeffatbboiw reducible gLALQbbcdeffhtgboiw reducible gLALQbbcdeffpurbvdw reducible gLALQbbcdeffaqobvdw reducible gLAzQbbcdeffhqwggij reducible gLAzQbbcdeffpungglk reducible gLAzQbbcdeffltvggij reducible gLAzQbbcdeffatvggij reducible gLAzQbbcdeffatvggmn reducible gLAzQbbcdeffpunggij reducible gLAzQbbcdeffltvgglk reducible gLAzQbbcdeffatvgglk reducible gLAzQbbcdeffatvggtj reducible gLAzQbbcdeffhqwggmn reducible gLAzQbbcdeffpugggij reducible gLALQbbcdeffddkfgxn reducible gLALQbbcdeffeejfgxn reducible gLALQbbcdeffamgfgxn reducible gLALQbbcdeffaigfgxn reducible gLALQbbcdeffaqrfgxn reducible gLALQbbcdeffhhgfgxn reducible gLALQbbcdeffeejfgpw reducible gLALQbbcdeffddkfgpw reducible gLALQbbcdeffaigfgpw reducible gLALQbbcdeffamgfgpw reducible gLALQbbcdeffaqrfgpw reducible gLALQbbcdeffhhgfgpw reducible gLALQbbcdeffddkrgxn reducible gLALQbbcdeffeejrgxn reducible gLALQbbcdeffamgrgxn reducible gLALQbbcdeffaigrgxn reducible gLALQbbcdeffaqrrgxn reducible gLALQbbcdeffhhgrgxn reducible gLALQbbcdeffddkkgxn reducible gLALQbbcdeffeejkgxn reducible gLALQbbcdeffamgkgxn reducible gLALQbbcdeffaigkgxn reducible gLALQbbcdeffaqrkgxn reducible gLALQbbcdeffhhgkgxn reducible gLALQbbcdeffaqrfgtr reducible gLALQbbcdeffddkfgtr reducible gLALQbbcdeffeejfgtr reducible gLALQbbcdeffamgfgtr reducible gLALQbbcdeffaigfgtr reducible gLALQbbcdeffhhgfgtr reducible gLALQbbcdeffpugfodr reducible gLALQbbcdeffltsbohn reducible gLALQbbcdeffaqrfgak reducible gLALQbbcdeffddkfgak reducible gLALQbbcdeffeejfgak reducible gLALQbbcdeffamgfgak reducible gLALQbbcdeffaigfgak reducible gLALQbbcdeffhhgfgak reducible gLALQbbcdeffpugfoik reducible gLALQbbcdeffltsbods reducible gLALQbbcdeffaqrrgak reducible gLALQbbcdeffddkrgak reducible gLALQbbcdeffeejrgak reducible gLALQbbcdeffamgrgak reducible gLALQbbcdeffaigrgak reducible gLALQbbcdeffhhgrgak reducible gLALQbbcdeffaqrkgak reducible gLALQbbcdeffddkkgak reducible gLALQbbcdeffeejkgak reducible gLALQbbcdeffamgkgak reducible gLALQbbcdeffaigkgak reducible gLALQbbcdeffhhgkgak reducible gLAzQbbcdeffamnggaj reducible gLAzQbbcdeffainggaj reducible gLAzQbbcdeffamsggak reducible gLAzQbbcdeffhtoggaj reducible gLAzQbbcdeffaisggak reducible gLAzQbbcdeffpqoggaj reducible gLAzQbbcdeffdtkggak reducible gLAzQbbcdeffdqkggaj reducible gLAzQbbcdeffdqkggak reducible gLAzQbbcdeffdtkggaj reducible gLAzQbbcdefflmgggak reducible gLAzQbbcdeffligggaj reducible gLAzQbbcdefflmgggaj reducible gLAzQbbcdeffdunggaj reducible gLAzQbbcdeffhunggaj reducible gLAzQbbcdeffdunggak reducible gLAzQbbcdeffeioggak reducible gLAzQbbcdeffhunggak reducible gLAzQbbcdeffeioggaj reducible gLAzQbbcdeffdusggak reducible gLAzQbbcdeffdenggaj reducible gLAzQbbcdeffdhsggak reducible gLAzQbbcdeffdhnggak reducible gLAzQbbcdeffadrggaj reducible gLAzQbbcdeffemoggak reducible gLAzQbbcdeffaqvggak reducible gLAzQbbcdeffadvggak reducible gLAzQbbcdeffdusggaj reducible gLAzQbbcdeffdhnggaj reducible gLAzQbbcdeffaqvggaj reducible gLAzQbbcdeffdenggak reducible gLAzQbbcdeffadrggak reducible gLAzQbbcdeffadvggaj reducible gLAzQbbcdeffdhsggaj reducible gLAzQbbcdeffemoggaj reducible gLAzQbbcdeffainggak reducible gLAzQbbcdeffamnggak reducible gLAzQbbcdeffaisggaj reducible gLAzQbbcdeffamsggaj reducible gLAzQbbcdeffpqoggak reducible gLAzQbbcdeffhtoggak reducible gLAzQbbcdefflqjggak reducible gLAzQbbcdefflqjggaj reducible gLAzQbbcdeffdugggak reducible gLAzQbbcdeffaqjggak reducible gLAzQbbcdeffeikggak reducible gLAzQbbcdeffhugggak reducible gLAzQbbcdefftqjggak reducible gLAzQbbcdeffltjggaj reducible gLAzQbbcdeffhugggaj reducible gLAzQbbcdeffltjggak reducible gLAzQbbcdefftqjggaj reducible gLAzQbbcdeffdhgggak reducible gLAzQbbcdeffatjggak reducible gLAzQbbcdeffemkggak reducible gLAzQbbcdeffmmkggaj reducible gLAzQbbcdeffmmkggak reducible gLAzQbbcdeffdugggaj reducible gLAzQbbcdeffeikggaj reducible gLAzQbbcdeffaqjggaj reducible gLAzQbbcdeffdhgggaj reducible gLAzQbbcdeffemkggaj reducible gLAzQbbcdeffatjggaj reducible gLALQbbcdeffhqwfglr reducible gLALQbbcdeffpusfglr reducible gLALQbbcdeffltvfglr reducible gLALQbbcdeffatvfglr reducible gLALQbbcdeffttvfglr reducible gLALQbbcdeffpunfglr reducible gLALQbbcdeffmiofglr reducible gLALQbbcdeffmmofglr reducible gLALQbbcdeffmaofglr reducible gLALQbbcdeffxhrfglr reducible gLALQbbcdeffpugfglr reducible gLALQbbcdeffdegfglr reducible gLALQbbcdeffadjfglr reducible gLALQbbcdeffeakfglr reducible gLALQbbcdeffxhrfglk reducible gLALQbbcdeffpusfglk reducible gLALQbbcdeffltvfglk reducible gLALQbbcdeffttvfglk reducible gLALQbbcdeffatvfglk reducible gLALQbbcdeffpunfglk reducible gLALQbbcdeffmiofglk reducible gLALQbbcdeffmaofglk reducible gLALQbbcdeffmmofglk reducible gLALQbbcdeffhqwfglk reducible gLALQbbcdeffpugfglk reducible gLALQbbcdeffdegfglk reducible gLALQbbcdeffeakfglk reducible gLALQbbcdeffadjfglk reducible gLAzQbbcdeffddkgkak reducible gLAzQbbcdeffddkgjaj reducible gLAzQbbcdeffaigjgaj reducible gLAzQbbcdeffaigkgak reducible gLAzQbbcdeffaqrjgaj reducible gLAzQbbcdeffhhggjaj reducible gLAzQbbcdeffddkgjak reducible gLAzQbbcdeffddkgkaj reducible gLAzQbbcdeffaigkgaj reducible gLAzQbbcdeffaigjgak reducible gLAzQbbcdeffaqrjgak reducible gLAzQbbcdeffhhggjak reducible gLALQbbcdeffaiwbgqn reducible gLALQbbcdeffairbgxj reducible gLALQbbcdeffamsfoxr reducible gLALQbbcdeffaisfoxr reducible gLALQbbcdeffamfbgxj reducible gLALQbbcdeffaifbgxj reducible gLALQbbcdeffamcbgqn reducible gLALQbbcdeffaicbgqn reducible gLALQbbcdeffaqkbgqn reducible gLALQbbcdeffaqcbgxj reducible gLALQbbcdeffaqbbgqn reducible gLALQbbcdeffainfoxr reducible gLALQbbcdeffaikbgxj reducible gLALQbbcdeffamjbgqn reducible gLALQbbcdeffaijbgqn reducible gLALQbbcdeffhuwbgqn reducible gLALQbbcdeffduwbgqn reducible gLALQbbcdeffdugfoxr reducible gLALQbbcdeffaqjfoxr reducible gLALQbbcdeffdhwbgqn reducible gLALQbbcdeffdurbgxj reducible gLALQbbcdeffdhrbgxj reducible gLALQbbcdeffderbgxj reducible gLALQbbcdefflqobgxj reducible gLALQbbcdeffltjfoxr reducible gLALQbbcdeffeivbgqn reducible gLALQbbcdeffdhgfoxr reducible gLALQbbcdeffatjfoxr reducible gLALQbbcdeffemkfoxr reducible gLALQbbcdeffaqobgxj reducible gLALQbbcdeffatobgxj reducible gLALQbbcdeffadobgxj reducible gLALQbbcdefflqsbgqn reducible gLALQbbcdeffldjfoxr reducible gLALQbbcdeffaqsbgqn reducible gLALQbbcdeffdegfoxr reducible gLALQbbcdeffadjfoxr reducible gLALQbbcdeffatsbgqn reducible gLALQbbcdeffeinbgxj reducible gLALQbbcdeffemnbgxj reducible gLALQbbcdeffadsbgqn reducible gLALQbbcdeffaiwbgqj reducible gLALQbbcdeffairbgxn reducible gLALQbbcdeffamsfoxk reducible gLALQbbcdeffaisfoxk reducible gLALQbbcdeffamfbgxn reducible gLALQbbcdeffaifbgxn reducible gLALQbbcdeffamcbgqj reducible gLALQbbcdeffaicbgqj reducible gLALQbbcdeffaqkbgqj reducible gLALQbbcdeffaqcbgxn reducible gLALQbbcdeffaqbbgqj reducible gLALQbbcdeffainfoxk reducible gLALQbbcdeffaikbgxn reducible gLALQbbcdeffamjbgqj reducible gLALQbbcdeffaijbgqj reducible gLALQbbcdeffhuwbgqj reducible gLALQbbcdeffduwbgqj reducible gLALQbbcdeffdugfoxk reducible gLALQbbcdeffaqjfoxk reducible gLALQbbcdeffdhwbgqj reducible gLALQbbcdeffdurbgxn reducible gLALQbbcdeffdhrbgxn reducible gLALQbbcdeffderbgxn reducible gLALQbbcdefflqobgxn reducible gLALQbbcdeffltjfoxk reducible gLALQbbcdeffeivbgqj reducible gLALQbbcdeffdhgfoxk reducible gLALQbbcdeffatjfoxk reducible gLALQbbcdeffemkfoxk reducible gLALQbbcdeffaqobgxn reducible gLALQbbcdeffatobgxn reducible gLALQbbcdeffadobgxn reducible gLALQbbcdefflqsbgqj reducible gLALQbbcdeffldjfoxk reducible gLALQbbcdeffaqsbgqj reducible gLALQbbcdeffdegfoxk reducible gLALQbbcdeffadjfoxk reducible gLALQbbcdeffatsbgqj reducible gLALQbbcdeffeinbgxn reducible gLALQbbcdeffemnbgxn reducible gLALQbbcdeffadsbgqj reducible gLALQbbcdeffhtgbotn reducible gLALQbbcdeffdejbotj reducible gLALQbbcdeffadgbvmn reducible gLALQbbcdeffaqkbotj reducible gLALQbbcdeffltbbotn reducible gLALQbbcdeffatbbotn reducible gLALQbbcdeffatkbotj reducible gLALQbbcdeffadkbotj reducible gLALQbbcdeffaifbvmj reducible gLALQbbcdeffaifbvmn reducible gLALQbbcdeffamcbotj reducible gLALQbbcdeffaicbotj reducible gLALQbbcdeffaicbotn reducible gLALQbbcdeffdqfbotn reducible gLALQbbcdeffeubbotj reducible gLALQbbcdeffamcbotn reducible gLALQbbcdeffdtfbotj reducible gLALQbbcdeffdqfbotj reducible gLALQbbcdeffaqkbotn reducible gLALQbbcdeffdejbotn reducible gLALQbbcdeffadkbotn reducible gLALQbbcdeffadgbvmj reducible gLALQbbcdeffltbbotj reducible gLALQbbcdeffatkbotn reducible gLALQbbcdeffatbbotj reducible gLALQbbcdeffhtgbotj reducible gLALQbbcdeffpurbvmj reducible gLALQbbcdeffaqobvmj reducible gLAzQbbcdeffhqwggmr reducible gLAzQbbcdeffpungglj reducible gLAzQbbcdeffltvggiw reducible gLAzQbbcdeffatvggmr reducible gLAzQbbcdeffatvggiw reducible gLAzQbbcdeffpunggiw reducible gLAzQbbcdeffltvgglj reducible gLAzQbbcdeffatvggtk reducible gLAzQbbcdeffatvgglj reducible gLAzQbbcdeffhqwggiw reducible gLAzQbbcdeffpugggiw reducible gLALQbbcdeffddkfgpj reducible gLALQbbcdeffeejfgpj reducible gLALQbbcdeffamgfgpj reducible gLALQbbcdeffaigfgpj reducible gLALQbbcdeffaqrfgpj reducible gLALQbbcdeffhhgfgpj reducible gLALQbbcdeffeejfgxj reducible gLALQbbcdeffddkfgxj reducible gLALQbbcdeffaigfgxj reducible gLALQbbcdeffamgfgxj reducible gLALQbbcdeffaqrfgxj reducible gLALQbbcdeffhhgfgxj reducible gLALQbbcdeffeejrgxj reducible gLALQbbcdeffddkrgxj reducible gLALQbbcdeffaigrgxj reducible gLALQbbcdeffamgrgxj reducible gLALQbbcdeffaqrrgxj reducible gLALQbbcdeffhhgrgxj reducible gLALQbbcdeffeejkgxj reducible gLALQbbcdeffddkkgxj reducible gLALQbbcdeffaigkgxj reducible gLALQbbcdeffamgkgxj reducible gLALQbbcdeffaqrkgxj reducible gLALQbbcdeffhhgkgxj reducible gLALQbbcdeffaqrfgar reducible gLALQbbcdeffddkfgar reducible gLALQbbcdeffeejfgar reducible gLALQbbcdeffamgfgar reducible gLALQbbcdeffaigfgar reducible gLALQbbcdeffhhgfgar reducible gLALQbbcdeffpugfoir reducible gLALQbbcdeffltsbodw reducible gLALQbbcdeffaqrfgtk reducible gLALQbbcdeffddkfgtk reducible gLALQbbcdeffeejfgtk reducible gLALQbbcdeffamgfgtk reducible gLALQbbcdeffaigfgtk reducible gLALQbbcdeffhhgfgtk reducible gLALQbbcdeffpugfodk reducible gLALQbbcdeffltsbohj reducible gLALQbbcdeffaqrkgar reducible gLALQbbcdeffddkkgar reducible gLALQbbcdeffeejkgar reducible gLALQbbcdeffamgkgar reducible gLALQbbcdeffaigkgar reducible gLALQbbcdeffhhgkgar reducible gLALQbbcdeffaqrrgar reducible gLALQbbcdeffddkrgar reducible gLALQbbcdeffeejrgar reducible gLALQbbcdeffamgrgar reducible gLALQbbcdeffaigrgar reducible gLALQbbcdeffhhgrgar reducible gLAzQbbcdeffamnggqj SFS[D(3,1)(3,1)] gLAzQbbcdeffainggqj SFS[D(3,1)(3,2)] gLAzQbbcdeffamsggxn SFS[D(3,1)(3,2)] gLAzQbbcdeffhtoggqj m004(0,0) gLAzQbbcdeffaisggxn SFS[D(3,1)(3,1)] gLAzQbbcdeffpqoggqj m004(0,0) gLAzQbbcdeffdtkggxn SFS[D(3,1)(3,2)] gLAzQbbcdeffdqkggqj SFS[D(3,1)(3,1)] gLAzQbbcdeffdqkggxn SFS[D(3,1)(3,1)] gLAzQbbcdeffdtkggqj SFS[D(3,1)(3,2)] gLAzQbbcdefflmgggxn SFS[D(3,1)(3,1)] gLAzQbbcdeffligggqj SFS[D(3,1)(3,2)] gLAzQbbcdefflmgggqj SFS[D(3,1)(3,1)] gLAzQbbcdeffdunggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffhunggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffdunggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffeioggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffhunggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffeioggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffdusggxn toroidal gLAzQbbcdeffdenggqj toroidal gLAzQbbcdeffdhsggxn toroidal gLAzQbbcdeffdhnggxn m003(0,0) gLAzQbbcdeffadrggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffemoggxn toroidal gLAzQbbcdeffaqvggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffadvggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffdusggqj toroidal gLAzQbbcdeffdhnggqj m003(0,0) gLAzQbbcdeffaqvggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffdenggxn toroidal gLAzQbbcdeffadrggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffadvggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffdhsggqj toroidal gLAzQbbcdeffemoggqj toroidal gLAzQbbcdeffainggxn SFS[D(3,1)(3,2)] gLAzQbbcdeffamnggxn SFS[D(3,1)(3,1)] gLAzQbbcdeffaisggqj SFS[D(3,1)(3,1)] gLAzQbbcdeffamsggqj SFS[D(3,1)(3,2)] gLAzQbbcdeffpqoggxn m004(0,0) gLAzQbbcdeffhtoggxn m004(0,0) gLAzQbbcdefflqjggxn toroidal gLAzQbbcdefflqjggqj toroidal gLAzQbbcdeffdugggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffaqjggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffeikggxn toroidal gLAzQbbcdeffhugggxn SFS[D(3,1)(2,1)] gLAzQbbcdefftqjggxn m003(0,0) gLAzQbbcdeffltjggqj toroidal gLAzQbbcdeffhugggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffltjggxn toroidal gLAzQbbcdefftqjggqj m003(0,0) gLAzQbbcdeffdhgggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffatjggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffemkggxn toroidal gLAzQbbcdeffmmkggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffmmkggxn SFS[D(3,1)(2,1)] gLAzQbbcdeffdugggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffeikggqj toroidal gLAzQbbcdeffaqjggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffdhgggqj SFS[D(3,1)(2,1)] gLAzQbbcdeffemkggqj toroidal gLAzQbbcdeffatjggqj SFS[D(3,1)(2,1)] gLALQbbcdeffhqwfgdw SFS[D(2,1)(2,1)] gLALQbbcdeffpusfgdw SFS[A(2,1)] gLALQbbcdeffltvfgdw SFS[A(2,1)] gLALQbbcdeffatvfgdw T2xI gLALQbbcdeffttvfgdw T2xI gLALQbbcdeffpunfgdw T2xI gLALQbbcdeffxhrfgdw SFS[D(2,1)(2,1)] gLALQbbcdeffpugfgdw T2xI gLALQbbcdeffxhrfgmn SFS[D(2,1)(2,1)] gLALQbbcdeffpusfgmn SFS[A(2,1)] gLALQbbcdeffltvfgmn SFS[A(2,1)] gLALQbbcdeffttvfgmn T2xI gLALQbbcdeffatvfgmn T2xI gLALQbbcdeffpunfgmn T2xI gLALQbbcdeffhqwfgmn SFS[D(2,1)(2,1)] gLALQbbcdeffpugfgmn T2xI gLAzQbbcdeffddkgjxn reducible gLAzQbbcdeffddkgkqj reducible gLAzQbbcdeffaigkgqj reducible gLAzQbbcdeffaigjgxn reducible gLAzQbbcdeffaqrjgxn reducible gLAzQbbcdeffhhggjxn reducible gLAzQbbcdeffddkgkxn reducible gLAzQbbcdeffddkgjqj reducible gLAzQbbcdeffaigjgqj reducible gLAzQbbcdeffaigkgxn reducible gLAzQbbcdeffaqrjgqj reducible gLAzQbbcdeffhhggjqj reducible gLALQbbcdeffaiwbghn SFS[D(3,1)(2,1)] gLALQbbcdeffairbghs SFS[D(3,1)(2,1)] gLALQbbcdeffamsfoqw reducible gLALQbbcdeffaisfoqw reducible gLALQbbcdeffaqbbghn SFS[D(2,1)(2,1)] gLALQbbcdeffhuwbghn SFS[D(3,1)(2,1)] gLALQbbcdeffduwbghn SFS[D(3,1)(2,1)] gLALQbbcdeffdugfoqw SFS[D(3,1)(2,1)] gLALQbbcdeffaqjfoqw reducible gLALQbbcdeffdhwbghn SFS[D(3,1)(2,1)] gLALQbbcdeffdurbghs SFS[D(3,1)(2,1)] gLALQbbcdeffdhrbghs SFS[D(3,1)(2,1)] gLALQbbcdeffderbghs toroidal gLALQbbcdeffadobghs SFS[D(2,1)(2,1)] gLALQbbcdeffadsbghn SFS[D(2,1)(2,1)] gLALQbbcdeffaiwbgas SFS[D(3,1)(2,1)] gLALQbbcdeffairbgan SFS[D(3,1)(2,1)] gLALQbbcdeffamsfoan reducible gLALQbbcdeffaisfoan reducible gLALQbbcdeffaqbbgas SFS[D(2,1)(2,1)] gLALQbbcdeffhuwbgas SFS[D(3,1)(2,1)] gLALQbbcdeffduwbgas SFS[D(3,1)(2,1)] gLALQbbcdeffdugfoan SFS[D(3,1)(2,1)] gLALQbbcdeffaqjfoan reducible gLALQbbcdeffdhwbgas SFS[D(3,1)(2,1)] gLALQbbcdeffdurbgan SFS[D(3,1)(2,1)] gLALQbbcdeffdhrbgan SFS[D(3,1)(2,1)] gLALQbbcdeffderbgan toroidal gLALQbbcdeffadobgan SFS[D(2,1)(2,1)] gLALQbbcdeffadsbgas SFS[D(2,1)(2,1)] gLALQbbcdeffdejbois reducible gLALQbbcdeffdtfboen SFS[D(2,1)(2,1)] gLALQbbcdeffdejboen reducible gLALQbbcdeffpurbvds T2xI gLAzQbbcdeffhqwggen reducible gLAzQbbcdeffpunggen reducible gLAzQbbcdeffltvgger reducible gLAzQbbcdeffatvgguw reducible gLAzQbbcdeffatvgger reducible gLAzQbbcdeffpungger reducible gLAzQbbcdeffltvggen reducible gLAzQbbcdeffatvggen reducible gLAzQbbcdeffatvgguj reducible gLAzQbbcdeffhqwgger reducible gLAzQbbcdeffpugggen reducible gLALQbbcdeffddkfgej reducible gLALQbbcdeffeejfgej reducible gLALQbbcdeffamgfgej reducible gLALQbbcdeffaigfgej reducible gLALQbbcdeffaqrfgej reducible gLALQbbcdeffhhgfgej reducible gLALQbbcdeffeejfghj reducible gLALQbbcdeffddkfghj reducible gLALQbbcdeffaigfghj reducible gLALQbbcdeffamgfghj reducible gLALQbbcdeffaqrfghj reducible gLALQbbcdeffhhgfghj reducible gLALQbbcdeffeejkghj reducible gLALQbbcdeffddkkghj reducible gLALQbbcdeffaigkghj reducible gLALQbbcdeffamgkghj reducible gLALQbbcdeffaqrkghj reducible gLALQbbcdeffhhgkghj reducible gLALQbbcdeffeejrghj reducible gLALQbbcdeffddkrghj reducible gLALQbbcdeffaigrghj reducible gLALQbbcdeffamgrghj reducible gLALQbbcdeffaqrrghj reducible gLALQbbcdeffhhgrghj reducible gLALQbbcdeffaqrfghw reducible gLALQbbcdeffddkfghw reducible gLALQbbcdeffeejfghw reducible gLALQbbcdeffamgfghw reducible gLALQbbcdeffaigfghw reducible gLALQbbcdeffhhgfghw reducible gLALQbbcdeffpugfoew reducible gLALQbbcdeffltsboln reducible gLALQbbcdeffaqrfgen reducible gLALQbbcdeffddkfgen reducible gLALQbbcdeffeejfgen reducible gLALQbbcdeffamgfgen reducible gLALQbbcdeffaigfgen reducible gLALQbbcdeffhhgfgen reducible gLALQbbcdeffpugfoej reducible gLALQbbcdeffltsboxs reducible gLALQbbcdeffaqrkghw reducible gLALQbbcdeffddkkghw reducible gLALQbbcdeffeejkghw reducible gLALQbbcdeffamgkghw reducible gLALQbbcdeffaigkghw reducible gLALQbbcdeffhhgkghw reducible gLALQbbcdeffaqrrghw reducible gLALQbbcdeffddkrghw reducible gLALQbbcdeffeejrghw reducible gLALQbbcdeffamgrghw reducible gLALQbbcdeffaigrghw reducible gLALQbbcdeffhhgrghw reducible gLAzQbbcdeffddkjkag toroidal gLAzQbbcdeffaigkjag reducible gLAzQbbcdeffaigjkag reducible gLAzQbbcdeffaqrjkag reducible gLAzQbbcdeffhhgjkag toroidal gLAzQbbcdeffddkjjag toroidal gLAzQbbcdeffddkkkag toroidal gLAzQbbcdeffaigkkag reducible gLAzQbbcdeffaigjjag reducible gLAzQbbcdeffaqrjjag reducible gLAzQbbcdeffhhgjjag toroidal gLAzQbbcdeffhqwgjmo toroidal gLAzQbbcdeffpunjgtg SFS[A(3,1)] gLAzQbbcdeffltvgjmo reducible gLAzQbbcdeffatvgjmo reducible gLAzQbbcdeffatvgkic reducible gLAzQbbcdeffpungjmo toroidal gLAzQbbcdeffltvjgtg toroidal gLAzQbbcdeffatvjgtg SFS[A(3,1)] gLAzQbbcdeffatvkglg SFS[A(3,1)] gLAzQbbcdeffhqwgkic toroidal gLAzQbbcdeffpuggjmo SFS[A(3,1)] gLAzQbbcdeffdeggjmo reducible gLAzQbbcdeffadjgjmo reducible gLAzQbbcdeffadjgkic reducible gLALQbbcdeffxawfjpc reducible gLALQbbcdeffddkfjpc SFS[D(3,1)(3,2)] gLALQbbcdeffeejfjpc SFS[D(3,1)(3,1)] gLALQbbcdefflagfjpc reducible gLALQbbcdefftagfjpc reducible gLALQbbcdeffamgfjpc SFS[D(3,1)(3,1)] gLALQbbcdeffaigfjpc SFS[D(3,1)(3,2)] gLALQbbcdeffaqrfjpc SFS[D(3,1)(2,1)] gLALQbbcdeffhhgfjpc SFS[D(3,1)(2,1)] gLALQbbcdeffxawfkxb reducible gLALQbbcdeffeejfkxb SFS[D(3,1)(3,2)] gLALQbbcdeffddkfkxb SFS[D(3,1)(3,1)] gLALQbbcdefftagfkxb reducible gLALQbbcdefflagfkxb reducible gLALQbbcdeffaigfkxb SFS[D(3,1)(3,1)] gLALQbbcdeffamgfkxb SFS[D(3,1)(3,2)] gLALQbbcdeffaqrfkxb SFS[D(3,1)(2,1)] gLALQbbcdeffhhgfkxb SFS[D(3,1)(2,1)] gLALQbbcdeffxawrkxb reducible gLALQbbcdeffeejrkxb toroidal gLALQbbcdeffddkrkxb toroidal gLALQbbcdefftagrkxb reducible gLALQbbcdefflagrkxb reducible gLALQbbcdeffaigrkxb reducible gLALQbbcdeffamgrkxb reducible gLALQbbcdeffaqrrkxb reducible gLALQbbcdeffhhgrkxb toroidal gLALQbbcdeffxawkkxb reducible gLALQbbcdeffeejkkxb SFS[D(3,1)(3,2)] gLALQbbcdeffddkkkxb SFS[D(3,1)(3,1)] gLALQbbcdefftagkkxb reducible gLALQbbcdefflagkkxb reducible gLALQbbcdeffaigkkxb SFS[D(3,1)(3,1)] gLALQbbcdeffamgkkxb SFS[D(3,1)(3,2)] gLALQbbcdeffaqrkkxb SFS[D(3,1)(2,1)] gLALQbbcdeffhhgkkxb SFS[D(3,1)(2,1)] gLALQbbcdeffaqrkgaf reducible gLALQbbcdeffddkkgaf reducible gLALQbbcdeffeejkgaf reducible gLALQbbcdeffamgkgaf reducible gLALQbbcdeffaigkgaf reducible gLALQbbcdeffhhgkgaf reducible gLALQbbcdeffpugfnlc SFS[A(3,1)] gLALQbbcdeffltsbrdv SFS[D(3,1)(2,1)] gLALQbbcdeffaqrrgtf reducible gLALQbbcdeffddkrgtf reducible gLALQbbcdeffeejrgtf reducible gLALQbbcdeffamgrgtf reducible gLALQbbcdeffaigrgtf reducible gLALQbbcdeffhhgrgtf reducible gLALQbbcdeffpugfrpb SFS[A(3,1)] gLALQbbcdeffltsbnqo SFS[D(3,1)(2,1)] gLAzQbbcdeffhqwgkmo toroidal gLAzQbbcdeffpunjglg SFS[A(3,1)] gLAzQbbcdeffltvgjic reducible gLAzQbbcdeffatvgkmo reducible gLAzQbbcdeffatvgjic reducible gLAzQbbcdeffpungjic toroidal gLAzQbbcdeffltvjglg toroidal gLAzQbbcdeffatvkgtg SFS[A(3,1)] gLAzQbbcdeffatvjglg SFS[A(3,1)] gLAzQbbcdeffhqwgjic toroidal gLAzQbbcdeffpuggjic SFS[A(3,1)] gLAzQbbcdeffdeggjic reducible gLAzQbbcdeffadjgkmo reducible gLAzQbbcdeffadjgjic reducible gLALQbbcdeffxawfkpc reducible gLALQbbcdeffddkfkpc SFS[D(3,1)(3,1)] gLALQbbcdeffeejfkpc SFS[D(3,1)(3,2)] gLALQbbcdefflagfkpc reducible gLALQbbcdefftagfkpc reducible gLALQbbcdeffamgfkpc SFS[D(3,1)(3,2)] gLALQbbcdeffaigfkpc SFS[D(3,1)(3,1)] gLALQbbcdeffaqrfkpc SFS[D(3,1)(2,1)] gLALQbbcdeffhhgfkpc SFS[D(3,1)(2,1)] gLALQbbcdeffxawfjxb reducible gLALQbbcdeffeejfjxb SFS[D(3,1)(3,1)] gLALQbbcdeffddkfjxb SFS[D(3,1)(3,2)] gLALQbbcdefftagfjxb reducible gLALQbbcdefflagfjxb reducible gLALQbbcdeffaigfjxb SFS[D(3,1)(3,2)] gLALQbbcdeffamgfjxb SFS[D(3,1)(3,1)] gLALQbbcdeffaqrfjxb SFS[D(3,1)(2,1)] gLALQbbcdeffhhgfjxb SFS[D(3,1)(2,1)] gLALQbbcdeffxawrjxb reducible gLALQbbcdeffeejrjxb toroidal gLALQbbcdeffddkrjxb toroidal gLALQbbcdefftagrjxb reducible gLALQbbcdefflagrjxb reducible gLALQbbcdeffaigrjxb reducible gLALQbbcdeffamgrjxb reducible gLALQbbcdeffaqrrjxb reducible gLALQbbcdeffhhgrjxb toroidal gLALQbbcdeffxawkjxb reducible gLALQbbcdeffeejkjxb SFS[D(3,1)(3,1)] gLALQbbcdeffddkkjxb SFS[D(3,1)(3,2)] gLALQbbcdefftagkjxb reducible gLALQbbcdefflagkjxb reducible gLALQbbcdeffaigkjxb SFS[D(3,1)(3,2)] gLALQbbcdeffamgkjxb SFS[D(3,1)(3,1)] gLALQbbcdeffaqrkjxb SFS[D(3,1)(2,1)] gLALQbbcdeffhhgkjxb SFS[D(3,1)(2,1)] gLALQbbcdeffaqrrgaf reducible gLALQbbcdeffddkrgaf reducible gLALQbbcdeffeejrgaf reducible gLALQbbcdeffamgrgaf reducible gLALQbbcdeffaigrgaf reducible gLALQbbcdeffhhgrgaf reducible gLALQbbcdeffpugfrlc SFS[A(3,1)] gLALQbbcdeffltsbndv SFS[D(3,1)(2,1)] gLALQbbcdeffaqrkgtf reducible gLALQbbcdeffddkkgtf reducible gLALQbbcdeffeejkgtf reducible gLALQbbcdeffamgkgtf reducible gLALQbbcdeffaigkgtf reducible gLALQbbcdeffhhgkgtf reducible gLALQbbcdeffpugfnpb SFS[A(3,1)] gLALQbbcdeffltsbrqo SFS[D(3,1)(2,1)] gLAzQbbcdeffamnggqc SFS[D(3,1)(3,1)] gLAzQbbcdeffainggqc SFS[D(3,1)(3,2)] gLAzQbbcdeffamsggxo SFS[D(3,1)(3,2)] gLAzQbbcdeffhtoggqc m004(0,0) gLAzQbbcdeffaisggxo SFS[D(3,1)(3,1)] gLAzQbbcdeffpqoggqc m004(0,0) gLAzQbbcdeffdtkggxo SFS[D(3,1)(3,2)] gLAzQbbcdeffdqkggqc SFS[D(3,1)(3,1)] gLAzQbbcdeffdqkggxo SFS[D(3,1)(3,1)] gLAzQbbcdeffdtkggqc SFS[D(3,1)(3,2)] gLAzQbbcdefflmgggxo SFS[D(3,1)(3,1)] gLAzQbbcdeffligggqc SFS[D(3,1)(3,2)] gLAzQbbcdefflmgggqc SFS[D(3,1)(3,1)] gLAzQbbcdeffdunggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffhunggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffdunggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffeioggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffhunggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffeioggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffdusggxo toroidal gLAzQbbcdeffdenggqc toroidal gLAzQbbcdeffdhsggxo toroidal gLAzQbbcdeffdhnggxo m003(0,0) gLAzQbbcdeffadrggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffemoggxo toroidal gLAzQbbcdeffaqvggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffadvggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffdusggqc toroidal gLAzQbbcdeffdhnggqc m003(0,0) gLAzQbbcdeffaqvggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffdenggxo toroidal gLAzQbbcdeffadrggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffadvggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffdhsggqc toroidal gLAzQbbcdeffemoggqc toroidal gLAzQbbcdeffainggxo SFS[D(3,1)(3,2)] gLAzQbbcdeffamnggxo SFS[D(3,1)(3,1)] gLAzQbbcdeffaisggqc SFS[D(3,1)(3,1)] gLAzQbbcdeffamsggqc SFS[D(3,1)(3,2)] gLAzQbbcdeffpqoggxo m004(0,0) gLAzQbbcdeffhtoggxo m004(0,0) gLAzQbbcdefflqjggxo toroidal gLAzQbbcdefflqjggqc toroidal gLAzQbbcdeffdugggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffaqjggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffeikggxo toroidal gLAzQbbcdeffhugggxo SFS[D(3,1)(2,1)] gLAzQbbcdefftqjggxo m003(0,0) gLAzQbbcdeffltjggqc toroidal gLAzQbbcdeffhugggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffltjggxo toroidal gLAzQbbcdefftqjggqc m003(0,0) gLAzQbbcdeffdhgggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffatjggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffemkggxo toroidal gLAzQbbcdeffmmkggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffmmkggxo SFS[D(3,1)(2,1)] gLAzQbbcdeffdugggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffeikggqc toroidal gLAzQbbcdeffaqjggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffdhgggqc SFS[D(3,1)(2,1)] gLAzQbbcdeffemkggqc toroidal gLAzQbbcdeffatjggqc SFS[D(3,1)(2,1)] gLALQbbcdeffhqwfgdc SFS[D(2,1)(2,1)] gLALQbbcdeffpusfgdc SFS[A(2,1)] gLALQbbcdeffltvfgdc SFS[A(2,1)] gLALQbbcdeffatvfgdc T2xI gLALQbbcdeffttvfgdc T2xI gLALQbbcdeffpunfgdc T2xI gLALQbbcdeffxhrfgdc SFS[D(2,1)(2,1)] gLALQbbcdeffpugfgdc T2xI gLALQbbcdeffxhrfgmb SFS[D(2,1)(2,1)] gLALQbbcdeffpusfgmb SFS[A(2,1)] gLALQbbcdeffltvfgmb SFS[A(2,1)] gLALQbbcdeffttvfgmb T2xI gLALQbbcdeffatvfgmb T2xI gLALQbbcdeffpunfgmb T2xI gLALQbbcdeffhqwfgmb SFS[D(2,1)(2,1)] gLALQbbcdeffpugfgmb T2xI gLAzQbbcdeffddkgjxo reducible gLAzQbbcdeffddkgkqc reducible gLAzQbbcdeffaigkgqc reducible gLAzQbbcdeffaigjgxo reducible gLAzQbbcdeffaqrjgxo reducible gLAzQbbcdeffhhggjxo reducible gLALQbbcdeffddkkgdc reducible gLALQbbcdeffeejkgdc reducible gLALQbbcdeffamgkgdc reducible gLALQbbcdeffaigkgdc reducible gLALQbbcdeffaqrkgdc reducible gLALQbbcdeffhhgkgdc reducible gLALQbbcdeffxhrrgmb toroidal gLALQbbcdeffpusrgmb toroidal gLALQbbcdeffltvrgmb toroidal gLALQbbcdeffttvrgmb SFS[A(2,1)] gLALQbbcdeffatvrgmb SFS[A(2,1)] gLALQbbcdeffpunrgmb SFS[A(2,1)] gLALQbbcdeffmiorgmb reducible gLALQbbcdeffmaorgmb reducible gLALQbbcdeffmmorgmb reducible gLALQbbcdeffhqwrgmb toroidal gLALQbbcdeffpugrgmb SFS[A(2,1)] gLALQbbcdeffdegrgmb reducible gLALQbbcdeffeakrgmb reducible gLALQbbcdeffadjrgmb reducible gLAzQbbcdeffddkgkxo reducible gLAzQbbcdeffddkgjqc reducible gLAzQbbcdeffaigjgqc reducible gLAzQbbcdeffaigkgxo reducible gLAzQbbcdeffaqrjgqc reducible gLAzQbbcdeffhhggjqc reducible gLALQbbcdeffddkrgdc reducible gLALQbbcdeffeejrgdc reducible gLALQbbcdeffamgrgdc reducible gLALQbbcdeffaigrgdc reducible gLALQbbcdeffaqrrgdc reducible gLALQbbcdeffhhgrgdc reducible gLALQbbcdeffxhrkgmb SFS[D(2,1)(2,1)] gLALQbbcdeffpuskgmb SFS[A(2,1)] gLALQbbcdeffltvkgmb SFS[A(2,1)] gLALQbbcdeffttvkgmb T2xI gLALQbbcdeffatvkgmb T2xI gLALQbbcdeffpunkgmb T2xI gLALQbbcdeffhqwkgmb SFS[D(2,1)(2,1)] gLALQbbcdeffpugkgmb T2xI gLALQbbcdeffaiwbgho SFS[D(3,1)(2,1)] gLALQbbcdeffairbghv SFS[D(3,1)(2,1)] gLALQbbcdeffamsfoqc reducible gLALQbbcdeffaisfoqc reducible gLALQbbcdeffaqbbgho SFS[D(2,1)(2,1)] gLALQbbcdeffhuwbgho SFS[D(3,1)(2,1)] gLALQbbcdeffduwbgho SFS[D(3,1)(2,1)] gLALQbbcdeffdugfoqc SFS[D(3,1)(2,1)] gLALQbbcdeffaqjfoqc reducible gLALQbbcdeffdhwbgho SFS[D(3,1)(2,1)] gLALQbbcdeffdurbghv SFS[D(3,1)(2,1)] gLALQbbcdeffdhrbghv SFS[D(3,1)(2,1)] gLALQbbcdeffderbghv toroidal gLALQbbcdeffadobghv SFS[D(2,1)(2,1)] gLALQbbcdeffadsbgho SFS[D(2,1)(2,1)] gLALQbbcdeffpugfjdc SFS[A(2,1)] gLALQbbcdeffdegfnqc SFS[D(2,1)(2,1)] gLALQbbcdeffaqkbneo SFS[D(2,1)(2,1)] gLALQbbcdeffaifjvlo SFS[D(3,1)(2,1)] gLALQbbcdeffaifbsdv SFS[D(3,1)(2,1)] gLALQbbcdeffamcbneo SFS[D(3,1)(2,1)] gLALQbbcdeffaicbneo SFS[D(3,1)(2,1)] gLALQbbcdeffaicnoiv reducible gLALQbbcdeffamcnoiv reducible gLALQbbcdeffaqknoiv reducible gLALQbbcdeffaqobsdv SFS[D(2,1)(2,1)] gLALQbbcdeffpugfkdc T2xI gLALQbbcdeffaiwbgav SFS[D(3,1)(2,1)] gLALQbbcdeffairbgao SFS[D(3,1)(2,1)] gLALQbbcdeffamsfoab reducible gLALQbbcdeffaisfoab reducible gLALQbbcdeffaqbbgav SFS[D(2,1)(2,1)] gLALQbbcdeffhuwbgav SFS[D(3,1)(2,1)] gLALQbbcdeffduwbgav SFS[D(3,1)(2,1)] gLALQbbcdeffdugfoab SFS[D(3,1)(2,1)] gLALQbbcdeffaqjfoab reducible gLALQbbcdeffdhwbgav SFS[D(3,1)(2,1)] gLALQbbcdeffdurbgao SFS[D(3,1)(2,1)] gLALQbbcdeffdhrbgao SFS[D(3,1)(2,1)] gLALQbbcdeffderbgao toroidal gLALQbbcdeffadobgao SFS[D(2,1)(2,1)] gLALQbbcdeffadsbgav SFS[D(2,1)(2,1)] gLALQbbcdeffdejboiv reducible gLALQbbcdeffdtfboeo SFS[D(2,1)(2,1)] gLALQbbcdeffdejboeo reducible gLALQbbcdeffpurbvdv T2xI gLALQbbcdeffdegfkmb SFS[D(2,1)(2,1)] gLALQbbcdeffaqkbkav SFS[D(2,1)(2,1)] gLALQbbcdeffamfbjao SFS[D(3,1)(2,1)] gLALQbbcdeffaifbjao SFS[D(3,1)(2,1)] gLALQbbcdeffamcbkav SFS[D(3,1)(2,1)] gLALQbbcdeffaicbkav SFS[D(3,1)(2,1)] gLALQbbcdeffamcngav reducible gLALQbbcdeffaicngav reducible gLALQbbcdeffaqkngav reducible gLALQbbcdeffaqobjao SFS[D(2,1)(2,1)] gLALQbbcdeffpurbwlo SFS[A(2,1)] gLALQbbcdeffpurbslo T2xI gLALQbbcdeffamfjjao toroidal gLALQbbcdeffaifjjao toroidal gLALQbbcdeffamcnkav reducible gLALQbbcdeffaicnkav reducible gLALQbbcdeffaqknkav reducible gLALQbbcdeffaqojjao toroidal gLALQbbcdeffaqknjav reducible gLALQbbcdeffamfjkao SFS[D(3,1)(2,1)] gLALQbbcdeffaifjkao SFS[D(3,1)(2,1)] gLALQbbcdeffamcnjav reducible gLALQbbcdeffaicnjav reducible gLALQbbcdeffamcjkav SFS[D(3,1)(2,1)] gLALQbbcdeffaicjkav SFS[D(3,1)(2,1)] gLALQbbcdeffaqkjkav SFS[D(2,1)(2,1)] gLALQbbcdeffaqojkao SFS[D(2,1)(2,1)] gLAzQbbcdeffdtkggeo SFS[D(3,1)(3,2)] gLAzQbbcdeffdqkgguc SFS[D(3,1)(3,1)] gLAzQbbcdeffdqkggeo SFS[D(3,1)(3,1)] gLAzQbbcdeffdtkgguc SFS[D(3,1)(3,2)] gLAzQbbcdeffligggeo SFS[D(3,1)(3,2)] gLAzQbbcdeffliggguc SFS[D(3,1)(3,2)] gLAzQbbcdefflmgggeo SFS[D(3,1)(3,1)] gLAzQbbcdeffdunggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffhunggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffdungguc SFS[D(3,1)(2,1)] gLAzQbbcdeffeiogguc SFS[D(3,1)(2,1)] gLAzQbbcdeffhungguc SFS[D(3,1)(2,1)] gLAzQbbcdeffeioggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffdusggeo toroidal gLAzQbbcdeffdenggeo toroidal gLAzQbbcdeffdhsggeo toroidal gLAzQbbcdeffdhngguc m003(0,0) gLAzQbbcdeffadrggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffemogguc toroidal gLAzQbbcdeffaqvggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffadvggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffdusgguc toroidal gLAzQbbcdeffdhnggeo m003(0,0) gLAzQbbcdeffaqvgguc SFS[D(3,1)(2,1)] gLAzQbbcdeffdengguc toroidal gLAzQbbcdeffadrgguc SFS[D(3,1)(2,1)] gLAzQbbcdeffadvgguc SFS[D(3,1)(2,1)] gLAzQbbcdeffdhsgguc toroidal gLAzQbbcdeffemoggeo toroidal gLAzQbbcdeffainggeo SFS[D(3,1)(3,2)] gLAzQbbcdeffamnggeo SFS[D(3,1)(3,1)] gLAzQbbcdeffaisggeo SFS[D(3,1)(3,1)] gLAzQbbcdeffamsggeo SFS[D(3,1)(3,2)] gLAzQbbcdeffamngguc SFS[D(3,1)(3,1)] gLAzQbbcdeffhtogguc m004(0,0) gLAzQbbcdeffaingguc SFS[D(3,1)(3,2)] gLAzQbbcdeffpqoggeo m004(0,0) gLAzQbbcdeffhtoggeo m004(0,0) gLAzQbbcdefflqjggeo toroidal gLAzQbbcdeffdugggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffaqjggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffeikggeo toroidal gLAzQbbcdeffhugggeo SFS[D(3,1)(2,1)] gLAzQbbcdefftqjggeo m003(0,0) gLAzQbbcdeffltjggeo toroidal gLAzQbbcdeffmmkggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffdhgggeo SFS[D(3,1)(2,1)] gLAzQbbcdeffemkggeo toroidal gLAzQbbcdeffatjggeo SFS[D(3,1)(2,1)] gLALQbbcdeffhqwfgeb SFS[D(2,1)(2,1)] gLALQbbcdeffpusfgeb SFS[A(2,1)] gLALQbbcdeffltvfgeb SFS[A(2,1)] gLALQbbcdeffatvfgeb T2xI gLALQbbcdeffttvfgeb T2xI gLALQbbcdeffpunfgeb T2xI gLALQbbcdeffxhrfgeb SFS[D(2,1)(2,1)] gLALQbbcdeffpugfgeb T2xI gLALQbbcdeffxhrfghc SFS[D(2,1)(2,1)] gLALQbbcdeffpusfghc SFS[A(2,1)] gLALQbbcdeffltvfghc SFS[A(2,1)] gLALQbbcdeffttvfghc T2xI gLALQbbcdeffatvfghc T2xI gLALQbbcdeffpunfghc T2xI gLALQbbcdeffhqwfghc SFS[D(2,1)(2,1)] gLALQbbcdeffpugfghc T2xI gLAzQbbcdeffddkgkeo reducible gLAzQbbcdeffddkgjuc reducible gLAzQbbcdeffaigjgeo reducible gLAzQbbcdeffaigkguc reducible gLAzQbbcdeffaqrjgeo reducible gLAzQbbcdeffhhggjuc reducible gLALQbbcdeffhqwrgeb toroidal gLALQbbcdeffpusrgeb toroidal gLALQbbcdeffltvrgeb toroidal gLALQbbcdeffatvrgeb SFS[A(2,1)] gLALQbbcdeffttvrgeb SFS[A(2,1)] gLALQbbcdeffpunrgeb SFS[A(2,1)] gLALQbbcdeffmiorgeb reducible gLALQbbcdeffmmorgeb reducible gLALQbbcdeffmaorgeb reducible gLALQbbcdeffxhrrgeb toroidal gLALQbbcdeffpugrgeb SFS[A(2,1)] gLALQbbcdeffdegrgeb reducible gLALQbbcdeffadjrgeb reducible gLALQbbcdeffeakrgeb reducible gLALQbbcdeffeejkghc reducible gLALQbbcdeffddkkghc reducible gLALQbbcdeffaigkghc reducible gLALQbbcdeffamgkghc reducible gLALQbbcdeffaqrkghc reducible gLALQbbcdeffhhgkghc reducible gLAzQbbcdeffddkgjeo reducible gLAzQbbcdeffddkgkuc reducible gLAzQbbcdeffaigkgeo reducible gLAzQbbcdeffaigjguc reducible gLAzQbbcdeffaqrjguc reducible gLAzQbbcdeffhhggjeo reducible gLALQbbcdeffhqwkgeb SFS[D(2,1)(2,1)] gLALQbbcdeffpuskgeb SFS[A(2,1)] gLALQbbcdeffltvkgeb SFS[A(2,1)] gLALQbbcdeffatvkgeb T2xI gLALQbbcdeffttvkgeb T2xI gLALQbbcdeffpunkgeb T2xI gLALQbbcdeffxhrkgeb SFS[D(2,1)(2,1)] gLALQbbcdeffpugkgeb T2xI gLALQbbcdeffeejrghc reducible gLALQbbcdeffddkrghc reducible gLALQbbcdeffaigrghc reducible gLALQbbcdeffamgrghc reducible gLALQbbcdeffaqrrghc reducible gLALQbbcdeffhhgrghc reducible gLALQbbcdeffdtfbolo SFS[D(2,1)(2,1)] gLALQbbcdeffdejbolo reducible gLALQbbcdeffpurbviv T2xI gLALQbbcdeffdegfkhc SFS[D(2,1)(2,1)] gLALQbbcdeffaqkbkpo SFS[D(2,1)(2,1)] gLALQbbcdeffamfbjuv SFS[D(3,1)(2,1)] gLALQbbcdeffaifbjuv SFS[D(3,1)(2,1)] gLALQbbcdeffamcbkpo SFS[D(3,1)(2,1)] gLALQbbcdeffaicbkpo SFS[D(3,1)(2,1)] gLALQbbcdeffamcnglv reducible gLALQbbcdeffaicnglv reducible gLALQbbcdeffaqknglv reducible gLALQbbcdeffaqobjuv SFS[D(2,1)(2,1)] gLALQbbcdeffpurbwiv SFS[A(2,1)] gLALQbbcdeffpurbsiv T2xI gLALQbbcdeffaiwbgpo SFS[D(3,1)(2,1)] gLALQbbcdeffairbgio SFS[D(3,1)(2,1)] gLALQbbcdeffairbguv SFS[D(3,1)(2,1)] gLALQbbcdeffaiwbglv SFS[D(3,1)(2,1)] gLALQbbcdeffamsfoec reducible gLALQbbcdeffaisfoec reducible gLALQbbcdeffaqbbgpo SFS[D(2,1)(2,1)] gLALQbbcdeffaqbbglv SFS[D(2,1)(2,1)] gLALQbbcdeffhuwbglv SFS[D(3,1)(2,1)] gLALQbbcdeffduwbglv SFS[D(3,1)(2,1)] gLALQbbcdeffdugfoec SFS[D(3,1)(2,1)] gLALQbbcdeffaqjfoec reducible gLALQbbcdeffdhwbglv SFS[D(3,1)(2,1)] gLALQbbcdeffdurbgio SFS[D(3,1)(2,1)] gLALQbbcdeffdhrbgio SFS[D(3,1)(2,1)] gLALQbbcdeffderbgio toroidal gLALQbbcdeffadobgio SFS[D(2,1)(2,1)] gLALQbbcdeffadsbglv SFS[D(2,1)(2,1)] gLALQbbcdeffdtfboxv SFS[D(2,1)(2,1)] gLALQbbcdeffdejboxv reducible gLALQbbcdeffpurbvqo T2xI gLALQbbcdeffpugfjeb SFS[A(2,1)] gLALQbbcdeffdegfnub SFS[D(2,1)(2,1)] gLALQbbcdeffaqkbnxv SFS[D(2,1)(2,1)] gLALQbbcdeffaifjvqo SFS[D(3,1)(2,1)] gLALQbbcdeffaifbsqo SFS[D(3,1)(2,1)] gLALQbbcdeffamcbnxv SFS[D(3,1)(2,1)] gLALQbbcdeffaicbnxv SFS[D(3,1)(2,1)] gLALQbbcdeffaicnoxv reducible gLALQbbcdeffamcnoxv reducible gLALQbbcdeffaqknoxv reducible gLALQbbcdeffaqobsqo SFS[D(2,1)(2,1)] gLALQbbcdeffpugfkeb T2xI gLALQbbcdeffaifjsqo toroidal gLALQbbcdeffamcnnxv reducible gLALQbbcdeffaicnnxv reducible gLALQbbcdeffaqknnxv reducible gLALQbbcdeffaqojsqo toroidal gLALQbbcdeffaqknrxv reducible gLALQbbcdeffaifnsqo SFS[D(3,1)(2,1)] gLALQbbcdeffaifjwqo SFS[D(3,1)(2,1)] gLALQbbcdeffamcnrxv reducible gLALQbbcdeffaicnrxv reducible gLALQbbcdeffaicjnxv SFS[D(3,1)(2,1)] gLALQbbcdeffamcjnxv SFS[D(3,1)(2,1)] gLALQbbcdeffaqkjnxv SFS[D(2,1)(2,1)] gLALQbbcdeffaqojwqo SFS[D(2,1)(2,1)] gLMLQabcdeffjcowrlc reducible gLPLQabcdeffbjobnpn reducible gLPLQabcdeffbjobrpn reducible gLMLQabcdeffjcojnlc reducible gLPLQabcdeffbjonnpb reducible gLPLQabcdeffbjvbsun reducible gLPLQabcdeffbjobnpj reducible gLPLQabcdeffbjobrpj reducible gLMLQabcdeffjcownlc reducible gLMLQabcdeffjcojrlc reducible gLPLQabcdeffbjojnpb reducible gLPLQabcdeffbjvbsuj reducible gLPLQabcdeffbjsbvuj reducible gLPLQabcdeffbjnbopn reducible gLMLQabcdeffbcvjjic reducible gLMLQabcdeffbjwcgiw reducible gLMLQabcdeffbjscgiw reducible gLMLQabcdeffbcowkpc reducible gLMLQabcdeffbjocgpw reducible gLMLQabcdeffbjrcgpw reducible gLMLQabcdeffbjncgpw reducible gLMLQabcdfefbcojxwc reducible gLMLQabcdeffbcsjjic reducible gLMLQabcdeffbcnwkpc reducible gLMLQabcdeffbcwjjic reducible gLMLQabcdeffbcrwkpc reducible gLPLQabcdeffbjsbvun reducible gLPLQabcdeffbjnbopj reducible gLMLQabcdeffbcvwjic reducible gLMLQabcdeffbjwcgij reducible gLMLQabcdeffbjscgij reducible gLMLQabcdeffbcojkpc reducible gLMLQabcdeffbjocgpj reducible gLMLQabcdeffbjrcgpj reducible gLMLQabcdeffbjncgpj reducible gLMLQabcdfefbcowxwc reducible gLMLQabcdeffbcswjic reducible gLMLQabcdeffbcnjkpc reducible gLMLQabcdeffbcwwjic reducible gLMLQabcdeffbcrjkpc reducible gLPLQabcdeffbjwbvun reducible gLPLQabcdeffbjrbopj reducible gLMLQabcdeffbcvwkic reducible gLMLQabcdeffbrrfglk reducible gLMLQabcdeffbrnfglk reducible gLMLQabcdeffbcojjpc reducible gLMLQabcdeffbrvfguk reducible gLMLQabcdeffbrwfguk reducible gLMLQabcdeffbrsfguk reducible gLMLQabcdfefbcowxjc reducible gLMLQabcdeffbcswkic reducible gLMLQabcdeffbcnjjpc reducible gLMLQabcdeffbcwwkic reducible gLMLQabcdeffbcrjjpc reducible gLPLQabcdeffbjwbvuj reducible gLPLQabcdeffbjrbopn reducible gLMLQabcdeffbcvjkic reducible gLMLQabcdeffbrrfglr reducible gLMLQabcdeffbrnfglr reducible gLMLQabcdeffbcowjpc reducible gLMLQabcdeffbrvfgur reducible gLMLQabcdeffbrwfgur reducible gLMLQabcdeffbrsfgur reducible gLMLQabcdfefbcojxjc reducible gLMLQabcdeffbcsjkic reducible gLMLQabcdeffbcnwjpc reducible gLMLQabcdeffbcwjkic reducible gLMLQabcdeffbcrwjpc reducible gLMLQabcdeffbcwwvec reducible gLMLQabcdeffjfrrodf reducible gLMLQabcdeffjcwwvec reducible gLMLQabcdeffbcnwoqc reducible gLMLQabcdeffjfnkoif reducible gLMLQabcdeffjcsjvlc reducible gLMLQabcdeffbcojrqc reducible gLMLQabcdfefbcojtwc reducible gLMLQabcdfefbcojtjc reducible gLMLQabcdeffbcnjoqc reducible gLMLQabcdfefbcnjtcc reducible gLMLQabcdfefbcnjtwc reducible gLMLQabcdfefbcnjtjc reducible gLMLQabcdfefbcnwtcc reducible gLMLQabcdfefbcrjtwc reducible gLMLQabcdfefbcrjtjc reducible gLMLQabcdeffbcojrec reducible gLMLQabcdeffbcojkhc reducible gLMLQabcdeffbcojjhc reducible gLMLQabcdeffbcnjrec reducible gLMLQabcdeffbcnjnec reducible gLMLQabcdfefbcnjucc reducible gLMLQabcdeffbcrjoec reducible gLMLQabcdeffbcrjrec reducible gLMLQabcdeffbcrjnec reducible gLMLQabcdfefbcrjucc reducible gLMLQabcdeffbcojgpw SFS[D(3,1)(3,1)] gLMLQabcdfefbcojxcw SFS[D(3,1)(3,1)] gLMLQabcdeffbcnjgpw SFS[D(3,1)(3,1)] gLMLQabcdeffbcrjgpw reducible gLMLQabcdeffbcojgpj SFS[D(3,1)(3,2)] gLMLQabcdfefbcojxcj SFS[D(3,1)(3,2)] gLMLQabcdeffbcnjgpj SFS[D(3,1)(3,2)] gLMLQabcdeffbcrjgpj reducible gLMLQabcdeffbcvjwec reducible gLMLQabcdeffbcvjjmc reducible gLMLQabcdeffbcvjkmc reducible gLMLQabcdeffbcsjwec reducible gLMLQabcdeffbcsjsec reducible gLMLQabcdfefbcsjxfc reducible gLMLQabcdeffbcwjvec reducible gLMLQabcdeffbcwjwec reducible gLMLQabcdeffbcwjsec reducible gLMLQabcdfefbcswxfc reducible gLMLQabcdeffbcvjwlc reducible gLMLQabcdfefbcvjtrc reducible gLMLQabcdfefbcvjtkc reducible gLMLQabcdeffbcsjvlc reducible gLMLQabcdfefbcsjtrc reducible gLMLQabcdfefbcsjtkc reducible gLMLQabcdfefbcwjtrc reducible gLMLQabcdfefbcwjtkc reducible gLMLQabcdeffbcowgpj SFS[D(3,1)(3,1)] gLMLQabcdeffbcvjgiw SFS[D(3,1)(3,1)] gLMLQabcdeffbcsjgiw SFS[D(3,1)(3,1)] gLMLQabcdeffbcwjgiw reducible gLMLQabcdeffbcvjgij SFS[D(3,1)(3,2)] gLMLQabcdeffbcsjgij SFS[D(3,1)(3,2)] gLMLQabcdeffbcwjgij reducible gLMLQabcdeffbcvwwec reducible gLMLQabcdeffjforrdf reducible gLMLQabcdeffjcvwwec reducible gLMLQabcdeffbcswwec reducible gLMLQabcdeffbcwwwec reducible gLMLQabcdeffbcvwjmc reducible gLMLQabcdeffjforktf reducible gLMLQabcdeffjcvwjmc reducible gLMLQabcdfefbcowtwc reducible gLMLQabcdfefbcrwtwc reducible gLMLQabcdfefbcnwtwc reducible gLMLQabcdfefjfokmwf reducible gLMLQabcdfefjcvjtrc reducible gLMLQabcdeffjfokrdf reducible gLMLQabcdeffjfokktf reducible gLMLQabcdeffjcowjdc reducible gLMLQabcdeffjfrkodf reducible gLMLQabcdeffjfokrif reducible gLMLQabcdfefjcojujc reducible gLMLQabcdeffbcrwgpj reducible gLMLQabcdeffbcwwgiw reducible gLMLQabcdeffbcowrqc reducible gLMLQabcdeffbcswsec reducible gLMLQabcdeffbcwwsec reducible gLMLQabcdeffbcvwkmc reducible gLMLQabcdeffjcojjdc reducible gLMLQabcdeffjcojkdc reducible gLMLQabcdfefbcowtjc reducible gLMLQabcdfefbcrwtjc reducible gLMLQabcdfefbcnwtjc reducible gLMLQabcdfefjcojuwc reducible gLMLQabcdeffjcvjwec reducible gLMLQabcdeffjcvjjmc reducible gLMLQabcdeffjcowkdc reducible gLMLQabcdeffjcwjvec reducible gLMLQabcdeffjcvjwlc reducible gLMLQabcdeffbcnwgpj SFS[D(3,1)(3,1)] gLMLQabcdeffbcswgiw SFS[D(3,1)(3,2)] gLMLQabcdeffbcswvec reducible gLMLQabcdeffbcsjvec reducible gLMLQabcdeffbcnjoec reducible gLMLQabcdeffbcnwoec reducible gLMLQabcdeffjcswvec reducible gLMLQabcdeffjcsjvec reducible gLMLQabcdeffjfnrodf reducible gLMLQabcdeffjfnkodf reducible gLMLQabcdeffbcojnec reducible gLMLQabcdeffbcojrpb reducible gLMLQabcdeffbcojjeb reducible gLMLQabcdeffbcrjgeb reducible gLMLQabcdeffbjrcgmb reducible gLMLQabcdeffbcrjgmb reducible gLMLQabcdeffbcrjgej reducible gLMLQabcdeffbcojgen SFS[D(3,1)(2,1)] gLMLQabcdfefbcojhcn SFS[D(3,1)(2,1)] gLMLQabcdeffbcnjgen SFS[D(3,1)(2,1)] gLMLQabcdeffbcrjgen reducible gLMLQabcdeffbcvjwub reducible gLMLQabcdeffbcvjsec reducible gLMLQabcdeffbjwcgtb reducible gLMLQabcdeffbcwjgtb reducible gLMLQabcdeffbcvjkdb reducible gLMLQabcdeffbcwjgdb reducible gLMLQabcdeffbcwjgtj reducible gLMLQabcdeffjkofgmb SFS[D(3,1)(2,1)] gLMLQabcdeffbcvjgtn SFS[D(3,1)(2,1)] gLMLQabcdeffbcsjgtn SFS[D(3,1)(2,1)] gLMLQabcdeffbcwjgtn reducible gLMLQabcdeffjfokrpb reducible gLMLQabcdeffjfokndf reducible gLMLQabcdeffbjvcgtn reducible gLMLQabcdeffbjwcgtn reducible gLMLQabcdeffbjscgtn reducible gLMLQabcdeffjfokgmb reducible gLMLQabcdeffbjocgen reducible gLMLQabcdeffbjrcgen reducible gLMLQabcdeffbjncgen reducible gLMLQabcdfefbjochcn reducible gLMLQabcdeffjjvcgtn reducible gLMLQabcdeffjfokgmn reducible gLMLQabcdeffjkofgmj reducible gLMLQabcdeffjfokgmj reducible gLMLQabcdeffjcvjwub reducible gLMLQabcdeffjcvjsec reducible gLMLQabcdeffbjwcgtj reducible gLMLQabcdeffbjrcgej reducible gLMLQabcdeffjkofgmn SFS[D(3,1)(2,1)] gLMLQabcdeffjcvjgtn SFS[D(3,1)(2,1)] gLMLQabcdeffbcwjvlc reducible gLMLQabcdeffbcwwvlc reducible gLMLQabcdeffbcrwoqc reducible gLMLQabcdeffbcrjoqc reducible gLMLQabcdeffjcwjvlc reducible gLMLQabcdeffjcwwvlc reducible gLMLQabcdeffjfrkoif reducible gLMLQabcdeffjfrroif reducible gLMLQabcdeffbcojrxf reducible gLMLQabcdeffbcojnqc reducible gLMLQabcdeffbrrfghc reducible gLMLQabcdeffbcrjgtf reducible gLMLQabcdeffbcojjaf reducible gLMLQabcdeffbcrjgaf reducible gLMLQabcdeffbcrjgtr reducible gLMLQabcdeffjrofghc SFS[D(3,1)(2,1)] gLMLQabcdeffbcojgtk SFS[D(3,1)(2,1)] gLMLQabcdeffbcnjgtk SFS[D(3,1)(2,1)] gLMLQabcdeffbcrjgtk reducible gLMLQabcdeffbcvjsif reducible gLMLQabcdeffbcvjwif reducible gLMLQabcdeffbcvjkef reducible gLMLQabcdeffbcwjgef reducible gLMLQabcdeffbrwfgmc reducible gLMLQabcdeffbcwjghf reducible gLMLQabcdeffbcwjger reducible gLMLQabcdeffbcvjgek SFS[D(3,1)(2,1)] gLMLQabcdfefbcvjmfk SFS[D(3,1)(2,1)] gLMLQabcdeffbcsjgek SFS[D(3,1)(2,1)] gLMLQabcdeffbcwjgek reducible gLMLQabcdeffjfoknif reducible gLMLQabcdeffjfokrlc reducible gLMLQabcdeffbrofgdj reducible gLMLQabcdeffbrrfgdj reducible gLMLQabcdeffbrnfgdj reducible gLMLQabcdfefbroftcj reducible gLMLQabcdeffbrvfgmj reducible gLMLQabcdeffbrwfgmj reducible gLMLQabcdeffbrsfgmj reducible gLMLQabcdeffjfokghc reducible gLMLQabcdeffjfokgdw reducible gLMLQabcdfefjfoktcw reducible gLMLQabcdeffjfokgdj reducible gLMLQabcdfefjfoktcj reducible gLMLQabcdeffjcvjsif reducible gLMLQabcdeffjcvjwif reducible gLMLQabcdeffbrrfgdw reducible gLMLQabcdeffbrwfgmw reducible gLMLQabcdeffjcvjgek SFS[D(3,1)(2,1)] gLMLQabcdfefjcvjmfk SFS[D(3,1)(2,1)] gLMLQabcdeffbcowkhc reducible gLMLQabcdeffbcowjhc reducible gLMLQabcdeffbcnwrec reducible gLMLQabcdeffbcnwnec reducible gLMLQabcdfefbcnwucc reducible gLMLQabcdeffbcrwrec reducible gLMLQabcdeffbcrwnec reducible gLMLQabcdfefbcrwucc reducible gLMLQabcdeffbcowgpw SFS[D(3,1)(3,2)] gLMLQabcdeffbcnwgpw SFS[D(3,1)(3,2)] gLMLQabcdeffbcrwgpw reducible gLMLQabcdfefbcowxcj SFS[D(3,1)(3,1)] gLMLQabcdfefbcvwtrc reducible gLMLQabcdfefbcvwtkc reducible gLMLQabcdfefbcswtrc reducible gLMLQabcdfefbcswtkc reducible gLMLQabcdfefbcwwtrc reducible gLMLQabcdfefbcwwtkc reducible gLMLQabcdeffbcvwgij SFS[D(3,1)(3,1)] gLMLQabcdeffbcswgij SFS[D(3,1)(3,1)] gLMLQabcdeffbcwwgij reducible gLMLQabcdfefjformwf reducible gLMLQabcdfefjcvwtrc reducible gLMLQabcdfefjcowujc reducible gLMLQabcdfefjcowuwc reducible gLMLQabcdeffbcrwoec reducible gLMLQabcdeffbcowrec reducible gLMLQabcdeffbcowjeb reducible gLMLQabcdeffbcrwgeb reducible gLMLQabcdeffbrwfgtb reducible gLMLQabcdeffbcrwgmb reducible gLMLQabcdeffbcrwgej reducible gLMLQabcdeffbcowgen SFS[D(3,1)(2,1)] gLMLQabcdfefbcowhcn SFS[D(3,1)(2,1)] gLMLQabcdeffbcnwgen SFS[D(3,1)(2,1)] gLMLQabcdeffbcrwgen reducible gLMLQabcdeffbrrfgmb reducible gLMLQabcdeffbcwwgtb reducible gLMLQabcdeffbcvwkdb reducible gLMLQabcdeffbcwwgdb reducible gLMLQabcdeffbcwwgtj reducible gLMLQabcdeffjrofgmb SFS[D(3,1)(2,1)] gLMLQabcdeffbcvwgtn SFS[D(3,1)(2,1)] gLMLQabcdeffbcswgtn SFS[D(3,1)(2,1)] gLMLQabcdeffbcwwgtn reducible gLMLQabcdeffbrofgmj reducible gLMLQabcdeffbrrfgmj reducible gLMLQabcdeffbrnfgmj reducible gLMLQabcdeffjforgmb reducible gLMLQabcdeffbrvfgdj reducible gLMLQabcdeffbrwfgdj reducible gLMLQabcdeffbrsfgdj reducible gLMLQabcdfefbrvfhfj reducible gLMLQabcdeffjwvcgtn reducible gLMLQabcdeffjforgmn reducible gLMLQabcdeffjrofgmj reducible gLMLQabcdeffjforgmj reducible gLMLQabcdeffbrrfgmn reducible gLMLQabcdeffbrwfgdn reducible gLMLQabcdeffjrofgmn SFS[D(3,1)(2,1)] gLMLQabcdeffjcvwgtn SFS[D(3,1)(2,1)] gLMLQabcdeffbcswvlc reducible gLMLQabcdeffjcswvlc reducible gLMLQabcdeffjfnroif reducible gLMLQabcdeffbjwcghf reducible gLMLQabcdeffbcrwgtf reducible gLMLQabcdeffbcowjaf reducible gLMLQabcdeffbcrwgaf reducible gLMLQabcdeffbcrwgtr reducible gLMLQabcdeffjkofghc SFS[D(3,1)(2,1)] gLMLQabcdeffbcowgtk SFS[D(3,1)(2,1)] gLMLQabcdeffbcnwgtk SFS[D(3,1)(2,1)] gLMLQabcdeffbcrwgtk reducible gLMLQabcdeffbcvwwif reducible gLMLQabcdeffbcvwkef reducible gLMLQabcdeffbcwwgef reducible gLMLQabcdeffbjrcgtf reducible gLMLQabcdeffbcwwghf reducible gLMLQabcdeffbcwwger reducible gLMLQabcdeffbcvwgek SFS[D(3,1)(2,1)] gLMLQabcdfefbcvwmfk SFS[D(3,1)(2,1)] gLMLQabcdeffbcswgek SFS[D(3,1)(2,1)] gLMLQabcdeffbcwwgek reducible gLMLQabcdeffjforrif reducible gLMLQabcdeffbjvcgek reducible gLMLQabcdeffbjwcgek reducible gLMLQabcdeffbjscgek reducible gLMLQabcdfefbjvcmfk reducible gLMLQabcdeffbjocgtk reducible gLMLQabcdeffbjrcgtk reducible gLMLQabcdeffbjncgtk reducible gLMLQabcdeffjforghc reducible gLMLQabcdeffjforgdw reducible gLMLQabcdfefjfortcw reducible gLMLQabcdeffjforgdj reducible gLMLQabcdfefjfortcj reducible gLMLQabcdeffjcvwwif reducible gLMLQabcdeffbjwcger reducible gLMLQabcdeffbjrcgtr reducible gLMLQabcdeffjcvwgek SFS[D(3,1)(2,1)] gLMLQabcdfefjcvwmfk SFS[D(3,1)(2,1)] gLMzQabcdeffbcvgkdw SFS[D(2,1)(2,1)] gLMzQabcdeffbcskgpk SFS[D(2,1)(2,1)] gLMzQabcdeffbcwkgpk reducible gLMzQabcdeffbcwkgpr reducible gLMzQabcdeffbcwjgpr reducible gLMzQabcdeffbcwjgpk reducible gLMLQabcdfefbrorhcb SFS[D(2,1)(2,1)] gLMzQabcdfefbconacn SFS[D(2,1)(2,1)] gLMzQabcdeffbcrogin reducible gLMzQabcdeffbcrogij reducible gLMzQabcdeffbcoojas SFS[D(2,1)(2,1)] gLMzQabcdeffbcorjib reducible gLMLQabcdeffbrvrgtb SFS[D(2,1)(2,1)] gLMzQabcdeffbconkav reducible gLMzQabcdeffbconjav reducible gLMzQabcdeffbcongin SFS[D(2,1)(2,1)] gLMzQabcdeffbconjib reducible gLMLQabcdeffbrsrgtb SFS[D(2,1)(2,1)] gLMzQabcdeffbcnngin SFS[D(2,1)(2,1)] gLMzQabcdeffbcrngib reducible gLMzQabcdeffbcrjgif reducible gLMzQabcdeffbcrngin reducible gLMzQabcdeffbcrngij reducible gLMLQabcdeffbjrjgmb reducible gLMLQabcdeffbrwkgtb reducible gLMzQabcdeffbcrkgif reducible gLMzQabcdeffbcrrgib reducible gLMzQabcdeffbcrrgij reducible gLMzQabcdeffbcrrgin reducible gLMLQabcdeffbjrwgmb reducible gLMLQabcdeffbrwrgtb reducible gLMLQabcdeffbrorgmb SFS[D(2,1)(2,1)] gLMzQabcdeffbcogjir SFS[D(2,1)(2,1)] gLMzQabcdeffbcojjqf reducible gLMzQabcdeffbcokjqf reducible gLMLQabcdeffbrorgeb SFS[D(2,1)(2,1)] gLMLQabcdeffbrnrgeb SFS[D(2,1)(2,1)] gLMLQabcdeffbjwwgdb reducible gLMLQabcdeffbrrrgeb reducible gLMzQabcdeffbcvnklb reducible gLMzQabcdeffbcvngpn SFS[D(2,1)(2,1)] gLMzQabcdeffbcrggir reducible gLMzQabcdeffbcsngpn SFS[D(2,1)(2,1)] gLMzQabcdeffbcwjgpf reducible gLMzQabcdeffbcwngpn reducible gLMzQabcdeffbcwngpj reducible gLMzQabcdeffbcrggmw reducible gLMzQabcdeffbcrggms reducible gLMzQabcdeffbcrggik reducible gLMLQabcdeffbjwjgtb reducible gLMLQabcdeffbrrkgmb reducible gLMzQabcdeffbcrjgqf reducible gLMzQabcdeffbcrjgir reducible gLMzQabcdeffbcrjgik reducible gLMLQabcdeffbjwwgtb reducible gLMLQabcdeffbrrrgmb reducible gLMzQabcdeffbcrkgqf reducible gLMzQabcdeffbcrkgir reducible gLMzQabcdeffbcrkgik reducible gLMLQabcdeffbjojjeb reducible gLMLQabcdeffbjowjeb reducible gLMzQabcdeffbcvrklb reducible gLMzQabcdeffbcwkgpf reducible gLMzQabcdeffbcwrgpn reducible gLMzQabcdeffbcwrgpj reducible gLMLQabcdeffbrnrgmb SFS[D(2,1)(2,1)] gLMzQabcdeffbcnkgik SFS[D(2,1)(2,1)] gLMLQabcdeffbrorkeb SFS[D(2,1)(2,1)] gLMzQabcdeffbcvjkpf reducible gLMzQabcdeffbjwoglj reducible gLMzQabcdeffbjsoglj reducible gLMzQabcdeffbjroguj reducible gLMzQabcdeffbjnoguj reducible gLMzQabcdeffbjwggpr reducible gLMzQabcdeffbjrggir reducible gLMLQabcdeffbjvwkdb reducible gLMLQabcdeffbrorjeb reducible gLMzQabcdeffbjwogus reducible gLMLQabcdeffbjrjgeb reducible gLMLQabcdeffbjrwgeb reducible gLMzQabcdeffbcvkkdv reducible gLMzQabcdeffbjrogls reducible gLMzQabcdeffbjroglw reducible gLMzQabcdeffbjrggms reducible gLMzQabcdeffbjrggmw reducible gLMzQabcdeffbjnogls reducible gLAzQccbdeffaifwfqn reducible gLAzQccbdeffaifkfqw reducible gLAzQccbdeffiucjgir reducible gLAzQccbdeffpxfwgln reducible gLAzQccbdeffpxfkglw reducible gLAzQccbdeffdecjfur reducible gLAzQccbdeffimcjvhr reducible gLAzQccbdeffimcrvhj reducible gLAzQccbdeffaxfkohw reducible gLALQccbdeffimcjvxk reducible gLALQccbdeffiicjvxk SFS[D(3,1)(2,1)] gLALQccbdeffaxfkoqj reducible gLALQccbdeffimfrgdj reducible gLALQccbdeffalcwgen SFS[D(3,1)(2,1)] gLALQccbdeffapfkoqj SFS[D(3,1)(2,1)] gLALQccbdeffalfkoqj SFS[D(3,1)(2,1)] gLALQccbdeffhlfkvej SFS[D(3,1)(2,1)] gLALQccbdeffdecjflk reducible gLALQccbdeffamfrfxj reducible gLALQccbdeffaifrfxj reducible gLALQccbdeffamfkfhj reducible gLALQccbdfefdpcjmfk reducible gLALQccbdeffpxfkgmj reducible gLALQccbdeffaifkfhj reducible gLALQccbdeffpxfrgdj reducible gLALQccbdeffiucjgtk reducible gLALQccbdeffimcwvan reducible gLALQccbdeffimfkgmj reducible gLALQccbdeffalcjgtk SFS[D(3,1)(2,1)] gLALQccbdeffaxfroaj reducible gLALQccbdeffapfroaj SFS[D(3,1)(2,1)] gLALQccbdeffalfroaj SFS[D(3,1)(2,1)] gLALQccbdeffiicwvan SFS[D(3,1)(2,1)] gLALQccbdeffhlfrvpj SFS[D(3,1)(2,1)] gLAzQccbdeffimcrvqr reducible gLAzQccbdeffaxfwoxw reducible gLAzQccbdeffdecjfdj reducible gLAzQccbdeffaifkfak reducible gLAzQccbdeffaifwfaw reducible gLAzQccbdeffiucjgpj reducible gLAzQccbdeffpxfkguk reducible gLAzQccbdeffimcjvqj reducible gLAzQccbdeffaxfkoxk reducible gLALQccbdeffhlfkvir SFS[D(3,1)(3,1)] gLALQccbdeffaifkfar reducible gLALQccbdeffaifrfak reducible gLALQccbdeffiucjgpw reducible gLALQccbdeffpxfkgur reducible gLALQccbdeffpxfrguk reducible gLALQccbdeffdecjfdw reducible gLALQccbdeffhlfrvik SFS[D(3,1)(3,1)] gLALQccbdeffimcwvqj reducible gLALQccbdeffimcjvqw reducible gLALQccbdeffalcjgpw SFS[D(3,1)(3,1)] gLALQccbdeffaxfkoxr reducible gLALQccbdeffalfkoxr SFS[D(3,1)(3,1)] gLALQccbdeffalfroxk SFS[D(3,1)(3,1)] gLALQccbdeffalcwgpj SFS[D(3,1)(3,1)] gLALQccbdeffimcjvqj reducible gLALQccbdeffaxfkoxk reducible gLALQccbdeffalcwgpw SFS[D(3,1)(3,2)] gLALQccbdeffalfkoxk SFS[D(3,1)(3,2)] gLALQccbdeffaifrfar reducible gLALQccbdeffaifkfak reducible gLALQccbdeffiucjgpj reducible gLALQccbdeffpxfkguk reducible gLALQccbdeffdecjfdj reducible gLALQccbdeffhlfkvik SFS[D(3,1)(3,2)] gLALQccbdeffimcwvqw reducible gLALQccbdeffaxfroxr reducible gLALQccbdeffalfroxr SFS[D(3,1)(3,2)] gLALQccbdeffalcjgpj SFS[D(3,1)(3,2)] gLAzQccbdeffimcnvqr reducible gLAzQccbdeffaxfsoxw reducible gLAzQccbdeffimcrvqn reducible gLAzQccbdeffdecjfdk reducible gLAzQccbdeffaifkfaj reducible gLAzQccbdeffaifjfak reducible gLAzQccbdeffaifwfas reducible gLAzQccbdeffiucjgpk reducible gLAzQccbdeffpxfkguj reducible gLAzQccbdeffaifsfaw reducible gLAzQccbdeffpxfjguk reducible gLAzQccbdeffiuckgpj reducible gLAzQccbdeffimckvqj reducible gLAzQccbdeffimcjvqk reducible gLAzQccbdeffaxfjoxk reducible gLAzQccbdeffimcnvqn reducible gLAzQccbdeffaxfsoxs reducible gLAzQccbdeffalckgpk SFS[D(2,1)(2,1)] gLAzQccbdeffalfsoxs SFS[D(2,1)(2,1)] gLAzQccbdeffdeckfdk reducible gLAzQccbdeffaifjfaj reducible gLAzQccbdeffaifsfas reducible gLAzQccbdeffiuckgpk reducible gLAzQccbdeffpxfjguj reducible gLAzQccbdeffimckvqk reducible gLAzQccbdeffaxfjoxj reducible gLAzQccbdeffalfjoxj SFS[D(2,1)(2,1)] gLAzQccbdeffalcngpn SFS[D(2,1)(2,1)] gLAzQccbdeffhlfjvij SFS[D(2,1)(2,1)] gLALQccbdeffimfrgdn reducible gLALQccbdeffaxfkoqw reducible gLALQccbdeffimcjvxr reducible gLALQccbdeffdecjflr reducible gLALQccbdeffaifrfxn reducible gLALQccbdeffamfrfxn reducible gLALQccbdeffaifkfhw reducible gLALQccbdeffiucjgtr reducible gLALQccbdeffpxfrgdn reducible gLALQccbdeffamfkfhw reducible gLALQccbdeffpxfkgmw reducible gLALQccbdfefdpcjmfr reducible gLALQccbdeffimfkgmw reducible gLALQccbdeffimcwvaj reducible gLALQccbdeffaxfroan reducible gLALQccbdeffhlfkvpj SFS[D(3,1)(2,1)] gLALQccbdeffimcjvan reducible gLALQccbdeffiicjvan SFS[D(3,1)(2,1)] gLALQccbdeffaxfkoaj reducible gLALQccbdeffimfrgmj reducible gLALQccbdeffalcwgtk SFS[D(3,1)(2,1)] gLALQccbdeffapfkoaj SFS[D(3,1)(2,1)] gLALQccbdeffalfkoaj SFS[D(3,1)(2,1)] gLALQccbdeffamfrfhj reducible gLALQccbdeffaifrfhj reducible gLALQccbdeffamfkfxj reducible gLALQccbdfefdpcjlfn reducible gLALQccbdeffpxfkgdj reducible gLALQccbdeffaifkfxj reducible gLALQccbdeffpxfrgmj reducible gLALQccbdeffiucjgen reducible gLALQccbdeffdecjfmn reducible gLALQccbdeffhlfrvej SFS[D(3,1)(2,1)] gLALQccbdeffimcwvxk reducible gLALQccbdeffimfkgdj reducible gLALQccbdeffalcjgen SFS[D(3,1)(2,1)] gLALQccbdeffaxfroqj reducible gLALQccbdeffapfroqj SFS[D(3,1)(2,1)] gLALQccbdeffalfroqj SFS[D(3,1)(2,1)] gLALQccbdeffiicwvxk SFS[D(3,1)(2,1)] gLALQccbdeffimcjvaj reducible gLALQccbdeffaxfkoan reducible gLALQccbdeffimfrgmw reducible gLALQccbdeffamfrfhw reducible gLALQccbdeffaifrfhw reducible gLALQccbdeffamfkfxn reducible gLALQccbdfefdpcjlfj reducible gLALQccbdeffpxfkgdn reducible gLALQccbdeffaifkfxn reducible gLALQccbdeffpxfrgmw reducible gLALQccbdeffiucjgej reducible gLALQccbdeffdecjfmj reducible gLALQccbdeffimcwvxr reducible gLALQccbdeffimfkgdn reducible gLALQccbdeffaxfroqw reducible gLAzQccbdeffimcnvhj reducible gLAzQccbdeffaxfkohj reducible gLAzQccbdeffimcjvhk reducible gLAzQccbdeffaifwfqj reducible gLAzQccbdeffaifjfqw reducible gLAzQccbdeffaifkfqj reducible gLAzQccbdeffiucjgik reducible gLAzQccbdeffpxfsgln reducible gLAzQccbdeffaifsfqn reducible gLAzQccbdeffpxfjglw reducible gLAzQccbdeffiuckgir reducible gLAzQccbdeffdecjfuk reducible gLAzQccbdeffimckvhr reducible gLAzQccbdeffimcrvhn reducible gLAzQccbdeffaxfjohw reducible gLAzQccbdeffhlfsvtj SFS[D(2,1)(2,1)] gLAzQccbdeffaifsfqj reducible gLAzQccbdeffaifjfqj reducible gLAzQccbdeffiuckgik reducible gLAzQccbdeffpxfsglj reducible gLAzQccbdeffpxfjglj reducible gLAzQccbdeffdeckfuk reducible gLAzQccbdeffhlfjvtj SFS[D(2,1)(2,1)] gLAzQccbdeffimckvhk reducible gLAzQccbdeffimcnvhn reducible gLAzQccbdeffalcngin SFS[D(2,1)(2,1)] gLAzQccbdeffaxfjohj reducible gLAzQccbdeffalfsohj SFS[D(2,1)(2,1)] gLAzQccbdeffalfjohj SFS[D(2,1)(2,1)] gLAzQccbdeffalckgik SFS[D(2,1)(2,1)] gLALQccbdeffhlfksif reducible gLALQccbdeffimfkkuf reducible gLALQccbdeffalcjjpc reducible gLALQccbdeffaxfrnxf reducible gLALQccbdeffimcwsqc reducible gLALQccbdeffalwcgpj reducible gLALQccbdeffalfrnxf reducible gLALQccbdeffalkfoxr reducible gLALQccbdeffaifkraf reducible gLALQccbdeffairffak reducible gLALQccbdeffaifrkaf reducible gLALQccbdeffiucjjpc reducible gLALQccbdeffpxfkkuf reducible gLALQccbdeffaikffar reducible gLALQccbdeffpxfrjuf reducible gLALQccbdeffiujcgpw reducible gLALQccbdeffaicjwac reducible gLALQccbdeffaicwjac reducible gLALQccbdeffdecjkdc reducible gLALQccbdfefaxcjxwc reducible gLALQccbdeffhlfrwif reducible gLALQccbdeffimfrjuf reducible gLALQccbdeffimcjwqc reducible gLALQccbdeffaljcgpw reducible gLALQccbdeffaxfkrxf reducible gLALQccbdeffalfkrxf reducible gLALQccbdeffalrfoxk reducible gLALQccbdeffalcwkpc reducible gLALQccbdeffhlfkwif reducible gLALQccbdeffimfkjuf reducible gLALQccbdeffalcjkpc reducible gLALQccbdeffaxfrrxf reducible gLALQccbdeffimcwwqc reducible gLALQccbdeffaljcgpj reducible gLALQccbdeffalfrrxf reducible gLALQccbdeffalrfoxr reducible gLALQccbdeffaifkkaf reducible gLALQccbdeffaikffak reducible gLALQccbdeffaifrraf reducible gLALQccbdeffiucjkpc reducible gLALQccbdeffpxfkjuf reducible gLALQccbdeffairffar reducible gLALQccbdeffpxfrkuf reducible gLALQccbdeffiujcgpj reducible gLALQccbdeffaicjjac reducible gLALQccbdeffaicwwac reducible gLALQccbdeffdecjrdc reducible gLALQccbdfefaxcjxjc reducible gLALQccbdeffhlfrsif reducible gLALQccbdeffimfrkuf reducible gLALQccbdeffimcjsqc reducible gLALQccbdeffalwcgpw reducible gLALQccbdeffaxfknxf reducible gLALQccbdeffalfknxf reducible gLALQccbdeffalkfoxk reducible gLALQccbdeffalcwjpc reducible gLALQccbdeffimjcgmw reducible gLALQccbdeffalrfgak reducible gLALQccbdeffalkfgtr reducible gLALQccbdeffimjcgaj reducible gLALQccbdeffalkfgak reducible gLALQccbdeffalrfgtr reducible gLALQccbdeffimjcgaw reducible gLALQccbdeffalrfgtk reducible gLALQccbdeffalkfgar reducible gLALQccbdeffimjcgmj reducible gLALQccbdeffalkfgtk reducible gLALQccbdeffalrfgar reducible gLALQccbdeffdecwcic reducible gLALQccbdfefaxfrqcf reducible gLALQccbdeffimfkvdf reducible gLALQccbdeffiifkvdf reducible gLALQccbdeffaxcjoec reducible gLALQccbdeffalcjoec reducible gLALQccbdeffaicjfpc reducible gLALQccbdeffamcjfpc reducible gLALQccbdeffppcjgac reducible gLALQccbdeffiufkgaf reducible gLALQccbdeffpxcjgac reducible gLALQccbdfefaifribf reducible gLALQccbdfefhpfkpff reducible gLALQccbdfefdpfkpff reducible gLALQccbdeffaifkcuf reducible gLALQccbdeffhpcjgac reducible gLALQccbdeffiucwoqc reducible gLALQccbdeffdlfrvxf reducible gLALQccbdeffamfkcuf reducible gLALQccbdeffdpcjgac reducible gLALQccbdeffhpcwvec reducible gLALQccbdeffhxcwvec reducible gLALQccbdeffhlcwvec reducible gLALQccbdeffdufkcuf reducible gLALQccbdeffdhfkcuf reducible gLALQccbdeffdufrchf reducible gLALQccbdefftpfrgtf reducible gLALQccbdeffdhfrchf reducible gLALQccbdefftpfkgaf reducible gLALQccbdeffdhcwfhc reducible gLALQccbdeffpucjfpc reducible gLALQccbdeffhucjfpc reducible gLALQccbdeffhufrchf reducible gLALQccbdfefalcwtcc reducible gLALQccbdefflpfrgtf reducible gLALQccbdeffaxfkgaf reducible gLALQccbdeffapfkgaf reducible gLALQccbdeffdhcjfpc reducible gLALQccbdeffhufkcuf reducible gLALQccbdeffaxfrgtf reducible gLALQccbdeffpucwfhc reducible gLALQccbdfefalcjucc reducible gLALQccbdeffapfrgtf reducible gLALQccbdeffhucwfhc reducible gLALQccbdefflpfkgaf reducible gLALQccbdeffdlfkghf reducible gLALQccbdfefdlcwxfc reducible gLALQccbdeffdlfrgef reducible gLALQccbdfefdlcjtfc reducible gLALQccbdeffdecjcmc reducible gLALQccbdfefaxfkmcf reducible gLALQccbdeffaxcjghc reducible gLALQccbdeffimfrvxf reducible gLALQccbdeffiifrvxf reducible gLALQccbdeffalcwoqc reducible gLALQccbdeffppcwgmc reducible gLALQccbdfefaifkxbf reducible gLALQccbdeffaicwfhc reducible gLALQccbdeffiufrgtf reducible gLALQccbdfefhpfrmff reducible gLALQccbdeffamcwfhc reducible gLALQccbdeffpxcwgmc reducible gLALQccbdfefdpfrmff reducible gLALQccbdeffamfrchf reducible gLALQccbdeffdpcjvlc reducible gLALQccbdeffhpcjvlc reducible gLALQccbdeffhxcjvlc reducible gLALQccbdeffhlcjvlc reducible gLALQccbdeffaifrchf reducible gLALQccbdeffhpcwgmc reducible gLALQccbdeffiucjoec reducible gLALQccbdeffdlfkvdf reducible gLALQccbdeffimjwgmc reducible gLALQccbdeffalrkgaf SFS[D(3,1)(3,1)] gLALQccbdeffalkrgtf SFS[D(3,1)(3,1)] gLALQccbdeffimjjgac reducible gLALQccbdeffalkkgaf SFS[D(3,1)(3,2)] gLALQccbdeffalrrgtf SFS[D(3,1)(3,2)] gLALQccbdfefaxfrqjf reducible gLALQccbdeffimfkwdf reducible gLALQccbdeffiifkwdf reducible gLALQccbdeffalcjrec reducible gLALQccbdeffimcjslc reducible gLALQccbdeffiicjslc reducible gLALQccbdeffalfknif reducible gLALQccbdeffdlfrsxf reducible gLALQccbdeffimcjkac reducible gLALQccbdeffpucjrpc reducible gLALQccbdfefalcwtwc reducible gLALQccbdeffaxfkjaf reducible gLALQccbdeffapfkjaf reducible gLALQccbdeffalfkjaf reducible gLALQccbdeffalfrktf reducible gLALQccbdeffdlfkjhf reducible gLALQccbdeffdecjjmc reducible gLALQccbdeffaxcjkhc reducible gLALQccbdeffppcwjmc reducible gLALQccbdfefaifkxjf reducible gLALQccbdeffaicwkhc reducible gLALQccbdeffamcwkhc reducible gLALQccbdeffamfrjhf reducible gLALQccbdeffdpcjslc reducible gLALQccbdeffhpcjslc reducible gLALQccbdeffaifrjhf reducible gLALQccbdeffhpcwjmc reducible gLALQccbdeffiucjrec reducible gLALQccbdfefaxfrqwf reducible gLALQccbdeffimfksdf reducible gLALQccbdeffiifksdf reducible gLALQccbdeffalcjnec reducible gLALQccbdeffimcjwlc reducible gLALQccbdeffiicjwlc reducible gLALQccbdeffalfkrif reducible gLALQccbdeffdlfrwxf reducible gLALQccbdeffimcjjac reducible gLALQccbdeffpucjkpc reducible gLALQccbdfefalcwtjc reducible gLALQccbdeffaxfkkaf reducible gLALQccbdeffapfkkaf reducible gLALQccbdeffalfkkaf reducible gLALQccbdeffalfrjtf reducible gLALQccbdeffdlfkkhf reducible gLALQccbdeffdecjwmc reducible gLALQccbdeffaxcjjhc reducible gLALQccbdeffppcwkmc reducible gLALQccbdfefaifkxnf reducible gLALQccbdeffaicwrhc reducible gLALQccbdeffamcwrhc reducible gLALQccbdeffamfrwhf reducible gLALQccbdeffdpcjwlc reducible gLALQccbdeffhpcjwlc reducible gLALQccbdeffaifrwhf reducible gLALQccbdeffhpcwkmc reducible gLALQccbdeffiucjnec reducible gLAzQccbdeffimcovqr reducible gLAzQccbdeffaxfvoxw reducible gLAzQccbdeffimcrvqo reducible gLAzQccbdeffdecgfdj reducible gLAzQccbdeffaifkfag reducible gLAzQccbdeffaifgfak reducible gLAzQccbdeffaifwfav reducible gLAzQccbdeffiucjgpg reducible gLAzQccbdeffpxfkgug reducible gLAzQccbdeffaifvfaw reducible gLAzQccbdeffpxfgguk reducible gLAzQccbdeffiucggpj reducible gLAzQccbdeffimcgvqj reducible gLAzQccbdeffimcjvqg reducible gLAzQccbdeffaxfgoxk reducible gLAzQccbdeffimcgsqj reducible gLAzQccbdeffimcgwqj reducible gLAzQccbdeffalfgrxk SFS[D(3,1)(2,1)] gLAzQccbdeffaljrgpo SFS[D(3,1)(2,1)] gLAzQccbdeffimcjwqg reducible gLAzQccbdeffaljogpr reducible gLAzQccbdeffalfkrxg reducible gLAzQccbdeffimcjsqg reducible gLAzQccbdeffimcovlr reducible gLAzQccbdeffaxfjodg reducible gLAzQccbdeffimckveg reducible gLAzQccbdeffaifsftv reducible gLAzQccbdeffaifgflk reducible gLAzQccbdeffaifjflg reducible gLAzQccbdeffiuckgdg reducible gLAzQccbdeffpxfsghv reducible gLAzQccbdeffaifvftw reducible gLAzQccbdeffpxfggek reducible gLAzQccbdeffiucggdj reducible gLAzQccbdeffdecgfhj reducible gLAzQccbdeffimcgvej reducible gLAzQccbdeffimcnvlo reducible gLAzQccbdeffaxfgodk reducible gLAzQccbdeffimcoslr reducible gLAzQccbdeffimcowlr reducible gLAzQccbdeffaljngho SFS[D(3,1)(2,1)] gLAzQccbdeffalfvriw SFS[D(3,1)(2,1)] gLAzQccbdeffimcnwlo reducible gLAzQccbdeffaljoghr reducible gLAzQccbdeffalfsriv reducible gLAzQccbdeffimcnslo reducible gLALQccbdeffdecjcic reducible gLALQccbdfefaxfkqcf reducible gLALQccbdeffimfrvdf reducible gLALQccbdeffiifrvdf reducible gLALQccbdeffaxcjgdc reducible gLALQccbdeffalcwoec reducible gLALQccbdeffaicwfpc reducible gLALQccbdeffamcwfpc reducible gLALQccbdeffppcwgac reducible gLALQccbdeffiufrgaf reducible gLALQccbdeffpxcwgac reducible gLALQccbdfefaifkibf reducible gLALQccbdfefhpfrpff reducible gLALQccbdfefdpfrpff reducible gLALQccbdeffaifrcuf reducible gLALQccbdeffhpcwgac reducible gLALQccbdeffiucjoqc reducible gLALQccbdeffdlfkvxf reducible gLALQccbdeffamfrcuf reducible gLALQccbdeffdpcjvec reducible gLALQccbdeffhpcjvec reducible gLALQccbdeffhxcjvec reducible gLALQccbdeffhlcjvec reducible gLALQccbdeffdufrcuf reducible gLALQccbdeffdhfrcuf reducible gLALQccbdeffdufkchf reducible gLALQccbdefftpfkgtf reducible gLALQccbdeffdhfkchf reducible gLALQccbdefftpfrgaf reducible gLALQccbdeffdhcjfhc reducible gLALQccbdeffpucwfpc reducible gLALQccbdeffhucwfpc reducible gLALQccbdeffhufkchf reducible gLALQccbdfefalcjtcc reducible gLALQccbdefflpfkgtf reducible gLALQccbdeffaxfrgaf reducible gLALQccbdeffapfrgaf reducible gLALQccbdeffdhcwfpc reducible gLALQccbdeffhufrcuf reducible gLALQccbdeffaxfkgtf reducible gLALQccbdeffpucjfhc reducible gLALQccbdfefalcwucc reducible gLALQccbdeffapfkgtf reducible gLALQccbdeffhucjfhc reducible gLALQccbdefflpfrgaf reducible gLALQccbdeffdlfrghf reducible gLALQccbdfefdlcjxfc reducible gLALQccbdeffdlfkgef reducible gLALQccbdfefdlcwtfc reducible gLALQccbdeffdecwcmc reducible gLALQccbdfefaxfrmcf reducible gLALQccbdeffaxcjoqc reducible gLALQccbdeffimfkvxf reducible gLALQccbdeffiifkvxf reducible gLALQccbdeffalcjoqc reducible gLALQccbdeffppcjgmc reducible gLALQccbdfefaifrxbf reducible gLALQccbdeffaicjfhc reducible gLALQccbdeffiufkgtf reducible gLALQccbdfefhpfkmff reducible gLALQccbdeffamcjfhc reducible gLALQccbdeffpxcjgmc reducible gLALQccbdfefdpfkmff reducible gLALQccbdeffamfkchf reducible gLALQccbdeffdpcjgmc reducible gLALQccbdeffhpcwvlc reducible gLALQccbdeffhxcwvlc reducible gLALQccbdeffhlcwvlc reducible gLALQccbdeffaifkchf reducible gLALQccbdeffhpcjgmc reducible gLALQccbdeffiucwoec reducible gLALQccbdeffdlfrvdf reducible gLALQccbdeffimjjgmc reducible gLALQccbdeffalrrgaf SFS[D(3,1)(3,2)] gLALQccbdeffalkkgtf SFS[D(3,1)(3,2)] gLALQccbdeffimjwgac reducible gLALQccbdeffalkrgaf SFS[D(3,1)(3,1)] gLALQccbdeffalrkgtf SFS[D(3,1)(3,1)] gLALQccbdfefaxfkqjf reducible gLALQccbdeffimfrwdf reducible gLALQccbdeffiifrwdf reducible gLALQccbdeffalcwrec reducible gLALQccbdeffimcwslc reducible gLALQccbdeffiicwslc reducible gLALQccbdeffalfrnif reducible gLALQccbdeffdlfksxf reducible gLALQccbdeffimcjjmc reducible gLALQccbdeffpucwrpc reducible gLALQccbdfefalcjtwc reducible gLALQccbdeffaxfrjaf reducible gLALQccbdeffapfrjaf reducible gLALQccbdeffalfrjaf reducible gLALQccbdeffalfkktf reducible gLALQccbdeffdlfrjhf reducible gLALQccbdeffdecwjmc reducible gLALQccbdeffaxcjnqc reducible gLALQccbdeffppcjjmc reducible gLALQccbdfefaifrxjf reducible gLALQccbdeffaicjkhc reducible gLALQccbdeffamcjkhc reducible gLALQccbdeffamfkjhf reducible gLALQccbdeffdpcjjmc reducible gLALQccbdeffhpcwslc reducible gLALQccbdeffaifkjhf reducible gLALQccbdeffhpcjjmc reducible gLALQccbdeffiucwrec reducible gLALQccbdfefaxfkqwf reducible gLALQccbdeffimfrsdf reducible gLALQccbdeffiifrsdf reducible gLALQccbdeffalcwnec reducible gLALQccbdeffimcwwlc reducible gLALQccbdeffiicwwlc reducible gLALQccbdeffalfrrif reducible gLALQccbdeffdlfkwxf reducible gLALQccbdeffimcjkmc reducible gLALQccbdeffpucwkpc reducible gLALQccbdfefalcjtjc reducible gLALQccbdeffaxfrkaf reducible gLALQccbdeffapfrkaf reducible gLALQccbdeffalfrkaf reducible gLALQccbdeffalfkjtf reducible gLALQccbdeffdlfrkhf reducible gLALQccbdeffdecwwmc reducible gLALQccbdeffaxcjrqc reducible gLALQccbdeffppcjkmc reducible gLALQccbdfefaifrxnf reducible gLALQccbdeffaicjrhc reducible gLALQccbdeffamcjrhc reducible gLALQccbdeffamfkwhf reducible gLALQccbdeffdpcjkmc reducible gLALQccbdeffhpcwwlc reducible gLALQccbdeffaifkwhf reducible gLALQccbdeffhpcjkmc reducible gLALQccbdeffiucwnec reducible gLAzQccbdeffimcovqn reducible gLAzQccbdeffaxfsoxv reducible gLAzQccbdeffimcnvqo reducible gLAzQccbdeffdecgfdk reducible gLAzQccbdeffaifjfag reducible gLAzQccbdeffaifgfaj reducible gLAzQccbdeffaifsfav reducible gLAzQccbdeffiuckgpg reducible gLAzQccbdeffpxfjgug reducible gLAzQccbdeffaifvfas reducible gLAzQccbdeffpxfgguj reducible gLAzQccbdeffiucggpk reducible gLAzQccbdeffimcgvqk reducible gLAzQccbdeffimckvqg reducible gLAzQccbdeffaxfgoxj reducible gLAzQccbdeffimcgsqk reducible gLAzQccbdeffimcgwqk reducible gLAzQccbdeffalfgrxj SFS[D(3,1)(2,1)] gLAzQccbdeffaljngpo SFS[D(3,1)(2,1)] gLAzQccbdeffimckwqg reducible gLAzQccbdeffaljogpn reducible gLAzQccbdeffalfjrxg reducible gLAzQccbdeffimcksqg reducible gLAzQccbdeffimcovln reducible gLAzQccbdeffaxfkodg reducible gLAzQccbdeffimcjveg reducible gLAzQccbdeffaifwftv reducible gLAzQccbdeffaifgflj reducible gLAzQccbdeffaifkflg reducible gLAzQccbdeffiucjgdg reducible gLAzQccbdeffpxfvghs reducible gLAzQccbdeffaifvfts reducible gLAzQccbdeffpxfggej reducible gLAzQccbdeffiucggdk reducible gLAzQccbdeffdecgfhk reducible gLAzQccbdeffimcgvek reducible gLAzQccbdeffimcrvlo reducible gLAzQccbdeffaxfgodj reducible gLAzQccbdeffimcosln reducible gLAzQccbdeffimcowln reducible gLAzQccbdeffaljrgho SFS[D(3,1)(2,1)] gLAzQccbdeffalfvris SFS[D(3,1)(2,1)] gLAzQccbdeffimcrwlo reducible gLAzQccbdeffaljoghn reducible gLAzQccbdeffalfwriv reducible gLAzQccbdeffimcrslo reducible gLAzQccbdeffdpcggqv SFS[D(2,1)(2,1)] gLAzQccbdeffhxcoviv SFS[D(2,1)(2,1)] gLAzQccbdeffdufgcdo SFS[D(3,1)(2,1)] gLAzQccbdeffdhfgcdo SFS[D(3,1)(2,1)] gLAzQccbdeffdufvcao SFS[D(3,1)(2,1)] gLAzQccbdefftpfvgpo SFS[D(3,1)(2,1)] gLAzQccbdeffdhfvcao SFS[D(3,1)(2,1)] gLAzQccbdefftpfggxo SFS[D(3,1)(2,1)] gLAzQccbdeffdpcgvuv SFS[D(2,1)(2,1)] gLAzQccbdeffhxcgvuv SFS[D(2,1)(2,1)] gLAzQccbdeffdecgcdv T2xI gLAzQccbdeffdecgwdv T2xI gLAzQccbdeffimcgjqv reducible gLAzQccbdeffdpcgwuv SFS[D(2,1)(2,1)] gLAzQccbdeffimcgwuv reducible gLAzQccbdeffdecgjdv SFS[A(2,1)] gLAzQccbdeffaxcgkxv reducible gLAzQccbdeffimcgkqv reducible gLAzQccbdeffpucgrev SFS[D(2,1)(2,1)] gLAzQccbdeffaxfgjxo SFS[D(2,1)(2,1)] gLAzQccbdeffppcojuv SFS[D(3,1)(2,1)] gLAzQccbdfefaifgajo SFS[D(3,1)(2,1)] gLAzQccbdeffaijofav SFS[D(3,1)(2,1)] gLAzQccbdeffdpcgsuv toroidal gLAzQccbdeffhpcgsuv SFS[D(3,1)(2,1)] gLAzQccbdeffaifvjao SFS[D(3,1)(2,1)] gLAzQccbdeffhpcojuv SFS[D(3,1)(2,1)] gLAzQccbdeffiucgrpv reducible gLAzQccbdeffaicokav reducible gLAzQccbdeffaikvcao reducible gLAzQccbdeffimcgsuv reducible gLAzQccbdeffaxjooxv SFS[D(2,1)(2,1)] gLAzQccbdeffimfgwuo SFS[D(2,1)(2,1)] gLAzQccbdeffpujgrev SFS[D(2,1)(2,1)] gLAzQccbdeffpurgwdo toroidal gLAzQccbdfefaljopwv SFS[D(2,1)(2,1)] gLAzQccbdeffaprgjxo SFS[D(2,1)(2,1)] gLALQccbdeffimfrgdb reducible gLALQccbdeffaxfkoqc reducible gLALQccbdeffimcjvxf reducible gLALQccbdeffdecjflf reducible gLALQccbdeffaifrfxb reducible gLALQccbdeffamfrfxb reducible gLALQccbdeffaifkfhc reducible gLALQccbdeffiucjgtf reducible gLALQccbdeffpxfrgdb reducible gLALQccbdeffamfkfhc reducible gLALQccbdeffpxfkgmc reducible gLALQccbdfefdpcjmff reducible gLALQccbdeffimfkgmc reducible gLALQccbdeffimcwvab reducible gLALQccbdeffaxfroab reducible gLALQccbdeffimrkgmc reducible gLALQccbdeffimkkgmc reducible gLALQccbdeffaprroab SFS[D(2,1)(2,1)] gLALQccbdeffaljjgtf SFS[D(2,1)(2,1)] gLALQccbdeffimcwwab reducible gLALQccbdeffiicwwab reducible gLALQccbdeffalfrrab reducible gLALQccbdeffimcwsab reducible gLAzQccbdeffimcovds reducible gLAzQccbdeffaxfvoen reducible gLAzQccbdeffimcrvtb reducible gLAzQccbdeffdecgfxw reducible gLAzQccbdeffaifkfic reducible gLAzQccbdeffaifgfmr reducible gLAzQccbdeffaifwfub reducible gLAzQccbdeffiucjgqf reducible gLAzQccbdeffpxfkgxc reducible gLAzQccbdeffaifvfpn reducible gLAzQccbdeffpxfggtr reducible gLAzQccbdeffiucggmw reducible gLAzQccbdeffimcgvpw reducible gLAzQccbdeffimcjvmf reducible gLAzQccbdeffaxfgour reducible gLAzQccbdeffimcowds reducible gLAzQccbdeffaljjgqf SFS[D(2,1)(2,1)] gLAzQccbdeffalfvren SFS[D(2,1)(2,1)] gLAzQccbdeffimcosds reducible gLAzQccbdeffimcjwmf reducible gLAzQccbdeffaljogas reducible gLAzQccbdeffalfkrtc reducible gLAzQccbdeffimcjsmf reducible gLAzQccbdeffaickfev reducible gLAzQccbdeffaifgcdr reducible gLAzQccbdeffppcggqw reducible gLAzQccbdeffdpcggqw reducible gLAzQccbdeffhpcggqw reducible gLAzQccbdfefaifsebo reducible gLAzQccbdeffhpcovis reducible gLAzQccbdeffiucooxs reducible gLAzQccbdeffaifjcdo reducible gLAzQccbdeffhpckgqv reducible gLAzQccbdeffiucnoxv reducible gLAzQccbdeffdlfsvqo reducible gLAzQccbdeffaicgfew reducible gLAzQccbdeffdpckgqv reducible gLAzQccbdeffhpcnviv reducible gLAzQccbdeffhxcnviv reducible gLAzQccbdeffdlfvvqn reducible gLAzQccbdeffdecgcdw reducible gLAzQccbdeffaxcggxw reducible gLAzQccbdeffimfjvuo reducible gLAzQccbdeffalcooxs reducible gLAzQccbdeffaxckopv reducible gLAzQccbdeffalckopv reducible gLAzQccbdeffdlfjgqo reducible gLAzQccbdeffdlfggqr reducible gLAzQccbdeffdlfsgio reducible gLAzQccbdeffdlfvgin reducible gLAzQccbdeffdufgcdr reducible gLAzQccbdeffdhfgcdr reducible gLAzQccbdeffdufscao reducible gLAzQccbdefftpfsgpo reducible gLAzQccbdeffdhfscao reducible gLAzQccbdefftpfggxr reducible gLAzQccbdeffdhcnfav reducible gLAzQccbdeffpucgfew reducible gLAzQccbdeffhucgfew reducible gLAzQccbdeffhufscao reducible gLAzQccbdfefalcnpcv reducible gLAzQccbdefflpfsgpo reducible gLAzQccbdeffaxfggxr reducible gLAzQccbdeffapfggxr reducible gLAzQccbdeffdhcgfew reducible gLAzQccbdeffhufgcdr reducible gLAzQccbdeffaxfsgpo reducible gLAzQccbdeffpucnfav reducible gLAzQccbdfefalcglcw reducible gLAzQccbdeffapfsgpo reducible gLAzQccbdeffhucnfav reducible gLAzQccbdefflpfggxr reducible gLAzQccbdeffppcnguv reducible gLAzQccbdfefaifgabr reducible gLAzQccbdeffaicnfav reducible gLAzQccbdeffdpcgvuw reducible gLAzQccbdeffhpcgvuw reducible gLAzQccbdeffaifvcan reducible gLAzQccbdeffhpcogus reducible gLAzQccbdeffiucgopw reducible gLAzQccbdeffaicofas reducible gLAzQccbdeffdpckvuv reducible gLAzQccbdeffhpckvuv reducible gLAzQccbdeffhxcgvuw reducible gLAzQccbdeffdlfgvur reducible gLAzQccbdeffaifscao reducible gLAzQccbdeffhpcnguv reducible gLAzQccbdeffiuckopv reducible gLAzQccbdeffdlfjvuo reducible gLAzQccbdeffdeckcdv reducible gLAzQccbdeffaxcgopw reducible gLAzQccbdeffaxckgxv reducible gLAzQccbdeffimfgvur reducible gLAzQccbdeffalcgopw reducible gLAzQccbdeffalcnoxv reducible gLAzQccbdeffimcgjqw reducible gLAzQccbdeffalfgkxr SFS[D(3,1)(2,1)] gLAzQccbdeffalfvjpn SFS[D(3,1)(2,1)] gLAzQccbdeffimcgkqw reducible gLAzQccbdeffalfgjxr SFS[D(3,1)(2,1)] gLAzQccbdeffalfvkpn SFS[D(3,1)(2,1)] gLAzQccbdeffdlfssqo reducible gLAzQccbdeffaxjooxs reducible gLAzQccbdeffimfjwuo reducible gLAzQccbdeffaljooxs reducible gLAzQccbdeffalckrpv reducible gLAzQccbdeffimcksuv reducible gLAzQccbdeffalwggxw reducible gLAzQccbdeffalfjnpo reducible gLAzQccbdeffdlfjjqo reducible gLAzQccbdeffimckkqv reducible gLAzQccbdeffpuckrev reducible gLAzQccbdfefalcnpwv reducible gLAzQccbdeffaxfjjxo reducible gLAzQccbdeffapfjjxo reducible gLAzQccbdeffalfjjxo reducible gLAzQccbdeffalfskpo reducible gLAzQccbdeffppcnjuv reducible gLAzQccbdfefaifjajo reducible gLAzQccbdeffaicnkav reducible gLAzQccbdeffaikvcan reducible gLAzQccbdeffaijofas reducible gLAzQccbdeffdpcksuv reducible gLAzQccbdeffhpcksuv reducible gLAzQccbdeffaifsjao reducible gLAzQccbdeffhpcnjuv reducible gLAzQccbdeffiuckrpv reducible gLAzQccbdeffdeckjdv reducible gLAzQccbdeffaxckkxv reducible gLAzQccbdeffdlfswqo reducible gLAzQccbdeffaxjggxw reducible gLAzQccbdeffimfjsuo reducible gLAzQccbdeffalwooxs reducible gLAzQccbdeffalcknpv reducible gLAzQccbdeffimckwuv reducible gLAzQccbdeffaljggxw reducible gLAzQccbdeffalfjrpo reducible gLAzQccbdeffdlfjkqo reducible gLAzQccbdeffimckjqv reducible gLAzQccbdeffpuckkev reducible gLAzQccbdfefalcnpjv reducible gLAzQccbdeffaxfjkxo reducible gLAzQccbdeffapfjkxo reducible gLAzQccbdeffalfjkxo reducible gLAzQccbdeffalfsjpo reducible gLAzQccbdeffppcnkuv reducible gLAzQccbdfefaifjano reducible gLAzQccbdeffaicnrav reducible gLAzQccbdeffairvcan reducible gLAzQccbdeffaiwofas reducible gLAzQccbdeffdpckwuv reducible gLAzQccbdeffhpckwuv reducible gLAzQccbdeffaifswao reducible gLAzQccbdeffhpcnkuv reducible gLAzQccbdeffiucknpv reducible gLAzQccbdeffdeckwdv reducible gLAzQccbdeffaxckjxv reducible gLALQccbdeffimfkgdb reducible gLALQccbdeffaxfroqc reducible gLALQccbdeffimcwvxf reducible gLALQccbdeffdecjfmb reducible gLALQccbdeffaifkfxb reducible gLALQccbdeffamfkfxb reducible gLALQccbdeffaifrfhc reducible gLALQccbdeffiucjgeb reducible gLALQccbdeffpxfkgdb reducible gLALQccbdeffamfrfhc reducible gLALQccbdeffpxfrgmc reducible gLALQccbdfefdpcjlfb reducible gLALQccbdeffimfrgmc reducible gLALQccbdeffimcjvab reducible gLALQccbdeffaxfkoab reducible gLALQccbdeffimrrgmc reducible gLALQccbdeffimkrgmc reducible gLALQccbdeffimcjwab reducible gLALQccbdeffiicjwab reducible gLALQccbdeffalfkrab reducible gLALQccbdeffimcjsab reducible gLAzQccbdeffimcovdw reducible gLAzQccbdeffaxfsomb reducible gLAzQccbdeffimcnvtb reducible gLAzQccbdeffdecgfxs reducible gLAzQccbdeffaifjfic reducible gLAzQccbdeffaifgfmn reducible gLAzQccbdeffaifsfub reducible gLAzQccbdeffiuckgqf reducible gLAzQccbdeffpxfjgxc reducible gLAzQccbdeffaifvfpr reducible gLAzQccbdeffpxfggtn reducible gLAzQccbdeffiucggms reducible gLAzQccbdeffimcgvps reducible gLAzQccbdeffimckvmf reducible gLAzQccbdeffaxfgoun reducible gLAzQccbdeffimcowdw reducible gLAzQccbdeffimcosdw reducible gLAzQccbdeffimckwmf reducible gLAzQccbdeffaljogaw reducible gLAzQccbdeffalfjrtc reducible gLAzQccbdeffimcksmf reducible gLAzQccbdeffdpcggqs SFS[D(2,1)(2,1)] gLAzQccbdeffdpcjgqv SFS[D(2,1)(2,1)] gLAzQccbdeffhxcoviw SFS[D(2,1)(2,1)] gLAzQccbdeffdecgcds T2xI gLAzQccbdeffdufgcdn SFS[D(3,1)(2,1)] gLAzQccbdeffdhfgcdn SFS[D(3,1)(2,1)] gLAzQccbdeffdufvcar SFS[D(3,1)(2,1)] gLAzQccbdefftpfvgpr SFS[D(3,1)(2,1)] gLAzQccbdeffdhfvcar SFS[D(3,1)(2,1)] gLAzQccbdefftpfggxn SFS[D(3,1)(2,1)] gLAzQccbdeffdpcgvus SFS[D(2,1)(2,1)] gLAzQccbdeffdpcjvuv SFS[D(2,1)(2,1)] gLAzQccbdeffhxcgvus SFS[D(2,1)(2,1)] gLAzQccbdeffdecjcdv T2xI gLAzQccbdeffimcgjqs reducible gLAzQccbdeffimcgkqs reducible gLAzQccbdeffaxjooxw SFS[D(2,1)(2,1)] gLAzQccbdeffimfkwuo SFS[D(2,1)(2,1)] gLAzQccbdeffimcjsuv reducible gLAzQccbdeffimcjkqv reducible gLAzQccbdeffpucjrev SFS[D(2,1)(2,1)] gLAzQccbdeffaxfkjxo SFS[D(2,1)(2,1)] gLAzQccbdeffppcrjuv SFS[D(3,1)(2,1)] gLAzQccbdfefaifkajo SFS[D(3,1)(2,1)] gLAzQccbdeffaicrkav reducible gLAzQccbdeffaikvcar reducible gLAzQccbdeffaijofaw SFS[D(3,1)(2,1)] gLAzQccbdeffdpcjsuv toroidal gLAzQccbdeffhpcjsuv SFS[D(3,1)(2,1)] gLAzQccbdeffaifwjao SFS[D(3,1)(2,1)] gLAzQccbdeffhpcrjuv SFS[D(3,1)(2,1)] gLAzQccbdeffiucjrpv reducible gLAzQccbdeffdecjjdv SFS[A(2,1)] gLAzQccbdeffaxcjkxv reducible gLAzQccbdeffimcjwuv reducible gLAzQccbdeffimcjjqv reducible gLAzQccbdeffdpcjwuv SFS[D(2,1)(2,1)] gLAzQccbdeffdecjwdv T2xI gLALQccbdeffimjcjqb toroidal gLALQccbdeffalrfjpc SFS[D(3,1)(3,1)] gLALQccbdeffalkfkxb SFS[D(3,1)(3,1)] gLALQccbdeffimjckqb toroidal gLALQccbdeffalkfjpc SFS[D(3,1)(3,2)] gLALQccbdeffalkfjxb SFS[D(3,1)(3,2)] gLALQccbdeffimjcjuf toroidal gLALQccbdeffalkfkpc SFS[D(3,1)(3,1)] gLALQccbdeffalrfjxb SFS[D(3,1)(3,1)] gLALQccbdeffimjcvpb SFS[D(3,1)(2,1)] gLALQccbdeffaxkfoub SFS[D(3,1)(2,1)] gLALQccbdeffimrfgac reducible gLALQccbdeffdejcfxb SFS[A(3,1)] gLALQccbdfefaxjcicb reducible gLALQccbdeffamrffpc SFS[D(3,1)(3,1)] gLALQccbdeffairffpc SFS[D(3,1)(3,2)] gLALQccbdeffamkffmb SFS[D(3,1)(3,2)] gLALQccbdfefdpjchfb reducible gLALQccbdeffpxkfgtb SFS[D(3,1)(3,1)] gLALQccbdeffaikffmb SFS[D(3,1)(3,1)] gLALQccbdeffpxrfgac SFS[D(3,1)(3,2)] gLALQccbdeffiujcgmb toroidal gLALQccbdeffaijcctb reducible gLALQccbdeffaiwccuf reducible gLALQccbdeffimwcvdf SFS[D(3,1)(2,1)] gLALQccbdeffimkfgtb reducible gLALQccbdeffaxrfoec SFS[D(3,1)(2,1)] gLALQccbdeffimwcsdf SFS[D(3,1)(2,1)] gLALQccbdeffimwcwdf toroidal gLALQccbdeffalrfrec SFS[D(3,1)(2,1)] gLALQccbdeffiiwcwdf SFS[D(3,1)(2,1)] gLALQccbdeffimwcvpb SFS[D(3,1)(2,1)] gLALQccbdeffaxrfoub SFS[D(3,1)(2,1)] gLALQccbdeffimkfgac reducible gLALQccbdeffdejcftf SFS[A(3,1)] gLALQccbdfefaxjcmcf reducible gLALQccbdeffamkffpc SFS[D(3,1)(3,2)] gLALQccbdeffaikffpc SFS[D(3,1)(3,1)] gLALQccbdeffamrffmb SFS[D(3,1)(3,1)] gLALQccbdfefdpjcpff reducible gLALQccbdeffpxrfgtb SFS[D(3,1)(3,2)] gLALQccbdeffairffmb SFS[D(3,1)(3,2)] gLALQccbdeffpxkfgac SFS[D(3,1)(3,1)] gLALQccbdeffiujcgaf toroidal gLALQccbdeffaiwcctb reducible gLALQccbdeffaijccuf reducible gLALQccbdeffimjcvdf SFS[D(3,1)(2,1)] gLALQccbdeffimrfgtb reducible gLALQccbdeffaxkfoec SFS[D(3,1)(2,1)] gLALQccbdeffimjcsdf SFS[D(3,1)(2,1)] gLALQccbdeffimjcwdf toroidal gLALQccbdeffalkfrec SFS[D(3,1)(2,1)] gLALQccbdeffiijcwdf SFS[D(3,1)(2,1)] gLALQccbdeffimjcvab SFS[D(3,1)(2,1)] gLALQccbdeffaxkfoab SFS[D(3,1)(2,1)] gLALQccbdeffimrfgmc reducible gLALQccbdeffamrffhc SFS[D(3,1)(3,1)] gLALQccbdeffairffhc SFS[D(3,1)(3,2)] gLALQccbdeffamkffxb SFS[D(3,1)(3,2)] gLALQccbdfefdpjclfb reducible gLALQccbdeffpxkfgdb SFS[D(3,1)(3,1)] gLALQccbdeffaikffxb SFS[D(3,1)(3,1)] gLALQccbdeffpxrfgmc SFS[D(3,1)(3,2)] gLALQccbdeffiujcgeb toroidal gLALQccbdeffaijccqb reducible gLALQccbdeffaiwcchf reducible gLALQccbdeffdejcfmb SFS[A(3,1)] gLALQccbdfefaxjchcb reducible gLALQccbdeffimwcvxf SFS[D(3,1)(2,1)] gLALQccbdeffimkfgdb reducible gLALQccbdeffaxrfoqc SFS[D(3,1)(2,1)] gLALQccbdeffimjcsab SFS[D(3,1)(2,1)] gLALQccbdeffimjcwab toroidal gLALQccbdeffiijcwab SFS[D(3,1)(2,1)] gLALQccbdeffalkfrab SFS[D(3,1)(2,1)] gLALQccbdeffimwcvab SFS[D(3,1)(2,1)] gLALQccbdeffaxrfoab SFS[D(3,1)(2,1)] gLALQccbdeffimkfgmc reducible gLALQccbdeffamkffhc SFS[D(3,1)(3,2)] gLALQccbdeffaikffhc SFS[D(3,1)(3,1)] gLALQccbdeffamrffxb SFS[D(3,1)(3,1)] gLALQccbdfefdpjcmff reducible gLALQccbdeffpxrfgdb SFS[D(3,1)(3,2)] gLALQccbdeffairffxb SFS[D(3,1)(3,2)] gLALQccbdeffpxkfgmc SFS[D(3,1)(3,1)] gLALQccbdeffiujcgtf toroidal gLALQccbdeffaiwccqb reducible gLALQccbdeffaijcchf reducible gLALQccbdeffdejcflf SFS[A(3,1)] gLALQccbdfefaxjcqcf reducible gLALQccbdeffimjcvxf SFS[D(3,1)(2,1)] gLALQccbdeffimrfgdb reducible gLALQccbdeffaxkfoqc SFS[D(3,1)(2,1)] gLALQccbdeffimwcsab SFS[D(3,1)(2,1)] gLALQccbdeffimwcwab toroidal gLALQccbdeffiiwcwab SFS[D(3,1)(2,1)] gLALQccbdeffalrfrab SFS[D(3,1)(2,1)] gLALQccbdeffimcjkuf reducible gLALQccbdeffalfkjpc reducible gLALQccbdeffalfrkxb reducible gLALQccbdeffimcjjuf reducible gLALQccbdeffalfkkpc reducible gLALQccbdeffalfrjxb reducible gLALQccbdeffimjcgdn reducible gLALQccbdeffalrfghj reducible gLALQccbdeffalkfgej reducible gLALQccbdeffimjcghk reducible gLALQccbdeffalkfghj reducible gLALQccbdeffalrfgej reducible gLALQccbdeffhlkfvpj reducible gLALQccbdeffimjcvan reducible gLALQccbdeffiijcvan reducible gLALQccbdeffaxkfoaj reducible gLALQccbdeffimrfgmj reducible gLALQccbdeffalwcgtk reducible gLALQccbdeffapkfoaj reducible gLALQccbdeffalkfoaj reducible gLALQccbdeffamrffhj reducible gLALQccbdeffairffhj reducible gLALQccbdeffamkffxj reducible gLALQccbdfefdpjclfn reducible gLALQccbdeffpxkfgdj reducible gLALQccbdeffaikffxj reducible gLALQccbdeffpxrfgmj reducible gLALQccbdeffiujcgen reducible gLALQccbdeffaijccqn reducible gLALQccbdeffaiwcchk reducible gLALQccbdeffdejcfmn reducible gLALQccbdfefaxjchcn reducible gLALQccbdeffhlrfvej reducible gLALQccbdeffimwcvxk reducible gLALQccbdeffimkfgdj reducible gLALQccbdeffaljcgen reducible gLALQccbdeffaxrfoqj reducible gLALQccbdeffaprfoqj reducible gLALQccbdeffalrfoqj reducible gLALQccbdeffiiwcvxk reducible gLALQccbdeffhlrfvpj reducible gLALQccbdeffimwcvan reducible gLALQccbdeffiiwcvan reducible gLALQccbdeffaxrfoaj reducible gLALQccbdeffimkfgmj reducible gLALQccbdeffaljcgtk reducible gLALQccbdeffaprfoaj reducible gLALQccbdeffalrfoaj reducible gLALQccbdeffamkffhj reducible gLALQccbdeffaikffhj reducible gLALQccbdeffamrffxj reducible gLALQccbdfefdpjcmfk reducible gLALQccbdeffpxrfgdj reducible gLALQccbdeffairffxj reducible gLALQccbdeffpxkfgmj reducible gLALQccbdeffiujcgtk reducible gLALQccbdeffaiwccqn reducible gLALQccbdeffaijcchk reducible gLALQccbdeffdejcflk reducible gLALQccbdfefaxjcqck reducible gLALQccbdeffhlkfvej reducible gLALQccbdeffimjcvxk reducible gLALQccbdeffimrfgdj reducible gLALQccbdeffalwcgen reducible gLALQccbdeffaxkfoqj reducible gLALQccbdeffapkfoqj reducible gLALQccbdeffalkfoqj reducible gLALQccbdeffiijcvxk reducible gLALQccbdeffimcjjqb reducible gLALQccbdeffalfrjpc reducible gLALQccbdeffalfkkxb reducible gLALQccbdeffimcjkqb reducible gLALQccbdeffalfrkpc reducible gLALQccbdeffalfkjxb reducible gLALQccbdeffimjcgdj reducible gLALQccbdeffalrfghw reducible gLALQccbdeffalkfgen reducible gLALQccbdeffimjcghr reducible gLALQccbdeffalkfghw reducible gLALQccbdeffalrfgen reducible gLALQccbdeffimjcvaj SFS[D(3,1)(2,1)] gLALQccbdeffaxkfoan SFS[D(3,1)(2,1)] gLALQccbdeffimrfgmw reducible gLALQccbdeffamrffhw SFS[D(3,1)(3,1)] gLALQccbdeffairffhw SFS[D(3,1)(3,2)] gLALQccbdeffamkffxn SFS[D(3,1)(3,2)] gLALQccbdfefdpjclfj reducible gLALQccbdeffpxkfgdn SFS[D(3,1)(3,1)] gLALQccbdeffaikffxn SFS[D(3,1)(3,1)] gLALQccbdeffpxrfgmw SFS[D(3,1)(3,2)] gLALQccbdeffiujcgej toroidal gLALQccbdeffaijccqj reducible gLALQccbdeffaiwcchr reducible gLALQccbdeffdejcfmj SFS[A(3,1)] gLALQccbdfefaxjchcj reducible gLALQccbdeffimwcvxr SFS[D(3,1)(2,1)] gLALQccbdeffimkfgdn reducible gLALQccbdeffaxrfoqw SFS[D(3,1)(2,1)] gLALQccbdeffimwcvaj SFS[D(3,1)(2,1)] gLALQccbdeffaxrfoan SFS[D(3,1)(2,1)] gLALQccbdeffimkfgmw reducible gLALQccbdeffamkffhw SFS[D(3,1)(3,2)] gLALQccbdeffaikffhw SFS[D(3,1)(3,1)] gLALQccbdeffamrffxn SFS[D(3,1)(3,1)] gLALQccbdfefdpjcmfr reducible gLALQccbdeffpxrfgdn SFS[D(3,1)(3,2)] gLALQccbdeffairffxn SFS[D(3,1)(3,2)] gLALQccbdeffpxkfgmw SFS[D(3,1)(3,1)] gLALQccbdeffiujcgtr toroidal gLALQccbdeffaiwccqj reducible gLALQccbdeffaijcchr reducible gLALQccbdeffdejcflr SFS[A(3,1)] gLALQccbdfefaxjcqcr reducible gLALQccbdeffimjcvxr SFS[D(3,1)(2,1)] gLALQccbdeffimrfgdn reducible gLALQccbdeffaxkfoqw SFS[D(3,1)(2,1)] gLAzQccbdeffdpcggpf SFS[D(2,1)(2,1)] gLAzQccbdeffhxcovhb SFS[D(2,1)(2,1)] gLAzQccbdeffdufgcpc SFS[D(3,1)(2,1)] gLAzQccbdeffdhfgcpc SFS[D(3,1)(2,1)] gLAzQccbdeffdufvcpb SFS[D(3,1)(2,1)] gLAzQccbdefftpfvgub SFS[D(3,1)(2,1)] gLAzQccbdeffdhfvcpb SFS[D(3,1)(2,1)] gLAzQccbdefftpfgguc SFS[D(3,1)(2,1)] gLAzQccbdeffdpcgvhf SFS[D(2,1)(2,1)] gLAzQccbdeffhxcgvhf SFS[D(2,1)(2,1)] gLAzQccbdeffdecgcxf T2xI gLAzQccbdeffdecgwxf T2xI gLAzQccbdeffimcgjpf reducible gLAzQccbdeffdpcgwhf SFS[D(2,1)(2,1)] gLAzQccbdeffimcgwhf reducible gLAzQccbdeffdecgjxf SFS[A(2,1)] gLAzQccbdeffaxcgkif reducible gLAzQccbdeffimcgkpf reducible gLAzQccbdeffpucgruf SFS[D(2,1)(2,1)] gLAzQccbdeffaxfgjuc SFS[D(2,1)(2,1)] gLAzQccbdeffppcojpb SFS[D(3,1)(2,1)] gLAzQccbdfefaifgmjc SFS[D(3,1)(2,1)] gLAzQccbdeffaijofub SFS[D(3,1)(2,1)] gLAzQccbdeffdpcgshf toroidal gLAzQccbdeffhpcgshf SFS[D(3,1)(2,1)] gLAzQccbdeffaifvjpb SFS[D(3,1)(2,1)] gLAzQccbdeffhpcojpb SFS[D(3,1)(2,1)] gLAzQccbdeffiucgrmf reducible gLAzQccbdeffaicokub reducible gLAzQccbdeffaikvcpb reducible gLAzQccbdeffimcgshf reducible gLAzQccbdeffaxjoomb SFS[D(2,1)(2,1)] gLAzQccbdeffimfgwtc SFS[D(2,1)(2,1)] gLAzQccbdeffpujgruf SFS[D(2,1)(2,1)] gLAzQccbdeffpurgwpc toroidal gLAzQccbdfefaljoawb SFS[D(2,1)(2,1)] gLAzQccbdeffaprgjuc SFS[D(2,1)(2,1)] gLAzQccbdeffdecgclf T2xI gLAzQccbdeffdpcggxf SFS[D(2,1)(2,1)] gLAzQccbdeffdpcgvpv SFS[D(2,1)(2,1)] gLAzQccbdeffhxcgvpv SFS[D(2,1)(2,1)] gLAzQccbdeffdufgclc SFS[D(3,1)(2,1)] gLAzQccbdeffdhfgclc SFS[D(3,1)(2,1)] gLAzQccbdeffdufgcqo SFS[D(3,1)(2,1)] gLAzQccbdefftpfggeo SFS[D(3,1)(2,1)] gLAzQccbdeffdhfgcqo SFS[D(3,1)(2,1)] gLAzQccbdefftpfggqc SFS[D(3,1)(2,1)] gLAzQccbdeffdecocpb T2xI gLAzQccbdeffdpcgvmf SFS[D(2,1)(2,1)] gLAzQccbdeffdpcggdv SFS[D(2,1)(2,1)] gLAzQccbdeffhxcgvmf SFS[D(2,1)(2,1)] gLAzQccbdeffimcowtb reducible gLAzQccbdeffdpcgkxf SFS[D(2,1)(2,1)] gLAzQccbdeffimcgkxf reducible gLAzQccbdeffdecowpb T2xI gLAzQccbdeffimcostb reducible gLAzQccbdeffimfvwhb SFS[D(2,1)(2,1)] gLAzQccbdeffaxjooiv SFS[D(2,1)(2,1)] gLAzQccbdeffaijoftv SFS[D(3,1)(2,1)] gLAzQccbdeffaifgjlc SFS[D(3,1)(2,1)] gLAzQccbdeffppcgjxf SFS[D(3,1)(2,1)] gLAzQccbdeffdpcgjxf toroidal gLAzQccbdeffhpcgjxf SFS[D(3,1)(2,1)] gLAzQccbdfefaifvtjb SFS[D(3,1)(2,1)] gLAzQccbdeffhpcostb SFS[D(3,1)(2,1)] gLAzQccbdeffiucorhb reducible gLAzQccbdeffaikvcmo reducible gLAzQccbdeffaicgkif reducible gLAzQccbdeffimcgjxf reducible gLAzQccbdeffaxfvjib SFS[D(2,1)(2,1)] gLAzQccbdeffpucorqb SFS[D(2,1)(2,1)] gLAzQccbdeffdecojpb SFS[A(2,1)] gLAzQccbdeffaxcgntf reducible gLAzQccbdeffaxjoohb SFS[D(2,1)(2,1)] gLAzQccbdeffimfvwlo SFS[D(2,1)(2,1)] gLAzQccbdeffimcosdv reducible gLAzQccbdeffimcgjdv reducible gLAzQccbdeffpucortv SFS[D(2,1)(2,1)] gLAzQccbdeffaxfvjho SFS[D(2,1)(2,1)] gLAzQccbdeffdecojuv SFS[A(2,1)] gLAzQccbdeffaxcgnav reducible gLAzQccbdeffppcgjdv SFS[D(3,1)(2,1)] gLAzQccbdfefaifvqjo SFS[D(3,1)(2,1)] gLAzQccbdeffaicgkxv reducible gLAzQccbdeffaikvcxb reducible gLAzQccbdeffaijofqb SFS[D(3,1)(2,1)] gLAzQccbdeffdpcgjdv toroidal gLAzQccbdeffhpcosdv SFS[D(3,1)(2,1)] gLAzQccbdeffaifgjqo SFS[D(3,1)(2,1)] gLAzQccbdeffhpcgjdv SFS[D(3,1)(2,1)] gLAzQccbdeffiucoriv reducible gLAzQccbdeffimkvshb SFS[D(2,1)(2,1)] gLAzQccbdeffimkvwhb toroidal gLAzQccbdeffaljorhb SFS[D(2,1)(2,1)] gLAzQccbdeffaljoriv SFS[D(2,1)(2,1)] gLAzQccbdeffimcowdv reducible gLAzQccbdeffimcgkdv reducible gLAzQccbdeffdecowuv T2xI gLAzQccbdeffdpcgkdv SFS[D(2,1)(2,1)] gLAzQccbdeffimkvslo SFS[D(2,1)(2,1)] gLALQccbdeffimfkgac reducible gLALQccbdeffaxfroub reducible gLALQccbdeffimcwvpb reducible gLALQccbdeffaifkfpc reducible gLALQccbdeffamfkfpc reducible gLALQccbdeffaifrfmb reducible gLALQccbdeffiucjgaf reducible gLALQccbdeffpxfkgac reducible gLALQccbdeffamfrfmb reducible gLALQccbdeffpxfrgtb reducible gLALQccbdfefdpcjpff reducible gLALQccbdeffdecjftf reducible gLALQccbdeffimfrgtb reducible gLALQccbdeffimcjvdf reducible gLALQccbdeffaxfkoec reducible gLALQccbdeffimrkgac reducible gLALQccbdeffimkkgac reducible gLALQccbdeffaljjgaf SFS[D(2,1)(2,1)] gLALQccbdeffaprroub SFS[D(2,1)(2,1)] gLALQccbdeffimcjwdf reducible gLALQccbdeffiicjwdf reducible gLALQccbdeffalfkrec reducible gLALQccbdeffimcjsdf reducible gLAzQccbdeffimcovhj reducible gLAzQccbdeffaxfkohc reducible gLAzQccbdeffimcjvhf reducible gLAzQccbdeffaifwfqb reducible gLAzQccbdeffaifgfqw reducible gLAzQccbdeffaifkfqc reducible gLAzQccbdeffiucjgif reducible gLAzQccbdeffpxfvgln reducible gLAzQccbdeffaifvfqn reducible gLAzQccbdeffpxfgglw reducible gLAzQccbdeffiucggir reducible gLAzQccbdeffdecgfur reducible gLAzQccbdeffimcgvhr reducible gLAzQccbdeffimcrvhb reducible gLAzQccbdeffaxfgohw reducible gLAzQccbdeffimcgwhr reducible gLAzQccbdeffalfgrhw SFS[D(2,1)(2,1)] gLAzQccbdeffaljjgif SFS[D(2,1)(2,1)] gLAzQccbdeffimcgshr reducible gLAzQccbdeffimcrwhb reducible gLAzQccbdeffaljogij reducible gLAzQccbdeffalfwrhb reducible gLAzQccbdeffimcrshb reducible gLAzQccbdeffdecgclr reducible gLAzQccbdeffaxcggqr reducible gLAzQccbdeffimfsvlo reducible gLAzQccbdeffalcoohj reducible gLAzQccbdeffaxckgmv reducible gLAzQccbdeffalcnoiv reducible gLAzQccbdeffaicnftv reducible gLAzQccbdeffaifgclw reducible gLAzQccbdeffppcggxr reducible gLAzQccbdeffdpcggxr reducible gLAzQccbdeffhpcggxr reducible gLAzQccbdfefaifjpbo reducible gLAzQccbdeffhpcovtj reducible gLAzQccbdeffiucoohj reducible gLAzQccbdeffaifscmo reducible gLAzQccbdeffhpcnghv reducible gLAzQccbdeffiuckoav reducible gLAzQccbdeffdlfjvao reducible gLAzQccbdeffaicgfir reducible gLAzQccbdeffdpckvpv reducible gLAzQccbdeffhpckvpv reducible gLAzQccbdeffhxckvpv reducible gLAzQccbdeffdlfvvhn reducible gLAzQccbdeffdufgclw reducible gLAzQccbdeffdhfgclw reducible gLAzQccbdeffdufjcqo reducible gLAzQccbdefftpfjgeo reducible gLAzQccbdeffdhfjcqo reducible gLAzQccbdefftpfggqw reducible gLAzQccbdeffdhckfxv reducible gLAzQccbdeffpucgfir reducible gLAzQccbdeffhucgfir reducible gLAzQccbdeffhufjcqo reducible gLAzQccbdfefalckicv reducible gLAzQccbdefflpfjgeo reducible gLAzQccbdeffaxfggqw reducible gLAzQccbdeffapfggqw reducible gLAzQccbdeffdhcgfir reducible gLAzQccbdeffhufgclw reducible gLAzQccbdeffaxfjgeo reducible gLAzQccbdeffpuckfxv reducible gLAzQccbdfefalcgdcr reducible gLAzQccbdeffapfjgeo reducible gLAzQccbdeffhuckfxv reducible gLAzQccbdefflpfggqw reducible gLAzQccbdeffdlfsgao reducible gLAzQccbdeffdlfggxw reducible gLAzQccbdeffdlfjgto reducible gLAzQccbdeffdlfvgpn reducible gLAzQccbdeffdecncuv reducible gLAzQccbdeffaxcgotr reducible gLAzQccbdeffaxckoav reducible gLAzQccbdeffimfgvmw reducible gLAzQccbdeffalcgotr reducible gLAzQccbdeffalckoav reducible gLAzQccbdeffppckgdv reducible gLAzQccbdfefaifghbw reducible gLAzQccbdeffaickfxv reducible gLAzQccbdeffdpcgvmr reducible gLAzQccbdeffhpcgvmr reducible gLAzQccbdeffaifvcxn reducible gLAzQccbdeffhpcoglj reducible gLAzQccbdeffiucgotr reducible gLAzQccbdeffaicofqj reducible gLAzQccbdeffdpckgdv reducible gLAzQccbdeffhpcnvdv reducible gLAzQccbdeffhxcgvmr reducible gLAzQccbdeffdlfgvmw reducible gLAzQccbdeffaifjcqo reducible gLAzQccbdeffhpckgdv reducible gLAzQccbdeffiucnoiv reducible gLAzQccbdeffdlfsvlo reducible gLAzQccbdeffimcgkxr reducible gLAzQccbdeffalfgjqw SFS[D(3,1)(2,1)] gLAzQccbdeffalfvkin SFS[D(3,1)(2,1)] gLAzQccbdeffimcgjxr reducible gLAzQccbdeffalfgkqw SFS[D(3,1)(2,1)] gLAzQccbdeffalfvjin SFS[D(3,1)(2,1)] gLAzQccbdeffaxjoohj reducible gLAzQccbdeffimfswlo reducible gLAzQccbdeffaljoohj reducible gLAzQccbdeffalcnriv reducible gLAzQccbdeffimcnsdv reducible gLAzQccbdeffalwggqr reducible gLAzQccbdeffalfsneo reducible gLAzQccbdeffdlfjsao reducible gLAzQccbdeffimckjdv reducible gLAzQccbdeffpucnrtv reducible gLAzQccbdfefalckiwv reducible gLAzQccbdeffaxfsjho reducible gLAzQccbdeffapfsjho reducible gLAzQccbdeffalfsjho reducible gLAzQccbdeffalfjkeo reducible gLAzQccbdeffdlfsjao reducible gLAzQccbdeffdecnjuv reducible gLAzQccbdeffaxcknav reducible gLAzQccbdeffppckjdv reducible gLAzQccbdfefaifsqjo reducible gLAzQccbdeffaickkxv reducible gLAzQccbdeffaikvcxn reducible gLAzQccbdeffaijofqj reducible gLAzQccbdeffdpckjdv reducible gLAzQccbdeffhpcnsdv reducible gLAzQccbdeffaifjjqo reducible gLAzQccbdeffhpckjdv reducible gLAzQccbdeffiucnriv reducible gLAzQccbdeffaxjggqr reducible gLAzQccbdeffimfsslo reducible gLAzQccbdeffalwoohj reducible gLAzQccbdeffalcnniv reducible gLAzQccbdeffimcnwdv reducible gLAzQccbdeffaljggqr reducible gLAzQccbdeffalfsreo reducible gLAzQccbdeffdlfjwao reducible gLAzQccbdeffimckkdv reducible gLAzQccbdeffpucnktv reducible gLAzQccbdfefalckijv reducible gLAzQccbdeffaxfskho reducible gLAzQccbdeffapfskho reducible gLAzQccbdeffalfskho reducible gLAzQccbdeffalfjjeo reducible gLAzQccbdeffdlfskao reducible gLAzQccbdeffdecnwuv reducible gLAzQccbdeffaxckrav reducible gLAzQccbdeffppckkdv reducible gLAzQccbdfefaifsqno reducible gLAzQccbdeffaickrxv reducible gLAzQccbdeffairvcxn reducible gLAzQccbdeffaiwofqj reducible gLAzQccbdeffdpckkdv reducible gLAzQccbdeffhpcnwdv reducible gLAzQccbdeffaifjwqo reducible gLAzQccbdeffhpckkdv reducible gLAzQccbdeffiucnniv reducible gLALQccbdeffimfrgac reducible gLALQccbdeffaxfkoub reducible gLALQccbdeffimcjvpb reducible gLALQccbdeffaifrfpc reducible gLALQccbdeffamfrfpc reducible gLALQccbdeffaifkfmb reducible gLALQccbdeffiucjgmb reducible gLALQccbdeffpxfrgac reducible gLALQccbdeffamfkfmb reducible gLALQccbdeffpxfkgtb reducible gLALQccbdfefdpcjhfb reducible gLALQccbdeffdecjfxb reducible gLALQccbdeffimfkgtb reducible gLALQccbdeffimcwvdf reducible gLALQccbdeffaxfroec reducible gLALQccbdeffimrrgac reducible gLALQccbdeffimkrgac reducible gLALQccbdeffimcwwdf reducible gLALQccbdeffiicwwdf reducible gLALQccbdeffalfrrec reducible gLALQccbdeffimcwsdf reducible gLAzQccbdeffimcovhn reducible gLAzQccbdeffaxfjohc reducible gLAzQccbdeffimckvhf reducible gLAzQccbdeffaifsfqb reducible gLAzQccbdeffaifgfqj reducible gLAzQccbdeffaifjfqc reducible gLAzQccbdeffiuckgif reducible gLAzQccbdeffpxfsglb reducible gLAzQccbdeffaifvfqj reducible gLAzQccbdeffpxfgglj reducible gLAzQccbdeffiucggik reducible gLAzQccbdeffdecgfuk reducible gLAzQccbdeffimcgvhk reducible gLAzQccbdeffimcnvhb reducible gLAzQccbdeffaxfgohj reducible gLAzQccbdeffimcgwhk reducible gLAzQccbdeffimcgshk reducible gLAzQccbdeffimcnwhb reducible gLAzQccbdeffaljogin reducible gLAzQccbdeffalfsrhb reducible gLAzQccbdeffimcnshb reducible gLAzQccbdeffdecgclk T2xI gLAzQccbdeffdpcggxk SFS[D(2,1)(2,1)] gLAzQccbdeffdpcjvpv SFS[D(2,1)(2,1)] gLAzQccbdeffhxcjvpv SFS[D(2,1)(2,1)] gLAzQccbdeffdufgclj SFS[D(3,1)(2,1)] gLAzQccbdeffdhfgclj SFS[D(3,1)(2,1)] gLAzQccbdeffdufkcqo SFS[D(3,1)(2,1)] gLAzQccbdefftpfkgeo SFS[D(3,1)(2,1)] gLAzQccbdeffdhfkcqo SFS[D(3,1)(2,1)] gLAzQccbdefftpfggqj SFS[D(3,1)(2,1)] gLAzQccbdeffdecocpn T2xI gLAzQccbdeffdpcgvmk SFS[D(2,1)(2,1)] gLAzQccbdeffdpcjgdv SFS[D(2,1)(2,1)] gLAzQccbdeffhxcgvmk SFS[D(2,1)(2,1)] gLAzQccbdeffimcgkxk reducible gLAzQccbdeffimcgjxk reducible gLAzQccbdeffaxjoohn SFS[D(2,1)(2,1)] gLAzQccbdeffimfwwlo SFS[D(2,1)(2,1)] gLAzQccbdeffimcrsdv reducible gLAzQccbdeffimcjjdv reducible gLAzQccbdeffpucrrtv SFS[D(2,1)(2,1)] gLAzQccbdeffaxfwjho SFS[D(2,1)(2,1)] gLAzQccbdeffdecrjuv SFS[A(2,1)] gLAzQccbdeffaxcjnav reducible gLAzQccbdeffppcjjdv SFS[D(3,1)(2,1)] gLAzQccbdfefaifwqjo SFS[D(3,1)(2,1)] gLAzQccbdeffaicjkxv reducible gLAzQccbdeffaikvcxj reducible gLAzQccbdeffaijofqn SFS[D(3,1)(2,1)] gLAzQccbdeffdpcjjdv toroidal gLAzQccbdeffhpcrsdv SFS[D(3,1)(2,1)] gLAzQccbdeffaifkjqo SFS[D(3,1)(2,1)] gLAzQccbdeffhpcjjdv SFS[D(3,1)(2,1)] gLAzQccbdeffiucrriv reducible gLAzQccbdeffimcrwdv reducible gLAzQccbdeffimcjkdv reducible gLAzQccbdeffdecrwuv T2xI gLAzQccbdeffdpcjkdv SFS[D(2,1)(2,1)] gLLMQaecedffbdrsnog reducible gLLMQaecedffbdrsjog reducible gLALQaccdeffbsbcvan reducible gLALQaccdeffnsbcvan reducible gLALQaccdeffjsbcvan reducible gLALQaccdeffbsbcvxk reducible gLALQaccdeffnsbcvxk reducible gLALQaccdeffjsbcvxk reducible gLALQaccdeffbcocodk reducible gLLMQaecedffbqrsbog reducible gLLMQaecedffbqrsnog reducible gLLMQaecedffbqrsjog reducible gLALQaccdeffbgbcvan reducible gLALQaccdeffngbcvan reducible gLALQaccdeffjgbcvan reducible gLALQaccdeffbsjcvxk reducible gLALQaccdeffnsjcvxk reducible gLALQaccdeffjsjcvxk reducible gLLAQbccdefftoooojj reducible gLLAQbccdefftonoojj reducible gLLAQbccdefftoroojj reducible gLALQaccdeffbnbcvan reducible gLALQaccdeffnnbcvan reducible gLALQaccdeffjnbcvan reducible gLALQaccdeffbsncvxk reducible gLALQaccdeffnsncvxk reducible gLALQaccdeffjsncvxk reducible gLLAQbccdefftooooss reducible gLLAQbccdefftorooss reducible gLLAQbccdefftonooss reducible gLALQaccdeffbsncvan reducible gLALQaccdeffnsncvan reducible gLALQaccdeffjsncvan reducible gLALQaccdeffbnbcvxk reducible gLALQaccdeffnnbcvxk reducible gLALQaccdeffjnbcvxk reducible gLLAQbccdefflooooss reducible gLLAQbccdefflorooss reducible gLLAQbccdefflonooss reducible gLALQaccdeffbgncvan reducible gLALQaccdeffngncvan reducible gLALQaccdeffjgncvan reducible gLALQaccdeffbnjcvxk reducible gLALQaccdeffnnjcvxk reducible gLALQaccdeffjnjcvxk reducible gLLAQbccdeffaonoojj reducible gLLAQbccdeffaonooss reducible gLALQaccdeffbnncvan reducible gLALQaccdeffnnncvan reducible gLALQaccdeffjnncvan reducible gLALQaccdeffbnncvxk reducible gLALQaccdeffnnncvxk reducible gLALQaccdeffjnncvxk reducible gLALQaccdeffbwwcodk reducible gLLMQaecedffbqwsbsg reducible gLLMQaecedffbqwsjsg reducible gLLMQaecedffbqwsnsg reducible gLALQaccdeffbsjcvan reducible gLALQaccdeffnsjcvan reducible gLALQaccdeffjsjcvan reducible gLALQaccdeffbgbcvxk reducible gLALQaccdeffngbcvxk reducible gLALQaccdeffjgbcvxk reducible gLLAQbccdeffloooojj reducible gLLAQbccdefflonoojj reducible gLLAQbccdeffloroojj reducible gLALQaccdeffbnjcvan reducible gLALQaccdeffnnjcvan reducible gLALQaccdeffjnjcvan reducible gLALQaccdeffbgncvxk reducible gLALQaccdeffngncvxk reducible gLALQaccdeffjgncvxk reducible gLLAQbccdeffdboovwj reducible gLALQaccdeffbngcodk reducible gLALQaccdeffbgfcoun reducible gLLAQbccdeffdboovgs reducible gLALQaccdeffbngcoun reducible gLALQaccdeffbgfcodk reducible gLLAQbccdeffhboovwj reducible gLALQaccdeffbnvcodk reducible gLLAQbccdeffmcnogvj reducible gLLAQbccdeffmcnogks reducible gLALQaccdeffbfwcvan reducible gLALQaccdeffnfwcvan reducible gLALQaccdeffjfwcvan reducible gLALQaccdeffbnfcodk reducible gLALQaccdeffbfwcvxk reducible gLALQaccdeffnfwcvxk reducible gLALQaccdeffjfwcvxk reducible gLALQaccdeffbnfcoun reducible gLLAQbccdeffhboovgs reducible gLALQaccdeffbnvcoun reducible gLLMQaecedffbprkbkj reducible gLLMQaecedffbprknkj reducible gLLMQaecedffbprkjkj reducible gLALQaccdeffbgjcwan SFS[D(3,1)(2,1)] gLALQaccdeffngjcwan reducible gLALQaccdeffjgjcwan SFS[D(3,1)(2,1)] gLALQaccdeffbgjcsxk SFS[D(3,1)(2,1)] gLALQaccdeffngjcsxk reducible gLALQaccdeffjgjcsxk SFS[D(3,1)(2,1)] gLALQaccdeffbggcnun SFS[D(3,1)(2,1)] gLALQaccdeffbggcrdk SFS[D(3,1)(2,1)] gLLAQbccdeffmcoojvj reducible gLLMQaecedffbprkbkk reducible gLLMQaecedffbprknkk reducible gLLMQaecedffbprkjkk reducible gLALQaccdeffbgjcsan SFS[D(3,1)(2,1)] gLALQaccdeffngjcsan reducible gLALQaccdeffjgjcsan SFS[D(3,1)(2,1)] gLALQaccdeffbgjcwxk SFS[D(3,1)(2,1)] gLALQaccdeffngjcwxk reducible gLALQaccdeffjgjcwxk SFS[D(3,1)(2,1)] gLALQaccdeffbggcrun SFS[D(3,1)(2,1)] gLALQaccdeffbggcndk SFS[D(3,1)(2,1)] gLLAQbccdeffmcoojks reducible gLALQaccdeffbrvcfmn reducible gLALQaccdeffbrvcchk reducible gLAzQaccdfefbrvghbr reducible gLAzQaccdfefbrvombj reducible gLALQaccdeffbkvcfmn reducible gLAzQaccdfefbkvghbr reducible gLALQaccdeffbckcgtk reducible gLALQaccdfefbjochcn reducible gLALQaccdeffbfvcfmn reducible gLAzQaccdfefbfvghbr reducible gLALQaccdfefbsncmfk reducible gLALQaccdeffbrfcfmn reducible gLAzQaccdfefbrfghbr reducible gLALQaccdeffbwocgtk reducible gLALQaccdfefbcwchcn reducible gLALQaccdeffbkfcfmn reducible gLAzQaccdfefbkfghbr reducible gLALQaccdeffbwkcgtk reducible gLALQaccdfefbjwchcn reducible gLALQaccdeffnffcfmn reducible gLALQaccdeffjffcfmn reducible gLAzQaccdfefbffghbr reducible gLALQaccdeffbwwcgtk reducible gLALQaccdeffjwwcgtk reducible gLALQaccdeffnwwcgtk reducible gLAzQaccdfefbffombj reducible gLAzQaccdfefnffombj reducible gLAzQaccdfefjffombj reducible gLALQaccdfefbnncmfk reducible gLALQaccdeffbrgcfmn reducible gLAzQaccdfefbrgghbr reducible gLALQaccdfefbgbcmfk reducible gLALQaccdeffbkgcfmn reducible gLALQaccdeffbkgcchk reducible gLAzQaccdfefbkgghbr reducible gLALQaccdeffbjkcgtk reducible gLAzQaccdfefbkgombj reducible gLALQaccdfefbjkchcn reducible gLALQaccdeffbfgcfmn reducible gLAzQaccdfefbfgghbr reducible gLALQaccdfefbgncmfk reducible gLLMQadcfeefbawvokg reducible gLLMQadcfeefbawvorg reducible gLALQaccdeffbjjcfmn reducible gLALQaccdeffnjjcfmn reducible gLALQaccdeffjjjcfmn reducible gLALQaccdeffbjjcchk reducible gLALQaccdeffjjjcchk reducible gLALQaccdeffnjjcchk reducible gLAzQaccdfefbjjghbr reducible gLAzQaccdfefnjjghbr reducible gLAzQaccdfefjjjghbr reducible gLALQaccdeffbkkcgtn reducible gLALQaccdeffnkkcgtn reducible gLALQaccdeffjkkcgtn reducible gLALQaccdeffjggcgtk reducible gLALQaccdeffnggcgtk reducible gLAzQaccdfefbjjombj reducible gLAzQaccdfefnjjombj reducible gLAzQaccdfefjjjombj reducible gLALQaccdfefbkkcmfk reducible gLALQaccdfefnkkcmfk reducible gLALQaccdfefjkkcmfk reducible gLALQaccdfefjggchcn reducible gLALQaccdfefnggchcn reducible gLALQaccdeffbwjcchk reducible gLALQaccdeffjwjcchk reducible gLALQaccdeffnwjcchk reducible gLAzQaccdfefbcjghbr reducible gLAzQaccdfefncjghbr reducible gLAzQaccdfefjcjghbr reducible gLALQaccdfefbgfchcn reducible gLALQaccdfefjgfchcn reducible gLALQaccdfefngfchcn reducible gLALQaccdeffbcjcchk reducible gLALQaccdeffjcjcchk reducible gLALQaccdeffncjcchk reducible gLAzQaccdfefbwjghbr reducible gLAzQaccdfefnwjghbr reducible gLAzQaccdfefjwjghbr reducible gLALQaccdfefbgvchcn reducible gLALQaccdfefjgvchcn reducible gLALQaccdfefngvchcn reducible gLALQaccdeffbjbcchk reducible gLAzQaccdfefbjnghbr reducible gLALQaccdeffbrkcgtn reducible gLALQaccdfefbkocmfk reducible gLALQaccdeffbwbcchk reducible gLAzQaccdfefbcnghbr reducible gLALQaccdeffbrwcgtn reducible gLALQaccdfefbfocmfk reducible gLALQaccdeffjcbcchk reducible gLALQaccdeffncbcchk reducible gLAzQaccdfefbwnghbr reducible gLAzQaccdfefnwnghbr reducible gLAzQaccdfefjwnghbr reducible gLALQaccdeffbrocgtn reducible gLAzQaccdfefbwnombj reducible gLALQaccdfefbsvchcn reducible gLALQaccdfefjsvchcn reducible gLALQaccdfefnsvchcn reducible gLALQaccdeffbjncchk reducible gLAzQaccdfefbjbghbr reducible gLALQaccdeffbfkcgtn reducible gLALQaccdfefbkwcmfk reducible gLALQaccdeffbwncfmn reducible gLALQaccdeffbwncchk reducible gLAzQaccdfefbcbghbr reducible gLAzQaccdfefbcbombj reducible gLALQaccdeffbcncchk reducible gLALQaccdeffjcncchk reducible gLALQaccdeffncncchk reducible gLAzQaccdfefbwbghbr reducible gLAzQaccdfefnwbghbr reducible gLAzQaccdfefjwbghbr reducible gLALQaccdfefbnvchcn reducible gLALQaccdfefjnvchcn reducible gLALQaccdfefnnvchcn reducible gLLMQadcfeefbewwrkg reducible gLLMQadcfeefbewwrrg reducible gLAzQaccdeffbsbggxr reducible gLAzQaccdeffnsbggxr reducible gLAzQaccdeffjsbggxr reducible gLAzQaccdfefbsboafj reducible gLAzQaccdfefnsboafj reducible gLAzQaccdfefjsboafj reducible gLAzQaccdeffbcooguj reducible gLLMQadcfeefbhwwrfg reducible gLLMQadcfeefbhwwrkg reducible gLLMQadcfeefbhwwrrg reducible gLAzQaccdeffbrgocpj reducible gLAzQaccdeffngbggxr reducible gLAzQaccdeffjgbggxr reducible gLAzQaccdfefbsjoafj reducible gLAzQaccdfefnsjoafj reducible gLAzQaccdfefjsjoafj reducible gLLAQbccdefftoogvsw reducible gLLAQbccdefftongvsw reducible gLLAQbccdefftorgvsw reducible gLAzQaccdeffnfvgfir reducible gLAzQaccdeffjfvgfir reducible gLAzQaccdeffbrfocpj reducible gLAzQaccdeffjrfocpj reducible gLAzQaccdeffnrfocpj reducible gLAzQaccdeffbnbggxr reducible gLAzQaccdeffnnbggxr reducible gLAzQaccdeffjnbggxr reducible gLAzQaccdfefnsnoafj reducible gLAzQaccdfefjsnoafj reducible gLAzQaccdeffbcwoguj reducible gLAzQaccdeffncwoguj reducible gLAzQaccdeffjcwoguj reducible gLLMQadcefefbmwfjfg reducible gLLMQadcefefbmwfjkg reducible gLLMQadcefefbmwfjrg reducible gLAzQaccdeffbsnggxr reducible gLAzQaccdeffnsnggxr reducible gLAzQaccdeffjsnggxr reducible gLAzQaccdfefbnboafj reducible gLAzQaccdfefnnboafj reducible gLAzQaccdfefjnboafj reducible gLLMQadcefefbiwfjfg reducible gLLMQadcefefbiwfjkg reducible gLLMQadcefefbiwfjrg reducible gLAzQaccdeffbgnggxr reducible gLAzQaccdeffngnggxr reducible gLAzQaccdeffjgnggxr reducible gLAzQaccdfefbnjoafj reducible gLAzQaccdfefnnjoafj reducible gLAzQaccdfefjnjoafj reducible gLLAQbccdeffaoogvsw reducible gLLAQbccdeffaongvsw reducible gLLAQbccdeffaorgvsw reducible gLAzQaccdeffnffgfir reducible gLAzQaccdeffjffgfir reducible gLAzQaccdeffbffocpj reducible gLAzQaccdeffjffocpj reducible gLAzQaccdeffnffocpj reducible gLAzQaccdeffbnnggxr reducible gLAzQaccdeffnnnggxr reducible gLAzQaccdeffjnnggxr reducible gLAzQaccdfefnnnoafj reducible gLAzQaccdfefjnnoafj reducible gLAzQaccdeffbwwoguj reducible gLAzQaccdeffnwwoguj reducible gLAzQaccdeffjwwoguj reducible gLLMQadcefefbxwkcfg reducible gLLMQadcefefbxwkckg reducible gLLMQadcefefbxwkcrg reducible gLAzQaccdeffbsjggxr reducible gLAzQaccdeffnsjggxr reducible gLAzQaccdeffjsjggxr reducible gLAzQaccdfefbgboafj reducible gLAzQaccdfefngboafj reducible gLAzQaccdfefjgboafj reducible gLLMQadcefefblwkcfg reducible gLLMQadcefefblwkckg reducible gLLMQadcefefblwkcrg reducible gLAzQaccdeffbgjggxr reducible gLAzQaccdeffngjggxr reducible gLAzQaccdeffjgjggxr reducible gLAzQaccdfefbgjoafj reducible gLAzQaccdfefngjoafj reducible gLAzQaccdfefjgjoafj reducible gLLAQbccdeffloogvsw reducible gLLAQbccdefflongvsw reducible gLLAQbccdefflorgvsw reducible gLAzQaccdeffnfggfir reducible gLAzQaccdeffjfggfir reducible gLAzQaccdeffbkfocpj reducible gLAzQaccdeffjkfocpj reducible gLAzQaccdeffnkfocpj reducible gLAzQaccdeffbnjggxr reducible gLAzQaccdeffnnjggxr reducible gLAzQaccdeffjnjggxr reducible gLAzQaccdfefngnoafj reducible gLAzQaccdfefjgnoafj reducible gLAzQaccdeffbjwoguj reducible gLAzQaccdeffnjwoguj reducible gLAzQaccdeffjjwoguj reducible gLLAQbccdeffdbogonw reducible gLAzQaccdeffbjnofas reducible gLAzQaccdeffbkwogus reducible gLAzQaccdeffbngggxw reducible gLAzQaccdeffbjbofqj reducible gLAzQaccdeffbkooglj reducible gLLAQbccdeffdbogovr reducible gLAzQaccdeffbjbofas reducible gLAzQaccdeffbkoogus reducible gLAzQaccdeffbngggqr reducible gLAzQaccdeffbjnofqj reducible gLAzQaccdeffbkwoglj reducible gLLMQadcefefbuwbcfg reducible gLAzQaccdeffbgfggqr reducible gLLAQbccdeffhbogonw reducible gLAzQaccdeffbrwogus reducible gLAzQaccdeffbnvggxw reducible gLAzQaccdeffbwbofqj reducible gLLAQbccdeffmcogvow reducible gLAzQaccdeffbcbofas reducible gLAzQaccdeffbnfggqr reducible gLAzQaccdeffbfwoglj reducible gLLMQadcefefburbkfg reducible gLAzQaccdeffbgfggxw reducible gLLAQbccdeffmcogvsr reducible gLAzQaccdeffbfwogus reducible gLAzQaccdeffbnfggxw reducible gLAzQaccdeffbcbofqj reducible gLLAQbccdeffhbogovr reducible gLAzQaccdeffbwbofas reducible gLAzQaccdeffbnvggqr reducible gLAzQaccdeffbrwoglj reducible gLAzQaccdeffbrvofas reducible gLAzQaccdeffbrvgcdw reducible gLAzQaccdeffbrvgclr reducible gLAzQaccdeffbrvofqj reducible gLAzQaccdeffbkvofas reducible gLAzQaccdeffbkvgclr reducible gLAzQaccdeffbckggxw reducible gLAzQaccdfefbckoecj reducible gLAzQaccdeffbfvofas reducible gLAzQaccdeffbfvgclr reducible gLAzQaccdeffbsnoglj reducible gLAzQaccdeffbfvgcdw reducible gLAzQaccdeffbsnogus reducible gLAzQaccdeffbfvofqj reducible gLAzQaccdeffbfggcdw reducible gLAzQaccdeffbgnogus reducible gLAzQaccdeffbfgofqj reducible gLLAQbccdfefaoogbbr reducible gLAzQaccdeffbffgcdw reducible gLAzQaccdeffbffgclr reducible gLAzQaccdeffbnnogus reducible gLAzQaccdeffbnnoglj reducible gLAzQaccdfefbwwoecj reducible gLAzQaccdeffbkvgcdw reducible gLAzQaccdeffbckggqr reducible gLAzQaccdeffbkvofqj reducible gLAzQaccdfefbckopcs reducible gLLMQadcefefblrksfg reducible gLLMQadcefefblrksrg reducible gLLMQadcefefblrkskg reducible gLAzQaccdeffbgjogus reducible gLAzQaccdeffngjogus reducible gLAzQaccdeffjgjogus reducible gLAzQaccdeffbgjoglj reducible gLAzQaccdeffngjoglj reducible gLAzQaccdeffjgjoglj reducible gLAzQaccdeffbfgofas reducible gLAzQaccdeffbfggclr reducible gLAzQaccdeffbgnoglj reducible gLLMQadcfeefbawsokg reducible gLLMQadcfeefbawsorg reducible gLAzQaccdeffbjjgfir reducible gLAzQaccdeffnjjgfir reducible gLAzQaccdeffjjjgfir reducible gLAzQaccdeffbjjocpj reducible gLAzQaccdeffjjjocpj reducible gLAzQaccdeffnjjocpj reducible gLAzQaccdeffbkkggxr reducible gLAzQaccdeffnkkggxr reducible gLAzQaccdeffjkkggxr reducible gLAzQaccdfefbkkoafj reducible gLAzQaccdfefnkkoafj reducible gLAzQaccdfefjkkoafj reducible gLAzQaccdeffnggoguj reducible gLAzQaccdeffjggoguj reducible gLAzQaccdeffbwjocpj reducible gLAzQaccdeffjwjocpj reducible gLAzQaccdeffnwjocpj reducible gLAzQaccdeffbcjgfir reducible gLAzQaccdeffncjgfir reducible gLAzQaccdeffjcjgfir reducible gLAzQaccdeffbgvoguj reducible gLAzQaccdeffngvoguj reducible gLAzQaccdeffjgvoguj reducible gLAzQaccdeffbcjocpj reducible gLAzQaccdeffjcjocpj reducible gLAzQaccdeffncjocpj reducible gLAzQaccdeffbwjgfir reducible gLAzQaccdeffnwjgfir reducible gLAzQaccdeffjwjgfir reducible gLAzQaccdeffbgfoguj reducible gLAzQaccdeffngfoguj reducible gLAzQaccdeffjgfoguj reducible gLAzQaccdeffbcngfir reducible gLAzQaccdeffbnvoguj reducible gLLAQbccdfefmcogkfw reducible gLAzQaccdeffbcbgfir reducible gLAzQaccdfefbfwoafj reducible gLAzQaccdeffbsvoguj reducible gLAzQaccdeffbcnocpj reducible gLAzQaccdeffbfoggxr reducible gLALQaccdeffbffwfmn SFS[D(3,1)(2,1)] gLALQaccdeffbcbjchk SFS[D(3,1)(2,1)] gLAzQaccdeffbgbgjxr SFS[D(3,1)(2,1)] gLAzQaccdeffbgggjqr SFS[D(3,1)(2,1)] gLAzQaccdfefbggnpcs SFS[D(3,1)(2,1)] gLALQaccdeffbffjfmn SFS[D(3,1)(2,1)] gLALQaccdeffbcbwchk SFS[D(3,1)(2,1)] gLAzQaccdeffbgbgkxr SFS[D(3,1)(2,1)] gLAzQaccdeffbgggkqr SFS[D(3,1)(2,1)] gLAzQaccdfefbggoewj SFS[D(3,1)(2,1)] gLLMQadcfeefbarnokg reducible gLLMQadcfeefbarnorg reducible gLALQaccdeffbjjcflk reducible gLALQaccdeffnjjcflk reducible gLALQaccdeffjjjcflk reducible gLALQaccdeffbjjccqn reducible gLALQaccdeffjjjccqn reducible gLALQaccdeffnjjccqn reducible gLAzQaccdfefbjjgabw reducible gLAzQaccdfefnjjgabw reducible gLAzQaccdfefjjjgabw reducible gLALQaccdeffbkkcgek reducible gLALQaccdeffnkkcgek reducible gLALQaccdeffjkkcgek reducible gLALQaccdeffjggcgen reducible gLALQaccdeffnggcgen reducible gLAzQaccdfefbjjodbs reducible gLAzQaccdfefnjjodbs reducible gLAzQaccdfefjjjodbs reducible gLALQaccdfefbkkclfn reducible gLALQaccdfefnkkclfn reducible gLALQaccdfefjkkclfn reducible gLALQaccdfefjggcqck reducible gLALQaccdfefnggcqck reducible gLALQaccdeffbwjccqn reducible gLALQaccdeffjwjccqn reducible gLALQaccdeffnwjccqn reducible gLAzQaccdfefbcjgabw reducible gLAzQaccdfefncjgabw reducible gLAzQaccdfefjcjgabw reducible gLALQaccdfefbgfcqck reducible gLALQaccdfefjgfcqck reducible gLALQaccdfefngfcqck reducible gLALQaccdeffbcjccqn reducible gLALQaccdeffjcjccqn reducible gLALQaccdeffncjccqn reducible gLAzQaccdfefbwjgabw reducible gLAzQaccdfefnwjgabw reducible gLAzQaccdfefjwjgabw reducible gLALQaccdfefbgvcqck reducible gLALQaccdfefjgvcqck reducible gLALQaccdfefngvcqck reducible gLALQaccdeffbjbccqn reducible gLAzQaccdfefbjngabw reducible gLALQaccdeffbrkcgek reducible gLALQaccdfefbkoclfn reducible gLALQaccdeffbwbccqn reducible gLAzQaccdfefbcngabw reducible gLALQaccdeffbrwcgek reducible gLALQaccdfefbfoclfn reducible gLALQaccdeffjcbccqn reducible gLALQaccdeffncbccqn reducible gLAzQaccdfefbwngabw reducible gLAzQaccdfefnwngabw reducible gLAzQaccdfefjwngabw reducible gLALQaccdeffbrocgek reducible gLAzQaccdfefbwnodbs reducible gLALQaccdfefbsvcqck reducible gLALQaccdfefjsvcqck reducible gLALQaccdfefnsvcqck reducible gLALQaccdeffbjnccqn reducible gLAzQaccdfefbjbgabw reducible gLALQaccdeffbfkcgek reducible gLALQaccdfefbkwclfn reducible gLALQaccdeffbwncflk reducible gLALQaccdeffbwnccqn reducible gLAzQaccdfefbcbgabw reducible gLAzQaccdfefbcbodbs reducible gLALQaccdeffbcnccqn reducible gLALQaccdeffjcnccqn reducible gLALQaccdeffncnccqn reducible gLAzQaccdfefbwbgabw reducible gLAzQaccdfefnwbgabw reducible gLAzQaccdfefjwbgabw reducible gLALQaccdfefbnvcqck reducible gLALQaccdfefjnvcqck reducible gLALQaccdfefnnvcqck reducible gLALQaccdeffbrvcflk reducible gLALQaccdeffbrvccqn reducible gLAzQaccdfefbrvgabw reducible gLAzQaccdfefbrvodbs reducible gLALQaccdeffbkvcflk reducible gLAzQaccdfefbkvgabw reducible gLALQaccdeffbckcgen reducible gLALQaccdfefbjocqck reducible gLALQaccdeffbfvcflk reducible gLAzQaccdfefbfvgabw reducible gLALQaccdfefbsnclfn reducible gLALQaccdeffbrfcflk reducible gLAzQaccdfefbrfgabw reducible gLALQaccdeffbwocgen reducible gLALQaccdfefbcwcqck reducible gLALQaccdeffbkfcflk reducible gLAzQaccdfefbkfgabw reducible gLALQaccdeffbwkcgen reducible gLALQaccdfefbjwcqck reducible gLALQaccdeffnffcflk reducible gLALQaccdeffjffcflk reducible gLAzQaccdfefbffgabw reducible gLALQaccdeffbwwcgen reducible gLALQaccdeffjwwcgen reducible gLALQaccdeffnwwcgen reducible gLAzQaccdfefbffodbs reducible gLAzQaccdfefnffodbs reducible gLAzQaccdfefjffodbs reducible gLALQaccdfefbnnclfn reducible gLALQaccdeffbrgcflk reducible gLAzQaccdfefbrggabw reducible gLALQaccdfefbgbclfn reducible gLALQaccdeffbkgcflk reducible gLALQaccdeffbkgccqn reducible gLAzQaccdfefbkggabw reducible gLALQaccdeffbjkcgen reducible gLAzQaccdfefbkgodbs reducible gLALQaccdfefbjkcqck reducible gLALQaccdeffbfgcflk reducible gLAzQaccdfefbfggabw reducible gLALQaccdfefbgnclfn reducible gLLMQadcfeefberrrkg reducible gLLMQadcfeefberrrrg reducible gLAzQaccdeffbsbggqw reducible gLAzQaccdeffnsbggqw reducible gLAzQaccdeffjsbggqw reducible gLAzQaccdfefbsboqfs reducible gLAzQaccdfefnsboqfs reducible gLAzQaccdfefjsboqfs reducible gLAzQaccdeffbcoogls reducible gLLMQadcfeefbhrrrfg reducible gLLMQadcfeefbhrrrkg reducible gLLMQadcfeefbhrrrrg reducible gLAzQaccdeffbrgoces reducible gLAzQaccdeffngbggqw reducible gLAzQaccdeffjgbggqw reducible gLAzQaccdfefbsjoqfs reducible gLAzQaccdfefnsjoqfs reducible gLAzQaccdfefjsjoqfs reducible gLLAQbccdefftoogvor reducible gLLAQbccdefftongvor reducible gLLAQbccdefftorgvor reducible gLAzQaccdeffnfvgfew reducible gLAzQaccdeffjfvgfew reducible gLAzQaccdeffbrfoces reducible gLAzQaccdeffjrfoces reducible gLAzQaccdeffnrfoces reducible gLAzQaccdeffbnbggqw reducible gLAzQaccdeffnnbggqw reducible gLAzQaccdeffjnbggqw reducible gLAzQaccdfefnsnoqfs reducible gLAzQaccdfefjsnoqfs reducible gLAzQaccdeffbcwogls reducible gLAzQaccdeffncwogls reducible gLAzQaccdeffjcwogls reducible gLLMQadcefefbmrfffg reducible gLLMQadcefefbmrffkg reducible gLLMQadcefefbmrffrg reducible gLAzQaccdeffbsnggqw reducible gLAzQaccdeffnsnggqw reducible gLAzQaccdeffjsnggqw reducible gLAzQaccdfefbnboqfs reducible gLAzQaccdfefnnboqfs reducible gLAzQaccdfefjnboqfs reducible gLLMQadcefefbirfffg reducible gLLMQadcefefbirffkg reducible gLLMQadcefefbirffrg reducible gLAzQaccdeffbgnggqw reducible gLAzQaccdeffngnggqw reducible gLAzQaccdeffjgnggqw reducible gLAzQaccdfefbnjoqfs reducible gLAzQaccdfefnnjoqfs reducible gLAzQaccdfefjnjoqfs reducible gLLAQbccdeffaoogvor reducible gLLAQbccdeffaongvor reducible gLLAQbccdeffaorgvor reducible gLAzQaccdeffnffgfew reducible gLAzQaccdeffjffgfew reducible gLAzQaccdeffbffoces reducible gLAzQaccdeffjffoces reducible gLAzQaccdeffnffoces reducible gLAzQaccdeffbnnggqw reducible gLAzQaccdeffnnnggqw reducible gLAzQaccdeffjnnggqw reducible gLAzQaccdfefnnnoqfs reducible gLAzQaccdfefjnnoqfs reducible gLAzQaccdeffbwwogls reducible gLAzQaccdeffnwwogls reducible gLAzQaccdeffjwwogls reducible gLLMQadcefefbxrkkfg reducible gLLMQadcefefbxrkkkg reducible gLLMQadcefefbxrkkrg reducible gLAzQaccdeffbsjggqw reducible gLAzQaccdeffnsjggqw reducible gLAzQaccdeffjsjggqw reducible gLAzQaccdfefbgboqfs reducible gLAzQaccdfefngboqfs reducible gLAzQaccdfefjgboqfs reducible gLLMQadcefefblrkkfg reducible gLLMQadcefefblrkkkg reducible gLLMQadcefefblrkkrg reducible gLAzQaccdeffbgjggqw reducible gLAzQaccdeffngjggqw reducible gLAzQaccdeffjgjggqw reducible gLAzQaccdfefbgjoqfs reducible gLAzQaccdfefngjoqfs reducible gLAzQaccdfefjgjoqfs reducible gLLAQbccdeffloogvor reducible gLLAQbccdefflongvor reducible gLLAQbccdefflorgvor reducible gLAzQaccdeffnfggfew reducible gLAzQaccdeffjfggfew reducible gLAzQaccdeffbkfoces reducible gLAzQaccdeffjkfoces reducible gLAzQaccdeffnkfoces reducible gLAzQaccdeffbnjggqw reducible gLAzQaccdeffnnjggqw reducible gLAzQaccdeffjnjggqw reducible gLAzQaccdfefngnoqfs reducible gLAzQaccdfefjgnoqfs reducible gLAzQaccdeffbjwogls reducible gLAzQaccdeffnjwogls reducible gLAzQaccdeffjjwogls reducible gLLMQadcfeefbarookg reducible gLLMQadcfeefbaroorg reducible gLAzQaccdeffbjjgfew reducible gLAzQaccdeffnjjgfew reducible gLAzQaccdeffjjjgfew reducible gLAzQaccdeffbjjoces reducible gLAzQaccdeffjjjoces reducible gLAzQaccdeffnjjoces reducible gLAzQaccdeffbkkggqw reducible gLAzQaccdeffnkkggqw reducible gLAzQaccdeffjkkggqw reducible gLAzQaccdfefbkkoqfs reducible gLAzQaccdfefnkkoqfs reducible gLAzQaccdfefjkkoqfs reducible gLAzQaccdeffnggogls reducible gLAzQaccdeffjggogls reducible gLAzQaccdeffbwjoces reducible gLAzQaccdeffjwjoces reducible gLAzQaccdeffnwjoces reducible gLAzQaccdeffbcjgfew reducible gLAzQaccdeffncjgfew reducible gLAzQaccdeffjcjgfew reducible gLAzQaccdeffbgvogls reducible gLAzQaccdeffngvogls reducible gLAzQaccdeffjgvogls reducible gLAzQaccdeffbcjoces reducible gLAzQaccdeffjcjoces reducible gLAzQaccdeffncjoces reducible gLAzQaccdeffbwjgfew reducible gLAzQaccdeffnwjgfew reducible gLAzQaccdeffjwjgfew reducible gLAzQaccdeffbgfogls reducible gLAzQaccdeffngfogls reducible gLAzQaccdeffjgfogls reducible gLAzQaccdeffbcngfew reducible gLAzQaccdeffbnvogls reducible gLLAQbccdfefmcogcfr reducible gLAzQaccdeffbcbgfew reducible gLAzQaccdfefbfwoqfs reducible gLAzQaccdeffbsvogls reducible gLAzQaccdeffbcnoces reducible gLAzQaccdeffbfoggqw reducible gLALQaccdeffbcbwcqn SFS[D(3,1)(2,1)] gLALQaccdeffbffjflk SFS[D(3,1)(2,1)] gLAzQaccdeffbgggkxw SFS[D(3,1)(2,1)] gLAzQaccdfefbggopws SFS[D(3,1)(2,1)] gLAzQaccdeffbgbgkqw SFS[D(3,1)(2,1)] gLALQaccdeffbcbjcqn SFS[D(3,1)(2,1)] gLALQaccdeffbffwflk SFS[D(3,1)(2,1)] gLAzQaccdeffbgggjxw SFS[D(3,1)(2,1)] gLAzQaccdfefbggnecj SFS[D(3,1)(2,1)] gLAzQaccdeffbgbgjqw SFS[D(3,1)(2,1)] gLALQaccdfefbwncqbj reducible gLALQaccdfefbwnclbw reducible gLALQaccdfefbwncdbr reducible gLALQaccdfefbwncabj reducible gLALQaccdfefbrvcdbr reducible gLALQaccdfefbrvcabj reducible gLALQaccdfefbrvcqbj reducible gLALQaccdfefbrvclbw reducible gLLAQbccdeffmcoovfn reducible gLALQaccdeffbgvcghj reducible gLALQaccdeffbgncgaj reducible gLLMQadcefefblnknfo reducible gLLMQadcefefblnknko reducible gLLMQadcefefblnknro reducible gLALQaccdeffngjcgaj reducible gLALQaccdfefngjcxfw reducible gLALQaccdeffbgvcgdw reducible gLLAQbccdeffmcoovkr reducible gLLMQadcefefblskffv reducible gLLMQadcefefblskfrv reducible gLLMQadcefefblskfkv reducible gLALQaccdfefngjctfj reducible gLALQaccdeffngjcgmw reducible gLALQaccdeffbgncgmw reducible gLLMQadcefefjlnknfo reducible gLLMQadcefefjlnknko reducible gLLMQadcefefjlnknro reducible gLALQaccdeffbgjckaj SFS[D(3,1)(2,1)] gLALQaccdeffngjckaj reducible gLALQaccdeffjgjckaj SFS[D(3,1)(2,1)] gLALQaccdfefbgjcxkw SFS[D(3,1)(2,1)] gLALQaccdfefngjcxkw reducible gLALQaccdfefjgjcxkw SFS[D(3,1)(2,1)] gLALQaccdfefbggcujj SFS[D(3,1)(2,1)] gLALQaccdeffbggcjdw SFS[D(3,1)(2,1)] gLLAQbccdeffmcoowkr reducible gLLMQadcefefnlnknfo reducible gLLMQadcefefnlnknko reducible gLLMQadcefefnlnknro reducible gLALQaccdeffngjcjaj reducible gLALQaccdfefngjcxrw reducible gLLAQbccdeffmcooskr reducible gLALQaccdeffbgvcgxj reducible gLLAQbccdeffmcoovsn reducible gLALQaccdeffbgncgur reducible gLLMQaecedffbpnkbwo reducible gLLMQaecedffbpnkjwo reducible gLLMQaecedffbpnknwo reducible gLALQaccdeffngjcgur reducible gLALQaccdfefngjcifj reducible gLAzQaccdeffnjjofin reducible gLAzQaccdeffjjjofin reducible gLAzQaccdeffjjjgcpk reducible gLAzQaccdeffnjjgcpk reducible gLAzQaccdeffnjjgcik reducible gLAzQaccdeffjjjgcik reducible gLAzQaccdeffnkkogxn reducible gLAzQaccdeffjkkogxn reducible gLAzQaccdeffnjjofpn reducible gLAzQaccdeffjjjofpn reducible gLAzQaccdeffnkkogan reducible gLAzQaccdeffjkkogan reducible gLAzQaccdeffjwjgcpk reducible gLAzQaccdeffnwjgcpk reducible gLAzQaccdeffbcjgcik reducible gLAzQaccdfefjgfodcn reducible gLAzQaccdfefjgvoucn reducible gLAzQaccdeffbcjgcpk reducible gLAzQaccdeffnwjgcik reducible gLAzQaccdeffjwjgcik reducible gLAzQaccdfefjgvodcn reducible gLAzQaccdfefjgfoucn reducible gLAzQaccdeffbfvgfms reducible gLAzQaccdeffbfvgfhk reducible gLAzQaccdeffbrwggmk reducible gLAzQaccdeffjffofin reducible gLAzQaccdeffbwwggdk reducible gLAzQaccdeffjwwgguk reducible gLAzQaccdeffjwwggdk reducible gLAzQaccdeffjffofpn reducible gLALQaccdeffbggwgxj SFS[D(3,1)(2,1)] gLALQaccdfefbggjpcr SFS[D(3,1)(2,1)] gLAzQaccdeffbffkfms SFS[D(3,1)(2,1)] gLAzQaccdeffbcbnchw SFS[D(3,1)(2,1)] gLAzQaccdeffbgbrgxn SFS[D(3,1)(2,1)] gLALQaccdeffbgncgqj reducible gLLMQaecedffbpnkbno reducible gLLMQaecedffbpnknno reducible gLLMQaecedffbpnkjno reducible gLALQaccdeffngjcgqj reducible gLALQaccdfefngjcqfr reducible gLALQaccdeffbgvcglr reducible gLLAQbccdeffmcoovcw reducible gLAzQaccdeffbfvgfqk reducible gLAzQaccdeffbfvgfdj reducible gLAzQaccdeffnjjoflw reducible gLAzQaccdeffjjjoflw reducible gLAzQaccdeffjjjgcqs reducible gLAzQaccdeffnjjgcqs reducible gLAzQaccdeffnjjgcaj reducible gLAzQaccdeffjjjgcaj reducible gLAzQaccdeffnkkogew reducible gLAzQaccdeffjkkogew reducible gLAzQaccdeffnjjofdr reducible gLAzQaccdeffjjjofdr reducible gLAzQaccdeffnkkogir reducible gLAzQaccdeffjkkogir reducible gLAzQaccdeffjwjgcqs reducible gLAzQaccdeffnwjgcqs reducible gLAzQaccdeffbcjgcaj reducible gLAzQaccdfefjgfoqcw reducible gLAzQaccdfefjgvoxcr reducible gLAzQaccdeffbcjgcqs reducible gLAzQaccdeffnwjgcaj reducible gLAzQaccdeffjwjgcaj reducible gLAzQaccdfefjgvoqcw reducible gLAzQaccdfefjgfoxcr reducible gLAzQaccdeffjffoflw reducible gLAzQaccdeffbwwgges reducible gLAzQaccdeffjwwgges reducible gLAzQaccdeffjwwggpj reducible gLAzQaccdeffjffofdr reducible gLAzQaccdeffbrwggij reducible gLALQaccdeffbgbwgqj SFS[D(3,1)(2,1)] gLAzQaccdeffbcbkcqs SFS[D(3,1)(2,1)] gLAzQaccdeffbffnflw SFS[D(3,1)(2,1)] gLAzQaccdeffbggrgqn SFS[D(3,1)(2,1)] gLAzQaccdeffbggokpr SFS[D(3,1)(2,1)] gLLMQaecedffbpnkbnr reducible gLLMQaecedffbpnknnr reducible gLLMQaecedffbpnkjnr reducible gLALQaccdeffngjckqj reducible gLALQaccdfefngjcqkr reducible gLLAQbccdeffmcoowcw reducible gLLMQaecedffbpnkbnn reducible gLLMQaecedffbpnknnn reducible gLLMQaecedffbpnkjnn reducible gLALQaccdeffngjcjqj reducible gLALQaccdfefngjcqrr reducible gLLAQbccdeffmcooscw reducible gLLAQbccdeffdboovbn reducible gLALQaccdeffbngcolw reducible gLALQaccdeffbgfcolj reducible gLLAQbccdeffdboovbr reducible gLALQaccdeffbngcolj reducible gLALQaccdeffbgfcolw reducible gLLAQbccdeffhboovbn reducible gLALQaccdeffbnvcolw reducible gLLAQbccdeffmcnogcn reducible gLLAQbccdeffmcnogcr reducible gLALQaccdeffbfwcvqj reducible gLALQaccdeffnfwcvqj reducible gLALQaccdeffjfwcvqj reducible gLALQaccdeffbnfcolw reducible gLALQaccdeffbfwcvqw reducible gLALQaccdeffnfwcvqw reducible gLALQaccdeffjfwcvqw reducible gLALQaccdeffbnfcolj reducible gLLAQbccdeffhboovbr reducible gLALQaccdeffbnvcolj reducible gLLMQbdcdeffpronvrn reducible gLLMQbdcdeffpronvrr reducible gLALQaccdeffbsbcvqj reducible gLALQaccdeffnsbcvqj reducible gLALQaccdeffjsbcvqj reducible gLALQaccdeffbsbcvqw reducible gLALQaccdeffnsbcvqw reducible gLALQaccdeffjsbcvqw reducible gLALQaccdeffbcocolj reducible gLLMQbdcdeffhroovrn reducible gLLMQbdcdeffhronvrn reducible gLLMQbdcdeffhrorvrn reducible gLALQaccdeffbgbcvqj reducible gLALQaccdeffngbcvqj reducible gLALQaccdeffjgbcvqj reducible gLALQaccdeffbsjcvqw reducible gLALQaccdeffnsjcvqw reducible gLALQaccdeffjsjcvqw reducible gLLAQbccdefftooooon reducible gLLAQbccdefftonooon reducible gLLAQbccdefftorooon reducible gLALQaccdeffbnbcvqj reducible gLALQaccdeffnnbcvqj reducible gLALQaccdeffjnbcvqj reducible gLALQaccdeffbsncvqw reducible gLALQaccdeffnsncvqw reducible gLALQaccdeffjsncvqw reducible gLLAQbccdefftooooor reducible gLLAQbccdefftorooor reducible gLLAQbccdefftonooor reducible gLALQaccdeffbsncvqj reducible gLALQaccdeffnsncvqj reducible gLALQaccdeffjsncvqj reducible gLALQaccdeffbnbcvqw reducible gLALQaccdeffnnbcvqw reducible gLALQaccdeffjnbcvqw reducible gLLAQbccdefflooooor reducible gLLAQbccdefflorooor reducible gLLAQbccdefflonooor reducible gLALQaccdeffbgncvqj reducible gLALQaccdeffngncvqj reducible gLALQaccdeffjgncvqj reducible gLALQaccdeffbnjcvqw reducible gLALQaccdeffnnjcvqw reducible gLALQaccdeffjnjcvqw reducible gLLAQbccdeffaonooon reducible gLLAQbccdeffaonooor reducible gLALQaccdeffbnncvqj reducible gLALQaccdeffnnncvqj reducible gLALQaccdeffjnncvqj reducible gLALQaccdeffbnncvqw reducible gLALQaccdeffnnncvqw reducible gLALQaccdeffjnncvqw reducible gLALQaccdeffbwwcolj reducible gLLMQbdcdeffhroovrr reducible gLLMQbdcdeffhrorvrr reducible gLLMQbdcdeffhronvrr reducible gLALQaccdeffbsjcvqj reducible gLALQaccdeffnsjcvqj reducible gLALQaccdeffjsjcvqj reducible gLALQaccdeffbgbcvqw reducible gLALQaccdeffngbcvqw reducible gLALQaccdeffjgbcvqw reducible gLLAQbccdefflooooon reducible gLLAQbccdefflonooon reducible gLLAQbccdefflorooon reducible gLALQaccdeffbnjcvqj reducible gLALQaccdeffnnjcvqj reducible gLALQaccdeffjnjcvqj reducible gLALQaccdeffbgncvqw reducible gLALQaccdeffngncvqw reducible gLALQaccdeffjgncvqw reducible gLALQaccdeffbggcrlj SFS[D(3,1)(3,2)] gLALQaccdeffbggcnlw SFS[D(3,1)(3,2)] gLLAQbccdeffmcoojcr reducible gLLMQbdcdeffmnnognn reducible gLLMQbdcdeffmnnngnn reducible gLLMQbdcdeffmnnrgnn reducible gLALQaccdeffbgjcsqj SFS[D(3,1)(3,2)] gLALQaccdeffngjcsqj reducible gLALQaccdeffjgjcsqj SFS[D(3,1)(3,2)] gLALQaccdeffbgjcwqw SFS[D(3,1)(3,2)] gLALQaccdeffngjcwqw reducible gLALQaccdeffjgjcwqw SFS[D(3,1)(3,2)] gLALQaccdeffbggcnlj SFS[D(3,1)(3,1)] gLALQaccdeffbggcrlw SFS[D(3,1)(3,1)] gLLAQbccdeffmcoojcn reducible gLLMQbdcdeffmnnognr reducible gLLMQbdcdeffmnnrgnr reducible gLLMQbdcdeffmnnngnr reducible gLALQaccdeffbgjcwqj SFS[D(3,1)(3,1)] gLALQaccdeffngjcwqj reducible gLALQaccdeffjgjcwqj SFS[D(3,1)(3,1)] gLALQaccdeffbgjcsqw SFS[D(3,1)(3,1)] gLALQaccdeffngjcsqw reducible gLALQaccdeffjgjcsqw SFS[D(3,1)(3,1)] gLLMQbdcdeffafonvrn reducible gLLMQbdcdeffaforvrn reducible gLALQaccdeffbjjcfdj reducible gLALQaccdeffnjjcfdj reducible gLALQaccdeffjjjcfdj reducible gLALQaccdeffbjjccaw reducible gLALQaccdeffjjjccaw reducible gLALQaccdeffnjjccaw reducible gLAzQaccdfefbjjgqbk reducible gLAzQaccdfefnjjgqbk reducible gLAzQaccdfefjjjgqbk reducible gLALQaccdeffbkkcgij reducible gLALQaccdeffnkkcgij reducible gLALQaccdeffjkkcgij reducible gLALQaccdeffjggcgpw reducible gLALQaccdeffnggcgpw reducible gLAzQaccdfefbjjolbn reducible gLAzQaccdfefnjjolbn reducible gLAzQaccdfefjjjolbn reducible gLALQaccdfefbkkcufw reducible gLALQaccdfefnkkcufw reducible gLALQaccdfefjkkcufw reducible gLALQaccdfefjggcxcj reducible gLALQaccdfefnggcxcj reducible gLALQaccdeffbwjccaw reducible gLALQaccdeffjwjccaw reducible gLALQaccdeffnwjccaw reducible gLAzQaccdfefbcjgqbk reducible gLAzQaccdfefncjgqbk reducible gLAzQaccdfefjcjgqbk reducible gLALQaccdfefbgfcxcj reducible gLALQaccdfefjgfcxcj reducible gLALQaccdfefngfcxcj reducible gLALQaccdeffbcjccaw reducible gLALQaccdeffjcjccaw reducible gLALQaccdeffncjccaw reducible gLAzQaccdfefbwjgqbk reducible gLAzQaccdfefnwjgqbk reducible gLAzQaccdfefjwjgqbk reducible gLALQaccdfefbgvcxcj reducible gLALQaccdfefjgvcxcj reducible gLALQaccdfefngvcxcj reducible gLALQaccdeffbjbccaw reducible gLAzQaccdfefbjngqbk reducible gLALQaccdeffbrkcgij reducible gLALQaccdfefbkocufw reducible gLALQaccdeffbwbccaw reducible gLAzQaccdfefbcngqbk reducible gLALQaccdeffbrwcgij reducible gLALQaccdfefbfocufw reducible gLALQaccdeffjcbccaw reducible gLALQaccdeffncbccaw reducible gLAzQaccdfefbwngqbk reducible gLAzQaccdfefnwngqbk reducible gLAzQaccdfefjwngqbk reducible gLALQaccdeffbrocgij reducible gLAzQaccdfefbwnolbn reducible gLALQaccdfefbsvcxcj reducible gLALQaccdfefjsvcxcj reducible gLALQaccdfefnsvcxcj reducible gLALQaccdeffbjnccaw reducible gLAzQaccdfefbjbgqbk reducible gLALQaccdeffbfkcgij reducible gLALQaccdfefbkwcufw reducible gLALQaccdeffbwncfdj reducible gLALQaccdeffbwnccaw reducible gLAzQaccdfefbcbgqbk reducible gLAzQaccdfefbcbolbn reducible gLALQaccdeffbcnccaw reducible gLALQaccdeffjcnccaw reducible gLALQaccdeffncnccaw reducible gLAzQaccdfefbwbgqbk reducible gLAzQaccdfefnwbgqbk reducible gLAzQaccdfefjwbgqbk reducible gLALQaccdfefbnvcxcj reducible gLALQaccdfefjnvcxcj reducible gLALQaccdfefnnvcxcj reducible gLALQaccdeffbrvcfdj reducible gLALQaccdeffbrvccaw reducible gLAzQaccdfefbrvgqbk reducible gLAzQaccdfefbrvolbn reducible gLALQaccdeffbkvcfdj reducible gLAzQaccdfefbkvgqbk reducible gLALQaccdeffbckcgpw reducible gLALQaccdfefbjocxcj reducible gLALQaccdeffbfvcfdj reducible gLAzQaccdfefbfvgqbk reducible gLALQaccdfefbsncufw reducible gLALQaccdeffbrfcfdj reducible gLAzQaccdfefbrfgqbk reducible gLALQaccdeffbwocgpw reducible gLALQaccdfefbcwcxcj reducible gLALQaccdeffbkfcfdj reducible gLAzQaccdfefbkfgqbk reducible gLALQaccdeffbwkcgpw reducible gLALQaccdfefbjwcxcj reducible gLALQaccdeffnffcfdj reducible gLALQaccdeffjffcfdj reducible gLAzQaccdfefbffgqbk reducible gLALQaccdeffbwwcgpw reducible gLALQaccdeffjwwcgpw reducible gLALQaccdeffnwwcgpw reducible gLAzQaccdfefbffolbn reducible gLAzQaccdfefnffolbn reducible gLAzQaccdfefjffolbn reducible gLALQaccdfefbnncufw reducible gLALQaccdeffbrgcfdj reducible gLAzQaccdfefbrggqbk reducible gLALQaccdfefbgbcufw reducible gLALQaccdeffbkgcfdj reducible gLALQaccdeffbkgccaw reducible gLAzQaccdfefbkggqbk reducible gLALQaccdeffbjkcgpw reducible gLAzQaccdfefbkgolbn reducible gLALQaccdfefbjkcxcj reducible gLALQaccdeffbfgcfdj reducible gLAzQaccdfefbfggqbk reducible gLALQaccdfefbgncufw reducible gLLAQbccdeffdbogocj reducible gLAzQaccdeffbjnofhr reducible gLAzQaccdeffbkwogmr reducible gLAzQaccdeffbnggghj reducible gLAzQaccdeffbjbofhn reducible gLAzQaccdeffbkoogmn reducible gLLAQbccdeffdbogock reducible gLAzQaccdeffbjbofhr reducible gLAzQaccdeffbkoogmr reducible gLAzQaccdeffbnggghk reducible gLAzQaccdeffbjnofhn reducible gLAzQaccdeffbkwogmn reducible gLLMQbccdfefdbocsbw reducible gLAzQaccdeffbgfgghk reducible gLLAQbccdeffhbogocj reducible gLAzQaccdeffbrwogmr reducible gLAzQaccdeffbnvgghj reducible gLAzQaccdeffbwbofhn reducible gLLAQbccdeffmcogvfj reducible gLAzQaccdeffbcbofhr reducible gLAzQaccdeffbnfgghk reducible gLAzQaccdeffbfwogmn reducible gLLMQbccdfefdbocsbj reducible gLAzQaccdeffbgfgghj reducible gLLAQbccdeffmcogvfk reducible gLAzQaccdeffbfwogmr reducible gLAzQaccdeffbnfgghj reducible gLAzQaccdeffbcbofhn reducible gLLAQbccdeffhbogock reducible gLAzQaccdeffbwbofhr reducible gLAzQaccdeffbnvgghk reducible gLAzQaccdeffbrwogmn reducible gLLMQbdcdeffprvrows reducible gLLMQbdcdeffprvnows reducible gLAzQaccdeffbsbggak reducible gLAzQaccdeffnsbggak reducible gLAzQaccdeffjsbggak reducible gLAzQaccdfefbsboxfn reducible gLAzQaccdfefnsboxfn reducible gLAzQaccdfefjsboxfn reducible gLAzQaccdeffbcoogdn reducible gLLMQbdcdeffxnvovvs reducible gLLMQbdcdeffxnvrvvs reducible gLLMQbdcdeffxnvnvvs reducible gLAzQaccdeffbrgocin reducible gLAzQaccdeffngbggak reducible gLAzQaccdeffjgbggak reducible gLAzQaccdfefbsjoxfn reducible gLAzQaccdfefnsjoxfn reducible gLAzQaccdfefjsjoxfn reducible gLLAQbccdefftoogvjj reducible gLLAQbccdefftongvjj reducible gLLAQbccdefftorgvjj reducible gLAzQaccdeffnfvgfpk reducible gLAzQaccdeffjfvgfpk reducible gLAzQaccdeffbrfocin reducible gLAzQaccdeffjrfocin reducible gLAzQaccdeffnrfocin reducible gLAzQaccdeffbnbggak reducible gLAzQaccdeffnnbggak reducible gLAzQaccdeffjnbggak reducible gLAzQaccdfefnsnoxfn reducible gLAzQaccdfefjsnoxfn reducible gLAzQaccdeffbcwogdn reducible gLAzQaccdeffncwogdn reducible gLAzQaccdeffjcwogdn reducible gLLMQbccdfeftoocsbj reducible gLLMQbccdfeftorcsbj reducible gLLMQbccdfeftoncsbj reducible gLAzQaccdeffbsnggak reducible gLAzQaccdeffnsnggak reducible gLAzQaccdeffjsnggak reducible gLAzQaccdfefbnboxfn reducible gLAzQaccdfefnnboxfn reducible gLAzQaccdfefjnboxfn reducible gLLMQbccdfefloocsbj reducible gLLMQbccdfeflorcsbj reducible gLLMQbccdfefloncsbj reducible gLAzQaccdeffbgnggak reducible gLAzQaccdeffngnggak reducible gLAzQaccdeffjgnggak reducible gLAzQaccdfefbnjoxfn reducible gLAzQaccdfefnnjoxfn reducible gLAzQaccdfefjnjoxfn reducible gLLAQbccdeffaoogvjj reducible gLLAQbccdeffaongvjj reducible gLLAQbccdeffaorgvjj reducible gLAzQaccdeffnffgfpk reducible gLAzQaccdeffjffgfpk reducible gLAzQaccdeffbffocin reducible gLAzQaccdeffjffocin reducible gLAzQaccdeffnffocin reducible gLAzQaccdeffbnnggak reducible gLAzQaccdeffnnnggak reducible gLAzQaccdeffjnnggak reducible gLAzQaccdfefnnnoxfn reducible gLAzQaccdfefjnnoxfn reducible gLAzQaccdeffbwwogdn reducible gLAzQaccdeffnwwogdn reducible gLAzQaccdeffjwwogdn reducible gLLMQbdcdeffhrvoows reducible gLLMQbdcdeffhrvrows reducible gLLMQbdcdeffhrvnows reducible gLAzQaccdeffbsjggak reducible gLAzQaccdeffnsjggak reducible gLAzQaccdeffjsjggak reducible gLAzQaccdfefbgboxfn reducible gLAzQaccdfefngboxfn reducible gLAzQaccdfefjgboxfn reducible gLLMQbdcdeffmnvovvs reducible gLLMQbdcdeffmnvrvvs reducible gLLMQbdcdeffmnvnvvs reducible gLAzQaccdeffbgjggak reducible gLAzQaccdeffngjggak reducible gLAzQaccdeffjgjggak reducible gLAzQaccdfefbgjoxfn reducible gLAzQaccdfefngjoxfn reducible gLAzQaccdfefjgjoxfn reducible gLLAQbccdeffloogvjj reducible gLLAQbccdefflongvjj reducible gLLAQbccdefflorgvjj reducible gLAzQaccdeffnfggfpk reducible gLAzQaccdeffjfggfpk reducible gLAzQaccdeffbkfocin reducible gLAzQaccdeffjkfocin reducible gLAzQaccdeffnkfocin reducible gLAzQaccdeffbnjggak reducible gLAzQaccdeffnnjggak reducible gLAzQaccdeffjnjggak reducible gLAzQaccdfefngnoxfn reducible gLAzQaccdfefjgnoxfn reducible gLAzQaccdeffbjwogdn reducible gLAzQaccdeffnjwogdn reducible gLAzQaccdeffjjwogdn reducible gLLMQbdcdfefafvrjbs reducible gLLMQbdcdfefafvnjbs reducible gLAzQaccdeffbjjgfpk reducible gLAzQaccdeffnjjgfpk reducible gLAzQaccdeffjjjgfpk reducible gLAzQaccdeffbjjocin reducible gLAzQaccdeffjjjocin reducible gLAzQaccdeffnjjocin reducible gLAzQaccdeffbkkggak reducible gLAzQaccdeffnkkggak reducible gLAzQaccdeffjkkggak reducible gLAzQaccdfefbkkoxfn reducible gLAzQaccdfefnkkoxfn reducible gLAzQaccdfefjkkoxfn reducible gLAzQaccdeffnggogdn reducible gLAzQaccdeffjggogdn reducible gLAzQaccdeffbwjocin reducible gLAzQaccdeffjwjocin reducible gLAzQaccdeffnwjocin reducible gLAzQaccdeffbcjgfpk reducible gLAzQaccdeffncjgfpk reducible gLAzQaccdeffjcjgfpk reducible gLAzQaccdeffbgvogdn reducible gLAzQaccdeffngvogdn reducible gLAzQaccdeffjgvogdn reducible gLAzQaccdeffbcjocin reducible gLAzQaccdeffjcjocin reducible gLAzQaccdeffncjocin reducible gLAzQaccdeffbwjgfpk reducible gLAzQaccdeffnwjgfpk reducible gLAzQaccdeffjwjgfpk reducible gLAzQaccdeffbgfogdn reducible gLAzQaccdeffngfogdn reducible gLAzQaccdeffjgfogdn reducible gLAzQaccdeffbcngfpk reducible gLAzQaccdeffbnvogdn reducible gLLAQbccdfefmcogvfj reducible gLAzQaccdeffbcbgfpk reducible gLAzQaccdfefbfwoxfn reducible gLAzQaccdeffbsvogdn reducible gLAzQaccdeffbcnocin reducible gLAzQaccdeffbfoggak reducible gLAzQaccdeffbrvofhr reducible gLAzQaccdeffbrvgcmj reducible gLAzQaccdeffbrvgcmk reducible gLAzQaccdeffbrvofhn reducible gLAzQaccdeffbkvofhr reducible gLAzQaccdeffbkvgcmk reducible gLAzQaccdeffbckgghj reducible gLAzQaccdfefbckotcn reducible gLAzQaccdeffbfvofhr reducible gLAzQaccdeffbfvgcmk reducible gLAzQaccdeffbsnogmn reducible gLAzQaccdeffbfvgcmj reducible gLAzQaccdeffbsnogmr reducible gLAzQaccdeffbfvofhn reducible gLAzQaccdeffbfggcmj reducible gLAzQaccdeffbgnogmr reducible gLAzQaccdeffbfgofhn reducible gLLAQbccdfefaoogwbj reducible gLAzQaccdeffbffgcmj reducible gLAzQaccdeffbffgcmk reducible gLAzQaccdeffbnnogmr reducible gLAzQaccdeffbnnogmn reducible gLAzQaccdfefbwwotcn reducible gLAzQaccdeffbkvgcmj reducible gLAzQaccdeffbckgghk reducible gLAzQaccdeffbkvofhn reducible gLAzQaccdfefbckotcr reducible gLLMQbdcdfefmnvogfs reducible gLLMQbdcdfefmnvngfw reducible gLLMQbdcdfefmnvngfs reducible gLAzQaccdeffbgjogmr reducible gLAzQaccdeffngjogmr reducible gLAzQaccdeffjgjogmr reducible gLAzQaccdeffbgjogmn reducible gLAzQaccdeffngjogmn reducible gLAzQaccdeffjgjogmn reducible gLAzQaccdeffbfgofhr reducible gLAzQaccdeffbfggcmk reducible gLAzQaccdeffbgnogmn reducible gLALQaccdeffbcbwcaw SFS[D(3,1)(3,2)] gLALQaccdeffbffjfdj SFS[D(3,1)(3,2)] gLAzQaccdeffbgggkhk SFS[D(3,1)(3,2)] gLAzQaccdfefbggotwn SFS[D(3,1)(3,2)] gLAzQaccdeffbgbgkak SFS[D(3,1)(3,2)] gLALQaccdeffbcbjcaw SFS[D(3,1)(3,1)] gLALQaccdeffbffwfdj SFS[D(3,1)(3,1)] gLAzQaccdeffbgggjhk SFS[D(3,1)(3,1)] gLAzQaccdfefbggntcr SFS[D(3,1)(3,1)] gLAzQaccdeffbgbgjak SFS[D(3,1)(3,1)] gLALQaccdeffbrvcfdw reducible gLALQaccdeffbrvccaj reducible gLAzQaccdfefbrvgqbj reducible gLAzQaccdfefbrvolbr reducible gLALQaccdeffbkvcfdw reducible gLAzQaccdfefbkvgqbj reducible gLALQaccdeffbckcgpj reducible gLALQaccdfefbjocxcw reducible gLALQaccdeffbfvcfdw reducible gLAzQaccdfefbfvgqbj reducible gLALQaccdfefbsncufj reducible gLALQaccdeffbrfcfdw reducible gLAzQaccdfefbrfgqbj reducible gLALQaccdeffbwocgpj reducible gLALQaccdfefbcwcxcw reducible gLALQaccdeffbkfcfdw reducible gLAzQaccdfefbkfgqbj reducible gLALQaccdeffbwkcgpj reducible gLALQaccdfefbjwcxcw reducible gLALQaccdeffnffcfdw reducible gLALQaccdeffjffcfdw reducible gLAzQaccdfefbffgqbj reducible gLALQaccdeffbwwcgpj reducible gLALQaccdeffjwwcgpj reducible gLALQaccdeffnwwcgpj reducible gLAzQaccdfefbffolbr reducible gLAzQaccdfefnffolbr reducible gLAzQaccdfefjffolbr reducible gLALQaccdfefbnncufj reducible gLALQaccdeffbrgcfdw reducible gLAzQaccdfefbrggqbj reducible gLALQaccdfefbgbcufj reducible gLALQaccdeffbkgcfdw reducible gLALQaccdeffbkgccaj reducible gLAzQaccdfefbkggqbj reducible gLALQaccdeffbjkcgpj reducible gLAzQaccdfefbkgolbr reducible gLALQaccdfefbjkcxcw reducible gLALQaccdeffbfgcfdw reducible gLAzQaccdfefbfggqbj reducible gLALQaccdfefbgncufj reducible gLLMQbdcdeffafonvrr reducible gLLMQbdcdeffaforvrr reducible gLALQaccdeffbjjcfdw reducible gLALQaccdeffnjjcfdw reducible gLALQaccdeffjjjcfdw reducible gLALQaccdeffbjjccaj reducible gLALQaccdeffjjjccaj reducible gLALQaccdeffnjjccaj reducible gLAzQaccdfefbjjgqbj reducible gLAzQaccdfefnjjgqbj reducible gLAzQaccdfefjjjgqbj reducible gLALQaccdeffbkkcgiw reducible gLALQaccdeffnkkcgiw reducible gLALQaccdeffjkkcgiw reducible gLALQaccdeffjggcgpj reducible gLALQaccdeffnggcgpj reducible gLAzQaccdfefbjjolbr reducible gLAzQaccdfefnjjolbr reducible gLAzQaccdfefjjjolbr reducible gLALQaccdfefbkkcufj reducible gLALQaccdfefnkkcufj reducible gLALQaccdfefjkkcufj reducible gLALQaccdfefjggcxcw reducible gLALQaccdfefnggcxcw reducible gLALQaccdeffbwjccaj reducible gLALQaccdeffjwjccaj reducible gLALQaccdeffnwjccaj reducible gLAzQaccdfefbcjgqbj reducible gLAzQaccdfefncjgqbj reducible gLAzQaccdfefjcjgqbj reducible gLALQaccdfefbgfcxcw reducible gLALQaccdfefjgfcxcw reducible gLALQaccdfefngfcxcw reducible gLALQaccdeffbcjccaj reducible gLALQaccdeffjcjccaj reducible gLALQaccdeffncjccaj reducible gLAzQaccdfefbwjgqbj reducible gLAzQaccdfefnwjgqbj reducible gLAzQaccdfefjwjgqbj reducible gLALQaccdfefbgvcxcw reducible gLALQaccdfefjgvcxcw reducible gLALQaccdfefngvcxcw reducible gLALQaccdeffbjbccaj reducible gLAzQaccdfefbjngqbj reducible gLALQaccdeffbrkcgiw reducible gLALQaccdfefbkocufj reducible gLALQaccdeffbwbccaj reducible gLAzQaccdfefbcngqbj reducible gLALQaccdeffbrwcgiw reducible gLALQaccdfefbfocufj reducible gLALQaccdeffjcbccaj reducible gLALQaccdeffncbccaj reducible gLAzQaccdfefbwngqbj reducible gLAzQaccdfefnwngqbj reducible gLAzQaccdfefjwngqbj reducible gLALQaccdeffbrocgiw reducible gLAzQaccdfefbwnolbr reducible gLALQaccdfefbsvcxcw reducible gLALQaccdfefjsvcxcw reducible gLALQaccdfefnsvcxcw reducible gLALQaccdeffbjnccaj reducible gLAzQaccdfefbjbgqbj reducible gLALQaccdeffbfkcgiw reducible gLALQaccdfefbkwcufj reducible gLALQaccdeffbwncfdw reducible gLALQaccdeffbwnccaj reducible gLAzQaccdfefbcbgqbj reducible gLAzQaccdfefbcbolbr reducible gLALQaccdeffbcnccaj reducible gLALQaccdeffjcnccaj reducible gLALQaccdeffncnccaj reducible gLAzQaccdfefbwbgqbj reducible gLAzQaccdfefnwbgqbj reducible gLAzQaccdfefjwbgqbj reducible gLALQaccdfefbnvcxcw reducible gLALQaccdfefjnvcxcw reducible gLALQaccdfefnnvcxcw reducible gLLMQbdcdeffprvroww reducible gLLMQbdcdeffprvnoww reducible gLAzQaccdeffbsbggaj reducible gLAzQaccdeffnsbggaj reducible gLAzQaccdeffjsbggaj reducible gLAzQaccdfefbsboxfr reducible gLAzQaccdfefnsboxfr reducible gLAzQaccdfefjsboxfr reducible gLAzQaccdeffbcoogdr reducible gLLMQbdcdeffxnvovvw reducible gLLMQbdcdeffxnvrvvw reducible gLLMQbdcdeffxnvnvvw reducible gLAzQaccdeffbrgocir reducible gLAzQaccdeffngbggaj reducible gLAzQaccdeffjgbggaj reducible gLAzQaccdfefbsjoxfr reducible gLAzQaccdfefnsjoxfr reducible gLAzQaccdfefjsjoxfr reducible gLLAQbccdefftoogvjk reducible gLLAQbccdefftongvjk reducible gLLAQbccdefftorgvjk reducible gLAzQaccdeffnfvgfpj reducible gLAzQaccdeffjfvgfpj reducible gLAzQaccdeffbrfocir reducible gLAzQaccdeffjrfocir reducible gLAzQaccdeffnrfocir reducible gLAzQaccdeffbnbggaj reducible gLAzQaccdeffnnbggaj reducible gLAzQaccdeffjnbggaj reducible gLAzQaccdfefnsnoxfr reducible gLAzQaccdfefjsnoxfr reducible gLAzQaccdeffbcwogdr reducible gLAzQaccdeffncwogdr reducible gLAzQaccdeffjcwogdr reducible gLLMQbccdfeftoocsbw reducible gLLMQbccdfeftorcsbw reducible gLLMQbccdfeftoncsbw reducible gLAzQaccdeffbsnggaj reducible gLAzQaccdeffnsnggaj reducible gLAzQaccdeffjsnggaj reducible gLAzQaccdfefbnboxfr reducible gLAzQaccdfefnnboxfr reducible gLAzQaccdfefjnboxfr reducible gLLMQbccdfefloocsbw reducible gLLMQbccdfeflorcsbw reducible gLLMQbccdfefloncsbw reducible gLAzQaccdeffbgnggaj reducible gLAzQaccdeffngnggaj reducible gLAzQaccdeffjgnggaj reducible gLAzQaccdfefbnjoxfr reducible gLAzQaccdfefnnjoxfr reducible gLAzQaccdfefjnjoxfr reducible gLLAQbccdeffaoogvjk reducible gLLAQbccdeffaongvjk reducible gLLAQbccdeffaorgvjk reducible gLAzQaccdeffnffgfpj reducible gLAzQaccdeffjffgfpj reducible gLAzQaccdeffbffocir reducible gLAzQaccdeffjffocir reducible gLAzQaccdeffnffocir reducible gLAzQaccdeffbnnggaj reducible gLAzQaccdeffnnnggaj reducible gLAzQaccdeffjnnggaj reducible gLAzQaccdfefnnnoxfr reducible gLAzQaccdfefjnnoxfr reducible gLAzQaccdeffbwwogdr reducible gLAzQaccdeffnwwogdr reducible gLAzQaccdeffjwwogdr reducible gLLMQbdcdeffhrvooww reducible gLLMQbdcdeffhrvroww reducible gLLMQbdcdeffhrvnoww reducible gLAzQaccdeffbsjggaj reducible gLAzQaccdeffnsjggaj reducible gLAzQaccdeffjsjggaj reducible gLAzQaccdfefbgboxfr reducible gLAzQaccdfefngboxfr reducible gLAzQaccdfefjgboxfr reducible gLLMQbdcdeffmnvovvw reducible gLLMQbdcdeffmnvrvvw reducible gLLMQbdcdeffmnvnvvw reducible gLAzQaccdeffbgjggaj reducible gLAzQaccdeffngjggaj reducible gLAzQaccdeffjgjggaj reducible gLAzQaccdfefbgjoxfr reducible gLAzQaccdfefngjoxfr reducible gLAzQaccdfefjgjoxfr reducible gLLAQbccdeffloogvjk reducible gLLAQbccdefflongvjk reducible gLLAQbccdefflorgvjk reducible gLAzQaccdeffnfggfpj reducible gLAzQaccdeffjfggfpj reducible gLAzQaccdeffbkfocir reducible gLAzQaccdeffjkfocir reducible gLAzQaccdeffnkfocir reducible gLAzQaccdeffbnjggaj reducible gLAzQaccdeffnnjggaj reducible gLAzQaccdeffjnjggaj reducible gLAzQaccdfefngnoxfr reducible gLAzQaccdfefjgnoxfr reducible gLAzQaccdeffbjwogdr reducible gLAzQaccdeffnjwogdr reducible gLAzQaccdeffjjwogdr reducible gLLMQbdcdfefafvrjbw reducible gLLMQbdcdfefafvnjbw reducible gLAzQaccdeffbjjgfpj reducible gLAzQaccdeffnjjgfpj reducible gLAzQaccdeffjjjgfpj reducible gLAzQaccdeffbjjocir reducible gLAzQaccdeffjjjocir reducible gLAzQaccdeffnjjocir reducible gLAzQaccdeffbkkggaj reducible gLAzQaccdeffnkkggaj reducible gLAzQaccdeffjkkggaj reducible gLAzQaccdfefbkkoxfr reducible gLAzQaccdfefnkkoxfr reducible gLAzQaccdfefjkkoxfr reducible gLAzQaccdeffnggogdr reducible gLAzQaccdeffjggogdr reducible gLAzQaccdeffbwjocir reducible gLAzQaccdeffjwjocir reducible gLAzQaccdeffnwjocir reducible gLAzQaccdeffbcjgfpj reducible gLAzQaccdeffncjgfpj reducible gLAzQaccdeffjcjgfpj reducible gLAzQaccdeffbgvogdr reducible gLAzQaccdeffngvogdr reducible gLAzQaccdeffjgvogdr reducible gLAzQaccdeffbcjocir reducible gLAzQaccdeffjcjocir reducible gLAzQaccdeffncjocir reducible gLAzQaccdeffbwjgfpj reducible gLAzQaccdeffnwjgfpj reducible gLAzQaccdeffjwjgfpj reducible gLAzQaccdeffbgfogdr reducible gLAzQaccdeffngfogdr reducible gLAzQaccdeffjgfogdr reducible gLAzQaccdeffbcngfpj reducible gLAzQaccdeffbnvogdr reducible gLLAQbccdfefmcogvfk reducible gLAzQaccdeffbcbgfpj reducible gLAzQaccdfefbfwoxfr reducible gLAzQaccdeffbsvogdr reducible gLAzQaccdeffbcnocir reducible gLAzQaccdeffbfoggaj reducible gLALQaccdeffbffwfdw SFS[D(3,1)(3,2)] gLALQaccdeffbcbjcaj SFS[D(3,1)(3,2)] gLAzQaccdeffbgbgjaj SFS[D(3,1)(3,2)] gLAzQaccdeffbgggjhj SFS[D(3,1)(3,2)] gLAzQaccdfefbggntcn SFS[D(3,1)(3,2)] gLALQaccdeffbffjfdw SFS[D(3,1)(3,1)] gLALQaccdeffbcbwcaj SFS[D(3,1)(3,1)] gLAzQaccdeffbgbgkaj SFS[D(3,1)(3,1)] gLAzQaccdeffbgggkhj SFS[D(3,1)(3,1)] gLAzQaccdfefbggotwr SFS[D(3,1)(3,1)] gLALQaccdfefbrvcabn reducible gLALQaccdfefbrvcdbk reducible gLALQaccdfefbrvclbj reducible gLALQaccdfefbrvcqbw reducible gLALQaccdfefbwnclbj reducible gLALQaccdfefbwncqbw reducible gLALQaccdfefbwncabn reducible gLALQaccdfefbwncdbk reducible gLALQaccdeffbgncgmj reducible gLLMQadcefefblwkffv reducible gLLMQadcefefblwkfkv reducible gLLMQadcefefblwkfrv reducible gLALQaccdeffngjcgmj reducible gLALQaccdfefngjctfw reducible gLLAQbccdeffmcoovkn reducible gLALQaccdeffbgvcgdj reducible gLLMQadcefefblrknfo reducible gLLMQadcefefblrknro reducible gLLMQadcefefblrknko reducible gLALQaccdfefngjcxfj reducible gLALQaccdeffngjcgaw reducible gLALQaccdeffbgncgaw reducible gLALQaccdeffbgvcghw reducible gLLAQbccdeffmcoovfr reducible gLALQaccdeffbggcjdj SFS[D(3,1)(2,1)] gLALQaccdfefbggcujw SFS[D(3,1)(2,1)] gLLAQbccdeffmcoowkn reducible gLLMQadcefefjlrknfo reducible gLLMQadcefefjlrknro reducible gLLMQadcefefjlrknko reducible gLALQaccdfefbgjcxkj SFS[D(3,1)(2,1)] gLALQaccdfefngjcxkj reducible gLALQaccdfefjgjcxkj SFS[D(3,1)(2,1)] gLALQaccdeffbgjckaw SFS[D(3,1)(2,1)] gLALQaccdeffngjckaw reducible gLALQaccdeffjgjckaw SFS[D(3,1)(2,1)] gLLAQbccdeffmcooskn reducible gLLMQadcefefnlrknfo reducible gLLMQadcefefnlrknro reducible gLLMQadcefefnlrknko reducible gLALQaccdfefngjcxrj reducible gLALQaccdeffngjcjaw reducible gLALQaccdeffbgncgqn reducible gLLMQaecedffbprkbno reducible gLLMQaecedffbprknno reducible gLLMQaecedffbprkjno reducible gLALQaccdeffngjcgqn reducible gLALQaccdfefngjcqfk reducible gLALQaccdeffbgvcglk reducible gLLAQbccdeffmcoovcs reducible gLAzQaccdeffbfvgfqr reducible gLAzQaccdeffbfvgfdk reducible gLAzQaccdeffnjjofls reducible gLAzQaccdeffjjjofls reducible gLAzQaccdeffjjjgcqw reducible gLAzQaccdeffnjjgcqw reducible gLAzQaccdeffnjjgcak reducible gLAzQaccdeffjjjgcak reducible gLAzQaccdeffnkkoges reducible gLAzQaccdeffjkkoges reducible gLAzQaccdeffnjjofdn reducible gLAzQaccdeffjjjofdn reducible gLAzQaccdeffnkkogin reducible gLAzQaccdeffjkkogin reducible gLAzQaccdeffjwjgcqw reducible gLAzQaccdeffnwjgcqw reducible gLAzQaccdeffbcjgcak reducible gLAzQaccdfefjgfoqcs reducible gLAzQaccdfefjgvoxcn reducible gLAzQaccdeffbcjgcqw reducible gLAzQaccdeffnwjgcak reducible gLAzQaccdeffjwjgcak reducible gLAzQaccdfefjgvoqcs reducible gLAzQaccdfefjgfoxcn reducible gLAzQaccdeffjffofls reducible gLAzQaccdeffbwwggew reducible gLAzQaccdeffjwwggew reducible gLAzQaccdeffjwwggpk reducible gLAzQaccdeffjffofdn reducible gLAzQaccdeffbrwggik reducible gLALQaccdeffbgbwgqn SFS[D(3,1)(2,1)] gLAzQaccdeffbcbkcqw SFS[D(3,1)(2,1)] gLAzQaccdeffbffnfls SFS[D(3,1)(2,1)] gLAzQaccdeffbggrgqj SFS[D(3,1)(2,1)] gLAzQaccdeffbggokpn SFS[D(3,1)(2,1)] gLALQaccdeffbgvcgxn reducible gLLAQbccdeffmcoovsj reducible gLALQaccdeffbgncguk reducible gLLMQaecedffbprkbwo reducible gLLMQaecedffbprkjwo reducible gLLMQaecedffbprknwo reducible gLALQaccdeffngjcguk reducible gLALQaccdfefngjcifn reducible gLAzQaccdeffnjjofij reducible gLAzQaccdeffjjjofij reducible gLAzQaccdeffjjjgcpr reducible gLAzQaccdeffnjjgcpr reducible gLAzQaccdeffnjjgcij reducible gLAzQaccdeffjjjgcij reducible gLAzQaccdeffnkkogxj reducible gLAzQaccdeffjkkogxj reducible gLAzQaccdeffnjjofpr reducible gLAzQaccdeffjjjofpr reducible gLAzQaccdeffnkkogar reducible gLAzQaccdeffjkkogar reducible gLAzQaccdeffjwjgcpr reducible gLAzQaccdeffnwjgcpr reducible gLAzQaccdeffbcjgcij reducible gLAzQaccdfefjgfodcj reducible gLAzQaccdfefjgvoucr reducible gLAzQaccdeffbcjgcpr reducible gLAzQaccdeffnwjgcij reducible gLAzQaccdeffjwjgcij reducible gLAzQaccdfefjgvodcj reducible gLAzQaccdfefjgfoucr reducible gLAzQaccdeffbfvgfmw reducible gLAzQaccdeffbfvgfhj reducible gLAzQaccdeffbrwggmj reducible gLAzQaccdeffjffofij reducible gLAzQaccdeffbwwggdj reducible gLAzQaccdeffjwwggur reducible gLAzQaccdeffjwwggdj reducible gLAzQaccdeffjffofpr reducible gLALQaccdeffbggwgxn SFS[D(3,1)(2,1)] gLALQaccdfefbggjpck SFS[D(3,1)(2,1)] gLAzQaccdeffbffkfmw SFS[D(3,1)(2,1)] gLAzQaccdeffbcbnchs SFS[D(3,1)(2,1)] gLAzQaccdeffbgbrgxj SFS[D(3,1)(2,1)] gLLMQaecedffbprkbnn reducible gLLMQaecedffbprknnn reducible gLLMQaecedffbprkjnn reducible gLALQaccdeffngjcjqn reducible gLALQaccdfefngjcqrk reducible gLLAQbccdeffmcooscs reducible gLALQaccdeffbgbwgaw SFS[D(2,1)(2,1)] gLALQaccdfefbggjtcj SFS[D(2,1)(2,1)] gLALQaccdeffbggwghw SFS[D(2,1)(2,1)] gLLMQaecedffbprkbnr reducible gLLMQaecedffbprknnr reducible gLLMQaecedffbprkjnr reducible gLALQaccdeffbgjckqn SFS[D(2,1)(2,1)] gLALQaccdeffngjckqn reducible gLALQaccdeffjgjckqn SFS[D(2,1)(2,1)] gLALQaccdfefbgjcqkk SFS[D(2,1)(2,1)] gLALQaccdfefngjcqkk reducible gLALQaccdfefjgjcqkk SFS[D(2,1)(2,1)] gLALQaccdeffbggcjlk SFS[D(2,1)(2,1)] gLALQaccdfefbggcljn SFS[D(2,1)(2,1)] gLLAQbccdeffmcoowcs reducible gLAzQaccdeffbffkfdk SFS[D(2,1)(2,1)] gLAzQaccdeffbcbkcak SFS[D(2,1)(2,1)] gLAzQaccdeffbffnfdn SFS[D(2,1)(2,1)] gLAzQaccdeffbcbncan SFS[D(2,1)(2,1)] gLAzQaccdeffbggokts SFS[D(2,1)(2,1)] gLAzQaccdeffbggrghr SFS[D(2,1)(2,1)] gLAzQaccdeffbgbrgar SFS[D(2,1)(2,1)] gLLMQaecedffbdnsnog reducible gLLMQaecedffbdnsjog reducible gLALQaccdeffnsbcvaj reducible gLALQaccdeffnsbcvxr reducible gLLMQaecedffbqnsbog reducible gLLMQaecedffbqnsnog SFS[D(3,1)(3,2)] gLLMQaecedffbqnsjog SFS[D(3,1)(3,1)] gLALQaccdeffngbcvaj SFS[D(3,1)(2,1)] gLALQaccdeffnsjcvxr SFS[D(3,1)(2,1)] gLLAQbccdefftoooojn reducible gLLAQbccdefftonoojn SFS[D(3,1)(3,1)] gLLAQbccdefftoroojn SFS[D(3,1)(3,2)] gLALQaccdeffnnbcvaj SFS[D(3,1)(2,1)] gLALQaccdeffnsncvxr SFS[D(3,1)(2,1)] gLLAQbccdefftoooosw reducible gLLAQbccdefftoroosw SFS[D(3,1)(3,2)] gLLAQbccdefftonoosw SFS[D(3,1)(3,1)] gLALQaccdeffnsncvaj SFS[D(3,1)(2,1)] gLALQaccdeffnnbcvxr SFS[D(3,1)(2,1)] gLLAQbccdeffloooosw reducible gLLAQbccdeffloroosw SFS[D(3,1)(3,1)] gLLAQbccdefflonoosw SFS[D(3,1)(3,2)] gLALQaccdeffngncvaj SFS[D(3,1)(2,1)] gLALQaccdeffnnjcvxr SFS[D(3,1)(2,1)] gLLAQbccdeffaonoojn reducible gLLAQbccdeffaonoosw reducible gLALQaccdeffnnncvaj reducible gLALQaccdeffnnncvxr reducible gLLMQaecedffbqssbsg reducible gLLMQaecedffbqssjsg SFS[D(3,1)(3,1)] gLLMQaecedffbqssnsg SFS[D(3,1)(3,2)] gLALQaccdeffnsjcvaj SFS[D(3,1)(2,1)] gLALQaccdeffngbcvxr SFS[D(3,1)(2,1)] gLLAQbccdeffloooojn reducible gLLAQbccdefflonoojn SFS[D(3,1)(3,2)] gLLAQbccdeffloroojn SFS[D(3,1)(3,1)] gLALQaccdeffnnjcvaj SFS[D(3,1)(2,1)] gLALQaccdeffngncvxr SFS[D(3,1)(2,1)] gLLAQbccdeffdboovwn reducible gLLAQbccdeffdboovgw reducible gLLAQbccdeffhboovwn reducible gLLAQbccdeffmcnogvn reducible gLLAQbccdeffmcnogkw reducible gLALQaccdeffnfwcvaj reducible gLALQaccdeffnfwcvxr reducible gLLAQbccdeffhboovgw reducible gLLMQaecedffbpnkbkj reducible gLLMQaecedffbpnknkj reducible gLLMQaecedffbpnkjkj reducible gLALQaccdeffngjcwaj reducible gLALQaccdeffngjcsxr reducible gLLAQbccdeffmcoojvn reducible gLLMQaecedffbpnkbkk reducible gLLMQaecedffbpnknkk reducible gLLMQaecedffbpnkjkk reducible gLALQaccdeffngjcsaj reducible gLALQaccdeffngjcwxr reducible gLLAQbccdeffmcoojkw reducible gLAzQaccdfefbfvghbk reducible gLAzQaccdfefbkfghbk reducible gLALQaccdeffbwkcgtr reducible gLAzQaccdfefbrgghbk reducible gLLMQadcfeefbasvokg SFS[D(3,1)(2,1)] gLLMQadcfeefbasvorg SFS[D(3,1)(2,1)] gLALQaccdeffnkkcgtj SFS[D(2,1)(2,1)] gLALQaccdfefnkkcmfr SFS[D(2,1)(2,1)] gLALQaccdeffnwjcchr SFS[D(2,1)(2,1)] gLAzQaccdfefbcjghbk reducible gLAzQaccdfefncjghbk SFS[D(3,1)(2,1)] gLAzQaccdfefjcjghbk SFS[D(3,1)(2,1)] gLALQaccdfefngfchcj SFS[D(2,1)(2,1)] gLAzQaccdfefbjnghbk reducible gLALQaccdeffbrkcgtj reducible gLALQaccdeffncncchr SFS[D(2,1)(2,1)] gLAzQaccdfefbwbghbk reducible gLAzQaccdfefnwbghbk SFS[D(3,1)(2,1)] gLAzQaccdfefjwbghbk SFS[D(3,1)(2,1)] gLALQaccdfefnnvchcj SFS[D(2,1)(2,1)] gLAzQaccdeffnsbggxk SFS[D(4,1)(2,1)] gLAzQaccdeffjsbggxk SFS[D(5,2)(2,1)] gLAzQaccdfefnsboafn SFS[D(4,1)(2,1)] gLAzQaccdfefjsboafn SFS[D(5,2)(2,1)] gLLMQadcfeefbhswrkg SFS[D(5,2)(2,1)] gLLMQadcfeefbhswrrg SFS[D(4,1)(2,1)] gLAzQaccdfefnsjoafn SFS[D(5,2)(2,1)] gLAzQaccdfefjsjoafn SFS[D(4,1)(2,1)] gLLAQbccdefftongvss toroidal gLLAQbccdefftorgvss SFS[D(5,2)(2,1)] gLAzQaccdeffjrfocpn SFS[D(5,2)(2,1)] gLAzQaccdeffnrfocpn SFS[D(4,1)(2,1)] gLAzQaccdeffnnbggxk SFS[D(5,2)(2,1)] gLAzQaccdeffjnbggxk toroidal gLAzQaccdfefnsnoafn toroidal gLAzQaccdfefjsnoafn toroidal gLAzQaccdeffncwogun SFS[D(5,2)(2,1)] gLAzQaccdeffjcwogun SFS[D(4,1)(2,1)] gLLAQbccdeffaongvss SFS[D(2,1)(2,1)] gLAzQaccdeffjnnggxk SFS[D(2,1)(2,1)] gLAzQaccdfefnnnoafn SFS[D(3,1)(2,1)] gLAzQaccdfefjnnoafn SFS[D(3,1)(2,1)] gLLAQbccdefflongvss SFS[D(2,1)(2,1)] gLAzQaccdeffjnjggxk SFS[D(2,1)(2,1)] gLAzQaccdfefngnoafn SFS[D(3,1)(2,1)] gLAzQaccdfefjgnoafn SFS[D(3,1)(2,1)] gLAzQaccdeffbfvgclk reducible gLAzQaccdeffbfvgcds reducible gLLMQadcfeefbassokg SFS[D(3,1)(2,1)] gLLMQadcfeefbassorg SFS[D(3,1)(2,1)] gLAzQaccdeffnkkggxk SFS[D(2,1)(2,1)] gLAzQaccdfefnkkoafn SFS[D(2,1)(2,1)] gLAzQaccdeffnwjocpn SFS[D(2,1)(2,1)] gLAzQaccdeffbcjgfik reducible gLAzQaccdeffncjgfik SFS[D(3,1)(2,1)] gLAzQaccdeffjcjgfik SFS[D(3,1)(2,1)] gLAzQaccdeffjgvogun SFS[D(2,1)(2,1)] gLLMQadcfeefbannokg SFS[D(3,1)(2,1)] gLLMQadcfeefbannorg SFS[D(3,1)(2,1)] gLALQaccdeffnkkcger SFS[D(2,1)(2,1)] gLALQaccdfefnkkclfj SFS[D(2,1)(2,1)] gLALQaccdeffnwjccqj SFS[D(2,1)(2,1)] gLAzQaccdfefbcjgabs reducible gLAzQaccdfefncjgabs SFS[D(3,1)(2,1)] gLAzQaccdfefjcjgabs SFS[D(3,1)(2,1)] gLALQaccdfefngfcqcr SFS[D(2,1)(2,1)] gLAzQaccdfefbjngabs reducible gLALQaccdeffbrkcger reducible gLALQaccdeffncnccqj SFS[D(2,1)(2,1)] gLAzQaccdfefbwbgabs reducible gLAzQaccdfefnwbgabs SFS[D(3,1)(2,1)] gLAzQaccdfefjwbgabs SFS[D(3,1)(2,1)] gLALQaccdfefnnvcqcr SFS[D(2,1)(2,1)] gLAzQaccdfefbfvgabs reducible gLAzQaccdfefbkfgabs reducible gLALQaccdeffbwkcgej reducible gLAzQaccdfefbrggabs reducible gLAzQaccdeffnsbggqs SFS[D(4,1)(2,1)] gLAzQaccdeffjsbggqs SFS[D(5,2)(2,1)] gLAzQaccdfefnsboqfw SFS[D(4,1)(2,1)] gLAzQaccdfefjsboqfw SFS[D(5,2)(2,1)] gLLMQadcfeefbhnrrkg SFS[D(5,2)(2,1)] gLLMQadcfeefbhnrrrg SFS[D(4,1)(2,1)] gLAzQaccdfefnsjoqfw SFS[D(5,2)(2,1)] gLAzQaccdfefjsjoqfw SFS[D(4,1)(2,1)] gLLAQbccdefftongvok toroidal gLLAQbccdefftorgvok SFS[D(5,2)(2,1)] gLAzQaccdeffjrfocew SFS[D(5,2)(2,1)] gLAzQaccdeffnrfocew SFS[D(4,1)(2,1)] gLAzQaccdeffnnbggqs SFS[D(5,2)(2,1)] gLAzQaccdeffjnbggqs toroidal gLAzQaccdfefnsnoqfw toroidal gLAzQaccdfefjsnoqfw toroidal gLAzQaccdeffncwoglw SFS[D(5,2)(2,1)] gLAzQaccdeffjcwoglw SFS[D(4,1)(2,1)] gLLAQbccdeffaongvok SFS[D(2,1)(2,1)] gLAzQaccdeffjnnggqs SFS[D(2,1)(2,1)] gLAzQaccdfefnnnoqfw SFS[D(3,1)(2,1)] gLAzQaccdfefjnnoqfw SFS[D(3,1)(2,1)] gLLAQbccdefflongvok SFS[D(2,1)(2,1)] gLAzQaccdeffjnjggqs SFS[D(2,1)(2,1)] gLAzQaccdfefngnoqfw SFS[D(3,1)(2,1)] gLAzQaccdfefjgnoqfw SFS[D(3,1)(2,1)] gLLMQadcfeefbanookg SFS[D(3,1)(2,1)] gLLMQadcfeefbanoorg SFS[D(3,1)(2,1)] gLAzQaccdeffnkkggqs SFS[D(2,1)(2,1)] gLAzQaccdfefnkkoqfw SFS[D(2,1)(2,1)] gLAzQaccdeffnwjocew SFS[D(2,1)(2,1)] gLAzQaccdeffbcjgfes reducible gLAzQaccdeffncjgfes SFS[D(3,1)(2,1)] gLAzQaccdeffjcjgfes SFS[D(3,1)(2,1)] gLAzQaccdeffjgvoglw SFS[D(2,1)(2,1)] gLALQaccdfefbwncubj reducible gLALQaccdfefbwncxbr reducible gLALQaccdfefbwncxbk reducible gLALQaccdfefbwncubn reducible gLALQaccdfefbrvcxbk reducible gLALQaccdfefbrvcubn reducible gLALQaccdfefbrvcubj reducible gLALQaccdfefbrvcxbr reducible gLLAQbccdeffmcoovnn reducible gLALQaccdeffbgvcgmj reducible gLALQaccdeffbgncgdj reducible gLLMQadcefefblrkjfc reducible gLLMQadcefefblrkjkc reducible gLLMQadcefefblrkjrc reducible gLALQaccdeffngjcgdj reducible gLALQaccdfefngjcpfr reducible gLALQaccdeffbgvcgar reducible gLLAQbccdeffmcoovjw reducible gLLMQadcefefblwkvff reducible gLLMQadcefefblwkvrf reducible gLLMQadcefefblwkvkf reducible gLALQaccdfefngjchfj reducible gLALQaccdeffngjcghr reducible gLALQaccdeffbgncghr reducible gLLAQbccdeffmcoosnn reducible gLLMQadcefefnlwkvff reducible gLLMQadcefefnlwkvrf reducible gLLMQadcefefnlwkvkf reducible gLALQaccdfefngjchrj reducible gLALQaccdeffngjcjhr reducible gLLAQbccdeffmcoownn reducible gLLMQadcefefjlwkvff reducible gLLMQadcefefjlwkvrf reducible gLLMQadcefefjlwkvkf reducible gLALQaccdfefngjchkj reducible gLALQaccdeffngjckhr reducible gLALQaccdeffbgvcgmn reducible gLLAQbccdeffmcoovnj reducible gLALQaccdeffbgncghk reducible gLLMQadcefefblskvff reducible gLLMQadcefefblskvkf reducible gLLMQadcefefblskvrf reducible gLALQaccdeffngjcghk reducible gLALQaccdfefngjchfn reducible gLAzQaccdeffnjjofuj reducible gLAzQaccdeffjjjofuj reducible gLAzQaccdeffjjjgcxr reducible gLAzQaccdeffnjjgcxr reducible gLAzQaccdeffnjjgcxk reducible gLAzQaccdeffjjjgcxk reducible gLAzQaccdeffnkkogpj reducible gLAzQaccdeffjkkogpj reducible gLAzQaccdeffnjjofun reducible gLAzQaccdeffjjjofun reducible gLAzQaccdeffnkkogpn reducible gLAzQaccdeffjkkogpn reducible gLAzQaccdeffjwjgcxr reducible gLAzQaccdeffnwjgcxr reducible gLAzQaccdeffbcjgcxk reducible gLAzQaccdfefjgfoacj reducible gLAzQaccdfefjgvoacn reducible gLAzQaccdeffbcjgcxr reducible gLAzQaccdeffnwjgcxk reducible gLAzQaccdeffjwjgcxk reducible gLAzQaccdfefjgvoacj reducible gLAzQaccdfefjgfoacn reducible gLAzQaccdeffbfvgfxw reducible gLAzQaccdeffbfvgfuk reducible gLAzQaccdeffbrwggdw reducible gLAzQaccdeffjffofuj reducible gLAzQaccdeffbwwggik reducible gLAzQaccdeffjwwggir reducible gLAzQaccdeffjwwggik reducible gLAzQaccdeffjffofun reducible gLALQaccdeffbgncgdn reducible gLLMQadcefefblnkjfc reducible gLLMQadcefefblnkjkc reducible gLLMQadcefefblnkjrc reducible gLALQaccdeffngjcgdn reducible gLALQaccdfefngjcpfk reducible gLALQaccdeffbgvcgak reducible gLLAQbccdeffmcoovjs reducible gLAzQaccdeffbfvgfur reducible gLAzQaccdeffbfvgfxs reducible gLAzQaccdeffnjjofts reducible gLAzQaccdeffjjjofts reducible gLAzQaccdeffjjjgctw reducible gLAzQaccdeffnjjgctw reducible gLAzQaccdeffnjjgcts reducible gLAzQaccdeffjjjgcts reducible gLAzQaccdeffnkkoghs reducible gLAzQaccdeffjkkoghs reducible gLAzQaccdeffnjjoftw reducible gLAzQaccdeffjjjoftw reducible gLAzQaccdeffnkkoghw reducible gLAzQaccdeffjkkoghw reducible gLAzQaccdeffjwjgctw reducible gLAzQaccdeffnwjgctw reducible gLAzQaccdeffbcjgcts reducible gLAzQaccdfefjgfomcs reducible gLAzQaccdfefjgvomcw reducible gLAzQaccdeffbcjgctw reducible gLAzQaccdeffnwjgcts reducible gLAzQaccdeffjwjgcts reducible gLAzQaccdfefjgvomcs reducible gLAzQaccdfefjgfomcw reducible gLAzQaccdeffjffofts reducible gLAzQaccdeffbwwggms reducible gLAzQaccdeffjwwggmw reducible gLAzQaccdeffjwwggms reducible gLAzQaccdeffjffoftw reducible gLAzQaccdeffbrwggds reducible gLLAQbccdeffmcoosnj reducible gLLMQadcefefnlskvff reducible gLLMQadcefefnlskvkf reducible gLLMQadcefefnlskvrf reducible gLALQaccdeffngjcjhk reducible gLALQaccdfefngjchrn reducible gLALQaccdfefbggjicj SFS[D(2,1)(2,1)] gLALQaccdeffbggwgar SFS[D(2,1)(2,1)] gLALQaccdeffbgbwghr SFS[D(2,1)(2,1)] gLALQaccdeffbggcjmn SFS[D(2,1)(2,1)] gLALQaccdfefbggcmjk SFS[D(2,1)(2,1)] gLLAQbccdeffmcoownj reducible gLLMQadcefefjlskvff reducible gLLMQadcefefjlskvkf reducible gLLMQadcefefjlskvrf reducible gLALQaccdeffbgjckhk SFS[D(2,1)(2,1)] gLALQaccdeffngjckhk reducible gLALQaccdeffjgjckhk SFS[D(2,1)(2,1)] gLALQaccdfefbgjchkn SFS[D(2,1)(2,1)] gLALQaccdfefngjchkn reducible gLALQaccdfefjgjchkn SFS[D(2,1)(2,1)] gLAzQaccdeffbcbkcxk SFS[D(2,1)(2,1)] gLAzQaccdeffbffkfuk SFS[D(2,1)(2,1)] gLAzQaccdeffbcbncxn SFS[D(2,1)(2,1)] gLAzQaccdeffbffnfun SFS[D(2,1)(2,1)] gLAzQaccdeffbgbrghw SFS[D(2,1)(2,1)] gLAzQaccdeffbggokij SFS[D(2,1)(2,1)] gLAzQaccdeffbggrgaw SFS[D(2,1)(2,1)] gLALQaccdeffbggwrlc SFS[D(3,1)(3,2)] gLALQaccdeffbggjnlc SFS[D(3,1)(3,2)] gLLAQbccdeffmconjco reducible gLLAQbccdeffaoonnoo reducible gLLMQbdcdeffmnnojno reducible gLLMQbdcdeffmnnnjno toroidal gLALQaccdeffbgjjwqc SFS[D(3,1)(3,2)] gLALQaccdeffngjjwqc toroidal gLALQaccdeffjgjjwqc SFS[D(3,1)(3,2)] gLALQaccdeffbggjrlc SFS[D(3,1)(3,1)] gLLAQbccdeffmconkco reducible gLLAQbccdeffaoonroo reducible gLLMQbdcdeffmnnokno reducible gLLMQbdcdeffmnnrkno toroidal gLLMQbdcdeffmnnnkno toroidal gLALQaccdeffbgjwwqc SFS[D(3,1)(3,1)] gLALQaccdeffngjwwqc toroidal gLALQaccdeffjgjwwqc SFS[D(3,1)(3,1)] gLALQaccdeffbgjjsqc SFS[D(3,1)(3,1)] gLALQaccdeffngjjsqc toroidal gLALQaccdeffjgjjsqc SFS[D(3,1)(3,1)] gLALQaccdeffbcbwjac reducible gLALQaccdeffbffjkdc reducible gLAzQaccdeffbggjkhg SFS[D(3,1)(3,2)] gLAzQaccdfefbggrtwo SFS[D(3,1)(3,2)] gLAzQaccdeffbgbjkag SFS[D(3,1)(3,2)] gLALQaccdeffbcbjjac reducible gLALQaccdeffbffwkdc reducible gLAzQaccdeffbggjjhg SFS[D(3,1)(3,1)] gLAzQaccdfefbggntwo SFS[D(3,1)(3,1)] gLAzQaccdeffbgbjjag SFS[D(3,1)(3,1)] gLALQaccdeffbffwrdc reducible gLALQaccdeffbcbjwac reducible gLAzQaccdeffbggkjhg SFS[D(3,1)(3,2)] gLAzQaccdfefbggntjo SFS[D(3,1)(3,2)] gLALQaccdeffbffjrdc reducible gLALQaccdeffbcbwwac reducible gLAzQaccdeffbgbkkag SFS[D(3,1)(3,1)] gLALQaccdfefbrvcajb reducible gLALQaccdfefbrvcdnf reducible gLALQaccdfefbrvwlbc reducible gLALQaccdfefbrvjqbc reducible gLALQaccdfefbffwlbc reducible gLALQaccdfefbffjqbc reducible gLALQaccdfefbkgcajb reducible gLALQaccdfefbkgcdnf reducible gLALQaccdfefbkgwlbc reducible gLALQaccdeffbjkcrxf reducible gLALQaccdfefbkgjqbc reducible gLALQaccdeffbjkcnpb reducible gLLMQaecedffbaognkn reducible gLLMQaecedffbaogjkn reducible gLALQaccdfefbjjcajb reducible gLALQaccdfefnjjcajb reducible gLALQaccdfefjjjcajb reducible gLALQaccdfefbjjcdnf reducible gLALQaccdfefjjjcdnf reducible gLALQaccdfefnjjcdnf reducible gLALQaccdfefbjjwlbc reducible gLALQaccdfefnjjwlbc reducible gLALQaccdfefjjjwlbc reducible gLALQaccdeffbkkcwub reducible gLALQaccdeffnkkcwub reducible gLALQaccdeffjkkcwub reducible gLALQaccdeffjggcrxf reducible gLALQaccdeffjggwoqc reducible gLALQaccdfefbjjjqbc reducible gLALQaccdfefnjjjqbc reducible gLALQaccdfefjjjjqbc reducible gLALQaccdeffbkkcsif reducible gLALQaccdeffnkkcsif reducible gLALQaccdeffjkkcsif reducible gLALQaccdeffjggcnpb reducible gLALQaccdeffjggjoec reducible gLALQaccdfefbwnwlbc reducible gLALQaccdfefbwnjqbc reducible gLALQaccdfefbwncajb reducible gLALQaccdfefbwncdnf reducible gLALQaccdfefbcbwlbc reducible gLALQaccdfefbcbjqbc reducible gLALQaccdeffbgnwgmc SFS[D(3,1)(2,1)] gLLAQbccdeffaoognwv reducible gLALQaccdeffbffjcmc reducible gLLMQadcefefblvkffs reducible gLLMQadcefefblvkfks SFS[D(3,1)(3,2)] gLLMQadcefefblvkfrs SFS[D(3,1)(3,1)] gLALQaccdeffngjwgmc SFS[D(3,1)(2,1)] gLALQaccdfefngjjtfc SFS[D(3,1)(2,1)] gLLAQbccdeffmcorvko reducible gLALQaccdeffbgvwgdc SFS[D(3,1)(2,1)] gLLAQbccdeffmcogkvf reducible gLALQaccdeffbcbjfpc reducible gLLAQbccdeffaoogrjf reducible gLALQaccdeffbffwcic reducible gLLMQadcefefbloknfn reducible gLLMQadcefefbloknrn SFS[D(3,1)(3,2)] gLLMQadcefefbloknkn SFS[D(3,1)(3,1)] gLALQaccdfefngjwxfc SFS[D(3,1)(2,1)] gLALQaccdeffngjjgac SFS[D(3,1)(2,1)] gLALQaccdeffbgnjgac SFS[D(3,1)(2,1)] gLALQaccdeffbgvjghc SFS[D(3,1)(2,1)] gLLAQbccdeffmconvfo reducible gLLAQbccdeffmcogjfv reducible gLALQaccdeffbcbwfhc reducible gLALQaccdfefbffwljc reducible gLALQaccdfefbcbjqnc reducible gLALQaccdeffbffjjmc reducible gLALQaccdeffbggwjdc SFS[D(3,1)(2,1)] gLALQaccdfefbggjujc SFS[D(3,1)(2,1)] gLLAQbccdeffmcorwko reducible gLLAQbccdeffmcojkvf reducible gLLAQbccdeffaoojrjf reducible gLLMQadcefefjloknfn reducible gLLMQadcefefjloknrn toroidal gLLMQadcefefjloknkn toroidal gLALQaccdfefbgjwxkc SFS[D(3,1)(2,1)] gLALQaccdfefngjwxkc toroidal gLALQaccdfefjgjwxkc SFS[D(3,1)(2,1)] gLALQaccdeffbgjjkac SFS[D(3,1)(2,1)] gLALQaccdeffngjjkac toroidal gLALQaccdeffjgjjkac SFS[D(3,1)(2,1)] gLALQaccdeffbcbwkhc reducible gLALQaccdfefbffwlnc reducible gLALQaccdfefbcbjqjc reducible gLALQaccdeffbffjwmc reducible gLLAQbccdeffmcorsko reducible gLLAQbccdeffmcokkvf reducible gLLAQbccdeffaookrjf reducible gLLMQadcefefnloknfn reducible gLLMQadcefefnloknrn SFS[D(3,1)(3,2)] gLLMQadcefefnloknkn SFS[D(3,1)(3,1)] gLALQaccdfefngjwxrc SFS[D(3,1)(2,1)] gLALQaccdeffngjjjac SFS[D(3,1)(2,1)] gLALQaccdeffbcbwrhc reducible gLALQaccdeffbgncjqb SFS[D(3,1)(2,1)] gLLMQaecedffbpokbnn reducible gLLMQaecedffbpoknnn reducible gLLMQaecedffbpokjnn reducible gLALQaccdeffngjcjqb reducible gLALQaccdfefngjcqrf reducible gLALQaccdeffbgvcklf SFS[D(3,1)(2,1)] gLLAQbccdeffmcooscv reducible gLAzQaccdeffbfvgkqf reducible gLAzQaccdeffbfvjfdg SFS[D(3,1)(2,1)] gLAzQaccdfefbsnoerb reducible gLAzQaccdfefbnnoerb reducible gLAzQaccdfefbgnoerb reducible gLLMQadcfeefbaokorn toroidal gLLMQadcfeefbaokokn toroidal gLAzQaccdeffnjjoklv SFS[D(5,2)(3,1)] gLAzQaccdeffjjjoklv SFS[D(4,1)(3,1)] gLAzQaccdeffjjjgjqv SFS[D(4,3)(3,1)] gLAzQaccdeffnjjgjqv SFS[D(5,3)(3,1)] gLAzQaccdeffnjjjcag SFS[D(5,2)(3,1)] gLAzQaccdeffjjjjcag SFS[D(4,1)(3,1)] gLAzQaccdeffnkkojev toroidal gLAzQaccdeffjkkojev SFS[D(5,2)(3,1)] gLAzQaccdeffnjjrfdo SFS[D(5,3)(3,1)] gLAzQaccdeffjjjrfdo SFS[D(4,3)(3,1)] gLAzQaccdeffnkkrgio toroidal gLAzQaccdeffjkkrgio SFS[D(5,3)(3,1)] gLAzQaccdeffjwjgjqv SFS[D(5,2)(3,1)] gLAzQaccdeffnwjgjqv SFS[D(4,1)(3,1)] gLAzQaccdeffbcjjcag SFS[D(3,1)(2,1)] gLAzQaccdfefjgfoqwv SFS[D(5,3)(3,1)] gLAzQaccdfefjgvrxco SFS[D(4,3)(3,1)] gLAzQaccdeffbcjgjqv reducible gLAzQaccdeffjcjgjqv toroidal gLAzQaccdeffncjgjqv toroidal gLAzQaccdeffnwjjcag toroidal gLAzQaccdeffjwjjcag SFS[D(5,2)(3,1)] gLAzQaccdfefjgvoqwv toroidal gLAzQaccdfefjgfrxco SFS[D(5,3)(3,1)] gLAzQaccdeffjffoklv SFS[D(3,1)(2,1)] gLAzQaccdeffbwwgkev reducible gLAzQaccdeffjwwgkev SFS[D(3,1)(3,2)] gLAzQaccdeffjwwjgpg SFS[D(3,1)(3,1)] gLAzQaccdeffjffrfdo SFS[D(3,1)(2,1)] gLAzQaccdeffbrwgjlf reducible gLALQaccdeffbgbwjqb SFS[D(3,1)(2,1)] gLAzQaccdeffbcbkjqv reducible gLAzQaccdeffbffnklv reducible gLAzQaccdeffbggrkqb SFS[D(3,1)(2,1)] gLAzQaccdeffbggrkpo SFS[D(3,1)(2,1)] gLALQaccdeffbgvcjxb SFS[D(3,1)(2,1)] gLLAQbccdeffmcoowsb reducible gLALQaccdeffbgnckuf SFS[D(3,1)(2,1)] gLLMQaecedffbpokbwn reducible gLLMQaecedffbpokjwn reducible gLLMQaecedffbpoknwn reducible gLALQaccdeffngjckuf reducible gLALQaccdfefngjcikb reducible gLLMQadcfeefbavjors toroidal gLLMQadcfeefbavjoks toroidal gLAzQaccdeffnjjorib SFS[D(5,3)(3,1)] gLAzQaccdeffjjjorib SFS[D(4,3)(3,1)] gLAzQaccdeffjjjgwpf SFS[D(4,1)(3,1)] gLAzQaccdeffnjjgwpf SFS[D(5,2)(3,1)] gLAzQaccdeffnjjkcig SFS[D(5,3)(3,1)] gLAzQaccdeffjjjkcig SFS[D(4,3)(3,1)] gLAzQaccdeffnkkokxb toroidal gLAzQaccdeffjkkokxb SFS[D(5,3)(3,1)] gLAzQaccdeffnjjnfpo SFS[D(5,2)(3,1)] gLAzQaccdeffjjjnfpo SFS[D(4,1)(3,1)] gLAzQaccdeffnkkngao toroidal gLAzQaccdeffjkkngao SFS[D(5,2)(3,1)] gLAzQaccdeffjwjgwpf SFS[D(5,3)(3,1)] gLAzQaccdeffnwjgwpf SFS[D(4,3)(3,1)] gLAzQaccdeffbcjkcig SFS[D(3,1)(2,1)] gLAzQaccdfefjgfodjb SFS[D(5,2)(3,1)] gLAzQaccdfefjgvnuco SFS[D(4,1)(3,1)] gLAzQaccdeffbcjgwpf reducible gLAzQaccdeffjcjgwpf toroidal gLAzQaccdeffncjgwpf toroidal gLAzQaccdeffnwjkcig toroidal gLAzQaccdeffjwjkcig SFS[D(5,3)(3,1)] gLAzQaccdfefjgvodjb toroidal gLAzQaccdfefjgfnuco SFS[D(5,2)(3,1)] gLAzQaccdeffbfvgrmv reducible gLAzQaccdeffbfvkfhg SFS[D(3,1)(2,1)] gLAzQaccdfefbsnntfo reducible gLAzQaccdfefbnnntfo reducible gLAzQaccdfefbgnntfo reducible gLAzQaccdeffbrwgktv reducible gLAzQaccdeffjfforib SFS[D(3,1)(2,1)] gLAzQaccdeffbwwgjuf reducible gLAzQaccdeffjwwgjuf SFS[D(3,1)(3,1)] gLAzQaccdeffjwwkgdg SFS[D(3,1)(3,2)] gLAzQaccdeffjffnfpo SFS[D(3,1)(2,1)] gLALQaccdeffbggwjxb SFS[D(3,1)(2,1)] gLALQaccdfefbggjpjf SFS[D(3,1)(2,1)] gLAzQaccdeffbffkrmv reducible gLAzQaccdeffbcbnwhv reducible gLAzQaccdeffbgbrkxb SFS[D(3,1)(2,1)] gLALQaccdfefbrvcanb reducible gLALQaccdfefbrvcdjf reducible gLALQaccdfefbrvjlbc reducible gLALQaccdfefbrvwqbc reducible gLALQaccdfefbffjlbc reducible gLALQaccdfefbffwqbc reducible gLALQaccdfefbkgcanb reducible gLALQaccdfefbkgcdjf reducible gLALQaccdfefbkgjlbc reducible gLALQaccdeffbjkcnxf reducible gLALQaccdfefbkgwqbc reducible gLALQaccdeffbjkcrpb reducible gLLMQaecedffbaognkr reducible gLLMQaecedffbaogjkr reducible gLALQaccdfefbjjcanb reducible gLALQaccdfefnjjcanb reducible gLALQaccdfefjjjcanb reducible gLALQaccdfefbjjcdjf reducible gLALQaccdfefjjjcdjf reducible gLALQaccdfefnjjcdjf reducible gLALQaccdfefbjjjlbc reducible gLALQaccdfefnjjjlbc reducible gLALQaccdfefjjjjlbc reducible gLALQaccdeffbkkcsub reducible gLALQaccdeffnkkcsub reducible gLALQaccdeffjkkcsub reducible gLALQaccdeffjggcnxf reducible gLALQaccdeffjggjoqc reducible gLALQaccdfefbjjwqbc reducible gLALQaccdfefnjjwqbc reducible gLALQaccdfefjjjwqbc reducible gLALQaccdeffbkkcwif reducible gLALQaccdeffnkkcwif reducible gLALQaccdeffjkkcwif reducible gLALQaccdeffjggcrpb reducible gLALQaccdeffjggwoec reducible gLALQaccdfefbwnjlbc reducible gLALQaccdfefbwnwqbc reducible gLALQaccdfefbwncanb reducible gLALQaccdfefbwncdjf reducible gLALQaccdfefbcbjlbc reducible gLALQaccdfefbcbwqbc reducible gLALQaccdeffbgnjgmc SFS[D(3,1)(2,1)] gLLAQbccdeffaoogrwv reducible gLALQaccdeffbffwcmc reducible gLLMQadcefefblvkffw reducible gLLMQadcefefblvkfkw SFS[D(3,1)(3,1)] gLLMQadcefefblvkfrw SFS[D(3,1)(3,2)] gLALQaccdeffngjjgmc SFS[D(3,1)(2,1)] gLALQaccdfefngjwtfc SFS[D(3,1)(2,1)] gLLAQbccdeffmconvko reducible gLALQaccdeffbgvjgdc SFS[D(3,1)(2,1)] gLLAQbccdeffmcogjvf reducible gLALQaccdeffbcbwfpc reducible gLLAQbccdeffaoognjf reducible gLALQaccdeffbffjcic reducible gLLMQadcefefbloknfr reducible gLLMQadcefefbloknrr SFS[D(3,1)(3,1)] gLLMQadcefefbloknkr SFS[D(3,1)(3,2)] gLALQaccdfefngjjxfc SFS[D(3,1)(2,1)] gLALQaccdeffngjwgac SFS[D(3,1)(2,1)] gLALQaccdeffbgnwgac SFS[D(3,1)(2,1)] gLALQaccdeffbgvwghc SFS[D(3,1)(2,1)] gLLAQbccdeffmcorvfo reducible gLLAQbccdeffmcogkfv reducible gLALQaccdeffbcbjfhc reducible gLALQaccdfefbffjljc reducible gLALQaccdfefbcbwqnc reducible gLALQaccdeffbffwjmc reducible gLALQaccdeffbggjjdc SFS[D(3,1)(2,1)] gLALQaccdfefbggwujc SFS[D(3,1)(2,1)] gLLAQbccdeffmconwko reducible gLLAQbccdeffmcojjvf reducible gLLAQbccdeffaoojnjf reducible gLLMQadcefefjloknfr reducible gLLMQadcefefjloknrr toroidal gLLMQadcefefjloknkr toroidal gLALQaccdfefbgjjxkc SFS[D(3,1)(2,1)] gLALQaccdfefngjjxkc toroidal gLALQaccdfefjgjjxkc SFS[D(3,1)(2,1)] gLALQaccdeffbgjwkac SFS[D(3,1)(2,1)] gLALQaccdeffngjwkac toroidal gLALQaccdeffjgjwkac SFS[D(3,1)(2,1)] gLALQaccdeffbcbjkhc reducible gLALQaccdfefbffjlnc reducible gLALQaccdfefbcbwqjc reducible gLALQaccdeffbffwwmc reducible gLLAQbccdeffmconsko reducible gLLAQbccdeffmcokjvf reducible gLLAQbccdeffaooknjf reducible gLLMQadcefefnloknfr reducible gLLMQadcefefnloknrr SFS[D(3,1)(3,1)] gLLMQadcefefnloknkr SFS[D(3,1)(3,2)] gLALQaccdfefngjjxrc SFS[D(3,1)(2,1)] gLALQaccdeffngjwjac SFS[D(3,1)(2,1)] gLALQaccdeffbcbjrhc reducible gLALQaccdeffbgnckqb SFS[D(3,1)(2,1)] gLLMQaecedffbpokbnr reducible gLLMQaecedffbpoknnr reducible gLLMQaecedffbpokjnr reducible gLALQaccdeffngjckqb reducible gLALQaccdfefngjcqkf reducible gLALQaccdeffbgvcjlf SFS[D(3,1)(2,1)] gLLAQbccdeffmcoowcv reducible gLAzQaccdeffbfvgrqf reducible gLAzQaccdeffbfvkfdg SFS[D(3,1)(2,1)] gLAzQaccdfefbsnnufo reducible gLAzQaccdfefbnnnufo reducible gLAzQaccdfefbgnnufo reducible gLLMQadcfeefbaokorr toroidal gLLMQadcfeefbaokokr toroidal gLAzQaccdeffnjjorlv SFS[D(5,3)(3,1)] gLAzQaccdeffjjjorlv SFS[D(4,3)(3,1)] gLAzQaccdeffjjjgwqv SFS[D(4,1)(3,1)] gLAzQaccdeffnjjgwqv SFS[D(5,2)(3,1)] gLAzQaccdeffnjjkcag SFS[D(5,3)(3,1)] gLAzQaccdeffjjjkcag SFS[D(4,3)(3,1)] gLAzQaccdeffnkkokev toroidal gLAzQaccdeffjkkokev SFS[D(5,3)(3,1)] gLAzQaccdeffnjjnfdo SFS[D(5,2)(3,1)] gLAzQaccdeffjjjnfdo SFS[D(4,1)(3,1)] gLAzQaccdeffnkkngio toroidal gLAzQaccdeffjkkngio SFS[D(5,2)(3,1)] gLAzQaccdeffjwjgwqv SFS[D(5,3)(3,1)] gLAzQaccdeffnwjgwqv SFS[D(4,3)(3,1)] gLAzQaccdeffbcjkcag SFS[D(3,1)(2,1)] gLAzQaccdfefjgfoqjv SFS[D(5,2)(3,1)] gLAzQaccdfefjgvnxco SFS[D(4,1)(3,1)] gLAzQaccdeffbcjgwqv reducible gLAzQaccdeffjcjgwqv toroidal gLAzQaccdeffncjgwqv toroidal gLAzQaccdeffnwjkcag toroidal gLAzQaccdeffjwjkcag SFS[D(5,3)(3,1)] gLAzQaccdfefjgvoqjv toroidal gLAzQaccdfefjgfnxco SFS[D(5,2)(3,1)] gLAzQaccdeffjfforlv SFS[D(3,1)(2,1)] gLAzQaccdeffbwwgjev reducible gLAzQaccdeffjwwgjev SFS[D(3,1)(3,1)] gLAzQaccdeffjwwkgpg SFS[D(3,1)(3,2)] gLAzQaccdeffjffnfdo SFS[D(3,1)(2,1)] gLAzQaccdeffbrwgklf reducible gLALQaccdeffbgbwkqb SFS[D(3,1)(2,1)] gLAzQaccdeffbcbkwqv reducible gLAzQaccdeffbffnrlv reducible gLAzQaccdeffbggrjqb SFS[D(3,1)(2,1)] gLAzQaccdeffbggnkpo SFS[D(3,1)(2,1)] gLALQaccdeffbgvckxb SFS[D(3,1)(2,1)] gLLAQbccdeffmcoossb reducible gLALQaccdeffbgncjuf SFS[D(3,1)(2,1)] gLLMQaecedffbpokbwr reducible gLLMQaecedffbpokjwr reducible gLLMQaecedffbpoknwr reducible gLALQaccdeffngjcjuf reducible gLALQaccdfefngjcirb reducible gLLMQadcfeefbavjorw toroidal gLLMQadcfeefbavjokw toroidal gLAzQaccdeffnjjokib SFS[D(5,2)(3,1)] gLAzQaccdeffjjjokib SFS[D(4,1)(3,1)] gLAzQaccdeffjjjgjpf SFS[D(4,3)(3,1)] gLAzQaccdeffnjjgjpf SFS[D(5,3)(3,1)] gLAzQaccdeffnjjjcig SFS[D(5,2)(3,1)] gLAzQaccdeffjjjjcig SFS[D(4,1)(3,1)] gLAzQaccdeffnkkojxb toroidal gLAzQaccdeffjkkojxb SFS[D(5,2)(3,1)] gLAzQaccdeffnjjrfpo SFS[D(5,3)(3,1)] gLAzQaccdeffjjjrfpo SFS[D(4,3)(3,1)] gLAzQaccdeffnkkrgao toroidal gLAzQaccdeffjkkrgao SFS[D(5,3)(3,1)] gLAzQaccdeffjwjgjpf SFS[D(5,2)(3,1)] gLAzQaccdeffnwjgjpf SFS[D(4,1)(3,1)] gLAzQaccdeffbcjjcig SFS[D(3,1)(2,1)] gLAzQaccdfefjgfodwb SFS[D(5,3)(3,1)] gLAzQaccdfefjgvruco SFS[D(4,3)(3,1)] gLAzQaccdeffbcjgjpf reducible gLAzQaccdeffjcjgjpf toroidal gLAzQaccdeffncjgjpf toroidal gLAzQaccdeffnwjjcig toroidal gLAzQaccdeffjwjjcig SFS[D(5,2)(3,1)] gLAzQaccdfefjgvodwb toroidal gLAzQaccdfefjgfruco SFS[D(5,3)(3,1)] gLAzQaccdeffbfvgkmv reducible gLAzQaccdeffbfvjfhg SFS[D(3,1)(2,1)] gLAzQaccdfefbsnomrv reducible gLAzQaccdfefbnnomrv reducible gLAzQaccdfefbgnomrv reducible gLAzQaccdeffbrwgjtv reducible gLAzQaccdeffjffokib SFS[D(3,1)(2,1)] gLAzQaccdeffbwwgkuf reducible gLAzQaccdeffjwwgkuf SFS[D(3,1)(3,2)] gLAzQaccdeffjwwjgdg SFS[D(3,1)(3,1)] gLAzQaccdeffjffrfpo SFS[D(3,1)(2,1)] gLALQaccdeffbggwkxb SFS[D(3,1)(2,1)] gLALQaccdfefbggjpwf SFS[D(3,1)(2,1)] gLAzQaccdeffbffkkmv reducible gLAzQaccdeffbcbnjhv reducible gLAzQaccdeffbgbrjxb SFS[D(3,1)(2,1)] gLLMQaecedffbdosnog reducible gLLMQaecedffbdosjog reducible gLALQaccdeffnsbcvab reducible gLALQaccdeffnsbcvxf reducible gLLMQaecedffbqosbog reducible gLLMQaecedffbqosnog SFS[D(3,1)(3,2)] gLLMQaecedffbqosjog SFS[D(3,1)(3,1)] gLALQaccdeffngbcvab SFS[D(3,1)(2,1)] gLALQaccdeffnsjcvxf SFS[D(3,1)(2,1)] gLLAQbccdefftoooojb reducible gLLAQbccdefftonoojb SFS[D(3,1)(3,1)] gLLAQbccdefftoroojb SFS[D(3,1)(3,2)] gLALQaccdeffnnbcvab SFS[D(3,1)(2,1)] gLALQaccdeffnsncvxf SFS[D(3,1)(2,1)] gLLAQbccdefftoooosv reducible gLLAQbccdefftoroosv SFS[D(3,1)(3,2)] gLLAQbccdefftonoosv SFS[D(3,1)(3,1)] gLALQaccdeffnsncvab SFS[D(3,1)(2,1)] gLALQaccdeffnnbcvxf SFS[D(3,1)(2,1)] gLLAQbccdeffloooosv reducible gLLAQbccdeffloroosv SFS[D(3,1)(3,1)] gLLAQbccdefflonoosv SFS[D(3,1)(3,2)] gLALQaccdeffngncvab SFS[D(3,1)(2,1)] gLALQaccdeffnnjcvxf SFS[D(3,1)(2,1)] gLLAQbccdeffaonoojb reducible gLLAQbccdeffaonoosv reducible gLALQaccdeffnnncvab reducible gLALQaccdeffnnncvxf reducible gLLMQaecedffbqvsbsg reducible gLLMQaecedffbqvsjsg SFS[D(3,1)(3,1)] gLLMQaecedffbqvsnsg SFS[D(3,1)(3,2)] gLALQaccdeffnsjcvab SFS[D(3,1)(2,1)] gLALQaccdeffngbcvxf SFS[D(3,1)(2,1)] gLLAQbccdeffloooojb reducible gLLAQbccdefflonoojb SFS[D(3,1)(3,2)] gLLAQbccdeffloroojb SFS[D(3,1)(3,1)] gLALQaccdeffnnjcvab SFS[D(3,1)(2,1)] gLALQaccdeffngncvxf SFS[D(3,1)(2,1)] gLLAQbccdeffdboovwb reducible gLLAQbccdeffdboovgv reducible gLLAQbccdeffhboovwb reducible gLLAQbccdeffmcnogvb reducible gLLAQbccdeffmcnogkv reducible gLALQaccdeffnfwcvab reducible gLALQaccdeffnfwcvxf reducible gLLAQbccdeffhboovgv reducible gLALQaccdeffbgncwab SFS[D(2,1)(2,1)] gLLMQaecedffbpokbkj reducible gLLMQaecedffbpoknkj reducible gLLMQaecedffbpokjkj reducible gLALQaccdeffngjcwab reducible gLALQaccdeffngjcsxf reducible gLALQaccdeffbgfwoub SFS[D(2,1)(2,1)] gLLAQbccdeffmcoojvb reducible gLLMQadcefefnlvkgfg reducible gLLMQadcefefnlvkgkg reducible gLLMQadcefefnlvkgrg reducible gLALQaccdeffngjcjtb reducible gLALQaccdfefngjcmrf reducible gLALQaccdfefbgncmrf SFS[D(2,1)(2,1)] gLLMQadcfeefjaonorg reducible gLLMQadcfeefjaonokg reducible gLAzQaccdfefbjjndbv reducible gLAzQaccdfefnjjndbv reducible gLAzQaccdfefjjjndbv reducible gLAzQaccdfefbjjkabv reducible gLAzQaccdfefjjjkabv reducible gLAzQaccdfefnjjkabv reducible gLALQaccdeffbjjcwqb reducible gLALQaccdeffnjjcwqb reducible gLALQaccdeffjjjcwqb reducible gLALQaccdfefbkkclkb reducible gLALQaccdfefnkkclkb reducible gLALQaccdfefjkkclkb reducible gLALQaccdeffnggcjeb reducible gLALQaccdeffjggcjeb reducible gLALQaccdeffbjjcrlf reducible gLALQaccdeffnjjcrlf reducible gLALQaccdeffjjjcrlf reducible gLALQaccdeffbkkckef reducible gLALQaccdeffnkkckef reducible gLALQaccdeffjkkckef reducible gLALQaccdfefnggcqjf reducible gLALQaccdfefjggcqjf reducible gLAzQaccdfefbcbndbv reducible gLAzQaccdfefbcbkabv reducible gLALQaccdeffbwncwqb reducible gLALQaccdeffbwncrlf reducible gLAzQaccdfefbwnndbv reducible gLAzQaccdfefbwnkabv reducible gLAzQaccdfefbrvndbv reducible gLAzQaccdfefbrvkabv reducible gLALQaccdeffbrvcwqb reducible gLALQaccdeffbrvcrlf reducible gLAzQaccdfefbffndbv reducible gLAzQaccdfefbffkabv reducible gLAzQaccdfefbkgndbv reducible gLAzQaccdfefbkgkabv reducible gLALQaccdeffbkgcwqb reducible gLALQaccdeffbjkcjeb reducible gLALQaccdeffbkgcrlf reducible gLALQaccdfefbjkcqjf reducible gLLAQbccdeffmcooswv reducible gLALQaccdfefbgvchwb SFS[D(2,1)(2,1)] gLLMQaecedffbpokbkk reducible gLLMQaecedffbpoknkk reducible gLLMQaecedffbpokjkk reducible gLALQaccdeffngjcsab reducible gLALQaccdeffngjcwxf reducible gLLAQbccdeffmcoojkv reducible gLLMQadcefefjlvkgfg reducible gLLMQadcefefjlvkgkg reducible gLLMQadcefefjlvkgrg reducible gLALQaccdeffngjcktb reducible gLALQaccdfefngjcmkf reducible gLLMQadcfeefnaonorg SFS[D(3,1)(2,1)] gLLMQadcfeefnaonokg SFS[D(3,1)(2,1)] gLALQaccdfefnkkclrb SFS[D(2,1)(2,1)] gLALQaccdeffnkkcjef SFS[D(2,1)(2,1)] gLLAQbccdeffmcoowwv reducible gLAzQaccdfefbfvghbf reducible gLAzQaccdfefbkfghbf reducible gLALQaccdeffbwkcgtf reducible gLAzQaccdfefbrgghbf reducible gLLMQadcfeefbavvokg SFS[D(3,1)(2,1)] gLLMQadcfeefbavvorg SFS[D(3,1)(2,1)] gLALQaccdeffnkkcgtb SFS[D(2,1)(2,1)] gLALQaccdfefnkkcmff SFS[D(2,1)(2,1)] gLALQaccdeffnwjcchf SFS[D(2,1)(2,1)] gLAzQaccdfefbcjghbf reducible gLAzQaccdfefncjghbf SFS[D(3,1)(2,1)] gLAzQaccdfefjcjghbf SFS[D(3,1)(2,1)] gLALQaccdfefngfchcb SFS[D(2,1)(2,1)] gLAzQaccdfefbjnghbf reducible gLALQaccdeffbrkcgtb reducible gLALQaccdeffncncchf SFS[D(2,1)(2,1)] gLAzQaccdfefbwbghbf reducible gLAzQaccdfefnwbghbf SFS[D(3,1)(2,1)] gLAzQaccdfefjwbghbf SFS[D(3,1)(2,1)] gLALQaccdfefnnvchcb SFS[D(2,1)(2,1)] gLAzQaccdeffnsbggxf SFS[D(4,1)(2,1)] gLAzQaccdeffjsbggxf SFS[D(5,2)(2,1)] gLAzQaccdfefnsboafb SFS[D(4,1)(2,1)] gLAzQaccdfefjsboafb SFS[D(5,2)(2,1)] gLLMQadcfeefbhvwrkg SFS[D(5,2)(2,1)] gLLMQadcfeefbhvwrrg SFS[D(4,1)(2,1)] gLAzQaccdfefnsjoafb SFS[D(5,2)(2,1)] gLAzQaccdfefjsjoafb SFS[D(4,1)(2,1)] gLLAQbccdefftongvsv toroidal gLLAQbccdefftorgvsv SFS[D(5,2)(2,1)] gLAzQaccdeffjrfocpb SFS[D(5,2)(2,1)] gLAzQaccdeffnrfocpb SFS[D(4,1)(2,1)] gLAzQaccdeffnnbggxf SFS[D(5,2)(2,1)] gLAzQaccdeffjnbggxf toroidal gLAzQaccdfefnsnoafb toroidal gLAzQaccdfefjsnoafb toroidal gLAzQaccdeffncwogub SFS[D(5,2)(2,1)] gLAzQaccdeffjcwogub SFS[D(4,1)(2,1)] gLLAQbccdeffaongvsv SFS[D(2,1)(2,1)] gLAzQaccdeffjnnggxf SFS[D(2,1)(2,1)] gLAzQaccdfefnnnoafb SFS[D(3,1)(2,1)] gLAzQaccdfefjnnoafb SFS[D(3,1)(2,1)] gLLAQbccdefflongvsv SFS[D(2,1)(2,1)] gLAzQaccdeffjnjggxf SFS[D(2,1)(2,1)] gLAzQaccdfefngnoafb SFS[D(3,1)(2,1)] gLAzQaccdfefjgnoafb SFS[D(3,1)(2,1)] gLAzQaccdeffbfvgclf reducible gLAzQaccdeffbfvgcdv reducible gLLMQadcfeefbavsokg SFS[D(3,1)(2,1)] gLLMQadcfeefbavsorg SFS[D(3,1)(2,1)] gLAzQaccdeffnkkggxf SFS[D(2,1)(2,1)] gLAzQaccdfefnkkoafb SFS[D(2,1)(2,1)] gLAzQaccdeffnwjocpb SFS[D(2,1)(2,1)] gLAzQaccdeffbcjgfif reducible gLAzQaccdeffncjgfif SFS[D(3,1)(2,1)] gLAzQaccdeffjcjgfif SFS[D(3,1)(2,1)] gLAzQaccdeffjgvogub SFS[D(2,1)(2,1)] gLALQaccdeffbfvwfmb SFS[D(2,1)(2,1)] gLAzQaccdfefbfvghjf reducible gLALQaccdfefbsnjmff reducible gLALQaccdfefbnnjmff reducible gLALQaccdfefbgnjmff reducible gLALQaccdeffbrwwgtb reducible gLAzQaccdeffjffjfif SFS[D(2,1)(2,1)] gLAzQaccdeffbwwrgub reducible gLAzQaccdeffjwwrgub SFS[D(3,1)(2,1)] gLAzQaccdeffnwwrgub SFS[D(3,1)(2,1)] gLAzQaccdeffjffojpb SFS[D(2,1)(2,1)] gLAzQaccdeffbgfgjqf SFS[D(2,1)(2,1)] gLLAQbccdeffmcogwov reducible gLAzQaccdeffbcbnfav reducible gLLAQbccdeffmcojvsf reducible gLAzQaccdeffbgnnguv SFS[D(2,1)(2,1)] gLLAQbccdfefaooggjv reducible gLAzQaccdeffbffkcdv reducible gLLMQadcefefblvkofk reducible gLLMQadcefefblvkokk SFS[D(3,1)(2,1)] gLLMQadcefefblvkork SFS[D(3,1)(2,1)] gLAzQaccdeffngjnguv SFS[D(2,1)(2,1)] gLAzQaccdeffngjoklb SFS[D(2,1)(2,1)] gLLMQadcfeefbavsokk toroidal gLLMQadcfeefbavsork toroidal gLAzQaccdeffnjjjfif SFS[D(5,2)(2,1)] gLAzQaccdeffjjjjfif SFS[D(4,1)(2,1)] gLAzQaccdeffjjjrcpb SFS[D(4,1)(2,1)] gLAzQaccdeffnjjrcpb SFS[D(5,2)(2,1)] gLAzQaccdeffnjjgkif SFS[D(5,2)(2,1)] gLAzQaccdeffjjjgkif SFS[D(4,1)(2,1)] gLAzQaccdeffnkkgjxf toroidal gLAzQaccdeffjkkgjxf SFS[D(5,2)(2,1)] gLAzQaccdeffnjjojpb SFS[D(5,2)(2,1)] gLAzQaccdeffjjjojpb SFS[D(4,1)(2,1)] gLAzQaccdfefnkkoarb toroidal gLAzQaccdfefjkkoarb SFS[D(5,2)(2,1)] gLAzQaccdeffjwjrcpb SFS[D(5,2)(2,1)] gLAzQaccdeffnwjrcpb toroidal gLAzQaccdeffbcjgkif reducible gLAzQaccdeffncjgkif toroidal gLAzQaccdeffjcjgkif toroidal gLAzQaccdeffngvokub SFS[D(5,2)(2,1)] gLAzQaccdeffjgvokub toroidal gLAzQaccdeffbcjrcpb SFS[D(2,1)(2,1)] gLAzQaccdeffnwjgkif SFS[D(4,1)(2,1)] gLAzQaccdeffjwjgkif SFS[D(5,2)(2,1)] gLAzQaccdeffngfokub SFS[D(4,1)(2,1)] gLAzQaccdeffjgfokub SFS[D(5,2)(2,1)] gLAzQaccdfefbfvghnf reducible gLLMQadcfeefbavsokj SFS[D(3,1)(2,1)] gLLMQadcfeefbavsorj SFS[D(3,1)(2,1)] gLAzQaccdeffnkkgkxf SFS[D(2,1)(2,1)] gLAzQaccdfefnkknafb SFS[D(2,1)(2,1)] gLAzQaccdeffnwjncpb SFS[D(2,1)(2,1)] gLAzQaccdeffbcjgrif reducible gLAzQaccdeffncjgrif SFS[D(3,1)(2,1)] gLAzQaccdeffjcjgrif SFS[D(3,1)(2,1)] gLAzQaccdeffjgvojub SFS[D(2,1)(2,1)] gLLMQadcfeefbaonokg SFS[D(3,1)(2,1)] gLLMQadcfeefbaonorg SFS[D(3,1)(2,1)] gLALQaccdeffnkkcgef SFS[D(2,1)(2,1)] gLALQaccdfefnkkclfb SFS[D(2,1)(2,1)] gLALQaccdeffnwjccqb SFS[D(2,1)(2,1)] gLAzQaccdfefbcjgabv reducible gLAzQaccdfefncjgabv SFS[D(3,1)(2,1)] gLAzQaccdfefjcjgabv SFS[D(3,1)(2,1)] gLALQaccdfefngfcqcf SFS[D(2,1)(2,1)] gLAzQaccdfefbjngabv reducible gLALQaccdeffbrkcgef reducible gLALQaccdeffncnccqb SFS[D(2,1)(2,1)] gLAzQaccdfefbwbgabv reducible gLAzQaccdfefnwbgabv SFS[D(3,1)(2,1)] gLAzQaccdfefjwbgabv SFS[D(3,1)(2,1)] gLALQaccdfefnnvcqcf SFS[D(2,1)(2,1)] gLAzQaccdfefbfvgabv reducible gLAzQaccdfefbkfgabv reducible gLALQaccdeffbwkcgeb reducible gLAzQaccdfefbrggabv reducible gLAzQaccdeffnsbggqv SFS[D(4,1)(2,1)] gLAzQaccdeffjsbggqv SFS[D(5,2)(2,1)] gLAzQaccdfefnsboqfv SFS[D(4,1)(2,1)] gLAzQaccdfefjsboqfv SFS[D(5,2)(2,1)] gLLMQadcfeefbhorrkg SFS[D(5,2)(2,1)] gLLMQadcfeefbhorrrg SFS[D(4,1)(2,1)] gLAzQaccdfefnsjoqfv SFS[D(5,2)(2,1)] gLAzQaccdfefjsjoqfv SFS[D(4,1)(2,1)] gLLAQbccdefftongvof toroidal gLLAQbccdefftorgvof SFS[D(5,2)(2,1)] gLAzQaccdeffjrfocev SFS[D(5,2)(2,1)] gLAzQaccdeffnrfocev SFS[D(4,1)(2,1)] gLAzQaccdeffnnbggqv SFS[D(5,2)(2,1)] gLAzQaccdeffjnbggqv toroidal gLAzQaccdfefnsnoqfv toroidal gLAzQaccdfefjsnoqfv toroidal gLAzQaccdeffncwoglv SFS[D(5,2)(2,1)] gLAzQaccdeffjcwoglv SFS[D(4,1)(2,1)] gLLAQbccdeffaongvof SFS[D(2,1)(2,1)] gLAzQaccdeffjnnggqv SFS[D(2,1)(2,1)] gLAzQaccdfefnnnoqfv SFS[D(3,1)(2,1)] gLAzQaccdfefjnnoqfv SFS[D(3,1)(2,1)] gLLAQbccdefflongvof SFS[D(2,1)(2,1)] gLAzQaccdeffjnjggqv SFS[D(2,1)(2,1)] gLAzQaccdfefngnoqfv SFS[D(3,1)(2,1)] gLAzQaccdfefjgnoqfv SFS[D(3,1)(2,1)] gLLMQadcfeefbaoookg SFS[D(3,1)(2,1)] gLLMQadcfeefbaooorg SFS[D(3,1)(2,1)] gLAzQaccdeffnkkggqv SFS[D(2,1)(2,1)] gLAzQaccdfefnkkoqfv SFS[D(2,1)(2,1)] gLAzQaccdeffnwjocev SFS[D(2,1)(2,1)] gLAzQaccdeffbcjgfev reducible gLAzQaccdeffncjgfev SFS[D(3,1)(2,1)] gLAzQaccdeffjcjgfev SFS[D(3,1)(2,1)] gLAzQaccdeffjgvoglv SFS[D(2,1)(2,1)] gLLMQadcfeefbaonokj toroidal gLLMQadcfeefbaonorj toroidal gLALQaccdeffnjjjflf SFS[D(5,2)(2,1)] gLALQaccdeffjjjjflf SFS[D(4,1)(2,1)] gLALQaccdeffjjjwcqb SFS[D(4,1)(2,1)] gLALQaccdeffnjjwcqb SFS[D(5,2)(2,1)] gLAzQaccdfefnjjganv SFS[D(5,2)(2,1)] gLAzQaccdfefjjjganv SFS[D(4,1)(2,1)] gLALQaccdeffnkkjgef toroidal gLALQaccdeffjkkjgef SFS[D(5,2)(2,1)] gLAzQaccdfefnjjodjv SFS[D(5,2)(2,1)] gLAzQaccdfefjjjodjv SFS[D(4,1)(2,1)] gLALQaccdfefnkkwlfb toroidal gLALQaccdfefjkkwlfb SFS[D(5,2)(2,1)] gLALQaccdeffjwjwcqb SFS[D(5,2)(2,1)] gLALQaccdeffnwjwcqb toroidal gLAzQaccdfefbcjganv reducible gLAzQaccdfefncjganv toroidal gLAzQaccdfefjcjganv toroidal gLALQaccdfefjgfjqcf SFS[D(5,2)(2,1)] gLALQaccdfefngfjqcf toroidal gLALQaccdeffbcjwcqb SFS[D(2,1)(2,1)] gLAzQaccdfefnwjganv SFS[D(4,1)(2,1)] gLAzQaccdfefjwjganv SFS[D(5,2)(2,1)] gLALQaccdfefjgvjqcf SFS[D(4,1)(2,1)] gLALQaccdfefngvjqcf SFS[D(5,2)(2,1)] gLALQaccdeffjffjflf SFS[D(2,1)(2,1)] gLALQaccdeffbwwwgeb reducible gLALQaccdeffjwwwgeb SFS[D(3,1)(2,1)] gLALQaccdeffnwwwgeb SFS[D(3,1)(2,1)] gLAzQaccdfefjffodjv SFS[D(2,1)(2,1)] gLAzQaccdeffbrwrglb reducible gLAzQaccdeffbgngkqv SFS[D(2,1)(2,1)] gLLAQbccdeffaoogsof reducible gLAzQaccdeffbffncev reducible gLLMQadcefefblokkfj reducible gLLMQadcefefblokkkj SFS[D(3,1)(2,1)] gLLMQadcefefblokkrj SFS[D(3,1)(2,1)] gLAzQaccdeffngjgkqv SFS[D(2,1)(2,1)] gLAzQaccdfefngjnqfv SFS[D(2,1)(2,1)] gLAzQaccdeffbgvnglv SFS[D(2,1)(2,1)] gLLAQbccdfefmcogcrf reducible gLAzQaccdeffbcbkfev reducible gLLAQbccdfefmcojcff reducible gLAzQaccdeffbfvrfqb SFS[D(2,1)(2,1)] gLAzQaccdeffbfvgjdv reducible gLAzQaccdeffbsnojuv reducible gLAzQaccdeffbnnojuv reducible gLAzQaccdeffbgnojuv reducible gLLMQadcfeefbaonokk SFS[D(3,1)(2,1)] gLLMQadcfeefbaonork SFS[D(3,1)(2,1)] gLALQaccdeffnkkwgef SFS[D(2,1)(2,1)] gLALQaccdfefnkkjlfb SFS[D(2,1)(2,1)] gLALQaccdeffnwjjcqb SFS[D(2,1)(2,1)] gLAzQaccdfefbcjgajv reducible gLAzQaccdfefncjgajv SFS[D(3,1)(2,1)] gLAzQaccdfefjcjgajv SFS[D(3,1)(2,1)] gLALQaccdfefngfwqcf SFS[D(2,1)(2,1)] gLAzQaccdeffbfvgwdv reducible gLALQaccdeffbgbwwab SFS[D(2,1)(2,1)] gLALQaccdeffbggjktf SFS[D(2,1)(2,1)] gLALQaccdfefbggwhwb SFS[D(2,1)(2,1)] gLAzQaccdfefbgbrarb SFS[D(2,1)(2,1)] gLAzQaccdeffbcbnkav reducible gLAzQaccdeffbffkjdv reducible gLAzQaccdfefbcbkanv reducible gLAzQaccdfefbffndjv reducible gLLAQbccdeffaoojsof reducible gLLMQadcefefjlokkfj reducible gLLMQadcefefjlokkkj toroidal gLLMQadcefefjlokkrj toroidal gLAzQaccdeffbgjkkqv SFS[D(2,1)(2,1)] gLAzQaccdeffngjkkqv toroidal gLAzQaccdeffjgjkkqv SFS[D(2,1)(2,1)] gLAzQaccdfefbgjnqkv SFS[D(2,1)(2,1)] gLAzQaccdfefngjnqkv toroidal gLAzQaccdfefjgjnqkv SFS[D(2,1)(2,1)] gLAzQaccdeffbggnjlv SFS[D(2,1)(2,1)] gLLAQbccdfefmcojcrf reducible gLAzQaccdfefbcbkajv reducible gLAzQaccdfefbffndnv reducible gLAzQaccdeffbcbnrav reducible gLLAQbccdeffaoojwof reducible gLLMQadcefefjlokkfk reducible gLLMQadcefefjlokkkk SFS[D(3,1)(2,1)] gLLMQadcefefjlokkrk SFS[D(3,1)(2,1)] gLAzQaccdeffngjjkqv SFS[D(2,1)(2,1)] gLAzQaccdfefngjnqrv SFS[D(2,1)(2,1)] gLLAQbccdfefmcojckf reducible gLLAQbccdfefmcokcrf reducible gLAzQaccdeffbffkwdv reducible gLLAQbccdeffdboovkb reducible gLLAQbccdeffdboovfv reducible gLLAQbccdeffmcnogbv reducible gLLAQbccdeffmcnogjb reducible gLALQaccdeffnfwcvdf reducible gLALQaccdeffnfwcvpb reducible gLLAQbccdeffhboovfv reducible gLLMQaecedffbdosjcc reducible gLALQaccdeffnsbcvdf reducible gLLMQaecedffbqosbcc reducible gLLMQaecedffbqosncc SFS[D(3,1)(3,2)] gLLMQaecedffbqosjcc SFS[D(3,1)(3,1)] gLALQaccdeffngbcvdf SFS[D(3,1)(2,1)] gLALQaccdeffnsjcvdf SFS[D(3,1)(2,1)] gLLAQbccdefftooookv reducible gLLAQbccdefftonookv SFS[D(3,1)(3,1)] gLLAQbccdefftorookv SFS[D(3,1)(3,2)] gLALQaccdeffnnbcvdf SFS[D(3,1)(2,1)] gLALQaccdeffnsncvdf SFS[D(3,1)(2,1)] gLLAQbccdeffaonookv reducible gLALQaccdeffnnncvdf reducible gLLAQbccdefflooookv reducible gLLAQbccdefflonookv SFS[D(3,1)(3,2)] gLLAQbccdefflorookv SFS[D(3,1)(3,1)] gLALQaccdeffnnjcvdf SFS[D(3,1)(2,1)] gLALQaccdeffngncvdf SFS[D(3,1)(2,1)] gLLAQbccdeffmcoojbv reducible gLALQaccdeffbgfwoab SFS[D(2,1)(2,1)] gLLMQaecedffbpokbrj reducible gLLMQaecedffbpoknrj reducible gLLMQaecedffbpokjrj reducible gLALQaccdeffngjcspb reducible gLALQaccdeffngjcwdf reducible gLALQaccdeffbgncwdf SFS[D(2,1)(2,1)] gLALQaccdfefbgvcmwf SFS[D(2,1)(2,1)] gLLAQbccdeffmcoosnb reducible gLAzQaccdfefbrvkubv reducible gLAzQaccdfefbrvnxbv reducible gLALQaccdeffbrvcrxb reducible gLALQaccdeffbrvcwuf reducible gLAzQaccdfefbffkubv reducible gLAzQaccdfefbffnxbv reducible gLAzQaccdfefbkgkubv reducible gLAzQaccdfefbkgnxbv reducible gLALQaccdeffbkgcrxb reducible gLALQaccdfefbjkcijb reducible gLALQaccdeffbkgcwuf reducible gLALQaccdeffbjkcjaf reducible gLLMQadcfeefjaobokc reducible gLLMQadcfeefjaoborc reducible gLAzQaccdfefbjjkubv reducible gLAzQaccdfefnjjkubv reducible gLAzQaccdfefjjjkubv reducible gLAzQaccdfefbjjnxbv reducible gLAzQaccdfefjjjnxbv reducible gLAzQaccdfefnjjnxbv reducible gLALQaccdeffbjjcrxb reducible gLALQaccdeffnjjcrxb reducible gLALQaccdeffjjjcrxb reducible gLALQaccdeffbkkckdb reducible gLALQaccdeffnkkckdb reducible gLALQaccdeffjkkckdb reducible gLALQaccdfefnggcijb reducible gLALQaccdfefjggcijb reducible gLALQaccdeffbjjcwuf reducible gLALQaccdeffnjjcwuf reducible gLALQaccdeffjjjcwuf reducible gLALQaccdfefbkkcpkf reducible gLALQaccdfefnkkcpkf reducible gLALQaccdfefjkkcpkf reducible gLALQaccdeffnggcjaf reducible gLALQaccdeffjggcjaf reducible gLAzQaccdfefbcbkubv reducible gLAzQaccdfefbcbnxbv reducible gLALQaccdeffbwncrxb reducible gLALQaccdeffbwncwuf reducible gLAzQaccdfefbwnkubv reducible gLAzQaccdfefbwnnxbv reducible gLALQaccdfefbgnchrb SFS[D(2,1)(2,1)] gLLMQadcefefnlvkvff reducible gLLMQadcefefnlvkvrf reducible gLLMQadcefefnlvkvkf reducible gLALQaccdfefngjchrb reducible gLALQaccdeffngjcjhf reducible gLLAQbccdeffmcoojjb reducible gLLMQaecedffbpokbrw reducible gLLMQaecedffbpoknrw reducible gLLMQaecedffbpokjrw reducible gLALQaccdeffngjcwpb reducible gLALQaccdeffngjcsdf reducible gLLAQbccdeffmcoownb reducible gLLMQadcfeefnaobokc SFS[D(3,1)(2,1)] gLLMQadcfeefnaoborc SFS[D(3,1)(2,1)] gLALQaccdeffnkkcjdb SFS[D(2,1)(2,1)] gLALQaccdfefnkkcprf SFS[D(2,1)(2,1)] gLLMQadcefefjlvkvff reducible gLLMQadcefefjlvkvrf reducible gLLMQadcefefjlvkvkf reducible gLALQaccdfefngjchkb reducible gLALQaccdeffngjckhf reducible gLLMQadcfeefbavfokf SFS[D(3,1)(2,1)] gLLMQadcfeefbavforf SFS[D(3,1)(2,1)] gLALQaccdeffnkkcghf SFS[D(2,1)(2,1)] gLALQaccdfefnkkchfb SFS[D(2,1)(2,1)] gLALQaccdeffnwjcctb SFS[D(2,1)(2,1)] gLAzQaccdfefbcjgtbf reducible gLAzQaccdfefncjgtbf SFS[D(3,1)(2,1)] gLAzQaccdfefjcjgtbf SFS[D(3,1)(2,1)] gLALQaccdfefngfcmcf SFS[D(2,1)(2,1)] gLAzQaccdfefbjngtbf reducible gLALQaccdeffbrkcghf reducible gLALQaccdeffncncctb SFS[D(2,1)(2,1)] gLAzQaccdfefbwbgtbf reducible gLAzQaccdfefnwbgtbf SFS[D(3,1)(2,1)] gLAzQaccdfefjwbgtbf SFS[D(3,1)(2,1)] gLALQaccdfefnnvcmcf SFS[D(2,1)(2,1)] gLAzQaccdfefbfvgtbf reducible gLAzQaccdfefbkfgtbf reducible gLALQaccdeffbwkcgmb reducible gLAzQaccdfefbrggtbf reducible gLAzQaccdeffnsbggdv SFS[D(4,1)(2,1)] gLAzQaccdeffjsbggdv SFS[D(5,2)(2,1)] gLAzQaccdfefnsbodfb SFS[D(4,1)(2,1)] gLAzQaccdfefjsbodfb SFS[D(5,2)(2,1)] gLLMQadcfeefbhofrkc SFS[D(5,2)(2,1)] gLLMQadcfeefbhofrrc SFS[D(4,1)(2,1)] gLAzQaccdfefnsjodfb SFS[D(5,2)(2,1)] gLAzQaccdfefjsjodfb SFS[D(4,1)(2,1)] gLLAQbccdefftongvkf toroidal gLLAQbccdefftorgvkf SFS[D(5,2)(2,1)] gLAzQaccdeffjrfocuv SFS[D(5,2)(2,1)] gLAzQaccdeffnrfocuv SFS[D(4,1)(2,1)] gLAzQaccdeffnnbggdv SFS[D(5,2)(2,1)] gLAzQaccdeffjnbggdv toroidal gLAzQaccdeffjcwogav SFS[D(4,1)(2,1)] gLAzQaccdeffncwogav SFS[D(5,2)(2,1)] gLAzQaccdeffnrfocxb SFS[D(4,1)(2,1)] gLAzQaccdeffjrfocxb SFS[D(5,2)(2,1)] gLAzQaccdfefnsnodfb toroidal gLAzQaccdfefjsnodfb toroidal gLAzQaccdeffncwogib SFS[D(5,2)(2,1)] gLAzQaccdeffjcwogib SFS[D(4,1)(2,1)] gLLAQbccdeffaongvkf SFS[D(2,1)(2,1)] gLAzQaccdeffjnnggdv SFS[D(2,1)(2,1)] gLAzQaccdfefnnnodfb SFS[D(3,1)(2,1)] gLAzQaccdfefjnnodfb SFS[D(3,1)(2,1)] gLLAQbccdefflongvkf SFS[D(2,1)(2,1)] gLAzQaccdeffjnjggdv SFS[D(2,1)(2,1)] gLAzQaccdfefngnodfb SFS[D(3,1)(2,1)] gLAzQaccdfefjgnodfb SFS[D(3,1)(2,1)] gLLMQadcfeefbaocokc SFS[D(3,1)(2,1)] gLLMQadcfeefbaocorc SFS[D(3,1)(2,1)] gLAzQaccdeffnkkggdv SFS[D(2,1)(2,1)] gLAzQaccdfefnkkodfb SFS[D(2,1)(2,1)] gLAzQaccdeffnwjocuv SFS[D(2,1)(2,1)] gLAzQaccdeffbcjgfuf reducible gLAzQaccdeffncjgfuf SFS[D(3,1)(2,1)] gLAzQaccdeffjcjgfuf SFS[D(3,1)(2,1)] gLAzQaccdeffjgvogib SFS[D(2,1)(2,1)] gLAzQaccdeffbcjgfxv reducible gLAzQaccdeffncjgfxv SFS[D(3,1)(2,1)] gLAzQaccdeffjcjgfxv SFS[D(3,1)(2,1)] gLAzQaccdeffjgvogav SFS[D(2,1)(2,1)] gLAzQaccdeffnwjocxb SFS[D(2,1)(2,1)] gLAzQaccdeffbfvgcxf reducible gLLMQadcfeefbavfokk toroidal gLLMQadcfeefbavfork toroidal gLALQaccdeffnjjjftf SFS[D(5,2)(2,1)] gLALQaccdeffjjjjftf SFS[D(4,1)(2,1)] gLALQaccdeffjjjwctb SFS[D(4,1)(2,1)] gLALQaccdeffnjjwctb SFS[D(5,2)(2,1)] gLAzQaccdfefnjjgtnf SFS[D(5,2)(2,1)] gLAzQaccdfefjjjgtnf SFS[D(4,1)(2,1)] gLALQaccdeffnkkjghf toroidal gLALQaccdeffjkkjghf SFS[D(5,2)(2,1)] gLAzQaccdfefnjjotjb SFS[D(5,2)(2,1)] gLAzQaccdfefjjjotjb SFS[D(4,1)(2,1)] gLALQaccdfefnkkwhfb toroidal gLALQaccdfefjkkwhfb SFS[D(5,2)(2,1)] gLALQaccdeffjwjwctb SFS[D(5,2)(2,1)] gLALQaccdeffnwjwctb toroidal gLAzQaccdfefbcjgtnf reducible gLAzQaccdfefncjgtnf toroidal gLAzQaccdfefjcjgtnf toroidal gLALQaccdfefjgfjmcf SFS[D(5,2)(2,1)] gLALQaccdfefngfjmcf toroidal gLALQaccdeffbcjwctb SFS[D(2,1)(2,1)] gLAzQaccdfefnwjgtnf SFS[D(4,1)(2,1)] gLAzQaccdfefjwjgtnf SFS[D(5,2)(2,1)] gLALQaccdfefjgvjmcf SFS[D(4,1)(2,1)] gLALQaccdfefngvjmcf SFS[D(5,2)(2,1)] gLALQaccdeffjffjftf SFS[D(2,1)(2,1)] gLALQaccdeffbwwwgmb reducible gLALQaccdeffjwwwgmb SFS[D(3,1)(2,1)] gLALQaccdeffnwwwgmb SFS[D(3,1)(2,1)] gLAzQaccdfefjffotjb SFS[D(2,1)(2,1)] gLAzQaccdeffbrwrgpb reducible gLAzQaccdeffbgngkpf SFS[D(2,1)(2,1)] gLLAQbccdeffaoogsrv reducible gLAzQaccdeffbffncuv reducible gLLMQadcefefblvkjfk reducible gLLMQadcefefblvkjkk SFS[D(3,1)(2,1)] gLLMQadcefefblvkjrk SFS[D(3,1)(2,1)] gLAzQaccdeffngjgkpf SFS[D(2,1)(2,1)] gLAzQaccdfefngjnpfv SFS[D(2,1)(2,1)] gLAzQaccdeffbgvngav SFS[D(2,1)(2,1)] gLLAQbccdfefmcogjrv reducible gLAzQaccdeffbcbkfxv reducible gLLAQbccdfefmcojbff reducible gLAzQaccdeffbfvrfub SFS[D(2,1)(2,1)] gLAzQaccdeffbfvgjxf reducible gLAzQaccdeffbsnojpb reducible gLAzQaccdeffbnnojpb reducible gLAzQaccdeffbgnojpb reducible gLLMQadcfeefbavfokr SFS[D(3,1)(2,1)] gLLMQadcfeefbavforr SFS[D(3,1)(2,1)] gLALQaccdeffnkkwghf SFS[D(2,1)(2,1)] gLALQaccdfefnkkjhfb SFS[D(2,1)(2,1)] gLALQaccdeffnwjjctb SFS[D(2,1)(2,1)] gLAzQaccdfefbcjgtjf reducible gLAzQaccdfefncjgtjf SFS[D(3,1)(2,1)] gLAzQaccdfefjcjgtjf SFS[D(3,1)(2,1)] gLALQaccdfefngfwmcf SFS[D(2,1)(2,1)] gLAzQaccdeffbfvgwxf reducible gLAzQaccdfefbfvgubv reducible gLAzQaccdfefbkfgubv reducible gLALQaccdeffbwkcgaf reducible gLAzQaccdfefbrggubv reducible gLLMQadcfeefbaobokc SFS[D(3,1)(2,1)] gLLMQadcfeefbaoborc SFS[D(3,1)(2,1)] gLALQaccdeffnkkcgdb SFS[D(2,1)(2,1)] gLALQaccdfefnkkcpff SFS[D(2,1)(2,1)] gLALQaccdeffnwjccuf SFS[D(2,1)(2,1)] gLAzQaccdfefbcjgubv reducible gLAzQaccdfefncjgubv SFS[D(3,1)(2,1)] gLAzQaccdfefjcjgubv SFS[D(3,1)(2,1)] gLALQaccdfefngfcicb SFS[D(2,1)(2,1)] gLAzQaccdfefbjngubv reducible gLALQaccdeffbrkcgdb reducible gLALQaccdeffncnccuf SFS[D(2,1)(2,1)] gLAzQaccdfefbwbgubv reducible gLAzQaccdfefnwbgubv SFS[D(3,1)(2,1)] gLAzQaccdfefjwbgubv SFS[D(3,1)(2,1)] gLALQaccdfefnnvcicb SFS[D(2,1)(2,1)] gLAzQaccdeffbfvgctv reducible gLALQaccdeffbfvwfxb SFS[D(2,1)(2,1)] gLAzQaccdfefbfvgujv reducible gLALQaccdfefbsnjpff reducible gLALQaccdfefbnnjpff reducible gLALQaccdfefbgnjpff reducible gLALQaccdeffbrwwgdb reducible gLAzQaccdeffjffjfuf SFS[D(2,1)(2,1)] gLAzQaccdeffbwwrgib reducible gLAzQaccdeffjwwrgib SFS[D(3,1)(2,1)] gLAzQaccdeffnwwrgib SFS[D(3,1)(2,1)] gLAzQaccdeffjffojuv SFS[D(2,1)(2,1)] gLAzQaccdeffbgfgjmv SFS[D(2,1)(2,1)] gLLAQbccdeffmcogwnf reducible gLAzQaccdeffbcbnftv reducible gLLAQbccdeffmcojvnf reducible gLAzQaccdeffbgnnghv SFS[D(2,1)(2,1)] gLLAQbccdfefaoogfjf reducible gLAzQaccdeffbffkctv reducible gLLMQadcefefblokvfj reducible gLLMQadcefefblokvkj SFS[D(3,1)(2,1)] gLLMQadcefefblokvrj SFS[D(3,1)(2,1)] gLAzQaccdeffngjnghv SFS[D(2,1)(2,1)] gLAzQaccdeffngjokhv SFS[D(2,1)(2,1)] gLLMQadcfeefbaocokj toroidal gLLMQadcfeefbaocorj toroidal gLAzQaccdeffnjjjfuf SFS[D(5,2)(2,1)] gLAzQaccdeffjjjjfuf SFS[D(4,1)(2,1)] gLAzQaccdeffjjjrcxb SFS[D(4,1)(2,1)] gLAzQaccdeffnjjrcxb SFS[D(5,2)(2,1)] gLAzQaccdeffnjjgkxv SFS[D(5,2)(2,1)] gLAzQaccdeffjjjgkxv SFS[D(4,1)(2,1)] gLAzQaccdeffnkkgjdv toroidal gLAzQaccdeffjkkgjdv SFS[D(5,2)(2,1)] gLAzQaccdeffnjjojuv SFS[D(5,2)(2,1)] gLAzQaccdeffjjjojuv SFS[D(4,1)(2,1)] gLAzQaccdfefnkkoprv toroidal gLAzQaccdfefjkkoprv SFS[D(5,2)(2,1)] gLAzQaccdeffjwjrcxb SFS[D(5,2)(2,1)] gLAzQaccdeffnwjrcxb toroidal gLAzQaccdeffbcjgkxv reducible gLAzQaccdeffncjgkxv toroidal gLAzQaccdeffjcjgkxv toroidal gLAzQaccdeffngvokav SFS[D(5,2)(2,1)] gLAzQaccdeffjgvokav toroidal gLAzQaccdeffbcjrcxb SFS[D(2,1)(2,1)] gLAzQaccdeffnwjgkxv SFS[D(4,1)(2,1)] gLAzQaccdeffjwjgkxv SFS[D(5,2)(2,1)] gLAzQaccdeffngfokav SFS[D(4,1)(2,1)] gLAzQaccdeffjgfokav SFS[D(5,2)(2,1)] gLAzQaccdfefbfvgunv reducible gLLMQadcfeefbaocokw SFS[D(3,1)(2,1)] gLLMQadcfeefbaocorw SFS[D(3,1)(2,1)] gLAzQaccdeffnkkgkdv SFS[D(2,1)(2,1)] gLAzQaccdfefnkkndfb SFS[D(2,1)(2,1)] gLAzQaccdeffnwjncxb SFS[D(2,1)(2,1)] gLAzQaccdeffbcjgrxv reducible gLAzQaccdeffncjgrxv SFS[D(3,1)(2,1)] gLAzQaccdeffjcjgrxv SFS[D(3,1)(2,1)] gLAzQaccdeffjgvojav SFS[D(2,1)(2,1)] gLALQaccdeffbggwrab SFS[D(2,1)(2,1)] gLALQaccdeffbggjnif SFS[D(2,1)(2,1)] gLALQaccdfefbgbwhrb SFS[D(2,1)(2,1)] gLAzQaccdeffbggjkif SFS[D(2,1)(2,1)] gLAzQaccdfefbggrawb SFS[D(2,1)(2,1)] gLAzQaccdeffbffnjuv reducible gLAzQaccdeffbcbkkxv reducible gLAzQaccdfefbffkujv reducible gLAzQaccdfefbcbnxnv reducible gLAzQaccdeffbggkjmv SFS[D(2,1)(2,1)] gLAzQaccdfefbggnmjv SFS[D(2,1)(2,1)] gLLAQbccdeffmcojwnf reducible gLLAQbccdfefaoojfjf reducible gLLMQadcefefjlokvfj reducible gLLMQadcefefjlokvkj toroidal gLAzQaccdeffbgjnkhv SFS[D(2,1)(2,1)] gLAzQaccdeffngjnkhv toroidal gLAzQaccdeffjgjnkhv SFS[D(2,1)(2,1)] gLAzQaccdfefbffkunv reducible gLAzQaccdfefbcbnxjv reducible gLAzQaccdeffbffnwuv reducible gLLAQbccdeffmcojsnf reducible gLLAQbccdeffmcokwnf reducible gLLAQbccdfefaoojfnf reducible gLLMQadcefefjlokvfw reducible gLLMQadcefefjlokvkw SFS[D(3,1)(2,1)] gLLMQadcefefjlokvrw SFS[D(3,1)(2,1)] gLAzQaccdeffngjrkhv SFS[D(2,1)(2,1)] gLAzQaccdeffngjnjhv SFS[D(2,1)(2,1)] gLAzQaccdeffbcbkrxv reducible gLAzQbccdeffmejgclr reducible gLAzQbccdeffepbggqw reducible gLAzQbccdeffdpfvgpn reducible gLAzQbccdeffamjofqj reducible gLAzQbccdfefdunvacn reducible gLAzQbccdeffepbggxr reducible gLAzQbccdeffaijofqj reducible gLAzQbccdeffllcoguj reducible gLAzQbccdeffmlgggqr reducible gLAzQbccdeffppjvgin reducible gLAzQbccdeffpxjvgin reducible gLAzQbccdeffahrocpj reducible gLAzQbccdeffhpfvgin reducible gLAzQbccdeffxxgggqr reducible gLAzQbccdeffamjofas reducible gLAzQbccdeffdpfvgin reducible gLAzQbccdfefdunvxcn reducible gLAzQbccdeffthrocpj reducible gLAzQbccdeffmlgggxw reducible gLAzQbccdeffpxjvgpn reducible gLAzQbccdeffllcogls reducible gLAzQbccdeffppjvgpn reducible gLAzQbccdeffaijofas reducible gLAzQbccdeffaerocpj reducible gLAzQbccdeffxxgggxw reducible gLAzQbccdeffhpfvgpn reducible gLAzQbccdeffahroces reducible gLAzQbccdeffthroces reducible gLAzQbccdeffmejgcdw reducible gLAzQbccdeffaeroces reducible gLAzQbccdeffepjggqw reducible gLAzQbccdeffdprvgpn reducible gLAzQbccdeffamcofqj reducible gLAzQbccdfefdusvacn reducible gLAzQbccdeffepnggxr reducible gLAzQbccdeffaicofqj reducible gLAzQbccdeffalwoguj reducible gLAzQbccdeffllwoguj reducible gLAzQbccdeffppwvgin reducible gLAzQbccdeffpxwvgin reducible gLAzQbccdeffahfocpj reducible gLAzQbccdeffhpkvgin reducible gLAzQbccdeffxxvggqr reducible gLAzQbccdeffamwofas reducible gLAzQbccdeffdpkvgin reducible gLAzQbccdfefdugvxcn reducible gLAzQbccdeffthfocpj reducible gLAzQbccdeffpxcvgpn reducible gLAzQbccdefflljogls reducible gLAzQbccdeffaljogls reducible gLAzQbccdeffppcvgpn reducible gLAzQbccdeffaiwofas reducible gLAzQbccdeffxxfggxw reducible gLAzQbccdeffhprvgpn reducible gLAzQbccdeffahkoces reducible gLAzQbccdeffthkoces reducible gLAzQbccdeffepnggqw reducible gLAzQbccdeffdpkvgpn reducible gLAzQbccdeffamwofqj reducible gLAzQbccdfefdugvacn reducible gLAzQbccdeffepjggxr reducible gLAzQbccdeffaiwofqj reducible gLAzQbccdeffaljoguj reducible gLAzQbccdefflljoguj reducible gLAzQbccdeffppcvgin reducible gLAzQbccdeffpxcvgin reducible gLAzQbccdeffahkocpj reducible gLAzQbccdeffhprvgin reducible gLAzQbccdeffxxfggqr reducible gLAzQbccdeffamcofas reducible gLAzQbccdeffdprvgin reducible gLAzQbccdfefdusvxcn reducible gLAzQbccdeffthkocpj reducible gLAzQbccdeffpxwvgpn reducible gLAzQbccdeffllwogls reducible gLAzQbccdeffalwogls reducible gLAzQbccdeffppwvgpn reducible gLAzQbccdeffaicofas reducible gLAzQbccdeffxxvggxw reducible gLAzQbccdeffhpkvgpn reducible gLAzQbccdeffahfoces reducible gLAzQbccdeffthfoces reducible gLALQbccdfefahgchcn reducible gLALQbccdfeflhgchcn reducible gLALQbccdfefthgchcn reducible gLALQbccdeffxxbcgek reducible gLALQbccdeffpxffgdj reducible gLALQbccdfefeakcmfk reducible gLALQbccdfefaasclfn reducible gLALQbccdfefhagfhfj reducible gLALQbccdfefdagfhfj reducible gLALQbccdfeflegchcn reducible gLALQbccdfeftegchcn reducible gLALQbccdfefxeocqck reducible gLALQbccdfefpenficj reducible gLALQbccdeffelgcgtk reducible gLALQbccdeffhljfgmj reducible gLALQbccdeffdljfgmj reducible gLALQbccdeffpljfgmj reducible gLALQbccdfefeikcmfk reducible gLALQbccdeffapccgen reducible gLALQbccdfefhigfhfj reducible gLALQbccdfefdigfhfj reducible gLALQbccdfefpigfhfj reducible gLALQbccdeffehjcchk reducible gLALQbccdeffaxccgen reducible gLALQbccdeffhhkfctj reducible gLALQbccdeffdhkfctj reducible gLALQbccdeffphkfctj reducible gLALQbccdfefaugchcn reducible gLALQbccdfeflugchcn reducible gLALQbccdfeftugchcn reducible gLALQbccdeffxmvcflk reducible gLALQbccdeffpmwffxj reducible gLALQbccdeffapkcgtn reducible gLALQbccdefflpkcgtn reducible gLALQbccdefftpkcgtn reducible gLALQbccdeffxivcflk reducible gLALQbccdeffpiwffxj reducible gLALQbccdeffaajcfmn reducible gLALQbccdefflajcfmn reducible gLALQbccdefftajcfmn reducible gLALQbccdeffxavcflk reducible gLALQbccdfefemkcmfk reducible gLALQbccdeffaurccqn reducible gLALQbccdfefhmgfhfj reducible gLALQbccdfefdmgfhfj reducible gLALQbccdfefpmgfhfj reducible gLALQbccdfefahnchcn reducible gLALQbccdfefmawcmfk reducible gLALQbccdfeflagclfn reducible gLALQbccdfeftagclfn reducible gLALQbccdfefhasfhfj reducible gLALQbccdfefaenchcn reducible gLALQbccdfefeekcqck reducible gLALQbccdfefdegficj reducible gLALQbccdfefpegficj reducible gLALQbccdeffelfcgtk reducible gLALQbccdeffhlcfgmj reducible gLALQbccdeffdlcfgmj reducible gLALQbccdeffplcfgmj reducible gLALQbccdfefhisfhfj reducible gLALQbccdeffhhrfctj reducible gLALQbccdfefaunchcn reducible gLALQbccdeffapfcgtn reducible gLALQbccdeffaawcfmn reducible gLALQbccdefflawcfmn reducible gLALQbccdefftawcfmn reducible gLALQbccdeffmagcflk reducible gLALQbccdfefhmsfhfj reducible gLALQbccdfefahschcn reducible gLALQbccdeffalrcgtn reducible gLALQbccdeffaiccfmn reducible gLALQbccdeffxpvcgtk reducible gLALQbccdfefxaocmfk reducible gLALQbccdfefaanclfn reducible gLALQbccdfefhanfhfj reducible gLALQbccdeffxubcchk reducible gLALQbccdfefaeschcn reducible gLALQbccdfefmewcqck reducible gLALQbccdfefpesficj reducible gLALQbccdeffaxrcgtn reducible gLALQbccdeffamccfmn reducible gLALQbccdeffmlvcgtk reducible gLALQbccdeffelvcgtk reducible gLALQbccdeffxlvcgtk reducible gLALQbccdeffhlwfgmj reducible gLALQbccdeffdlwfgmj reducible gLALQbccdeffplwfgmj reducible gLALQbccdfefhinfhfj reducible gLALQbccdeffhhffctj reducible gLALQbccdfefauschcn reducible gLALQbccdeffaprcgtn reducible gLALQbccdefflaccfmn reducible gLALQbccdefftaccfmn reducible gLALQbccdeffxxvcgtk reducible gLALQbccdfefhmnfhfj reducible gLALQbccdeffaefccqn reducible gLALQbccdeffxivcfmn reducible gLALQbccdefflpkcgek reducible gLALQbccdeffapkcgek reducible gLALQbccdefftpkcgek reducible gLALQbccdeffpiwffhj reducible gLALQbccdeffapccgtk reducible gLALQbccdfefeikclfn reducible gLALQbccdfefdigfxfj reducible gLALQbccdfefhigfxfj reducible gLALQbccdfefpigfxfj reducible gLALQbccdfefaascmfk reducible gLALQbccdfefeakclfn reducible gLALQbccdfefdagfxfj reducible gLALQbccdfefhagfxfj reducible gLALQbccdeffaurcchk reducible gLALQbccdfefemkclfn reducible gLALQbccdfefdmgfxfj reducible gLALQbccdfefhmgfxfj reducible gLALQbccdfefpmgfxfj reducible gLALQbccdfefxeochcn reducible gLALQbccdfeflegcqck reducible gLALQbccdfeftegcqck reducible gLALQbccdfefpenftcj reducible gLALQbccdeffxxbcgtn reducible gLALQbccdfeflhgcqck reducible gLALQbccdfefahgcqck reducible gLALQbccdfefthgcqck reducible gLALQbccdeffpxffgmj reducible gLALQbccdeffxmvcfmn reducible gLALQbccdfeflugcqck reducible gLALQbccdfefaugcqck reducible gLALQbccdfeftugcqck reducible gLALQbccdeffpmwffhj reducible gLALQbccdeffelgcgen reducible gLALQbccdeffdljfgdj reducible gLALQbccdeffhljfgdj reducible gLALQbccdeffpljfgdj reducible gLALQbccdeffxavcfmn reducible gLALQbccdefflajcflk reducible gLALQbccdeffaajcflk reducible gLALQbccdefftajcflk reducible gLALQbccdeffaxccgtk reducible gLALQbccdeffehjccqn reducible gLALQbccdeffdhkfcij reducible gLALQbccdeffhhkfcij reducible gLALQbccdeffphkfcij reducible gLALQbccdeffapfcgek reducible gLALQbccdfefhisfxfj reducible gLALQbccdfeflagcmfk reducible gLALQbccdfeftagcmfk reducible gLALQbccdfefmawclfn reducible gLALQbccdfefhasfxfj reducible gLALQbccdfefhmsfxfj reducible gLALQbccdfefeekchcn reducible gLALQbccdfefaencqck reducible gLALQbccdfefdegftcj reducible gLALQbccdfefpegftcj reducible gLALQbccdfefahncqck reducible gLALQbccdfefauncqck reducible gLALQbccdeffelfcgen reducible gLALQbccdeffdlcfgdj reducible gLALQbccdeffhlcfgdj reducible gLALQbccdeffplcfgdj reducible gLALQbccdeffmagcfmn reducible gLALQbccdefflawcflk reducible gLALQbccdeffaawcflk reducible gLALQbccdefftawcflk reducible gLALQbccdeffhhrfcij reducible gLALQbccdeffaxrcgek reducible gLALQbccdeffalrcgek reducible gLALQbccdeffaprcgek reducible gLALQbccdfefhinfxfj reducible gLALQbccdfefaancmfk reducible gLALQbccdfefxaoclfn reducible gLALQbccdfefhanfxfj reducible gLALQbccdfefhmnfxfj reducible gLALQbccdfefmewchcn reducible gLALQbccdfefaescqck reducible gLALQbccdfefpesftcj reducible gLALQbccdfefahscqck reducible gLALQbccdfefauscqck reducible gLALQbccdeffelvcgen reducible gLALQbccdeffmlvcgen reducible gLALQbccdeffxlvcgen reducible gLALQbccdeffdlwfgdj reducible gLALQbccdeffhlwfgdj reducible gLALQbccdeffplwfgdj reducible gLALQbccdeffxpvcgen reducible gLALQbccdeffxxvcgen reducible gLALQbccdeffamccflk reducible gLALQbccdeffaiccflk reducible gLALQbccdefflaccflk reducible gLALQbccdefftaccflk reducible gLALQbccdeffhhffcij reducible gLALQbccdeffxubccqn reducible gLALQbccdeffaefcchk reducible gLAzQbccdeffalcrguj SFS[D(3,1)(2,1)] gLAzQbccdeffalcngls SFS[D(3,1)(2,1)] gLALQbccdeffaacwfmn SFS[D(3,1)(2,1)] gLALQbccdeffaacjflk SFS[D(3,1)(2,1)] gLAzQbccdeffalcnguj SFS[D(3,1)(2,1)] gLAzQbccdeffalcrgls SFS[D(3,1)(2,1)] gLALQbccdeffaacjfmn SFS[D(3,1)(2,1)] gLALQbccdeffaacwflk SFS[D(3,1)(2,1)] gLALQbccdeffmlbcvxk reducible gLALQbccdeffaegcgen reducible gLALQbccdeffhhnfoaj reducible gLALQbccdeffalccoun reducible gLALQbccdeffaxccoun reducible gLALQbccdeffahgcgen reducible gLALQbccdfefxxgcqck reducible gLALQbccdeffmejcflk reducible gLALQbccdeffhegfoaj reducible gLALQbccdfefaxfclfn reducible gLALQbccdeffehkcodk reducible gLALQbccdeffhhgfoaj reducible gLALQbccdeffdhgfoaj reducible gLALQbccdeffaljcoun reducible gLALQbccdeffxiwcgek reducible gLALQbccdfefalfclfn reducible gLALQbccdeffxencflk reducible gLALQbccdeffxmwcgek reducible gLALQbccdfefxxfcqck reducible gLALQbccdeffxawcgek reducible gLALQbccdeffxxncvxk reducible gLALQbccdeffhhsfoaj reducible gLALQbccdeffllwcoun reducible gLALQbccdeffalwcoun reducible gLALQbccdefftlwcoun reducible gLALQbccdeffdefffxj reducible gLALQbccdeffeebcflk reducible gLALQbccdeffmaocgek reducible gLALQbccdeffamgcjtn reducible gLALQbccdeffaagcjtn SFS[D(3,1)(2,1)] gLALQbccdeffaigcjtn SFS[D(3,1)(2,1)] gLALQbccdeffamgcktn reducible gLALQbccdeffaagcktn SFS[D(3,1)(2,1)] gLALQbccdeffaigcktn SFS[D(3,1)(2,1)] gLALQbccdeffaxkcvan reducible gLALQbccdeffalkcvan reducible gLALQbccdeffemkcvan reducible gLALQbccdeffapkcvan reducible gLALQbccdeffeikcvan reducible gLALQbccdfefapcchcn reducible gLALQbccdeffeikcvxk reducible gLALQbccdeffdigfvpj reducible gLALQbccdeffaascgtn reducible gLALQbccdefflascgtn reducible gLALQbccdefftascgtn reducible gLALQbccdeffapkcvxk reducible gLALQbccdeffalkcvxk reducible gLALQbccdeffaxkcvxk reducible gLALQbccdeffaugcodk reducible gLALQbccdeffaegcodk reducible gLALQbccdeffaurcfmn reducible gLALQbccdeffemkcvxk reducible gLALQbccdeffdmgfvpj reducible gLALQbccdeffaegcoun reducible gLALQbccdeffdmgfvej reducible gLALQbccdeffaugcoun reducible gLALQbccdeffdigfvej reducible gLALQbccdeffpawfcij reducible gLALQbccdeffaiscgtn reducible gLALQbccdeffliscgtn reducible gLALQbccdeffdunfgdj reducible gLALQbccdeffahrcfmn reducible gLALQbccdeffeuocgtk reducible gLALQbccdefftascgek reducible gLALQbccdeffdunfgmj reducible gLALQbccdefflmscgek reducible gLALQbccdefflascgek reducible gLALQbccdeffliscgek reducible gLALQbccdeffaercflk reducible gLALQbccdeffamscgek reducible gLALQbccdeffaurcflk reducible gLALQbccdeffaascgek reducible gLALQbccdfefapccqck reducible gLALQbccdeffahrcflk reducible gLALQbccdeffaiscgek reducible gLALQbccdeffpawfctj reducible gLALQbccdeffamscgtn reducible gLALQbccdefflmscgtn reducible gLALQbccdeffeuocgen reducible gLALQbccdeffaercfmn reducible gLALQbccdeffhhgfgmj reducible gLALQbccdfefmhbcpbn reducible gLALQbccdeffapfcvan reducible gLALQbccdfefapjchcn reducible gLALQbccdefflagcgtn reducible gLALQbccdefftagcgtn reducible gLALQbccdeffaprcvxk reducible gLALQbccdeffauscodk reducible gLALQbccdeffaukcfmn reducible gLALQbccdeffhegfgmj reducible gLALQbccdfefhhfflbj reducible gLALQbccdeffauncoun reducible gLALQbccdeffpacfcij reducible gLALQbccdeffligcgtn reducible gLALQbccdeffdusfgdj reducible gLALQbccdeffdicfcij reducible gLALQbccdeffdmcfcij reducible gLALQbccdeffahkcfmn reducible gLALQbccdeffmukcgtk reducible gLALQbccdeffeukcgtk reducible gLALQbccdeffxukcgtk reducible gLALQbccdefftufcflk reducible gLALQbccdefftancgek reducible gLALQbccdfeftmwcpbn reducible gLALQbccdeffhugfgmj reducible gLALQbccdeffdugfgmj reducible gLALQbccdeffpugfgmj reducible gLALQbccdefflefcflk reducible gLALQbccdefflmncgek reducible gLALQbccdfeflxwcqck reducible gLALQbccdefflufcflk reducible gLALQbccdefflancgek reducible gLALQbccdfeflpwcqck reducible gLALQbccdefflhfcflk reducible gLALQbccdefflincgek reducible gLALQbccdfefllwcqck reducible gLALQbccdeffamncgek reducible gLALQbccdeffxagcchk reducible gLALQbccdeffaufcflk reducible gLALQbccdeffaancgek reducible gLALQbccdfefapwcqck reducible gLALQbccdeffahfcflk reducible gLALQbccdeffaincgek reducible gLALQbccdeffpajfctj reducible gLALQbccdeffxafccqn reducible gLALQbccdefflmgcgtn reducible gLALQbccdeffeuwcgen reducible gLALQbccdeffeifccqn reducible gLALQbccdeffemfccqn reducible gLALQbccdeffaekcfmn reducible gLALQbccdeffeifcchk reducible gLALQbccdeffaprcvan reducible gLALQbccdeffdicfctj reducible gLALQbccdfefapwchcn reducible gLALQbccdfeflpwchcn reducible gLALQbccdfeftmwcibk reducible gLALQbccdeffaancgtn reducible gLALQbccdefflancgtn reducible gLALQbccdefftancgtn reducible gLALQbccdeffapfcvxk reducible gLALQbccdeffauncodk reducible gLALQbccdeffaufcfmn reducible gLALQbccdefflufcfmn reducible gLALQbccdefftufcfmn reducible gLALQbccdeffemfcchk reducible gLALQbccdeffauscoun reducible gLALQbccdeffdmcfctj reducible gLALQbccdeffpajfcij reducible gLALQbccdfefllwchcn reducible gLALQbccdeffpugfgdj reducible gLALQbccdeffaincgtn reducible gLALQbccdefflincgtn reducible gLALQbccdeffdugfgdj reducible gLALQbccdeffahfcfmn reducible gLALQbccdefflhfcfmn reducible gLALQbccdeffhugfgdj reducible gLALQbccdeffhhgfgdj reducible gLALQbccdeffhegfgdj reducible gLALQbccdeffeuwcgtk reducible gLALQbccdefftagcgek reducible gLALQbccdeffdusfgmj reducible gLALQbccdefflmgcgek reducible gLALQbccdefflagcgek reducible gLALQbccdeffligcgek reducible gLALQbccdeffaekcflk reducible gLALQbccdeffxafcchk reducible gLALQbccdeffaukcflk reducible gLALQbccdfefapjcqck reducible gLALQbccdeffahkcflk reducible gLALQbccdeffpacfctj reducible gLALQbccdeffxagccqn reducible gLALQbccdfeflxwchcn reducible gLALQbccdeffxukcgen reducible gLALQbccdfefmhbcibk reducible gLALQbccdfefhhffubj reducible gLALQbccdeffamncgtn reducible gLALQbccdefflmncgtn reducible gLALQbccdeffeukcgen reducible gLALQbccdefflefcfmn reducible gLALQbccdeffmukcgen reducible gLALQbccdeffmlbcvan reducible gLALQbccdeffaegcgtk reducible gLALQbccdeffhhnfoqj reducible gLALQbccdeffalccodk reducible gLALQbccdeffaxccodk reducible gLALQbccdeffahgcgtk reducible gLALQbccdfefxxgchcn reducible gLALQbccdeffmejcfmn reducible gLALQbccdeffhegfoqj reducible gLALQbccdfefaxfcmfk reducible gLALQbccdeffehkcoun reducible gLALQbccdeffhhgfoqj reducible gLALQbccdeffdhgfoqj reducible gLALQbccdeffaljcodk reducible gLALQbccdeffxiwcgtn reducible gLALQbccdfefalfcmfk reducible gLALQbccdeffxencfmn reducible gLALQbccdeffxmwcgtn reducible gLALQbccdfefxxfchcn reducible gLALQbccdeffxawcgtn reducible gLALQbccdeffxxncvan reducible gLALQbccdeffhhsfoqj reducible gLALQbccdeffllwcodk reducible gLALQbccdeffalwcodk reducible gLALQbccdefftlwcodk reducible gLALQbccdeffdefffhj reducible gLALQbccdeffeebcfmn reducible gLALQbccdeffmaocgtn reducible gLALQbccdeffamgckek reducible gLALQbccdeffaagckek SFS[D(3,1)(2,1)] gLALQbccdeffaigckek SFS[D(3,1)(2,1)] gLALQbccdeffamgcjek reducible gLALQbccdeffaagcjek SFS[D(3,1)(2,1)] gLALQbccdeffaigcjek SFS[D(3,1)(2,1)] gLAzQbccdeffehjgcaj reducible gLAzQbccdefflpkogan reducible gLAzQbccdefftpkogew reducible gLAzQbccdefftpkogir reducible gLAzQbccdfefdigvpfs reducible gLAzQbccdeffdhkvcus reducible gLAzQbccdeffaajofdr reducible gLAzQbccdefflpkogir reducible gLAzQbccdefftpkogxn reducible gLAzQbccdeffehjgcik reducible gLAzQbccdeffpljvglw reducible gLAzQbccdeffhhkvcew reducible gLAzQbccdeffehjgcpk reducible gLAzQbccdeffdhkvclj reducible gLAzQbccdeffdhkvcew reducible gLAzQbccdefftpkogan reducible gLAzQbccdfefdigvefj reducible gLAzQbccdeffpljvgas reducible gLAzQbccdeffaajoflw reducible gLAzQbccdeffehjgcqs reducible gLAzQbccdeffdhkvcir reducible gLAzQbccdeffhhkvcir reducible gLALQbccdfefhhgflcn reducible gLALQbccdfefhegflcn reducible gLALQbccdeffahkccdj reducible gLALQbccdfefhugflcn reducible gLALQbccdeffhpkfgqn reducible gLALQbccdeffhajffen reducible gLALQbccdfefamgcifj reducible gLALQbccdeffalwcgxj reducible gLALQbccdeffhpkfgiw reducible gLALQbccdfefamgcqfr reducible gLALQbccdfefhegfxcw reducible gLALQbccdfefhhgfxcw reducible gLALQbccdfefhugfxcw reducible gLALQbccdeffhajffdw reducible gLALQbccdeffahkccer reducible gLALQbccdeffalwcglr reducible gLAzQbccdeffaacnflw SFS[D(3,1)(2,1)] gLALQbccdfefaagwifj SFS[D(3,1)(2,1)] gLALQbccdfefaegjpcr SFS[D(3,1)(2,1)] gLALQbccdeffalcjglr SFS[D(3,1)(2,1)] gLALQbccdeffalwcghj reducible gLALQbccdeffhajfftk reducible gLALQbccdeffhpkfghk reducible gLALQbccdfefhugfmck reducible gLALQbccdfefhhgfmck reducible gLALQbccdfefhegfmck reducible gLALQbccdfefamgctfj reducible gLALQbccdeffahkccmj reducible gLALQbccdeffaefcfpj reducible gLALQbccdeffaefcfej reducible gLALQbccdeffeakcgqj reducible gLALQbccdeffdmgfghk reducible gLALQbccdeffaugcglr reducible gLALQbccdefflugcglr reducible gLALQbccdefftugcghj reducible gLALQbccdefflajccmj reducible gLALQbccdfeflpkcqfr reducible gLALQbccdefflugcghj reducible gLALQbccdeffaajccer reducible gLALQbccdefflajccer reducible gLALQbccdeffaugcghj reducible gLALQbccdeffemkcgmw reducible gLALQbccdeffeakcgmw reducible gLALQbccdeffdmgfgiw reducible gLALQbccdeffamgcvlj reducible gLALQbccdeffamgcvir reducible gLALQbccdeffauncglr reducible gLALQbccdefflawccmj reducible gLALQbccdeffaawccer reducible gLALQbccdefflawccer reducible gLALQbccdeffauncghj reducible gLALQbccdeffaancvir reducible gLALQbccdeffhhfffdw reducible gLALQbccdeffauscglr reducible gLALQbccdefflacccmj reducible gLALQbccdefflacccer reducible gLALQbccdeffauscghj reducible gLALQbccdfefamgctrj reducible gLALQbccdfefaagctrj SFS[D(3,1)(2,1)] gLALQbccdfefaigctrj SFS[D(3,1)(2,1)] gLALQbccdfefamgctkj reducible gLALQbccdeffahkcciw reducible gLALQbccdfefamgcxfw reducible gLALQbccdeffhajfflr reducible gLALQbccdeffhpkfger reducible gLALQbccdfefhugfqcr reducible gLALQbccdfefhhgfqcr reducible gLALQbccdfefhegfqcr reducible gLALQbccdeffalwcgdw reducible gLALQbccdeffeakcgur reducible gLALQbccdeffdmgfger reducible gLALQbccdeffaugcgxj reducible gLALQbccdefflugcgxj reducible gLALQbccdefftugcgdw reducible gLALQbccdefflajcciw reducible gLALQbccdfeflpkcifj reducible gLALQbccdefflugcgdw reducible gLALQbccdeffaajccdj reducible gLALQbccdefflajccdj reducible gLALQbccdeffaugcgdw reducible gLALQbccdeffemkcgaj reducible gLALQbccdeffeakcgaj reducible gLALQbccdeffdmgfgqn reducible gLALQbccdeffamgcvew reducible gLALQbccdeffamgcvuj reducible gLALQbccdeffauncgxj reducible gLALQbccdefflawcciw reducible gLALQbccdeffaawccdj reducible gLALQbccdefflawccdj reducible gLALQbccdeffauncgdw reducible gLALQbccdeffaancvew reducible gLALQbccdeffhhfffen reducible gLALQbccdeffauscgxj reducible gLALQbccdefflaccciw reducible gLALQbccdefflacccdj reducible gLALQbccdeffauscgdw reducible gLALQbccdeffaefcfhw reducible gLALQbccdeffaefcfar reducible gLALQbccdeffamgcwew reducible gLALQbccdeffaagcwew SFS[D(3,1)(2,1)] gLALQbccdeffaigcwew SFS[D(3,1)(2,1)] gLALQbccdeffamgcsew reducible gLALQbccdfefamgcirj reducible gLALQbccdeffamgcwir reducible gLALQbccdfefamgcikj reducible gLALQbccdeffamgcsir reducible gLAzQbccdeffxxggghj reducible gLAzQbccdeffmejgcmj reducible gLAzQbccdeffmlggghj reducible gLAzQbccdeffllcogdr reducible gLAzQbccdeffpxjvgtw reducible gLAzQbccdeffppjvgtw reducible gLAzQbccdeffllcogdn reducible gLAzQbccdeffppjvgts reducible gLAzQbccdeffmlggghk reducible gLAzQbccdeffpxjvgts reducible gLAzQbccdeffamjofhr reducible gLAzQbccdeffdpfvgew reducible gLAzQbccdfefdunvqcw reducible gLAzQbccdeffahrocin reducible gLAzQbccdeffhpfvgew reducible gLAzQbccdeffthrocin reducible gLAzQbccdeffxxggghk reducible gLAzQbccdeffdpfvges reducible gLAzQbccdeffamjofhn reducible gLAzQbccdeffthrocir reducible gLAzQbccdfefdunvqcs reducible gLAzQbccdeffepbggak reducible gLAzQbccdeffhpfvges reducible gLAzQbccdeffaerocir reducible gLAzQbccdeffaijofhn reducible gLAzQbccdeffahrocir reducible gLAzQbccdeffaijofhr reducible gLAzQbccdeffepbggaj reducible gLAzQbccdeffaerocin reducible gLAzQbccdeffmejgcmk reducible gLAzQbccdeffxxvgghj reducible gLAzQbccdeffllwogdr reducible gLAzQbccdeffalwogdr reducible gLAzQbccdeffpxwvgtw reducible gLAzQbccdeffppwvgtw reducible gLAzQbccdeffaljogdn reducible gLAzQbccdefflljogdn reducible gLAzQbccdeffppcvgts reducible gLAzQbccdeffpxcvgts reducible gLAzQbccdeffamcofhr reducible gLAzQbccdeffdprvgew reducible gLAzQbccdfefdusvqcw reducible gLAzQbccdeffahkocin reducible gLAzQbccdeffhprvgew reducible gLAzQbccdeffthkocin reducible gLAzQbccdeffxxfgghk reducible gLAzQbccdeffdpkvges reducible gLAzQbccdeffamwofhn reducible gLAzQbccdeffthfocir reducible gLAzQbccdfefdugvqcs reducible gLAzQbccdeffepjggak reducible gLAzQbccdeffhpkvges reducible gLAzQbccdeffaiwofhn reducible gLAzQbccdeffahfocir reducible gLAzQbccdeffaicofhr reducible gLAzQbccdeffepnggaj reducible gLAzQbccdeffxxfgghj reducible gLAzQbccdefflljogdr reducible gLAzQbccdeffaljogdr reducible gLAzQbccdeffpxcvgtw reducible gLAzQbccdeffppcvgtw reducible gLAzQbccdeffalwogdn reducible gLAzQbccdeffllwogdn reducible gLAzQbccdeffppwvgts reducible gLAzQbccdeffpxwvgts reducible gLAzQbccdeffamwofhr reducible gLAzQbccdeffdpkvgew reducible gLAzQbccdfefdugvqcw reducible gLAzQbccdeffahfocin reducible gLAzQbccdeffhpkvgew reducible gLAzQbccdeffthfocin reducible gLAzQbccdeffxxvgghk reducible gLAzQbccdeffdprvges reducible gLAzQbccdeffamcofhn reducible gLAzQbccdeffthkocir reducible gLAzQbccdfefdusvqcs reducible gLAzQbccdeffepnggak reducible gLAzQbccdeffhprvges reducible gLAzQbccdeffaicofhn reducible gLAzQbccdeffahkocir reducible gLAzQbccdeffaiwofhr reducible gLAzQbccdeffepjggaj reducible gLALQbccdeffxivcfdj reducible gLALQbccdefflpkcgiw reducible gLALQbccdeffapkcgiw reducible gLALQbccdefftpkcgiw reducible gLALQbccdeffpiwffar reducible gLALQbccdeffapccgpw reducible gLALQbccdfefeikcufj reducible gLALQbccdfefdigfqfr reducible gLALQbccdfefhigfqfr reducible gLALQbccdfefpigfqfr reducible gLALQbccdfefaascufw reducible gLALQbccdfefeakcufj reducible gLALQbccdfefdagfqfr reducible gLALQbccdfefhagfqfr reducible gLALQbccdeffaurccaw reducible gLALQbccdfefemkcufj reducible gLALQbccdfefdmgfqfr reducible gLALQbccdfefhmgfqfr reducible gLALQbccdfefpmgfqfr reducible gLALQbccdfefxeocxcj reducible gLALQbccdfeflegcxcw reducible gLALQbccdfeftegcxcw reducible gLALQbccdfefpenfpcr reducible gLALQbccdeffxxbcgij reducible gLALQbccdfeflhgcxcw reducible gLALQbccdfefahgcxcw reducible gLALQbccdfefthgcxcw reducible gLALQbccdeffpxffgur reducible gLALQbccdeffxmvcfdj reducible gLALQbccdfeflugcxcw reducible gLALQbccdfefaugcxcw reducible gLALQbccdfeftugcxcw reducible gLALQbccdeffpmwffar reducible gLALQbccdeffelgcgpj reducible gLALQbccdeffdljfglr reducible gLALQbccdeffhljfglr reducible gLALQbccdeffpljfglr reducible gLALQbccdeffxavcfdj reducible gLALQbccdefflajcfdw reducible gLALQbccdeffaajcfdw reducible gLALQbccdefftajcfdw reducible gLALQbccdeffaxccgpw reducible gLALQbccdeffehjccaj reducible gLALQbccdeffdhkfcer reducible gLALQbccdeffhhkfcer reducible gLALQbccdeffphkfcer reducible gLALQbccdeffapfcgiw reducible gLALQbccdfefhisfqfr reducible gLALQbccdfeflagcufw reducible gLALQbccdfeftagcufw reducible gLALQbccdfefmawcufj reducible gLALQbccdfefhasfqfr reducible gLALQbccdfefhmsfqfr reducible gLALQbccdfefeekcxcj reducible gLALQbccdfefaencxcw reducible gLALQbccdfefdegfpcr reducible gLALQbccdfefpegfpcr reducible gLALQbccdfefahncxcw reducible gLALQbccdfefauncxcw reducible gLALQbccdeffelfcgpj reducible gLALQbccdeffdlcfglr reducible gLALQbccdeffhlcfglr reducible gLALQbccdeffplcfglr reducible gLALQbccdeffmagcfdj reducible gLALQbccdefflawcfdw reducible gLALQbccdeffaawcfdw reducible gLALQbccdefftawcfdw reducible gLALQbccdeffhhrfcer reducible gLALQbccdeffaxrcgiw reducible gLALQbccdeffalrcgiw reducible gLALQbccdeffaprcgiw reducible gLALQbccdfefhinfqfr reducible gLALQbccdfefaancufw reducible gLALQbccdfefxaocufj reducible gLALQbccdfefhanfqfr reducible gLALQbccdfefhmnfqfr reducible gLALQbccdfefmewcxcj reducible gLALQbccdfefaescxcw reducible gLALQbccdfefpesfpcr reducible gLALQbccdfefahscxcw reducible gLALQbccdfefauscxcw reducible gLALQbccdeffelvcgpj reducible gLALQbccdeffmlvcgpj reducible gLALQbccdeffxlvcgpj reducible gLALQbccdeffdlwfglr reducible gLALQbccdeffhlwfglr reducible gLALQbccdeffplwfglr reducible gLALQbccdeffxpvcgpj reducible gLALQbccdeffxxvcgpj reducible gLALQbccdeffamccfdw reducible gLALQbccdeffaiccfdw reducible gLALQbccdefflaccfdw reducible gLALQbccdefftaccfdw reducible gLALQbccdeffhhffcer reducible gLALQbccdeffxubccaj reducible gLALQbccdeffaefccaw reducible gLALQbccdfefahgcxcj reducible gLALQbccdfeflhgcxcj reducible gLALQbccdfefthgcxcj reducible gLALQbccdeffxxbcgiw reducible gLALQbccdeffpxffguk reducible gLALQbccdfefeakcufw reducible gLALQbccdfefaascufj reducible gLALQbccdfefhagfqfk reducible gLALQbccdfefdagfqfk reducible gLALQbccdfeflegcxcj reducible gLALQbccdfeftegcxcj reducible gLALQbccdfefxeocxcw reducible gLALQbccdfefpenfpck reducible gLALQbccdeffelgcgpw reducible gLALQbccdeffhljfglk reducible gLALQbccdeffdljfglk reducible gLALQbccdeffpljfglk reducible gLALQbccdfefeikcufw reducible gLALQbccdeffapccgpj reducible gLALQbccdfefhigfqfk reducible gLALQbccdfefdigfqfk reducible gLALQbccdfefpigfqfk reducible gLALQbccdeffehjccaw reducible gLALQbccdeffaxccgpj reducible gLALQbccdeffhhkfcek reducible gLALQbccdeffdhkfcek reducible gLALQbccdeffphkfcek reducible gLALQbccdfefaugcxcj reducible gLALQbccdfeflugcxcj reducible gLALQbccdfeftugcxcj reducible gLALQbccdeffxmvcfdw reducible gLALQbccdeffpmwffak reducible gLALQbccdeffapkcgij reducible gLALQbccdefflpkcgij reducible gLALQbccdefftpkcgij reducible gLALQbccdeffxivcfdw reducible gLALQbccdeffpiwffak reducible gLALQbccdeffaajcfdj reducible gLALQbccdefflajcfdj reducible gLALQbccdefftajcfdj reducible gLALQbccdeffxavcfdw reducible gLALQbccdfefemkcufw reducible gLALQbccdeffaurccaj reducible gLALQbccdfefhmgfqfk reducible gLALQbccdfefdmgfqfk reducible gLALQbccdfefpmgfqfk reducible gLALQbccdfefahncxcj reducible gLALQbccdfefmawcufw reducible gLALQbccdfeflagcufj reducible gLALQbccdfeftagcufj reducible gLALQbccdfefhasfqfk reducible gLALQbccdfefaencxcj reducible gLALQbccdfefeekcxcw reducible gLALQbccdfefdegfpck reducible gLALQbccdfefpegfpck reducible gLALQbccdeffelfcgpw reducible gLALQbccdeffhlcfglk reducible gLALQbccdeffdlcfglk reducible gLALQbccdeffplcfglk reducible gLALQbccdfefhisfqfk reducible gLALQbccdeffhhrfcek reducible gLALQbccdfefauncxcj reducible gLALQbccdeffapfcgij reducible gLALQbccdeffaawcfdj reducible gLALQbccdefflawcfdj reducible gLALQbccdefftawcfdj reducible gLALQbccdeffmagcfdw reducible gLALQbccdfefhmsfqfk reducible gLALQbccdfefahscxcj reducible gLALQbccdeffalrcgij reducible gLALQbccdeffaiccfdj reducible gLALQbccdeffxpvcgpw reducible gLALQbccdfefxaocufw reducible gLALQbccdfefaancufj reducible gLALQbccdfefhanfqfk reducible gLALQbccdeffxubccaw reducible gLALQbccdfefaescxcj reducible gLALQbccdfefmewcxcw reducible gLALQbccdfefpesfpck reducible gLALQbccdeffaxrcgij reducible gLALQbccdeffamccfdj reducible gLALQbccdeffmlvcgpw reducible gLALQbccdeffelvcgpw reducible gLALQbccdeffxlvcgpw reducible gLALQbccdeffhlwfglk reducible gLALQbccdeffdlwfglk reducible gLALQbccdeffplwfglk reducible gLALQbccdfefhinfqfk reducible gLALQbccdeffhhffcek reducible gLALQbccdfefauscxcj reducible gLALQbccdeffaprcgij reducible gLALQbccdefflaccfdj reducible gLALQbccdefftaccfdj reducible gLALQbccdeffxxvcgpw reducible gLALQbccdfefhmnfqfk reducible gLALQbccdeffaefccaj reducible gLAzQbccdeffalcrgdr SFS[D(3,1)(3,2)] gLAzQbccdeffalcngdn SFS[D(3,1)(3,2)] gLALQbccdeffaacwfdw SFS[D(3,1)(3,2)] gLALQbccdeffaacjfdj SFS[D(3,1)(3,2)] gLAzQbccdeffalcngdr SFS[D(3,1)(3,1)] gLAzQbccdeffalcrgdn SFS[D(3,1)(3,1)] gLALQbccdeffaacjfdw SFS[D(3,1)(3,1)] gLALQbccdeffaacwfdj SFS[D(3,1)(3,1)] gLALQbccdeffmlbcvqw reducible gLALQbccdeffaegcgpj reducible gLALQbccdeffhhnfoxk reducible gLALQbccdeffalccolj reducible gLALQbccdeffaxccolj reducible gLALQbccdeffahgcgpj reducible gLALQbccdfefxxgcxcw reducible gLALQbccdeffmejcfdw reducible gLALQbccdeffhegfoxk reducible gLALQbccdfefaxfcufj reducible gLALQbccdeffehkcolw reducible gLALQbccdeffhhgfoxk reducible gLALQbccdeffdhgfoxk reducible gLALQbccdeffaljcolj reducible gLALQbccdeffxiwcgiw reducible gLALQbccdfefalfcufj reducible gLALQbccdeffxencfdw reducible gLALQbccdeffxmwcgiw reducible gLALQbccdfefxxfcxcw reducible gLALQbccdeffxawcgiw reducible gLALQbccdeffxxncvqw reducible gLALQbccdeffhhsfoxk reducible gLALQbccdeffllwcolj reducible gLALQbccdeffalwcolj reducible gLALQbccdefftlwcolj reducible gLALQbccdeffdefffak reducible gLALQbccdeffeebcfdw reducible gLALQbccdeffmaocgiw reducible gLALQbccdeffamgckij reducible gLALQbccdeffaagckij SFS[D(3,1)(3,2)] gLALQbccdeffaigckij SFS[D(3,1)(3,2)] gLALQbccdeffamgcjij reducible gLALQbccdeffaagcjij SFS[D(3,1)(3,1)] gLALQbccdeffaigcjij SFS[D(3,1)(3,1)] gLALQbccdeffmlbcvqj reducible gLALQbccdeffaegcgpw reducible gLALQbccdeffhhnfoxr reducible gLALQbccdeffalccolw reducible gLALQbccdeffaxccolw reducible gLALQbccdeffahgcgpw reducible gLALQbccdfefxxgcxcj reducible gLALQbccdeffmejcfdj reducible gLALQbccdeffhegfoxr reducible gLALQbccdfefaxfcufw reducible gLALQbccdeffehkcolj reducible gLALQbccdeffhhgfoxr reducible gLALQbccdeffdhgfoxr reducible gLALQbccdeffaljcolw reducible gLALQbccdeffxiwcgij reducible gLALQbccdfefalfcufw reducible gLALQbccdeffxencfdj reducible gLALQbccdeffxmwcgij reducible gLALQbccdfefxxfcxcj reducible gLALQbccdeffxawcgij reducible gLALQbccdeffxxncvqj reducible gLALQbccdeffhhsfoxr reducible gLALQbccdeffllwcolw reducible gLALQbccdeffalwcolw reducible gLALQbccdefftlwcolw reducible gLALQbccdeffdefffar reducible gLALQbccdeffeebcfdj reducible gLALQbccdeffmaocgij reducible gLALQbccdeffaxkcvqj reducible gLALQbccdeffalkcvqj reducible gLALQbccdeffemkcvqj reducible gLALQbccdeffapkcvqj reducible gLALQbccdeffeikcvqj reducible gLALQbccdfefapccxcj reducible gLALQbccdeffeikcvqw reducible gLALQbccdeffdigfvik reducible gLALQbccdeffaascgij reducible gLALQbccdefflascgij reducible gLALQbccdefftascgij reducible gLALQbccdeffapkcvqw reducible gLALQbccdeffalkcvqw reducible gLALQbccdeffaxkcvqw reducible gLALQbccdeffaugcolw reducible gLALQbccdeffaegcolw reducible gLALQbccdeffaurcfdj reducible gLALQbccdeffemkcvqw reducible gLALQbccdeffdmgfvik reducible gLALQbccdeffaegcolj reducible gLALQbccdeffdmgfvir reducible gLALQbccdeffaugcolj reducible gLALQbccdeffdigfvir reducible gLALQbccdeffpawfcer reducible gLALQbccdeffaiscgij reducible gLALQbccdeffliscgij reducible gLALQbccdeffdunfglr reducible gLALQbccdeffahrcfdj reducible gLALQbccdeffeuocgpw reducible gLALQbccdefftascgiw reducible gLALQbccdeffdunfglk reducible gLALQbccdefflmscgiw reducible gLALQbccdefflascgiw reducible gLALQbccdeffliscgiw reducible gLALQbccdeffaercfdw reducible gLALQbccdeffamscgiw reducible gLALQbccdeffaurcfdw reducible gLALQbccdeffaascgiw reducible gLALQbccdfefapccxcw reducible gLALQbccdeffahrcfdw reducible gLALQbccdeffaiscgiw reducible gLALQbccdeffpawfcek reducible gLALQbccdeffamscgij reducible gLALQbccdefflmscgij reducible gLALQbccdeffeuocgpj reducible gLALQbccdeffaercfdj reducible gLALQbccdeffhhgfglk reducible gLALQbccdfefmhbcebj reducible gLALQbccdeffapfcvqj reducible gLALQbccdfefapjcxcj reducible gLALQbccdefflagcgij reducible gLALQbccdefftagcgij reducible gLALQbccdeffaprcvqw reducible gLALQbccdeffauscolw reducible gLALQbccdeffaukcfdj reducible gLALQbccdeffhegfglk reducible gLALQbccdfefhhffdbr reducible gLALQbccdeffauncolj reducible gLALQbccdeffpacfcer reducible gLALQbccdeffligcgij reducible gLALQbccdeffdusfglr reducible gLALQbccdeffdicfcer reducible gLALQbccdeffdmcfcer reducible gLALQbccdeffahkcfdj reducible gLALQbccdeffmukcgpw reducible gLALQbccdeffeukcgpw reducible gLALQbccdeffxukcgpw reducible gLALQbccdefftufcfdw reducible gLALQbccdefftancgiw reducible gLALQbccdfeftmwcebj reducible gLALQbccdeffhugfglk reducible gLALQbccdeffdugfglk reducible gLALQbccdeffpugfglk reducible gLALQbccdefflefcfdw reducible gLALQbccdefflmncgiw reducible gLALQbccdfeflxwcxcw reducible gLALQbccdefflufcfdw reducible gLALQbccdefflancgiw reducible gLALQbccdfeflpwcxcw reducible gLALQbccdefflhfcfdw reducible gLALQbccdefflincgiw reducible gLALQbccdfefllwcxcw reducible gLALQbccdeffamncgiw reducible gLALQbccdeffxagccaw reducible gLALQbccdeffaufcfdw reducible gLALQbccdeffaancgiw reducible gLALQbccdfefapwcxcw reducible gLALQbccdeffahfcfdw reducible gLALQbccdeffaincgiw reducible gLALQbccdeffpajfcek reducible gLALQbccdeffxafccaj reducible gLALQbccdefflmgcgij reducible gLALQbccdeffeuwcgpj reducible gLALQbccdeffeifccaj reducible gLALQbccdeffemfccaj reducible gLALQbccdeffaekcfdj reducible gLALQbccdeffeifccaw reducible gLALQbccdeffaprcvqj reducible gLALQbccdeffdicfcek reducible gLALQbccdfefapwcxcj reducible gLALQbccdfeflpwcxcj reducible gLALQbccdfeftmwcebw reducible gLALQbccdeffaancgij reducible gLALQbccdefflancgij reducible gLALQbccdefftancgij reducible gLALQbccdeffapfcvqw reducible gLALQbccdeffauncolw reducible gLALQbccdeffaufcfdj reducible gLALQbccdefflufcfdj reducible gLALQbccdefftufcfdj reducible gLALQbccdeffemfccaw reducible gLALQbccdeffauscolj reducible gLALQbccdeffdmcfcek reducible gLALQbccdeffpajfcer reducible gLALQbccdfefllwcxcj reducible gLALQbccdeffpugfglr reducible gLALQbccdeffaincgij reducible gLALQbccdefflincgij reducible gLALQbccdeffdugfglr reducible gLALQbccdeffahfcfdj reducible gLALQbccdefflhfcfdj reducible gLALQbccdeffhugfglr reducible gLALQbccdeffhhgfglr reducible gLALQbccdeffhegfglr reducible gLALQbccdeffeuwcgpw reducible gLALQbccdefftagcgiw reducible gLALQbccdeffdusfglk reducible gLALQbccdefflmgcgiw reducible gLALQbccdefflagcgiw reducible gLALQbccdeffligcgiw reducible gLALQbccdeffaekcfdw reducible gLALQbccdeffxafccaw reducible gLALQbccdeffaukcfdw reducible gLALQbccdfefapjcxcw reducible gLALQbccdeffahkcfdw reducible gLALQbccdeffpacfcek reducible gLALQbccdeffxagccaj reducible gLALQbccdfeflxwcxcj reducible gLALQbccdeffxukcgpj reducible gLALQbccdfefmhbcebw reducible gLALQbccdfefhhffdbk reducible gLALQbccdeffamncgij reducible gLALQbccdefflmncgij reducible gLALQbccdeffeukcgpj reducible gLALQbccdefflefcfdj reducible gLALQbccdeffmukcgpj reducible gLALQbccdeffamgcjiw reducible gLALQbccdeffaagcjiw SFS[D(3,1)(3,2)] gLALQbccdeffaigcjiw SFS[D(3,1)(3,2)] gLALQbccdeffamgckiw reducible gLALQbccdeffaagckiw SFS[D(3,1)(3,1)] gLALQbccdeffaigckiw SFS[D(3,1)(3,1)] gLAzQbccdeffehjgcpr reducible gLAzQbccdeffdhkvcln reducible gLAzQbccdeffhhkvces reducible gLAzQbccdeffaajofdn reducible gLAzQbccdeffpljvgls reducible gLAzQbccdeffpljvgaw reducible gLAzQbccdefftpkogin reducible gLAzQbccdeffdhkvcuw reducible gLAzQbccdfefdigvpfw reducible gLAzQbccdeffehjgcqw reducible gLAzQbccdeffhhkvcin reducible gLAzQbccdeffdhkvcin reducible gLAzQbccdefftpkogar reducible gLAzQbccdfefdigvefn reducible gLAzQbccdeffdhkvces reducible gLAzQbccdefflpkogar reducible gLAzQbccdefftpkoges reducible gLAzQbccdeffehjgcak reducible gLAzQbccdeffaajofls reducible gLAzQbccdefflpkogin reducible gLAzQbccdeffehjgcij reducible gLAzQbccdefftpkogxj reducible gLALQbccdeffhpkfgqj reducible gLALQbccdfefamgcifn reducible gLALQbccdfefhegflcj reducible gLALQbccdfefhhgflcj reducible gLALQbccdfefhugflcj reducible gLALQbccdeffhajffej reducible gLALQbccdeffahkccdn reducible gLALQbccdeffalwcgxn reducible gLALQbccdfefhhgfxcj reducible gLALQbccdfefhegfxcj reducible gLALQbccdeffahkccek reducible gLALQbccdfefhugfxcj reducible gLALQbccdeffhpkfgij reducible gLALQbccdeffhajffdj reducible gLALQbccdfefamgcqfk reducible gLALQbccdeffalwcglk reducible gLAzQbccdeffaacnfls SFS[D(3,1)(2,1)] gLALQbccdfefaagwifn SFS[D(3,1)(2,1)] gLALQbccdfefaegjpck SFS[D(3,1)(2,1)] gLALQbccdeffalcjglk SFS[D(3,1)(2,1)] gLALQbccdeffahkccij reducible gLALQbccdfefamgcxfj reducible gLALQbccdeffhajfflk reducible gLALQbccdeffhpkfgek reducible gLALQbccdfefhugfqck reducible gLALQbccdfefhhgfqck reducible gLALQbccdfefhegfqck reducible gLALQbccdeffalwcgdj reducible gLALQbccdeffeakcguk reducible gLALQbccdeffdmgfgek reducible gLALQbccdeffaugcgxn reducible gLALQbccdefflugcgxn reducible gLALQbccdefftugcgdj reducible gLALQbccdefflajccij reducible gLALQbccdfeflpkcifn reducible gLALQbccdefflugcgdj reducible gLALQbccdeffaajccdn reducible gLALQbccdefflajccdn reducible gLALQbccdeffaugcgdj reducible gLALQbccdeffemkcgaw reducible gLALQbccdeffeakcgaw reducible gLALQbccdeffdmgfgqj reducible gLALQbccdeffamgcvej reducible gLALQbccdeffamgcvun reducible gLALQbccdeffauncgxn reducible gLALQbccdefflawccij reducible gLALQbccdeffaawccdn reducible gLALQbccdefflawccdn reducible gLALQbccdeffauncgdj reducible gLALQbccdeffaancvej reducible gLALQbccdeffhhfffej reducible gLALQbccdeffauscgxn reducible gLALQbccdefflacccij reducible gLALQbccdefflacccdn reducible gLALQbccdeffauscgdj reducible gLALQbccdeffaefcfhj reducible gLALQbccdeffaefcfak reducible gLALQbccdeffamgcwej reducible gLALQbccdeffaagcwej SFS[D(3,1)(2,1)] gLALQbccdeffaigcwej SFS[D(3,1)(2,1)] gLALQbccdeffamgcsej reducible gLALQbccdeffalwcghw reducible gLALQbccdeffhajfftr reducible gLALQbccdeffhpkfghr reducible gLALQbccdfefhugfmcr reducible gLALQbccdfefhhgfmcr reducible gLALQbccdfefhegfmcr reducible gLALQbccdfefamgctfw reducible gLALQbccdeffahkccmw reducible gLALQbccdeffaefcfpw reducible gLALQbccdeffaefcfen reducible gLALQbccdeffeakcgqn reducible gLALQbccdeffdmgfghr reducible gLALQbccdeffaugcglk reducible gLALQbccdefflugcglk reducible gLALQbccdefftugcghw reducible gLALQbccdefflajccmw reducible gLALQbccdfeflpkcqfk reducible gLALQbccdefflugcghw reducible gLALQbccdeffaajccek reducible gLALQbccdefflajccek reducible gLALQbccdeffaugcghw reducible gLALQbccdeffemkcgmj reducible gLALQbccdeffeakcgmj reducible gLALQbccdeffdmgfgij reducible gLALQbccdeffamgcvlw reducible gLALQbccdeffamgcvik reducible gLALQbccdeffauncglk reducible gLALQbccdefflawccmw reducible gLALQbccdeffaawccek reducible gLALQbccdefflawccek reducible gLALQbccdeffauncghw reducible gLALQbccdeffaancvik reducible gLALQbccdeffhhfffdj reducible gLALQbccdeffauscglk reducible gLALQbccdefflacccmw reducible gLALQbccdefflacccek reducible gLALQbccdeffauscghw reducible gLALQbccdfefamgctrw reducible gLALQbccdfefaagctrw SFS[D(3,1)(2,1)] gLALQbccdfefaigctrw SFS[D(3,1)(2,1)] gLALQbccdfefamgctkw reducible gLALQbccdfefamgcikn reducible gLALQbccdeffamgcsik reducible gLAzQbccdeffaacnfdn SFS[D(2,1)(2,1)] gLALQbccdfefaigcirn SFS[D(2,1)(2,1)] gLALQbccdfefaagcirn SFS[D(2,1)(2,1)] gLALQbccdfefamgcirn reducible gLALQbccdeffalcjgdj SFS[D(2,1)(2,1)] gLALQbccdfefaegjtcj SFS[D(2,1)(2,1)] gLALQbccdfefaagwtfw SFS[D(2,1)(2,1)] gLALQbccdeffaigcwik SFS[D(2,1)(2,1)] gLALQbccdeffaagcwik SFS[D(2,1)(2,1)] gLALQbccdeffamgcwik reducible gLAzQbccdeffmejgclk toroidal gLAzQbccdeffepbggqs SFS[D(4,1)(2,1)] gLAzQbccdeffdpfvgpj SFS[D(5,2)(2,1)] gLAzQbccdfefdunvacj toroidal gLAzQbccdeffepbggxk SFS[D(4,1)(2,1)] gLAzQbccdeffhpfvgir SFS[D(4,1)(2,1)] gLAzQbccdeffxxgggqk SFS[D(4,1)(2,1)] gLAzQbccdeffdpfvgir SFS[D(5,2)(2,1)] gLAzQbccdfefdunvxcr toroidal gLAzQbccdeffthrocpn SFS[D(5,2)(2,1)] gLAzQbccdeffxxgggxs SFS[D(4,1)(2,1)] gLAzQbccdeffhpfvgpj SFS[D(4,1)(2,1)] gLAzQbccdeffthrocew SFS[D(5,2)(2,1)] gLAzQbccdeffmejgcds toroidal gLAzQbccdfefdusvacj SFS[D(2,1)(2,1)] gLAzQbccdfefdugvxcr SFS[D(2,1)(2,1)] gLAzQbccdfefdugvacj SFS[D(2,1)(2,1)] gLAzQbccdfefdusvxcr SFS[D(2,1)(2,1)] gLALQbccdfeflhgchcj SFS[D(2,1)(2,1)] gLALQbccdeffpxffgdn SFS[D(3,1)(2,1)] gLALQbccdfefpenficn reducible gLALQbccdeffpljfgmn reducible gLALQbccdfefpigfhfn SFS[D(3,1)(2,1)] gLALQbccdeffehjcchr SFS[D(2,1)(2,1)] gLALQbccdeffphkfctn SFS[D(3,1)(2,1)] gLALQbccdeffpmwffxn SFS[D(3,1)(2,1)] gLALQbccdefflpkcgtj SFS[D(2,1)(2,1)] gLALQbccdeffpiwffxn SFS[D(3,1)(2,1)] gLALQbccdfefemkcmfr SFS[D(2,1)(2,1)] gLALQbccdfefpmgfhfn SFS[D(3,1)(2,1)] gLALQbccdfefahnchcj SFS[D(2,1)(2,1)] gLALQbccdfefhasfhfn reducible gLALQbccdeffhlcfgmn reducible gLALQbccdfefhisfhfn SFS[D(3,1)(2,1)] gLALQbccdeffhhrfctn SFS[D(3,1)(2,1)] gLALQbccdeffapfcgtj SFS[D(2,1)(2,1)] gLALQbccdfefhmsfhfn SFS[D(3,1)(2,1)] gLALQbccdeffalrcgtj SFS[D(2,1)(2,1)] gLALQbccdeffelvcgtr reducible gLALQbccdeffdlwfgmn reducible gLALQbccdeffaefccqj T2xI gLALQbccdefflpkcger SFS[D(2,1)(2,1)] gLALQbccdeffpiwffhw SFS[D(3,1)(2,1)] gLALQbccdfefpigfxfw SFS[D(3,1)(2,1)] gLALQbccdfefemkclfj SFS[D(2,1)(2,1)] gLALQbccdfefpmgfxfw SFS[D(3,1)(2,1)] gLALQbccdfefpenftcw reducible gLALQbccdfeflhgcqcr SFS[D(2,1)(2,1)] gLALQbccdeffpxffgmw SFS[D(3,1)(2,1)] gLALQbccdeffpmwffhw SFS[D(3,1)(2,1)] gLALQbccdeffpljfgdw reducible gLALQbccdeffehjccqj SFS[D(2,1)(2,1)] gLALQbccdeffphkfciw SFS[D(3,1)(2,1)] gLALQbccdeffapfcger SFS[D(2,1)(2,1)] gLALQbccdfefhisfxfw SFS[D(3,1)(2,1)] gLALQbccdfefhasfxfw reducible gLALQbccdfefhmsfxfw SFS[D(3,1)(2,1)] gLALQbccdfefahncqcr SFS[D(2,1)(2,1)] gLALQbccdeffhlcfgdw reducible gLALQbccdeffhhrfciw SFS[D(3,1)(2,1)] gLALQbccdeffalrcger SFS[D(2,1)(2,1)] gLALQbccdeffelvcgej reducible gLALQbccdeffdlwfgdw reducible gLALQbccdeffaefcchr T2xI gLALQbccdfefxxgcqcr SFS[D(3,1)(2,1)] gLALQbccdeffmejcflr SFS[D(3,1)(2,1)] gLALQbccdeffhegfoan SFS[D(2,1)(2,1)] gLALQbccdeffxencflr SFS[D(3,1)(2,1)] gLALQbccdeffxmwcger reducible gLALQbccdfefxxfcqcr SFS[D(3,1)(2,1)] gLALQbccdeffxxncvxr SFS[D(2,1)(2,1)] gLALQbccdeffhhsfoan SFS[D(2,1)(2,1)] gLALQbccdeffdefffxn T2xI gLALQbccdeffeebcflr SFS[A(2,1)] gLALQbccdeffmaocger T2xI gLALQbccdeffamgcjtj reducible gLALQbccdeffamgcktj reducible gLALQbccdeffaxkcvaj SFS[D(2,1)(2,1)] gLALQbccdeffemkcvaj SFS[D(2,1)(2,1)] gLALQbccdeffaxkcvxr SFS[D(2,1)(2,1)] gLALQbccdeffemkcvxr SFS[D(2,1)(2,1)] gLALQbccdeffeuocgtr SFS[D(3,1)(2,1)] gLALQbccdefflmscger reducible gLALQbccdeffaercflr SFS[D(3,1)(2,1)] gLALQbccdeffamscger SFS[D(3,1)(2,1)] gLALQbccdeffamscgtj SFS[D(3,1)(2,1)] gLALQbccdefflmscgtj reducible gLALQbccdeffeuocgej SFS[D(3,1)(2,1)] gLALQbccdeffaercfmj SFS[D(3,1)(2,1)] gLALQbccdeffapfcvaj SFS[D(2,1)(2,1)] gLALQbccdeffhegfgmn SFS[D(2,1)(2,1)] gLALQbccdeffmukcgtr SFS[D(3,1)(2,1)] gLALQbccdeffeukcgtr toroidal gLALQbccdeffxukcgtr SFS[D(3,1)(2,1)] gLALQbccdefftancger SFS[D(2,1)(2,1)] gLALQbccdeffdugfgmn SFS[D(2,1)(2,1)] gLALQbccdefflefcflr SFS[D(3,1)(2,1)] gLALQbccdefflmncger SFS[D(3,1)(2,1)] gLALQbccdfeflxwcqcr reducible gLALQbccdeffamncger SFS[D(3,1)(2,1)] gLALQbccdeffxagcchr SFS[D(3,1)(2,1)] gLALQbccdeffxafccqj SFS[D(3,1)(2,1)] gLALQbccdefflmgcgtj SFS[D(3,1)(2,1)] gLALQbccdeffeuwcgej SFS[D(3,1)(2,1)] gLALQbccdeffeifccqj reducible gLALQbccdeffemfccqj reducible gLALQbccdeffaekcfmj SFS[D(3,1)(2,1)] gLALQbccdeffeifcchr reducible gLALQbccdefftancgtj SFS[D(2,1)(2,1)] gLALQbccdeffapfcvxr SFS[D(2,1)(2,1)] gLALQbccdeffemfcchr reducible gLALQbccdeffdugfgdw SFS[D(2,1)(2,1)] gLALQbccdeffhegfgdw SFS[D(2,1)(2,1)] gLALQbccdeffeuwcgtr SFS[D(3,1)(2,1)] gLALQbccdefflmgcger SFS[D(3,1)(2,1)] gLALQbccdeffaekcflr SFS[D(3,1)(2,1)] gLALQbccdeffxafcchr SFS[D(3,1)(2,1)] gLALQbccdeffxagccqj SFS[D(3,1)(2,1)] gLALQbccdfeflxwchcj reducible gLALQbccdeffxukcgej SFS[D(3,1)(2,1)] gLALQbccdeffamncgtj SFS[D(3,1)(2,1)] gLALQbccdefflmncgtj SFS[D(3,1)(2,1)] gLALQbccdeffeukcgej toroidal gLALQbccdefflefcfmj SFS[D(3,1)(2,1)] gLALQbccdeffmukcgej SFS[D(3,1)(2,1)] gLALQbccdfefxxgchcj SFS[D(3,1)(2,1)] gLALQbccdeffmejcfmj SFS[D(3,1)(2,1)] gLALQbccdeffhegfoqw SFS[D(2,1)(2,1)] gLALQbccdeffxencfmj SFS[D(3,1)(2,1)] gLALQbccdeffxmwcgtj reducible gLALQbccdfefxxfchcj SFS[D(3,1)(2,1)] gLALQbccdeffxxncvaj SFS[D(2,1)(2,1)] gLALQbccdeffhhsfoqw SFS[D(2,1)(2,1)] gLALQbccdeffdefffhw T2xI gLALQbccdeffeebcfmj SFS[A(2,1)] gLALQbccdeffmaocgtj T2xI gLALQbccdeffamgcker reducible gLALQbccdeffamgcjer reducible gLAzQbccdeffehjgcts reducible gLAzQbccdefflpkoghs reducible gLAzQbccdefftpkoghs reducible gLAzQbccdefftpkoghw reducible gLAzQbccdfefdigvafj reducible gLAzQbccdeffdhkvcpj reducible gLAzQbccdeffaajoftw reducible gLAzQbccdefflpkoghw reducible gLAzQbccdefftpkogpj reducible gLAzQbccdeffehjgcxk reducible gLAzQbccdeffpljvghr reducible gLAzQbccdeffhhkvcmr reducible gLAzQbccdeffehjgcxr reducible gLAzQbccdeffdhkvcpn reducible gLAzQbccdeffdhkvcmr reducible gLAzQbccdefftpkogpn reducible gLAzQbccdfefdigvafn reducible gLAzQbccdeffpljvghn reducible gLAzQbccdeffaajofts reducible gLAzQbccdeffehjgctw reducible gLAzQbccdeffdhkvcmn reducible gLAzQbccdeffhhkvcmn reducible gLALQbccdfefhhgfhcj reducible gLALQbccdfefhegfhcj reducible gLALQbccdeffahkcctn reducible gLALQbccdfefhugfhcj reducible gLALQbccdeffhpkfgtj reducible gLALQbccdeffhajffmj reducible gLALQbccdfefamgchfn reducible gLALQbccdeffalwcgmn reducible gLALQbccdeffhpkfgaj reducible gLALQbccdfefamgcpfk reducible gLALQbccdfefhegfucj reducible gLALQbccdfefhhgfucj reducible gLALQbccdfefhugfucj reducible gLALQbccdeffhajffpj reducible gLALQbccdeffahkccuk reducible gLALQbccdeffalwcgak reducible gLALQbccdeffalwcgmj reducible gLALQbccdeffhajffmn reducible gLALQbccdeffhpkfgtn reducible gLALQbccdfefhugfhcn reducible gLALQbccdfefhhgfhcn reducible gLALQbccdfefhegfhcn reducible gLALQbccdfefamgchfj reducible gLALQbccdeffahkcctj reducible gLALQbccdeffaefcfxj reducible gLALQbccdeffaefcfxn reducible gLALQbccdeffeakcgdn reducible gLALQbccdeffdmgfgtn reducible gLALQbccdeffaugcgak reducible gLALQbccdefflugcgak reducible gLALQbccdefftugcgak reducible gLALQbccdefflajcctj reducible gLALQbccdfeflpkchfj reducible gLALQbccdefflugcgmj reducible gLALQbccdeffaajcctj reducible gLALQbccdefflajccuk reducible gLALQbccdeffaugcgmj reducible gLALQbccdeffemkcgdn reducible gLALQbccdeffeakcghr reducible gLALQbccdeffdmgfgaj reducible gLALQbccdeffamgcvpj reducible gLALQbccdeffamgcvdk reducible gLALQbccdeffauncgak reducible gLALQbccdefflawcctj reducible gLALQbccdeffaawcctj reducible gLALQbccdefflawccuk reducible gLALQbccdeffauncgmj reducible gLALQbccdeffaancvdk reducible gLALQbccdeffhhfffmn reducible gLALQbccdeffauscgak reducible gLALQbccdefflaccctj reducible gLALQbccdefflacccuk reducible gLALQbccdeffauscgmj reducible gLALQbccdeffamgcspj reducible gLALQbccdeffamgcwpj reducible gLALQbccdeffahkccur reducible gLALQbccdfefamgcpfr reducible gLALQbccdeffhajffpw reducible gLALQbccdeffhpkfgaw reducible gLALQbccdfefhugfucw reducible gLALQbccdfefhhgfucw reducible gLALQbccdfefhegfucw reducible gLALQbccdeffalwcgar reducible gLALQbccdeffeakcghk reducible gLALQbccdeffdmgfgaw reducible gLALQbccdeffaugcgmn reducible gLALQbccdefflugcgmn reducible gLALQbccdefftugcgar reducible gLALQbccdefflajccur reducible gLALQbccdfeflpkchfn reducible gLALQbccdefflugcgar reducible gLALQbccdeffaajcctn reducible gLALQbccdefflajcctn reducible gLALQbccdeffaugcgar reducible gLALQbccdeffemkcgdj reducible gLALQbccdeffeakcgdj reducible gLALQbccdeffdmgfgtj reducible gLALQbccdeffamgcvdr reducible gLALQbccdeffamgcvpn reducible gLALQbccdeffauncgmn reducible gLALQbccdefflawccur reducible gLALQbccdeffaawcctn reducible gLALQbccdefflawcctn reducible gLALQbccdeffauncgar reducible gLALQbccdeffaancvdr reducible gLALQbccdeffhhfffmj reducible gLALQbccdeffauscgmn reducible gLALQbccdefflacccur reducible gLALQbccdefflaccctn reducible gLALQbccdeffauscgar reducible gLALQbccdeffaefcftr reducible gLALQbccdeffaefcftk reducible gLALQbccdfefamgcpkr reducible gLALQbccdfefamgcprr reducible gLALQbccdfefamgcpkk reducible gLALQbccdeffamgcspn reducible gLAzQbccdeffaacnfun SFS[D(2,1)(2,1)] gLALQbccdfefaigcprk SFS[D(2,1)(2,1)] gLALQbccdfefaagcprk SFS[D(2,1)(2,1)] gLALQbccdfefamgcprk reducible gLALQbccdfefaegjicj SFS[D(2,1)(2,1)] gLALQbccdeffalcjgmj SFS[D(2,1)(2,1)] gLALQbccdfefaagwpfr SFS[D(2,1)(2,1)] gLALQbccdeffaigcwpn SFS[D(2,1)(2,1)] gLALQbccdeffaagcwpn SFS[D(2,1)(2,1)] gLALQbccdeffamgcwpn reducible gLAzQbccdeffalcrjdo reducible gLAzQbccdeffalcnkdo reducible gLALQbccdeffaacwrdc reducible gLALQbccdeffaacjkdc reducible gLAzQbccdeffalcnjdo reducible gLAzQbccdeffalcrkdo reducible gLALQbccdeffaacjrdc reducible gLALQbccdeffaacwkdc reducible gLALQbccdeffamgwkic reducible gLALQbccdeffaagwkic reducible gLALQbccdeffaigwkic reducible gLALQbccdeffamgjjic reducible gLALQbccdeffaagjjic reducible gLALQbccdeffaigjjic reducible gLALQbccdeffaagwjic reducible gLALQbccdeffaigwjic reducible gLALQbccdeffamgwjic reducible gLALQbccdeffamgjkic reducible gLALQbccdeffaagjkic reducible gLALQbccdeffaigjkic reducible gLAzQbccdeffehjgwpf SFS[D(4,1)(3,1)] gLAzQbccdeffdhkvwlb SFS[D(5,2)(3,1)] gLAzQbccdeffhhkvwlb SFS[D(4,1)(3,1)] gLAzQbccdeffaajorib SFS[D(3,1)(2,1)] gLAzQbccdeffelggjuf toroidal gLAzQbccdeffdljvjqb toroidal gLAzQbccdeffhljvjqb toroidal gLAzQbccdeffpljvjqb reducible gLAzQbccdeffelggkev toroidal gLAzQbccdeffhljvkdo toroidal gLAzQbccdeffdljvkdo toroidal gLAzQbccdeffpljsgav reducible gLAzQbccdefftpkrgio SFS[D(5,2)(3,1)] gLAzQbccdeffdhkscuv SFS[D(5,2)(3,1)] gLAzQbccdfefdigspfv SFS[D(4,1)(3,1)] gLAzQbccdeffehjgjqv SFS[D(4,3)(3,1)] gLAzQbccdeffhhkscuv SFS[D(4,3)(3,1)] gLAzQbccdeffdhkvjio SFS[D(5,3)(3,1)] gLAzQbccdefftpkngao SFS[D(5,3)(3,1)] gLAzQbccdfefdigvekb SFS[D(4,3)(3,1)] gLAzQbccdeffdhkwcev SFS[D(5,3)(3,1)] gLAzQbccdefflpkngao toroidal gLAzQbccdefftpkojev SFS[D(5,3)(3,1)] gLAzQbccdeffehjjcag toroidal gLAzQbccdeffaajnfpo SFS[D(3,1)(2,1)] gLAzQbccdefflpkokxb toroidal gLAzQbccdeffehjkcig toroidal gLAzQbccdefftpkokxb SFS[D(5,2)(3,1)] gLALQbccdfefpagfirb reducible gLALQbccdeffpawfreb reducible gLALQbccdeffhpkfkqb SFS[D(3,1)(3,2)] gLALQbccdfefamgcikb reducible gLALQbccdfefhegfljb toroidal gLALQbccdfefhhgfljb SFS[D(3,1)(3,2)] gLALQbccdfefhugfljb SFS[D(3,1)(3,1)] gLALQbccdeffhajfreb reducible gLALQbccdeffahkcwdb SFS[D(3,1)(2,1)] gLALQbccdeffalwcjxb SFS[D(3,1)(2,1)] gLALQbccdfefpagfukc reducible gLALQbccdeffpawfkdc reducible gLALQbccdfefhhgfxwc SFS[D(3,1)(3,1)] gLALQbccdfefhegfxwc toroidal gLALQbccdeffahkcjef SFS[D(3,1)(2,1)] gLALQbccdfefhugfxwc SFS[D(3,1)(3,2)] gLALQbccdeffhpkfjic SFS[D(3,1)(3,1)] gLALQbccdeffhajfkdc reducible gLALQbccdfefamgcqrf reducible gLALQbccdeffalwcklf SFS[D(3,1)(2,1)] gLAzQbccdeffaacnklv reducible gLALQbccdfefaagwikb reducible gLALQbccdfefpagkukc reducible gLALQbccdfefaegjpjf reducible gLALQbccdeffalcjklf reducible gLALQbccdeffpawkkdc reducible gLALQbccdfefpagrukc reducible gLALQbccdeffpawrkdc reducible gLALQbccdeffahkwcic SFS[D(3,1)(2,1)] gLALQbccdfefamgwxfc SFS[D(3,1)(2,1)] gLALQbccdeffhajrflf reducible gLALQbccdeffhpkrgef SFS[D(3,1)(3,2)] gLALQbccdfefhugrqcf SFS[D(3,1)(3,1)] gLALQbccdfefhhgrqcf SFS[D(3,1)(3,2)] gLALQbccdfefhegrqcf reducible gLALQbccdeffeafjfpc reducible gLALQbccdeffalwwgdc SFS[D(3,1)(2,1)] gLALQbccdeffdacrflf reducible gLALQbccdeffeakckuf SFS[D(3,1)(2,1)] gLALQbccdeffdmgrgef SFS[D(3,1)(2,1)] gLALQbccdeffaugcjxb reducible gLALQbccdefflugcjxb SFS[D(3,1)(3,1)] gLALQbccdefftugcjxb SFS[D(3,1)(3,2)] gLALQbccdefflajwcic SFS[D(3,1)(3,2)] gLALQbccdfeflpkcikb toroidal gLALQbccdefflugwgdc SFS[D(3,1)(3,1)] gLALQbccdeffaajcwdb SFS[D(3,1)(3,1)] gLALQbccdefflajcwdb SFS[D(3,1)(3,2)] gLALQbccdeffaugwgdc reducible gLALQbccdeffemkckuf toroidal gLALQbccdeffeakjgac SFS[D(3,1)(2,1)] gLALQbccdeffdmgfkqb SFS[D(3,1)(2,1)] gLALQbccdeffamgwvec SFS[D(3,1)(2,1)] gLALQbccdeffamgcwub reducible gLALQbccdeffauncjxb SFS[D(3,1)(3,1)] gLALQbccdefflawwcic toroidal gLALQbccdeffaawcwdb SFS[D(3,1)(3,2)] gLALQbccdefflawcwdb reducible gLALQbccdeffaunwgdc SFS[D(3,1)(3,1)] gLALQbccdeffaiccwdb reducible gLALQbccdeffaancwub SFS[D(3,1)(2,1)] gLALQbccdeffamccwdb reducible gLALQbccdeffhhffreb SFS[D(3,1)(2,1)] gLALQbccdeffauscjxb SFS[D(3,1)(3,2)] gLALQbccdefflacwcic SFS[D(3,1)(3,1)] gLALQbccdefflaccwdb SFS[D(3,1)(3,1)] gLALQbccdeffauswgdc SFS[D(3,1)(3,2)] gLALQbccdfefxxvcpjf reducible gLALQbccdeffxavcwdb reducible gLALQbccdeffxavjcmc reducible gLALQbccdeffaefwfhc reducible gLALQbccdeffaefcraf SFS[A(3,1)] gLALQbccdeffamgwwec reducible gLALQbccdeffaagwwec reducible gLALQbccdeffaigwwec reducible gLALQbccdeffaicwwdb reducible gLALQbccdeffamcwwdb reducible gLALQbccdeffaacwwdb reducible gLALQbccdeffaagjkuf reducible gLALQbccdeffamgwsec SFS[D(3,1)(2,1)] gLALQbccdeffaicjwdb reducible gLALQbccdeffamcjwdb reducible gLALQbccdeffaacjwdb reducible gLALQbccdeffaagwkuf reducible gLALQbccdeffdackftf reducible gLALQbccdeffalwjghc SFS[D(3,1)(2,1)] gLALQbccdeffeafwfhc reducible gLALQbccdeffhajkftf reducible gLALQbccdeffhpkkghf SFS[D(3,1)(3,1)] gLALQbccdfefhugkmcf SFS[D(3,1)(3,2)] gLALQbccdfefhhgkmcf SFS[D(3,1)(3,1)] gLALQbccdfefhegkmcf reducible gLALQbccdfefamgjtfc SFS[D(3,1)(2,1)] gLALQbccdeffahkjcmc SFS[D(3,1)(2,1)] gLALQbccdeffxavcjef reducible gLALQbccdeffxavwcic reducible gLALQbccdeffaefjfpc reducible gLALQbccdeffaefckeb SFS[A(3,1)] gLALQbccdeffeakcjqb SFS[D(3,1)(2,1)] gLALQbccdeffdmgkghf SFS[D(3,1)(2,1)] gLALQbccdeffaugcklf reducible gLALQbccdefflugcklf SFS[D(3,1)(3,2)] gLALQbccdefftugcklf SFS[D(3,1)(3,1)] gLALQbccdefflajjcmc SFS[D(3,1)(3,1)] gLALQbccdfeflpkcqrf toroidal gLALQbccdefflugjghc SFS[D(3,1)(3,2)] gLALQbccdeffaajcjef SFS[D(3,1)(3,2)] gLALQbccdefflajcjef SFS[D(3,1)(3,1)] gLALQbccdeffaugjghc reducible gLALQbccdeffemkcjqb toroidal gLALQbccdeffeakwgmc SFS[D(3,1)(2,1)] gLALQbccdeffdmgfjic SFS[D(3,1)(2,1)] gLALQbccdeffamgjvlc SFS[D(3,1)(2,1)] gLALQbccdeffamgcsif reducible gLALQbccdeffauncklf SFS[D(3,1)(3,2)] gLALQbccdefflawjcmc toroidal gLALQbccdeffaawcjef SFS[D(3,1)(3,1)] gLALQbccdefflawcjef reducible gLALQbccdeffaunjghc SFS[D(3,1)(3,2)] gLALQbccdeffaiccjef reducible gLALQbccdeffaancsif SFS[D(3,1)(2,1)] gLALQbccdeffamccjef reducible gLALQbccdeffhhffkdc SFS[D(3,1)(2,1)] gLALQbccdeffauscklf SFS[D(3,1)(3,1)] gLALQbccdefflacjcmc SFS[D(3,1)(3,2)] gLALQbccdefflaccjef SFS[D(3,1)(3,2)] gLALQbccdeffausjghc SFS[D(3,1)(3,1)] gLALQbccdfefxxvclwb reducible gLALQbccdeffaacjrpc reducible gLALQbccdeffdackktf reducible gLALQbccdeffeafwkhc reducible gLALQbccdfefamgjtrc reducible gLALQbccdfefaagjtrc reducible gLALQbccdfefaigjtrc reducible gLALQbccdeffaacjjef reducible gLALQbccdeffaacjkpc reducible gLALQbccdeffdackrtf reducible gLALQbccdeffeafwrhc reducible gLALQbccdfefamgjtkc SFS[D(3,1)(2,1)] gLALQbccdeffaacjwmc reducible gLAzQbccdeffehjgjpf SFS[D(4,3)(3,1)] gLAzQbccdeffdhkvjlb SFS[D(5,3)(3,1)] gLAzQbccdeffhhkscev SFS[D(4,3)(3,1)] gLAzQbccdeffaajnfdo SFS[D(3,1)(2,1)] gLAzQbccdeffelggkuf toroidal gLAzQbccdeffdljvkqb toroidal gLAzQbccdeffhljvkqb toroidal gLAzQbccdeffpljsglv reducible gLAzQbccdeffelggjev toroidal gLAzQbccdeffhljvjdo toroidal gLAzQbccdeffdljvjdo toroidal gLAzQbccdeffpljvjdo reducible gLAzQbccdefftpkngio SFS[D(5,3)(3,1)] gLAzQbccdeffdhkwcuv SFS[D(5,3)(3,1)] gLAzQbccdfefdigvxko SFS[D(4,3)(3,1)] gLAzQbccdeffehjgwqv SFS[D(4,1)(3,1)] gLAzQbccdeffhhkvwio SFS[D(4,1)(3,1)] gLAzQbccdeffdhkvwio SFS[D(5,2)(3,1)] gLAzQbccdefftpkrgao SFS[D(5,2)(3,1)] gLAzQbccdfefdigsqfv SFS[D(4,1)(3,1)] gLAzQbccdeffdhkscev SFS[D(5,2)(3,1)] gLAzQbccdefflpkokev toroidal gLAzQbccdefftpkokev SFS[D(5,2)(3,1)] gLAzQbccdeffehjkcag toroidal gLAzQbccdeffaajorlv SFS[D(3,1)(2,1)] gLAzQbccdefflpkngio toroidal gLAzQbccdeffehjjcig toroidal gLAzQbccdefftpkojxb SFS[D(5,3)(3,1)] gLALQbccdfefpagfikb reducible gLALQbccdeffpawfkeb reducible gLALQbccdeffhpkfjqb SFS[D(3,1)(3,1)] gLALQbccdfefamgcirb reducible gLALQbccdfefhegflwb toroidal gLALQbccdfefhhgflwb SFS[D(3,1)(3,1)] gLALQbccdfefhugflwb SFS[D(3,1)(3,2)] gLALQbccdeffhajfkeb reducible gLALQbccdeffahkcjdb SFS[D(3,1)(2,1)] gLALQbccdeffalwckxb SFS[D(3,1)(2,1)] gLALQbccdfefpagfurc reducible gLALQbccdeffpawfrdc reducible gLALQbccdfefhhgfxjc SFS[D(3,1)(3,2)] gLALQbccdfefhegfxjc toroidal gLALQbccdeffahkcwef SFS[D(3,1)(2,1)] gLALQbccdfefhugfxjc SFS[D(3,1)(3,1)] gLALQbccdeffhpkfkic SFS[D(3,1)(3,2)] gLALQbccdeffhajfrdc reducible gLALQbccdfefamgcqkf reducible gLALQbccdeffalwcjlf SFS[D(3,1)(2,1)] gLAzQbccdeffaacnrlv reducible gLALQbccdfefaagwirb reducible gLALQbccdfefpagkurc reducible gLALQbccdfefaegjpwf reducible gLALQbccdeffalcjjlf reducible gLALQbccdeffpawkrdc reducible gLALQbccdfefpagrurc reducible gLALQbccdeffpawrrdc reducible gLALQbccdeffahkjcic SFS[D(3,1)(2,1)] gLALQbccdfefamgjxfc SFS[D(3,1)(2,1)] gLALQbccdeffhajkflf reducible gLALQbccdeffhpkkgef SFS[D(3,1)(3,1)] gLALQbccdfefhugkqcf SFS[D(3,1)(3,2)] gLALQbccdfefhhgkqcf SFS[D(3,1)(3,1)] gLALQbccdfefhegkqcf reducible gLALQbccdeffeafwfpc reducible gLALQbccdeffalwjgdc SFS[D(3,1)(2,1)] gLALQbccdeffdackflf reducible gLALQbccdeffeakcjuf SFS[D(3,1)(2,1)] gLALQbccdeffdmgkgef SFS[D(3,1)(2,1)] gLALQbccdeffaugckxb reducible gLALQbccdefflugckxb SFS[D(3,1)(3,2)] gLALQbccdefftugckxb SFS[D(3,1)(3,1)] gLALQbccdefflajjcic SFS[D(3,1)(3,1)] gLALQbccdfeflpkcirb toroidal gLALQbccdefflugjgdc SFS[D(3,1)(3,2)] gLALQbccdeffaajcjdb SFS[D(3,1)(3,2)] gLALQbccdefflajcjdb SFS[D(3,1)(3,1)] gLALQbccdeffaugjgdc reducible gLALQbccdeffemkcjuf toroidal gLALQbccdeffeakwgac SFS[D(3,1)(2,1)] gLALQbccdeffdmgfjqb SFS[D(3,1)(2,1)] gLALQbccdeffamgjvec SFS[D(3,1)(2,1)] gLALQbccdeffamgcsub reducible gLALQbccdeffaunckxb SFS[D(3,1)(3,2)] gLALQbccdefflawjcic toroidal gLALQbccdeffaawcjdb SFS[D(3,1)(3,1)] gLALQbccdefflawcjdb reducible gLALQbccdeffaunjgdc SFS[D(3,1)(3,2)] gLALQbccdeffaiccjdb reducible gLALQbccdeffaancsub SFS[D(3,1)(2,1)] gLALQbccdeffamccjdb reducible gLALQbccdeffhhffkeb SFS[D(3,1)(2,1)] gLALQbccdeffausckxb SFS[D(3,1)(3,1)] gLALQbccdefflacjcic SFS[D(3,1)(3,2)] gLALQbccdefflaccjdb SFS[D(3,1)(3,2)] gLALQbccdeffausjgdc SFS[D(3,1)(3,1)] gLALQbccdfefxxvcpwf reducible gLALQbccdeffxavcjdb reducible gLALQbccdeffxavwcmc reducible gLALQbccdeffaefjfhc reducible gLALQbccdeffaefckaf SFS[A(3,1)] gLALQbccdeffamgjwec reducible gLALQbccdeffaagjwec reducible gLALQbccdeffaigjwec reducible gLALQbccdeffaicwjdb reducible gLALQbccdeffamcwjdb reducible gLALQbccdeffaacjwic reducible gLALQbccdeffaagjjuf reducible gLALQbccdeffamgjsec SFS[D(3,1)(2,1)] gLALQbccdeffaicjjdb reducible gLALQbccdeffamcjjdb reducible gLALQbccdeffaacjjdb reducible gLALQbccdeffaagwjuf reducible gLALQbccdeffdacrftf reducible gLALQbccdeffalwwghc SFS[D(3,1)(2,1)] gLALQbccdeffeafjfhc reducible gLALQbccdeffhajrftf reducible gLALQbccdeffhpkrghf SFS[D(3,1)(3,2)] gLALQbccdfefhugrmcf SFS[D(3,1)(3,1)] gLALQbccdfefhhgrmcf SFS[D(3,1)(3,2)] gLALQbccdfefhegrmcf reducible gLALQbccdfefamgwtfc SFS[D(3,1)(2,1)] gLALQbccdeffahkwcmc SFS[D(3,1)(2,1)] gLALQbccdeffxavcwef reducible gLALQbccdeffxavjcic reducible gLALQbccdeffaefwfpc reducible gLALQbccdeffaefcreb SFS[A(3,1)] gLALQbccdeffeakckqb SFS[D(3,1)(2,1)] gLALQbccdeffdmgrghf SFS[D(3,1)(2,1)] gLALQbccdeffaugcjlf reducible gLALQbccdefflugcjlf SFS[D(3,1)(3,1)] gLALQbccdefftugcjlf SFS[D(3,1)(3,2)] gLALQbccdefflajwcmc SFS[D(3,1)(3,2)] gLALQbccdfeflpkcqkf toroidal gLALQbccdefflugwghc SFS[D(3,1)(3,1)] gLALQbccdeffaajcwef SFS[D(3,1)(3,1)] gLALQbccdefflajcwef SFS[D(3,1)(3,2)] gLALQbccdeffaugwghc reducible gLALQbccdeffemkckqb toroidal gLALQbccdeffeakjgmc SFS[D(3,1)(2,1)] gLALQbccdeffdmgfkic SFS[D(3,1)(2,1)] gLALQbccdeffamgwvlc SFS[D(3,1)(2,1)] gLALQbccdeffamgcwif reducible gLALQbccdeffauncjlf SFS[D(3,1)(3,1)] gLALQbccdefflawwcmc toroidal gLALQbccdeffaawcwef SFS[D(3,1)(3,2)] gLALQbccdefflawcwef reducible gLALQbccdeffaunwghc SFS[D(3,1)(3,1)] gLALQbccdeffaiccwef reducible gLALQbccdeffaancwif SFS[D(3,1)(2,1)] gLALQbccdeffamccwef reducible gLALQbccdeffhhffrdc SFS[D(3,1)(2,1)] gLALQbccdeffauscjlf SFS[D(3,1)(3,2)] gLALQbccdefflacwcmc SFS[D(3,1)(3,1)] gLALQbccdefflaccwef SFS[D(3,1)(3,1)] gLALQbccdeffauswghc SFS[D(3,1)(3,2)] gLALQbccdfefxxvcljb reducible gLALQbccdeffaacwrpc reducible gLALQbccdeffdacrktf reducible gLALQbccdeffeafjkhc reducible gLALQbccdfefamgwtrc reducible gLALQbccdfefaagwtrc reducible gLALQbccdfefaigwtrc reducible gLALQbccdeffaacjwef reducible gLALQbccdeffaacwkpc reducible gLALQbccdeffdacrrtf reducible gLALQbccdeffeafjrhc reducible gLALQbccdfefamgwtkc SFS[D(3,1)(2,1)] gLALQbccdeffaacwwef reducible gLAzQbccdeffmejgclf toroidal gLAzQbccdeffepbggqv SFS[D(4,1)(2,1)] gLAzQbccdeffdpfvgpb SFS[D(5,2)(2,1)] gLAzQbccdfefdunvacb toroidal gLAzQbccdeffepbggxf SFS[D(4,1)(2,1)] gLAzQbccdeffhpfvgio SFS[D(4,1)(2,1)] gLAzQbccdeffxxgggqf SFS[D(4,1)(2,1)] gLAzQbccdeffdpfvgio SFS[D(5,2)(2,1)] gLAzQbccdfefdunvxco toroidal gLAzQbccdeffthrocpb SFS[D(5,2)(2,1)] gLAzQbccdeffxxgggxv SFS[D(4,1)(2,1)] gLAzQbccdeffhpfvgpb SFS[D(4,1)(2,1)] gLAzQbccdeffthrocev SFS[D(5,2)(2,1)] gLAzQbccdeffmejgcdv toroidal gLAzQbccdfefdusvacb SFS[D(2,1)(2,1)] gLAzQbccdfefdugvxco SFS[D(2,1)(2,1)] gLAzQbccdfefdugvacb SFS[D(2,1)(2,1)] gLAzQbccdfefdusvxco SFS[D(2,1)(2,1)] gLALQbccdfeflhgchcb SFS[D(2,1)(2,1)] gLALQbccdeffpxffgdb SFS[D(3,1)(2,1)] gLALQbccdfefpenficb reducible gLALQbccdeffpljfgmb reducible gLALQbccdfefpigfhfb SFS[D(3,1)(2,1)] gLALQbccdeffehjcchf SFS[D(2,1)(2,1)] gLALQbccdeffphkfctb SFS[D(3,1)(2,1)] gLALQbccdeffpmwffxb SFS[D(3,1)(2,1)] gLALQbccdefflpkcgtb SFS[D(2,1)(2,1)] gLALQbccdeffpiwffxb SFS[D(3,1)(2,1)] gLALQbccdfefemkcmff SFS[D(2,1)(2,1)] gLALQbccdfefpmgfhfb SFS[D(3,1)(2,1)] gLALQbccdfefahnchcb SFS[D(2,1)(2,1)] gLALQbccdfefhasfhfb reducible gLALQbccdeffhlcfgmb reducible gLALQbccdfefhisfhfb SFS[D(3,1)(2,1)] gLALQbccdeffhhrfctb SFS[D(3,1)(2,1)] gLALQbccdeffapfcgtb SFS[D(2,1)(2,1)] gLALQbccdfefhmsfhfb SFS[D(3,1)(2,1)] gLALQbccdeffalrcgtb SFS[D(2,1)(2,1)] gLALQbccdeffelvcgtf reducible gLALQbccdeffdlwfgmb reducible gLALQbccdeffaefccqb T2xI gLALQbccdefflpkcgef SFS[D(2,1)(2,1)] gLALQbccdeffpiwffhc SFS[D(3,1)(2,1)] gLALQbccdfefpigfxfc SFS[D(3,1)(2,1)] gLALQbccdfefemkclfb SFS[D(2,1)(2,1)] gLALQbccdfefpmgfxfc SFS[D(3,1)(2,1)] gLALQbccdfefpenftcc reducible gLALQbccdfeflhgcqcf SFS[D(2,1)(2,1)] gLALQbccdeffpxffgmc SFS[D(3,1)(2,1)] gLALQbccdeffpmwffhc SFS[D(3,1)(2,1)] gLALQbccdeffpljfgdc reducible gLALQbccdeffehjccqb SFS[D(2,1)(2,1)] gLALQbccdeffphkfcic SFS[D(3,1)(2,1)] gLALQbccdeffapfcgef SFS[D(2,1)(2,1)] gLALQbccdfefhisfxfc SFS[D(3,1)(2,1)] gLALQbccdfefhasfxfc reducible gLALQbccdfefhmsfxfc SFS[D(3,1)(2,1)] gLALQbccdfefahncqcf SFS[D(2,1)(2,1)] gLALQbccdeffhlcfgdc reducible gLALQbccdeffhhrfcic SFS[D(3,1)(2,1)] gLALQbccdeffalrcgef SFS[D(2,1)(2,1)] gLALQbccdeffelvcgeb reducible gLALQbccdeffdlwfgdc reducible gLALQbccdeffaefcchf T2xI gLAzQbccdeffhpksgio SFS[D(3,1)(2,1)] gLAzQbccdeffaicrfqb SFS[D(2,1)(2,1)] gLAzQbccdeffpxwvjib reducible gLAzQbccdeffxxvgjqf SFS[D(3,1)(2,1)] gLAzQbccdeffthfojpb SFS[D(3,1)(2,1)] gLAzQbccdeffahfojpb reducible gLAzQbccdeffahkncev SFS[D(2,1)(2,1)] gLAzQbccdeffalwnglv SFS[D(2,1)(2,1)] gLAzQbccdeffaicokav reducible gLAzQbccdeffamcokav reducible gLALQbccdfeflagwlfb reducible gLALQbccdfeftagwlfb reducible gLALQbccdfefaenwhcb SFS[D(2,1)(2,1)] gLALQbccdeffaicwfmb SFS[D(2,1)(2,1)] gLALQbccdeffxpvjgtf SFS[D(3,1)(2,1)] gLALQbccdfefxaojmff reducible gLALQbccdeffxubjchf SFS[D(3,1)(2,1)] gLALQbccdeffaxrwgtb SFS[D(2,1)(2,1)] gLALQbccdeffxlvjgtf reducible gLALQbccdeffxxvjgtf SFS[D(3,1)(2,1)] gLALQbccdeffxivwfmb SFS[D(4,1)(2,1)] gLALQbccdefflpkjgef toroidal gLALQbccdefftpkjgef SFS[D(5,2)(2,1)] gLALQbccdeffpiwkfhc toroidal gLALQbccdfefeikwlfb SFS[D(5,2)(2,1)] gLALQbccdfefdigkxfc SFS[D(4,1)(2,1)] gLALQbccdfefhigkxfc SFS[D(5,2)(2,1)] gLALQbccdfefpigkxfc toroidal gLALQbccdfefaasjmff SFS[D(2,1)(2,1)] gLALQbccdfefemkwlfb toroidal gLALQbccdfefdmgkxfc SFS[D(5,2)(2,1)] gLALQbccdfefhmgkxfc SFS[D(4,1)(2,1)] gLALQbccdfefpmgkxfc toroidal gLALQbccdfefpenktcc reducible gLALQbccdeffxxbwgtb SFS[D(4,1)(2,1)] gLALQbccdfeflhgjqcf toroidal gLALQbccdfefthgjqcf SFS[D(5,2)(2,1)] gLALQbccdeffpxfkgmc toroidal gLALQbccdeffxmvwfmb SFS[D(5,2)(2,1)] gLALQbccdfeflugjqcf SFS[D(5,2)(2,1)] gLALQbccdfeftugjqcf SFS[D(4,1)(2,1)] gLALQbccdeffpmwkfhc toroidal gLALQbccdeffpljkgdc reducible gLALQbccdeffaajjflf SFS[D(2,1)(2,1)] gLALQbccdeffehjwcqb toroidal gLALQbccdeffdhkkcic SFS[D(5,2)(2,1)] gLALQbccdeffhhkkcic SFS[D(4,1)(2,1)] gLALQbccdeffphkkcic toroidal gLALQbccdefflpkwgef SFS[D(2,1)(2,1)] gLALQbccdeffpiwrfhc SFS[D(3,1)(2,1)] gLALQbccdfefpigrxfc SFS[D(3,1)(2,1)] gLALQbccdfefemkjlfb SFS[D(2,1)(2,1)] gLALQbccdfefpmgrxfc SFS[D(3,1)(2,1)] gLALQbccdfefpenrtcc reducible gLALQbccdfeflhgwqcf SFS[D(2,1)(2,1)] gLALQbccdeffpxfrgmc SFS[D(3,1)(2,1)] gLALQbccdeffpmwrfhc SFS[D(3,1)(2,1)] gLALQbccdeffpljrgdc reducible gLALQbccdeffehjjcqb SFS[D(2,1)(2,1)] gLALQbccdeffphkrcic SFS[D(3,1)(2,1)] gLALQbccdfefxxgcqcf SFS[D(3,1)(2,1)] gLALQbccdeffmejcflf SFS[D(3,1)(2,1)] gLALQbccdeffhegfoab SFS[D(2,1)(2,1)] gLALQbccdeffxencflf SFS[D(3,1)(2,1)] gLALQbccdeffxmwcgef reducible gLALQbccdfefxxfcqcf SFS[D(3,1)(2,1)] gLALQbccdeffxxncvxf SFS[D(2,1)(2,1)] gLALQbccdeffhhsfoab SFS[D(2,1)(2,1)] gLALQbccdeffdefffxb T2xI gLALQbccdeffeebcflf SFS[A(2,1)] gLALQbccdeffmaocgef T2xI gLALQbccdeffaurcwqb SFS[D(2,1)(2,1)] gLALQbccdfefdmgfhrb SFS[D(2,1)(2,1)] gLALQbccdefftajckmb reducible gLALQbccdefftpkcjtb SFS[D(3,1)(2,1)] gLALQbccdfeftugchwb SFS[D(3,1)(2,1)] gLALQbccdefflajckmb SFS[D(3,1)(2,1)] gLALQbccdefflpkcjtb toroidal gLALQbccdfeflugchwb SFS[D(3,1)(2,1)] gLALQbccdeffaajckmb SFS[D(3,1)(2,1)] gLALQbccdeffapkcjtb SFS[D(3,1)(2,1)] gLALQbccdfefaugchwb reducible gLALQbccdfefemkcmrf toroidal gLALQbccdfefeakcmrf SFS[D(2,1)(2,1)] gLALQbccdfefeikcmrf SFS[D(2,1)(2,1)] gLALQbccdfefamgclkb reducible gLALQbccdfeflagclkb SFS[D(2,1)(2,1)] gLALQbccdefftawckmb SFS[D(3,1)(2,1)] gLALQbccdefflawckmb reducible gLALQbccdeffaawckmb SFS[D(3,1)(2,1)] gLALQbccdeffapfcjtb toroidal gLALQbccdfefaunchwb SFS[D(3,1)(2,1)] gLALQbccdfefaanclkb SFS[D(2,1)(2,1)] gLALQbccdeffhhffjtb SFS[D(2,1)(2,1)] gLALQbccdefftacckmb SFS[D(3,1)(2,1)] gLALQbccdefflacckmb SFS[D(3,1)(2,1)] gLALQbccdeffaprcjtb SFS[D(3,1)(2,1)] gLALQbccdfefauschwb SFS[D(3,1)(2,1)] gLALQbccdeffaicckmb reducible gLALQbccdeffamcckmb reducible gLALQbccdeffxxvcktf reducible gLALQbccdeffahgwgeb reducible gLALQbccdeffaxccnub reducible gLALQbccdfefalfwlfb reducible gLALQbccdeffmaojgef SFS[A(2,1)] gLALQbccdeffaegjodf reducible gLALQbccdeffpawfjtb reducible gLALQbccdeffpajkcic SFS[D(2,1)(2,1)] gLALQbccdeffahfjflf reducible gLALQbccdefflhfjflf SFS[D(3,1)(2,1)] gLALQbccdeffhugfkmb SFS[D(3,1)(2,1)] gLALQbccdeffhhgfkmb SFS[D(3,1)(2,1)] gLALQbccdeffhegfkmb toroidal gLALQbccdeffamgcjtb reducible gLALQbccdeffahkckmb SFS[D(2,1)(2,1)] gLALQbccdefflpkcktb SFS[D(2,1)(2,1)] gLALQbccdfefemkcmkf SFS[D(2,1)(2,1)] gLALQbccdfefamgclrb reducible gLALQbccdeffapfcktb SFS[D(2,1)(2,1)] gLALQbccdeffmaowgef T2xI gLALQbccdeffhegfjmb SFS[D(2,1)(2,1)] gLALQbccdeffamgcktb reducible gLALQbccdeffaxkcvab SFS[D(2,1)(2,1)] gLALQbccdeffemkcvab SFS[D(2,1)(2,1)] gLALQbccdeffaxkcvxf SFS[D(2,1)(2,1)] gLALQbccdeffemkcvxf SFS[D(2,1)(2,1)] gLALQbccdeffeuocgtf SFS[D(3,1)(2,1)] gLALQbccdefflmscgef reducible gLALQbccdeffaercflf SFS[D(3,1)(2,1)] gLALQbccdeffamscgef SFS[D(3,1)(2,1)] gLALQbccdeffamscgtb SFS[D(3,1)(2,1)] gLALQbccdefflmscgtb reducible gLALQbccdeffeuocgeb SFS[D(3,1)(2,1)] gLALQbccdeffaercfmb SFS[D(3,1)(2,1)] gLALQbccdeffapfcvab SFS[D(2,1)(2,1)] gLALQbccdeffhegfgmb SFS[D(2,1)(2,1)] gLALQbccdeffmukcgtf SFS[D(3,1)(2,1)] gLALQbccdeffeukcgtf toroidal gLALQbccdeffxukcgtf SFS[D(3,1)(2,1)] gLALQbccdefftancgef SFS[D(2,1)(2,1)] gLALQbccdeffdugfgmb SFS[D(2,1)(2,1)] gLALQbccdefflefcflf SFS[D(3,1)(2,1)] gLALQbccdefflmncgef SFS[D(3,1)(2,1)] gLALQbccdfeflxwcqcf reducible gLALQbccdeffamncgef SFS[D(3,1)(2,1)] gLALQbccdeffxagcchf SFS[D(3,1)(2,1)] gLALQbccdeffxafccqb SFS[D(3,1)(2,1)] gLALQbccdefflmgcgtb SFS[D(3,1)(2,1)] gLALQbccdeffeuwcgeb SFS[D(3,1)(2,1)] gLALQbccdeffeifccqb reducible gLALQbccdeffemfccqb reducible gLALQbccdeffaekcfmb SFS[D(3,1)(2,1)] gLALQbccdeffeifcchf reducible gLALQbccdefftancgtb SFS[D(2,1)(2,1)] gLALQbccdeffapfcvxf SFS[D(2,1)(2,1)] gLALQbccdeffemfcchf reducible gLALQbccdeffdugfgdc SFS[D(2,1)(2,1)] gLALQbccdeffhegfgdc SFS[D(2,1)(2,1)] gLALQbccdeffeuwcgtf SFS[D(3,1)(2,1)] gLALQbccdefflmgcgef SFS[D(3,1)(2,1)] gLALQbccdeffaekcflf SFS[D(3,1)(2,1)] gLALQbccdeffxafcchf SFS[D(3,1)(2,1)] gLALQbccdeffxagccqb SFS[D(3,1)(2,1)] gLALQbccdfeflxwchcb reducible gLALQbccdeffxukcgeb SFS[D(3,1)(2,1)] gLALQbccdeffamncgtb SFS[D(3,1)(2,1)] gLALQbccdefflmncgtb SFS[D(3,1)(2,1)] gLALQbccdeffeukcgeb toroidal gLALQbccdefflefcfmb SFS[D(3,1)(2,1)] gLALQbccdeffmukcgeb SFS[D(3,1)(2,1)] gLALQbccdfefxxgchcb SFS[D(3,1)(2,1)] gLALQbccdeffmejcfmb SFS[D(3,1)(2,1)] gLALQbccdeffhegfoqc SFS[D(2,1)(2,1)] gLALQbccdeffxencfmb SFS[D(3,1)(2,1)] gLALQbccdeffxmwcgtb reducible gLALQbccdfefxxfchcb SFS[D(3,1)(2,1)] gLALQbccdeffxxncvab SFS[D(2,1)(2,1)] gLALQbccdeffhhsfoqc SFS[D(2,1)(2,1)] gLALQbccdeffdefffhc T2xI gLALQbccdeffeebcfmb SFS[A(2,1)] gLALQbccdeffmaocgtb T2xI gLALQbccdeffaxccktf reducible gLALQbccdeffxavckmb reducible gLALQbccdeffaefcjhf SFS[A(2,1)] gLALQbccdeffmagckmb reducible gLALQbccdeffemkcwab toroidal gLALQbccdeffapkwvab SFS[D(2,1)(2,1)] gLALQbccdeffeikcwab SFS[D(2,1)(2,1)] gLALQbccdfefapcwhcb reducible gLALQbccdeffeikjvxf SFS[D(3,1)(2,1)] gLALQbccdeffdigrvpb SFS[D(3,1)(2,1)] gLALQbccdeffaaswgtb SFS[D(3,1)(2,1)] gLALQbccdeffapkcsxf SFS[D(3,1)(2,1)] gLALQbccdeffaugcrdf reducible gLALQbccdeffaurwfmb SFS[D(3,1)(2,1)] gLALQbccdeffemkjvxf toroidal gLALQbccdeffdmgrvpb SFS[D(3,1)(2,1)] gLALQbccdeffdmgfwec SFS[D(2,1)(2,1)] gLALQbccdeffaurcrlf SFS[D(2,1)(2,1)] gLALQbccdeffhhgrgmb reducible gLALQbccdfefapjwhcb SFS[D(3,1)(2,1)] gLALQbccdefflagwgtb reducible gLALQbccdefftagwgtb reducible gLALQbccdeffaprcsxf SFS[D(3,1)(2,1)] gLALQbccdeffauscrdf SFS[D(3,1)(2,1)] gLALQbccdeffaukwfmb SFS[D(3,1)(2,1)] gLALQbccdfefhhffljc SFS[D(2,1)(2,1)] gLALQbccdeffaanckef SFS[D(2,1)(2,1)] gLALQbccdfefapwwhcb SFS[D(3,1)(2,1)] gLALQbccdeffaanwgtb SFS[D(3,1)(2,1)] gLALQbccdeffapfcsxf toroidal gLALQbccdeffauncrdf SFS[D(3,1)(2,1)] gLALQbccdeffaufwfmb reducible gLALQbccdefflagckef SFS[D(2,1)(2,1)] gLALQbccdeffamgckef reducible gLALQbccdeffaegjgtf reducible gLALQbccdeffalcjodf reducible gLALQbccdeffxawwgtb SFS[D(2,1)(2,1)] gLALQbccdeffamgcsxf reducible gLALQbccdfefaxfjmff reducible gLALQbccdeffehkwoub SFS[D(3,1)(2,1)] gLALQbccdeffdhgkoqc SFS[D(3,1)(2,1)] gLALQbccdeffhhgfnqc SFS[D(3,1)(2,1)] gLALQbccdeffhegfnqc toroidal gLALQbccdeffalwcrdf SFS[D(2,1)(2,1)] gLALQbccdeffaefcwhf T2xI gLALQbccdeffemkcsab SFS[D(2,1)(2,1)] gLALQbccdeffemkwvxf SFS[D(2,1)(2,1)] gLALQbccdeffapfcwxf SFS[D(2,1)(2,1)] gLALQbccdeffamgcjef reducible gLALQbccdeffamgcwxf reducible gLALQbccdeffhegfrqc SFS[D(2,1)(2,1)] gLALQbccdfeflagwlkb reducible gLALQbccdfefaagwlkb reducible gLALQbccdfeftagwlkb reducible gLALQbccdeffaicwkmb reducible gLALQbccdeffamcwkmb reducible gLALQbccdeffaacwkmb reducible gLALQbccdfefaagjmrf reducible gLALQbccdfeflagjlkb SFS[D(2,1)(2,1)] gLALQbccdeffaicjkmb reducible gLALQbccdeffamcjkmb reducible gLALQbccdeffaacjkmb reducible gLALQbccdfefaagwmrf reducible gLALQbccdfeftagwlrb reducible gLALQbccdfefaagwlrb reducible gLALQbccdfeflagwlrb reducible gLALQbccdeffaicwrmb SFS[D(2,1)(2,1)] gLALQbccdeffaagwktb reducible gLALQbccdeffaagwjtb reducible gLALQbccdeffaegjktf reducible gLALQbccdeffalcjrdf reducible gLALQbccdeffalcjndf reducible gLALQbccdeffaegjjtf reducible gLAzQbccdeffdpfvgao SFS[D(5,2)(2,1)] gLAzQbccdfefdunvecb toroidal gLAzQbccdeffthrocxb SFS[D(5,2)(2,1)] gLAzQbccdeffhpfvgao SFS[D(4,1)(2,1)] gLAzQbccdeffthrocuv SFS[D(5,2)(2,1)] gLAzQbccdeffxxgggif SFS[D(4,1)(2,1)] gLAzQbccdeffepbggdv SFS[D(4,1)(2,1)] gLAzQbccdeffdpfvglb SFS[D(5,2)(2,1)] gLAzQbccdeffhpfvglb SFS[D(4,1)(2,1)] gLAzQbccdeffmejgctv toroidal gLAzQbccdfefdugvecb SFS[D(2,1)(2,1)] gLAzQbccdfefdusvecb SFS[D(2,1)(2,1)] gLALQbccdefflpkcgdb SFS[D(2,1)(2,1)] gLALQbccdeffpiwffmb SFS[D(3,1)(2,1)] gLALQbccdfefpigflfb SFS[D(3,1)(2,1)] gLALQbccdfefemkcpff SFS[D(2,1)(2,1)] gLALQbccdfefpmgflfb SFS[D(3,1)(2,1)] gLALQbccdfefpenfhcb reducible gLALQbccdfeflhgcicb SFS[D(2,1)(2,1)] gLALQbccdeffpxffgtb SFS[D(3,1)(2,1)] gLALQbccdeffpmwffmb SFS[D(3,1)(2,1)] gLALQbccdeffpljfgeb reducible gLALQbccdeffehjccuf SFS[D(2,1)(2,1)] gLALQbccdeffphkfcqb SFS[D(3,1)(2,1)] gLALQbccdeffapfcgdb SFS[D(2,1)(2,1)] gLALQbccdfefhisflfb SFS[D(3,1)(2,1)] gLALQbccdfefhasflfb reducible gLALQbccdfefhmsflfb SFS[D(3,1)(2,1)] gLALQbccdfefahncicb SFS[D(2,1)(2,1)] gLALQbccdeffhlcfgeb reducible gLALQbccdeffhhrfcqb SFS[D(3,1)(2,1)] gLALQbccdeffalrcgdb SFS[D(2,1)(2,1)] gLALQbccdeffelvcgaf reducible gLALQbccdeffdlwfgeb reducible gLALQbccdeffaefcctb T2xI gLALQbccdfeflhgcmcf SFS[D(2,1)(2,1)] gLALQbccdeffpxffgac SFS[D(3,1)(2,1)] gLALQbccdfefpenfucc reducible gLALQbccdeffpljfghc reducible gLALQbccdfefpigftfc SFS[D(3,1)(2,1)] gLALQbccdeffehjcctb SFS[D(2,1)(2,1)] gLALQbccdeffphkfcmc SFS[D(3,1)(2,1)] gLALQbccdeffpmwffpc SFS[D(3,1)(2,1)] gLALQbccdefflpkcghf SFS[D(2,1)(2,1)] gLALQbccdeffpiwffpc SFS[D(3,1)(2,1)] gLALQbccdfefemkchfb SFS[D(2,1)(2,1)] gLALQbccdfefpmgftfc SFS[D(3,1)(2,1)] gLALQbccdfefahncmcf SFS[D(2,1)(2,1)] gLALQbccdfefhasftfc reducible gLALQbccdeffhlcfghc reducible gLALQbccdfefhisftfc SFS[D(3,1)(2,1)] gLALQbccdeffhhrfcmc SFS[D(3,1)(2,1)] gLALQbccdeffapfcghf SFS[D(2,1)(2,1)] gLALQbccdfefhmsftfc SFS[D(3,1)(2,1)] gLALQbccdeffalrcghf SFS[D(2,1)(2,1)] gLALQbccdeffelvcgmb reducible gLALQbccdeffdlwfghc reducible gLALQbccdeffaefccuf T2xI gLAzQbccdeffxxvgjmv SFS[D(3,1)(2,1)] gLAzQbccdeffpxwvjho reducible gLAzQbccdeffahkncuv SFS[D(2,1)(2,1)] gLAzQbccdeffthfojuv SFS[D(3,1)(2,1)] gLAzQbccdeffhpksgao SFS[D(3,1)(2,1)] gLAzQbccdeffahfojuv reducible gLAzQbccdeffaicrfub SFS[D(2,1)(2,1)] gLAzQbccdeffalwngav SFS[D(2,1)(2,1)] gLAzQbccdeffaicokub reducible gLAzQbccdeffamcokub reducible gLALQbccdfeflagwhfb reducible gLALQbccdfeftagwhfb reducible gLALQbccdfefaenwicb SFS[D(2,1)(2,1)] gLALQbccdeffaxrwgdb SFS[D(2,1)(2,1)] gLALQbccdfefxaojpff reducible gLALQbccdeffxlvjgaf reducible gLALQbccdeffxpvjgaf SFS[D(3,1)(2,1)] gLALQbccdeffxxvjgaf SFS[D(3,1)(2,1)] gLALQbccdeffaicwfxb SFS[D(2,1)(2,1)] gLALQbccdeffxubjcuf SFS[D(3,1)(2,1)] gLALQbccdfeflhgjmcf toroidal gLALQbccdfefthgjmcf SFS[D(5,2)(2,1)] gLALQbccdeffxxbwgdb SFS[D(4,1)(2,1)] gLALQbccdeffpxfkgac toroidal gLALQbccdfefaasjpff SFS[D(2,1)(2,1)] gLALQbccdfefpenkucc reducible gLALQbccdeffpljkghc reducible gLALQbccdfefeikwhfb SFS[D(5,2)(2,1)] gLALQbccdfefhigktfc SFS[D(5,2)(2,1)] gLALQbccdfefdigktfc SFS[D(4,1)(2,1)] gLALQbccdfefpigktfc toroidal gLALQbccdeffehjwctb toroidal gLALQbccdeffhhkkcmc SFS[D(4,1)(2,1)] gLALQbccdeffdhkkcmc SFS[D(5,2)(2,1)] gLALQbccdeffphkkcmc toroidal gLALQbccdfeflugjmcf SFS[D(5,2)(2,1)] gLALQbccdfeftugjmcf SFS[D(4,1)(2,1)] gLALQbccdeffxmvwfxb SFS[D(5,2)(2,1)] gLALQbccdeffpmwkfpc toroidal gLALQbccdefflpkjghf toroidal gLALQbccdefftpkjghf SFS[D(5,2)(2,1)] gLALQbccdeffxivwfxb SFS[D(4,1)(2,1)] gLALQbccdeffpiwkfpc toroidal gLALQbccdeffaajjftf SFS[D(2,1)(2,1)] gLALQbccdfefemkwhfb toroidal gLALQbccdfefhmgktfc SFS[D(4,1)(2,1)] gLALQbccdfefdmgktfc SFS[D(5,2)(2,1)] gLALQbccdfefpmgktfc toroidal gLALQbccdfeflhgwmcf SFS[D(2,1)(2,1)] gLALQbccdeffpxfrgac SFS[D(3,1)(2,1)] gLALQbccdfefpenrucc reducible gLALQbccdeffpljrghc reducible gLALQbccdfefpigrtfc SFS[D(3,1)(2,1)] gLALQbccdeffehjjctb SFS[D(2,1)(2,1)] gLALQbccdeffphkrcmc SFS[D(3,1)(2,1)] gLALQbccdeffpmwrfpc SFS[D(3,1)(2,1)] gLALQbccdefflpkwghf SFS[D(2,1)(2,1)] gLALQbccdeffpiwrfpc SFS[D(3,1)(2,1)] gLALQbccdfefemkjhfb SFS[D(2,1)(2,1)] gLALQbccdfefpmgrtfc SFS[D(3,1)(2,1)] gLALQbccdeffaxkcvpb SFS[D(2,1)(2,1)] gLALQbccdeffemkcvdf SFS[D(2,1)(2,1)] gLALQbccdeffamscgdb SFS[D(3,1)(2,1)] gLALQbccdefflmscgdb reducible gLALQbccdeffeuocgaf SFS[D(3,1)(2,1)] gLALQbccdeffaercfxb SFS[D(3,1)(2,1)] gLALQbccdeffeifccuf reducible gLALQbccdefftancgdb SFS[D(2,1)(2,1)] gLALQbccdeffapfcvpb SFS[D(2,1)(2,1)] gLALQbccdeffemfccuf reducible gLALQbccdeffdugfgeb SFS[D(2,1)(2,1)] gLALQbccdeffhegfgeb SFS[D(2,1)(2,1)] gLALQbccdeffeuwcgaf SFS[D(3,1)(2,1)] gLALQbccdefflmgcgdb SFS[D(3,1)(2,1)] gLALQbccdeffaekcfxb SFS[D(3,1)(2,1)] gLALQbccdeffxafccuf SFS[D(3,1)(2,1)] gLALQbccdeffxagccuf SFS[D(3,1)(2,1)] gLALQbccdfeflxwcicb reducible gLALQbccdeffxukcgaf SFS[D(3,1)(2,1)] gLALQbccdeffamncgdb SFS[D(3,1)(2,1)] gLALQbccdefflmncgdb SFS[D(3,1)(2,1)] gLALQbccdeffeukcgaf toroidal gLALQbccdefflefcfxb SFS[D(3,1)(2,1)] gLALQbccdeffmukcgaf SFS[D(3,1)(2,1)] gLALQbccdeffaxcckmb reducible gLALQbccdeffxavcktf reducible gLALQbccdeffaefcjtb SFS[A(2,1)] gLALQbccdeffmagcktf reducible gLALQbccdeffemkcwdf toroidal gLALQbccdeffapkwvpb SFS[D(2,1)(2,1)] gLALQbccdeffeikcwdf SFS[D(2,1)(2,1)] gLALQbccdfefapcwicb reducible gLALQbccdeffeikjvdf SFS[D(3,1)(2,1)] gLALQbccdeffdigrvab SFS[D(3,1)(2,1)] gLALQbccdeffaaswgdb SFS[D(3,1)(2,1)] gLALQbccdeffapkcspb SFS[D(3,1)(2,1)] gLALQbccdeffaugcrab reducible gLALQbccdeffaurwfxb SFS[D(3,1)(2,1)] gLALQbccdeffemkjvdf toroidal gLALQbccdeffdmgrvab SFS[D(3,1)(2,1)] gLALQbccdeffdmgfwab SFS[D(2,1)(2,1)] gLALQbccdeffaurcrxb SFS[D(2,1)(2,1)] gLALQbccdeffhhgrgeb reducible gLALQbccdfefapjwicb SFS[D(3,1)(2,1)] gLALQbccdefflagwgdb reducible gLALQbccdefftagwgdb reducible gLALQbccdeffaprcspb SFS[D(3,1)(2,1)] gLALQbccdeffauscrab SFS[D(3,1)(2,1)] gLALQbccdeffaukwfxb SFS[D(3,1)(2,1)] gLALQbccdfefhhffpjb SFS[D(2,1)(2,1)] gLALQbccdeffaanckdb SFS[D(2,1)(2,1)] gLALQbccdfefapwwicb SFS[D(3,1)(2,1)] gLALQbccdeffaanwgdb SFS[D(3,1)(2,1)] gLALQbccdeffapfcspb toroidal gLALQbccdeffauncrab SFS[D(3,1)(2,1)] gLALQbccdeffaufwfxb reducible gLALQbccdefflagckdb SFS[D(2,1)(2,1)] gLALQbccdeffamgckdb reducible gLALQbccdeffaegjgaf reducible gLALQbccdeffalcjoif reducible gLALQbccdeffxawwgdb SFS[D(2,1)(2,1)] gLALQbccdeffamgcspb reducible gLALQbccdfefaxfjpff reducible gLALQbccdeffehkwoab SFS[D(3,1)(2,1)] gLALQbccdeffdhgkoec SFS[D(3,1)(2,1)] gLALQbccdeffhhgfnub SFS[D(3,1)(2,1)] gLALQbccdeffhegfnub toroidal gLALQbccdeffalwcrab SFS[D(2,1)(2,1)] gLALQbccdeffaefcwtb T2xI gLALQbccdeffemkcsdf SFS[D(2,1)(2,1)] gLALQbccdeffemkwvdf SFS[D(2,1)(2,1)] gLALQbccdeffapfcwpb SFS[D(2,1)(2,1)] gLALQbccdeffamgcjdb reducible gLALQbccdeffamgcwpb reducible gLALQbccdeffhegfrub SFS[D(2,1)(2,1)] gLALQbccdfefxxgcicb SFS[D(3,1)(2,1)] gLALQbccdeffmejcftf SFS[D(3,1)(2,1)] gLALQbccdeffhegfoub SFS[D(2,1)(2,1)] gLALQbccdeffhegfoec SFS[D(2,1)(2,1)] gLALQbccdeffxencfxb SFS[D(3,1)(2,1)] gLALQbccdeffxmwcgdb reducible gLALQbccdfefxxfcicb SFS[D(3,1)(2,1)] gLALQbccdeffxmwcghf reducible gLALQbccdeffxencftf SFS[D(3,1)(2,1)] gLALQbccdeffxxncvdf SFS[D(2,1)(2,1)] gLALQbccdeffmaocghf T2xI gLALQbccdeffhhsfoec SFS[D(2,1)(2,1)] gLALQbccdeffdefffpc T2xI gLALQbccdeffeebcfxb SFS[A(2,1)] gLALQbccdeffeebcftf SFS[A(2,1)] gLALQbccdeffmaocgdb T2xI gLALQbccdeffdefffmb T2xI gLALQbccdeffaxkcvdf SFS[D(2,1)(2,1)] gLALQbccdeffemkcvpb SFS[D(2,1)(2,1)] gLALQbccdeffamscghf SFS[D(3,1)(2,1)] gLALQbccdefflmscghf reducible gLALQbccdeffeuocgmb SFS[D(3,1)(2,1)] gLALQbccdeffaercftf SFS[D(3,1)(2,1)] gLALQbccdeffeifcctb reducible gLALQbccdefftancghf SFS[D(2,1)(2,1)] gLALQbccdeffapfcvdf SFS[D(2,1)(2,1)] gLALQbccdeffemfcctb reducible gLALQbccdeffdugfghc SFS[D(2,1)(2,1)] gLALQbccdeffhegfghc SFS[D(2,1)(2,1)] gLALQbccdeffeuwcgmb SFS[D(3,1)(2,1)] gLALQbccdefflmgcghf SFS[D(3,1)(2,1)] gLALQbccdeffaekcftf SFS[D(3,1)(2,1)] gLALQbccdeffxafcctb SFS[D(3,1)(2,1)] gLALQbccdeffxagcctb SFS[D(3,1)(2,1)] gLALQbccdfeflxwcmcf reducible gLALQbccdeffxukcgmb SFS[D(3,1)(2,1)] gLALQbccdeffamncghf SFS[D(3,1)(2,1)] gLALQbccdefflmncghf SFS[D(3,1)(2,1)] gLALQbccdeffeukcgmb toroidal gLALQbccdefflefcftf SFS[D(3,1)(2,1)] gLALQbccdeffmukcgmb SFS[D(3,1)(2,1)] gLALQbccdeffaurcwuf SFS[D(2,1)(2,1)] gLALQbccdfefdmgftrc SFS[D(2,1)(2,1)] gLALQbccdefftajcktf reducible gLALQbccdefftpkcjhf SFS[D(3,1)(2,1)] gLALQbccdfeftugcmwf SFS[D(3,1)(2,1)] gLALQbccdefflajcktf SFS[D(3,1)(2,1)] gLALQbccdefflpkcjhf toroidal gLALQbccdfeflugcmwf SFS[D(3,1)(2,1)] gLALQbccdeffaajcktf SFS[D(3,1)(2,1)] gLALQbccdeffapkcjhf SFS[D(3,1)(2,1)] gLALQbccdfefaugcmwf reducible gLALQbccdfefemkchrb toroidal gLALQbccdfefeakchrb SFS[D(2,1)(2,1)] gLALQbccdfefeikchrb SFS[D(2,1)(2,1)] gLALQbccdfefamgcpkf reducible gLALQbccdfeflagcpkf SFS[D(2,1)(2,1)] gLALQbccdefftawcktf SFS[D(3,1)(2,1)] gLALQbccdefflawcktf reducible gLALQbccdeffaawcktf SFS[D(3,1)(2,1)] gLALQbccdeffapfcjhf toroidal gLALQbccdfefauncmwf SFS[D(3,1)(2,1)] gLALQbccdfefaancpkf SFS[D(2,1)(2,1)] gLALQbccdeffhhffjmc SFS[D(2,1)(2,1)] gLALQbccdefftaccktf SFS[D(3,1)(2,1)] gLALQbccdefflaccktf SFS[D(3,1)(2,1)] gLALQbccdeffaprcjhf SFS[D(3,1)(2,1)] gLALQbccdfefauscmwf SFS[D(3,1)(2,1)] gLALQbccdeffaiccktf reducible gLALQbccdeffamccktf reducible gLALQbccdeffxxvckmb reducible gLALQbccdeffahgwgmb reducible gLALQbccdeffaxccnif reducible gLALQbccdfefalfwhfb reducible gLALQbccdeffmaojghf SFS[A(2,1)] gLALQbccdeffaegjoif reducible gLALQbccdeffpawfjmc reducible gLALQbccdeffpajkcmc SFS[D(2,1)(2,1)] gLALQbccdeffahfjftf reducible gLALQbccdefflhfjftf SFS[D(3,1)(2,1)] gLALQbccdeffhugfkhc SFS[D(3,1)(2,1)] gLALQbccdeffhhgfkhc SFS[D(3,1)(2,1)] gLALQbccdeffhegfkhc toroidal gLALQbccdeffamgcjhf reducible gLALQbccdeffahkcktf SFS[D(2,1)(2,1)] gLALQbccdefflpkckhf SFS[D(2,1)(2,1)] gLALQbccdfefemkchkb SFS[D(2,1)(2,1)] gLALQbccdfefamgcprf reducible gLALQbccdeffapfckhf SFS[D(2,1)(2,1)] gLALQbccdeffmaowghf T2xI gLALQbccdeffhegfjhc SFS[D(2,1)(2,1)] gLALQbccdeffamgckhf reducible gLAzQbccdeffaicrkub reducible gLAzQbccdeffaacnrtv reducible gLAzQbccdeffamcrkub reducible gLALQbccdeffaacjktf reducible gLAzQbccdeffaacnktv reducible gLAzQbccdeffamcnkub reducible gLAzQbccdeffaicnkub reducible gLAzQbccdeffaicrrub SFS[D(2,1)(2,1)] gLALQbccdeffaacwktf reducible gLALQbccdefftagwkdb reducible gLALQbccdefflagwkdb reducible gLALQbccdeffaagwkdb reducible gLALQbccdefflagjkdb SFS[D(2,1)(2,1)] gLALQbccdefftagwjdb reducible gLALQbccdefflagwjdb reducible gLALQbccdeffaagwjdb reducible gLALQbccdeffaagwwdf reducible gLALQbccdeffaagjwdf reducible gLALQbccdeffaegjnif reducible gLALQbccdeffpawkjmc reducible gLALQbccdeffaegjrif reducible gLALQbccdeffpawrjmc reducible gLLAQadcdeffnawqwqk SFS[D(5,4)(5,1)] gLLAQadcdeffnawqkqw SFS[D(5,1)(5,1)] gLLAQadcdeffjarxshk toroidal gLLAQadcdeffjarxjxr toroidal gLLAQadcdfefjarxhks toroidal gLLAQadcdeffjarxkqw toroidal gLLAQadcdfefjarxxrj toroidal gLLAQadcdeffjarxwqk toroidal gLLAQadcdeffnanxwaw reducible gLLAQadcdeffnarxwaw reducible gLLAQadcdeffjanxwaw reducible gLLAQadcdeffjarxwaw reducible gLLAQaddceffnaanwaw reducible gLLAQadcdeffjawqkak reducible gLLAQadcdeffnawqkak reducible gLLAQadcdeffjasqkak reducible gLLAQadcdeffjawqwaw reducible gLLAQadcdeffnarxkak reducible gLLAQadcdeffnanxkak reducible gLLAQadcdeffjarxkak reducible gLLAQadcdeffjanxkak reducible gLLAQaddceffnaankak reducible gLLAQaeecdffjaannaj toroidal gLLAQaeecdffjaajjan toroidal gLLAQaeecdffjaanjan toroidal gLLAQadcdfefnanxakr toroidal gLLAQadcdfefnarxakr toroidal gLLAQadcdfefjanxakr toroidal gLLAQadcdfefjarxakr toroidal gLLAQaddcfefjaanark toroidal gLLAQaddcfefnaanakr reducible gLLAQaddcfefjaajakr toroidal gLLAQaddcfefjaanakr toroidal gLLAQadcdfefjawqakr toroidal gLLAQadcdfefnawqakr toroidal gLLAQadcdfefjasqakr toroidal gLLAQadcdfefnarxark toroidal gLLAQadcdfefnanxark toroidal gLLAQadcdfefjarxark toroidal gLLAQadcdfefjanxark toroidal gLLAQadcdfefjawqark toroidal gLLAQadcdfefnawqark toroidal gLLAQadcdfefjasqark toroidal gLLAQaeecdffjaajnan toroidal gLLAQaeecdffjaajjaj toroidal gLLAQadcdfefnanxakk toroidal gLLAQadcdfefnarxakk toroidal gLLAQadcdfefjanxakk toroidal gLLAQadcdfefjarxakk toroidal gLLAQaddcfefjaanakk toroidal gLLAQaddcfefnaanakk reducible gLLAQaddcfefjaajakk toroidal gLLAQadcdfefjawqarr toroidal gLLAQadcdfefnawqakk toroidal gLLAQadcdfefjasqakk toroidal gLLAQadcdfefjawqakk toroidal gLLAQadcdfefnarxarr toroidal gLLAQadcdfefnanxarr toroidal gLLAQadcdfefjarxarr toroidal gLLAQadcdfefjanxarr toroidal gLLAQaddcfefjaanarr toroidal gLLAQaddcfefnaanarr reducible gLLAQaddcfefjaajarr toroidal gLLAQadcdeffjarxwas toroidal gLLAQadcdeffnarxwas SFS[D(7,3)(3,1)] gLLAQadcdeffjanxwas toroidal gLLAQadcdeffnanxwas SFS[D(8,3)(3,1)] gLLAQadcdeffjanxkaj toroidal gLLAQadcdeffnanxkaj SFS[D(8,3)(3,1)] gLLAQadcdeffjarxkaj toroidal gLLAQadcdeffnarxkaj SFS[D(7,4)(3,1)] gLLAQadcdeffnanxsaw SFS[D(8,3)(3,1)] gLLAQadcdeffnarxsaw SFS[D(7,4)(3,1)] gLLAQadcdeffjanxsaw toroidal gLLAQadcdeffjarxsaw toroidal gLLAQaddceffjaanwas SFS[D(3,1)(3,1)] gLLAQaddceffjaanwaw reducible gLLAQaddceffjaajsaw toroidal gLLAQaddceffjaansaw SFS[D(3,1)(3,2)] gLLAQadcdeffjawqkaj SFS[D(7,5)(3,1)] gLLAQadcdeffnawqkaj SFS[D(5,4)(3,1)] gLLAQadcdeffjasqkaj toroidal gLLAQadcdeffjawqsaw SFS[D(7,5)(3,1)] gLLAQadcdeffnarxjak SFS[D(7,3)(3,1)] gLLAQadcdeffnanxjak SFS[D(8,3)(3,1)] gLLAQadcdeffjarxjak toroidal gLLAQadcdeffjanxjak toroidal gLLAQadcdeffjawqwas SFS[D(7,2)(3,1)] gLLAQadcdeffnawqjak SFS[D(5,1)(3,1)] gLLAQadcdeffjasqjak toroidal gLLAQadcdeffjawqjak SFS[D(7,2)(3,1)] gLLAQaddceffjaankaj SFS[D(3,1)(3,2)] gLLAQaddceffjaankak reducible gLLAQaddceffjaajjak toroidal gLLAQaddceffjaanjak SFS[D(3,1)(3,1)] gLLAQadcdeffnanxsas toroidal gLLAQadcdeffnarxsas toroidal gLLAQadcdeffjanxsas toroidal gLLAQadcdeffjarxsas toroidal gLLAQaddceffjaajwaw reducible gLLAQaddceffjaajsas toroidal gLLAQadcdeffjawqjaj toroidal gLLAQadcdeffnawqjaj toroidal gLLAQadcdeffjasqjaj toroidal gLLAQadcdeffjawqsas toroidal gLLAQadcdeffnarxjaj toroidal gLLAQadcdeffnanxjaj toroidal gLLAQadcdeffjarxjaj toroidal gLLAQadcdeffjanxjaj toroidal gLLAQaddceffjaajkak reducible gLLAQaddceffjaajjaj toroidal gLLAQadcdfefjarxhkw toroidal gLLAQadcdfefnarxhkw SFS[D(7,3)(7,3)] gLLAQadcdfefjarxxrk toroidal gLLAQadcdfefnarxxrk SFS[D(7,4)(7,3)] gLLAQadcdeffnarxwhk SFS[D(7,4)(7,3)] gLLAQadcdeffjarxwhk toroidal gLLAQadcdeffnarxwqk SFS[D(7,4)(5,1)] gLLAQadcdeffnarxkxr SFS[D(7,3)(7,3)] gLLAQadcdeffjarxkxr toroidal gLLAQadcdeffnarxkqw SFS[D(7,3)(5,1)] gLLAQadcdeffjanxjxr toroidal gLLAQadcdeffjanxkxr toroidal gLLAQadcdeffjanxjxk toroidal gLLAQadcdeffjanxkxk toroidal gLLAQadcdeffjanxshr toroidal gLLAQadcdeffjanxwhr toroidal gLLAQadcdeffjanxshk toroidal gLLAQadcdeffjanxwhk toroidal gLLAQadcdfefjanxxkk toroidal gLLAQadcdfefjanxxrk toroidal gLLAQadcdfefjanxxkj toroidal gLLAQadcdfefjanxxrj toroidal gLLAQadcdeffjanxsqk toroidal gLLAQadcdeffjanxwqk toroidal gLLAQadcdeffjanxsqj toroidal gLLAQadcdeffjanxwqj toroidal gLLAQadcdfefjanxhkw toroidal gLLAQadcdfefjanxhrw toroidal gLLAQadcdfefjanxhks toroidal gLLAQadcdfefjanxhrs toroidal gLLAQadcdeffjanxjqw toroidal gLLAQadcdeffjanxkqw toroidal gLLAQadcdeffjanxjqs toroidal gLLAQadcdeffjanxkqs toroidal gLLAQadcdeffjarxkxk toroidal gLLAQadcdeffnanxkxr SFS[D(8,3)(7,3)] gLLAQadcdeffnanxkxk SFS[D(8,3)(8,3)] gLLAQadcdeffnanxwhr SFS[D(8,5)(8,3)] gLLAQadcdeffjarxwhr toroidal gLLAQadcdeffnanxwhk SFS[D(8,5)(7,3)] gLLAQadcdfefnanxxkk SFS[D(8,5)(8,3)] gLLAQadcdfefnanxxrk SFS[D(8,5)(7,3)] gLLAQadcdfefjarxxkk toroidal gLLAQadcdeffjawqwhr SFS[D(8,5)(7,2)] gLLAQadcdeffnanxwqk SFS[D(8,5)(5,1)] gLLAQadcdeffjasqwhr toroidal gLLAQadcdeffnanxwqj SFS[D(8,5)(7,2)] gLLAQadcdfefnanxhkw SFS[D(8,3)(7,3)] gLLAQadcdfefnanxhrw SFS[D(8,3)(8,3)] gLLAQadcdfefjarxhrw toroidal gLLAQadcdeffjawqkxk SFS[D(8,3)(7,2)] gLLAQadcdeffnanxkqw SFS[D(8,3)(5,1)] gLLAQadcdeffjasqkxk toroidal gLLAQadcdeffnanxkqs SFS[D(8,3)(7,2)] gLLAQadcdeffjarxkqs toroidal gLLAQadcdeffnarxkqs SFS[D(7,3)(7,2)] gLLAQadcdeffjarxwqj toroidal gLLAQadcdeffnarxwqj SFS[D(7,4)(7,2)] gLLAQadcdeffjawqwhk SFS[D(7,4)(7,2)] gLLAQadcdeffjarxsqk toroidal gLLAQadcdeffjawqwqj SFS[D(7,5)(7,2)] gLLAQadcdeffjawqwqk SFS[D(7,5)(5,1)] gLLAQadcdeffjasqsqk toroidal gLLAQadcdeffjawqsqk SFS[D(7,5)(7,2)] gLLAQadcdeffjawqkxr SFS[D(7,3)(7,2)] gLLAQadcdeffjarxjqw toroidal gLLAQadcdeffjawqkqs SFS[D(7,2)(7,2)] gLLAQadcdeffjawqkqw SFS[D(7,2)(5,1)] gLLAQadcdeffjasqjqw toroidal gLLAQadcdeffjawqjqw SFS[D(7,2)(7,2)] gLLAQadcdeffjasqwhk toroidal gLLAQadcdeffjarxsqj toroidal gLLAQadcdeffjasqwqk toroidal gLLAQadcdeffjasqsqj toroidal gLLAQadcdeffjasqkxr toroidal gLLAQadcdeffjarxjqs toroidal gLLAQadcdeffjasqkqw toroidal gLLAQadcdeffjasqjqs toroidal gLLAQaeecdffbaajban reducible gLLAQaeecdffbaajbaj reducible gLLAQaeecdffbaajjab reducible gLLAQaeecdffbaajjan reducible gLLAQaeecdffbaajjaj reducible gLLAQaeecdffbaajnab reducible gLLAQaeecdffbaajnan reducible gLLAQaeecdffbaajnaj reducible gLLAQadcdfefbaoxarf reducible gLLAQadcdfefjaoxarf reducible gLLAQadcdfefnaoxarf reducible gLLAQadcdfefbaviarf reducible gLLAQadcdfefbarxarf reducible gLLAQadcdfefjarxarf reducible gLLAQadcdfefnarxarf reducible gLLAQadcdfefbanxarf reducible gLLAQadcdfefjanxarf reducible gLLAQadcdfefnanxarf reducible gLLAQadcdfefbaoxakf reducible gLLAQadcdfefjaoxakf reducible gLLAQadcdfefnaoxakf reducible gLLAQadcdfefbaviakf reducible gLLAQadcdfefbanxakf reducible gLLAQadcdfefjanxakf reducible gLLAQadcdfefnanxakf reducible gLLAQadcdfefbarxakf reducible gLLAQadcdfefjarxakf reducible gLLAQadcdfefnarxakf reducible gLLAQadcdfefbaviafr reducible gLLAQadcdfefbaoxafr reducible gLLAQadcdfefbanxafr reducible gLLAQadcdfefbarxafr reducible gLLAQadcdfefnaoxafr reducible gLLAQadcdfefnanxafr reducible gLLAQadcdfefnarxafr reducible gLLAQadcdfefjaoxafr reducible gLLAQadcdfefjanxafr reducible gLLAQadcdfefjarxafr reducible gLLAQaddcfefbaajafr reducible gLLAQaddcfefbaanafr reducible gLLAQaddcfefbaanarf reducible gLLAQaddcfefjaanarf reducible gLLAQaddcfefnaanafr reducible gLLAQaddcfefbaajarf reducible gLLAQaddcfefjaajafr reducible gLLAQaddcfefjaanafr reducible gLLAQadcdfefbaolafr reducible gLLAQadcdfefbavqafr reducible gLLAQadcdfefbasqafr reducible gLLAQadcdfefbawqafr reducible gLLAQadcdfefbawqakf reducible gLLAQadcdfefjawqakf reducible gLLAQadcdfefnawqafr reducible gLLAQadcdfefbasqakf reducible gLLAQadcdfefjasqafr reducible gLLAQadcdfefjawqafr reducible gLLAQadcdfefbaoxafk reducible gLLAQadcdfefbarxafk reducible gLLAQadcdfefbanxafk reducible gLLAQadcdfefbaviafk reducible gLLAQadcdfefnaoxafk reducible gLLAQadcdfefnarxafk reducible gLLAQadcdfefnanxafk reducible gLLAQadcdfefjaoxafk reducible gLLAQadcdfefjarxafk reducible gLLAQadcdfefjanxafk reducible gLLAQadcdfefbaolafk reducible gLLAQadcdfefbavqafk reducible gLLAQadcdfefbasqafk reducible gLLAQadcdfefbawqafk reducible gLLAQadcdfefbawqarf reducible gLLAQadcdfefjawqarf reducible gLLAQadcdfefnawqafk reducible gLLAQadcdfefbasqarf reducible gLLAQadcdfefjasqafk reducible gLLAQadcdfefjawqafk reducible gLLAQaddcfefbaajafk reducible gLLAQaddcfefbaanafk reducible gLLAQaddcfefbaanakf reducible gLLAQaddcfefjaanakf reducible gLLAQaddcfefnaanafk reducible gLLAQaddcfefbaajakf reducible gLLAQaddcfefjaajafk reducible gLLAQaddcfefjaanafk reducible gLLAQaeecdffbdtjjlb reducible gLLAQaeecdffbdtjnlb reducible gLLAQadcdfefbeomurc reducible gLLAQadcdfefjeomurc reducible gLLAQadcdfefneomurc reducible gLLAQadcdfefbevhurc reducible gLLAQadcdfefbeomukc reducible gLLAQadcdfefjeomukc reducible gLLAQadcdfefneomukc reducible gLLAQadcdfefbevhukc reducible gLLAQadcdfefblvlpfk reducible gLLAQadcdfefbloepfk reducible gLLAQadcdfefnloepfk reducible gLLAQadcdfefjloepfk reducible gLLAQadcdfefbloepfj reducible gLLAQadcdfefblvlpfj reducible gLLAQadcdfefnloepfj reducible gLLAQadcdfefjloepfj reducible gLLAQaeecdffbdtjbln reducible gLLAQaeecdffbdtjblj reducible gLLAQadcdfefbloeprg reducible gLLAQadcdfefjloeprg reducible gLLAQadcdfefnloeprg reducible gLLAQadcdfefblvlprg reducible gLLAQadcdfefbloepkg reducible gLLAQadcdfefjloepkg reducible gLLAQadcdfefnloepkg reducible gLLAQadcdfefblvlpkg reducible gLLAQaeecdffbdejbdj reducible gLLAQaeecdffbdejbdn reducible gLLAQaeecdffbdejjdb reducible gLLAQaeecdffbdejndb reducible gLLAQadcdfefbloitkg reducible gLLAQadcdfefjloitkg reducible gLLAQadcdfefnloitkg reducible gLLAQadcdfefblvdtkg reducible gLLAQadcdfefbloitrg reducible gLLAQadcdfefjloitrg reducible gLLAQadcdfefnloitrg reducible gLLAQadcdfefblvdtrg reducible gLLAQadcdfefbloitfk reducible gLLAQadcdfefblvdtfk reducible gLLAQadcdfefnloitfk reducible gLLAQadcdfefjloitfk reducible gLLAQadcdfefblvdtfj reducible gLLAQadcdfefbloitfj reducible gLLAQadcdfefnloitfj reducible gLLAQadcdfefjloitfj reducible gLLAQaeecdffbahjbhj reducible gLLAQaeecdffbahjbhn reducible gLLAQadcdfefbaohqkf reducible gLLAQadcdfefjaohqkf reducible gLLAQadcdfefnaohqkf reducible gLLAQadcdfefbavtqkf reducible gLLAQadcdfefbaohqrf reducible gLLAQadcdfefjaohqrf reducible gLLAQadcdfefnaohqrf reducible gLLAQadcdfefbavtqrf reducible gLLAQadcdfefbeoldkc reducible gLLAQadcdfefjeoldkc reducible gLLAQadcdfefneoldkc reducible gLLAQadcdfefbevqdkc reducible gLLAQadcdfefbewqdkc reducible gLLAQadcdfefbesqdkc reducible gLLAQadcdfefbeoldrc reducible gLLAQadcdfefjeoldrc reducible gLLAQadcdfefneoldrc reducible gLLAQadcdfefbevqdrc reducible gLLAQadcdfefbesqdrc reducible gLLAQadcdfefbewqdrc reducible gLLAQadcdfefbeoldfj reducible gLLAQadcdfefbevqdfj reducible gLLAQadcdfefbesqdfj reducible gLLAQadcdfefbewqdfj reducible gLLAQadcdfefneoldfj reducible gLLAQadcdfefjeoldfj reducible gLLAQaddcfefbeandfj reducible gLLAQaddcfefbeajdfj reducible gLLAQaddcfefbeajdkc reducible gLLAQaddcfefbeandkc reducible gLLAQadcdfefbeoxdrc reducible gLLAQadcdfefbeoxdfj reducible gLLAQadcdfefbenxdfj reducible gLLAQadcdfefberxdfj reducible gLLAQadcdfefberxdrc reducible gLLAQadcdfefbenxdrc reducible gLLAQadcdfefbevqdfw reducible gLLAQadcdfefbewqdfw reducible gLLAQadcdfefbesqdfw reducible gLLAQadcdfefbeoldfw reducible gLLAQadcdfefneoldfw reducible gLLAQadcdfefjeoldfw reducible gLLAQadcdfefbeoxdkc reducible gLLAQadcdfefbeoxdfw reducible gLLAQadcdfefbenxdfw reducible gLLAQadcdfefberxdfw reducible gLLAQadcdfefberxdkc reducible gLLAQadcdfefbenxdkc reducible gLLAQaddcfefbeandfw reducible gLLAQaddcfefbeajdfw reducible gLLAQaddcfefbeajdrc reducible gLLAQaddcfefbeandrc reducible gLLAQaddcfefnlqbmfg reducible gLLAQaddcfefnlqbqfg reducible gLLAQadcdeffbiopklf SFS[D(3,1)(2,1)] gLLAQadcdeffbivuklf SFS[D(3,1)(2,1)] gLLAQaddcfefbetjqfr reducible gLLAQaddcfefbetnqfr reducible gLLAQadcdeffjloukhg reducible gLLAQadcdeffjlohwdg reducible gLLAQadcdeffbuopjpc SFS[D(3,1)(2,1)] gLLAQadcdeffbuvujpc SFS[D(3,1)(2,1)] gLLAQaddcfefbamnufj reducible gLLAQaddcfefbamjufj reducible gLLAQadcdeffjaoujuf reducible gLLAQadcdeffjaoesif reducible gLLAQaddcfefjlxbufg reducible gLLAQaddcfefjlxbxfg reducible gLLAQadcdeffbiopjlf SFS[D(3,1)(2,1)] gLLAQadcdeffbivujlf SFS[D(3,1)(2,1)] gLLAQaddcfefjlqbqfg reducible gLLAQaddcfefjlqbmfg reducible gLLAQaddcfefbetnqfk reducible gLLAQaddcfefbetjqfk reducible gLLAQadcdeffjlohsdg reducible gLLAQadcdeffjloujhg reducible gLLAQaddcfefbamjufw reducible gLLAQaddcfefbamnufw reducible gLLAQadcdeffjaoewif reducible gLLAQadcdeffjaoukuf reducible gLLAQaddcfefnlxbxfg reducible gLLAQaddcfefnlxbufg reducible gLLAQadcdeffbuopkpc SFS[D(3,1)(2,1)] gLLAQadcdeffbuvukpc SFS[D(3,1)(2,1)] gLLAQaddcfefbamnmff reducible gLLAQaddcfefbamnmfk reducible gLLAQaddcfefbamnmfr reducible gLLAQaddcfefbamnpff reducible gLLAQadcdfefbaohirb reducible gLLAQadcdfefbavtirb reducible gLLAQadcdfefjavtirb reducible gLLAQadcdfefnavtirb reducible gLLAQaddcfefbamnukc SFS[D(3,1)(3,1)] gLLAQaddcfefbamjukc SFS[D(3,1)(3,2)] gLLAQadcdeffjaoevik SFS[D(3,1)(2,1)] gLLAQadcdeffjaougur SFS[D(3,1)(2,1)] gLLAQaddcfefblxnxfg reducible gLLAQaddcfefblxnufg reducible gLLAQadcdeffbuopgpj SFS[D(3,1)(2,1)] gLLAQadcdeffbuvugpj SFS[D(3,1)(2,1)] gLLAQadcdeffbivuglr SFS[D(3,1)(2,1)] gLLAQadcdeffbiopglr SFS[D(3,1)(2,1)] gLLAQaddcfefbetnxfc reducible gLLAQaddcfefbetnxfj reducible gLLAQaddcfefbetnxfw reducible gLLAQaddcfefbetntfc reducible gLLAQadcdfefbeomikb reducible gLLAQadcdfefbevhikb reducible gLLAQadcdfefjevhikb reducible gLLAQadcdfefnevhikb reducible gLLAQaddcfefbetjqrf SFS[D(3,1)(3,1)] gLLAQaddcfefbetnqrf SFS[D(3,1)(3,2)] gLLAQadcdeffjlohvdj SFS[D(3,1)(2,1)] gLLAQadcdeffjloughk SFS[D(3,1)(2,1)] gLLAQaddcfefblqnmfg reducible gLLAQaddcfefblqnqfg reducible gLLAQadcdeffbaoekqb reducible gLLAQadcdeffbaoegqn reducible gLLAQadcdeffbhoigqn reducible gLLAQadcdeffbhvdgqn reducible gLLAQadcdeffjloisav reducible gLLAQadcdeffjloijlf reducible gLLAQadcdeffjloivaw reducible gLLAQadcdeffjloiglr reducible gLLAQadcdeffbiohjic SFS[D(3,1)(2,1)] gLLAQadcdeffbivtjic SFS[D(3,1)(2,1)] gLLAQadcdeffbpoasav reducible gLLAQadcdeffbpvpsav reducible gLLAQadcdeffbivtgij reducible gLLAQadcdeffbiohgij reducible gLLAQadcdeffbuopspo reducible gLLAQadcdeffbuvuspo reducible gLLAQadcdeffbaousub reducible gLLAQadcdeffbavasub reducible gLLAQadcdeffbhwqjhg SFS[D(3,1)(2,1)] gLLAQadcdeffbhrxjhg SFS[D(3,1)(2,1)] gLLAQadcdeffbhwqghk SFS[D(3,1)(2,1)] gLLAQadcdeffbhrxghk SFS[D(3,1)(2,1)] gLLAQaddceffbhanghk SFS[D(3,1)(3,1)] gLLAQaddceffbhajghk SFS[D(3,1)(3,2)] gLLAQaddceffbhajjhg SFS[D(3,1)(3,2)] gLLAQaddceffbhanjhg SFS[D(3,1)(3,1)] gLLAQaddcfefbaanakr toroidal gLLAQaddcfefbaanakk toroidal gLLAQaddcfefbaanarr toroidal gLLAQaddcfefbaanark toroidal gLLAQadcdeffjaoxwav reducible gLLAQadcdeffbarxwav SFS[D(3,1)(2,1)] gLLAQadcdeffjarxwav toroidal gLLAQadcdeffnarxwav SFS[D(7,4)(3,1)] gLLAQadcdeffjanxwav toroidal gLLAQadcdeffnanxwav SFS[D(8,3)(3,1)] gLLAQadcdeffjaoxkag reducible gLLAQadcdeffjanxkag toroidal gLLAQadcdeffnanxkag SFS[D(8,3)(3,1)] gLLAQadcdeffbarxkag SFS[D(3,1)(2,1)] gLLAQadcdeffjarxkag toroidal gLLAQadcdeffnarxkag SFS[D(7,3)(3,1)] gLLAQadcdeffbarxvaw SFS[D(3,1)(2,1)] gLLAQadcdeffnanxvaw SFS[D(8,3)(3,1)] gLLAQadcdeffnarxvaw SFS[D(7,3)(3,1)] gLLAQadcdeffjaoxvaw reducible gLLAQadcdeffjanxvaw toroidal gLLAQadcdeffjarxvaw toroidal gLLAQaddceffbaajvaw SFS[D(3,1)(3,1)] gLLAQaddceffbaanvaw SFS[D(3,1)(3,2)] gLLAQaddceffbaanwav SFS[D(3,1)(3,1)] gLLAQaddceffbaanwas SFS[D(3,1)(3,2)] gLLAQaddceffbaanwaw reducible gLLAQaddceffbaajwav SFS[D(3,1)(3,2)] gLLAQaddceffbaansas toroidal gLLAQaddceffbaansaw SFS[D(3,1)(3,1)] gLLAQadcdeffbawqvaw SFS[D(3,1)(2,1)] gLLAQadcdeffbawqkag SFS[D(3,1)(2,1)] gLLAQadcdeffjawqkag SFS[D(7,2)(3,1)] gLLAQadcdeffnawqkag SFS[D(5,1)(3,1)] gLLAQadcdeffjasqkag toroidal gLLAQadcdeffjawqvaw SFS[D(7,2)(3,1)] gLLAQadcdeffbarxgak SFS[D(3,1)(2,1)] gLLAQadcdeffnarxgak SFS[D(7,4)(3,1)] gLLAQadcdeffnanxgak SFS[D(8,3)(3,1)] gLLAQadcdeffjaoxgak reducible gLLAQadcdeffjarxgak toroidal gLLAQadcdeffjanxgak toroidal gLLAQadcdeffbawqgak SFS[D(3,1)(2,1)] gLLAQadcdeffbawqwav SFS[D(3,1)(2,1)] gLLAQadcdeffjawqwav SFS[D(7,5)(3,1)] gLLAQadcdeffnawqgak SFS[D(5,4)(3,1)] gLLAQadcdeffjasqgak toroidal gLLAQadcdeffjawqgak SFS[D(7,5)(3,1)] gLLAQaddceffbaajgak SFS[D(3,1)(3,2)] gLLAQaddceffbaangak SFS[D(3,1)(3,1)] gLLAQaddceffbaankag SFS[D(3,1)(3,2)] gLLAQaddceffbaankaj SFS[D(3,1)(3,1)] gLLAQaddceffbaankak reducible gLLAQaddceffbaajkag SFS[D(3,1)(3,1)] gLLAQaddceffbaanjaj toroidal gLLAQaddceffbaanjak SFS[D(3,1)(3,2)] gLLAQadcdeffbuomkuf SFS[D(3,1)(2,1)] gLLAQadcdeffbuvhkuf SFS[D(3,1)(2,1)] gLLAQadcdeffbuomgur reducible gLLAQadcdeffbuvhgur reducible gLLAQaddcfefbamjmff reducible gLLAQaddcfefbamjmfk reducible gLLAQaddcfefbamjmfr reducible gLLAQaddcfefbamjpff reducible gLLAQadcdfefbaohikb reducible gLLAQadcdfefbavtikb reducible gLLAQadcdfefjavtikb reducible gLLAQadcdfefnavtikb reducible gLLAQaddcfefbamjurc SFS[D(3,1)(3,1)] gLLAQadcdeffjaoevir SFS[D(3,1)(2,1)] gLLAQadcdeffjaouguk SFS[D(3,1)(2,1)] gLLAQaddcfefblxjxfg reducible gLLAQaddcfefblxjufg reducible gLLAQadcdeffbuopgpw SFS[D(3,1)(2,1)] gLLAQadcdeffbuvugpw SFS[D(3,1)(2,1)] gLLAQadcdeffbivuglk SFS[D(3,1)(2,1)] gLLAQadcdeffbiopglk SFS[D(3,1)(2,1)] gLLAQaddcfefbetjxfc reducible gLLAQaddcfefbetjxfj reducible gLLAQaddcfefbetjxfw reducible gLLAQaddcfefbetjtfc reducible gLLAQadcdfefbeomirb reducible gLLAQadcdfefbevhirb reducible gLLAQadcdfefjevhirb reducible gLLAQadcdfefnevhirb reducible gLLAQaddcfefbetjqkf SFS[D(3,1)(3,2)] gLLAQadcdeffjlohvdk SFS[D(3,1)(2,1)] gLLAQadcdeffjloughj SFS[D(3,1)(2,1)] gLLAQaddcfefblqjmfg reducible gLLAQaddcfefblqjqfg reducible gLLAQadcdeffbaoejqb reducible gLLAQadcdeffbaoegqj reducible gLLAQadcdeffbhoigqj reducible gLLAQadcdeffbhvdgqj reducible gLLAQadcdeffjloiwav reducible gLLAQadcdeffjloiklf reducible gLLAQadcdeffjloivas reducible gLLAQadcdeffjloiglk reducible gLLAQadcdeffbiohkic SFS[D(3,1)(2,1)] gLLAQadcdeffbivtkic SFS[D(3,1)(2,1)] gLLAQadcdeffbpoavas reducible gLLAQadcdeffbpvpvas reducible gLLAQadcdeffbivtgiw reducible gLLAQadcdeffbiohgiw reducible gLLAQadcdeffbuopvpr reducible gLLAQadcdeffbuvuvpr reducible gLLAQadcdeffbaouvun reducible gLLAQadcdeffbavavun reducible gLLAQadcdeffbhwqkhg SFS[D(3,1)(2,1)] gLLAQadcdeffbhrxkhg SFS[D(3,1)(2,1)] gLLAQadcdeffbhwqghj SFS[D(3,1)(2,1)] gLLAQadcdeffbhrxghj SFS[D(3,1)(2,1)] gLLAQaddceffbhajghj SFS[D(3,1)(3,1)] gLLAQaddceffbhajkhg SFS[D(3,1)(3,1)] gLLAQaddcfefbaajakr toroidal gLLAQaddcfefbaajakk toroidal gLLAQaddcfefbaajarr toroidal gLLAQaddcfefbaajark toroidal gLLAQadcdeffjaoxsav reducible gLLAQadcdeffbarxsav SFS[D(3,1)(2,1)] gLLAQadcdeffjarxsav toroidal gLLAQadcdeffnarxsav SFS[D(7,3)(3,1)] gLLAQadcdeffjanxsav toroidal gLLAQadcdeffnanxsav SFS[D(8,3)(3,1)] gLLAQadcdeffjaoxjag reducible gLLAQadcdeffjanxjag toroidal gLLAQadcdeffnanxjag SFS[D(8,3)(3,1)] gLLAQadcdeffbarxjag SFS[D(3,1)(2,1)] gLLAQadcdeffjarxjag toroidal gLLAQadcdeffnarxjag SFS[D(7,4)(3,1)] gLLAQadcdeffbarxvas SFS[D(3,1)(2,1)] gLLAQadcdeffnanxvas SFS[D(8,3)(3,1)] gLLAQadcdeffnarxvas SFS[D(7,4)(3,1)] gLLAQadcdeffjaoxvas reducible gLLAQadcdeffjanxvas toroidal gLLAQadcdeffjarxvas toroidal gLLAQaddceffbaajvas SFS[D(3,1)(3,2)] gLLAQaddceffbaajwas SFS[D(3,1)(3,1)] gLLAQaddceffbaajwaw reducible gLLAQaddceffbaajsav SFS[D(3,1)(3,1)] gLLAQaddceffbaajsas toroidal gLLAQaddceffbaajsaw SFS[D(3,1)(3,2)] gLLAQadcdeffbawqvas SFS[D(3,1)(2,1)] gLLAQadcdeffbawqjag SFS[D(3,1)(2,1)] gLLAQadcdeffjawqjag SFS[D(7,5)(3,1)] gLLAQadcdeffnawqjag SFS[D(5,4)(3,1)] gLLAQadcdeffjasqjag toroidal gLLAQadcdeffjawqvas SFS[D(7,5)(3,1)] gLLAQadcdeffbarxgaj SFS[D(3,1)(2,1)] gLLAQadcdeffnarxgaj SFS[D(7,3)(3,1)] gLLAQadcdeffnanxgaj SFS[D(8,3)(3,1)] gLLAQadcdeffjaoxgaj reducible gLLAQadcdeffjarxgaj toroidal gLLAQadcdeffjanxgaj toroidal gLLAQadcdeffbawqgaj SFS[D(3,1)(2,1)] gLLAQadcdeffbawqsav SFS[D(3,1)(2,1)] gLLAQadcdeffjawqsav SFS[D(7,2)(3,1)] gLLAQadcdeffnawqgaj SFS[D(5,1)(3,1)] gLLAQadcdeffjasqgaj toroidal gLLAQadcdeffjawqgaj SFS[D(7,2)(3,1)] gLLAQaddceffbaajgaj SFS[D(3,1)(3,1)] gLLAQaddceffbaajkaj SFS[D(3,1)(3,2)] gLLAQaddceffbaajkak reducible gLLAQaddceffbaajjag SFS[D(3,1)(3,2)] gLLAQaddceffbaajjaj toroidal gLLAQaddceffbaajjak SFS[D(3,1)(3,1)] gLLAQadcdeffbuomjuf SFS[D(3,1)(2,1)] gLLAQadcdeffbuvhjuf SFS[D(3,1)(2,1)] gLLAQadcdeffbuomguk reducible gLLAQadcdeffbuvhguk reducible gLLAQadcdfefbaolakr SFS[D(3,1)(3,1)] gLLAQadcdfefbaolakk SFS[D(3,1)(3,2)] gLLAQadcdfefbaolark SFS[D(3,1)(3,1)] gLLAQadcdeffbaolshr SFS[D(3,1)(2,1)] gLLAQadcdeffbaolshk SFS[D(3,1)(2,1)] gLLAQadcdeffbaoljaj SFS[D(2,1)(2,1)] gLLAQadcdeffbaolsqj SFS[D(2,1)(2,1)] gLLAQadcdeffbaoljxr SFS[D(3,1)(2,1)] gLLAQadcdeffbaoljxk SFS[D(3,1)(2,1)] gLLAQadcdeffbaoljqs SFS[D(2,1)(2,1)] gLLAQadcdeffbhoighr reducible gLLAQadcdfefbuopekw SFS[D(7,2)(2,1)] gLLAQadcdfefbuopekj toroidal gLLAQadcdfefbuoperw SFS[D(5,1)(2,1)] gLLAQadcdeffbuopwtw SFS[D(7,3)(2,1)] gLLAQadcdeffbuopwtj toroidal gLLAQadcdeffbuopstw SFS[D(8,3)(2,1)] gLLAQadcdeffbuopstj toroidal gLLAQadcdeffbuopspr toroidal gLLAQadcdeffbuopwpr toroidal gLLAQadcdeffbuopspn toroidal gLLAQadcdeffbprmvuv reducible gLLAQadcdeffbuopjtr SFS[D(8,3)(2,1)] gLLAQadcdeffbuopktr toroidal gLLAQadcdeffbuopjtn SFS[D(7,3)(2,1)] gLLAQadcdeffbuopktn toroidal gLLAQadcdeffbuopkpw SFS[D(3,1)(2,1)] gLLAQadcdeffbuopkpj toroidal gLLAQadcdeffbuopjpw reducible gLLAQadcdeffbuopjpj SFS[D(3,1)(2,1)] gLLAQadcdeffbirugmc SFS[D(2,1)(2,1)] gLLAQadcdeffbuopjej SFS[D(7,2)(2,1)] gLLAQadcdeffbuopkej toroidal gLLAQadcdeffbuopjek SFS[D(5,1)(2,1)] gLLAQadcdfefbpoaxkk SFS[D(2,1)(2,1)] gLLAQadcdeffbpoawqk SFS[D(3,1)(2,1)] gLLAQadcdeffbpoasqk SFS[D(3,1)(2,1)] gLLAQadcdeffbpoasas SFS[D(3,1)(3,2)] gLLAQadcdeffbpoawas SFS[D(3,1)(3,1)] gLLAQadcdeffbpoasaw SFS[D(3,1)(3,1)] gLLAQadcdeffbpoakqv reducible gLLAQadcdeffbpoakqs SFS[D(3,1)(2,1)] gLLAQadcdeffbpoakqw SFS[D(3,1)(2,1)] gLLAQadcdeffbpoakak SFS[D(2,1)(2,1)] gLLAQadcdeffbpoakxk SFS[D(2,1)(2,1)] gLLAQadcdfefbaoumkr SFS[D(2,1)(2,1)] gLLAQadcdeffbaouwdr SFS[D(3,1)(2,1)] gLLAQadcdeffbaousdr SFS[D(3,1)(2,1)] gLLAQadcdeffbaousun SFS[D(3,1)(3,2)] gLLAQadcdeffbaouwun SFS[D(3,1)(3,1)] gLLAQadcdeffbaousuj SFS[D(3,1)(3,1)] gLLAQadcdeffbaoukdb reducible gLLAQadcdeffbaoukdn SFS[D(3,1)(2,1)] gLLAQadcdeffbaoukdj SFS[D(3,1)(2,1)] gLLAQadcdeffbaoukur SFS[D(2,1)(2,1)] gLLAQadcdeffbaoukmw SFS[D(2,1)(2,1)] gLLAQadcdfefbarxakr toroidal gLLAQadcdfefbarxakk toroidal gLLAQadcdfefbarxarr toroidal gLLAQadcdfefbarxark toroidal gLLAQadcdfefbarxhkv SFS[D(2,1)(2,1)] gLLAQadcdfefbarxhks toroidal gLLAQadcdfefbarxhkw SFS[D(7,3)(2,1)] gLLAQadcdfefbarxhrs toroidal gLLAQadcdfefbarxhrw SFS[D(8,3)(2,1)] gLLAQadcdfefbarxxkj toroidal gLLAQadcdfefbarxxkk SFS[D(8,3)(2,1)] gLLAQadcdfefbarxxrg SFS[D(2,1)(2,1)] gLLAQadcdfefbarxxrj toroidal gLLAQadcdfefbarxxrk SFS[D(7,3)(2,1)] gLLAQadcdeffbarxvhk SFS[D(2,1)(2,1)] gLLAQadcdeffbarxwhr SFS[D(8,3)(2,1)] gLLAQadcdeffbarxwhk SFS[D(7,3)(2,1)] gLLAQadcdeffbarxshr toroidal gLLAQadcdeffbarxshk toroidal gLLAQadcdeffbarxwas SFS[D(3,1)(2,1)] gLLAQadcdeffbarxwaw reducible gLLAQadcdeffbarxsas toroidal gLLAQadcdeffbarxsaw SFS[D(3,1)(2,1)] gLLAQadcdeffbarxwqj SFS[D(7,2)(2,1)] gLLAQadcdeffbarxwqk SFS[D(5,1)(2,1)] gLLAQadcdeffbarxsqj toroidal gLLAQadcdeffbarxsqk SFS[D(7,2)(2,1)] gLLAQadcdeffbarxgxr SFS[D(2,1)(2,1)] gLLAQadcdeffbarxkxr SFS[D(7,3)(2,1)] gLLAQadcdeffbarxkxk SFS[D(8,3)(2,1)] gLLAQadcdeffbarxjxr toroidal gLLAQadcdeffbarxjxk toroidal gLLAQadcdeffbarxkqs SFS[D(7,2)(2,1)] gLLAQadcdeffbarxkqw SFS[D(5,1)(2,1)] gLLAQadcdeffbarxjqs toroidal gLLAQadcdeffbarxjqw SFS[D(7,2)(2,1)] gLLAQadcdeffbarxkaj SFS[D(3,1)(2,1)] gLLAQadcdeffbarxkak reducible gLLAQadcdeffbarxjaj toroidal gLLAQadcdeffbarxjak SFS[D(3,1)(2,1)] gLLAQadcdeffbhrxwxg SFS[D(2,1)(2,1)] gLLAQadcdeffbhrxgqr SFS[D(2,1)(2,1)] gLLAQadcdeffberisxf SFS[D(2,1)(2,1)] gLLAQadcdeffbarujmc SFS[D(2,1)(2,1)] gLLAQadcdfefbanxakr SFS[D(3,1)(3,1)] gLLAQadcdfefbanxakk SFS[D(3,1)(3,2)] gLLAQadcdfefbanxarr SFS[D(3,1)(3,2)] gLLAQadcdfefbanxark SFS[D(3,1)(3,1)] gLLAQadcdfefbanxhks SFS[D(3,1)(2,1)] gLLAQadcdfefbanxhrs SFS[D(3,1)(2,1)] gLLAQadcdfefbanxxkj SFS[D(3,1)(2,1)] gLLAQadcdfefbanxxrj SFS[D(3,1)(2,1)] gLLAQadcdeffbanxshr SFS[D(3,1)(2,1)] gLLAQadcdeffbanxshk SFS[D(3,1)(2,1)] gLLAQadcdeffbanxsas SFS[D(2,1)(2,1)] gLLAQadcdeffbanxsqj SFS[D(2,1)(2,1)] gLLAQadcdeffbanxjxr SFS[D(3,1)(2,1)] gLLAQadcdeffbanxjxk SFS[D(3,1)(2,1)] gLLAQadcdeffbanxjqs SFS[D(2,1)(2,1)] gLLAQadcdeffbanxjaj SFS[D(2,1)(2,1)] gLLAQaecedffbdolbaw reducible gLLAQaecedffbdolbaj reducible gLLAQaecedffbdolbek reducible gLLAQaecedffbdolber reducible gLLAQadcdfefnlvdxfg reducible gLLAQadcdfefjlvdxfg reducible gLLAQadcdfefblraxfg reducible gLLAQadcdfefblwhxfg reducible gLLAQadcdfefblwhufg reducible gLLAQadcdfefnlvdufg reducible gLLAQadcdfefjlvdufg reducible gLLAQadcdfefblraufg reducible gLLAQaecedffbqolbac reducible gLLAQaecedffbqolbef reducible gLLAQaecedffbivmbmf reducible gLLAQaecedffbivmbtc reducible gLLAQaecedffbiotbtc reducible gLLAQadcdfefbarumff reducible gLLAQadcdfefbawlmff reducible gLLAQadcdfefbawlpff reducible gLLAQadcdfefbarupff reducible gLLAQaecedffbqvqbac reducible gLLAQaecedffbiotbmf reducible gLLAQaecedffbivubec reducible gLLAQaecedffbiopbec reducible gLLAQaecedffbiopbdf reducible gLLAQaecedffbqombpf reducible gLLAQaecedffbdomjpf reducible gLLAQaecedffbdnmbpf reducible gLLAQaecedffbdnmbxc reducible gLLAQaecedffbdomnxc reducible gLLAQadcdfefjlvlmfg reducible gLLAQadcdfefnlvlmfg reducible gLLAQadcdfefjlvlqfg reducible gLLAQadcdfefnlvlqfg reducible gLLAQadcdfefbewptfc reducible gLLAQadcdfefblwamfg reducible gLLAQadcdfefberitfc reducible gLLAQadcdfefblrhqfg reducible gLLAQadcdfefberixfc reducible gLLAQadcdfefblrhmfg reducible gLLAQadcdfefbewpxfc reducible gLLAQadcdfefblwaqfg reducible gLLAQaecedffbqvhbxc reducible gLLAQaecedffbqombxc reducible gLLAQadcdeffbevqjlc reducible gLLAQadcdeffbevqsmc reducible gLLAQadcdfefbevqmfk reducible gLLAQadcdfefbevqlfn reducible gLLAQadcdeffbiohgef reducible gLLAQadcdeffbivtgef reducible gLLAQadcdeffbivtghf reducible gLLAQadcdeffbivtgek reducible gLLAQadcdeffbivtger reducible gLLAQadcdfefbivttrc SFS[D(2,1)(2,1)] gLLAQadcdeffbivtwec SFS[D(2,1)(2,1)] gLLAQadcdeffbivtgtb reducible gLLAQadcdeffbivtgdb reducible gLLAQadcdeffbivtgtn reducible gLLAQadcdeffbivtgtj reducible gLLAQadcdeffbavtjhf reducible gLLAQadcdeffbavtsxf reducible gLLAQadcdeffbavtjtb reducible gLLAQadcdeffbavtspb reducible gLLAQadcdeffbxoigmg reducible gLLAQadcdeffbxvdgmg reducible gLLAQadcdeffblvdjig reducible gLLAQadcdeffblvdseg reducible gLLAQadcdfefblvdefr reducible gLLAQadcdfefblvdifw reducible gLLAQadcdfefbaoxakr SFS[D(3,1)(3,1)] gLLAQadcdfefbaoxarr SFS[D(3,1)(3,2)] gLLAQadcdfefbaoxakk SFS[D(3,1)(3,2)] gLLAQadcdfefbaoxark SFS[D(3,1)(3,1)] gLLAQadcdeffbaoxjxf reducible gLLAQadcdeffbaoxjxr SFS[D(3,1)(2,1)] gLLAQadcdeffbaoxjxk SFS[D(3,1)(2,1)] gLLAQadcdeffbaoxshf reducible gLLAQadcdeffbaoxshr SFS[D(3,1)(2,1)] gLLAQadcdeffbaoxshk SFS[D(3,1)(2,1)] gLLAQadcdfefbaoxxfj reducible gLLAQadcdfefbaoxxkj SFS[D(3,1)(2,1)] gLLAQadcdfefbaoxxrj SFS[D(3,1)(2,1)] gLLAQadcdeffbaoxjaj SFS[D(2,1)(2,1)] gLLAQadcdeffbaoxsqj SFS[D(2,1)(2,1)] gLLAQadcdfefbaoxhfs reducible gLLAQadcdfefbaoxhks SFS[D(3,1)(2,1)] gLLAQadcdfefbaoxhrs SFS[D(3,1)(2,1)] gLLAQadcdeffbaoxjqs SFS[D(2,1)(2,1)] gLLAQadcdeffbaoxsas SFS[D(2,1)(2,1)] gLLAQadcdeffbioxgxf reducible gLLAQadcdeffbioxgpf reducible gLLAQadcdeffbxoegeg reducible gLLAQadcdeffbxoegug reducible gLLAQadcdeffbloejeg reducible gLLAQadcdeffbloesig reducible gLLAQadcdfefbloeefw reducible gLLAQadcdfefbloeifr reducible gLLAQadcdeffbivigxf reducible gLLAQadcdeffbirxgxf reducible gLLAQadcdeffbinxgxf reducible gLLAQadcdfefbmrxxfg SFS[D(2,1)(2,1)] gLLAQadcdeffbuomwdf SFS[D(2,1)(2,1)] gLLAQadcdeffbiolgxf reducible gLLAQadcdeffbivqgxf reducible gLLAQadcdeffbiwqgxf reducible gLLAQadcdeffbisqgxf reducible gLLAQadcdeffbeomjmc reducible gLLAQadcdeffbeomslc reducible gLLAQadcdeffbeomjtb reducible gLLAQadcdeffbeomspb reducible gLLAQadcdeffbeolsmc reducible gLLAQadcdeffbeoljlc reducible gLLAQadcdfefbeollfn reducible gLLAQadcdfefbeolmfk reducible gLLAQadcdeffbxoigig reducible gLLAQadcdeffbaohsxf reducible gLLAQadcdeffbaohjhf reducible gLLAQadcdeffbaohspb reducible gLLAQadcdeffbaohjtb reducible gLLAQadcdeffbloiseg reducible gLLAQadcdeffbloijig reducible gLLAQadcdfefbloiifw reducible gLLAQadcdfefbloiefr reducible gLLAQadcdeffbiohghf reducible gLLAQadcdeffbiohger reducible gLLAQadcdeffbiohgek reducible gLLAQadcdeffbiohgtb reducible gLLAQadcdeffbiohgdb reducible gLLAQadcdeffbiohgtn reducible gLLAQadcdeffbiohgtj reducible gLLAQadcdfefbiohtrc SFS[D(2,1)(2,1)] gLLAQadcdeffbiohwec SFS[D(2,1)(2,1)] gLLAQadcdfefbaviark SFS[D(3,1)(3,1)] gLLAQadcdfefbaviakk SFS[D(3,1)(3,2)] gLLAQadcdfefbaviarr SFS[D(3,1)(3,2)] gLLAQadcdfefbaviakr SFS[D(3,1)(3,1)] gLLAQadcdeffbavishf reducible gLLAQadcdeffbavishk SFS[D(3,1)(2,1)] gLLAQadcdeffbavishr SFS[D(3,1)(2,1)] gLLAQadcdeffbavijxf reducible gLLAQadcdeffbavijxk SFS[D(3,1)(2,1)] gLLAQadcdeffbavijxr SFS[D(3,1)(2,1)] gLLAQadcdfefbavihfs reducible gLLAQadcdfefbavihrs SFS[D(3,1)(2,1)] gLLAQadcdfefbavihks SFS[D(3,1)(2,1)] gLLAQadcdeffbavisas SFS[D(2,1)(2,1)] gLLAQadcdeffbavijqs SFS[D(2,1)(2,1)] gLLAQadcdfefbavixfj reducible gLLAQadcdfefbavixrj SFS[D(3,1)(2,1)] gLLAQadcdfefbavixkj SFS[D(3,1)(2,1)] gLLAQadcdeffbavisqj SFS[D(2,1)(2,1)] gLLAQadcdeffbavijaj SFS[D(2,1)(2,1)] gLLAQadcdeffbivigpf reducible gLLAQadcdeffbinxgpf reducible gLLAQadcdeffbirxgpf reducible gLLAQadcdeffbiolgpf reducible gLLAQadcdeffbivqgpf reducible gLLAQadcdeffbiwqgpf reducible gLLAQadcdeffbisqgpf reducible gLLAQadcdfefbmrxufg SFS[D(2,1)(2,1)] gLLAQadcdeffbuvhwdf SFS[D(2,1)(2,1)] gLLAQadcdeffblvlsig reducible gLLAQadcdeffblvljeg reducible gLLAQadcdfefblvlifr reducible gLLAQadcdfefblvlefw reducible gLLAQadcdeffbevhslc reducible gLLAQadcdeffbevhjmc reducible gLLAQadcdeffbevhspb reducible gLLAQadcdeffbevhjtb reducible gLLAQadcdeffbxvlgug reducible gLLAQadcdfefbuopefw SFS[D(2,1)(2,1)] gLLAQadcdfefbuvuefw SFS[D(2,1)(2,1)] gLLAQadcdfefbarumfk reducible gLLAQadcdfefbawlmfk reducible gLLAQadcdfefbiopdrf SFS[D(2,1)(2,1)] gLLAQadcdfefbivudrf SFS[D(2,1)(2,1)] gLLAQadcdfefberixfj reducible gLLAQadcdfefbewpxfj reducible gLLAQadcdeffjaoekef reducible gLLAQadcdeffjaouwdf reducible gLLAQadcdeffbuopwtc SFS[D(2,1)(2,1)] gLLAQadcdeffbuvuwtc SFS[D(2,1)(2,1)] gLLAQadcdfefjaoxakr reducible gLLAQadcdfefjaoxarr reducible gLLAQadcdfefjaoxakk reducible gLLAQadcdfefjaoxark reducible gLLAQadcdeffjaoxjxf reducible gLLAQadcdeffjaoxkxf reducible gLLAQadcdeffbarxjxf reducible gLLAQadcdeffjaoxjxr reducible gLLAQadcdeffjaoxkxr reducible gLLAQadcdeffbanxjxf reducible gLLAQadcdeffjanxjxf reducible gLLAQadcdeffjaoxkxk reducible gLLAQadcdeffjaoxshf reducible gLLAQadcdeffjaoxwhf reducible gLLAQadcdeffbanxshf reducible gLLAQadcdeffjanxshf reducible gLLAQadcdeffjaoxwhr reducible gLLAQadcdeffbarxshf reducible gLLAQadcdeffjaoxshk reducible gLLAQadcdeffjaoxwhk reducible gLLAQadcdfefbanxxfj reducible gLLAQadcdfefbarxxfj reducible gLLAQadcdfefjaoxxfk reducible gLLAQadcdfefjaoxxkk reducible gLLAQadcdfefjaoxxrk reducible gLLAQadcdfefjaoxxfj reducible gLLAQadcdfefjanxxfj reducible gLLAQadcdfefjaoxxrj reducible gLLAQadcdeffjaoxjak reducible gLLAQadcdeffjaoxkak reducible gLLAQadcdeffjaoxjaj reducible gLLAQadcdeffjaoxkaj reducible gLLAQadcdeffbaolshf reducible gLLAQadcdeffbavqshf reducible gLLAQadcdeffjaoxsqg reducible gLLAQadcdeffjaoxwqg reducible gLLAQadcdeffbawqshf reducible gLLAQadcdeffjaoxsqk reducible gLLAQadcdeffjaoxwqk reducible gLLAQadcdeffbasqshf reducible gLLAQadcdeffjaoxsqj reducible gLLAQadcdeffjaoxwqj reducible gLLAQadcdfefbarxhfs reducible gLLAQadcdfefbanxhfs reducible gLLAQadcdfefjaoxhfw reducible gLLAQadcdfefjaoxhkw reducible gLLAQadcdfefjaoxhrw reducible gLLAQadcdfefjaoxhfs reducible gLLAQadcdfefjaoxhks reducible gLLAQadcdfefjanxhfs reducible gLLAQadcdeffbaoljxf reducible gLLAQadcdeffbavqjxf reducible gLLAQadcdeffjaoxjqv reducible gLLAQadcdeffjaoxkqv reducible gLLAQadcdeffbawqjxf reducible gLLAQadcdeffjaoxjqw reducible gLLAQadcdeffjaoxkqw reducible gLLAQadcdeffbasqjxf reducible gLLAQadcdeffjaoxjqs reducible gLLAQadcdeffjaoxkqs reducible gLLAQadcdeffjaoxsaw reducible gLLAQadcdeffjaoxwaw reducible gLLAQadcdeffjaoxsas reducible gLLAQadcdeffjaoxwas reducible gLLAQadcdeffjloekeg reducible gLLAQadcdeffjloewig reducible gLLAQadcdfefjloeefj reducible gLLAQadcdfefjloeefw reducible gLLAQadcdfefjloeifn reducible gLLAQadcdfefjloeifr reducible gLLAQadcdeffjeomjmc reducible gLLAQadcdeffjeomkmc reducible gLLAQadcdeffjeomslc reducible gLLAQadcdeffjeomwlc reducible gLLAQadcdeffjeolsmc reducible gLLAQadcdeffjeolwmc reducible gLLAQadcdeffjeoljlc reducible gLLAQadcdeffjeolklc reducible gLLAQadcdfefjeollfr reducible gLLAQadcdfefjeollfn reducible gLLAQadcdfefjeolmfj reducible gLLAQadcdfefjeolmfk reducible gLLAQadcdeffjaohsxf reducible gLLAQadcdeffjaohwxf reducible gLLAQadcdeffjaohjhf reducible gLLAQadcdeffjaohkhf reducible gLLAQadcdeffjloiweg reducible gLLAQadcdeffbewqsmc reducible gLLAQadcdeffbesqsmc reducible gLLAQadcdeffjloikig reducible gLLAQadcdeffbesqjlc reducible gLLAQadcdeffbewqjlc reducible gLLAQadcdfefbesqlfn reducible gLLAQadcdfefbewqlfn reducible gLLAQadcdfefjloiifs reducible gLLAQadcdeffbeoxjlc reducible gLLAQadcdeffbevijlc reducible gLLAQadcdeffjevijlc reducible gLLAQadcdeffjloikqv reducible gLLAQadcdeffberxjlc reducible gLLAQadcdeffbenxjlc reducible gLLAQadcdfefbewqmfk reducible gLLAQadcdfefbesqmfk reducible gLLAQadcdfefjloiefk reducible gLLAQadcdeffbeoxsmc reducible gLLAQadcdeffbevismc reducible gLLAQadcdeffjevismc reducible gLLAQadcdeffjloiwmf reducible gLLAQadcdeffberxsmc reducible gLLAQadcdeffbenxsmc reducible gLLAQadcdeffbiopwmf SFS[D(2,1)(2,1)] gLLAQadcdeffbivuwmf SFS[D(2,1)(2,1)] gLLAQadcdeffjlouwxg reducible gLLAQadcdeffjlohkug reducible gLLAQadcdfefbarumfr reducible gLLAQadcdfefbawlmfr reducible gLLAQadcdfefberixfw reducible gLLAQadcdfefbewpxfw reducible gLLAQadcdeffjaoejef reducible gLLAQadcdeffjaousdf reducible gLLAQadcdfefnaoxakr SFS[D(3,1)(3,1)] gLLAQadcdfefnaoxarr SFS[D(3,1)(3,2)] gLLAQadcdfefnaoxakk SFS[D(3,1)(3,2)] gLLAQadcdfefnaoxark SFS[D(3,1)(3,1)] gLLAQadcdeffjarxkxf SFS[D(3,1)(2,1)] gLLAQadcdeffjanxkxf SFS[D(3,1)(2,1)] gLLAQadcdeffjanxwhf SFS[D(3,1)(2,1)] gLLAQadcdeffjarxwhf SFS[D(3,1)(2,1)] gLLAQadcdfefjanxxfk SFS[D(3,1)(2,1)] gLLAQadcdfefjarxxfk SFS[D(3,1)(2,1)] gLLAQadcdeffnaoxjaj SFS[D(2,1)(2,1)] gLLAQadcdeffjasqwhf SFS[D(2,1)(2,1)] gLLAQadcdfefjarxhfw SFS[D(3,1)(2,1)] gLLAQadcdfefjanxhfw SFS[D(3,1)(2,1)] gLLAQadcdeffjasqkxf SFS[D(2,1)(2,1)] gLLAQadcdeffnaoxsas SFS[D(2,1)(2,1)] gLLAQadcdeffjevhspb reducible gLLAQadcdeffjevhjtb reducible gLLAQadcdfefbavqakr SFS[D(3,1)(3,1)] gLLAQadcdfefbavqakk SFS[D(3,1)(3,2)] gLLAQadcdfefbavqark SFS[D(3,1)(3,1)] gLLAQadcdeffbavqshr SFS[D(3,1)(2,1)] gLLAQadcdeffbavqshk SFS[D(3,1)(2,1)] gLLAQadcdeffbavqjaj SFS[D(2,1)(2,1)] gLLAQadcdeffbavqsqj SFS[D(2,1)(2,1)] gLLAQadcdeffbavqjxr SFS[D(3,1)(2,1)] gLLAQadcdeffbavqjxk SFS[D(3,1)(2,1)] gLLAQadcdeffbavqjqs SFS[D(2,1)(2,1)] gLLAQadcdeffbhragdb reducible gLLAQadcdeffbhvdgaw reducible gLLAQadcdeffbaoeghr reducible gLLAQadcdeffbaoegaw reducible gLLAQadcdeffbarhgdb reducible gLLAQadcdeffbaoewab reducible gLLAQadcdeffbiopgds SFS[D(2,1)(2,1)] gLLAQadcdeffbiopgmj SFS[D(2,1)(2,1)] gLLAQadcdeffbivugds SFS[D(2,1)(2,1)] gLLAQadcdeffbivugmj SFS[D(2,1)(2,1)] gLLAQadcdfefbuvuekw SFS[D(7,2)(2,1)] gLLAQadcdfefbuvuekj toroidal gLLAQadcdfefbuvuerw SFS[D(5,1)(2,1)] gLLAQadcdeffbpwdvpv reducible gLLAQadcdeffbuvuwtw SFS[D(7,3)(2,1)] gLLAQadcdeffbuvuwtj toroidal gLLAQadcdeffbuvustw SFS[D(8,3)(2,1)] gLLAQadcdeffbuvustj toroidal gLLAQadcdeffbuvuspr toroidal gLLAQadcdeffbuvuwpr toroidal gLLAQadcdeffbuvuspn toroidal gLLAQadcdeffbprmvpv reducible gLLAQadcdeffbuvujtr SFS[D(8,3)(2,1)] gLLAQadcdeffbuvuktr toroidal gLLAQadcdeffbiwlgac SFS[D(2,1)(2,1)] gLLAQadcdeffbuvujtn SFS[D(7,3)(2,1)] gLLAQadcdeffbuvuktn toroidal gLLAQadcdeffbuvukpw SFS[D(3,1)(2,1)] gLLAQadcdeffbuvukpj toroidal gLLAQadcdeffbuvujpw reducible gLLAQadcdeffbuvujpj SFS[D(3,1)(2,1)] gLLAQadcdeffbirugac SFS[D(2,1)(2,1)] gLLAQadcdeffbuvujej SFS[D(7,2)(2,1)] gLLAQadcdeffbuvukej toroidal gLLAQadcdeffbuvujek SFS[D(5,1)(2,1)] gLLAQadcdfefbpvpxkk SFS[D(2,1)(2,1)] gLLAQadcdeffbpvpvqk reducible gLLAQadcdeffbpvpwqk SFS[D(3,1)(2,1)] gLLAQadcdeffbpvpsqk SFS[D(3,1)(2,1)] gLLAQadcdeffbpvpsas SFS[D(3,1)(3,2)] gLLAQadcdeffbpvpwas SFS[D(3,1)(3,1)] gLLAQadcdeffbpvpsaw SFS[D(3,1)(3,1)] gLLAQadcdeffbpvpkqv reducible gLLAQadcdeffbpvpkqs SFS[D(3,1)(2,1)] gLLAQadcdeffbpvpkqw SFS[D(3,1)(2,1)] gLLAQadcdeffbpvpkak SFS[D(2,1)(2,1)] gLLAQadcdeffbpvpkxk SFS[D(2,1)(2,1)] gLLAQadcdfefbavamkr SFS[D(2,1)(2,1)] gLLAQadcdeffbavavdr reducible gLLAQadcdeffbavawdr SFS[D(3,1)(2,1)] gLLAQadcdeffbavasdr SFS[D(3,1)(2,1)] gLLAQadcdeffbavasun SFS[D(3,1)(3,2)] gLLAQadcdeffbavawun SFS[D(3,1)(3,1)] gLLAQadcdeffbavasuj SFS[D(3,1)(3,1)] gLLAQadcdeffbarevab reducible gLLAQadcdeffbavakdn SFS[D(3,1)(2,1)] gLLAQadcdeffbavakdj SFS[D(3,1)(2,1)] gLLAQadcdeffbavakur SFS[D(2,1)(2,1)] gLLAQadcdeffbavakmw SFS[D(2,1)(2,1)] gLLAQadcdeffbhoigaw reducible gLLAQadcdeffbpoavqk reducible gLLAQadcdeffbpwdvuv reducible gLLAQadcdeffbaouvdr reducible gLLAQadcdfefbhwqqrg SFS[D(2,1)(2,1)] gLLAQadcdeffbhwqwxg SFS[D(2,1)(2,1)] gLLAQadcdeffbhwqgxw SFS[D(2,1)(2,1)] gLLAQadcdeffbhrxgxw SFS[D(2,1)(2,1)] gLLAQadcdfefbawqakr toroidal gLLAQadcdfefbawqakk toroidal gLLAQadcdfefbawqarr toroidal gLLAQadcdfefbawqark toroidal gLLAQadcdeffbarxkqv SFS[D(2,1)(2,1)] gLLAQadcdeffjarxkqv toroidal gLLAQadcdeffnarxkqv SFS[D(7,3)(2,1)] gLLAQadcdeffjanxkqv toroidal gLLAQadcdeffnanxkqv SFS[D(8,3)(2,1)] gLLAQadcdeffjanxwqg toroidal gLLAQadcdeffnanxwqg SFS[D(8,3)(2,1)] gLLAQadcdeffbarxwqg SFS[D(2,1)(2,1)] gLLAQadcdeffjarxwqg toroidal gLLAQadcdeffnarxwqg SFS[D(7,3)(2,1)] gLLAQadcdeffbarxvqk SFS[D(2,1)(2,1)] gLLAQadcdeffbawqwhr SFS[D(8,3)(2,1)] gLLAQadcdeffbawqwhk SFS[D(7,3)(2,1)] gLLAQadcdeffbawqshr toroidal gLLAQadcdeffbawqshk toroidal gLLAQadcdeffbawqwas SFS[D(3,1)(2,1)] gLLAQadcdeffbawqwaw reducible gLLAQadcdeffbawqsas toroidal gLLAQadcdeffbawqsaw SFS[D(3,1)(2,1)] gLLAQadcdeffbawqvqk SFS[D(2,1)(2,1)] gLLAQadcdeffbawqwqg SFS[D(2,1)(2,1)] gLLAQadcdeffbawqwqj SFS[D(7,2)(2,1)] gLLAQadcdeffbawqwqk SFS[D(5,1)(2,1)] gLLAQadcdeffbawqsqj toroidal gLLAQadcdeffbawqsqk SFS[D(7,2)(2,1)] gLLAQadcdeffbarxgqw SFS[D(2,1)(2,1)] gLLAQadcdeffbawqkxr SFS[D(7,3)(2,1)] gLLAQadcdeffbawqkxk SFS[D(8,3)(2,1)] gLLAQadcdeffbawqjxr toroidal gLLAQadcdeffbawqjxk toroidal gLLAQadcdeffbawqgqw SFS[D(2,1)(2,1)] gLLAQadcdeffbawqkqv SFS[D(2,1)(2,1)] gLLAQadcdeffbawqkqs SFS[D(7,2)(2,1)] gLLAQadcdeffbawqkqw SFS[D(5,1)(2,1)] gLLAQadcdeffbawqjqs toroidal gLLAQadcdeffbawqjqw SFS[D(7,2)(2,1)] gLLAQadcdeffbawqkaj SFS[D(3,1)(2,1)] gLLAQadcdeffbawqkak reducible gLLAQadcdeffbawqjaj toroidal gLLAQadcdeffbawqjak SFS[D(3,1)(2,1)] gLLAQadcdeffbawlslc SFS[D(2,1)(2,1)] gLLAQadcdeffbaruslc SFS[D(2,1)(2,1)] gLLAQadcdeffbiwlgmc SFS[D(2,1)(2,1)] gLLAQadcdeffberijhf SFS[D(2,1)(2,1)] gLLAQadcdeffbewpjhf SFS[D(2,1)(2,1)] gLLAQadcdfefbasqakr SFS[D(3,1)(3,1)] gLLAQadcdfefbasqakk SFS[D(3,1)(3,2)] gLLAQadcdfefbasqarr SFS[D(3,1)(3,2)] gLLAQadcdfefbasqark SFS[D(3,1)(3,1)] gLLAQadcdeffjarxjqv SFS[D(3,1)(2,1)] gLLAQadcdeffjanxjqv SFS[D(3,1)(2,1)] gLLAQadcdeffjanxsqg SFS[D(3,1)(2,1)] gLLAQadcdeffjarxsqg SFS[D(3,1)(2,1)] gLLAQadcdeffbasqshr SFS[D(3,1)(2,1)] gLLAQadcdeffbasqshk SFS[D(3,1)(2,1)] gLLAQadcdeffbasqsas SFS[D(2,1)(2,1)] gLLAQadcdeffbasqsqj SFS[D(2,1)(2,1)] gLLAQadcdeffbasqjxr SFS[D(3,1)(2,1)] gLLAQadcdeffbasqjxk SFS[D(3,1)(2,1)] gLLAQadcdeffbasqjqs SFS[D(2,1)(2,1)] gLLAQadcdeffbasqjaj SFS[D(2,1)(2,1)] gLLAQadcdfffnawqxhq toroidal gLLAQadcdfffnawqalt toroidal gLLAQadcdfffnawqaed toroidal gLLAQadcdfffnawqded SFS[A(5,1)] gLLAQadcdfffnawqeed SFS[A(5,1)] gLLAQadcdfffnawqhqx toroidal gLLAQadcdfffnawqlta SFS[A(5,1)] gLLAQadcdfffnawqima reducible gLLAQadcdfffnawqimi reducible gLLAQadcdfffnawqimm reducible gLLAQadcdfffjarxhqx toroidal gLLAQadcdfffjarxlta toroidal gLLAQadcdfffjarxima reducible gLLAQadcdfffjarximi reducible gLLAQadcdfffjarximm reducible gLLAQadcdfffjarxalt toroidal gLLAQadcdfffjarxaed toroidal gLLAQadcdfffjarxeed toroidal gLLAQadcdfffjarxded toroidal gLLAQadcdfffjarxxhq toroidal gLLAQadcdfffjarxtal toroidal gLLAQadcdfffjarxuap reducible gLLAQadcdfffjarxuup reducible gLLAQadcdfffjarxupp reducible gLLAQaddcfffnaanlta reducible gLLAQaddcfffnaanima reducible gLLAQaddcfffnaanimi reducible gLLAQaddcfffnaanalt reducible gLLAQaddcfffnaanaed reducible gLLAQaddcfffnaanded reducible gLLAQaddcfffnaanhqx reducible gLLAQaddcfffnaantal reducible gLLAQaddcfffnaanuap reducible gLLAQaddcfffnaanupp reducible gLLAQaeecfffjaanhqx toroidal gLLAQaeecfffjaanpua toroidal gLLAQaeecfffjaandea toroidal gLLAQaeecfffjaanead toroidal gLLAQaeecfffjaanade toroidal gLLAQaeecfffjaanxhq toroidal gLLAQaeecfffjaanpup toroidal gLLAQaeecfffjaanltl reducible gLLAQaeecfffjaanmai reducible gLLAQaeecfffjaanatl reducible gLLAQaeecfffjaajpuu toroidal gLLAQaeecfffjaajmii reducible gLLAQaeecfffjaajmai reducible gLLAQaeecfffjaajpua toroidal gLLAQaeecfffjaajdea toroidal gLLAQaeecfffjaajade toroidal gLLAQaeecfffjaajhqx toroidal gLLAQaeecfffjaajpup toroidal gLLAQaeecfffjaajltl reducible gLLAQaeecfffjaajatl reducible gLLAQaddcfffjaanxhq toroidal gLLAQaddcfffjaanlta SFS[A(3,1)] gLLAQaddcfffjaanima reducible gLLAQaddcfffjaanimm reducible gLLAQaddcfffjaanimi reducible gLLAQaddcfffjaanalt toroidal gLLAQaddcfffjaanaed toroidal gLLAQaddcfffjaanded SFS[A(3,1)] gLLAQaddcfffjaaneed SFS[A(3,1)] gLLAQaddcfffjaanhqx toroidal gLLAQaddcfffjaantal SFS[A(3,1)] gLLAQaddcfffjaanuap reducible gLLAQaddcfffjaanupp reducible gLLAQaddcfffjaanuup reducible gLLAQaddcfffjaajlta toroidal gLLAQaddcfffjaajima reducible gLLAQaddcfffjaajimi reducible gLLAQaddcfffjaajalt toroidal gLLAQaddcfffjaajaed toroidal gLLAQaddcfffjaajded toroidal gLLAQaddcfffjaajhqx toroidal gLLAQaddcfffjaajtal toroidal gLLAQaddcfffjaajuap reducible gLLAQaddcfffjaajupp reducible gLLAQadcdfffnarxxhq toroidal gLLAQadcdfffnarxlta SFS[A(7,3)] gLLAQadcdfffnarxima reducible gLLAQadcdfffnarximm reducible gLLAQadcdfffnarximi reducible gLLAQadcdfffnarxalt toroidal gLLAQadcdfffnarxaed toroidal gLLAQadcdfffnarxded SFS[A(7,3)] gLLAQadcdfffnarxeed SFS[A(7,3)] gLLAQadcdfffnarxhqx toroidal gLLAQadcdfffnarxtal SFS[A(7,3)] gLLAQadcdfffnarxuap reducible gLLAQadcdfffnarxupp reducible gLLAQadcdfffnarxuup reducible gLLAQadcdfffjanxxhq toroidal gLLAQadcdfffjanxtal toroidal gLLAQadcdfffjanxuap reducible gLLAQadcdfffjanxuup reducible gLLAQadcdfffjanxupp reducible gLLAQadcdfffjanxalt toroidal gLLAQadcdfffjanxaed toroidal gLLAQadcdfffjanxded toroidal gLLAQadcdfffjanxeed toroidal gLLAQadcdfffjanxhqx toroidal gLLAQadcdfffjanxlta toroidal gLLAQadcdfffjanxima reducible gLLAQadcdfffjanximi reducible gLLAQadcdfffjanximm reducible gLLAQadcdfffnanxxhq toroidal gLLAQadcdfffnanxtal SFS[A(8,3)] gLLAQadcdfffnanxuap reducible gLLAQadcdfffnanxuup reducible gLLAQadcdfffnanxupp reducible gLLAQadcdfffnanxalt toroidal gLLAQadcdfffnanxaed toroidal gLLAQadcdfffnanxded SFS[A(8,3)] gLLAQadcdfffnanxeed SFS[A(8,3)] gLLAQadcdfffnanxhqx toroidal gLLAQadcdfffnanxlta SFS[A(8,3)] gLLAQadcdfffnanxima reducible gLLAQadcdfffnanximi reducible gLLAQadcdfffnanximm reducible gLLAQadcdfffjawqxhq toroidal gLLAQadcdfffjawqlta SFS[A(7,2)] gLLAQadcdfffjawqima reducible gLLAQadcdfffjawqimm reducible gLLAQadcdfffjawqimi reducible gLLAQadcdfffjawqalt toroidal gLLAQadcdfffjawqaed toroidal gLLAQadcdfffjawqded SFS[A(7,2)] gLLAQadcdfffjawqeed SFS[A(7,2)] gLLAQadcdfffjawqhqx toroidal gLLAQadcdfffjawqtal SFS[A(7,2)] gLLAQadcdfffjawquap reducible gLLAQadcdfffjawqupp reducible gLLAQadcdfffjawquup reducible gLLAQadcdfffjasqxhq toroidal gLLAQadcdfffjasqalt toroidal gLLAQadcdfffjasqaed toroidal gLLAQadcdfffjasqded toroidal gLLAQadcdfffjasqeed toroidal gLLAQadcdfffjasqhqx toroidal gLLAQadcdfffjasqlta toroidal gLLAQadcdfffjasqima reducible gLLAQadcdfffjasqimi reducible gLLAQadcdfffjasqimm reducible gLLAQaeecfffbaajxhq reducible gLLAQaeecfffbaajpup reducible gLLAQaeecfffbaajltl reducible gLLAQaeecfffbaajttl reducible gLLAQaeecfffbaajatl reducible gLLAQaeecfffbaajpua reducible gLLAQaeecfffbaajdea reducible gLLAQaeecfffbaajade reducible gLLAQaeecfffbaajead reducible gLLAQaeecfffbaajhqx reducible gLLAQaeecfffbaajpuu reducible gLLAQaeecfffbaajmii reducible gLLAQaeecfffbaajmmi reducible gLLAQaeecfffbaajmai reducible gLLAQaeecfffbdtjdel toroidal gLLAQaeecfffbdtjadx toroidal gLLAQaeecfffbdtjeap toroidal gLLAQaeecfffbpljdet reducible gLLAQaeecfffbpljadm reducible gLLAQaeecfffbpljeah reducible gLLAQaeecfffbdejded toroidal gLLAQaeecfffbdejada SFS[A(3,1)] gLLAQaeecfffbdejeae SFS[A(3,1)] gLLAQaeecfffbahjdeh reducible gLLAQaeecfffbahjadt reducible gLLAQaeecfffbahjeam reducible gLLAQaeecfffbpujhhu reducible gLLAQaeecfffbpujaqq reducible gLLAQaeecfffbpujxai reducible gLLAQaeecfffbpujama reducible gLLAQaeecfffbpujaia reducible gLLAQaeecfffbpujtaa reducible gLLAQaeecfffbpujlaa reducible gLLAQaeecfffbpujddd reducible gLLAQaeecfffbpujeee reducible gLLAQaeecfffbpujphp reducible gLLAQaeecfffbpujpep reducible gLLAQaeecfffbpujhup reducible gLLAQaeecfffbpujhhp reducible gLLAQaeecfffbpujhep reducible gLLAQaeecfffbpujdup reducible gLLAQaeecfffbpujdhp reducible gLLAQaeecfffbpujdep reducible gLLAQaeecfffbpujlql reducible gLLAQaeecfffbpujltl reducible gLLAQaeecfffbpujldl reducible gLLAQaeecfffbpujtql reducible gLLAQaeecfffbpujttl reducible gLLAQaeecfffbpujtdl reducible gLLAQaeecfffbpujaql reducible gLLAQaeecfffbpujatl reducible gLLAQaeecfffbpujadl reducible gLLAQaeecfffbpujxix reducible gLLAQaeecfffbpujxmx reducible gLLAQaeecfffbpujxax reducible gLLAQaeecfffbpujmix reducible gLLAQaeecfffbpujmmx reducible gLLAQaeecfffbpujmax reducible gLLAQaeecfffbpujeix reducible gLLAQaeecfffbpujemx reducible gLLAQaeecfffbpujeax reducible gLLAQaeecfffbpujamp reducible gLLAQaeecfffbpujaip reducible gLLAQaeecfffbpujtap reducible gLLAQaeecfffbpujlap reducible gLLAQaeecfffbpujddx reducible gLLAQaeecfffbpujeel reducible gLLAQaeecfffbpujhha reducible gLLAQaeecfffbpujaqe reducible gLLAQaeecfffbpujxad reducible gLLAQaeecfffbpujamu reducible gLLAQaeecfffbpujaiu reducible gLLAQaeecfffbpujtau reducible gLLAQaeecfffbpujlau reducible gLLAQaeecfffbpujddi reducible gLLAQaeecfffbpujeeq reducible gLLAQaddcfffnadbxax reducible gLLAQaddcfffnadbaam reducible gLLAQaddcfffnadbaai reducible gLLAQaddcfffnadbapa reducible gLLAQaddcfffnadbaua reducible gLLAQaddcfffnadbhha reducible gLLAQaddcfffnetbqpm reducible gLLAQaddcfffjambuxt reducible gLLAQaddcfffjlxbtal reducible gLLAQaddcfffjadbhha reducible gLLAQaddcfffjadbapa reducible gLLAQaddcfffjadbaua reducible gLLAQaddcfffjadbaam reducible gLLAQaddcfffjadbaai reducible gLLAQaddcfffjadbxax reducible gLLAQaddcfffjetbqpm reducible gLLAQaddcfffnambuxt reducible gLLAQaddcfffnlxbtal reducible gLLAQaddcfffbamnuxt SFS[D(3,1)(2,1)] gLLAQaddcfffblxntal SFS[A(3,1)] gLLAQaddcfffbadnhha reducible gLLAQaddcfffbadnaua reducible gLLAQaddcfffbadnapa reducible gLLAQaddcfffbadnaai reducible gLLAQaddcfffbadnaam reducible gLLAQaddcfffbadnxax reducible gLLAQaddcfffbetnqpm SFS[D(3,1)(2,1)] gLLAQaddcfffbaqnuiq SFS[A(3,1)] gLLAQaddcfffbaenhha reducible gLLAQaddcfffbaenaua reducible gLLAQaddcfffbaenapa reducible gLLAQaddcfffbaenaai reducible gLLAQaddcfffbaenaam reducible gLLAQaddcfffbaenxax reducible gLLAQaddcfffbeandae toroidal gLLAQaddcfffbeaneae SFS[A(3,1)] gLLAQaddcfffbeanaae SFS[A(3,1)] gLLAQaddcfffbuanptt toroidal gLLAQaddcfffbuanepe reducible gLLAQaddcfffbuaniip reducible gLLAQaddcfffbuanpap reducible gLLAQaddcfffbuanpup reducible gLLAQaddcfffbuanppl reducible gLLAQaddcfffbuanppx reducible gLLAQaddcfffbuanmpp toroidal gLLAQaddcfffbuanqpp toroidal gLLAQaddcfffbpunaqq SFS[D(3,1)(2,1)] gLLAQaddcfffbpunxax reducible gLLAQaddcfffbpunhha SFS[D(3,1)(2,1)] gLLAQaddcfffbpunaua reducible gLLAQaddcfffbpunapa reducible gLLAQaddcfffbpunaai SFS[D(3,1)(3,2)] gLLAQaddcfffbpunaam SFS[D(3,1)(3,1)] gLLAQaddcfffbpuneaa SFS[D(3,1)(3,2)] gLLAQaddcfffbpundaa SFS[D(3,1)(3,1)] gLLAQaddcfffbapnudd SFS[D(3,1)(2,1)] gLLAQaddcfffbapnmum reducible gLLAQaddcfffbapnllu SFS[D(3,1)(2,1)] gLLAQaddcfffbapnupu reducible gLLAQaddcfffbapnuau reducible gLLAQaddcfffbapnuuh SFS[D(3,1)(3,2)] gLLAQaddcfffbapnuue SFS[D(3,1)(3,1)] gLLAQaddcfffbapnxuu SFS[D(3,1)(3,2)] gLLAQaddcfffbapntuu SFS[D(3,1)(3,1)] gLLAQaddcfffbhaneuh reducible gLLAQaddcfffbhaneuu reducible gLLAQaddcfffbhaneue reducible gLLAQaddcfffbaanxhq toroidal gLLAQaddcfffbaanlta SFS[A(3,1)] gLLAQaddcfffbaanima reducible gLLAQaddcfffbaanimm reducible gLLAQaddcfffbaanimi reducible gLLAQaddcfffbaanalt toroidal gLLAQaddcfffbaanaed toroidal gLLAQaddcfffbaanded SFS[A(3,1)] gLLAQaddcfffbaaneed SFS[A(3,1)] gLLAQaddcfffbaanhqx toroidal gLLAQaddcfffbaantal SFS[A(3,1)] gLLAQaddcfffbaanuap reducible gLLAQaddcfffbaanupp reducible gLLAQaddcfffbaanuup reducible gLLAQaddcfffbmantal SFS[A(3,1)] gLLAQaddcfffbiantal toroidal gLLAQaddcfffbamjuxt SFS[D(3,1)(2,1)] gLLAQaddcfffblxjtal SFS[A(3,1)] gLLAQaddcfffbadjhha reducible gLLAQaddcfffbadjaua reducible gLLAQaddcfffbadjapa reducible gLLAQaddcfffbadjaai reducible gLLAQaddcfffbadjaam reducible gLLAQaddcfffbadjxax reducible gLLAQaddcfffbetjqpm SFS[D(3,1)(2,1)] gLLAQaddcfffbaqjuiq SFS[A(3,1)] gLLAQaddcfffbaejhha reducible gLLAQaddcfffbaejaua reducible gLLAQaddcfffbaejapa reducible gLLAQaddcfffbaejaai reducible gLLAQaddcfffbaejaam reducible gLLAQaddcfffbaejxax reducible gLLAQaddcfffbeajdae toroidal gLLAQaddcfffbeajeae SFS[A(3,1)] gLLAQaddcfffbeajaae SFS[A(3,1)] gLLAQaddcfffbuajptt toroidal gLLAQaddcfffbuajepe reducible gLLAQaddcfffbuajiip reducible gLLAQaddcfffbuajpap reducible gLLAQaddcfffbuajpup reducible gLLAQaddcfffbuajppl reducible gLLAQaddcfffbuajppx reducible gLLAQaddcfffbuajmpp toroidal gLLAQaddcfffbuajqpp toroidal gLLAQaddcfffbpujaqq SFS[D(3,1)(2,1)] gLLAQaddcfffbpujxax reducible gLLAQaddcfffbpujhha SFS[D(3,1)(2,1)] gLLAQaddcfffbpujaua reducible gLLAQaddcfffbpujapa reducible gLLAQaddcfffbpujaai SFS[D(3,1)(3,1)] gLLAQaddcfffbpujaam SFS[D(3,1)(3,2)] gLLAQaddcfffbpujeaa SFS[D(3,1)(3,1)] gLLAQaddcfffbpujdaa SFS[D(3,1)(3,2)] gLLAQaddcfffbapjudd SFS[D(3,1)(2,1)] gLLAQaddcfffbapjmum reducible gLLAQaddcfffbapjllu SFS[D(3,1)(2,1)] gLLAQaddcfffbapjupu reducible gLLAQaddcfffbapjuau reducible gLLAQaddcfffbapjuuh SFS[D(3,1)(3,1)] gLLAQaddcfffbapjuue SFS[D(3,1)(3,2)] gLLAQaddcfffbapjxuu SFS[D(3,1)(3,1)] gLLAQaddcfffbapjtuu SFS[D(3,1)(3,2)] gLLAQaddcfffbhajeuh reducible gLLAQaddcfffbhajeuu reducible gLLAQaddcfffbhajeue reducible gLLAQaddcfffbaajxhq toroidal gLLAQaddcfffbaajlta SFS[A(3,1)] gLLAQaddcfffbaajima reducible gLLAQaddcfffbaajimm reducible gLLAQaddcfffbaajimi reducible gLLAQaddcfffbaajalt toroidal gLLAQaddcfffbaajaed toroidal gLLAQaddcfffbaajded SFS[A(3,1)] gLLAQaddcfffbaajeed SFS[A(3,1)] gLLAQaddcfffbaajhqx toroidal gLLAQaddcfffbaajtal SFS[A(3,1)] gLLAQaddcfffbaajuap reducible gLLAQaddcfffbaajupp reducible gLLAQaddcfffbaajuup reducible gLLAQaddcfffbmajtal SFS[A(3,1)] gLLAQaddcfffbiajtal toroidal gLLAQadcdfffbaolxhq SFS[D(2,1)(2,1)] gLLAQadcdfffbaolalt SFS[A(2,1)] gLLAQadcdfffbaolaed SFS[A(2,1)] gLLAQadcdfffbaolded T2xI gLLAQadcdfffbaoleed T2xI gLLAQadcdfffbaolhqx SFS[D(2,1)(2,1)] gLLAQadcdfffbaollta T2xI gLLAQadcdfffbmoltal T2xI gLLAQadcdfffbioltal SFS[A(2,1)] gLLAQadcdfffbhoitdq toroidal gLLAQadcdfffbhoitdd SFS[D(2,1)(2,1)] gLLAQadcdfffbhoitdt SFS[D(2,1)(2,1)] gLLAQadcdfffbeopitu m004(0,0) gLLAQadcdfffbeopdph SFS[A(2,1)] gLLAQadcdfffbeopduu SFS[A(2,1)] gLLAQadcdfffbeopddt reducible gLLAQadcdfffbeopddq reducible gLLAQadcdfffbeopdiq SFS[D(3,1)(3,2)] gLLAQadcdfffbeopdxq SFS[D(3,1)(3,1)] gLLAQadcdfffbeopdit SFS[D(3,1)(3,1)] gLLAQadcdfffbeopadd SFS[A(3,1)] gLLAQadcdfffbeopedd SFS[A(3,1)] gLLAQadcdfffbeophil toroidal gLLAQadcdfffbeoplxp toroidal gLLAQadcdfffbeoplxx SFS[D(3,1)(2,1)] gLLAQadcdfffbeopldl reducible gLLAQadcdfffbeoplxl SFS[D(3,1)(2,1)] gLLAQadcdfffbeoplil SFS[D(3,1)(2,1)] gLLAQadcdfffbeopiil SFS[D(3,1)(2,1)] gLLAQadcdfffbeopqux m004(0,0) gLLAQadcdfffbxoatal T2xI gLLAQadcdfffbmouqui T2xI gLLAQadcdfffbuopite toroidal gLLAQadcdfffbuopdph toroidal gLLAQadcdfffbuopapu toroidal gLLAQadcdfffbuopauu SFS[A(2,1)] gLLAQadcdfffbuopaau SFS[A(2,1)] gLLAQadcdfffbuopeit toroidal gLLAQadcdfffbuophdp SFS[A(2,1)] gLLAQadcdfffbuoplxp reducible gLLAQadcdfffbuoplxx reducible gLLAQadcdfffbuoplxl reducible gLLAQadcdfffbpoahqx SFS[D(2,1)(2,1)] gLLAQadcdfffbpoatal SFS[A(2,1)] gLLAQadcdfffbpoauap SFS[A(2,1)] gLLAQadcdfffbpoaupp T2xI gLLAQadcdfffbpoauup T2xI gLLAQadcdfffbpoaxhq SFS[D(2,1)(2,1)] gLLAQadcdfffbpoaalt T2xI gLLAQadcdfffbaouldm SFS[D(2,1)(2,1)] gLLAQadcdfffbaouqui SFS[A(2,1)] gLLAQadcdfffbaoupua SFS[A(2,1)] gLLAQadcdfffbaoupaa T2xI gLLAQadcdfffbaouppa T2xI gLLAQadcdfffbaoumld SFS[D(2,1)(2,1)] gLLAQadcdfffbaouiqu T2xI gLLAQadcdfffbhophmh reducible gLLAQadcdfffbhophth reducible gLLAQadcdfffbhophhe SFS[A(3,1)] gLLAQadcdfffbhophhu SFS[A(3,1)] gLLAQadcdfffbhopith SFS[D(3,1)(3,1)] gLLAQadcdfffbhoplmh SFS[D(3,1)(3,1)] gLLAQadcdfffbhopimh SFS[D(3,1)(3,2)] gLLAQadcdfffbhopdph SFS[A(2,1)] gLLAQadcdfffbhopaah SFS[A(2,1)] gLLAQadcdfffbhopait m004(0,0) gLLAQadcdfffbhophxx reducible gLLAQadcdfffbhoplxp toroidal gLLAQadcdfffbhoplxx SFS[D(3,1)(2,1)] gLLAQadcdfffbhoplxl SFS[D(3,1)(2,1)] gLLAQadcdfffbhopidx toroidal gLLAQadcdfffbhopixx SFS[D(3,1)(2,1)] gLLAQadcdfffbhopiix SFS[D(3,1)(2,1)] gLLAQadcdfffbhopmal m004(0,0) gLLAQadcdfffbloatal T2xI gLLAQadcdfffbiouqui T2xI gLLAQadcdfffbarhuiq SFS[A(2,1)] gLLAQadcdfffbarxxhq toroidal gLLAQadcdfffbarxlta SFS[A(2,1)] gLLAQadcdfffbarxima reducible gLLAQadcdfffbarximm reducible gLLAQadcdfffbarximi reducible gLLAQadcdfffbarxalt toroidal gLLAQadcdfffbarxaed toroidal gLLAQadcdfffbarxded SFS[A(2,1)] gLLAQadcdfffbarxeed SFS[A(2,1)] gLLAQadcdfffbarxhqx toroidal gLLAQadcdfffbarxtal SFS[A(2,1)] gLLAQadcdfffbarxuap reducible gLLAQadcdfffbarxupp reducible gLLAQadcdfffbarxuup reducible gLLAQadcdfffbmrxtal SFS[A(2,1)] gLLAQadcdfffbirxtal toroidal gLLAQadcdfffberxdae toroidal gLLAQadcdfffberxeae SFS[A(2,1)] gLLAQadcdfffberxaae SFS[A(2,1)] gLLAQadcdfffburxptt toroidal gLLAQadcdfffburxepe reducible gLLAQadcdfffburxiip reducible gLLAQadcdfffburxpap reducible gLLAQadcdfffburxpup reducible gLLAQadcdfffburxppl reducible gLLAQadcdfffburxppx reducible gLLAQadcdfffburxmpp toroidal gLLAQadcdfffburxqpp toroidal gLLAQadcdfffbprmaqq SFS[D(2,1)(2,1)] gLLAQadcdfffbprmxax reducible gLLAQadcdfffbprmhha SFS[D(2,1)(2,1)] gLLAQadcdfffbprmaua reducible gLLAQadcdfffbprmapa reducible gLLAQadcdfffbprmaai SFS[D(3,1)(2,1)] gLLAQadcdfffbprmaam SFS[D(3,1)(2,1)] gLLAQadcdfffbprmeaa SFS[D(3,1)(2,1)] gLLAQadcdfffbprmdaa SFS[D(3,1)(2,1)] gLLAQadcdfffbareudd SFS[D(2,1)(2,1)] gLLAQadcdfffbaremum reducible gLLAQadcdfffbarellu SFS[D(2,1)(2,1)] gLLAQadcdfffbareupu reducible gLLAQadcdfffbareuau reducible gLLAQadcdfffbareuuh SFS[D(3,1)(2,1)] gLLAQadcdfffbareuue SFS[D(3,1)(2,1)] gLLAQadcdfffbarexuu SFS[D(3,1)(2,1)] gLLAQadcdfffbaretuu SFS[D(3,1)(2,1)] gLLAQadcdfffbhrxeuh reducible gLLAQadcdfffbhrxeuu reducible gLLAQadcdfffbhrxeue reducible gLLAQadcdfffbarlhha reducible gLLAQadcdfffbarlaua reducible gLLAQadcdfffbarlapa reducible gLLAQadcdfffbarlaai reducible gLLAQadcdfffbarlaam reducible gLLAQadcdfffbarlxax reducible gLLAQadcdfffberiqpm SFS[D(2,1)(2,1)] gLLAQadcdfffbaruuxt SFS[D(2,1)(2,1)] gLLAQadcdfffblratal SFS[A(2,1)] gLLAQadcdfffbarphha reducible gLLAQadcdfffbarpaua reducible gLLAQadcdfffbarpapa reducible gLLAQadcdfffbarpaai reducible gLLAQadcdfffbarpaam reducible gLLAQadcdfffbarpxax reducible gLLAQadcdfffbanhuiq T2xI gLLAQadcdfffbanxxhq SFS[D(2,1)(2,1)] gLLAQadcdfffbanxlta T2xI gLLAQadcdfffbanxalt SFS[A(2,1)] gLLAQadcdfffbanxaed SFS[A(2,1)] gLLAQadcdfffbanxded T2xI gLLAQadcdfffbanxeed T2xI gLLAQadcdfffbanxhqx SFS[D(2,1)(2,1)] gLLAQadcdfffbanxtal T2xI gLLAQadcdfffbmnxtal T2xI gLLAQadcdfffbinxtal SFS[A(2,1)] gLLAQadcdfffbenxdae SFS[A(2,1)] gLLAQadcdfffbenxeae T2xI gLLAQadcdfffbenxaae T2xI gLLAQadcdfffbunxptt SFS[D(2,1)(2,1)] gLLAQadcdfffbunxepe SFS[D(2,1)(2,1)] gLLAQadcdfffbunxiip reducible gLLAQadcdfffbunxpap SFS[D(3,1)(2,1)] gLLAQadcdfffbunxpup SFS[D(3,1)(2,1)] gLLAQadcdfffbunxppl reducible gLLAQadcdfffbunxppx reducible gLLAQadcdfffbunxmpp SFS[D(3,1)(2,1)] gLLAQadcdfffbunxqpp SFS[D(3,1)(2,1)] gLLAQadcdfffbanlhha reducible gLLAQadcdfffbanlaua reducible gLLAQadcdfffbanlapa reducible gLLAQadcdfffbanlaai reducible gLLAQadcdfffbanlaam reducible gLLAQadcdfffbanlxax reducible gLLAQadcdfffblnatal T2xI gLLAQadcdfffbanphha reducible gLLAQadcdfffbanpaua reducible gLLAQadcdfffbanpapa reducible gLLAQadcdfffbanpaai reducible gLLAQadcdfffbanpaam reducible gLLAQadcdfffbanpxax reducible gLLAQaecefffbdolpud reducible gLLAQaecefffbdolhhd reducible gLLAQaecefffbdolamd reducible gLLAQaecefffbdolaid reducible gLLAQaecefffbdollid reducible gLLAQaecefffbdoltid reducible gLLAQaecefffbdollmd reducible gLLAQaecefffbdoldde reducible gLLAQaecefffbdoleea reducible gLLAQaecefffbdoldet reducible gLLAQaecefffbdoldeq reducible gLLAQaecefffbdolaqm reducible gLLAQaecefffbqolpud SFS[A(3,1)] gLLAQaecefffbivmpuh SFS[A(3,1)] gLLAQaecefffbiotpuh SFS[A(3,1)] gLLAQaecefffblvppup SFS[A(3,1)] gLLAQaecefffbaotpuh reducible gLLAQaecefffbaotamh reducible gLLAQaecefffbaotaih reducible gLLAQaecefffbaotlih reducible gLLAQaecefffbaottih reducible gLLAQaecefffbaotlmh reducible gLLAQaecefffbaotdel reducible gLLAQaecefffbaotdei reducible gLLAQaecefffbaotaqx reducible gLLAQaecefffbqvqpud SFS[A(3,1)] gLLAQaecefffbloapup SFS[A(3,1)] gLLAQaecefffbivuxax SFS[D(3,1)(2,1)] gLLAQaecefffbivuaia SFS[D(3,1)(3,2)] gLLAQaecefffbivuama SFS[D(3,1)(3,1)] gLLAQaecefffbivulaa SFS[D(3,1)(3,1)] gLLAQaecefffbivutaa SFS[D(3,1)(3,2)] gLLAQaecefffbivueee reducible gLLAQaecefffbivuddd reducible gLLAQaecefffbivuhha reducible gLLAQaecefffbivuaqq SFS[D(3,1)(2,1)] gLLAQaecefffbiopxax SFS[D(3,1)(2,1)] gLLAQaecefffbiopama SFS[D(3,1)(3,1)] gLLAQaecefffbiopaia SFS[D(3,1)(3,2)] gLLAQaecefffbioptaa SFS[D(3,1)(3,2)] gLLAQaecefffbioplaa SFS[D(3,1)(3,1)] gLLAQaecefffbiopddd reducible gLLAQaecefffbiopeee reducible gLLAQaecefffbiophha reducible gLLAQaecefffbiopaqq SFS[D(3,1)(2,1)] gLLAQaecefffbqomaml SFS[D(3,1)(3,1)] gLLAQaecefffbqomail SFS[D(3,1)(3,2)] gLLAQaecefffbqomddp reducible gLLAQaecefffbqomeex reducible gLLAQaecefffbqomhhl reducible gLLAQaecefffbqomaqu SFS[D(3,1)(2,1)] gLLAQaecefffbdomltu reducible gLLAQaecefffbdomaqu reducible gLLAQaecefffbdomdei reducible gLLAQaecefffbdomlal reducible gLLAQaecefffbdomtal reducible gLLAQaecefffbdomail reducible gLLAQaecefffbdomlil reducible gLLAQaecefffbdomtil reducible gLLAQaecefffbdomaml reducible gLLAQaecefffbdomlml reducible gLLAQaecefffbdomtml reducible gLLAQaecefffbdomddp reducible gLLAQaecefffbdomeex reducible gLLAQaecefffbdompul reducible gLLAQaecefffbdomhhl reducible gLLAQaecefffbdommim reducible gLLAQaecefffbdomdeh reducible gLLAQaecefffbdomxam reducible gLLAQaecefffbqvhail SFS[D(3,1)(3,2)] gLLAQaecefffbqvhaml SFS[D(3,1)(3,1)] gLLAQaecefffbqvheex reducible gLLAQaecefffbqvhddp reducible gLLAQaecefffbqvhhhl reducible gLLAQaecefffbqvhaqu SFS[D(3,1)(2,1)] gLLAQadcdfffbevqdae SFS[A(2,1)] gLLAQadcdfffbevqaae T2xI gLLAQadcdfffbevqeae T2xI gLLAQadcdfffbuvqptt SFS[D(2,1)(2,1)] gLLAQadcdfffbuvqmpp SFS[D(3,1)(2,1)] gLLAQadcdfffbuvqqpp SFS[D(3,1)(2,1)] gLLAQadcdfffbuvqpap SFS[D(3,1)(2,1)] gLLAQadcdfffbuvqpup SFS[D(3,1)(2,1)] gLLAQadcdfffbuvqppx reducible gLLAQadcdfffbuvqppl reducible gLLAQadcdfffbuvqepe SFS[D(2,1)(2,1)] gLLAQadcdfffbuvqiip reducible gLLAQadcdfffbivtmai SFS[D(2,1)(2,1)] gLLAQadcdfffbavtuiq T2xI gLLAQadcdfffbavtuph SFS[D(2,1)(2,1)] gLLAQadcdfffbavtqpm reducible gLLAQadcdfffbavtilh reducible gLLAQadcdfffbxvdaqq SFS[D(2,1)(2,1)] gLLAQadcdfffbxvdeaa SFS[D(3,1)(2,1)] gLLAQadcdfffbxvddaa SFS[D(3,1)(2,1)] gLLAQadcdfffbxvdaua SFS[D(3,1)(2,1)] gLLAQadcdfffbxvdapa SFS[D(3,1)(2,1)] gLLAQadcdfffbxvdaam reducible gLLAQadcdfffbxvdaai reducible gLLAQadcdfffbxvdxax SFS[D(2,1)(2,1)] gLLAQadcdfffbxvdhha reducible gLLAQadcdfffblvdeet SFS[D(2,1)(2,1)] gLLAQadcdfffblvdtap SFS[D(3,1)(2,1)] gLLAQadcdfffblvdtax SFS[D(3,1)(2,1)] gLLAQadcdfffblvdtpl SFS[D(3,1)(2,1)] gLLAQadcdfffblvdtpp reducible gLLAQadcdfffblvdtpx SFS[D(3,1)(2,1)] gLLAQadcdfffblvdtul SFS[D(3,1)(2,1)] gLLAQadcdfffblvdtup SFS[D(3,1)(2,1)] gLLAQadcdfffblvdtux toroidal gLLAQadcdfffblvduux SFS[D(2,1)(2,1)] gLLAQadcdfffblvdxux SFS[D(2,1)(2,1)] gLLAQadcdfffblvdtmt SFS[D(3,1)(2,1)] gLLAQadcdfffblvdtht SFS[D(3,1)(2,1)] gLLAQadcdfffblvdttq SFS[D(3,1)(2,1)] gLLAQadcdfffblvdttd SFS[D(3,1)(2,1)] gLLAQadcdfffblvdxtt reducible gLLAQadcdfffblvdutt reducible gLLAQadcdfffblvditi SFS[D(2,1)(2,1)] gLLAQadcdfffbaoxxhq SFS[D(2,1)(2,1)] gLLAQadcdfffbaoxtal T2xI gLLAQadcdfffbaoxalt SFS[A(2,1)] gLLAQadcdfffbaoxaed SFS[A(2,1)] gLLAQadcdfffbaoxded T2xI gLLAQadcdfffbaoxeed T2xI gLLAQadcdfffbaoxhqx SFS[D(2,1)(2,1)] gLLAQadcdfffbaoxlta T2xI gLLAQadcdfffbmoxtal T2xI gLLAQadcdfffbioxtal SFS[A(2,1)] gLLAQadcdfffbxoedph SFS[A(2,1)] gLLAQadcdfffbloepmq toroidal gLLAQadcdfffbloeqmq SFS[D(2,1)(2,1)] gLLAQadcdfffbloemmq SFS[D(2,1)(2,1)] gLLAQadcdfffbuomheu SFS[D(2,1)(2,1)] gLLAQadcdfffbeomqlt SFS[D(2,1)(2,1)] gLLAQadcdfffbeomqui T2xI gLLAQadcdfffbeomuxt reducible gLLAQadcdfffbeomilh reducible gLLAQadcdfffbeoldae SFS[A(2,1)] gLLAQadcdfffbeoleae T2xI gLLAQadcdfffbeolaae T2xI gLLAQadcdfffbxoihha reducible gLLAQadcdfffbxoixax SFS[D(2,1)(2,1)] gLLAQadcdfffbxoiaqq SFS[D(2,1)(2,1)] gLLAQadcdfffbxoiaua SFS[D(3,1)(2,1)] gLLAQadcdfffbxoiapa SFS[D(3,1)(2,1)] gLLAQadcdfffbxoieaa SFS[D(3,1)(2,1)] gLLAQadcdfffbxoidaa SFS[D(3,1)(2,1)] gLLAQadcdfffbxoiaai reducible gLLAQadcdfffbxoiaam reducible gLLAQadcdfffbuoliip reducible gLLAQadcdfffbuolepe SFS[D(2,1)(2,1)] gLLAQadcdfffbuolptt SFS[D(2,1)(2,1)] gLLAQadcdfffbuolpap SFS[D(3,1)(2,1)] gLLAQadcdfffbuolpup SFS[D(3,1)(2,1)] gLLAQadcdfffbuolmpp SFS[D(3,1)(2,1)] gLLAQadcdfffbuolqpp SFS[D(3,1)(2,1)] gLLAQadcdfffbuolppl reducible gLLAQadcdfffbuolppx reducible gLLAQadcdfffbaohilh reducible gLLAQadcdfffbaohqpm reducible gLLAQadcdfffbaohuiq T2xI gLLAQadcdfffbaohuph SFS[D(2,1)(2,1)] gLLAQadcdfffbloiiti SFS[D(2,1)(2,1)] gLLAQadcdfffbloitpl SFS[D(3,1)(2,1)] gLLAQadcdfffbloitul SFS[D(3,1)(2,1)] gLLAQadcdfffbloitap SFS[D(3,1)(2,1)] gLLAQadcdfffbloitpp reducible gLLAQadcdfffbloitup SFS[D(3,1)(2,1)] gLLAQadcdfffbloitax SFS[D(3,1)(2,1)] gLLAQadcdfffbloitpx SFS[D(3,1)(2,1)] gLLAQadcdfffbloitux toroidal gLLAQadcdfffbloixux SFS[D(2,1)(2,1)] gLLAQadcdfffbloiuux SFS[D(2,1)(2,1)] gLLAQadcdfffbloittq SFS[D(3,1)(2,1)] gLLAQadcdfffbloittd SFS[D(3,1)(2,1)] gLLAQadcdfffbloitmt SFS[D(3,1)(2,1)] gLLAQadcdfffbloitht SFS[D(3,1)(2,1)] gLLAQadcdfffbloiutt reducible gLLAQadcdfffbloixtt reducible gLLAQadcdfffbloieet SFS[D(2,1)(2,1)] gLLAQadcdfffbiohmai SFS[D(2,1)(2,1)] gLLAQadcdfffbavihqx SFS[D(2,1)(2,1)] gLLAQadcdfffbavilta T2xI gLLAQadcdfffbavialt SFS[A(2,1)] gLLAQadcdfffbaviaed SFS[A(2,1)] gLLAQadcdfffbavieed T2xI gLLAQadcdfffbavided T2xI gLLAQadcdfffbavixhq SFS[D(2,1)(2,1)] gLLAQadcdfffbavital T2xI gLLAQadcdfffbuvhheu SFS[D(2,1)(2,1)] gLLAQadcdfffbivital SFS[A(2,1)] gLLAQadcdfffblvlpmq toroidal gLLAQadcdfffblvlmmq SFS[D(2,1)(2,1)] gLLAQadcdfffblvlqmq SFS[D(2,1)(2,1)] gLLAQadcdfffbmvital T2xI gLLAQadcdfffbevhilh reducible gLLAQadcdfffbevhuxt reducible gLLAQadcdfffbevhqlt SFS[D(2,1)(2,1)] gLLAQadcdfffbevhqui T2xI gLLAQadcdfffbxvldph SFS[A(2,1)] gLLAQaecefffbartmiq reducible gLLAQaecefffbprapup reducible gLLAQaecefffbarpxax reducible gLLAQaecefffbarpama reducible gLLAQaecefffbarpaia reducible gLLAQaecefffbarptaa reducible gLLAQaecefffbarplaa reducible gLLAQaecefffbarpaqq reducible gLLAQaecefffbprqlti reducible gLLAQadcdfffnavtilh reducible gLLAQadcdfffnlvdtal reducible gLLAQadcdfffjaoxxhq reducible gLLAQadcdfffjaoxtal reducible gLLAQadcdfffjaoxuap reducible gLLAQadcdfffjaoxuup reducible gLLAQadcdfffjaoxupp reducible gLLAQadcdfffjaoxalt reducible gLLAQadcdfffjaoxaed reducible gLLAQadcdfffjaoxded reducible gLLAQadcdfffjaoxeed reducible gLLAQadcdfffjaoxhqx reducible gLLAQadcdfffjaoxlta reducible gLLAQadcdfffjaoxima reducible gLLAQadcdfffjaoximi reducible gLLAQadcdfffjaoximm reducible gLLAQadcdfffjloepmq toroidal gLLAQadcdfffjloeqmq toroidal gLLAQadcdfffjloemmq toroidal gLLAQadcdfffjeomuxt reducible gLLAQadcdfffjeomtxt reducible gLLAQadcdfffjeomxxt reducible gLLAQadcdfffjeoldae toroidal gLLAQadcdfffjeoleae SFS[A(2,1)] gLLAQadcdfffjeolaae SFS[A(2,1)] gLLAQadcdfffjaohqpm reducible gLLAQadcdfffjaohmpm reducible gLLAQadcdfffjaohppm reducible gLLAQadcdfffjloihha reducible gLLAQadcdfffjloilmm reducible gLLAQadcdfffjloiiti reducible gLLAQadcdfffjloiill reducible gLLAQadcdfffjloihll reducible gLLAQadcdfffjloillx reducible gLLAQadcdfffjloillp reducible gLLAQadcdfffjloilql reducible gLLAQadcdfffjloilel reducible gLLAQadcdfffjloitpl reducible gLLAQadcdfffjloitul reducible gLLAQadcdfffjloitap reducible gLLAQadcdfffjloitpp reducible gLLAQadcdfffjloitup reducible gLLAQadcdfffjloitax reducible gLLAQadcdfffjloitpx reducible gLLAQadcdfffjloitux reducible gLLAQadcdfffjloixal reducible gLLAQadcdfffjloixpl reducible gLLAQadcdfffjloixul reducible gLLAQadcdfffjloixap reducible gLLAQadcdfffjloixpp reducible gLLAQadcdfffjloixup reducible gLLAQadcdfffjloixax reducible gLLAQadcdfffjloixpx reducible gLLAQadcdfffjloixux reducible gLLAQadcdfffjloiual reducible gLLAQadcdfffjloiupl reducible gLLAQadcdfffjloiuul reducible gLLAQadcdfffjloiuap reducible gLLAQadcdfffjloiupp reducible gLLAQadcdfffjloiuup reducible gLLAQadcdfffjloiuax reducible gLLAQadcdfffjloiupx reducible gLLAQadcdfffjloiuux reducible gLLAQadcdfffjloittq reducible gLLAQadcdfffjloittd reducible gLLAQadcdfffjloitmt reducible gLLAQadcdfffjloitht reducible gLLAQadcdfffjloiutt reducible gLLAQadcdfffjloixtt reducible gLLAQadcdfffjloidld reducible gLLAQadcdfffjloieet reducible gLLAQadcdfffjloiaqq reducible gLLAQadcdfffjloiaua reducible gLLAQadcdfffjloiapa reducible gLLAQadcdfffjloieaa reducible gLLAQadcdfffjloidaa reducible gLLAQadcdfffjloiaai reducible gLLAQadcdfffjloiaam reducible gLLAQadcdfffnavihha reducible gLLAQadcdfffnaviapa reducible gLLAQadcdfffnaviaua reducible gLLAQadcdfffnaviaam reducible gLLAQadcdfffnaviaai reducible gLLAQadcdfffnavixax reducible gLLAQadcdfffnevhilh reducible gLLAQaecefffbantmiq reducible gLLAQaecefffbpnapup reducible gLLAQaecefffbanpxax reducible gLLAQaecefffbanpama reducible gLLAQaecefffbanpaia reducible gLLAQaecefffbanptaa reducible gLLAQaecefffbanplaa reducible gLLAQaecefffbanpaqq reducible gLLAQaecefffbpnqlti reducible gLLAQadcdfffjavtilh reducible gLLAQadcdfffjlvdtal reducible gLLAQadcdfffnaoxxhq SFS[D(2,1)(2,1)] gLLAQadcdfffnaoxtal T2xI gLLAQadcdfffnaoxalt SFS[A(2,1)] gLLAQadcdfffnaoxaed SFS[A(2,1)] gLLAQadcdfffnaoxded T2xI gLLAQadcdfffnaoxeed T2xI gLLAQadcdfffnaoxhqx SFS[D(2,1)(2,1)] gLLAQadcdfffnaoxlta T2xI gLLAQadcdfffnloepmq toroidal gLLAQadcdfffnloeqmq SFS[D(2,1)(2,1)] gLLAQadcdfffnloemmq SFS[D(2,1)(2,1)] gLLAQadcdfffneomuxt reducible gLLAQadcdfffneoldae SFS[A(2,1)] gLLAQadcdfffneoleae T2xI gLLAQadcdfffneolaae T2xI gLLAQadcdfffnaohqpm reducible gLLAQadcdfffnloiiti SFS[D(2,1)(2,1)] gLLAQadcdfffnloitpl SFS[D(3,1)(2,1)] gLLAQadcdfffnloitul SFS[D(3,1)(2,1)] gLLAQadcdfffnloitap SFS[D(3,1)(2,1)] gLLAQadcdfffnloitpp reducible gLLAQadcdfffnloitup SFS[D(3,1)(2,1)] gLLAQadcdfffnloitax SFS[D(3,1)(2,1)] gLLAQadcdfffnloitpx SFS[D(3,1)(2,1)] gLLAQadcdfffnloitux toroidal gLLAQadcdfffnloixux SFS[D(2,1)(2,1)] gLLAQadcdfffnloiuux SFS[D(2,1)(2,1)] gLLAQadcdfffnloittq SFS[D(3,1)(2,1)] gLLAQadcdfffnloittd SFS[D(3,1)(2,1)] gLLAQadcdfffnloitmt SFS[D(3,1)(2,1)] gLLAQadcdfffnloitht SFS[D(3,1)(2,1)] gLLAQadcdfffnloiutt reducible gLLAQadcdfffnloixtt reducible gLLAQadcdfffnloieet SFS[D(2,1)(2,1)] gLLAQadcdfffjavihha reducible gLLAQadcdfffjaviapa reducible gLLAQadcdfffjaviaua reducible gLLAQadcdfffjaviaam reducible gLLAQadcdfffjaviaai reducible gLLAQadcdfffjavixax reducible gLLAQadcdfffjevhilh reducible gLLAQadcdfffbavqxhq SFS[D(2,1)(2,1)] gLLAQadcdfffbavqalt SFS[A(2,1)] gLLAQadcdfffbavqaed SFS[A(2,1)] gLLAQadcdfffbavqded T2xI gLLAQadcdfffbavqeed T2xI gLLAQadcdfffbavqhqx SFS[D(2,1)(2,1)] gLLAQadcdfffbavqlta T2xI gLLAQadcdfffbmvqtal T2xI gLLAQadcdfffbivqtal SFS[A(2,1)] gLLAQadcdfffbhvdtdq toroidal gLLAQadcdfffbhvdtdd SFS[D(2,1)(2,1)] gLLAQadcdfffbhvdtdt SFS[D(2,1)(2,1)] gLLAQadcdfffbeoxdae SFS[A(2,1)] gLLAQadcdfffbeoxaae T2xI gLLAQadcdfffbeoxeae T2xI gLLAQadcdfffbmvltit SFS[D(2,1)(2,1)] gLLAQadcdfffbmvlixi SFS[D(3,1)(2,1)] gLLAQadcdfffbmvlidi SFS[D(3,1)(2,1)] gLLAQadcdfffbmvliim SFS[D(3,1)(2,1)] gLLAQadcdfffbmvliia SFS[D(3,1)(2,1)] gLLAQadcdfffbmvllii reducible gLLAQadcdfffbmvlhii reducible gLLAQadcdfffbmvlppi SFS[D(2,1)(2,1)] gLLAQadcdfffbmvliee reducible gLLAQadcdfffbmoetit SFS[D(2,1)(2,1)] gLLAQadcdfffbmoeppi SFS[D(2,1)(2,1)] gLLAQadcdfffbmoeiee reducible gLLAQadcdfffbmoeiim SFS[D(3,1)(2,1)] gLLAQadcdfffbmoeiia SFS[D(3,1)(2,1)] gLLAQadcdfffbmoehii reducible gLLAQadcdfffbmoelii reducible gLLAQadcdfffbmoeixi SFS[D(3,1)(2,1)] gLLAQadcdfffbmoeidi SFS[D(3,1)(2,1)] gLLAQadcdfffbaoetiq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoexiq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoeudq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoetdq toroidal gLLAQadcdfffbaoexdq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoetdt SFS[D(2,1)(2,1)] gLLAQadcdfffbaoetdd SFS[D(2,1)(2,1)] gLLAQadcdfffbaoeuxq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoetxq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoexxq reducible gLLAQadcdfffbaoeqaa SFS[D(2,1)(2,1)] gLLAQadcdfffbaoeqeq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoeqlq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoeqqd reducible gLLAQadcdfffbaoeqqt reducible gLLAQadcdfffbaoemqq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoepqq SFS[D(3,1)(2,1)] gLLAQadcdfffbaoehqh SFS[D(2,1)(2,1)] gLLAQadcdfffblomtal T2xI gLLAQadcdfffbaophll SFS[D(3,1)(3,1)] gLLAQadcdfffbaopill SFS[D(3,1)(3,2)] gLLAQadcdfffbaoplel SFS[D(3,1)(3,2)] gLLAQadcdfffbaoplql SFS[D(3,1)(3,1)] gLLAQadcdfffbaopllp SFS[D(3,1)(3,2)] gLLAQadcdfffbaophep m004(0,0) gLLAQadcdfffbaopiqp m004(0,0) gLLAQadcdfffbaopllx SFS[D(3,1)(3,1)] gLLAQadcdfffbaopiex m004(0,0) gLLAQadcdfffbaopita SFS[D(3,1)(2,1)] gLLAQadcdfffbaophta SFS[D(3,1)(2,1)] gLLAQadcdfffbaoplti toroidal gLLAQadcdfffbaopiti SFS[D(3,1)(2,1)] gLLAQadcdfffbaophti m003(0,0) gLLAQadcdfffbaopltm toroidal gLLAQadcdfffbaopitm toroidal gLLAQadcdfffbaophtm toroidal gLLAQadcdfffbaoplma SFS[D(3,1)(2,1)] gLLAQadcdfffbaophma SFS[D(3,1)(2,1)] gLLAQadcdfffbaoplmi toroidal gLLAQadcdfffbaophmi toroidal gLLAQadcdfffbaoplmm SFS[D(3,1)(2,1)] gLLAQadcdfffbaophmm SFS[D(3,1)(2,1)] gLLAQadcdfffbaoplha SFS[D(3,1)(2,1)] gLLAQadcdfffbaopiha SFS[D(3,1)(2,1)] gLLAQadcdfffbaoplhi toroidal gLLAQadcdfffbaopihi SFS[D(3,1)(2,1)] gLLAQadcdfffbaophhi SFS[D(3,1)(2,1)] gLLAQadcdfffbaoplhm m003(0,0) gLLAQadcdfffbaopihm toroidal gLLAQadcdfffbaophhm SFS[D(3,1)(2,1)] gLLAQadcdfffbaopapm SFS[D(3,1)(3,2)] gLLAQadcdfffbaopaum SFS[D(3,1)(3,1)] gLLAQadcdfffbaopapi SFS[D(3,1)(3,1)] gLLAQadcdfffbaopaui SFS[D(3,1)(3,2)] gLLAQadcdfffbaopdpa SFS[D(3,1)(3,2)] gLLAQadcdfffbaopdua SFS[D(3,1)(3,1)] gLLAQadcdfffbaopdam SFS[D(3,1)(3,1)] gLLAQadcdfffbaopdai SFS[D(3,1)(3,2)] gLLAQadcdfffbaopepa SFS[D(3,1)(3,1)] gLLAQadcdfffbaopeua SFS[D(3,1)(3,2)] gLLAQadcdfffbaopeam SFS[D(3,1)(3,2)] gLLAQadcdfffbaopeai SFS[D(3,1)(3,1)] gLLAQadcdfffbaopalq SFS[D(3,1)(2,1)] gLLAQadcdfffbaopald SFS[D(3,1)(2,1)] gLLAQadcdfffbaopaqt SFS[D(3,1)(2,1)] gLLAQadcdfffbaopaqd SFS[D(3,1)(2,1)] gLLAQadcdfffbaopaet SFS[D(3,1)(2,1)] gLLAQadcdfffbaopaeq SFS[D(3,1)(2,1)] gLLAQadcdfffbaopelt toroidal gLLAQadcdfffbaopelq toroidal gLLAQadcdfffbaopeld toroidal gLLAQadcdfffbaopeqt m003(0,0) gLLAQadcdfffbaopeqq SFS[D(3,1)(2,1)] gLLAQadcdfffbaopeqd toroidal gLLAQadcdfffbaopeet SFS[D(3,1)(2,1)] gLLAQadcdfffbaopeeq SFS[D(3,1)(2,1)] gLLAQadcdfffbaopdlt toroidal gLLAQadcdfffbaopdlq m003(0,0) gLLAQadcdfffbaopdld SFS[D(3,1)(2,1)] gLLAQadcdfffbaopdqt toroidal gLLAQadcdfffbaopdqq SFS[D(3,1)(2,1)] gLLAQadcdfffbaopdqd SFS[D(3,1)(2,1)] gLLAQadcdfffbaopdet toroidal gLLAQadcdfffbaopdeq toroidal gLLAQadcdfffbaopttd SFS[D(3,1)(3,2)] gLLAQadcdfffbaopttq SFS[D(3,1)(3,1)] gLLAQadcdfffbaopxtt SFS[D(3,1)(3,1)] gLLAQadcdfffbaoputt SFS[D(3,1)(3,2)] gLLAQadcdfffbaoptht SFS[D(3,1)(3,1)] gLLAQadcdfffbaopuhd m004(0,0) gLLAQadcdfffbaoptmt SFS[D(3,1)(3,2)] gLLAQadcdfffbaopxmd m004(0,0) gLLAQadcdfffbaopumq m004(0,0) gLLAQadcdfffbaoptul toroidal gLLAQadcdfffbaoptpl toroidal gLLAQadcdfffbaopual SFS[D(3,1)(2,1)] gLLAQadcdfffbaopuul SFS[D(3,1)(2,1)] gLLAQadcdfffbaopupl toroidal gLLAQadcdfffbaopxal SFS[D(3,1)(2,1)] gLLAQadcdfffbaopxul m003(0,0) gLLAQadcdfffbaopxpl toroidal gLLAQadcdfffbaoptax SFS[D(3,1)(2,1)] gLLAQadcdfffbaoptux toroidal gLLAQadcdfffbaoptpx m003(0,0) gLLAQadcdfffbaopuax SFS[D(3,1)(2,1)] gLLAQadcdfffbaopuux SFS[D(3,1)(2,1)] gLLAQadcdfffbaopupx toroidal gLLAQadcdfffbaopxux SFS[D(3,1)(2,1)] gLLAQadcdfffbaopxpx SFS[D(3,1)(2,1)] gLLAQadcdfffbaoptap SFS[D(3,1)(2,1)] gLLAQadcdfffbaoptup toroidal gLLAQadcdfffbaoptpp SFS[D(3,1)(2,1)] gLLAQadcdfffbaopxap SFS[D(3,1)(2,1)] gLLAQadcdfffbaopxup toroidal gLLAQadcdfffbaopxpp SFS[D(3,1)(2,1)] gLLAQadcdfffbpvaiip reducible gLLAQadcdfffbpvappl reducible gLLAQadcdfffbpvappx reducible gLLAQadcdfffbpvampp reducible gLLAQadcdfffbpvaqpp reducible gLLAQadcdfffbpvaptt reducible gLLAQadcdfffbpouiip reducible gLLAQadcdfffbpouppx reducible gLLAQadcdfffbpouppl reducible gLLAQadcdfffbpouqpp reducible gLLAQadcdfffbpoumpp reducible gLLAQadcdfffbpouptt reducible gLLAQadcdfffbiophll reducible gLLAQadcdfffbiopill reducible gLLAQadcdfffbioplel reducible gLLAQadcdfffbioplql reducible gLLAQadcdfffbiopllp toroidal gLLAQadcdfffbiopllx toroidal gLLAQadcdfffbiopiti SFS[D(3,1)(2,1)] gLLAQadcdfffbioplmm reducible gLLAQadcdfffbiophha SFS[D(3,1)(2,1)] gLLAQadcdfffbiopapa SFS[D(3,1)(3,2)] gLLAQadcdfffbiopaua SFS[D(3,1)(3,1)] gLLAQadcdfffbiopaam SFS[D(3,1)(3,1)] gLLAQadcdfffbiopaai SFS[D(3,1)(3,2)] gLLAQadcdfffbiopdaa SFS[D(3,1)(3,1)] gLLAQadcdfffbiopeaa SFS[D(3,1)(3,2)] gLLAQadcdfffbiopaqq SFS[D(3,1)(2,1)] gLLAQadcdfffbiopeet SFS[D(3,1)(2,1)] gLLAQadcdfffbiopdld reducible gLLAQadcdfffbiopttd SFS[D(3,1)(3,1)] gLLAQadcdfffbiopttq SFS[D(3,1)(3,2)] gLLAQadcdfffbiopxtt SFS[D(3,1)(3,2)] gLLAQadcdfffbioputt SFS[D(3,1)(3,1)] gLLAQadcdfffbioptht SFS[D(3,1)(3,2)] gLLAQadcdfffbioptmt SFS[D(3,1)(3,1)] gLLAQadcdfffbioptul SFS[D(3,1)(2,1)] gLLAQadcdfffbioptpl SFS[D(3,1)(2,1)] gLLAQadcdfffbiopual SFS[D(3,1)(2,1)] gLLAQadcdfffbiopuul toroidal gLLAQadcdfffbiopupl SFS[D(3,1)(2,1)] gLLAQadcdfffbiopxal SFS[D(3,1)(2,1)] gLLAQadcdfffbiopxul SFS[D(3,1)(2,1)] gLLAQadcdfffbiopxpl reducible gLLAQadcdfffbioptax toroidal gLLAQadcdfffbioptux toroidal gLLAQadcdfffbioptpx toroidal gLLAQadcdfffbiopuax m003(0,0) gLLAQadcdfffbiopuux SFS[D(3,1)(2,1)] gLLAQadcdfffbiopupx toroidal gLLAQadcdfffbiopxax SFS[D(3,1)(2,1)] gLLAQadcdfffbiopxux SFS[D(3,1)(2,1)] gLLAQadcdfffbiopxpx reducible gLLAQadcdfffbioptap toroidal gLLAQadcdfffbioptup m003(0,0) gLLAQadcdfffbioptpp SFS[D(3,1)(2,1)] gLLAQadcdfffbiopuap toroidal gLLAQadcdfffbiopuup SFS[D(3,1)(2,1)] gLLAQadcdfffbiopupp SFS[D(3,1)(2,1)] gLLAQadcdfffbiopxap toroidal gLLAQadcdfffbiopxup toroidal gLLAQadcdfffbiopxpp reducible gLLAQadcdfffbivutht SFS[D(3,1)(3,2)] gLLAQadcdfffbivutmt SFS[D(3,1)(3,1)] gLLAQadcdfffbivuttd SFS[D(3,1)(3,1)] gLLAQadcdfffbivuttq SFS[D(3,1)(3,2)] gLLAQadcdfffbivuutt SFS[D(3,1)(3,1)] gLLAQadcdfffbivuxtt SFS[D(3,1)(3,2)] gLLAQadcdfffbivulmm reducible gLLAQadcdfffbivuiti SFS[D(3,1)(2,1)] gLLAQadcdfffbivuhha SFS[D(3,1)(2,1)] gLLAQadcdfffbivuaua SFS[D(3,1)(3,1)] gLLAQadcdfffbivuapa SFS[D(3,1)(3,2)] gLLAQadcdfffbivuaai SFS[D(3,1)(3,2)] gLLAQadcdfffbivuaam SFS[D(3,1)(3,1)] gLLAQadcdfffbivueaa SFS[D(3,1)(3,2)] gLLAQadcdfffbivudaa SFS[D(3,1)(3,1)] gLLAQadcdfffbivuaqq SFS[D(3,1)(2,1)] gLLAQadcdfffbivudld reducible gLLAQadcdfffbivueet SFS[D(3,1)(2,1)] gLLAQadcdfffbivulel reducible gLLAQadcdfffbivulql reducible gLLAQadcdfffbivullx toroidal gLLAQadcdfffbivullp toroidal gLLAQadcdfffbivuhll reducible gLLAQadcdfffbivuill reducible gLLAQadcdfffbivutpl SFS[D(3,1)(2,1)] gLLAQadcdfffbivutul SFS[D(3,1)(2,1)] gLLAQadcdfffbivutap toroidal gLLAQadcdfffbivutpp SFS[D(3,1)(2,1)] gLLAQadcdfffbivutup m003(0,0) gLLAQadcdfffbivutax toroidal gLLAQadcdfffbivutpx toroidal gLLAQadcdfffbivutux toroidal gLLAQadcdfffbivuxal SFS[D(3,1)(2,1)] gLLAQadcdfffbivuxpl reducible gLLAQadcdfffbivuxul SFS[D(3,1)(2,1)] gLLAQadcdfffbivuxap toroidal gLLAQadcdfffbivuxpp reducible gLLAQadcdfffbivuxup toroidal gLLAQadcdfffbivuxax SFS[D(3,1)(2,1)] gLLAQadcdfffbivuxpx reducible gLLAQadcdfffbivuxux SFS[D(3,1)(2,1)] gLLAQadcdfffbivuual SFS[D(3,1)(2,1)] gLLAQadcdfffbivuupl SFS[D(3,1)(2,1)] gLLAQadcdfffbivuuul toroidal gLLAQadcdfffbivuuap toroidal gLLAQadcdfffbivuupp SFS[D(3,1)(2,1)] gLLAQadcdfffbivuuup SFS[D(3,1)(2,1)] gLLAQadcdfffbivuuax m003(0,0) gLLAQadcdfffbivuupx toroidal gLLAQadcdfffbivuuux SFS[D(3,1)(2,1)] gLLAQadcdfffbevuitu m004(0,0) gLLAQadcdfffbevudph SFS[A(2,1)] gLLAQadcdfffbevuduu SFS[A(2,1)] gLLAQadcdfffbevuddt reducible gLLAQadcdfffbevuddq reducible gLLAQadcdfffbevudiq SFS[D(3,1)(3,2)] gLLAQadcdfffbevudxq SFS[D(3,1)(3,1)] gLLAQadcdfffbevudit SFS[D(3,1)(3,1)] gLLAQadcdfffbevuadd SFS[A(3,1)] gLLAQadcdfffbevuedd SFS[A(3,1)] gLLAQadcdfffbevuhil toroidal gLLAQadcdfffbevulxp toroidal gLLAQadcdfffbevulxx SFS[D(3,1)(2,1)] gLLAQadcdfffbevuldl reducible gLLAQadcdfffbevulxl SFS[D(3,1)(2,1)] gLLAQadcdfffbevulil SFS[D(3,1)(2,1)] gLLAQadcdfffbevuiil SFS[D(3,1)(2,1)] gLLAQadcdfffbevuqux m004(0,0) gLLAQadcdfffbxvptal T2xI gLLAQadcdfffbmvaqui T2xI gLLAQadcdfffbuvuite toroidal gLLAQadcdfffbuvudph toroidal gLLAQadcdfffbuvuapu toroidal gLLAQadcdfffbuvuauu SFS[A(2,1)] gLLAQadcdfffbuvuaau SFS[A(2,1)] gLLAQadcdfffbuvueit toroidal gLLAQadcdfffbuvuhdp SFS[A(2,1)] gLLAQadcdfffbuvulxp reducible gLLAQadcdfffbuvulxx reducible gLLAQadcdfffbuvulxl reducible gLLAQadcdfffbpvphqx SFS[D(2,1)(2,1)] gLLAQadcdfffbpvptal SFS[A(2,1)] gLLAQadcdfffbpvpuap SFS[A(2,1)] gLLAQadcdfffbpvpupp T2xI gLLAQadcdfffbpvpuup T2xI gLLAQadcdfffbpvpxhq SFS[D(2,1)(2,1)] gLLAQadcdfffbpvpalt T2xI gLLAQadcdfffbavaldm SFS[D(2,1)(2,1)] gLLAQadcdfffbavaqui SFS[A(2,1)] gLLAQadcdfffbavapua SFS[A(2,1)] gLLAQadcdfffbavapaa T2xI gLLAQadcdfffbavappa T2xI gLLAQadcdfffbavamld SFS[D(2,1)(2,1)] gLLAQadcdfffbavaiqu T2xI gLLAQadcdfffbhvuhmh reducible gLLAQadcdfffbhvuhth reducible gLLAQadcdfffbhvuhhe SFS[A(3,1)] gLLAQadcdfffbhvuhhu SFS[A(3,1)] gLLAQadcdfffbhvuith SFS[D(3,1)(3,1)] gLLAQadcdfffbhvulmh SFS[D(3,1)(3,1)] gLLAQadcdfffbhvuimh SFS[D(3,1)(3,2)] gLLAQadcdfffbhvudph SFS[A(2,1)] gLLAQadcdfffbhvuaah SFS[A(2,1)] gLLAQadcdfffbhvuait m004(0,0) gLLAQadcdfffbhvuhxx reducible gLLAQadcdfffbhvulxp toroidal gLLAQadcdfffbhvulxx SFS[D(3,1)(2,1)] gLLAQadcdfffbhvulxl SFS[D(3,1)(2,1)] gLLAQadcdfffbhvuidx toroidal gLLAQadcdfffbhvuixx SFS[D(3,1)(2,1)] gLLAQadcdfffbhvuiix SFS[D(3,1)(2,1)] gLLAQadcdfffbhvumal m004(0,0) gLLAQadcdfffblvptal T2xI gLLAQadcdfffbivaqui T2xI gLLAQadcdfffbawihha reducible gLLAQadcdfffbawiaua reducible gLLAQadcdfffbawiapa reducible gLLAQadcdfffbawiaai reducible gLLAQadcdfffbawiaam reducible gLLAQadcdfffbawixax reducible gLLAQadcdfffbewqdae toroidal gLLAQadcdfffbewqeae SFS[A(2,1)] gLLAQadcdfffbewqaae SFS[A(2,1)] gLLAQadcdfffbuwqptt toroidal gLLAQadcdfffbuwqepe reducible gLLAQadcdfffbuwqiip reducible gLLAQadcdfffbuwqpap reducible gLLAQadcdfffbuwqpup reducible gLLAQadcdfffbuwqppl reducible gLLAQadcdfffbuwqppx reducible gLLAQadcdfffbuwqmpp toroidal gLLAQadcdfffbuwqqpp toroidal gLLAQadcdfffbpwdaqq SFS[D(2,1)(2,1)] gLLAQadcdfffbpwdxax reducible gLLAQadcdfffbpwdhha SFS[D(2,1)(2,1)] gLLAQadcdfffbpwdaua reducible gLLAQadcdfffbpwdapa reducible gLLAQadcdfffbpwdaai SFS[D(3,1)(2,1)] gLLAQadcdfffbpwdaam SFS[D(3,1)(2,1)] gLLAQadcdfffbpwdeaa SFS[D(3,1)(2,1)] gLLAQadcdfffbpwddaa SFS[D(3,1)(2,1)] gLLAQadcdfffbawtudd SFS[D(2,1)(2,1)] gLLAQadcdfffbawtmum reducible gLLAQadcdfffbawtllu SFS[D(2,1)(2,1)] gLLAQadcdfffbawtupu reducible gLLAQadcdfffbawtuau reducible gLLAQadcdfffbawtuuh SFS[D(3,1)(2,1)] gLLAQadcdfffbawtuue SFS[D(3,1)(2,1)] gLLAQadcdfffbawtxuu SFS[D(3,1)(2,1)] gLLAQadcdfffbawttuu SFS[D(3,1)(2,1)] gLLAQadcdfffbhwqeuh reducible gLLAQadcdfffbhwqeuu reducible gLLAQadcdfffbhwqeue reducible gLLAQadcdfffbawqxhq toroidal gLLAQadcdfffbawqlta SFS[A(2,1)] gLLAQadcdfffbawqima reducible gLLAQadcdfffbawqimm reducible gLLAQadcdfffbawqimi reducible gLLAQadcdfffbawqalt toroidal gLLAQadcdfffbawqaed toroidal gLLAQadcdfffbawqded SFS[A(2,1)] gLLAQadcdfffbawqeed SFS[A(2,1)] gLLAQadcdfffbawqhqx toroidal gLLAQadcdfffbawqtal SFS[A(2,1)] gLLAQadcdfffbawquap reducible gLLAQadcdfffbawqupp reducible gLLAQadcdfffbawquup reducible gLLAQadcdfffbmwqtal SFS[A(2,1)] gLLAQadcdfffbiwqtal toroidal gLLAQadcdfffbawluxt SFS[D(2,1)(2,1)] gLLAQadcdfffblwhtal SFS[A(2,1)] gLLAQadcdfffbawuhha reducible gLLAQadcdfffbawuaua reducible gLLAQadcdfffbawuapa reducible gLLAQadcdfffbawuaai reducible gLLAQadcdfffbawuaam reducible gLLAQadcdfffbawuxax reducible gLLAQadcdfffbewpqpm SFS[D(2,1)(2,1)] gLLAQadcdfffbawauiq SFS[A(2,1)] gLLAQadcdfffbasihha reducible gLLAQadcdfffbasiaua reducible gLLAQadcdfffbasiapa reducible gLLAQadcdfffbasiaai reducible gLLAQadcdfffbasiaam reducible gLLAQadcdfffbasixax reducible gLLAQadcdfffbesqdae SFS[A(2,1)] gLLAQadcdfffbesqeae T2xI gLLAQadcdfffbesqaae T2xI gLLAQadcdfffbusqptt SFS[D(2,1)(2,1)] gLLAQadcdfffbusqepe SFS[D(2,1)(2,1)] gLLAQadcdfffbusqiip reducible gLLAQadcdfffbusqpap SFS[D(3,1)(2,1)] gLLAQadcdfffbusqpup SFS[D(3,1)(2,1)] gLLAQadcdfffbusqppl reducible gLLAQadcdfffbusqppx reducible gLLAQadcdfffbusqmpp SFS[D(3,1)(2,1)] gLLAQadcdfffbusqqpp SFS[D(3,1)(2,1)] gLLAQadcdfffbasqxhq SFS[D(2,1)(2,1)] gLLAQadcdfffbasqlta T2xI gLLAQadcdfffbasqalt SFS[A(2,1)] gLLAQadcdfffbasqaed SFS[A(2,1)] gLLAQadcdfffbasqded T2xI gLLAQadcdfffbasqeed T2xI gLLAQadcdfffbasqhqx SFS[D(2,1)(2,1)] gLLAQadcdfffbasqtal T2xI gLLAQadcdfffbmsqtal T2xI gLLAQadcdfffbisqtal SFS[A(2,1)] gLLAQadcdfffblshtal T2xI gLLAQadcdfffbasuhha reducible gLLAQadcdfffbasuaua reducible gLLAQadcdfffbasuapa reducible gLLAQadcdfffbasuaai reducible gLLAQadcdfffbasuaam reducible gLLAQadcdfffbasuxax reducible gLLAQadcdfffbasauiq T2xI gLLAQaceedffbkuxbew reducible gLLAQaceedffjkuxbew toroidal gLLAQaceedffnkuxbew toroidal gLLAQbdcdeffdwofrfv SFS[D(2,1)(2,1)] gLLAQbdcdeffdwrfrfv toroidal gLLAQbdcdeffdwnfrfv SFS[D(2,1)(2,1)] gLLAQacddfefbkaiefr SFS[D(2,1)(2,1)] gLLAQacddfefjkaiefr toroidal gLLAQacddfefnkaiefr SFS[D(2,1)(2,1)] gLLAQadceeffnavublc reducible gLLAQacddfefbsxxefr reducible gLLAQadceeffnhvuglc SFS[D(2,1)(2,1)] gLLAQaceedffbktxbew reducible gLLAQaceedffjktxbew SFS[D(3,1)(2,1)] gLLAQaceedffnktxbew SFS[D(3,1)(2,1)] gLLAQbdcdeffevrfsbv SFS[D(2,1)(2,1)] gLLAQacddfefjkamefr SFS[D(2,1)(2,1)] gLLAQaceedffbkxxbew reducible gLLAQaceedffjkxxbew SFS[D(3,1)(2,1)] gLLAQaceedffnkxxbew SFS[D(3,1)(2,1)] gLLMQbcedfefajhklrg SFS[D(2,1)(2,1)] gLLAQacddfefjkaaefr SFS[D(2,1)(2,1)] gLLAQacddfefbsaaefr SFS[D(2,1)(2,1)] gLLAQaceedffbshibxw reducible gLLAQbdcdeffmrofsbv reducible gLLAQaceedffbslibxw reducible gLLAQacddfefbstuxfj reducible gLLAQaceedffbsiibxw reducible gLLAQaceedffbbedbmw reducible gLLAQaceedffbsllbmw reducible gLLAQaceedffbrqqbmw reducible gLLAQadceeffnaveoac reducible gLLAQacddfefbbeemfk reducible gLLAQaceedffbbadbmw reducible gLLAQacddfefbbaemfk reducible gLLAQaceedffbbddbmw reducible gLLMQbcddeffabfcwoc reducible gLLAQacddfefbbdemfk reducible gLLAQaceedffbcadbxr reducible gLLAQadceeffnavqcmc reducible gLLAQacddfefbcddxfj reducible gLLAQaceedffbcedbxr reducible gLLAQacddfefbcadxfj reducible gLLAQaceedffbcddbxr reducible gLLMQbcddeffacfcwkf reducible gLLAQacddfefbcedxfj reducible gLLAQaceedffbotxbmr reducible gLLAQbdcdeffmsofsvb reducible gLLAQaceedffbouxbmr reducible gLLAQacddfefbompmfk reducible gLLAQaceedffboxxbmr reducible gLLAQaceedffbgliber reducible gLLAQbdcdeffdfofrwb SFS[D(2,1)(2,1)] gLLAQacddfefbgalefw SFS[D(2,1)(2,1)] gLLAQaceedffbrqqber reducible gLLAQaceedffbceeber reducible gLLAQadceeffnavpoec reducible gLLAQacddfefboqqefw reducible gLLAQadceeffnhvpjec SFS[D(2,1)(2,1)] gLLAQaceedffbghiber reducible gLLAQaceedffbgiiber reducible gLLAQacddfefboaaefw SFS[D(2,1)(2,1)] gLLAQadceeffnavijxf reducible gLLAQbdcdeffmsovswv reducible gLLAQadceeffnavdcxc reducible gLLMQbcddfefagngsng reducible gLLAQbdcdeffdfovrsv SFS[D(2,1)(2,1)] gLLAQadceeffnpvxjmg SFS[D(2,1)(2,1)] gLLAQadceeffnavxomc reducible gLLAQadceeffnhvxjmc SFS[D(2,1)(2,1)] gLLMQbcedfefhnxkxrv SFS[D(5,2)(2,1)] gLLMQbcedfefhnxkxnv SFS[D(4,1)(2,1)] gLLMQbcedfefhnqkxvv SFS[D(2,1)(2,1)] gLLAQacddeffjkahvxk SFS[D(5,2)(2,1)] gLLAQacddeffnkahvxk SFS[D(4,1)(2,1)] gLLMQbcddeffabgrwgg SFS[D(2,1)(2,1)] gLLMQbcddeffabrgwgg reducible gLLMQbcddeffabrjwgg SFS[D(3,1)(2,1)] gLLMQbcddeffabrkwgg SFS[D(3,1)(2,1)] gLLAQacddeffncaavxk SFS[D(2,1)(2,1)] gLLAQadceeffnavishf reducible gLLAQbdcdeffmrobsnb reducible gLLAQbdcdeffdwobrrb SFS[D(2,1)(2,1)] gLLAQadceeffnpvxoug SFS[D(2,1)(2,1)] gLLAQadceeffnavxbtc reducible gLLAQadceeffnavxbtw SFS[D(3,1)(2,1)] gLLAQadceeffnavxbtj SFS[D(3,1)(2,1)] gLLAQadceeffnavxbpk SFS[D(2,1)(2,1)] gLLAQacddeffjkmmvxk SFS[D(2,1)(2,1)] gLLAQadceeffnhvxgtc SFS[D(2,1)(2,1)] gLLAQadceeffnhvxgpk SFS[D(4,1)(2,1)] gLLAQadceeffnhvxgpr SFS[D(5,2)(2,1)] gLLAQacddeffjcmdvxk SFS[D(4,1)(2,1)] gLLAQacddeffncmdvxk SFS[D(5,2)(2,1)] gLLMQcbdfeefhjoaqof SFS[D(2,1)(2,1)] gLLMQbcddeffagrgwbg reducible gLLAQadceeffnavdolc reducible gLLMQbcefdefagmiwvv reducible gLLAQacddeffbcadgxr SFS[D(2,1)(2,1)] gLLAQadceeffnuvqoab reducible gLLAQadceeffnavpcxc reducible gLLAQacddeffbcttgmj reducible gLLAQacddeffbrligmj reducible gLLAQadceeffnivpcxc reducible gLLAQadceeffnmvpcxc reducible gLLAQadceeffnmvpcmf SFS[D(2,1)(2,1)] gLLAQacddeffbgtlgmj reducible gLLAQbdcdeffdfvorco SFS[D(2,1)(2,1)] gLLAQadceeffnavmomc reducible gLLMQbcddfefaobcknv SFS[D(2,1)(2,1)] gLLAQacddeffboaagek SFS[D(2,1)(2,1)] gLLAQbddcfefevjnskg SFS[D(5,2)(2,1)] gLLAQbddcfefevjjskg SFS[D(4,1)(2,1)] gLLAQbdcdfefevofskg SFS[D(2,1)(2,1)] gLLAQacddeffjkamgmj SFS[D(5,2)(2,1)] gLLAQacddeffnkamgmj SFS[D(4,1)(2,1)] gLLAQadceeffnuvuwdb reducible gLLAQadceeffnuvuwdj toroidal gLLAQadceeffnuvuwdn toroidal gLLAQadceeffnuvuwmw toroidal gLLAQadceeffnuvuwmj SFS[D(5,2)(2,1)] gLLAQacddeffjkaigmj toroidal gLLAQacddeffnkaigmj SFS[D(5,2)(2,1)] gLLMQbcedfefasqklwg SFS[D(4,1)(2,1)] gLLMQbcedfefasqklsg SFS[D(5,2)(2,1)] gLLMQbcedfefasxklng SFS[D(5,2)(2,1)] gLLMQbcedfefasxklrg SFS[D(4,1)(2,1)] gLLAQacddeffbkaagmj SFS[D(2,1)(2,1)] gLLAQbdcdeffdwvvrco SFS[D(2,1)(2,1)] gLLAQadceeffnavebtc reducible gLLAQadceeffnavebtw SFS[D(3,1)(2,1)] gLLAQadceeffnavebtj SFS[D(3,1)(2,1)] gLLAQadceeffnavebpk SFS[D(2,1)(2,1)] gLLAQacddeffjkmmgek SFS[D(2,1)(2,1)] gLLAQacddeffbsmmgek reducible gLLAQacddeffbrligek reducible gLLMQcbdfeefajrleoo SFS[D(2,1)(2,1)] gLLMQcbdfeefajrdeoj SFS[D(4,1)(2,1)] gLLMQcbdfeefajrdeow SFS[D(5,2)(2,1)] gLLAQacddeffjkuugek SFS[D(4,1)(2,1)] gLLAQacddeffnkuugek SFS[D(5,2)(2,1)] gLLAQacddeffbbmigek reducible gLLAQacddeffbsaegxw SFS[D(2,1)(2,1)] gLLAQadceeffnavholc reducible gLLAQadceeffnivholc reducible gLLMQbcefdefagexwng SFS[D(5,2)(2,1)] gLLMQbcefdefagexwjg toroidal gLLMQbcefdefagxxwrg SFS[D(4,1)(2,1)] gLLMQbcefdefagxxwng SFS[D(5,2)(2,1)] gLLMQbcefdefagqxwsg SFS[D(5,2)(2,1)] gLLMQbcefdefagqxwwg SFS[D(4,1)(2,1)] gLLMQbcefdefagdxwng SFS[D(4,1)(2,1)] gLLMQbcefdefagdxwjg SFS[D(5,2)(2,1)] gLLMQbcefdefagtxwrg toroidal gLLMQbcefdefagtxwng toroidal gLLAQacddeffjkppgxw SFS[D(5,2)(2,1)] gLLAQacddeffnkppgxw toroidal gLLAQacddeffjjuugxw SFS[D(4,1)(2,1)] gLLAQacddeffnjuugxw SFS[D(5,2)(2,1)] gLLAQadceeffnmvholc reducible gLLAQaceedffbcadjxr reducible gLLAQadceeffnawqcmc SFS[D(3,1)(2,1)] gLLAQacddfefbcddxrj SFS[D(3,1)(2,1)] gLLAQaceedffbcedjxr SFS[D(3,1)(2,1)] gLLAQacddfefbcadxrj toroidal gLLAQaceedffbcddjxr SFS[D(3,1)(2,1)] gLLMQbcddeffacfcwkk SFS[D(3,1)(2,1)] gLLAQacddfefbcedxrj SFS[D(3,1)(2,1)] gLLAQacddfefboaaerw SFS[D(5,1)(2,1)] gLLAQacddeffbcadjxr toroidal gLLAQadceeffnawqbpb SFS[D(3,1)(2,1)] gLLAQacddeffbcddjxr SFS[D(3,1)(2,1)] gLLAQacddeffbcedjxr SFS[D(3,1)(2,1)] gLLAQbddcfefefcbskj SFS[D(3,1)(2,1)] gLLAQadceeffnuwqoab reducible gLLMQbcddfefacbckns SFS[D(3,1)(2,1)] gLLMQbcddfefacfckns SFS[D(3,1)(2,1)] gLLAQacddeffboaajek SFS[D(5,1)(2,1)] gLLAQaceedffbcadnxr reducible gLLAQadceeffnasqcmc SFS[D(3,1)(2,1)] gLLAQacddfefbcddxkj SFS[D(3,1)(2,1)] gLLAQaceedffbcednxr SFS[D(3,1)(2,1)] gLLAQacddfefbcadxkj toroidal gLLAQaceedffbcddnxr SFS[D(3,1)(2,1)] gLLMQbcddeffacfcwkr SFS[D(3,1)(2,1)] gLLAQacddfefbcedxkj SFS[D(3,1)(2,1)] gLLAQacddfefboaaekw SFS[D(7,2)(2,1)] gLLAQacddeffbcadkxr SFS[D(7,3)(2,1)] gLLAQadceeffnusqoab reducible gLLAQacddeffboaakek SFS[D(7,2)(2,1)] gLLAQacddfefbcadhfs reducible gLLAQaecdeffjaoxftg reducible gLLAQacddfefbcddhfs reducible gLLAQacddfefbcedhfs reducible gLLAQaceedffbcedbqw reducible gLLAQaceedffbcadbqw reducible gLLAQaceedffbcddbqw reducible gLLAQaecdeffjaoxvlg reducible gLLAQacddfefbomplfn reducible gLLAQaecdeffjpomshf reducible gLLAQaceedffbouxbuw reducible gLLAQaceedffbotxbuw reducible gLLAQaceedffboxxbuw reducible gLLAQbdcdeffhkofsrv SFS[D(2,1)(2,1)] gLLAQaceedffbceebiw reducible gLLAQaceedffbrqqbiw reducible gLLAQbdcdeffafvknrf reducible gLLAQacddfefboqqifr reducible gLLAQaceedffbghibiw reducible gLLAQaceedffbglibiw reducible gLLAQbdcdeffdfofwrb SFS[D(2,1)(2,1)] gLLAQacddfefbgalifr SFS[D(2,1)(2,1)] gLLAQacddfefboaaifr SFS[D(2,1)(2,1)] gLLAQaceedffbgiibiw reducible gLLAQaecdeffnqvioug SFS[D(2,1)(2,1)] gLLAQaecdeffnavifug reducible gLLAQacddfefbsxxifw reducible gLLAQaceedffbktxbir reducible gLLAQaceedffjktxbir SFS[D(3,1)(2,1)] gLLAQaceedffnktxbir SFS[D(3,1)(2,1)] gLLAQaecdeffnmvirqj SFS[D(2,1)(2,1)] gLLAQacddfefjkamifw SFS[D(2,1)(2,1)] gLLAQaceedffbkuxbir reducible gLLAQaceedffjkuxbir toroidal gLLAQaceedffnkuxbir toroidal gLLAQaecdeffnivirqg SFS[D(2,1)(2,1)] gLLAQaecdeffnivirqj toroidal gLLAQaecdeffnivirqk SFS[D(2,1)(2,1)] gLLAQacddfefbkaiifw SFS[D(2,1)(2,1)] gLLAQacddfefjkaiifw toroidal gLLAQacddfefnkaiifw SFS[D(2,1)(2,1)] gLLAQaceedffbkxxbir reducible gLLAQaceedffjkxxbir SFS[D(3,1)(2,1)] gLLAQaceedffnkxxbir SFS[D(3,1)(2,1)] gLLAQaecdeffnavirqj SFS[D(2,1)(2,1)] gLLAQacddfefjkaaifw SFS[D(2,1)(2,1)] gLLAQacddfefbsaaifw SFS[D(2,1)(2,1)] gLLAQacddfefbstuhfj reducible gLLAQaecdeffjpohwmc reducible gLLAQaceedffbslibqr reducible gLLAQaceedffbshibqr reducible gLLAQaceedffbsiibqr reducible gLLAQacddfefbbaelfn reducible gLLAQaceedffbsllbur reducible gLLAQaceedffbrqqbur reducible gLLAQbdcdeffafvfnbf reducible gLLAQacddfefbbeelfn reducible gLLAQacddfefbbdelfn reducible gLLAQaceedffbbadbur reducible gLLAQaceedffbbedbur reducible gLLAQaceedffbbddbur reducible gLLMQbcddeffabfcrjc reducible gLLAQaecdeffjaopwxg reducible gLLAQaecdeffjpopwxf reducible gLLAQaecdeffjxoacmc SFS[D(2,1)(2,1)] gLLAQaecdeffjxoacuk SFS[D(4,1)(2,1)] gLLAQaecdeffjxoacur SFS[D(5,2)(2,1)] gLLAQacddeffjcmdvan SFS[D(4,1)(2,1)] gLLAQacddeffncmdvan SFS[D(5,2)(2,1)] gLLAQaecdeffjaoacuc reducible gLLAQaecdeffjaoacuw SFS[D(3,1)(2,1)] gLLAQaecdeffjaoacuj SFS[D(3,1)(2,1)] gLLAQaecdeffjaoacmk SFS[D(2,1)(2,1)] gLLAQacddeffjkmmvan SFS[D(2,1)(2,1)] gLLAQaecdeffjmoacmf SFS[D(2,1)(2,1)] gLLAQaecdeffjtoajxc SFS[D(2,1)(2,1)] gLLAQaecdeffjaoaoxf reducible gLLAQaecdeffjxoajxf SFS[D(2,1)(2,1)] gLLAQbdcdeffafvwnnv reducible gLLMQbcedfefagmrpvv reducible gLLAQaecdeffnavuwxg reducible gLLAQaecdeffnpvuwxf reducible gLLAQaecdeffjaoufqf reducible gLLAQaecdeffjaouvif reducible gLLAQbdcdeffhkobskb SFS[D(2,1)(2,1)] gLLAQbdcdeffafvgnfb reducible gLLAQbdcdefflkofrkf SFS[D(2,1)(2,1)] gLLAQbdcdeffdfovwfv SFS[D(2,1)(2,1)] gLLMQbcddeffabgrrbg SFS[D(2,1)(2,1)] gLLMQbcddeffabrgrbg reducible gLLMQbcddeffabrjrbg SFS[D(3,1)(2,1)] gLLMQbcddeffabrkrbg SFS[D(3,1)(2,1)] gLLAQacddeffncaavan SFS[D(2,1)(2,1)] gLLMQbcedfefhnxnarv SFS[D(5,2)(2,1)] gLLMQbcedfefhnxnanv SFS[D(4,1)(2,1)] gLLMQbcedfefhnqnavv SFS[D(2,1)(2,1)] gLLAQacddeffjkahvan SFS[D(5,2)(2,1)] gLLAQacddeffnkahvan SFS[D(4,1)(2,1)] gLLAQaecdeffjiolrhf reducible gLLAQaecdeffjiolrhk toroidal gLLAQaecdeffjiolrhr toroidal gLLAQaecdeffjiolrqj toroidal gLLAQaecdeffjiolrqk SFS[D(5,2)(2,1)] gLLAQacddeffjkaigds toroidal gLLAQacddeffnkaigds SFS[D(5,2)(2,1)] gLLAQaecdeffjmolrhk SFS[D(5,2)(2,1)] gLLAQaecdeffjmolrhr SFS[D(4,1)(2,1)] gLLAQaecdeffjmolrqg SFS[D(2,1)(2,1)] gLLAQacddeffjkamgds SFS[D(5,2)(2,1)] gLLAQacddeffnkamgds SFS[D(4,1)(2,1)] gLLAQaecdeffjaolrhk SFS[D(4,1)(2,1)] gLLAQaecdeffjaolrhr SFS[D(5,2)(2,1)] gLLAQaecdeffjaolrqj SFS[D(5,2)(2,1)] gLLAQaecdeffjaolrqk SFS[D(4,1)(2,1)] gLLAQacddeffbkaagds SFS[D(2,1)(2,1)] gLLAQaecdeffjaoicuc reducible gLLAQaecdeffjaoicuw SFS[D(3,1)(2,1)] gLLAQaecdeffjaoicuj SFS[D(3,1)(2,1)] gLLAQaecdeffjaoicmk SFS[D(2,1)(2,1)] gLLAQacddeffjkmmgtn SFS[D(2,1)(2,1)] gLLAQacddeffbsmmgtn reducible gLLAQacddeffbbmigtn reducible gLLAQacddeffbrligtn reducible gLLAQaecdeffjtoijtc SFS[D(2,1)(2,1)] gLLAQaecdeffjaoiklc SFS[D(2,1)(2,1)] gLLAQaecdeffjaoikdk SFS[D(4,1)(2,1)] gLLAQaecdeffjaoikdr SFS[D(5,2)(2,1)] gLLAQacddeffjkuugtn SFS[D(4,1)(2,1)] gLLAQacddeffnkuugtn SFS[D(5,2)(2,1)] gLLAQbdcdefflfvwnog reducible gLLAQbdcdeffafvwnog reducible gLLAQbdcdefftfvwnog reducible gLLAQacddeffbsaegqr SFS[D(2,1)(2,1)] gLLMQbcedfefagerqng SFS[D(5,2)(2,1)] gLLMQbcedfefagerqjg toroidal gLLMQbcedfefagxrqrg SFS[D(4,1)(2,1)] gLLMQbcedfefagxrqng SFS[D(5,2)(2,1)] gLLMQbcedfefagdrqng SFS[D(4,1)(2,1)] gLLMQbcedfefagdrqjg SFS[D(5,2)(2,1)] gLLMQbcedfefagtrqrg toroidal gLLMQbcedfefagtrqng toroidal gLLMQbcedfefagqrqsg SFS[D(5,2)(2,1)] gLLMQbcedfefagqrqwg SFS[D(4,1)(2,1)] gLLAQacddeffjkppgqr SFS[D(5,2)(2,1)] gLLAQacddeffnkppgqr toroidal gLLAQacddeffjjuugqr SFS[D(4,1)(2,1)] gLLAQacddeffnjuugqr SFS[D(5,2)(2,1)] gLLAQaecdeffntvqgaf reducible gLLAQacddeffbcadgqw SFS[D(2,1)(2,1)] gLLAQaecdeffjloegif reducible gLLAQaecdeffjaoefqf reducible gLLAQacddeffbcttgdj reducible gLLAQaecdeffjtoevuf reducible gLLAQaecdeffjtoevac SFS[D(2,1)(2,1)] gLLAQacddeffbgtlgdj reducible gLLAQacddeffbrligdj reducible gLLAQbdcdeffafvgncc reducible gLLAQbdcdeffdfvowno SFS[D(2,1)(2,1)] gLLMQbcddeffaobcnnv SFS[D(2,1)(2,1)] gLLAQacddeffboaagtn SFS[D(2,1)(2,1)] gLLAQacddfefbcadhks toroidal gLLAQaecdeffjarxftg SFS[D(3,1)(2,1)] gLLAQacddfefbcddhks SFS[D(3,1)(2,1)] gLLAQacddfefbcedhks SFS[D(3,1)(2,1)] gLLAQaecdeffjprxnig SFS[D(3,1)(2,1)] gLLAQaceedffbcednqw SFS[D(3,1)(2,1)] gLLAQaceedffbcadnqw reducible gLLAQaceedffbcddnqw SFS[D(3,1)(2,1)] gLLAQaecdeffjarxvlg SFS[D(3,1)(2,1)] gLLAQacddfefbouuhks SFS[D(3,1)(2,1)] gLLAQacddfefbvpphks SFS[D(3,1)(2,1)] gLLAQaecdeffjdrxjmg SFS[D(3,1)(2,1)] gLLAQacddfefbopplkn SFS[D(3,1)(2,1)] gLLAQacddfefboaaikr toroidal gLLAQaecdeffjaruftc SFS[D(3,1)(2,1)] gLLAQaecdeffjarujec SFS[D(3,1)(2,1)] gLLAQaecdeffjaricmf SFS[D(3,1)(2,1)] gLLAQaecdeffjarikdf SFS[D(3,1)(2,1)] gLLAQaecdeffntwqgaf reducible gLLAQaecdeffnpwqnig SFS[D(3,1)(2,1)] gLLAQacddeffbcadkqw SFS[D(5,1)(2,1)] gLLAQacddeffbvppkqw SFS[D(3,1)(2,1)] gLLAQacddeffbouukqw SFS[D(3,1)(2,1)] gLLAQaecdeffndwqjmg SFS[D(3,1)(2,1)] gLLAQacddeffboppkdj SFS[D(3,1)(2,1)] gLLAQacddeffboaaktn toroidal gLLAQacddfefbcadhrs toroidal gLLAQaecdeffjanxftg SFS[D(3,1)(2,1)] gLLAQacddfefbcddhrs SFS[D(3,1)(2,1)] gLLAQacddfefbcedhrs SFS[D(3,1)(2,1)] gLLAQaceedffbcedjqw SFS[D(3,1)(2,1)] gLLAQaceedffbcadjqw reducible gLLAQaceedffbcddjqw SFS[D(3,1)(2,1)] gLLAQaecdeffjanxvlg SFS[D(3,1)(2,1)] gLLAQacddfefboaairr SFS[D(7,3)(2,1)] gLLAQaecdeffntsqgaf reducible gLLAQacddeffbcadjqw SFS[D(7,2)(2,1)] gLLAQacddeffboaajtn SFS[D(7,3)(2,1)] gLLAQadceeffjaolrhf reducible gLLAQadceeffjaolshf reducible gLLAQadceeffjaolchf reducible gLLAQacddfefbriiufk reducible gLLAQaceedffbjqmblw reducible gLLAQacddfefbjhlufk reducible gLLAQaceedffbrqmblw reducible gLLAQaceedffbvqmblw reducible gLLAQbdcdeffhsvknrf SFS[D(2,1)(2,1)] gLLAQadceeffjeotcxc SFS[A(2,1)] gLLAQbddceffdwrbnkv reducible gLLAQadceeffjpotoug SFS[D(3,1)(2,1)] gLLAQadceeffjaotnpf reducible gLLAQadceeffjaotjpf reducible gLLAQbdcdefftvofsrv SFS[D(3,1)(2,1)] gLLAQaceedffbjpqbtw reducible gLLAQbdcdfefmrvrjrv SFS[D(2,1)(2,1)] gLLAQbdcdeffmsvrwbb SFS[D(2,1)(2,1)] gLLAQacddfefbjlipfr reducible gLLAQaceedffbrpqbtw reducible gLLAQacddfefbvlipfr reducible gLLAQaceedffbvpqbtw reducible gLLAQacddfefbrlipfr reducible gLLAQadceeffjhotgpf SFS[D(2,1)(2,1)] gLLAQadceeffjlotoug toroidal gLLAQadceeffjiotbpf SFS[D(3,1)(2,1)] gLLMQcbdfeefhnoaivf SFS[D(3,1)(2,1)] gLLAQadceeffjuotolb reducible gLLMQcbdfeefanrdivc reducible gLLAQadceeffjxotoug SFS[D(3,1)(2,1)] gLLAQadceeffjmotbpf SFS[D(3,1)(2,1)] gLLMQcbdfeefdnoaivf reducible gLLAQaceedffbsllbaw reducible gLLAQaceedffbceebaw reducible gLLAQadceeffjaoaodf reducible gLLAQacddfefbvllafj reducible gLLAQadceeffjaoakdf reducible gLLAQadceeffjaoawdf reducible gLLAQaceedffbjmpbaw reducible gLLAQacddfefbjihafj reducible gLLAQaceedffbrmpbaw reducible gLLAQaceedffbvmpbaw reducible gLLAQadceeffjaopjxf reducible gLLAQadceeffjaopnxf reducible gLLAQadceeffjaopbxf reducible gLLAQacddfefbriidfk reducible gLLAQaceedffbrqmbdr reducible gLLAQaceedffbjqmbdr reducible gLLAQacddfefbjhldfk reducible gLLAQaceedffbvqmbdr reducible gLLAQbdcdeffhgvknjb SFS[D(2,1)(2,1)] gLLAQadceeffjeomftc SFS[A(2,1)] gLLAQbddceffdcrbnbf reducible gLLAQadceeffjpomwxg SFS[D(3,1)(2,1)] gLLAQadceeffjaomrmf reducible gLLAQadceeffjaomsmf reducible gLLAQbdcdefftbofscb SFS[D(3,1)(2,1)] gLLAQaceedffbrpqbpr reducible gLLAQacddfefbvlitfw reducible gLLAQaceedffbjpqbpr reducible gLLAQbdcdfefmsvrgrb SFS[D(2,1)(2,1)] gLLAQbdcdeffmrvrwov SFS[D(2,1)(2,1)] gLLAQacddfefbjlitfw reducible gLLAQaceedffbvpqbpr reducible gLLAQacddfefbrlitfw reducible gLLAQadceeffjhomnmf SFS[D(2,1)(2,1)] gLLAQadceeffjlomwxg toroidal gLLAQadceeffjiomcmf SFS[D(3,1)(2,1)] gLLMQcbdfeefhnkdlvf SFS[D(3,1)(2,1)] gLLAQadceeffjuomwhb reducible gLLMQcbdfeefanjelvc reducible gLLAQadceeffjxomwxg SFS[D(3,1)(2,1)] gLLAQadceeffjmomcmf SFS[D(3,1)(2,1)] gLLMQcbdfeefdnkdlvf reducible gLLAQadceeffjaoqwef reducible gLLAQaceedffbceebhr reducible gLLAQaceedffbsllbhr reducible gLLAQadceeffjaoqoef reducible gLLAQacddfefbvllqfj reducible gLLAQadceeffjaoqkef reducible gLLAQaceedffbrmpbhr reducible gLLAQaceedffbjmpbhr reducible gLLAQacddfefbjihqfj reducible gLLAQaceedffbvmpbhr reducible gLLAQbdcdeffhgvsnbf SFS[D(2,1)(2,1)] gLLAQbdcdeffhgwsnbf SFS[D(7,2)(2,1)] gLLAQbdcdeffhgssnbf SFS[D(5,1)(2,1)] gLLAQbdcdeffhgofnbf SFS[D(3,1)(2,1)] gLLAQbdcdeffhgnfnbf reducible gLLAQbdcdeffhgrfnbf SFS[D(3,1)(2,1)] gLLAQacddeffjkdmvqk SFS[D(8,3)(2,1)] gLLAQacddeffnkdmvqk SFS[D(7,3)(2,1)] gLLAQadceeffjeoxwmc toroidal gLLAQacddeffbvdxvqk reducible gLLAQadceeffjeoxfac SFS[A(2,1)] gLLAQbdcdeffdgofnbf SFS[D(3,1)(2,1)] gLLAQbddceffdccbnnv reducible gLLAQadceeffjpoxwmg SFS[D(3,1)(2,1)] gLLAQadceeffjaoxref reducible gLLAQacddeffbviivqk reducible gLLAQadceeffjaoxsef reducible gLLAQadceeffjaoxsmc reducible gLLAQadceeffjaoxstb reducible gLLAQacddeffbjiivqk reducible gLLAQadceeffjaoxcek SFS[D(3,1)(2,1)] gLLAQadceeffjaoxcer SFS[D(3,1)(2,1)] gLLAQadceeffjaoxctj SFS[D(2,1)(2,1)] gLLAQacddeffjcddvqk SFS[D(2,1)(2,1)] gLLAQbddcefftnrbscb reducible gLLAQbdcdefftbovsgv SFS[D(3,1)(2,1)] gLLAQbdcdeffmkwswcf toroidal gLLAQbdcdeffmksswcf toroidal gLLAQbdcdeffmknfwcf SFS[D(3,1)(2,1)] gLLAQbdcdeffmkrfwcf SFS[D(3,1)(2,1)] gLLAQacddeffjkemvqk toroidal gLLAQacddeffnkemvqk toroidal gLLAQbdcdeffmforwov reducible gLLAQacddeffbvhlvqk reducible gLLAQbdcdfefmsvoorv SFS[D(2,1)(2,1)] gLLAQbdcdeffmrvvwgb SFS[D(2,1)(2,1)] gLLAQbdcdeffmrokwgb reducible gLLAQacddeffbrhlvqk reducible gLLAQadceeffjhoxwmc SFS[D(3,1)(2,1)] gLLAQadceeffjhoxnef SFS[D(2,1)(2,1)] gLLAQbdcdeffekofwcf SFS[D(3,1)(2,1)] gLLAQacddeffbbupvqk reducible gLLAQacddeffbvuavqk reducible gLLAQadceeffjloxnig SFS[A(2,1)] gLLAQadceeffjloxwmg toroidal gLLAQadceeffjloxwmj SFS[D(3,1)(2,1)] gLLAQadceeffjloxwmk SFS[D(3,1)(2,1)] gLLAQadceeffjloxwdw toroidal gLLAQadceeffjloxwds toroidal gLLAQacddeffjcapvqk toroidal gLLAQacddeffncapvqk toroidal gLLAQadceeffjioxcef SFS[D(3,1)(2,1)] gLLAQadceeffjioxcek reducible gLLAQadceeffjioxcer SFS[D(3,1)(2,1)] gLLAQadceeffjioxctj SFS[D(7,3)(2,1)] gLLAQadceeffjioxctn SFS[D(8,3)(2,1)] gLLAQacddeffbcadvqk SFS[D(2,1)(2,1)] gLLAQacddeffjcadvqk SFS[D(5,1)(2,1)] gLLAQacddeffncadvqk SFS[D(7,2)(2,1)] gLLMQbcddeffxbgowwg SFS[D(3,1)(2,1)] gLLMQbcddeffxbgnwwg SFS[D(3,1)(2,1)] gLLMQbcddeffxbgrwwg reducible gLLMQbcddeffxbrgwwg SFS[D(2,1)(2,1)] gLLMQbcddeffxbrjwwg SFS[D(5,1)(2,1)] gLLMQbcddeffxbrkwwg SFS[D(7,2)(2,1)] gLLAQacddeffjcahvqk SFS[D(7,3)(2,1)] gLLAQacddeffncahvqk SFS[D(8,3)(2,1)] gLLAQbddcfefevjncrf SFS[D(8,3)(2,1)] gLLAQbddcfefevjjcrf SFS[D(7,3)(2,1)] gLLAQbdcdfefevofcrf SFS[D(3,1)(2,1)] gLLAQbdcdfefevrfcrf SFS[D(3,1)(2,1)] gLLAQbdcdfefevnfcrf reducible gLLAQacddeffbkamvqk SFS[D(2,1)(2,1)] gLLAQacddeffjkamvqk SFS[D(7,2)(2,1)] gLLAQacddeffnkamvqk SFS[D(5,1)(2,1)] gLLAQadceeffjuoxwdb reducible gLLAQadceeffjuoxwdj toroidal gLLAQadceeffjuoxwdn toroidal gLLAQadceeffjuoxwmc SFS[D(3,1)(2,1)] gLLAQadceeffjuoxwmw toroidal gLLAQadceeffjuoxwmj SFS[D(3,1)(2,1)] gLLAQacddeffjkaivqk toroidal gLLAQacddeffnkaivqk SFS[D(7,2)(2,1)] gLLMQbcedfefasqjxso SFS[D(2,1)(2,1)] gLLMQbcedfefasxjxoo reducible gLLMQbcedfefasxjxno SFS[D(3,1)(2,1)] gLLMQbcedfefasxjxro SFS[D(3,1)(2,1)] gLLAQacddeffnkaavqk SFS[D(2,1)(2,1)] gLLAQacddeffbvppvqk reducible gLLAQacddeffbouuvqk reducible gLLMQbcddeffarcoswc reducible gLLAQadceeffjxoxfxf SFS[D(2,1)(2,1)] gLLAQadceeffjxoxwmg SFS[D(3,1)(2,1)] gLLAQadceeffjmoxcef SFS[D(3,1)(2,1)] gLLAQadceeffjmoxcek SFS[D(3,1)(2,1)] gLLAQadceeffjmoxcer toroidal gLLAQadceeffjmoxctb reducible gLLAQadceeffjmoxctj toroidal gLLAQadceeffjmoxctn toroidal gLLAQacddeffjcedvqk SFS[D(7,2)(2,1)] gLLAQacddeffncedvqk toroidal gLLAQacddeffbvqmvqk reducible gLLMQbcedfefmktjxgo reducible gLLMQbcddeffpfgonsg reducible gLLAQadceeffjaodnmf reducible gLLAQadceeffjaodbmf reducible gLLAQacddeffbjhhvdr reducible gLLAQadceeffjaodjmf reducible gLLAQbdcdeffmsofwcf reducible gLLAQbdcdeffmworwov reducible gLLAQbdcdeffmvokwgb reducible gLLAQacddeffbrlivdr reducible gLLAQacddeffbbpavdr reducible gLLAQacddeffboppvdr reducible gLLAQadceeffjaoioxf reducible gLLAQadceeffjaoikxf reducible gLLAQacddeffbjllvtj reducible gLLAQadceeffjaoiwxf reducible gLLAQbdcdeffmbofwcf reducible gLLAQbdcdeffmnorwov reducible gLLAQbdcdeffmjokwgb reducible gLLAQacddeffbrihvtj reducible gLLAQacddeffbbauvtj reducible gLLAQacddeffboaavtj reducible gLLAQbdcdeffhsvgnfb SFS[D(2,1)(2,1)] gLLAQbdcdeffhwofnrf SFS[D(3,1)(2,1)] gLLAQacddeffbvdxvhk reducible gLLAQadceeffjeoxglc toroidal gLLAQadceeffjeoxcec SFS[A(2,1)] gLLAQbddceffdwjbnrf reducible gLLAQbddceffdwjnnrf toroidal gLLAQbddceffdwjjnrf toroidal gLLAQbdcdeffdwofnrf SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrfnrf toroidal gLLAQbdcdeffdwnfnrf SFS[D(3,1)(2,1)] gLLAQacddeffjkaivhk toroidal gLLAQacddeffnkaivhk SFS[D(7,2)(2,1)] gLLAQadceeffjpoxoqg SFS[D(3,1)(2,1)] gLLAQadceeffjpoxoqk reducible gLLAQadceeffjpoxoqj SFS[D(3,1)(2,1)] gLLAQadceeffjpoxohr SFS[D(7,3)(2,1)] gLLAQadceeffjpoxohk SFS[D(8,3)(2,1)] gLLAQacddeffbcadvhk SFS[D(2,1)(2,1)] gLLAQacddeffjcadvhk SFS[D(5,1)(2,1)] gLLAQacddeffncadvhk SFS[D(7,2)(2,1)] gLLAQadceeffjaoxjdf reducible gLLAQadceeffjaoxjlc reducible gLLAQadceeffjaoxjpb reducible gLLAQacddeffbjiivhk reducible gLLAQadceeffjaoxndf reducible gLLAQacddeffbviivhk reducible gLLAQadceeffjaoxbdr SFS[D(3,1)(2,1)] gLLAQadceeffjaoxbdk SFS[D(3,1)(2,1)] gLLAQadceeffjaoxblj SFS[D(2,1)(2,1)] gLLAQacddeffjcddvhk SFS[D(2,1)(2,1)] gLLAQbdcdefftvobskb SFS[D(3,1)(2,1)] gLLAQbdcdefftvnbskb SFS[D(3,1)(2,1)] gLLAQbdcdefftvrbskb toroidal gLLAQbddcefftvrbskb reducible gLLAQbddcefftvrjskb toroidal gLLAQbddcefftvrnskb toroidal gLLAQacddeffjcedvhk SFS[D(7,2)(2,1)] gLLAQacddeffncedvhk toroidal gLLAQbdcdeffmwokwbb reducible gLLAQacddeffbvhlvhk reducible gLLAQbdcdfefmkwsnrf toroidal gLLAQbdcdfefmkssnrf toroidal gLLAQbdcdeffmvrfwnf SFS[D(3,1)(2,1)] gLLAQbdcdeffmvnfwnf SFS[D(3,1)(2,1)] gLLAQacddeffjkemvhk toroidal gLLAQacddeffnkemvhk toroidal gLLAQbdcdfefmrvvbrb SFS[D(2,1)(2,1)] gLLAQbdcdeffmsvowjv SFS[D(2,1)(2,1)] gLLAQbdcdeffmsorwjv reducible gLLAQacddeffbrhlvhk reducible gLLAQadceeffjhoxgdf SFS[D(2,1)(2,1)] gLLAQadceeffjhoxgdr SFS[D(7,2)(2,1)] gLLAQadceeffjhoxgdk SFS[D(5,1)(2,1)] gLLAQadceeffjhoxglc SFS[D(3,1)(2,1)] gLLAQadceeffjhoxglj reducible gLLAQadceeffjhoxglw SFS[D(3,1)(2,1)] gLLAQacddeffjkdmvhk SFS[D(8,3)(2,1)] gLLAQacddeffnkdmvhk SFS[D(7,3)(2,1)] gLLAQbddceffevjnwnf SFS[D(8,3)(2,1)] gLLAQbddceffevjjwnf SFS[D(7,3)(2,1)] gLLAQbdcdeffevofwnf SFS[D(3,1)(2,1)] gLLAQbdcdeffevrfwnf SFS[D(3,1)(2,1)] gLLAQbdcdeffevnfwnf reducible gLLAQacddeffbkamvhk SFS[D(2,1)(2,1)] gLLAQacddeffjkamvhk SFS[D(7,2)(2,1)] gLLAQacddeffnkamvhk SFS[D(5,1)(2,1)] gLLAQadceeffjloxceg SFS[A(2,1)] gLLAQacddeffbbupvhk reducible gLLAQacddeffbvuavhk reducible gLLAQadceeffjloxoqg toroidal gLLAQadceeffjloxoqk SFS[D(3,1)(2,1)] gLLAQadceeffjloxoqj SFS[D(3,1)(2,1)] gLLAQadceeffjloxohr toroidal gLLAQadceeffjloxohk toroidal gLLAQacddeffjcapvhk toroidal gLLAQacddeffncapvhk toroidal gLLAQadceeffjioxbdf SFS[D(3,1)(2,1)] gLLMQbcddeffxgrgwrg SFS[D(2,1)(2,1)] gLLMQbcddeffxjcowsc SFS[D(3,1)(2,1)] gLLAQbdcdfefekofnrf SFS[D(3,1)(2,1)] gLLAQadceeffjuoxoab reducible gLLAQadceeffjuoxglc SFS[D(3,1)(2,1)] gLLAQacddeffbouuvhk reducible gLLAQacddeffbvppvhk reducible gLLMQbcedfefajqjxjo SFS[D(2,1)(2,1)] gLLMQbcedfefajhjxoo reducible gLLMQbcedfefajhjxro SFS[D(3,1)(2,1)] gLLMQbcedfefajhjxno SFS[D(3,1)(2,1)] gLLAQacddeffnkaavhk SFS[D(2,1)(2,1)] gLLMQbcddeffakgosvg reducible gLLAQadceeffjxoxoqg SFS[D(3,1)(2,1)] gLLAQadceeffjxoxoqk SFS[D(3,1)(2,1)] gLLAQadceeffjxoxoqj reducible gLLAQadceeffjxoxohf SFS[D(2,1)(2,1)] gLLAQadceeffjxoxohr SFS[D(5,1)(2,1)] gLLAQadceeffjxoxohk SFS[D(7,2)(2,1)] gLLAQacddeffjcahvhk SFS[D(7,3)(2,1)] gLLAQacddeffncahvhk SFS[D(8,3)(2,1)] gLLAQadceeffjmoxnpb reducible gLLAQadceeffjmoxbdf SFS[D(3,1)(2,1)] gLLMQbcedfefmvpjxgo reducible gLLAQacddeffbvqmvhk reducible gLLMQbcddeffpkconvc reducible gLLAQadceeffjaoicpf reducible gLLAQacddeffbjhhvlw reducible gLLAQadceeffjaoirpf reducible gLLAQadceeffjaoispf reducible gLLAQbdcdeffmfokwbb reducible gLLAQbdcdeffmrofwnf reducible gLLAQbdcdeffmkorwjv reducible gLLAQacddeffbrlivlw reducible gLLAQacddeffbbpavlw reducible gLLAQacddeffboppvlw reducible gLLAQadceeffjaodwhf reducible gLLAQacddeffbjllvij reducible gLLAQadceeffjaodohf reducible gLLAQadceeffjaodkhf reducible gLLAQbdcdeffmnokwbb reducible gLLAQbdcdeffmjofwnf reducible gLLAQbdcdeffmborwjv reducible gLLAQacddeffbrihvij reducible gLLAQacddeffbbauvij reducible gLLAQacddeffboaavij reducible gLLAQadceeffjaoprhf reducible gLLAQadceeffjaopshf reducible gLLAQadceeffjaopchf reducible gLLAQacddeffbriigik reducible gLLAQbdcdeffmkonwfc reducible gLLAQacddeffbjhlgik reducible gLLAQbdcdeffmfojwrg reducible gLLAQbdcdeffmrobwko reducible gLLAQacddeffbvhhghr reducible gLLAQadceeffjaoqbmf reducible gLLAQacddeffbjhhghr reducible gLLAQacddeffbrhhghr reducible gLLAQbdcdeffmsofwfc reducible gLLAQbdcdeffmworwrg reducible gLLAQbdcdeffmvobwko reducible gLLAQbdcdeffmvokwko reducible gLLAQacddeffbsxeghr reducible gLLAQacddeffbcqdghr reducible gLLAQadceeffjeomjec reducible gLLAQadceeffjaomoxf reducible gLLAQadceeffjaomkdf reducible gLLAQacddeffbrllglj reducible gLLAQbdcdeffmbofwfc reducible gLLAQacddeffbvihglj reducible gLLAQbdcdeffmjobwko reducible gLLAQadceeffjlomrhr SFS[D(2,1)(2,1)] gLLAQadceeffjlomrqg reducible gLLAQadceeffjlomrqj SFS[D(3,1)(2,1)] gLLAQadceeffjlomrqk SFS[D(3,1)(2,1)] gLLAQacddeffnkauglj SFS[D(2,1)(2,1)] gLLAQadceeffjaoljxf reducible gLLAQadceeffjaolnxf reducible gLLAQadceeffjaolbxf reducible gLLAQacddeffbriigpk reducible gLLAQbdcdeffmwoswfc reducible gLLAQbdcdeffmvowwrg reducible gLLAQacddeffbjhlgpk reducible gLLAQbdcdeffmsovwko reducible gLLAQadceeffjaoacpf reducible gLLAQacddeffbjhhgaw reducible gLLAQacddeffbvhhgaw reducible gLLAQacddeffbrhhgaw reducible gLLAQbdcdeffmfokwfc reducible gLLAQbdcdeffmrofwrg reducible gLLAQbdcdeffmkovwko reducible gLLAQbdcdeffmkorwko reducible gLLAQacddeffbcqdgaw reducible gLLAQacddeffbsxegaw reducible gLLAQadceeffjeotvac reducible gLLAQadceeffjaotwef reducible gLLAQadceeffjaotohf reducible gLLAQacddeffbrllguj reducible gLLAQacddeffbvihguj reducible gLLAQbdcdeffmjofwrg reducible gLLAQbdcdeffmbovwko reducible gLLAQadceeffjlotjdw SFS[D(2,1)(2,1)] gLLAQadceeffjlotjmg reducible gLLAQadceeffjlotjmk SFS[D(3,1)(2,1)] gLLAQadceeffjlotjmj SFS[D(3,1)(2,1)] gLLAQacddeffnkauguj SFS[D(2,1)(2,1)] gLLAQadceeffjartbpf SFS[D(3,1)(2,1)] gLLMQcbdfeefanrdiwc SFS[D(3,1)(2,1)] gLLAQadceeffjarmcmf SFS[D(3,1)(2,1)] gLLMQcbdfeefanjelwc SFS[D(3,1)(2,1)] gLLAQbddceffdccbnnw reducible gLLAQbdcdeffmkofwck SFS[D(3,1)(2,1)] gLLAQacddeffbcadwqk SFS[D(5,1)(2,1)] gLLAQacddeffbvppwqk SFS[D(3,1)(2,1)] gLLAQacddeffbouuwqk SFS[D(3,1)(2,1)] gLLMQbcedfefmktjxgr SFS[D(3,1)(2,1)] gLLAQacddeffboppwdr SFS[D(3,1)(2,1)] gLLAQacddeffboaawtj toroidal gLLAQacddeffbcadshk toroidal gLLAQadceeffjarxbpb SFS[D(3,1)(2,1)] gLLAQacddeffbcddshk SFS[D(3,1)(2,1)] gLLAQacddeffbcedshk SFS[D(3,1)(2,1)] gLLAQbdcdeffmvofwnk SFS[D(3,1)(2,1)] gLLAQbddcfefefcbjrs SFS[D(3,1)(2,1)] gLLAQadceeffjurxoab reducible gLLMQbcddfefacbcvjj SFS[D(3,1)(2,1)] gLLMQbcddfefacfcvjj SFS[D(3,1)(2,1)] gLLAQacddeffbouushk SFS[D(3,1)(2,1)] gLLAQacddeffbvppshk SFS[D(3,1)(2,1)] gLLMQbcedfefmvpjxgr SFS[D(3,1)(2,1)] gLLAQacddeffboppslw SFS[D(3,1)(2,1)] gLLAQacddeffboaasij toroidal gLLAQadceeffjantbpf SFS[D(3,1)(2,1)] gLLMQcbdfeefanrdisc SFS[D(3,1)(2,1)] gLLAQadceeffjanmcmf SFS[D(3,1)(2,1)] gLLMQcbdfeefanjelsc SFS[D(3,1)(2,1)] gLLAQbddceffdccbnns reducible gLLAQbdcdeffmkofwcr SFS[D(3,1)(2,1)] gLLAQacddeffbcadsqk SFS[D(7,2)(2,1)] gLLAQacddeffbvppsqk SFS[D(3,1)(2,1)] gLLAQacddeffbouusqk SFS[D(3,1)(2,1)] gLLMQbcedfefmktjxgn SFS[D(3,1)(2,1)] gLLAQacddeffboppsdr SFS[D(3,1)(2,1)] gLLAQacddeffboaastj toroidal gLLAQacddeffbcadwhk SFS[D(7,3)(2,1)] gLLAQbdcdeffmvofwnr SFS[D(3,1)(2,1)] gLLAQadceeffjunxoab reducible gLLAQacddeffbouuwhk SFS[D(3,1)(2,1)] gLLAQacddeffbvppwhk SFS[D(3,1)(2,1)] gLLMQbcedfefmvpjxgn SFS[D(3,1)(2,1)] gLLAQacddeffboppwlw SFS[D(3,1)(2,1)] gLLAQacddeffboaawij toroidal gLLAQacddfefbcadafr reducible gLLAQadeceffnaabbpb reducible gLLAQacddfefbcddafr reducible gLLAQacddfefbcedafr reducible gLLAQaceedffbcedbaj reducible gLLAQaceedffbcadbaj reducible gLLAQaceedffbcddbaj reducible gLLMQbcddfefacfccnf reducible gLLAQacddfefbompufj reducible gLLAQbdcdeffmrofsvv reducible gLLAQaceedffbouxblj reducible gLLAQaceedffbotxblj reducible gLLAQaceedffboxxblj reducible gLLAQbdcdeffhkofrwv SFS[D(3,1)(2,1)] gLLAQaceedffbceebtj reducible gLLAQaceedffbrqqbtj reducible gLLAQadeceffnalbodb reducible gLLAQacddfefboqqpfk reducible gLLAQaceedffbghibtj reducible gLLAQaceedffbglibtj reducible gLLAQadeceffnulbvac SFS[D(3,1)(2,1)] gLLAQacddfefbgalpfk SFS[D(3,1)(2,1)] gLLAQacddfefboaapfk SFS[D(3,1)(2,1)] gLLAQaceedffbgiibtj reducible gLLAQbdcdeffhgofrnb SFS[D(3,1)(2,1)] gLLAQadeceffnaebctb reducible gLLAQacddfefbsxxtfj reducible gLLAQaceedffbktxbpn reducible gLLAQaceedffjktxbpn SFS[D(3,1)(3,1)] gLLAQaceedffnktxbpn SFS[D(3,1)(3,2)] gLLAQbdcdfefevrfgkv SFS[D(3,1)(2,1)] gLLAQacddfefjkamtfj SFS[D(3,1)(2,1)] gLLAQaceedffbkuxbpn reducible gLLAQaceedffjkuxbpn toroidal gLLAQaceedffnkuxbpn toroidal gLLAQadeceffnuebwmc SFS[D(3,1)(2,1)] gLLAQadeceffnuebwmw toroidal gLLAQadeceffnuebwmj SFS[D(3,1)(2,1)] gLLAQacddfefbkaitfj SFS[D(3,1)(2,1)] gLLAQacddfefjkaitfj toroidal gLLAQacddfefnkaitfj SFS[D(3,1)(2,1)] gLLAQaceedffbkxxbpn reducible gLLAQaceedffjkxxbpn SFS[D(3,1)(3,1)] gLLAQaceedffnkxxbpn SFS[D(3,1)(3,2)] gLLMQbcedfefasxkinc SFS[D(3,1)(2,1)] gLLAQacddfefjkaatfj SFS[D(3,1)(2,1)] gLLAQacddfefbsaatfj SFS[D(3,1)(2,1)] gLLAQacddfefbstuqfk reducible gLLAQbdcdeffmsofsob reducible gLLAQaceedffbslibhn reducible gLLAQaceedffbshibhn reducible gLLAQaceedffbsiibhn reducible gLLAQacddfefbbaedfw reducible gLLAQaceedffbsllbdn reducible gLLAQaceedffbrqqbdn reducible gLLAQadeceffnauboab reducible gLLAQacddfefbbeedfw reducible gLLAQacddfefbbdedfw reducible gLLAQaceedffbbadbdn reducible gLLAQaceedffbbedbdn reducible gLLAQaceedffbbddbdn reducible gLLMQbcddeffavfgwfg reducible gLLAQadeceffnadbjxf reducible gLLAQbdcdeffmsovscv reducible gLLAQbdcdeffhgovrbv SFS[D(3,1)(2,1)] gLLAQbdcdeffhgskrbv SFS[D(4,3)(3,1)] gLLAQbdcdeffhgwkrbv SFS[D(5,3)(3,1)] gLLAQacddeffjcmdvqj SFS[D(4,1)(3,1)] gLLAQacddeffncmdvqj SFS[D(5,2)(3,1)] gLLAQadeceffnaxbclb reducible gLLAQadeceffnaxbcln SFS[D(3,1)(3,2)] gLLAQadeceffnaxbclj SFS[D(3,1)(3,1)] gLLAQadeceffnaxbcmr SFS[D(3,1)(2,1)] gLLAQacddeffjkmmvqj SFS[D(3,1)(2,1)] gLLAQadeceffnixbcmf SFS[D(3,1)(2,1)] gLLAQadeceffnuxbwxc SFS[D(3,1)(2,1)] gLLMQbcddfefagrgwng reducible gLLAQadeceffnxxbwxg SFS[D(3,1)(2,1)] gLLAQadeceffnaibotb reducible gLLMQbcedfefagmkevv reducible gLLAQadeceffnadbshf reducible gLLAQbdcdeffmrobssb reducible gLLAQadeceffnaibbhb reducible gLLMQbcddeffagngwjg reducible gLLAQbdcdeffhkobrvb SFS[D(3,1)(2,1)] gLLAQadeceffnaxbopb reducible gLLAQadeceffnixbkdf SFS[D(3,1)(2,1)] gLLAQadeceffnuxbvlc SFS[D(3,1)(2,1)] gLLMQbcddeffavcnwkc SFS[D(3,1)(2,1)] gLLMQbcddeffavkcwkc reducible gLLMQbcddeffavkjwkc SFS[D(3,1)(3,1)] gLLMQbcddeffavkwwkc SFS[D(3,1)(3,2)] gLLAQacddeffncaavhw SFS[D(3,1)(2,1)] gLLAQadeceffnxxbrhk SFS[D(5,3)(3,1)] gLLAQadeceffnxxbrhr SFS[D(4,3)(3,1)] gLLAQadeceffnxxbrqg SFS[D(3,1)(2,1)] gLLAQacddeffjkahvhw SFS[D(5,2)(3,1)] gLLAQacddeffnkahvhw SFS[D(4,1)(3,1)] gLLAQbddceffdwjbrcg reducible gLLAQbddceffdwjnrcg toroidal gLLAQbddceffdwjjrcg toroidal gLLAQbdcdeffdwrfrcg toroidal gLLAQbdcdeffdwnfrcg SFS[D(5,2)(3,1)] gLLAQacddeffjkaiglr toroidal gLLAQacddeffnkaiglr SFS[D(5,3)(3,1)] gLLAQbddceffevjnsfg SFS[D(5,2)(3,1)] gLLAQbddceffevjjsfg SFS[D(4,1)(3,1)] gLLAQbdcdeffevofsfg SFS[D(3,1)(2,1)] gLLAQacddeffjkamglr SFS[D(5,3)(3,1)] gLLAQacddeffnkamglr SFS[D(4,3)(3,1)] gLLMQbcedfefajqkinc SFS[D(4,3)(3,1)] gLLMQbcedfefajqkijc SFS[D(5,3)(3,1)] gLLMQbcedfefajhkirc SFS[D(5,2)(3,1)] gLLMQbcedfefajhkinc SFS[D(4,1)(3,1)] gLLAQacddeffbkaaglr SFS[D(3,1)(2,1)] gLLAQadeceffnaubclb reducible gLLAQadeceffnaubcln SFS[D(3,1)(3,2)] gLLAQadeceffnaubclj SFS[D(3,1)(3,1)] gLLAQadeceffnaubcmr SFS[D(3,1)(2,1)] gLLAQacddeffjkmmgij SFS[D(3,1)(2,1)] gLLAQacddeffbsmmgij reducible gLLAQacddeffbbmigij reducible gLLAQacddeffbrligij reducible gLLAQadeceffnuubwpf SFS[D(3,1)(2,1)] gLLMQcbdfeefajjpubg SFS[D(3,1)(2,1)] gLLMQcbdfeefajjeubw SFS[D(4,3)(3,1)] gLLMQcbdfeefajjeubj SFS[D(5,3)(3,1)] gLLAQacddeffjkuugij SFS[D(4,1)(3,1)] gLLAQacddeffnkuugij SFS[D(5,2)(3,1)] gLLAQadeceffnphbvdv reducible gLLAQadeceffnahbotb reducible gLLAQbdcdefftfvwwjg reducible gLLAQacddeffbsaeghk SFS[D(3,1)(2,1)] gLLMQbcedfefagekhng SFS[D(5,3)(3,1)] gLLMQbcedfefagekhjg toroidal gLLMQbcedfefagxkhrg SFS[D(4,3)(3,1)] gLLMQbcedfefagxkhng SFS[D(5,3)(3,1)] gLLMQbcedfefagdkhng SFS[D(4,3)(3,1)] gLLMQbcedfefagdkhjg SFS[D(5,3)(3,1)] gLLMQbcedfefagtkhrg toroidal gLLMQbcedfefagtkhng toroidal gLLMQbcedfefagqkhsg SFS[D(5,2)(3,1)] gLLMQbcedfefagqkhwg SFS[D(4,1)(3,1)] gLLAQacddeffjkppghk SFS[D(5,2)(3,1)] gLLAQacddeffnkppghk toroidal gLLAQacddeffjjuughk SFS[D(4,1)(3,1)] gLLAQacddeffnjuughk SFS[D(5,2)(3,1)] gLLAQbddceffdccbrcg reducible gLLAQacddeffbcadgaj SFS[D(3,1)(2,1)] gLLAQadeceffnplboiv reducible gLLAQadeceffnalbbhb reducible gLLAQacddeffbcttguk reducible gLLAQbdcdefftvvcwjg reducible gLLAQbdcdefftvofwjg SFS[D(3,1)(2,1)] gLLAQacddeffbgtlguk reducible gLLAQacddeffbrliguk reducible gLLAQadeceffnatbopb reducible gLLAQadeceffnutbvxf SFS[D(3,1)(2,1)] gLLMQbcddeffaobcwcv SFS[D(3,1)(2,1)] gLLAQacddeffboaagpw SFS[D(3,1)(2,1)] gLLAQacddfefbcadakr toroidal gLLAQadeceffnaajbpb SFS[D(3,1)(3,1)] gLLAQacddfefbcddakr SFS[D(3,1)(3,1)] gLLAQacddfefbcedakr SFS[D(3,1)(3,1)] gLLAQaceedffbcednaj SFS[D(3,1)(3,1)] gLLAQaceedffbcadnaj reducible gLLAQaceedffbcddnaj SFS[D(3,1)(3,1)] gLLMQbcddfefacfccnr SFS[D(3,1)(3,1)] gLLAQacddfefboaapkk SFS[D(3,1)(2,1)] gLLAQbddceffdccbrck reducible gLLAQacddeffbcadkaj SFS[D(3,1)(2,1)] gLLAQacddeffboaakpw SFS[D(3,1)(2,1)] gLLAQacddfefbcadarr toroidal gLLAQadeceffnaanbpb SFS[D(3,1)(3,2)] gLLAQacddfefbcddarr SFS[D(3,1)(3,2)] gLLAQacddfefbcedarr SFS[D(3,1)(3,2)] gLLAQaceedffbcedjaj SFS[D(3,1)(3,2)] gLLAQaceedffbcadjaj reducible gLLAQaceedffbcddjaj SFS[D(3,1)(3,2)] gLLMQbcddfefacfccnk SFS[D(3,1)(3,2)] gLLAQacddfefboaaprk reducible gLLAQbddceffdccbrcj reducible gLLAQadeceffnaancmc SFS[D(2,1)(2,1)] gLLAQacddeffbcddjaj SFS[D(2,1)(2,1)] gLLAQbddceffefcbsfj SFS[D(2,1)(2,1)] gLLAQacddeffbcadjaj toroidal gLLMQbcddeffacbcwcs SFS[D(2,1)(2,1)] gLLMQbcddeffacfcwcs SFS[D(2,1)(2,1)] gLLAQacddeffbcedjaj SFS[D(2,1)(2,1)] gLLAQacddeffboaajpw reducible gLLAQaedceffjadbwxg reducible gLLAQaedceffjadbnxg reducible gLLAQaedceffjadbfxg reducible gLLAQacddfefbriilfs reducible gLLAQaceedffbrqmbuj reducible gLLAQaceedffbjqmbuj reducible gLLAQacddfefbjhllfs reducible gLLAQaceedffbvqmbuj reducible gLLAQaedceffjxtbcuf SFS[D(3,1)(2,1)] gLLAQaedceffjdtbbpf SFS[A(3,1)] gLLAQaedceffjitboxf reducible gLLAQaedceffjltbjxf SFS[D(3,1)(3,1)] gLLAQaedceffjatbsmf reducible gLLAQaedceffjatbrmf reducible gLLAQaedceffjttbwef SFS[D(3,1)(3,2)] gLLAQaceedffbrpqbij reducible gLLAQacddfefbvliifn reducible gLLAQaceedffbjpqbij reducible gLLAQaedceffjptbsef SFS[D(3,1)(2,1)] gLLAQaedceffjptbsuf SFS[D(3,1)(2,1)] gLLAQacddfefbjliifn reducible gLLAQaceedffbvpqbij reducible gLLAQacddfefbrliifn reducible gLLAQaedceffjqtbnmf SFS[D(3,1)(2,1)] gLLAQaedceffjptbjxf toroidal gLLAQaedceffjmtbcmf SFS[D(3,1)(3,2)] gLLAQaedceffjqtbwef SFS[D(3,1)(3,1)] gLLAQaedceffjttbjqf reducible gLLAQaedceffjatbkdf reducible gLLAQaedceffjxtbjxf SFS[D(3,1)(3,2)] gLLAQaedceffjitbcmf SFS[D(3,1)(3,1)] gLLAQaedceffjdtbwef reducible gLLAQbdcdeffakofnnb reducible gLLAQaceedffbceebqj reducible gLLAQaceedffbsllbqj reducible gLLAQbdcdeffafokrsf reducible gLLAQacddfefbvllhfr reducible gLLAQbdcdeffakorrvb reducible gLLAQaceedffbrmpbqj reducible gLLAQaceedffbjmpbqj reducible gLLAQacddfefbjihhfr reducible gLLAQaceedffbvmpbqj reducible gLLAQaedceffnadbnxg reducible gLLAQaedceffnadbwxg reducible gLLAQaedceffnadbfxg reducible gLLAQacddfefbriilfw reducible gLLAQaceedffbjqmbun reducible gLLAQacddfefbjhllfw reducible gLLAQaceedffbrqmbun reducible gLLAQaceedffbvqmbun reducible gLLAQaedceffjxmbfic SFS[D(3,1)(2,1)] gLLAQaedceffjdmbcxc SFS[A(3,1)] gLLAQaedceffjimbrlc reducible gLLAQaedceffjlmbglc SFS[D(3,1)(3,1)] gLLAQaedceffjambntc reducible gLLAQaedceffjambwtc reducible gLLAQaedceffjtmbvac SFS[D(3,1)(3,2)] gLLAQaceedffbjpqbin reducible gLLAQaedceffjpmbwac SFS[D(3,1)(2,1)] gLLAQaedceffjpmbwic SFS[D(3,1)(2,1)] gLLAQacddfefbjliifj reducible gLLAQaceedffbrpqbin reducible gLLAQacddfefbvliifj reducible gLLAQaceedffbvpqbin reducible gLLAQacddfefbrliifj reducible gLLAQaedceffjqmbotc SFS[D(3,1)(2,1)] gLLAQaedceffjpmbglc toroidal gLLAQaedceffjmmbftc SFS[D(3,1)(3,2)] gLLAQaedceffjqmbvac SFS[D(3,1)(3,1)] gLLAQaedceffjtmbguc reducible gLLAQaedceffjambjec reducible gLLAQaedceffjxmbglc SFS[D(3,1)(3,2)] gLLAQaedceffjimbftc SFS[D(3,1)(3,1)] gLLAQaedceffjdmbvac reducible gLLAQaceedffbsllbqn reducible gLLAQaceedffbceebqn reducible gLLAQbdcdeffafoknsf reducible gLLAQacddfefbvllhfn reducible gLLAQbdcdeffakofrnb reducible gLLAQbdcdeffakornvb reducible gLLAQaceedffbjmpbqn reducible gLLAQacddfefbjihhfn reducible gLLAQaceedffbrmpbqn reducible gLLAQaceedffbvmpbqn reducible gLLAQaedceffjxabflf SFS[D(3,1)(2,1)] gLLAQaedceffjxabnig SFS[D(3,1)(3,2)] gLLAQacddeffbvdxvas reducible gLLAQaedceffjdaboug toroidal gLLAQaedceffjdabcef SFS[A(3,1)] gLLAQaedceffjiabrhf reducible gLLAQaedceffjiabrhk toroidal gLLAQaedceffjiabrhr toroidal gLLAQaedceffjiabrqg SFS[D(3,1)(3,1)] gLLAQaedceffjiabrqj toroidal gLLAQaedceffjiabrqk SFS[D(3,1)(3,2)] gLLAQacddeffjkaivas toroidal gLLAQacddeffnkaivas SFS[D(7,5)(3,1)] gLLAQaedceffjlabghf SFS[D(3,1)(3,1)] gLLAQaedceffjlabghk reducible gLLAQaedceffjlabghr SFS[D(3,1)(3,2)] gLLAQaedceffjlabgqj SFS[D(7,3)(3,1)] gLLAQaedceffjlabgqk SFS[D(8,3)(3,1)] gLLAQacddeffbcadvas SFS[D(3,1)(2,1)] gLLAQacddeffjcadvas SFS[D(5,1)(3,1)] gLLAQacddeffncadvas SFS[D(7,2)(3,1)] gLLAQaedceffjaabwdf reducible gLLAQaedceffjaabwug reducible gLLAQaedceffjaabwtg reducible gLLAQacddeffbjiivas reducible gLLAQaedceffjaabndf reducible gLLAQacddeffbviivas reducible gLLAQaedceffjaabfdk SFS[D(3,1)(3,2)] gLLAQaedceffjaabfdr SFS[D(3,1)(3,1)] gLLAQaedceffjaabfuj SFS[D(3,1)(2,1)] gLLAQacddeffjcddvas SFS[D(3,1)(2,1)] gLLAQaedceffjtabvpf SFS[D(3,1)(3,2)] gLLAQaedceffjtabvpk SFS[D(3,1)(3,1)] gLLAQaedceffjtabvpr toroidal gLLAQaedceffjtabvig reducible gLLAQaedceffjtabvij toroidal gLLAQaedceffjtabvik toroidal gLLAQacddeffjcedvas SFS[D(7,2)(3,1)] gLLAQacddeffncedvas toroidal gLLAQaedceffjpabfig reducible gLLAQacddeffbvhlvas reducible gLLAQaedceffjpabnpk toroidal gLLAQaedceffjpabnpr toroidal gLLAQaedceffjpabnij SFS[D(3,1)(3,2)] gLLAQaedceffjpabnik SFS[D(3,1)(3,1)] gLLAQacddeffjkemvas toroidal gLLAQacddeffnkemvas toroidal gLLAQaedceffjpabwpf SFS[D(3,1)(2,1)] gLLAQaedceffjpabwlf SFS[D(3,1)(2,1)] gLLAQaedceffjpabwig reducible gLLAQacddeffbrhlvas reducible gLLAQaedceffjqabodf SFS[D(3,1)(2,1)] gLLAQaedceffjqabodk SFS[D(7,2)(3,1)] gLLAQaedceffjqabodr SFS[D(5,1)(3,1)] gLLAQaedceffjqaboug SFS[D(3,1)(3,1)] gLLAQaedceffjqabouj reducible gLLAQaedceffjqabouk SFS[D(3,1)(3,2)] gLLAQacddeffjkdmvas SFS[D(8,3)(3,1)] gLLAQacddeffnkdmvas SFS[D(7,3)(3,1)] gLLAQaedceffjmabrhk SFS[D(8,3)(3,1)] gLLAQaedceffjmabrhr SFS[D(7,4)(3,1)] gLLAQaedceffjmabrqg SFS[D(3,1)(3,2)] gLLAQaedceffjmabrqj SFS[D(3,1)(3,1)] gLLAQaedceffjmabrqk reducible gLLAQacddeffbkamvas SFS[D(3,1)(2,1)] gLLAQacddeffjkamvas SFS[D(7,5)(3,1)] gLLAQacddeffnkamvas SFS[D(5,4)(3,1)] gLLAQaedceffjpabceg SFS[A(3,1)] gLLAQacddeffbbupvas reducible gLLAQacddeffbvuavas reducible gLLAQaedceffjpabghf toroidal gLLAQaedceffjpabghk SFS[D(3,1)(3,2)] gLLAQaedceffjpabghr SFS[D(3,1)(3,1)] gLLAQaedceffjpabgqj toroidal gLLAQaedceffjpabgqk toroidal gLLAQacddeffjcapvas toroidal gLLAQacddeffncapvas toroidal gLLAQaedceffjmabfdf SFS[D(3,1)(3,2)] gLLAQaedceffjqabrag SFS[D(3,1)(2,1)] gLLAQaedceffjqabvpf SFS[D(3,1)(3,1)] gLLAQaedceffjlabnig SFS[D(3,1)(3,1)] gLLAQaedceffjtabgaf reducible gLLAQaedceffjtaboug SFS[D(3,1)(3,2)] gLLAQacddeffbouuvas reducible gLLAQacddeffbvppvas reducible gLLAQaedceffjaabrhr SFS[D(3,1)(2,1)] gLLAQaedceffjaabrqg reducible gLLAQaedceffjaabrqj SFS[D(3,1)(3,2)] gLLAQaedceffjaabrqk SFS[D(3,1)(3,1)] gLLAQacddeffnkaavas SFS[D(3,1)(2,1)] gLLAQaedceffjaabjmf reducible gLLAQaedceffjxabghf SFS[D(3,1)(3,2)] gLLAQaedceffjxabghk SFS[D(3,1)(3,1)] gLLAQaedceffjxabghr reducible gLLAQaedceffjxabgqg SFS[D(3,1)(2,1)] gLLAQaedceffjxabgqj SFS[D(5,4)(3,1)] gLLAQaedceffjxabgqk SFS[D(7,5)(3,1)] gLLAQacddeffjcahvas SFS[D(7,4)(3,1)] gLLAQacddeffncahvas SFS[D(8,3)(3,1)] gLLAQaedceffjiabntg reducible gLLAQaedceffjiabfdf SFS[D(3,1)(3,1)] gLLAQaedceffjdabjmg reducible gLLAQacddeffbvqmvas reducible gLLAQaedceffjdabvpf reducible gLLAQaedceffjaubctc reducible gLLAQacddeffbjhhvun reducible gLLAQaedceffjaubstc reducible gLLAQaedceffjaubrtc reducible gLLAQaedceffjpubrhf reducible gLLAQaedceffjpubshf reducible gLLAQaedceffjpubchf reducible gLLAQacddeffbrlivun reducible gLLAQacddeffbbpavun reducible gLLAQacddeffboppvun reducible gLLAQbdcdeffakonnsf reducible gLLAQacddeffbjllvpr reducible gLLAQbdcdeffafojnwv reducible gLLAQbdcdeffakovrbv reducible gLLAQbdcdeffmnokkwb reducible gLLAQbdcdeffmbofjkf reducible gLLAQbdcdeffmborksv reducible gLLAQacddeffbrihvpr reducible gLLAQacddeffbbauvpr reducible gLLAQacddeffboaavpr reducible gLLAQaedceffnqabodf SFS[D(3,1)(2,1)] gLLAQaedceffnqabodk SFS[D(7,5)(3,1)] gLLAQaedceffnqabodr SFS[D(5,4)(3,1)] gLLAQaedceffnqaboug SFS[D(3,1)(3,2)] gLLAQaedceffnqabouj reducible gLLAQaedceffnqabouk SFS[D(3,1)(3,1)] gLLAQacddeffjkdmvaw SFS[D(8,3)(3,1)] gLLAQacddeffnkdmvaw SFS[D(7,4)(3,1)] gLLAQaedceffndaboug toroidal gLLAQacddeffbvdxvaw reducible gLLAQaedceffndabcef SFS[A(3,1)] gLLAQaedceffntaboug SFS[D(3,1)(3,1)] gLLAQaedceffntabgaf reducible gLLAQaedceffnmabfdf SFS[D(3,1)(3,1)] gLLAQaedceffnaabndf reducible gLLAQacddeffbviivaw reducible gLLAQaedceffnaabwdf reducible gLLAQaedceffnaabwtg reducible gLLAQaedceffnaabwug reducible gLLAQacddeffbjiivaw reducible gLLAQaedceffnaabfdk SFS[D(3,1)(3,1)] gLLAQaedceffnaabfdr SFS[D(3,1)(3,2)] gLLAQaedceffnaabfuj SFS[D(3,1)(2,1)] gLLAQacddeffjcddvaw SFS[D(3,1)(2,1)] gLLAQaedceffniabntg reducible gLLAQaedceffniabfdf SFS[D(3,1)(3,2)] gLLAQaedceffnpabnpk toroidal gLLAQaedceffnpabnpr toroidal gLLAQaedceffnpabnij SFS[D(3,1)(3,1)] gLLAQaedceffnpabnik SFS[D(3,1)(3,2)] gLLAQacddeffjkemvaw toroidal gLLAQacddeffnkemvaw toroidal gLLAQaedceffnpabfig reducible gLLAQacddeffbvhlvaw reducible gLLAQaedceffnpabwlf SFS[D(3,1)(2,1)] gLLAQaedceffnpabwpf SFS[D(3,1)(2,1)] gLLAQaedceffnpabwig reducible gLLAQacddeffbrhlvaw reducible gLLAQaedceffnxabnig SFS[D(3,1)(3,1)] gLLAQaedceffnxabflf SFS[D(3,1)(2,1)] gLLAQaedceffnlabnig SFS[D(3,1)(3,2)] gLLAQacddeffbbupvaw reducible gLLAQacddeffbvuavaw reducible gLLAQaedceffnpabceg SFS[A(3,1)] gLLAQaedceffnpabghf toroidal gLLAQaedceffnpabghk SFS[D(3,1)(3,1)] gLLAQaedceffnpabghr SFS[D(3,1)(3,2)] gLLAQaedceffnpabgqj toroidal gLLAQaedceffnpabgqk toroidal gLLAQacddeffjcapvaw toroidal gLLAQacddeffncapvaw toroidal gLLAQaedceffnlabghf SFS[D(3,1)(3,2)] gLLAQaedceffnlabghk reducible gLLAQaedceffnlabghr SFS[D(3,1)(3,1)] gLLAQaedceffnlabgqj SFS[D(7,4)(3,1)] gLLAQaedceffnlabgqk SFS[D(8,3)(3,1)] gLLAQacddeffbcadvaw SFS[D(3,1)(2,1)] gLLAQacddeffjcadvaw SFS[D(5,4)(3,1)] gLLAQacddeffncadvaw SFS[D(7,5)(3,1)] gLLAQaedceffnxabghf SFS[D(3,1)(3,1)] gLLAQaedceffnxabghk SFS[D(3,1)(3,2)] gLLAQaedceffnxabghr reducible gLLAQaedceffnxabgqg SFS[D(3,1)(2,1)] gLLAQaedceffnxabgqj SFS[D(5,1)(3,1)] gLLAQaedceffnxabgqk SFS[D(7,2)(3,1)] gLLAQacddeffjcahvaw SFS[D(7,3)(3,1)] gLLAQacddeffncahvaw SFS[D(8,3)(3,1)] gLLAQaedceffnmabrhk SFS[D(8,3)(3,1)] gLLAQaedceffnmabrhr SFS[D(7,3)(3,1)] gLLAQaedceffnmabrqg SFS[D(3,1)(3,1)] gLLAQaedceffnmabrqj SFS[D(3,1)(3,2)] gLLAQaedceffnmabrqk reducible gLLAQacddeffbkamvaw SFS[D(3,1)(2,1)] gLLAQacddeffjkamvaw SFS[D(7,2)(3,1)] gLLAQacddeffnkamvaw SFS[D(5,1)(3,1)] gLLAQaedceffniabrhf reducible gLLAQaedceffniabrhk toroidal gLLAQaedceffniabrhr toroidal gLLAQaedceffniabrqg SFS[D(3,1)(3,2)] gLLAQaedceffniabrqj toroidal gLLAQaedceffniabrqk SFS[D(3,1)(3,1)] gLLAQacddeffjkaivaw toroidal gLLAQacddeffnkaivaw SFS[D(7,2)(3,1)] gLLAQaedceffnaabrhr SFS[D(3,1)(2,1)] gLLAQaedceffnaabrqg reducible gLLAQaedceffnaabrqj SFS[D(3,1)(3,1)] gLLAQaedceffnaabrqk SFS[D(3,1)(3,2)] gLLAQacddeffnkaavaw SFS[D(3,1)(2,1)] gLLAQacddeffbvppvaw reducible gLLAQacddeffbouuvaw reducible gLLAQaedceffnaabjmf reducible gLLAQaedceffnqabrag SFS[D(3,1)(2,1)] gLLAQaedceffnqabvpf SFS[D(3,1)(3,2)] gLLAQaedceffntabvpf SFS[D(3,1)(3,1)] gLLAQaedceffntabvpk SFS[D(3,1)(3,2)] gLLAQaedceffntabvpr toroidal gLLAQaedceffntabvig reducible gLLAQaedceffntabvij toroidal gLLAQaedceffntabvik toroidal gLLAQacddeffjcedvaw SFS[D(7,5)(3,1)] gLLAQacddeffncedvaw toroidal gLLAQacddeffbvqmvaw reducible gLLAQaedceffndabjmg reducible gLLAQaedceffndabvpf reducible gLLAQaedceffjapbnmf reducible gLLAQaedceffjapbfmf reducible gLLAQacddeffbjhhvuj reducible gLLAQaedceffjapbwmf reducible gLLAQaedceffjppbwmc reducible gLLAQaedceffjppbfmc reducible gLLAQaedceffjppbnmc reducible gLLAQacddeffbrlivuj reducible gLLAQacddeffbbpavuj reducible gLLAQacddeffboppvuj reducible gLLAQbdcdeffafojrwv reducible gLLAQbdcdeffakonrsf reducible gLLAQacddeffbjllvpn reducible gLLAQbdcdeffakovnbv reducible gLLAQbdcdeffmbofkkf reducible gLLAQbdcdeffmnokjwb reducible gLLAQbdcdeffmborjsv reducible gLLAQacddeffbrihvpn reducible gLLAQacddeffbbauvpn reducible gLLAQacddeffboaavpn reducible gLLAQaedceffjaebwxg reducible gLLAQaedceffjaebnxg reducible gLLAQaedceffjaebfxg reducible gLLAQacddeffbriigts reducible gLLAQaedceffjpebfxf reducible gLLAQaedceffjpebnxf reducible gLLAQacddeffbjhlgts reducible gLLAQaedceffjpebwxf reducible gLLAQaedceffjaxbctc reducible gLLAQacddeffbjhhgqn reducible gLLAQacddeffbvhhgqn reducible gLLAQacddeffbrhhgqn reducible gLLAQaedceffjpxbrhf reducible gLLAQaedceffjpxbshf reducible gLLAQaedceffjpxbcmc reducible gLLAQaedceffjpxbchf reducible gLLAQacddeffbcqdgqn reducible gLLAQacddeffbsxegqn reducible gLLAQbdcdeffpfofwnc reducible gLLAQbdcdeffakofngc reducible gLLAQbdcdeffafojncg reducible gLLAQacddeffbrllgdr reducible gLLAQacddeffbvihgdr reducible gLLAQbdcdeffmbofjoc reducible gLLAQbdcdeffmbovkco reducible gLLMQbcedfefpnxreng SFS[D(3,1)(2,1)] gLLMQbcedfefpnqrevg reducible gLLMQbcedfefpnqresg SFS[D(3,1)(3,2)] gLLMQbcedfefpnqrewg SFS[D(3,1)(3,1)] gLLAQacddeffnkaugdr SFS[D(3,1)(2,1)] gLLAQaedceffnaebnxg reducible gLLAQaedceffnaebwxg reducible gLLAQaedceffnaebfxg reducible gLLAQacddeffbriigtw reducible gLLAQaedceffnpebnxf reducible gLLAQacddeffbjhlgtw reducible gLLAQaedceffnpebfxf reducible gLLAQaedceffnpebwxf reducible gLLAQacddeffbvhhgqj reducible gLLAQaedceffjaqbfmf reducible gLLAQacddeffbjhhgqj reducible gLLAQacddeffbrhhgqj reducible gLLAQaedceffjpqbwmc reducible gLLAQaedceffjpqbfmc reducible gLLAQaedceffjpqbnhf reducible gLLAQaedceffjpqbnmc reducible gLLAQacddeffbsxegqj reducible gLLAQacddeffbcqdgqj reducible gLLAQbdcdeffpfofsnc reducible gLLAQbdcdeffafojrcg reducible gLLAQbdcdeffakofrgc reducible gLLAQacddeffbrllgdn reducible gLLAQbdcdeffmbofkoc reducible gLLAQacddeffbvihgdn reducible gLLAQbdcdeffmbovjco reducible gLLMQbcedfefpnxneng SFS[D(3,1)(2,1)] gLLMQbcedfefpnqnevg reducible gLLMQbcedfefpnqnesg SFS[D(3,1)(3,1)] gLLMQbcedfefpnqnewg SFS[D(3,1)(3,2)] gLLAQacddeffnkaugdn SFS[D(3,1)(2,1)] gLLAQaedceffjatncmf SFS[D(3,1)(3,1)] gLLAQaedceffjatnkdf SFS[D(3,1)(3,1)] gLLAQaedceffjamnftc SFS[D(3,1)(3,1)] gLLAQaedceffjamnjec SFS[D(3,1)(3,1)] gLLAQacddeffbcadwas SFS[D(3,1)(2,1)] gLLAQaedceffjpannig SFS[D(3,1)(3,1)] gLLAQaedceffjtangaf reducible gLLAQacddeffbouuwas SFS[D(3,1)(3,1)] gLLAQacddeffbvppwas SFS[D(3,1)(3,1)] gLLAQaedceffjdanjmg SFS[D(3,1)(3,1)] gLLAQacddeffboppwun SFS[D(3,1)(3,1)] gLLAQacddeffboaawpr toroidal gLLAQaedceffntajgaf reducible gLLAQaedceffnpajnig SFS[D(3,1)(3,1)] gLLAQacddeffbcadsaw SFS[D(3,1)(2,1)] gLLAQacddeffbvppsaw SFS[D(3,1)(3,1)] gLLAQacddeffbouusaw SFS[D(3,1)(3,1)] gLLAQaedceffndajjmg SFS[D(3,1)(3,1)] gLLAQacddeffboppsuj SFS[D(3,1)(3,1)] gLLAQacddeffboaaspn toroidal gLLAQaedceffjatjcmf SFS[D(3,1)(3,2)] gLLAQaedceffjatjkdf SFS[D(3,1)(3,2)] gLLAQaedceffjamjftc SFS[D(3,1)(3,2)] gLLAQaedceffjamjjec SFS[D(3,1)(3,2)] gLLAQacddeffbcadsas toroidal gLLAQaedceffjaajftg SFS[D(2,1)(2,1)] gLLAQacddeffbcddsas SFS[D(2,1)(2,1)] gLLAQacddeffbcedsas SFS[D(2,1)(2,1)] gLLAQaedceffjpajnig SFS[D(3,1)(3,2)] gLLAQaedceffjlajflf SFS[D(2,1)(2,1)] gLLAQaedceffjtajgaf reducible gLLAQaedceffjaajvtf SFS[D(2,1)(2,1)] gLLAQaedceffjaajvlg SFS[D(2,1)(2,1)] gLLAQacddeffbouusas SFS[D(3,1)(3,2)] gLLAQacddeffbvppsas SFS[D(3,1)(3,2)] gLLAQaedceffjdajjmg SFS[D(3,1)(3,2)] gLLAQacddeffboppsun SFS[D(3,1)(3,2)] gLLAQacddeffboaaspr toroidal gLLAQaedceffntangaf reducible gLLAQaedceffnpannig SFS[D(3,1)(3,2)] gLLAQacddeffbcadwaw reducible gLLAQacddeffbvppwaw SFS[D(3,1)(3,2)] gLLAQacddeffbouuwaw SFS[D(3,1)(3,2)] gLLAQaedceffndanjmg SFS[D(3,1)(3,2)] gLLAQacddeffboppwuj SFS[D(3,1)(3,2)] gLLAQacddeffboaawpn toroidal gLLAQbdcdeffhgofnnb SFS[D(3,1)(2,1)] gLLAQadeceffjaebctb reducible gLLAQacddfefbsxxtfk reducible gLLAQaceedffbktxbpj reducible gLLAQaceedffjktxbpj SFS[D(3,1)(3,2)] gLLAQaceedffnktxbpj SFS[D(3,1)(3,1)] gLLAQbdcdfefevrfgrv SFS[D(3,1)(2,1)] gLLAQacddfefjkamtfk SFS[D(3,1)(2,1)] gLLAQaceedffbkuxbpj reducible gLLAQaceedffjkuxbpj toroidal gLLAQaceedffnkuxbpj toroidal gLLAQadeceffjuebwmc SFS[D(3,1)(2,1)] gLLAQadeceffjuebwmw toroidal gLLAQadeceffjuebwmj SFS[D(3,1)(2,1)] gLLAQacddfefbkaitfk SFS[D(3,1)(2,1)] gLLAQacddfefjkaitfk toroidal gLLAQacddfefnkaitfk SFS[D(3,1)(2,1)] gLLAQaceedffbkxxbpj reducible gLLAQaceedffjkxxbpj SFS[D(3,1)(3,2)] gLLAQaceedffnkxxbpj SFS[D(3,1)(3,1)] gLLMQbcedfefasxjinc SFS[D(3,1)(2,1)] gLLAQacddfefjkaatfk SFS[D(3,1)(2,1)] gLLAQacddfefbsaatfk SFS[D(3,1)(2,1)] gLLAQacddfefbstuqfr reducible gLLAQbdcdeffmsofwob reducible gLLAQaceedffbslibhj reducible gLLAQaceedffbshibhj reducible gLLAQaceedffbsiibhj reducible gLLAQacddfefbbaedfj reducible gLLAQaceedffbsllbdj reducible gLLAQaceedffbrqqbdj reducible gLLAQadeceffjauboab reducible gLLAQacddfefbbeedfj reducible gLLAQacddfefbbdedfj reducible gLLAQaceedffbbadbdj reducible gLLAQaceedffbbedbdj reducible gLLAQaceedffbbddbdj reducible gLLMQbcddeffavfgsfg reducible gLLAQacddfefbcadafk reducible gLLAQadeceffjaabbpb reducible gLLAQacddfefbcddafk reducible gLLAQacddfefbcedafk reducible gLLAQaceedffbcedban reducible gLLAQaceedffbcadban reducible gLLAQaceedffbcddban reducible gLLMQbcddfefacfccjf reducible gLLAQacddfefbompufw reducible gLLAQbdcdeffmrofwvv reducible gLLAQaceedffbouxbln reducible gLLAQaceedffbotxbln reducible gLLAQaceedffboxxbln reducible gLLAQbdcdeffhkofnwv SFS[D(3,1)(2,1)] gLLAQaceedffbceebtn reducible gLLAQaceedffbrqqbtn reducible gLLAQadeceffjalbodb reducible gLLAQacddfefboqqpfj reducible gLLAQaceedffbghibtn reducible gLLAQaceedffbglibtn reducible gLLAQadeceffjulbvac SFS[D(3,1)(2,1)] gLLAQacddfefbgalpfj SFS[D(3,1)(2,1)] gLLAQacddfefboaapfj SFS[D(3,1)(2,1)] gLLAQaceedffbgiibtn reducible gLLAQadeceffjadbshf reducible gLLAQbdcdeffmrobwsb reducible gLLAQadeceffjaibbhb reducible gLLMQbcddeffagngsjg reducible gLLAQbdcdeffhkobnvb SFS[D(3,1)(2,1)] gLLAQadeceffjaxbopb reducible gLLAQadeceffjixbkdf SFS[D(3,1)(2,1)] gLLAQadeceffjuxbvlc SFS[D(3,1)(2,1)] gLLMQbcddeffavcnskc SFS[D(3,1)(2,1)] gLLMQbcddeffavkcskc reducible gLLMQbcddeffavkjskc SFS[D(3,1)(3,2)] gLLMQbcddeffavkwskc SFS[D(3,1)(3,1)] gLLAQacddeffncaavhj SFS[D(3,1)(2,1)] gLLAQadeceffjxxbrhk SFS[D(5,2)(3,1)] gLLAQadeceffjxxbrhr SFS[D(4,1)(3,1)] gLLAQadeceffjxxbrqg SFS[D(3,1)(2,1)] gLLAQacddeffjkahvhj SFS[D(5,3)(3,1)] gLLAQacddeffnkahvhj SFS[D(4,3)(3,1)] gLLAQadeceffjadbjxf reducible gLLAQbdcdeffmsovwcv reducible gLLAQbdcdeffhgovnbv SFS[D(3,1)(2,1)] gLLAQbdcdeffhgsknbv SFS[D(4,1)(3,1)] gLLAQbdcdeffhgwknbv SFS[D(5,2)(3,1)] gLLAQacddeffjcmdvqw SFS[D(4,3)(3,1)] gLLAQacddeffncmdvqw SFS[D(5,3)(3,1)] gLLAQadeceffjaxbclb reducible gLLAQadeceffjaxbcln SFS[D(3,1)(3,1)] gLLAQadeceffjaxbclj SFS[D(3,1)(3,2)] gLLAQadeceffjaxbcmr SFS[D(3,1)(2,1)] gLLAQacddeffjkmmvqw SFS[D(3,1)(2,1)] gLLAQadeceffjixbcmf SFS[D(3,1)(2,1)] gLLAQadeceffjuxbwxc SFS[D(3,1)(2,1)] gLLMQbcddfefagrgwjg reducible gLLAQadeceffjxxbwxg SFS[D(3,1)(2,1)] gLLAQadeceffjaibotb reducible gLLMQbcedfefagmjevv reducible gLLAQbddceffdccbncg reducible gLLAQacddeffbcadgak SFS[D(3,1)(2,1)] gLLAQadeceffjplboiv reducible gLLAQadeceffjalbbhb reducible gLLAQacddeffbcttgur reducible gLLAQbdcdefftvvcsjg reducible gLLAQbdcdefftvofsjg SFS[D(3,1)(2,1)] gLLAQacddeffbgtlgur reducible gLLAQacddeffbrligur reducible gLLAQadeceffjatbopb reducible gLLAQadeceffjutbvxf SFS[D(3,1)(2,1)] gLLMQbcddeffaobcscv SFS[D(3,1)(2,1)] gLLAQacddeffboaagpj SFS[D(3,1)(2,1)] gLLAQbddceffdwjbncg reducible gLLAQbddceffdwjnncg toroidal gLLAQbddceffdwjjncg toroidal gLLAQbdcdeffdwrfncg toroidal gLLAQbdcdeffdwnfncg SFS[D(5,3)(3,1)] gLLAQacddeffjkaiglk toroidal gLLAQacddeffnkaiglk SFS[D(5,2)(3,1)] gLLAQbddceffevjnwfg SFS[D(5,3)(3,1)] gLLAQbddceffevjjwfg SFS[D(4,3)(3,1)] gLLAQbdcdeffevofwfg SFS[D(3,1)(2,1)] gLLAQacddeffjkamglk SFS[D(5,2)(3,1)] gLLAQacddeffnkamglk SFS[D(4,1)(3,1)] gLLMQbcedfefajqjinc SFS[D(4,1)(3,1)] gLLMQbcedfefajqjijc SFS[D(5,2)(3,1)] gLLMQbcedfefajhjirc SFS[D(5,3)(3,1)] gLLMQbcedfefajhjinc SFS[D(4,3)(3,1)] gLLAQacddeffbkaaglk SFS[D(3,1)(2,1)] gLLAQadeceffjaubclb reducible gLLAQadeceffjaubcln SFS[D(3,1)(3,1)] gLLAQadeceffjaubclj SFS[D(3,1)(3,2)] gLLAQadeceffjaubcmr SFS[D(3,1)(2,1)] gLLAQacddeffjkmmgiw SFS[D(3,1)(2,1)] gLLAQacddeffbsmmgiw reducible gLLAQacddeffbbmigiw reducible gLLAQacddeffbrligiw reducible gLLAQadeceffjuubwpf SFS[D(3,1)(2,1)] gLLMQcbdfeefanjpubg SFS[D(3,1)(2,1)] gLLMQcbdfeefanjeubw SFS[D(4,1)(3,1)] gLLMQcbdfeefanjeubj SFS[D(5,2)(3,1)] gLLAQacddeffjkuugiw SFS[D(4,3)(3,1)] gLLAQacddeffnkuugiw SFS[D(5,3)(3,1)] gLLAQadeceffjphbvdv reducible gLLAQadeceffjahbotb reducible gLLAQbdcdefftfvwsjg reducible gLLAQacddeffbsaeghj SFS[D(3,1)(2,1)] gLLMQbcedfefagejhng SFS[D(5,2)(3,1)] gLLMQbcedfefagejhjg toroidal gLLMQbcedfefagxjhrg SFS[D(4,1)(3,1)] gLLMQbcedfefagxjhng SFS[D(5,2)(3,1)] gLLMQbcedfefagdjhng SFS[D(4,1)(3,1)] gLLMQbcedfefagdjhjg SFS[D(5,2)(3,1)] gLLMQbcedfefagtjhrg toroidal gLLMQbcedfefagtjhng toroidal gLLMQbcedfefagqjhsg SFS[D(5,3)(3,1)] gLLMQbcedfefagqjhwg SFS[D(4,3)(3,1)] gLLAQacddeffjkppghj SFS[D(5,3)(3,1)] gLLAQacddeffnkppghj toroidal gLLAQacddeffjjuughj SFS[D(4,3)(3,1)] gLLAQacddeffnjuughj SFS[D(5,3)(3,1)] gLLAQacddfefbcadark toroidal gLLAQadeceffjaanbpb SFS[D(3,1)(3,1)] gLLAQacddfefbcddark SFS[D(3,1)(3,1)] gLLAQacddfefbcedark SFS[D(3,1)(3,1)] gLLAQaceedffbcedjan SFS[D(3,1)(3,1)] gLLAQaceedffbcadjan reducible gLLAQaceedffbcddjan SFS[D(3,1)(3,1)] gLLMQbcddfefacfccjk SFS[D(3,1)(3,1)] gLLAQacddfefboaaprj SFS[D(3,1)(2,1)] gLLAQbddceffdccbncj reducible gLLAQacddeffbcadjak SFS[D(3,1)(2,1)] gLLAQacddeffboaajpj SFS[D(3,1)(2,1)] gLLAQacddfefbcadakk toroidal gLLAQadeceffjaajbpb SFS[D(3,1)(3,2)] gLLAQacddfefbcddakk SFS[D(3,1)(3,2)] gLLAQacddfefbcedakk SFS[D(3,1)(3,2)] gLLAQbdcdeffmvofwvs SFS[D(2,1)(2,1)] gLLAQaceedffbcednan SFS[D(3,1)(3,2)] gLLAQaceedffbcadnan reducible gLLAQaceedffbcddnan SFS[D(3,1)(3,2)] gLLMQbcddfefacfccjr SFS[D(3,1)(3,2)] gLLAQacddfefbouuakk SFS[D(2,1)(2,1)] gLLAQacddfefbvppakk SFS[D(2,1)(2,1)] gLLMQbcedfefmvpjagj SFS[D(2,1)(2,1)] gLLAQacddfefboppukw SFS[D(2,1)(2,1)] gLLAQacddfefboaapkj toroidal gLLAQadeceffjaijbpf SFS[D(2,1)(2,1)] gLLMQcbdfeefanrdtnc SFS[D(2,1)(2,1)] gLLAQbddceffdccbnck reducible gLLAQbdcdeffmkofwkj SFS[D(2,1)(2,1)] gLLAQacddeffbcadkak reducible gLLAQacddeffbvppkak SFS[D(2,1)(2,1)] gLLAQacddeffbouukak SFS[D(2,1)(2,1)] gLLMQbcedfefmktjagj SFS[D(2,1)(2,1)] gLLAQacddeffboppkur SFS[D(2,1)(2,1)] gLLAQacddeffboaakpj toroidal gLLAQadeceffjaujcmf SFS[D(2,1)(2,1)] gLLMQcbdfeefanjeunc SFS[D(2,1)(2,1)] gLLAQaceedffbvqmblj reducible gLLAQadceeffneotcxc T2xI gLLAQbddceffdwrbrkv reducible gLLAQaceedffbjpqbtj reducible gLLAQacddfefbjlipfk reducible gLLAQadceeffnlotoug SFS[D(2,1)(2,1)] gLLAQadceeffnuotolb reducible gLLAQaceedffbsllbaj reducible gLLAQaceedffbceebaj reducible gLLAQaceedffbrmpbaj reducible gLLAQaceedffbvqmbdk reducible gLLAQadceeffneomftc T2xI gLLAQbddceffdcrbrbf reducible gLLAQaceedffbjpqbpk reducible gLLAQacddfefbjlitfj reducible gLLAQadceeffnlomwxg SFS[D(2,1)(2,1)] gLLAQadceeffnuomwhb reducible gLLAQaceedffbceebhk reducible gLLAQaceedffbsllbhk reducible gLLAQaceedffbrmpbhk reducible gLLAQadceeffneoxwmc SFS[D(2,1)(2,1)] gLLAQadceeffneoxfac T2xI gLLAQbddceffdccbrnv reducible gLLAQadceeffnaoxsmc reducible gLLAQadceeffnaoxstb reducible gLLAQbddcefftnrbwcb reducible gLLAQbdcdeffmkwsscf SFS[D(5,2)(2,1)] gLLAQbdcdeffmkssscf SFS[D(4,1)(2,1)] gLLAQacddeffjkemvqj SFS[D(5,2)(2,1)] gLLAQacddeffnkemvqj SFS[D(4,1)(2,1)] gLLAQadceeffnloxnig T2xI gLLAQadceeffnloxwmg SFS[D(2,1)(2,1)] gLLAQadceeffnloxwdw SFS[D(4,1)(2,1)] gLLAQadceeffnloxwds SFS[D(5,2)(2,1)] gLLAQacddeffjcapvqj SFS[D(4,1)(2,1)] gLLAQacddeffncapvqj SFS[D(5,2)(2,1)] gLLAQadceeffnuoxwdb reducible gLLAQadceeffnuoxwdj SFS[D(3,1)(2,1)] gLLAQadceeffnuoxwdn SFS[D(3,1)(2,1)] gLLAQadceeffnuoxwmw SFS[D(2,1)(2,1)] gLLAQacddeffjkaivqj SFS[D(2,1)(2,1)] gLLAQadceeffnmoxcer SFS[D(2,1)(2,1)] gLLAQadceeffnmoxctb reducible gLLAQadceeffnmoxctj SFS[D(3,1)(2,1)] gLLAQadceeffnmoxctn SFS[D(3,1)(2,1)] gLLAQacddeffncedvqj SFS[D(2,1)(2,1)] gLLAQadceeffneoxglc SFS[D(2,1)(2,1)] gLLAQadceeffneoxcec T2xI gLLAQbddceffdwjbrrf reducible gLLAQbddceffdwjnrrf SFS[D(3,1)(2,1)] gLLAQbddceffdwjjrrf SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrfrrf SFS[D(2,1)(2,1)] gLLAQacddeffjkaivhr SFS[D(2,1)(2,1)] gLLAQadceeffnaoxjlc reducible gLLAQadceeffnaoxjpb reducible gLLAQbdcdefftvrbwkb SFS[D(2,1)(2,1)] gLLAQbddcefftvrbwkb reducible gLLAQbddcefftvrjwkb SFS[D(3,1)(2,1)] gLLAQbddcefftvrnwkb SFS[D(3,1)(2,1)] gLLAQacddeffncedvhr SFS[D(2,1)(2,1)] gLLAQbdcdfefmkwsnkf SFS[D(5,2)(2,1)] gLLAQbdcdfefmkssnkf SFS[D(4,1)(2,1)] gLLAQacddeffjkemvhr SFS[D(5,2)(2,1)] gLLAQacddeffnkemvhr SFS[D(4,1)(2,1)] gLLAQadceeffnloxceg T2xI gLLAQadceeffnloxoqg SFS[D(2,1)(2,1)] gLLAQadceeffnloxohr SFS[D(4,1)(2,1)] gLLAQadceeffnloxohk SFS[D(5,2)(2,1)] gLLAQacddeffjcapvhr SFS[D(4,1)(2,1)] gLLAQacddeffncapvhr SFS[D(5,2)(2,1)] gLLAQadceeffnuoxoab reducible gLLAQadceeffnmoxnpb reducible gLLAQbdcdeffmrobsko reducible gLLAQacddeffbrhhghk reducible gLLAQbdcdeffmsovsko reducible gLLAQacddeffbrhhgaj reducible gLLAQbddceffdccbrnw reducible gLLAQacddeffbcadwqj SFS[D(7,2)(2,1)] gLLAQacddeffboaawtw SFS[D(7,3)(2,1)] gLLAQacddeffbcadshr toroidal gLLAQadceeffnarxbpb SFS[D(3,1)(2,1)] gLLAQacddeffbcddshr SFS[D(3,1)(2,1)] gLLAQacddeffbcedshr SFS[D(3,1)(2,1)] gLLAQbddcfefefcbjks SFS[D(3,1)(2,1)] gLLAQadceeffnurxoab reducible gLLMQbcddfefacbcvnj SFS[D(3,1)(2,1)] gLLMQbcddfefacfcvnj SFS[D(3,1)(2,1)] gLLAQacddeffboaasik SFS[D(7,3)(2,1)] gLLAQbddceffdccbrns reducible gLLAQadceeffnanxcmc SFS[D(2,1)(2,1)] gLLAQacddeffbcddsqj SFS[D(2,1)(2,1)] gLLAQbddceffefcbsos SFS[D(2,1)(2,1)] gLLAQacddeffbcadsqj toroidal gLLMQbcddeffacbcwnj SFS[D(2,1)(2,1)] gLLMQbcddeffacfcwnj SFS[D(2,1)(2,1)] gLLAQacddeffbcedsqj SFS[D(2,1)(2,1)] gLLAQacddeffboaastw SFS[D(8,3)(2,1)] gLLAQacddeffbcadwhr SFS[D(8,3)(2,1)] gLLAQadceeffnunxoab reducible gLLAQacddeffboaawik SFS[D(8,3)(2,1)] gLLAQaceedffbcadbqj reducible gLLAQaceedffbotxbuj reducible gLLAQaecdeffjpvtwmc reducible gLLAQacddfefbomplfj reducible gLLAQaceedffbglibij reducible gLLAQaceedffbrqqbij reducible gLLAQaceedffbceebij reducible gLLAQaceedffbkuxbik reducible gLLAQaceedffjkuxbik SFS[D(3,1)(2,1)] gLLAQaceedffnkuxbik SFS[D(3,1)(2,1)] gLLAQaecdeffjivirqj SFS[D(2,1)(2,1)] gLLAQacddfefjkaiifs SFS[D(2,1)(2,1)] gLLAQaceedffbshibqk reducible gLLAQaecdeffjpvhshf reducible gLLAQacddfefbstuhfn reducible gLLAQaceedffbbedbuk reducible gLLAQaceedffbsllbuk reducible gLLAQaceedffbrqqbuk reducible gLLAQaecdeffnaopwxg reducible gLLAQaecdeffnpopwxf reducible gLLAQaecdeffjavuwxg reducible gLLAQaecdeffjpvuwxf reducible gLLAQaecdeffniolrhf reducible gLLAQaecdeffniolrhk SFS[D(3,1)(2,1)] gLLAQaecdeffniolrhr SFS[D(3,1)(2,1)] gLLAQaecdeffniolrqj SFS[D(2,1)(2,1)] gLLAQacddeffjkaigdw SFS[D(2,1)(2,1)] gLLAQacddeffbsmmgtj reducible gLLAQacddeffbrligtj reducible gLLAQacddeffbbmigtj reducible gLLMQbcedfefagenqjg SFS[D(2,1)(2,1)] gLLMQbcedfefagtnqrg SFS[D(3,1)(2,1)] gLLMQbcedfefagtnqng SFS[D(3,1)(2,1)] gLLAQacddeffnkppgqn SFS[D(2,1)(2,1)] gLLAQaecdeffjtvqgaf reducible gLLAQacddeffbcttgdn reducible gLLAQacddeffbrligdn reducible gLLAQacddeffbgtlgdn reducible gLLAQaceedffbcadnqj reducible gLLAQaecdeffnprxnig SFS[D(3,1)(2,1)] gLLAQacddfefbcadhkw SFS[D(7,3)(2,1)] gLLAQacddfefbvpphkw SFS[D(3,1)(2,1)] gLLAQacddfefbouuhkw SFS[D(3,1)(2,1)] gLLAQaecdeffndrxjmg SFS[D(3,1)(2,1)] gLLAQacddfefbopplkj SFS[D(3,1)(2,1)] gLLAQacddfefboaaikn toroidal gLLAQaecdeffjawpcmf SFS[D(3,1)(2,1)] gLLAQaecdeffjawpkdf SFS[D(3,1)(2,1)] gLLAQaecdeffjawlftc SFS[D(3,1)(2,1)] gLLAQaecdeffjawljec SFS[D(3,1)(2,1)] gLLAQacddeffbcadkqs SFS[D(7,2)(2,1)] gLLAQaecdeffjpwqnig SFS[D(3,1)(2,1)] gLLAQaecdeffjtwqgaf reducible gLLAQacddeffbouukqs SFS[D(3,1)(2,1)] gLLAQacddeffbvppkqs SFS[D(3,1)(2,1)] gLLAQaecdeffjdwqjmg SFS[D(3,1)(2,1)] gLLAQacddeffboppkdn SFS[D(3,1)(2,1)] gLLAQacddeffboaaktr toroidal gLLAQaceedffbcadjqj reducible gLLAQacddfefbcadhrw SFS[D(8,3)(2,1)] gLLAQacddfefboaairn SFS[D(8,3)(2,1)] gLLAQacddeffbcadjqs toroidal gLLAQaecdeffjasqftg SFS[D(2,1)(2,1)] gLLAQacddeffbcddjqs SFS[D(2,1)(2,1)] gLLAQacddeffbcedjqs SFS[D(2,1)(2,1)] gLLAQaecdeffjlsqflf SFS[D(2,1)(2,1)] gLLAQaecdeffjtsqgaf reducible gLLAQaecdeffjasqvtf SFS[D(2,1)(2,1)] gLLAQaecdeffjasqvlg SFS[D(2,1)(2,1)] gLLAQacddeffboaajtr SFS[D(8,3)(2,1)] gLLAQaceedffbkuxbej reducible gLLAQaceedffjkuxbej SFS[D(3,1)(2,1)] gLLAQaceedffnkuxbej SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrfnfv SFS[D(2,1)(2,1)] gLLAQacddfefjkaiefk SFS[D(2,1)(2,1)] gLLAQaceedffbshibxj reducible gLLAQbdcdeffmrofwbv reducible gLLAQacddfefbstuxfw reducible gLLAQaceedffbbedbmj reducible gLLAQaceedffbsllbmj reducible gLLAQaceedffbrqqbmj reducible gLLAQaceedffbcadbxk reducible gLLAQaceedffbotxbmk reducible gLLAQbdcdeffmsofwvb reducible gLLAQacddfefbompmfr reducible gLLAQaceedffbglibek reducible gLLAQaceedffbrqqbek reducible gLLAQaceedffbceebek reducible gLLAQadceeffjavijxf reducible gLLAQbdcdeffmsovwwv reducible gLLAQadceeffjavishf reducible gLLAQbdcdeffmrobwnb reducible gLLAQadceeffjuvqoab reducible gLLAQacddeffbcttgmw reducible gLLAQacddeffbrligmw reducible gLLAQacddeffbgtlgmw reducible gLLAQadceeffjuvuwdb reducible gLLAQadceeffjuvuwdj SFS[D(3,1)(2,1)] gLLAQadceeffjuvuwdn SFS[D(3,1)(2,1)] gLLAQadceeffjuvuwmw SFS[D(2,1)(2,1)] gLLAQacddeffjkaigmk SFS[D(2,1)(2,1)] gLLAQacddeffbsmmger reducible gLLAQacddeffbrliger reducible gLLAQacddeffbbmiger reducible gLLMQbcefdefagexjjg SFS[D(2,1)(2,1)] gLLMQbcefdefagtxjrg SFS[D(3,1)(2,1)] gLLMQbcefdefagtxjng SFS[D(3,1)(2,1)] gLLAQacddeffnkppgxj SFS[D(2,1)(2,1)] gLLAQaceedffbcadjxk reducible gLLAQacddfefbcadxrk SFS[D(7,3)(2,1)] gLLAQacddfefboaaerj SFS[D(7,2)(2,1)] gLLAQacddeffbcadjxk toroidal gLLAQadceeffjawqbpb SFS[D(3,1)(2,1)] gLLAQacddeffbcddjxk SFS[D(3,1)(2,1)] gLLAQacddeffbcedjxk SFS[D(3,1)(2,1)] gLLAQbddcfefefcbsrj SFS[D(3,1)(2,1)] gLLAQadceeffjuwqoab reducible gLLMQbcddfefacbckjs SFS[D(3,1)(2,1)] gLLMQbcddfefacfckjs SFS[D(3,1)(2,1)] gLLAQacddeffboaajej SFS[D(7,2)(2,1)] gLLAQaceedffbcadnxk reducible gLLAQbdcdeffmkofwvj SFS[D(2,1)(2,1)] gLLAQacddfefbcadxkk SFS[D(8,3)(2,1)] gLLAQacddfefbvppxkk SFS[D(2,1)(2,1)] gLLAQacddfefbouuxkk SFS[D(2,1)(2,1)] gLLMQbcedfefmktjqgj SFS[D(2,1)(2,1)] gLLAQacddfefboppmkr SFS[D(2,1)(2,1)] gLLAQacddfefboaaekj toroidal gLLAQadceeffjasdcmf SFS[D(2,1)(2,1)] gLLMQcbdfeefanjednc SFS[D(2,1)(2,1)] gLLAQacddeffbcadkxk SFS[D(8,3)(2,1)] gLLAQbdcdeffmvofwkj SFS[D(2,1)(2,1)] gLLAQadceeffjusqoab reducible gLLAQacddeffbouukxk SFS[D(2,1)(2,1)] gLLAQacddeffbvppkxk SFS[D(2,1)(2,1)] gLLMQbcedfefmvpjqgj SFS[D(2,1)(2,1)] gLLAQacddeffboppkmw SFS[D(2,1)(2,1)] gLLAQacddeffboaakej toroidal gLLAQadceeffjasebpf SFS[D(2,1)(2,1)] gLLMQcbdfeefanrdenc SFS[D(2,1)(2,1)] gLLAQacddfefbcadakf reducible gLLAQadeceffbaajbpb reducible gLLAQacddfefbcddakf reducible gLLAQacddfefbcedakf reducible gLLAQaceedffbcednab reducible gLLAQaceedffbcadnab reducible gLLAQaceedffbcddnab reducible gLLMQbcddfefacfccbr reducible gLLAQacddfefbompukc SFS[D(3,1)(2,1)] gLLAQaceedffbghhnlb reducible gLLAQaceedffbjmmnlb reducible gLLAQadeceffbatjctc reducible gLLAQadeceffbatjchb reducible gLLAQacddfefbjhhukc reducible gLLAQacddfefbgttukc reducible gLLAQbdcdeffmrofvvs SFS[D(3,1)(2,1)] gLLAQaceedffbouxnlb reducible gLLAQaceedffbotxnlb reducible gLLAQaceedffboxxnlb reducible gLLAQbdcdeffhkofows SFS[D(3,1)(2,1)] gLLAQaceedffbceentb reducible gLLAQaceedffbrqqntb reducible gLLAQadeceffbaljodb reducible gLLAQacddfefboqqpkg reducible gLLAQadeceffbuljvac SFS[D(3,1)(2,1)] gLLAQacddfefbgalpkg SFS[D(3,1)(2,1)] gLLAQacddfefboaapkg SFS[D(3,1)(2,1)] gLLAQbdcdeffhgofonn SFS[D(3,1)(2,1)] gLLAQadeceffbaejctb reducible gLLAQacddfefbsxxtrg reducible gLLAQaceedffbktxjpb reducible gLLAQaceedffjktxjpb SFS[D(3,1)(3,1)] gLLAQaceedffnktxjpb SFS[D(3,1)(3,2)] gLLAQbdcdfefevrfgfw SFS[D(3,1)(2,1)] gLLAQacddfefjkamtrg SFS[D(3,1)(2,1)] gLLAQaceedffbkuxjpb reducible gLLAQaceedffjkuxjpb toroidal gLLAQaceedffnkuxjpb toroidal gLLAQadeceffbuejwmc SFS[D(3,1)(2,1)] gLLAQadeceffbuejwmw toroidal gLLAQadeceffbuejwmj SFS[D(3,1)(2,1)] gLLAQacddfefbkaitrg SFS[D(3,1)(2,1)] gLLAQacddfefjkaitrg toroidal gLLAQacddfefnkaitrg SFS[D(3,1)(2,1)] gLLAQaceedffbkxxjpb reducible gLLAQaceedffjkxxjpb SFS[D(3,1)(3,1)] gLLAQaceedffnkxxjpb SFS[D(3,1)(3,2)] gLLMQbcedfefasxginw SFS[D(3,1)(2,1)] gLLAQacddfefjkaatrg SFS[D(3,1)(2,1)] gLLAQacddfefbsaatrg SFS[D(3,1)(2,1)] gLLAQacddfefbstuqrf SFS[D(3,1)(2,1)] gLLAQaceedffbkttjhb reducible gLLAQaceedffjkttjhb reducible gLLAQaceedffnkttjhb reducible gLLAQaceedffbjmmjhb reducible gLLAQaceedffjjmmjhb reducible gLLAQaceedffnjmmjhb reducible gLLAQaceedffjghhjhb reducible gLLAQaceedffnghhjhb reducible gLLAQadeceffbahjbxc reducible gLLAQadeceffbahjbxw reducible gLLAQadeceffbahjbxj reducible gLLAQadeceffbahjbpk reducible gLLAQadeceffbahjbpr reducible gLLAQadeceffbahjblb reducible gLLAQadeceffbahjblj reducible gLLAQadeceffbahjbln reducible gLLAQacddfefjgttqrf reducible gLLAQacddfefngttqrf reducible gLLAQacddfefbkmmqrf reducible gLLAQacddfefjkmmqrf reducible gLLAQacddfefnkmmqrf reducible gLLAQacddfefbjhhqrf reducible gLLAQacddfefjjhhqrf reducible gLLAQacddfefnjhhqrf reducible gLLAQbdcdeffmsofvon SFS[D(3,1)(2,1)] gLLAQacddfefbbaedrc reducible gLLAQaceedffbslljdb reducible gLLAQaceedffbrqqjdb reducible gLLAQadeceffbaujoab reducible gLLAQacddfefbbeedrc reducible gLLAQacddfefbbdedrc reducible gLLAQaceedffbbadjdb reducible gLLAQaceedffbbedjdb reducible gLLAQaceedffbbddjdb reducible gLLMQbcddeffavfgvfj reducible gLLAQadeceffbadjjxf SFS[D(3,1)(2,1)] gLLAQbdcdeffmsovvcs reducible gLLAQbdcdeffhgovobs reducible gLLAQbdcdeffhgrvobs toroidal gLLAQbdcdeffhgnvobs toroidal gLLAQbdcdeffhgskobs toroidal gLLAQbdcdeffhgwkobs SFS[D(5,2)(3,1)] gLLAQacddeffjcmdwqc toroidal gLLAQacddeffncmdwqc SFS[D(5,3)(3,1)] gLLAQadeceffbaxjclb reducible gLLAQadeceffbaxjcln reducible gLLAQadeceffbaxjclj reducible gLLAQadeceffbaxjcmr reducible gLLAQacddeffjkmmwqc reducible gLLAQadeceffbixjcmf SFS[D(3,1)(2,1)] gLLAQadeceffbuxjwxc reducible gLLMQbcddfefagrgwbk reducible gLLAQadeceffbxxjwxg SFS[D(3,1)(2,1)] gLLAQadeceffbadjshf SFS[D(3,1)(2,1)] gLLAQbdcdeffmrobvsn reducible gLLAQbdcdeffhkobovn reducible gLLAQadeceffbaxjopb reducible gLLAQadeceffbixjkdf SFS[D(3,1)(2,1)] gLLAQadeceffbuxjvlc reducible gLLMQbcddeffavcnvkw SFS[D(3,1)(2,1)] gLLMQbcddeffavkcvkw reducible gLLMQbcddeffavkjvkw SFS[D(3,1)(3,1)] gLLMQbcddeffavkwvkw SFS[D(3,1)(3,2)] gLLAQacddeffncaashc SFS[D(3,1)(2,1)] gLLAQadeceffbxxjrhk SFS[D(5,3)(3,1)] gLLAQadeceffbxxjrhr SFS[D(4,3)(3,1)] gLLAQadeceffbxxjrqg SFS[D(3,1)(2,1)] gLLAQacddeffjkahshc SFS[D(5,2)(3,1)] gLLAQacddeffnkahshc SFS[D(4,1)(3,1)] gLLAQbddceffdwjbock reducible gLLAQbddceffdwjnock toroidal gLLAQbddceffdwjjock toroidal gLLAQbdcdeffdwrfock toroidal gLLAQbdcdeffdwnfock SFS[D(5,2)(3,1)] gLLAQacddeffjkaijlf toroidal gLLAQacddeffnkaijlf SFS[D(5,3)(3,1)] gLLAQbddceffevjnvfk SFS[D(5,2)(3,1)] gLLAQbddceffevjjvfk SFS[D(4,1)(3,1)] gLLAQbdcdeffevofvfk SFS[D(3,1)(2,1)] gLLAQacddeffjkamjlf SFS[D(5,3)(3,1)] gLLAQacddeffnkamjlf SFS[D(4,3)(3,1)] gLLMQbcedfefajqginw SFS[D(4,3)(3,1)] gLLMQbcedfefajqgijw SFS[D(5,3)(3,1)] gLLMQbcedfefajhgirw SFS[D(5,2)(3,1)] gLLMQbcedfefajhginw SFS[D(4,1)(3,1)] gLLAQacddeffbkaajlf SFS[D(3,1)(2,1)] gLLAQadeceffbaujclb reducible gLLAQadeceffbaujcln reducible gLLAQadeceffbaujclj reducible gLLAQadeceffbaujcmr reducible gLLAQacddeffjkmmjic reducible gLLAQacddeffbsmmjic SFS[D(3,1)(2,1)] gLLAQacddeffbbmijic SFS[D(3,1)(2,1)] gLLAQacddeffbrlijic reducible gLLAQadeceffbuujwpf reducible gLLMQcbdfeefabjpung reducible gLLMQcbdfeefabjpunj toroidal gLLMQcbdfeefabjpunk toroidal gLLMQcbdfeefabjeunw toroidal gLLMQcbdfeefabjeunj SFS[D(5,2)(3,1)] gLLAQacddeffjkuujic toroidal gLLAQacddeffnkuujic SFS[D(5,3)(3,1)] gLLAQacddeffbsaejhg SFS[D(3,1)(2,1)] gLLMQbcedfefageghnj SFS[D(5,2)(3,1)] gLLMQbcedfefageghjj SFS[D(4,1)(3,1)] gLLMQbcedfefagxghrj SFS[D(4,3)(3,1)] gLLMQbcedfefagxghnj SFS[D(5,3)(3,1)] gLLMQbcedfefagmghsj toroidal gLLMQbcedfefagmghwj toroidal gLLMQbcedfefagdghnj toroidal gLLMQbcedfefagdghjj SFS[D(5,2)(3,1)] gLLMQbcedfefagqghsj SFS[D(5,2)(3,1)] gLLMQbcedfefagqghwj SFS[D(4,1)(3,1)] gLLAQacddeffjkppjhg SFS[D(5,3)(3,1)] gLLAQacddeffnkppjhg SFS[D(4,3)(3,1)] gLLAQacddeffjjuujhg toroidal gLLAQacddeffnjuujhg SFS[D(5,3)(3,1)] gLLMQbcedfefmoughgj reducible gLLMQbcddeffpbkoows reducible gLLMQbcddeffporoofr reducible gLLAQbddceffdccbock reducible gLLAQacddeffbcadkag SFS[D(3,1)(2,1)] gLLAQacddeffbcttkuf SFS[D(3,1)(2,1)] gLLAQbdcdefftvofvjj SFS[D(3,1)(2,1)] gLLAQacddeffbgtlkuf SFS[D(3,1)(2,1)] gLLAQacddeffbrlikuf reducible gLLAQadeceffbatjopb reducible gLLAQadeceffbutjvxf reducible gLLMQbcefdefagtucok reducible gLLMQbcddeffaobcvcw reducible gLLMQbcddeffaokovcw reducible gLLAQacddeffboaakpc SFS[D(3,1)(2,1)] gLLMQbcddeffavrovrn reducible gLLAQacddfefbcadarf reducible gLLAQadeceffbaanbpb reducible gLLAQacddfefbcddarf reducible gLLAQacddfefbcedarf reducible gLLAQaceedffbcedjab reducible gLLAQaceedffbcadjab reducible gLLAQaceedffbcddjab reducible gLLMQbcddfefacfccbk reducible gLLAQacddfefbompurc SFS[D(3,1)(2,1)] gLLAQaceedffbghhjlb reducible gLLAQaceedffbjmmjlb reducible gLLAQadeceffbatnctc reducible gLLAQadeceffbatnchb reducible gLLAQacddfefbjhhurc reducible gLLAQacddfefbgtturc reducible gLLAQbdcdeffmrofvvw SFS[D(3,1)(2,1)] gLLAQaceedffbouxjlb reducible gLLAQaceedffbotxjlb reducible gLLAQaceedffboxxjlb reducible gLLAQbdcdeffhkofoww SFS[D(3,1)(2,1)] gLLAQaceedffbceejtb reducible gLLAQaceedffbrqqjtb reducible gLLAQadeceffbalnodb reducible gLLAQacddfefboqqprg reducible gLLAQadeceffbulnvac SFS[D(3,1)(2,1)] gLLAQacddfefbgalprg SFS[D(3,1)(2,1)] gLLAQacddfefboaaprg SFS[D(3,1)(2,1)] gLLAQbdcdeffhgofonj SFS[D(3,1)(2,1)] gLLAQadeceffbaenctb reducible gLLAQacddfefbsxxtkg reducible gLLAQaceedffbktxnpb reducible gLLAQaceedffjktxnpb SFS[D(3,1)(3,2)] gLLAQaceedffnktxnpb SFS[D(3,1)(3,1)] gLLAQbdcdfefevrfgfs SFS[D(3,1)(2,1)] gLLAQacddfefjkamtkg SFS[D(3,1)(2,1)] gLLAQaceedffbkuxnpb reducible gLLAQaceedffjkuxnpb toroidal gLLAQaceedffnkuxnpb toroidal gLLAQadeceffbuenwmc SFS[D(3,1)(2,1)] gLLAQadeceffbuenwmw toroidal gLLAQadeceffbuenwmj SFS[D(3,1)(2,1)] gLLAQacddfefbkaitkg SFS[D(3,1)(2,1)] gLLAQacddfefjkaitkg toroidal gLLAQacddfefnkaitkg SFS[D(3,1)(2,1)] gLLAQaceedffbkxxnpb reducible gLLAQaceedffjkxxnpb SFS[D(3,1)(3,2)] gLLAQaceedffnkxxnpb SFS[D(3,1)(3,1)] gLLMQbcedfefasxginj SFS[D(3,1)(2,1)] gLLAQacddfefjkaatkg SFS[D(3,1)(2,1)] gLLAQacddfefbsaatkg SFS[D(3,1)(2,1)] gLLAQacddfefbstuqkf SFS[D(3,1)(2,1)] gLLAQaceedffbkttnhb reducible gLLAQaceedffjkttnhb reducible gLLAQaceedffnkttnhb reducible gLLAQaceedffbjmmnhb reducible gLLAQaceedffjjmmnhb reducible gLLAQaceedffnjmmnhb reducible gLLAQaceedffjghhnhb reducible gLLAQaceedffnghhnhb reducible gLLAQadeceffbahnbxc reducible gLLAQadeceffbahnbxw reducible gLLAQadeceffbahnbxj reducible gLLAQadeceffbahnbpk reducible gLLAQadeceffbahnbpr reducible gLLAQadeceffbahnblb reducible gLLAQadeceffbahnblj reducible gLLAQadeceffbahnbln reducible gLLAQacddfefjgttqkf reducible gLLAQacddfefngttqkf reducible gLLAQacddfefbkmmqkf reducible gLLAQacddfefjkmmqkf reducible gLLAQacddfefnkmmqkf reducible gLLAQacddfefbjhhqkf reducible gLLAQacddfefjjhhqkf reducible gLLAQacddfefnjhhqkf reducible gLLAQbdcdeffmsofvoj SFS[D(3,1)(2,1)] gLLAQacddfefbbaedkc reducible gLLAQaceedffbsllndb reducible gLLAQaceedffbrqqndb reducible gLLAQadeceffbaunoab reducible gLLAQacddfefbbeedkc reducible gLLAQacddfefbbdedkc reducible gLLAQaceedffbbadndb reducible gLLAQaceedffbbedndb reducible gLLAQaceedffbbddndb reducible gLLMQbcddeffavfgvfk reducible gLLAQadeceffbadnjxf SFS[D(3,1)(2,1)] gLLAQbdcdeffmsovvcw reducible gLLAQbdcdeffhgovobw reducible gLLAQbdcdeffhgrvobw toroidal gLLAQbdcdeffhgnvobw toroidal gLLAQbdcdeffhgskobw toroidal gLLAQbdcdeffhgwkobw SFS[D(5,3)(3,1)] gLLAQacddeffjcmdsqc toroidal gLLAQacddeffncmdsqc SFS[D(5,2)(3,1)] gLLAQadeceffbaxnclb reducible gLLAQadeceffbaxncln reducible gLLAQadeceffbaxnclj reducible gLLAQadeceffbaxncmr reducible gLLAQacddeffjkmmsqc reducible gLLAQadeceffbixncmf SFS[D(3,1)(2,1)] gLLAQadeceffbuxnwxc reducible gLLMQbcddfefagrgwbj reducible gLLAQadeceffbxxnwxg SFS[D(3,1)(2,1)] gLLAQadeceffbadnshf SFS[D(3,1)(2,1)] gLLAQbdcdeffmrobvsj reducible gLLAQbdcdeffhkobovj reducible gLLAQadeceffbaxnopb reducible gLLAQadeceffbixnkdf SFS[D(3,1)(2,1)] gLLAQadeceffbuxnvlc reducible gLLMQbcddeffavcnvkj SFS[D(3,1)(2,1)] gLLMQbcddeffavkcvkj reducible gLLMQbcddeffavkjvkj SFS[D(3,1)(3,2)] gLLMQbcddeffavkwvkj SFS[D(3,1)(3,1)] gLLAQacddeffncaawhc SFS[D(3,1)(2,1)] gLLAQadeceffbxxnrhk SFS[D(5,2)(3,1)] gLLAQadeceffbxxnrhr SFS[D(4,1)(3,1)] gLLAQadeceffbxxnrqg SFS[D(3,1)(2,1)] gLLAQacddeffjkahwhc SFS[D(5,3)(3,1)] gLLAQacddeffnkahwhc SFS[D(4,3)(3,1)] gLLAQbddceffdwjbocj reducible gLLAQbddceffdwjnocj toroidal gLLAQbddceffdwjjocj toroidal gLLAQbdcdeffdwrfocj toroidal gLLAQbdcdeffdwnfocj SFS[D(5,3)(3,1)] gLLAQacddeffjkaiklf toroidal gLLAQacddeffnkaiklf SFS[D(5,2)(3,1)] gLLAQbddceffevjnvfj SFS[D(5,3)(3,1)] gLLAQbddceffevjjvfj SFS[D(4,3)(3,1)] gLLAQbdcdeffevofvfj SFS[D(3,1)(2,1)] gLLAQacddeffjkamklf SFS[D(5,2)(3,1)] gLLAQacddeffnkamklf SFS[D(4,1)(3,1)] gLLMQbcedfefajqginj SFS[D(4,1)(3,1)] gLLMQbcedfefajqgijj SFS[D(5,2)(3,1)] gLLMQbcedfefajhgirj SFS[D(5,3)(3,1)] gLLMQbcedfefajhginj SFS[D(4,3)(3,1)] gLLAQacddeffbkaaklf SFS[D(3,1)(2,1)] gLLAQadeceffbaunclb reducible gLLAQadeceffbauncln reducible gLLAQadeceffbaunclj reducible gLLAQadeceffbauncmr reducible gLLAQacddeffjkmmkic reducible gLLAQacddeffbsmmkic SFS[D(3,1)(2,1)] gLLAQacddeffbbmikic SFS[D(3,1)(2,1)] gLLAQacddeffbrlikic reducible gLLAQadeceffbuunwpf reducible gLLMQcbdfeefabjpujg reducible gLLMQcbdfeefabjpujj toroidal gLLMQcbdfeefabjpujk toroidal gLLMQcbdfeefabjeujw toroidal gLLMQcbdfeefabjeujj SFS[D(5,3)(3,1)] gLLAQacddeffjkuukic toroidal gLLAQacddeffnkuukic SFS[D(5,2)(3,1)] gLLAQacddeffbsaekhg SFS[D(3,1)(2,1)] gLLMQbcedfefageghnk SFS[D(5,3)(3,1)] gLLMQbcedfefageghjk SFS[D(4,3)(3,1)] gLLMQbcedfefagxghrk SFS[D(4,1)(3,1)] gLLMQbcedfefagxghnk SFS[D(5,2)(3,1)] gLLMQbcedfefagmghsk toroidal gLLMQbcedfefagmghwk toroidal gLLMQbcedfefagdghnk toroidal gLLMQbcedfefagdghjk SFS[D(5,3)(3,1)] gLLMQbcedfefagqghsk SFS[D(5,3)(3,1)] gLLMQbcedfefagqghwk SFS[D(4,3)(3,1)] gLLAQacddeffjkppkhg SFS[D(5,2)(3,1)] gLLAQacddeffnkppkhg SFS[D(4,1)(3,1)] gLLAQacddeffjjuukhg toroidal gLLAQacddeffnjuukhg SFS[D(5,2)(3,1)] gLLMQbcedfefmoughgk reducible gLLMQbcddeffpbkooww reducible gLLMQbcddeffporoofn reducible gLLAQbddceffdccbocj reducible gLLAQacddeffbcadjag SFS[D(3,1)(2,1)] gLLAQacddeffbcttjuf SFS[D(3,1)(2,1)] gLLAQbdcdefftvofvjk SFS[D(3,1)(2,1)] gLLAQacddeffbgtljuf SFS[D(3,1)(2,1)] gLLAQacddeffbrlijuf reducible gLLAQadeceffbatnopb reducible gLLAQadeceffbutnvxf reducible gLLMQbcefdefagtucoj reducible gLLMQbcddeffaobcvcs reducible gLLMQbcddeffaokovcs reducible gLLAQacddeffboaajpc SFS[D(3,1)(2,1)] gLLMQbcddeffavrovrr reducible gLLAQaedceffbqmjotc SFS[D(3,1)(2,1)] gLLAQaedceffbdmjcxc reducible gLLAQaedceffbitnoxf SFS[D(3,1)(2,1)] gLLAQaedceffbltnjxf SFS[D(3,1)(3,1)] gLLAQaceedffbghhnib reducible gLLAQaceedffbkttnib reducible gLLAQaceedffjkttnib reducible gLLAQaceedffnkttnib reducible gLLAQaedceffbamjftj reducible gLLAQaedceffbamjftw reducible gLLAQacddfefbkmmikb reducible gLLAQacddfefjkmmikb reducible gLLAQacddfefnkmmikb reducible gLLAQacddfefbgttikb reducible gLLAQaedceffbimjftc SFS[D(3,1)(3,2)] gLLAQaedceffbpmjwic SFS[D(3,1)(2,1)] gLLAQaedceffbpmjwac SFS[D(3,1)(2,1)] gLLAQaedceffbqtnnmf SFS[D(3,1)(2,1)] gLLAQaedceffbpmjglc reducible gLLAQaedceffblmjglc SFS[D(3,1)(3,2)] gLLAQaedceffbqtnwef SFS[D(3,1)(3,1)] gLLAQaedceffbimjrlc SFS[D(3,1)(2,1)] gLLAQaedceffbamjjec reducible gLLAQaedceffbqmjvac SFS[D(3,1)(3,2)] gLLAQaedceffbitncmf SFS[D(3,1)(3,1)] gLLAQaedceffbdmjvac reducible gLLAQaceedffbceenqb reducible gLLAQaceedffbsllnqb reducible gLLAQaedceffbqtjnmf SFS[D(3,1)(2,1)] gLLAQaedceffbdmncxc reducible gLLAQaedceffbimnrlc SFS[D(3,1)(2,1)] gLLAQaedceffblmnglc SFS[D(3,1)(3,1)] gLLAQaceedffbkttjib reducible gLLAQaceedffjkttjib reducible gLLAQaceedffnkttjib reducible gLLAQaceedffbghhjib reducible gLLAQaedceffbamnftj reducible gLLAQaedceffbamnftw reducible gLLAQacddfefbgttirb reducible gLLAQacddfefbkmmirb reducible gLLAQacddfefjkmmirb reducible gLLAQacddfefnkmmirb reducible gLLAQaedceffbitjcmf SFS[D(3,1)(3,2)] gLLAQaedceffbpmnwac SFS[D(3,1)(2,1)] gLLAQaedceffbpmnwic SFS[D(3,1)(2,1)] gLLAQaedceffbqmnotc SFS[D(3,1)(2,1)] gLLAQaedceffbpmnglc reducible gLLAQaedceffbltjjxf SFS[D(3,1)(3,2)] gLLAQaedceffbqmnvac SFS[D(3,1)(3,1)] gLLAQaedceffbitjoxf SFS[D(3,1)(2,1)] gLLAQaedceffbamnjec reducible gLLAQaedceffbqtjwef SFS[D(3,1)(3,2)] gLLAQaedceffbimnftc SFS[D(3,1)(3,1)] gLLAQaedceffbdmnvac reducible gLLAQaceedffbslljqb reducible gLLAQaceedffbceejqb reducible gLLAQaedceffbxanflf reducible gLLAQaedceffbxannig SFS[D(3,1)(3,2)] gLLAQacddeffbvdxwav reducible gLLAQaedceffbdanoug reducible gLLAQaedceffbdancef reducible gLLAQaedceffbianrhf reducible gLLAQaedceffbianrhk toroidal gLLAQaedceffbianrhr toroidal gLLAQaedceffbianrqg SFS[D(3,1)(3,1)] gLLAQaedceffbianrqj toroidal gLLAQaedceffbianrqk SFS[D(3,1)(3,2)] gLLAQacddeffjkaiwav toroidal gLLAQacddeffnkaiwav SFS[D(7,5)(3,1)] gLLAQaedceffblanghf reducible gLLAQaedceffblanghk toroidal gLLAQaedceffblanghr toroidal gLLAQaedceffblangqj toroidal gLLAQaedceffblangqk SFS[D(8,3)(3,1)] gLLAQacddeffbcadwav SFS[D(3,1)(2,1)] gLLAQacddeffjcadwav toroidal gLLAQacddeffncadwav SFS[D(7,4)(3,1)] gLLAQaedceffbaanwug SFS[D(3,1)(2,1)] gLLAQaedceffbaanwtg SFS[D(3,1)(2,1)] gLLAQaedceffbaanfdk reducible gLLAQaedceffbaanfdr reducible gLLAQaedceffbaanfuj reducible gLLAQacddeffjcddwav reducible gLLAQaedceffbtanvpf reducible gLLAQaedceffbtanvpk toroidal gLLAQaedceffbtanvpr toroidal gLLAQaedceffbtanvig SFS[D(3,1)(2,1)] gLLAQaedceffbtanvij toroidal gLLAQaedceffbtanvik SFS[D(7,3)(3,1)] gLLAQacddeffjcedwav toroidal gLLAQacddeffncedwav SFS[D(8,3)(3,1)] gLLAQaedceffbpannpr SFS[D(3,1)(2,1)] gLLAQaedceffbpannij SFS[D(3,1)(3,2)] gLLAQaedceffbpannik SFS[D(3,1)(3,1)] gLLAQacddeffnkemwav SFS[D(3,1)(2,1)] gLLAQaedceffbpanwpf reducible gLLAQaedceffbpanwlf reducible gLLAQaedceffbqanodf reducible gLLAQaedceffbqanodk toroidal gLLAQaedceffbqanodr toroidal gLLAQaedceffbqanoug SFS[D(3,1)(3,1)] gLLAQaedceffbqanouj toroidal gLLAQaedceffbqanouk SFS[D(3,1)(3,2)] gLLAQacddeffjkdmwav toroidal gLLAQacddeffnkdmwav SFS[D(7,5)(3,1)] gLLAQaedceffbmanrhk SFS[D(8,3)(3,1)] gLLAQaedceffbmanrhr SFS[D(7,4)(3,1)] gLLAQaedceffbmanrqg SFS[D(3,1)(3,2)] gLLAQaedceffbmanrqj SFS[D(3,1)(3,1)] gLLAQaedceffbmanrqk reducible gLLAQacddeffbkamwav SFS[D(3,1)(2,1)] gLLAQacddeffjkamwav SFS[D(7,5)(3,1)] gLLAQacddeffnkamwav SFS[D(5,4)(3,1)] gLLAQaedceffbpanceg reducible gLLAQacddeffbbupwav reducible gLLAQacddeffbvuawav reducible gLLAQaedceffbpanghf reducible gLLAQaedceffbpanghk reducible gLLAQaedceffbpanghr reducible gLLAQaedceffbpangqj reducible gLLAQacddeffjcapwav reducible gLLAQaedceffbmanfdf reducible gLLAQaedceffbqanrag SFS[D(3,1)(2,1)] gLLAQaedceffbqanvpf reducible gLLAQaedceffblannig SFS[D(3,1)(3,1)] gLLAQaedceffbtangaf reducible gLLAQaedceffbtanoug SFS[D(3,1)(3,2)] gLLAQacddeffbouuwav reducible gLLAQacddeffbvppwav reducible gLLAQaedceffbaanrhr SFS[D(3,1)(2,1)] gLLAQaedceffbaanrqg reducible gLLAQaedceffbaanrqj SFS[D(3,1)(3,2)] gLLAQaedceffbaanrqk SFS[D(3,1)(3,1)] gLLAQacddeffnkaawav SFS[D(3,1)(2,1)] gLLAQaedceffbxanghf reducible gLLAQaedceffbxanghk toroidal gLLAQaedceffbxanghr toroidal gLLAQaedceffbxangqg SFS[D(3,1)(2,1)] gLLAQaedceffbxangqj toroidal gLLAQaedceffbxangqk SFS[D(7,3)(3,1)] gLLAQacddeffjcahwav toroidal gLLAQacddeffncahwav SFS[D(8,3)(3,1)] gLLAQaedceffbianntg SFS[D(3,1)(2,1)] gLLAQaedceffbianfdf reducible gLLAQaedceffbdanjmg reducible gLLAQacddeffbvqmwav reducible gLLAQaedceffbdanvpf reducible gLLAQacddeffbbpawub reducible gLLAQacddeffboppwub reducible gLLAQacddeffbbauwpo reducible gLLAQacddeffboaawpo reducible gLLAQaedceffbqajodf reducible gLLAQaedceffbqajodk toroidal gLLAQaedceffbqajodr toroidal gLLAQaedceffbqajoug SFS[D(3,1)(3,2)] gLLAQaedceffbqajouj toroidal gLLAQaedceffbqajouk SFS[D(3,1)(3,1)] gLLAQacddeffjkdmsav toroidal gLLAQacddeffnkdmsav SFS[D(7,2)(3,1)] gLLAQaedceffbdajoug reducible gLLAQacddeffbvdxsav reducible gLLAQaedceffbdajcef reducible gLLAQaedceffbtajoug SFS[D(3,1)(3,1)] gLLAQaedceffbtajgaf reducible gLLAQaedceffbmajfdf reducible gLLAQaedceffbaajwtg SFS[D(3,1)(2,1)] gLLAQaedceffbaajwug SFS[D(3,1)(2,1)] gLLAQaedceffbaajfdk reducible gLLAQaedceffbaajfdr reducible gLLAQaedceffbaajfuj reducible gLLAQacddeffjcddsav reducible gLLAQaedceffbiajntg SFS[D(3,1)(2,1)] gLLAQaedceffbiajfdf reducible gLLAQaedceffbpajnpr SFS[D(3,1)(2,1)] gLLAQaedceffbpajnij SFS[D(3,1)(3,1)] gLLAQaedceffbpajnik SFS[D(3,1)(3,2)] gLLAQacddeffnkemsav SFS[D(3,1)(2,1)] gLLAQaedceffbpajwlf reducible gLLAQaedceffbpajwpf reducible gLLAQaedceffbxajnig SFS[D(3,1)(3,1)] gLLAQaedceffbxajflf reducible gLLAQaedceffblajnig SFS[D(3,1)(3,2)] gLLAQacddeffbbupsav reducible gLLAQacddeffbvuasav reducible gLLAQaedceffbpajceg reducible gLLAQaedceffbpajghf reducible gLLAQaedceffbpajghk reducible gLLAQaedceffbpajghr reducible gLLAQaedceffbpajgqj reducible gLLAQacddeffjcapsav reducible gLLAQaedceffblajghf reducible gLLAQaedceffblajghk toroidal gLLAQaedceffblajghr toroidal gLLAQaedceffblajgqj toroidal gLLAQaedceffblajgqk SFS[D(8,3)(3,1)] gLLAQacddeffbcadsav SFS[D(3,1)(2,1)] gLLAQacddeffjcadsav toroidal gLLAQacddeffncadsav SFS[D(7,3)(3,1)] gLLAQaedceffbxajghf reducible gLLAQaedceffbxajghk toroidal gLLAQaedceffbxajghr toroidal gLLAQaedceffbxajgqg SFS[D(3,1)(2,1)] gLLAQaedceffbxajgqj toroidal gLLAQaedceffbxajgqk SFS[D(7,4)(3,1)] gLLAQacddeffjcahsav toroidal gLLAQacddeffncahsav SFS[D(8,3)(3,1)] gLLAQaedceffbmajrhk SFS[D(8,3)(3,1)] gLLAQaedceffbmajrhr SFS[D(7,3)(3,1)] gLLAQaedceffbmajrqg SFS[D(3,1)(3,1)] gLLAQaedceffbmajrqj SFS[D(3,1)(3,2)] gLLAQaedceffbmajrqk reducible gLLAQacddeffbkamsav SFS[D(3,1)(2,1)] gLLAQacddeffjkamsav SFS[D(7,2)(3,1)] gLLAQacddeffnkamsav SFS[D(5,1)(3,1)] gLLAQaedceffbiajrhf reducible gLLAQaedceffbiajrhk toroidal gLLAQaedceffbiajrhr toroidal gLLAQaedceffbiajrqg SFS[D(3,1)(3,2)] gLLAQaedceffbiajrqj toroidal gLLAQaedceffbiajrqk SFS[D(3,1)(3,1)] gLLAQacddeffjkaisav toroidal gLLAQacddeffnkaisav SFS[D(7,2)(3,1)] gLLAQaedceffbaajrhr SFS[D(3,1)(2,1)] gLLAQaedceffbaajrqg reducible gLLAQaedceffbaajrqj SFS[D(3,1)(3,1)] gLLAQaedceffbaajrqk SFS[D(3,1)(3,2)] gLLAQacddeffnkaasav SFS[D(3,1)(2,1)] gLLAQacddeffbvppsav reducible gLLAQacddeffbouusav reducible gLLAQaedceffbqajrag SFS[D(3,1)(2,1)] gLLAQaedceffbqajvpf reducible gLLAQaedceffbtajvpf reducible gLLAQaedceffbtajvpk toroidal gLLAQaedceffbtajvpr toroidal gLLAQaedceffbtajvig SFS[D(3,1)(2,1)] gLLAQaedceffbtajvij toroidal gLLAQaedceffbtajvik SFS[D(7,4)(3,1)] gLLAQacddeffjcedsav toroidal gLLAQacddeffncedsav SFS[D(8,3)(3,1)] gLLAQacddeffbvqmsav reducible gLLAQaedceffbdajjmg reducible gLLAQaedceffbdajvpf reducible gLLAQacddeffbbpasub reducible gLLAQacddeffboppsub reducible gLLAQacddeffbbauspo reducible gLLAQacddeffboaaspo reducible gLLAQacddeffbcqdjqb reducible gLLAQacddeffbsxejqb reducible gLLAQbdcdeffpfofvnw reducible gLLMQbcedfefpnxoenj SFS[D(3,1)(2,1)] gLLMQbcedfefpnqoevj reducible gLLMQbcedfefpnqoesj SFS[D(3,1)(3,2)] gLLMQbcedfefpnqoewj SFS[D(3,1)(3,1)] gLLAQacddeffnkaujdo SFS[D(3,1)(2,1)] gLLMQbcedfefagtoeoj reducible gLLMQbcedfefmouoegj reducible gLLAQacddeffbsxekqb reducible gLLAQacddeffbcqdkqb reducible gLLAQbdcdeffpfofvnj reducible gLLMQbcedfefpnxoenk SFS[D(3,1)(2,1)] gLLMQbcedfefpnqoevk reducible gLLMQbcedfefpnqoesk SFS[D(3,1)(3,1)] gLLMQbcedfefpnqoewk SFS[D(3,1)(3,2)] gLLAQacddeffnkaukdo SFS[D(3,1)(2,1)] gLLMQbcedfefagtoeok reducible gLLMQbcedfefmouoegk reducible gLLAQaceedffbjumblc reducible gLLAQacddfefbjhxufg reducible gLLAQaceedffbbupblc reducible gLLAQaceedffbcadblc reducible gLLAQaceedffboxublc reducible gLLAQaceedffbcuublc reducible gLLAQaceedffbguublc reducible gLLAQaceedffjouublc reducible gLLAQaceedffnouublc reducible gLLAQadceeffbaolcmw reducible gLLAQacddfefjriiufg reducible gLLAQaceedffbotublc reducible gLLAQaceedffbvqmblc reducible gLLAQaceedffbsulblc reducible gLLAQaceedffbcuiblc reducible gLLAQaceedffbguiblc reducible gLLAQadceeffbiolshf SFS[D(2,1)(2,1)] gLLAQacddfefbgadufg SFS[D(2,1)(2,1)] gLLAQaceedffbouiblc reducible gLLAQacddfefboahufg SFS[D(2,1)(2,1)] gLLAQaceedffbgdpblc reducible gLLAQaceedffbjiablc reducible gLLAQadceeffbuolwhf reducible gLLAQadceeffbuolwtb reducible gLLAQacddfefbjdpufg reducible gLLAQacddfefbgxuufg reducible gLLAQaceedffboddblc reducible gLLMQbcddeffarkcvvg reducible gLLAQadceeffbxolnig SFS[D(2,1)(2,1)] gLLAQaceedffbcuqblc reducible gLLAQaceedffbguqblc reducible gLLAQaceedffbouqblc reducible gLLAQaceedffbrhqbtc reducible gLLAQaceedffbkhmbtc reducible gLLAQaceedffjkhmbtc SFS[A(3,1)] gLLAQaceedffnkhmbtc SFS[A(3,1)] gLLAQadceeffbeotcxc T2xI gLLAQadceeffbeotcxw SFS[A(2,1)] gLLAQadceeffbeotcxj T2xI gLLAQacddfefbkthpff T2xI gLLAQacddfefjkthpff SFS[A(2,1)] gLLAQacddfefnkthpff T2xI gLLAQaceedffbotxbtc reducible gLLAQbddceffdwrbokv reducible gLLAQaceedffbchhbtc reducible gLLAQaceedffbohhbtc reducible gLLAQacddfefbotlpff SFS[D(2,1)(2,1)] gLLAQaceedffbjpqbtc reducible gLLAQacddfefbjlipff reducible gLLAQadceeffblotoug SFS[D(2,1)(2,1)] gLLAQaceedffbchdbtc reducible gLLAQaceedffbghdbtc reducible gLLAQaceedffbohdbtc reducible gLLAQaceedffbcxmbtc reducible gLLAQaceedffbrdtbtc reducible gLLAQadceeffbuotolb reducible gLLAQacddfefbomppff reducible gLLAQaceedffbgxxbtc reducible gLLAQaceedffbchpbtc reducible gLLAQaceedffbghpbtc reducible gLLAQaceedffbohpbtc reducible gLLAQaceedffbvepbac reducible gLLAQaceedffbseqbac reducible gLLAQaceedffbglibac reducible gLLAQaceedffjceebac reducible gLLAQaceedffnceebac reducible gLLAQadceeffbaoaoew reducible gLLAQacddfefjvllafc reducible gLLAQaceedffbgeebac reducible gLLAQaceedffboeebac reducible gLLAQaceedffbrmpbac reducible gLLAQaceedffbketbac reducible gLLAQaceedffjketbac reducible gLLAQaceedffnketbac reducible gLLAQadceeffbhoajew reducible gLLAQacddfefjkmlafc reducible gLLAQaceedffbcexbac reducible gLLAQaceedffbgexbac reducible gLLAQaceedffboexbac reducible gLLAQaceedffboiqbac reducible gLLAQaceedffbvxlbac reducible gLLAQaceedffbciibac reducible gLLAQaceedffbcembac reducible gLLAQaceedffbgembac reducible gLLAQaceedffboembac reducible gLLAQaceedffbrqabdf reducible gLLAQaceedffboapbdf reducible gLLAQaceedffbkuxbdf reducible gLLAQaceedffjkuxbdf SFS[D(3,1)(2,1)] gLLAQaceedffnkuxbdf SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrfonv SFS[D(2,1)(2,1)] gLLAQacddfefjkaidff SFS[D(2,1)(2,1)] gLLAQaceedffbkaabdf reducible gLLAQaceedffjkaabdf SFS[D(3,1)(3,1)] gLLAQaceedffnkaabdf SFS[D(3,1)(3,2)] gLLAQadceeffbaopjxr SFS[D(3,1)(2,1)] gLLAQacddfefjkxxdff SFS[D(3,1)(2,1)] gLLAQaceedffbsaabdf reducible gLLAQaceedffjsaabdf SFS[D(3,1)(3,2)] gLLAQaceedffnsaabdf SFS[D(3,1)(3,1)] gLLAQadceeffbaopnxr SFS[D(3,1)(2,1)] gLLAQacddfefjbxxdff SFS[D(3,1)(2,1)] gLLAQaceedffjbaabdf reducible gLLAQaceedffnbaabdf reducible gLLAQadceeffbaopbxr reducible gLLAQacddfefjsxxdff reducible gLLAQaceedffbvqmbdf reducible gLLAQaceedffbkaibdf reducible gLLAQaceedffjkaibdf SFS[D(3,1)(3,2)] gLLAQaceedffnkaibdf SFS[D(3,1)(3,1)] gLLAQadceeffbiopjxr SFS[D(3,1)(2,1)] gLLAQacddfefjkuxdff SFS[D(3,1)(2,1)] gLLAQaceedffbsaibdf reducible gLLAQaceedffbbaibdf reducible gLLAQaceedffbsxpbdf reducible gLLAQaceedffbruibdf reducible gLLAQaceedffbbxxbdf reducible gLLAQaceedffjbxxbdf SFS[D(3,1)(2,1)] gLLAQaceedffnbxxbdf SFS[D(3,1)(2,1)] gLLMQbcddeffakknvwc SFS[D(2,1)(2,1)] gLLAQacddfefjsaadff SFS[D(2,1)(2,1)] gLLAQaceedffbkambdf reducible gLLAQaceedffjkambdf reducible gLLAQaceedffnkambdf reducible gLLAQadceeffbmopjxr reducible gLLAQacddfefjktxdff reducible gLLAQaceedffbsambdf reducible gLLAQaceedffbbambdf reducible gLLAQaceedffbvptbpf reducible gLLAQaceedffjvptbpf SFS[D(3,1)(2,1)] gLLAQaceedffnvptbpf SFS[D(3,1)(2,1)] gLLAQbdcdeffhgskojb SFS[D(2,1)(2,1)] gLLAQacddfefjcmdtfc SFS[D(2,1)(2,1)] gLLAQaceedffbgtmbpf reducible gLLAQadceeffbeomftc T2xI gLLAQacddfefbgmhtfc T2xI gLLAQaceedffbshibpf reducible gLLAQbddceffdcrbobf reducible gLLAQaceedffbkxtbpf reducible gLLAQaceedffjkxtbpf reducible gLLAQaceedffnkxtbpf reducible gLLAQadceeffbpomwxk reducible gLLAQacddfefjkmatfc reducible gLLAQaceedffbsttbpf reducible gLLAQaceedffjsttbpf SFS[D(3,1)(3,1)] gLLAQaceedffnsttbpf SFS[D(3,1)(3,2)] gLLAQadceeffbaomrmr SFS[D(3,1)(2,1)] gLLAQacddfefjbmmtfc SFS[D(3,1)(2,1)] gLLAQaceedffbbttbpf reducible gLLAQaceedffjbttbpf SFS[D(3,1)(3,2)] gLLAQaceedffnbttbpf SFS[D(3,1)(3,1)] gLLAQadceeffbaomsmr SFS[D(3,1)(2,1)] gLLAQacddfefjsmmtfc SFS[D(3,1)(2,1)] gLLAQaceedffbkutbpf reducible gLLAQaceedffjkutbpf reducible gLLAQaceedffnkutbpf reducible gLLAQbdcdefftbnfvcb reducible gLLAQacddfefjkmitfc reducible gLLAQacddfefbsmitfc SFS[D(2,1)(2,1)] gLLAQaceedffbjpqbpf reducible gLLAQacddfefbjlitfc reducible gLLAQaceedffbctebpf reducible gLLAQaceedffjctebpf reducible gLLAQaceedffnctebpf reducible gLLAQadceeffbhomnmr reducible gLLAQacddfefjvlmtfc reducible gLLAQadceeffblomwxg SFS[D(2,1)(2,1)] gLLAQaceedffbktdbpf reducible gLLAQaceedffjktdbpf SFS[D(3,1)(3,1)] gLLAQaceedffnktdbpf SFS[D(3,1)(3,2)] gLLAQadceeffbiomcmr SFS[D(3,1)(2,1)] gLLAQacddfefjkpmtfc SFS[D(3,1)(2,1)] gLLAQaceedffbstdbpf reducible gLLAQaceedffbbtdbpf reducible gLLAQaceedffbbimbpf reducible gLLAQaceedffbvhdbpf reducible gLLAQadceeffbuomwhb reducible gLLAQacddfefbstutfc reducible gLLAQaceedffbkiibpf reducible gLLAQaceedffjkiibpf SFS[D(3,1)(2,1)] gLLAQaceedffnkiibpf SFS[D(3,1)(2,1)] gLLMQcbdfeefabjelvw SFS[D(2,1)(2,1)] gLLAQacddfefjkuutfc SFS[D(2,1)(2,1)] gLLAQaceedffbktqbpf reducible gLLAQaceedffjktqbpf SFS[D(3,1)(3,2)] gLLAQaceedffnktqbpf SFS[D(3,1)(3,1)] gLLAQadceeffbmomcmr SFS[D(3,1)(2,1)] gLLAQacddfefjkqmtfc SFS[D(3,1)(2,1)] gLLAQaceedffbstqbpf reducible gLLAQaceedffbbtqbpf reducible gLLAQaceedffbjmlbhf reducible gLLAQacddfefbjqhqfg reducible gLLAQaceedffbclqbhf reducible gLLAQaceedffbbedbhf reducible gLLAQaceedffbkllbhf reducible gLLAQaceedffjkllbhf SFS[D(3,1)(3,2)] gLLAQaceedffnkllbhf SFS[D(3,1)(3,1)] gLLAQadceeffbaoqwer SFS[D(3,1)(2,1)] gLLAQacddfefjkeeqfg SFS[D(3,1)(2,1)] gLLAQaceedffjsllbhf reducible gLLAQaceedffnsllbhf reducible gLLAQadceeffbaoqoer reducible gLLAQacddfefjbeeqfg reducible gLLAQaceedffbbllbhf reducible gLLAQaceedffjbllbhf SFS[D(3,1)(3,1)] gLLAQaceedffnbllbhf SFS[D(3,1)(3,2)] gLLAQadceeffbaoqker SFS[D(3,1)(2,1)] gLLAQacddfefjseeqfg SFS[D(3,1)(2,1)] gLLAQaceedffbrmpbhf reducible gLLAQaceedffbolubhf reducible gLLAQaceedffbklxbhf reducible gLLAQaceedffjklxbhf toroidal gLLAQaceedffnklxbhf toroidal gLLAQadceeffbioqwef SFS[D(2,1)(2,1)] gLLAQadceeffbioqwer toroidal gLLAQadceeffbioqwek SFS[D(2,1)(2,1)] gLLAQacddfefbkaeqfg SFS[D(2,1)(2,1)] gLLAQacddfefjkaeqfg toroidal gLLAQacddfefnkaeqfg SFS[D(2,1)(2,1)] gLLAQaceedffbslxbhf reducible gLLAQaceedffjslxbhf SFS[D(3,1)(3,1)] gLLAQaceedffnslxbhf SFS[D(3,1)(3,2)] gLLAQadceeffbioqoer SFS[D(3,1)(2,1)] gLLAQacddfefjbaeqfg SFS[D(3,1)(2,1)] gLLAQaceedffbblxbhf reducible gLLAQaceedffjblxbhf SFS[D(3,1)(3,2)] gLLAQaceedffnblxbhf SFS[D(3,1)(3,1)] gLLAQadceeffbioqker SFS[D(3,1)(2,1)] gLLAQacddfefjsaeqfg SFS[D(3,1)(2,1)] gLLAQacddfefbsahqfg SFS[D(2,1)(2,1)] gLLAQaceedffjghibhf SFS[D(3,1)(2,1)] gLLAQaceedffnghibhf SFS[D(3,1)(2,1)] gLLAQbdcdfefebwrgfb SFS[D(2,1)(2,1)] gLLAQacddfefjjuhqfg SFS[D(2,1)(2,1)] gLLAQaceedffbkdqbhf reducible gLLAQaceedffjkdqbhf reducible gLLAQaceedffnkdqbhf reducible gLLAQaceedffbjexbhf reducible gLLAQaceedffjjexbhf reducible gLLAQaceedffnjexbhf reducible gLLAQaceedffjglibhf reducible gLLAQaceedffnglibhf reducible gLLAQadceeffbuoqvef reducible gLLAQadceeffbuoqver reducible gLLAQadceeffbuoqvek reducible gLLAQadceeffbuoqvaj reducible gLLAQadceeffbuoqvaw reducible gLLAQadceeffbuoqvdb reducible gLLAQadceeffbuoqvdn reducible gLLAQadceeffbuoqvdj reducible gLLAQacddfefjgalqfg reducible gLLAQacddfefngalqfg reducible gLLAQacddfefbkqpqfg reducible gLLAQacddfefjkqpqfg reducible gLLAQacddfefnkqpqfg reducible gLLAQacddfefbjueqfg reducible gLLAQacddfefjjueqfg reducible gLLAQacddfefnjueqfg reducible gLLAQaceedffbsddbhf reducible gLLMQbcddfefaorgfbf reducible gLLAQaceedffjgiibhf SFS[D(3,1)(2,1)] gLLAQaceedffngiibhf SFS[D(3,1)(2,1)] gLLMQbcedfefagdgqnf SFS[D(2,1)(2,1)] gLLAQacddfefjjuuqfg SFS[D(2,1)(2,1)] gLLAQadceeffbxoqjmg SFS[D(2,1)(2,1)] gLLAQaceedffbklpbhf reducible gLLAQaceedffjklpbhf SFS[D(3,1)(3,1)] gLLAQaceedffnklpbhf SFS[D(3,1)(3,2)] gLLAQadceeffbmoqwer SFS[D(3,1)(2,1)] gLLAQacddfefjkdeqfg SFS[D(3,1)(2,1)] gLLAQaceedffbslpbhf reducible gLLAQaceedffjslpbhf SFS[D(3,1)(3,2)] gLLAQaceedffnslpbhf SFS[D(3,1)(3,1)] gLLAQadceeffbmoqoer SFS[D(3,1)(2,1)] gLLAQacddfefjbdeqfg SFS[D(3,1)(2,1)] gLLAQaceedffbblpbhf reducible gLLAQaceedffjblpbhf reducible gLLAQaceedffnblpbhf reducible gLLAQadceeffbmoqker reducible gLLAQacddfefjsdeqfg reducible gLLAQadceeffbeoxwmc SFS[D(2,1)(2,1)] gLLAQadceeffbeoxfac T2xI gLLAQbddceffdccbonv reducible gLLAQadceeffbaoxsmc reducible gLLAQadceeffbaoxstb reducible gLLAQbddcefftnrbvcb reducible gLLAQbdcdeffmkwsvcf SFS[D(5,2)(2,1)] gLLAQbdcdeffmkssvcf SFS[D(4,1)(2,1)] gLLAQacddeffjkemvqg SFS[D(5,2)(2,1)] gLLAQacddeffnkemvqg SFS[D(4,1)(2,1)] gLLAQadceeffbloxnig T2xI gLLAQadceeffbloxwmg SFS[D(2,1)(2,1)] gLLAQadceeffbloxwdw SFS[D(4,1)(2,1)] gLLAQadceeffbloxwds SFS[D(5,2)(2,1)] gLLAQacddeffjcapvqg SFS[D(4,1)(2,1)] gLLAQacddeffncapvqg SFS[D(5,2)(2,1)] gLLAQadceeffbuoxwdb reducible gLLAQadceeffbuoxwdj SFS[D(3,1)(2,1)] gLLAQadceeffbuoxwdn SFS[D(3,1)(2,1)] gLLAQadceeffbuoxwmw SFS[D(2,1)(2,1)] gLLAQacddeffjkaivqg SFS[D(2,1)(2,1)] gLLAQadceeffbmoxcer SFS[D(2,1)(2,1)] gLLAQadceeffbmoxctb reducible gLLAQadceeffbmoxctj SFS[D(3,1)(2,1)] gLLAQadceeffbmoxctn SFS[D(3,1)(2,1)] gLLAQacddeffncedvqg SFS[D(2,1)(2,1)] gLLAQadceeffbaodnmr SFS[D(2,1)(2,1)] gLLAQadceeffbaodnlb reducible gLLAQadceeffbaodnlj SFS[D(3,1)(2,1)] gLLAQadceeffbaodnln SFS[D(3,1)(2,1)] gLLAQacddeffnottvdf SFS[D(2,1)(2,1)] gLLAQadceeffbaodbhj SFS[D(3,1)(2,1)] gLLAQadceeffbaodbhn SFS[D(3,1)(2,1)] gLLAQadceeffbaodbxw SFS[D(2,1)(2,1)] gLLAQacddeffjjhhvdf SFS[D(2,1)(2,1)] gLLMQbcddeffajfgvwc reducible gLLAQbdcdeffhfwsobf SFS[D(5,2)(2,1)] gLLAQbdcdeffhfssobf SFS[D(4,1)(2,1)] gLLAQbdcdeffhfofobf SFS[D(2,1)(2,1)] gLLAQacddeffjkqxvtc SFS[D(5,2)(2,1)] gLLAQacddeffnkqxvtc SFS[D(4,1)(2,1)] gLLAQadceeffbaoiwxr SFS[D(2,1)(2,1)] gLLAQadceeffbaoiwab reducible gLLAQadceeffbaoiwaj SFS[D(3,1)(2,1)] gLLAQadceeffbaoiwan SFS[D(3,1)(2,1)] gLLAQacddeffncqqvtc SFS[D(2,1)(2,1)] gLLAQadceeffbioikec reducible gLLAQadceeffbioikab reducible gLLAQadceeffbioiwxf SFS[D(2,1)(2,1)] gLLAQadceeffbuoijec SFS[D(2,1)(2,1)] gLLAQadceeffbuoivxf reducible gLLAQadceeffbuoivpb reducible gLLMQbcddeffaobcvng reducible gLLAQadceeffbxoijeg SFS[D(2,1)(2,1)] gLLAQadceeffbeoxglc SFS[D(2,1)(2,1)] gLLAQadceeffbeoxcec T2xI gLLAQbddceffdwjborf reducible gLLAQbddceffdwjnorf SFS[D(3,1)(2,1)] gLLAQbddceffdwjjorf SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrforf SFS[D(2,1)(2,1)] gLLAQacddeffjkaivhf SFS[D(2,1)(2,1)] gLLAQadceeffbaoxjlc reducible gLLAQadceeffbaoxjpb reducible gLLAQbdcdefftvrbvkb SFS[D(2,1)(2,1)] gLLAQbddcefftvrbvkb reducible gLLAQbddcefftvrjvkb SFS[D(3,1)(2,1)] gLLAQbddcefftvrnvkb SFS[D(3,1)(2,1)] gLLAQacddeffncedvhf SFS[D(2,1)(2,1)] gLLAQbdcdfefmkwsnff SFS[D(5,2)(2,1)] gLLAQbdcdfefmkssnff SFS[D(4,1)(2,1)] gLLAQacddeffjkemvhf SFS[D(5,2)(2,1)] gLLAQacddeffnkemvhf SFS[D(4,1)(2,1)] gLLAQadceeffbloxceg T2xI gLLAQadceeffbloxoqg SFS[D(2,1)(2,1)] gLLAQadceeffbloxohr SFS[D(4,1)(2,1)] gLLAQadceeffbloxohk SFS[D(5,2)(2,1)] gLLAQacddeffjcapvhf SFS[D(4,1)(2,1)] gLLAQacddeffncapvhf SFS[D(5,2)(2,1)] gLLAQadceeffbuoxoab reducible gLLAQadceeffbmoxnpb reducible gLLAQbdcdeffhooforf SFS[D(2,1)(2,1)] gLLAQadceeffbaoirhb reducible gLLAQadceeffbioictc reducible gLLAQadceeffbioichb reducible gLLAQadceeffbioispf SFS[D(2,1)(2,1)] gLLAQadceeffbuoiftc SFS[D(2,1)(2,1)] gLLAQadceeffbuoiwpf reducible gLLAQadceeffbuoiwlb reducible gLLMQcbdfeefabjptvg reducible gLLMQcbdfeefabjptvj SFS[D(3,1)(2,1)] gLLMQcbdfeefabjptvk SFS[D(3,1)(2,1)] gLLMQcbdfeefabjetvw SFS[D(2,1)(2,1)] gLLAQacddeffjkuuvlc SFS[D(2,1)(2,1)] gLLAQadceeffbxoinug SFS[D(2,1)(2,1)] gLLAQadceeffbxoindr SFS[D(4,1)(2,1)] gLLAQadceeffbxoindk SFS[D(5,2)(2,1)] gLLAQacddeffjculvlc SFS[D(4,1)(2,1)] gLLAQacddeffnculvlc SFS[D(5,2)(2,1)] gLLAQadceeffbaodkdb reducible gLLMQbcddfefaojnvbg SFS[D(2,1)(2,1)] gLLMQbcddfefaofcvbg reducible gLLMQbcddfefaofjvbg SFS[D(3,1)(2,1)] gLLMQbcddfefaofwvbg SFS[D(3,1)(2,1)] gLLAQacddeffnoaavig SFS[D(2,1)(2,1)] gLLMQbcedfefagmgmsv SFS[D(3,1)(2,1)] gLLMQbcedfefagmgmwv SFS[D(3,1)(2,1)] gLLMQbcedfefagdgmnv SFS[D(2,1)(2,1)] gLLAQacddeffjjuuvig SFS[D(2,1)(2,1)] gLLAQadceeffbeopfef T2xI gLLAQadceeffbaopraw SFS[D(2,1)(2,1)] gLLAQadceeffbaoprhr SFS[D(2,1)(2,1)] gLLAQacddeffbbxxgig reducible gLLAQacddeffjbxxgig SFS[D(3,1)(2,1)] gLLAQacddeffnbxxgig SFS[D(3,1)(2,1)] gLLAQbddcefftjjbvng SFS[D(2,1)(2,1)] gLLAQbdcdefftjrfvng SFS[D(4,1)(2,1)] gLLAQbdcdefftjnfvng SFS[D(5,2)(2,1)] gLLAQacddeffjktxgig SFS[D(4,1)(2,1)] gLLAQacddeffnktxgig SFS[D(5,2)(2,1)] gLLAQbdcdeffmrobvko reducible gLLAQacddeffbsxpgig reducible gLLAQacddeffbruigig reducible gLLAQacddeffbgahgig T2xI gLLAQadceeffbuopwdb reducible gLLAQadceeffbuopwdj SFS[D(3,1)(2,1)] gLLAQadceeffbuopwdn SFS[D(3,1)(2,1)] gLLAQadceeffbuopwmw SFS[D(2,1)(2,1)] gLLAQacddeffjkaigig SFS[D(2,1)(2,1)] gLLAQacddeffbsaigig SFS[D(2,1)(2,1)] gLLMQbcddeffacnkvrv SFS[D(4,1)(2,1)] gLLMQbcddeffacnjvrv SFS[D(5,2)(2,1)] gLLMQbcddeffackrvrv SFS[D(5,2)(2,1)] gLLMQbcddeffacknvrv SFS[D(4,1)(2,1)] gLLAQacddeffbrqagig reducible gLLAQacddeffbsthghf SFS[D(2,1)(2,1)] gLLAQbdcdeffdswwoog SFS[D(4,1)(2,1)] gLLAQbdcdeffdsswoog SFS[D(5,2)(2,1)] gLLAQbdcdeffdsnroog SFS[D(5,2)(2,1)] gLLAQbdcdeffdsrroog SFS[D(4,1)(2,1)] gLLAQacddeffbbtughf SFS[D(2,1)(2,1)] gLLAQadceeffbpoqoiw SFS[D(3,1)(2,1)] gLLAQadceeffbpoqois SFS[D(3,1)(2,1)] gLLAQadceeffbpoqoek SFS[D(2,1)(2,1)] gLLAQacddeffjjhughf SFS[D(2,1)(2,1)] gLLAQadceeffbaoqbhj SFS[D(3,1)(2,1)] gLLAQadceeffbaoqbhn SFS[D(3,1)(2,1)] gLLAQadceeffbaoqbxw SFS[D(2,1)(2,1)] gLLAQacddeffjjhhghf SFS[D(2,1)(2,1)] gLLAQacddeffbsmmghf reducible gLLAQacddeffbrhhghf reducible gLLAQbddcefftvjnvng SFS[D(5,2)(2,1)] gLLAQbddcefftvjjvng SFS[D(4,1)(2,1)] gLLAQbdcdefftvrwvng SFS[D(4,1)(2,1)] gLLAQbdcdefftvnwvng SFS[D(5,2)(2,1)] gLLAQbdcdefftvscvng toroidal gLLAQbdcdefftvwcvng toroidal gLLAQbddcefftvknvng toroidal gLLAQbddcefftvkjvng SFS[D(5,2)(2,1)] gLLAQbdcdefftvsrvng SFS[D(5,2)(2,1)] gLLAQbdcdefftvwrvng SFS[D(4,1)(2,1)] gLLAQacddeffjkqmghf SFS[D(5,2)(2,1)] gLLAQacddeffnkqmghf SFS[D(4,1)(2,1)] gLLAQacddeffjjheghf toroidal gLLAQacddeffnjheghf SFS[D(5,2)(2,1)] gLLAQbdcdeffesssvfc SFS[D(2,1)(2,1)] gLLAQbdcdeffesofvfc reducible gLLAQbdcdeffesnfvfc SFS[D(3,1)(2,1)] gLLAQbdcdeffesrfvfc SFS[D(3,1)(2,1)] gLLAQacddeffnkxughf SFS[D(2,1)(2,1)] gLLAQbdcdeffewwwvrg SFS[D(5,2)(2,1)] gLLAQbdcdeffewswvrg toroidal gLLAQbdcdeffeworvrg reducible gLLAQbdcdeffewnrvrg toroidal gLLAQbdcdeffewrrvrg toroidal gLLAQacddeffjbxughf SFS[D(5,2)(2,1)] gLLAQacddeffnbxughf toroidal gLLAQbdcdeffevsvvko SFS[D(2,1)(2,1)] gLLAQbdcdeffevokvko reducible gLLAQbdcdeffevnkvko SFS[D(3,1)(2,1)] gLLAQbdcdeffevrkvko SFS[D(3,1)(2,1)] gLLAQacddeffnsxughf SFS[D(2,1)(2,1)] gLLMQbcddeffagkrvrv SFS[D(4,1)(2,1)] gLLMQbcddeffagknvrv SFS[D(5,2)(2,1)] gLLAQacddeffjbuughf SFS[D(4,1)(2,1)] gLLAQacddeffnbuughf SFS[D(5,2)(2,1)] gLLAQacddeffbbmighf reducible gLLAQbdcdeffhkobogo reducible gLLAQadceeffbpomrhk SFS[D(2,1)(2,1)] gLLAQadceeffbpomrqk SFS[D(2,1)(2,1)] gLLAQacddeffbkaeglc reducible gLLAQacddeffjkaeglc SFS[D(3,1)(2,1)] gLLAQacddeffnkaeglc SFS[D(3,1)(2,1)] gLLAQadceeffbaomklw SFS[D(2,1)(2,1)] gLLAQadceeffbaomkdr SFS[D(2,1)(2,1)] gLLAQacddeffbkeeglc reducible gLLAQacddeffjkeeglc SFS[D(3,1)(2,1)] gLLAQacddeffnkeeglc SFS[D(3,1)(2,1)] gLLAQbddcefftrjnvng toroidal gLLAQbddcefftrjjvng SFS[D(5,2)(2,1)] gLLAQbdcdefftrrfvng SFS[D(5,2)(2,1)] gLLAQbdcdefftrnfvng toroidal gLLAQacddeffbkdeglc reducible gLLAQacddeffjkdeglc toroidal gLLAQacddeffnkdeglc toroidal gLLAQadceeffbiomwlc SFS[D(2,1)(2,1)] gLLMQbcefdefxoltcvg SFS[D(2,1)(2,1)] gLLMQbcefdefxoutckg SFS[D(4,1)(2,1)] gLLMQbcefdefxoutcjg SFS[D(5,2)(2,1)] gLLAQacddeffjkduglc SFS[D(4,1)(2,1)] gLLAQacddeffnkduglc SFS[D(5,2)(2,1)] gLLAQadceeffbuomvpb reducible gLLAQadceeffbuomvlc reducible gLLMQbcefdefagetcjg SFS[D(2,1)(2,1)] gLLMQbcefdefagttcrg SFS[D(3,1)(2,1)] gLLMQbcefdefagttcng SFS[D(3,1)(2,1)] gLLAQacddeffnkppglc SFS[D(2,1)(2,1)] gLLMQbcddeffaonkvrv SFS[D(5,2)(2,1)] gLLMQbcddeffaonjvrv toroidal gLLMQbcddeffaojrvrv SFS[D(4,1)(2,1)] gLLMQbcddeffaojnvrv SFS[D(5,2)(2,1)] gLLMQbcddeffaofjvrv SFS[D(5,2)(2,1)] gLLMQbcddeffaofwvrv SFS[D(4,1)(2,1)] gLLMQbcddeffaorkvrv SFS[D(4,1)(2,1)] gLLMQbcddeffaorjvrv SFS[D(5,2)(2,1)] gLLMQbcddeffaokrvrv toroidal gLLMQbcddeffaoknvrv toroidal gLLAQacddeffjbppglc SFS[D(5,2)(2,1)] gLLAQacddeffnbppglc toroidal gLLAQacddeffjvuuglc SFS[D(4,1)(2,1)] gLLAQacddeffnvuuglc SFS[D(5,2)(2,1)] gLLMQbcddeffavgjvso SFS[D(2,1)(2,1)] gLLMQbcddeffavrrvso SFS[D(3,1)(2,1)] gLLMQbcddeffavrnvso SFS[D(3,1)(2,1)] gLLAQacddeffnsppglc SFS[D(2,1)(2,1)] gLLMQbcefdefmoltcsg SFS[D(5,2)(2,1)] gLLMQbcefdefmoltcwg SFS[D(4,1)(2,1)] gLLAQacddeffjkdhglc SFS[D(5,2)(2,1)] gLLAQacddeffnkdhglc SFS[D(4,1)(2,1)] gLLAQadceeffbeolcdf T2xI gLLAQacddeffboadgpf reducible gLLAQacddeffboddgpf reducible gLLAQbdcdefftsofvbc reducible gLLAQbddcefftwcbvng SFS[D(2,1)(2,1)] gLLAQbdcdefftworvng reducible gLLAQacddeffboedgpf reducible gLLAQbdcdefftvokvjo reducible gLLAQbdcdeffmsovvko reducible gLLAQadceeffbuoloab reducible gLLAQbdcdeffhgovogo reducible gLLAQbdcdeffhgrvogo SFS[D(3,1)(2,1)] gLLAQbdcdeffhgnvogo SFS[D(3,1)(2,1)] gLLAQbdcdeffhgskogo SFS[D(2,1)(2,1)] gLLAQacddeffjcmdgac SFS[D(2,1)(2,1)] gLLAQacddeffbcmhgac SFS[D(2,1)(2,1)] gLLAQacddeffbgmpgac SFS[D(2,1)(2,1)] gLLAQacddeffbrhhgac reducible gLLAQacddeffbcttgac reducible gLLAQadceeffbioasxc SFS[D(2,1)(2,1)] gLLMQbcddeffxobcvov SFS[D(2,1)(2,1)] gLLMQbcddeffxorkvov SFS[D(4,1)(2,1)] gLLMQbcddeffxorjvov SFS[D(5,2)(2,1)] gLLAQacddeffjvdugac SFS[D(4,1)(2,1)] gLLAQacddeffnvdugac SFS[D(5,2)(2,1)] gLLAQadceeffbuoawxc reducible gLLAQadceeffbuoawlb reducible gLLAQacddeffbgtlgac reducible gLLAQacddeffbgqqgug reducible gLLAQacddeffbrlpgug reducible gLLAQacddeffbcqugug reducible gLLAQacddeffbbahgug T2xI gLLAQacddeffbcalgug SFS[D(2,1)(2,1)] gLLAQacddeffbraxgug reducible gLLAQadceeffbarlshf SFS[D(2,1)(2,1)] gLLAQaceedffbvqmnlc reducible gLLAQaceedffbvepnac reducible gLLAQaceedffbceenac reducible gLLAQadceeffbirakdf SFS[D(2,1)(2,1)] gLLAQaceedffbvxlnac reducible gLLAQaceedffnvxxnac SFS[D(2,1)(2,1)] gLLMQbcddeffavkcvvk reducible gLLMQbcddeffavkjvvk SFS[D(3,1)(2,1)] gLLMQbcddeffavkwvvk SFS[D(3,1)(2,1)] gLLAQacddfefncaaakc SFS[D(2,1)(2,1)] gLLAQaceedffjkhxnac SFS[D(5,2)(2,1)] gLLAQaceedffnkhxnac SFS[D(4,1)(2,1)] gLLAQadceeffbxrarqg SFS[D(2,1)(2,1)] gLLAQacddfefjkahakc SFS[D(5,2)(2,1)] gLLAQacddfefnkahakc SFS[D(4,1)(2,1)] gLLAQaceedffbkuxjdf reducible gLLAQaceedffjkuxjdf toroidal gLLAQaceedffnkuxjdf toroidal gLLAQbdcdeffdwrfonw toroidal gLLAQbdcdeffdwnfonw SFS[D(5,2)(2,1)] gLLAQacddfefjkaidrf toroidal gLLAQacddfefnkaidrf SFS[D(5,2)(2,1)] gLLAQaceedffjktxjdf SFS[D(5,2)(2,1)] gLLAQaceedffnktxjdf SFS[D(4,1)(2,1)] gLLAQbdcdeffevofvow SFS[D(2,1)(2,1)] gLLAQacddfefjkamdrf SFS[D(5,2)(2,1)] gLLAQacddfefnkamdrf SFS[D(4,1)(2,1)] gLLAQaceedffjkxxjdf SFS[D(4,1)(2,1)] gLLAQaceedffnkxxjdf SFS[D(5,2)(2,1)] gLLMQbcedfefajhgtrk SFS[D(5,2)(2,1)] gLLMQbcedfefajhgtnk SFS[D(4,1)(2,1)] gLLAQacddfefbkaadrf SFS[D(2,1)(2,1)] gLLAQaceedffbkttjpf reducible gLLAQaceedffjkttjpf reducible gLLAQaceedffnkttjpf reducible gLLAQadceeffbarmcmr reducible gLLAQacddfefjkmmtrc reducible gLLAQacddfefbsmmtrc SFS[D(2,1)(2,1)] gLLAQacddfefbbmitrc SFS[D(2,1)(2,1)] gLLAQacddfefbrlitrc reducible gLLAQaceedffbbimjpf reducible gLLAQaceedffbkiijpf reducible gLLAQaceedffjkiijpf toroidal gLLAQaceedffnkiijpf toroidal gLLMQcbdfeefabjelww toroidal gLLMQcbdfeefabjelwj SFS[D(5,2)(2,1)] gLLAQacddfefjkuutrc toroidal gLLAQacddfefnkuutrc SFS[D(5,2)(2,1)] gLLAQacddfefbsaeqrg SFS[D(2,1)(2,1)] gLLAQaceedffjkddjhf SFS[D(5,2)(2,1)] gLLAQaceedffnkddjhf SFS[D(4,1)(2,1)] gLLAQaceedffjjxxjhf SFS[D(4,1)(2,1)] gLLAQaceedffnjxxjhf SFS[D(5,2)(2,1)] gLLAQaceedffjgiijhf toroidal gLLAQaceedffngiijhf toroidal gLLMQbcedfefagdgqnr toroidal gLLMQbcedfefagdgqjr SFS[D(5,2)(2,1)] gLLMQbcedfefagqgqsr SFS[D(5,2)(2,1)] gLLMQbcedfefagqgqwr SFS[D(4,1)(2,1)] gLLAQacddfefjkppqrg SFS[D(5,2)(2,1)] gLLAQacddfefnkppqrg SFS[D(4,1)(2,1)] gLLAQacddfefjjuuqrg toroidal gLLAQacddfefnjuuqrg SFS[D(5,2)(2,1)] gLLMQbcedfefmougqgr reducible gLLMQbcddeffpbkoork reducible gLLMQbcddeffporoosj reducible gLLAQbddceffdccbonw reducible gLLAQacddeffbcadwqg SFS[D(2,1)(2,1)] gLLAQacddeffbcttwdf SFS[D(2,1)(2,1)] gLLAQbdcdefftvofvor SFS[D(2,1)(2,1)] gLLAQacddeffbgtlwdf SFS[D(2,1)(2,1)] gLLAQacddeffbrliwdf reducible gLLAQadceeffbariopb reducible gLLAQadceeffburivxf reducible gLLMQbcefdefagtlcow reducible gLLMQbcddeffaobcvnk reducible gLLMQbcddeffaokovnk reducible gLLAQacddeffboaawtc SFS[D(2,1)(2,1)] gLLMQbcddeffavrovwj reducible gLLAQacddeffbcadshf reducible gLLAQadceeffbarxbpb reducible gLLAQacddeffbcddshf reducible gLLAQacddeffbcedshf reducible gLLAQbddcfefefcbjfs reducible gLLAQadceeffburxoab reducible gLLMQbcddfefacbcvbj reducible gLLMQbcddfefacfcvbj reducible gLLAQacddeffbompslc SFS[D(2,1)(2,1)] gLLAQadceeffbaricxc reducible gLLAQadceeffbaricpf reducible gLLAQadceeffbarictc reducible gLLAQadceeffbarichb reducible gLLAQacddeffbjhhslc reducible gLLAQacddeffbgttslc reducible gLLAQbdcdeffmrofvnk SFS[D(2,1)(2,1)] gLLAQbddcfefevobbfn reducible gLLAQadceeffburiwlb reducible gLLMQbcddeffasogvvk reducible gLLAQbdcdeffhkofork SFS[D(2,1)(2,1)] gLLAQadceeffbardomc reducible gLLAQadceeffbardohf reducible gLLAQadceeffbardodb reducible gLLAQacddeffboqqsig reducible gLLAQadceeffburdvac SFS[D(2,1)(2,1)] gLLAQacddeffbgalsig SFS[D(2,1)(2,1)] gLLAQacddeffboaasig SFS[D(2,1)(2,1)] gLLAQbdcdeffhgofocw SFS[D(2,1)(2,1)] gLLAQadceeffbarpctb reducible gLLAQacddeffbsxxjig reducible gLLAQbddcfefevjbwfk reducible gLLAQbddcfefevjnwfk SFS[D(3,1)(2,1)] gLLAQbddcfefevjjwfk SFS[D(3,1)(2,1)] gLLAQbdcdfefevrfwfk SFS[D(2,1)(2,1)] gLLAQacddeffjkamjig SFS[D(2,1)(2,1)] gLLAQadceeffburpwdb reducible gLLAQadceeffburpwdj toroidal gLLAQadceeffburpwdn toroidal gLLAQadceeffburpwmc SFS[D(2,1)(2,1)] gLLAQadceeffburpwmw toroidal gLLAQadceeffburpwmj SFS[D(2,1)(2,1)] gLLAQacddeffbkaijig SFS[D(2,1)(2,1)] gLLAQacddeffjkaijig toroidal gLLAQacddeffnkaijig SFS[D(2,1)(2,1)] gLLMQbcedfefasqgtvk reducible gLLMQbcedfefasqgtwk SFS[D(3,1)(2,1)] gLLMQbcedfefasqgtsk SFS[D(3,1)(2,1)] gLLMQbcedfefasxgtnk SFS[D(2,1)(2,1)] gLLAQacddeffjkaajig SFS[D(2,1)(2,1)] gLLAQacddeffbsaajig SFS[D(2,1)(2,1)] gLLAQacddeffbstujhf SFS[D(2,1)(2,1)] gLLAQadceeffbarqbtc reducible gLLAQadceeffbarqbtw reducible gLLAQadceeffbarqbtj reducible gLLAQadceeffbarqbmf reducible gLLAQadceeffbarqbmk reducible gLLAQadceeffbarqbmr reducible gLLAQadceeffbarqbhj reducible gLLAQadceeffbarqbhn reducible gLLAQadceeffbarqbxc reducible gLLAQadceeffbarqbxw reducible gLLAQadceeffbarqbxj reducible gLLAQadceeffbarqbpk reducible gLLAQadceeffbarqbpr reducible gLLAQadceeffbarqblb reducible gLLAQadceeffbarqblj reducible gLLAQadceeffbarqbln reducible gLLAQacddeffjgttjhf reducible gLLAQacddeffngttjhf reducible gLLAQacddeffbkmmjhf reducible gLLAQacddeffjkmmjhf reducible gLLAQacddeffnkmmjhf reducible gLLAQacddeffbjhhjhf reducible gLLAQacddeffjjhhjhf reducible gLLAQacddeffnjhhjhf reducible gLLAQbdcdeffmsofvfw SFS[D(2,1)(2,1)] gLLAQacddeffbbaejlc reducible gLLAQadceeffbarmolc reducible gLLAQadceeffbarmoxf reducible gLLAQadceeffbarmoab reducible gLLAQacddeffbbeejlc reducible gLLAQacddeffbbdejlc reducible gLLAQbddcfefebbbvfr reducible gLLAQadceeffburmvpb reducible gLLMQbcddeffavggvsr reducible gLLMQbcddeffavfgvsr reducible gLLAQadceeffbarljxf SFS[D(2,1)(2,1)] gLLAQbdcdeffmsovvkn reducible gLLAQbdcdeffhgovogn reducible gLLAQbdcdeffhgrvogn toroidal gLLAQbdcdeffhgnvogn toroidal gLLAQbdcdeffhgskogn toroidal gLLAQbdcdeffhgwkogn SFS[D(5,2)(2,1)] gLLAQacddeffjcmdkac toroidal gLLAQacddeffncmdkac SFS[D(5,2)(2,1)] gLLAQadceeffbaraclb reducible gLLAQadceeffbaracln reducible gLLAQadceeffbaraclj reducible gLLAQadceeffbaracmr reducible gLLAQacddeffjkmmkac reducible gLLAQadceeffbiracmf SFS[D(2,1)(2,1)] gLLAQadceeffburawxc reducible gLLMQbcddfefagrggbw reducible gLLAQadceeffbxrawxg SFS[D(2,1)(2,1)] gLLAQaceedffbvqmjlc reducible gLLAQaceedffbvepjac reducible gLLAQaceedffbceejac reducible gLLAQaceedffbvxljac reducible gLLAQaceedffbkuxndf reducible gLLAQaceedffjkuxndf SFS[D(3,1)(2,1)] gLLAQaceedffnkuxndf SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrfons SFS[D(2,1)(2,1)] gLLAQacddfefjkaidkf SFS[D(2,1)(2,1)] gLLAQaceedffbkttnpf reducible gLLAQaceedffjkttnpf reducible gLLAQaceedffnkttnpf reducible gLLAQadceeffbanmcmr reducible gLLAQacddfefjkmmtkc reducible gLLAQaceedffbbimnpf reducible gLLAQaceedffbkiinpf reducible gLLAQaceedffjkiinpf SFS[D(3,1)(2,1)] gLLAQaceedffnkiinpf SFS[D(3,1)(2,1)] gLLMQcbdfeefabjelsw SFS[D(2,1)(2,1)] gLLAQacddfefjkuutkc SFS[D(2,1)(2,1)] gLLAQaceedffjgiinhf SFS[D(3,1)(2,1)] gLLAQaceedffngiinhf SFS[D(3,1)(2,1)] gLLMQbcedfefagdgqnk SFS[D(2,1)(2,1)] gLLAQacddfefjjuuqkg SFS[D(2,1)(2,1)] gLLAQbddceffdccbons reducible gLLAQadceeffbaniopb reducible gLLAQadceeffbunivxf reducible gLLMQbcddeffaobcvnj reducible gLLAQadceeffbunxoab reducible gLLAQadceeffbuniwlb reducible gLLAQadceeffbunpwdb reducible gLLAQadceeffbunpwdj SFS[D(3,1)(2,1)] gLLAQadceeffbunpwdn SFS[D(3,1)(2,1)] gLLAQadceeffbunpwmw SFS[D(2,1)(2,1)] gLLAQacddeffjkaikig SFS[D(2,1)(2,1)] gLLAQadceeffbanqbhj SFS[D(3,1)(2,1)] gLLAQadceeffbanqbhn SFS[D(3,1)(2,1)] gLLAQadceeffbanqbxw SFS[D(2,1)(2,1)] gLLAQacddeffjjhhkhf SFS[D(2,1)(2,1)] gLLAQadceeffbunmvpb reducible gLLAQbdcdeffmsovvkr reducible gLLAQbdcdeffhgovogr reducible gLLAQbdcdeffhgrvogr SFS[D(3,1)(2,1)] gLLAQbdcdeffhgnvogr SFS[D(3,1)(2,1)] gLLAQbdcdeffhgskogr SFS[D(2,1)(2,1)] gLLAQacddeffjcmdjac SFS[D(2,1)(2,1)] gLLAQadceeffbanaclb reducible gLLAQadceeffbanacln reducible gLLAQadceeffbanaclj reducible gLLAQadceeffbanacmr reducible gLLAQacddeffjkmmjac reducible gLLAQadceeffbunawxc reducible gLLAQaceedffbktpbqc reducible gLLAQaceedffjktpbqc SFS[D(3,1)(2,1)] gLLAQaceedffnktpbqc SFS[D(3,1)(2,1)] gLLAQaecdeffbqoxouj SFS[D(2,1)(2,1)] gLLAQacddfefjkdmhfv SFS[D(2,1)(2,1)] gLLAQaceedffbvuabqc reducible gLLAQaceedffbcadbqc reducible gLLAQaceedffbvdpbqc reducible gLLAQaceedffjvppbqc reducible gLLAQaceedffnvppbqc reducible gLLAQaecdeffbaoxfuj reducible gLLAQacddfefjcddhfv reducible gLLAQaceedffbvhpbqc reducible gLLAQaceedffboehbqc reducible gLLAQaceedffbbtlbqc reducible gLLAQaceedffbcepbqc reducible gLLAQaceedffbvdxbqc reducible gLLAQaceedffjvdxbqc reducible gLLAQaceedffnvdxbqc reducible gLLAQaecdeffbpoxgqj reducible gLLAQacddfefjcaphfv reducible gLLAQaceedffbvpxbqc reducible gLLAQaceedffjvpxbqc SFS[D(3,1)(3,2)] gLLAQaceedffnvpxbqc SFS[D(3,1)(3,1)] gLLAQaecdeffbloxgqj SFS[D(3,1)(2,1)] gLLAQacddfefjcadhfv SFS[D(3,1)(2,1)] gLLAQaceedffbvhxbqc reducible gLLAQaceedffjvhxbqc SFS[D(3,1)(3,1)] gLLAQaceedffnvhxbqc SFS[D(3,1)(3,2)] gLLAQaecdeffbxoxgqj SFS[D(3,1)(2,1)] gLLAQacddfefjcahhfv SFS[D(3,1)(2,1)] gLLAQaceedffbkuxbqc reducible gLLAQaceedffjkuxbqc SFS[D(3,1)(2,1)] gLLAQaceedffnkuxbqc SFS[D(3,1)(2,1)] gLLAQaecdeffbioxrqj SFS[D(2,1)(2,1)] gLLAQacddfefjkaihfv SFS[D(2,1)(2,1)] gLLAQaceedffbvdlbqc reducible gLLAQaceedffbvplbqc reducible gLLAQaceedffjvplbqc SFS[D(3,1)(3,1)] gLLAQaceedffnvplbqc SFS[D(3,1)(3,2)] gLLAQaecdeffbtoxvij SFS[D(3,1)(2,1)] gLLAQacddfefjcedhfv SFS[D(3,1)(2,1)] gLLAQaceedffbvhlbqc reducible gLLAQaecdeffbqombpf SFS[D(3,1)(2,1)] gLLAQaceedffbslmbuc reducible gLLAQacddfefboqhlfb reducible gLLAQaceedffbjhtbuc reducible gLLAQaecdeffbdombqf T2xI gLLAQaecdeffbdombmf T2xI gLLAQacddfefbjtmlfb reducible gLLAQaecdeffbivtjec SFS[D(3,1)(2,1)] gLLAQaceedffbotxbuc reducible gLLAQacddfefbstulfb reducible gLLAQaceedffbjxmbuc reducible gLLAQacddfefbjhulfb reducible gLLAQaecdeffbiomsqf SFS[D(2,1)(2,1)] gLLAQaceedffbjembuc reducible gLLAQacddfefbjhelfb reducible gLLAQaceedffbguebuc reducible gLLAQaceedffbklabuc reducible gLLAQaceedffjklabuc reducible gLLAQaceedffnklabuc reducible gLLAQaecdeffbpomshk reducible gLLAQaecdeffbpomshr reducible gLLAQacddfefbkxelfb reducible gLLAQacddfefjkxelfb reducible gLLAQacddfefnkxelfb reducible gLLAQacddfefbgqdlfb reducible gLLAQaecdeffbqvtcxc SFS[D(3,1)(2,1)] gLLAQaceedffboumbuc reducible gLLAQacddfefbsxhlfb reducible gLLAQaecdeffblomshf SFS[D(3,1)(2,1)] gLLAQaceedffbjxibuc reducible gLLAQacddfefbjpulfb reducible gLLAQaceedffbjmibuc reducible gLLAQacddfefbjphlfb reducible gLLAQaceedffbjeibuc reducible gLLAQacddfefbjpelfb reducible gLLAQaecdeffbqvtjic SFS[D(2,1)(2,1)] gLLAQaecdeffblvtwmc SFS[D(3,1)(2,1)] gLLAQaecdeffbiomkdf SFS[D(3,1)(2,1)] gLLAQaceedffbshibuc reducible gLLAQacddfefbomplfb reducible gLLAQaecdeffbqomkuf SFS[D(2,1)(2,1)] gLLAQaceedffbjxabuc reducible gLLAQacddfefbjdulfb reducible gLLAQaceedffbjmabuc reducible gLLAQacddfefbjdhlfb reducible gLLAQaecdeffbivtwuc SFS[D(2,1)(2,1)] gLLAQaceedffbjeabuc reducible gLLAQaecdeffbdomwuf SFS[D(2,1)(2,1)] gLLAQaecdeffbdomwhf SFS[D(2,1)(2,1)] gLLAQacddfefbjdelfb reducible gLLAQaceedffbbaqbic reducible gLLAQaceedffbrelbic reducible gLLAQaceedffbglibic reducible gLLAQaceedffbriqbic reducible gLLAQaceedffjrqqbic reducible gLLAQaceedffnrqqbic reducible gLLAQbdcdeffafsfokf reducible gLLAQacddfefjoqqifo reducible gLLAQaceedffbruqbic reducible gLLAQaceedffbchubic reducible gLLAQaceedffbsatbic reducible gLLAQaceedffbghqbic reducible gLLAQaceedffbridbic reducible gLLAQaceedffbrqdbic reducible gLLAQaceedffbrudbic reducible gLLAQaceedffbbedbic reducible gLLAQaceedffbrxxbic reducible gLLAQaceedffjrxxbic reducible gLLAQaceedffnrxxbic reducible gLLMQbcddeffaofjovf reducible gLLAQacddfefjoaaifo reducible gLLAQaceedffbritbic reducible gLLAQaceedffbrqtbic reducible gLLAQaceedffbrutbic reducible gLLAQaceedffbcepbif reducible gLLAQaceedffbvuabif reducible gLLAQaceedffbkuxbif reducible gLLAQaceedffjkuxbif SFS[D(3,1)(2,1)] gLLAQaceedffnkuxbif SFS[D(3,1)(2,1)] gLLAQaecdeffbivirqj SFS[D(2,1)(2,1)] gLLAQacddfefjkaiifv SFS[D(2,1)(2,1)] gLLAQaceedffbvpxbif reducible gLLAQaceedffjvpxbif SFS[D(3,1)(3,2)] gLLAQaceedffnvpxbif SFS[D(3,1)(3,1)] gLLAQaecdeffblvigqj SFS[D(3,1)(2,1)] gLLAQacddfefjcadifv SFS[D(3,1)(2,1)] gLLAQaceedffjvppbif reducible gLLAQaceedffnvppbif reducible gLLAQaecdeffbavifuj reducible gLLAQacddfefjcddifv reducible gLLAQaceedffbvplbif reducible gLLAQaceedffjvplbif SFS[D(3,1)(3,1)] gLLAQaceedffnvplbif SFS[D(3,1)(3,2)] gLLAQaecdeffbtvivij SFS[D(3,1)(2,1)] gLLAQacddfefjcedifv SFS[D(3,1)(2,1)] gLLAQaceedffbbtlbif reducible gLLAQaceedffboehbif reducible gLLAQaceedffbktpbif reducible gLLAQaceedffjktpbif SFS[D(3,1)(2,1)] gLLAQaceedffnktpbif SFS[D(3,1)(2,1)] gLLAQaecdeffbqviouj SFS[D(2,1)(2,1)] gLLAQacddfefjkdmifv SFS[D(2,1)(2,1)] gLLAQaceedffbvdxbif reducible gLLAQaceedffjvdxbif reducible gLLAQaceedffnvdxbif reducible gLLAQaecdeffbpvigqj reducible gLLAQacddfefjcapifv reducible gLLAQaceedffbvdpbif reducible gLLAQaceedffbvdlbif reducible gLLAQaceedffbcadbif reducible gLLAQaceedffbvhxbif reducible gLLAQaceedffjvhxbif SFS[D(3,1)(3,1)] gLLAQaceedffnvhxbif SFS[D(3,1)(3,2)] gLLAQaecdeffbxvigqj SFS[D(3,1)(2,1)] gLLAQacddfefjcahifv SFS[D(3,1)(2,1)] gLLAQaceedffbvhpbif reducible gLLAQaceedffbvhlbif reducible gLLAQaecdeffbqohcxc SFS[D(3,1)(2,1)] gLLAQaceedffboumbqf reducible gLLAQacddfefbsxhhfb reducible gLLAQaceedffbjhtbqf reducible gLLAQaecdeffbdohcuc T2xI gLLAQaecdeffbdohctc T2xI gLLAQacddfefbjtmhfb reducible gLLAQaceedffbshibqf reducible gLLAQacddfefbomphfb reducible gLLAQaecdeffbivhkdf SFS[D(3,1)(2,1)] gLLAQaceedffbjmibqf reducible gLLAQacddfefbjphhfb reducible gLLAQaceedffbjmabqf reducible gLLAQacddfefbjdhhfb reducible gLLAQaecdeffbiohwuc SFS[D(2,1)(2,1)] gLLAQaceedffbklabqf reducible gLLAQaceedffjklabqf reducible gLLAQaceedffnklabqf reducible gLLAQaceedffbguebqf reducible gLLAQaecdeffbpohwmj reducible gLLAQaecdeffbpohwmw reducible gLLAQacddfefbgqdhfb reducible gLLAQacddfefbkxehfb reducible gLLAQacddfefjkxehfb reducible gLLAQacddfefnkxehfb reducible gLLAQaceedffbslmbqf reducible gLLAQacddfefboqhhfb reducible gLLAQaecdeffbqvhbpf SFS[D(3,1)(2,1)] gLLAQaecdeffblohwmc SFS[D(3,1)(2,1)] gLLAQaceedffbjxibqf reducible gLLAQacddfefbjpuhfb reducible gLLAQaceedffbjxmbqf reducible gLLAQacddfefbjhuhfb reducible gLLAQaceedffbjxabqf reducible gLLAQacddfefbjduhfb reducible gLLAQaecdeffbqvhkuf SFS[D(2,1)(2,1)] gLLAQaecdeffblvhshf SFS[D(3,1)(2,1)] gLLAQaecdeffbiohjec SFS[D(3,1)(2,1)] gLLAQaceedffbotxbqf reducible gLLAQacddfefbstuhfb reducible gLLAQaceedffbjeibqf reducible gLLAQacddfefbjpehfb reducible gLLAQaecdeffbqohjic SFS[D(2,1)(2,1)] gLLAQaceedffbjembqf reducible gLLAQacddfefbjhehfb reducible gLLAQaecdeffbivhsqf SFS[D(2,1)(2,1)] gLLAQaceedffbjeabqf reducible gLLAQaecdeffbdohvic SFS[D(2,1)(2,1)] gLLAQaecdeffbdohvmc SFS[D(2,1)(2,1)] gLLAQacddfefbjdehfb reducible gLLAQaceedffbghqbuf reducible gLLAQaceedffbrelbuf reducible gLLAQaceedffbbedbuf reducible gLLAQaceedffbrqdbuf reducible gLLAQaceedffjrqqbuf reducible gLLAQaceedffnrqqbuf reducible gLLAQbdcdeffafsfobf reducible gLLAQacddfefjoqqlfo reducible gLLAQaceedffbrqtbuf reducible gLLAQaceedffbsatbuf reducible gLLAQaceedffbchubuf reducible gLLAQaceedffbbaqbuf reducible gLLAQaceedffbridbuf reducible gLLAQaceedffbriqbuf reducible gLLAQaceedffbritbuf reducible gLLAQaceedffbglibuf reducible gLLAQaceedffbrxxbuf reducible gLLAQaceedffjrxxbuf reducible gLLAQaceedffnrxxbuf reducible gLLMQbcddeffaofjorf reducible gLLAQacddfefjoaalfo reducible gLLAQaceedffbrudbuf reducible gLLAQaceedffbruqbuf reducible gLLAQaceedffbrutbuf reducible gLLAQaecdeffbqopgxg SFS[D(2,1)(2,1)] gLLAQaecdeffbqopcef SFS[D(3,1)(2,1)] gLLAQaecdeffbdopotg SFS[D(2,1)(2,1)] gLLAQaecdeffbdopoxg SFS[D(2,1)(2,1)] gLLAQaecdeffbdopcaf T2xI gLLAQaecdeffbdopcdf T2xI gLLAQaecdeffbtopcef SFS[D(3,1)(2,1)] gLLAQaecdeffbtopcek SFS[D(3,1)(2,1)] gLLAQaecdeffbtopcer reducible gLLAQaecdeffbtopctg SFS[D(2,1)(2,1)] gLLAQaecdeffbtopctj SFS[D(5,1)(2,1)] gLLAQaecdeffbtopctk SFS[D(7,2)(2,1)] gLLAQacddeffjcuivpv SFS[D(7,3)(2,1)] gLLAQacddeffncuivpv SFS[D(8,3)(2,1)] gLLAQaecdeffbmopwak toroidal gLLAQaecdeffbmopwar SFS[D(7,2)(2,1)] gLLAQaecdeffbmopwxg SFS[D(3,1)(2,1)] gLLAQaecdeffbmopwxj SFS[D(3,1)(2,1)] gLLAQaecdeffbmopwxk toroidal gLLAQacddeffbkuxvpv reducible gLLAQacddeffjkuxvpv toroidal gLLAQacddeffnkuxvpv toroidal gLLAQaecdeffbaopwar SFS[D(2,1)(2,1)] gLLAQaecdeffbaopwxj SFS[D(3,1)(2,1)] gLLAQaecdeffbaopwxk SFS[D(3,1)(2,1)] gLLAQacddeffnkxxvpv SFS[D(2,1)(2,1)] gLLAQaecdeffbiopwaf SFS[D(2,1)(2,1)] gLLAQaecdeffbiopwak SFS[D(7,2)(2,1)] gLLAQaecdeffbiopwar SFS[D(5,1)(2,1)] gLLAQaecdeffbiopwxg SFS[D(3,1)(2,1)] gLLAQaecdeffbiopwxj reducible gLLAQaecdeffbiopwxk SFS[D(3,1)(2,1)] gLLAQacddeffjktxvpv SFS[D(8,3)(2,1)] gLLAQacddeffnktxvpv SFS[D(7,3)(2,1)] gLLAQaecdeffbpopwxk SFS[D(3,1)(2,1)] gLLAQaecdeffbpopwxr SFS[D(3,1)(2,1)] gLLAQaecdeffbpopwaj SFS[D(2,1)(2,1)] gLLAQacddeffjctqvpv SFS[D(2,1)(2,1)] gLLAQaecdeffbxopwxf SFS[D(3,1)(2,1)] gLLAQaecdeffbxopwxk SFS[D(3,1)(2,1)] gLLAQaecdeffbxopwxr reducible gLLAQaecdeffbxopwag SFS[D(2,1)(2,1)] gLLAQaecdeffbxopwaj SFS[D(5,1)(2,1)] gLLAQaecdeffbxopwak SFS[D(7,2)(2,1)] gLLAQacddeffjcxqvpv SFS[D(7,3)(2,1)] gLLAQacddeffncxqvpv SFS[D(8,3)(2,1)] gLLAQaecdeffblopwxf SFS[D(3,1)(2,1)] gLLAQaecdeffblopwxk toroidal gLLAQaecdeffblopwxr SFS[D(3,1)(2,1)] gLLAQaecdeffblopwaj SFS[D(7,2)(2,1)] gLLAQaecdeffblopwak toroidal gLLAQacddeffbcuqvpv reducible gLLAQacddeffjcuqvpv toroidal gLLAQacddeffncuqvpv toroidal gLLAQaecdeffbpopctr SFS[D(2,1)(2,1)] gLLAQaecdeffbpopcej SFS[D(3,1)(2,1)] gLLAQaecdeffbpopcek SFS[D(3,1)(2,1)] gLLAQacddeffnkupvpv SFS[D(2,1)(2,1)] gLLAQaecdeffblopceg SFS[D(3,1)(2,1)] gLLAQaecdeffbxopomf SFS[D(2,1)(2,1)] gLLAQaecdeffbxopceg SFS[D(3,1)(2,1)] gLLAQaecdeffbmopjmf SFS[D(3,1)(2,1)] gLLAQaecdeffbiopveg SFS[D(2,1)(2,1)] gLLAQaecdeffbiopjmf SFS[D(3,1)(2,1)] gLLAQaecdeffbaopjmk SFS[D(3,1)(2,1)] gLLAQaecdeffbaopjmr SFS[D(3,1)(2,1)] gLLAQaecdeffbaopjlj SFS[D(2,1)(2,1)] gLLAQacddeffjcuuvpv SFS[D(2,1)(2,1)] gLLAQaecdeffbqopjlf SFS[D(2,1)(2,1)] gLLAQaecdeffbqopjlk SFS[D(7,2)(2,1)] gLLAQaecdeffbqopjlr SFS[D(5,1)(2,1)] gLLAQaecdeffbqopjmg SFS[D(3,1)(2,1)] gLLAQaecdeffbqopjmj reducible gLLAQaecdeffbqopjmk SFS[D(3,1)(2,1)] gLLAQacddeffjkulvpv SFS[D(8,3)(2,1)] gLLAQacddeffnkulvpv SFS[D(7,3)(2,1)] gLLAQaecdeffbtoprxf SFS[D(2,1)(2,1)] gLLAQaecdeffbtopjmg SFS[D(3,1)(2,1)] gLLAQaecdeffbdopjag T2xI gLLAQaecdeffbdopjig T2xI gLLAQaecdeffbdopvlf SFS[D(2,1)(2,1)] gLLAQaecdeffbdopvxf SFS[D(2,1)(2,1)] gLLAQacddeffbvtmvab reducible gLLAQaecdeffblvagdr SFS[D(2,1)(2,1)] gLLAQaecdeffblvaglw SFS[D(2,1)(2,1)] gLLAQacddeffbkpmvab reducible gLLAQacddeffjkpmvab SFS[D(3,1)(2,1)] gLLAQacddeffnkpmvab SFS[D(3,1)(2,1)] gLLAQaecdeffbloacmw SFS[D(2,1)(2,1)] gLLAQaecdeffbloacur SFS[D(2,1)(2,1)] gLLAQacddeffbcpdvab reducible gLLAQacddeffjcpdvab SFS[D(3,1)(2,1)] gLLAQacddeffncpdvab SFS[D(3,1)(2,1)] gLLAQacddeffbvdevab reducible gLLAQacddeffbvqevuo reducible gLLAQbddcefflrjnovf SFS[D(2,1)(2,1)] gLLAQbdcdefflrnfovf SFS[D(2,1)(2,1)] gLLAQacddeffbkaevuo reducible gLLAQacddeffjkaevuo SFS[D(3,1)(2,1)] gLLAQacddeffnkaevuo SFS[D(3,1)(2,1)] gLLAQbdcdeffejnbgvb SFS[D(2,1)(2,1)] gLLAQbddceffejrngvb SFS[D(2,1)(2,1)] gLLAQacddeffbcatvuo reducible gLLAQacddeffjcatvuo SFS[D(3,1)(2,1)] gLLAQacddeffncatvuo SFS[D(3,1)(2,1)] gLLAQacddeffbvtxvuo reducible gLLAQaecdeffbxvuwxf SFS[D(3,1)(2,1)] gLLAQaecdeffbxvuwxk SFS[D(3,1)(2,1)] gLLAQaecdeffbxvuwxr reducible gLLAQaecdeffbxvuwag SFS[D(2,1)(2,1)] gLLAQaecdeffbxvuwaj SFS[D(5,1)(2,1)] gLLAQaecdeffbxvuwak SFS[D(7,2)(2,1)] gLLAQacddeffjcxqvuv SFS[D(7,3)(2,1)] gLLAQacddeffncxqvuv SFS[D(8,3)(2,1)] gLLAQaecdeffbdvuoxg SFS[D(2,1)(2,1)] gLLAQaecdeffbdvuotg SFS[D(2,1)(2,1)] gLLAQaecdeffbdvucdf T2xI gLLAQaecdeffbdvucaf T2xI gLLAQaecdeffbivuveg SFS[D(2,1)(2,1)] gLLAQaecdeffbivujmf SFS[D(3,1)(2,1)] gLLAQaecdeffblvuceg SFS[D(3,1)(2,1)] gLLAQaecdeffbavuwar SFS[D(2,1)(2,1)] gLLAQaecdeffbavuwxj SFS[D(3,1)(2,1)] gLLAQaecdeffbavuwxk SFS[D(3,1)(2,1)] gLLAQacddeffnkxxvuv SFS[D(2,1)(2,1)] gLLAQaecdeffbtvujmg SFS[D(3,1)(2,1)] gLLAQaecdeffbtvurxf SFS[D(2,1)(2,1)] gLLAQaecdeffbpvuwxk SFS[D(3,1)(2,1)] gLLAQaecdeffbpvuwxr SFS[D(3,1)(2,1)] gLLAQaecdeffbpvuwaj SFS[D(2,1)(2,1)] gLLAQacddeffjctqvuv SFS[D(2,1)(2,1)] gLLAQaecdeffbqvugxg SFS[D(2,1)(2,1)] gLLAQaecdeffbqvucef SFS[D(3,1)(2,1)] gLLAQaecdeffbmvujmf SFS[D(3,1)(2,1)] gLLAQaecdeffbpvuctr SFS[D(2,1)(2,1)] gLLAQaecdeffbpvucej SFS[D(3,1)(2,1)] gLLAQaecdeffbpvucek SFS[D(3,1)(2,1)] gLLAQacddeffnkupvuv SFS[D(2,1)(2,1)] gLLAQaecdeffbmvuwak toroidal gLLAQaecdeffbmvuwar SFS[D(7,2)(2,1)] gLLAQaecdeffbmvuwxg SFS[D(3,1)(2,1)] gLLAQaecdeffbmvuwxj SFS[D(3,1)(2,1)] gLLAQaecdeffbmvuwxk toroidal gLLAQacddeffbkuxvuv reducible gLLAQacddeffjkuxvuv toroidal gLLAQacddeffnkuxvuv toroidal gLLAQaecdeffbqvujlf SFS[D(2,1)(2,1)] gLLAQaecdeffbqvujlk SFS[D(7,2)(2,1)] gLLAQaecdeffbqvujlr SFS[D(5,1)(2,1)] gLLAQaecdeffbqvujmg SFS[D(3,1)(2,1)] gLLAQaecdeffbqvujmj reducible gLLAQaecdeffbqvujmk SFS[D(3,1)(2,1)] gLLAQacddeffjkulvuv SFS[D(8,3)(2,1)] gLLAQacddeffnkulvuv SFS[D(7,3)(2,1)] gLLAQaecdeffblvuwxf SFS[D(3,1)(2,1)] gLLAQaecdeffblvuwxk toroidal gLLAQaecdeffblvuwxr SFS[D(3,1)(2,1)] gLLAQaecdeffblvuwaj SFS[D(7,2)(2,1)] gLLAQaecdeffblvuwak toroidal gLLAQacddeffbcuqvuv reducible gLLAQacddeffjcuqvuv toroidal gLLAQacddeffncuqvuv toroidal gLLAQaecdeffbtvucef SFS[D(3,1)(2,1)] gLLAQaecdeffbtvucek SFS[D(3,1)(2,1)] gLLAQaecdeffbtvucer reducible gLLAQaecdeffbtvuctg SFS[D(2,1)(2,1)] gLLAQaecdeffbtvuctj SFS[D(5,1)(2,1)] gLLAQaecdeffbtvuctk SFS[D(7,2)(2,1)] gLLAQacddeffjcuivuv SFS[D(7,3)(2,1)] gLLAQacddeffncuivuv SFS[D(8,3)(2,1)] gLLAQaecdeffbavujmk SFS[D(3,1)(2,1)] gLLAQaecdeffbavujmr SFS[D(3,1)(2,1)] gLLAQaecdeffbavujlj SFS[D(2,1)(2,1)] gLLAQacddeffjcuuvuv SFS[D(2,1)(2,1)] gLLAQaecdeffbxvuceg SFS[D(3,1)(2,1)] gLLAQaecdeffbxvuomf SFS[D(2,1)(2,1)] gLLAQaecdeffbivuwaf SFS[D(2,1)(2,1)] gLLAQaecdeffbivuwak SFS[D(7,2)(2,1)] gLLAQaecdeffbivuwar SFS[D(5,1)(2,1)] gLLAQaecdeffbivuwxg SFS[D(3,1)(2,1)] gLLAQaecdeffbivuwxj reducible gLLAQaecdeffbivuwxk SFS[D(3,1)(2,1)] gLLAQacddeffjktxvuv SFS[D(8,3)(2,1)] gLLAQacddeffnktxvuv SFS[D(7,3)(2,1)] gLLAQaecdeffbdvujig T2xI gLLAQaecdeffbdvujag T2xI gLLAQaecdeffbdvuvxf SFS[D(2,1)(2,1)] gLLAQaecdeffbdvuvlf SFS[D(2,1)(2,1)] gLLAQacddeffbvtmvpb reducible gLLAQaecdeffblougdr SFS[D(2,1)(2,1)] gLLAQaecdeffblouglw SFS[D(2,1)(2,1)] gLLAQacddeffbkpmvpb reducible gLLAQacddeffjkpmvpb SFS[D(3,1)(2,1)] gLLAQacddeffnkpmvpb SFS[D(3,1)(2,1)] gLLAQaecdeffblvpcmw SFS[D(2,1)(2,1)] gLLAQaecdeffblvpcur SFS[D(2,1)(2,1)] gLLAQacddeffbcpdvpb reducible gLLAQacddeffjcpdvpb SFS[D(3,1)(2,1)] gLLAQacddeffncpdvpb SFS[D(3,1)(2,1)] gLLAQacddeffbvdevpb reducible gLLAQacddeffbvqevao reducible gLLAQbddcefflrjnorf SFS[D(2,1)(2,1)] gLLAQbdcdefflrnforf SFS[D(2,1)(2,1)] gLLAQacddeffbkaevao reducible gLLAQacddeffjkaevao SFS[D(3,1)(2,1)] gLLAQacddeffnkaevao SFS[D(3,1)(2,1)] gLLAQbdcdeffejnbgjb SFS[D(2,1)(2,1)] gLLAQbddceffejrngjb SFS[D(2,1)(2,1)] gLLAQacddeffbcatvao reducible gLLAQacddeffjcatvao SFS[D(3,1)(2,1)] gLLAQacddeffncatvao SFS[D(3,1)(2,1)] gLLAQacddeffbvtxvao reducible gLLAQaecdeffbqolodf reducible gLLAQaecdeffbqolodk SFS[D(3,1)(2,1)] gLLAQaecdeffbqolodr SFS[D(3,1)(2,1)] gLLAQaecdeffbqolouj SFS[D(2,1)(2,1)] gLLAQacddeffjkdmgdv SFS[D(2,1)(2,1)] gLLAQaecdeffbdolcef reducible gLLAQaecdeffbtolgaf reducible gLLAQaecdeffbmolfdf reducible gLLAQaecdeffbaolfdk reducible gLLAQaecdeffbaolfdr reducible gLLAQaecdeffbaolfuj reducible gLLAQacddeffjcddgdv reducible gLLAQaecdeffbiolfdf reducible gLLAQaecdeffbpolwlf reducible gLLAQaecdeffbpolwpf reducible gLLAQaecdeffbxolflf reducible gLLAQaecdeffbpolghf reducible gLLAQaecdeffbpolghk reducible gLLAQaecdeffbpolghr reducible gLLAQaecdeffbpolgqj reducible gLLAQacddeffjcapgdv reducible gLLAQaecdeffblolghf reducible gLLAQaecdeffblolghk SFS[D(3,1)(3,2)] gLLAQaecdeffblolghr SFS[D(3,1)(3,1)] gLLAQaecdeffblolgqj SFS[D(3,1)(2,1)] gLLAQacddeffjcadgdv SFS[D(3,1)(2,1)] gLLAQaecdeffbxolghf reducible gLLAQaecdeffbxolghk SFS[D(3,1)(3,1)] gLLAQaecdeffbxolghr SFS[D(3,1)(3,2)] gLLAQaecdeffbxolgqj SFS[D(3,1)(2,1)] gLLAQacddeffjcahgdv SFS[D(3,1)(2,1)] gLLAQaecdeffbiolrhf reducible gLLAQaecdeffbiolrhk SFS[D(3,1)(2,1)] gLLAQaecdeffbiolrhr SFS[D(3,1)(2,1)] gLLAQaecdeffbiolrqj SFS[D(2,1)(2,1)] gLLAQacddeffjkaigdv SFS[D(2,1)(2,1)] gLLAQaecdeffbqolvpf reducible gLLAQaecdeffbtolvpf reducible gLLAQaecdeffbtolvpk SFS[D(3,1)(3,1)] gLLAQaecdeffbtolvpr SFS[D(3,1)(3,2)] gLLAQaecdeffbtolvij SFS[D(3,1)(2,1)] gLLAQacddeffjcedgdv SFS[D(3,1)(2,1)] gLLAQaecdeffbdolvpf reducible gLLAQacddeffbrlmgtb reducible gLLAQacddeffbrtmgtb reducible gLLAQacddeffbramgtb reducible gLLAQacddeffbcttgtb reducible gLLAQacddeffbsmmgtb reducible gLLAQacddeffbgtlgtb reducible gLLAQaecdeffbpoiciw reducible gLLAQaecdeffbpoicer reducible gLLAQacddeffjrligtb reducible gLLAQacddeffnrligtb reducible gLLAQacddeffbrtigtb reducible gLLAQacddeffbraigtb reducible gLLAQaecdeffbpoinew reducible gLLAQaecdeffbpoinir reducible gLLAQacddeffbrpugtb reducible gLLAQacddeffjrpugtb reducible gLLAQacddeffnrpugtb reducible gLLAQacddeffbbqagtb reducible gLLAQacddeffbrlagtb reducible gLLAQacddeffbrtagtb reducible gLLAQacddeffbraagtb reducible gLLAQacddeffbgxagtb reducible gLLAQacddeffbbmigtb reducible gLLAQacddeffbrdegtb reducible gLLAQbdcdeffprokvbc reducible gLLAQbdcdeffpforvjo reducible gLLMQbcddeffmcnjgnv reducible gLLMQbcddeffmckognv reducible gLLMQbcddeffmckrgnv reducible gLLMQbcddeffmckngnv reducible gLLAQacddeffnbaugqo reducible gLLMQbcddeffmrgjgwo reducible gLLMQbcddeffmrrogwo reducible gLLMQbcddeffmrrrgwo reducible gLLMQbcddeffmrrngwo reducible gLLAQacddeffnsaugqo reducible gLLMQbcedfefageoqjg SFS[D(2,1)(2,1)] gLLMQbcedfefagtoqrg SFS[D(3,1)(2,1)] gLLMQbcedfefagtoqng SFS[D(3,1)(2,1)] gLLAQacddeffnkppgqo SFS[D(2,1)(2,1)] gLLAQaecdeffbxvqflf reducible gLLAQaecdeffbdvqcef reducible gLLAQaecdeffbivqrhf reducible gLLAQaecdeffbivqrhk SFS[D(3,1)(2,1)] gLLAQaecdeffbivqrhr SFS[D(3,1)(2,1)] gLLAQaecdeffbivqrqj SFS[D(2,1)(2,1)] gLLAQacddeffjkaigqv SFS[D(2,1)(2,1)] gLLAQaecdeffblvqghf reducible gLLAQaecdeffblvqghk SFS[D(3,1)(3,2)] gLLAQaecdeffblvqghr SFS[D(3,1)(3,1)] gLLAQaecdeffblvqgqj SFS[D(3,1)(2,1)] gLLAQacddeffjcadgqv SFS[D(3,1)(2,1)] gLLAQaecdeffbavqfdk reducible gLLAQaecdeffbavqfdr reducible gLLAQaecdeffbavqfuj reducible gLLAQacddeffjcddgqv reducible gLLAQaecdeffbtvqvpf reducible gLLAQaecdeffbtvqvpk SFS[D(3,1)(3,1)] gLLAQaecdeffbtvqvpr SFS[D(3,1)(3,2)] gLLAQaecdeffbtvqvij SFS[D(3,1)(2,1)] gLLAQacddeffjcedgqv SFS[D(3,1)(2,1)] gLLAQaecdeffbpvqwpf reducible gLLAQaecdeffbpvqwlf reducible gLLAQaecdeffbqvqodf reducible gLLAQaecdeffbqvqodk SFS[D(3,1)(2,1)] gLLAQaecdeffbqvqodr SFS[D(3,1)(2,1)] gLLAQaecdeffbqvqouj SFS[D(2,1)(2,1)] gLLAQacddeffjkdmgqv SFS[D(2,1)(2,1)] gLLAQaecdeffbpvqghf reducible gLLAQaecdeffbpvqghk reducible gLLAQaecdeffbpvqghr reducible gLLAQaecdeffbpvqgqj reducible gLLAQacddeffjcapgqv reducible gLLAQaecdeffbmvqfdf reducible gLLAQaecdeffbqvqvpf reducible gLLAQaecdeffbtvqgaf reducible gLLAQaecdeffbxvqghf reducible gLLAQaecdeffbxvqghk SFS[D(3,1)(3,1)] gLLAQaecdeffbxvqghr SFS[D(3,1)(3,2)] gLLAQaecdeffbxvqgqj SFS[D(3,1)(2,1)] gLLAQacddeffjcahgqv SFS[D(3,1)(2,1)] gLLAQaecdeffbivqfdf reducible gLLAQaecdeffbdvqvpf reducible gLLAQacddeffbrtigdb reducible gLLAQacddeffbrtmgdb reducible gLLAQacddeffbrtagdb reducible gLLAQacddeffbsmmgdb reducible gLLAQacddeffbcttgdb reducible gLLAQacddeffbbmigdb reducible gLLAQaecdeffbpoener reducible gLLAQaecdeffbpoeniw reducible gLLAQacddeffjrligdb reducible gLLAQacddeffnrligdb reducible gLLAQacddeffbrlmgdb reducible gLLAQacddeffbrlagdb reducible gLLAQaecdeffbpoecir reducible gLLAQaecdeffbpoecew reducible gLLAQacddeffbrpugdb reducible gLLAQacddeffjrpugdb reducible gLLAQacddeffnrpugdb reducible gLLAQacddeffbgxagdb reducible gLLAQacddeffbraigdb reducible gLLAQacddeffbramgdb reducible gLLAQacddeffbraagdb reducible gLLAQacddeffbbqagdb reducible gLLAQacddeffbgtlgdb reducible gLLAQacddeffbrdegdb reducible gLLAQbdcdeffprokvjc reducible gLLAQbdcdeffpforvno reducible gLLMQbcddeffmcnjgwv reducible gLLMQbcddeffmckogwv reducible gLLMQbcddeffmckrgwv reducible gLLMQbcddeffmckngwv reducible gLLAQacddeffnbaugto reducible gLLMQbcddeffmrgjgfo reducible gLLMQbcddeffmrrogfo reducible gLLMQbcddeffmrrrgfo reducible gLLMQbcddeffmrrngfo reducible gLLAQacddeffnsaugto reducible gLLMQbcedfefageoljg SFS[D(2,1)(2,1)] gLLMQbcedfefagtolrg SFS[D(3,1)(2,1)] gLLMQbcedfefagtolng SFS[D(3,1)(2,1)] gLLAQacddeffnkppgto SFS[D(2,1)(2,1)] gLLAQaceedffbktpnqc reducible gLLAQaceedffjktpnqc toroidal gLLAQaceedffnktpnqc toroidal gLLAQaecdeffbqrxoug SFS[D(3,1)(2,1)] gLLAQaecdeffbqrxouj toroidal gLLAQaecdeffbqrxouk SFS[D(3,1)(2,1)] gLLAQacddfefjkdmhkv toroidal gLLAQacddfefnkdmhkv SFS[D(7,2)(2,1)] gLLAQaecdeffbdrxoug reducible gLLAQacddfefbvdxhkv reducible gLLAQaceedffbvuanqc reducible gLLAQaecdeffbtrxoug SFS[D(3,1)(2,1)] gLLAQaceedffbcadnqc reducible gLLAQaceedffbvdpnqc reducible gLLAQaecdeffbarxwtg SFS[D(2,1)(2,1)] gLLAQaecdeffbarxwug SFS[D(2,1)(2,1)] gLLAQaceedffjvppnqc reducible gLLAQaceedffnvppnqc reducible gLLAQaecdeffbarxfuj reducible gLLAQacddfefjcddhkv reducible gLLAQaecdeffbirxntg SFS[D(2,1)(2,1)] gLLAQaceedffbvhpnqc reducible gLLAQaceedffnktlnqc SFS[D(2,1)(2,1)] gLLAQaecdeffbprxnij SFS[D(3,1)(2,1)] gLLAQaecdeffbprxnik SFS[D(3,1)(2,1)] gLLAQacddfefnkemhkv SFS[D(2,1)(2,1)] gLLAQaceedffboehnqc reducible gLLAQaceedffbbtlnqc reducible gLLAQaecdeffbxrxnig SFS[D(3,1)(2,1)] gLLAQaceedffbcepnqc reducible gLLAQaecdeffblrxnig SFS[D(3,1)(2,1)] gLLAQacddfefbbuphkv reducible gLLAQacddfefbvuahkv reducible gLLAQaecdeffbprxceg reducible gLLAQaceedffbvdxnqc reducible gLLAQaceedffjvdxnqc reducible gLLAQaceedffnvdxnqc reducible gLLAQaecdeffbprxgqj reducible gLLAQacddfefjcaphkv reducible gLLAQaceedffbvpxnqc reducible gLLAQaceedffjvpxnqc toroidal gLLAQaceedffnvpxnqc toroidal gLLAQaecdeffblrxgqj toroidal gLLAQaecdeffblrxgqk SFS[D(8,3)(2,1)] gLLAQacddfefbcadhkv SFS[D(2,1)(2,1)] gLLAQacddfefjcadhkv toroidal gLLAQacddfefncadhkv SFS[D(7,3)(2,1)] gLLAQaceedffbvhxnqc reducible gLLAQaceedffjvhxnqc toroidal gLLAQaceedffnvhxnqc toroidal gLLAQaecdeffbxrxgqg SFS[D(2,1)(2,1)] gLLAQaecdeffbxrxgqj toroidal gLLAQaecdeffbxrxgqk SFS[D(7,3)(2,1)] gLLAQacddfefjcahhkv toroidal gLLAQacddfefncahhkv SFS[D(8,3)(2,1)] gLLAQaceedffjktxnqc SFS[D(8,3)(2,1)] gLLAQaceedffnktxnqc SFS[D(7,3)(2,1)] gLLAQaecdeffbmrxrqg SFS[D(3,1)(2,1)] gLLAQaecdeffbmrxrqj SFS[D(3,1)(2,1)] gLLAQaecdeffbmrxrqk reducible gLLAQacddfefbkamhkv SFS[D(2,1)(2,1)] gLLAQacddfefjkamhkv SFS[D(7,2)(2,1)] gLLAQacddfefnkamhkv SFS[D(5,1)(2,1)] gLLAQaceedffbkuxnqc reducible gLLAQaceedffjkuxnqc toroidal gLLAQaceedffnkuxnqc toroidal gLLAQaecdeffbirxrqg SFS[D(3,1)(2,1)] gLLAQaecdeffbirxrqj toroidal gLLAQaecdeffbirxrqk SFS[D(3,1)(2,1)] gLLAQacddfefjkaihkv toroidal gLLAQacddfefnkaihkv SFS[D(7,2)(2,1)] gLLAQaceedffnkxxnqc SFS[D(2,1)(2,1)] gLLAQaecdeffbarxrqg reducible gLLAQaecdeffbarxrqj SFS[D(3,1)(2,1)] gLLAQaecdeffbarxrqk SFS[D(3,1)(2,1)] gLLAQacddfefnkaahkv SFS[D(2,1)(2,1)] gLLAQacddfefbvpphkv reducible gLLAQacddfefbouuhkv reducible gLLAQaecdeffbqrxrag SFS[D(2,1)(2,1)] gLLAQaceedffbvdlnqc reducible gLLAQaceedffbvplnqc reducible gLLAQaceedffjvplnqc toroidal gLLAQaceedffnvplnqc toroidal gLLAQaecdeffbtrxvig SFS[D(2,1)(2,1)] gLLAQaecdeffbtrxvij toroidal gLLAQaecdeffbtrxvik SFS[D(7,3)(2,1)] gLLAQacddfefjcedhkv toroidal gLLAQacddfefncedhkv SFS[D(8,3)(2,1)] gLLAQacddfefbvqmhkv reducible gLLAQaecdeffbdrxjmg reducible gLLAQaceedffbvhlnqc reducible gLLAQacddfefbbpalkb reducible gLLAQacddfefbopplkb reducible gLLAQacddfefbbauiko reducible gLLAQacddfefboaaiko reducible gLLAQacddfefbcqdhrb reducible gLLAQacddfefbsxehrb reducible gLLAQbdcdeffpfofvcn reducible gLLAQaceedffnkixjuf SFS[D(2,1)(2,1)] gLLMQbcedfefpnqotvr reducible gLLMQbcedfefpnqotsr SFS[D(3,1)(2,1)] gLLMQbcedfefpnqotwr SFS[D(3,1)(2,1)] gLLAQacddfefnkaulro SFS[D(2,1)(2,1)] gLLMQbcedfefagtotor reducible gLLMQbcedfefmouotgr reducible gLLAQacddeffbsxewab reducible gLLAQacddeffbcqdwab reducible gLLAQbdcdeffpfofvvk reducible gLLMQbcedfefpnxopnw SFS[D(2,1)(2,1)] gLLMQbcedfefpnqopvw reducible gLLMQbcedfefpnqopsw SFS[D(3,1)(2,1)] gLLMQbcedfefpnqopww SFS[D(3,1)(2,1)] gLLAQacddeffnkauwuo SFS[D(2,1)(2,1)] gLLMQbcedfefagtopow reducible gLLMQbcedfefmouopgw reducible gLLAQaecdeffbqruotc SFS[D(2,1)(2,1)] gLLAQaecdeffbdrucxc reducible gLLAQaecdeffbiwpoxf SFS[D(2,1)(2,1)] gLLAQaecdeffblwpjxf SFS[D(3,1)(2,1)] gLLAQaecdeffbarufqf reducible gLLAQaecdeffbarufpf reducible gLLAQaecdeffbarufpr reducible gLLAQaecdeffbarufpk reducible gLLAQaecdeffbaruftj reducible gLLAQaecdeffbaruftw reducible gLLAQacddeffbkmmspb reducible gLLAQacddeffjkmmspb reducible gLLAQacddeffnkmmspb reducible gLLAQacddeffbgttspb reducible gLLAQaecdeffbiruftc SFS[D(3,1)(2,1)] gLLAQaecdeffbpruwic SFS[D(2,1)(2,1)] gLLAQaecdeffbpruwac SFS[D(2,1)(2,1)] gLLAQaecdeffbqwpnmf SFS[D(2,1)(2,1)] gLLAQaecdeffbpruglc reducible gLLAQaecdeffblruglc SFS[D(3,1)(2,1)] gLLAQaecdeffbqwpwef SFS[D(3,1)(2,1)] gLLAQaecdeffbirurlc SFS[D(2,1)(2,1)] gLLAQaecdeffbarujec reducible gLLAQaecdeffbqruvac SFS[D(3,1)(2,1)] gLLAQaecdeffbiwpcmf SFS[D(3,1)(2,1)] gLLAQaecdeffbdruvac reducible gLLAQbdcdeffafvgofj reducible gLLAQbdcdeffafvwofs reducible gLLAQaecdeffbqrinmf SFS[D(2,1)(2,1)] gLLAQaecdeffbdribpf reducible gLLAQaecdeffbiwlrlc SFS[D(2,1)(2,1)] gLLAQaecdeffblwlglc SFS[D(3,1)(2,1)] gLLAQaecdeffbaricuc reducible gLLAQaecdeffbaricuw reducible gLLAQaecdeffbaricuj reducible gLLAQaecdeffbaricxc reducible gLLAQaecdeffbaricmk reducible gLLAQaecdeffbaricmr reducible gLLAQacddeffbgttjtb reducible gLLAQacddeffbkmmjtb reducible gLLAQacddeffjkmmjtb reducible gLLAQacddeffnkmmjtb reducible gLLAQaecdeffbiricmf SFS[D(3,1)(2,1)] gLLAQaecdeffbprisuf SFS[D(2,1)(2,1)] gLLAQaecdeffbprisef SFS[D(2,1)(2,1)] gLLAQaecdeffbqwlotc SFS[D(2,1)(2,1)] gLLAQaecdeffbprijxf reducible gLLAQaecdeffblrijxf SFS[D(3,1)(2,1)] gLLAQaecdeffbqwlvac SFS[D(3,1)(2,1)] gLLAQaecdeffbirioxf SFS[D(2,1)(2,1)] gLLAQaecdeffbarikdf reducible gLLAQaecdeffbqriwef SFS[D(3,1)(2,1)] gLLAQaecdeffbiwlftc SFS[D(3,1)(2,1)] gLLAQaecdeffbdriwef reducible gLLAQbdcdeffafvwooj reducible gLLAQbdcdeffafvgooj reducible gLLAQaecdeffbxwqflf reducible gLLAQaecdeffbxwqnig SFS[D(3,1)(2,1)] gLLAQacddeffbvdxkqv reducible gLLAQaecdeffbdwqoug reducible gLLAQaecdeffbdwqcef reducible gLLAQaecdeffbiwqrhf reducible gLLAQaecdeffbiwqrhk toroidal gLLAQaecdeffbiwqrhr toroidal gLLAQaecdeffbiwqrqg SFS[D(3,1)(2,1)] gLLAQaecdeffbiwqrqj toroidal gLLAQaecdeffbiwqrqk SFS[D(3,1)(2,1)] gLLAQacddeffjkaikqv toroidal gLLAQacddeffnkaikqv SFS[D(7,2)(2,1)] gLLAQaecdeffblwqghf reducible gLLAQaecdeffblwqghk toroidal gLLAQaecdeffblwqghr toroidal gLLAQaecdeffblwqgqj toroidal gLLAQaecdeffblwqgqk SFS[D(8,3)(2,1)] gLLAQacddeffbcadkqv SFS[D(2,1)(2,1)] gLLAQacddeffjcadkqv toroidal gLLAQacddeffncadkqv SFS[D(7,3)(2,1)] gLLAQaecdeffbawqwug SFS[D(2,1)(2,1)] gLLAQaecdeffbawqwtg SFS[D(2,1)(2,1)] gLLAQaecdeffbawqfdk reducible gLLAQaecdeffbawqfdr reducible gLLAQaecdeffbawqfuj reducible gLLAQacddeffjcddkqv reducible gLLAQaecdeffbtwqvpf reducible gLLAQaecdeffbtwqvpk toroidal gLLAQaecdeffbtwqvpr toroidal gLLAQaecdeffbtwqvig SFS[D(2,1)(2,1)] gLLAQaecdeffbtwqvij toroidal gLLAQaecdeffbtwqvik SFS[D(7,3)(2,1)] gLLAQacddeffjcedkqv toroidal gLLAQacddeffncedkqv SFS[D(8,3)(2,1)] gLLAQaecdeffbpwqnpr SFS[D(2,1)(2,1)] gLLAQaecdeffbpwqnij SFS[D(3,1)(2,1)] gLLAQaecdeffbpwqnik SFS[D(3,1)(2,1)] gLLAQacddeffnkemkqv SFS[D(2,1)(2,1)] gLLAQaecdeffbpwqwpf reducible gLLAQaecdeffbpwqwlf reducible gLLAQaecdeffbqwqodf reducible gLLAQaecdeffbqwqodk toroidal gLLAQaecdeffbqwqodr toroidal gLLAQaecdeffbqwqoug SFS[D(3,1)(2,1)] gLLAQaecdeffbqwqouj toroidal gLLAQaecdeffbqwqouk SFS[D(3,1)(2,1)] gLLAQacddeffjkdmkqv toroidal gLLAQacddeffnkdmkqv SFS[D(7,2)(2,1)] gLLAQaecdeffbmwqrhk SFS[D(8,3)(2,1)] gLLAQaecdeffbmwqrhr SFS[D(7,3)(2,1)] gLLAQaecdeffbmwqrqg SFS[D(3,1)(2,1)] gLLAQaecdeffbmwqrqj SFS[D(3,1)(2,1)] gLLAQaecdeffbmwqrqk reducible gLLAQacddeffbkamkqv SFS[D(2,1)(2,1)] gLLAQacddeffjkamkqv SFS[D(7,2)(2,1)] gLLAQacddeffnkamkqv SFS[D(5,1)(2,1)] gLLAQaecdeffbpwqceg reducible gLLAQacddeffbbupkqv reducible gLLAQacddeffbvuakqv reducible gLLAQaecdeffbpwqghf reducible gLLAQaecdeffbpwqghk reducible gLLAQaecdeffbpwqghr reducible gLLAQaecdeffbpwqgqj reducible gLLAQacddeffjcapkqv reducible gLLAQaecdeffbmwqfdf reducible gLLAQaecdeffbqwqrag SFS[D(2,1)(2,1)] gLLAQaecdeffbqwqvpf reducible gLLAQaecdeffblwqnig SFS[D(3,1)(2,1)] gLLAQaecdeffbtwqgaf reducible gLLAQaecdeffbtwqoug SFS[D(3,1)(2,1)] gLLAQacddeffbouukqv reducible gLLAQacddeffbvppkqv reducible gLLAQaecdeffbawqrhr SFS[D(2,1)(2,1)] gLLAQaecdeffbawqrqg reducible gLLAQaecdeffbawqrqj SFS[D(3,1)(2,1)] gLLAQaecdeffbawqrqk SFS[D(3,1)(2,1)] gLLAQacddeffnkaakqv SFS[D(2,1)(2,1)] gLLAQaecdeffbxwqghf reducible gLLAQaecdeffbxwqghk toroidal gLLAQaecdeffbxwqghr toroidal gLLAQaecdeffbxwqgqg SFS[D(2,1)(2,1)] gLLAQaecdeffbxwqgqj toroidal gLLAQaecdeffbxwqgqk SFS[D(7,3)(2,1)] gLLAQacddeffjcahkqv toroidal gLLAQacddeffncahkqv SFS[D(8,3)(2,1)] gLLAQaecdeffbiwqntg SFS[D(2,1)(2,1)] gLLAQaecdeffbiwqfdf reducible gLLAQaecdeffbdwqjmg reducible gLLAQacddeffbvqmkqv reducible gLLAQaecdeffbdwqvpf reducible gLLAQacddeffbbpakdb reducible gLLAQacddeffboppkdb reducible gLLAQacddeffbbaukto reducible gLLAQacddeffboaakto reducible gLLAQaceedffbktpjqc reducible gLLAQaceedffjktpjqc SFS[D(3,1)(2,1)] gLLAQaceedffnktpjqc SFS[D(3,1)(2,1)] gLLAQaecdeffbqnxouj SFS[D(2,1)(2,1)] gLLAQacddfefjkdmhrv SFS[D(2,1)(2,1)] gLLAQaceedffbvuajqc reducible gLLAQaceedffbcadjqc reducible gLLAQaceedffbvdpjqc reducible gLLAQaceedffjvppjqc reducible gLLAQaceedffnvppjqc reducible gLLAQaecdeffbanxfuj reducible gLLAQacddfefjcddhrv reducible gLLAQaceedffbvhpjqc reducible gLLAQaceedffboehjqc reducible gLLAQaceedffbbtljqc reducible gLLAQaceedffbcepjqc reducible gLLAQaceedffbvdxjqc reducible gLLAQaceedffjvdxjqc reducible gLLAQaceedffnvdxjqc reducible gLLAQaecdeffbpnxgqj reducible gLLAQacddfefjcaphrv reducible gLLAQaceedffbvpxjqc reducible gLLAQaceedffjvpxjqc SFS[D(3,1)(3,2)] gLLAQaceedffnvpxjqc SFS[D(3,1)(3,1)] gLLAQaecdeffblnxgqj SFS[D(3,1)(2,1)] gLLAQacddfefjcadhrv SFS[D(3,1)(2,1)] gLLAQaceedffbvhxjqc reducible gLLAQaceedffjvhxjqc SFS[D(3,1)(3,1)] gLLAQaceedffnvhxjqc SFS[D(3,1)(3,2)] gLLAQaecdeffbxnxgqj SFS[D(3,1)(2,1)] gLLAQacddfefjcahhrv SFS[D(3,1)(2,1)] gLLAQaceedffbkuxjqc reducible gLLAQaceedffjkuxjqc SFS[D(3,1)(2,1)] gLLAQaceedffnkuxjqc SFS[D(3,1)(2,1)] gLLAQaecdeffbinxrqj SFS[D(2,1)(2,1)] gLLAQacddfefjkaihrv SFS[D(2,1)(2,1)] gLLAQaceedffbvdljqc reducible gLLAQaceedffbvpljqc reducible gLLAQaceedffjvpljqc SFS[D(3,1)(3,1)] gLLAQaceedffnvpljqc SFS[D(3,1)(3,2)] gLLAQaecdeffbtnxvij SFS[D(3,1)(2,1)] gLLAQacddfefjcedhrv SFS[D(3,1)(2,1)] gLLAQaceedffbvhljqc reducible gLLAQaecdeffbxsqflf reducible gLLAQaecdeffbdsqcef reducible gLLAQaecdeffbisqrhf reducible gLLAQaecdeffbisqrhk SFS[D(3,1)(2,1)] gLLAQaecdeffbisqrhr SFS[D(3,1)(2,1)] gLLAQaecdeffbisqrqj SFS[D(2,1)(2,1)] gLLAQacddeffjkaijqv SFS[D(2,1)(2,1)] gLLAQaecdeffblsqghf reducible gLLAQaecdeffblsqghk SFS[D(3,1)(3,2)] gLLAQaecdeffblsqghr SFS[D(3,1)(3,1)] gLLAQaecdeffblsqgqj SFS[D(3,1)(2,1)] gLLAQacddeffjcadjqv SFS[D(3,1)(2,1)] gLLAQaecdeffbasqfdk reducible gLLAQaecdeffbasqfdr reducible gLLAQaecdeffbasqfuj reducible gLLAQacddeffjcddjqv reducible gLLAQaecdeffbtsqvpf reducible gLLAQaecdeffbtsqvpk SFS[D(3,1)(3,1)] gLLAQaecdeffbtsqvpr SFS[D(3,1)(3,2)] gLLAQaecdeffbtsqvij SFS[D(3,1)(2,1)] gLLAQacddeffjcedjqv SFS[D(3,1)(2,1)] gLLAQaecdeffbpsqwpf reducible gLLAQaecdeffbpsqwlf reducible gLLAQaecdeffbqsqodf reducible gLLAQaecdeffbqsqodk SFS[D(3,1)(2,1)] gLLAQaecdeffbqsqodr SFS[D(3,1)(2,1)] gLLAQaecdeffbqsqouj SFS[D(2,1)(2,1)] gLLAQacddeffjkdmjqv SFS[D(2,1)(2,1)] gLLAQaecdeffbpsqghf reducible gLLAQaecdeffbpsqghk reducible gLLAQaecdeffbpsqghr reducible gLLAQaecdeffbpsqgqj reducible gLLAQacddeffjcapjqv reducible gLLAQaecdeffbmsqfdf reducible gLLAQaecdeffbqsqvpf reducible gLLAQaecdeffbtsqgaf reducible gLLAQaecdeffbxsqghf reducible gLLAQaecdeffbxsqghk SFS[D(3,1)(3,1)] gLLAQaecdeffbxsqghr SFS[D(3,1)(3,2)] gLLAQaecdeffbxsqgqj SFS[D(3,1)(2,1)] gLLAQacddeffjcahjqv SFS[D(3,1)(2,1)] gLLAQaecdeffbisqfdf reducible gLLAQaecdeffbdsqvpf reducible gLLAQaceedffbrqabec reducible gLLAQaceedffboapbec reducible gLLAQaceedffbkuxbec reducible gLLAQaceedffjkuxbec SFS[D(3,1)(2,1)] gLLAQaceedffnkuxbec SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrfofv SFS[D(2,1)(2,1)] gLLAQacddfefjkaieff SFS[D(2,1)(2,1)] gLLAQaceedffbkaabec reducible gLLAQaceedffjkaabec SFS[D(3,1)(3,1)] gLLAQaceedffnkaabec SFS[D(3,1)(3,2)] gLLAQadceeffbavujxr SFS[D(3,1)(2,1)] gLLAQacddfefjkxxeff SFS[D(3,1)(2,1)] gLLAQaceedffbsaabec reducible gLLAQaceedffjsaabec SFS[D(3,1)(3,2)] gLLAQaceedffnsaabec SFS[D(3,1)(3,1)] gLLAQadceeffbavunxr SFS[D(3,1)(2,1)] gLLAQacddfefjbxxeff SFS[D(3,1)(2,1)] gLLAQaceedffjbaabec reducible gLLAQaceedffnbaabec reducible gLLAQadceeffbavubxr reducible gLLAQacddfefjsxxeff reducible gLLAQaceedffbvqmbec reducible gLLAQaceedffbkaibec reducible gLLAQaceedffjkaibec SFS[D(3,1)(3,2)] gLLAQaceedffnkaibec SFS[D(3,1)(3,1)] gLLAQadceeffbivujxr SFS[D(3,1)(2,1)] gLLAQacddfefjkuxeff SFS[D(3,1)(2,1)] gLLAQaceedffbsaibec reducible gLLAQaceedffbbaibec reducible gLLAQaceedffbsxpbec reducible gLLAQaceedffbruibec reducible gLLAQaceedffbbxxbec reducible gLLAQaceedffjbxxbec SFS[D(3,1)(2,1)] gLLAQaceedffnbxxbec SFS[D(3,1)(2,1)] gLLMQbcddeffakknvoc SFS[D(2,1)(2,1)] gLLAQacddfefjsaaeff SFS[D(2,1)(2,1)] gLLAQaceedffbkambec reducible gLLAQaceedffjkambec reducible gLLAQaceedffnkambec reducible gLLAQadceeffbmvujxr reducible gLLAQacddfefjktxeff reducible gLLAQaceedffbsambec reducible gLLAQaceedffbbambec reducible gLLAQaceedffbvptbxc reducible gLLAQaceedffjvptbxc SFS[D(3,1)(2,1)] gLLAQaceedffnvptbxc SFS[D(3,1)(2,1)] gLLAQbdcdeffhgskorb SFS[D(2,1)(2,1)] gLLAQacddfefjcmdxfc SFS[D(2,1)(2,1)] gLLAQaceedffbgtmbxc reducible gLLAQadceeffbevhftc T2xI gLLAQacddfefbgmhxfc T2xI gLLAQaceedffbshibxc reducible gLLAQbddceffdcrbokf reducible gLLAQaceedffbkxtbxc reducible gLLAQaceedffjkxtbxc reducible gLLAQaceedffnkxtbxc reducible gLLAQadceeffbpvhwxk reducible gLLAQacddfefjkmaxfc reducible gLLAQaceedffbsttbxc reducible gLLAQaceedffjsttbxc SFS[D(3,1)(3,1)] gLLAQaceedffnsttbxc SFS[D(3,1)(3,2)] gLLAQadceeffbavhrmr SFS[D(3,1)(2,1)] gLLAQacddfefjbmmxfc SFS[D(3,1)(2,1)] gLLAQaceedffbbttbxc reducible gLLAQaceedffjbttbxc SFS[D(3,1)(3,2)] gLLAQaceedffnbttbxc SFS[D(3,1)(3,1)] gLLAQadceeffbavhsmr SFS[D(3,1)(2,1)] gLLAQacddfefjsmmxfc SFS[D(3,1)(2,1)] gLLAQaceedffbkutbxc reducible gLLAQaceedffjkutbxc reducible gLLAQaceedffnkutbxc reducible gLLAQbdcdefftbnfvrb reducible gLLAQacddfefjkmixfc reducible gLLAQacddfefbsmixfc SFS[D(2,1)(2,1)] gLLAQaceedffbjpqbxc reducible gLLAQacddfefbjlixfc reducible gLLAQaceedffbctebxc reducible gLLAQaceedffjctebxc reducible gLLAQaceedffnctebxc reducible gLLAQadceeffbhvhnmr reducible gLLAQacddfefjvlmxfc reducible gLLAQadceeffblvhwxg SFS[D(2,1)(2,1)] gLLAQaceedffbktdbxc reducible gLLAQaceedffjktdbxc SFS[D(3,1)(3,1)] gLLAQaceedffnktdbxc SFS[D(3,1)(3,2)] gLLAQadceeffbivhcmr SFS[D(3,1)(2,1)] gLLAQacddfefjkpmxfc SFS[D(3,1)(2,1)] gLLAQaceedffbstdbxc reducible gLLAQaceedffbbtdbxc reducible gLLAQaceedffbbimbxc reducible gLLAQaceedffbvhdbxc reducible gLLAQadceeffbuvhwhb reducible gLLAQacddfefbstuxfc reducible gLLAQaceedffbkiibxc reducible gLLAQaceedffjkiibxc SFS[D(3,1)(2,1)] gLLAQaceedffnkiibxc SFS[D(3,1)(2,1)] gLLMQcbdfeefabjehow SFS[D(2,1)(2,1)] gLLAQacddfefjkuuxfc SFS[D(2,1)(2,1)] gLLAQaceedffbktqbxc reducible gLLAQaceedffjktqbxc SFS[D(3,1)(3,2)] gLLAQaceedffnktqbxc SFS[D(3,1)(3,1)] gLLAQadceeffbmvhcmr SFS[D(3,1)(2,1)] gLLAQacddfefjkqmxfc SFS[D(3,1)(2,1)] gLLAQaceedffbstqbxc reducible gLLAQaceedffbbtqbxc reducible gLLAQaceedffbjmlbmc reducible gLLAQacddfefbjqhmfg reducible gLLAQaceedffbclqbmc reducible gLLAQaceedffbbedbmc reducible gLLAQaceedffbkllbmc reducible gLLAQaceedffjkllbmc SFS[D(3,1)(3,2)] gLLAQaceedffnkllbmc SFS[D(3,1)(3,1)] gLLAQadceeffbavewer SFS[D(3,1)(2,1)] gLLAQacddfefjkeemfg SFS[D(3,1)(2,1)] gLLAQaceedffjsllbmc reducible gLLAQaceedffnsllbmc reducible gLLAQadceeffbaveoer reducible gLLAQacddfefjbeemfg reducible gLLAQaceedffbbllbmc reducible gLLAQaceedffjbllbmc SFS[D(3,1)(3,1)] gLLAQaceedffnbllbmc SFS[D(3,1)(3,2)] gLLAQadceeffbaveker SFS[D(3,1)(2,1)] gLLAQacddfefjseemfg SFS[D(3,1)(2,1)] gLLAQaceedffbrmpbmc reducible gLLAQaceedffbolubmc reducible gLLAQaceedffbklxbmc reducible gLLAQaceedffjklxbmc toroidal gLLAQaceedffnklxbmc toroidal gLLAQadceeffbivewef SFS[D(2,1)(2,1)] gLLAQadceeffbivewer toroidal gLLAQadceeffbivewek SFS[D(2,1)(2,1)] gLLAQacddfefbkaemfg SFS[D(2,1)(2,1)] gLLAQacddfefjkaemfg toroidal gLLAQacddfefnkaemfg SFS[D(2,1)(2,1)] gLLAQaceedffbslxbmc reducible gLLAQaceedffjslxbmc SFS[D(3,1)(3,1)] gLLAQaceedffnslxbmc SFS[D(3,1)(3,2)] gLLAQadceeffbiveoer SFS[D(3,1)(2,1)] gLLAQacddfefjbaemfg SFS[D(3,1)(2,1)] gLLAQaceedffbblxbmc reducible gLLAQaceedffjblxbmc SFS[D(3,1)(3,2)] gLLAQaceedffnblxbmc SFS[D(3,1)(3,1)] gLLAQadceeffbiveker SFS[D(3,1)(2,1)] gLLAQacddfefjsaemfg SFS[D(3,1)(2,1)] gLLAQacddfefbsahmfg SFS[D(2,1)(2,1)] gLLAQaceedffjghibmc SFS[D(3,1)(2,1)] gLLAQaceedffnghibmc SFS[D(3,1)(2,1)] gLLAQbdcdfefebwrjfb SFS[D(2,1)(2,1)] gLLAQacddfefjjuhmfg SFS[D(2,1)(2,1)] gLLAQaceedffbkdqbmc reducible gLLAQaceedffjkdqbmc reducible gLLAQaceedffnkdqbmc reducible gLLAQaceedffbjexbmc reducible gLLAQaceedffjjexbmc reducible gLLAQaceedffnjexbmc reducible gLLAQaceedffjglibmc reducible gLLAQaceedffnglibmc reducible gLLAQadceeffbuvevef reducible gLLAQadceeffbuvever reducible gLLAQadceeffbuvevek reducible gLLAQadceeffbuvevaj reducible gLLAQadceeffbuvevaw reducible gLLAQadceeffbuvevdb reducible gLLAQadceeffbuvevdn reducible gLLAQadceeffbuvevdj reducible gLLAQacddfefjgalmfg reducible gLLAQacddfefngalmfg reducible gLLAQacddfefbkqpmfg reducible gLLAQacddfefjkqpmfg reducible gLLAQacddfefnkqpmfg reducible gLLAQacddfefbjuemfg reducible gLLAQacddfefjjuemfg reducible gLLAQacddfefnjuemfg reducible gLLAQaceedffbsddbmc reducible gLLMQbcddfefaorgbbf reducible gLLAQaceedffjgiibmc SFS[D(3,1)(2,1)] gLLAQaceedffngiibmc SFS[D(3,1)(2,1)] gLLMQbcedfefagdginf SFS[D(2,1)(2,1)] gLLAQacddfefjjuumfg SFS[D(2,1)(2,1)] gLLAQadceeffbxvejmg SFS[D(2,1)(2,1)] gLLAQaceedffbklpbmc reducible gLLAQaceedffjklpbmc SFS[D(3,1)(3,1)] gLLAQaceedffnklpbmc SFS[D(3,1)(3,2)] gLLAQadceeffbmvewer SFS[D(3,1)(2,1)] gLLAQacddfefjkdemfg SFS[D(3,1)(2,1)] gLLAQaceedffbslpbmc reducible gLLAQaceedffjslpbmc SFS[D(3,1)(3,2)] gLLAQaceedffnslpbmc SFS[D(3,1)(3,1)] gLLAQadceeffbmveoer SFS[D(3,1)(2,1)] gLLAQacddfefjbdemfg SFS[D(3,1)(2,1)] gLLAQaceedffbblpbmc reducible gLLAQaceedffjblpbmc reducible gLLAQaceedffnblpbmc reducible gLLAQadceeffbmveker reducible gLLAQacddfefjsdemfg reducible gLLAQaceedffbjumbxf reducible gLLAQacddfefbjhxxfg reducible gLLAQaceedffbbupbxf reducible gLLAQaceedffbcadbxf reducible gLLAQaceedffboxubxf reducible gLLAQaceedffbcuubxf reducible gLLAQaceedffbguubxf reducible gLLAQaceedffjouubxf reducible gLLAQaceedffnouubxf reducible gLLAQadceeffbavqcmw reducible gLLAQacddfefjriixfg reducible gLLAQaceedffbotubxf reducible gLLAQaceedffbvqmbxf reducible gLLAQaceedffbsulbxf reducible gLLAQaceedffbcuibxf reducible gLLAQaceedffbguibxf reducible gLLAQadceeffbivqshf SFS[D(2,1)(2,1)] gLLAQacddfefbgadxfg SFS[D(2,1)(2,1)] gLLAQaceedffbouibxf reducible gLLAQacddfefboahxfg SFS[D(2,1)(2,1)] gLLAQaceedffbgdpbxf reducible gLLAQaceedffbjiabxf reducible gLLAQadceeffbuvqwhf reducible gLLAQadceeffbuvqwtb reducible gLLAQacddfefbjdpxfg reducible gLLAQacddfefbgxuxfg reducible gLLAQaceedffboddbxf reducible gLLMQbcddeffarkcvgg reducible gLLAQadceeffbxvqnig SFS[D(2,1)(2,1)] gLLAQaceedffbcuqbxf reducible gLLAQaceedffbguqbxf reducible gLLAQaceedffbouqbxf reducible gLLAQaceedffbrhqbmf reducible gLLAQaceedffbkhmbmf reducible gLLAQaceedffjkhmbmf SFS[A(3,1)] gLLAQaceedffnkhmbmf SFS[A(3,1)] gLLAQadceeffbevmcxc T2xI gLLAQadceeffbevmcxw SFS[A(2,1)] gLLAQadceeffbevmcxj T2xI gLLAQacddfefbkthmff T2xI gLLAQacddfefjkthmff SFS[A(2,1)] gLLAQacddfefnkthmff T2xI gLLAQaceedffbotxbmf reducible gLLAQbddceffdwrbosv reducible gLLAQaceedffbchhbmf reducible gLLAQaceedffbohhbmf reducible gLLAQacddfefbotlmff SFS[D(2,1)(2,1)] gLLAQaceedffbjpqbmf reducible gLLAQacddfefbjlimff reducible gLLAQadceeffblvmoug SFS[D(2,1)(2,1)] gLLAQaceedffbchdbmf reducible gLLAQaceedffbghdbmf reducible gLLAQaceedffbohdbmf reducible gLLAQaceedffbcxmbmf reducible gLLAQaceedffbrdtbmf reducible gLLAQadceeffbuvmolb reducible gLLAQacddfefbompmff reducible gLLAQaceedffbgxxbmf reducible gLLAQaceedffbchpbmf reducible gLLAQaceedffbghpbmf reducible gLLAQaceedffbohpbmf reducible gLLAQaceedffbvepbef reducible gLLAQaceedffbseqbef reducible gLLAQaceedffbglibef reducible gLLAQaceedffjceebef reducible gLLAQaceedffnceebef reducible gLLAQadceeffbavpoew reducible gLLAQacddfefjvllefc reducible gLLAQaceedffbgeebef reducible gLLAQaceedffboeebef reducible gLLAQaceedffbrmpbef reducible gLLAQaceedffbketbef reducible gLLAQaceedffjketbef reducible gLLAQaceedffnketbef reducible gLLAQadceeffbhvpjew reducible gLLAQacddfefjkmlefc reducible gLLAQaceedffbcexbef reducible gLLAQaceedffbgexbef reducible gLLAQaceedffboexbef reducible gLLAQaceedffboiqbef reducible gLLAQaceedffbvxlbef reducible gLLAQaceedffbciibef reducible gLLAQaceedffbcembef reducible gLLAQaceedffbgembef reducible gLLAQaceedffboembef reducible gLLAQadceeffbeviglc SFS[D(2,1)(2,1)] gLLAQadceeffbevicec T2xI gLLAQbddceffdwjbovf reducible gLLAQbddceffdwjnovf SFS[D(3,1)(2,1)] gLLAQbddceffdwjjovf SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrfovf SFS[D(2,1)(2,1)] gLLAQacddeffjkaivmf SFS[D(2,1)(2,1)] gLLAQadceeffbavijlc reducible gLLAQadceeffbavijpb reducible gLLAQbdcdefftvrbvwb SFS[D(2,1)(2,1)] gLLAQbddcefftvrbvwb reducible gLLAQbddcefftvrjvwb SFS[D(3,1)(2,1)] gLLAQbddcefftvrnvwb SFS[D(3,1)(2,1)] gLLAQacddeffncedvmf SFS[D(2,1)(2,1)] gLLAQbdcdfefmkwsrff SFS[D(5,2)(2,1)] gLLAQbdcdfefmkssrff SFS[D(4,1)(2,1)] gLLAQacddeffjkemvmf SFS[D(5,2)(2,1)] gLLAQacddeffnkemvmf SFS[D(4,1)(2,1)] gLLAQadceeffblviceg T2xI gLLAQadceeffblvioqg SFS[D(2,1)(2,1)] gLLAQadceeffblviohr SFS[D(4,1)(2,1)] gLLAQadceeffblviohk SFS[D(5,2)(2,1)] gLLAQacddeffjcapvmf SFS[D(4,1)(2,1)] gLLAQacddeffncapvmf SFS[D(5,2)(2,1)] gLLAQadceeffbuvioab reducible gLLAQadceeffbmvinpb reducible gLLAQbdcdeffhoofovf SFS[D(2,1)(2,1)] gLLAQadceeffbavdrhb reducible gLLAQadceeffbivdctc reducible gLLAQadceeffbivdchb reducible gLLAQadceeffbivdspf SFS[D(2,1)(2,1)] gLLAQadceeffbuvdftc SFS[D(2,1)(2,1)] gLLAQadceeffbuvdwpf reducible gLLAQadceeffbuvdwlb reducible gLLMQcbdfeefabjpdog reducible gLLMQcbdfeefabjpdoj SFS[D(3,1)(2,1)] gLLMQcbdfeefabjpdok SFS[D(3,1)(2,1)] gLLMQcbdfeefabjedow SFS[D(2,1)(2,1)] gLLAQacddeffjkuuvec SFS[D(2,1)(2,1)] gLLAQadceeffbxvdnug SFS[D(2,1)(2,1)] gLLAQadceeffbxvdndr SFS[D(4,1)(2,1)] gLLAQadceeffbxvdndk SFS[D(5,2)(2,1)] gLLAQacddeffjculvec SFS[D(4,1)(2,1)] gLLAQacddeffnculvec SFS[D(5,2)(2,1)] gLLAQadceeffbavxkdb reducible gLLMQbcddfefaojnsbg SFS[D(2,1)(2,1)] gLLMQbcddfefaofcsbg reducible gLLMQbcddfefaofjsbg SFS[D(3,1)(2,1)] gLLMQbcddfefaofwsbg SFS[D(3,1)(2,1)] gLLAQacddeffnoaavxg SFS[D(2,1)(2,1)] gLLMQbcedfefagmgxsv SFS[D(3,1)(2,1)] gLLMQbcedfefagmgxwv SFS[D(3,1)(2,1)] gLLMQbcedfefagdgxnv SFS[D(2,1)(2,1)] gLLAQacddeffjjuuvxg SFS[D(2,1)(2,1)] gLLAQadceeffbeviwmc SFS[D(2,1)(2,1)] gLLAQadceeffbevifac T2xI gLLAQbddceffdccbofv reducible gLLAQadceeffbavismc reducible gLLAQadceeffbavistb reducible gLLAQbddcefftnrbvrb reducible gLLAQbdcdeffmkwsvjf SFS[D(5,2)(2,1)] gLLAQbdcdeffmkssvjf SFS[D(4,1)(2,1)] gLLAQacddeffjkemveg SFS[D(5,2)(2,1)] gLLAQacddeffnkemveg SFS[D(4,1)(2,1)] gLLAQadceeffblvinig T2xI gLLAQadceeffblviwmg SFS[D(2,1)(2,1)] gLLAQadceeffblviwdw SFS[D(4,1)(2,1)] gLLAQadceeffblviwds SFS[D(5,2)(2,1)] gLLAQacddeffjcapveg SFS[D(4,1)(2,1)] gLLAQacddeffncapveg SFS[D(5,2)(2,1)] gLLAQadceeffbuviwdb reducible gLLAQadceeffbuviwdj SFS[D(3,1)(2,1)] gLLAQadceeffbuviwdn SFS[D(3,1)(2,1)] gLLAQadceeffbuviwmw SFS[D(2,1)(2,1)] gLLAQacddeffjkaiveg SFS[D(2,1)(2,1)] gLLAQadceeffbmvicer SFS[D(2,1)(2,1)] gLLAQadceeffbmvictb reducible gLLAQadceeffbmvictj SFS[D(3,1)(2,1)] gLLAQadceeffbmvictn SFS[D(3,1)(2,1)] gLLAQacddeffncedveg SFS[D(2,1)(2,1)] gLLAQadceeffbavxnmr SFS[D(2,1)(2,1)] gLLAQadceeffbavxnlb reducible gLLAQadceeffbavxnlj SFS[D(3,1)(2,1)] gLLAQadceeffbavxnln SFS[D(3,1)(2,1)] gLLAQacddeffnottvxf SFS[D(2,1)(2,1)] gLLAQadceeffbavxbhj SFS[D(3,1)(2,1)] gLLAQadceeffbavxbhn SFS[D(3,1)(2,1)] gLLAQadceeffbavxbxw SFS[D(2,1)(2,1)] gLLAQacddeffjjhhvxf SFS[D(2,1)(2,1)] gLLMQbcddeffajfgvoc reducible gLLAQbdcdeffhfwsokf SFS[D(5,2)(2,1)] gLLAQbdcdeffhfssokf SFS[D(4,1)(2,1)] gLLAQbdcdeffhfofokf SFS[D(2,1)(2,1)] gLLAQacddeffjkqxvmc SFS[D(5,2)(2,1)] gLLAQacddeffnkqxvmc SFS[D(4,1)(2,1)] gLLAQadceeffbavdwxr SFS[D(2,1)(2,1)] gLLAQadceeffbavdwab reducible gLLAQadceeffbavdwaj SFS[D(3,1)(2,1)] gLLAQadceeffbavdwan SFS[D(3,1)(2,1)] gLLAQacddeffncqqvmc SFS[D(2,1)(2,1)] gLLAQadceeffbivdkec reducible gLLAQadceeffbivdkab reducible gLLAQadceeffbivdwxf SFS[D(2,1)(2,1)] gLLAQadceeffbuvdjec SFS[D(2,1)(2,1)] gLLAQadceeffbuvdvxf reducible gLLAQadceeffbuvdvpb reducible gLLMQbcddeffaobcvbg reducible gLLAQadceeffbxvdjeg SFS[D(2,1)(2,1)] gLLAQadceeffbevqcdf T2xI gLLAQacddeffboadgxf reducible gLLAQacddeffboddgxf reducible gLLAQbdcdefftsofvjc reducible gLLAQbddcefftwcbvbg SFS[D(2,1)(2,1)] gLLAQbdcdefftworvbg reducible gLLAQacddeffboedgxf reducible gLLAQbdcdefftvokvno reducible gLLAQbdcdeffmsovvfo reducible gLLAQadceeffbuvqoab reducible gLLAQbdcdeffhgovoco reducible gLLAQbdcdeffhgrvoco SFS[D(3,1)(2,1)] gLLAQbdcdeffhgnvoco SFS[D(3,1)(2,1)] gLLAQbdcdeffhgskoco SFS[D(2,1)(2,1)] gLLAQacddeffjcmdgmc SFS[D(2,1)(2,1)] gLLAQacddeffbcmhgmc SFS[D(2,1)(2,1)] gLLAQacddeffbgmpgmc SFS[D(2,1)(2,1)] gLLAQacddeffbrhhgmc reducible gLLAQacddeffbcttgmc reducible gLLAQadceeffbivpsxc SFS[D(2,1)(2,1)] gLLMQbcddeffxobcvbv SFS[D(2,1)(2,1)] gLLMQbcddeffxorkvbv SFS[D(4,1)(2,1)] gLLMQbcddeffxorjvbv SFS[D(5,2)(2,1)] gLLAQacddeffjvdugmc SFS[D(4,1)(2,1)] gLLAQacddeffnvdugmc SFS[D(5,2)(2,1)] gLLAQadceeffbuvpwxc reducible gLLAQadceeffbuvpwlb reducible gLLAQacddeffbgtlgmc reducible gLLAQacddeffbgqqgeg reducible gLLAQacddeffbrlpgeg reducible gLLAQacddeffbcqugeg reducible gLLAQacddeffbbahgeg T2xI gLLAQacddeffbcalgeg SFS[D(2,1)(2,1)] gLLAQacddeffbraxgeg reducible gLLAQadceeffbevufef T2xI gLLAQadceeffbavuraw SFS[D(2,1)(2,1)] gLLAQadceeffbavurhr SFS[D(2,1)(2,1)] gLLAQacddeffbbxxgmg reducible gLLAQacddeffjbxxgmg SFS[D(3,1)(2,1)] gLLAQacddeffnbxxgmg SFS[D(3,1)(2,1)] gLLAQbddcefftjjbvbg SFS[D(2,1)(2,1)] gLLAQbdcdefftjrfvbg SFS[D(4,1)(2,1)] gLLAQbdcdefftjnfvbg SFS[D(5,2)(2,1)] gLLAQacddeffjktxgmg SFS[D(4,1)(2,1)] gLLAQacddeffnktxgmg SFS[D(5,2)(2,1)] gLLAQbdcdeffmrobvfo reducible gLLAQacddeffbsxpgmg reducible gLLAQacddeffbruigmg reducible gLLAQacddeffbgahgmg T2xI gLLAQadceeffbuvuwdb reducible gLLAQadceeffbuvuwdj SFS[D(3,1)(2,1)] gLLAQadceeffbuvuwdn SFS[D(3,1)(2,1)] gLLAQadceeffbuvuwmw SFS[D(2,1)(2,1)] gLLAQacddeffjkaigmg SFS[D(2,1)(2,1)] gLLAQacddeffbsaigmg SFS[D(2,1)(2,1)] gLLMQbcddeffacnkvsv SFS[D(4,1)(2,1)] gLLMQbcddeffacnjvsv SFS[D(5,2)(2,1)] gLLMQbcddeffackrvsv SFS[D(5,2)(2,1)] gLLMQbcddeffacknvsv SFS[D(4,1)(2,1)] gLLAQacddeffbrqagmg reducible gLLAQacddeffbsthgef SFS[D(2,1)(2,1)] gLLAQbdcdeffdswwogg SFS[D(4,1)(2,1)] gLLAQbdcdeffdsswogg SFS[D(5,2)(2,1)] gLLAQbdcdeffdsnrogg SFS[D(5,2)(2,1)] gLLAQbdcdeffdsrrogg SFS[D(4,1)(2,1)] gLLAQacddeffbbtugef SFS[D(2,1)(2,1)] gLLAQadceeffbpveoiw SFS[D(3,1)(2,1)] gLLAQadceeffbpveois SFS[D(3,1)(2,1)] gLLAQadceeffbpveoek SFS[D(2,1)(2,1)] gLLAQacddeffjjhugef SFS[D(2,1)(2,1)] gLLAQadceeffbavebhj SFS[D(3,1)(2,1)] gLLAQadceeffbavebhn SFS[D(3,1)(2,1)] gLLAQadceeffbavebxw SFS[D(2,1)(2,1)] gLLAQacddeffjjhhgef SFS[D(2,1)(2,1)] gLLAQacddeffbsmmgef reducible gLLAQacddeffbrhhgef reducible gLLAQbddcefftvjnvbg SFS[D(5,2)(2,1)] gLLAQbddcefftvjjvbg SFS[D(4,1)(2,1)] gLLAQbdcdefftvrwvbg SFS[D(4,1)(2,1)] gLLAQbdcdefftvnwvbg SFS[D(5,2)(2,1)] gLLAQbdcdefftvscvbg toroidal gLLAQbdcdefftvwcvbg toroidal gLLAQbddcefftvknvbg toroidal gLLAQbddcefftvkjvbg SFS[D(5,2)(2,1)] gLLAQbdcdefftvsrvbg SFS[D(5,2)(2,1)] gLLAQbdcdefftvwrvbg SFS[D(4,1)(2,1)] gLLAQacddeffjkqmgef SFS[D(5,2)(2,1)] gLLAQacddeffnkqmgef SFS[D(4,1)(2,1)] gLLAQacddeffjjhegef toroidal gLLAQacddeffnjhegef SFS[D(5,2)(2,1)] gLLAQbdcdeffesssvrc SFS[D(2,1)(2,1)] gLLAQbdcdeffesofvrc reducible gLLAQbdcdeffesnfvrc SFS[D(3,1)(2,1)] gLLAQbdcdeffesrfvrc SFS[D(3,1)(2,1)] gLLAQacddeffnkxugef SFS[D(2,1)(2,1)] gLLAQbdcdeffewwwvkg SFS[D(5,2)(2,1)] gLLAQbdcdeffewswvkg toroidal gLLAQbdcdeffeworvkg reducible gLLAQbdcdeffewnrvkg toroidal gLLAQbdcdeffewrrvkg toroidal gLLAQacddeffjbxugef SFS[D(5,2)(2,1)] gLLAQacddeffnbxugef toroidal gLLAQbdcdeffevsvvfo SFS[D(2,1)(2,1)] gLLAQbdcdeffevokvfo reducible gLLAQbdcdeffevnkvfo SFS[D(3,1)(2,1)] gLLAQbdcdeffevrkvfo SFS[D(3,1)(2,1)] gLLAQacddeffnsxugef SFS[D(2,1)(2,1)] gLLMQbcddeffagkrvsv SFS[D(4,1)(2,1)] gLLMQbcddeffagknvsv SFS[D(5,2)(2,1)] gLLAQacddeffjbuugef SFS[D(4,1)(2,1)] gLLAQacddeffnbuugef SFS[D(5,2)(2,1)] gLLAQacddeffbbmigef reducible gLLAQbdcdeffhkoboco reducible gLLAQadceeffbpvhrhk SFS[D(2,1)(2,1)] gLLAQadceeffbpvhrqk SFS[D(2,1)(2,1)] gLLAQacddeffbkaegxc reducible gLLAQacddeffjkaegxc SFS[D(3,1)(2,1)] gLLAQacddeffnkaegxc SFS[D(3,1)(2,1)] gLLAQadceeffbavhklw SFS[D(2,1)(2,1)] gLLAQadceeffbavhkdr SFS[D(2,1)(2,1)] gLLAQacddeffbkeegxc reducible gLLAQacddeffjkeegxc SFS[D(3,1)(2,1)] gLLAQacddeffnkeegxc SFS[D(3,1)(2,1)] gLLAQbddcefftrjnvbg toroidal gLLAQbddcefftrjjvbg SFS[D(5,2)(2,1)] gLLAQbdcdefftrrfvbg SFS[D(5,2)(2,1)] gLLAQbdcdefftrnfvbg toroidal gLLAQacddeffbkdegxc reducible gLLAQacddeffjkdegxc toroidal gLLAQacddeffnkdegxc toroidal gLLAQadceeffbivhwlc SFS[D(2,1)(2,1)] gLLMQbcefdefxolxcvg SFS[D(2,1)(2,1)] gLLMQbcefdefxouxckg SFS[D(4,1)(2,1)] gLLMQbcefdefxouxcjg SFS[D(5,2)(2,1)] gLLAQacddeffjkdugxc SFS[D(4,1)(2,1)] gLLAQacddeffnkdugxc SFS[D(5,2)(2,1)] gLLAQadceeffbuvhvpb reducible gLLAQadceeffbuvhvlc reducible gLLMQbcefdefagexcjg SFS[D(2,1)(2,1)] gLLMQbcefdefagtxcrg SFS[D(3,1)(2,1)] gLLMQbcefdefagtxcng SFS[D(3,1)(2,1)] gLLAQacddeffnkppgxc SFS[D(2,1)(2,1)] gLLMQbcddeffaonkvsv SFS[D(5,2)(2,1)] gLLMQbcddeffaonjvsv toroidal gLLMQbcddeffaojrvsv SFS[D(4,1)(2,1)] gLLMQbcddeffaojnvsv SFS[D(5,2)(2,1)] gLLMQbcddeffaofjvsv SFS[D(5,2)(2,1)] gLLMQbcddeffaofwvsv SFS[D(4,1)(2,1)] gLLMQbcddeffaorkvsv SFS[D(4,1)(2,1)] gLLMQbcddeffaorjvsv SFS[D(5,2)(2,1)] gLLMQbcddeffaokrvsv toroidal gLLMQbcddeffaoknvsv toroidal gLLAQacddeffjbppgxc SFS[D(5,2)(2,1)] gLLAQacddeffnbppgxc toroidal gLLAQacddeffjvuugxc SFS[D(4,1)(2,1)] gLLAQacddeffnvuugxc SFS[D(5,2)(2,1)] gLLMQbcddeffavgjvco SFS[D(2,1)(2,1)] gLLMQbcddeffavrrvco SFS[D(3,1)(2,1)] gLLMQbcddeffavrnvco SFS[D(3,1)(2,1)] gLLAQacddeffnsppgxc SFS[D(2,1)(2,1)] gLLMQbcefdefmolxcsg SFS[D(5,2)(2,1)] gLLMQbcefdefmolxcwg SFS[D(4,1)(2,1)] gLLAQacddeffjkdhgxc SFS[D(5,2)(2,1)] gLLAQacddeffnkdhgxc SFS[D(4,1)(2,1)] gLLAQadceeffbawujxf SFS[D(2,1)(2,1)] gLLAQaceedffbvqmnec reducible gLLAQaceedffbvptnxc reducible gLLAQaceedffjvptnxc toroidal gLLAQaceedffnvptnxc toroidal gLLAQbdcdeffhgskorn toroidal gLLAQbdcdeffhgwkorn SFS[D(5,2)(2,1)] gLLAQacddfefjcmdxkc toroidal gLLAQacddfefncmdxkc SFS[D(5,2)(2,1)] gLLAQaceedffbkttnxc reducible gLLAQaceedffjkttnxc reducible gLLAQaceedffnkttnxc reducible gLLAQadceeffbawhcmr reducible gLLAQacddfefjkmmxkc reducible gLLAQadceeffbiwhcmf SFS[D(2,1)(2,1)] gLLAQaceedffbvhdnxc reducible gLLMQbcddfefagrgbbr reducible gLLAQadceeffbxwhwxg SFS[D(2,1)(2,1)] gLLAQaceedffbcadjxf reducible gLLAQacddfefbcadxrg SFS[D(2,1)(2,1)] gLLAQacddfefbcttmrf SFS[D(2,1)(2,1)] gLLAQbdcdefftvofvsw SFS[D(2,1)(2,1)] gLLAQacddfefbgtlmrf SFS[D(2,1)(2,1)] gLLAQacddfefbrlimrf reducible gLLAQaceedffbceejef reducible gLLAQaceedffboiqjef reducible gLLMQbcefdefagtdcor reducible gLLAQaceedffbciijef reducible gLLMQbcddeffaokovkk reducible gLLAQacddfefboaaerc SFS[D(2,1)(2,1)] gLLMQbcddeffavrovgj reducible gLLAQbddceffdwjbovr reducible gLLAQbddceffdwjnovr toroidal gLLAQbddceffdwjjovr toroidal gLLAQbdcdeffdwrfovr toroidal gLLAQbdcdeffdwnfovr SFS[D(5,2)(2,1)] gLLAQacddeffjkaiwmf toroidal gLLAQacddeffnkaiwmf SFS[D(5,2)(2,1)] gLLAQbddceffevjnvsr SFS[D(5,2)(2,1)] gLLAQbddceffevjjvsr SFS[D(4,1)(2,1)] gLLAQbdcdeffevofvsr SFS[D(2,1)(2,1)] gLLAQacddeffjkamwmf SFS[D(5,2)(2,1)] gLLAQacddeffnkamwmf SFS[D(4,1)(2,1)] gLLMQbcedfefajqgenn SFS[D(4,1)(2,1)] gLLMQbcedfefajqgejn SFS[D(5,2)(2,1)] gLLMQbcedfefajhgern SFS[D(5,2)(2,1)] gLLMQbcedfefajhgenn SFS[D(4,1)(2,1)] gLLAQacddeffbkaawmf SFS[D(2,1)(2,1)] gLLAQadceeffbawdclb reducible gLLAQadceeffbawdcln reducible gLLAQadceeffbawdclj reducible gLLAQadceeffbawdcmr reducible gLLAQacddeffjkmmwec reducible gLLAQacddeffbsmmwec SFS[D(2,1)(2,1)] gLLAQacddeffbbmiwec SFS[D(2,1)(2,1)] gLLAQacddeffbrliwec reducible gLLAQadceeffbuwdwpf reducible gLLMQcbdfeefabjpdrg reducible gLLMQcbdfeefabjpdrj toroidal gLLMQcbdfeefabjpdrk toroidal gLLMQcbdfeefabjedrw toroidal gLLMQcbdfeefabjedrj SFS[D(5,2)(2,1)] gLLAQacddeffjkuuwec toroidal gLLAQacddeffnkuuwec SFS[D(5,2)(2,1)] gLLAQacddeffbsaewxg SFS[D(2,1)(2,1)] gLLMQbcedfefagegxnw SFS[D(5,2)(2,1)] gLLMQbcedfefagegxjw SFS[D(4,1)(2,1)] gLLMQbcedfefagxgxrw SFS[D(4,1)(2,1)] gLLMQbcedfefagxgxnw SFS[D(5,2)(2,1)] gLLMQbcedfefagmgxsw toroidal gLLMQbcedfefagmgxww toroidal gLLMQbcedfefagdgxnw toroidal gLLMQbcedfefagdgxjw SFS[D(5,2)(2,1)] gLLMQbcedfefagqgxsw SFS[D(5,2)(2,1)] gLLMQbcedfefagqgxww SFS[D(4,1)(2,1)] gLLAQacddeffjkppwxg SFS[D(5,2)(2,1)] gLLAQacddeffnkppwxg SFS[D(4,1)(2,1)] gLLAQacddeffjjuuwxg toroidal gLLAQacddeffnjuuwxg SFS[D(5,2)(2,1)] gLLMQbcedfefmougxgw reducible gLLMQbcddeffpbkoogk reducible gLLMQbcddeffporoojj reducible gLLAQbdcdeffhgofokr SFS[D(2,1)(2,1)] gLLAQadceeffbawictb reducible gLLAQacddeffbsxxseg reducible gLLAQbddcfefevjbbfk reducible gLLAQbddcfefevjnbfk SFS[D(3,1)(2,1)] gLLAQbddcfefevjjbfk SFS[D(3,1)(2,1)] gLLAQbdcdfefevrfbfk SFS[D(2,1)(2,1)] gLLAQacddeffjkamseg SFS[D(2,1)(2,1)] gLLAQadceeffbuwiwdb reducible gLLAQadceeffbuwiwdj toroidal gLLAQadceeffbuwiwdn toroidal gLLAQadceeffbuwiwmc SFS[D(2,1)(2,1)] gLLAQadceeffbuwiwmw toroidal gLLAQadceeffbuwiwmj SFS[D(2,1)(2,1)] gLLAQacddeffbkaiseg SFS[D(2,1)(2,1)] gLLAQacddeffjkaiseg toroidal gLLAQacddeffnkaiseg SFS[D(2,1)(2,1)] gLLMQbcedfefasqgevn reducible gLLMQbcedfefasqgewn SFS[D(3,1)(2,1)] gLLMQbcedfefasqgesn SFS[D(3,1)(2,1)] gLLMQbcedfefasxgenn SFS[D(2,1)(2,1)] gLLAQacddeffjkaaseg SFS[D(2,1)(2,1)] gLLAQacddeffbsaaseg SFS[D(2,1)(2,1)] gLLAQacddeffbstusxf SFS[D(2,1)(2,1)] gLLAQadceeffbawxbtc reducible gLLAQadceeffbawxbtw reducible gLLAQadceeffbawxbtj reducible gLLAQadceeffbawxbmf reducible gLLAQadceeffbawxbmk reducible gLLAQadceeffbawxbmr reducible gLLAQadceeffbawxbhj reducible gLLAQadceeffbawxbhn reducible gLLAQadceeffbawxbxc reducible gLLAQadceeffbawxbxw reducible gLLAQadceeffbawxbxj reducible gLLAQadceeffbawxbpk reducible gLLAQadceeffbawxbpr reducible gLLAQadceeffbawxblb reducible gLLAQadceeffbawxblj reducible gLLAQadceeffbawxbln reducible gLLAQacddeffjgttsxf reducible gLLAQacddeffngttsxf reducible gLLAQacddeffbkmmsxf reducible gLLAQacddeffjkmmsxf reducible gLLAQacddeffnkmmsxf reducible gLLAQacddeffbjhhsxf reducible gLLAQacddeffjjhhsxf reducible gLLAQacddeffnjhhsxf reducible gLLAQbdcdeffmsofvjr SFS[D(2,1)(2,1)] gLLAQacddeffbbaesmc reducible gLLAQadceeffbawdolc reducible gLLAQadceeffbawdoxf reducible gLLAQadceeffbawdoab reducible gLLAQacddeffbbeesmc reducible gLLAQacddeffbbdesmc reducible gLLAQbddcfefebbbnfw reducible gLLAQadceeffbuwdvpb reducible gLLMQbcddeffavggvow reducible gLLMQbcddeffavfgvow reducible gLLAQacddeffbcadjxf reducible gLLAQadceeffbawqbpb reducible gLLAQacddeffbcddjxf reducible gLLAQacddeffbcedjxf reducible gLLAQbddcfefefcbsfj reducible gLLAQadceeffbuwqoab reducible gLLMQbcddfefacbckbs reducible gLLMQbcddfefacfckbs reducible gLLAQacddeffbompjmc SFS[D(2,1)(2,1)] gLLAQadceeffbawpcxc reducible gLLAQadceeffbawpcpf reducible gLLAQadceeffbawpctc reducible gLLAQadceeffbawpchb reducible gLLAQacddeffbjhhjmc reducible gLLAQacddeffbgttjmc reducible gLLAQbdcdeffmrofvkk SFS[D(2,1)(2,1)] gLLAQbddcfefevobwfn reducible gLLAQadceeffbuwpwlb reducible gLLMQbcddeffasogvcn reducible gLLAQbdcdeffhkofogk SFS[D(2,1)(2,1)] gLLAQadceeffbawmomc reducible gLLAQadceeffbawmohf reducible gLLAQadceeffbawmodb reducible gLLAQacddeffboqqjeg reducible gLLAQadceeffbuwmvac SFS[D(2,1)(2,1)] gLLAQacddeffbgaljeg SFS[D(2,1)(2,1)] gLLAQacddeffboaajeg SFS[D(2,1)(2,1)] gLLAQadceeffbawushf SFS[D(2,1)(2,1)] gLLAQbdcdeffmrobvfr reducible gLLAQbdcdeffhkobocr reducible gLLAQadceeffbawhopb reducible gLLAQadceeffbiwhkdf SFS[D(2,1)(2,1)] gLLAQadceeffbuwhvlc reducible gLLMQbcddeffavcnvcn SFS[D(2,1)(2,1)] gLLMQbcddeffavkcvcn reducible gLLMQbcddeffavkjvcn SFS[D(3,1)(2,1)] gLLMQbcddeffavkwvcn SFS[D(3,1)(2,1)] gLLAQacddeffncaakxc SFS[D(2,1)(2,1)] gLLAQadceeffbxwhrhk SFS[D(5,2)(2,1)] gLLAQadceeffbxwhrhr SFS[D(4,1)(2,1)] gLLAQadceeffbxwhrqg SFS[D(2,1)(2,1)] gLLAQacddeffjkahkxc SFS[D(5,2)(2,1)] gLLAQacddeffnkahkxc SFS[D(4,1)(2,1)] gLLAQaceedffbvqmjec reducible gLLAQaceedffbvptjxc reducible gLLAQaceedffjvptjxc SFS[D(3,1)(2,1)] gLLAQaceedffnvptjxc SFS[D(3,1)(2,1)] gLLAQbdcdeffhgskorj SFS[D(2,1)(2,1)] gLLAQacddfefjcmdxrc SFS[D(2,1)(2,1)] gLLAQaceedffbkttjxc reducible gLLAQaceedffjkttjxc reducible gLLAQaceedffnkttjxc reducible gLLAQadceeffbashcmr reducible gLLAQacddfefjkmmxrc reducible gLLAQaceedffbvhdjxc reducible gLLAQaceedffbcadnxf reducible gLLAQaceedffbceenef reducible gLLAQaceedffboiqnef reducible gLLAQaceedffbciinef reducible gLLAQbddceffdwjbovk reducible gLLAQbddceffdwjnovk SFS[D(3,1)(2,1)] gLLAQbddceffdwjjovk SFS[D(3,1)(2,1)] gLLAQbdcdeffdwrfovk SFS[D(2,1)(2,1)] gLLAQacddeffjkaismf SFS[D(2,1)(2,1)] gLLAQadceeffbasdclb reducible gLLAQadceeffbasdcln reducible gLLAQadceeffbasdclj reducible gLLAQadceeffbasdcmr reducible gLLAQacddeffjkmmsec reducible gLLAQadceeffbusdwpf reducible gLLMQcbdfeefabjpdng reducible gLLMQcbdfeefabjpdnj SFS[D(3,1)(2,1)] gLLMQcbdfeefabjpdnk SFS[D(3,1)(2,1)] gLLMQcbdfeefabjednw SFS[D(2,1)(2,1)] gLLAQacddeffjkuusec SFS[D(2,1)(2,1)] gLLMQbcedfefagmgxss SFS[D(3,1)(2,1)] gLLMQbcedfefagmgxws SFS[D(3,1)(2,1)] gLLMQbcedfefagdgxns SFS[D(2,1)(2,1)] gLLAQacddeffjjuusxg SFS[D(2,1)(2,1)] gLLAQadceeffbusiwdb reducible gLLAQadceeffbusiwdj SFS[D(3,1)(2,1)] gLLAQadceeffbusiwdn SFS[D(3,1)(2,1)] gLLAQadceeffbusiwmw SFS[D(2,1)(2,1)] gLLAQacddeffjkaiweg SFS[D(2,1)(2,1)] gLLAQadceeffbasxbhj SFS[D(3,1)(2,1)] gLLAQadceeffbasxbhn SFS[D(3,1)(2,1)] gLLAQadceeffbasxbxw SFS[D(2,1)(2,1)] gLLAQacddeffjjhhwxf SFS[D(2,1)(2,1)] gLLAQadceeffbusdvpb reducible gLLAQadceeffbusqoab reducible gLLAQadceeffbuspwlb reducible gLLAQbdcdeffmrobvfn reducible gLLAQbdcdeffhkobocn reducible gLLAQadceeffbashopb reducible gLLAQadceeffbushvlc reducible gLLAQadcefffnawdppp reducible gLLAQadcefffnhwxhha toroidal gLLAQadcefffnhwxahh toroidal gLLAQadcefffnawxhhh reducible gLLAQadcefffnawxaha toroidal gLLAQadcefffnawqxxa toroidal gLLAQadcefffnhwqaah reducible gLLAQadcefffniwqaam toroidal gLLAQadcefffniwqaai reducible gLLAQadcefffnawqaua toroidal gLLAQadcefffnawqaai toroidal gLLAQadcefffnawqaam toroidal gLLAQadcefffnawqaqq SFS[D(5,1)(2,1)] gLLAQadcefffnawqtaa SFS[D(5,1)(3,1)] gLLAQadcefffnawqlaa SFS[D(5,4)(3,1)] gLLAQadcefffnawqhah toroidal gLLAQadcefffnawqapa toroidal gLLAQadcefffnmwqaai toroidal gLLAQadcefffnmwqaam toroidal gLLAQadcefffnewqaae SFS[A(5,1)] gLLAQadcefffnawpall SFS[D(5,1)(3,1)] gLLAQadcefffnawptll SFS[D(5,4)(3,1)] gLLAQadcefffnawplll reducible gLLAQadcefffnawmatt SFS[D(5,4)(3,1)] gLLAQadcefffnawmttt reducible gLLAQadcefffnawmltt SFS[D(5,1)(3,1)] gLLAQadcefffjarmppp reducible gLLAQadcefffjarqhhh reducible gLLAQadcefffjhrqahh toroidal gLLAQadcefffjarqaha toroidal gLLAQadcefffjhrqhha toroidal gLLAQaecdfffjaraaxa reducible gLLAQaecdfffjxraxxa SFS[D(5,4)(4,1)] gLLAQaecdfffjaraxxx SFS[D(5,1)(2,1)] gLLAQaecdfffjaruama reducible gLLAQadcefffjhrxaah reducible gLLAQadcefffjhrxhaa toroidal gLLAQadcefffjirxaai reducible gLLAQadcefffjirxaam SFS[D(5,4)(3,1)] gLLAQadcefffjirxaaa SFS[D(5,1)(3,1)] gLLAQadcefffjprxaup toroidal gLLAQadcefffjprxaap reducible gLLAQadcefffjprxapp toroidal gLLAQadcefffjurxaau toroidal gLLAQadcefffjurxapu toroidal gLLAQadcefffjurxauu toroidal gLLAQadcefffjarxapa toroidal gLLAQadcefffjarxaqq toroidal gLLAQadcefffjarxaua toroidal gLLAQadcefffjarxxxa SFS[D(5,1)(2,1)] gLLAQadcefffjarxaai SFS[D(5,4)(3,1)] gLLAQadcefffjarxaam SFS[D(5,1)(3,1)] gLLAQadcefffjarxtaa toroidal gLLAQadcefffjarxlaa toroidal gLLAQadcefffjarxhah toroidal gLLAQadcefffjxrxaax reducible gLLAQadcefffjxrxxaa SFS[D(5,1)(2,1)] gLLAQadcefffjmrxaai SFS[D(5,1)(3,1)] gLLAQadcefffjmrxaaa SFS[D(5,4)(3,1)] gLLAQadcefffjmrxaam toroidal gLLAQadcefffjerxaae toroidal gLLAQadcefffjardttt reducible gLLAQadcefffjardatt toroidal gLLAQadcefffjardltt toroidal gLLAQadcefffjaritll toroidal gLLAQadcefffjariall toroidal gLLAQadcefffjarilll reducible gLLAQadcefffjaraxxx reducible gLLAQadcefffjxraxxa SFS[D(5,1)(4,1)] gLLAQadcefffjaraaxa SFS[D(5,1)(2,1)] gLLAQadcefffjartmmm reducible gLLAQadecfffnaxjaxa SFS[D(3,1)(2,1)] gLLAQadecfffnaxjxxx reducible gLLAQadecfffnxxjxxa SFS[D(4,1)(3,1)] gLLAQadecfffnxxjaaa SFS[D(3,1)(2,1)] gLLAQadecfffnaijmmm reducible gLLAQadecfffnaujppp reducible gLLAQadecfffnhhjhha toroidal gLLAQadecfffnahjaha toroidal gLLAQadecfffnahjhhh reducible gLLAQadecfffjhanaah reducible gLLAQadecfffjaanhah toroidal gLLAQadecfffjianaai reducible gLLAQadecfffjmanaai SFS[D(3,1)(3,2)] gLLAQadecfffjaanaai SFS[D(3,1)(3,1)] gLLAQadecfffjuanapu toroidal gLLAQadecfffjpanaap reducible gLLAQadecfffjaanaua toroidal gLLAQadecfffjuanaau toroidal gLLAQadecfffjpanaup toroidal gLLAQadecfffjaanapa toroidal gLLAQadecfffjuanauu toroidal gLLAQadecfffjaanaqq SFS[D(3,1)(2,1)] gLLAQadecfffjpanapp toroidal gLLAQadecfffjxanxaa SFS[D(3,1)(2,1)] gLLAQadecfffjianaaa SFS[D(3,1)(3,2)] gLLAQadecfffjmanaaa SFS[D(3,1)(3,1)] gLLAQadecfffjaanlaa SFS[D(3,1)(3,2)] gLLAQadecfffjaantaa SFS[D(3,1)(3,1)] gLLAQadecfffjhanhaa toroidal gLLAQadecfffjxanaax reducible gLLAQadecfffjaanxxa SFS[D(3,1)(2,1)] gLLAQadecfffjianaam SFS[D(3,1)(3,1)] gLLAQadecfffjaanaam SFS[D(3,1)(3,2)] gLLAQadecfffjmanaam toroidal gLLAQadecfffjeanaae SFS[A(3,1)] gLLAQadecfffjatnlll reducible gLLAQadecfffjatnall SFS[D(3,1)(3,1)] gLLAQadecfffjatntll SFS[D(3,1)(3,2)] gLLAQadecfffjalnltt SFS[D(3,1)(3,1)] gLLAQadecfffjalnatt SFS[D(3,1)(3,2)] gLLAQadecfffjalnttt reducible gLLAQadecfffnaxnaxa toroidal gLLAQadecfffnaxnxxx reducible gLLAQadecfffnxxnxxa toroidal gLLAQadecfffnxxnaaa toroidal gLLAQadecfffnainmmm reducible gLLAQadecfffjaujppp reducible gLLAQadecfffjhhjhha toroidal gLLAQadecfffjahjaha toroidal gLLAQadecfffjahjhhh reducible gLLAQadecfffjhhjahh toroidal gLLAQadecfffnhanaah reducible gLLAQadecfffnaanhah toroidal gLLAQadecfffnianaai reducible gLLAQadecfffnianaam toroidal gLLAQadecfffnaanaai toroidal gLLAQadecfffnpanaup toroidal gLLAQadecfffnpanaap reducible gLLAQadecfffnaanaua toroidal gLLAQadecfffnuanaau toroidal gLLAQadecfffnaanapa toroidal gLLAQadecfffnaanaqq reducible gLLAQadecfffnaanlaa reducible gLLAQadecfffnxanaax reducible gLLAQadecfffnaanxxa toroidal gLLAQadecfffnaanaam toroidal gLLAQadecfffnmanaam toroidal gLLAQadecfffneanaae reducible gLLAQadecfffnalnltt reducible gLLAQadecfffnalnatt reducible gLLAQadecfffnalnttt reducible gLLAQaedcfffjaanxxa SFS[D(3,1)(2,1)] gLLAQaedcfffjqanqaa reducible gLLAQaedcfffjmaniaa SFS[D(3,1)(3,2)] gLLAQaedcfffjlanlaa reducible gLLAQaedcfffjaanlll SFS[D(3,1)(3,1)] gLLAQaedcfffjaanmaa SFS[D(3,1)(3,2)] gLLAQaedcfffjaaniaa SFS[D(3,1)(3,1)] gLLAQaedcfffjaanahh toroidal gLLAQaedcfffjaanaau toroidal gLLAQaedcfffjaanaap toroidal gLLAQaedcfffjaanqaq SFS[D(3,1)(2,1)] gLLAQaedcfffjaanttt SFS[D(3,1)(3,2)] gLLAQaedcfffjianmaa SFS[D(3,1)(3,1)] gLLAQaedcfffjianiaa toroidal gLLAQaedcfffjdandaa toroidal gLLAQaedcfffjaunauu toroidal gLLAQaedcfffjaunaup toroidal gLLAQaedcfffjaunaua reducible gLLAQaedcfffjapnapp toroidal gLLAQaedcfffjapnapa reducible gLLAQaedcfffjapnapu toroidal gLLAQaedcfffjaajqaq toroidal gLLAQaedcfffjqajqaa reducible gLLAQaedcfffjiajmaa reducible gLLAQaedcfffjmajmaa reducible gLLAQaedcfffjaajmaa reducible gLLAQaedcfffjlajlaa reducible gLLAQaedcfffjlajtll toroidal gLLAQaedcfffjaajlll toroidal gLLAQaedcfffjtajtaa toroidal gLLAQaedcfffjaajahh toroidal gLLAQaedcfffjaajttt toroidal gLLAQaedcfffjaajaap toroidal gLLAQaedcfffjaajxxa reducible gLLAQaedcfffjxajxaa reducible gLLAQaedcfffjaajiaa reducible gLLAQaedcfffjiajiaa reducible gLLAQaedcfffjdajdaa toroidal gLLAQaedcfffjapjapp toroidal gLLAQaedcfffjapjapa reducible gLLAQaedcfffjapjapu toroidal gLLAQadecfffjainmmm reducible gLLAQadecfffjaxnxxx reducible gLLAQadecfffjaxnaxa SFS[D(3,1)(2,1)] gLLAQadecfffjxxnaaa SFS[D(3,1)(2,1)] gLLAQadecfffjxxnxxa SFS[D(4,3)(3,1)] gLLAQadecfffjaunppp reducible gLLAQadecfffjhhnhha toroidal gLLAQadecfffjahnaha toroidal gLLAQadecfffjahnhhh reducible gLLAQadecfffjaijmmm reducible gLLAQadecfffjaxjxxx reducible gLLAQadecfffjaxjaxa reducible gLLAQadecfffjxxjaaa reducible gLLAQadecfffjxxjxxa reducible gLLAQadecfffjhajaah reducible gLLAQadecfffjaajhah toroidal gLLAQadecfffjiajaai reducible gLLAQadecfffjiajaam reducible gLLAQadecfffjaajaai reducible gLLAQadecfffjpajaup toroidal gLLAQadecfffjpajaap reducible gLLAQadecfffjaajaua toroidal gLLAQadecfffjuajaau toroidal gLLAQadecfffjaajapa toroidal gLLAQadecfffjaajaqq toroidal gLLAQadecfffjaajlaa toroidal gLLAQadecfffjxajaax reducible gLLAQadecfffjaajxxa reducible gLLAQadecfffjaajaam reducible gLLAQadecfffjmajaam reducible gLLAQadecfffjeajaae toroidal gLLAQadecfffjaljltt toroidal gLLAQadecfffjaljatt toroidal gLLAQadecfffjaljttt reducible gLLAQadcefffnhrxaah reducible gLLAQadcefffnhrxhaa toroidal gLLAQadcefffnirxaai reducible gLLAQadcefffnirxaam SFS[D(7,5)(3,1)] gLLAQadcefffnirxaaa SFS[D(7,2)(3,1)] gLLAQadcefffnprxaup toroidal gLLAQadcefffnprxaap reducible gLLAQadcefffnprxapp toroidal gLLAQadcefffnurxaau toroidal gLLAQadcefffnurxapu toroidal gLLAQadcefffnurxauu toroidal gLLAQadcefffnarxapa toroidal gLLAQadcefffnarxaqq SFS[D(7,3)(2,1)] gLLAQadcefffnarxaua toroidal gLLAQadcefffnarxxxa SFS[D(7,2)(2,1)] gLLAQadcefffnarxaai SFS[D(7,5)(3,1)] gLLAQadcefffnarxaam SFS[D(7,2)(3,1)] gLLAQadcefffnarxtaa SFS[D(7,3)(3,1)] gLLAQadcefffnarxlaa SFS[D(7,4)(3,1)] gLLAQadcefffnarxhah toroidal gLLAQadcefffnxrxaax reducible gLLAQadcefffnxrxxaa SFS[D(7,2)(2,1)] gLLAQadcefffnmrxaai SFS[D(7,2)(3,1)] gLLAQadcefffnmrxaaa SFS[D(7,5)(3,1)] gLLAQadcefffnmrxaam toroidal gLLAQadcefffnerxaae SFS[A(7,3)] gLLAQadcefffnardttt reducible gLLAQadcefffnardatt SFS[D(7,4)(3,1)] gLLAQadcefffnardltt SFS[D(7,3)(3,1)] gLLAQadcefffnaritll SFS[D(7,4)(3,1)] gLLAQadcefffnariall SFS[D(7,3)(3,1)] gLLAQadcefffnarilll reducible gLLAQadcefffnashaxa toroidal gLLAQadcefffnhrqhha toroidal gLLAQadcefffnarqaha toroidal gLLAQadcefffnarqhhh reducible gLLAQadcefffnarmppp reducible gLLAQadcefffjxnaaaa SFS[D(7,2)(2,1)] gLLAQadcefffjanaxxx reducible gLLAQadcefffjxnaxxa SFS[D(7,2)(4,1)] gLLAQadcefffjanaaxa SFS[D(7,2)(2,1)] gLLAQadcefffjantmmm reducible gLLAQadcefffnhnxaah reducible gLLAQadcefffnhnxhaa SFS[D(8,3)(2,1)] gLLAQadcefffninxaai reducible gLLAQadcefffninxaam toroidal gLLAQadcefffninxaaa toroidal gLLAQadcefffnpnxaup SFS[D(8,3)(3,1)] gLLAQadcefffnpnxaap reducible gLLAQadcefffnpnxapp SFS[D(8,3)(3,1)] gLLAQadcefffnunxaau toroidal gLLAQadcefffnunxapu SFS[D(8,3)(3,1)] gLLAQadcefffnunxauu SFS[D(8,3)(3,1)] gLLAQadcefffnanxapa SFS[D(8,3)(3,1)] gLLAQadcefffnanxaqq SFS[D(8,3)(2,1)] gLLAQadcefffnanxaua SFS[D(8,3)(3,1)] gLLAQadcefffnanxxxa toroidal gLLAQadcefffnanxaai toroidal gLLAQadcefffnanxaam toroidal gLLAQadcefffnanxtaa SFS[D(8,3)(3,1)] gLLAQadcefffnanxlaa SFS[D(8,3)(3,1)] gLLAQadcefffnanxhah SFS[D(8,3)(2,1)] gLLAQadcefffnxnxaax reducible gLLAQadcefffnxnxxaa toroidal gLLAQadcefffnmnxaai toroidal gLLAQadcefffnmnxaaa toroidal gLLAQadcefffnmnxaam toroidal gLLAQadcefffnenxaae SFS[A(8,3)] gLLAQadcefffnandttt reducible gLLAQadcefffnandatt SFS[D(8,3)(3,1)] gLLAQadcefffnandltt SFS[D(8,3)(3,1)] gLLAQadcefffnanitll SFS[D(8,3)(3,1)] gLLAQadcefffnaniall SFS[D(8,3)(3,1)] gLLAQadcefffnanilll reducible gLLAQadcefffjashaxa SFS[D(8,3)(2,1)] gLLAQadcefffjxshxxa SFS[D(8,3)(4,1)] gLLAQadcefffjxshaaa SFS[D(8,3)(2,1)] gLLAQadcefffjashxxx reducible gLLAQadcefffjasemmm reducible gLLAQadcefffnanaxxx reducible gLLAQadcefffnxnaxxa toroidal gLLAQadcefffnanaaxa toroidal gLLAQadcefffnantmmm reducible gLLAQaecdfffjanaxxx SFS[D(7,2)(2,1)] gLLAQaecdfffjqwaqqa SFS[D(7,5)(4,1)] gLLAQaecdfffjawaqqq SFS[D(7,2)(2,1)] gLLAQaecdfffjanaaxa reducible gLLAQaecdfffjanuama reducible gLLAQadcefffnasdppp reducible gLLAQadcefffnasxhhh reducible gLLAQadcefffnhsxahh SFS[D(7,3)(2,1)] gLLAQadcefffnasxaha SFS[D(7,3)(2,1)] gLLAQadcefffnhsxhha SFS[D(7,4)(4,1)] gLLAQadcefffjanxxxa SFS[D(7,2)(2,1)] gLLAQadcefffjxnxaax reducible gLLAQadcefffjunxapu SFS[D(7,3)(3,1)] gLLAQadcefffjpnxaap reducible gLLAQadcefffjanxaua SFS[D(7,4)(3,1)] gLLAQadcefffjinxaai reducible gLLAQadcefffjmnxaai SFS[D(7,2)(3,1)] gLLAQadcefffjanxaai SFS[D(7,5)(3,1)] gLLAQadcefffjinxaam SFS[D(7,5)(3,1)] gLLAQadcefffjmnxaam toroidal gLLAQadcefffjanxaam SFS[D(7,2)(3,1)] gLLAQadcefffjunxauu SFS[D(7,4)(3,1)] gLLAQadcefffjanxaqq toroidal gLLAQadcefffjpnxapp SFS[D(7,3)(3,1)] gLLAQadcefffjxnxxaa SFS[D(7,2)(2,1)] gLLAQadcefffjinxaaa SFS[D(7,2)(3,1)] gLLAQadcefffjmnxaaa SFS[D(7,5)(3,1)] gLLAQadcefffjanxtaa toroidal gLLAQadcefffjanxlaa toroidal gLLAQadcefffjhnxhaa SFS[D(7,3)(2,1)] gLLAQadcefffjanxhah SFS[D(7,3)(2,1)] gLLAQadcefffjhnxaah reducible gLLAQadcefffjanxapa SFS[D(7,3)(3,1)] gLLAQadcefffjpnxaup SFS[D(7,4)(3,1)] gLLAQadcefffjunxaau toroidal gLLAQadcefffjenxaae toroidal gLLAQadcefffjaniall toroidal gLLAQadcefffjanitll toroidal gLLAQadcefffjanilll reducible gLLAQadcefffjandatt toroidal gLLAQadcefffjandttt reducible gLLAQadcefffjandltt toroidal gLLAQaecdfffjasaqqq toroidal gLLAQaecdfffjqsaqqa toroidal gLLAQaecdfffjasaaqa reducible gLLAQaecdfffjaspata reducible gLLAQadcefffjawdppp reducible gLLAQadcefffjhwxhha toroidal gLLAQadcefffjhwxahh toroidal gLLAQadcefffjawxhhh reducible gLLAQadcefffjawxaha toroidal gLLAQadcefffjhwqhaa toroidal gLLAQadcefffjhwqaah reducible gLLAQadcefffjiwqaam SFS[D(7,4)(3,1)] gLLAQadcefffjiwqaai reducible gLLAQadcefffjiwqaaa SFS[D(7,3)(3,1)] gLLAQadcefffjpwqaap reducible gLLAQadcefffjpwqaup toroidal gLLAQadcefffjpwqapp toroidal gLLAQadcefffjuwqapu toroidal gLLAQadcefffjuwqaau toroidal gLLAQadcefffjuwqauu toroidal gLLAQadcefffjawqaam SFS[D(7,3)(3,1)] gLLAQadcefffjawqaqq SFS[D(7,2)(2,1)] gLLAQadcefffjawqaai SFS[D(7,4)(3,1)] gLLAQadcefffjawqhah toroidal gLLAQadcefffjawqaua toroidal gLLAQadcefffjawqapa toroidal gLLAQadcefffjawqtaa SFS[D(7,2)(3,1)] gLLAQadcefffjawqlaa SFS[D(7,5)(3,1)] gLLAQadcefffjawqxxa SFS[D(7,3)(2,1)] gLLAQadcefffjxwqxaa SFS[D(7,3)(2,1)] gLLAQadcefffjxwqaax reducible gLLAQadcefffjmwqaaa SFS[D(7,4)(3,1)] gLLAQadcefffjmwqaai SFS[D(7,3)(3,1)] gLLAQadcefffjmwqaam toroidal gLLAQadcefffjewqaae SFS[A(7,2)] gLLAQadcefffjawpall SFS[D(7,2)(3,1)] gLLAQadcefffjawptll SFS[D(7,5)(3,1)] gLLAQadcefffjawplll reducible gLLAQadcefffjawmatt SFS[D(7,5)(3,1)] gLLAQadcefffjawmttt reducible gLLAQadcefffjawmltt SFS[D(7,2)(3,1)] gLLAQadcefffjanmppp reducible gLLAQadcefffjanqhhh reducible gLLAQadcefffjawhaxa SFS[D(7,3)(2,1)] gLLAQadcefffjanqaha SFS[D(7,3)(2,1)] gLLAQadcefffjhnqhha SFS[D(7,3)(4,1)] gLLAQadcefffjasdppp reducible gLLAQadcefffjhsxhha SFS[D(8,5)(4,1)] gLLAQadcefffjhsxahh SFS[D(8,3)(2,1)] gLLAQadcefffjasxhhh reducible gLLAQadcefffjasxaha SFS[D(8,3)(2,1)] gLLAQadcefffjasqxxa SFS[D(8,3)(2,1)] gLLAQadcefffjhsqaah reducible gLLAQadcefffjisqaam SFS[D(8,3)(3,1)] gLLAQadcefffjisqaai reducible gLLAQadcefffjasqaua SFS[D(8,3)(3,1)] gLLAQadcefffjasqaai SFS[D(8,3)(3,1)] gLLAQadcefffjasqaam SFS[D(8,3)(3,1)] gLLAQadcefffjasqaqq toroidal gLLAQadcefffjasqtaa toroidal gLLAQadcefffjasqlaa toroidal gLLAQadcefffjasqhah SFS[D(8,3)(2,1)] gLLAQadcefffjasqapa SFS[D(8,3)(3,1)] gLLAQadcefffjmsqaai SFS[D(8,3)(3,1)] gLLAQadcefffjmsqaam toroidal gLLAQadcefffjesqaae toroidal gLLAQadcefffjaspall toroidal gLLAQadcefffjasptll toroidal gLLAQadcefffjasplll reducible gLLAQadcefffjasmatt toroidal gLLAQadcefffjasmttt reducible gLLAQadcefffjasmltt toroidal gLLAQadecfffbldjatt SFS[D(3,1)(2,1)] gLLAQadecfffbldjial toroidal gLLAQadecfffbldjmal toroidal gLLAQadecfffbadjalt SFS[D(3,1)(2,1)] gLLAQadecfffbixjata SFS[D(3,1)(2,1)] gLLAQadecfffbuxjapp reducible gLLAQadecfffbaxjxud SFS[D(3,1)(3,1)] gLLAQadecfffbaxjxui toroidal gLLAQadecfffbaxjaxa SFS[D(3,1)(2,1)] gLLAQadecfffbaxjxux SFS[D(3,1)(3,2)] gLLAQadecfffbaxjxtx SFS[D(3,1)(3,1)] gLLAQadecfffbaxjxxx reducible gLLAQadecfffbaxjaup reducible gLLAQadecfffbxxjadp reducible gLLAQadecfffbxxjxta toroidal gLLAQadecfffbxxjxua SFS[D(5,2)(3,1)] gLLAQadecfffbxxjxxa SFS[D(4,3)(3,1)] gLLAQadecfffbxxjaaa SFS[D(3,1)(2,1)] gLLAQadecfffbxxjxup toroidal gLLAQadecfffbaijmuu reducible gLLAQadecfffbaijmmm reducible gLLAQadecfffbaejaed SFS[A(3,1)] gLLAQadecfffbeejadd SFS[A(3,1)] gLLAQadecfffbaujppp reducible gLLAQadecfffbhhjhha reducible gLLAQadecfffbhhjahh reducible gLLAQadecfffbahjhhh reducible gLLAQadecfffbahjaha reducible gLLAQadecfffbxhjxud SFS[D(3,1)(3,2)] gLLAQadecfffbhajaah reducible gLLAQadecfffbhajhaa reducible gLLAQadecfffbiajaai reducible gLLAQadecfffbiajaam SFS[D(3,1)(3,1)] gLLAQadecfffbiajaaa SFS[D(3,1)(3,2)] gLLAQadecfffbpajaup reducible gLLAQadecfffbpajaap reducible gLLAQadecfffbpajapp reducible gLLAQadecfffbuajaau reducible gLLAQadecfffbuajapu reducible gLLAQadecfffbuajauu reducible gLLAQadecfffbaajapa reducible gLLAQadecfffbaajaqq SFS[D(3,1)(2,1)] gLLAQadecfffbaajaua reducible gLLAQadecfffbaajxxa SFS[D(3,1)(2,1)] gLLAQadecfffbaajaai SFS[D(3,1)(3,1)] gLLAQadecfffbaajaam SFS[D(3,1)(3,2)] gLLAQadecfffbaajtaa SFS[D(3,1)(3,1)] gLLAQadecfffbaajlaa SFS[D(3,1)(3,2)] gLLAQadecfffbaajhah reducible gLLAQadecfffbxajaax reducible gLLAQadecfffbxajxaa SFS[D(3,1)(2,1)] gLLAQadecfffbmajaai SFS[D(3,1)(3,2)] gLLAQadecfffbmajaaa SFS[D(3,1)(3,1)] gLLAQadecfffbmajaam toroidal gLLAQadecfffbeajaae SFS[A(3,1)] gLLAQadecfffbiljatt SFS[D(3,1)(3,1)] gLLAQadecfffbaljdqq SFS[D(3,1)(2,1)] gLLAQadecfffbaljdqd SFS[D(3,1)(2,1)] gLLAQadecfffbaljtut SFS[D(3,1)(3,1)] gLLAQadecfffbaljaut reducible gLLAQadecfffbaljlut SFS[D(3,1)(3,2)] gLLAQadecfffbaljtxt SFS[D(3,1)(3,2)] gLLAQadecfffbaljaxt SFS[D(3,1)(3,1)] gLLAQadecfffbaljlxt toroidal gLLAQadecfffbaljttt reducible gLLAQadecfffbaljatt SFS[D(3,1)(3,2)] gLLAQadecfffbaljltt SFS[D(3,1)(3,1)] gLLAQadecfffbaljaim SFS[D(3,1)(2,1)] gLLAQadecfffbaljeuh SFS[D(3,1)(2,1)] gLLAQadecfffbaljdqt toroidal gLLAQadecfffbmljatt reducible gLLAQadecfffbmljaii SFS[D(3,1)(2,1)] gLLAQadecfffbitjtll SFS[D(3,1)(3,1)] gLLAQadecfffbitjall toroidal gLLAQadecfffbitjlll SFS[D(3,1)(3,2)] gLLAQadecfffbptjmaa SFS[D(3,1)(2,1)] gLLAQadecfffbutjapp reducible gLLAQadecfffbutjdxx reducible gLLAQadecfffbutjell reducible gLLAQadecfffbatjluu SFS[D(3,1)(2,1)] gLLAQadecfffbatjaup reducible gLLAQadecfffbatjalq SFS[D(3,1)(3,2)] gLLAQadecfffbatjale toroidal gLLAQadecfffbatjtll SFS[D(3,1)(3,2)] gLLAQadecfffbatjall SFS[D(3,1)(3,1)] gLLAQadecfffbatjlll reducible gLLAQadecfffbmtjtll reducible gLLAQadecfffbmtjall SFS[D(3,1)(3,2)] gLLAQadecfffbmtjlll SFS[D(3,1)(3,1)] gLLAQadecfffbldnatt SFS[D(3,1)(2,1)] gLLAQadecfffbldnial toroidal gLLAQadecfffbldnmal toroidal gLLAQadecfffbadnalt SFS[D(3,1)(2,1)] gLLAQadecfffbixnata SFS[D(3,1)(2,1)] gLLAQadecfffbuxnapp reducible gLLAQadecfffbaxnxud SFS[D(3,1)(3,2)] gLLAQadecfffbaxnxui toroidal gLLAQadecfffbaxnaxa SFS[D(3,1)(2,1)] gLLAQadecfffbaxnxux SFS[D(3,1)(3,1)] gLLAQadecfffbaxnxtx SFS[D(3,1)(3,2)] gLLAQadecfffbaxnxxx reducible gLLAQadecfffbaxnaup reducible gLLAQadecfffbxxnadp reducible gLLAQadecfffbxxnxta toroidal gLLAQadecfffbxxnxua SFS[D(5,3)(3,1)] gLLAQadecfffbxxnxxa SFS[D(4,1)(3,1)] gLLAQadecfffbxxnaaa SFS[D(3,1)(2,1)] gLLAQadecfffbxxnxup toroidal gLLAQadecfffbainmuu reducible gLLAQadecfffbainmmm reducible gLLAQadecfffbaenaed SFS[A(3,1)] gLLAQadecfffbeenadd SFS[A(3,1)] gLLAQadecfffbaunppp reducible gLLAQadecfffbhhnhha reducible gLLAQadecfffbhhnahh reducible gLLAQadecfffbahnhhh reducible gLLAQadecfffbahnaha reducible gLLAQadecfffbxhnxud SFS[D(3,1)(3,1)] gLLAQadecfffbhanaah reducible gLLAQadecfffbhanhaa reducible gLLAQadecfffbianaai reducible gLLAQadecfffbianaam SFS[D(3,1)(3,2)] gLLAQadecfffbianaaa SFS[D(3,1)(3,1)] gLLAQadecfffbpanaup reducible gLLAQadecfffbpanaap reducible gLLAQadecfffbpanapp reducible gLLAQadecfffbuanaau reducible gLLAQadecfffbuanapu reducible gLLAQadecfffbuanauu reducible gLLAQadecfffbaanapa reducible gLLAQadecfffbaanaqq SFS[D(3,1)(2,1)] gLLAQadecfffbaanaua reducible gLLAQadecfffbaanxxa SFS[D(3,1)(2,1)] gLLAQadecfffbaanaai SFS[D(3,1)(3,2)] gLLAQadecfffbaanaam SFS[D(3,1)(3,1)] gLLAQadecfffbaantaa SFS[D(3,1)(3,2)] gLLAQadecfffbaanlaa SFS[D(3,1)(3,1)] gLLAQadecfffbaanhah reducible gLLAQadecfffbxanaax reducible gLLAQadecfffbxanxaa SFS[D(3,1)(2,1)] gLLAQadecfffbmanaai SFS[D(3,1)(3,1)] gLLAQadecfffbmanaaa SFS[D(3,1)(3,2)] gLLAQadecfffbmanaam toroidal gLLAQadecfffbeanaae SFS[A(3,1)] gLLAQadecfffbilnatt SFS[D(3,1)(3,2)] gLLAQadecfffbalndqq SFS[D(3,1)(2,1)] gLLAQadecfffbalndqd SFS[D(3,1)(2,1)] gLLAQadecfffbalntut SFS[D(3,1)(3,2)] gLLAQadecfffbalnaut reducible gLLAQadecfffbalnlut SFS[D(3,1)(3,1)] gLLAQadecfffbalntxt SFS[D(3,1)(3,1)] gLLAQadecfffbalnaxt SFS[D(3,1)(3,2)] gLLAQadecfffbalnlxt toroidal gLLAQadecfffbalnttt reducible gLLAQadecfffbalnatt SFS[D(3,1)(3,1)] gLLAQadecfffbalnltt SFS[D(3,1)(3,2)] gLLAQadecfffbalnaim SFS[D(3,1)(2,1)] gLLAQadecfffbalneuh SFS[D(3,1)(2,1)] gLLAQadecfffbalndqt toroidal gLLAQadecfffbmlnatt reducible gLLAQadecfffbmlnaii SFS[D(3,1)(2,1)] gLLAQadecfffbitntll SFS[D(3,1)(3,2)] gLLAQadecfffbitnall toroidal gLLAQadecfffbitnlll SFS[D(3,1)(3,1)] gLLAQadecfffbptnmaa SFS[D(3,1)(2,1)] gLLAQadecfffbutnapp reducible gLLAQadecfffbutndxx reducible gLLAQadecfffbutnell reducible gLLAQadecfffbatnluu SFS[D(3,1)(2,1)] gLLAQadecfffbatnaup reducible gLLAQadecfffbatnalq SFS[D(3,1)(3,1)] gLLAQadecfffbatnale toroidal gLLAQadecfffbatntll SFS[D(3,1)(3,1)] gLLAQadecfffbatnall SFS[D(3,1)(3,2)] gLLAQadecfffbatnlll reducible gLLAQadecfffbmtntll reducible gLLAQadecfffbmtnall SFS[D(3,1)(3,1)] gLLAQadecfffbmtnlll SFS[D(3,1)(3,2)] gLLAQaedcfffbpajqll SFS[D(3,1)(3,1)] gLLAQaedcfffbpajdll toroidal gLLAQaedcfffbpajtll SFS[D(3,1)(3,2)] gLLAQaedcfffbpajapl reducible gLLAQaedcfffbpajapx reducible gLLAQaedcfffbpajiax reducible gLLAQaedcfffbpajpua reducible gLLAQaedcfffbpajppa reducible gLLAQaedcfffbpajxaa SFS[D(3,1)(3,2)] gLLAQaedcfffbpajlaa SFS[D(3,1)(3,1)] gLLAQaedcfffbpajpqq SFS[A(3,1)] gLLAQaedcfffbpajxet SFS[D(3,1)(2,1)] gLLAQaedcfffbpajmtt SFS[D(3,1)(3,2)] gLLAQaedcfffbpajitt SFS[D(3,1)(3,1)] gLLAQaedcfffbpajatt reducible gLLAQaedcfffbpajqti SFS[D(3,1)(2,1)] gLLAQaedcfffbpajtha reducible gLLAQaedcfffbpajdmm reducible gLLAQaedcfffbqanill toroidal gLLAQaedcfffbqanllm SFS[D(7,4)(3,1)] gLLAQaedcfffbqanaaq SFS[D(3,1)(2,1)] gLLAQaedcfffbqanttp toroidal gLLAQaedcfffbqanptt SFS[D(3,1)(3,1)] gLLAQaedcfffbqanqaa reducible gLLAQaedcfffbqanmll SFS[D(3,1)(3,2)] gLLAQaedcfffbqanplm toroidal gLLAQaedcfffbqanall SFS[D(3,1)(3,1)] gLLAQaedcfffbqanxlm SFS[D(5,1)(3,1)] gLLAQaedcfffblajtll SFS[D(3,1)(3,1)] gLLAQaedcfffblajmax SFS[D(8,3)(3,1)] gLLAQaedcfffblajiax toroidal gLLAQaedcfffblajpaa SFS[D(3,1)(3,2)] gLLAQaedcfffblajxaa SFS[D(3,1)(3,1)] gLLAQaedcfffblajlaa reducible gLLAQaedcfffblajpld toroidal gLLAQaedcfffblajatt SFS[D(3,1)(3,2)] gLLAQaedcfffblajqti SFS[D(7,2)(3,1)] gLLAQaedcfffblanxaa SFS[D(3,1)(3,2)] gLLAQaedcfffblanpaa SFS[D(3,1)(3,1)] gLLAQaedcfffblanpld toroidal gLLAQaedcfffblanmax SFS[D(8,3)(3,1)] gLLAQaedcfffblanqti SFS[D(7,5)(3,1)] gLLAQaedcfffblanlaa reducible gLLAQaedcfffblantll SFS[D(3,1)(3,2)] gLLAQaedcfffblanatt SFS[D(3,1)(3,1)] gLLAQaedcfffblaniax toroidal gLLAQaedcfffbiajqtt reducible gLLAQaedcfffbiajait SFS[D(3,1)(2,1)] gLLAQaedcfffbiajpll SFS[D(3,1)(3,2)] gLLAQaedcfffbiajpxa toroidal gLLAQaedcfffbiajlxa SFS[D(7,3)(3,1)] gLLAQaedcfffbiajxxa SFS[D(5,4)(3,1)] gLLAQaedcfffbiajmaa SFS[D(3,1)(3,1)] gLLAQaedcfffbiajiaa toroidal gLLAQaedcfffbiajaaa SFS[D(3,1)(3,2)] gLLAQaedcfffbiajtdl toroidal gLLAQaedcfffbaajqtt SFS[D(3,1)(3,1)] gLLAQaedcfffbaajdtt reducible gLLAQaedcfffbaajttt SFS[D(3,1)(3,2)] gLLAQaedcfffbaajahh reducible gLLAQaedcfffbaajilm reducible gLLAQaedcfffbaajpll toroidal gLLAQaedcfffbaajxll SFS[D(3,1)(3,2)] gLLAQaedcfffbaajlll SFS[D(3,1)(3,1)] gLLAQaedcfffbaajptu SFS[D(3,1)(2,1)] gLLAQaedcfffbaajpxu SFS[D(3,1)(2,1)] gLLAQaedcfffbaajxxa SFS[D(3,1)(2,1)] gLLAQaedcfffbaajmaa SFS[D(3,1)(3,2)] gLLAQaedcfffbaajiaa SFS[D(3,1)(3,1)] gLLAQaedcfffbaajaap reducible gLLAQaedcfffbaajaau reducible gLLAQaedcfffbaajqaq SFS[D(3,1)(2,1)] gLLAQaedcfffbaajtdl reducible gLLAQaedcfffbaajdee SFS[A(3,1)] gLLAQaedcfffbqajttp toroidal gLLAQaedcfffbqajmll SFS[D(3,1)(3,1)] gLLAQaedcfffbqajall SFS[D(3,1)(3,2)] gLLAQaedcfffbqajill toroidal gLLAQaedcfffbqajplm toroidal gLLAQaedcfffbqajxlm SFS[D(5,4)(3,1)] gLLAQaedcfffbqajllm SFS[D(7,3)(3,1)] gLLAQaedcfffbqajptt SFS[D(3,1)(3,2)] gLLAQaedcfffbqajaaq SFS[D(3,1)(2,1)] gLLAQaedcfffbqajqaa reducible gLLAQaedcfffbianxxa SFS[D(5,1)(3,1)] gLLAQaedcfffbianaaa SFS[D(3,1)(3,1)] gLLAQaedcfffbianpxa toroidal gLLAQaedcfffbianpll SFS[D(3,1)(3,1)] gLLAQaedcfffbianmaa SFS[D(3,1)(3,2)] gLLAQaedcfffbianqtt reducible gLLAQaedcfffbianlxa SFS[D(7,4)(3,1)] gLLAQaedcfffbiantdl toroidal gLLAQaedcfffbianait SFS[D(3,1)(2,1)] gLLAQaedcfffbianiaa toroidal gLLAQaedcfffbdajdxx reducible gLLAQaedcfffbdajall toroidal gLLAQaedcfffbdajpii reducible gLLAQaedcfffbdajptt reducible gLLAQaedcfffbdajadd SFS[A(3,1)] gLLAQaedcfffbdajdaa reducible gLLAQaedcfffbppjuaa reducible gLLAQaedcfffbppjuua reducible gLLAQaedcfffbppjupa reducible gLLAQaedcfffbapjapp reducible gLLAQaedcfffbapjapu reducible gLLAQaedcfffbapjapa reducible gLLAQaedcfffbppnuaa reducible gLLAQaedcfffbppnupa reducible gLLAQaedcfffbppnuua reducible gLLAQaedcfffbapnapp reducible gLLAQaedcfffbapnapa reducible gLLAQaedcfffbapnapu reducible gLLAQadecfffnadbalt reducible gLLAQadecfffnldbatt reducible gLLAQadecfffnixbata SFS[D(3,1)(2,1)] gLLAQadecfffnxxbadp SFS[D(3,1)(2,1)] gLLAQadecfffnaxbxui reducible gLLAQadecfffnaxbxud SFS[D(3,1)(3,1)] gLLAQadecfffnaxbxux SFS[D(3,1)(3,2)] gLLAQadecfffnxxbxua SFS[D(5,3)(3,1)] gLLAQadecfffnaxbaup SFS[D(3,1)(2,1)] gLLAQadecfffnxxbxup SFS[D(4,3)(3,1)] gLLAQadecfffnxxbaaa SFS[D(3,1)(2,1)] gLLAQadecfffnaxbxxx reducible gLLAQadecfffnuxbapp SFS[D(3,1)(2,1)] gLLAQadecfffnxxbxxa SFS[D(4,3)(3,1)] gLLAQadecfffnaxbaxa SFS[D(3,1)(2,1)] gLLAQadecfffnaxbxtx SFS[D(3,1)(3,1)] gLLAQadecfffnaibmuu reducible gLLAQadecfffnaibmmm reducible gLLAQadecfffjadbalt reducible gLLAQadecfffjldbatt reducible gLLAQadecfffjixbata SFS[D(3,1)(2,1)] gLLAQadecfffjxxbadp SFS[D(3,1)(2,1)] gLLAQadecfffjaxbxui reducible gLLAQadecfffjaxbaxa SFS[D(3,1)(2,1)] gLLAQadecfffjxxbxxa SFS[D(4,1)(3,1)] gLLAQadecfffjxxbxua SFS[D(5,2)(3,1)] gLLAQadecfffjaxbxux SFS[D(3,1)(3,1)] gLLAQadecfffjaxbxtx SFS[D(3,1)(3,2)] gLLAQadecfffjxxbaaa SFS[D(3,1)(2,1)] gLLAQadecfffjaxbxxx reducible gLLAQadecfffjuxbapp SFS[D(3,1)(2,1)] gLLAQadecfffjaxbxud SFS[D(3,1)(3,2)] gLLAQadecfffjxxbxup SFS[D(4,1)(3,1)] gLLAQadecfffjaxbaup SFS[D(3,1)(2,1)] gLLAQadecfffjaibmuu reducible gLLAQadecfffjaibmmm reducible gLLAQadcefffbloxxai SFS[D(5,2)(2,1)] gLLAQadcefffbloxxam SFS[D(4,1)(2,1)] gLLAQadcefffbloxahd T2xI gLLAQadcefffbloxqel SFS[D(5,2)(2,1)] gLLAQadcefffbloxqep SFS[D(4,1)(2,1)] gLLAQadcefffbloxapp SFS[D(2,1)(2,1)] gLLAQadcefffbloxxpi SFS[D(4,1)(2,1)] gLLAQadcefffbloxqql SFS[D(4,1)(2,1)] gLLAQadcefffbuoxaau SFS[D(2,1)(2,1)] gLLAQadcefffbuoxqeu SFS[D(3,1)(2,1)] gLLAQadcefffbuoxqee reducible gLLAQadcefffbuoxqeh SFS[D(3,1)(2,1)] gLLAQadcefffbuoxape SFS[D(2,1)(2,1)] gLLAQadcefffbuoxqqu reducible gLLAQadcefffbuoxqlu SFS[D(3,1)(2,1)] gLLAQadcefffbaoxapm SFS[D(2,1)(2,1)] gLLAQadcefffbaoxexm reducible gLLAQadcefffbaoxdph reducible gLLAQadcefffbaoxaed T2xI gLLAQadcefffbmoxxdi SFS[D(3,1)(2,1)] gLLAQadcefffbmoxaam SFS[D(2,1)(2,1)] gLLAQadcefffbmoxxxm reducible gLLAQadcefffbmoxxxa SFS[D(3,1)(2,1)] gLLAQadcefffbmoxxxi SFS[D(3,1)(2,1)] gLLAQadcefffbmoxxii reducible gLLAQadcefffbmoxapi SFS[D(2,1)(2,1)] gLLAQadcefffbeoxaxt SFS[D(2,1)(2,1)] gLLAQadcefffbeoxaph SFS[D(2,1)(2,1)] gLLAQadcefffbeoxadd T2xI gLLAQadcefffbeoxaae T2xI gLLAQadcefffbaodmqa SFS[D(3,1)(2,1)] gLLAQadcefffbaodlud SFS[D(2,1)(2,1)] gLLAQadcefffbaodmqi reducible gLLAQadcefffbaodmxe reducible gLLAQadcefffbaodmue SFS[D(3,1)(2,1)] gLLAQadcefffbaodmte SFS[D(3,1)(2,1)] gLLAQadcefffbaoddmd SFS[D(2,1)(2,1)] gLLAQadcefffbaodmqm SFS[D(3,1)(2,1)] gLLAQadcefffbaodmpm SFS[D(3,1)(2,1)] gLLAQadcefffbaodlxt SFS[D(2,1)(2,1)] gLLAQadcefffbaodmuh SFS[D(3,1)(2,1)] gLLAQadcefffbaoddqt SFS[D(2,1)(2,1)] gLLAQadcefffbioieme reducible gLLAQadcefffbioidhd reducible gLLAQadcefffbioiall SFS[D(2,1)(2,1)] gLLAQadcefffbuoidxx reducible gLLAQadcefffbuoiell reducible gLLAQadcefffbuoiahd SFS[D(2,1)(2,1)] gLLAQadcefffbaoiahq SFS[D(2,1)(2,1)] gLLAQadcefffbaoixqq reducible gLLAQadcefffbaoixme reducible gLLAQadcefffbaoixmq SFS[D(3,1)(2,1)] gLLAQadcefffbaoixml SFS[D(3,1)(2,1)] gLLAQadcefffbaoiale SFS[D(2,1)(2,1)] gLLAQadcefffbaoixpq SFS[D(3,1)(2,1)] gLLAQadcefffbxoixhq SFS[D(4,1)(2,1)] gLLAQadcefffbxoiahh SFS[D(2,1)(2,1)] gLLAQadcefffbxoialt SFS[D(2,1)(2,1)] gLLAQadcefffbxoixlq SFS[D(5,2)(2,1)] gLLAQadcefffbxoixle SFS[D(4,1)(2,1)] gLLAQadcefffblopial SFS[D(3,1)(2,1)] gLLAQadcefffblopmal SFS[D(3,1)(2,1)] gLLAQadcefffbavuhxq SFS[D(2,1)(2,1)] gLLAQadcefffbhopaxq SFS[D(2,1)(2,1)] gLLAQadcefffbavuppu T2xI gLLAQadcefffbavupau SFS[A(2,1)] gLLAQadcefffbaophxq SFS[D(2,1)(2,1)] gLLAQadcefffbaoppuu T2xI gLLAQadcefffbaopxqh SFS[D(2,1)(2,1)] gLLAQadcefffbaopppu T2xI gLLAQadcefffbaoppau SFS[A(2,1)] gLLAQadcefffbaopaed T2xI gLLAQadcefffbaopeda T2xI gLLAQadcefffbaopdae SFS[A(2,1)] gLLAQadcefffbavuxqh SFS[D(2,1)(2,1)] gLLAQadcefffbxopahq reducible gLLAQadcefffbavuaed T2xI gLLAQadcefffbavueda T2xI gLLAQadcefffbavudae SFS[A(2,1)] gLLAQadcefffbeopmae SFS[D(3,1)(2,1)] gLLAQadcefffbeopiae SFS[D(3,1)(2,1)] gLLAQadcefffbloqqul SFS[D(3,1)(2,1)] gLLAQadcefffbloqaip reducible gLLAQadcefffbavhxui SFS[D(2,1)(2,1)] gLLAQadcefffbhoqapt SFS[D(3,1)(2,1)] gLLAQadcefffbavhdld reducible gLLAQadcefffbavhhld SFS[D(3,1)(2,1)] gLLAQadcefffbavhpld SFS[D(3,1)(2,1)] gLLAQadcefffbhvhhlq SFS[D(3,1)(2,1)] gLLAQadcefffbhvhali reducible gLLAQadcefffbavhhli reducible gLLAQadcefffbaoqhpt SFS[D(3,1)(2,1)] gLLAQadcefffbaoqpmt SFS[D(3,1)(2,1)] gLLAQadcefffbavhmud SFS[D(2,1)(2,1)] gLLAQadcefffbhvhhle reducible gLLAQadcefffbmoqxpi SFS[D(2,1)(2,1)] gLLAQadcefffbavhhlx SFS[D(3,1)(2,1)] gLLAQadcefffbeoqapt SFS[D(3,1)(2,1)] gLLAQadcefffbeoqaqt reducible gLLAQadcefffbeoqamt SFS[D(3,1)(2,1)] gLLAQadcefffbhomald SFS[D(3,1)(2,1)] gLLAQadcefffbeveapt SFS[D(3,1)(2,1)] gLLAQadcefffbhomali reducible gLLAQadcefffbhomhlq SFS[D(3,1)(2,1)] gLLAQadcefffbavehpt SFS[D(3,1)(2,1)] gLLAQadcefffbhomhle reducible gLLAQadcefffbeveaqt reducible gLLAQadcefffbaomxui SFS[D(2,1)(2,1)] gLLAQadcefffbaommud SFS[D(2,1)(2,1)] gLLAQadcefffbaomdld reducible gLLAQadcefffbaomhld SFS[D(3,1)(2,1)] gLLAQadcefffbaompld SFS[D(3,1)(2,1)] gLLAQadcefffbaomhli reducible gLLAQadcefffbaomhlx SFS[D(3,1)(2,1)] gLLAQadcefffbmvexpi SFS[D(2,1)(2,1)] gLLAQadcefffblveaip reducible gLLAQadcefffblvequl SFS[D(3,1)(2,1)] gLLAQadcefffbavepmt SFS[D(3,1)(2,1)] gLLAQadcefffbeomalx SFS[D(3,1)(2,1)] gLLAQadcefffblolial SFS[D(3,1)(2,1)] gLLAQadcefffblolmal SFS[D(3,1)(2,1)] gLLAQadcefffbholhld SFS[D(3,1)(2,1)] gLLAQadcefffbaollld reducible gLLAQadcefffbaolald SFS[D(3,1)(2,1)] gLLAQadcefffbaoltld SFS[D(3,1)(2,1)] gLLAQadcefffbaoldid SFS[D(3,1)(2,1)] gLLAQadcefffbiolaqd SFS[D(3,1)(2,1)] gLLAQadcefffbaoltqt SFS[D(2,1)(2,1)] gLLAQadcefffbaolddq reducible gLLAQadcefffbaolddt reducible gLLAQadcefffbaolduu SFS[D(2,1)(2,1)] gLLAQadcefffbaolhdd SFS[D(3,1)(2,1)] gLLAQadcefffbaolpdd SFS[D(3,1)(2,1)] gLLAQadcefffbaoltqd toroidal gLLAQadcefffbaolaqd SFS[D(3,1)(2,1)] gLLAQadcefffbaollqd SFS[D(3,1)(2,1)] gLLAQadcefffbaolmdm SFS[D(2,1)(2,1)] gLLAQadcefffbmolaqd reducible gLLAQadcefffbaoldxd SFS[D(3,1)(2,1)] gLLAQadcefffbmolaam SFS[D(2,1)(2,1)] gLLAQadcefffbaolled SFS[D(3,1)(2,1)] gLLAQadcefffbaolted SFS[D(3,1)(2,1)] gLLAQadcefffbeolaae T2xI gLLAQadcefffbeoldda T2xI gLLAQadcefffbeoleed SFS[A(2,1)] gLLAQadcefffbloaxxa SFS[D(3,1)(2,1)] gLLAQadcefffbloaaep reducible gLLAQadcefffbaoaxui SFS[D(2,1)(2,1)] gLLAQadcefffbhoahtp SFS[D(3,1)(2,1)] gLLAQadcefffbeoahtp SFS[D(3,1)(2,1)] gLLAQadcefffbhoahup reducible gLLAQadcefffbaoaatp SFS[D(3,1)(2,1)] gLLAQadcefffbhoaamp reducible gLLAQadcefffbaoaail SFS[D(2,1)(2,1)] gLLAQadcefffbaoaeux SFS[D(2,1)(2,1)] gLLAQadcefffbaoadqp toroidal gLLAQadcefffbaoahqp SFS[D(3,1)(2,1)] gLLAQadcefffbaoapqp SFS[D(3,1)(2,1)] gLLAQadcefffbhoaaqp SFS[D(3,1)(2,1)] gLLAQadcefffbioaaup SFS[D(3,1)(2,1)] gLLAQadcefffbeoaaqp reducible gLLAQadcefffbaoaale SFS[D(2,1)(2,1)] gLLAQadcefffbaoadpp SFS[D(3,1)(2,1)] gLLAQadcefffbaoahpp SFS[D(3,1)(2,1)] gLLAQadcefffbaoaeql reducible gLLAQadcefffbaoatup SFS[D(3,1)(2,1)] gLLAQadcefffbaoalup SFS[D(3,1)(2,1)] gLLAQadcefffbaoadix reducible gLLAQadcefffbuoaqpe SFS[D(2,1)(2,1)] gLLAQadcefffbmoaaup SFS[D(3,1)(2,1)] gLLAQadcefffbaoadmp SFS[D(3,1)(2,1)] gLLAQadcefffbaoahmp reducible gLLAQadcefffbaoapmp SFS[D(3,1)(2,1)] gLLAQadcefffbeoaamp SFS[D(3,1)(2,1)] gLLAQadcefffbaoaaxp SFS[D(3,1)(2,1)] gLLAQadcefffbaotaxq SFS[D(2,1)(2,1)] gLLAQadcefffbhothxq SFS[D(2,1)(2,1)] gLLAQadcefffbiotatq SFS[D(2,1)(2,1)] gLLAQadcefffbiotemi SFS[D(2,1)(2,1)] gLLAQadcefffbiotdhu toroidal gLLAQadcefffbiotdhe SFS[D(3,1)(2,1)] gLLAQadcefffbaotdhu SFS[D(3,1)(2,1)] gLLAQadcefffbiotthi SFS[D(3,1)(2,1)] gLLAQadcefffbiotahi reducible gLLAQadcefffbiotlhi SFS[D(3,1)(2,1)] gLLAQadcefffbpotmed SFS[D(2,1)(2,1)] gLLAQadcefffbuotamq SFS[D(2,1)(2,1)] gLLAQadcefffbuotdtu SFS[D(2,1)(2,1)] gLLAQadcefffbuotehi toroidal gLLAQadcefffbaotlxt SFS[D(2,1)(2,1)] gLLAQadcefffbaothqq SFS[D(2,1)(2,1)] gLLAQadcefffbaotdhh SFS[D(3,1)(2,1)] gLLAQadcefffbaotphh SFS[D(3,1)(2,1)] gLLAQadcefffbaotthi SFS[D(3,1)(2,1)] gLLAQadcefffbaotahi SFS[D(3,1)(2,1)] gLLAQadcefffbaotlhi reducible gLLAQadcefffbxotxlm SFS[D(3,1)(2,1)] gLLAQadcefffbmotthi toroidal gLLAQadcefffbmotahi SFS[D(3,1)(2,1)] gLLAQadcefffbmotlhi SFS[D(3,1)(2,1)] gLLAQadcefffbaotdhe reducible gLLAQadcefffbmotdhe SFS[D(3,1)(2,1)] gLLAQadcefffbmottli SFS[D(2,1)(2,1)] gLLAQadcefffbaotdqt SFS[D(2,1)(2,1)] gLLAQadcefffbaotahm SFS[D(3,1)(2,1)] gLLAQadcefffbhrxaah reducible gLLAQadcefffbhrxhaa reducible gLLAQadcefffbirxaai reducible gLLAQadcefffbirxaam SFS[D(3,1)(2,1)] gLLAQadcefffbirxaaa SFS[D(3,1)(2,1)] gLLAQadcefffbprxaup reducible gLLAQadcefffbprxaap reducible gLLAQadcefffbprxapp reducible gLLAQadcefffburxaau reducible gLLAQadcefffburxapu reducible gLLAQadcefffburxauu reducible gLLAQadcefffbarxapa reducible gLLAQadcefffbarxaqq SFS[D(2,1)(2,1)] gLLAQadcefffbarxaua reducible gLLAQadcefffbarxxxa SFS[D(2,1)(2,1)] gLLAQadcefffbarxaai SFS[D(3,1)(2,1)] gLLAQadcefffbarxaam SFS[D(3,1)(2,1)] gLLAQadcefffbarxtaa SFS[D(3,1)(2,1)] gLLAQadcefffbarxlaa SFS[D(3,1)(2,1)] gLLAQadcefffbarxhah reducible gLLAQadcefffbxrxaax reducible gLLAQadcefffbxrxxaa SFS[D(2,1)(2,1)] gLLAQadcefffbmrxaai SFS[D(3,1)(2,1)] gLLAQadcefffbmrxaaa SFS[D(3,1)(2,1)] gLLAQadcefffbmrxaam toroidal gLLAQadcefffberxaae SFS[A(2,1)] gLLAQadcefffbirdatt SFS[D(3,1)(2,1)] gLLAQadcefffbarddqq SFS[D(2,1)(2,1)] gLLAQadcefffbarddqd SFS[D(2,1)(2,1)] gLLAQadcefffbardtut SFS[D(3,1)(2,1)] gLLAQadcefffbardaut reducible gLLAQadcefffbardlut SFS[D(3,1)(2,1)] gLLAQadcefffbardtxt SFS[D(3,1)(2,1)] gLLAQadcefffbardaxt SFS[D(3,1)(2,1)] gLLAQadcefffbardlxt toroidal gLLAQadcefffbardttt reducible gLLAQadcefffbardatt SFS[D(3,1)(2,1)] gLLAQadcefffbardltt SFS[D(3,1)(2,1)] gLLAQadcefffbardaim SFS[D(2,1)(2,1)] gLLAQadcefffbardeuh SFS[D(2,1)(2,1)] gLLAQadcefffbarddqt toroidal gLLAQadcefffbmrdatt reducible gLLAQadcefffbmrdaii SFS[D(2,1)(2,1)] gLLAQadcefffbiritll SFS[D(3,1)(2,1)] gLLAQadcefffbiriall toroidal gLLAQadcefffbirilll SFS[D(3,1)(2,1)] gLLAQadcefffbprimaa SFS[D(2,1)(2,1)] gLLAQadcefffburiapp reducible gLLAQadcefffburidxx reducible gLLAQadcefffburiell reducible gLLAQadcefffbariluu SFS[D(2,1)(2,1)] gLLAQadcefffbariaup reducible gLLAQadcefffbarialq SFS[D(3,1)(2,1)] gLLAQadcefffbariale toroidal gLLAQadcefffbaritll SFS[D(3,1)(2,1)] gLLAQadcefffbariall SFS[D(3,1)(2,1)] gLLAQadcefffbarilll reducible gLLAQadcefffbmritll reducible gLLAQadcefffbmriall SFS[D(3,1)(2,1)] gLLAQadcefffbmrilll SFS[D(3,1)(2,1)] gLLAQadcefffbarpaed SFS[A(2,1)] gLLAQadcefffberpadd SFS[A(2,1)] gLLAQadcefffbhrqahh reducible gLLAQadcefffbhrqhha reducible gLLAQadcefffbarqaha reducible gLLAQadcefffbarqhhh reducible gLLAQadcefffbxrqxud SFS[D(3,1)(2,1)] gLLAQadcefffbarmppp reducible gLLAQadcefffblrlatt SFS[D(2,1)(2,1)] gLLAQadcefffblrlial toroidal gLLAQadcefffblrlmal toroidal gLLAQadcefffbarlalt SFS[D(2,1)(2,1)] gLLAQadcefffbiraata SFS[D(2,1)(2,1)] gLLAQadcefffburaapp reducible gLLAQadcefffbaraxud SFS[D(3,1)(2,1)] gLLAQadcefffbaraxui toroidal gLLAQadcefffbaraaxa SFS[D(2,1)(2,1)] gLLAQadcefffbaraxux SFS[D(3,1)(2,1)] gLLAQadcefffbaraxtx SFS[D(3,1)(2,1)] gLLAQadcefffbaraxxx reducible gLLAQadcefffbaraaup reducible gLLAQadcefffbxraadp reducible gLLAQadcefffbxraxta toroidal gLLAQadcefffbxraxua SFS[D(5,2)(2,1)] gLLAQadcefffbxraxxa SFS[D(4,1)(2,1)] gLLAQadcefffbxraaaa SFS[D(2,1)(2,1)] gLLAQadcefffbxraxup toroidal gLLAQadcefffbartmuu reducible gLLAQadcefffbartmmm reducible gLLAQadcefffbunxaau SFS[D(2,1)(2,1)] gLLAQadcefffbmnxaam SFS[D(2,1)(2,1)] gLLAQadcefffbenxaae T2xI gLLAQadcefffbandlxt SFS[D(2,1)(2,1)] gLLAQadcefffbanddqt SFS[D(2,1)(2,1)] gLLAQadcefffbiniall SFS[D(2,1)(2,1)] gLLAQadcefffbuniapp reducible gLLAQadcefffbunidxx reducible gLLAQadcefffbuniell reducible gLLAQadcefffbaniaup reducible gLLAQadcefffbaniale SFS[D(2,1)(2,1)] gLLAQadcefffbanpaed T2xI gLLAQadcefffbenpadd T2xI gLLAQadcefffblnlial SFS[D(3,1)(2,1)] gLLAQadcefffblnlmal SFS[D(3,1)(2,1)] gLLAQadcefffbunaapp reducible gLLAQadcefffbanaxui SFS[D(2,1)(2,1)] gLLAQadcefffbanaaup reducible gLLAQadcefffbxnaadp reducible gLLAQadcefffbxnaxta SFS[D(3,1)(2,1)] gLLAQadcefffbxnaxup SFS[D(2,1)(2,1)] gLLAQaecdfffbpopxpi SFS[D(2,1)(2,1)] gLLAQaecdfffbdopput SFS[D(2,1)(2,1)] gLLAQaecdfffbdoppxt SFS[D(2,1)(2,1)] gLLAQaecdfffbivuphq SFS[D(2,1)(2,1)] gLLAQaecdfffblvupqq SFS[D(3,1)(2,1)] gLLAQaecdfffbioppuu SFS[D(3,1)(2,1)] gLLAQaecdfffbpopqep SFS[D(2,1)(2,1)] gLLAQaecdfffbloppqq SFS[D(3,1)(2,1)] gLLAQaecdfffbpopqmm SFS[D(3,1)(2,1)] gLLAQaecdfffbiopphq SFS[D(2,1)(2,1)] gLLAQaecdfffbpopxqq SFS[D(3,1)(2,1)] gLLAQaecdfffbivupuu SFS[D(3,1)(2,1)] gLLAQaecdfffbdoppim T2xI gLLAQaecdfffbdoppia T2xI gLLAQaecdfffbivuxhq SFS[D(5,1)(2,1)] gLLAQaecdfffblvuxqq SFS[D(3,1)(2,1)] gLLAQaecdfffbaopqee SFS[D(3,1)(2,1)] gLLAQaecdfffbiopqee reducible gLLAQaecdfffbqvuxud SFS[D(5,1)(2,1)] gLLAQaecdfffbaopqxh SFS[D(2,1)(2,1)] gLLAQaecdfffbqopqxx reducible gLLAQaecdfffbivulhq SFS[D(7,2)(2,1)] gLLAQaecdfffbloplqq toroidal gLLAQaecdfffbaopmhh SFS[D(3,1)(2,1)] gLLAQaecdfffbiopmhh SFS[D(3,1)(2,1)] gLLAQaecdfffblopqep SFS[D(7,2)(2,1)] gLLAQaecdfffblopmhq toroidal gLLAQaecdfffblopxqq SFS[D(3,1)(2,1)] gLLAQaecdfffbaopluu SFS[D(3,1)(2,1)] gLLAQaecdfffblvumhq toroidal gLLAQaecdfffbioplhq SFS[D(7,2)(2,1)] gLLAQaecdfffbioptum SFS[D(5,1)(2,1)] gLLAQaecdfffbaoptee SFS[D(3,1)(2,1)] gLLAQaecdfffbaoptum SFS[D(2,1)(2,1)] gLLAQaecdfffbivuqee reducible gLLAQaecdfffblvuqep SFS[D(7,2)(2,1)] gLLAQaecdfffbaopxhq SFS[D(2,1)(2,1)] gLLAQaecdfffbiopxhq SFS[D(5,1)(2,1)] gLLAQaecdfffbaopxuu SFS[D(3,1)(2,1)] gLLAQaecdfffbqopxud SFS[D(5,1)(2,1)] gLLAQaecdfffbaopidu SFS[D(2,1)(2,1)] gLLAQaecdfffbivumhh SFS[D(3,1)(2,1)] gLLAQaecdfffbiopihh reducible gLLAQaecdfffbaopihh SFS[D(3,1)(2,1)] gLLAQaecdfffbivutum SFS[D(5,1)(2,1)] gLLAQaecdfffbdopdux toroidal gLLAQaecdfffbdopdtx toroidal gLLAQaecdfffbaopdxt SFS[D(2,1)(2,1)] gLLAQaecdfffbaopdut SFS[D(2,1)(2,1)] gLLAQaecdfffbaopdde T2xI gLLAQaecdfffbaopdae T2xI gLLAQaecdfffbdopdea toroidal gLLAQaecdfffbdopdam toroidal gLLAQaecdfffbdopdai toroidal gLLAQaecdfffbdopdda toroidal gLLAQaecdfffbloaddd SFS[D(2,1)(2,1)] gLLAQaecdfffbloalld SFS[D(2,1)(2,1)] gLLAQaecdfffblvaeum SFS[D(2,1)(2,1)] gLLAQaecdfffblouiuu SFS[D(2,1)(2,1)] gLLAQaecdfffbloueum SFS[D(2,1)(2,1)] gLLAQaecdfffblvplld SFS[D(2,1)(2,1)] gLLAQaecdfffbprpapp reducible gLLAQaecdfffbarppuu reducible gLLAQaecdfffbpraddd SFS[D(2,1)(2,1)] gLLAQaecdfffbpraxee SFS[D(2,1)(2,1)] gLLAQaecdfffbpraaet reducible gLLAQaecdfffbqwaaqq SFS[D(2,1)(2,1)] gLLAQaecdfffbqwaqqa SFS[D(4,1)(2,1)] gLLAQaecdfffblraxxa SFS[D(5,2)(2,1)] gLLAQaecdfffblwaait SFS[D(3,1)(2,1)] gLLAQaecdfffbiraaxa SFS[D(3,1)(2,1)] gLLAQaecdfffbaraxxx SFS[D(2,1)(2,1)] gLLAQaecdfffbaraaxa reducible gLLAQaecdfffbaratll SFS[D(2,1)(2,1)] gLLAQaecdfffbqraalm SFS[D(3,1)(2,1)] gLLAQaecdfffbiwaqti SFS[D(4,1)(2,1)] gLLAQaecdfffbiwaaii SFS[D(2,1)(2,1)] gLLAQaecdfffbaruahd reducible gLLAQaecdfffbaruama reducible gLLAQadcefffnavialt reducible gLLAQadcefffnlviatt reducible gLLAQadcefffnavdpii reducible gLLAQadcefffnavdppp reducible gLLAQadcefffnpvxahp SFS[D(2,1)(2,1)] gLLAQadcefffnavxhiu reducible gLLAQadcefffnhvxaiu SFS[D(2,1)(2,1)] gLLAQadcefffnavxhie SFS[D(3,1)(2,1)] gLLAQadcefffnavxhih SFS[D(3,1)(2,1)] gLLAQadcefffnhvxhia SFS[D(5,2)(2,1)] gLLAQadcefffnhvxhim SFS[D(4,1)(2,1)] gLLAQadcefffnavxaim SFS[D(2,1)(2,1)] gLLAQadcefffnmvxaii SFS[D(2,1)(2,1)] gLLAQadcefffnavxhhh reducible gLLAQadcefffnhvxahh SFS[D(2,1)(2,1)] gLLAQadcefffnavxaha SFS[D(2,1)(2,1)] gLLAQadcefffnhvxhha SFS[D(4,1)(2,1)] gLLAQadcefffnavxhlh SFS[D(3,1)(2,1)] gLLAQadcefffjhoxaph SFS[D(3,1)(2,1)] gLLAQadcefffjeoxaph toroidal gLLAQadcefffjuoxaph SFS[D(3,1)(2,1)] gLLAQadcefffjaoxdph reducible gLLAQadcefffjaoxexm reducible gLLAQadcefffjmoxxxm reducible gLLAQadcefffjloxtta reducible gLLAQadcefffjloxllt reducible gLLAQadcefffjxoxaal SFS[D(3,1)(2,1)] gLLAQadcefffjpoxaal SFS[D(3,1)(2,1)] gLLAQadcefffjloxahd SFS[A(2,1)] gLLAQadcefffjxoxxui SFS[D(2,1)(2,1)] gLLAQadcefffjioxaui SFS[D(3,1)(2,1)] gLLAQadcefffjmoxaui SFS[D(3,1)(2,1)] gLLAQadcefffjaoxaui reducible gLLAQadcefffjhoxhui SFS[D(2,1)(2,1)] gLLAQadcefffjuoxqqu reducible gLLAQadcefffjeoxaiq reducible gLLAQadcefffjuoxape toroidal gLLAQadcefffjioxxxa SFS[D(7,3)(2,1)] gLLAQadcefffjaoxxxa SFS[D(2,1)(2,1)] gLLAQadcefffjmoxxxa toroidal gLLAQadcefffjloxaax SFS[D(3,1)(2,1)] gLLAQadcefffjxoxaax reducible gLLAQadcefffjpoxaax SFS[D(3,1)(2,1)] gLLAQadcefffjloxqep toroidal gLLAQadcefffjaoxaum SFS[D(3,1)(2,1)] gLLAQadcefffjhoxhum SFS[D(5,1)(2,1)] gLLAQadcefffjuoxapu SFS[D(3,1)(2,1)] gLLAQadcefffjioxxxi SFS[D(8,3)(2,1)] gLLAQadcefffjmoxxxi toroidal gLLAQadcefffjloxaap SFS[D(3,1)(2,1)] gLLAQadcefffjxoxaap SFS[D(3,1)(2,1)] gLLAQadcefffjpoxaap reducible gLLAQadcefffjloxqel toroidal gLLAQadcefffjaoxaua SFS[D(3,1)(2,1)] gLLAQadcefffjhoxhua SFS[D(7,2)(2,1)] gLLAQadcefffjhoxauh SFS[D(3,1)(2,1)] gLLAQadcefffjloxapl SFS[D(3,1)(2,1)] gLLAQadcefffjloxxai toroidal gLLAQadcefffjpoxxai SFS[D(8,3)(2,1)] gLLAQadcefffjxoxxai SFS[D(7,2)(2,1)] gLLAQadcefffjioxaai reducible gLLAQadcefffjmoxaai SFS[D(3,1)(2,1)] gLLAQadcefffjaoxaai SFS[D(3,1)(2,1)] gLLAQadcefffjuoxqeu toroidal gLLAQadcefffjhoxaue reducible gLLAQadcefffjaoxhue SFS[D(2,1)(2,1)] gLLAQadcefffjloxapx SFS[D(3,1)(2,1)] gLLAQadcefffjloxxam toroidal gLLAQadcefffjpoxxam SFS[D(7,3)(2,1)] gLLAQadcefffjxoxxam SFS[D(5,1)(2,1)] gLLAQadcefffjioxaam SFS[D(3,1)(2,1)] gLLAQadcefffjmoxaam toroidal gLLAQadcefffjaoxaam SFS[D(3,1)(2,1)] gLLAQadcefffjuoxqeh toroidal gLLAQadcefffjhoxauu SFS[D(3,1)(2,1)] gLLAQadcefffjeoxauu reducible gLLAQadcefffjuoxauu SFS[D(3,1)(2,1)] gLLAQadcefffjaoxaqq reducible gLLAQadcefffjmoxxii reducible gLLAQadcefffjloxapp toroidal gLLAQadcefffjxoxapp SFS[D(3,1)(2,1)] gLLAQadcefffjpoxapp SFS[D(3,1)(2,1)] gLLAQadcefffjloxmtt SFS[D(2,1)(2,1)] gLLAQadcefffjloxitt SFS[D(2,1)(2,1)] gLLAQadcefffjxoxxaa SFS[D(2,1)(2,1)] gLLAQadcefffjioxaaa SFS[D(3,1)(2,1)] gLLAQadcefffjmoxaaa SFS[D(3,1)(2,1)] gLLAQadcefffjaoxtaa reducible gLLAQadcefffjaoxlaa reducible gLLAQadcefffjhoxhaa SFS[D(2,1)(2,1)] gLLAQadcefffjuoxqee reducible gLLAQadcefffjeoxadd SFS[A(2,1)] gLLAQadcefffjuoxqlu toroidal gLLAQadcefffjioxapi SFS[D(3,1)(2,1)] gLLAQadcefffjaoxapi SFS[D(3,1)(2,1)] gLLAQadcefffjmoxapi toroidal gLLAQadcefffjloxxpi toroidal gLLAQadcefffjxoxxpi SFS[D(5,1)(2,1)] gLLAQadcefffjpoxxpi SFS[D(7,3)(2,1)] gLLAQadcefffjloxaul SFS[D(3,1)(2,1)] gLLAQadcefffjaoxhah SFS[D(2,1)(2,1)] gLLAQadcefffjhoxaah reducible gLLAQadcefffjhoxhpa SFS[D(5,1)(2,1)] gLLAQadcefffjaoxapa SFS[D(3,1)(2,1)] gLLAQadcefffjloxqql toroidal gLLAQadcefffjloxaup SFS[D(3,1)(2,1)] gLLAQadcefffjpoxaup SFS[D(3,1)(2,1)] gLLAQadcefffjxoxaup reducible gLLAQadcefffjioxxdi SFS[D(7,3)(2,1)] gLLAQadcefffjmoxxdi toroidal gLLAQadcefffjaoxxdi SFS[D(2,1)(2,1)] gLLAQadcefffjuoxaau toroidal gLLAQadcefffjeoxaxt reducible gLLAQadcefffjaoxapm toroidal gLLAQadcefffjloxamq reducible gLLAQadcefffjloxaux reducible gLLAQadcefffjaoxaed SFS[A(2,1)] gLLAQadcefffjeoxaae reducible gLLAQadcefffjloialt reducible gLLAQadcefffjloital reducible gLLAQadcefffjloilta reducible gLLAQadcefffjaoiall reducible gLLAQadcefffjaoitll reducible gLLAQadcefffjaoilll reducible gLLAQadcefffjlodaat reducible gLLAQadcefffjlodttl reducible gLLAQadcefffjlodlla reducible gLLAQadcefffjaodatt reducible gLLAQadcefffjaodttt reducible gLLAQadcefffjaodltt reducible gLLAQaecdfffbpnpapp reducible gLLAQaecdfffbanppuu reducible gLLAQadcefffjavialt reducible gLLAQadcefffjlviatt reducible gLLAQadcefffneoxaph SFS[D(2,1)(2,1)] gLLAQadcefffnaoxdph reducible gLLAQadcefffnaoxexm reducible gLLAQadcefffnmoxxxm reducible gLLAQadcefffnloxahd T2xI gLLAQadcefffnuoxqqu reducible gLLAQadcefffnuoxape SFS[D(2,1)(2,1)] gLLAQadcefffnmoxxxa SFS[D(3,1)(2,1)] gLLAQadcefffnloxqep SFS[D(4,1)(2,1)] gLLAQadcefffnmoxxxi SFS[D(3,1)(2,1)] gLLAQadcefffnloxqel SFS[D(5,2)(2,1)] gLLAQadcefffnloxxai SFS[D(5,2)(2,1)] gLLAQadcefffnuoxqeu SFS[D(3,1)(2,1)] gLLAQadcefffnloxxam SFS[D(4,1)(2,1)] gLLAQadcefffnmoxaam SFS[D(2,1)(2,1)] gLLAQadcefffnuoxqeh SFS[D(3,1)(2,1)] gLLAQadcefffnmoxxii reducible gLLAQadcefffnloxapp SFS[D(2,1)(2,1)] gLLAQadcefffnuoxqee reducible gLLAQadcefffneoxadd T2xI gLLAQadcefffnuoxqlu SFS[D(3,1)(2,1)] gLLAQadcefffnmoxapi SFS[D(2,1)(2,1)] gLLAQadcefffnloxxpi SFS[D(4,1)(2,1)] gLLAQadcefffnloxqql SFS[D(4,1)(2,1)] gLLAQadcefffnmoxxdi SFS[D(3,1)(2,1)] gLLAQadcefffnuoxaau SFS[D(2,1)(2,1)] gLLAQadcefffneoxaxt SFS[D(2,1)(2,1)] gLLAQadcefffnaoxapm SFS[D(2,1)(2,1)] gLLAQadcefffnaoxaed T2xI gLLAQadcefffneoxaae T2xI gLLAQadcefffblviqel SFS[D(5,2)(2,1)] gLLAQadcefffblviqql SFS[D(4,1)(2,1)] gLLAQadcefffblviahd T2xI gLLAQadcefffblvixai SFS[D(5,2)(2,1)] gLLAQadcefffblvixpi SFS[D(4,1)(2,1)] gLLAQadcefffblviapp SFS[D(2,1)(2,1)] gLLAQadcefffblviqep SFS[D(4,1)(2,1)] gLLAQadcefffblvixam SFS[D(4,1)(2,1)] gLLAQadcefffbuviape SFS[D(2,1)(2,1)] gLLAQadcefffbuviqee reducible gLLAQadcefffbuviqqu reducible gLLAQadcefffbuviqeu SFS[D(3,1)(2,1)] gLLAQadcefffbuviqlu SFS[D(3,1)(2,1)] gLLAQadcefffbuviaau SFS[D(2,1)(2,1)] gLLAQadcefffbuviqeh SFS[D(3,1)(2,1)] gLLAQadcefffbaviapm SFS[D(2,1)(2,1)] gLLAQadcefffbaviexm reducible gLLAQadcefffbavidph reducible gLLAQadcefffbaviaed T2xI gLLAQadcefffbmvixxa SFS[D(3,1)(2,1)] gLLAQadcefffbmvixxm reducible gLLAQadcefffbmviapi SFS[D(2,1)(2,1)] gLLAQadcefffbmvixxi SFS[D(3,1)(2,1)] gLLAQadcefffbmvixdi SFS[D(3,1)(2,1)] gLLAQadcefffbmvixii reducible gLLAQadcefffbmviaam SFS[D(2,1)(2,1)] gLLAQadcefffbeviaxt SFS[D(2,1)(2,1)] gLLAQadcefffbeviaph SFS[D(2,1)(2,1)] gLLAQadcefffbeviadd T2xI gLLAQadcefffbeviaae T2xI gLLAQadcefffbivdeme reducible gLLAQadcefffbivddhd reducible gLLAQadcefffbivdall SFS[D(2,1)(2,1)] gLLAQadcefffbuvddxx reducible gLLAQadcefffbuvdell reducible gLLAQadcefffbuvdahd SFS[D(2,1)(2,1)] gLLAQadcefffbavdale SFS[D(2,1)(2,1)] gLLAQadcefffbavdxmq SFS[D(3,1)(2,1)] gLLAQadcefffbavdxqq reducible gLLAQadcefffbavdxpq SFS[D(3,1)(2,1)] gLLAQadcefffbavdahq SFS[D(2,1)(2,1)] gLLAQadcefffbavdxme reducible gLLAQadcefffbavdxml SFS[D(3,1)(2,1)] gLLAQadcefffbxvdxle SFS[D(4,1)(2,1)] gLLAQadcefffbxvdahh SFS[D(2,1)(2,1)] gLLAQadcefffbxvdxhq SFS[D(4,1)(2,1)] gLLAQadcefffbxvdxlq SFS[D(5,2)(2,1)] gLLAQadcefffbxvdalt SFS[D(2,1)(2,1)] gLLAQadcefffbavxlxt SFS[D(2,1)(2,1)] gLLAQadcefffbavxmpm SFS[D(3,1)(2,1)] gLLAQadcefffbavxmue SFS[D(3,1)(2,1)] gLLAQadcefffbavxmuh SFS[D(3,1)(2,1)] gLLAQadcefffbavxdqt SFS[D(2,1)(2,1)] gLLAQadcefffbavxmqi reducible gLLAQadcefffbavxlud SFS[D(2,1)(2,1)] gLLAQadcefffbavxmqa SFS[D(3,1)(2,1)] gLLAQadcefffbavxmqm SFS[D(3,1)(2,1)] gLLAQadcefffbavxmxe reducible gLLAQadcefffbavxmte SFS[D(3,1)(2,1)] gLLAQadcefffbavxdmd SFS[D(2,1)(2,1)] gLLAQadcefffblvqial SFS[D(3,1)(2,1)] gLLAQadcefffblvqmal SFS[D(3,1)(2,1)] gLLAQadcefffbhvqhld SFS[D(3,1)(2,1)] gLLAQadcefffbavqlld reducible gLLAQadcefffbavqald SFS[D(3,1)(2,1)] gLLAQadcefffbavqtld SFS[D(3,1)(2,1)] gLLAQadcefffbavqdid SFS[D(3,1)(2,1)] gLLAQadcefffbivqaqd SFS[D(3,1)(2,1)] gLLAQadcefffbavqtqt SFS[D(2,1)(2,1)] gLLAQadcefffbavqddq reducible gLLAQadcefffbavqddt reducible gLLAQadcefffbavqduu SFS[D(2,1)(2,1)] gLLAQadcefffbavqhdd SFS[D(3,1)(2,1)] gLLAQadcefffbavqpdd SFS[D(3,1)(2,1)] gLLAQadcefffbavqtqd toroidal gLLAQadcefffbavqaqd SFS[D(3,1)(2,1)] gLLAQadcefffbavqlqd SFS[D(3,1)(2,1)] gLLAQadcefffbavqmdm SFS[D(2,1)(2,1)] gLLAQadcefffbmvqaqd reducible gLLAQadcefffbavqdxd SFS[D(3,1)(2,1)] gLLAQadcefffbmvqaam SFS[D(2,1)(2,1)] gLLAQadcefffbavqled SFS[D(3,1)(2,1)] gLLAQadcefffbavqted SFS[D(3,1)(2,1)] gLLAQadcefffbevqaae T2xI gLLAQadcefffbevqdda T2xI gLLAQadcefffbevqeed SFS[A(2,1)] gLLAQadcefffblvpxxa SFS[D(3,1)(2,1)] gLLAQadcefffblvpaep reducible gLLAQadcefffbavpxui SFS[D(2,1)(2,1)] gLLAQadcefffbhvphtp SFS[D(3,1)(2,1)] gLLAQadcefffbevphtp SFS[D(3,1)(2,1)] gLLAQadcefffbhvphup reducible gLLAQadcefffbavpatp SFS[D(3,1)(2,1)] gLLAQadcefffbhvpamp reducible gLLAQadcefffbavpail SFS[D(2,1)(2,1)] gLLAQadcefffbavpeux SFS[D(2,1)(2,1)] gLLAQadcefffbavpdqp toroidal gLLAQadcefffbavphqp SFS[D(3,1)(2,1)] gLLAQadcefffbavppqp SFS[D(3,1)(2,1)] gLLAQadcefffbhvpaqp SFS[D(3,1)(2,1)] gLLAQadcefffbivpaup SFS[D(3,1)(2,1)] gLLAQadcefffbevpaqp reducible gLLAQadcefffbavpale SFS[D(2,1)(2,1)] gLLAQadcefffbavpdpp SFS[D(3,1)(2,1)] gLLAQadcefffbavphpp SFS[D(3,1)(2,1)] gLLAQadcefffbavpeql reducible gLLAQadcefffbavptup SFS[D(3,1)(2,1)] gLLAQadcefffbavplup SFS[D(3,1)(2,1)] gLLAQadcefffbavpdix reducible gLLAQadcefffbuvpqpe SFS[D(2,1)(2,1)] gLLAQadcefffbmvpaup SFS[D(3,1)(2,1)] gLLAQadcefffbavpdmp SFS[D(3,1)(2,1)] gLLAQadcefffbavphmp reducible gLLAQadcefffbavppmp SFS[D(3,1)(2,1)] gLLAQadcefffbevpamp SFS[D(3,1)(2,1)] gLLAQadcefffbavpaxp SFS[D(3,1)(2,1)] gLLAQadcefffbavmaxq SFS[D(2,1)(2,1)] gLLAQadcefffbhvmhxq SFS[D(2,1)(2,1)] gLLAQadcefffbivmatq SFS[D(2,1)(2,1)] gLLAQadcefffbivmemi SFS[D(2,1)(2,1)] gLLAQadcefffbivmdhu toroidal gLLAQadcefffbivmdhe SFS[D(3,1)(2,1)] gLLAQadcefffbavmdhu SFS[D(3,1)(2,1)] gLLAQadcefffbivmthi SFS[D(3,1)(2,1)] gLLAQadcefffbivmahi reducible gLLAQadcefffbivmlhi SFS[D(3,1)(2,1)] gLLAQadcefffbpvmmed SFS[D(2,1)(2,1)] gLLAQadcefffbuvmamq SFS[D(2,1)(2,1)] gLLAQadcefffbuvmdtu SFS[D(2,1)(2,1)] gLLAQadcefffbuvmehi toroidal gLLAQadcefffbavmlxt SFS[D(2,1)(2,1)] gLLAQadcefffbavmhqq SFS[D(2,1)(2,1)] gLLAQadcefffbavmdhh SFS[D(3,1)(2,1)] gLLAQadcefffbavmphh SFS[D(3,1)(2,1)] gLLAQadcefffbavmthi SFS[D(3,1)(2,1)] gLLAQadcefffbavmahi SFS[D(3,1)(2,1)] gLLAQadcefffbavmlhi reducible gLLAQadcefffbxvmxlm SFS[D(3,1)(2,1)] gLLAQadcefffbmvmthi toroidal gLLAQadcefffbmvmahi SFS[D(3,1)(2,1)] gLLAQadcefffbmvmlhi SFS[D(3,1)(2,1)] gLLAQadcefffbavmdhe reducible gLLAQadcefffbmvmdhe SFS[D(3,1)(2,1)] gLLAQadcefffbmvmtli SFS[D(2,1)(2,1)] gLLAQadcefffbavmdqt SFS[D(2,1)(2,1)] gLLAQadcefffbavmahm SFS[D(3,1)(2,1)] gLLAQadcefffbawiaed SFS[A(2,1)] gLLAQadcefffbewiadd SFS[A(2,1)] gLLAQadcefffbawdppp reducible gLLAQadcefffbhwxhha reducible gLLAQadcefffbhwxahh reducible gLLAQadcefffbawxhhh reducible gLLAQadcefffbawxaha reducible gLLAQadcefffbxwxxud SFS[D(3,1)(2,1)] gLLAQadcefffbhwqhaa reducible gLLAQadcefffbhwqaah reducible gLLAQadcefffbiwqaam SFS[D(3,1)(2,1)] gLLAQadcefffbiwqaai reducible gLLAQadcefffbiwqaaa SFS[D(3,1)(2,1)] gLLAQadcefffbpwqaap reducible gLLAQadcefffbpwqaup reducible gLLAQadcefffbpwqapp reducible gLLAQadcefffbuwqapu reducible gLLAQadcefffbuwqaau reducible gLLAQadcefffbuwqauu reducible gLLAQadcefffbawqaam SFS[D(3,1)(2,1)] gLLAQadcefffbawqaqq SFS[D(2,1)(2,1)] gLLAQadcefffbawqaai SFS[D(3,1)(2,1)] gLLAQadcefffbawqhah reducible gLLAQadcefffbawqaua reducible gLLAQadcefffbawqapa reducible gLLAQadcefffbawqtaa SFS[D(3,1)(2,1)] gLLAQadcefffbawqlaa SFS[D(3,1)(2,1)] gLLAQadcefffbawqxxa SFS[D(2,1)(2,1)] gLLAQadcefffbxwqxaa SFS[D(2,1)(2,1)] gLLAQadcefffbxwqaax reducible gLLAQadcefffbmwqaaa SFS[D(3,1)(2,1)] gLLAQadcefffbmwqaai SFS[D(3,1)(2,1)] gLLAQadcefffbmwqaam toroidal gLLAQadcefffbewqaae SFS[A(2,1)] gLLAQadcefffbiwpall toroidal gLLAQadcefffbiwptll SFS[D(3,1)(2,1)] gLLAQadcefffbiwplll SFS[D(3,1)(2,1)] gLLAQadcefffbpwpmaa SFS[D(2,1)(2,1)] gLLAQadcefffbuwpdxx reducible gLLAQadcefffbuwpapp reducible gLLAQadcefffbuwpell reducible gLLAQadcefffbawpale toroidal gLLAQadcefffbawpluu SFS[D(2,1)(2,1)] gLLAQadcefffbawpalq SFS[D(3,1)(2,1)] gLLAQadcefffbawpall SFS[D(3,1)(2,1)] gLLAQadcefffbawptll SFS[D(3,1)(2,1)] gLLAQadcefffbawplll reducible gLLAQadcefffbawpaup reducible gLLAQadcefffbmwpall SFS[D(3,1)(2,1)] gLLAQadcefffbmwptll reducible gLLAQadcefffbmwplll SFS[D(3,1)(2,1)] gLLAQadcefffbiwmatt SFS[D(3,1)(2,1)] gLLAQadcefffbawmaxt SFS[D(3,1)(2,1)] gLLAQadcefffbawmtxt SFS[D(3,1)(2,1)] gLLAQadcefffbawmlxt toroidal gLLAQadcefffbawmdqd SFS[D(2,1)(2,1)] gLLAQadcefffbawmdqq SFS[D(2,1)(2,1)] gLLAQadcefffbawmeuh SFS[D(2,1)(2,1)] gLLAQadcefffbawmaim SFS[D(2,1)(2,1)] gLLAQadcefffbawmdqt toroidal gLLAQadcefffbawmaut reducible gLLAQadcefffbawmtut SFS[D(3,1)(2,1)] gLLAQadcefffbawmlut SFS[D(3,1)(2,1)] gLLAQadcefffbawmatt SFS[D(3,1)(2,1)] gLLAQadcefffbawmttt reducible gLLAQadcefffbawmltt SFS[D(3,1)(2,1)] gLLAQadcefffbmwmatt reducible gLLAQadcefffbmwmaii SFS[D(2,1)(2,1)] gLLAQadcefffblwuatt SFS[D(2,1)(2,1)] gLLAQadcefffblwuial toroidal gLLAQadcefffblwumal toroidal gLLAQadcefffbawualt SFS[D(2,1)(2,1)] gLLAQadcefffbawemuu reducible gLLAQadcefffbawemmm reducible gLLAQadcefffbiwhata SFS[D(2,1)(2,1)] gLLAQadcefffbuwhapp reducible gLLAQadcefffbawhxtx SFS[D(3,1)(2,1)] gLLAQadcefffbawhaup reducible gLLAQadcefffbawhxui toroidal gLLAQadcefffbawhxud SFS[D(3,1)(2,1)] gLLAQadcefffbawhxux SFS[D(3,1)(2,1)] gLLAQadcefffbawhxxx reducible gLLAQadcefffbawhaxa SFS[D(2,1)(2,1)] gLLAQadcefffbxwhxua SFS[D(5,2)(2,1)] gLLAQadcefffbxwhxup toroidal gLLAQadcefffbxwhadp reducible gLLAQadcefffbxwhxta toroidal gLLAQadcefffbxwhaaa SFS[D(2,1)(2,1)] gLLAQadcefffbxwhxxa SFS[D(4,1)(2,1)] gLLAQadcefffbasiaed T2xI gLLAQadcefffbesiadd T2xI gLLAQadcefffbusqaau SFS[D(2,1)(2,1)] gLLAQadcefffbmsqaam SFS[D(2,1)(2,1)] gLLAQadcefffbesqaae T2xI gLLAQadcefffbispall SFS[D(2,1)(2,1)] gLLAQadcefffbuspdxx reducible gLLAQadcefffbuspapp reducible gLLAQadcefffbuspell reducible gLLAQadcefffbaspale SFS[D(2,1)(2,1)] gLLAQadcefffbaspaup reducible gLLAQadcefffbasmlxt SFS[D(2,1)(2,1)] gLLAQadcefffbasmdqt SFS[D(2,1)(2,1)] gLLAQadcefffblsuial SFS[D(3,1)(2,1)] gLLAQadcefffblsumal SFS[D(3,1)(2,1)] gLLAQadcefffbushapp reducible gLLAQadcefffbashaup reducible gLLAQadcefffbashxui SFS[D(2,1)(2,1)] gLLAQadcefffbxshxup SFS[D(2,1)(2,1)] gLLAQadcefffbxshadp reducible gLLAQadcefffbxshxta SFS[D(3,1)(2,1)] gLLMQacddfefbvavgkn SFS[D(3,1)(2,1)] gLLMQacddeffbcabssr reducible gLLMQacddeffbvavwwj SFS[D(3,1)(2,1)] gLLMQacedfefbcewkfk SFS[D(3,1)(2,1)] gLLMQacddeffbbabsgj reducible gLLMQacefdefbceknfs SFS[D(3,1)(2,1)] gLLMQacddeffbvavsgj SFS[D(3,1)(2,1)] gLLMQacddeffbcabjjk reducible gLLMQacddeffbvavkwr SFS[D(3,1)(2,1)] gLLPQacedfefbbarwgn SFS[D(3,1)(2,1)] gLLMQacddeffbsqvkvj SFS[D(3,1)(2,1)] gLLMQacddeffbsqskvj SFS[D(3,1)(2,1)] gLLMQacddeffbsqwkvj toroidal gLLMQacddeffbkabjfn reducible gLLMQacddeffbsankvj toroidal gLLMQacddeffbsajkvj toroidal gLLMQacddeffbsxokvj SFS[D(3,1)(2,1)] gLLMQacddeffbsxnkvj SFS[D(3,1)(2,1)] gLLMQacddeffbsxrkvj toroidal gLLMQacddeffbgmvsbs SFS[D(3,1)(2,1)] gLLPQacedfefbghwrgj SFS[D(3,1)(2,1)] gLLMQacddeffbgabsbs reducible gLLMQacddeffbgtosbs SFS[D(3,1)(2,1)] gLLMQacddeffbsqvwvn SFS[D(3,1)(2,1)] gLLMQacddeffbsqswvn SFS[D(3,1)(2,1)] gLLMQacddeffbsqwwvn toroidal gLLMQacddeffbkabsor reducible gLLMQacddeffbsanwvn toroidal gLLMQacddeffbsajwvn toroidal gLLMQacddeffbsxowvn SFS[D(3,1)(2,1)] gLLMQacddeffbsxnwvn SFS[D(3,1)(2,1)] gLLMQacddeffbsxrwvn toroidal gLLPQacedfefbbawrgj SFS[D(3,1)(2,1)] gLLMQacddeffbcabkok reducible gLLMQacddeffbsqwjkj SFS[D(5,1)(2,1)] gLLMQacddeffbkabksk reducible gLLMQacddeffbsanjkj SFS[D(5,4)(3,1)] gLLMQacddeffbsajjkj SFS[D(5,1)(3,1)] gLLMQacddeffbsxrjkj SFS[D(5,1)(2,1)] gLLMQacddfefbsqwkrr SFS[D(5,1)(2,1)] gLLMQacddeffbkabwsw reducible gLLMQacddeffjkabwsw SFS[D(5,1)(3,1)] gLLMQacddeffnkabwsw SFS[D(5,4)(3,1)] gLLMQacddfefbsxrkrr SFS[D(5,1)(2,1)] gLLMQacefdefbcevjfj SFS[D(3,1)(2,1)] gLLMQacddeffbbabjrw reducible gLLMQacedfefbcervfr SFS[D(3,1)(2,1)] gLLMQacddeffbgmvkrr SFS[D(3,1)(2,1)] gLLMQacddeffbgabjww reducible gLLMQacddeffbgtokrr SFS[D(3,1)(2,1)] gLLPQacedfefbghrwgn SFS[D(3,1)(2,1)] gLMLQabdefefnwqfnfc SFS[D(3,1)(2,1)] gLLMQacddeffbcabwow reducible gLLMQacddeffbgmvsgr SFS[D(3,1)(3,1)] gLLMQacddeffbgabsgr reducible gLLMQacddeffbgtosgr SFS[D(3,1)(3,1)] gLLPQacefdefbghgjgj SFS[D(3,1)(3,1)] gLLPQacefdefbbagngn SFS[D(3,1)(3,1)] gLLMQacddeffbsqvsnj SFS[D(3,1)(3,1)] gLLMQacddeffbsqssnj SFS[D(3,1)(3,1)] gLLMQacddeffbsqwsnj toroidal gLLMQacddeffbsabsnj reducible gLLMQacddeffbsansnj toroidal gLLMQacddeffbsajsnj toroidal gLLMQacddeffbsxosnj SFS[D(3,1)(3,1)] gLLMQacddeffbsxnsnj SFS[D(3,1)(3,1)] gLLMQacddeffbsxrsnj toroidal gLLMQacddeffbcabkfs reducible gLLMQacddeffbsqwjnn SFS[D(3,1)(2,1)] gLLMQacddeffbkabkjj reducible gLLMQacddeffbsanjnn SFS[D(3,1)(3,1)] gLLMQacddeffbsajjnn SFS[D(3,1)(3,2)] gLLMQacddeffbsxrjnn SFS[D(3,1)(2,1)] gLLMQacddeffbvavsbr SFS[D(3,1)(3,1)] gLLMQacddeffboabsvs reducible gLLMQacefdefbcecnfr SFS[D(3,1)(3,1)] gLLMQacddeffbbabsbr reducible gLLMQacefdefbcecjfk SFS[D(3,1)(3,1)] gLLMQacddfefbgmvgks SFS[D(2,1)(2,1)] gLLPQacedfefbghwggr SFS[D(2,1)(2,1)] gLLMQacddeffbgmvsgk SFS[D(3,1)(3,2)] gLLMQacddeffbgabsgk reducible gLLMQacddeffbgtosgk SFS[D(3,1)(3,2)] gLLPQacefdefbghgngj SFS[D(3,1)(3,2)] gLLMQacddfefbgtogks SFS[D(2,1)(2,1)] gLLPQacefdefbbagjgn SFS[D(3,1)(3,2)] gLLMQacddeffbsqvsnw SFS[D(3,1)(3,2)] gLLMQacddeffbsqssnw SFS[D(3,1)(3,2)] gLLMQacddeffbsqwsnw toroidal gLLMQacddeffbsabsnw reducible gLLMQacddeffbsansnw toroidal gLLMQacddeffbsajsnw toroidal gLLMQacddeffbsxosnw SFS[D(3,1)(3,2)] gLLMQacddeffbsxnsnw SFS[D(3,1)(3,2)] gLLMQacddeffbsxrsnw toroidal gLLMQacddfefbvavbkj SFS[D(2,1)(2,1)] gLLMQacddeffbcabjfs reducible gLLMQacddeffbvavkbj SFS[D(2,1)(2,1)] gLLMQacddeffbsqvknn SFS[D(2,1)(2,1)] gLLMQacddeffbsqsknn SFS[D(2,1)(2,1)] gLLMQacddeffbsqwknn toroidal gLLMQacddeffbkabjjj reducible gLLMQacddeffbsanknn toroidal gLLMQacddeffbsajknn toroidal gLLMQacddeffbsxoknn SFS[D(2,1)(2,1)] gLLMQacddeffbsxnknn SFS[D(2,1)(2,1)] gLLMQacddeffbsxrknn toroidal gLLPQacedfefbbarggw SFS[D(2,1)(2,1)] gLLMQacddeffbvavsbn SFS[D(3,1)(3,2)] gLLMQacddeffboabsvw reducible gLLMQacddeffbvavwbr SFS[D(3,1)(3,2)] gLLMQacedfefbcewcfs SFS[D(2,1)(2,1)] gLLMQacefdefbcecnfk SFS[D(3,1)(3,2)] gLLMQacddeffbbabsbn reducible gLLMQacddeffbgabjgj reducible gLPLQabdefefjnaovfc SFS[D(3,1)(3,1)] gLLMQacddeffbbabjbj reducible gLLMQacddeffbgmvkgj SFS[D(2,1)(2,1)] gLLMQacddeffbgabjgk reducible gLLMQacddeffbgtokgj SFS[D(2,1)(2,1)] gLLPQacedfefbghrggw SFS[D(2,1)(2,1)] gLPLQabdefefjjaovfc SFS[D(3,1)(3,2)] gLLMQacedfefbcercfj SFS[D(2,1)(2,1)] gLLMQacddeffbbabjbk reducible gLLPQacefdefbbagjgj SFS[D(3,1)(3,1)] gLLMQacddeffbsqvwnw SFS[D(3,1)(3,1)] gLLMQacddeffbsqswnw SFS[D(3,1)(3,1)] gLLMQacddeffbsqwwnw toroidal gLLMQacddeffbsabwnw reducible gLLMQacddeffbsanwnw toroidal gLLMQacddeffbsajwnw toroidal gLLMQacddeffbsxownw SFS[D(3,1)(3,1)] gLLMQacddeffbsxnwnw SFS[D(3,1)(3,1)] gLLMQacddeffbsxrwnw toroidal gLLMQacddeffbsqwknr SFS[D(3,1)(2,1)] gLLMQacddeffbkabjjw reducible gLLMQacddeffbsanknr SFS[D(3,1)(3,2)] gLLMQacddeffbsajknr SFS[D(3,1)(3,1)] gLLMQacddeffbsxrknr SFS[D(3,1)(2,1)] gLLMQacddeffbcabjfw reducible gLLMQacddeffbvavwbn SFS[D(3,1)(3,1)] gLLMQacddeffboabwvw reducible gLLMQacddeffbgmvwgr SFS[D(3,1)(3,2)] gLLMQacddeffbgabwgr reducible gLLMQacddeffbgtowgr SFS[D(3,1)(3,2)] gLLPQacefdefbghgjgn SFS[D(3,1)(3,2)] gLvQQaecdeffjajvcbg SFS[D(2,1)(2,1)] gLLMQacddeffbsqwjnr reducible gLLMQacddeffbkabkjw reducible gLLMQacddeffbsanjnr reducible gLLMQacddeffbsajjnr reducible gLLMQacddeffbsxrjnr reducible gLLMQacddeffbcabkfw reducible gLLMQacefdefbcecjfr SFS[D(3,1)(3,2)] gLLMQacddeffbbabwbr reducible gLLMQacddfefbsqwkkr SFS[D(7,2)(2,1)] gLLMQacddeffbkabssw reducible gLLMQacddeffjkabssw SFS[D(7,2)(3,1)] gLLMQacddeffnkabssw SFS[D(7,5)(3,1)] gLLMQacddfefbsxrkkr SFS[D(7,2)(2,1)] gLLMQacddeffbvavswj SFS[D(3,1)(2,1)] gLLMQacddeffbcabssk reducible gLLMQacddfefbvavgkr SFS[D(3,1)(2,1)] gLLMQacefdefbcevnfj SFS[D(3,1)(2,1)] gLLMQacddeffbbabjrj reducible gLLMQacedfefbcervfk SFS[D(3,1)(2,1)] gLLMQacddeffbgmvkrk SFS[D(3,1)(2,1)] gLLMQacddeffbgabjws reducible gLLMQacddeffbgtokrk SFS[D(3,1)(2,1)] gLLPQacedfefbghrwgj SFS[D(3,1)(2,1)] gLLPQacedfefbbawrgn SFS[D(3,1)(2,1)] gLLMQacddeffbsqvsvn SFS[D(3,1)(2,1)] gLLMQacddeffbsqssvn SFS[D(3,1)(2,1)] gLLMQacddeffbsqwsvn toroidal gLLMQacddeffbkabson reducible gLLMQacddeffbsansvn toroidal gLLMQacddeffbsajsvn toroidal gLLMQacddeffbsxosvn SFS[D(3,1)(2,1)] gLLMQacddeffbsxnsvn SFS[D(3,1)(2,1)] gLLMQacddeffbsxrsvn toroidal gLLMQacddeffbcabsow reducible gLLMQacddfefbsqvkkn SFS[D(2,1)(2,1)] gLLMQacddfefbsqskkn SFS[D(2,1)(2,1)] gLLMQacddfefbsqwkkn toroidal gLLMQacddeffbkabssj reducible gLLMQacddeffjkabssj toroidal gLLMQacddeffnkabssj toroidal gLLMQacddfefbsxokkn SFS[D(2,1)(2,1)] gLLMQacddfefbsxnkkn SFS[D(2,1)(2,1)] gLLMQacddfefbsxrkkn toroidal gLLPQacedfefbbawbgw SFS[D(2,1)(2,1)] gLLMQacddeffbcabwsk reducible gLLMQacedfefbcewnfj SFS[D(2,1)(2,1)] gLLMQacddeffbbabjwn reducible gLLMQacedfefbcernfs SFS[D(2,1)(2,1)] gLLMQacddeffbgmvkws SFS[D(2,1)(2,1)] gLLPQacedfefbghrbgr SFS[D(2,1)(2,1)] gLLMQacddeffbgabjrk reducible gLLMQacddeffbgtokws SFS[D(2,1)(2,1)] gLLMQacddeffbsqwsvr SFS[D(8,3)(2,1)] gLLMQacddeffbkabwon reducible gLLMQacddeffbsansvr SFS[D(8,3)(3,1)] gLLMQacddeffbsajsvr SFS[D(8,3)(3,1)] gLLMQacddeffbsxrsvr SFS[D(8,3)(2,1)] gLLMQacddfefbvavrkj SFS[D(2,1)(2,1)] gLLMQacddeffbcabsos reducible gLLMQacddeffbbabjwr reducible gLLMQacddeffbcabkjk reducible gLLMQacddeffbsqwjkk SFS[D(7,2)(2,1)] gLLMQacddeffbkabjsk reducible gLLMQacddeffbsanjkk SFS[D(7,5)(3,1)] gLLMQacddeffbsajjkk SFS[D(7,2)(3,1)] gLLMQacddeffbsxrjkk SFS[D(7,2)(2,1)] gLLMQacddeffbcabjok reducible gLLMQacddeffbsqwjvj SFS[D(7,3)(2,1)] gLLMQacddeffbkabkfn reducible gLLMQacddeffbsanjvj SFS[D(7,4)(3,1)] gLLMQacddeffbsajjvj SFS[D(7,3)(3,1)] gLLMQacddeffbsxrjvj SFS[D(7,3)(2,1)] gLLMQacddeffbgabjrr reducible gLMLQabdefefjwqfnfc SFS[D(3,1)(2,1)] gLLPQacedfefbbarbgr SFS[D(2,1)(2,1)] gLLMQacddeffbsqvkkk SFS[D(2,1)(2,1)] gLLMQacddeffbsqskkk SFS[D(2,1)(2,1)] gLLMQacddeffbsqwkkk toroidal gLLMQacddeffbkabjsj reducible gLLMQacddeffbsankkk toroidal gLLMQacddeffbsajkkk toroidal gLLMQacddeffbsxokkk SFS[D(2,1)(2,1)] gLLMQacddeffbsxnkkk SFS[D(2,1)(2,1)] gLLMQacddeffbsxrkkk toroidal gLLMQacddeffbvavkrj SFS[D(2,1)(2,1)] gLLMQacddeffbcabjoj reducible gLLMQacddeffbcabwsr reducible gLLMQacefdefbcekjfs SFS[D(3,1)(2,1)] gLLMQacddeffbbabsgw reducible gLLMQacedfefbcewkfr SFS[D(3,1)(2,1)] gLLMQacddeffbvavwgj SFS[D(3,1)(2,1)] gLLMQacddeffbcabjjr reducible gLLMQacddeffbvavkwn SFS[D(3,1)(2,1)] gLLPQacedfefbbarwgj SFS[D(3,1)(2,1)] gLLMQacddeffbsqvkvw SFS[D(3,1)(2,1)] gLLMQacddeffbsqskvw SFS[D(3,1)(2,1)] gLLMQacddeffbsqwkvw toroidal gLLMQacddeffbkabjfr reducible gLLMQacddeffbsankvw toroidal gLLMQacddeffbsajkvw toroidal gLLMQacddeffbsxokvw SFS[D(3,1)(2,1)] gLLMQacddeffbsxnkvw SFS[D(3,1)(2,1)] gLLMQacddeffbsxrkvw toroidal gLLMQacddeffbgmvwbs SFS[D(3,1)(2,1)] gLLMQacddeffbgabsbw reducible gLLMQacddeffbgtowbs SFS[D(3,1)(2,1)] gLLPQacedfefbghwrgn SFS[D(3,1)(2,1)] gLLMQacddeffbsqwwvr SFS[D(7,3)(2,1)] gLLMQacddeffbkabwor reducible gLLMQacddeffbsanwvr SFS[D(7,3)(3,1)] gLLMQacddeffbsajwvr SFS[D(7,4)(3,1)] gLLMQacddeffbsxrwvr SFS[D(7,3)(2,1)] gLLMQacddeffbbabwgw reducible gLLMQacddeffbcabkjr reducible gLLMQacddeffbsqwjvw SFS[D(8,3)(2,1)] gLLMQacddeffbkabkfr reducible gLLMQacddeffbsanjvw SFS[D(8,3)(3,1)] gLLMQacddeffbsajjvw SFS[D(8,3)(3,1)] gLLMQacddeffbsxrjvw SFS[D(8,3)(2,1)] gLLMQacddeffbgabwbw reducible gLvQQacedeffjsqvcbg SFS[D(2,1)(2,1)] gLLMQacddeffbgmvvgr reducible gLLMQacddeffbgabvgr reducible gLLMQacddeffbgtovgr reducible gLLPQacefdefbghgbgn reducible gLLMQacedfefbshvkvw reducible gLLMQacddeffbvtvvjk reducible gLLPQacedfefbvtsjvg reducible gLLPQacedfefbvtsjsg reducible gLLPQacedfefbvtsjwg reducible gLLMQacddfefjrdojfn reducible gLLMQacddfefjvlvjro reducible gLLPQacedfefbvtvjvj reducible gLLPQacedfefbvtvjwj SFS[D(3,1)(3,1)] gLLPQacedfefbvtvjsj SFS[D(3,1)(3,2)] gLLMQacddfefjvlvjfn SFS[D(3,1)(2,1)] gLLMQacddfefjrdojro SFS[D(3,1)(2,1)] gLLMQacddeffbvtvwjg reducible gLLPQacddeffbvevvfk reducible gLLPQacddeffbvevsfg reducible gLLMQacedfefbglvwvk reducible gLLPQacefdefbbagbgn reducible gLLMQacedfefbvevfvj reducible gLLMQacedfefbvevfwj SFS[D(3,1)(3,1)] gLLMQacedfefbvevfsj SFS[D(3,1)(3,2)] gLLMQacddfefjkmvjfn SFS[D(3,1)(2,1)] gLLMQacedfefbvpvfkj SFS[D(3,1)(2,1)] gLLMQacddeffbsqvsnc reducible gLLMQacddeffbsqssnc reducible gLLMQacddeffbsqwsnc reducible gLLMQacddeffbsabsnc reducible gLLMQacddeffbsansnc reducible gLLMQacddeffbsajsnc reducible gLLMQacddeffbsxosnc reducible gLLMQacddeffbsxnsnc reducible gLLMQacddeffbsxrsnc reducible gLLMQacedfefbvewfvg reducible gLLMQacedfefbvewfwg reducible gLLMQacedfefbvewfsg reducible gLLMQacddfefjkmvjko reducible gLLMQacedfefbvpwfkg reducible gLLPQacedfefbjmvwgk reducible gLLMQacddeffbjhovnj reducible gLLPQacefdefbjmcbgr reducible gLLMQacddfefbjhobfw reducible gLLPQacedfefbrmvwgk reducible gLLMQacddeffbvlvvnj reducible gLLMQacddfefbrhobfw reducible gLLPQacedfefbvqvwvk reducible gLLMQacddeffbcxrkfv SFS[D(3,1)(2,1)] gLLPQacedfefbvmvwgk reducible gLLMQacddeffbribvnj reducible gLLMQacddeffbcabkfv reducible gLLMQacddeffbcajkfv SFS[D(3,1)(3,2)] gLLMQacddeffbcankfv SFS[D(3,1)(3,1)] gLLMQacddeffbcqwkfv SFS[D(3,1)(2,1)] gLLMQacddfefbvhobfw reducible gLLMQacedfefbrqvkfw reducible gLLMQacefdefbrqfbfj reducible gLPLQabdefefnbpfjfc reducible gLLMQacddeffbsqwjno SFS[D(3,1)(2,1)] gLLMQacedfefbjqvkfw reducible gLLMQacddeffbkabkjc reducible gLLMQacddeffbsanjno SFS[D(3,1)(3,2)] gLLMQacddeffbsajjno SFS[D(3,1)(3,1)] gLLPQacddeffbjlbvgr reducible gLLMQacefdefbvpfbgj reducible gLLMQacddeffbsxrjno SFS[D(3,1)(2,1)] gLPLQabdefefnbmfjfc reducible gLLMQacedfefbvmvkvw reducible gLLMQacedfefbvqvkfw reducible gLLPQacddeffbriovgr reducible gLPLQabdefefnbqfjfc reducible gLLMQacedfefjktvrgn SFS[D(3,1)(2,1)] gLLMQacefdefbktfngc reducible gLLMQacefdefjktfngc SFS[D(3,1)(3,2)] gLLMQacefdefnktfngc SFS[D(3,1)(3,1)] gLLMQacefdefbktfbgj reducible gLLMQacefdefnktfbgj SFS[D(3,1)(3,1)] gLLMQacefdefjktfbgj SFS[D(3,1)(3,2)] gLLMQacedfefjktwrgo SFS[D(3,1)(2,1)] gLvQQaecdeffbejwcbg SFS[D(3,1)(2,1)] gLvQQaecdeffbejvcbj SFS[D(3,1)(2,1)] gLLMQacddeffbvavvbr reducible gLLMQacddeffboabsvv reducible gLLMQacddeffbvavsbo reducible gLLMQacefdefbslfbvj reducible gLLMQacefdefbcecbfr reducible gLLMQacddeffbbabvbr reducible gLLMQacefdefbcecjff reducible gLLMQacefdefboucbgr reducible gLLMQacefdefnoucbgr SFS[D(3,1)(3,1)] gLLMQacefdefjoucbgr SFS[D(3,1)(3,2)] gLLPQacddfefjriovfj SFS[D(3,1)(2,1)] gLLMQacedfefjvpsrgo SFS[D(3,1)(2,1)] gLLMQacedfefbvxvrvn reducible gLLMQacedfefjvpvrgn SFS[D(3,1)(2,1)] gLLMQacefdefboucjgf reducible gLLMQacefdefnoucjgf SFS[D(3,1)(3,2)] gLLMQacefdefjoucjgf SFS[D(3,1)(3,1)] gLLPQacddfefjriovrg SFS[D(3,1)(2,1)] gLLMQacddeffbgmvsgf reducible gLLMQacddeffbgabsgf reducible gLLMQacddeffbgtosgf reducible gLLPQacefdefbghgbgj reducible gLLMQacedfefbshvkvj reducible gLLMQacddeffbvtvvjj reducible gLLPQacedfefbvtwjvg reducible gLLPQacedfefbvtwjsg reducible gLLPQacedfefbvtwjwg reducible gLLMQacddfefjrdojfr reducible gLLMQacddfefjvlvjko reducible gLLPQacedfefbvtvjvk reducible gLLPQacedfefbvtvjwk SFS[D(3,1)(3,2)] gLLPQacedfefbvtvjsk SFS[D(3,1)(3,1)] gLLMQacddfefjvlvjfr SFS[D(3,1)(2,1)] gLLMQacddfefjrdojko SFS[D(3,1)(2,1)] gLLMQacddeffbvtvsjg reducible gLLPQacddeffbvevvfj reducible gLLPQacddeffbvevwfg reducible gLLMQacedfefbglvwvr reducible gLLPQacefdefbbagbgj reducible gLLMQacedfefbvevfvk reducible gLLMQacedfefbvevfwk SFS[D(3,1)(3,2)] gLLMQacedfefbvevfsk SFS[D(3,1)(3,1)] gLLMQacddfefjkmvjfr SFS[D(3,1)(2,1)] gLLMQacedfefbvpvfkk SFS[D(3,1)(2,1)] gLLMQacddeffbsqvvnw reducible gLLMQacddeffbsqsvnw reducible gLLMQacddeffbsqwvnw reducible gLLMQacddeffbsabvnw reducible gLLMQacddeffbsanvnw reducible gLLMQacddeffbsajvnw reducible gLLMQacddeffbsxovnw reducible gLLMQacddeffbsxnvnw reducible gLLMQacddeffbsxrvnw reducible gLLMQacedfefbvesfvg reducible gLLMQacedfefbvesfwg reducible gLLMQacedfefbvesfsg reducible gLLMQacddfefjkmvjro reducible gLLMQacedfefbvpsfkg reducible gLLPQacedfefbjmvwgr reducible gLLMQacddeffbjhovnw reducible gLLPQacefdefbjmcbgk reducible gLLMQacddfefbjhobfj reducible gLLPQacedfefbrmvwgr reducible gLLMQacddeffbvlvvnw reducible gLLMQacddfefbrhobfj reducible gLLPQacedfefbvqvwvr reducible gLLMQacddeffbcxrjfv SFS[D(3,1)(2,1)] gLLPQacedfefbvmvwgr reducible gLLMQacddeffbribvnw reducible gLLMQacddeffbcabjfv reducible gLLMQacddeffbcajjfv SFS[D(3,1)(3,1)] gLLMQacddeffbcanjfv SFS[D(3,1)(3,2)] gLLMQacddeffbcqwjfv SFS[D(3,1)(2,1)] gLLMQacddfefbvhobfj reducible gLLMQacedfefbrqvkfj reducible gLLMQacefdefbrqfbfw reducible gLPLQabdefefjbpfjfc reducible gLLMQacddeffbsqwkno SFS[D(3,1)(2,1)] gLLMQacedfefbjqvkfj reducible gLLMQacddeffbkabjjc reducible gLLMQacddeffbsankno SFS[D(3,1)(3,1)] gLLMQacddeffbsajkno SFS[D(3,1)(3,2)] gLLPQacddeffbjlbvgk reducible gLLMQacefdefbvpfbgw reducible gLLMQacddeffbsxrkno SFS[D(3,1)(2,1)] gLPLQabdefefjbmfjfc reducible gLLMQacedfefbvmvkvj reducible gLLMQacedfefbvqvkfj reducible gLLPQacddeffbriovgk reducible gLPLQabdefefjbqfjfc reducible gLLMQacedfefjktvrgr SFS[D(3,1)(2,1)] gLLMQacefdefbktfjgc reducible gLLMQacefdefjktfjgc SFS[D(3,1)(3,1)] gLLMQacefdefnktfjgc SFS[D(3,1)(3,2)] gLLMQacefdefbktfbgw reducible gLLMQacefdefnktfbgw SFS[D(3,1)(3,2)] gLLMQacefdefjktfbgw SFS[D(3,1)(3,1)] gLLMQacedfefjktsrgo SFS[D(3,1)(2,1)] gLvQQaecdeffbenwcbg SFS[D(3,1)(2,1)] gLvQQaecdeffbenvcbj SFS[D(3,1)(2,1)] gLLMQacddeffbvavvbn reducible gLLMQacddeffboabvvw reducible gLLMQacddeffbvavwbo reducible gLLMQacefdefbslfbvw reducible gLLMQacefdefbcecbfk reducible gLLMQacddeffbbabsbo reducible gLLMQacefdefbcecnff reducible gLLMQacefdefboucbgk reducible gLLMQacefdefnoucbgk SFS[D(3,1)(3,2)] gLLMQacefdefjoucbgk SFS[D(3,1)(3,1)] gLLPQacddfefjriovfk SFS[D(3,1)(2,1)] gLLMQacedfefjvpwrgo SFS[D(3,1)(2,1)] gLLMQacedfefbvxvrvr reducible gLLMQacedfefjvpvrgr SFS[D(3,1)(2,1)] gLLMQacefdefboucngf reducible gLLMQacefdefnoucngf SFS[D(3,1)(3,1)] gLLMQacefdefjoucngf SFS[D(3,1)(3,2)] gLLPQacddfefjriovkg SFS[D(3,1)(2,1)] gLLMQacedfefbbiofvr reducible gLLMQacddeffbcqwgfw SFS[D(3,1)(2,1)] gLLMQacddeffbcabgfw reducible gLLMQacddeffbcangfw SFS[D(3,1)(3,2)] gLLMQacddeffbcajgfw SFS[D(3,1)(3,1)] gLLMQacddeffbcxrgfw SFS[D(3,1)(2,1)] gLLMQacedfefbgiojvk reducible gLLMQacddeffbsqwgnn SFS[D(3,1)(2,1)] gLLMQacddeffbkabgjj reducible gLLMQacddeffbsangnn SFS[D(3,1)(3,2)] gLLMQacddeffbsajgnn SFS[D(3,1)(3,1)] gLLMQacddeffbsxrgnn SFS[D(3,1)(2,1)] gLLPQacedfefbjqojvk reducible gLLMQacedfefbkiokvj reducible gLLMQacedfefbkiokwj SFS[D(3,1)(3,1)] gLLMQacedfefbkioksj SFS[D(3,1)(3,2)] gLLMQacedfefbkiokwk SFS[D(3,1)(3,2)] gLLMQacedfefnkiokwj reducible gLLMQacedfefjkiokwk SFS[D(3,1)(3,1)] gLLMQacedfefbkioksk SFS[D(3,1)(3,1)] gLLMQacedfefjkiokwj SFS[D(3,1)(3,2)] gLLMQacedfefjkioksj toroidal gLLMQacddeffbjlvgjw reducible gLLMQacedfefbkeokkj SFS[D(3,1)(2,1)] gLLMQacedfefjkenkrg SFS[D(7,4)(3,1)] gLLMQacedfefnkenkrg SFS[D(8,3)(3,1)] gLLMQacedfefbkenkkg reducible gLLMQacedfefjkenkkg toroidal gLLMQacedfefjkeokrj toroidal gLLMQacedfefbktokkj SFS[D(3,1)(2,1)] gLLMQacedfefnktokgj SFS[D(3,1)(2,1)] gLLMQacedfefnktokkj SFS[D(5,4)(3,1)] gLLMQacedfefnktokjj SFS[D(7,5)(3,1)] gLLMQacedfefjktokkj SFS[D(7,5)(3,1)] gLLMQacedfefjktokjj toroidal gLLMQacedfefbkerkkg reducible gLLMQacedfefbkeokkk SFS[D(3,1)(2,1)] gLLMQacedfefjkerkrg SFS[D(7,3)(3,1)] gLLMQacedfefjkeokkk toroidal gLLMQacedfefnkeokrk SFS[D(8,3)(3,1)] gLLMQacedfefjkeokrk toroidal gLLMQacddeffbjlvgjj reducible gLLMQacedfefbkinkvg reducible gLLMQacedfefbkirksg reducible gLLMQacedfefbkirkwg reducible gLLMQacedfefbkinksg reducible gLLMQacedfefjkinksg toroidal gLLMQacedfefjkirkwg toroidal gLLMQacedfefbkinkwg reducible gLLMQacedfefjkinkwg toroidal gLLMQacedfefnkinkwg toroidal gLLMQacddeffbjibgjj reducible gLLMQacddeffbgabggj reducible gLLMQacedfefbktrkkg reducible gLLMQacedfefjktrkjg SFS[D(8,3)(3,1)] gLLMQacedfefjktrkkg toroidal gLLMQacedfefnktrkgg SFS[D(3,1)(2,1)] gLLMQacedfefnktrkjg SFS[D(7,4)(3,1)] gLLMQacedfefnktrkkg toroidal gLLMQacedfefnktokgk SFS[D(3,1)(2,1)] gLLMQacedfefbktokkk SFS[D(3,1)(2,1)] gLLMQacedfefnktokkk SFS[D(5,1)(3,1)] gLLMQacedfefjktokkk SFS[D(7,2)(3,1)] gLLMQacedfefnktokjk SFS[D(7,2)(3,1)] gLLMQacedfefjktokjk toroidal gLLMQacedfefnktnkgg SFS[D(3,1)(2,1)] gLLMQacedfefjktnkjg SFS[D(8,3)(3,1)] gLLMQacedfefnktnkjg SFS[D(7,3)(3,1)] gLLMQacedfefbktnkkg reducible gLLMQacedfefjktnkkg toroidal gLLMQacedfefnktnkkg toroidal gLPLQabdefefbjaovkc SFS[D(3,1)(3,2)] gLPLQabdefefbjaovrc SFS[D(3,1)(3,1)] gLPLQabdefefbjaovfj SFS[D(3,1)(3,1)] gLPLQabdefefbjaovkj reducible gLPLQabdefefbjaovrj SFS[D(3,1)(3,2)] gLPLQabdefefbjaovfw SFS[D(3,1)(3,2)] gLPLQabdefefbjaovkw SFS[D(3,1)(3,1)] gLPLQabdefefbjaovrw toroidal gLLMQacddeffbrlvgjw reducible gLLMQacddeffbvlvgjj reducible gLLMQacddeffbvlvgjw reducible gLLMQacddeffbrlvgjj reducible gLLMQacedfefbciocvj reducible gLLMQacedfefbciocwj SFS[D(3,1)(3,1)] gLLMQacedfefbciocsj SFS[D(3,1)(3,2)] gLLMQacedfefbciocwk SFS[D(3,1)(3,2)] gLLMQacedfefbciocsk SFS[D(3,1)(3,1)] gLLMQacedfefbrmorvj reducible gLLMQacedfefbceockj SFS[D(3,1)(2,1)] gLLMQacedfefbctrckg reducible gLLMQacedfefbctockj SFS[D(3,1)(2,1)] gLLMQacedfefbrporgw reducible gLLMQacedfefbctnckg reducible gLLMQacedfefbceockk SFS[D(3,1)(2,1)] gLLMQacedfefbcincvg reducible gLLMQacedfefbcincwg reducible gLLMQacedfefbcincsg reducible gLLMQacedfefbcircwg reducible gLLMQacedfefbcircsg reducible gLLMQacddeffbbabgbj reducible gLLPQacddeffbvlbgvk reducible gLLMQacedfefbcenckg reducible gLLPQacddeffbviogvr reducible gLLMQacedfefbctockk SFS[D(3,1)(2,1)] gLLMQacedfefbrporgj reducible gLLPQacddeffbviogvk reducible gLLMQacedfefbcerckg reducible gLLMQacedfefbjporgw reducible gLLPQacddeffbjiogvr reducible gLLMQacedfefbvporgj reducible gLLPQacddeffbriogvk reducible gLLMQacedfefbvporgw reducible gLLPQacddeffbriogvr reducible gLLMQacedfefbjporgj reducible gLLPQacddeffbjiogvk reducible gLLMQacedfefbbiofvn reducible gLLMQacddeffbcqwgfs SFS[D(3,1)(2,1)] gLLMQacddeffbcabgfs reducible gLLMQacddeffbcangfs SFS[D(3,1)(3,1)] gLLMQacddeffbcajgfs SFS[D(3,1)(3,2)] gLLMQacddeffbcxrgfs SFS[D(3,1)(2,1)] gLLMQacedfefbgiojvr reducible gLLMQacddeffbsqwgnr SFS[D(3,1)(2,1)] gLLMQacddeffbkabgjw reducible gLLMQacddeffbsangnr SFS[D(3,1)(3,1)] gLLMQacddeffbsajgnr SFS[D(3,1)(3,2)] gLLMQacddeffbsxrgnr SFS[D(3,1)(2,1)] gLLPQacedfefbsqvbwc SFS[D(3,1)(2,1)] gLLPQacedfefbsqvbsc SFS[D(3,1)(2,1)] gLLMQacedfefnclvovf reducible gLLMQacedfefjclvovf reducible gLLMQacedfefnrevvvg reducible gLLMQacedfefjrevvvg reducible gLLMQacddfefjbqvkfo SFS[D(2,1)(2,1)] gLLPQacedfefbsavbkc SFS[D(2,1)(2,1)] gLLMQacddeffjbqvvsc reducible gLLMQacddeffjbqsvsc SFS[D(4,3)(3,1)] gLLMQacddeffjbqwvsc SFS[D(4,1)(3,1)] gLLMQacddeffnbqvvsc reducible gLLMQacddeffnbqsvsc SFS[D(5,3)(3,1)] gLLMQacddeffnbqwvsc SFS[D(5,2)(3,1)] gLLMQacddeffjbanvsc SFS[D(4,1)(2,1)] gLLMQacddeffnbanvsc SFS[D(5,2)(2,1)] gLLMQacddeffjbxnvsc SFS[D(4,1)(2,1)] gLLMQacddeffnbxnvsc SFS[D(5,2)(2,1)] gLLPQacefdefbsakbkb reducible gLLPQacefdefnsakbkb SFS[D(4,1)(3,1)] gLLPQacefdefjsakbkb SFS[D(4,3)(3,1)] gLLPQacefdefbsakbjb reducible gLLPQacefdefnsakbjb SFS[D(5,2)(3,1)] gLLPQacefdefjsakbjb SFS[D(5,3)(3,1)] gLLMQacefdefbcxgbgv reducible gLLMQacefdefbrdjbgo reducible gLLMQacddfefjbxnkfo SFS[D(4,1)(2,1)] gLLMQacddfefjbxrkfo SFS[D(5,2)(2,1)] gLvQQacedeffbolwjjk SFS[D(4,1)(2,1)] gLvQQacedeffbolwjjj SFS[D(5,2)(2,1)] gLLPQacedfefnkqvbvc reducible gLLPQacedfefnkqvbwc SFS[D(4,3)(3,1)] gLLPQacedfefnkqvbsc SFS[D(4,1)(3,1)] gLLPQacedfefjkqvbvc reducible gLLPQacedfefjkqvbwc SFS[D(5,3)(3,1)] gLLPQacedfefjkqvbsc SFS[D(5,2)(3,1)] gLLMQacedfefnjevvvg reducible gLLMQacedfefjjevvvg reducible gLLMQacddfefjsqskfo SFS[D(4,1)(2,1)] gLLMQacddfefjsqwkfo SFS[D(5,2)(2,1)] gLLPQacedfefnkavbkc SFS[D(4,1)(2,1)] gLLPQacedfefjkavbkc SFS[D(5,2)(2,1)] gLLMQacddeffjkqvvsc reducible gLLMQacddeffjkqsvsc SFS[D(5,2)(3,1)] gLLMQacddeffjkqwvsc SFS[D(5,3)(3,1)] gLLMQacddeffnkqvvsc reducible gLLMQacddeffnkqsvsc SFS[D(4,1)(3,1)] gLLMQacddeffnkqwvsc SFS[D(4,3)(3,1)] gLLMQacddeffjkanvsc SFS[D(5,2)(2,1)] gLLMQacddeffnkanvsc SFS[D(4,1)(2,1)] gLLMQacddeffjkxnvsc SFS[D(5,2)(2,1)] gLLMQacddeffnkxnvsc SFS[D(4,1)(2,1)] gLLPQacefdefnbakbgb SFS[D(3,1)(2,1)] gLLPQacefdefjbakbgb SFS[D(3,1)(2,1)] gLLPQacddeffnjevvrg reducible gLLPQacddeffjjevvrg reducible gLLMQacddfefjsxokfo SFS[D(2,1)(2,1)] gLvQQacedeffbotwwbg SFS[D(2,1)(2,1)] gLLPQacedfefnbqvbvc reducible gLLPQacedfefnbqvbwc SFS[D(5,3)(3,1)] gLLPQacedfefnbqvbsc SFS[D(5,2)(3,1)] gLLPQacedfefjbqvbvc reducible gLLPQacedfefjbqvbwc toroidal gLLPQacedfefjbqvbsc toroidal gLLMQacedfefnolvovf reducible gLLMQacedfefnolvowf SFS[D(4,3)(3,1)] gLLMQacedfefnolvosf SFS[D(4,1)(3,1)] gLLMQacedfefjolvovf reducible gLLMQacedfefjolvowf SFS[D(5,3)(3,1)] gLLMQacedfefjolvosf SFS[D(5,2)(3,1)] gLLMQacddfefjkqskfo SFS[D(5,2)(2,1)] gLLMQacddfefbkqwkfo SFS[D(2,1)(2,1)] gLLMQacddfefjkqwkfo toroidal gLLMQacddfefnkqwkfo SFS[D(2,1)(2,1)] gLLMQacddfefjkdnkfo SFS[D(4,1)(2,1)] gLLMQacddfefjkdjkfo SFS[D(5,2)(2,1)] gLLPQacedfefnbavbkc SFS[D(5,2)(2,1)] gLLPQacedfefjbavbgc SFS[D(2,1)(2,1)] gLLPQacedfefjbavbkc toroidal gLLPQacedfefjbavbjc SFS[D(2,1)(2,1)] gLLMQacedfefnouvokf SFS[D(4,1)(2,1)] gLLMQacedfefjouvokf SFS[D(5,2)(2,1)] gLLMQacddeffjsqsvsc toroidal gLLMQacddeffjsqwvsc toroidal gLLMQacddeffnsqsvsc toroidal gLLMQacddeffnsqwvsc toroidal gLLMQacddeffjsabvsc SFS[D(3,1)(2,1)] gLLMQacddeffjsanvsc toroidal gLLMQacddeffjsajvsc SFS[D(3,1)(2,1)] gLLMQacddeffnsabvsc SFS[D(3,1)(2,1)] gLLMQacddeffnsanvsc toroidal gLLMQacddeffnsajvsc SFS[D(3,1)(2,1)] gLLMQacddeffjsxovsc SFS[D(3,1)(2,1)] gLLMQacddeffjsxnvsc toroidal gLLMQacddeffjsxrvsc SFS[D(3,1)(2,1)] gLLMQacddeffnsxovsc SFS[D(3,1)(2,1)] gLLMQacddeffnsxnvsc toroidal gLLMQacddeffnsxrvsc SFS[D(3,1)(2,1)] gLLPQacefdefbkakbkb reducible gLLPQacefdefnkakbkb SFS[D(5,2)(3,1)] gLLPQacefdefjkakbkb SFS[D(5,3)(3,1)] gLLPQacefdefbkakbjb reducible gLLPQacefdefnkakbjb toroidal gLLPQacefdefjkakbjb toroidal gLLPQacddeffnrevvrg reducible gLLPQacddeffnresvrg SFS[D(4,1)(3,1)] gLLPQacddeffnrewvrg SFS[D(4,3)(3,1)] gLLPQacddeffjrevvrg reducible gLLPQacddeffjresvrg SFS[D(5,2)(3,1)] gLLPQacddeffjrewvrg SFS[D(5,3)(3,1)] gLLMQacddfefjkxnkfo SFS[D(5,2)(2,1)] gLLMQacddfefbkxrkfo SFS[D(2,1)(2,1)] gLLMQacddfefjkxrkfo toroidal gLLMQacddfefnkxrkfo SFS[D(2,1)(2,1)] gLLMQacddfefjkejkfo SFS[D(4,1)(2,1)] gLLMQacddfefjkenkfo SFS[D(5,2)(2,1)] gLvQQacedeffboawcnk SFS[D(5,2)(2,1)] gLvQQacedeffboavcnj SFS[D(2,1)(2,1)] gLvQQacedeffboawcnj toroidal gLvQQacedeffboascnj SFS[D(2,1)(2,1)] gLLPQacddeffnrinvrg SFS[D(4,1)(2,1)] gLLPQacddeffjrinvrg SFS[D(5,2)(2,1)] gLLPQacedfefbgmvfwf SFS[D(3,1)(2,1)] gLLPQacedfefbgmvfsf SFS[D(3,1)(2,1)] gLLPQacedfefnjtvnvg reducible gLLPQacedfefjjtvnvg reducible gLLMQacedfefnkhvwvc reducible gLLMQacedfefjkhvwvc reducible gLLMQacddfefjjtvkfo SFS[D(2,1)(2,1)] gLLMQacddfefbgqwjfv SFS[D(2,1)(2,1)] gLLMQacddfefjjtvgfo SFS[D(2,1)(2,1)] gLLPQacedfefjjmvngg SFS[D(2,1)(2,1)] gLLMQacedfefjkhvovc reducible gLLMQacedfefnkhvovc reducible gLLMQacddeffjjtvvwg reducible gLLMQacddeffnjtvvwg reducible gLLMQacddeffjgabvnf SFS[D(3,1)(2,1)] gLLMQacddeffjgabvsf SFS[D(3,1)(2,1)] gLLMQacddeffjgtovnf SFS[D(3,1)(2,1)] gLLMQacddeffjgtovsf SFS[D(3,1)(2,1)] gLLPQacedfefnjtvbvg reducible gLLPQacedfefjjtvbvg reducible gLLMQacddeffjjtvvcg reducible gLLMQacddeffnjtvvcg reducible gLLPQacefdefjghjbgb SFS[D(3,1)(2,1)] gLLPQacefdefjghkbgb SFS[D(3,1)(2,1)] gLLMQacddfefbgqwkfv SFS[D(2,1)(2,1)] gLLMQacddfefjjhokfo SFS[D(2,1)(2,1)] gLLPQacedfefjjmvbgg SFS[D(2,1)(2,1)] gLLMQacddfefjjhogfo SFS[D(2,1)(2,1)] gLLPQacedfefjomvvvf reducible gLLPQacedfefjcmvfvf reducible gLLPQacedfefnrtvnvg reducible gLLPQacedfefjrtvnvg reducible gLLMQacedfefjbhvovc reducible gLLMQacedfefnbhvovc reducible gLLMQacddeffjomvvnf reducible gLLMQacddeffjcmvvsf reducible gLLMQacddeffbvqbvwg reducible gLLMQacddeffbvdovwg reducible gLLMQacddeffjrtvvcg reducible gLLMQacddeffnrtvvcg reducible gLLPQacefdefbchjbjb reducible gLLPQacefdefbchjbkb reducible gLLPQacedfefjcmvvvf reducible gLLPQacedfefjomvfvf reducible gLLMQacedfefnbhvwvc reducible gLLMQacedfefjbhvwvc reducible gLLMQacddeffjrtvvwg reducible gLLMQacddeffnrtvvwg reducible gLLMQacddeffjcmvvnf reducible gLLMQacddeffjomvvsf reducible gLLPQacedfefnrtvbvg reducible gLLPQacedfefjrtvbvg reducible gLLMQacddeffbvdovcg reducible gLLMQacddeffbvqbvcg reducible gLLPQacefdefbchkbkb reducible gLLPQacefdefbchkbjb reducible gLLMQacedfefbcivnvg reducible gLLMQacedfefbcivnwg reducible gLLMQacedfefbcivnsg reducible gLLMQacedfefncivnvg reducible gLLMQacedfefjcivnvg reducible gLLMQacedfefbcevnkg reducible gLLMQacedfefbctvnkg reducible gLLMQacefdefbcevbkg reducible gLLMQacedfefjruobfg reducible gLLMQacefdefbolvbsg reducible gLLMQacedfefbotonkv SFS[D(2,1)(2,1)] gLLPQacddeffbrewgnv reducible gLLMQacddeffbkdbgrc reducible gLLMQacddeffjkdbgrc reducible gLLMQacddeffnkdbgrc reducible gLLMQacedfefboionwv SFS[D(3,1)(2,1)] gLLMQacedfefboionsv SFS[D(3,1)(2,1)] gLLMQacddeffbkebgrc reducible gLLMQacddeffjkebgrc reducible gLLMQacddeffnkebgrc reducible gLLMQacefdefbouvbjg reducible gLLMQacedfefboeonkv SFS[D(2,1)(2,1)] gLLPQacddeffbrirgnv reducible gLLMQacedfefnvxvwvc reducible gLLMQacedfefjoaovff reducible gLLMQacedfefbveobvg reducible gLLMQacedfefbveobwg reducible gLLMQacedfefbveobsg reducible gLLMQacefdefbgxvbgg reducible gLLMQacefdefbgxvbkg reducible gLLMQacefdefbgxvbjg reducible gLLMQacddeffjkmvgwo reducible gLLMQacedfefbvpobkg reducible gLLMQacedfefbkivvvg reducible gLLMQacedfefbkivvwg reducible gLLMQacedfefbkivvsg reducible gLLMQacedfefnkivvvg reducible gLLMQacedfefnkivvwg SFS[D(3,1)(3,2)] gLLMQacedfefnkivvsg SFS[D(3,1)(3,1)] gLLMQacedfefjkivvvg reducible gLLMQacedfefjkivvwg SFS[D(3,1)(3,1)] gLLMQacedfefjkivvsg SFS[D(3,1)(3,2)] gLLMQacedfefbkevvkg reducible gLLMQacedfefjkeonro SFS[D(3,1)(2,1)] gLLMQacedfefjkeonko SFS[D(3,1)(2,1)] gLLMQacedfefbktvvkg reducible gLLMQacedfefnktvvkg SFS[D(3,1)(2,1)] gLLMQacedfefjktvvkg SFS[D(3,1)(2,1)] gLLMQacedfefjkeovfc reducible gLLMQacedfefjkeovrc SFS[D(3,1)(2,1)] gLLMQacedfefjkeovkc SFS[D(3,1)(2,1)] gLLMQacedfefjkionso SFS[D(2,1)(2,1)] gLLMQacedfefjktovjc SFS[D(2,1)(2,1)] gLLMQacefdefbktnbkg reducible gLLMQacefdefnktnbkg SFS[D(3,1)(2,1)] gLLMQacefdefjktnbkg SFS[D(3,1)(2,1)] gLLMQacedfefjktonjo SFS[D(2,1)(2,1)] gLMLQabdefefbcqfnrw SFS[D(2,1)(2,1)] gLLMQacefdefbbhnbwg reducible gLLMQacddeffnvavvsc reducible gLLPQacedfefbceowvb reducible gLLPQacedfefbvtoosg reducible gLLPQacedfefbvtoowg reducible gLLMQacddeffbrqbgsg reducible gLLMQacddeffjrqbgsg reducible gLLMQacddeffnrqbgsg reducible gLLMQacddfefjrdoffc reducible gLLMQacddeffjvlvgfo reducible gLLMQacefdefbslnbsg reducible gLLMQacedfefbbeonko SFS[D(2,1)(2,1)] gLLMQacddeffbrdrgfo reducible gLLMQacddeffbcpvvrg reducible gLLMQacddeffjcpvvrg reducible gLLMQacddeffjoebgrf reducible gLLMQacedfefbbionso SFS[D(3,1)(2,1)] gLLMQacedfefbbionwo SFS[D(3,1)(2,1)] gLLMQacddeffbcuovrg reducible gLLMQacddeffbrujgfo reducible gLLMQacddeffbrungfo reducible gLLMQacefdefbsunbjg reducible gLLMQacedfefbbtonko SFS[D(2,1)(2,1)] gLLMQacddeffbrlwgfo reducible gLLMQacedfefnchvrvv reducible gLLMQacefdefbrqnbrg reducible gLLMQacefdefbrhnbgg reducible gLLMQacefdefbrhobjg reducible gLLMQacefdefbrhobkg reducible gLLMQacefdefbrhnbkg reducible gLLMQacefdefbrhnbjg reducible gLLMQacedfefnchvsvv reducible gLLMQacefdefbrqobrg reducible gLLMQacefdefbvenbvg reducible gLLMQacefdefbvenbwg reducible gLLMQacefdefbvenbsg reducible gLLMQacedfefbvhvcko SFS[D(2,1)(2,1)] gLLMQacddeffjkmvvvo reducible gLLMQacedfefbvxvcwo SFS[D(3,1)(2,1)] gLLMQacedfefbvxvcso SFS[D(3,1)(2,1)] gLLMQacefdefbjuobfg reducible gLLMQacefdefbjuobkg reducible gLLMQacefdefbjuobrg reducible gLLMQacefdefbvpnbkg reducible gLLMQacefdefboxfbgf reducible gLLMQacefdefnoxfbgf reducible gLLMQacefdefjoxfbgf reducible gLLMQacefdefbjdobjg reducible gLLPQacddfefbjarsfg reducible gLLMQacedfefjvmvcvo reducible gLLMQacedfefjvqvcfo reducible gLLMQacedfefbvqvcko SFS[D(2,1)(2,1)] gLLMQacedfefbvxvswo SFS[D(3,1)(2,1)] gLLMQacedfefbvxvsso SFS[D(3,1)(2,1)] gLLMQacedfefjvmvsvo reducible gLLMQacedfefbvqvsko SFS[D(2,1)(2,1)] gLLMQacedfefjvqvsfo reducible gLLMQacedfefbvhvsko SFS[D(2,1)(2,1)] gLLMQacefdefbjunbfg reducible gLLMQacefdefbjunbkg reducible gLLMQacefdefbjunbrg reducible gLLMQacefdefboxbbgf reducible gLLMQacefdefnoxbbgf reducible gLLMQacefdefjoxbbgf reducible gLLMQacefdefbveobvg reducible gLLMQacefdefbveobwg reducible gLLMQacefdefbveobsg reducible gLLMQacefdefbjdnbjg reducible gLLMQacddeffjkmvvoo reducible gLLPQacddfefbjarwfg reducible gLLMQacefdefbvpobkg reducible gLLMQacedfefjklvsvo reducible gLLMQacddfefbjawrfg reducible gLLMQacefdefbkubbgc reducible gLLMQacefdefnkubbgc reducible gLLMQacefdefjkubbgc reducible gLLMQacddfefbjqbrfg reducible gLLMQacddfefbjqjrfg reducible gLLMQacddfefbjqnrfg reducible gLLPQacefdefbjmvbjg reducible gLLMQacddfefbjhrrfg reducible gLLPQacedfefbcevcvb reducible gLLPQacedfefncevcvb reducible gLLPQacedfefjcevcvb reducible gLLMQacddfefjrdorfg reducible gLLMQacddeffjvlvvvo reducible gLLPQacedfefnvqvrvv reducible gLLPQacedfefnvqvrwv SFS[D(3,1)(2,1)] gLLPQacedfefnvqvrsv SFS[D(3,1)(2,1)] gLLMQacefdefnslbbvc SFS[D(3,1)(2,1)] gLLMQacefdefjslbbvc SFS[D(3,1)(2,1)] gLLMQacddeffncxnvov SFS[D(2,1)(2,1)] gLLPQacedfefnvavrkv SFS[D(2,1)(2,1)] gLLPQacedfefbvmvrkv SFS[D(2,1)(2,1)] gLLMQacedfefjbuvsgo SFS[D(2,1)(2,1)] gLLMQacddeffncanvov SFS[D(2,1)(2,1)] gLLPQacefdefbravbgg reducible gLLPQacefdefbravbkg reducible gLLPQacefdefbravbjg reducible gLLPQacefdefnravbkg SFS[D(3,1)(3,1)] gLLPQacefdefjravbkg SFS[D(3,1)(3,2)] gLLPQacefdefjravbjg SFS[D(3,1)(3,1)] gLLMQacddeffncqvvov reducible gLLMQacddeffncqsvov SFS[D(3,1)(2,1)] gLLMQacddeffncqwvov SFS[D(3,1)(2,1)] gLLMQacedfefbrqvvfk reducible gLLMQacefdefbrqjbfn reducible gLvQQacedeffbrlvjjg reducible gLLMQacddfefbsqwkfr SFS[D(2,1)(2,1)] gLLMQacedfefbjqvvfk reducible gLLMQacddeffbkabvsw reducible gLLMQacddeffjkabvsw SFS[D(3,1)(2,1)] gLLMQacddeffnkabvsw SFS[D(3,1)(2,1)] gLLPQacddeffbjlbvrj reducible gLLMQacefdefbvpjbgn reducible gLLMQacddfefbsxrkfr SFS[D(2,1)(2,1)] gLvQQacedeffbrtvwbg reducible gLLMQacedfefbvmvvvk reducible gLLMQacedfefbvqvvfk reducible gLLPQacddeffbriovrj reducible gLvQQacedeffbravcng reducible gLLMQacedfefjktvwgj SFS[D(2,1)(2,1)] gLLMQacedfefbktwogc reducible gLLMQacedfefjktwogc SFS[D(3,1)(2,1)] gLLMQacedfefnktwogc SFS[D(3,1)(2,1)] gLLMQacefdefbktjbgn reducible gLLMQacefdefnktjbgn SFS[D(3,1)(2,1)] gLLMQacefdefjktjbgn SFS[D(3,1)(2,1)] gLLMQacefdefjktgngo SFS[D(2,1)(2,1)] gLvQQacedeffbrpwcbg SFS[D(2,1)(2,1)] gLvQQacedeffbrpvcbj SFS[D(2,1)(2,1)] gLLMQacddeffbvavvwj reducible gLLMQacddeffbcabssf reducible gLLMQacddfefbvavgko reducible gLLMQacefdefbsljbvn reducible gLLMQacefdefbcevbfj reducible gLLMQacddeffbbabjrc reducible gLLMQacedfefbcervff reducible gLLMQacefdefbouvbgj reducible gLLMQacefdefnouvbgj SFS[D(3,1)(2,1)] gLLMQacefdefjouvbgj SFS[D(3,1)(2,1)] gLLPQacddfefjriocfr SFS[D(2,1)(2,1)] gLLMQacedfefjvpnwgo SFS[D(2,1)(2,1)] gLLMQacedfefbvxvwvj reducible gLLMQacedfefjvpvwgj SFS[D(2,1)(2,1)] gLLMQacedfefbourvgf reducible gLLMQacedfefnourvgf SFS[D(3,1)(2,1)] gLLMQacedfefjourvgf SFS[D(3,1)(2,1)] gLLPQacddeffjriojcg SFS[D(2,1)(2,1)] gLLMQacddeffbgmvkrf reducible gLLMQacddeffbgabjwv reducible gLLMQacddeffbgtokrf reducible gLLPQacedfefbghrwgb reducible gLLMQacedfefbshvvvk reducible gLLMQacddeffbvtvvsw reducible gLLPQacedfefbcerwvb reducible gLLPQacedfefbvtnosg reducible gLLPQacedfefbvtnowg reducible gLLMQacddfefjrdoffj reducible gLLMQacddeffjvlvjfo reducible gLLPQacedfefboprwgb reducible gLLPQacedfefbvtvowr SFS[D(3,1)(2,1)] gLLPQacedfefbvtvosr SFS[D(3,1)(2,1)] gLLMQacddfefjvlvffj SFS[D(2,1)(2,1)] gLLMQacddeffjrdojfo SFS[D(2,1)(2,1)] gLLMQacddeffbvtvksg reducible gLLPQacddeffbvevvow reducible gLLPQacddfefbvevskg reducible gLLMQacedfefbglvrvs reducible gLLPQacedfefbbawrgb reducible gLLMQacedfefbvevsvr reducible gLLMQacedfefbvevswr SFS[D(3,1)(2,1)] gLLMQacedfefbvevssr SFS[D(3,1)(2,1)] gLLMQacddeffjktosoo SFS[D(2,1)(2,1)] gLLMQacedfefbvpvskr SFS[D(2,1)(2,1)] gLLMQacddeffbsqvvvn reducible gLLMQacddeffbsqsvvn reducible gLLMQacddeffbsqwvvn reducible gLLMQacddeffbkabsoo reducible gLLMQacddeffbsanvvn reducible gLLMQacddeffbsajvvn reducible gLLMQacddeffbsxovvn reducible gLLMQacddeffbsxnvvn reducible gLLMQacddeffbsxrvvn reducible gLLMQacefdefbveonvg reducible gLLMQacefdefbveonwg reducible gLLMQacefdefbveonsg reducible gLLMQacddeffjkmvsoo reducible gLLMQacefdefbvponkg reducible gLLPQacedfefbjmvrgs reducible gLLMQacddeffbjhovvn reducible gLLPQacefdefbjmvbgj reducible gLLMQacddfefbjhorfk reducible gLLPQacedfefbrmvrgs reducible gLLMQacddeffbvlvvvn reducible gLLMQacddfefbrhorfk reducible gLLPQacedfefbvqvrvs reducible gLLMQacddeffbcxrwov SFS[D(2,1)(2,1)] gLLPQacedfefbvmvrgs reducible gLLMQacddeffbribvvn reducible gLLMQacddeffbcabvow reducible gLLMQacddeffbcajwov SFS[D(3,1)(2,1)] gLLMQacddeffbcanwov SFS[D(3,1)(2,1)] gLLMQacddeffbcqwwov SFS[D(2,1)(2,1)] gLLMQacddfefbvhorfk reducible gLLPQacedfefbcenwvb reducible gLLPQacedfefbvtrosg reducible gLLPQacedfefbvtrowg reducible gLLMQacddfefjrdoffw reducible gLLMQacddeffjvlvkfo reducible gLLMQacefdefbveojvg reducible gLLMQacefdefbveojwg reducible gLLMQacefdefbveojsg reducible gLLMQacddeffjkmvwoo reducible gLLMQacefdefbvpojkg reducible gLLPQacedfefbsqokwf SFS[D(3,1)(2,1)] gLLPQacedfefbsqoksf SFS[D(3,1)(2,1)] gLLPQacedfefbsqobwf SFS[D(3,1)(2,1)] gLLPQacedfefnsqobwf toroidal gLLPQacedfefjsqobwf SFS[D(3,1)(2,1)] gLLPQacedfefbsqobsf SFS[D(3,1)(2,1)] gLLPQacedfefjsqokwf SFS[D(3,1)(2,1)] gLLPQacedfefjsqobsf reducible gLLMQacddeffjbqvgsg SFS[D(2,1)(2,1)] gLLMQacddeffjbqsgsg SFS[D(7,2)(2,1)] gLLMQacddeffnbqsgsg toroidal gLLMQacddeffbbqwgsg SFS[D(2,1)(2,1)] gLLMQacddeffjbqwgsg SFS[D(5,1)(2,1)] gLLMQacddeffnbqwgsg SFS[D(7,2)(2,1)] gLLPQacedfefbsaokkf SFS[D(2,1)(2,1)] gLLPQacedfefnsaokgf reducible gLLPQacedfefnsaokkf toroidal gLLPQacedfefnsaokjf toroidal gLLPQacedfefjsaokkf SFS[D(7,3)(2,1)] gLLPQacedfefjsaokjf SFS[D(8,3)(2,1)] gLLMQacddeffbbqwgkg SFS[D(2,1)(2,1)] gLLMQacddeffjbqvgkg SFS[D(2,1)(2,1)] gLLMQacddeffjbqsgkg SFS[D(7,2)(2,1)] gLLMQacddeffjbqwgkg SFS[D(5,1)(2,1)] gLLMQacddeffnbqsgkg toroidal gLLMQacddeffnbqwgkg SFS[D(7,2)(2,1)] gLLMQacddeffbbangkg SFS[D(3,1)(2,1)] gLLMQacddeffbbajgkg SFS[D(3,1)(2,1)] gLLMQacddeffbbangsg SFS[D(3,1)(2,1)] gLLMQacddeffjbangkg reducible gLLMQacddeffjbajgkg SFS[D(3,1)(2,1)] gLLMQacddeffbbajgsg SFS[D(3,1)(2,1)] gLLMQacddeffjbajgsg SFS[D(3,1)(2,1)] gLLMQacddeffnbajgkg toroidal gLLMQacddeffbbxrgkg SFS[D(2,1)(2,1)] gLLMQacddeffjbxngkg SFS[D(8,3)(2,1)] gLLMQacddeffjbxrgkg SFS[D(7,3)(2,1)] gLLMQacddeffnbxogkg reducible gLLMQacddeffnbxngkg toroidal gLLMQacddeffnbxrgkg toroidal gLLPQacedfefnsaobgf reducible gLLPQacedfefbsaobkf SFS[D(2,1)(2,1)] gLLPQacedfefnsaobkf toroidal gLLPQacedfefjsaobkf SFS[D(7,3)(2,1)] gLLPQacedfefnsaobjf toroidal gLLPQacedfefjsaobjf SFS[D(8,3)(2,1)] gLLMQacddeffnbxogsg reducible gLLMQacddeffjbxngsg SFS[D(8,3)(2,1)] gLLMQacddeffnbxngsg toroidal gLLMQacddeffbbxrgsg SFS[D(2,1)(2,1)] gLLMQacddeffjbxrgsg SFS[D(7,3)(2,1)] gLLMQacddeffnbxrgsg toroidal gLMLQabdefefbfdnvkc reducible gLMLQabdefefbfdnvrc reducible gLMLQabdefefbfdnvfj reducible gLMLQabdefefbfdnvkj toroidal gLMLQabdefefbfdnvrj toroidal gLMLQabdefefbfdnvfw reducible gLMLQabdefefbfdnvkw toroidal gLMLQabdefefbfdnvrw toroidal gLLPQacedfefnbqobwf SFS[D(2,1)(2,1)] gLLMQacddeffnsqsgsg SFS[D(2,1)(2,1)] gLLPQacedfefnkaokgf reducible gLLPQacedfefnkaokkf SFS[D(3,1)(2,1)] gLLPQacedfefnkaokjf SFS[D(3,1)(2,1)] gLLMQacddeffnkqsgkg SFS[D(2,1)(2,1)] gLLMQacddeffnkajgkg SFS[D(2,1)(2,1)] gLLMQacddeffnkxogkg reducible gLLMQacddeffnkxngkg SFS[D(3,1)(2,1)] gLLMQacddeffnkxrgkg SFS[D(3,1)(2,1)] gLLPQacedfefnbaobgf reducible gLLPQacedfefnbaobkf SFS[D(3,1)(2,1)] gLLPQacedfefnbaobjf SFS[D(3,1)(2,1)] gLLMQacddeffnsxogsg reducible gLLMQacddeffnsxngsg SFS[D(3,1)(2,1)] gLLMQacddeffnsxrgsg SFS[D(3,1)(2,1)] gLMLQabdefefbfanvkc reducible gLMLQabdefefbfanvrc reducible gLMLQabdefefbfanvfj reducible gLMLQabdefefbfanvkj SFS[D(3,1)(3,2)] gLMLQabdefefbfanvrj SFS[D(3,1)(3,1)] gLMLQabdefefbfanvfw reducible gLMLQabdefefbfanvkw SFS[D(3,1)(3,1)] gLMLQabdefefbfanvrw SFS[D(3,1)(3,2)] gLLPQacedfefnbqokwf SFS[D(2,1)(2,1)] gLLMQacddeffnkqsgsg SFS[D(2,1)(2,1)] gLLPQacedfefnbaokgf reducible gLLPQacedfefnbaokkf SFS[D(3,1)(2,1)] gLLPQacedfefnbaokjf SFS[D(3,1)(2,1)] gLLMQacddeffnsqsgkg SFS[D(2,1)(2,1)] gLLMQacddeffnkajgsg SFS[D(2,1)(2,1)] gLLMQacddeffnsxogkg reducible gLLMQacddeffnsxngkg SFS[D(3,1)(2,1)] gLLMQacddeffnsxrgkg SFS[D(3,1)(2,1)] gLLPQacedfefnkaobgf reducible gLLPQacedfefnkaobkf SFS[D(3,1)(2,1)] gLLPQacedfefnkaobjf SFS[D(3,1)(2,1)] gLLMQacddeffnkxogsg reducible gLLMQacddeffnkxngsg SFS[D(3,1)(2,1)] gLLMQacddeffnkxrgsg SFS[D(3,1)(2,1)] gLMLQabdefefbfenvkc reducible gLMLQabdefefbfenvrc reducible gLMLQabdefefbfenvfj reducible gLMLQabdefefbfenvkj SFS[D(3,1)(3,2)] gLMLQabdefefbfenvrj SFS[D(3,1)(3,1)] gLMLQabdefefbfenvfw reducible gLMLQabdefefbfenvkw SFS[D(3,1)(3,1)] gLMLQabdefefbfenvrw SFS[D(3,1)(3,2)] gLLPQacedfefbgmocsc SFS[D(3,1)(2,1)] gLLPQacedfefbgmocwc SFS[D(3,1)(2,1)] gLLMQacddeffjjtvgvc SFS[D(2,1)(2,1)] gLLMQacddeffbgqwgog SFS[D(2,1)(2,1)] gLLMQacddeffjjtvgrc SFS[D(2,1)(2,1)] gLLMQacddeffbgajgog SFS[D(3,1)(2,1)] gLLMQacddeffbgajgcg SFS[D(3,1)(2,1)] gLLMQacddeffbgqwgcg SFS[D(2,1)(2,1)] gLLMQacedfefbcionvw reducible gLLMQacedfefbciovwr SFS[D(3,1)(2,1)] gLLMQacedfefbciovsr SFS[D(3,1)(2,1)] gLLMQacedfefbcionww SFS[D(3,1)(2,1)] gLLMQacedfefbcionsw SFS[D(3,1)(2,1)] gLLMQacedfefbrmobvk reducible gLLMQacedfefbceovkr SFS[D(2,1)(2,1)] gLLMQacedfefjruobfk reducible gLLMQacedfefbctovkr SFS[D(2,1)(2,1)] gLLMQacedfefbrpobgk reducible gLLMQacedfefbctsnkg reducible gLLMQacedfefbceonkw SFS[D(2,1)(2,1)] gLLMQacedfefbcisnvg reducible gLLMQacedfefbcisnwg reducible gLLMQacedfefbcisnsg reducible gLLMQacedfefncisnvg reducible gLLMQacedfefjcisnvg reducible gLLMQacddeffbbabgrw reducible gLLPQacddeffbvlbgcj reducible gLLMQacedfefbcesnkg reducible gLLPQacddeffbviogcj reducible gLLMQacedfefbctonkw SFS[D(2,1)(2,1)] gLLMQacedfefbrpowgn reducible gLLPQacddeffbviogns reducible gLLMQacefdefbcevjkg reducible gLLMQacedfefbjpobgk reducible gLLPQacddeffbjiogcj reducible gLLMQacedfefbvpowgn reducible gLLPQacddeffbriogns reducible gLLMQacedfefbvpobgk reducible gLLPQacddeffbriogcj reducible gLLMQacedfefbjpowgn reducible gLLPQacddeffbjiogns reducible gLLMQacedfefbbiojvj reducible gLLMQacddeffbcqwgjk SFS[D(2,1)(2,1)] gLLMQacddeffbcabgjk reducible gLLMQacddeffbcangjk SFS[D(3,1)(2,1)] gLLMQacddeffbcajgjk SFS[D(3,1)(2,1)] gLLMQacddeffbcxrgjk SFS[D(2,1)(2,1)] gLLMQacedfefbgioovj reducible gLLMQacddeffbsqwgkj SFS[D(2,1)(2,1)] gLLMQacddeffbkabgsk reducible gLLMQacddeffbsangkj SFS[D(3,1)(2,1)] gLLMQacddeffbsajgkj SFS[D(3,1)(2,1)] gLLMQacddeffbsxrgkj SFS[D(2,1)(2,1)] gLLMQacedfefbbiosvj reducible gLLMQacddeffbcqwgok SFS[D(2,1)(2,1)] gLLMQacddeffbcabgok reducible gLLMQacddeffbcangok SFS[D(3,1)(2,1)] gLLMQacddeffbcajgok SFS[D(3,1)(2,1)] gLLMQacddeffbcxrgok SFS[D(2,1)(2,1)] gLLMQacedfefbgiofvs reducible gLLMQacddeffbsqwgvj SFS[D(2,1)(2,1)] gLLMQacddeffbkabgfn reducible gLLMQacddeffbsangvj SFS[D(3,1)(2,1)] gLLMQacddeffbsajgvj SFS[D(3,1)(2,1)] gLLMQacddeffbsxrgvj SFS[D(2,1)(2,1)] gLLPQacedfefbjqofvs reducible gLLMQacedfefbkionvr reducible gLLMQacedfefbkionwr SFS[D(3,1)(2,1)] gLLMQacedfefbkionsr SFS[D(3,1)(2,1)] gLLMQacedfefbkiovww SFS[D(3,1)(2,1)] gLLMQacedfefnkionwr reducible gLLMQacedfefjkiovww SFS[D(3,1)(2,1)] gLLMQacedfefbkiovsw SFS[D(3,1)(2,1)] gLLMQacedfefjkionwr SFS[D(3,1)(2,1)] gLLMQacedfefjkionsr toroidal gLLMQacddeffbjlvgsk reducible gLLMQacedfefbkeonkr SFS[D(2,1)(2,1)] gLLMQacedfefjkesvrg SFS[D(7,3)(2,1)] gLLMQacedfefnkeonrr SFS[D(8,3)(2,1)] gLLMQacedfefbkesvkg reducible gLLMQacedfefjkeonkr toroidal gLLMQacedfefjkeonrr toroidal gLLMQacedfefbktonkr SFS[D(2,1)(2,1)] gLLMQacedfefnktongr SFS[D(2,1)(2,1)] gLLMQacedfefnktonkr SFS[D(5,1)(2,1)] gLLMQacedfefnktonjr SFS[D(7,2)(2,1)] gLLMQacedfefjktonkr SFS[D(7,2)(2,1)] gLLMQacedfefjktonjr toroidal gLLMQacedfefjkeovfw reducible gLLMQacedfefbkeovkw SFS[D(2,1)(2,1)] gLLMQacedfefnkeovkw SFS[D(7,3)(2,1)] gLLMQacedfefjkeovkw toroidal gLLMQacedfefnkeovrw SFS[D(8,3)(2,1)] gLLMQacedfefjkeovrw toroidal gLLMQacddeffbjlvgfn reducible gLLMQacedfefbkisvvg reducible gLLMQacedfefjkisvvg reducible gLLMQacedfefnkisvvg reducible gLLMQacedfefbkisvsg reducible gLLMQacedfefjkisvsg toroidal gLLMQacedfefnkisvsg toroidal gLLMQacedfefbkisvwg reducible gLLMQacedfefjkisvwg toroidal gLLMQacedfefnkisvwg toroidal gLLMQacddeffbjibgfn reducible gLLMQacddeffbgabgrr reducible gLLMQacefdefbktnjkg reducible gLLMQacefdefjktnjjg SFS[D(8,3)(2,1)] gLLMQacefdefjktnjkg toroidal gLLMQacefdefnktnjgg SFS[D(2,1)(2,1)] gLLMQacefdefnktnjjg SFS[D(7,3)(2,1)] gLLMQacefdefnktnjkg toroidal gLLMQacedfefnktovgw SFS[D(2,1)(2,1)] gLLMQacedfefbktovkw SFS[D(2,1)(2,1)] gLLMQacedfefnktovkw SFS[D(5,1)(2,1)] gLLMQacedfefjktovkw SFS[D(7,2)(2,1)] gLLMQacedfefnktovjw SFS[D(7,2)(2,1)] gLLMQacedfefjktovjw toroidal gLLMQacedfefnktsvgg SFS[D(2,1)(2,1)] gLLMQacedfefjktsvjg SFS[D(8,3)(2,1)] gLLMQacedfefnktsvjg SFS[D(7,3)(2,1)] gLLMQacedfefbktsvkg reducible gLLMQacedfefjktsvkg toroidal gLLMQacedfefnktsvkg toroidal gLMLQabdefefbwqfnfj SFS[D(3,1)(2,1)] gLMLQabdefefbwqfnfw SFS[D(3,1)(2,1)] gLMLQabdefefbwqfnkc SFS[D(3,1)(2,1)] gLMLQabdefefbwqfnkj reducible gLMLQabdefefbwqfnkw SFS[D(3,1)(2,1)] gLMLQabdefefbwqfnrc SFS[D(3,1)(2,1)] gLMLQabdefefbwqfnrj SFS[D(3,1)(2,1)] gLMLQabdefefbwqfnrw toroidal gLLMQacddeffbrlvgsk reducible gLLMQacddeffbvlvgfn reducible gLLMQacddeffbvlvgsk reducible gLLMQacddeffbrlvgfn reducible gLLMQacedfefjruobfj reducible gLLMQacedfefbctwnkg reducible gLLMQacedfefbciwnvg reducible gLLMQacedfefbciwnwg reducible gLLMQacedfefbciwnsg reducible gLLMQacedfefnciwnvg reducible gLLMQacedfefjciwnvg reducible gLLMQacedfefbcewnkg reducible gLLMQacefdefbcevnkg reducible gLLMQacedfefjkionsn SFS[D(2,1)(2,1)] gLLMQacedfefbkewvkg reducible gLLMQacedfefjkeonkn SFS[D(3,1)(2,1)] gLLMQacedfefjkeonrn SFS[D(3,1)(2,1)] gLLMQacedfefjktonjn SFS[D(2,1)(2,1)] gLLMQacedfefjkeovfj reducible gLLMQacedfefjkeovkj SFS[D(3,1)(2,1)] gLLMQacedfefjkeovrj SFS[D(3,1)(2,1)] gLLMQacedfefbkiwvvg reducible gLLMQacedfefjkiwvvg reducible gLLMQacedfefnkiwvvg reducible gLLMQacedfefbkiwvsg reducible gLLMQacedfefjkiwvsg SFS[D(3,1)(3,2)] gLLMQacedfefnkiwvsg SFS[D(3,1)(3,1)] gLLMQacedfefbkiwvwg reducible gLLMQacedfefjkiwvwg SFS[D(3,1)(3,1)] gLLMQacedfefnkiwvwg SFS[D(3,1)(3,2)] gLLMQacefdefbktnnkg reducible gLLMQacefdefjktnnkg SFS[D(3,1)(2,1)] gLLMQacefdefnktnnkg SFS[D(3,1)(2,1)] gLLMQacedfefjktovjj SFS[D(2,1)(2,1)] gLLMQacedfefbktwvkg reducible gLLMQacedfefjktwvkg SFS[D(3,1)(2,1)] gLLMQacedfefnktwvkg SFS[D(3,1)(2,1)] gLMLQabdefefbjqfnrw SFS[D(2,1)(2,1)] gLLPQacedfefbsqvjwc SFS[D(3,1)(2,1)] gLLPQacedfefbsqvjsc SFS[D(3,1)(2,1)] gLLMQacedfefnclvkvf reducible gLLMQacedfefjclvkvf reducible gLLMQacedfefnrevgvg reducible gLLMQacedfefjrevgvg reducible gLLMQacddfefjbqvgfo SFS[D(2,1)(2,1)] gLLPQacedfefbsavjkc SFS[D(2,1)(2,1)] gLLMQacddeffjbqvvgc reducible gLLMQacddeffjbqsvgc SFS[D(4,3)(3,1)] gLLMQacddeffjbqwvgc SFS[D(4,1)(3,1)] gLLMQacddeffnbqvvgc reducible gLLMQacddeffnbqsvgc SFS[D(5,3)(3,1)] gLLMQacddeffnbqwvgc SFS[D(5,2)(3,1)] gLLMQacddeffjbanvgc SFS[D(4,1)(2,1)] gLLMQacddeffnbanvgc SFS[D(5,2)(2,1)] gLLMQacddeffjbxnvgc SFS[D(4,1)(2,1)] gLLMQacddeffnbxnvgc SFS[D(5,2)(2,1)] gLLPQacefdefbsajbkb reducible gLLPQacefdefnsajbkb SFS[D(4,1)(3,1)] gLLPQacefdefjsajbkb SFS[D(4,3)(3,1)] gLLPQacefdefbsajbjb reducible gLLPQacefdefnsajbjb SFS[D(5,2)(3,1)] gLLPQacefdefjsajbjb SFS[D(5,3)(3,1)] gLLMQacefdefbcxkbgv reducible gLLMQacefdefbrdgbgo reducible gLLMQacddfefjbxngfo SFS[D(4,1)(2,1)] gLLMQacddfefjbxrgfo SFS[D(5,2)(2,1)] gLvQQacedeffbvqwjjk SFS[D(4,1)(2,1)] gLvQQacedeffbvqwjjj SFS[D(5,2)(2,1)] gLLPQacedfefnkqvjvc reducible gLLPQacedfefnkqvjwc SFS[D(4,3)(3,1)] gLLPQacedfefnkqvjsc SFS[D(4,1)(3,1)] gLLPQacedfefjkqvjvc reducible gLLPQacedfefjkqvjwc SFS[D(5,3)(3,1)] gLLPQacedfefjkqvjsc SFS[D(5,2)(3,1)] gLLMQacedfefnjevgvg reducible gLLMQacedfefjjevgvg reducible gLLMQacddfefjsqsgfo SFS[D(4,1)(2,1)] gLLMQacddfefjsqwgfo SFS[D(5,2)(2,1)] gLLPQacedfefnkavjkc SFS[D(4,1)(2,1)] gLLPQacedfefjkavjkc SFS[D(5,2)(2,1)] gLLMQacddeffjkqvvgc reducible gLLMQacddeffjkqsvgc SFS[D(5,2)(3,1)] gLLMQacddeffjkqwvgc SFS[D(5,3)(3,1)] gLLMQacddeffnkqvvgc reducible gLLMQacddeffnkqsvgc SFS[D(4,1)(3,1)] gLLMQacddeffnkqwvgc SFS[D(4,3)(3,1)] gLLMQacddeffjkanvgc SFS[D(5,2)(2,1)] gLLMQacddeffnkanvgc SFS[D(4,1)(2,1)] gLLMQacddeffjkxnvgc SFS[D(5,2)(2,1)] gLLMQacddeffnkxnvgc SFS[D(4,1)(2,1)] gLLPQacefdefnbajbgb SFS[D(3,1)(2,1)] gLLPQacefdefjbajbgb SFS[D(3,1)(2,1)] gLLPQacddeffnjevvkg reducible gLLPQacddeffjjevvkg reducible gLLMQacddfefjsxogfo SFS[D(2,1)(2,1)] gLvQQacedeffbvmwwbg SFS[D(2,1)(2,1)] gLLPQacedfefnbqvjvc reducible gLLPQacedfefnbqvjwc SFS[D(5,3)(3,1)] gLLPQacedfefnbqvjsc SFS[D(5,2)(3,1)] gLLPQacedfefjbqvjvc reducible gLLPQacedfefjbqvjwc toroidal gLLPQacedfefjbqvjsc toroidal gLLMQacedfefnolvkvf reducible gLLMQacedfefnolvkwf SFS[D(4,3)(3,1)] gLLMQacedfefnolvksf SFS[D(4,1)(3,1)] gLLMQacedfefjolvkvf reducible gLLMQacedfefjolvkwf SFS[D(5,3)(3,1)] gLLMQacedfefjolvksf SFS[D(5,2)(3,1)] gLLMQacddfefjkqsgfo SFS[D(5,2)(2,1)] gLLMQacddfefbkqwgfo SFS[D(2,1)(2,1)] gLLMQacddfefjkqwgfo toroidal gLLMQacddfefnkqwgfo SFS[D(2,1)(2,1)] gLLMQacddfefjkdngfo SFS[D(4,1)(2,1)] gLLMQacddfefjkdjgfo SFS[D(5,2)(2,1)] gLLPQacedfefnbavjkc SFS[D(5,2)(2,1)] gLLPQacedfefjbavjgc SFS[D(2,1)(2,1)] gLLPQacedfefjbavjkc toroidal gLLPQacedfefjbavjjc SFS[D(2,1)(2,1)] gLLMQacedfefnouvkkf SFS[D(4,1)(2,1)] gLLMQacedfefjouvkkf SFS[D(5,2)(2,1)] gLLMQacddeffjsqsvgc toroidal gLLMQacddeffjsqwvgc toroidal gLLMQacddeffnsqsvgc toroidal gLLMQacddeffnsqwvgc toroidal gLLMQacddeffjsabvgc SFS[D(3,1)(2,1)] gLLMQacddeffjsanvgc toroidal gLLMQacddeffjsajvgc SFS[D(3,1)(2,1)] gLLMQacddeffnsabvgc SFS[D(3,1)(2,1)] gLLMQacddeffnsanvgc toroidal gLLMQacddeffnsajvgc SFS[D(3,1)(2,1)] gLLMQacddeffjsxovgc SFS[D(3,1)(2,1)] gLLMQacddeffjsxnvgc toroidal gLLMQacddeffjsxrvgc SFS[D(3,1)(2,1)] gLLMQacddeffnsxovgc SFS[D(3,1)(2,1)] gLLMQacddeffnsxnvgc toroidal gLLMQacddeffnsxrvgc SFS[D(3,1)(2,1)] gLLPQacefdefbkajbkb reducible gLLPQacefdefnkajbkb SFS[D(5,2)(3,1)] gLLPQacefdefjkajbkb SFS[D(5,3)(3,1)] gLLPQacefdefbkajbjb reducible gLLPQacefdefnkajbjb toroidal gLLPQacefdefjkajbjb toroidal gLLPQacddeffnrevvkg reducible gLLPQacddeffnresvkg SFS[D(4,1)(3,1)] gLLPQacddeffnrewvkg SFS[D(4,3)(3,1)] gLLPQacddeffjrevvkg reducible gLLPQacddeffjresvkg SFS[D(5,2)(3,1)] gLLPQacddeffjrewvkg SFS[D(5,3)(3,1)] gLLMQacddfefjkxngfo SFS[D(5,2)(2,1)] gLLMQacddfefbkxrgfo SFS[D(2,1)(2,1)] gLLMQacddfefjkxrgfo toroidal gLLMQacddfefnkxrgfo SFS[D(2,1)(2,1)] gLLMQacddfefjkejgfo SFS[D(4,1)(2,1)] gLLMQacddfefjkengfo SFS[D(5,2)(2,1)] gLvQQacedeffbvpwcnk SFS[D(5,2)(2,1)] gLvQQacedeffbvpvcnj SFS[D(2,1)(2,1)] gLvQQacedeffbvpwcnj toroidal gLvQQacedeffbvpscnj SFS[D(2,1)(2,1)] gLLPQacddeffnrinvkg SFS[D(4,1)(2,1)] gLLPQacddeffjrinvkg SFS[D(5,2)(2,1)] gLLMQacedfefbkivgvg reducible gLLMQacedfefbkivgwg reducible gLLMQacedfefbkivgsg reducible gLLMQacedfefnkivgvg reducible gLLMQacedfefnkivgwg SFS[D(3,1)(3,2)] gLLMQacedfefnkivgsg SFS[D(3,1)(3,1)] gLLMQacedfefjkivgvg reducible gLLMQacedfefjkivgwg SFS[D(3,1)(3,1)] gLLMQacedfefjkivgsg SFS[D(3,1)(3,2)] gLLMQacedfefbkevgkg reducible gLLMQacedfefjkeowro SFS[D(3,1)(2,1)] gLLMQacedfefjkeowko SFS[D(3,1)(2,1)] gLLMQacedfefbktvgkg reducible gLLMQacedfefnktvgkg SFS[D(3,1)(2,1)] gLLMQacedfefjktvgkg SFS[D(3,1)(2,1)] gLLMQacedfefjkeojfc reducible gLLMQacedfefjkeojrc SFS[D(3,1)(2,1)] gLLMQacedfefjkeojkc SFS[D(3,1)(2,1)] gLLMQacedfefjkiojsc SFS[D(2,1)(2,1)] gLLMQacedfefjktojjc SFS[D(2,1)(2,1)] gLLMQacefdefbktobkg reducible gLLMQacefdefnktobkg SFS[D(3,1)(2,1)] gLLMQacefdefjktobkg SFS[D(3,1)(2,1)] gLLMQacedfefjktowjo SFS[D(2,1)(2,1)] gLMLQabdefefbficrrw SFS[D(2,1)(2,1)] gLLMQacefdefbbhobwg reducible gLLMQacddeffnvavvgc reducible gLLPQacedfefbceofvb reducible gLLPQacedfefbvtogsg reducible gLLPQacedfefbvtogwg reducible gLLMQacddeffbrqbgkg reducible gLLMQacddeffjrqbgkg reducible gLLMQacddeffnrqbgkg reducible gLLMQacddfefjrdocfc reducible gLLMQacddeffjvlvgwo reducible gLLMQacefdefbslobsg reducible gLLMQacedfefbbeowko SFS[D(2,1)(2,1)] gLLMQacddeffbrdrgwo reducible gLLMQacddeffbcpvvkg reducible gLLMQacddeffjcpvvkg reducible gLLMQacddeffjoebgjf reducible gLLMQacedfefbbiowso SFS[D(3,1)(2,1)] gLLMQacedfefbbiowwo SFS[D(3,1)(2,1)] gLLMQacddeffbcuovkg reducible gLLMQacddeffbrujgwo reducible gLLMQacddeffbrungwo reducible gLLMQacefdefbsuobjg reducible gLLMQacedfefbbtowko SFS[D(2,1)(2,1)] gLLMQacddeffbrlwgwo reducible gLLMQacedfefbcivbvg reducible gLLMQacedfefbcivbwg reducible gLLMQacedfefbcivbsg reducible gLLMQacedfefncivbvg reducible gLLMQacedfefjcivbvg reducible gLLMQacedfefbcevbkg reducible gLLMQacedfefbctvbkg reducible gLLMQacefdefbcesbkg reducible gLLMQacedfefjruosfg reducible gLLMQacefdefbolsbsg reducible gLLMQacedfefbotofkv SFS[D(2,1)(2,1)] gLLPQacddeffbrewgwv reducible gLLMQacddeffbkdbgvc reducible gLLMQacddeffjkdbgvc reducible gLLMQacddeffnkdbgvc reducible gLLMQacedfefboiofwv SFS[D(3,1)(2,1)] gLLMQacedfefboiofsv SFS[D(3,1)(2,1)] gLLMQacddeffbkebgvc reducible gLLMQacddeffjkebgvc reducible gLLMQacddeffnkebgvc reducible gLLMQacefdefbousbjg reducible gLLMQacedfefboeofkv SFS[D(2,1)(2,1)] gLLPQacddeffbrirgwv reducible gLLMQacedfefnvxvovc reducible gLLMQacedfefjoaorff reducible gLLMQacedfefbveosvg reducible gLLMQacedfefbveoswg reducible gLLMQacedfefbveossg reducible gLLMQacefdefbgxsbgg reducible gLLMQacefdefbgxsbkg reducible gLLMQacefdefbgxsbjg reducible gLLMQacddeffjkmvgfo reducible gLLMQacedfefbvposkg reducible gLLMQacedfefjklvcvo reducible gLLMQacddfefbjawofg reducible gLLMQacefdefbkucbgc reducible gLLMQacefdefnkucbgc reducible gLLMQacefdefjkucbgc reducible gLLMQacddfefbjqbofg reducible gLLMQacddfefbjqjofg reducible gLLMQacddfefbjqnofg reducible gLLPQacefdefbjmsbjg reducible gLLMQacddfefbjhrofg reducible gLLPQacedfefbcevrvb reducible gLLPQacedfefncevrvb reducible gLLPQacedfefjcevrvb reducible gLLMQacddfefjrdoofg reducible gLLMQacddeffjvlvvoo reducible gLLPQacedfefnvqvsvv reducible gLLPQacedfefnvqvswv SFS[D(3,1)(2,1)] gLLPQacedfefnvqvssv SFS[D(3,1)(2,1)] gLLMQacefdefnslcbvc SFS[D(3,1)(2,1)] gLLMQacefdefjslcbvc SFS[D(3,1)(2,1)] gLLMQacddeffncxnvbv SFS[D(2,1)(2,1)] gLLPQacedfefnvavskv SFS[D(2,1)(2,1)] gLLPQacedfefbvmvskv SFS[D(2,1)(2,1)] gLLMQacedfefjbuvcgo SFS[D(2,1)(2,1)] gLLMQacddeffncanvbv SFS[D(2,1)(2,1)] gLLPQacefdefbrasbgg reducible gLLPQacefdefbrasbkg reducible gLLPQacefdefbrasbjg reducible gLLPQacefdefnrasbkg SFS[D(3,1)(3,1)] gLLPQacefdefjrasbkg SFS[D(3,1)(3,2)] gLLPQacefdefjrasbjg SFS[D(3,1)(3,1)] gLLMQacddeffncqvvbv reducible gLLMQacddeffncqsvbv SFS[D(3,1)(2,1)] gLLMQacddeffncqwvbv SFS[D(3,1)(2,1)] gLLPQacedfefbjmvbgj reducible gLLMQacddeffbjhovck reducible gLLPQacefdefbjmkbgs reducible gLLMQacddfefbjhogfn reducible gLLPQacedfefbrmvbgj reducible gLLMQacddeffbvlvvck reducible gLLMQacddfefbrhogfn reducible gLLPQacedfefbvqvbvj reducible gLLMQacddfefbcxrjrv SFS[D(2,1)(2,1)] gLLPQacedfefbvmvbgj reducible gLLMQacddeffbribvck reducible gLLMQacddeffbcabvsr reducible gLLMQacddeffjcabvsr SFS[D(3,1)(2,1)] gLLMQacddeffjoabwnf SFS[D(3,1)(2,1)] gLLMQacddfefbcqwjrv SFS[D(2,1)(2,1)] gLLMQacddfefbvhogfn reducible gLLMQacefdefbcekbfs reducible gLLMQacddeffbbabsgc reducible gLLMQacedfefbcewkff reducible gLLMQacefdefboukbgs reducible gLLMQacefdefnoukbgs SFS[D(3,1)(2,1)] gLLMQacefdefjoukbgs SFS[D(3,1)(2,1)] gLLPQacddfefjriokfw SFS[D(2,1)(2,1)] gLLMQacefdefjvpgngo SFS[D(2,1)(2,1)] gLLMQacedfefbvxvgvj reducible gLLMQacedfefjvpvggj SFS[D(2,1)(2,1)] gLLMQacedfefbouwkgf reducible gLLMQacedfefnouwkgf SFS[D(3,1)(2,1)] gLLMQacedfefjouwkgf SFS[D(3,1)(2,1)] gLLPQacddeffjrioskg SFS[D(2,1)(2,1)] gLLMQacedfefjktvggj SFS[D(2,1)(2,1)] gLLMQacedfefbktrjgc reducible gLLMQacedfefjktrjgc SFS[D(3,1)(2,1)] gLLMQacedfefnktrjgc SFS[D(3,1)(2,1)] gLLMQacefdefbktobgk reducible gLLMQacefdefnktobgk SFS[D(3,1)(2,1)] gLLMQacefdefjktobgk SFS[D(3,1)(2,1)] gLLMQacedfefjktnwgo SFS[D(2,1)(2,1)] gLMLQabdefefjficrrc SFS[D(2,1)(2,1)] gLMLQabdefefjficrfj SFS[D(2,1)(2,1)] gLLMQacddeffbvavvgj reducible gLLMQacddeffbcabjjf reducible gLLMQacddeffbvavkwo reducible gLLMQacefdefbslobvk reducible gLLPQacddeffbvevvsr reducible gLLPQacddeffbvevkog reducible gLLMQacedfefbglvbvj reducible gLLPQacedfefbbarwgb reducible gLLMQacedfefbvevovw reducible gLLMQacedfefbvevoww SFS[D(3,1)(2,1)] gLLMQacedfefbvevosw SFS[D(3,1)(2,1)] gLLMQacddeffjktojfo SFS[D(2,1)(2,1)] gLLMQacedfefbvpvokw SFS[D(2,1)(2,1)] gLLMQacddeffbsqvkvc reducible gLLMQacddeffbsqskvc reducible gLLMQacddeffbsqwkvc reducible gLLMQacddeffbkabjfo reducible gLLMQacddeffbsankvc reducible gLLMQacddeffbsajkvc reducible gLLMQacddeffbsxokvc reducible gLLMQacddeffbsxnkvc reducible gLLMQacddeffbsxrkvc reducible gLLMQacedfefbvensvg reducible gLLMQacedfefbvenswg reducible gLLMQacedfefbvenssg reducible gLLMQacddeffjkmvjfo reducible gLLMQacedfefbvpnskg reducible gLLMQacddeffbgmvvbs reducible gLLMQacddeffbgabsbv reducible gLLMQacddeffbgtovbs reducible gLLPQacedfefbghwrgb reducible gLLMQacedfefbshvcvn reducible gLLMQacddeffbvtvvor reducible gLLPQacedfefbcewrvb reducible gLLPQacedfefjcewrvb reducible gLLPQacedfefncewrvb reducible gLLMQacddfefjrdoofj reducible gLLMQacddeffjvlvsoo reducible gLLPQacedfefbopwrgb reducible gLLPQacedfefbvtvsww SFS[D(3,1)(2,1)] gLLPQacedfefbvtvssw SFS[D(3,1)(2,1)] gLLMQacddfefjvlvofj SFS[D(2,1)(2,1)] gLLMQacddeffjrdosoo SFS[D(2,1)(2,1)] gLLMQacddfefbvtvokg reducible gLLMQacedfefbrqvcfn reducible gLLMQacefdefbrqobfk reducible gLvQQacedeffbwuvjjg reducible gLLMQacddeffbsqwwvo SFS[D(2,1)(2,1)] gLLMQacedfefbjqvcfn reducible gLLMQacddeffbkabvor reducible gLLMQacddeffbsanwvo SFS[D(3,1)(2,1)] gLLMQacddeffbsajwvo SFS[D(3,1)(2,1)] gLLPQacddeffbjlbvbs reducible gLLMQacefdefbvpobgk reducible gLLMQacddeffbsxrwvo SFS[D(2,1)(2,1)] gLvQQacedeffbwevwbg reducible gLLMQacedfefbvmvcvn reducible gLLMQacedfefbvqvcfn reducible gLLPQacddeffbriovbs reducible gLvQQacedeffbwhvcng reducible gLLMQacedfefbversvg reducible gLLMQacedfefbverswg reducible gLLMQacedfefbverssg reducible gLLMQacddeffjkmvkfo reducible gLLMQacedfefbvprskg reducible gLLPQacedfefbcesrvb reducible gLLPQacedfefjcesrvb reducible gLLPQacedfefncesrvb reducible gLLMQacddfefjrdoofk reducible gLLMQacddeffjvlvwoo reducible gLLAQcdcdeffagggrwn reducible gLLAQccddefflnnnwvk SFS[D(5,1)(3,1)] gLLAQccddeffannnwvk reducible gLLAQccddefftnnnwvk SFS[D(5,4)(3,1)] gLLAQccddeffajjjwsw toroidal gLLAQccddeffabbbwwj toroidal gLLAQccddeffaojfwsw reducible gLLAQccddeffajvjwsw SFS[D(5,4)(3,1)] gLLAQccddeffajrjwsw SFS[D(5,1)(3,1)] gLPwQbcddefftgvfnsj toroidal gLPwQbcddefflgvfnsj toroidal gLLAQccddeffanvnwnn SFS[D(5,1)(2,1)] gLPwQbcddefftgvgnsj SFS[D(5,2)(5,1)] gLPwQbcddefflgvgnsj SFS[D(5,1)(4,1)] gLPwQbcddefftgvvnsj SFS[D(5,4)(4,1)] gLPwQbcddefflgvvnsj SFS[D(5,3)(5,1)] gLLAQcdcdeffagggwrj reducible gLLAQccddefflnnnrkr toroidal gLLAQccddeffannnrkr reducible gLLAQccddefftnnnrkr toroidal gLLAQcdcdeffagggnbk reducible gLLAQccddeffabbbrrn toroidal gLLAQccddeffajjjnoj toroidal gLLAQccddefflnnnncw toroidal gLLAQccddeffannnncw reducible gLLAQccddefflnnnscn toroidal gLLAQccddeffabbbngn SFS[A(5,1)] gLLAQccddeffaojfnoj reducible gLLAQccddeffajrjnoj toroidal gLLAQccddeffaorfnoj SFS[D(3,1)(2,1)] gLLAQccddeffajrjrfs toroidal gLLAQccddeffaorfrfs SFS[D(3,1)(2,1)] gLMLQabdefffnwqkocb toroidal gLMLQabdefffnwqkofb toroidal gLLAQccddefflnvnrcr SFS[D(3,1)(2,1)] gLLAQccddeffanvnrcr toroidal gLLAQccddefftnvnrcr SFS[D(3,1)(2,1)] gLLAQccddefflnvnnkw SFS[D(3,1)(2,1)] gLLAQccddeffanvnnkw toroidal gLLAQccddefflnvnskn SFS[D(3,1)(2,1)] gLMLQabdefffnwpkobb SFS[D(3,1)(2,1)] gLMLQabdefffnwpkocb toroidal gLMLQabdefffnwpkofb toroidal gLMLQabdefffnwmkobb SFS[D(3,1)(2,1)] gLMLQabdefffnwmkocb toroidal gLMLQabdefffnwmkofb toroidal gLPwQbcddefflgvfrfr toroidal gLPwQbcddefflgvfnfn toroidal gLLAQccddfefanvnvjn SFS[D(3,1)(2,1)] gLLAQccddeffanvnsvs SFS[D(3,1)(2,1)] gLPwQbcddefflgvvrfr SFS[D(5,3)(3,1)] gLPwQbcddefflgvgnfn SFS[D(4,3)(3,1)] gLPwQbcddefflgvgrfr SFS[D(4,1)(3,1)] gLPwQbcddefflgvvnfn SFS[D(5,2)(3,1)] gLLAQcdcdfefaggggjj reducible gLLAQccddfeflnnnnjk SFS[D(3,1)(3,2)] gLLAQccddfefannnnjk reducible gLLAQccddfeflnnnnnr SFS[D(3,1)(3,1)] gLLAQcdcdeffagggngw reducible gLLAQccddfefabbbbjj toroidal gLLAQccddeffajjjsjk toroidal gLLAQccddefflnnnsnj SFS[D(3,1)(3,1)] gLLAQccddeffannnsnj reducible gLLAQccddefflnnnwnw SFS[D(3,1)(3,2)] gLLAQccddeffabbbsbr SFS[A(3,1)] gLLAQccddeffaojfsjk reducible gLLAQccddeffajrjsjk SFS[D(3,1)(3,1)] gLLAQccddeffajrjwjj SFS[D(3,1)(3,2)] gLLAQccddfefanvnvnn reducible gLLAQccddeffanvnwvs reducible gLPwQbcddefflgvgnfr reducible gLPwQbcddefflgvvnfr reducible gLLAQcdcdfefaggggjn reducible gLLAQccddfeflnnnnnk reducible gLLAQccddfefannnnnk reducible gLLAQcdcdeffagggrgw reducible gLLAQccddfefabbbbnj toroidal gLLAQccddeffajjjwjk reducible gLLAQccddefflnnnwnj reducible gLLAQccddeffannnwnj reducible gLLAQccddeffabbbwbr toroidal gLLAQccddeffaojfwjk reducible gLLAQccddeffajrjwjk reducible gLPLQabdefffjnacfcb toroidal gLPLQabdefffjnacffb toroidal gLLAQccddefflnvnnvj SFS[D(3,1)(3,1)] gLLAQccddeffanvnnvj toroidal gLLAQccddefflnvnrvn SFS[D(3,1)(3,1)] gLPLQabdefffjnecfbb SFS[D(3,1)(3,1)] gLPLQabdefffjnecfcb toroidal gLPLQabdefffjnecffb toroidal gLPLQabdefffjndcfbb SFS[D(3,1)(3,1)] gLPLQabdefffjndcfcb toroidal gLPLQabdefffjndcffb toroidal gLLAQcdcdeffagggsgr reducible gLLAQccddefflnnnnnj toroidal gLLAQccddeffannnnnj reducible gLLAQccddefflnnnrnn toroidal gLLAQccddeffajjjnjk toroidal gLLAQccddeffabbbnbw SFS[A(3,1)] gLLAQccddeffaojfnjk reducible gLLAQccddeffajrjrjr toroidal gLLAQccddeffaorfrjr SFS[D(3,1)(3,1)] gLLAQccddeffajrjnjk toroidal gLLAQccddeffaorfnjk SFS[D(3,1)(3,1)] gLPLQabdefffjjacfcb toroidal gLLAQccddefflnvnrvj SFS[D(3,1)(3,2)] gLLAQccddeffanvnrvj toroidal gLLAQccddefflnvnnvn SFS[D(3,1)(3,2)] gLLAQccddeffanvnnvn toroidal gLPLQabdefffjjdcfbb SFS[D(3,1)(3,2)] gLPLQabdefffjjdcfcb toroidal gLPLQabdefffjjdcffb toroidal gLLAQcdcdeffagggwgr reducible gLLAQccddefflnnnrnj toroidal gLLAQccddeffannnrnj reducible gLLAQcdcdeffagggsgk reducible gLLAQccddeffabbbrbw toroidal gLLAQccddeffajjjnjr toroidal gLLAQccddefflnnnnnn toroidal gLLAQccddeffannnnnn reducible gLLAQccddeffabbbnbs reducible gLLAQccddeffaojfnjr reducible gLLAQccddeffajrjnjr toroidal gLLAQccddeffaorfnjr SFS[D(3,1)(3,2)] gLPwQbcddefflgvfrfn toroidal gLLAQccddfeflnvnvjr SFS[D(2,1)(2,1)] gLLAQccddfefanvnvjr toroidal gLLAQccddefflnvnsvw SFS[D(2,1)(2,1)] gLLAQccddeffanvnsvw toroidal gLPwQbcddeffacbbkfw SFS[D(2,1)(2,1)] gLPwQbcddefflgvgrfn toroidal gLPwQbcddefflgvvrfn toroidal gLLAQcdcdfefaggggnj reducible gLLAQccddfeflnnnnjr toroidal gLLAQccddfefannnnjr reducible gLLAQcdcdeffagggngj reducible gLLAQccddfefabbbbjn toroidal gLLAQccddeffajjjsjj toroidal gLLAQccddefflnnnsnw toroidal gLLAQccddeffannnsnw reducible gLLAQccddeffabbbsbn reducible gLLAQccddeffaojfsjj reducible gLLAQccddeffajrjsjj toroidal gLLAQccddeffaorfsjj SFS[D(2,1)(2,1)] gLLAQcdcdeffagggwrn reducible gLLAQccddefflnnnrkk SFS[D(7,3)(3,1)] gLLAQccddeffannnrkk reducible gLLAQccddefftnnnrkk SFS[D(7,4)(3,1)] gLLAQcdcdeffagggrbk reducible gLLAQccddeffabbbrrj toroidal gLLAQccddeffajjjnok toroidal gLLAQccddefflnnnncj SFS[D(7,4)(3,1)] gLLAQccddeffannnncj reducible gLLAQccddefflnnnwcn SFS[D(7,3)(3,1)] gLLAQccddeffabbbngr SFS[A(7,2)] gLLAQccddeffaojfnok reducible gLLAQccddeffajrjnok SFS[D(7,4)(3,1)] gLLAQccddeffajrjrfw SFS[D(7,3)(3,1)] gLMLQabdefffnjqkocb toroidal gLMLQabdefffnjqkofb toroidal gLLAQccddeffanvnrcn SFS[D(7,3)(2,1)] gLLAQccddeffanvnnks SFS[D(7,3)(2,1)] gLMLQabdefffnjpkocb SFS[D(7,3)(5,2)] gLMLQabdefffnjpkofb SFS[D(7,3)(4,1)] gLMLQabdefffnjmkocb SFS[D(7,4)(4,1)] gLMLQabdefffnjmkofb SFS[D(7,4)(5,2)] gLLAQcdcdeffagggsrn reducible gLLAQccddefflnnnnkk SFS[D(8,3)(3,1)] gLLAQccddeffannnnkk reducible gLLAQccddefftnnnnkk SFS[D(8,3)(3,1)] gLLAQcdcdeffagggrbr reducible gLLAQccddeffabbbnrj SFS[A(8,3)] gLLAQccddeffajjjnfw toroidal gLLAQccddefflnnnrcj SFS[D(8,3)(3,1)] gLLAQccddeffannnrcj reducible gLLAQccddefflnnnwcj SFS[D(8,3)(3,1)] gLLAQccddeffabbbrgr toroidal gLLAQccddeffaojfnfw reducible gLLAQccddeffajrjrok SFS[D(8,3)(3,1)] gLLAQccddeffajrjnfw SFS[D(8,3)(3,1)] gLMLQabdefffjjqkocb toroidal gLMLQabdefffjjqkofb toroidal gLLAQccddeffanvnncn SFS[D(8,3)(2,1)] gLLAQccddeffanvnrks SFS[D(8,3)(2,1)] gLMLQabdefffjjpkocb SFS[D(8,3)(5,2)] gLMLQabdefffjjpkofb SFS[D(8,3)(4,1)] gLMLQabdefffjjmkocb SFS[D(8,5)(4,1)] gLMLQabdefffjjmkofb SFS[D(8,5)(5,2)] gLLAQcdcdeffagggnbr reducible gLLAQccddefflnnnscj toroidal gLLAQccddeffannnrcw reducible gLLAQccddefflnnnrcw toroidal gLLAQcdcdeffagggsrj reducible gLLAQccddeffabbbrgn SFS[A(7,2)] gLLAQccddeffajjjnfs toroidal gLLAQccddefftnnnnkr toroidal gLLAQccddeffannnnkr reducible gLLAQccddefflnnnnkr toroidal gLLAQccddeffabbbnrn SFS[A(7,3)] gLLAQccddeffaojfnfs reducible gLLAQccddeffajrjroj toroidal gLLAQccddeffaorfroj SFS[D(3,1)(2,1)] gLLAQccddeffajrjnfs toroidal gLLAQccddeffaorfnfs SFS[D(3,1)(2,1)] gLMLQabdefffjwqkocb toroidal gLMLQabdefffjwqkofb toroidal gLLAQccddefflnvnskj SFS[D(3,1)(2,1)] gLLAQccddeffanvnrkw toroidal gLLAQccddefflnvnrkw SFS[D(3,1)(2,1)] gLLAQccddefftnvnncr SFS[D(3,1)(2,1)] gLLAQccddeffanvnncr toroidal gLLAQccddefflnvnncr SFS[D(3,1)(2,1)] gLMLQabdefffjwpkobb SFS[D(3,1)(2,1)] gLMLQabdefffjwpkocb toroidal gLMLQabdefffjwpkofb toroidal gLMLQabdefffjwmkobb SFS[D(3,1)(2,1)] gLMLQabdefffjwmkocb toroidal gLMLQabdefffjwmkofb toroidal gLLAQcdcdeffagggrwj reducible gLLAQccddefflnnnwvr SFS[D(7,2)(3,1)] gLLAQccddeffannnwvr reducible gLLAQccddefftnnnwvr SFS[D(7,5)(3,1)] gLLAQcdcdeffagggnwn reducible gLLAQccddeffabbbwwn toroidal gLLAQccddeffajjjssw toroidal gLLAQccddefftnnnsvk SFS[D(7,5)(3,1)] gLLAQccddeffannnsvk reducible gLLAQccddefflnnnsvk SFS[D(7,2)(3,1)] gLLAQccddeffabbbswj SFS[A(7,3)] gLLAQccddeffaojfssw reducible gLLAQccddeffajvjssw SFS[D(7,5)(3,1)] gLLAQccddeffajrjssw SFS[D(7,2)(3,1)] gLPwQbcddefftgvfnsn toroidal gLPwQbcddefflgvfnsn toroidal gLLAQccddeffanvnwnr SFS[D(7,2)(2,1)] gLLAQccddeffanvnsnn SFS[D(7,2)(2,1)] gLPwQbcddefftgvgnsn SFS[D(7,2)(5,2)] gLPwQbcddefflgvgnsn SFS[D(7,2)(4,1)] gLPwQbcddefftgvvnsn SFS[D(7,5)(4,1)] gLPwQbcddefflgvvnsn SFS[D(7,5)(5,2)] gLLAQcdcdeffagggnwj reducible gLLAQccddefflnnnsvr toroidal gLLAQccddeffannnsvr reducible gLLAQccddefftnnnsvr toroidal gLLAQccddeffajjjsss toroidal gLLAQccddeffabbbswn SFS[A(8,3)] gLLAQccddeffaojfsss reducible gLLAQccddeffajvjsss toroidal gLLAQccddeffaovfsss SFS[D(2,1)(2,1)] gLLAQccddeffajrjsss toroidal gLLAQccddeffaorfsss SFS[D(2,1)(2,1)] gLPwQbcddefftgvfrsn toroidal gLPwQbcddefflgvfrsn toroidal gLLAQccddefflnvnsnr SFS[D(2,1)(2,1)] gLLAQccddeffanvnsnr toroidal gLLAQccddefftnvnsnr SFS[D(2,1)(2,1)] gLPwQbcddeffacbbkjr SFS[D(2,1)(2,1)] gLPwQbcddefftgvgrsn toroidal gLPwQbcddefflgvgrsn toroidal gLPwQbcddeffacbbnjw SFS[D(2,1)(2,1)] gLPwQbcddefftgvvrsn toroidal gLPwQbcddefflgvvrsn toroidal gLPwQbcddefflgvfrfo toroidal gLPwQbcddefflgvfofn toroidal gLLAQccddfefanvnvbr SFS[D(3,1)(2,1)] gLLAQccddeffanvnsvv SFS[D(3,1)(2,1)] gLPwQbcddefflgvvrfo SFS[D(5,2)(3,1)] gLPwQbcddefflgvgofn SFS[D(4,1)(3,1)] gLLAQcdcdeffpcsoosr SFS[D(4,3)(3,1)] gLLAQcdcdeffuccvosr SFS[D(5,3)(3,1)] gLLAQccddefftnbjvsj toroidal gLLAQccddeffanbjvsj reducible gLLAQccddefflnbjvsj toroidal gLLAQccddefftnnbvwk SFS[D(4,3)(3,1)] gLLAQccddefflnnbvwk SFS[D(5,3)(3,1)] gLLAQccddefflnrnsvv SFS[D(5,2)(3,1)] gLLAQccddefflnjnvvw SFS[D(4,1)(3,1)] gLLAQccddeffakbfvsj reducible gLLAQccddefftkbfvsj toroidal gLLAQccddefflkbfvsj toroidal gLPwQbcddefflgvgrfo SFS[D(4,3)(3,1)] gLPwQbcddefflgvvofn SFS[D(5,3)(3,1)] gLLAQccddeffakbfssb SFS[D(3,1)(2,1)] gLLAQcdcdeffuccvnsf SFS[D(5,3)(3,1)] gLLAQcdcdeffpcsonsf toroidal gLLAQccddeffanbjssb SFS[D(3,1)(2,1)] gLLAQccddefflnnbswf SFS[D(5,2)(3,1)] gLLAQccddefftnnbswf SFS[D(4,1)(3,1)] gLLAQccddefflnjnsvv toroidal gLLAQccddefflnrnvvw SFS[D(5,2)(3,1)] gLLAQcdcdfefqcckwbj toroidal gLLAQccddfefqfjfwbk toroidal gLLAQcdcdeffacccojr reducible gLLAQcdcdeffqcckojr toroidal gLLAQccddeffqfjfvcw toroidal gLLAQccddeffaojfvcw reducible gLLAQccddfefqfrfwbk SFS[D(3,1)(3,2)] gLLAQcdcdeffhsbbojr SFS[D(3,1)(3,1)] gLLAQccddeffakfbwgf SFS[D(3,1)(2,1)] gLLAQccddeffaofswgf reducible gLLAQccddfefqfvfwbk SFS[D(3,1)(3,1)] gLLAQccddfefqfvnwbk SFS[D(3,1)(3,2)] gLLAQccddeffhkfgwgf reducible gLLAQccddeffaokrwob reducible gLLAQccddeffqfkrwob toroidal gLLAQccddfefqfvnwng SFS[D(3,1)(3,2)] gLLAQccddeffhkfgvgk toroidal gLLAQccddeffqffkvgk toroidal gLLAQccddeffqfrfvcw SFS[D(5,3)(3,1)] gLLAQccddeffqfkrvoj SFS[D(4,1)(3,1)] gLLAQccddeffakfbvgk reducible gLLAQccddeffaofsvgk SFS[D(3,1)(2,1)] gLLAQccddeffaokrvoj SFS[D(3,1)(2,1)] gLLAQccddeffaosnrnb reducible gLLAQccddeffaosfngc reducible gLLAQcdcdeffasvbsnc reducible gLLAQccddeffaoswrnb reducible gLLAQccddeffhovgnoo SFS[D(3,1)(2,1)] gLLAQccddeffaovsnoo reducible gLLAQccddeffaoswngc reducible gLLAQcdcdeffasvbonn reducible gLLAQccddeffaowvncg reducible gLLAQcdcdeffavvvobs SFS[A(3,1)] gLLAQccddeffqfvbnoo reducible gLLAQccddeffajvrnoo SFS[D(3,1)(2,1)] gLLAQccddeffaovsrbv reducible gLLAQccddeffhovgrbv SFS[D(3,1)(2,1)] gLLAQccddeffakvbvoj reducible gLLAQccddeffhovgvoj reducible gLLAQccddeffaosfvgk reducible gLLAQccddeffaoswvgk SFS[D(3,1)(3,1)] gLLAQccddeffakvbnoo SFS[D(3,1)(3,2)] gLLAQccddeffaowrvcw SFS[D(3,1)(3,2)] gLLAQccddeffaowvvcw toroidal gLLAQccddeffaowjvcw SFS[D(3,1)(3,1)] gLLAQccddeffakvbrbv SFS[D(3,1)(3,1)] gLLAQccddeffaovsvoj SFS[D(3,1)(3,2)] gLLAQccddefflovbrbv SFS[D(3,1)(3,2)] gLLAQccddefflovbnoo SFS[D(3,1)(3,1)] gLLAQccddeffaojknoo reducible gLLAQccddeffaobfngc reducible gLLAQccddeffaokwrnb reducible gLLAQccddeffaofjrjf reducible gLLAQccddeffaojbnoo reducible gLLAQccddeffaobnrnb reducible gLLAQccddeffaobwrnb reducible gLLAQccddeffuvbfrnb SFS[D(3,1)(2,1)] gLLAQccddeffaonjrjf reducible gLLAQccddeffaojbrbv reducible gLLAQcdcdeffagvfssb reducible gLLAQcdcdefflgvfssb SFS[D(3,1)(3,2)] gLLAQcdcdefflgvfwnc SFS[D(3,1)(3,1)] gLLAQccddeffaonbnsf reducible gLLAQcdcdeffacccows reducible gLLAQcdcdeffagvfosr reducible gLLAQcdcdefftgvfosr SFS[D(3,1)(3,1)] gLLAQcdcdefflgvfosr SFS[D(3,1)(3,2)] gLLAQcdcdeffacvvows toroidal gLLAQccddeffaobvnvb reducible gLLAQccddeffaonbvsj reducible gLLAQccddeffaobvvvw SFS[A(3,1)] gLLAQccddeffaofbrgc reducible gLLAQccddeffaofsrgc reducible gLLAQccddeffaokrroo reducible gLLAQccddefftnvgvwk SFS[D(3,1)(2,1)] gLLAQccddeffakvfvwk reducible gLLAQccddeffigfsnsf reducible gLLAQccddeffabvowbo SFS[A(3,1)] gLLAQccddeffabvovbn SFS[A(3,1)] gLLAQcdcdeffaccoogj reducible gLLAQccddfefabfccnf reducible gLLAQcdcdeffagccoor reducible gLLAQcdcdeffaccorgc reducible gLLAQccddfefabfccbr reducible gLLAQccddfefhgbggbn reducible gLLAQccddfefabbggnb reducible gLLAQcdcdeffqfoooor reducible gLLAQccddfefabbggbn reducible gLLAQccddeffqfkfvnw SFS[D(3,1)(3,1)] gLLAQcdcdfefaggggbj reducible gLLAQccddfeflnnnnjf SFS[D(3,1)(3,1)] gLLAQccddfefannnnbr reducible gLLAQccddfeflnnnnbr SFS[D(3,1)(3,2)] gLLAQcdcdeffagggngc reducible gLLAQccddfefabbbbbn reducible gLLAQccddeffajjjsjg toroidal gLLAQccddefflnnnsnc SFS[D(3,1)(3,2)] gLLAQccddeffannnsnc reducible gLLAQccddefflnnnvnw SFS[D(3,1)(3,1)] gLLAQccddeffabbbsbo SFS[A(3,1)] gLLAQccddeffaojfsjg reducible gLLAQccddfeflnwnnjf toroidal gLLAQccddfefanfnnbr SFS[D(3,1)(3,2)] gLLAQccddfeflnfnnbr SFS[D(3,1)(3,1)] gLLAQccddfeflnsbbjb SFS[D(3,1)(3,1)] gLLAQccddfefabfnnbr reducible gLLAQccddfeflbfnnbr SFS[D(3,1)(3,2)] gLLAQccddeffpkvrvjj SFS[D(3,1)(3,2)] gLLAQccddeffajvkvjj SFS[D(3,1)(3,1)] gLLAQccddeffugvfvjj reducible gLLAQccddeffajvgvjj reducible gLLAQccddeffajrjsjg SFS[D(3,1)(3,2)] gLLAQccddeffubwvvnw SFS[D(3,1)(2,1)] gLLAQccddeffubvsvjj SFS[D(3,1)(2,1)] gLLAQccddeffaovwvjj SFS[D(3,1)(2,1)] gLLAQccddeffaosjvbn SFS[D(3,1)(2,1)] gLLAQccddeffpvscvbn SFS[D(3,1)(2,1)] gLLAQccddeffubswvbn toroidal gLLAQccddeffubvssjg SFS[D(3,1)(2,1)] gLLAQccddeffubwvsnc SFS[D(3,1)(2,1)] gLLAQccddeffaosjsbo reducible gLLAQccddeffpvscsbo reducible gLLAQccddeffubswsbo reducible gLLAQccddfeflnfnnjf SFS[D(3,1)(3,2)] gLLAQccddfefanfnnjf SFS[D(3,1)(3,1)] gLLAQccddfeflnwnnbr reducible gLLAQccddeffugvfsjg reducible gLLAQccddeffajvksjg SFS[D(3,1)(3,2)] gLLAQccddeffpkvrsjg SFS[D(3,1)(3,1)] gLLAQccddfeflbfnnjf SFS[D(3,1)(3,1)] gLLAQccddfefabfnnjf toroidal gLLAQccddfeflnsbbbn SFS[D(3,1)(3,2)] gLLAQccddeffaovwsjg reducible gLLAQccddeffajvgsjg toroidal gLLAQccddeffajrjvjj SFS[D(3,1)(3,1)] gLPwQbcddefflgvfnfo toroidal gLPwQbcddefflgvfofr toroidal gLLAQccddfefanvnvbn SFS[D(3,1)(2,1)] gLLAQccddeffanvnvvs SFS[D(3,1)(2,1)] gLPwQbcddefflgvvnfo SFS[D(5,3)(3,1)] gLPwQbcddefflgvgofr SFS[D(4,3)(3,1)] gLLAQcdcdeffpcsoosk SFS[D(4,1)(3,1)] gLLAQcdcdeffuccvosk SFS[D(5,2)(3,1)] gLLAQccddefftnbjvsn toroidal gLLAQccddeffanbjvsn reducible gLLAQccddefflnbjvsn toroidal gLLAQccddefftnnbvwr SFS[D(4,1)(3,1)] gLLAQccddefflnnbvwr SFS[D(5,2)(3,1)] gLLAQccddefflnrnwvv SFS[D(5,3)(3,1)] gLLAQccddefflnjnvvs SFS[D(4,3)(3,1)] gLLAQccddeffakbfvsn reducible gLLAQccddefftkbfvsn toroidal gLLAQccddefflkbfvsn toroidal gLPwQbcddefflgvgnfo SFS[D(4,1)(3,1)] gLPwQbcddefflgvvofr SFS[D(5,2)(3,1)] gLLAQccddeffakbfwsb SFS[D(3,1)(2,1)] gLLAQcdcdeffuccvrsf SFS[D(5,2)(3,1)] gLLAQcdcdeffpcsorsf toroidal gLLAQccddeffanbjwsb SFS[D(3,1)(2,1)] gLLAQccddefflnnbwwf SFS[D(5,3)(3,1)] gLLAQccddefftnnbwwf SFS[D(4,3)(3,1)] gLLAQccddefflnjnwvv toroidal gLLAQccddefflnrnvvs SFS[D(5,3)(3,1)] gLLAQcdcdfefqcckwbk toroidal gLLAQccddfefqfjfwbj toroidal gLLAQcdcdeffacccnjf reducible gLLAQcdcdeffqccknjf toroidal gLLAQccddeffqfjfscv toroidal gLLAQccddeffaojfscv reducible gLLAQccddfefqfrfwbj SFS[D(3,1)(3,1)] gLLAQcdcdeffhsbbnjf SFS[D(3,1)(3,2)] gLLAQccddeffakfbsgf SFS[D(3,1)(2,1)] gLLAQccddeffaofssgf reducible gLLAQccddfefqfvfwbj SFS[D(3,1)(3,2)] gLLAQccddfefqfvnwbj SFS[D(3,1)(3,1)] gLLAQccddeffhkfgsgf reducible gLLAQccddeffaokrsob reducible gLLAQccddeffqfkrsob toroidal gLLAQccddfefqfvnwjg SFS[D(3,1)(3,1)] gLLAQccddeffhkfgvgr toroidal gLLAQccddeffqffkvgr toroidal gLLAQccddeffqfrfscv SFS[D(5,2)(3,1)] gLLAQccddeffqfkrvon SFS[D(4,3)(3,1)] gLLAQccddeffakfbvgr reducible gLLAQccddeffaofsvgr SFS[D(3,1)(2,1)] gLLAQccddeffaokrvon SFS[D(3,1)(2,1)] gLLAQccddeffaosnnnb reducible gLLAQccddeffaosfnnb reducible gLLAQcdcdeffasvbsgf reducible gLLAQccddeffaoswnnb reducible gLLAQccddeffhovgroo SFS[D(3,1)(2,1)] gLLAQccddeffaovsroo reducible gLLAQccddeffaoswrgc reducible gLLAQcdcdeffasvbonj reducible gLLAQccddeffaowvnjf reducible gLLAQcdcdeffavvvobw SFS[A(3,1)] gLLAQccddeffqfvbroo reducible gLLAQccddeffajvrnbv SFS[D(3,1)(2,1)] gLLAQccddeffaovsnbv reducible gLLAQccddeffhovgnbv SFS[D(3,1)(2,1)] gLLAQccddeffakvbvon reducible gLLAQccddeffhovgvon reducible gLLAQccddeffaosfvgr reducible gLLAQccddeffaoswvgr SFS[D(3,1)(3,2)] gLLAQccddeffakvbroo SFS[D(3,1)(3,1)] gLLAQccddeffaowrvcs SFS[D(3,1)(3,1)] gLLAQccddeffaowvvcs toroidal gLLAQccddeffaowjvcs SFS[D(3,1)(3,2)] gLLAQccddeffakvbnbv SFS[D(3,1)(3,2)] gLLAQccddeffaovsvon SFS[D(3,1)(3,1)] gLLAQccddefflovbnbv SFS[D(3,1)(3,1)] gLLAQccddefflovbroo SFS[D(3,1)(3,2)] gLLAQccddeffaojkroo reducible gLLAQccddeffaobfrgc reducible gLLAQccddeffaokwnnb reducible gLLAQccddeffaofjnjf reducible gLLAQccddeffaojbroo reducible gLLAQccddeffaobnnnb reducible gLLAQccddeffaobwnnb reducible gLLAQccddeffuvbfnnb SFS[D(3,1)(2,1)] gLLAQccddeffaonjnjf reducible gLLAQccddeffaojbnbv reducible gLLAQcdcdeffagvfsnc reducible gLLAQcdcdefflgvfwsb SFS[D(3,1)(3,1)] gLLAQcdcdefflgvfsnc SFS[D(3,1)(3,2)] gLLAQccddeffaonbngc reducible gLLAQcdcdeffacccoww reducible gLLAQcdcdeffagvfosk reducible gLLAQcdcdefftgvfosk SFS[D(3,1)(3,2)] gLLAQcdcdefflgvfosk SFS[D(3,1)(3,1)] gLLAQcdcdeffacvvoww toroidal gLLAQccddeffaobvnoo reducible gLLAQccddeffaonbvsn reducible gLLAQccddeffaobvvvs SFS[A(3,1)] gLLAQccddeffaofbngc reducible gLLAQccddeffaofsngc reducible gLLAQccddeffaokrnoo reducible gLLAQccddefftnvgvwr SFS[D(3,1)(2,1)] gLLAQccddeffakvfvwr reducible gLLAQccddeffigfsrsf reducible gLLAQccddeffabvosbo SFS[A(3,1)] gLLAQccddeffabvovbr SFS[A(3,1)] gLLAQcdcdeffaccoogw reducible gLLAQccddfefabfccjf reducible gLLAQcdcdeffagccnoo reducible gLLAQcdcdeffaccongc reducible gLLAQccddfefabfccbk reducible gLLAQccddfefhgbggbj reducible gLLAQccddfefabbggjb reducible gLLAQcdcdeffqfoonoo reducible gLLAQccddfefabbggbj reducible gLLAQccddeffqfkfsnc SFS[D(3,1)(3,2)] gLLAQcdcdfefaggggbn reducible gLLAQccddfeflnnnnnf SFS[D(3,1)(3,2)] gLLAQccddfefannnnbk reducible gLLAQccddfeflnnnnbk SFS[D(3,1)(3,1)] gLLAQcdcdeffagggogw reducible gLLAQccddfefabbbbbj reducible gLLAQccddeffajjjvjk toroidal gLLAQccddefflnnnwnc SFS[D(3,1)(3,1)] gLLAQccddeffannnvnj reducible gLLAQccddefflnnnvnj SFS[D(3,1)(3,2)] gLLAQccddeffabbbvbr SFS[A(3,1)] gLLAQccddeffaojfvjk reducible gLLAQccddfeflnwnnnf toroidal gLLAQccddfefanfnnbk SFS[D(3,1)(3,1)] gLLAQccddfeflnfnnbk SFS[D(3,1)(3,2)] gLLAQccddfeflnsbbnb SFS[D(3,1)(3,2)] gLLAQccddfefabfnnbk reducible gLLAQccddfeflbfnnbk SFS[D(3,1)(3,1)] gLLAQccddeffpkvrvjk SFS[D(3,1)(3,1)] gLLAQccddeffajvkvjk SFS[D(3,1)(3,2)] gLLAQccddeffugvfvjk reducible gLLAQccddeffajvgvjk reducible gLLAQccddeffajrjwjg SFS[D(3,1)(3,1)] gLLAQccddeffubwvvnj SFS[D(3,1)(2,1)] gLLAQccddeffubvsvjk SFS[D(3,1)(2,1)] gLLAQccddeffaovwvjk SFS[D(3,1)(2,1)] gLLAQccddeffaosjvbr SFS[D(3,1)(2,1)] gLLAQccddeffpvscvbr SFS[D(3,1)(2,1)] gLLAQccddeffubswvbr toroidal gLLAQccddeffubvswjg SFS[D(3,1)(2,1)] gLLAQccddeffubwvwnc SFS[D(3,1)(2,1)] gLLAQccddeffaosjwbo reducible gLLAQccddeffpvscwbo reducible gLLAQccddeffubswwbo reducible gLLAQccddfeflnfnnnf SFS[D(3,1)(3,1)] gLLAQccddfefanfnnnf SFS[D(3,1)(3,2)] gLLAQccddfeflnwnnbk reducible gLLAQccddeffugvfwjg reducible gLLAQccddeffajvkwjg SFS[D(3,1)(3,1)] gLLAQccddeffpkvrwjg SFS[D(3,1)(3,2)] gLLAQccddfeflbfnnnf SFS[D(3,1)(3,2)] gLLAQccddfefabfnnnf toroidal gLLAQccddfeflnsbbbj SFS[D(3,1)(3,1)] gLLAQccddeffaovwwjg reducible gLLAQccddeffajvgwjg toroidal gLLAQccddeffajrjvjk SFS[D(3,1)(3,2)] gLLAQccddeffakvboor reducible gLLAQccddeffaosfsgf reducible gLLAQccddeffaoswsgf reducible gLLAQccddeffaowjscv reducible gLLAQccddeffaowrscv reducible gLLAQcdcdeffasvbvgr reducible gLLAQccddeffaowvscv reducible gLLAQcdcdeffavvvnbv reducible gLLAQccddeffhovgoor reducible gLLAQccddeffajvrobw reducible gLLAQccddeffaovssob reducible gLLAQccddeffakvbobw reducible gLLAQccddeffhovgobw reducible gLLAQccddefflovboor reducible gLLAQccddefflovbobw reducible gLLAQccddeffuvbfonj SFS[D(3,1)(2,1)] gLLAQcdcdeffagvfrsf reducible gLLAQcdcdefflgvfrsf reducible gLLAQcdcdefftgvfrsf reducible gLLAQcdcdeffacccrwv reducible gLLAQcdcdeffagvfvnw reducible gLLAQcdcdefflgvfvnw reducible gLLAQcdcdefflgvfvsn reducible gLLAQcdcdeffacvvrwv reducible gLLAQccddeffaobvwvv reducible gLLAQccddefftnvgwwf SFS[D(3,1)(2,1)] gLLAQccddeffigfsosk SFS[A(3,1)] gLLAQccddeffhfvrnvb toroidal gLPLQabdefffbjacffb reducible gLPLQabdefffbjacfcb reducible gLLAQcdcdeffascrssb toroidal gLLAQccddefflnvnnvb reducible gLLAQccddeffanvnnvb reducible gLLAQccddefflnvnovn reducible gLLAQccddeffdwvfovn reducible gLLAQccddeffhfvrovn toroidal gLLAQcdcdeffascrvsj reducible gLLAQcdcdefflvvvvvw reducible gLLAQcdcdefflvvvsvv reducible gLLAQccddeffdovfovn reducible gLLAQccddeffpovvovn SFS[A(3,1)] gLLAQccddeffabvonvb SFS[A(3,1)] gLLAQccddeffpovvnvb toroidal gLLAQccddeffdwvfnvb SFS[A(3,1)] gLLAQccddeffdovfnvb toroidal gLLAQccddeffdwvfrvb SFS[A(3,1)] gLLAQccddeffdkvfovj reducible gLLAQccddeffdkvfnvb SFS[A(3,1)] gLLAQccddeffdovfrvb toroidal gLLAQccddeffhfvrovj toroidal gLLAQccddefflnvnrvb reducible gLLAQccddeffanvnovj reducible gLLAQccddefflnvnovj reducible gLLAQccddeffdwvfovj reducible gLLAQccddeffhfvrrvb toroidal gLLAQccddeffdovfovj reducible gLLAQccddeffpovvovj SFS[A(3,1)] gLLAQccddeffabvoovj SFS[A(3,1)] gLLAQccddeffpovvrvb toroidal gLPLQabdefffbjdcfbb reducible gLPLQabdefffbjdcffb reducible gLPLQabdefffbjdcfcb reducible gLLAQccddeffaobfnsf reducible gLLAQcdcdeffacvbssb reducible gLLAQcdcdeffaccrssb SFS[D(3,1)(2,1)] gLLAQcdcdeffaccrvsn SFS[D(3,1)(2,1)] gLLAQcdcdeffacvbvsn reducible gLLAQccddeffaofvrwv reducible gLLAQcdcdeffafvvvvw reducible gLLAQcdcdefflfvvvvw reducible gLLAQcdcdefflgvvsvv reducible gLPLQabdefffbjecfbb reducible gLPLQabdefffbjecffb reducible gLPLQabdefffbjecfcb reducible gLLAQccddeffaobfrsf reducible gLLAQcdcdeffacvbwsb reducible gLLAQcdcdeffaccrwsb SFS[D(3,1)(2,1)] gLLAQcdcdeffaccrvsj SFS[D(3,1)(2,1)] gLLAQcdcdeffacvbvsj reducible gLLAQccddeffaofvnwv reducible gLLAQcdcdeffafvvsvv reducible gLLAQcdcdefflgvvvvw reducible gLLAQcdcdefflfvvsvv reducible gLLAQccddeffakjfojr reducible gLLAQcdcdeffagggsgf reducible gLLAQcdcdeffqcckvcw toroidal gLLAQccddeffaobjrbv reducible gLLAQccddeffqfjfojr toroidal gLLAQccddefflnnnnnb reducible gLLAQccddeffannnnnb reducible gLLAQccddefflnnnonn reducible gLLAQccddeffaobrnbv reducible gLLAQcdcdeffqcckscv toroidal gLLAQccddeffaobjnbv reducible gLLAQcdcdeffagggvgr reducible gLLAQccddeffhojsojr reducible gLLAQccddeffpoboobs SFS[A(3,1)] gLLAQccddeffabbbnbv SFS[A(3,1)] gLLAQccddeffpobonbv toroidal gLLAQccddeffajjjnjf reducible gLLAQccddeffaobrrbv reducible gLLAQccddefflnnnrnb reducible gLLAQccddeffannnonj reducible gLLAQccddefflnnnonj reducible gLLAQccddeffqfjfnjf toroidal gLLAQccddeffakjfojk reducible gLLAQccddeffhojsnjf reducible gLLAQccddeffpoboobw SFS[A(3,1)] gLLAQccddeffabbbobw SFS[A(3,1)] gLLAQccddeffpoborbv toroidal gLLAQccddefflojfojr reducible gLLAQccddefflojfojk reducible gLLAQccddefflojfnjf toroidal gLLAQccddefflojfrjf toroidal gLLAQccddeffakrfojr reducible gLPLQabdfeffbjerwbb reducible gLLAQcdcdeffafvfwgf reducible gLLAQccddeffaofbrnb reducible gLLAQccddeffaokjrbv reducible gLLAQccddeffqfrfojr SFS[D(3,1)(2,1)] gLLAQccddeffaorwrjf reducible gLLAQccddeffaofsrnb reducible gLLAQcdcdeffafvfvgk reducible gLLAQcdcdeffarvvvcw reducible gLLAQccddeffaokvrbv reducible gLLAQccddeffhorsojr SFS[D(3,1)(2,1)] gLLAQccddeffajrjojr reducible gLLAQccddeffaokrrbv reducible gLLAQccddeffqfvfnjf SFS[D(3,1)(2,1)] gLLAQccddeffakvfojk reducible gLLAQccddeffhovsnjf SFS[D(3,1)(2,1)] gLLAQccddefflorfojr SFS[D(3,1)(3,2)] gLLAQccddefflovfojk SFS[D(3,1)(3,1)] gLLAQccddefflovfnjf SFS[D(3,1)(3,1)] gLLAQccddefflorfrjf SFS[D(3,1)(3,2)] gLLAQccddeffakvfojr reducible gLPLQabdfeffbjdrwbb reducible gLLAQcdcdeffafvfsgf reducible gLLAQccddeffaofbnnb reducible gLLAQccddeffaofsnnb reducible gLLAQccddeffqfvfojr SFS[D(3,1)(2,1)] gLLAQccddeffaokrnbv reducible gLLAQccddeffaokjnbv reducible gLLAQcdcdeffafvfvgr reducible gLLAQcdcdeffarvvscv reducible gLLAQccddeffaokvnbv reducible gLLAQccddeffhovsojr SFS[D(3,1)(2,1)] gLLAQccddeffajrjnjf reducible gLLAQccddeffaorwnjf reducible gLLAQccddeffqfrfnjf SFS[D(3,1)(2,1)] gLLAQccddeffakrfojk reducible gLLAQccddeffhorsnjf SFS[D(3,1)(2,1)] gLLAQccddefflovfojr SFS[D(3,1)(3,2)] gLLAQccddefflorfojk SFS[D(3,1)(3,1)] gLLAQccddefflorfnjf SFS[D(3,1)(3,1)] gLLAQccddefflovfrjf SFS[D(3,1)(3,2)] gLLAQccddeffakvbobs reducible gLLAQccddeffaosfwgf reducible gLLAQccddeffaowrwcv reducible gLLAQccddeffaovswob reducible gLLAQccddeffaoswwgf reducible gLLAQcdcdeffasvbvgk reducible gLLAQccddeffaowvwcv reducible gLLAQcdcdeffavvvrbv reducible gLLAQccddeffhovgobs reducible gLLAQccddeffajvrobs reducible gLLAQccddeffaowjwcv reducible gLLAQccddeffakvboon reducible gLLAQccddeffhovgoon reducible gLLAQccddefflovbobs reducible gLLAQccddefflovboon reducible gLLAQccddeffuvbfonn SFS[D(3,1)(2,1)] gLLAQcdcdeffagvfnsf reducible gLLAQcdcdefftgvfnsf reducible gLLAQcdcdefflgvfnsf reducible gLLAQcdcdeffacccnwv reducible gLLAQcdcdeffagvfvnj reducible gLLAQcdcdefflgvfvsj reducible gLLAQcdcdefflgvfvnj reducible gLLAQcdcdeffacvvnwv reducible gLLAQccddeffaobvsvv reducible gLLAQccddeffigfsosr SFS[A(3,1)] gLLAQccddefftnvgswf SFS[D(3,1)(2,1)] gLLAQccddfefqjjsvbg reducible gLLAQcdcdfefqckvsbg reducible gLLAQcdcdeffugknofb SFS[D(2,1)(2,1)] gLLAQcdcdefflgrfofb SFS[D(5,2)(2,1)] gLLAQcdcdefftgrfofb SFS[D(4,1)(2,1)] gLLAQccddeffujnvvff toroidal gLLAQccddeffpgnovff SFS[D(5,2)(2,1)] gLLAQccddeffunnvvff SFS[D(2,1)(2,1)] gLLAQccddeffubnvvff SFS[D(2,1)(2,1)] gLLAQcdcdeffugkwofb toroidal gLLAQcdcdeffpgjcofb SFS[D(5,2)(2,1)] gLLAQccddefflnnrvff SFS[D(5,2)(2,1)] gLLAQccddefftnnrvff SFS[D(4,1)(2,1)] gLLAQccddfeftnnowbc SFS[D(2,1)(2,1)] gLLAQcdcdeffqckvorf SFS[D(4,1)(2,1)] gLLAQcdcdeffacvvorf SFS[D(2,1)(2,1)] gLLAQccddeffajjjvrv SFS[D(2,1)(2,1)] gLLAQccddeffdwbkvkb toroidal gLLAQccddeffqjjsvrv SFS[D(4,1)(2,1)] gLLAQccddeffijbwvkb toroidal gLLAQccddeffabbbvkb T2xI gLLAQccddeffaobvvkb T2xI gLLAQccddfefqjrsvbg SFS[D(3,1)(2,1)] gLLAQccddefflnwovff SFS[D(2,1)(2,1)] gLLAQccddeffujwvvff SFS[D(5,2)(2,1)] gLLAQccddeffpgwovff SFS[D(4,1)(2,1)] gLLAQccddefflnwrvff toroidal gLLAQccddefftnwrvff SFS[D(5,2)(2,1)] gLLAQccddefflnwnvff SFS[D(2,1)(2,1)] gLLAQcdcdeffhsrworf SFS[D(3,1)(2,1)] gLLAQccddeffunswvkb SFS[D(2,1)(2,1)] gLLAQccddeffanvkvrv SFS[D(2,1)(2,1)] gLLAQccddefftnsfvkb SFS[D(4,1)(2,1)] gLLAQccddefflnsfvkb SFS[D(5,2)(2,1)] gLLAQccddeffakvnvrv SFS[D(2,1)(2,1)] gLLAQccddeffpgscvkb SFS[D(5,2)(2,1)] gLLAQccddeffujswvkb toroidal gLLAQccddeffubswvkb SFS[D(2,1)(2,1)] gLLAQccddfefqjvsvbg SFS[D(3,1)(2,1)] gLLAQccddfefqjvcvbg SFS[D(3,1)(2,1)] gLLAQccddeffhvfrvff reducible gLLAQccddeffanfrvff SFS[D(2,1)(2,1)] gLLAQccddeffubfgvff reducible gLLAQccddeffpvfnvff reducible gLLAQccddeffabfnvff SFS[D(2,1)(2,1)] gLLAQccddeffajkbvkb SFS[D(2,1)(2,1)] gLLAQccddeffqjrsvrv SFS[D(5,2)(2,1)] gLLAQccddeffqjkwvkb SFS[D(4,1)(2,1)] gLLAQccddfefqfwvsbg reducible gLPwQbdcdeffanrfoko T2xI gLLAQccddeffqfswvrb SFS[D(5,2)(2,1)] gLLAQcdcdeffhsjfokf SFS[D(4,1)(2,1)] gLLAQcdcdfefavrjsbo SFS[D(2,1)(2,1)] gLLAQccddfefawwrsbg SFS[D(2,1)(2,1)] gLLAQccddfefqfwvvbg reducible gLLAQccddfefpwvgsbo reducible gLLAQccddfefpwvgwbo reducible gLLAQccddeffqvsfvrb SFS[D(3,1)(2,1)] gLLAQccddfefqfwjvbg SFS[D(3,1)(2,1)] gLLAQccddfefawwrvbg SFS[D(2,1)(2,1)] gLLAQccddfefawvssbo SFS[D(2,1)(2,1)] gLLAQccddfefqfwjsbg SFS[D(3,1)(2,1)] gLLAQcdcdeffavccojb SFS[D(2,1)(2,1)] gLLAQcdcdeffhsjfobf SFS[D(4,1)(2,1)] gLLAQccddeffqfwvvkf SFS[D(4,1)(2,1)] gLLAQccddeffaowvvkf SFS[D(2,1)(2,1)] gLLAQcdcdeffavvvojb T2xI gLLAQccddeffqvwrvkf SFS[D(3,1)(2,1)] gLLAQccddfefabvosbo T2xI gLLAQccddeffhkvvvgv reducible gLLAQccddeffqfswvcb SFS[D(5,2)(2,1)] gLLAQccddeffqfwvvof SFS[D(4,1)(2,1)] gLLAQccddeffakvkvfv SFS[D(2,1)(2,1)] gLLAQccddeffqvsfvcb SFS[D(3,1)(2,1)] gLLAQccddeffqvwrvof SFS[D(3,1)(2,1)] gLLAQccddeffhkvvvfv reducible gLLAQccddeffabvovfv T2xI gLLAQccddeffaowvvof SFS[D(2,1)(2,1)] gLLAQccddeffqfkwvrb SFS[D(4,1)(2,1)] gLLAQccddeffaokwvrb SFS[D(2,1)(2,1)] gLLAQccddeffqvkfvrb SFS[D(3,1)(2,1)] gLLAQccddeffaofjvkf SFS[D(2,1)(2,1)] gLLAQccddeffabfcvkf SFS[D(2,1)(2,1)] gLLAQccddeffijfkvkf toroidal gLLAQcdcdeffhgscojb SFS[D(4,1)(2,1)] gLLAQccddeffdwfovkf toroidal gLLAQccddfefqnnosbg SFS[D(3,1)(2,1)] gLLAQccddfefabfcvbg SFS[D(2,1)(2,1)] gLLAQccddeffqvbfvcb reducible gLLAQccddeffhvbjvcb reducible gLLAQccddeffhvbjvrb reducible gLLAQccddeffqvbfvrb reducible gLLAQccddfefqnnovbg SFS[D(3,1)(2,1)] gLLAQccddfefabfcsbg SFS[D(2,1)(2,1)] gLLAQcdcdeffhgscorb SFS[D(4,1)(2,1)] gLLAQccddeffqfkwvcb SFS[D(4,1)(2,1)] gLLAQccddeffdwfovof toroidal gLLAQccddeffijfkvof toroidal gLLAQccddeffqvkfvcb SFS[D(3,1)(2,1)] gLLAQccddeffabfcvof SFS[D(2,1)(2,1)] gLLAQccddeffaokwvcb SFS[D(2,1)(2,1)] gLLAQccddeffaofjvof SFS[D(2,1)(2,1)] gLLAQcdcdeffqcckvng SFS[D(2,1)(2,1)] gLLAQccddeffqfjfoog SFS[D(2,1)(2,1)] gLLAQcdcdeffqcckonv SFS[D(2,1)(2,1)] gLLAQccddeffhojsoog reducible gLLAQccddeffuvbvorb SFS[A(2,1)] gLLAQccddeffabbborb T2xI gLLAQccddeffpoboorb T2xI gLLAQccddeffajjjofv SFS[D(2,1)(2,1)] gLLAQccddeffqfjfofv SFS[D(2,1)(2,1)] gLLAQccddeffhojsofv reducible gLLAQccddeffpobovgv SFS[A(2,1)] gLLAQccddeffabbbogo T2xI gLLAQccddeffpoboogo T2xI gLLAQccddeffakjfoog SFS[D(3,1)(2,1)] gLLAQccddeffaonsvcb SFS[D(3,1)(2,1)] gLLAQccddeffakjfofv SFS[D(3,1)(2,1)] gLLAQccddeffpvjkoog SFS[D(3,1)(2,1)] gLLAQccddefflojfvof SFS[D(3,1)(2,1)] gLLAQccddefflojfofv reducible gLLAQccddefflojfoog reducible gLLAQccddeffaojwvof SFS[D(3,1)(2,1)] gLLAQccddeffaobjvgv SFS[D(3,1)(2,1)] gLLAQccddeffaobrvgv SFS[D(3,1)(2,1)] gLLAQccddefflnwnokf SFS[D(2,1)(2,1)] gLLAQcdcdeffdrbbvng SFS[D(2,1)(2,1)] gLLAQccddefftjvgvof reducible gLLAQccddeffdwvcvof T2xI gLLAQccddefftbvgvof reducible gLLAQccddefftwvfofv SFS[D(2,1)(2,1)] gLLAQccddeffubswvgv SFS[D(2,1)(2,1)] gLLAQccddeffajfookf SFS[D(2,1)(2,1)] gLLAQccddeffhoffokf SFS[D(2,1)(2,1)] gLLAQcdcdfefavrfrbf reducible gLLAQcdcdeffasrrvng SFS[D(3,1)(2,1)] gLLAQccddeffaksjogo SFS[D(3,1)(2,1)] gLLAQcdcdeffafrwvrb SFS[D(3,1)(2,1)] gLLAQcdcdeffafvwvrb reducible gLLAQccddeffawsjogo SFS[D(3,1)(2,1)] gLLAQccddeffakfsokf SFS[D(3,1)(2,1)] gLLAQccddeffawfsokf SFS[D(3,1)(2,1)] gLLAQccddefflofsokf SFS[D(3,1)(2,1)] gLLAQccddefflosjogo SFS[D(3,1)(2,1)] gLLAQccddeffpvscogo reducible gLLAQccddeffpvfnokf reducible gLLAQccddeffifvfoog SFS[D(3,1)(2,1)] gLLAQccddefflnvkoog toroidal gLLAQccddeffhwvroog SFS[D(3,1)(2,1)] gLLAQccddeffanvkoog SFS[D(2,1)(2,1)] gLLAQccddefftnvkoog SFS[D(2,1)(2,1)] gLLAQccddeffivvfoog SFS[D(3,1)(2,1)] gLLAQccddefflbvkoog SFS[D(3,1)(2,1)] gLLAQccddeffhovroog reducible gLLAQccddeffiffsokf SFS[D(3,1)(2,1)] gLLAQccddeffuffsokf SFS[D(3,1)(2,1)] gLLAQccddeffqffsokf reducible gLLAQccddeffljvkoog SFS[D(3,1)(2,1)] gLLAQccddeffhkvroog SFS[D(3,1)(2,1)] gLLAQccddeffivfsokf SFS[D(3,1)(2,1)] gLLAQccddeffuvfsokf toroidal gLLAQccddeffqvfsokf SFS[D(3,1)(2,1)] gLLAQccddeffabfnokf SFS[D(2,1)(2,1)] gLLAQccddeffpofgokf SFS[D(2,1)(2,1)] gLLAQccddfefawwbkbb reducible gLLAQccddfefawsjrbv SFS[D(3,1)(2,1)] gLLAQccddeffakvwoog SFS[D(3,1)(2,1)] gLLAQccddfefawwskbb SFS[D(3,1)(2,1)] gLLAQccddfefawsvrbv reducible gLLAQccddeffawvwoog SFS[D(3,1)(2,1)] gLLAQccddeffakkrorb SFS[D(3,1)(2,1)] gLLAQccddeffawkrorb SFS[D(3,1)(2,1)] gLLAQccddefflokrorb reducible gLLAQccddefflovwoog reducible gLLAQccddeffpvvjoog SFS[D(3,1)(2,1)] gLLAQccddeffpvkforb SFS[D(3,1)(2,1)] gLLAQcdcdeffqfswobf SFS[D(3,1)(2,1)] gLLAQccddeffqfsjogo reducible gLLAQcdcdeffhsjwvng SFS[D(3,1)(2,1)] gLLAQcdcdeffhsrwvng SFS[D(3,1)(2,1)] gLLAQccddeffhokworb reducible gLLAQccddeffqfkrorb SFS[D(2,1)(2,1)] gLLAQccddeffajkborb SFS[D(2,1)(2,1)] gLLAQccddeffhkfgvcb SFS[D(2,1)(2,1)] gLLAQccddeffqffkvcb SFS[D(3,1)(2,1)] gLLAQccddeffqfkjvgv SFS[D(3,1)(2,1)] gLLAQccddeffakfbvcb reducible gLLAQccddeffakkvvgv reducible gLLAQccddeffhosoogo SFS[D(2,1)(2,1)] gLLAQccddeffhfvroco SFS[D(2,1)(2,1)] gLMLQabdefffbcqkocb SFS[D(3,1)(2,1)] gLMLQabdefffbcqkofb SFS[D(3,1)(2,1)] gLLAQcdcdeffascrvff reducible gLLAQccddeffigsfofb T2xI gLLAQccddeffqjvgoco SFS[D(2,1)(2,1)] gLLAQcdcdeffascrofb SFS[D(2,1)(2,1)] gLLAQcdcdefflvvvvkb SFS[D(3,1)(2,1)] gLLAQcdcdefflvvvokv SFS[D(3,1)(2,1)] gLLAQccddeffigvboco SFS[A(2,1)] gLLAQccddeffuvvboco SFS[A(2,1)] gLLAQccddeffabvooco T2xI gLLAQccddeffpovvoco T2xI gLLAQccddeffdkvfvkb T2xI gLLAQccddeffhfvrvkb SFS[D(2,1)(2,1)] gLLAQccddeffdwvfvkb T2xI gLLAQccddeffhfvrokv SFS[D(2,1)(2,1)] gLLAQccddeffdovfvkb SFS[A(2,1)] gLLAQccddeffpovvvkb SFS[A(2,1)] gLLAQccddeffabvookv T2xI gLLAQccddeffpovvokv T2xI gLLAQcdcdfefargrjbb SFS[D(2,1)(2,1)] gLLAQcdcdfefarrbjbb reducible gLLAQcdcdeffagvjvno reducible gLLAQcdcdefflrvsvff SFS[D(3,1)(2,1)] gLLAQcdcdefflgvjvno SFS[D(3,1)(2,1)] gLLAQccddfefdwfogbv SFS[D(3,1)(2,1)] gLLAQccddeffigjsoco SFS[A(2,1)] gLLAQccddfefdwksobf SFS[D(3,1)(2,1)] gLLAQccddfefawkfobf reducible gLLAQccddfeflwkfobf SFS[D(3,1)(2,1)] gLLAQccddfeftwkfobf SFS[D(3,1)(2,1)] gLLAQccddfefawfvgbv reducible gLLAQcdcdefftccrofb SFS[D(3,1)(2,1)] gLLAQcdcdefftccoofb SFS[D(3,1)(2,1)] gLLAQccddefflnncogg toroidal gLLAQccddeffanncogg SFS[D(2,1)(2,1)] gLLAQccddefftnncogg SFS[D(2,1)(2,1)] gLLAQccddeffuvfjorf toroidal gLLAQccddeffabfcorf SFS[D(2,1)(2,1)] gLLAQccddeffpofworf SFS[D(2,1)(2,1)] gLLAQcdcdefflfccvkb SFS[D(3,1)(2,1)] gLLAQccddfefabfcgbv SFS[D(2,1)(2,1)] gLLAQccddefftnbjvff SFS[D(3,1)(2,1)] gLLAQccddeffanbjvff reducible gLLAQccddefflnbjvff SFS[D(3,1)(2,1)] gLLAQccddefftnncvrv SFS[D(3,1)(2,1)] gLLAQccddeffanncvrv reducible gLLAQccddefflnncvrv SFS[D(3,1)(2,1)] gLLAQccddeffakbfvff reducible gLLAQccddefftkbfvff SFS[D(3,1)(2,1)] gLLAQccddefflkbfvff SFS[D(3,1)(2,1)] gLLAQccddeffaknvvrv reducible gLLAQccddeffpgnbvrv SFS[D(3,1)(2,1)] gLLAQccddeffujnovrv SFS[D(3,1)(2,1)] gLLAQccddeffuvbnofb reducible gLLAQccddefftwbfofb SFS[D(2,1)(2,1)] gLLAQcdcdeffpcsovff SFS[D(2,1)(2,1)] gLLAQccddeffuvbwofb reducible gLLAQccddeffigbfofb T2xI gLLAQcdcdeffdfbbokv SFS[D(2,1)(2,1)] gLLAQccddefflnjnokv SFS[D(2,1)(2,1)] gLLAQccddeffabbfvno SFS[D(3,1)(2,1)] gLLAQcdcdeffaccbogg SFS[D(3,1)(2,1)] gLLAQcdcdeffqcckogg SFS[D(2,1)(2,1)] gLLAQccddeffqfjfvbg SFS[D(2,1)(2,1)] gLLAQccddeffhfjjvbg reducible gLLAQcdcdeffaccboog SFS[D(3,1)(2,1)] gLLAQccddeffabbcvno SFS[D(3,1)(2,1)] gLLAQcdcdeffpcrwoog SFS[D(3,1)(2,1)] gLLAQcdcdefflcccogg reducible gLLAQcdcdefflcccoog reducible gLLAQcdcdeffpcrwogg SFS[D(3,1)(2,1)] gLLAQcdcdeffqcckoog SFS[D(2,1)(2,1)] gLLAQcdcdeffacvvogg SFS[D(2,1)(2,1)] gLLAQccddeffaobvvno T2xI gLLAQccddeffpvbbvno T2xI gLLAQccddeffubbovno SFS[A(2,1)] gLLAQccddeffhfjjvng reducible gLLAQccddeffqfjfvng SFS[D(2,1)(2,1)] gLLAQccddeffabbfvjo SFS[D(3,1)(2,1)] gLLAQccddeffabbcvjo SFS[D(3,1)(2,1)] gLLAQccddeffaobvvjo T2xI gLLAQccddeffpvbbvjo T2xI gLLAQccddeffubbovjo SFS[A(2,1)] gLLAQccddfefdgfnobf SFS[D(3,1)(2,1)] gLLAQcdcdeffarcbogg SFS[D(3,1)(2,1)] gLLAQccddeffakfbvjc reducible gLLAQccddeffqffkvjc SFS[D(3,1)(2,1)] gLLAQccddfefqfkrcbb SFS[D(2,1)(2,1)] gLLAQccddfefhffnobf SFS[D(3,1)(2,1)] gLLAQccddfefhfkbcbb reducible gLLAQccddeffhfrjvbg SFS[D(3,1)(2,1)] gLLAQcdcdeffascboog reducible gLLAQccddeffabkcvno SFS[D(3,1)(2,1)] gLLAQcdcdeffarccogg SFS[D(3,1)(2,1)] gLLAQccddeffhfvgvng reducible gLLAQccddefflwvfvng reducible gLLAQccddeffhfvkvng SFS[D(3,1)(2,1)] gLLAQccddeffibkkvno SFS[D(3,1)(2,1)] gLLAQccddeffhfvjvng SFS[D(3,1)(2,1)] gLLAQccddeffdwvsvng SFS[D(2,1)(2,1)] gLLAQccddeffhkfgvjc SFS[D(2,1)(2,1)] gLLAQccddeffabscvjo reducible gLLAQccddeffhfvgvbg reducible gLLAQcdcdeffascbogg reducible gLLAQccddfefdgfnrbf SFS[D(3,1)(2,1)] gLLAQccddfefhffnrbf SFS[D(3,1)(2,1)] gLLAQccddeffhfvjvbg SFS[D(3,1)(2,1)] gLLAQcdcdeffarcboog SFS[D(3,1)(2,1)] gLLAQccddeffabscvno reducible gLLAQcdcdeffarccoog SFS[D(3,1)(2,1)] gLLAQccddfefqfkrfbb SFS[D(2,1)(2,1)] gLLAQccddfefhfkbfbb reducible gLLAQccddeffdwvsvbg SFS[D(2,1)(2,1)] gLLAQccddeffhkfgvbc SFS[D(2,1)(2,1)] gLLAQccddeffhfrjvng SFS[D(3,1)(2,1)] gLLAQccddeffqffkvbc SFS[D(3,1)(2,1)] gLLAQccddeffakfbvbc reducible gLLAQccddeffabkcvjo SFS[D(3,1)(2,1)] gLLAQccddefflwvfvbg reducible gLLAQccddeffhfvkvbg SFS[D(3,1)(2,1)] gLLAQccddeffibkkvjo SFS[D(3,1)(2,1)] gLLAQccddeffubvfvjo SFS[D(3,1)(2,1)] gLLAQccddeffajwbvng SFS[D(3,1)(2,1)] gLPwQbcddefftgvfogb SFS[D(3,1)(2,1)] gLPwQbcddefflgvfogb SFS[D(3,1)(2,1)] gLLAQcdcdfefhssnrbf SFS[D(3,1)(2,1)] gLLAQccddefflbvnvjo reducible gLLAQccddeffabvnvjo SFS[D(3,1)(2,1)] gLLAQccddefftbvnvjo SFS[D(3,1)(2,1)] gLLAQcdcdeffavvvogo T2xI gLLAQcdcdeffpvbbogo T2xI gLLAQcdcdeffuvooogo SFS[A(2,1)] gLLAQccddeffajwcvng reducible gLLAQccddefftjvrvjo SFS[D(2,1)(2,1)] gLLAQccddefftnvrvjo SFS[D(2,1)(2,1)] gLLAQccddeffdwvvvjo SFS[D(2,1)(2,1)] gLLAQccddeffubssvbc reducible gLLAQccddefftbvrvjo toroidal gLLAQccddeffabvrvjo SFS[D(3,1)(2,1)] gLLAQccddefflbvrvjo SFS[D(3,1)(2,1)] gLLAQccddefftbvovjo SFS[D(3,1)(2,1)] gLLAQccddefflbvovjo SFS[D(3,1)(2,1)] gLLAQccddeffaowvvng SFS[D(2,1)(2,1)] gLLAQccddeffubwwvng reducible gLLAQccddeffubvgvjo SFS[D(3,1)(2,1)] gLLAQccddeffqbvvvjo SFS[D(3,1)(2,1)] gLLAQccddeffibvvvjo SFS[D(3,1)(2,1)] gLLAQccddeffubjfvjo SFS[D(3,1)(2,1)] gLLAQccddeffajnbvng reducible gLLAQccddeffakbfvbc reducible gLLAQccddefftkbfvbc SFS[D(3,1)(2,1)] gLLAQccddefflkbfvbc SFS[D(3,1)(2,1)] gLLAQccddefflnbjvbc SFS[D(3,1)(2,1)] gLLAQccddeffanbjvbc reducible gLLAQccddefftnbjvbc SFS[D(3,1)(2,1)] gLLAQccddeffaonrvng SFS[D(2,1)(2,1)] gLLAQcdcdfefdrsnrbf SFS[D(3,1)(2,1)] gLLAQccddefflbjnvjo SFS[D(3,1)(2,1)] gLLAQccddeffabjnvjo reducible gLLAQccddefftbjnvjo SFS[D(3,1)(2,1)] gLLAQcdcdeffigooogo SFS[A(2,1)] gLLAQccddeffinnwvng SFS[D(3,1)(2,1)] gLLAQccddeffaojsvjo SFS[D(2,1)(2,1)] gLLAQccddeffpvjnvjo SFS[D(2,1)(2,1)] gLLAQccddeffubjgvjo toroidal gLLAQccddeffubjvvjo SFS[D(3,1)(2,1)] gLLAQccddfefpgbgkbb SFS[D(3,1)(2,1)] gLLAQccddfefdgbgkbb SFS[D(3,1)(2,1)] gLLAQccddeffubrfvjo reducible gLLAQccddfefpfbgkbb SFS[D(3,1)(2,1)] gLLAQccddeffajfbvng SFS[D(3,1)(2,1)] gLLAQcdcdfefpcsorbf SFS[D(2,1)(2,1)] gLLAQccddfeftkbwkbb SFS[D(2,1)(2,1)] gLLAQccddfefawbwkbb SFS[D(2,1)(2,1)] gLLAQcdcdfefacrsrbf SFS[D(2,1)(2,1)] gLLAQcdcdfefuccgrbf SFS[D(2,1)(2,1)] gLLAQcdcdfefpcsnrbf toroidal gLLAQccddefftnrnvjo SFS[D(2,1)(2,1)] gLLAQccddfefhwbrkbb SFS[D(2,1)(2,1)] gLLAQccddefftjrnvjo SFS[D(2,1)(2,1)] gLLAQccddfeftnbgkbb reducible gLLAQccddfefanbgkbb SFS[D(3,1)(2,1)] gLLAQccddfeflnbgkbb SFS[D(3,1)(2,1)] gLLAQccddfeftnncfbf SFS[D(3,1)(2,1)] gLLAQccddfefanncfbf reducible gLLAQccddfeflnncfbf SFS[D(3,1)(2,1)] gLLAQccddefflbrnvjo SFS[D(3,1)(2,1)] gLLAQccddeffabrnvjo SFS[D(3,1)(2,1)] gLLAQccddefftbrnvjo toroidal gLLAQccddfefawnjfbf SFS[D(2,1)(2,1)] gLLAQccddfefunnwfbf SFS[D(2,1)(2,1)] gLLAQccddfefpfncfbf toroidal gLLAQcdcdeffqfsjogo SFS[D(2,1)(2,1)] gLLAQccddeffqjksvbc SFS[D(3,1)(2,1)] gLLAQccddeffubrgvjo SFS[D(3,1)(2,1)] gLLAQccddeffubrvvjo SFS[D(3,1)(2,1)] gLLAQcdcdeffagvfnfb reducible gLLAQcdcdefflgvfnfb SFS[D(3,1)(2,1)] gLLAQcdcdefftgvfnfb SFS[D(3,1)(2,1)] gLLAQccddeffaonbsff reducible gLLAQcdcdeffacccnrf reducible gLLAQcdcdeffagvfofj reducible gLLAQcdcdefftgvfofj SFS[D(3,1)(2,1)] gLLAQcdcdefflgvfofj SFS[D(3,1)(2,1)] gLLAQcdcdeffacvvnrf toroidal gLLAQccddeffaobvskb reducible gLLAQccddeffaonbvfr reducible gLLAQccddeffaobvvkn SFS[A(2,1)] gLLAQccddeffaowbsff reducible gLLAQccddeffaosjskb reducible gLLAQccddeffaovwsrv reducible gLLAQccddefftnvgvrs SFS[D(2,1)(2,1)] gLLAQccddeffakvfvrs reducible gLLAQccddeffigfssff reducible gLLAQccddfefabvosbn SFS[A(2,1)] gLLAQccddeffabvovgs SFS[A(2,1)] gLLAQcdcdeffaccoobk reducible gLLAQccddeffabfcwkf reducible gLLAQcdcdeffafccrrb reducible gLLAQcdcdeffafcfrrb reducible gLLAQccddfefabfcvbj reducible gLLAQccddeffhgbgwrb reducible gLLAQccddeffabbgwrb reducible gLLAQcdcdeffhgbbrrb reducible gLLAQccddfefabbgwbw reducible gLLAQccddeffqfkfvcn SFS[D(3,1)(2,1)] gLLAQcdcdeffagggwrb reducible gLLAQccddefflnnnrkf SFS[D(3,1)(2,1)] gLLAQccddeffannnrkf reducible gLLAQccddefftnnnrkf SFS[D(3,1)(2,1)] gLLAQcdcdeffagggobk reducible gLLAQccddeffabbbrrb reducible gLLAQccddeffajjjnog toroidal gLLAQccddefflnnnncc SFS[D(3,1)(2,1)] gLLAQccddeffannnncc reducible gLLAQccddefflnnnvcn SFS[D(3,1)(2,1)] gLLAQccddeffabbbngo SFS[A(2,1)] gLLAQccddeffaojfnog reducible gLLAQccddefflnwnrkf toroidal gLLAQccddeffanwnrkf SFS[D(3,1)(2,1)] gLLAQccddefftnwnrkf SFS[D(3,1)(2,1)] gLLAQccddefflnsbrrb SFS[D(3,1)(2,1)] gLLAQccddeffansbrrb reducible gLLAQccddefftnsbrrb SFS[D(3,1)(2,1)] gLLAQccddefflnvjrfv SFS[D(3,1)(2,1)] gLLAQccddeffajvkvor SFS[D(3,1)(2,1)] gLLAQccddefftnvjrfv reducible gLLAQccddeffabvjrfv reducible gLLAQccddeffajrjnog SFS[D(3,1)(2,1)] gLLAQccddeffubwvvcn SFS[D(2,1)(2,1)] gLLAQccddefftkvfrfv SFS[D(2,1)(2,1)] gLLAQccddeffaovwvor SFS[D(2,1)(2,1)] gLLAQccddeffaosjvgs SFS[D(2,1)(2,1)] gLLAQccddeffpvscvgs SFS[D(2,1)(2,1)] gLLAQccddeffubswvgs toroidal gLLAQccddeffpvfrrkf SFS[D(2,1)(2,1)] gLLAQccddeffpvforkf SFS[D(2,1)(2,1)] gLLAQccddeffaofsrkf reducible gLLAQccddeffpvscngo reducible gLLAQccddeffpvfnrkf reducible gLLAQccddefflnfnrkf SFS[D(3,1)(2,1)] gLLAQccddeffanfnrkf SFS[D(3,1)(2,1)] gLLAQccddefftnfnrkf reducible gLLAQccddeffljfnrkf reducible gLLAQccddeffajfnrkf SFS[D(3,1)(2,1)] gLLAQccddeffpkvrnog SFS[D(3,1)(2,1)] gLLAQccddefflbfnrkf SFS[D(3,1)(2,1)] gLLAQccddeffabfnrkf toroidal gLLAQccddefftbfnrkf SFS[D(3,1)(2,1)] gLLAQccddeffaokrrrb reducible gLLAQccddeffajkbrrb toroidal gLLAQccddeffajrjrfv SFS[D(3,1)(2,1)] gLMLQabdefffncqkocb toroidal gLMLQabdefffncqkofb toroidal gLLAQccddeffanvnrco SFS[D(2,1)(2,1)] gLLAQccddeffanvnnkv SFS[D(2,1)(2,1)] gLMLQabdefffncpkocb SFS[D(5,2)(2,1)] gLMLQabdefffncpkofb SFS[D(4,1)(2,1)] gLLAQcdcdeffpcsoofj SFS[D(4,1)(2,1)] gLLAQcdcdeffuccvofj SFS[D(5,2)(2,1)] gLLAQccddefftnbjvfr toroidal gLLAQccddeffanbjvfr reducible gLLAQccddefflnbjvfr toroidal gLLAQccddefftnnbvrs SFS[D(4,1)(2,1)] gLLAQccddefflnnbvrs SFS[D(5,2)(2,1)] gLLAQccddefflnrnnkv SFS[D(5,2)(2,1)] gLLAQccddefflnjnvkn SFS[D(4,1)(2,1)] gLLAQccddeffakbfvfr reducible gLLAQccddefftkbfvfr toroidal gLLAQccddefflkbfvfr toroidal gLMLQabdefffncmkocb SFS[D(4,1)(2,1)] gLMLQabdefffncmkofb SFS[D(5,2)(2,1)] gLLAQccddeffakbfnfb SFS[D(2,1)(2,1)] gLLAQcdcdeffuccvsff SFS[D(5,2)(2,1)] gLLAQcdcdeffpcsosff toroidal gLLAQccddeffanbjnfb SFS[D(2,1)(2,1)] gLLAQccddefflnnbnrf SFS[D(5,2)(2,1)] gLLAQccddefftnnbnrf SFS[D(4,1)(2,1)] gLLAQccddefflnjnnkv toroidal gLLAQccddefflnrnvkn SFS[D(5,2)(2,1)] gLLAQcdcdeffqcckrgg toroidal gLLAQccddeffqfjfwbg toroidal gLLAQcdcdeffacccooj reducible gLLAQcdcdeffqcckooj toroidal gLLAQccddeffqfjfvnk toroidal gLLAQccddeffaojfvnk reducible gLLAQccddeffqfrfwbg SFS[D(3,1)(2,1)] gLLAQcdcdeffhsbbooj SFS[D(3,1)(2,1)] gLLAQccddfefakfbrnf SFS[D(2,1)(2,1)] gLLAQccddeffaosjwno reducible gLLAQccddeffqfvfwbg SFS[D(3,1)(2,1)] gLLAQccddeffqvvfwbg SFS[D(3,1)(2,1)] gLLAQccddeffqgvfwbg reducible gLLAQccddeffaovwwbg reducible gLLAQccddfefqfkrfnb toroidal gLLAQccddeffqfvnwbg SFS[D(3,1)(2,1)] gLLAQccddeffhkfgvbj toroidal gLLAQccddeffqffkvbj toroidal gLLAQccddeffqfrfvnk SFS[D(5,2)(2,1)] gLLAQccddeffqfkrvjr SFS[D(4,1)(2,1)] gLLAQccddeffakfbvbj reducible gLLAQccddeffaofsvbj SFS[D(2,1)(2,1)] gLLAQccddeffaokrvjr SFS[D(2,1)(2,1)] gLLAQccddeffaovksjo reducible gLLAQccddeffaosfsbc reducible gLLAQcdcdeffasvbncc reducible gLLAQccddeffaowrsng reducible gLLAQccddeffhovgsjo SFS[D(2,1)(2,1)] gLLAQccddeffaovssjo reducible gLLAQccddeffaoswsbc reducible gLLAQcdcdeffasvbocw reducible gLLAQccddeffaowvsng reducible gLLAQcdcdeffavvvngo SFS[A(2,1)] gLLAQccddeffqfvbsjo reducible gLLAQccddeffajvrsjo SFS[D(2,1)(2,1)] gLLAQccddeffaowjsng reducible gLLAQccddeffqfvbvjr SFS[D(2,1)(2,1)] gLLAQccddeffakvbvjr reducible gLLAQccddeffhovgvjr reducible gLLAQccddeffaosfvbj reducible gLLAQccddeffaoswvbj SFS[D(3,1)(2,1)] gLLAQccddeffakvbsjo SFS[D(3,1)(2,1)] gLLAQccddeffaowrvnk SFS[D(3,1)(2,1)] gLLAQccddeffaowvvnk toroidal gLLAQccddeffaowjvnk SFS[D(3,1)(2,1)] gLLAQccddeffaovkvjr SFS[D(3,1)(2,1)] gLLAQccddeffaovsvjr SFS[D(3,1)(2,1)] gLLAQccddefftovbsjo SFS[D(3,1)(2,1)] gLLAQccddefflovbsjo SFS[D(3,1)(2,1)] gLLAQccddeffaojksjo reducible gLLAQccddeffaobfsbc reducible gLLAQccddeffaonrsng reducible gLLAQccddeffaojssjo reducible gLLAQccddeffaojbsjo reducible gLLAQccddeffaorksjo reducible gLLAQccddeffaofrsng reducible gLLAQccddfeftnnffbk SFS[D(2,1)(2,1)] gLLAQccddeffaorssjo reducible gLLAQccddeffaorbsjo reducible gLLAQcdcdeffacccorr reducible gLLAQcdcdeffacvvorr SFS[D(2,1)(2,1)] gLLAQccddeffaobvwkb T2xI gLLAQccddeffaobvvkj T2xI gLLAQccddfefabvosbr T2xI gLLAQccddeffabvosfv T2xI gLLAQccddeffabfcskf SFS[D(2,1)(2,1)] gLLAQccddfefabfcvbk SFS[D(2,1)(2,1)] gLLAQccddeffabbbnrb T2xI gLLAQccddeffajjjnfv SFS[D(2,1)(2,1)] gLLAQccddeffabbbrgo T2xI gLLAQccddeffaojfnfv reducible gLLAQccddefflnwnnkf SFS[D(2,1)(2,1)] gLLAQccddeffubswvgw SFS[D(2,1)(2,1)] gLLAQccddeffaofsnkf reducible gLLAQccddeffpvscrgo reducible gLLAQccddeffpvfnnkf reducible gLLAQccddeffabfnnkf SFS[D(2,1)(2,1)] gLLAQccddeffaokrnrb reducible gLLAQccddeffajkbnrb SFS[D(2,1)(2,1)] gLMLQabdefffjcqkocb SFS[D(3,1)(2,1)] gLMLQabdefffjcqkofb SFS[D(3,1)(2,1)] gLLAQccddefftnbjvfk SFS[D(3,1)(2,1)] gLLAQccddeffanbjvfk reducible gLLAQccddefflnbjvfk SFS[D(3,1)(2,1)] gLLAQccddeffakbfvfk reducible gLLAQccddefftkbfvfk SFS[D(3,1)(2,1)] gLLAQccddefflkbfvfk SFS[D(3,1)(2,1)] gLLAQcdcdeffpcsowff SFS[D(2,1)(2,1)] gLLAQccddefflnjnrkv SFS[D(2,1)(2,1)] gLLAQcdcdeffqcckngg SFS[D(2,1)(2,1)] gLLAQccddeffqfjfsbg SFS[D(2,1)(2,1)] gLLAQcdcdeffacccngg reducible gLLAQcdcdeffqcckook SFS[D(2,1)(2,1)] gLLAQccddeffqfjfvnj SFS[D(2,1)(2,1)] gLLAQccddeffaojfsbg reducible gLLAQccddeffaosjsno reducible gLLAQccddeffaovwsbg reducible gLLAQccddfefqfkrfjb SFS[D(2,1)(2,1)] gLLAQccddeffhkfgvbw SFS[D(2,1)(2,1)] gLLAQccddeffqffkvbw SFS[D(3,1)(2,1)] gLLAQccddeffakfbvbw reducible gLLAQccddeffaowvwng SFS[D(2,1)(2,1)] gLLAQcdcdeffavvvogr T2xI gLLAQccddeffaowvvnj SFS[D(2,1)(2,1)] gLLAQccddeffaonrwng SFS[D(2,1)(2,1)] gLLAQccddeffaojswjo SFS[D(2,1)(2,1)] gLLAQccddeffqjjsorf toroidal gLLAQccddeffakbvokv reducible gLLAQccddefflkbvokv SFS[D(3,1)(3,2)] gLLAQccddefftkbvokv SFS[D(3,1)(3,1)] gLLAQccddeffhgbfokv m004(0,0) gLLAQcdcdeffqckvvrv toroidal gLLAQcdcdeffpgjsvff toroidal gLLAQcdcdeffpgjsvvf toroidal gLLAQccddeffhobkokv reducible gLLAQccddeffuvbrokv toroidal gLLAQccddeffabbfokv SFS[D(3,1)(2,1)] gLLAQccddeffpobkokv SFS[D(3,1)(2,1)] gLLAQccddeffdobkokv SFS[D(3,1)(2,1)] gLLAQcdcdefflccbvrv toroidal gLLAQcdcdeffaccbvrv SFS[D(3,1)(2,1)] gLLAQcdcdeffpgrsvvf m003(0,0) gLLAQccddeffqfnbowb reducible gLLAQccddefflnnoowb toroidal gLLAQccddeffannoowb SFS[D(3,1)(2,1)] gLLAQccddefftnnoowb SFS[D(3,1)(2,1)] gLLAQccddeffdwnvowb SFS[D(3,1)(2,1)] gLLAQccddeffdkbkokv toroidal gLLAQccddeffdonvowb SFS[D(3,1)(2,1)] gLMLQabdefffbfdvnbk reducible gLMLQabdefffbfdvnbs reducible gLLAQcdcdeffagrfvff reducible gLLAQcdcdefftgrfvff SFS[D(3,1)(3,1)] gLLAQcdcdefflgrfvff SFS[D(3,1)(3,2)] gLLAQccddeffaknbofb reducible gLLAQccddeffpgnoofb SFS[D(3,1)(3,2)] gLLAQccddeffujnvofb SFS[D(3,1)(3,1)] gLLAQcdcdeffagrfvvf reducible gLLAQcdcdefflgrfvvf SFS[D(3,1)(3,2)] gLLAQcdcdefftgrfvvf SFS[D(3,1)(3,1)] gLLAQcdcdeffpgbkvff toroidal gLLAQcdcdeffpgbkvvf toroidal gLLAQcdcdeffdgbkvff SFS[D(3,1)(3,2)] gLLAQcdcdeffhgbkvvf SFS[D(3,1)(3,1)] gLLAQcdcdeffhgbkvff SFS[D(3,1)(3,1)] gLLAQcdcdeffdgbkvvf SFS[D(3,1)(3,2)] gLLAQccddeffawnbofb reducible gLLAQccddeffpfnoofb SFS[D(3,1)(3,1)] gLLAQccddeffunnvofb SFS[D(3,1)(3,2)] gLLAQccddeffaknbowb reducible gLLAQccddeffujnvowb SFS[D(3,1)(3,1)] gLLAQccddeffpgnoowb SFS[D(3,1)(3,2)] gLLAQccddeffawnbowb reducible gLLAQccddeffunnvowb SFS[D(3,1)(3,2)] gLLAQccddeffpfnoowb SFS[D(3,1)(3,1)] gLLAQccddefflonbowb SFS[A(3,1)] gLLAQccddefflonbofb SFS[A(3,1)] gLLAQccddeffpvnoofb reducible gLLAQccddeffpvnoowb reducible gLMLQabdefffbfdvnor SFS[D(3,1)(2,1)] gLMLQabdefffbfdvnnr SFS[D(3,1)(2,1)] gLLAQccddefflnnrofb toroidal gLLAQccddeffannrofb SFS[D(3,1)(2,1)] gLLAQccddefftnnrofb SFS[D(3,1)(2,1)] gLLAQcdcdeffugkwvff m003(0,0) gLLAQcdcdeffaggjvff SFS[D(3,1)(2,1)] gLLAQcdcdeffpgjcvff toroidal gLLAQcdcdeffugkwvvf m003(0,0) gLLAQcdcdeffaggjvvf SFS[D(3,1)(2,1)] gLLAQcdcdeffpgjcvvf toroidal gLLAQccddeffuvnkofb toroidal gLLAQccddeffabnrofb SFS[D(3,1)(2,1)] gLLAQccddeffponfofb SFS[D(3,1)(2,1)] gLLAQcdcdefflgcjvvf SFS[D(3,1)(2,1)] gLLAQcdcdefflgcjvff SFS[D(3,1)(2,1)] gLLAQcdcdeffagcjvff toroidal gLLAQcdcdeffpgrcvvf SFS[D(3,1)(2,1)] gLLAQcdcdeffpgrcvff SFS[D(3,1)(2,1)] gLLAQccddefflnnrowb toroidal gLLAQccddeffannrowb SFS[D(3,1)(2,1)] gLLAQccddefftnnrowb SFS[D(3,1)(2,1)] gLLAQccddeffajnrofb reducible gLLAQccddeffuvnkowb toroidal gLLAQccddeffabnrowb SFS[D(3,1)(2,1)] gLLAQccddeffponfowb SFS[D(3,1)(2,1)] gLLAQccddeffijbwokv m004(0,0) gLLAQcdcdeffacrvvrv reducible gLLAQcdcdefflgvwvvf SFS[D(3,1)(3,1)] gLLAQcdcdefflcvrvrv SFS[D(3,1)(3,2)] gLLAQccddeffinngowb m004(0,0) gLLAQccddeffdwbkokv SFS[D(3,1)(2,1)] gLLAQccddeffdwnvofb SFS[D(3,1)(2,1)] gLLAQccddefftnnoofb SFS[D(3,1)(2,1)] gLLAQccddeffannoofb SFS[D(3,1)(2,1)] gLLAQccddefflnnoofb toroidal gLLAQccddeffqfnbofb reducible gLLAQccddefftnjgorf reducible gLLAQccddeffabjkorf reducible gLLAQccddefflnjgorf reducible gLLAQccddefftnbcokv SFS[D(3,1)(2,1)] gLLAQccddeffanbcokv SFS[D(3,1)(2,1)] gLLAQccddefflnbcokv toroidal gLLAQccddeffdwjcorf SFS[A(2,1)] gLLAQccddeffhongowb SFS[A(2,1)] gLLAQccddeffhfjjorf toroidal gLLAQcdcdefflcccvsv SFS[D(3,1)(2,1)] gLLAQcdcdefflcccvrv SFS[D(3,1)(2,1)] gLLAQcdcdeffacrvvsv reducible gLLAQcdcdefflcvrvsv SFS[D(3,1)(3,2)] gLLAQcdcdefflgvwvff SFS[D(3,1)(3,1)] gLLAQccddeffinngofb m004(0,0) gLLAQcdcdeffqckvvsv toroidal gLLAQccddeffdonvofb SFS[D(3,1)(2,1)] gLLAQcdcdefflccbvsv toroidal gLLAQcdcdeffaccbvsv SFS[D(3,1)(2,1)] gLLAQcdcdeffpgrsvff m003(0,0) gLLAQcdcdefflcvvvrv reducible gLLAQcdcdefflcvvvsv reducible gLLAQccddeffawbvokv reducible gLLAQccddefftwbvokv SFS[D(3,1)(3,2)] gLLAQccddefflwbvokv SFS[D(3,1)(3,1)] gLLAQccddeffpobwokv SFS[D(3,1)(2,1)] gLLAQccddeffabbcokv SFS[D(3,1)(2,1)] gLLAQccddeffuvbjokv toroidal gLLAQccddeffdkjcorf toroidal gLLAQccddeffdkbkosv toroidal gLLAQccddeffajbcokv reducible gLLAQccddeffdojcorf SFS[A(2,1)] gLLAQccddeffhfjjovf toroidal gLLAQccddeffawbvosv reducible gLLAQccddefftwbvosv SFS[D(3,1)(3,2)] gLLAQccddefflwbvosv SFS[D(3,1)(3,1)] gLLAQccddefftnjgovf reducible gLLAQccddeffabjkovf reducible gLLAQccddefflnjgovf reducible gLLAQccddeffdwjcovf SFS[A(2,1)] gLLAQccddeffdwbkosv SFS[D(3,1)(2,1)] gLLAQccddefftnbcosv SFS[D(3,1)(2,1)] gLLAQccddeffanbcosv SFS[D(3,1)(2,1)] gLLAQccddefflnbcosv toroidal gLLAQccddeffhongofb SFS[A(2,1)] gLLAQccddeffqjjsovf toroidal gLLAQccddeffijbwosv m004(0,0) gLLAQccddeffhgbfosv m004(0,0) gLLAQccddeffakbvosv reducible gLLAQccddefftkbvosv SFS[D(3,1)(3,1)] gLLAQccddefflkbvosv SFS[D(3,1)(3,2)] gLLAQccddeffdojcovf SFS[A(2,1)] gLLAQccddeffdobkosv SFS[D(3,1)(2,1)] gLLAQccddeffpobkosv SFS[D(3,1)(2,1)] gLLAQccddeffhobkosv reducible gLLAQccddeffabbfosv SFS[D(3,1)(2,1)] gLLAQccddeffuvbrosv toroidal gLLAQccddeffpobwosv SFS[D(3,1)(2,1)] gLLAQccddeffabbcosv SFS[D(3,1)(2,1)] gLLAQccddeffuvbjosv toroidal gLLAQccddefflobvokv reducible gLLAQccddefflobvosv reducible gLLAQccddeffpvbbosv SFS[A(3,1)] gLLAQccddeffpvbbokv SFS[A(3,1)] gLLAQccddeffqjrsorf SFS[D(2,1)(2,1)] gLMLQabdefffbfavnrr reducible gLLAQccddeffdwrcorf T2xI gLLAQccddeffhfrjorf SFS[D(2,1)(2,1)] gLLAQcdcdeffarccvrv reducible gLLAQccddeffdkrcorf SFS[A(2,1)] gLLAQccddeffdorcorf T2xI gLLAQccddeffhfvjovf SFS[D(2,1)(2,1)] gLLAQccddeffdwvcovf T2xI gLLAQccddeffqjvsovf SFS[D(2,1)(2,1)] gLLAQccddeffdovcovf T2xI gLLAQccddeffqjvsorf SFS[D(2,1)(2,1)] gLMLQabdefffbfevnrr reducible gLLAQccddeffdwvcorf T2xI gLLAQccddeffhfvjorf SFS[D(2,1)(2,1)] gLLAQcdcdeffarccvsv reducible gLLAQccddeffdkrcovf SFS[A(2,1)] gLLAQccddeffdovcorf T2xI gLLAQccddeffhfrjovf SFS[D(2,1)(2,1)] gLLAQccddeffdwrcovf T2xI gLLAQccddeffqjrsovf SFS[D(2,1)(2,1)] gLLAQccddeffdorcovf T2xI gLLAQccddeffakvkojb SFS[D(3,1)(3,2)] gLLAQccddeffdgvrorb m004(0,0) gLLAQccddeffdgvrojb m004(0,0) gLLAQccddeffakwronv SFS[D(3,1)(3,1)] gLLAQccddeffaksnobf SFS[D(3,1)(3,1)] gLLAQccddeffpvvrorb SFS[D(3,1)(3,1)] gLLAQccddeffpgvoojb SFS[D(3,1)(3,2)] gLLAQccddefflkvbojb SFS[D(3,1)(3,2)] gLLAQccddefflovkorb SFS[D(3,1)(3,1)] gLLAQccddeffakwjonv SFS[D(3,1)(3,2)] gLLAQccddeffakvsojb SFS[D(3,1)(3,1)] gLLAQccddeffhgvnojb m004(0,0) gLLAQccddeffakwvonv reducible gLLAQcdcdeffavgfvfv SFS[A(2,1)] gLLAQccddeffqfwvofv reducible gLLAQccddeffhossobf reducible gLLAQccddeffajsgobf SFS[D(3,1)(2,1)] gLLAQcdcdeffqskbvcb toroidal gLLAQcdcdeffasgovcb SFS[D(3,1)(2,1)] gLLAQcdcdeffhsjvvcb m003(0,0) gLLAQcdcdeffhsrvvcb toroidal gLLAQccddeffhowoofv SFS[D(3,1)(2,1)] gLMLQabdefffbcebcbs SFS[A(3,1)] gLMLQabdefffbcebcbk SFS[A(3,1)] gLLAQccddeffaksfokf reducible gLLAQcdcdeffasrbvrb reducible gLLAQccddeffaksfobf reducible gLLAQccddeffpvskokf toroidal gLLAQccddeffpvskobf toroidal gLLAQccddefflosfobf reducible gLLAQccddefflosfokf reducible gLLAQccddeffawsfobf reducible gLLAQcdcdeffasrbvcb reducible gLLAQccddeffawsfokf reducible gLLAQcdcdefflsvbvcb reducible gLLAQcdcdefflsvbvrb reducible gLLAQcdcdeffpsbovrb reducible gLLAQcdcdeffdsbovrb SFS[D(3,1)(3,2)] gLLAQcdcdeffhsbovrb SFS[D(3,1)(3,1)] gLLAQcdcdeffpsbovcb reducible gLLAQcdcdeffhsbovcb SFS[D(3,1)(3,1)] gLLAQcdcdeffdsbovcb SFS[D(3,1)(3,2)] gLMLQabdefffbcebcnv SFS[D(3,1)(2,1)] gLMLQabdefffbcebcrr SFS[A(2,1)] gLMLQabdefffbcebcoj SFS[D(3,1)(2,1)] gLLAQcdcdeffhsjfvrb toroidal gLLAQccddeffqfswokf SFS[D(3,1)(2,1)] gLLAQccddeffqfswobf SFS[D(3,1)(2,1)] gLLAQccddeffhoscobf SFS[D(3,1)(2,1)] gLLAQccddeffajsjobf reducible gLLAQcdcdeffhsjfvcb toroidal gLLAQcdcdeffhsrfvrb SFS[D(3,1)(2,1)] gLLAQcdcdeffhsrfvcb SFS[D(3,1)(2,1)] gLLAQccddeffhoscokf SFS[D(3,1)(2,1)] gLLAQccddeffakwrofv SFS[D(3,1)(3,1)] gLLAQcdcdeffavrjvfv SFS[D(3,1)(3,2)] gLLAQccddeffakswobf SFS[D(3,1)(3,2)] gLLAQccddeffpvwfofv SFS[D(3,1)(3,2)] gLLAQccddeffpvsjobf SFS[D(3,1)(3,1)] gLLAQccddeffloswobf SFS[D(3,1)(3,1)] gLLAQccddefflowrofv SFS[D(3,1)(3,2)] gLLAQccddeffawswobf SFS[D(3,1)(3,1)] gLLAQcdcdeffasrsvcb SFS[D(3,1)(3,1)] gLLAQcdcdeffqscgvcb toroidal gLLAQcdcdeffhssnvcb m004(0,0) gLLAQccddeffawwrofv SFS[D(3,1)(3,2)] gLLAQcdcdeffasvsvcb reducible gLLAQccddeffqfwvonv reducible gLLAQccddeffdwvgojb SFS[D(3,1)(2,1)] gLLAQccddeffpwvgojb toroidal gLLAQccddeffhwvgojb SFS[D(3,1)(2,1)] gLLAQccddeffhwvgorb SFS[D(3,1)(2,1)] gLLAQccddeffpwvgorb toroidal gLLAQccddeffdwvgorb SFS[D(3,1)(2,1)] gLLAQccddeffdwsrobf SFS[D(3,1)(2,1)] gLLAQccddefflnskobf toroidal gLLAQccddeffhwsrobf m003(0,0) gLLAQccddefftnskobf SFS[D(3,1)(2,1)] gLLAQccddeffanskobf SFS[D(3,1)(2,1)] gLLAQccddeffqfsfobf toroidal gLLAQccddeffdwwkonv SFS[D(3,1)(2,1)] gLLAQccddefflbskobf toroidal gLLAQccddeffhosrobf SFS[D(3,1)(2,1)] gLLAQccddefftnwfonv reducible gLLAQccddeffabskobf reducible gLLAQccddefflnwfonv reducible gLLAQccddeffqfwronv SFS[D(3,1)(2,1)] gLLAQccddefftbskobf toroidal gLLAQccddeffdosrobf SFS[D(3,1)(2,1)] gLLAQccddeffljskobf toroidal gLLAQccddeffhksrobf toroidal gLLAQccddeffljvnorb SFS[D(3,1)(2,1)] gLLAQccddeffajskobf SFS[D(3,1)(2,1)] gLLAQccddefflnvrojb toroidal gLLAQccddeffhkvgorb SFS[D(3,1)(2,1)] gLLAQccddeffpkvgorb m003(0,0) gLLAQccddeffdksrobf toroidal gLLAQccddeffqfsnobf SFS[D(3,1)(2,1)] gLLAQccddeffqfwjonv SFS[D(3,1)(2,1)] gLLAQccddeffdwvvojb SFS[D(3,1)(2,1)] gLLAQccddeffpwvvojb toroidal gLLAQccddeffhwvvojb m003(0,0) gLLAQccddefflbvnorb SFS[D(3,1)(2,1)] gLLAQccddeffabvnorb SFS[D(3,1)(2,1)] gLLAQccddefflnvoojb toroidal gLLAQccddeffpovgorb SFS[D(3,1)(2,1)] gLLAQccddeffdovgorb SFS[D(3,1)(2,1)] gLLAQccddeffawwjonv SFS[D(3,1)(3,1)] gLLAQcdcdeffhvrwvfv SFS[D(3,1)(2,1)] gLLAQcdcdeffavccvfv SFS[A(2,1)] gLLAQcdcdeffhvrwvgv SFS[D(3,1)(2,1)] gLLAQcdcdeffasrsvrb SFS[D(3,1)(3,1)] gLLAQcdcdeffhssnvrb m004(0,0) gLLAQcdcdeffqscgvrb toroidal gLLAQccddeffawwronv SFS[D(3,1)(3,2)] gLLAQcdcdeffasvsvrb reducible gLLAQcdcdeffhsjvvrb m003(0,0) gLLAQcdcdeffasgovrb SFS[D(3,1)(2,1)] gLLAQcdcdeffqskbvrb toroidal gLLAQccddeffhowoonv SFS[D(3,1)(2,1)] gLLAQcdcdeffhsrvvrb toroidal gLLAQccddeffawwvonv reducible gLLAQcdcdeffpvbbvfv SFS[A(3,1)] gLLAQcdcdeffpvbbvgv SFS[A(3,1)] gLLAQccddeffdowkonv SFS[D(3,1)(2,1)] gLLAQccddefflbwfonv SFS[D(3,1)(2,1)] gLLAQccddeffhowkonv toroidal gLLAQccddefftbwfonv toroidal gLLAQccddeffabwfonv SFS[D(3,1)(2,1)] gLLAQccddeffqvwronv m003(0,0) gLLAQccddeffhowwonv SFS[D(3,1)(2,1)] gLLAQccddeffajsgokf SFS[D(3,1)(2,1)] gLLAQccddeffajwcofv reducible gLLAQccddeffljvrorb SFS[D(3,1)(2,1)] gLLAQccddeffhkvforb SFS[D(3,1)(2,1)] gLLAQccddeffljvrojb SFS[D(3,1)(2,1)] gLLAQccddeffhkvfojb SFS[D(3,1)(2,1)] gLLAQccddeffdkvvorb toroidal gLLAQccddeffpkvvorb toroidal gLLAQccddeffhkvvorb toroidal gLLAQccddefflbvrojb m003(0,0) gLLAQccddeffabvrojb SFS[D(3,1)(2,1)] gLLAQccddeffljvoorb toroidal gLLAQccddeffhkwkonv SFS[D(3,1)(2,1)] gLLAQccddeffljwfonv SFS[D(3,1)(2,1)] gLLAQccddeffawswokf SFS[D(3,1)(3,1)] gLLAQccddeffawwvofv reducible gLLAQccddeffawwjofv SFS[D(3,1)(3,1)] gLLAQccddeffawvsojb SFS[D(3,1)(3,2)] gLLAQccddeffdfvnorb m004(0,0) gLLAQccddeffdfvnojb m004(0,0) gLLAQccddeffdwsrokf SFS[D(3,1)(2,1)] gLLAQccddefflnskokf toroidal gLLAQccddeffhwsrokf m003(0,0) gLLAQccddefftnskokf SFS[D(3,1)(2,1)] gLLAQccddeffanskokf SFS[D(3,1)(2,1)] gLLAQccddeffqfsfokf toroidal gLLAQccddeffqfsnokf SFS[D(3,1)(2,1)] gLLAQccddeffdwwkofv SFS[D(3,1)(2,1)] gLLAQccddefflbskokf toroidal gLLAQccddeffhosrokf SFS[D(3,1)(2,1)] gLLAQccddefftnwfofv reducible gLLAQccddeffabskokf reducible gLLAQccddefflnwfofv reducible gLLAQccddeffqfwrofv SFS[D(3,1)(2,1)] gLLAQccddefftbskokf toroidal gLLAQccddeffdosrokf SFS[D(3,1)(2,1)] gLLAQccddeffqfwjofv SFS[D(3,1)(2,1)] gLLAQccddeffljskokf toroidal gLLAQccddeffhksrokf toroidal gLLAQccddeffljvnojb SFS[D(3,1)(2,1)] gLLAQccddeffajskokf SFS[D(3,1)(2,1)] gLLAQccddefflnvrorb toroidal gLLAQccddeffhkvgojb SFS[D(3,1)(2,1)] gLLAQccddeffpkvgojb m003(0,0) gLLAQccddeffdksrokf toroidal gLLAQccddeffdwvvorb SFS[D(3,1)(2,1)] gLLAQccddeffpwvvorb toroidal gLLAQccddeffhwvvorb m003(0,0) gLLAQccddefflbvnojb SFS[D(3,1)(2,1)] gLLAQccddeffabvnojb SFS[D(3,1)(2,1)] gLLAQccddefflnvoorb toroidal gLLAQccddeffpovgojb SFS[D(3,1)(2,1)] gLLAQccddeffdovgojb SFS[D(3,1)(2,1)] gLLAQccddeffakswokf SFS[D(3,1)(3,2)] gLLAQccddeffaksnokf SFS[D(3,1)(3,1)] gLLAQccddeffakwvofv reducible gLLAQccddeffakwjofv SFS[D(3,1)(3,2)] gLLAQccddeffakvsorb SFS[D(3,1)(3,1)] gLLAQccddeffhgvnorb m004(0,0) gLLAQccddefflovkojb SFS[D(3,1)(3,1)] gLLAQccddefflkvborb SFS[D(3,1)(3,2)] gLLAQccddeffpgvoorb SFS[D(3,1)(3,2)] gLLAQccddeffpvvrojb SFS[D(3,1)(3,1)] gLLAQccddeffhossokf reducible gLLAQccddeffdowkofv SFS[D(3,1)(2,1)] gLLAQccddefflbwfofv SFS[D(3,1)(2,1)] gLLAQccddeffhowkofv toroidal gLLAQccddefftbwfofv toroidal gLLAQccddeffabwfofv SFS[D(3,1)(2,1)] gLLAQccddeffqvwrofv m003(0,0) gLLAQccddeffhowwofv SFS[D(3,1)(2,1)] gLLAQccddeffljwfofv SFS[D(3,1)(2,1)] gLLAQccddeffhkwkofv SFS[D(3,1)(2,1)] gLLAQccddeffljvoojb toroidal gLLAQccddeffabvrorb SFS[D(3,1)(2,1)] gLLAQccddefflbvrorb m003(0,0) gLLAQccddeffhkvvojb toroidal gLLAQccddeffpkvvojb toroidal gLLAQccddeffdkvvojb toroidal gLLAQccddeffdovvorb SFS[D(3,1)(2,1)] gLLAQccddeffhovvorb SFS[D(3,1)(2,1)] gLLAQccddefflbvoojb toroidal gLLAQccddefflbvoorb toroidal gLLAQccddeffhovvojb SFS[D(3,1)(2,1)] gLLAQccddeffdovvojb SFS[D(3,1)(2,1)] gLLAQccddefflowronv SFS[D(3,1)(3,2)] gLLAQccddeffloswokf SFS[D(3,1)(3,1)] gLLAQccddeffpvsjokf SFS[D(3,1)(3,1)] gLLAQccddeffpvwfonv SFS[D(3,1)(3,2)] gLLAQccddefflowvonv toroidal gLLAQccddefflowvofv toroidal gLLAQccddeffpvwbofv reducible gLLAQccddeffpvwbonv reducible gLLAQccddefflovsojb SFS[D(3,1)(3,2)] gLLAQccddefflowjofv SFS[D(3,1)(3,1)] gLLAQccddeffpfvoorb SFS[D(3,1)(3,1)] gLLAQccddeffpvvnojb SFS[D(3,1)(3,2)] gLLAQccddefflowjonv SFS[D(3,1)(3,1)] gLLAQccddefflovsorb SFS[D(3,1)(3,2)] gLLAQccddeffpvvnorb SFS[D(3,1)(3,2)] gLLAQccddeffpfvoojb SFS[D(3,1)(3,1)] gLLAQccddeffdvvoorb SFS[D(3,1)(3,2)] gLLAQccddeffhvvoorb SFS[D(3,1)(3,1)] gLLAQccddeffhvvoojb SFS[D(3,1)(3,1)] gLLAQccddeffdvvoojb SFS[D(3,1)(3,2)] gLLAQcdcdeffafgfvgv T2xI gLLAQcdcdeffqrcgvcb SFS[D(2,1)(2,1)] gLLAQccddeffhojgorb reducible gLLAQcdcdeffqccgvrb SFS[D(2,1)(2,1)] gLLAQccddeffhorgojb reducible gLLAQccddefflorbojb reducible gLLAQccddefflojborb reducible gLLAQccddeffpvjoorb reducible gLLAQccddeffpvroojb reducible gLLAQcdcdeffafgfvfv T2xI gLLAQcdcdeffqccgvcb SFS[D(2,1)(2,1)] gLLAQccddeffhorgorb reducible gLLAQcdcdeffqrcgvrb SFS[D(2,1)(2,1)] gLLAQccddeffhojgojb reducible gLLAQccddefflojbojb reducible gLLAQccddefflorborb reducible gLLAQccddeffpvroorb reducible gLLAQccddeffpvjoojb reducible gLLAQccddeffakjfooj reducible gLLAQcdcdeffagggnbf reducible gLLAQcdcdeffqcckvnk toroidal gLLAQccddeffaonsscb reducible gLLAQccddeffqfjfooj toroidal gLLAQccddefflnnnscb reducible gLLAQccddeffannnocw reducible gLLAQccddefflnnnocw reducible gLLAQccddeffaobrsgv reducible gLLAQcdcdeffqccknnv toroidal gLLAQccddeffaobjsgv reducible gLLAQcdcdeffagggvrj reducible gLLAQccddeffhojsooj reducible gLLAQccddeffpoboogn SFS[A(2,1)] gLLAQccddeffabbbogn SFS[A(2,1)] gLLAQccddeffpobosgv toroidal gLLAQccddeffajjjofs reducible gLLAQccddeffaojwsof reducible gLLAQccddefftnnnokr reducible gLLAQccddeffannnokr reducible gLLAQccddefflnnnokr reducible gLLAQccddeffqfjfofs toroidal gLLAQccddeffakjfofs reducible gLLAQccddeffhojsofs reducible gLLAQccddeffpoboorn SFS[A(2,1)] gLLAQccddeffabbborn SFS[A(2,1)] gLLAQccddeffuvbvorn toroidal gLLAQccddefflojfooj reducible gLLAQccddefflojfofs reducible gLLAQccddefflojfsof toroidal gLLAQccddeffpvjkooj toroidal gLLAQccddeffakrfooj reducible gLMLQabdefffbrtgbbb reducible gLLAQcdcdeffavvfnbf reducible gLLAQccddeffaowbscb reducible gLLAQccddeffaowsscb reducible gLLAQccddeffqfrfooj SFS[D(2,1)(2,1)] gLLAQccddeffaosrsgv reducible gLLAQccddeffaosjsgv reducible gLLAQcdcdeffafvfvbj reducible gLLAQcdcdeffarvvvnk reducible gLLAQccddeffaosvsgv reducible gLLAQccddeffhorsooj SFS[D(2,1)(2,1)] gLLAQccddeffajrjooj reducible gLLAQccddeffaovwsof reducible gLLAQccddeffqfvfofs SFS[D(2,1)(2,1)] gLLAQccddeffakvfofs reducible gLLAQccddeffhovsofs SFS[D(2,1)(2,1)] gLLAQccddefflorfooj SFS[D(3,1)(2,1)] gLLAQccddefflovfofs SFS[D(3,1)(2,1)] gLLAQccddefflovfsof SFS[D(3,1)(2,1)] gLLAQccddeffpvrkooj SFS[D(3,1)(2,1)] gLLAQccddeffakvfooj reducible gLMLQabdefffbrugbbb reducible gLLAQcdcdeffafvfnbf reducible gLLAQccddeffaofbscb reducible gLLAQccddeffaofsscb reducible gLLAQccddeffqfvfooj SFS[D(2,1)(2,1)] gLLAQccddeffaokrsgv reducible gLLAQccddeffaokjsgv reducible gLLAQcdcdeffafvfvrj reducible gLLAQcdcdeffarvvnnv reducible gLLAQccddeffaokvsgv reducible gLLAQccddeffhovsooj SFS[D(2,1)(2,1)] gLLAQccddeffajrjofs reducible gLLAQccddeffaorwsof reducible gLLAQccddeffqfrfofs SFS[D(2,1)(2,1)] gLLAQccddeffakrfofs reducible gLLAQccddeffhorsofs SFS[D(2,1)(2,1)] gLLAQccddefflovfooj SFS[D(3,1)(2,1)] gLLAQccddefflorfofs SFS[D(3,1)(2,1)] gLLAQccddefflorfsof SFS[D(3,1)(2,1)] gLLAQccddeffpvvkooj SFS[D(3,1)(2,1)] gLLAQccddeffakvbogn reducible gLLAQccddeffaosfwvf reducible gLLAQccddeffaoswwvf reducible gLLAQccddeffaowjwsv reducible gLLAQccddeffaowrwsv reducible gLLAQcdcdeffasvbvbj reducible gLLAQccddeffaowvwsv reducible gLLAQcdcdeffavvvrsv reducible gLLAQccddeffhovgogn reducible gLLAQccddeffajvrogn reducible gLLAQccddeffaovswwb reducible gLLAQccddeffakvboss reducible gLLAQccddeffhovgoss reducible gLLAQccddefflovbogn reducible gLLAQccddefflovboss reducible gLLAQccddefftnnfwsv SFS[D(2,1)(2,1)] gLLAQcdcdeffagvfsff reducible gLLAQcdcdefflgvfwvf reducible gLLAQcdcdefflgvfsff reducible gLLAQcdcdeffacccsrv reducible gLLAQcdcdeffagvfvfr reducible gLLAQcdcdefflgvfvfr reducible gLLAQcdcdefflgvfvvk reducible gLLAQcdcdeffacvvsrv reducible gLLAQccddeffaobvnkv reducible gLLAQccddeffdwvcrvf SFS[A(2,1)] gLLAQccddefftnvgnrf SFS[D(2,1)(2,1)] gLLAQccddeffakvbojj reducible gLLAQccddeffaosfnbf reducible gLLAQccddeffaoswnbf reducible gLLAQccddeffaovsrrb reducible gLLAQccddeffaoswrkf reducible gLLAQcdcdeffasvbvcn reducible gLLAQccddeffaowvnnv reducible gLLAQcdcdeffavvvsgv reducible gLLAQccddeffhovgojj reducible gLLAQccddeffajvrnjb reducible gLLAQccddeffaovsnjb reducible gLLAQccddeffakvborn reducible gLLAQccddeffhovgorn reducible gLLAQccddefflovbnjb reducible gLLAQccddefflovborn reducible gLLAQccddefftnnfrfv SFS[D(2,1)(2,1)] gLLAQcdcdeffagvfrkf reducible gLLAQcdcdefftgvfrkf reducible gLLAQcdcdefflgvfrkf reducible gLLAQcdcdeffacccrfv reducible gLLAQcdcdeffagvfvcn reducible gLLAQcdcdefflgvfvcn reducible gLLAQcdcdefflgvfvjw reducible gLLAQcdcdeffacvvrfv reducible gLLAQccddeffaobvwfv reducible gLLAQccddeffuvvfogk SFS[D(2,1)(2,1)] gLLAQccddeffdwvcwkf SFS[A(2,1)] gLLAQccddeffhfvrskb toroidal gLMLQabdefffbwqkocb reducible gLMLQabdefffbwqkofb reducible gLLAQcdcdeffascrnfb toroidal gLLAQccddefflnvnskb reducible gLLAQccddeffanvnokw reducible gLLAQccddefflnvnokw reducible gLLAQccddeffdwvfokw reducible gLLAQccddeffhfvrokw toroidal gLLAQcdcdeffascrvfr reducible gLLAQcdcdefflvvvvkn reducible gLLAQcdcdefflvvvnkv reducible gLLAQccddeffdovfokw reducible gLLAQccddeffpovvokw SFS[A(2,1)] gLLAQccddeffabvookw SFS[A(2,1)] gLLAQccddeffpovvskb toroidal gLLAQccddeffdwvfskb SFS[A(2,1)] gLLAQccddeffdovfskb toroidal gLLAQccddeffigsfofj SFS[A(2,1)] gLLAQccddeffdkvfocr reducible gLLAQccddeffdkvfskb SFS[A(2,1)] gLLAQccddeffigvbocr toroidal gLLAQccddeffhfvrocr toroidal gLLAQccddefftnvnocr reducible gLLAQccddeffanvnocr reducible gLLAQccddefflnvnocr reducible gLLAQccddeffdwvfocr reducible gLLAQccddeffqjvgocr toroidal gLLAQccddeffdovfocr reducible gLLAQccddeffpovvocr SFS[A(2,1)] gLLAQccddeffabvoocr SFS[A(2,1)] gLLAQccddeffuvvbocr toroidal gLMLQabdefffbwpkobb reducible gLMLQabdefffbwpkocb reducible gLMLQabdefffbwpkofb reducible gLLAQccddeffaobfsff reducible gLLAQcdcdeffacvbnfb reducible gLLAQcdcdeffaccrnfb SFS[D(2,1)(2,1)] gLLAQcdcdeffaccrvjw SFS[D(2,1)(2,1)] gLLAQcdcdeffacvbvjw reducible gLLAQccddeffaonvsrv reducible gLLAQcdcdeffafvvvkn reducible gLLAQcdcdefflfvvvkn reducible gLLAQcdcdefflgvvnkv reducible gLMLQabdefffbwmkobb reducible gLMLQabdefffbwmkocb reducible gLMLQabdefffbwmkofb reducible gLLAQccddeffaokfsff reducible gLLAQcdcdeffarvbnfb reducible gLLAQcdcdeffarcrnfb SFS[D(2,1)(2,1)] gLLAQcdcdeffaccrvfr SFS[D(2,1)(2,1)] gLLAQcdcdeffacvbvfr reducible gLLAQccddeffaofvsrv reducible gLLAQcdcdeffafvvnkv reducible gLLAQcdcdefflgvvvkn reducible gLLAQcdcdefflfvvnkv reducible gLLAQccddeffakjfook SFS[D(3,1)(2,1)] gLLAQcdcdeffqcckvnj SFS[D(2,1)(2,1)] gLLAQccddeffaonswcb SFS[D(3,1)(2,1)] gLLAQccddeffqfjfook SFS[D(2,1)(2,1)] gLLAQccddeffaobrwgv SFS[D(3,1)(2,1)] gLLAQcdcdeffqcckrnv SFS[D(2,1)(2,1)] gLLAQccddeffaobjwgv SFS[D(3,1)(2,1)] gLLAQccddeffhojsook reducible gLLAQccddeffpoboogr T2xI gLLAQccddeffabbbogr T2xI gLLAQccddeffpobowgv SFS[A(2,1)] gLLAQccddeffajjjofw SFS[D(2,1)(2,1)] gLLAQccddeffaojwwof SFS[D(3,1)(2,1)] gLLAQccddeffqfjfofw SFS[D(2,1)(2,1)] gLLAQccddeffakjfofw SFS[D(3,1)(2,1)] gLLAQccddeffhojsofw reducible gLLAQccddeffpoboorj T2xI gLLAQccddeffabbborj T2xI gLLAQccddeffuvbvorj SFS[A(2,1)] gLLAQccddefflojfook reducible gLLAQccddefflojfofw reducible gLLAQccddefflojfwof SFS[D(3,1)(2,1)] gLLAQccddeffpvjkook SFS[D(3,1)(2,1)] gLLAQccddeffakvbogr reducible gLLAQccddeffaosfsvf reducible gLLAQccddeffaoswsvf reducible gLLAQccddeffaowjssv reducible gLLAQccddeffaowrssv reducible gLLAQcdcdeffasvbvbw reducible gLLAQccddeffaowvssv reducible gLLAQcdcdeffavvvnsv reducible gLLAQccddeffhovgogr reducible gLLAQccddeffajvrogr reducible gLLAQccddeffaovsswb reducible gLLAQccddeffakvbosw reducible gLLAQccddeffhovgosw reducible gLLAQccddefflovbogr reducible gLLAQccddefflovbosw reducible gLLAQcdcdeffagvfsvf reducible gLLAQcdcdefflgvfsvf reducible gLLAQcdcdefflgvfwff reducible gLLAQcdcdeffacccssv reducible gLLAQcdcdeffagvfvfk reducible gLLAQcdcdefflgvfvfk reducible gLLAQcdcdefflgvfvvr reducible gLLAQcdcdeffacvvssv reducible gLLAQccddeffaobvnsv reducible gLLAQccddeffdwvcnvf T2xI gLLAQccddeffakvbojn reducible gLLAQccddeffaosfnkf reducible gLLAQccddeffaoswrbf reducible gLLAQccddeffaovsnrb reducible gLLAQccddeffaoswnkf reducible gLLAQcdcdeffasvbvcj reducible gLLAQccddeffaowvnfv reducible gLLAQcdcdeffavvvsfv reducible gLLAQccddeffhovgojn reducible gLLAQccddeffajvrnrb reducible gLLAQccddeffaovsrjb reducible gLLAQccddeffakvborj reducible gLLAQccddeffhovgorj reducible gLLAQccddefflovbojn reducible gLLAQccddefflovbnrb reducible gLLAQcdcdeffagvfnkf reducible gLLAQcdcdefftgvfnkf reducible gLLAQcdcdefflgvfnkf reducible gLLAQcdcdeffacccnfv reducible gLLAQcdcdeffagvfvcj reducible gLLAQcdcdefflgvfvcj reducible gLLAQcdcdefflgvfvjj reducible gLLAQcdcdeffacvvnfv reducible gLLAQccddeffaobvsfv reducible gLLAQccddeffdwvcskf T2xI gLLAQccddeffhfvrwkb SFS[D(2,1)(2,1)] gLMLQabdefffbjqkocb SFS[D(3,1)(2,1)] gLMLQabdefffbjqkofb SFS[D(3,1)(2,1)] gLLAQcdcdeffascrrfb SFS[D(2,1)(2,1)] gLLAQccddeffhfvroks SFS[D(2,1)(2,1)] gLLAQcdcdeffascrvfk reducible gLLAQcdcdefflvvvvkj SFS[D(3,1)(2,1)] gLLAQcdcdefflvvvrkv SFS[D(3,1)(2,1)] gLLAQccddeffpovvoks T2xI gLLAQccddeffabvooks T2xI gLLAQccddeffpovvwkb SFS[A(2,1)] gLLAQccddeffdwvfwkb T2xI gLLAQccddeffdovfwkb SFS[A(2,1)] gLLAQccddeffigsfofn T2xI gLLAQccddeffdkvfwkb T2xI gLLAQccddeffigvbocn SFS[A(2,1)] gLLAQccddeffhfvrocn SFS[D(2,1)(2,1)] gLLAQccddeffqjvgocn SFS[D(2,1)(2,1)] gLLAQccddeffpovvocn T2xI gLLAQccddeffabvoocn T2xI gLLAQccddeffuvvbocn SFS[A(2,1)] gLLAQccddfefqjjssbg reducible gLLAQcdcdfefqckvvbg reducible gLLAQcdcdeffugknowb SFS[D(2,1)(2,1)] gLLAQcdcdefflgrfowb SFS[D(5,2)(2,1)] gLLAQcdcdefftgrfowb SFS[D(4,1)(2,1)] gLLAQccddeffujnvvvf toroidal gLLAQccddeffpgnovvf SFS[D(5,2)(2,1)] gLLAQccddeffunnvvvf SFS[D(2,1)(2,1)] gLLAQccddeffubnvvvf SFS[D(2,1)(2,1)] gLLAQcdcdeffugkwowb toroidal gLLAQcdcdeffpgjcowb SFS[D(5,2)(2,1)] gLLAQccddefflnnrvvf SFS[D(5,2)(2,1)] gLLAQccddefftnnrvvf SFS[D(4,1)(2,1)] gLLAQccddfeftnnovbc SFS[D(2,1)(2,1)] gLLAQcdcdeffqckvovf SFS[D(4,1)(2,1)] gLLAQcdcdeffacvvovf SFS[D(2,1)(2,1)] gLLAQccddeffajjjvsv SFS[D(2,1)(2,1)] gLLAQccddeffdwbkvwb toroidal gLLAQccddeffqjjsvsv SFS[D(4,1)(2,1)] gLLAQccddeffijbwvwb toroidal gLLAQccddeffabbbvwb T2xI gLLAQccddeffaobvvwb T2xI gLLAQccddfefqjrssbg SFS[D(3,1)(2,1)] gLLAQccddefflnwovvf SFS[D(2,1)(2,1)] gLLAQccddeffujwvvvf SFS[D(5,2)(2,1)] gLLAQccddeffpgwovvf SFS[D(4,1)(2,1)] gLLAQccddefflnwrvvf toroidal gLLAQccddefftnwrvvf SFS[D(5,2)(2,1)] gLLAQccddefflnwnvvf SFS[D(2,1)(2,1)] gLLAQcdcdeffhsrwovf SFS[D(3,1)(2,1)] gLLAQccddeffunswvwb SFS[D(2,1)(2,1)] gLLAQccddeffanvkvsv SFS[D(2,1)(2,1)] gLLAQccddefftnsfvwb SFS[D(4,1)(2,1)] gLLAQccddefflnsfvwb SFS[D(5,2)(2,1)] gLLAQccddeffakvnvsv SFS[D(2,1)(2,1)] gLLAQccddeffpgscvwb SFS[D(5,2)(2,1)] gLLAQccddeffujswvwb toroidal gLLAQccddeffubswvwb SFS[D(2,1)(2,1)] gLLAQccddfefqjvssbg SFS[D(3,1)(2,1)] gLLAQccddfefqjvcsbg SFS[D(3,1)(2,1)] gLLAQccddeffhvfrvvf reducible gLLAQccddeffanfrvvf SFS[D(2,1)(2,1)] gLLAQccddeffubfgvvf reducible gLLAQccddeffpvfnvvf reducible gLLAQccddeffabfnvvf SFS[D(2,1)(2,1)] gLLAQccddeffajkbvwb SFS[D(2,1)(2,1)] gLLAQccddeffqjrsvsv SFS[D(5,2)(2,1)] gLLAQccddeffqjkwvwb SFS[D(4,1)(2,1)] gLLAQccddeffhfvrogo SFS[D(2,1)(2,1)] gLMLQabdefffbfigncb SFS[D(3,1)(2,1)] gLMLQabdefffbfignfb SFS[D(3,1)(2,1)] gLLAQcdcdeffascrvbc reducible gLLAQccddeffigsfowb T2xI gLLAQccddeffqjvgogo SFS[D(2,1)(2,1)] gLLAQcdcdeffascrowb SFS[D(2,1)(2,1)] gLLAQcdcdefflvvvvwb SFS[D(3,1)(2,1)] gLLAQcdcdefflvvvosv SFS[D(3,1)(2,1)] gLLAQccddeffigvbogo SFS[A(2,1)] gLLAQccddeffuvvbogo SFS[A(2,1)] gLLAQccddeffabvoogo T2xI gLLAQccddeffpovvogo T2xI gLLAQccddeffdkvfvwb T2xI gLLAQccddeffhfvrvwb SFS[D(2,1)(2,1)] gLLAQccddeffdwvfvwb T2xI gLLAQccddeffhfvrosv SFS[D(2,1)(2,1)] gLLAQccddeffdovfvwb SFS[A(2,1)] gLLAQccddeffpovvvwb SFS[A(2,1)] gLLAQccddeffabvoosv T2xI gLLAQccddeffpovvosv T2xI gLLAQcdcdfefargrkbb SFS[D(2,1)(2,1)] gLLAQcdcdfefarrbkbb reducible gLLAQcdcdeffagvjvjo reducible gLLAQcdcdefflrvsvvf SFS[D(3,1)(2,1)] gLLAQcdcdefflgvjvjo SFS[D(3,1)(2,1)] gLLAQccddfefdwfokbv SFS[D(3,1)(2,1)] gLLAQccddeffigjsogo SFS[A(2,1)] gLLAQccddfefdwksrbf SFS[D(3,1)(2,1)] gLLAQccddfefawkfrbf reducible gLLAQccddfeflwkfrbf SFS[D(3,1)(2,1)] gLLAQccddfeftwkfrbf SFS[D(3,1)(2,1)] gLLAQccddfefawfvkbv reducible gLLAQcdcdefftccrowb SFS[D(3,1)(2,1)] gLLAQcdcdefftccoowb SFS[D(3,1)(2,1)] gLLAQccddefflnncoog toroidal gLLAQccddeffanncoog SFS[D(2,1)(2,1)] gLLAQccddefftnncoog SFS[D(2,1)(2,1)] gLLAQccddeffuvfjovf toroidal gLLAQccddeffabfcovf SFS[D(2,1)(2,1)] gLLAQccddeffpofwovf SFS[D(2,1)(2,1)] gLLAQcdcdefflfccvwb SFS[D(3,1)(2,1)] gLLAQccddfefabfckbv SFS[D(2,1)(2,1)] gLLAQccddefftnbjvvf SFS[D(3,1)(2,1)] gLLAQccddeffanbjvvf reducible gLLAQccddefflnbjvvf SFS[D(3,1)(2,1)] gLLAQccddefftnncvsv SFS[D(3,1)(2,1)] gLLAQccddeffanncvsv reducible gLLAQccddefflnncvsv SFS[D(3,1)(2,1)] gLLAQccddeffakbfvvf reducible gLLAQccddefftkbfvvf SFS[D(3,1)(2,1)] gLLAQccddefflkbfvvf SFS[D(3,1)(2,1)] gLLAQccddeffaknvvsv reducible gLLAQccddeffpgnbvsv SFS[D(3,1)(2,1)] gLLAQccddeffujnovsv SFS[D(3,1)(2,1)] gLLAQccddeffuvbnowb reducible gLLAQccddefftwbfowb SFS[D(2,1)(2,1)] gLLAQcdcdeffpcsovvf SFS[D(2,1)(2,1)] gLLAQccddeffuvbwowb reducible gLLAQccddeffigbfowb T2xI gLLAQcdcdeffdfbbosv SFS[D(2,1)(2,1)] gLLAQccddefflnjnosv SFS[D(2,1)(2,1)] gLLAQcdcdeffqcckvbg SFS[D(2,1)(2,1)] gLLAQccddeffqfjfogg SFS[D(2,1)(2,1)] gLLAQcdcdeffqcckofv SFS[D(2,1)(2,1)] gLLAQccddeffhojsogg reducible gLLAQccddeffuvbvojb SFS[A(2,1)] gLLAQccddeffabbbojb T2xI gLLAQccddeffpoboojb T2xI gLLAQccddeffajjjogg SFS[D(2,1)(2,1)] gLLAQccddeffqfjfonv SFS[D(2,1)(2,1)] gLLAQccddeffhojsonv reducible gLLAQccddeffpobovfv SFS[A(2,1)] gLLAQccddeffabbboco T2xI gLLAQccddeffpobooco T2xI gLLAQccddeffakjfogg SFS[D(3,1)(2,1)] gLLAQccddeffaonsvrb SFS[D(3,1)(2,1)] gLLAQccddeffakjfonv SFS[D(3,1)(2,1)] gLLAQccddeffpvjkogg SFS[D(3,1)(2,1)] gLLAQccddefflojfvkf SFS[D(3,1)(2,1)] gLLAQccddefflojfonv reducible gLLAQccddefflojfogg reducible gLLAQccddeffaojwvkf SFS[D(3,1)(2,1)] gLLAQccddeffaobjvfv SFS[D(3,1)(2,1)] gLLAQccddeffaobrvfv SFS[D(3,1)(2,1)] gLLAQccddefflnwnobf SFS[D(2,1)(2,1)] gLLAQcdcdeffdrbbvbg SFS[D(2,1)(2,1)] gLLAQccddefftjvgvkf reducible gLLAQccddeffdwvcvkf T2xI gLLAQccddefftbvgvkf reducible gLLAQccddefftwvfonv SFS[D(2,1)(2,1)] gLLAQccddeffubswvfv SFS[D(2,1)(2,1)] gLLAQccddeffajfoobf SFS[D(2,1)(2,1)] gLLAQccddeffhoffobf SFS[D(2,1)(2,1)] gLLAQcdcdfefavrfobf reducible gLLAQcdcdeffasrrvbg SFS[D(3,1)(2,1)] gLLAQccddeffaksjoco SFS[D(3,1)(2,1)] gLLAQcdcdeffafrwvcb SFS[D(3,1)(2,1)] gLLAQcdcdeffafvwvcb reducible gLLAQccddeffawsjoco SFS[D(3,1)(2,1)] gLLAQccddeffakfsobf SFS[D(3,1)(2,1)] gLLAQccddeffawfsobf SFS[D(3,1)(2,1)] gLLAQccddefflofsobf SFS[D(3,1)(2,1)] gLLAQccddefflosjoco SFS[D(3,1)(2,1)] gLLAQccddeffpvscoco reducible gLLAQccddeffpvfnobf reducible gLLAQccddeffifvfogg SFS[D(3,1)(2,1)] gLLAQccddefflnvkogg toroidal gLLAQccddeffhwvrogg SFS[D(3,1)(2,1)] gLLAQccddeffanvkogg SFS[D(2,1)(2,1)] gLLAQccddefftnvkogg SFS[D(2,1)(2,1)] gLLAQccddeffivvfogg SFS[D(3,1)(2,1)] gLLAQccddefflbvkogg SFS[D(3,1)(2,1)] gLLAQccddeffhovrogg reducible gLLAQccddeffiffsobf SFS[D(3,1)(2,1)] gLLAQccddeffuffsobf SFS[D(3,1)(2,1)] gLLAQccddeffqffsobf reducible gLLAQccddeffljvkogg SFS[D(3,1)(2,1)] gLLAQccddeffhkvrogg SFS[D(3,1)(2,1)] gLLAQccddeffivfsobf SFS[D(3,1)(2,1)] gLLAQccddeffuvfsobf toroidal gLLAQccddeffqvfsobf SFS[D(3,1)(2,1)] gLLAQccddeffabfnobf SFS[D(2,1)(2,1)] gLLAQccddeffpofgobf SFS[D(2,1)(2,1)] gLLAQccddfefawwbjbb reducible gLLAQccddfefawsjnbv SFS[D(3,1)(2,1)] gLLAQccddeffakvwogg SFS[D(3,1)(2,1)] gLLAQccddfefawwsjbb SFS[D(3,1)(2,1)] gLLAQccddfefawsvnbv reducible gLLAQccddeffawvwogg SFS[D(3,1)(2,1)] gLLAQccddeffakkrojb SFS[D(3,1)(2,1)] gLLAQccddeffawkrojb SFS[D(3,1)(2,1)] gLLAQccddefflokrojb reducible gLLAQccddefflovwogg reducible gLLAQccddeffpvvjogg SFS[D(3,1)(2,1)] gLLAQccddeffpvkfojb SFS[D(3,1)(2,1)] gLLAQcdcdeffqfswokf SFS[D(3,1)(2,1)] gLLAQccddeffqfsjoco reducible gLLAQcdcdeffhsjwvbg SFS[D(3,1)(2,1)] gLLAQcdcdeffhsrwvbg SFS[D(3,1)(2,1)] gLLAQccddeffhokwojb reducible gLLAQccddeffqfkrojb SFS[D(2,1)(2,1)] gLLAQccddeffajkbojb SFS[D(2,1)(2,1)] gLLAQccddeffhkfgvrb SFS[D(2,1)(2,1)] gLLAQccddeffqffkvrb SFS[D(3,1)(2,1)] gLLAQccddeffqfkjvfv SFS[D(3,1)(2,1)] gLLAQccddeffakfbvrb reducible gLLAQccddeffakkvvfv reducible gLLAQccddeffhosooco SFS[D(2,1)(2,1)] gLLAQccddeffubvfvno SFS[D(3,1)(2,1)] gLLAQccddeffajwbvbg SFS[D(3,1)(2,1)] gLPwQbcddefftgvfosb SFS[D(3,1)(2,1)] gLPwQbcddefflgvfosb SFS[D(3,1)(2,1)] gLLAQcdcdfefhssnobf SFS[D(3,1)(2,1)] gLLAQccddefflbvnvno reducible gLLAQccddeffabvnvno SFS[D(3,1)(2,1)] gLLAQccddefftbvnvno SFS[D(3,1)(2,1)] gLLAQcdcdeffavvvoco T2xI gLLAQcdcdeffpvbboco T2xI gLLAQcdcdeffuvoooco SFS[A(2,1)] gLLAQccddeffajwcvbg reducible gLLAQccddefftjvrvno SFS[D(2,1)(2,1)] gLLAQccddefftnvrvno SFS[D(2,1)(2,1)] gLLAQccddeffdwvvvno SFS[D(2,1)(2,1)] gLLAQccddeffubssvjc reducible gLLAQccddefftbvrvno toroidal gLLAQccddeffabvrvno SFS[D(3,1)(2,1)] gLLAQccddefflbvrvno SFS[D(3,1)(2,1)] gLLAQccddefftbvovno SFS[D(3,1)(2,1)] gLLAQccddefflbvovno SFS[D(3,1)(2,1)] gLLAQccddeffaowvvbg SFS[D(2,1)(2,1)] gLLAQccddeffubwwvbg reducible gLLAQccddeffubvgvno SFS[D(3,1)(2,1)] gLLAQccddeffqbvvvno SFS[D(3,1)(2,1)] gLLAQccddeffibvvvno SFS[D(3,1)(2,1)] gLLAQccddeffubjfvno SFS[D(3,1)(2,1)] gLLAQccddeffajnbvbg reducible gLLAQccddeffakbfvjc reducible gLLAQccddefftkbfvjc SFS[D(3,1)(2,1)] gLLAQccddefflkbfvjc SFS[D(3,1)(2,1)] gLLAQccddefflnbjvjc SFS[D(3,1)(2,1)] gLLAQccddeffanbjvjc reducible gLLAQccddefftnbjvjc SFS[D(3,1)(2,1)] gLLAQccddeffaonrvbg SFS[D(2,1)(2,1)] gLLAQcdcdfefdrsnobf SFS[D(3,1)(2,1)] gLLAQccddefflbjnvno SFS[D(3,1)(2,1)] gLLAQccddeffabjnvno reducible gLLAQccddefftbjnvno SFS[D(3,1)(2,1)] gLLAQcdcdeffigoooco SFS[A(2,1)] gLLAQccddeffinnwvbg SFS[D(3,1)(2,1)] gLLAQccddeffaojsvno SFS[D(2,1)(2,1)] gLLAQccddeffpvjnvno SFS[D(2,1)(2,1)] gLLAQccddeffubjgvno toroidal gLLAQccddeffubjvvno SFS[D(3,1)(2,1)] gLLAQccddfefpgbgjbb SFS[D(3,1)(2,1)] gLLAQccddfefdgbgjbb SFS[D(3,1)(2,1)] gLLAQccddeffubrfvno reducible gLLAQccddfefpfbgjbb SFS[D(3,1)(2,1)] gLLAQccddeffajfbvbg SFS[D(3,1)(2,1)] gLLAQcdcdfefpcsoobf SFS[D(2,1)(2,1)] gLLAQccddfeftkbwjbb SFS[D(2,1)(2,1)] gLLAQccddfefawbwjbb SFS[D(2,1)(2,1)] gLLAQcdcdfefacrsobf SFS[D(2,1)(2,1)] gLLAQcdcdfefuccgobf SFS[D(2,1)(2,1)] gLLAQcdcdfefpcsnobf toroidal gLLAQccddefftnrnvno SFS[D(2,1)(2,1)] gLLAQccddfefhwbrjbb SFS[D(2,1)(2,1)] gLLAQccddefftjrnvno SFS[D(2,1)(2,1)] gLLAQccddfeftnbgjbb reducible gLLAQccddfefanbgjbb SFS[D(3,1)(2,1)] gLLAQccddfeflnbgjbb SFS[D(3,1)(2,1)] gLLAQccddfeftnncbbf SFS[D(3,1)(2,1)] gLLAQccddfefanncbbf reducible gLLAQccddfeflnncbbf SFS[D(3,1)(2,1)] gLLAQccddefflbrnvno SFS[D(3,1)(2,1)] gLLAQccddeffabrnvno SFS[D(3,1)(2,1)] gLLAQccddefftbrnvno toroidal gLLAQccddfefawnjbbf SFS[D(2,1)(2,1)] gLLAQccddfefunnwbbf SFS[D(2,1)(2,1)] gLLAQccddfefpfncbbf toroidal gLLAQcdcdeffqfsjoco SFS[D(2,1)(2,1)] gLLAQccddeffqjksvjc SFS[D(3,1)(2,1)] gLLAQccddeffubrgvno SFS[D(3,1)(2,1)] gLLAQccddeffubrvvno SFS[D(3,1)(2,1)] gLLAQccddeffaosnscb reducible gLLAQccddeffaosfscb reducible gLLAQcdcdeffasvbnbf reducible gLLAQccddeffaoswscb reducible gLLAQccddfefhovgsjo SFS[D(2,1)(2,1)] gLLAQccddeffaowjsof reducible gLLAQccddeffaowrsof reducible gLLAQcdcdeffasvbokr reducible gLLAQccddeffaowvsof reducible gLLAQcdcdeffavvvnjb SFS[A(2,1)] gLLAQccddfefhovgwbr reducible gLLAQccddeffajvrsgv SFS[D(2,1)(2,1)] gLLAQccddeffaovssgv reducible gLLAQccddeffhovgsgv SFS[D(2,1)(2,1)] gLLAQccddeffakvbvfw reducible gLLAQccddeffhovgvfw reducible gLLAQccddeffaosfvrj reducible gLLAQccddeffaoswvrj SFS[D(3,1)(2,1)] gLLAQccddeffaosnvrj SFS[D(3,1)(2,1)] gLLAQccddeffaowrvkk SFS[D(3,1)(2,1)] gLLAQccddeffaowvvkk toroidal gLLAQccddeffaowjvkk SFS[D(3,1)(2,1)] gLLAQccddeffakvbsgv SFS[D(3,1)(2,1)] gLLAQccddeffaovsvfw SFS[D(3,1)(2,1)] gLLAQccddefflovbsgv SFS[D(3,1)(2,1)] gLLAQccddefflovbvfw SFS[D(3,1)(2,1)] gLLAQccddeffaoknscb reducible gLLAQccddeffaokfscb reducible gLLAQccddeffaokwscb reducible gLLAQccddeffaofjsof reducible gLLAQccddeffaojbvfw reducible gLLAQccddeffaobnscb reducible gLLAQccddeffaobwscb reducible gLLAQccddeffuvbfscb SFS[D(2,1)(2,1)] gLLAQccddeffaonjsof reducible gLLAQccddeffaojbsgv reducible gLLAQcdcdeffagggrwb reducible gLLAQccddefflnnnwvf SFS[D(3,1)(2,1)] gLLAQccddeffannnwvf reducible gLLAQccddefftnnnwvf SFS[D(3,1)(2,1)] gLLAQcdcdeffagggown reducible gLLAQccddeffabbbwwb reducible gLLAQccddeffajjjvsw toroidal gLLAQccddefftnnnvvk SFS[D(3,1)(2,1)] gLLAQccddeffannnvvk reducible gLLAQccddefflnnnvvk SFS[D(3,1)(2,1)] gLLAQccddeffabbbvwj SFS[A(2,1)] gLLAQccddeffaojfvsw reducible gLLAQccddefflnwnwvf toroidal gLLAQccddeffanwnwvf SFS[D(3,1)(2,1)] gLLAQccddefftnwnwvf SFS[D(3,1)(2,1)] gLLAQccddefflnsbwwb SFS[D(3,1)(2,1)] gLLAQccddeffansbwwb reducible gLLAQccddefftnsbwwb SFS[D(3,1)(2,1)] gLLAQccddefflnvjwsv SFS[D(3,1)(2,1)] gLLAQccddeffajvkvsw SFS[D(3,1)(2,1)] gLLAQccddefftnvjwsv reducible gLLAQccddeffabvjwsv reducible gLLAQccddeffajvjvsw SFS[D(3,1)(2,1)] gLLAQccddeffubwvvvk SFS[D(2,1)(2,1)] gLLAQccddefftkvfwsv SFS[D(2,1)(2,1)] gLLAQccddeffaovwvsw SFS[D(2,1)(2,1)] gLLAQccddeffaosjvwj SFS[D(2,1)(2,1)] gLLAQccddeffpvscvwj SFS[D(2,1)(2,1)] gLLAQccddeffubswvwj toroidal gLLAQccddeffpvfrwvf SFS[D(2,1)(2,1)] gLLAQccddeffpvfowvf SFS[D(2,1)(2,1)] gLLAQccddeffaofswvf reducible gLLAQccddeffubfgwvf reducible gLLAQccddeffpvfnwvf reducible gLLAQccddefflnfnwvf SFS[D(3,1)(2,1)] gLLAQccddeffanfnwvf SFS[D(3,1)(2,1)] gLLAQccddefftnfnwvf reducible gLLAQccddeffljfnwvf reducible gLLAQccddeffajfnwvf SFS[D(3,1)(2,1)] gLLAQccddefftjfnwvf SFS[D(3,1)(2,1)] gLLAQccddefflbfnwvf SFS[D(3,1)(2,1)] gLLAQccddeffabfnwvf toroidal gLLAQccddefftbfnwvf SFS[D(3,1)(2,1)] gLLAQccddeffaokrwwb reducible gLLAQccddeffajkbwwb toroidal gLLAQccddeffajrjvsw SFS[D(3,1)(2,1)] gLLAQccddeffabvongo SFS[A(2,1)] gLLAQccddeffabvorsv SFS[A(2,1)] gLLAQcdcdeffaccoown reducible gLLAQccddeffabfcrvf reducible gLLAQcdcdeffafccwwb reducible gLLAQcdcdeffaccosbc reducible gLLAQccddfefabfckbs reducible gLLAQccddeffhgbgrwb reducible gLLAQccddeffabbgrwb reducible gLLAQcdcdeffhgbbwwb reducible gLLAQccddfefabbgrbr reducible gLLAQccddeffqfkfncc SFS[D(3,1)(2,1)] gLLAQcdcdeffqcckwbg toroidal gLLAQccddeffqfjfrgg toroidal gLLAQcdcdeffacccofs reducible gLLAQcdcdeffqcckofs toroidal gLLAQccddeffqfjfnnv toroidal gLLAQccddeffaojfnnv reducible gLLAQccddeffqfrfrgg SFS[D(3,1)(2,1)] gLLAQcdcdeffhsbbofs SFS[D(3,1)(2,1)] gLLAQccddeffakfbnbf SFS[D(2,1)(2,1)] gLLAQccddeffaofsnbf reducible gLLAQccddeffqfvfrgg SFS[D(3,1)(2,1)] gLLAQccddeffqvvfrgg SFS[D(3,1)(2,1)] gLLAQccddeffhkfgnbf reducible gLLAQccddeffaokrnjb reducible gLLAQccddeffqfkrnjb toroidal gLLAQccddeffqfvnrgg SFS[D(3,1)(2,1)] gLLAQccddeffhkfgvrj toroidal gLLAQccddeffqffkvrj toroidal gLLAQccddeffqfrfnnv SFS[D(5,2)(2,1)] gLLAQccddeffqfkrvfw SFS[D(4,1)(2,1)] gLLAQccddeffakfbvrj reducible gLLAQccddeffaofsvrj SFS[D(2,1)(2,1)] gLLAQccddeffaokrvfw SFS[D(2,1)(2,1)] gLPwQbcddefftgvfnsb toroidal gLPwQbcddefflgvfnsb toroidal gLLAQccddeffanvnwno SFS[D(2,1)(2,1)] gLLAQccddeffanvnvnn SFS[D(2,1)(2,1)] gLPwQbcddefftgvgnsb SFS[D(5,2)(2,1)] gLPwQbcddefflgvgnsb SFS[D(4,1)(2,1)] gLLAQcdcdeffpcsoooj SFS[D(4,1)(2,1)] gLLAQcdcdeffuccvooj SFS[D(5,2)(2,1)] gLLAQccddefftnbjvjw toroidal gLLAQccddeffanbjvjw reducible gLLAQccddefflnbjvjw toroidal gLLAQccddefftnnbvbj SFS[D(4,1)(2,1)] gLLAQccddefflnnbvbj SFS[D(5,2)(2,1)] gLLAQccddefftnjnvnn SFS[D(5,2)(2,1)] gLLAQccddefflnjnvnn SFS[D(4,1)(2,1)] gLLAQccddeffakbfvjw reducible gLLAQccddefftkbfvjw toroidal gLLAQccddefflkbfvjw toroidal gLPwQbcddefftgvvnsb SFS[D(4,1)(2,1)] gLPwQbcddefflgvvnsb SFS[D(5,2)(2,1)] gLLAQccddfefakbfjnb SFS[D(2,1)(2,1)] gLLAQcdcdfefuccvojf SFS[D(5,2)(2,1)] gLLAQcdcdfefpcsoojf toroidal gLLAQccddfefanbjjnb SFS[D(2,1)(2,1)] gLLAQccddfeflnnbbnf SFS[D(5,2)(2,1)] gLLAQccddfeftnnbbnf SFS[D(4,1)(2,1)] gLLAQccddefftnrnvnn toroidal gLLAQccddefflnrnvnn SFS[D(5,2)(2,1)] gLLAQcdcdeffagvfncc reducible gLLAQcdcdefftgvfncc SFS[D(3,1)(2,1)] gLLAQcdcdefflgvfncc SFS[D(3,1)(2,1)] gLLAQccddeffaonbsbc reducible gLLAQcdcdeffacccnog reducible gLLAQcdcdeffagvfooj reducible gLLAQcdcdefftgvfooj SFS[D(3,1)(2,1)] gLLAQcdcdefflgvfooj SFS[D(3,1)(2,1)] gLLAQcdcdeffacvvnog toroidal gLLAQccddeffaobvsjo reducible gLLAQccddeffaonbvjw reducible gLLAQccddeffaobvvnn SFS[A(2,1)] gLLAQccddeffaofbsbc reducible gLLAQccddeffaofssbc reducible gLLAQccddeffaokrsjo reducible gLLAQccddefftnvgvbj SFS[D(2,1)(2,1)] gLLAQccddeffakvfvbj reducible gLLAQccddeffigvfsng reducible gLLAQccddeffaowvwof SFS[D(2,1)(2,1)] gLLAQcdcdeffavvvorj T2xI gLLAQccddeffaowvvkr SFS[D(2,1)(2,1)] gLLAQccddeffaokwwcb SFS[D(2,1)(2,1)] gLLAQccddeffaofjwof SFS[D(2,1)(2,1)] gLLAQccddeffabbbswb T2xI gLLAQccddeffajjjssv SFS[D(2,1)(2,1)] gLLAQccddeffabbbvwn T2xI gLLAQccddeffaojfssv reducible gLLAQccddefflnwnsvf SFS[D(2,1)(2,1)] gLLAQccddeffubswvwn SFS[D(2,1)(2,1)] gLLAQccddeffaofssvf reducible gLLAQccddeffubfgsvf reducible gLLAQccddeffpvfnsvf reducible gLLAQccddeffabfnsvf SFS[D(2,1)(2,1)] gLLAQccddeffaokrswb reducible gLLAQccddeffajkbswb SFS[D(2,1)(2,1)] gLLAQccddeffabvorgo T2xI gLLAQccddeffabvonsv T2xI gLLAQccddeffabfcnvf SFS[D(2,1)(2,1)] gLLAQccddfefabfckbw SFS[D(2,1)(2,1)] gLLAQcdcdeffqccksbg SFS[D(2,1)(2,1)] gLLAQccddeffqfjfngg SFS[D(2,1)(2,1)] gLLAQcdcdeffacccofw reducible gLLAQcdcdeffqcckofw SFS[D(2,1)(2,1)] gLLAQccddeffqfjfrnv SFS[D(2,1)(2,1)] gLLAQccddeffaojfngg reducible gLLAQccddeffaofsrbf reducible gLLAQccddeffaokrrjb reducible gLLAQccddeffqfkrrjb SFS[D(2,1)(2,1)] gLLAQccddeffhkfgvrn SFS[D(2,1)(2,1)] gLLAQccddeffqffkvrn SFS[D(3,1)(2,1)] gLLAQccddeffakfbvrn reducible gLPwQbcddefftgvfosn SFS[D(3,1)(2,1)] gLPwQbcddefflgvfosn SFS[D(3,1)(2,1)] gLLAQccddefftnbjvjj SFS[D(3,1)(2,1)] gLLAQccddeffanbjvjj reducible gLLAQccddefflnbjvjj SFS[D(3,1)(2,1)] gLLAQccddeffakbfvjj reducible gLLAQccddefftkbfvjj SFS[D(3,1)(2,1)] gLLAQccddefflkbfvjj SFS[D(3,1)(2,1)] gLLAQcdcdfefpcsoonf SFS[D(2,1)(2,1)] gLLAQccddefftnrnvnr SFS[D(2,1)(2,1)] gLLAQcdcdeffacccogj reducible gLLAQcdcdeffacvvogj SFS[D(2,1)(2,1)] gLLAQccddeffaobvwjo T2xI gLLAQccddeffaobvvnr T2xI gLALQccbdfffaxfkixd toroidal gLALQccbdfffalkfmlm SFS[D(3,1)(2,1)] gLALQccbdfffalrfldd SFS[D(3,1)(2,1)] gLALQccbdfffdecjpdh toroidal gLALQccbdfffalkfxpl SFS[A(3,1)] gLALQccbdfffalrfxpl SFS[A(3,1)] gLALQccbdfffimfkheu toroidal gLALQccbdfffalkfhdp SFS[D(3,1)(2,1)] gLALQccbdfffalrfmex SFS[D(3,1)(2,1)] gLALQccbdfffaifrlat toroidal gLALQccbdfffaifrllt SFS[D(3,1)(3,1)] gLALQccbdfffaifrltt SFS[D(3,1)(3,1)] gLALQccbdfffaicwima reducible gLALQccbdfffaicwimi reducible gLALQccbdfffaicwimm reducible gLALQccbdfffaicjima reducible gLALQccbdfffaicjimm reducible gLALQccbdfffaicjimi reducible gLALQccbdfffamfrlat toroidal gLALQccbdfffalkfill SFS[D(3,1)(3,2)] gLALQccbdfffalrflql SFS[D(3,1)(3,2)] gLALQccbdfffalfkuul reducible gLALQccbdfffalfkxpl SFS[A(3,1)] gLALQccbdfffalfkpqm SFS[D(3,1)(2,1)] gLALQccbdfffalfkixd SFS[D(3,1)(2,1)] gLALQccbdfffalfkiql reducible gLALQccbdfffalfkhql SFS[D(3,1)(3,1)] gLALQccbdfffalfklql SFS[D(3,1)(3,2)] gLALQccbdfffalfkill SFS[D(3,1)(3,1)] gLALQccbdfffairfllt SFS[D(3,1)(3,2)] gLALQccbdfffalfkiel SFS[D(3,1)(3,2)] gLALQccbdfffalfkhel toroidal gLALQccbdfffaikfltt SFS[D(3,1)(3,1)] gLALQccbdfffalfkmex reducible gLALQccbdfffalfkmlm SFS[D(3,1)(2,1)] gLALQccbdfffaiwcimi reducible gLALQccbdfffalfkhdp reducible gLALQccbdfffalfkldd SFS[D(3,1)(2,1)] gLALQccbdfffaijcimm reducible gLALQccbdfffalfruul reducible gLALQccbdfffalfrxpl SFS[A(3,1)] gLALQccbdfffalfrixd SFS[D(3,1)(2,1)] gLALQccbdfffalfrpqm SFS[D(3,1)(2,1)] gLALQccbdfffalfriql reducible gLALQccbdfffalfriel SFS[D(3,1)(3,1)] gLALQccbdfffalfrill SFS[D(3,1)(3,2)] gLALQccbdfffalfrlql SFS[D(3,1)(3,1)] gLALQccbdfffairfltt SFS[D(3,1)(3,2)] gLALQccbdfffalfrhql SFS[D(3,1)(3,2)] gLALQccbdfffalfrhel toroidal gLALQccbdfffaikfllt SFS[D(3,1)(3,1)] gLALQccbdfffalfrhdp reducible gLALQccbdfffalfrldd SFS[D(3,1)(2,1)] gLALQccbdfffaiwcimm reducible gLALQccbdfffalfrmex reducible gLALQccbdfffalfrmlm SFS[D(3,1)(2,1)] gLALQccbdfffaijcimi reducible gLALQccbdfffaxjcxut reducible gLALQccbdfffdejcpdh reducible gLALQccbdfffimcjuxt reducible gLALQccbdfffimcjlqe reducible gLALQccbdfffdpjcuxt reducible gLALQccbdfffhpwcuxt reducible gLALQccbdfffamkflat reducible gLALQccbdfffamrflat reducible gLALQccbdfffairflat reducible gLALQccbdfffhpjcuxt reducible gLALQccbdfffimcjhdi reducible gLALQccbdfffaikflat reducible gLALQccbdfffalwchdp reducible gLALQccbdfffapkfixd reducible gLALQccbdfffimcjtdq reducible gLALQccbdfffaxkfixd reducible gLALQccbdfffalkfixd reducible gLALQccbdfffalkfpqm reducible gLALQccbdfffaiwcima reducible gLALQccbdfffdlkfqpm reducible gLALQccbdfffaljchdp reducible gLALQccbdfffimcjheu reducible gLALQccbdfffaprfixd reducible gLALQccbdfffalrfpqm reducible gLALQccbdfffalrfixd reducible gLALQccbdfffaxrfixd reducible gLALQccbdfffaijcima reducible gLALQccbdfffdlrfqpm reducible gLALQccbdfffaxfrixd toroidal gLALQccbdfffalkfldd SFS[D(3,1)(2,1)] gLALQccbdfffalrfmlm SFS[D(3,1)(2,1)] gLALQccbdfffapfrixd SFS[D(3,1)(2,1)] gLALQccbdfffdlfkqpm SFS[D(3,1)(2,1)] gLALQccbdfffdlfrqpm SFS[D(3,1)(2,1)] gLALQccbdfffimjchdi reducible gLALQccbdfffalkfhel reducible gLALQccbdfffalrfhel reducible gLALQccbdfffaifklat toroidal gLALQccbdfffaifkltt SFS[D(3,1)(3,2)] gLALQccbdfffaifkllt SFS[D(3,1)(3,2)] gLALQccbdfffhpcjuxt toroidal gLALQccbdfffalkfiel SFS[D(3,1)(3,1)] gLALQccbdfffalrfhql SFS[D(3,1)(3,1)] gLALQccbdfffapfkixd SFS[D(3,1)(2,1)] gLALQccbdfffimfrheu toroidal gLALQccbdfffalkfmex SFS[D(3,1)(2,1)] gLALQccbdfffalrfhdp SFS[D(3,1)(2,1)] gLALQccbdfffalcwhdp SFS[D(3,1)(2,1)] gLALQccbdfffalcjhdp SFS[D(3,1)(2,1)] gLALQccbdfffaxcjxut reducible gLALQccbdfffalkfuul reducible gLALQccbdfffalrfuul reducible gLALQccbdfffhpcwuxt toroidal gLALQccbdfffalkfhql SFS[D(3,1)(3,2)] gLALQccbdfffalrfiel SFS[D(3,1)(3,2)] gLALQccbdfffamfklat toroidal gLALQccbdfffalkflql SFS[D(3,1)(3,1)] gLALQccbdfffalrfill SFS[D(3,1)(3,1)] gLALQccbdfffdpcjuxt toroidal gLALQccbdfffalkfiql toroidal gLALQccbdfffalrfiql toroidal gLAzQccbdfffaxfvtdq SFS[A(2,1)] gLAzQccbdfffaxfvmmd SFS[D(2,1)(2,1)] gLAzQccbdfffaxfveql SFS[D(2,1)(2,1)] gLAzQccbdfffdecgmpq PxS^1 gLAzQccbdfffdecgemx SFS[A(2,1)] gLAzQccbdfffimfvaim SFS[D(2,1)(2,1)] gLAzQccbdfffaifgutx SFS[A(3,1)] gLAzQccbdfffaifghtt SFS[D(3,1)(3,2)] gLAzQccbdfffaifgmtt SFS[D(3,1)(3,1)] gLAzQccbdfffaifgiit SFS[D(3,1)(2,1)] gLAzQccbdfffaicgtmm reducible gLAzQccbdfffaifgmxe SFS[D(3,1)(2,1)] gLAzQccbdfffaicoiui reducible gLAzQccbdfffaicgpqm reducible gLAzQccbdfffaicglml reducible gLAzQccbdfffaicgtdq reducible gLAzQccbdfffaicohli reducible gLAzQccbdfffaicoipp reducible gLAzQccbdfffaicoeuh reducible gLAzQccbdfffamfgutx SFS[A(3,1)] gLAzQccbdfffamfghtt SFS[D(3,1)(3,1)] gLAzQccbdfffamfgiit SFS[D(3,1)(2,1)] gLAzQccbdfffaicghmm reducible gLAzQccbdfffamfgmxe SFS[D(3,1)(2,1)] gLAzQccbdfffaicoiqi reducible gLAzQccbdfffalfvaet SFS[D(3,1)(2,1)] gLAzQccbdfffalfvdet SFS[D(3,1)(2,1)] gLAzQccbdfffalfveqt SFS[D(3,1)(2,1)] gLAzQccbdfffalfvaqt SFS[D(3,1)(2,1)] gLAzQccbdfffalfvqtd T2xI gLAzQccbdfffalfvtdq T2xI gLAzQccbdfffalfvelt SFS[D(3,1)(2,1)] gLAzQccbdfffalfvdlt SFS[D(3,1)(2,1)] gLAzQccbdfffalfvqli SFS[D(2,1)(2,1)] gLAzQccbdfffalfvadp SFS[D(2,1)(2,1)] gLAzQccbdfffalfvplq SFS[D(2,1)(2,1)] gLAzQccbdfffalfveip SFS[D(2,1)(2,1)] gLAzQccbdfffalfvaid SFS[D(2,1)(2,1)] gLAzQccbdfffalfghta SFS[D(3,1)(2,1)] gLAzQccbdfffalfghma SFS[D(3,1)(2,1)] gLAzQccbdfffalfgiha SFS[D(3,1)(2,1)] gLAzQccbdfffalfgita SFS[D(3,1)(2,1)] gLAzQccbdfffalfgaim T2xI gLAzQccbdfffalfgmai T2xI gLAzQccbdfffalfglha SFS[D(3,1)(2,1)] gLAzQccbdfffalfglma SFS[D(3,1)(2,1)] gLAzQccbdfffalfgliq SFS[D(2,1)(2,1)] gLAzQccbdfffalfgmtx SFS[D(2,1)(2,1)] gLAzQccbdfffalfglxi SFS[D(2,1)(2,1)] gLAzQccbdfffalfgqhx SFS[D(2,1)(2,1)] gLAzQccbdfffalfgqtm SFS[D(2,1)(2,1)] gLAzQccbdfffaxcgleq reducible gLAzQccbdfffaxcgdph reducible gLAzQccbdfffimcghma reducible gLAzQccbdfffdufveuh reducible gLAzQccbdfffdufgheu reducible gLAzQccbdfffdhfgheu reducible gLAzQccbdfffdecgqel reducible gLAzQccbdfffdecgaim reducible gLAzQccbdfffimcgiha reducible gLAzQccbdfffdhfveuh reducible gLAzQccbdfffdpcgima reducible gLAzQccbdfffdpcgelq reducible gLAzQccbdfffhpcgima reducible gLAzQccbdfffhpcgelq reducible gLAzQccbdfffamfvidx reducible gLAzQccbdfffamfveuh reducible gLAzQccbdfffamfgheu reducible gLAzQccbdfffamfgxid reducible gLAzQccbdfffaifgheu reducible gLAzQccbdfffaifgxid reducible gLAzQccbdfffalcgleq reducible gLAzQccbdfffalcgutx reducible gLAzQccbdfffapfvqmp reducible gLAzQccbdfffapfvalt reducible gLAzQccbdfffimcgaed reducible gLAzQccbdfffimcghtm reducible gLAzQccbdfffhufgheu reducible gLAzQccbdfffaxfvqmp reducible gLAzQccbdfffaxfvalt reducible gLAzQccbdfffdhcghpd reducible gLAzQccbdfffimcgihm reducible gLAzQccbdfffhucodhp reducible gLAzQccbdfffdlcgtux reducible gLAzQccbdfffdxfvmqp reducible gLAzQccbdfffimcgiql reducible gLAzQccbdfffimcgumt reducible gLAzQccbdfffdpfvmqp reducible gLAzQccbdfffaicghpd reducible gLAzQccbdfffaicgqel reducible gLAzQccbdfffalcoeql reducible gLAzQccbdfffalcotxu reducible gLAzQccbdfffimcghmi reducible gLAzQccbdfffhufveuh reducible gLAzQccbdfffimcguap reducible gLAzQccbdfffimcglhi reducible gLAzQccbdfffhucghpd reducible gLAzQccbdfffdhcodhp reducible gLAzQccbdfffapfgmpq reducible gLAzQccbdfffapfglta reducible gLAzQccbdfffaxfgmpq reducible gLAzQccbdfffaxfglta reducible gLAzQccbdfffdlcoxtu reducible gLAzQccbdfffhxcgelq reducible gLAzQccbdfffimcgiel reducible gLAzQccbdfffimcgxmt reducible gLAzQccbdfffhpfvmqp reducible gLAzQccbdfffaicolqe reducible gLAzQccbdfffaicodhp reducible gLAzQccbdfffaxcgllu reducible gLAzQccbdfffaxfgaim SFS[A(2,1)] gLAzQccbdfffaxfgliq toroidal gLAzQccbdfffaxfgliu SFS[D(3,1)(2,1)] gLAzQccbdfffamfvddl SFS[D(3,1)(2,1)] gLAzQccbdfffamfgtee SFS[D(3,1)(2,1)] gLAzQccbdfffaifgtee SFS[D(3,1)(2,1)] gLAzQccbdfffaxfghmt SFS[D(2,1)(2,1)] gLAzQccbdfffaxfgitt SFS[D(2,1)(2,1)] gLAzQccbdfffaicgmdd reducible gLAzQccbdfffaxfgpau SFS[D(2,1)(2,1)] gLAzQccbdfffaxfgppi SFS[D(2,1)(2,1)] gLAzQccbdfffaicoeie reducible gLAzQccbdfffapfgaim T2xI gLAzQccbdfffapfgliq SFS[D(2,1)(2,1)] gLAzQccbdfffdecgtxa T2xI gLAzQccbdfffdlfvuhe reducible gLAzQccbdfffdlfvdxi reducible gLAzQccbdfffdlfvmhi SFS[D(2,1)(2,1)] gLAzQccbdfffdecglut T2xI gLAzQccbdfffdlfgidx reducible gLAzQccbdfffdlfgeuh reducible gLAzQccbdfffdlfgpux SFS[D(2,1)(2,1)] gLAzQccbdfffaxcguai reducible gLAzQccbdfffdecgupx reducible gLAzQccbdfffimcgthd reducible gLAzQccbdfffimcghlp reducible gLAzQccbdfffdpcgthd reducible gLAzQccbdfffhpcgthd reducible gLAzQccbdfffamfvqlp reducible gLAzQccbdfffamfgmtq reducible gLAzQccbdfffaifgmtq reducible gLAzQccbdfffhpcoxdp reducible gLAzQccbdfffiucgimh reducible gLAzQccbdfffaifvqlp reducible gLAzQccbdfffimfglth reducible gLAzQccbdfffaxfvedh reducible gLAzQccbdfffaicgtxm reducible gLAzQccbdfffimfvale reducible gLAzQccbdfffaxfghiu reducible gLAzQccbdfffaicoxui reducible gLAzQccbdfffhpfgpmq reducible gLAzQccbdfffdpfgpmq reducible gLAzQccbdfffaifvmlm reducible gLAzQccbdfffaifvhli SFS[A(3,1)] gLAzQccbdfffaifveuh reducible gLAzQccbdfffaifvidx reducible gLAzQccbdfffaifvelx toroidal gLAzQccbdfffaifvelp SFS[D(3,1)(3,1)] gLAzQccbdfffaifvell SFS[D(3,1)(3,2)] gLAzQccbdfffaifvllx SFS[D(3,1)(3,1)] gLAzQccbdfffaifgttq SFS[D(3,1)(3,2)] gLAzQccbdfffaifvqll SFS[D(3,1)(3,1)] gLAzQccbdfffaifvqiu SFS[D(3,1)(2,1)] gLAzQccbdfffaifvluu SFS[D(3,1)(2,1)] gLAzQccbdfffaicgmxm reducible gLAzQccbdfffaifvdhp SFS[D(3,1)(2,1)] gLAzQccbdfffaifvddl SFS[D(3,1)(2,1)] gLAzQccbdfffaicoxii reducible gLAzQccbdfffhxcoqel reducible gLAzQccbdfffalfvpei SFS[D(2,1)(2,1)] gLAzQccbdfffalfghxq SFS[D(2,1)(2,1)] gLAzQccbdfffdxfgpmq reducible gLAzQccbdfffaxcguaq reducible gLAzQccbdfffdecgupl SFS[A(3,1)] gLAzQccbdfffhpcoaim reducible gLAzQccbdfffhpcoqel reducible gLAzQccbdfffdpcgtmd toroidal gLAzQccbdfffhpcgtmd SFS[D(3,1)(3,2)] gLAzQccbdfffamfvqlx SFS[D(3,1)(3,1)] gLAzQccbdfffamfghtq SFS[D(3,1)(3,2)] gLAzQccbdfffaifghtq SFS[D(3,1)(3,1)] gLAzQccbdfffhpcoxdl SFS[D(3,1)(3,1)] gLAzQccbdfffaifvqlx SFS[D(3,1)(3,2)] gLAzQccbdfffhpcoeda SFS[D(3,1)(2,1)] gLAzQccbdfffaxfvadh SFS[D(3,1)(2,1)] gLAzQccbdfffaicghxm reducible gLAzQccbdfffhpcomqp SFS[D(3,1)(2,1)] gLAzQccbdfffaxfghiq SFS[D(3,1)(2,1)] gLAzQccbdfffaicoxqi reducible gLAzQccbdfffapfvtdq T2xI gLAzQccbdfffapfvadp SFS[D(2,1)(2,1)] gLAzQccbdfffdecguqi SFS[A(2,1)] gLAzQccbdfffdpcgaed toroidal gLAzQccbdfffhpcgaed SFS[D(3,1)(2,1)] gLAzQccbdfffamfvqiu SFS[D(3,1)(2,1)] gLAzQccbdfffamfgiuq SFS[D(3,1)(2,1)] gLAzQccbdfffaifgiuq SFS[D(3,1)(2,1)] gLAzQccbdfffimfglxp SFS[D(2,1)(2,1)] gLAzQccbdfffaxfvmth SFS[D(2,1)(2,1)] gLAzQccbdfffaicglxp reducible gLAzQccbdfffimfgqtd SFS[D(2,1)(2,1)] gLAzQccbdfffaicoxpl reducible gLAzQccbdfffalcgeuh T2xI gLAzQccbdfffalcglth SFS[D(2,1)(2,1)] gLAzQccbdfffalcoqtd T2xI gLAzQccbdfffalcoexd SFS[D(2,1)(2,1)] gLAzQccbdfffaxcguhe reducible gLAzQccbdfffaxcgupq reducible gLAzQccbdfffaxcgupi reducible gLAzQccbdfffamfvmlm reducible gLAzQccbdfffamfgptp reducible gLAzQccbdfffaifgptp reducible gLAzQccbdfffaxcgead reducible gLAzQccbdfffaxcgdud reducible gLAzQccbdfffaxcghli reducible gLAzQccbdfffdecgapx SFS[A(3,1)] gLAzQccbdfffdpcgthq toroidal gLAzQccbdfffhpcgthq SFS[D(3,1)(3,1)] gLAzQccbdfffamfvelp SFS[D(3,1)(3,2)] gLAzQccbdfffamfgmtd SFS[D(3,1)(3,1)] gLAzQccbdfffaifgmtd SFS[D(3,1)(3,2)] gLAzQccbdfffaxfvedp SFS[D(3,1)(2,1)] gLAzQccbdfffaicgtem reducible gLAzQccbdfffhpcglhi SFS[D(3,1)(2,1)] gLAzQccbdfffaicodui reducible gLAzQccbdfffamfvhli SFS[A(3,1)] gLAzQccbdfffamfvell SFS[D(3,1)(3,1)] gLAzQccbdfffamfgttd SFS[D(3,1)(3,2)] gLAzQccbdfffaifgttd SFS[D(3,1)(3,1)] gLAzQccbdfffamfvluu SFS[D(3,1)(2,1)] gLAzQccbdfffaicgmem reducible gLAzQccbdfffamfvdhp SFS[D(3,1)(2,1)] gLAzQccbdfffaicodii reducible gLAzQccbdfffdecgapl toroidal gLAzQccbdfffdpcgtmq toroidal gLAzQccbdfffamfvelx toroidal gLAzQccbdfffamfghtd toroidal gLAzQccbdfffaifghtd toroidal gLAzQccbdfffaxfvadp toroidal gLAzQccbdfffaicghem reducible gLAzQccbdfffdpcglhi toroidal gLAzQccbdfffaicodqi reducible gLAzQccbdfffaljoudu SFS[D(2,1)(2,1)] gLAzQccbdfffaxfseql toroidal gLAzQccbdfffaprgitt SFS[D(2,1)(2,1)] gLAzQccbdfffaljoqtd SFS[A(2,1)] gLAzQccbdfffdeckemx toroidal gLAzQccbdfffaprgaim SFS[A(2,1)] gLAzQccbdfffaljoalt SFS[D(2,1)(2,1)] gLAzQccbdfffimfsaim toroidal gLAzQccbdfffaprgpau SFS[D(2,1)(2,1)] gLAzQccbdfffaifjmme SFS[D(3,1)(2,1)] gLAzQccbdfffaifjmxe toroidal gLAzQccbdfffaifjmee SFS[D(3,1)(2,1)] gLAzQccbdfffaicktdt reducible gLAzQccbdfffaicktdq reducible gLAzQccbdfffaicktdd reducible gLAzQccbdfffaicneuu reducible gLAzQccbdfffaicneuh reducible gLAzQccbdfffaicneue reducible gLAzQccbdfffaljoedd SFS[D(3,1)(2,1)] gLAzQccbdfffamfjmxe toroidal gLAzQccbdfffamfjmee SFS[D(3,1)(2,1)] gLAzQccbdfffalfsudu SFS[D(2,1)(2,1)] gLAzQccbdfffalfsqtd SFS[A(2,1)] gLAzQccbdfffalfsalt reducible gLAzQccbdfffalfsddp reducible gLAzQccbdfffalfsadd SFS[D(3,1)(2,1)] gLAzQccbdfffairgiid SFS[D(3,1)(2,1)] gLAzQccbdfffaikveuu reducible gLAzQccbdfffalfsuiq reducible gLAzQccbdfffalfsmmd reducible gLAzQccbdfffalfsaxd SFS[D(3,1)(2,1)] gLAzQccbdfffalfsexd reducible gLAzQccbdfffaiwglel SFS[D(3,1)(2,1)] gLAzQccbdfffalfstxu SFS[D(2,1)(2,1)] gLAzQccbdfffalfseql SFS[D(2,1)(2,1)] gLAzQccbdfffalfsdll SFS[D(2,1)(2,1)] gLAzQccbdfffalfsaid toroidal gLAzQccbdfffalfseid SFS[D(3,1)(2,1)] gLAzQccbdfffaijodpp SFS[D(3,1)(2,1)] gLAzQccbdfffalfjmuu SFS[D(2,1)(2,1)] gLAzQccbdfffalfjaim SFS[A(2,1)] gLAzQccbdfffalfjlta reducible gLAzQccbdfffalfjmmx reducible gLAzQccbdfffalfjmtm SFS[D(3,1)(2,1)] gLAzQccbdfffairgdid SFS[D(3,1)(2,1)] gLAzQccbdfffaikveue reducible gLAzQccbdfffalfjqui reducible gLAzQccbdfffalfjddm reducible gLAzQccbdfffalfjptm SFS[D(3,1)(2,1)] gLAzQccbdfffalfjphm reducible gLAzQccbdfffaiwgeel SFS[D(3,1)(2,1)] gLAzQccbdfffalfjpau SFS[D(2,1)(2,1)] gLAzQccbdfffalfjihl SFS[D(2,1)(2,1)] gLAzQccbdfffalfjlml SFS[D(2,1)(2,1)] gLAzQccbdfffalfjqtm toroidal gLAzQccbdfffalfjqhm SFS[D(3,1)(2,1)] gLAzQccbdfffaijoddp SFS[D(3,1)(2,1)] gLAzQccbdfffaxjoeql reducible gLAzQccbdfffdejomai reducible gLAzQccbdfffimckima reducible gLAzQccbdfffamkveuh reducible gLAzQccbdfffamrgxid reducible gLAzQccbdfffairgxid reducible gLAzQccbdfffaikveuh reducible gLAzQccbdfffalwgdph reducible gLAzQccbdfffapkvxdi reducible gLAzQccbdfffimckxpl reducible gLAzQccbdfffaxkvqmp reducible gLAzQccbdfffalkvalt reducible gLAzQccbdfffimckumt reducible gLAzQccbdfffdpkvmqp reducible gLAzQccbdfffaiwgqel reducible gLAzQccbdfffaljoeql reducible gLAzQccbdfffaljotxu reducible gLAzQccbdfffimckuap reducible gLAzQccbdfffimcklhi reducible gLAzQccbdfffaprgmpq reducible gLAzQccbdfffaprglta reducible gLAzQccbdfffalrglta reducible gLAzQccbdfffaxrglta reducible gLAzQccbdfffdljoxtu reducible gLAzQccbdfffimckxmt reducible gLAzQccbdfffhpkvmqp reducible gLAzQccbdfffaijodhp reducible gLAzQccbdfffdxrgpmq reducible gLAzQccbdfffaljodll SFS[D(2,1)(2,1)] gLAzQccbdfffaxfjpau toroidal gLAzQccbdfffaprgppi SFS[D(2,1)(2,1)] gLAzQccbdfffapfjpau SFS[D(2,1)(2,1)] gLAzQccbdfffdlfsxtu SFS[D(2,1)(2,1)] gLAzQccbdfffdlfjhil SFS[D(2,1)(2,1)] gLAzQccbdfffaljoaid reducible gLAzQccbdfffimkvale reducible gLAzQccbdfffaprghiu reducible gLAzQccbdfffaifsdpp SFS[D(3,1)(2,1)] gLAzQccbdfffaifsdhp toroidal gLAzQccbdfffaifsddp SFS[D(3,1)(2,1)] gLAzQccbdfffaljoeid SFS[D(3,1)(2,1)] gLAzQccbdfffhpcnmqp toroidal gLAzQccbdfffaprghiq SFS[D(3,1)(2,1)] gLAzQccbdfffapfseql SFS[D(2,1)(2,1)] gLAzQccbdfffaljouiq SFS[D(2,1)(2,1)] gLAzQccbdfffimfjqtd toroidal gLAzQccbdfffaprghmt SFS[D(2,1)(2,1)] gLAzQccbdfffalckxme SFS[D(2,1)(2,1)] gLAzQccbdfffalcnalt SFS[D(2,1)(2,1)] gLAzQccbdfffaljommd reducible gLAzQccbdfffaxckhli reducible gLAzQccbdfffaprgeie reducible gLAzQccbdfffaljoaxd SFS[D(3,1)(2,1)] gLAzQccbdfffhpcklhi toroidal gLAzQccbdfffaprgliu SFS[D(3,1)(2,1)] gLAzQccbdfffaljodxd SFS[D(3,1)(2,1)] gLAzQccbdfffamfsdhp toroidal gLAzQccbdfffamfsddp SFS[D(3,1)(2,1)] gLAzQccbdfffaljoexd toroidal gLAzQccbdfffdpcklhi toroidal gLAzQccbdfffaprgliq toroidal gLAzQccbdfffaxfweql SFS[D(2,1)(2,1)] gLAzQccbdfffalwoqtd T2xI gLAzQccbdfffdecjemx SFS[A(2,1)] gLAzQccbdfffapkgaim T2xI gLAzQccbdfffimfwaim SFS[D(2,1)(2,1)] gLAzQccbdfffaifkmxe SFS[D(3,1)(2,1)] gLAzQccbdfffaicjtdq reducible gLAzQccbdfffaicreuh reducible gLAzQccbdfffamfkmxe SFS[D(3,1)(2,1)] gLAzQccbdfffalfwqtd T2xI gLAzQccbdfffalfwalt reducible gLAzQccbdfffalfwuiq reducible gLAzQccbdfffalfwaid SFS[D(2,1)(2,1)] gLAzQccbdfffalfkaim T2xI gLAzQccbdfffalfklta reducible gLAzQccbdfffalfkqui reducible gLAzQccbdfffalfkqtm SFS[D(2,1)(2,1)] gLAzQccbdfffaxjgdph reducible gLAzQccbdfffdejgqel reducible gLAzQccbdfffimcjima reducible gLAzQccbdfffamrveuh reducible gLAzQccbdfffamkgxid reducible gLAzQccbdfffaikgxid reducible gLAzQccbdfffairveuh reducible gLAzQccbdfffaljgdph reducible gLAzQccbdfffaprvxdi reducible gLAzQccbdfffimcjxpl reducible gLAzQccbdfffaxrvqmp reducible gLAzQccbdfffalrvalt reducible gLAzQccbdfffimcjumt reducible gLAzQccbdfffdprvmqp reducible gLAzQccbdfffaijgqel reducible gLAzQccbdfffalwoeql reducible gLAzQccbdfffalwotxu reducible gLAzQccbdfffimcjuap reducible gLAzQccbdfffimcjlhi reducible gLAzQccbdfffapkgmpq reducible gLAzQccbdfffapkglta reducible gLAzQccbdfffalkglta reducible gLAzQccbdfffaxkglta reducible gLAzQccbdfffdlwoxtu reducible gLAzQccbdfffimcjxmt reducible gLAzQccbdfffhprvmqp reducible gLAzQccbdfffaiwodhp reducible gLAzQccbdfffdxkgpmq reducible gLAzQccbdfffaxfkpau SFS[D(2,1)(2,1)] gLAzQccbdfffimrvale reducible gLAzQccbdfffaifwdhp SFS[D(3,1)(2,1)] gLAzQccbdfffhpcrmqp SFS[D(3,1)(2,1)] gLAzQccbdfffimfkqtd SFS[D(2,1)(2,1)] gLAzQccbdfffaxcjhli reducible gLAzQccbdfffhpcjlhi SFS[D(3,1)(2,1)] gLAzQccbdfffamfwdhp SFS[D(3,1)(2,1)] gLAzQccbdfffalwoexd SFS[D(2,1)(2,1)] gLAzQccbdfffdpcjlhi toroidal gLAzQccbdfffapkgliq SFS[D(2,1)(2,1)] gLLAQcbeedffabaewnn toroidal gLLAQaeeefdfbaeejjn SFS[D(3,1)(2,1)] gLLAQcbeedffabeewnn SFS[D(3,1)(2,1)] gLLAQcbeedffabdewnn SFS[D(3,1)(2,1)] gLLAQbeecdffauabwfn SFS[D(5,1)(2,1)] gLLAQaeeefdfbaeeonk SFS[D(3,1)(2,1)] gLLAQbecedfftavlwkn SFS[D(3,1)(2,1)] gLLAQbecedffaavlwkn SFS[D(3,1)(2,1)] gLLAQbecedfflavlwkn toroidal gLLAQbecedffaloijvk SFS[D(3,1)(2,1)] gLLAQbecedffmaopjck SFS[D(3,1)(2,1)] gLLAQbecedffmaotjnk SFS[D(3,1)(2,1)] gLLAQbecedffaeomjrk SFS[D(3,1)(2,1)] gLLAQaeeedffbaeewow SFS[D(3,1)(2,1)] gLLAQbeecdffapubjgk SFS[D(3,1)(2,1)] gLLAQbeecdffaaebwrn SFS[D(3,1)(2,1)] gLLAQbeecdffauabjsk toroidal gLLAQbecedffapvawfn SFS[D(5,1)(2,1)] gLLAQbecedffapvajsk toroidal gLLAQaeeedffbaeerjj SFS[D(3,1)(2,1)] gLLAQbecedffaavujgk SFS[D(3,1)(2,1)] gLLAQbecedffauvpjnk SFS[D(3,1)(2,1)] gLLAQbecedfflavlwvj SFS[D(3,1)(2,1)] gLLMQbecdeffaenolgr SFS[D(3,1)(3,1)] gLLMQbecdeffaerolgn SFS[D(3,1)(3,1)] gLLAQbecedffapvawoj SFS[D(3,1)(2,1)] gLLAQaeeefdfbaeefjw SFS[D(3,1)(3,1)] gLLAQbeecdffaaebwbj SFS[D(3,1)(3,1)] gLLAQbeecdffeadbwfj SFS[D(3,1)(3,1)] gLLAQbeecdffdaabwcj toroidal gLLAQaeeefdfbaeefnj SFS[D(3,1)(3,1)] gLLAQbeecdffeadbjfw SFS[D(3,1)(3,1)] gLLAQbeecdffaaebjbw SFS[D(3,1)(3,1)] gLLAQbeecdffdaabjcw toroidal gLLAQbecedffapvajow SFS[D(3,1)(2,1)] gLLMQbecdeffaerolgr SFS[D(3,1)(3,2)] gLLMQbecdeffaenolgn SFS[D(3,1)(3,2)] gLLAQbecedffapvajoj toroidal gLLAQaeeefdfbaeefjj SFS[D(3,1)(3,2)] gLLAQaeeedffbaeerfn SFS[D(2,1)(2,1)] gLLAQbecedffaavujbj SFS[D(2,1)(2,1)] gLLAQbeecdffaaebjbj SFS[D(3,1)(3,2)] gLLAQbeecdffeadbjfj SFS[D(3,1)(3,2)] gLLAQbeecdffdaabjcj toroidal gLLAQbecedffauvpjvj SFS[D(2,1)(2,1)] gLLAQaeeefdfbaeefnw SFS[D(3,1)(3,2)] gLLAQbeecdffeadbwfw SFS[D(3,1)(3,2)] gLLAQbeecdffaaebwbw SFS[D(3,1)(3,2)] gLLAQbeecdffdaabwcw toroidal gLLAQbecedffapvawow reducible gLLAQbecedfflavljvw SFS[D(3,1)(2,1)] gLLAQbecedffaloijnj SFS[D(2,1)(2,1)] gLLAQbecedffaeomjwj SFS[D(2,1)(2,1)] gLLAQbecedfflavljvj reducible gLLAQaeeedffbaeewfk SFS[D(2,1)(2,1)] gLLAQbecedfftavlwvw SFS[D(2,1)(2,1)] gLLAQbecedffaavlwvw SFS[D(2,1)(2,1)] gLLAQbecedfflavlwvw toroidal gLLAQbeecdffauabwsk SFS[D(7,3)(2,1)] gLLAQbecedffapvawfj SFS[D(7,2)(2,1)] gLLAQbecedffapvajsr toroidal gLLAQaeeedffbaeerjw SFS[D(3,1)(2,1)] gLLAQbecedffaavujgr SFS[D(3,1)(2,1)] gLLAQbecedffapvawsk SFS[D(7,3)(2,1)] gLLAQbecedffauvpjnr SFS[D(3,1)(2,1)] gLLAQbecedffapvawsr SFS[D(8,3)(2,1)] gLLAQaeeefdfbaeejnn SFS[D(3,1)(2,1)] gLLAQcbeedffabdejnn SFS[D(3,1)(2,1)] gLLAQcbeedffabeejnn SFS[D(3,1)(2,1)] gLLAQcbeedffabaejnn toroidal gLLAQcbeedffabaewnj SFS[D(7,3)(2,1)] gLLAQbeecdffauabwfj SFS[D(7,2)(2,1)] gLLAQaeeefdfbaeeojk SFS[D(3,1)(2,1)] gLLAQbecedffaavlwkj SFS[D(3,1)(2,1)] gLLAQbecedfftavlwkj SFS[D(3,1)(2,1)] gLLAQbecedfflavlwkj toroidal gLLAQbecedffaloijvr SFS[D(3,1)(2,1)] gLLAQbecedffmaopjcr SFS[D(3,1)(2,1)] gLLAQbecedffmaotjnr SFS[D(3,1)(2,1)] gLLAQbecedffaeomjrr SFS[D(3,1)(2,1)] gLLAQcbeedffabaejnj SFS[D(8,3)(2,1)] gLLAQbeecdffauabjfj toroidal gLLAQbeecdffapubjrj SFS[D(2,1)(2,1)] gLLAQaeeedffbaeewsn SFS[D(2,1)(2,1)] gLLAQbeecdffaapbjkj SFS[D(2,1)(2,1)] gLLAQbecedfflavljkj SFS[D(8,3)(2,1)] gLLAQbecedfflavljkn SFS[D(7,3)(2,1)] gLLAQbeecdffauabjfn SFS[D(7,2)(2,1)] gLLAQbeecdffauabjsr toroidal gLLAQbeecdffapubjgr SFS[D(3,1)(2,1)] gLLAQaeeedffbaeewoj SFS[D(3,1)(2,1)] gLLAQbeecdffaaebjrn SFS[D(3,1)(2,1)] gLLAQbecedffapvajfn SFS[D(7,2)(2,1)] gLLAQbecedffaloijcj SFS[D(2,1)(2,1)] gLLAQbecedffaeomjgj SFS[D(2,1)(2,1)] gLLAQbeecdffauabwsr SFS[D(8,3)(2,1)] gLLAQaeeedffbaeersk SFS[D(2,1)(2,1)] gLLAQbecedffaavlwnr SFS[D(2,1)(2,1)] gLLAQbecedffauvpjkj SFS[D(2,1)(2,1)] gLLAQbecedffapvajfj toroidal gLLMQbecdeffpdnoxjo reducible gLLMQbecdeffaenolgo reducible gLLMQbecdeffmdnolgo reducible gLLMQbecdeffaanoxjo reducible gLLMQbecdeffaannxjo SFS[D(3,1)(3,1)] gLLMQbecdeffaanrxjo SFS[D(3,1)(3,2)] gLLMQbecdeffaeoolgn reducible gLLAQadddfefjaaajfn SFS[D(3,1)(2,1)] gLLAQadddfefjaqqjfr SFS[D(3,1)(2,1)] gLLMQbecdeffmdoolgr reducible gLLMQbecdeffaeromwo reducible gLLMQbecdeffmdoomwn reducible gLLMQbecdeffmdormwn reducible gLLMQbecdeffmdonmwn reducible gLLAQadddfefjeapjfn reducible gLLAQadddfefjexijfr reducible gLLMQbecdeffaenomwo reducible gLLMQbecdeffmdoolgn reducible gLLMQbecdeffmdnomwo reducible gLLMQbecdeffmdnnmwo reducible gLLMQbecdeffmdnrmwo reducible gLLAQadddfefjexijfn reducible gLLAQadddfefjeapjfr reducible gLLMQbecdeffaeoolgr reducible gLLMQbecdeffaanohso reducible gLLMQbecdeffaannhso SFS[D(3,1)(3,1)] gLLMQbecdeffaanrhso SFS[D(3,1)(3,2)] gLLAQadddfefjaqqjfn SFS[D(3,1)(2,1)] gLLAQadddfefjaaajfr SFS[D(3,1)(2,1)] gLLMQbecdeffaerolgo reducible gLLMQbecdeffpdooxjn reducible gLLMQbecdeffmdrolgo reducible gLLAQaeeefdfbpxxfbw reducible gLLAQbecedffapvawoc SFS[D(3,1)(2,1)] gLLAQaeeefdfbaeefbw reducible gLLAQbeecdffaaebwbc reducible gLLAQbeecdffeadbwfc reducible gLLAQbeecdffdaabwcc reducible gLLAQaeeefdfbdddfbw reducible gLLAQadddeffbpuawbo reducible gLLAQadddeffbapuwbo reducible gLLAQadddeffbuapwbo reducible gLLAQbecedffxivxwsc SFS[D(3,1)(2,1)] gLLAQaeeefdfbduufbw reducible gLLAQaeeefdfjduufbw SFS[D(3,1)(3,1)] gLLAQaeeefdfnduufbw SFS[D(3,1)(3,2)] gLLAQbecedffalwawoc SFS[D(3,1)(2,1)] gLLAQaeeedffjalqsro SFS[D(3,1)(2,1)] gLLAQadddeffbhadkno SFS[D(3,1)(2,1)] gLLAQadddeffbaalkno SFS[D(3,1)(2,1)] gLLAQaeeefdfbaiifbw reducible gLLAQaeeefdfbphhfbw reducible gLLAQaeeefdfbpxxfbj reducible gLLAQadddeffbhadjno SFS[D(3,1)(2,1)] gLLAQaeeefdfbaeefbj reducible gLLAQbeecdffeadbjfc reducible gLLAQbeecdffaaebjbc reducible gLLAQbeecdffdaabjcc reducible gLLAQaeeefdfbdddfbj reducible gLLAQadddeffbapusbo reducible gLLAQadddeffbpuasbo reducible gLLAQadddeffbuapsbo reducible gLLAQadddeffbaaljno SFS[D(3,1)(2,1)] gLLAQaeeefdfbduufbj reducible gLLAQaeeefdfnduufbj SFS[D(3,1)(3,1)] gLLAQaeeefdfjduufbj SFS[D(3,1)(3,2)] gLLAQaeeedffjalqwro SFS[D(3,1)(2,1)] gLLAQbecedffalwajoc SFS[D(3,1)(2,1)] gLLAQbecedffapvajoc SFS[D(3,1)(2,1)] gLLAQbecedffxivxjsc SFS[D(3,1)(2,1)] gLLAQaeeefdfbaiifbj reducible gLLAQaeeefdfbphhfbj reducible gLLAQadddeffbuapvbr reducible gLLAQaeeefdfbpxxfnc reducible gLLAQaeeefdfbdddfnc reducible gLLAQadddeffbapuvbr reducible gLLAQadddeffbaalgnn SFS[D(3,1)(2,1)] gLLAQadddeffbpuavbr reducible gLLAQadddeffbhadgnn SFS[D(3,1)(2,1)] gLLAQbecedffxivxcsw SFS[D(3,1)(2,1)] gLLAQbeecdffdaabccw reducible gLLAQbeecdffeadbcfw reducible gLLAQaeeedffjalqvrn SFS[D(3,1)(2,1)] gLLAQaeeefdfbaeefnc reducible gLLAQbeecdffaaebcbw reducible gLLAQaeeefdfbduufnc reducible gLLAQaeeefdfjduufnc SFS[D(3,1)(3,2)] gLLAQaeeefdfnduufnc SFS[D(3,1)(3,1)] gLLAQbecedffapvacow SFS[D(3,1)(2,1)] gLLAQbecedffalwacow SFS[D(3,1)(2,1)] gLLAQaeeedffblipokk SFS[D(3,1)(2,1)] gLLAQbecedffaxvhcnw reducible gLLAQaeeedffbmiiokk SFS[D(3,1)(2,1)] gLLAQadddeffbaatwjg SFS[D(3,1)(2,1)] gLLAQbecedffaxvhwnc reducible gLLAQaeeedffblipnkg reducible gLLAQaeeedffbaiivkw reducible gLLAQaeeedffbahivkw reducible gLLAQaeeedffbalivkw reducible gLLAQadddeffbaatvjk SFS[D(3,1)(2,1)] gLLAQaeeedffbmiinkg reducible gLLAQaeeedffbmeevfj SFS[D(3,1)(2,1)] gLLAQaeeedffjaiurrc SFS[D(4,3)(3,1)] gLLAQaeeedffnaiurrc SFS[D(5,3)(3,1)] gLLAQbecedfftaslcvw SFS[D(4,1)(3,1)] gLLAQbecedfftawlcvw SFS[D(5,2)(3,1)] gLLAQbecedffaanxcnw SFS[D(3,1)(2,1)] gLLAQadddeffnaaasnc SFS[D(3,1)(2,1)] gLLAQadddeffbaqqgbj reducible gLLAQadddeffjaqqgbj SFS[D(3,1)(3,1)] gLLAQadddeffnaqqgbj SFS[D(3,1)(3,2)] gLLAQaeeedffbltevfj SFS[D(3,1)(2,1)] gLLAQadddeffbhxqgbj reducible gLLAQaeeedffnieevfj SFS[D(4,3)(3,1)] gLLAQaeeedffjieevfj SFS[D(5,3)(3,1)] gLLAQaeeedffjaiqrrc SFS[D(5,2)(3,1)] gLLAQaeeedffnaiqrrc SFS[D(4,1)(3,1)] gLLAQbecedfflavlcvw SFS[D(3,1)(2,1)] gLLAQaeeedffbltewfg reducible gLLAQaeeedffjaiuorj toroidal gLLAQaeeedffnaiuorj SFS[D(5,2)(3,1)] gLLAQbecedffaanhcvw SFS[D(4,3)(3,1)] gLLAQbecedffaarhcvw SFS[D(5,3)(3,1)] gLLAQaeeedffnaeevfj SFS[D(5,3)(3,1)] gLLAQaeeedffjaeevfj toroidal gLLAQaeeedffjaiqorj SFS[D(5,2)(3,1)] gLLAQaeeedffnaiqorj SFS[D(4,1)(3,1)] gLLAQbecedfftawljvc SFS[D(5,3)(3,1)] gLLAQbecedfftasljvc toroidal gLLAQaeeedffjaiirrc toroidal gLLAQaeeedffnaiirrc toroidal gLLAQadddeffjaqqsnc SFS[D(5,2)(3,1)] gLLAQadddeffnaqqsnc SFS[D(4,1)(3,1)] gLLAQbecedffaawljvc SFS[D(4,3)(3,1)] gLLAQbecedffaasljvc SFS[D(5,3)(3,1)] gLLAQbecedfflavljvc SFS[D(3,1)(2,1)] gLLAQaeeedffbmeewfg reducible gLLAQaeeedffjmeewfg toroidal gLLAQaeeedffnmeewfg toroidal gLLAQaeeedffjaeewfg SFS[D(4,1)(3,1)] gLLAQaeeedffnaeewfg SFS[D(5,2)(3,1)] gLLAQbecedffaaslcvw SFS[D(5,2)(3,1)] gLLAQbecedffaawlcvw toroidal gLLAQaeeedffjieewfg SFS[D(5,3)(3,1)] gLLAQaeeedffnieewfg SFS[D(4,3)(3,1)] gLLAQaeeedffbphhorj reducible gLLAQaeeedffbplhorj reducible gLLAQaeeedffbpihorj reducible gLLAQadddeffbuapvbn reducible gLLAQaeeefdfbpxxfjc reducible gLLAQaeeefdfbdddfjc reducible gLLAQadddeffbapuvbn reducible gLLAQadddeffbaalgnr SFS[D(3,1)(2,1)] gLLAQadddeffbpuavbn reducible gLLAQadddeffbhadgnr SFS[D(3,1)(2,1)] gLLAQbecedffxivxcsj SFS[D(3,1)(2,1)] gLLAQbeecdffdaabccj reducible gLLAQbeecdffeadbcfj reducible gLLAQaeeedffjalqvrr SFS[D(3,1)(2,1)] gLLAQaeeefdfbaeefjc reducible gLLAQbeecdffaaebcbj reducible gLLAQaeeefdfbduufjc reducible gLLAQaeeefdfjduufjc SFS[D(3,1)(3,1)] gLLAQaeeefdfnduufjc SFS[D(3,1)(3,2)] gLLAQbecedffapvacoj SFS[D(3,1)(2,1)] gLLAQbecedffalwacoj SFS[D(3,1)(2,1)] gLLAQaeeedffblipokj SFS[D(3,1)(2,1)] gLLAQbecedffaxvhcnj reducible gLLAQaeeedffbmiiokj SFS[D(3,1)(2,1)] gLLAQadddeffbaatsjg SFS[D(3,1)(2,1)] gLLAQbecedffaxvhjnc reducible gLLAQaeeedffbliprkg reducible gLLAQaeeedffbaiivkj reducible gLLAQaeeedffbahivkj reducible gLLAQaeeedffbalivkj reducible gLLAQadddeffbaatvjj SFS[D(3,1)(2,1)] gLLAQaeeedffbmiirkg reducible gLLAQaeeedffbmeevfk SFS[D(3,1)(2,1)] gLLAQaeeedffjaiunrc SFS[D(4,1)(3,1)] gLLAQaeeedffnaiunrc SFS[D(5,2)(3,1)] gLLAQbecedfftaslcvj SFS[D(4,3)(3,1)] gLLAQbecedfftawlcvj SFS[D(5,3)(3,1)] gLLAQbecedffaanxcnj SFS[D(3,1)(2,1)] gLLAQadddeffnaaavnw SFS[D(3,1)(2,1)] gLLAQadddeffbaqqgbk reducible gLLAQadddeffjaqqgbk SFS[D(3,1)(3,2)] gLLAQadddeffnaqqgbk SFS[D(3,1)(3,1)] gLLAQaeeedffbltevfk SFS[D(3,1)(2,1)] gLLAQadddeffbhxqgbk reducible gLLAQaeeedffnieevfk SFS[D(4,1)(3,1)] gLLAQaeeedffjieevfk SFS[D(5,2)(3,1)] gLLAQaeeedffjaiqnrc SFS[D(5,3)(3,1)] gLLAQaeeedffnaiqnrc SFS[D(4,3)(3,1)] gLLAQbecedfflavlcvj SFS[D(3,1)(2,1)] gLLAQaeeedffbltesfg reducible gLLAQaeeedffjaiuorw toroidal gLLAQaeeedffnaiuorw SFS[D(5,3)(3,1)] gLLAQbecedffaanhcvj SFS[D(4,1)(3,1)] gLLAQbecedffaarhcvj SFS[D(5,2)(3,1)] gLLAQaeeedffnaeevfk SFS[D(5,2)(3,1)] gLLAQaeeedffjaeevfk toroidal gLLAQaeeedffjaiqorw SFS[D(5,3)(3,1)] gLLAQaeeedffnaiqorw SFS[D(4,3)(3,1)] gLLAQbecedfftawlwvc SFS[D(5,2)(3,1)] gLLAQbecedfftaslwvc toroidal gLLAQaeeedffjaiinrc toroidal gLLAQaeeedffnaiinrc toroidal gLLAQadddeffjaqqvnw SFS[D(5,3)(3,1)] gLLAQadddeffnaqqvnw SFS[D(4,3)(3,1)] gLLAQbecedffaawlwvc SFS[D(4,1)(3,1)] gLLAQbecedffaaslwvc SFS[D(5,2)(3,1)] gLLAQbecedfflavlwvc SFS[D(3,1)(2,1)] gLLAQaeeedffbmeesfg reducible gLLAQaeeedffjmeesfg toroidal gLLAQaeeedffnmeesfg toroidal gLLAQaeeedffjaeesfg SFS[D(4,3)(3,1)] gLLAQaeeedffnaeesfg SFS[D(5,3)(3,1)] gLLAQbecedffaaslcvj SFS[D(5,3)(3,1)] gLLAQbecedffaawlcvj toroidal gLLAQaeeedffjieesfg SFS[D(5,2)(3,1)] gLLAQaeeedffnieesfg SFS[D(4,1)(3,1)] gLLAQaeeedffbphhorw reducible gLLAQaeeedffbplhorw reducible gLLAQaeeedffbpihorw reducible gLLAQbecedffhhnxcgf SFS[D(2,1)(2,1)] gLLAQadddeffnhahvgc SFS[D(2,1)(2,1)] gLLAQadddeffbxqhgkg reducible gLLAQadddeffjxqhgkg SFS[D(3,1)(2,1)] gLLAQadddeffnxqhgkg SFS[D(3,1)(2,1)] gLLAQbecedfftpoicff SFS[D(2,1)(2,1)] gLLAQbecedffemvqcjf reducible gLLAQbecedffeiopcjf SFS[D(2,1)(2,1)] gLLAQbecedffeavqcjf reducible gLLAQbecedffeivqcjf reducible gLLAQaeeedffblipvgg reducible gLLAQbecedffxxnqcbf SFS[D(4,1)(2,1)] gLLAQbecedffxxrqcbf SFS[D(5,2)(2,1)] gLLAQadddeffjxqhvgc SFS[D(5,2)(2,1)] gLLAQadddeffnxqhvgc SFS[D(4,1)(2,1)] gLLAQadddeffbxxagkg reducible gLLAQaeeedffbmiivgg reducible gLLAQaeeedffbliponr SFS[D(2,1)(2,1)] gLLAQbecedffaxvhcvk reducible gLLAQaeeedffbmiionr SFS[D(2,1)(2,1)] gLLAQadddeffbiaagfn SFS[D(2,1)(2,1)] gLLAQbecedffxavqcck reducible gLLAQaeeefdfblipnjg reducible gLLAQaeeedffbaiivcn reducible gLLAQaeeedffbahivcn reducible gLLAQaeeedffbalivcn reducible gLLAQadddeffbaatvor SFS[D(2,1)(2,1)] gLLAQaeeefdfbmiinjg reducible gLLAQaeeedffbphhobk reducible gLLAQaeeedffbplhobk reducible gLLAQaeeedffbpihobk reducible gLLAQaeeedffjaiuobk toroidal gLLAQaeeedffnaiuobk SFS[D(5,2)(2,1)] gLLAQbecedffaanhcnk SFS[D(4,1)(2,1)] gLLAQbecedffaanxwrb SFS[D(5,2)(2,1)] gLLAQaeeedffnaeevow SFS[D(5,2)(2,1)] gLLAQaeeedffjaeevow toroidal gLLAQaeeedffjaiqobk SFS[D(5,2)(2,1)] gLLAQaeeedffnaiqobk SFS[D(4,1)(2,1)] gLLAQbeecdffapujcgk SFS[D(5,2)(2,1)] gLLAQbeecdffapuncgk toroidal gLLAQaeeedffjaiiswc toroidal gLLAQaeeedffnaiiswc toroidal gLLAQadddeffjaqqkvc SFS[D(5,2)(2,1)] gLLAQadddeffnaqqkvc SFS[D(4,1)(2,1)] gLLAQbeecdffaaenwrb SFS[D(4,1)(2,1)] gLLAQbeecdffaaejwrb SFS[D(5,2)(2,1)] gLLAQbeecdffauabcsk SFS[D(2,1)(2,1)] gLLAQaeeedffbmeensg reducible gLLAQaeeedffjmeensg toroidal gLLAQaeeedffnmeensg toroidal gLLAQaeeedffjaeensg SFS[D(4,1)(2,1)] gLLAQaeeedffnaeensg SFS[D(5,2)(2,1)] gLLAQbecedffaaslcnk SFS[D(5,2)(2,1)] gLLAQbecedffaasuwrb toroidal gLLAQaeeedffjieensg SFS[D(5,2)(2,1)] gLLAQaeeedffnieensg SFS[D(4,1)(2,1)] gLLAQaeeedffbltensg reducible gLLAQaeeedffnieevow SFS[D(4,1)(2,1)] gLLAQaeeedffjieevow SFS[D(5,2)(2,1)] gLLAQaeeedffjaiqswc SFS[D(5,2)(2,1)] gLLAQaeeedffnaiqswc SFS[D(4,1)(2,1)] gLLAQbecedffapvawfb SFS[D(2,1)(2,1)] gLLAQadddeffbhxqgrw reducible gLLAQaeeedffbltevow SFS[D(2,1)(2,1)] gLLAQbecedffaanxcvk SFS[D(2,1)(2,1)] gLLAQadddeffnaaakvc SFS[D(2,1)(2,1)] gLLAQadddeffbaqqgrw reducible gLLAQadddeffjaqqgrw SFS[D(3,1)(2,1)] gLLAQadddeffnaqqgrw SFS[D(3,1)(2,1)] gLLAQaeeedffbmeevow SFS[D(2,1)(2,1)] gLLAQaeeedffjaiuswc SFS[D(4,1)(2,1)] gLLAQaeeedffnaiuswc SFS[D(5,2)(2,1)] gLLAQbecedffauwpwkb SFS[D(4,1)(2,1)] gLLAQbecedffauspwkb SFS[D(5,2)(2,1)] gLLAQbecedffapvajsf reducible gLLAQaeeedffjalqvgj SFS[D(2,1)(2,1)] gLLAQaeeedffbaeerjc reducible gLLAQbecedffaavujgf reducible gLLAQaeeedffbduurjc reducible gLLAQaeeedffjduurjc SFS[D(3,1)(2,1)] gLLAQaeeedffnduurjc SFS[D(3,1)(2,1)] gLLAQbecedffapvacsk SFS[D(2,1)(2,1)] gLLAQbecedffalwacsk SFS[D(2,1)(2,1)] gLLAQbecedffauvpjnf reducible gLLAQbecedffxivxcok SFS[D(2,1)(2,1)] gLLAQadddeffbhadgkj SFS[D(2,1)(2,1)] gLLAQadddeffbeadsgc reducible gLLAQadddeffbeedsgc reducible gLLAQaeeedffbpxxrjc reducible gLLAQaeeedffbdddrjc reducible gLLAQadddeffbapuvgj reducible gLLAQadddeffbaalgkj SFS[D(2,1)(2,1)] gLLAQaeeefdfblipnng reducible gLLAQaeeefdfbmiinng reducible gLLAQaeeedffjaiuobj SFS[D(2,1)(2,1)] gLLAQaeeedffjaeevoj SFS[D(2,1)(2,1)] gLLAQbeecdffapuncgr SFS[D(2,1)(2,1)] gLLAQaeeedffjaiiwwc SFS[D(3,1)(2,1)] gLLAQaeeedffnaiiwwc SFS[D(3,1)(2,1)] gLLAQaeeedffbmeersg reducible gLLAQaeeedffjmeersg SFS[D(3,1)(2,1)] gLLAQaeeedffnmeersg SFS[D(3,1)(2,1)] gLLAQbecedffaasujrb SFS[D(2,1)(2,1)] gLLAQaeeedffbltersg reducible gLLMQaecfdffbivjbvn reducible gLLMQaecfdffbqokbck reducible gLLAQaeeefdfbplpgbo reducible gLLAQaeeefdfbpuejbo reducible gLLMQaecfdffbivjbvs reducible gLLMQaecfdffbivjjvs SFS[D(4,1)(3,1)] gLLMQaecfdffbivjnvs SFS[D(4,3)(3,1)] gLLAQadddfefjiatkfo SFS[D(4,1)(2,1)] gLLAQadddfefjpxtgfo SFS[D(4,1)(2,1)] gLLMQaecfdffbiokbfc reducible gLLMQaecfdffbioknfc SFS[D(5,3)(3,1)] gLLMQaecfdffbiokjfc SFS[D(5,2)(3,1)] gLLMQaecfdffblvjbsg reducible gLLMQaecfdffblvjjsg toroidal gLLMQaecfdffblvjnsg toroidal gLLAQadddfefjputkfo SFS[D(5,2)(2,1)] gLLAQadddfefbuadkfo SFS[D(2,1)(2,1)] gLLAQadddfefjuadkfo toroidal gLLAQadddfefnuadkfo SFS[D(2,1)(2,1)] gLLAQadddfefjialgfo SFS[D(5,2)(2,1)] gLLAQadddfefbmalgfo SFS[D(2,1)(2,1)] gLLAQadddfefjmalgfo toroidal gLLAQadddfefnmalgfo SFS[D(2,1)(2,1)] gLLMQaecfdffbiokbbc reducible gLLMQaecfdffbioknbc SFS[D(4,3)(3,1)] gLLMQaecfdffbiokjbc SFS[D(4,1)(3,1)] gLLAQadddfefjpxtkfo SFS[D(4,1)(2,1)] gLLAQadddfefjiatgfo SFS[D(4,1)(2,1)] gLLMQaecfdffbaoknrs SFS[D(3,1)(2,1)] gLLMQaecfdffbaokjrs SFS[D(3,1)(2,1)] gLLAQaeeefdfbdtqgbo reducible gLLAQaeeefdfbdehjbo reducible gLLAQadddfefjaelkfo SFS[D(2,1)(2,1)] gLLAQadddfefjapugfo SFS[D(2,1)(2,1)] gLLMQaecfdffbiokbrg reducible gLLMQaecfdffblvjbkv reducible gLLMQaecfdffbivjbwg reducible gLLMQaecfdffbivjjwg SFS[D(4,1)(3,1)] gLLMQaecfdffbivjnwg SFS[D(4,3)(3,1)] gLLMQaecfdffbqokbfs reducible gLLMQaecfdffbqvjbfo reducible gLLMQaecfdffbqvjjfo SFS[D(4,1)(3,1)] gLLMQaecfdffbqvjnfo SFS[D(4,3)(3,1)] gLLAQadddfefjidlkfo SFS[D(4,1)(2,1)] gLLAQadddfefjxqhkfo SFS[D(4,1)(2,1)] gLLAQadddfefjhedgfo SFS[D(4,1)(2,1)] gLLAQadddfefjhahgfo SFS[D(4,1)(2,1)] gLLMQaecfdffbiokbrn reducible gLLMQaecfdffblokbjr reducible gLLMQaecfdffbivjbws reducible gLLMQaecfdffbivjjws SFS[D(5,2)(3,1)] gLLMQaecfdffbivjnws SFS[D(5,3)(3,1)] gLLMQaecfdffblokbwr reducible gLLMQaecfdffblokbcj reducible gLLMQaecfdffblokncj toroidal gLLMQaecfdffblokjcj toroidal gLLMQaecfdffblokbcv reducible gLLMQaecfdffblokncv SFS[D(5,2)(3,1)] gLLMQaecfdffblokjcv SFS[D(5,3)(3,1)] gLLAQadddfefjialkfo SFS[D(5,2)(2,1)] gLLAQadddfefbmalkfo SFS[D(2,1)(2,1)] gLLAQadddfefjmalkfo toroidal gLLAQadddfefnmalkfo SFS[D(2,1)(2,1)] gLLAQadddfefjmdlkfo SFS[D(5,2)(2,1)] gLLAQadddfefjputgfo SFS[D(5,2)(2,1)] gLLAQadddfefbuadgfo SFS[D(2,1)(2,1)] gLLAQadddfefjuadgfo toroidal gLLAQadddfefnuadgfo SFS[D(2,1)(2,1)] gLLAQadddfefjhadgfo SFS[D(5,2)(2,1)] gLLAQaeeefdfbdehgbo reducible gLLAQaeeefdfbdtqjbo reducible gLLMQaecfdffbaoknfw SFS[D(3,1)(2,1)] gLLMQaecfdffbaokjfw SFS[D(3,1)(2,1)] gLLAQadddfefjapukfo SFS[D(2,1)(2,1)] gLLAQadddfefjaelgfo SFS[D(2,1)(2,1)] gLLMQaecfdffbivjbfr reducible gLLMQaecfdffblokbgb reducible gLLMQaecfdffbiokbcw reducible gLLMQaecfdffblokbgs reducible gLLMQaecfdffblokbsk reducible gLLAQcbeedffpbatcsf SFS[D(2,1)(2,1)] gLLMQaecfdffbivjbbr reducible gLLMQaecfdffbqokboj reducible gLLMQaecfdffbiokbbw reducible gLLMQaecfdffblvjbnc reducible gLLMQaecfdffbqvjbsj reducible gLLMQaecfdffblokbnk reducible gLLMQaecfdffbiokbns reducible gLLMQaecfdffblvjbrj reducible gLLMQaecfdffbivjbsn reducible gLLMQaecfdffblvjbfj reducible gLLAQcbeedffpbatcnb SFS[D(2,1)(2,1)] gLLMQaecfdffbiokbng reducible gLLMQaecfdffbiokbon reducible gLLMQaecfdffbiokbos reducible gLLMQaecfdffbivjbck reducible gLLMQaecfdffbqokbnv reducible gLLMQaecfdffbqoknnv SFS[D(4,3)(3,1)] gLLMQaecfdffbqokjnv SFS[D(4,1)(3,1)] gLLMQaecfdffbiokbfj reducible gLLMQaecfdffbioknfj SFS[D(4,3)(3,1)] gLLMQaecfdffbiokjfj SFS[D(4,1)(3,1)] gLLMQaecfdffblvjbso reducible gLLMQaecfdffblvjjso SFS[D(5,3)(3,1)] gLLMQaecfdffblvjnso SFS[D(5,2)(3,1)] gLLAQadddfefjhahkfo SFS[D(4,1)(2,1)] gLLAQadddfefjhedkfo SFS[D(4,1)(2,1)] gLLAQadddfefjhadkfo SFS[D(5,2)(2,1)] gLLAQadddfefjxqhgfo SFS[D(4,1)(2,1)] gLLAQadddfefjidlgfo SFS[D(4,1)(2,1)] gLLAQadddfefjmdlgfo SFS[D(5,2)(2,1)] gLLMQaecfdffbivjbfk reducible gLLMQaecfdffbiokbcj reducible gLLMQaecfdffbivjbcf reducible gLLAQaeeefdfbpuegbo reducible gLLAQaeeefdfbplpjbo reducible gLLAQaeeefdfbxhhobg reducible gLLAQaeeefdfjxhhobg SFS[D(3,1)(2,1)] gLLAQaeeefdfnxhhobg SFS[D(3,1)(2,1)] gLLAQaeeefdfbxldobg reducible gLLAQbeecdffahancfb SFS[D(2,1)(2,1)] gLLAQaeeedffjahqowo SFS[D(2,1)(2,1)] gLLAQaeeefdfbpuxbbc reducible gLLAQaeeefdfbptxbbc reducible gLLAQaeeefdfbpldobg reducible gLLAQbecedffpioecwb reducible gLLAQaeeefdfblipobg reducible gLLAQaeeefdfblldobg reducible gLLAQaeeefdfbiluobg reducible gLLAQaeeefdfbihqobg reducible gLLAQaeeedffbltxvso SFS[D(2,1)(2,1)] gLLAQbecedffxlvmcnb reducible gLLAQaeeefdfbahqobg reducible gLLAQaeeefdfjahqobg reducible gLLAQaeeefdfnahqobg reducible gLLAQbeecdffhaancfb reducible gLLAQaeeedffjxhhowo reducible gLLAQaeeefdfbmiiobg reducible gLLAQaeeefdfbmhqobg reducible gLLAQaeeefdfbdtiobg reducible gLLAQbecedffpdoxccb reducible gLLAQbecedffpdrxccb reducible gLLAQbecedffpdnxccb reducible gLLAQadddeffjexigwo reducible gLLAQadddeffjeapvvo reducible gLLAQaeeefdfbqxqobg reducible gLLAQaeeefdfbqtiobg reducible gLLAQaeeefdfbtuuobg reducible gLLAQaeeefdfbttiobg reducible gLLAQaeeedffbmexvso SFS[D(2,1)(2,1)] gLLAQbecedffamvlckb reducible gLLAQaeeefdfbdtubbc reducible gLLAQaeeefdfndtubbc reducible gLLAQaeeefdfjdtubbc reducible gLLAQaeeefdfbdepobg reducible gLLAQaeeefdfjdepobg reducible gLLAQaeeefdfndepobg reducible gLLAQaeeefdfbdxubbc reducible gLLAQaeeefdfndxubbc reducible gLLAQaeeefdfjdxubbc reducible gLLAQbecedffpioicrb reducible gLLAQbecedffpiricrb reducible gLLAQbecedffpinicrb reducible gLLAQaeeedffjltmvso reducible gLLAQbeecdffhiuncrb reducible gLLAQaeeedffjtapvso reducible gLLAQadddeffjeapgwo reducible gLLAQbecedffepwmcnb reducible gLLAQaeeedffjxidowo reducible gLLAQbecedffdiwhcrb reducible gLLAQadddeffjexivvo reducible gLLAQaeeefdfbtddobg reducible gLLAQaeeefdfbtepobg reducible gLLAQaeeefdfjtepobg SFS[D(3,1)(3,2)] gLLAQaeeefdfntepobg SFS[D(3,1)(3,1)] gLLAQadddeffbaqugwo reducible gLLAQbeecdffhlancfb SFS[D(3,1)(2,1)] gLLAQaeeedffblihowo SFS[D(2,1)(2,1)] gLLAQaeeedffjxihowo SFS[D(3,1)(2,1)] gLLAQaeeefdfbqahobg reducible gLLAQaeeefdfbqepobg reducible gLLAQaeeefdfjqepobg SFS[D(3,1)(3,1)] gLLAQaeeefdfnqepobg SFS[D(3,1)(3,2)] gLLAQbeecdffhhpnckb SFS[D(3,1)(2,1)] gLLAQaeeedffjxipowo SFS[D(3,1)(2,1)] gLLAQaeeefdfbidmobg reducible gLLAQaeeefdfbiaxobg reducible gLLAQadddeffbhxugwo reducible gLLAQaeeedffbmiqowo SFS[D(2,1)(2,1)] gLLAQaeeefdfbmeeobg reducible gLLAQaeeefdfjmeeobg SFS[D(3,1)(2,1)] gLLAQaeeefdfnmeeobg SFS[D(3,1)(2,1)] gLLAQaeeefdfbmaxobg reducible gLLAQbeecdffapuncrb SFS[D(2,1)(2,1)] gLLAQaeeedffjaiuowo SFS[D(2,1)(2,1)] gLLAQaeeefdfnaiibbc SFS[D(3,1)(2,1)] gLLAQaeeefdfjaiibbc SFS[D(3,1)(2,1)] gLLAQaeeefdfbaaxobg reducible gLLAQaeeedffjaeevso SFS[D(2,1)(2,1)] gLLAQbecedffaawlckb SFS[D(2,1)(2,1)] gLLAQaeeefdfbxxxobg reducible gLLAQaeeefdfbxumobg reducible gLLAQaeeefdfblteobg reducible gLLAQaeeefdfblumobg reducible gLLAQaeeefdfjlumobg SFS[D(3,1)(3,1)] gLLAQaeeefdfnlumobg SFS[D(3,1)(3,2)] gLLAQbeecdffhtancfb SFS[D(3,1)(2,1)] gLLAQaeeedffjxlhowo SFS[D(3,1)(2,1)] gLLAQaeeefdfbpumobg reducible gLLAQbecedffpdohckb reducible gLLAQaeeefdfbqxqnbg reducible gLLAQaeeefdfbqtinbg reducible gLLAQaeeefdfbpuxcbc reducible gLLAQaeeefdfbpldnbg reducible gLLAQaeeefdfbptxcbc reducible gLLAQbecedffpioeckf reducible gLLAQaeeefdfbmeenbg reducible gLLAQaeeefdfnmeenbg SFS[D(3,1)(2,1)] gLLAQaeeefdfjmeenbg SFS[D(3,1)(2,1)] gLLAQaeeefdfbmaxnbg reducible gLLAQaeeedffjaiuono SFS[D(2,1)(2,1)] gLLAQbeecdffapuncvf SFS[D(2,1)(2,1)] gLLAQaeeefdfbtddnbg reducible gLLAQaeeefdfbtepnbg reducible gLLAQaeeefdfntepnbg SFS[D(3,1)(3,1)] gLLAQaeeefdfjtepnbg SFS[D(3,1)(3,2)] gLLAQaeeedffblihono SFS[D(2,1)(2,1)] gLLAQaeeedffjxihono SFS[D(3,1)(2,1)] gLLAQadddeffbaqugfo reducible gLLAQbeecdffhlancbf SFS[D(3,1)(2,1)] gLLAQaeeefdfbahqnbg reducible gLLAQaeeefdfnahqnbg reducible gLLAQaeeefdfjahqnbg reducible gLLAQaeeedffjxhhono reducible gLLAQbeecdffhaancbf reducible gLLAQaeeefdfbltenbg reducible gLLAQaeeefdfblumnbg reducible gLLAQaeeefdfnlumnbg SFS[D(3,1)(3,2)] gLLAQaeeefdfjlumnbg SFS[D(3,1)(3,1)] gLLAQaeeedffjxlhono SFS[D(3,1)(2,1)] gLLAQbeecdffhtancbf SFS[D(3,1)(2,1)] gLLAQaeeefdfbdtinbg reducible gLLAQbecedffpdoxcff reducible gLLAQbecedffpdnxcff reducible gLLAQbecedffpdrxcff reducible gLLAQadddeffjeapvoo reducible gLLAQadddeffjexigfo reducible gLLAQaeeefdfbxhhnbg reducible gLLAQaeeefdfnxhhnbg SFS[D(3,1)(2,1)] gLLAQaeeefdfjxhhnbg SFS[D(3,1)(2,1)] gLLAQaeeefdfbxldnbg reducible gLLAQaeeedffjahqono SFS[D(2,1)(2,1)] gLLAQbeecdffahancbf SFS[D(2,1)(2,1)] gLLAQaeeefdfbidmnbg reducible gLLAQaeeefdfbiaxnbg reducible gLLAQaeeedffbmiqono SFS[D(2,1)(2,1)] gLLAQadddeffbhxugfo reducible gLLAQaeeefdfbdtucbc reducible gLLAQaeeefdfjdtucbc reducible gLLAQaeeefdfndtucbc reducible gLLAQaeeefdfbdxucbc reducible gLLAQaeeefdfjdxucbc reducible gLLAQaeeefdfndxucbc reducible gLLAQaeeefdfbdepnbg reducible gLLAQaeeefdfndepnbg reducible gLLAQaeeefdfjdepnbg reducible gLLAQbecedffpioicvf reducible gLLAQbecedffpinicvf reducible gLLAQbecedffpiricvf reducible gLLAQbecedffepwmcsf reducible gLLAQbecedffdiwhcvf reducible gLLAQaeeedffjxidono reducible gLLAQadddeffjexivoo reducible gLLAQaeeedffjltmvco reducible gLLAQaeeedffjtapvco reducible gLLAQbeecdffhiuncvf reducible gLLAQadddeffjeapgfo reducible gLLAQaeeefdfbilunbg reducible gLLAQaeeefdfbihqnbg reducible gLLAQbecedffxlvmcsf reducible gLLAQaeeedffbltxvco SFS[D(2,1)(2,1)] gLLAQaeeefdfbxxxnbg reducible gLLAQaeeefdfbxumnbg reducible gLLAQaeeefdfbtuunbg reducible gLLAQaeeefdfbttinbg reducible gLLAQbecedffamvlcof reducible gLLAQaeeedffbmexvco SFS[D(2,1)(2,1)] gLLAQaeeefdfblipnbg reducible gLLAQaeeefdfblldnbg reducible gLLAQaeeefdfjaiicbc SFS[D(3,1)(2,1)] gLLAQaeeefdfnaiicbc SFS[D(3,1)(2,1)] gLLAQaeeefdfbaaxnbg reducible gLLAQbecedffaawlcof SFS[D(2,1)(2,1)] gLLAQaeeedffjaeevco SFS[D(2,1)(2,1)] gLLAQaeeefdfbqahnbg reducible gLLAQaeeefdfbqepnbg reducible gLLAQaeeefdfnqepnbg SFS[D(3,1)(3,2)] gLLAQaeeefdfjqepnbg SFS[D(3,1)(3,1)] gLLAQaeeedffjxipono SFS[D(3,1)(2,1)] gLLAQbeecdffhhpncof SFS[D(3,1)(2,1)] gLLAQaeeefdfbmiinbg reducible gLLAQaeeefdfbmhqnbg reducible gLLAQaeeefdfbpumnbg reducible gLLAQbecedffpdohcof reducible gLLAQaeeefdfbpxxjbn reducible gLLAQadddfefbhadkro SFS[D(2,1)(2,1)] gLLAQaeeefdfbaeejbn reducible gLLAQcbeedffabdecnn reducible gLLAQcbeedffabeecnn reducible gLLAQcbeedffabaecnn reducible gLLAQaeeefdfbdddjbn reducible gLLAQadddfefbapugko reducible gLLAQadddfefbeedgfn reducible gLLAQadddfefbeadgfn reducible gLLAQadddfefbaalkro SFS[D(2,1)(2,1)] gLLAQaeeefdfbduujbn reducible gLLAQaeeefdfnduujbn SFS[D(3,1)(2,1)] gLLAQaeeefdfjduujbn SFS[D(3,1)(2,1)] gLLAQaeeefdfjalqgno SFS[D(2,1)(2,1)] gLLAQcbeedffajauwnb SFS[D(2,1)(2,1)] gLLAQcbeedffabaewnb SFS[D(2,1)(2,1)] gLLAQcbeedffhbatwnb SFS[D(2,1)(2,1)] gLLAQaeeefdfbaiijbn reducible gLLAQaeeefdfbphhjbn reducible gLLAQaeeefdfbphhobk reducible gLLAQadddeffbaalwvo SFS[D(2,1)(2,1)] gLLAQaeeefdfbaiiobk reducible gLLAQaeeefdfbduuobk reducible gLLAQaeeefdfjduuobk SFS[D(3,1)(2,1)] gLLAQaeeefdfnduuobk SFS[D(3,1)(2,1)] gLLAQbeecdffaeanwfb SFS[D(2,1)(2,1)] gLLAQaeeedffjalqnwo SFS[D(2,1)(2,1)] gLLAQadddeffbhadwvo SFS[D(2,1)(2,1)] gLLAQaeeefdfbdddobk reducible gLLAQadddeffbpuakwo reducible gLLAQadddeffbapukwo reducible gLLAQadddeffbuapkwo reducible gLLAQbeecdffhlabwfb SFS[D(2,1)(2,1)] gLLAQbeecdffauabwfb SFS[D(2,1)(2,1)] gLLAQaeeefdfbaeeobk reducible gLLAQbecedffaavlwkb reducible gLLAQbecedfftavlwkb reducible gLLAQbecedfflavlwkb reducible gLLAQaeeefdfbpxxobk reducible gLLAQbecedffmpoajjf reducible gLLAQbecedffaloijvf reducible gLLAQbecedffpioejkf reducible gLLAQbecedffaaoxjff reducible gLLAQbecedffaanxjff SFS[D(3,1)(2,1)] gLLAQbecedffaarxjff SFS[D(3,1)(2,1)] gLLAQbecedffmaopjcf reducible gLLAQadddeffjaaasoo SFS[D(2,1)(2,1)] gLLAQadddeffjaqqjfo SFS[D(2,1)(2,1)] gLLAQbecedffmdoljbf reducible gLLAQbecedffaeoljbf reducible gLLAQbecedffpdoxjff reducible gLLAQbecedffpdnxjff reducible gLLAQbecedffpdrxjff reducible gLLAQadddeffjeapsoo reducible gLLAQadddeffjexijfo reducible gLLAQbecedffaloejkf reducible gLLAQbecedffmpoqjsf reducible gLLAQbecedffpioijvf reducible gLLAQbecedffpinijvf reducible gLLAQbecedffpirijvf reducible gLLAQadddeffjexisoo reducible gLLAQadddeffjeapjfo reducible gLLAQbecedffmaotjnf reducible gLLAQbecedffaaohjof reducible gLLAQbecedffaanhjof SFS[D(3,1)(2,1)] gLLAQbecedffaarhjof SFS[D(3,1)(2,1)] gLLAQadddeffjaqqsoo SFS[D(2,1)(2,1)] gLLAQadddeffjaaajfo SFS[D(2,1)(2,1)] gLLAQbecedffaeomjrf reducible gLLAQbecedffmdomjrf reducible gLLAQbecedffpdohjof reducible gLLAQbecedffpioewkf reducible gLLAQbecedffpdoxwff reducible gLLAQbecedffpdnxwff reducible gLLAQbecedffpdrxwff reducible gLLAQadddeffjeapwoo reducible gLLAQadddeffjexikfo reducible gLLAQbecedffpioiwvf reducible gLLAQbecedffpiniwvf reducible gLLAQbecedffpiriwvf reducible gLLAQadddeffjexiwoo reducible gLLAQadddeffjeapkfo reducible gLLAQbecedffpdohwof reducible gLLAQbecedffhhnxcsb SFS[D(2,1)(2,1)] gLLAQadddeffnhahvsc SFS[D(2,1)(2,1)] gLLAQadddeffbxqhgsg reducible gLLAQadddeffjxqhgsg SFS[D(3,1)(2,1)] gLLAQadddeffnxqhgsg SFS[D(3,1)(2,1)] gLLAQbecedfftpoiccb SFS[D(2,1)(2,1)] gLLAQbecedffemvqcvb reducible gLLAQbecedffeiopcvb SFS[D(2,1)(2,1)] gLLAQbecedffeavqcvb reducible gLLAQbecedffeivqcvb reducible gLLAQaeeedffblipvvg reducible gLLAQbecedffxxnqcfb SFS[D(4,1)(2,1)] gLLAQbecedffxxrqcfb SFS[D(5,2)(2,1)] gLLAQadddeffjxqhvsc SFS[D(5,2)(2,1)] gLLAQadddeffnxqhvsc SFS[D(4,1)(2,1)] gLLAQadddeffbxxagsg reducible gLLAQaeeedffbmiivvg reducible gLLAQbecedffhqvacbf reducible gLLAQbecedffeloaccf SFS[D(2,1)(2,1)] gLLAQadddeffjiatgrc SFS[D(4,1)(2,1)] gLLAQadddeffniatgrc SFS[D(5,2)(2,1)] gLLAQadddeffjpxtgvc SFS[D(4,1)(2,1)] gLLAQadddeffnpxtgvc SFS[D(5,2)(2,1)] gLLAQaeeedffjtuuvwc SFS[D(2,1)(2,1)] gLLAQbecedffdprxcrb SFS[D(2,1)(2,1)] gLLAQaeeedffjalivoc SFS[D(3,1)(2,1)] gLLAQaeeedffnalivoc SFS[D(3,1)(2,1)] gLLAQadddeffbuadgrc reducible gLLAQadddeffjuadgrc SFS[D(3,1)(2,1)] gLLAQadddeffnuadgrc SFS[D(3,1)(2,1)] gLLAQbecedffaisucvf SFS[D(2,1)(2,1)] gLLAQadddeffnmalgvc SFS[D(2,1)(2,1)] gLLAQaeeedffjaiuosg SFS[D(2,1)(2,1)] gLLAQaeeedffjaeevwc SFS[D(2,1)(2,1)] gLLAQbecedffamrhcgb SFS[D(2,1)(2,1)] gLLAQbeecdffapuncsb SFS[D(2,1)(2,1)] gLLAQaeeedffjaiivoc SFS[D(3,1)(2,1)] gLLAQaeeedffnaiivoc SFS[D(3,1)(2,1)] gLLAQadddeffbapqvwg reducible gLLAQadddeffjapqvwg SFS[D(3,1)(2,1)] gLLAQadddeffnapqvwg SFS[D(3,1)(2,1)] gLLAQaeeedffbmeeobg reducible gLLAQaeeedffjmeeobg SFS[D(3,1)(2,1)] gLLAQaeeedffnmeeobg SFS[D(3,1)(2,1)] gLLAQbecedffaasucvf SFS[D(2,1)(2,1)] gLLAQadddeffnaalgvc SFS[D(2,1)(2,1)] gLLAQbecedffeloacbb SFS[D(2,1)(2,1)] gLLAQbecedffamrxcvf SFS[D(4,1)(2,1)] gLLAQbecedffamnxcvf SFS[D(5,2)(2,1)] gLLAQaeeedffnlhhvwc SFS[D(5,2)(2,1)] gLLAQaeeedffjlhhvwc toroidal gLLAQbecedffetnlcnb SFS[D(5,2)(2,1)] gLLAQbecedffetrlcnb toroidal gLLAQadddeffjpxtgrc SFS[D(4,1)(2,1)] gLLAQadddeffnpxtgrc SFS[D(5,2)(2,1)] gLLAQaeeedffjahivoc toroidal gLLAQaeeedffnahivoc toroidal gLLAQadddeffjamqgrc SFS[D(5,2)(2,1)] gLLAQadddeffnamqgrc SFS[D(4,1)(2,1)] gLLAQbeecdffamencvf SFS[D(4,1)(2,1)] gLLAQbeecdffamejcvf SFS[D(5,2)(2,1)] gLLAQadddeffbputvwg reducible gLLAQadddeffjputvwg toroidal gLLAQadddeffnputvwg toroidal gLLAQadddeffjiatgvc SFS[D(4,1)(2,1)] gLLAQadddeffniatgvc SFS[D(5,2)(2,1)] gLLAQaeeedffjaemobg SFS[D(4,1)(2,1)] gLLAQaeeedffnaemobg SFS[D(5,2)(2,1)] gLLAQbecedffamwucvf SFS[D(5,2)(2,1)] gLLAQbecedffamsucvf toroidal gLLAQadddeffjialgvc SFS[D(5,2)(2,1)] gLLAQadddeffnialgvc toroidal gLLAQaeeedffblteobg reducible gLLAQbecedffamrhcnf SFS[D(2,1)(2,1)] gLLAQbecedffetrlcsf toroidal gLLAQbecedffetnlcsf SFS[D(5,2)(2,1)] gLLAQbecedffdprxcvf SFS[D(2,1)(2,1)] gLLAQadddeffnaalgrc SFS[D(2,1)(2,1)] gLLAQadddeffjialgrc SFS[D(5,2)(2,1)] gLLAQadddeffnialgrc toroidal gLLAQadddeffnmalgrc SFS[D(2,1)(2,1)] gLLAQadddeffbapqvcg reducible gLLAQadddeffjapqvcg SFS[D(3,1)(2,1)] gLLAQadddeffnapqvcg SFS[D(3,1)(2,1)] gLLAQadddeffbputvcg reducible gLLAQadddeffjputvcg toroidal gLLAQadddeffnputvcg toroidal gLLAQadddeffbuadgvc reducible gLLAQadddeffjuadgvc SFS[D(3,1)(2,1)] gLLAQadddeffnuadgvc SFS[D(3,1)(2,1)] gLLAQaeeedffnxhhvwc SFS[D(4,1)(2,1)] gLLAQaeeedffjxhhvwc SFS[D(5,2)(2,1)] gLLAQaeeedffjahqvoc SFS[D(5,2)(2,1)] gLLAQaeeedffnahqvoc SFS[D(4,1)(2,1)] gLLAQaeeedffbmeeosg reducible gLLAQaeeedffjmeeosg SFS[D(3,1)(2,1)] gLLAQaeeedffnmeeosg SFS[D(3,1)(2,1)] gLLAQbeecdffapuncgf SFS[D(2,1)(2,1)] gLLAQaeeedffjaiuobg SFS[D(2,1)(2,1)] gLLAQaeeedffnaiivwc SFS[D(3,1)(2,1)] gLLAQaeeedffjaiivwc SFS[D(3,1)(2,1)] gLLAQbecedffamnxcrb SFS[D(5,2)(2,1)] gLLAQbecedffamrxcrb SFS[D(4,1)(2,1)] gLLAQaeeedffjaemosg SFS[D(4,1)(2,1)] gLLAQaeeedffnaemosg SFS[D(5,2)(2,1)] gLLAQaeeedffnahivwc toroidal gLLAQaeeedffjahivwc toroidal gLLAQaeeedffnahuvwc SFS[D(5,2)(2,1)] gLLAQaeeedffjahuvwc SFS[D(4,1)(2,1)] gLLAQaeeedffnahqvwc SFS[D(4,1)(2,1)] gLLAQaeeedffjahqvwc SFS[D(5,2)(2,1)] gLLAQaeeedffnalivwc SFS[D(3,1)(2,1)] gLLAQaeeedffjalivwc SFS[D(3,1)(2,1)] gLLAQaeeedffjaeevoc SFS[D(2,1)(2,1)] gLLAQaeeedffjlhhvoc toroidal gLLAQaeeedffnlhhvoc SFS[D(5,2)(2,1)] gLLAQbeecdffamejcrb SFS[D(5,2)(2,1)] gLLAQbeecdffamencrb SFS[D(4,1)(2,1)] gLLAQaeeedffjxhhvoc SFS[D(5,2)(2,1)] gLLAQaeeedffnxhhvoc SFS[D(4,1)(2,1)] gLLAQaeeedffjtuuvoc SFS[D(2,1)(2,1)] gLLAQbecedffaasucrb SFS[D(2,1)(2,1)] gLLAQadddeffjamqgvc SFS[D(5,2)(2,1)] gLLAQadddeffnamqgvc SFS[D(4,1)(2,1)] gLLAQbecedffamsucrb toroidal gLLAQbecedffamwucrb SFS[D(5,2)(2,1)] gLLAQbecedffaespckb SFS[D(5,2)(2,1)] gLLAQbecedffaewpckb SFS[D(4,1)(2,1)] gLLAQbecedffaisucrb SFS[D(2,1)(2,1)] gLLAQbecedffhqvacfb reducible gLLAQaeeedffblteosg reducible gLLAQaeeedffjahuvoc SFS[D(4,1)(2,1)] gLLAQaeeedffnahuvoc SFS[D(5,2)(2,1)] gLLAQbecedffaewpcof SFS[D(4,1)(2,1)] gLLAQbecedffaespcof SFS[D(5,2)(2,1)] gLLAQaeeedffbmeevsr SFS[D(2,1)(2,1)] gLLAQaeeefdfjaiubjc SFS[D(4,1)(2,1)] gLLAQaeeefdfnaiubjc SFS[D(5,2)(2,1)] gLLAQbecedfftaslckn SFS[D(4,1)(2,1)] gLLAQbecedfftawlckn SFS[D(5,2)(2,1)] gLLAQbecedffaanxccn SFS[D(2,1)(2,1)] gLLAQadddeffnaaavvn SFS[D(2,1)(2,1)] gLLAQadddeffbaqqgwr reducible gLLAQadddeffjaqqgwr SFS[D(3,1)(2,1)] gLLAQadddeffnaqqgwr SFS[D(3,1)(2,1)] gLLAQaeeedffbltevsr SFS[D(2,1)(2,1)] gLLAQadddeffbhxqgwr reducible gLLAQaeeedffnieevsr SFS[D(4,1)(2,1)] gLLAQaeeedffjieevsr SFS[D(5,2)(2,1)] gLLAQaeeefdfjaiqbjc SFS[D(5,2)(2,1)] gLLAQaeeefdfnaiqbjc SFS[D(4,1)(2,1)] gLLAQbecedfflavlckn SFS[D(2,1)(2,1)] gLLAQaeeefdfblteong reducible gLLAQaeeedffjaiuown toroidal gLLAQaeeedffnaiuown SFS[D(5,2)(2,1)] gLLAQbecedffaanhckn SFS[D(4,1)(2,1)] gLLAQbecedffaarhckn SFS[D(5,2)(2,1)] gLLAQaeeedffnaeevsr SFS[D(5,2)(2,1)] gLLAQaeeedffjaeevsr toroidal gLLAQaeeedffjaiqown SFS[D(5,2)(2,1)] gLLAQaeeedffnaiqown SFS[D(4,1)(2,1)] gLLAQbeecdffapujcrn SFS[D(5,2)(2,1)] gLLAQbeecdffapuncrn toroidal gLLAQaeeefdfjaiibjc toroidal gLLAQaeeefdfnaiibjc toroidal gLLAQadddeffjaqqvvn SFS[D(5,2)(2,1)] gLLAQadddeffnaqqvvn SFS[D(4,1)(2,1)] gLLAQbeecdffaapjckn SFS[D(4,1)(2,1)] gLLAQbeecdffaapnckn SFS[D(5,2)(2,1)] gLLAQbeecdffauabcfn SFS[D(2,1)(2,1)] gLLAQaeeefdfbmeeong reducible gLLAQaeeefdfjmeeong toroidal gLLAQaeeefdfnmeeong toroidal gLLAQaeeefdfjaeeong SFS[D(4,1)(2,1)] gLLAQaeeefdfnaeeong SFS[D(5,2)(2,1)] gLLAQbecedffaaslckn SFS[D(5,2)(2,1)] gLLAQbecedffaawlckn toroidal gLLAQaeeefdfjieeong SFS[D(5,2)(2,1)] gLLAQaeeefdfnieeong SFS[D(4,1)(2,1)] gLLAQaeeedffbphhown reducible gLLAQaeeedffbplhown reducible gLLAQaeeedffbpihown reducible gLLAQaeeedffbaiivvk reducible gLLAQaeeedffbahivvk reducible gLLAQaeeedffbalivvk reducible gLLAQadddeffbaatvsw SFS[D(2,1)(2,1)] gLLAQaeeedffbmiisvg reducible gLLAQaeeedffblipsvg reducible gLLAQbecedffxavqcvn reducible gLLAQaeeedffbmiiovw SFS[D(2,1)(2,1)] gLLAQadddeffbaatksg SFS[D(2,1)(2,1)] gLLAQbecedffaxvhccn reducible gLLAQaeeedffblipovw SFS[D(2,1)(2,1)] gLLAQadddeffbeadjrc reducible gLLAQaeeedffbpxxwoc reducible gLLAQaeeedffbdddwoc reducible gLLAQadddeffbapuvwj reducible gLLAQadddeffbaalgvj SFS[D(2,1)(2,1)] gLLAQadddeffbeedjrc reducible gLLAQadddeffbhadgvj SFS[D(2,1)(2,1)] gLLAQbecedffdhvljnf SFS[D(2,1)(2,1)] gLLAQbeecdffauabjsf reducible gLLAQbeecdffapubjgf reducible gLLAQaeeedffjalqvwj SFS[D(2,1)(2,1)] gLLAQaeeedffbaeewoc reducible gLLAQbeecdffaaebcrn reducible gLLAQaeeedffbduuwoc reducible gLLAQaeeedffjduuwoc SFS[D(3,1)(2,1)] gLLAQaeeedffnduuwoc SFS[D(3,1)(2,1)] gLLAQbecedffapvacfn SFS[D(2,1)(2,1)] gLLAQbecedffalwacfn SFS[D(2,1)(2,1)] gLLAQaeeefdfblteojg reducible gLLAQaeeedffjaiuowr SFS[D(2,1)(2,1)] gLLAQaeeedffjaeevsn SFS[D(2,1)(2,1)] gLLAQbeecdffapuncrj SFS[D(2,1)(2,1)] gLLAQaeeefdfjaiibnc SFS[D(3,1)(2,1)] gLLAQaeeefdfnaiibnc SFS[D(3,1)(2,1)] gLLAQaeeefdfbmeeojg reducible gLLAQaeeefdfjmeeojg SFS[D(3,1)(2,1)] gLLAQaeeefdfnmeeojg SFS[D(3,1)(2,1)] gLLAQbecedffaawlckj SFS[D(2,1)(2,1)] gLLAQaeeedffbmiiwvg reducible gLLAQaeeedffblipwvg reducible gLLAQbcddeffacccwkk reducible gLLAQbcddeffdfcfsnk toroidal gLLAQbcddeffaknfncw toroidal gLLAQbcddeffajssroj reducible gLLAQbcddeffaknwncw toroidal gLLAQbcddeffebbfkok SFS[D(5,4)(4,1)] gLLAQbcddeffdfbfsnk SFS[D(5,3)(5,1)] gLLAQbcddefftsffnoj SFS[D(3,1)(2,1)] gLLAQbcddeffajffroj toroidal gLLAQbcddefflsffnoj SFS[D(3,1)(2,1)] gLLAQbcddeffajssnfj reducible gLLAQbcddeffajffnfj SFS[D(5,1)(2,1)] gLLAQbcddeffaknwrkr toroidal gLLAQbcddeffaknfrkr toroidal gLLAQbcddeffajsswjw reducible gLLAQbcddeffarwfwbj SFS[D(5,4)(3,1)] gLLAQbcddeffebffjjk SFS[D(3,1)(2,1)] gLLAQbcddeffebcfjjk toroidal gLLAQbcddeffebbfjjk toroidal gLLAQbcddeffdfffwkk SFS[D(3,1)(2,1)] gLLAQbcddeffdfcfwkk toroidal gLLAQbcddeffdfbfwkk toroidal gLLAQbcddfefdfffvjj SFS[D(3,1)(2,1)] gLLAQbcddfefebffskj SFS[D(3,1)(2,1)] gLLAQbcddfeftsffsnk SFS[D(3,1)(2,1)] gLLAQbcddfeflsffsnk SFS[D(3,1)(2,1)] gLLAQbcddeffajffwjw toroidal gLLAQbcddeffarwnwbj SFS[D(5,1)(3,1)] gLLAQbcddeffacccnnw reducible gLLAQbcddeffacccrvr reducible gLLAQbcddeffarwnsrs toroidal gLLAQbcddeffarwwsrs reducible gLLAQbcddeffarwfsrs toroidal gLLAQbcddeffajffsfr SFS[D(5,1)(2,1)] gLLAQbcddeffajsssfr reducible gLLAQbcddeffaknfwvk SFS[D(5,1)(3,1)] gLLAQbcddfefebffjrs SFS[D(3,1)(2,1)] gLLAQbcddeffebbfssr toroidal gLLAQbcddeffdfbfrvr toroidal gLLAQbcddfefdfffkns SFS[D(3,1)(2,1)] gLLAQbcddeffebcfssr toroidal gLLAQbcddeffdfcfrvr toroidal gLLAQbcddefftsffwsw SFS[D(3,1)(2,1)] gLLAQbcddeffasffwsw toroidal gLLAQbcddefflsffwsw SFS[D(3,1)(2,1)] gLLAQbcddeffebffssr SFS[D(3,1)(2,1)] gLLAQbcddeffdfffrvr SFS[D(3,1)(2,1)] gLLAQbcddeffaknwwvk SFS[D(5,4)(3,1)] gLLAQbcddeffdfcfnnw toroidal gLLAQbcddeffaknfscn toroidal gLLAQbcddeffaknnscn reducible gLLAQbcddeffaknwscn toroidal gLLAQbcddeffebbfwow SFS[D(5,1)(4,1)] gLLAQbcddeffdfbfnnw SFS[D(5,2)(5,1)] gLLAQbcddefftsffsor SFS[D(3,1)(2,1)] gLLAQbcddeffasffsor toroidal gLLAQbcddefflsffsor SFS[D(3,1)(2,1)] gLLAQbcddeffajsswsj reducible gLLAQbcddeffarwfwwk SFS[D(3,1)(3,1)] gLLAQbcddfefebfffkk SFS[D(3,1)(3,1)] gLLAQbcddfefdfbfcjk toroidal gLLAQbcddfefebbffkk toroidal gLLAQbcddfefdfcfcjk toroidal gLLAQbcddfefdfffcjk SFS[D(3,1)(3,1)] gLLAQbcddeffajffwsj SFS[D(3,1)(2,1)] gLLAQbcddeffarwnwwk SFS[D(3,1)(3,2)] gLLAQbcddeffacccwcs reducible gLLAQbcddeffagggwgr reducible gLLAQbcddeffacccncj reducible gLLAQbcddeffdfbfscs SFS[D(5,2)(3,1)] gLLAQbcddeffdfcfrck toroidal gLLAQbcddeffaknfwnw SFS[D(3,1)(3,2)] gLLAQbcddeffajffrsr SFS[D(3,1)(2,1)] gLLAQbcddeffaknwnnj toroidal gLLAQbcddeffaknnnnj reducible gLLAQbcddeffaknfnnj toroidal gLLAQbcddeffajssrsr reducible gLLAQbcddeffaknwwnw SFS[D(3,1)(3,1)] gLLAQbcddeffebbfkfs SFS[D(4,1)(3,1)] gLLAQbcddeffdfbfrck SFS[D(5,2)(3,1)] gLLAQbcddefftsffwjj SFS[D(3,1)(3,1)] gLLAQbcddeffasffwjj toroidal gLLAQbcddefflsffwjj SFS[D(3,1)(3,1)] gLLAQbcddeffaknwrnn toroidal gLLAQbcddeffaknnrnn reducible gLLAQbcddeffaknfrnn toroidal gLLAQbcddeffajffnsk SFS[D(3,1)(2,1)] gLLAQbcddeffajssnsk reducible gLLAQbcddeffaknfsnj SFS[D(3,1)(3,1)] gLLAQbcddeffebbfjfw SFS[D(4,3)(3,1)] gLLAQbcddeffdfbfncj SFS[D(5,3)(3,1)] gLLAQbcddeffdfbfwcw SFS[D(5,3)(3,1)] gLLAQbcddeffdfcfncj toroidal gLLAQbcddefftsffsjk SFS[D(3,1)(3,1)] gLLAQbcddeffasffsjk toroidal gLLAQbcddefflsffsjk SFS[D(3,1)(3,1)] gLLAQbcddeffaknwsnj SFS[D(3,1)(3,2)] gLLAQbcddeffacccrcj reducible gLLAQbcddeffacccnck reducible gLLAQbcddeffdfbfscw reducible gLLAQbcddeffdfcfnck reducible gLLAQbcddefflsffnjr SFS[D(2,1)(2,1)] gLLAQbcddeffaknfsnw toroidal gLLAQbcddeffajffrsk toroidal gLLAQbcddeffaknwnnn toroidal gLLAQbcddeffaknnnnn reducible gLLAQbcddeffaknfnnn toroidal gLLAQbcddeffajssrsk reducible gLLAQbcddefftsffnjr SFS[D(2,1)(2,1)] gLLAQbcddeffaknwsnw toroidal gLLAQbcddeffebbfkfw reducible gLLAQbcddeffdfbfnck reducible gLLAQbcddefftsffsjj SFS[D(3,1)(3,2)] gLLAQbcddeffasffsjj toroidal gLLAQbcddefflsffsjj SFS[D(3,1)(3,2)] gLLAQbcddeffaknwrnj toroidal gLLAQbcddeffaknnrnj reducible gLLAQbcddeffaknfrnj toroidal gLLAQbcddeffajffnsr reducible gLLAQbcddeffajssnsr reducible gLLAQbcddeffaknfwnj reducible gLLAQbcddeffebffjfs SFS[D(2,1)(2,1)] gLLAQbcddeffebbfjfs toroidal gLLAQbcddeffdfbfrcj toroidal gLLAQbcddeffdfffwcs SFS[D(2,1)(2,1)] gLLAQbcddeffdfbfwcs toroidal gLLAQbcddeffdfcfrcj toroidal gLLAQbcddefftsffwjk SFS[D(3,1)(3,2)] gLLAQbcddeffasffwjk toroidal gLLAQbcddefflsffwjk SFS[D(3,1)(3,2)] gLLAQbcddeffebffsfj SFS[D(2,1)(2,1)] gLLAQbcddeffdfffrcj SFS[D(2,1)(2,1)] gLLAQbcddeffaknwwnj reducible gLLAQbcddeffacccscs reducible gLLAQbcddeffagggsgr reducible gLLAQbcddeffajssssn reducible gLLAQbcddeffarwfswr SFS[D(3,1)(3,2)] gLLAQbcddfefebfffrr SFS[D(3,1)(3,1)] gLLAQbcddfefdfbfcnr toroidal gLLAQbcddfefebbffrr toroidal gLLAQbcddfefdfcfcnr toroidal gLLAQbcddfefdfffcnr SFS[D(3,1)(3,1)] gLLAQbcddeffajffssn SFS[D(3,1)(2,1)] gLLAQbcddeffarwnswr SFS[D(3,1)(3,1)] gLLAQbcddeffacccscw reducible gLLAQbcddeffagggsgk reducible gLLAQbcddeffajssssj reducible gLLAQbcddeffajffssj reducible gLLAQbcddeffarwnswk toroidal gLLAQbcddeffarwfswk toroidal gLLAQbcddeffajsswsn reducible gLLAQbcddeffarwfwwr reducible gLLAQbcddfefebfffrk SFS[D(3,1)(3,2)] gLLAQbcddfefdfbfcjr toroidal gLLAQbcddfefebbffkr toroidal gLLAQbcddfefdfffcnk SFS[D(3,1)(3,2)] gLLAQbcddfefdfcfcjr toroidal gLLAQbcddfefdfbfcnk toroidal gLLAQbcddfefdfffcjr SFS[D(3,1)(3,2)] gLLAQbcddfefebfffkr SFS[D(3,1)(3,2)] gLLAQbcddfeftsffjnw SFS[D(2,1)(2,1)] gLLAQbcddfeflsffjnw SFS[D(2,1)(2,1)] gLLAQbcddeffajffwsn toroidal gLLAQbcddeffarwnwwr reducible gLLAQbcddeffacccnns reducible gLLAQbcddeffacccrvk reducible gLLAQbcddeffarwnwrs SFS[D(7,3)(3,1)] gLLAQbcddeffarwwwrs reducible gLLAQbcddeffarwfwrs SFS[D(7,4)(3,1)] gLLAQbcddeffajffwfr SFS[D(7,2)(2,1)] gLLAQbcddeffajsswfr reducible gLLAQbcddeffaknfwvr SFS[D(7,2)(3,1)] gLLAQbcddfefebffjks SFS[D(3,1)(2,1)] gLLAQbcddeffebbfssk toroidal gLLAQbcddeffdfbfrvk toroidal gLLAQbcddfefdfffkjs SFS[D(3,1)(2,1)] gLLAQbcddeffebcfssk toroidal gLLAQbcddeffdfcfrvk toroidal gLLAQbcddeffasffwss SFS[D(7,3)(2,1)] gLLAQbcddeffebffssk SFS[D(3,1)(2,1)] gLLAQbcddeffdfffrvk SFS[D(3,1)(2,1)] gLLAQbcddeffaknwwvr SFS[D(7,5)(3,1)] gLLAQbcddeffdfbfrnw SFS[D(7,2)(5,2)] gLLAQbcddeffdfcfnns toroidal gLLAQbcddefflsffwor SFS[D(3,1)(2,1)] gLLAQbcddeffaknfscj toroidal gLLAQbcddeffasffwor toroidal gLLAQbcddeffaknwwcn SFS[D(7,4)(3,1)] gLLAQbcddeffaknnwcn reducible gLLAQbcddeffaknfwcn SFS[D(7,3)(3,1)] gLLAQbcddeffaknnscj reducible gLLAQbcddefftsffwor SFS[D(3,1)(2,1)] gLLAQbcddeffaknwscj toroidal gLLAQbcddeffebbfsow SFS[D(7,2)(4,1)] gLLAQbcddeffdfbfnns SFS[D(7,2)(5,2)] gLLAQbcddeffasffsok SFS[D(7,3)(2,1)] gLLAQbcddeffdfcfrns toroidal gLLAQbcddeffaknfwcj SFS[D(8,3)(3,1)] gLLAQbcddeffaknnwcj reducible gLLAQbcddeffaknwwcj SFS[D(8,3)(3,1)] gLLAQbcddeffebffsos SFS[D(2,1)(2,1)] gLLAQbcddeffebbfsos toroidal gLLAQbcddeffdfbfrns toroidal gLLAQbcddeffdfffrns SFS[D(2,1)(2,1)] gLLAQbcddeffasffwok SFS[D(8,3)(2,1)] gLLAQbcddeffaknwrcw toroidal gLLAQbcddeffajssrow reducible gLLAQbcddeffaknfrcw toroidal gLLAQbcddeffajffnoj SFS[D(7,3)(2,1)] gLLAQbcddeffajssnoj reducible gLLAQbcddeffaknfncj SFS[D(7,4)(3,1)] gLLAQbcddeffebbfjok SFS[D(7,5)(4,1)] gLLAQbcddeffdfbfsnj SFS[D(7,5)(5,2)] gLLAQbcddeffdfbfwnk SFS[D(7,5)(5,2)] gLLAQbcddeffdfcfsnj toroidal gLLAQbcddefftsffnok SFS[D(3,1)(2,1)] gLLAQbcddeffajffrow toroidal gLLAQbcddefflsffnok SFS[D(3,1)(2,1)] gLLAQbcddeffaknwncj SFS[D(7,3)(3,1)] gLLAQbcddeffdfcfskk toroidal gLLAQbcddeffdfbfskk SFS[D(7,4)(5,2)] gLLAQbcddeffarwfwbk SFS[D(7,5)(3,1)] gLLAQbcddeffajssrfj reducible gLLAQbcddeffaknwnkr toroidal gLLAQbcddeffaknfnkr toroidal gLLAQbcddeffajsswjj reducible gLLAQbcddeffajffrfj SFS[D(7,2)(2,1)] gLLAQbcddeffarwnwbk SFS[D(7,2)(3,1)] gLLAQbcddeffebcfkjk SFS[D(7,4)(5,2)] gLLAQbcddeffebbfkjk SFS[D(7,4)(4,1)] gLLAQbcddfeftsffsnj SFS[D(3,1)(2,1)] gLLAQbcddfeflsffsnj SFS[D(3,1)(2,1)] gLLAQbcddeffajffwjj toroidal gLLAQbcddeffacccrnw reducible gLLAQbcddeffacccnvr reducible gLLAQbcddeffajssnow reducible gLLAQbcddeffaknfrcj SFS[D(8,3)(3,1)] gLLAQbcddeffebffjoj SFS[D(2,1)(2,1)] gLLAQbcddeffebbfjoj toroidal gLLAQbcddeffdfbfwnj toroidal gLLAQbcddeffdfcfwnj toroidal gLLAQbcddeffajffnow SFS[D(8,3)(2,1)] gLLAQbcddeffdfffwnj SFS[D(2,1)(2,1)] gLLAQbcddeffaknwrcj SFS[D(8,3)(3,1)] gLLAQbcddeffdfcfskr toroidal gLLAQbcddeffdfbfskr SFS[D(8,5)(5,2)] gLLAQbcddeffarwfsbk toroidal gLLAQbcddefflsffnfw SFS[D(2,1)(2,1)] gLLAQbcddeffajssrfn reducible gLLAQbcddeffaknwnkk SFS[D(8,3)(3,1)] gLLAQbcddeffaknfnkk SFS[D(8,3)(3,1)] gLLAQbcddeffajsssjj reducible gLLAQbcddeffajffrfn toroidal gLLAQbcddeffarwnsbk toroidal gLLAQbcddefftsffnfw SFS[D(2,1)(2,1)] gLLAQbcddeffebcfkjr SFS[D(8,5)(5,2)] gLLAQbcddeffebbfkjr SFS[D(8,5)(4,1)] gLLAQbcddeffajffsjj SFS[D(8,3)(2,1)] gLLAQbcddeffacccrns reducible gLLAQbcddeffacccnvk reducible gLLAQbcddeffajsssjw reducible gLLAQbcddeffajffsjw SFS[D(7,3)(2,1)] gLLAQbcddeffarwnsbj SFS[D(7,2)(3,1)] gLLAQbcddeffarwfsbj SFS[D(7,5)(3,1)] gLLAQbcddeffajssnfn reducible gLLAQbcddeffaknfrkk SFS[D(7,3)(3,1)] gLLAQbcddfefebffsrj SFS[D(3,1)(2,1)] gLLAQbcddeffdfbfwkr toroidal gLLAQbcddeffebbfjjr toroidal gLLAQbcddfefdfffvnj SFS[D(3,1)(2,1)] gLLAQbcddeffdfcfwkr toroidal gLLAQbcddeffebcfjjr toroidal gLLAQbcddeffdfffwkr SFS[D(3,1)(2,1)] gLLAQbcddeffebffjjr SFS[D(3,1)(2,1)] gLLAQbcddeffajffnfn SFS[D(7,2)(2,1)] gLLAQbcddeffaknwrkk SFS[D(7,4)(3,1)] gLLAQbcddeffacccwkr reducible gLLAQbcddeffacccskk reducible gLLAQbcddeffdfcfnvr toroidal gLLAQbcddeffdfbfnvr SFS[D(7,3)(5,2)] gLLAQbcddeffarwfsrw toroidal gLLAQbcddefflsffssw SFS[D(3,1)(2,1)] gLLAQbcddeffarwwsrw reducible gLLAQbcddeffaknwsvk SFS[D(7,5)(3,1)] gLLAQbcddeffaknfsvk SFS[D(7,2)(3,1)] gLLAQbcddeffajsssfk reducible gLLAQbcddeffasffssw toroidal gLLAQbcddeffarwnsrw toroidal gLLAQbcddefftsffssw SFS[D(3,1)(2,1)] gLLAQbcddeffebcfwsr SFS[D(7,3)(5,2)] gLLAQbcddeffebbfwsr SFS[D(7,3)(4,1)] gLLAQbcddeffajffsfk SFS[D(7,2)(2,1)] gLLAQbcddeffacccskr reducible gLLAQbcddeffdfcfnvk toroidal gLLAQbcddeffdfbfnvk SFS[D(8,3)(5,2)] gLLAQbcddeffarwfwrw SFS[D(8,3)(3,1)] gLLAQbcddeffarwwwrw reducible gLLAQbcddeffaknwsvr toroidal gLLAQbcddeffaknfsvr toroidal gLLAQbcddeffajsswfk reducible gLLAQbcddeffasffsss SFS[D(8,3)(2,1)] gLLAQbcddeffarwnwrw SFS[D(8,3)(3,1)] gLLAQbcddeffebcfwsk SFS[D(8,3)(5,2)] gLLAQbcddeffebbfwsk SFS[D(8,3)(4,1)] gLLAQbcddfeftsfffnr SFS[D(2,1)(2,1)] gLLAQbcddfeflsfffnr SFS[D(2,1)(2,1)] gLLAQbcddeffajffwfk toroidal gLLAQbcddefflsrfogw SFS[D(3,1)(2,1)] gLLAQbcddeffaogoock reducible gLLAQbcddeffaogoocj reducible gLLAQbcddeffaocgoon reducible gLLAQbcddeffaccgoon reducible gLLAQbcddeffacccncg reducible gLLAQbcddeffaccgoor reducible gLLAQbcddeffacccocj reducible gLLAQbcddeffmrwsgcr reducible gLLAQbcddeffmrwsgcn reducible gLLAQbcddeffaccgroo reducible gLLAQbcddeffaccgnoo reducible gLLAQbcddeffaocgnoo reducible gLLAQbcddeffmgocgow reducible gLLAQbcddeffaogoncg reducible gLLAQbcddeffmgocgoj reducible gLLAQbcddeffaogorcg reducible gLLAQbcddeffebrfgoj SFS[D(3,1)(2,1)] gLLAQbcddeffebrfjoc SFS[D(3,1)(2,1)] gLLAQbcddefflsrfrgc SFS[D(3,1)(2,1)] gLLAQbcddeffebrfkoc SFS[D(3,1)(2,1)] gLLAQbcddefflsrfngc SFS[D(3,1)(2,1)] gLLAQbcddefflsrfogj SFS[D(3,1)(2,1)] gLLAQbcddeffebrfgow SFS[D(3,1)(2,1)] gLLAQbcddeffdnrrvgr SFS[D(4,1)(3,1)] gLLAQbcddeffdfkkvgr SFS[D(5,2)(3,1)] gLLAQbcddeffdfbfvcs SFS[D(5,3)(3,1)] gLLAQbcddeffdfcfrcg toroidal gLLAQbcddeffdfrrvon SFS[D(4,1)(3,1)] gLLAQbcddeffavgfwnc SFS[D(3,1)(2,1)] gLLAQbcddefflskkonj toroidal gLLAQbcddefflcrronj SFS[D(5,3)(3,1)] gLLAQbcddefflsrrobw SFS[D(5,3)(3,1)] gLLAQbcddefferwfsfg SFS[D(4,1)(3,1)] gLLAQbcddeffdowfrcg toroidal gLLAQbcddeffaknfwnc SFS[D(3,1)(3,1)] gLLAQbcddeffabcfojk SFS[D(3,1)(2,1)] gLLAQbcddeffajffosr SFS[D(3,1)(2,1)] gLLAQbcddeffajkbovn reducible gLLAQbcddeffaknwonj reducible gLLAQbcddeffaknnonj reducible gLLAQbcddeffaknfonj reducible gLLAQbcddeffajssosr reducible gLLAQbcddefftskkonj SFS[D(5,3)(3,1)] gLLAQbcddefftcrronj SFS[D(4,3)(3,1)] gLLAQbcddefftsrrobw SFS[D(4,3)(3,1)] gLLAQbcddefferwnsfg SFS[D(5,2)(3,1)] gLLAQbcddeffdownrcg toroidal gLLAQbcddeffaknwwnc SFS[D(3,1)(3,2)] gLLAQbcddeffmccggrn reducible gLLAQbcddeffmrwfgvk SFS[D(3,1)(2,1)] gLLAQbcddeffavwswbo reducible gLLAQbcddeffmbffgfs SFS[D(3,1)(2,1)] gLLAQbcddeffmkcbgrn reducible gLLAQbcddeffhjkkvwk SFS[D(4,1)(3,1)] gLLAQbcddeffhkrrvwk SFS[D(5,2)(3,1)] gLLAQbcddeffebbwsfg SFS[D(5,3)(3,1)] gLLAQbcddeffdfbwrcg toroidal gLLAQbcddeffhkkkvvw SFS[D(4,1)(3,1)] gLLAQbcddeffavvnwnc SFS[D(3,1)(2,1)] gLLAQbcddeffeorrgkr SFS[D(5,2)(3,1)] gLLAQbcddeffebkkgkr toroidal gLLAQbcddeffebbfgfs SFS[D(4,3)(3,1)] gLLAQbcddeffdfbfrcg SFS[D(5,3)(3,1)] gLLAQbcddeffebrrgrn SFS[D(5,2)(3,1)] gLLAQcceedffdkatcvj SFS[D(3,1)(2,1)] gLLAQbcddeffdokfrcg reducible gLLAQbcddefftvkfwjg reducible gLLAQbcddeffxkrfskc reducible gLLAQbcddeffakrfwnc reducible gLLAQcceedffakahcvj SFS[D(3,1)(2,1)] gLLAQcceedffakxhccw SFS[D(3,1)(2,1)] gLLAQbcddefftsffwjg reducible gLLAQbcddeffasffwjg reducible gLLAQbcddefflsffwjg reducible gLLAQcceedffqfahcvj SFS[D(5,3)(3,1)] gLLAQcceedffqvahcvj SFS[D(4,3)(3,1)] gLLAQbdddeffhgkkvfk SFS[D(4,3)(3,1)] gLLAQbcddefferofsfg SFS[D(5,2)(3,1)] gLLAQbcddeffdoofrcg toroidal gLLAQbcddeffakofwnc SFS[D(3,1)(3,2)] gLLAQbcddeffebbwwfg SFS[D(5,2)(3,1)] gLLAQbcddeffdfbwncg toroidal gLLAQbcddeffhkrrvwr SFS[D(5,3)(3,1)] gLLAQbcddeffhjkkvwr SFS[D(4,3)(3,1)] gLLAQbcddeffhkkkvvs SFS[D(4,3)(3,1)] gLLAQbcddeffavvnsnc SFS[D(3,1)(2,1)] gLLAQbcddeffabcfojr SFS[D(3,1)(2,1)] gLLAQbcddeffaknwonn reducible gLLAQbcddeffaknnonn reducible gLLAQbcddeffaknfonn reducible gLLAQbcddeffajffosk SFS[D(3,1)(2,1)] gLLAQbcddeffajkbovj reducible gLLAQbcddeffajssosk reducible gLLAQbcddeffmrwfgvr SFS[D(3,1)(2,1)] gLLAQbcddeffavwssbo reducible gLLAQbcddeffmccggrj reducible gLLAQbcddeffmkcbgrj reducible gLLAQbcddeffmbffgfw SFS[D(3,1)(2,1)] gLLAQbcddefftvkfsjg reducible gLLAQcceedffdkatcvw SFS[D(3,1)(2,1)] gLLAQbcddeffdokfncg reducible gLLAQbcddeffakrfsnc reducible gLLAQbcddeffxkrfwkc reducible gLLAQbcddefflskkonn toroidal gLLAQbcddefflcrronn SFS[D(5,2)(3,1)] gLLAQbcddefflsrrobs SFS[D(5,2)(3,1)] gLLAQbcddefferwfwfg SFS[D(4,3)(3,1)] gLLAQbcddeffdowfncg toroidal gLLAQbcddeffaknfsnc SFS[D(3,1)(3,2)] gLLAQcceedffqfahcvw SFS[D(5,2)(3,1)] gLLAQcceedffqvahcvw SFS[D(4,1)(3,1)] gLLAQbdddeffhgkkvfj SFS[D(4,1)(3,1)] gLLAQbcddefferofwfg SFS[D(5,3)(3,1)] gLLAQbcddeffdoofncg toroidal gLLAQbcddeffakofsnc SFS[D(3,1)(3,1)] gLLAQbcddeffebbfgfw SFS[D(4,1)(3,1)] gLLAQbcddeffdfbfncg SFS[D(5,2)(3,1)] gLLAQbcddeffebkkgkk toroidal gLLAQbcddeffeorrgkk SFS[D(5,3)(3,1)] gLLAQbcddeffebrrgrj SFS[D(5,3)(3,1)] gLLAQbcddeffdfbfvcw SFS[D(5,2)(3,1)] gLLAQbcddeffdfcfncg toroidal gLLAQbcddeffdfkkvgk SFS[D(5,3)(3,1)] gLLAQbcddeffdnrrvgk SFS[D(4,3)(3,1)] gLLAQbcddeffdfrrvoj SFS[D(4,3)(3,1)] gLLAQbcddeffavgfsnc SFS[D(3,1)(2,1)] gLLAQbcddefftsffsjg reducible gLLAQbcddeffasffsjg reducible gLLAQbcddefflsffsjg reducible gLLAQcceedffakxhccj SFS[D(3,1)(2,1)] gLLAQcceedffakahcvw SFS[D(3,1)(2,1)] gLLAQbcddefftskkonn SFS[D(5,2)(3,1)] gLLAQbcddefftcrronn SFS[D(4,1)(3,1)] gLLAQbcddefftsrrobs SFS[D(4,1)(3,1)] gLLAQbcddefferwnwfg SFS[D(5,3)(3,1)] gLLAQbcddeffdownncg toroidal gLLAQbcddeffaknwsnc SFS[D(3,1)(3,1)] gLLAQbcddeffajkbnvb SFS[D(3,1)(2,1)] gLLAQbcddeffdokfocj reducible gLLAQbcddeffdfcfocj toroidal gLLAQbcddeffdfbfocj SFS[D(5,2)(3,1)] gLLAQbcddeffdfbnocj toroidal gLLAQbcddeffdfbwocj SFS[D(4,3)(3,1)] gLLAQbcddeffaknfrnb reducible gLLAQbcddefflsffvjk reducible gLLAQbcddeffavgfvnj reducible gLLAQbcddeffavvnvnj SFS[D(3,1)(2,1)] gLLAQbcddeffavwsvbr SFS[D(3,1)(2,1)] gLLAQbcddeffaknnrnb reducible gLLAQbcddeffakofvnj SFS[D(3,1)(3,1)] gLLAQbcddeffaknwvnj SFS[D(3,1)(3,1)] gLLAQbcddeffaknfvnj SFS[D(3,1)(3,2)] gLLAQbcddeffajssnsf reducible gLLAQbcddeffakrfvnj toroidal gLLAQbcddeffasffvjk reducible gLLAQbcddefftvkfvjk reducible gLLAQbcddeffmkcbjrb reducible gLLAQbcddeffaknwrnb reducible gLLAQbcddefftsffvjk reducible gLLAQbcddeffmccgjrb toroidal gLLAQbcddeffxkrfvkw toroidal gLLAQbcddefferofvfj SFS[D(5,2)(3,1)] gLLAQbcddefferwnvfj SFS[D(5,3)(3,1)] gLLAQbcddefferwfvfj SFS[D(4,3)(3,1)] gLLAQbcddefferkfvfj toroidal gLLAQbcddeffdfbfwcv SFS[D(5,2)(3,1)] gLLAQbcddeffebbfjfv SFS[D(4,1)(3,1)] gLLAQbcddeffebbnvfj toroidal gLLAQbcddeffebbwvfj SFS[D(5,3)(3,1)] gLLAQbcddeffmrwfkvf SFS[D(3,1)(2,1)] gLLAQbdddeffmkbrkjc toroidal gLLAQcceedffdwxawcc toroidal gLLAQcceedffakxhwcc SFS[D(3,1)(2,1)] gLLAQbcddeffabcfrjf reducible gLLAQbdddeffhgkkwfg SFS[D(4,1)(3,1)] gLLAQbcddefftsrrrbv toroidal gLLAQbcddefflsrrrbv SFS[D(5,3)(3,1)] gLLAQbdddeffmkkkjbg toroidal gLLAQbcddeffdfrrwob toroidal gLLAQbcddeffebrrjrb SFS[D(5,2)(3,1)] gLLAQbcddeffmbrrjrb toroidal gLLAQbcddeffhkkksvv SFS[D(4,3)(3,1)] gLLAQcceedffqfahjvc SFS[D(5,2)(3,1)] gLLAQcceedffqvahjvc SFS[D(4,1)(3,1)] gLLAQbcddefftskkrnb SFS[D(5,3)(3,1)] gLLAQbcddefftcrrrnb toroidal gLLAQbcddefflskkrnb SFS[D(4,3)(3,1)] gLLAQbcddefflcrrrnb SFS[D(5,3)(3,1)] gLLAQcceedffdwatjvc toroidal gLLAQcceedffdoatjvc toroidal gLLAQcceedffdkatjvc reducible gLLAQcceedffakahjvc SFS[D(3,1)(2,1)] gLLAQbcddeffdfkkwgf SFS[D(5,2)(3,1)] gLLAQbcddeffdnrrwgf toroidal gLLAQbcddeffebkkjkf SFS[D(4,1)(3,1)] gLLAQbcddeffeorrjkf SFS[D(5,2)(3,1)] gLLAQbcddeffmbkkjkf toroidal gLLAQbcddeffmgkkkvf toroidal gLLAQbcddeffhkrrswf SFS[D(5,3)(3,1)] gLLAQbcddeffhjkkswf SFS[D(4,3)(3,1)] gLLAQbcddeffajffnsf SFS[D(3,1)(2,1)] gLLAQbcddeffmbffjfv reducible gLLAQbdddeffmkbskjc toroidal gLLAQbcddeffmgbsjfv toroidal gLLAQbcddeffavobwob SFS[A(3,1)] gLLAQbcddeffdfofonj SFS[D(3,1)(3,2)] gLLAQbcddefflvffvgr reducible gLLAQbcddeffavcvvcs reducible gLLAQbcddeffavobvon SFS[A(3,1)] gLLAQbcddeffacccvcs reducible gLLAQbcddeffagggvgr reducible gLLAQbcddefftvffvgr reducible gLLAQbcddeffmkffvgk reducible gLLAQbcddeffavcvwcv reducible gLLAQbcddeffebofvoj SFS[D(3,1)(3,1)] gLLMQbdceeffmkvtpjw reducible gLLMQbdceeffavwlirv reducible gLLAQbdddeffhgkkrrc SFS[D(3,1)(3,2)] gLLAQbdddeffabkkwfg SFS[D(3,1)(2,1)] gLLMQbdceeffabvpekw reducible gLLMQbdceeffavvxhkw reducible gLLMQbdceeffarvxhkw SFS[D(3,1)(3,2)] gLLMQbdceeffajvxhkw SFS[D(3,1)(3,1)] gLLAQbcddefftvffwgf reducible gLLAQbcddefflvffwgf reducible gLLMQbdceeffakvxxkw SFS[D(3,1)(2,1)] gLLAQbdddeffabkkvfk SFS[D(3,1)(2,1)] gLLMQbdceeffavwxhkv reducible gLLMQbdceeffarwxhkv SFS[D(3,1)(3,1)] gLLMQbdceeffajwxhkv SFS[D(3,1)(3,2)] gLLMQbdceeffabwpekv reducible gLLAQbcddeffebofsob SFS[D(3,1)(3,2)] gLLAQbcddeffdfofrnb SFS[D(3,1)(3,1)] gLLAQbdddeffhgkkorw SFS[D(3,1)(3,1)] gLLAQbcddeffhoffosk reducible gLLAQbcddeffhorroww SFS[D(3,1)(3,2)] gLLAQbcddeffhbkkoww SFS[D(3,1)(3,1)] gLLAQbcddeffhvffoww reducible gLLAQbcddeffhokkovj SFS[D(3,1)(3,1)] gLLAQbcddefferwbwsb SFS[D(3,1)(3,2)] gLLAQbcddeffdowbnvb toroidal gLLAQbcddeffaknvsvv SFS[D(3,1)(2,1)] gLLAQbcddeffpoobnvb SFS[A(3,1)] gLLAQbcddeffdowbovj reducible gLLAQbcddeffavgfssb SFS[D(3,1)(2,1)] gLLAQbcddeffavfvsvv reducible gLLAQbcddeffavgfvsn reducible gLLAQbcddeffaokkvwr SFS[D(3,1)(2,1)] gLLAQbcddeffavrjvwr SFS[D(3,1)(2,1)] gLLAQbcddeffabcfvwr SFS[D(3,1)(2,1)] gLLAQbcddeffaokwvwr toroidal gLLAQbcddeffaokovwr SFS[D(3,1)(2,1)] gLLAQbcddeffavkkvvs SFS[D(3,1)(2,1)] gLLAQbcddeffavsbvsn toroidal gLLAQbcddeffavskvsn SFS[D(3,1)(3,2)] gLLAQbcddeffarvvsvv SFS[D(3,1)(3,1)] gLLAQbcddeffavwnvwr SFS[D(3,1)(3,1)] gLLAQbcddeffavwfvwr reducible gLLAQbcddeffajvvsvv SFS[D(3,1)(3,2)] gLLAQbcddeffavgvvvs reducible gLLAQbcddeffavvjvvs SFS[D(3,1)(3,2)] gLLAQbcddeffavvrvvs SFS[D(3,1)(3,1)] gLLAQbcddeffavfvvvs reducible gLLAQbcddeffaccvvvs reducible gLLAQbcddeffajssvsn reducible gLLAQbcddeffajwnvwr toroidal gLLAQbcddeffajwfvwr SFS[D(3,1)(3,2)] gLLAQbcddeffajwwswf SFS[D(3,1)(3,1)] gLLAQbcddeffajvvvvs SFS[D(3,1)(3,2)] gLLAQbcddeffajffvsn SFS[D(3,1)(2,1)] gLLAQbcddeffaknvvvs SFS[D(3,1)(2,1)] gLLAQbcddeffarssssb SFS[D(3,1)(3,2)] gLLAQbcddeffarwnvwr SFS[D(3,1)(3,2)] gLLAQbcddeffarwfvwr SFS[D(3,1)(3,1)] gLLAQbcddeffajssssb reducible gLLAQbcddeffarvvvvs SFS[D(3,1)(3,1)] gLLAQbcddeffavgvsvv reducible gLLAQbcddeffmvffvwk reducible gLLAQbcddeffaccvsvv reducible gLLAQbcddefferwbvsj SFS[D(3,1)(3,2)] gLLMQbdceeffavslisv reducible gLLMQbdceeffmvvtpow reducible gLLAQbcddeffavvrsvv SFS[D(3,1)(3,1)] gLLAQbcddeffarwfswf SFS[D(3,1)(3,1)] gLLAQbcddfeflsnwnbk SFS[D(3,1)(3,1)] gLLAQbcddfeflsnfnbk reducible gLLAQbcddeffajwfswf SFS[D(3,1)(3,2)] gLLAQbcddeffavwfswf toroidal gLLAQbcddeffavskssb SFS[D(3,1)(3,2)] gLLAQbcddeffaokoswf SFS[D(3,1)(2,1)] gLLAQbcddfefebffffr reducible gLLAQbcddfefdfbfcnf reducible gLLAQbcddfefebbfffr reducible gLLAQbcddeffabcfswf reducible gLLAQbcddeffavrjswf reducible gLLAQbcddeffaokwswf reducible gLLAQbcddfefdfffcbr reducible gLLAQbcddfefdfcfcbr reducible gLLAQbcddfefdfbfcbr reducible gLLAQbcddeffhokknvb SFS[D(3,1)(3,1)] gLLAQbcddeffavkksvv SFS[D(3,1)(2,1)] gLLAQbcddeffhorrnwv SFS[D(3,1)(3,2)] gLLAQbcddeffhbkknwv SFS[D(3,1)(3,1)] gLLAQbcddeffhvffnwv reducible gLLAQbcddeffaokkswf SFS[D(3,1)(2,1)] gLLAQbcddfefdfffcnf reducible gLLAQbcddfefebfffrf reducible gLLAQbcddeffhoffnsf reducible gLLAQbcddeffajffssb SFS[D(3,1)(2,1)] gLLAQbcddeffavvjsvv SFS[D(3,1)(3,2)] gLLAQbcddeffarwnswf SFS[D(3,1)(3,2)] gLLAQbcddfeftsnwnbk SFS[D(3,1)(3,2)] gLLAQbcddfeflsnwnjf SFS[D(3,1)(3,1)] gLLAQbcddeffajwnswf reducible gLLAQbcddeffavwnswf SFS[D(3,1)(3,1)] gLLAQbcddeffavsbssb reducible gLLAQbcddeffajkbrvb SFS[D(3,1)(2,1)] gLLAQbcddeffdokfock reducible gLLAQbcddeffdfcfock toroidal gLLAQbcddeffdfbfock SFS[D(5,3)(3,1)] gLLAQbcddeffdfbnock toroidal gLLAQbcddeffdfbwock SFS[D(4,1)(3,1)] gLLAQbcddeffaknfnnb reducible gLLAQbcddefflsffvjj reducible gLLAQbcddeffavgfvnw reducible gLLAQbcddeffavvnvnw SFS[D(3,1)(2,1)] gLLAQbcddeffavwsvbn SFS[D(3,1)(2,1)] gLLAQbcddeffaknnnnb reducible gLLAQbcddeffakofvnw SFS[D(3,1)(3,2)] gLLAQbcddeffaknwvnw SFS[D(3,1)(3,2)] gLLAQbcddeffaknfvnw SFS[D(3,1)(3,1)] gLLAQbcddeffajssrsf reducible gLLAQbcddeffakrfvnw toroidal gLLAQbcddeffasffvjj reducible gLLAQbcddefftvkfvjj reducible gLLAQbcddeffmkcbkrb reducible gLLAQbcddeffaknwnnb reducible gLLAQbcddefftsffvjj reducible gLLAQbcddeffmccgjsv toroidal gLLAQbcddeffxkrfvkj toroidal gLLAQbcddefferofvfk SFS[D(5,3)(3,1)] gLLAQbcddefferwnvfk SFS[D(5,2)(3,1)] gLLAQbcddefferwfvfk SFS[D(4,1)(3,1)] gLLAQbcddefferkfvfk toroidal gLLAQbcddeffdfbfscv SFS[D(5,3)(3,1)] gLLAQbcddeffebbfkfv SFS[D(4,3)(3,1)] gLLAQbcddeffebbnvfk toroidal gLLAQbcddeffebbwvfk SFS[D(5,2)(3,1)] gLLAQbcddeffmrwfjvf SFS[D(3,1)(2,1)] gLLAQbdddeffmkbrjjc toroidal gLLAQcceedffdwxajcc toroidal gLLAQcceedffakxhjcc SFS[D(3,1)(2,1)] gLLAQbcddeffabcfnjf reducible gLLAQbdddeffhgkksfg SFS[D(4,3)(3,1)] gLLAQbcddefftsrrnbv toroidal gLLAQbcddefflsrrnbv SFS[D(5,2)(3,1)] gLLAQbdddeffmkkkkbg toroidal gLLAQbcddeffdfrrsob toroidal gLLAQbcddeffebrrkrb SFS[D(5,3)(3,1)] gLLAQbcddeffmbrrkrb toroidal gLLAQbcddeffhkkkwvv SFS[D(4,1)(3,1)] gLLAQcceedffqfahwvc SFS[D(5,3)(3,1)] gLLAQcceedffqvahwvc SFS[D(4,3)(3,1)] gLLAQbcddefftskknnb SFS[D(5,2)(3,1)] gLLAQbcddefftcrrnnb toroidal gLLAQbcddefflskknnb SFS[D(4,1)(3,1)] gLLAQbcddefflcrrnnb SFS[D(5,2)(3,1)] gLLAQcceedffdwatwvc toroidal gLLAQcceedffdoatwvc toroidal gLLAQcceedffdkatwvc reducible gLLAQcceedffakahwvc SFS[D(3,1)(2,1)] gLLAQbcddeffdfkksgf SFS[D(5,3)(3,1)] gLLAQbcddeffdnrrsgf toroidal gLLAQbcddeffebkkkkf SFS[D(4,3)(3,1)] gLLAQbcddeffeorrkkf SFS[D(5,3)(3,1)] gLLAQbcddeffmbkkkkf toroidal gLLAQbcddeffmgkkjvf toroidal gLLAQbcddeffhkrrwwf SFS[D(5,2)(3,1)] gLLAQbcddeffhjkkwwf SFS[D(4,1)(3,1)] gLLAQbcddeffajffrsf SFS[D(3,1)(2,1)] gLLAQbcddeffmbffkfv reducible gLLAQbdddeffmkbsjjc toroidal gLLAQbcddeffmgbskfv toroidal gLLAQbcddeffavobsob SFS[A(3,1)] gLLAQbcddeffdfofonn SFS[D(3,1)(3,1)] gLLAQbcddefflvffvgk reducible gLLAQbcddeffavcvvcw reducible gLLAQbcddeffavobvoj SFS[A(3,1)] gLLAQbcddeffacccscv reducible gLLAQbcddeffagggsgf reducible gLLAQbcddefftvffvgk reducible gLLAQbcddeffmkffvgr reducible gLLAQbcddeffavcvscv reducible gLLAQbcddeffebofvon SFS[D(3,1)(3,2)] gLLMQbdceeffmkvtpjs reducible gLLMQbdceeffavslirv reducible gLLAQbdddeffhgkknrc SFS[D(3,1)(3,1)] gLLAQbdddeffabkksfg SFS[D(3,1)(2,1)] gLLMQbdceeffabvpeks reducible gLLMQbdceeffavvxhks reducible gLLMQbdceeffarvxhks SFS[D(3,1)(3,1)] gLLMQbdceeffajvxhks SFS[D(3,1)(3,2)] gLLAQbcddefftvffsgf reducible gLLAQbcddefflvffsgf reducible gLLMQbdceeffaksxxkv SFS[D(3,1)(2,1)] gLLAQbdddeffabkkvfj SFS[D(3,1)(2,1)] gLLMQbdceeffavsxhkv reducible gLLMQbdceeffarsxhkv SFS[D(3,1)(3,2)] gLLMQbdceeffajsxhkv SFS[D(3,1)(3,1)] gLLMQbdceeffabspekv reducible gLLAQbcddeffebofwob SFS[D(3,1)(3,1)] gLLAQbcddeffdfofnnb SFS[D(3,1)(3,2)] gLLAQbdddeffhgkkorj SFS[D(3,1)(3,2)] gLLAQbcddeffhoffosr reducible gLLAQbcddeffhorrows SFS[D(3,1)(3,1)] gLLAQbcddeffhbkkows SFS[D(3,1)(3,2)] gLLAQbcddeffhvffows reducible gLLAQbcddeffhokkovn SFS[D(3,1)(3,2)] gLLAQbcddefferwbssb SFS[D(3,1)(3,1)] gLLAQbcddeffdowbrvb toroidal gLLAQbcddeffaknvwvv SFS[D(3,1)(2,1)] gLLAQbcddeffpoobovn SFS[A(3,1)] gLLAQbcddeffdowbovn reducible gLLAQbcddeffavgfwsb SFS[D(3,1)(2,1)] gLLAQbcddeffavfvwvv reducible gLLAQbcddeffavgfvsj reducible gLLAQbcddeffaokkvwk SFS[D(3,1)(2,1)] gLLAQbcddeffavrjvwk SFS[D(3,1)(2,1)] gLLAQbcddeffabcfvwk SFS[D(3,1)(2,1)] gLLAQbcddeffaokwvwk toroidal gLLAQbcddeffaokovwk SFS[D(3,1)(2,1)] gLLAQbcddeffavkkvvw SFS[D(3,1)(2,1)] gLLAQbcddeffavsbvsj toroidal gLLAQbcddeffavskvsj SFS[D(3,1)(3,1)] gLLAQbcddeffarvvwvv SFS[D(3,1)(3,2)] gLLAQbcddeffavwnvwk SFS[D(3,1)(3,2)] gLLAQbcddeffavwfvwk reducible gLLAQbcddeffajvvwvv SFS[D(3,1)(3,1)] gLLAQbcddeffavgvvvw reducible gLLAQbcddeffavvjvvw SFS[D(3,1)(3,1)] gLLAQbcddeffavvrvvw SFS[D(3,1)(3,2)] gLLAQbcddeffavfvvvw reducible gLLAQbcddeffaccvvvw reducible gLLAQbcddeffajssvsj reducible gLLAQbcddeffajwnvwk toroidal gLLAQbcddeffajwfvwk SFS[D(3,1)(3,1)] gLLAQbcddeffajwwvwk SFS[D(3,1)(3,2)] gLLAQbcddeffajvvvvw SFS[D(3,1)(3,1)] gLLAQbcddeffajffvsj SFS[D(3,1)(2,1)] gLLAQbcddeffaknvvvw SFS[D(3,1)(2,1)] gLLAQbcddeffarssvsj SFS[D(3,1)(3,1)] gLLAQbcddeffarwnvwk SFS[D(3,1)(3,1)] gLLAQbcddeffarwfvwk SFS[D(3,1)(3,2)] gLLAQbcddeffajsswsb reducible gLLAQbcddeffarvvvvw SFS[D(3,1)(3,2)] gLLAQbcddeffavgvwvv reducible gLLAQbcddeffmvffvwr reducible gLLAQbcddeffaccvwvv reducible gLLAQbcddefferwbvsn SFS[D(3,1)(3,1)] gLLMQbdceeffavwlisv reducible gLLMQbdceeffmvvtpos reducible gLLAQbcddeffavvrwvv SFS[D(3,1)(3,2)] gLLAQbcddeffarwfwwf SFS[D(3,1)(3,2)] gLLAQbcddfeflsnwnbr SFS[D(3,1)(3,2)] gLLAQbcddfeflsnfnbr reducible gLLAQbcddeffajwfwwf SFS[D(3,1)(3,1)] gLLAQbcddeffavwfwwf toroidal gLLAQbcddeffavskwsb SFS[D(3,1)(3,1)] gLLAQbcddeffaokowwf SFS[D(3,1)(2,1)] gLLAQbcddfefebffffk reducible gLLAQbcddfefdfbfcjf reducible gLLAQbcddfefebbfffk reducible gLLAQbcddeffabcfwwf reducible gLLAQbcddeffavrjwwf reducible gLLAQbcddeffaokwwwf reducible gLLAQbcddfefdfffcbk reducible gLLAQbcddfefdfcfcbk reducible gLLAQbcddfefdfbfcbk reducible gLLAQbcddeffhokkrvb SFS[D(3,1)(3,2)] gLLAQbcddeffavkkwvv SFS[D(3,1)(2,1)] gLLAQbcddeffhorrrwv SFS[D(3,1)(3,1)] gLLAQbcddeffhbkkrwv SFS[D(3,1)(3,2)] gLLAQbcddeffhvffrwv reducible gLLAQbcddeffaokkwwf SFS[D(3,1)(2,1)] gLLAQbcddfefdfffcjf reducible gLLAQbcddfefebfffkf reducible gLLAQbcddeffhoffrsf reducible gLLAQbcddeffajffwsb SFS[D(3,1)(2,1)] gLLAQbcddeffavvjwvv SFS[D(3,1)(3,1)] gLLAQbcddeffarwnwwf SFS[D(3,1)(3,1)] gLLAQbcddfeftsnwnbr SFS[D(3,1)(3,1)] gLLAQbcddfeflsnwnnf SFS[D(3,1)(3,2)] gLLAQbcddeffajwnwwf reducible gLLAQbcddeffavwnwwf SFS[D(3,1)(3,2)] gLLAQbcddeffavsbwsb reducible gLLAQbcddeffhjosobf SFS[D(2,1)(2,1)] gLLAQbcddeffpocjonv SFS[D(3,1)(2,1)] gLLAQbcddeffpkobojb SFS[D(3,1)(2,1)] gLLAQbcddeffdfcfonv SFS[D(2,1)(2,1)] gLLAQbcddeffavobvgv T2xI gLLAQbcddeffabovvgv T2xI gLLAQbcddeffaobvvgv SFS[A(2,1)] gLLAQbcddeffacnsvcb SFS[D(3,1)(2,1)] gLLAQbcddeffagjwvof SFS[D(3,1)(2,1)] gLLAQbcddeffmccgvgb SFS[D(2,1)(2,1)] gLLAQbcddeffmorrvcf SFS[D(3,1)(2,1)] gLLAQbcddeffmbkkvcf SFS[D(3,1)(2,1)] gLLAQbcddeffmbffvov reducible gLLAQbcddeffebbnvov SFS[D(3,1)(2,1)] gLLAQbcddeffdfbnonv SFS[D(3,1)(2,1)] gLLAQbcddeffmbrrvgb SFS[D(3,1)(2,1)] gLLAQbcddeffmgbsvov SFS[D(3,1)(2,1)] gLLAQbcddeffmkcbvgb reducible gLLAQbcddeffxvgfvcf reducible gLLAQbcddeffacgwvof SFS[D(3,1)(2,1)] gLLAQbcddeffpogwobf SFS[D(3,1)(2,1)] gLLAQbcddeffagosvcb SFS[D(3,1)(2,1)] gLLAQbcddeffacosvcb SFS[D(3,1)(2,1)] gLLAQbcddeffxonovgb SFS[D(3,1)(2,1)] gLLAQbcddeffaoosvcb reducible gLLAQbcddeffergrvgb SFS[D(3,1)(2,1)] gLLMQadcefffblorsjj reducible gLLMQadcefffblocsjj SFS[D(3,1)(2,1)] gLLMQadcefffblossjj SFS[D(3,1)(2,1)] gLLAQbdddeffmkkkvwg SFS[D(3,1)(2,1)] gLLAQbcddefferkfvov SFS[D(3,1)(2,1)] gLLAQbcddeffdokfonv reducible gLLMQadcefffblonsjs SFS[D(3,1)(2,1)] gLLAQbdddeffmvjvvwg SFS[D(3,1)(2,1)] gLLAQbdddeffmvkvvwg SFS[D(3,1)(2,1)] gLLAQbcddefftvkfvof reducible gLLAQbcddeffxkrfvcf SFS[D(2,1)(2,1)] gLLAQbcddeffakrfvcb SFS[D(2,1)(2,1)] gLLAQbcddeffxorovgb SFS[D(3,1)(2,1)] gLLAQbcddeffacnkvgv SFS[D(2,1)(2,1)] gLLAQbcddeffhfofobf reducible gLLMQadcefffbxocscn SFS[D(3,1)(2,1)] gLLAQbcddeffagfgvgv T2xI gLLAQbcddeffagfvvgv SFS[A(2,1)] gLLAQbcddeffpogfobf reducible gLLAQbcddeffacrsvcb reducible gLLAQbcddeffdfrrojb SFS[D(2,1)(2,1)] gLLAQbdddeffakkkvwc SFS[D(2,1)(2,1)] gLLAQbcddeffagffvgv T2xI gLLAQbcddefftsrrvgv SFS[D(2,1)(2,1)] gLLAQbdddeffarkvvwc SFS[D(3,1)(2,1)] gLLAQbdddeffavkvvwc reducible gLLAQbcddeffdnrrobf SFS[D(2,1)(2,1)] gLLAQbdddeffawffvwc SFS[D(2,1)(2,1)] gLLAQbcddefftjffvcb reducible gLLAQbcddeffljffvcb reducible gLLAQbcddefftcrrvcb SFS[D(2,1)(2,1)] gLLAQbdddeffajkvvwc SFS[D(3,1)(2,1)] gLLAQbdddeffabfsvwc reducible gLLAQbdddeffanrwvwc SFS[D(3,1)(2,1)] gLLAQbcddeffdogrojb reducible gLLAQbcddeffakckvgv SFS[D(2,1)(2,1)] gLLMQadcefffbxocsbn SFS[D(3,1)(2,1)] gLLAQbcddefftsofvcb toroidal gLLAQbcddeffasofvcb SFS[D(2,1)(2,1)] gLLAQbcddefflsofvcb SFS[D(2,1)(2,1)] gLLAQbcddefftkofvcb SFS[D(3,1)(2,1)] gLLAQbcddefftvrbvcb reducible gLLAQbcddefftokvvcb SFS[D(3,1)(2,1)] gLLAQbcddefftbofvcb SFS[D(3,1)(2,1)] gLLAQbcddeffabovrsv SFS[A(2,1)] gLLAQbcddeffdfofocw SFS[D(3,1)(2,1)] gLLAQbcddefflvffvbj reducible gLLAQbcddeffavcvvnk reducible gLLAQbcddeffavobvjr SFS[A(2,1)] gLLAQbcddeffacccnnv reducible gLLAQbcddeffacccrvf reducible gLLAQbcddefftvffvbj reducible gLLAQbcddeffmkffvrj reducible gLLAQbcddeffabgbrwb reducible gLLAQbcddeffebofvfw SFS[D(3,1)(2,1)] gLLAQcceedffqflejsf reducible gLLAQcceedffaolejsf reducible gLLAQbdddeffhgkkswc SFS[D(3,1)(2,1)] gLLAQbdddeffabkknsg SFS[D(2,1)(2,1)] gLLAQcceedffqfaewgb reducible gLLAQcceedffqgahwgb reducible gLLAQcceedffqvahwgb SFS[D(3,1)(2,1)] gLLAQcceedffqfahwgb SFS[D(3,1)(2,1)] gLLAQbcddefftvffnbf reducible gLLAQbcddefflvffnbf reducible gLLAQcceedffawahwgb SFS[D(2,1)(2,1)] gLLAQbdddeffabkkvsr SFS[D(2,1)(2,1)] gLLAQcceedffaoxhjsf reducible gLLAQcceedffawxhjsf SFS[D(3,1)(2,1)] gLLAQcceedffakxhjsf SFS[D(3,1)(2,1)] gLLAQcceedffaohmwkb reducible gLLAQbcddeffebofkfb SFS[D(3,1)(2,1)] gLLAQbcddeffdfofscb SFS[D(3,1)(2,1)] gLLAQbdddeffhgkkown SFS[D(3,1)(2,1)] gLLAQbcddeffarwbwwb SFS[D(2,1)(2,1)] gLLAQbcddeffhoffofj reducible gLLAQbcddeffhorrork SFS[D(3,1)(2,1)] gLLAQbcddeffhvffork reducible gLLAQbcddeffhbkkork SFS[D(3,1)(2,1)] gLLAQbcddeffhokkokw SFS[D(3,1)(2,1)] gLLAQbcddeffhokbokw toroidal gLLAQbcddeffhoksokw SFS[D(3,1)(2,1)] gLLAQbcddeffpoobokw SFS[A(2,1)] gLLAQbcddeffdowbokw reducible gLLAQbcddeffabcfwsv SFS[D(2,1)(2,1)] gLLAQbcddeffabfbwwb reducible gLLAQbcddeffavsbvfr toroidal gLLAQbcddeffakbbwwb SFS[D(3,1)(2,1)] gLLAQbcddeffavskvfr SFS[D(3,1)(2,1)] gLLAQbcddeffavwnvrs SFS[D(3,1)(2,1)] gLLAQbcddeffasbbwwb SFS[D(3,1)(2,1)] gLLAQbcddeffavwfvrs reducible gLLAQbcddeffavvjvkn SFS[D(3,1)(2,1)] gLLAQbcddeffavgvvkn reducible gLLAQbcddeffavfvvkn reducible gLLAQbcddeffavvrvkn SFS[D(3,1)(2,1)] gLLAQbcddeffavgfvfr reducible gLLAQbcddeffaokkvrs SFS[D(2,1)(2,1)] gLLAQbcddeffaokovrs SFS[D(2,1)(2,1)] gLLAQbcddeffavrjvrs SFS[D(2,1)(2,1)] gLLAQbcddeffaokwvrs toroidal gLLAQbcddeffabcfvrs SFS[D(2,1)(2,1)] gLLAQbcddeffavkkvkn SFS[D(2,1)(2,1)] gLLAQbcddeffakjjwsv SFS[D(3,1)(2,1)] gLLAQbcddeffarwnvrs SFS[D(3,1)(2,1)] gLLAQbcddeffarwwvrs reducible gLLAQbcddeffarwfvrs SFS[D(3,1)(2,1)] gLLAQbcddeffabjjwsv SFS[D(3,1)(2,1)] gLLAQbcddeffajffvfr SFS[D(2,1)(2,1)] gLLAQbcddeffaknvvkn SFS[D(2,1)(2,1)] gLLAQbcddeffajssvfr reducible gLLAQbcddeffajwnvrs toroidal gLLAQbcddeffajwwvrs SFS[D(3,1)(2,1)] gLLAQbcddeffajwfvrs SFS[D(3,1)(2,1)] gLLAQbcddeffabnnwvf SFS[D(3,1)(2,1)] gLLAQbcddeffaccvvkn reducible gLLAQbcddeffabcbwwb reducible gLLAQbcddeffmvffvbj reducible gLLAQbcddeffagbgwwb reducible gLLAQbcddefferwbvjw SFS[D(3,1)(2,1)] gLLMQadcefffblrnrnv reducible gLLMQadcefffblrcrnn reducible gLLAQbcddeffabbkwwb SFS[D(3,1)(2,1)] gLLAQbcddeffabjrwsv SFS[D(3,1)(2,1)] gLLAQbcddeffaknfwvf SFS[D(3,1)(2,1)] gLLAQbcddefftsnfwvf SFS[D(3,1)(2,1)] gLLAQbcddeffasnfwvf SFS[D(3,1)(2,1)] gLLAQbcddefflsnfwvf reducible gLLAQbcddeffabnfwvf toroidal gLLAQbcddfefebffjfs reducible gLLAQbcddeffebbfssf reducible gLLAQbcddeffdfbfrvf reducible gLLAQbcddeffaoorwvf SFS[D(2,1)(2,1)] gLLAQbcddfefdfffkbs reducible gLLAQbcddeffebcfssf reducible gLLAQbcddeffdfcfrvf reducible gLLAQbcddeffavgfwvf reducible gLLAQbcddeffaonrwvf reducible gLLAQbcddeffabkswvf reducible gLLAQbcddeffabrrwwb SFS[D(2,1)(2,1)] gLLAQbcddeffxsrrswv SFS[D(3,1)(2,1)] gLLAQbcddeffasffwsv SFS[D(2,1)(2,1)] gLLAQbcddeffebffssf reducible gLLAQbcddeffdfffrvf reducible gLLAQbcddeffxsffssf reducible gLLAQbcddeffaorrwvf SFS[D(2,1)(2,1)] gLLAQbcddeffxskksvb SFS[D(3,1)(2,1)] gLLAQbcddeffxrffsvb reducible gLLAQbcddeffxcrrsvb SFS[D(3,1)(2,1)] gLLAQbcddeffabbswwb SFS[D(3,1)(2,1)] gLLAQbcddeffabjvwsv reducible gLLAQbcddeffaknwwvf SFS[D(3,1)(2,1)] gLLAQbcddefftsnwwvf SFS[D(3,1)(2,1)] gLLAQbcddeffasnwwvf reducible gLLAQbcddefflsnwwvf SFS[D(3,1)(2,1)] gLLAQbcddeffabnwwvf SFS[D(3,1)(2,1)] gLLAQbcddeffasrvsgv SFS[D(2,1)(2,1)] gLLAQbcddeffdokfonw reducible gLLAQbcddeffdfbfonw SFS[D(5,2)(2,1)] gLLAQbcddeffdfcfnnv toroidal gLLAQbcddeffdfbwonw SFS[D(4,1)(2,1)] gLLAQbcddeffdfbnonw toroidal gLLAQbcddefflsffvor reducible gLLAQbcddeffaknfscb reducible gLLAQbcddeffavgfvcn reducible gLLAQbcddeffavvnvcn SFS[D(2,1)(2,1)] gLLAQbcddeffavwsvgs SFS[D(2,1)(2,1)] gLLAQbcddeffasffvor reducible gLLAQbcddeffaknwvcn SFS[D(3,1)(2,1)] gLLAQbcddeffaknnvcn reducible gLLAQbcddeffakofvcn SFS[D(3,1)(2,1)] gLLAQbcddeffakrfvcn toroidal gLLAQbcddeffaknfvcn SFS[D(3,1)(2,1)] gLLAQbcddeffaknnscb reducible gLLAQbcddeffmkcbwgb reducible gLLAQbcddefftvkfvor reducible gLLAQbcddefftsffvor reducible gLLAQbcddeffaknwscb reducible gLLAQbcddeffmccgvgj toroidal gLLAQbcddeffxkrfvck toroidal gLLAQbcddefferwnvow SFS[D(5,2)(2,1)] gLLAQbcddefferofvow SFS[D(5,2)(2,1)] gLLAQbcddefferkfvow toroidal gLLAQbcddefferwfvow SFS[D(4,1)(2,1)] gLLAQbcddeffebbfvow SFS[D(4,1)(2,1)] gLLAQbcddeffdfbfnnv SFS[D(5,2)(2,1)] gLLAQbcddeffebbwvow SFS[D(5,2)(2,1)] gLLAQbcddeffebbnvow toroidal gLLAQbcddeffmsnfwcf SFS[D(2,1)(2,1)] gLLAQbdddeffmvkvwwg toroidal gLLMQadcfeffbhrrgbb SFS[D(2,1)(2,1)] gLLMQadcefffjlonsjs toroidal gLLAQbcddeffabcfsof reducible gLLAQbcddeffebrrwgb SFS[D(5,2)(2,1)] gLLAQbcddeffdfrrnjb toroidal gLLAQbcddeffxbrrwgb SFS[D(4,1)(2,1)] gLLAQbcddeffmbrrwgb toroidal gLLAQbcddefftsrrsgv toroidal gLLAQbdddeffhgkknsg SFS[D(4,1)(2,1)] gLLAQbdddeffmkkkwwg toroidal gLLAQbcddefflsrrsgv SFS[D(5,2)(2,1)] gLLAQbcddeffmbffwov reducible gLLAQbcddeffasffsof SFS[D(2,1)(2,1)] gLLMQadcfeffbarrbbb SFS[D(2,1)(2,1)] gLLAQbcddeffeorrwcf SFS[D(5,2)(2,1)] gLLAQbcddeffebkkwcf SFS[D(4,1)(2,1)] gLLAQbcddeffdnrrnbf toroidal gLLAQbcddeffdfkknbf SFS[D(5,2)(2,1)] gLLAQbcddeffxorrwcf SFS[D(4,1)(2,1)] gLLAQbcddeffxbkkwcf SFS[D(5,2)(2,1)] gLLAQbcddeffmorrwcf toroidal gLLAQbcddeffmbkkwcf toroidal gLLAQbcddefftskkscb SFS[D(5,2)(2,1)] gLLAQbcddefftcrrscb toroidal gLLMQadcefffjxocsjj SFS[D(5,2)(2,1)] gLLMQadcefffjxossjj SFS[D(4,1)(2,1)] gLLMQadcefffjlocsjj toroidal gLLMQadcefffjlorsjj reducible gLLMQadcefffjlossjj toroidal gLLAQbcddefflskkscb SFS[D(4,1)(2,1)] gLLAQbcddefflcrrscb SFS[D(5,2)(2,1)] gLLAQbdddeffmvjvwwg toroidal gLLAQbcddeffmgbswov toroidal gLLAQbcddeffabovnsv T2xI gLLAQbcddeffavobvjn T2xI gLLAQbcddeffhokboks SFS[D(2,1)(2,1)] gLLAQbcddeffpooboks T2xI gLLAQbcddeffavsbvfk SFS[D(2,1)(2,1)] gLLAQbcddeffavgfvfk reducible gLLAQbcddeffaokwvrw SFS[D(2,1)(2,1)] gLLAQbcddeffajwnvrw SFS[D(2,1)(2,1)] gLLAQbcddeffabnfsvf SFS[D(2,1)(2,1)] gLLAQbcddeffdfcfnvf SFS[D(2,1)(2,1)] gLLAQbcddeffavgfsvf reducible gLLAQbcddeffaonrsvf reducible gLLAQbcddeffabkssvf reducible gLLAQbcddeffdokfons reducible gLLAQbcddeffdfcfons SFS[D(2,1)(2,1)] gLLAQbcddeffdfbnons SFS[D(3,1)(2,1)] gLLAQbcddeffavgfvcj reducible gLLAQbcddeffakrfvcj SFS[D(2,1)(2,1)] gLLAQbcddeffmkcbsgb reducible gLLAQbcddefftvkfvok reducible gLLAQbcddeffmccgsgb SFS[D(2,1)(2,1)] gLLAQbcddeffxkrfvcr SFS[D(2,1)(2,1)] gLLAQbcddefferkfvos SFS[D(3,1)(2,1)] gLLAQbcddeffebbnvos SFS[D(3,1)(2,1)] gLLAQbdddeffmvkvswg SFS[D(3,1)(2,1)] gLLMQadcefffnlonsjs SFS[D(3,1)(2,1)] gLLAQbcddeffabcfwof reducible gLLAQbcddeffdfrrrjb SFS[D(2,1)(2,1)] gLLAQbcddeffmbrrsgb SFS[D(3,1)(2,1)] gLLAQbcddefftsrrwgv SFS[D(2,1)(2,1)] gLLAQbdddeffmkkkswg SFS[D(3,1)(2,1)] gLLAQbcddeffmbffsov reducible gLLAQbcddeffdnrrrbf SFS[D(2,1)(2,1)] gLLAQbcddeffmorrscf SFS[D(3,1)(2,1)] gLLAQbcddeffmbkkscf SFS[D(3,1)(2,1)] gLLAQbcddefftcrrwcb SFS[D(2,1)(2,1)] gLLMQadcefffnlocsjj SFS[D(3,1)(2,1)] gLLMQadcefffnlorsjj reducible gLLMQadcefffnlossjj SFS[D(3,1)(2,1)] gLLAQbdddeffmvjvswg SFS[D(3,1)(2,1)] gLLAQbcddeffmgbssov SFS[D(3,1)(2,1)] gLLAQbcddeffhkvnvjc SFS[D(2,1)(2,1)] gLLAQbcddeffpbbvvjo toroidal gLLAQbcddeffdfcfvbg SFS[D(2,1)(2,1)] gLLAQbcddefflonooco SFS[D(3,1)(3,2)] gLLAQbcddefflorooco SFS[D(3,1)(3,1)] gLLAQbcddeffaookogo reducible gLLAQbcddeffdowfvbg SFS[D(3,1)(2,1)] gLLAQbcddeffaobvoco reducible gLLAQbcddeffajosoco reducible gLLAQbcddeffajkbogo reducible gLLAQbcddefftonooco SFS[D(3,1)(3,1)] gLLAQbcddeffaonooco reducible gLLAQbcddeffdownvbg SFS[D(3,1)(2,1)] gLLAQbcddeffmcnwggo reducible gLLAQbcddeffabnjoco reducible gLLAQbcddeffabnjogo reducible gLLAQbcddeffmcffggo reducible gLLAQbcddeffeccgggo reducible gLLAQbcddeffdbcgvjo reducible gLLAQbcddeffdbcgvno reducible gLLAQbcddeffhbcgvno reducible gLLAQbcddeffmcbvggo reducible gLLAQbcddeffeccggoo reducible gLLAQbcddeffhbcgvjo reducible gLLAQbcddeffmkcbggo reducible gLLAQbcddeffmkfsgoo reducible gLLAQbcddeffmkcbgoo reducible gLLAQbcddeffhvofvbc SFS[D(3,1)(2,1)] gLLAQbcddeffhvnwvbc SFS[D(3,1)(2,1)] gLLAQbcddeffhvnfvbc SFS[D(3,1)(2,1)] gLLAQbcddeffajosogo reducible gLLAQbcddeffdfbwvbg SFS[D(2,1)(2,1)] gLLAQbcddeffhkvnvbc SFS[D(2,1)(2,1)] gLLAQbcddeffebkkggc SFS[D(2,1)(2,1)] gLLAQbdddeffmnnwgfo reducible gLLAQbdddeffhrrkvco reducible gLLAQbcddefftorkogo reducible gLLAQbcddefftorkoco reducible gLLAQbcddefflorkoco reducible gLLAQbcddeffaorkoco reducible gLLAQbdddeffhrrkvso reducible gLLAQbdddeffmnrkgfo reducible gLLAQbcddefflorkogo reducible gLLAQbdddeffafrkono reducible gLLAQbcddeffecrkggo reducible gLLAQbcddeffdbrkvjo reducible gLLAQbcddeffdbrkvno reducible gLLAQbcddeffhbrkvno reducible gLLAQbcddeffpbrkvjo reducible gLLAQbcddeffecrkgoo reducible gLLAQbcddeffmcrkggo reducible gLLAQbcddeffhbrkvjo reducible gLLAQbcddefflkrfooc reducible gLLAQbcddefftvkfoog reducible gLLAQbcddefflbrfooc reducible gLLAQbdddeffmkfsgfo reducible gLLAQbcddeffekrfggc reducible gLLAQbcddeffdokfvng reducible gLLAQbcddeffhvrfvjc reducible gLLAQbcddeffesrfggc reducible gLLAQbcddefflkrfocc reducible gLLAQbdddeffmkfsgwo reducible gLLAQbcddefftvkfogg reducible gLLAQbcddefflbrfocc reducible gLLAQbcddeffekrfgcc reducible gLLAQbcddeffesrfgcc reducible gLLAQbcddeffdokfvbg reducible gLLAQbcddeffhvrfvbc reducible gLLAQbcddefflonoogo SFS[D(3,1)(3,2)] gLLAQbcddeffaookoco reducible gLLAQbcddeffloroogo SFS[D(3,1)(3,1)] gLLAQbcddefflskkocc SFS[D(2,1)(2,1)] gLLAQbcddeffdowfvng SFS[D(3,1)(2,1)] gLLAQbcddeffhvnfvjc SFS[D(3,1)(2,1)] gLLAQbcddefftorwogo SFS[D(3,1)(3,1)] gLLAQbcddeffaonkoco reducible gLLAQbdddeffhrnkvso SFS[D(3,1)(3,1)] gLLAQbcddefflorwogo SFS[D(3,1)(3,2)] gLLAQbcddeffmkfsggo reducible gLLAQbcddeffdoofvng SFS[D(3,1)(2,1)] gLLAQbcddeffhvofvjc SFS[D(3,1)(2,1)] gLLAQbcddeffebkkgcc SFS[D(2,1)(2,1)] gLLAQbcddeffdownvng SFS[D(3,1)(2,1)] gLLAQbcddeffajkboco reducible gLLAQbcddeffdfcfvng SFS[D(2,1)(2,1)] gLLAQbcddeffdfbwvng SFS[D(2,1)(2,1)] gLLAQbdddeffafnwono reducible gLLAQbcddeffpbffvjo reducible gLLAQbcddefflskkooc SFS[D(2,1)(2,1)] gLLAQbdddeffhrnkvco SFS[D(3,1)(3,1)] gLLAQbcddefftorwoco SFS[D(3,1)(3,1)] gLLAQbcddefflorwoco SFS[D(3,1)(3,2)] gLLAQbcddeffaonkogo reducible gLLAQbcddeffdoofvbg SFS[D(3,1)(2,1)] gLLAQbcddefftonoogo SFS[D(3,1)(3,1)] gLLAQbcddeffaonoogo reducible gLLAQbcddeffhvnwvjc SFS[D(3,1)(2,1)] gLLAQbdddeffprnwvco toroidal gLLAQbcddeffaonwoco reducible gLLAQbcddeffpbnwvjo toroidal gLLAQbcddeffhoosoco SFS[D(2,1)(2,1)] gLLAQbcddeffhnnkvfv SFS[D(4,1)(2,1)] gLLAQbcddeffavobvno T2xI gLLAQbcddeffpooboco T2xI gLLAQbcddeffpjnwvkb toroidal gLLAQbcddeffpjffvfv toroidal gLLAQbcddeffdfowvrb SFS[D(5,2)(2,1)] gLLAQbcddeffdfrwvrb SFS[D(4,1)(2,1)] gLLAQbcddeffdfnwvrb toroidal gLLAQbcddeffascfvbg SFS[D(3,1)(2,1)] gLLAQbcddeffdfnfvrb SFS[D(3,1)(2,1)] gLLAQbcddeffdfjvvkf SFS[D(4,1)(2,1)] gLLAQbcddeffdnnovfv toroidal gLLAQbcddeffdfbsvfv SFS[D(5,2)(2,1)] gLLAQbcddeffaokwvbg SFS[D(2,1)(2,1)] gLLAQbcddeffdnrovfv SFS[D(2,1)(2,1)] gLLAQbcddeffdgkkvrb SFS[D(5,2)(2,1)] gLLAQbcddeffdjrrvrb SFS[D(4,1)(2,1)] gLLAQbcddeffdgrrvfv SFS[D(4,1)(2,1)] gLLAQbcddeffdgrjvfv SFS[D(5,2)(2,1)] gLLAQbcddeffakgkvjc SFS[D(3,1)(2,1)] gLLAQbcddeffdfcfvkf SFS[D(2,1)(2,1)] gLLAQbcddefflbkkokf SFS[D(2,1)(2,1)] gLLAQbcddeffebbkvfo SFS[D(2,1)(2,1)] gLLAQbcddefflsowokf SFS[D(4,1)(2,1)] gLLAQbcddefflsonokf SFS[D(5,2)(2,1)] gLLAQbcddefflrwnofv toroidal gLLAQbcddefflsgjofv SFS[D(4,1)(2,1)] gLLAQbcddefflccsofv SFS[D(5,2)(2,1)] gLLAQbcddeffaskjvbg SFS[D(3,1)(2,1)] gLLAQbcddefflrwfofv SFS[D(3,1)(2,1)] gLLAQbcddefflgrrokf SFS[D(5,2)(2,1)] gLLAQbcddefflkkkokf toroidal gLLAQbcddeffebjrvkg toroidal gLLAQbcddeffdfjrogg SFS[D(5,2)(2,1)] gLLAQbcddefflkrrorb SFS[D(5,2)(2,1)] gLLAQbcddefflskkokf SFS[D(2,1)(2,1)] gLLAQbcddeffebnfvrc SFS[D(2,1)(2,1)] gLLAQbcddefflsrvorb SFS[D(3,1)(2,1)] gLLAQbcddeffabnfokf SFS[D(2,1)(2,1)] gLLAQbcddeffaokworf reducible gLLAQbcddeffabksokf reducible gLLAQbcddeffaojoorf reducible gLLAQbcddeffabovokv T2xI gLLAQbcddeffaocgokv reducible gLLAQbcddeffajoforf SFS[D(2,1)(2,1)] gLLAQbcddeffajgvokv SFS[D(2,1)(2,1)] gLLAQbcddeffajkbokv reducible gLLAQbcddefftsowokf SFS[D(5,2)(2,1)] gLLAQbcddefftjwnvbg toroidal gLLAQbcddeffajwnvbg SFS[D(2,1)(2,1)] gLLAQbcddeffljwnvbg SFS[D(2,1)(2,1)] gLLAQbcddefftrwnofv toroidal gLLAQbcddefftrwnvbg SFS[D(5,2)(2,1)] gLLAQbcddefftccsofv SFS[D(4,1)(2,1)] gLLAQbcddeffasgjvbg SFS[D(3,1)(2,1)] gLLAQbcddefflsgjvbg SFS[D(3,1)(2,1)] gLLAQbcddefftgrrokf SFS[D(4,1)(2,1)] gLLAQbcddefftkkkokf SFS[D(5,2)(2,1)] gLLAQbcddeffebjvvkg SFS[D(5,2)(2,1)] gLLAQbcddeffdfjvogg SFS[D(4,1)(2,1)] gLLAQbcddefftkrrorb SFS[D(4,1)(2,1)] gLLAQbcddeffavsbvjc SFS[D(2,1)(2,1)] gLLAQbcddefftsrvorb SFS[D(3,1)(2,1)] gLLAQbcddeffmccrgjf reducible gLLAQbcddeffmrrsgbf reducible gLLAQbcddeffmcfsgjf reducible gLLAQbcddeffaocgvno reducible gLLAQbcddeffabnjvno reducible gLLAQbcddeffmrgfgbf SFS[D(2,1)(2,1)] gLLAQbcddeffmrobgjb SFS[D(2,1)(2,1)] gLLAQbcddeffmbnwgnb reducible gLLAQbcddeffasbnvbg reducible gLLAQbcddefflsbnvbg reducible gLLAQbcddeffmkofgbf T2xI gLLAQbcddeffdosvogg SFS[D(2,1)(2,1)] gLLAQbcddeffakjbvjc reducible gLLAQbcddeffmkcbgbv reducible gLLAQbcddeffhkonvrv SFS[D(5,2)(2,1)] gLLAQbcddeffhkknvrv SFS[D(4,1)(2,1)] gLLAQbcddeffhkwnvrv toroidal gLLAQbcddeffasbwvbg SFS[D(3,1)(2,1)] gLLAQbcddeffhkwfvrv SFS[D(3,1)(2,1)] gLLAQbcddeffhksbvff SFS[D(4,1)(2,1)] gLLAQbcddeffhjowvkb toroidal gLLAQbcddeffhkvjvkb SFS[D(5,2)(2,1)] gLLAQbcddeffaojovbg SFS[D(2,1)(2,1)] gLLAQbcddeffhjokvkb SFS[D(2,1)(2,1)] gLLAQbcddeffhwrrvrv SFS[D(5,2)(2,1)] gLLAQbcddeffhnkkvrv SFS[D(4,1)(2,1)] gLLAQbcddeffhwkkvkb SFS[D(4,1)(2,1)] gLLAQbcddeffersjvkg SFS[D(5,2)(2,1)] gLLAQbcddeffakjsvjc SFS[D(3,1)(2,1)] gLLAQbcddeffhkgfvff SFS[D(2,1)(2,1)] gLLAQbcddeffeskkgnb SFS[D(2,1)(2,1)] gLLAQbcddefferwkvfo SFS[D(2,1)(2,1)] gLLAQbcddeffebowgnb SFS[D(4,1)(2,1)] gLLAQbcddeffebrwgnb SFS[D(5,2)(2,1)] gLLAQbcddeffebnwgnb toroidal gLLAQbcddeffasbfvbg SFS[D(3,1)(2,1)] gLLAQbcddeffebnfgnb SFS[D(3,1)(2,1)] gLLAQbcddeffebjvgjf SFS[D(5,2)(2,1)] gLLAQbcddeffeonogbv SFS[D(5,2)(2,1)] gLLAQbcddeffebbsgbv SFS[D(4,1)(2,1)] gLLAQbcddeffekkkgnb toroidal gLLAQbcddeffegrrgnb SFS[D(5,2)(2,1)] gLLAQbcddeffekrrgbv SFS[D(5,2)(2,1)] gLLAQbcddeffekrjgbv toroidal gLLAQbcddeffakjkvjc SFS[D(3,1)(2,1)] gLLAQbcddeffebkkgnb SFS[D(2,1)(2,1)] gLLAQbcddeffebrjgbv SFS[D(2,1)(2,1)] gLLAQbdddeffhsrkono reducible gLLAQbcddeffhjrkoco reducible gLLAQbcddefftskrvbg reducible gLLAQbcddeffaskrvbg reducible gLLAQbcddefflskrvbg reducible gLLAQbcddfeftvkfsbg reducible gLLAQbcddfefdokfvbg reducible gLLAQbcddeffhjokoco SFS[D(3,1)(2,1)] gLLAQbcddeffhjnkoco SFS[D(3,1)(2,1)] gLLAQbcddeffegrwgjb SFS[D(5,2)(2,1)] gLLAQbcddeffdowbvkb SFS[D(2,1)(2,1)] gLLAQbcddeffdjrwvkb SFS[D(4,1)(2,1)] gLLAQbcddefftvrrvbg SFS[D(2,1)(2,1)] gLLAQbcddeffdorrogg SFS[D(2,1)(2,1)] gLLAQbcddeffakkkvjc reducible gLLAQbcddeffxkkkvrc reducible gLLAQcceedffqfemcof SFS[D(5,2)(2,1)] gLLAQbcddefftjofvbg toroidal gLLAQbcddeffajofvbg SFS[D(2,1)(2,1)] gLLAQbcddeffljofvbg SFS[D(2,1)(2,1)] gLLAQbcddefftskvvbg toroidal gLLAQbcddefftrofvbg SFS[D(5,2)(2,1)] gLLAQbcddefftcbrvbg SFS[D(4,1)(2,1)] gLLAQbcddeffaskvvbg SFS[D(3,1)(2,1)] gLLAQbcddefflskvvbg SFS[D(3,1)(2,1)] gLLAQcceedffhoalcjb SFS[D(4,1)(2,1)] gLLAQcceedffhkalcjb SFS[D(5,2)(2,1)] gLLAQbcddeffebgrvkg SFS[D(5,2)(2,1)] gLLAQbcddeffdfgrogg SFS[D(4,1)(2,1)] gLLAQbdddeffhvkkvoc SFS[D(4,1)(2,1)] gLLAQbcddeffavckvjc SFS[D(2,1)(2,1)] gLLAQbcddfefdoofvbg SFS[D(3,1)(2,1)] gLLAQbcddeffhjowoco SFS[D(3,1)(2,1)] gLLAQbcddeffavgjvno SFS[D(2,1)(2,1)] gLLAQbcddeffpogjoco SFS[D(2,1)(2,1)] gLLAQbdddeffpcnwvoc toroidal gLLAQbdddeffpcffvvg toroidal gLLAQbcddeffhwrrvsv SFS[D(5,2)(2,1)] gLLAQbcddeffhnkkvsv SFS[D(4,1)(2,1)] gLLAQbcddeffhwkkvwb SFS[D(4,1)(2,1)] gLLAQbcddeffersjvrg SFS[D(5,2)(2,1)] gLLAQbcddeffhksbvvf SFS[D(4,1)(2,1)] gLLAQbcddeffhkonvsv SFS[D(5,2)(2,1)] gLLAQbcddeffhkknvsv SFS[D(4,1)(2,1)] gLLAQbcddeffhkwnvsv toroidal gLLAQbcddeffasbwvng SFS[D(3,1)(2,1)] gLLAQbcddeffhkwfvsv SFS[D(3,1)(2,1)] gLLAQbcddeffhkvjvwb SFS[D(5,2)(2,1)] gLLAQbcddeffhjowvwb toroidal gLLAQbcddeffaojovng SFS[D(2,1)(2,1)] gLLAQbcddeffhjokvwb SFS[D(2,1)(2,1)] gLLAQbcddeffhkgfvvf SFS[D(2,1)(2,1)] gLLAQbcddeffakjsvbc SFS[D(3,1)(2,1)] gLLAQbcddeffpoobogo T2xI gLLAQbcddeffavobvjo T2xI gLLAQbcddeffpjffvgv toroidal gLLAQbcddeffpjnwvwb toroidal gLLAQbcddeffdowbvwb SFS[D(2,1)(2,1)] gLLAQbcddeffdjrwvwb SFS[D(4,1)(2,1)] gLLAQbcddeffhjokogo SFS[D(3,1)(2,1)] gLLAQbcddeffabksobf reducible gLLAQbcddeffaokwovf reducible gLLAQbcddeffaojoovf reducible gLLAQbcddeffabovosv T2xI gLLAQbcddeffaocgojb reducible gLLAQbcddeffabnfobf SFS[D(2,1)(2,1)] gLLAQbcddeffajofovf SFS[D(2,1)(2,1)] gLLAQbcddeffajgvosv SFS[D(2,1)(2,1)] gLLAQbcddeffajkbosv reducible gLLAQbcddeffhjowogo SFS[D(3,1)(2,1)] gLLAQbcddeffmrgfgsf SFS[D(2,1)(2,1)] gLLAQbcddeffmrobgvb SFS[D(2,1)(2,1)] gLLAQbcddeffmrrsgsf reducible gLLAQbcddeffmccrgrf reducible gLLAQbcddeffmcfsgrf reducible gLLAQbcddeffabnjvjo reducible gLLAQbcddeffaocgvjo reducible gLLAQbcddeffdosvoog SFS[D(2,1)(2,1)] gLLAQbcddeffmkofgsf T2xI gLLAQbcddeffmbnwgfb reducible gLLAQbcddeffasbnvng reducible gLLAQbcddefflsbnvng reducible gLLAQbcddeffakjbvbc reducible gLLAQbcddeffmkcbgkv reducible gLLAQbcddeffhoosogo SFS[D(2,1)(2,1)] gLLAQbcddeffhnnkvgv SFS[D(4,1)(2,1)] gLLAQbcddeffegrwgvb SFS[D(5,2)(2,1)] gLLAQbcddeffhjrkogo reducible gLLAQbdddeffhsrkowo reducible gLLAQbcddefftskrvng reducible gLLAQbcddeffaskrvng reducible gLLAQbcddefflskrvng reducible gLLAQbcddfefdokfsbg reducible gLLAQbcddfeftvkfvbg reducible gLLAQbcddeffebbkvko SFS[D(2,1)(2,1)] gLLAQbcddefflbkkobf SFS[D(2,1)(2,1)] gLLAQbcddeffebjrvrg toroidal gLLAQbcddeffdfjroog SFS[D(5,2)(2,1)] gLLAQbcddefflkkkobf toroidal gLLAQbcddefflgrrobf SFS[D(5,2)(2,1)] gLLAQbcddefflkrrojb SFS[D(5,2)(2,1)] gLLAQbcddefflsgjonv SFS[D(4,1)(2,1)] gLLAQbcddefflccsonv SFS[D(5,2)(2,1)] gLLAQbcddefflrwnonv toroidal gLLAQbcddeffaskjvng SFS[D(3,1)(2,1)] gLLAQbcddefflrwfonv SFS[D(3,1)(2,1)] gLLAQbcddefflsowobf SFS[D(4,1)(2,1)] gLLAQbcddefflsonobf SFS[D(5,2)(2,1)] gLLAQbcddeffebnfvfc SFS[D(2,1)(2,1)] gLLAQbcddefflskkobf SFS[D(2,1)(2,1)] gLLAQbcddefflsrvojb SFS[D(3,1)(2,1)] gLLAQbcddeffebgrvrg SFS[D(5,2)(2,1)] gLLAQbcddeffdfgroog SFS[D(4,1)(2,1)] gLLAQcceedffhkalcrf SFS[D(5,2)(2,1)] gLLAQcceedffhoalcrf SFS[D(4,1)(2,1)] gLLAQbdddeffhvkkvwc SFS[D(4,1)(2,1)] gLLAQbcddefftrofvng SFS[D(5,2)(2,1)] gLLAQbcddefftcbrvng SFS[D(4,1)(2,1)] gLLAQbcddefftskvvng toroidal gLLAQbcddeffaskvvng SFS[D(3,1)(2,1)] gLLAQbcddefflskvvng SFS[D(3,1)(2,1)] gLLAQcceedffqfemckb SFS[D(5,2)(2,1)] gLLAQbcddefftjofvng toroidal gLLAQbcddeffajofvng SFS[D(2,1)(2,1)] gLLAQbcddeffljofvng SFS[D(2,1)(2,1)] gLLAQbcddfefdoofsbg SFS[D(3,1)(2,1)] gLLAQbcddeffavckvbc SFS[D(2,1)(2,1)] gLLAQbcddeffeskkgfb SFS[D(2,1)(2,1)] gLLAQbcddefferwkvko SFS[D(2,1)(2,1)] gLLAQbcddeffekkkgfb toroidal gLLAQbcddeffegrrgfb SFS[D(5,2)(2,1)] gLLAQbcddeffekrrgkv SFS[D(5,2)(2,1)] gLLAQbcddeffekrjgkv toroidal gLLAQbcddeffebjvgrf SFS[D(5,2)(2,1)] gLLAQbcddeffebowgfb SFS[D(4,1)(2,1)] gLLAQbcddeffebrwgfb SFS[D(5,2)(2,1)] gLLAQbcddeffebnwgfb toroidal gLLAQbcddeffasbfvng SFS[D(3,1)(2,1)] gLLAQbcddeffebnfgfb SFS[D(3,1)(2,1)] gLLAQbcddeffebbsgkv SFS[D(4,1)(2,1)] gLLAQbcddeffeonogkv SFS[D(5,2)(2,1)] gLLAQbcddeffebkkgfb SFS[D(2,1)(2,1)] gLLAQbcddeffebrjgkv SFS[D(2,1)(2,1)] gLLAQbcddeffakjkvbc SFS[D(3,1)(2,1)] gLLAQbcddeffdgkkvcb SFS[D(5,2)(2,1)] gLLAQbcddeffdjrrvcb SFS[D(4,1)(2,1)] gLLAQbcddeffdgrrvgv SFS[D(4,1)(2,1)] gLLAQbcddeffdgrjvgv SFS[D(5,2)(2,1)] gLLAQbcddeffdfjvvof SFS[D(4,1)(2,1)] gLLAQbcddeffdfowvcb SFS[D(5,2)(2,1)] gLLAQbcddeffdfrwvcb SFS[D(4,1)(2,1)] gLLAQbcddeffdfnwvcb toroidal gLLAQbcddeffascfvng SFS[D(3,1)(2,1)] gLLAQbcddeffdfnfvcb SFS[D(3,1)(2,1)] gLLAQbcddeffdfbsvgv SFS[D(5,2)(2,1)] gLLAQbcddeffdnnovgv toroidal gLLAQbcddeffaokwvng SFS[D(2,1)(2,1)] gLLAQbcddeffdnrovgv SFS[D(2,1)(2,1)] gLLAQbcddeffdfcfvof SFS[D(2,1)(2,1)] gLLAQbcddeffakgkvbc SFS[D(3,1)(2,1)] gLLAQbcddeffdorroog SFS[D(2,1)(2,1)] gLLAQbcddefftvrrvng SFS[D(2,1)(2,1)] gLLAQbcddeffxkkkvfc reducible gLLAQbcddeffakkkvbc reducible gLLAQbcddeffhjnkogo SFS[D(3,1)(2,1)] gLLAQbcddeffebjvvrg SFS[D(5,2)(2,1)] gLLAQbcddeffdfjvoog SFS[D(4,1)(2,1)] gLLAQbcddefftkkkobf SFS[D(5,2)(2,1)] gLLAQbcddefftgrrobf SFS[D(4,1)(2,1)] gLLAQbcddefftkrrojb SFS[D(4,1)(2,1)] gLLAQbcddefftrwnvng SFS[D(5,2)(2,1)] gLLAQbcddefftccsonv SFS[D(4,1)(2,1)] gLLAQbcddefftrwnonv toroidal gLLAQbcddeffasgjvng SFS[D(3,1)(2,1)] gLLAQbcddefflsgjvng SFS[D(3,1)(2,1)] gLLAQbcddefftsowobf SFS[D(5,2)(2,1)] gLLAQbcddefftjwnvng toroidal gLLAQbcddeffajwnvng SFS[D(2,1)(2,1)] gLLAQbcddeffljwnvng SFS[D(2,1)(2,1)] gLLAQbcddefftsrvojb SFS[D(3,1)(2,1)] gLLAQbcddeffavsbvbc SFS[D(2,1)(2,1)] gLLAQbcddeffpogjogo SFS[D(2,1)(2,1)] gLLAQbcddeffavgjvjo SFS[D(2,1)(2,1)] gLLAQbdddeffpcffvgg toroidal gLLAQbdddeffpcnwvwc toroidal gLLAQbcddeffebbwkog SFS[D(5,2)(2,1)] gLLAQbcddeffdfbwsng toroidal gLLAQbcddeffhkrrvbj SFS[D(5,2)(2,1)] gLLAQbcddeffhjkkvbj SFS[D(4,1)(2,1)] gLLAQbcddeffhkkkvnn SFS[D(4,1)(2,1)] gLLAQbcddeffabbwrgg SFS[D(2,1)(2,1)] gLLAQbcddeffabcfooj SFS[D(2,1)(2,1)] gLLAQbcddeffaknwocw reducible gLLAQbcddeffajssroc reducible gLLAQbcddeffaknfocw reducible gLLAQbcddeffajffooj SFS[D(2,1)(2,1)] gLLAQbcddeffajkbocr reducible gLLAQbcddeffajssooj reducible gLLAQbcddefflsnjrco SFS[D(2,1)(2,1)] gLLAQbcddeffabnjrco reducible gLLAQbcddeffmccgggr reducible gLLAQbcddeffmkcbggr reducible gLLAQbcddeffmbffgok SFS[D(2,1)(2,1)] gLLAQbcddefftvkfnog reducible gLLAQcceedffaolhwwb SFS[D(2,1)(2,1)] gLLAQbcddeffdokfsng reducible gLLAQbcddeffakrfncc reducible gLLAQbcddeffhwkfwbg reducible gLLAQbcddefflskkocw toroidal gLLAQbcddefflcrrocw SFS[D(5,2)(2,1)] gLLAQbcddefflsrrogn SFS[D(5,2)(2,1)] gLLAQbcddefferwfkog SFS[D(4,1)(2,1)] gLLAQbcddeffdowfsng toroidal gLLAQbcddeffaknfncc SFS[D(3,1)(2,1)] gLLAQcceedffakxhwwb SFS[D(5,2)(2,1)] gLLAQcceedffawxhwwb SFS[D(4,1)(2,1)] gLLAQbdddeffhgkkvsr SFS[D(4,1)(2,1)] gLLAQbcddefferofkog SFS[D(5,2)(2,1)] gLLAQbcddeffdoofsng toroidal gLLAQbcddeffakofncc SFS[D(3,1)(2,1)] gLLAQbcddeffebbfgok SFS[D(4,1)(2,1)] gLLAQbcddeffdfbfsng SFS[D(5,2)(2,1)] gLLAQbcddeffebkkgcj toroidal gLLAQbcddeffeorrgcj SFS[D(5,2)(2,1)] gLLAQbcddeffebrrggr SFS[D(5,2)(2,1)] gLLAQbcddeffdfbfvnk SFS[D(5,2)(2,1)] gLLAQbcddeffdfcfsng toroidal gLLAQbcddeffdfkkvbj SFS[D(5,2)(2,1)] gLLAQbcddeffdnrrvbj SFS[D(4,1)(2,1)] gLLAQbcddeffdfrrvjr SFS[D(4,1)(2,1)] gLLAQbcddeffabcfrgg SFS[D(2,1)(2,1)] gLLAQbcddefftsffnog reducible gLLAQbcddeffajffroc reducible gLLAQbcddefflsffnog reducible gLLAQcceedffakxhckk SFS[D(2,1)(2,1)] gLLAQcceedffakahckn SFS[D(2,1)(2,1)] gLLAQbcddefftskkocw SFS[D(5,2)(2,1)] gLLAQbcddefftcrrocw SFS[D(4,1)(2,1)] gLLAQbcddefftsrrogn SFS[D(4,1)(2,1)] gLLAQbcddefferwnkog SFS[D(5,2)(2,1)] gLLAQbcddeffdownsng toroidal gLLAQbcddeffaknwncc SFS[D(3,1)(2,1)] gLLAQbcddeffabcfwbg SFS[D(2,1)(2,1)] gLLAQbcddeffdfkkvrj SFS[D(5,2)(2,1)] gLLAQbcddeffdnrrvrj SFS[D(4,1)(2,1)] gLLAQbcddeffdfcfvkk toroidal gLLAQbcddeffdfbfvkk SFS[D(5,2)(2,1)] gLLAQbcddeffdfrrvfw SFS[D(4,1)(2,1)] gLLAQbcddeffarwfwbg SFS[D(3,1)(2,1)] gLLAQbcddefflcrrokr SFS[D(5,2)(2,1)] gLLAQbcddefflskkokr toroidal gLLAQbcddefflsrrorn SFS[D(5,2)(2,1)] gLLAQbcddefflsrvorn toroidal gLLAQbcddefflsrjorn SFS[D(4,1)(2,1)] gLLAQbcddeffabcfofs SFS[D(2,1)(2,1)] gLLAQbcddeffajssofj reducible gLLAQbcddeffaknwokr reducible gLLAQbcddeffaknfokr reducible gLLAQbcddeffajsswjc reducible gLLAQbcddeffajffofj SFS[D(2,1)(2,1)] gLLAQbcddeffajkbokw reducible gLLAQbcddeffarwnwbg SFS[D(3,1)(2,1)] gLLAQbcddefftcrrokr SFS[D(4,1)(2,1)] gLLAQbcddefftskkokr SFS[D(5,2)(2,1)] gLLAQbcddefftsrrorn SFS[D(4,1)(2,1)] gLLAQbcddefftsrvorn toroidal gLLAQbcddefftsrjorn SFS[D(5,2)(2,1)] gLLAQbcddefflsnjwno SFS[D(2,1)(2,1)] gLLAQbcddeffabnjwno reducible gLLAQbcddeffmccggbw reducible gLLAQbcddeffmkcbgbw reducible gLLAQbcddeffmbffgjk SFS[D(2,1)(2,1)] gLLAQbcddeffabbwwbg SFS[D(2,1)(2,1)] gLLAQbcddeffhkrrvrs SFS[D(5,2)(2,1)] gLLAQbcddeffhjkkvrs SFS[D(4,1)(2,1)] gLLAQbcddeffhkgfvfr toroidal gLLAQbcddeffhkvfvfr SFS[D(5,2)(2,1)] gLLAQbcddeffhkkkvkn SFS[D(4,1)(2,1)] gLLAQbcddeffebkkgnj toroidal gLLAQbcddeffeorrgnj SFS[D(5,2)(2,1)] gLLAQbcddeffebcfgjk SFS[D(5,2)(2,1)] gLLAQbcddeffebbfgjk SFS[D(4,1)(2,1)] gLLAQbcddeffebrrgbw SFS[D(5,2)(2,1)] gLLAQbcddeffarkfwbg reducible gLLAQbcddeffhwkfrgg reducible gLLAQbcddfeftvkfsng reducible gLLAQcceedffdkatcnk SFS[D(2,1)(2,1)] gLLAQbcddfefdokfvjg reducible gLLAQcceedffakxhcnn SFS[D(2,1)(2,1)] gLLAQbcddfeftsffsng reducible gLLAQbcddfeflsffsng reducible gLLAQbcddeffajffwjc reducible gLLAQcceedffakahcnk SFS[D(2,1)(2,1)] gLLAQbcddeffarofwbg SFS[D(3,1)(2,1)] gLLAQcceedffqvahcnk SFS[D(4,1)(2,1)] gLLAQcceedffqfahcnk SFS[D(5,2)(2,1)] gLLAQbdddeffhgkkvow SFS[D(4,1)(2,1)] gLLAQbcddfefdoofvjg toroidal gLLAQbcddfeferofskg SFS[D(5,2)(2,1)] gLLAQbcddefflsrfown SFS[D(2,1)(2,1)] gLLAQbcddeffaogoonw reducible gLLAQbcddeffaogoovr reducible gLLAQbcddeffaocgojj reducible gLLAQbcddeffaccgoss reducible gLLAQbcddeffaccconw reducible gLLAQbcddeffaccgojj reducible gLLAQbcddeffacccovr reducible gLLAQbcddeffmrwsgvj reducible gLLAQbcddeffmrwsgks reducible gLLAQbcddeffagcgsjo reducible gLLAQbcddeffaccgsjo reducible gLLAQbcddeffaocgsjo reducible gLLAQbcddeffmgocgfn reducible gLLAQbcddeffaogosng reducible gLLAQbcddeffmgocgsk reducible gLLAQbcddeffaoocsbc reducible gLLAQbcddeffebrfgsk SFS[D(2,1)(2,1)] gLLAQbcddfefebrfsrc SFS[D(2,1)(2,1)] gLLAQbcddfeflsrfwjc SFS[D(2,1)(2,1)] gLLAQbcddeffebrfwfc SFS[D(2,1)(2,1)] gLLAQbcddefflsrfsbc SFS[D(2,1)(2,1)] gLLAQbcddefflsrfobk SFS[D(2,1)(2,1)] gLLAQbcddeffebrfgfn SFS[D(2,1)(2,1)] gLLAQbcddeffdfbwwng SFS[D(2,1)(2,1)] gLLAQbcddeffajkbocn reducible gLLAQbcddeffabnjnco reducible gLLAQbcddeffmccgggn reducible gLLAQbcddeffmkcbggn reducible gLLAQbcddefftvkfrog reducible gLLAQbcddeffdokfwng reducible gLLAQbcddefflskkocj SFS[D(2,1)(2,1)] gLLAQbcddeffdowfwng SFS[D(3,1)(2,1)] gLLAQbcddeffdoofwng SFS[D(3,1)(2,1)] gLLAQbcddeffebkkgcw SFS[D(2,1)(2,1)] gLLAQbcddeffdfcfvnj SFS[D(2,1)(2,1)] gLLAQbcddeffdownwng SFS[D(3,1)(2,1)] gLLAQbcddeffdfcfvkr SFS[D(2,1)(2,1)] gLLAQbcddefflskkokk SFS[D(2,1)(2,1)] gLLAQbcddefflsrvorj SFS[D(3,1)(2,1)] gLLAQbcddeffajkboks reducible gLLAQbcddefftsrvorj SFS[D(3,1)(2,1)] gLLAQbcddeffabnjsno reducible gLLAQbcddeffmccggbs reducible gLLAQbcddeffmkcbgbs reducible gLLAQbcddeffhkgfvfk SFS[D(2,1)(2,1)] gLLAQbcddeffebkkgnn SFS[D(2,1)(2,1)] gLLAQbcddfeftvkfsjg reducible gLLAQbcddfefdokfvng reducible gLLAQbcddfefdoofvng SFS[D(3,1)(2,1)] gLLAQbcddeffaocgojn reducible gLLAQbcddeffaocgwjo reducible gLLAQbcddeffhjosokf SFS[D(2,1)(2,1)] gLLAQbcddeffpocjofv SFS[D(3,1)(2,1)] gLLAQbcddeffpkoborb SFS[D(3,1)(2,1)] gLLAQbcddeffdfcfofv SFS[D(2,1)(2,1)] gLLAQbcddeffavobvfv T2xI gLLAQbcddeffabovvfv T2xI gLLAQbcddeffaobvvfv SFS[A(2,1)] gLLAQbcddeffacnsvrb SFS[D(3,1)(2,1)] gLLAQbcddeffagjwvkf SFS[D(3,1)(2,1)] gLLAQbcddeffmccgvnb SFS[D(2,1)(2,1)] gLLAQbcddeffmorrvjf SFS[D(3,1)(2,1)] gLLAQbcddeffmbkkvjf SFS[D(3,1)(2,1)] gLLAQbcddeffmbffvbv reducible gLLAQbcddeffebbnvbv SFS[D(3,1)(2,1)] gLLAQbcddeffdfbnofv SFS[D(3,1)(2,1)] gLLAQbcddeffmbrrvnb SFS[D(3,1)(2,1)] gLLAQbcddeffmgbsvbv SFS[D(3,1)(2,1)] gLLAQbcddeffmkcbvnb reducible gLLAQbcddeffxvgfvjf reducible gLLAQbcddeffacgwvkf SFS[D(3,1)(2,1)] gLLAQbcddeffpogwokf SFS[D(3,1)(2,1)] gLLAQbcddeffagosvrb SFS[D(3,1)(2,1)] gLLAQbcddeffacosvrb SFS[D(3,1)(2,1)] gLLAQbcddeffxonovnb SFS[D(3,1)(2,1)] gLLAQbcddeffaoosvrb reducible gLLAQbcddeffergrvnb SFS[D(3,1)(2,1)] gLLMQadcefffblvrrgg reducible gLLMQadcefffblvcrgg SFS[D(3,1)(2,1)] gLLMQadcefffblvsrgg SFS[D(3,1)(2,1)] gLLAQbdddeffmkkkvcg SFS[D(3,1)(2,1)] gLLAQbcddefferkfvbv SFS[D(3,1)(2,1)] gLLAQbcddeffdokfofv reducible gLLMQadcefffblvnrgr SFS[D(3,1)(2,1)] gLLAQbdddeffmvjvvcg SFS[D(3,1)(2,1)] gLLAQbdddeffmvkvvcg SFS[D(3,1)(2,1)] gLLAQbcddefftvkfvkf reducible gLLAQbcddeffxkrfvjf SFS[D(2,1)(2,1)] gLLAQbcddeffakrfvrb SFS[D(2,1)(2,1)] gLLAQbcddeffxorovnb SFS[D(3,1)(2,1)] gLLAQbcddeffacnkvfv SFS[D(2,1)(2,1)] gLLAQbcddeffhfofokf reducible gLLMQadcefffbxvcrsf SFS[D(3,1)(2,1)] gLLAQbcddeffagfgvfv T2xI gLLAQbcddeffagfvvfv SFS[A(2,1)] gLLAQbcddeffpogfokf reducible gLLAQbcddeffacrsvrb reducible gLLAQbcddeffdfrrorb SFS[D(2,1)(2,1)] gLLAQbdddeffakkkvoc SFS[D(2,1)(2,1)] gLLAQbcddeffagffvfv T2xI gLLAQbcddefftsrrvfv SFS[D(2,1)(2,1)] gLLAQbdddeffarkvvoc SFS[D(3,1)(2,1)] gLLAQbdddeffavkvvoc reducible gLLAQbcddeffdnrrokf SFS[D(2,1)(2,1)] gLLAQbdddeffawffvoc SFS[D(2,1)(2,1)] gLLAQbcddefftjffvrb reducible gLLAQbcddeffljffvrb reducible gLLAQbcddefftcrrvrb SFS[D(2,1)(2,1)] gLLAQbdddeffajkvvoc SFS[D(3,1)(2,1)] gLLAQbdddeffabfsvoc reducible gLLAQbdddeffanrwvoc SFS[D(3,1)(2,1)] gLLAQbcddeffdogrorb reducible gLLAQbcddeffakckvfv SFS[D(2,1)(2,1)] gLLMQadcefffbxvcrvf SFS[D(3,1)(2,1)] gLLAQbcddefftsofvrb toroidal gLLAQbcddeffasofvrb SFS[D(2,1)(2,1)] gLLAQbcddefflsofvrb SFS[D(2,1)(2,1)] gLLAQbcddefftkofvrb SFS[D(3,1)(2,1)] gLLAQbcddefftvrbvrb reducible gLLAQbcddefftokvvrb SFS[D(3,1)(2,1)] gLLAQbcddefftbofvrb SFS[D(3,1)(2,1)] gLLAQbcddeffhocsowb SFS[D(3,1)(2,1)] gLLAQbcddeffhbjgowb SFS[D(3,1)(2,1)] gLLAQbcddeffhvnwowb toroidal gLLAQbcddeffasojvkb SFS[D(2,1)(2,1)] gLLAQbcddeffhvnfowb SFS[D(2,1)(2,1)] gLLAQbcddeffhoonovf SFS[D(3,1)(2,1)] gLLAQbcddeffhoofovf reducible gLLAQbcddeffhoowovf SFS[D(3,1)(2,1)] gLLAQbcddeffhogvosv reducible gLLAQbcddeffhokbosv SFS[D(2,1)(2,1)] gLLAQbcddeffhwffowb reducible gLLAQbcddeffebjsvbb SFS[D(3,1)(2,1)] gLLAQbcddeffdfjsofb SFS[D(3,1)(2,1)] gLLAQbcddeffhwrrovf SFS[D(3,1)(2,1)] gLLAQbcddeffhfffovf reducible gLLAQbcddeffhnkkovf SFS[D(3,1)(2,1)] gLLAQbcddeffhwkkosv SFS[D(3,1)(2,1)] gLLAQbcddeffarobvkb SFS[D(3,1)(2,1)] gLLAQbcddeffpownovf SFS[D(3,1)(2,1)] gLLAQbcddeffpowfovf reducible gLLAQbcddeffajobvkb SFS[D(3,1)(2,1)] gLLAQbcddeffpoobosv T2xI gLLAQbcddeffpoobokv T2xI gLLAQbcddeffpbbvokv SFS[A(2,1)] gLLAQbcddeffavcjvrv SFS[D(3,1)(2,1)] gLLAQbcddeffpjgwovf SFS[D(3,1)(2,1)] gLLAQbcddeffavgnvff SFS[D(3,1)(2,1)] gLLAQbcddeffdokfovf reducible gLLAQbcddeffaokwvrv SFS[D(2,1)(2,1)] gLLAQbcddeffdfjsowb SFS[D(3,1)(2,1)] gLLAQbcddeffdfcfovf SFS[D(2,1)(2,1)] gLLAQbcddeffdfbnovf SFS[D(3,1)(2,1)] gLLAQbcddeffaookvkb reducible gLLAQbcddeffhvnfofb SFS[D(2,1)(2,1)] gLLAQbcddeffavsbvvf SFS[D(2,1)(2,1)] gLLAQbcddeffaojgvvf SFS[D(3,1)(2,1)] gLLAQbcddeffavrsvvf SFS[D(2,1)(2,1)] gLLAQbcddeffabnfvvf SFS[D(2,1)(2,1)] gLLAQbcddeffaokgvvf toroidal gLLAQbcddeffagoovkb SFS[D(3,1)(2,1)] gLLAQbcddeffavknvsv SFS[D(2,1)(2,1)] gLLAQbcddeffaobcvsv reducible gLLAQbcddeffaofcvsv SFS[D(3,1)(2,1)] gLLAQbcddeffacoovkb SFS[D(3,1)(2,1)] gLLAQbcddeffaoowvwb reducible gLLAQbcddeffaonovwb SFS[D(3,1)(2,1)] gLLAQbcddeffaorovwb SFS[D(3,1)(2,1)] gLLAQbcddeffaookvwb reducible gLLAQbcddeffaonrvvf reducible gLLAQbcddeffabksvvf reducible gLLAQbcddeffavgwvvf SFS[D(3,1)(2,1)] gLLAQbcddeffavgnvvf SFS[D(3,1)(2,1)] gLLAQbcddeffaokwvsv SFS[D(2,1)(2,1)] gLLAQbcddeffavcrvsv SFS[D(3,1)(2,1)] gLLAQbcddeffavcjvsv SFS[D(3,1)(2,1)] gLLAQbcddeffaoffvwb SFS[D(2,1)(2,1)] gLLAQbcddeffavokvwb SFS[D(3,1)(2,1)] gLLAQbcddeffavosvwb SFS[D(3,1)(2,1)] gLLAQbcddeffacjgvvf reducible gLLAQbcddeffackgvvf SFS[D(3,1)(2,1)] gLLAQbcddeffacggvvf SFS[D(3,1)(2,1)] gLLAQbcddeffacoovwb SFS[D(3,1)(2,1)] gLLAQbcddeffajgfvvf SFS[D(3,1)(2,1)] gLLAQbcddeffajcrvsv reducible gLLAQbcddeffajokvwb SFS[D(3,1)(2,1)] gLLAQbcddeffajosvwb reducible gLLAQbcddeffajobvwb SFS[D(3,1)(2,1)] gLLAQbcddeffagjgvvf SFS[D(3,1)(2,1)] gLLAQbcddeffagkgvvf SFS[D(3,1)(2,1)] gLLAQbcddeffakrfvvf SFS[D(2,1)(2,1)] gLLAQbcddeffajwnvsv SFS[D(2,1)(2,1)] gLLAQbcddeffacggvff SFS[D(3,1)(2,1)] gLLAQbcddeffagoovwb SFS[D(3,1)(2,1)] gLLAQbcddeffargfvvf SFS[D(3,1)(2,1)] gLLAQbcddeffackkvsv SFS[D(2,1)(2,1)] gLLAQbcddeffarcrvsv SFS[D(3,1)(2,1)] gLLAQbcddeffarkkvwb SFS[D(2,1)(2,1)] gLLAQbcddeffarokvwb toroidal gLLAQbcddeffarosvwb SFS[D(3,1)(2,1)] gLLAQbcddeffarobvwb SFS[D(3,1)(2,1)] gLLAQbcddeffarwkvwb SFS[D(2,1)(2,1)] gLLAQbcddeffasojvwb SFS[D(2,1)(2,1)] gLLAQbcddefftvkfvsv reducible gLLAQbcddeffaoowvkb reducible gLLAQbcddeffmvgvvjv reducible gLLAQbcddeffhogvokv reducible gLLAQbcddeffajwnvrv SFS[D(2,1)(2,1)] gLLAQbcddeffhooworf SFS[D(3,1)(2,1)] gLLAQbcddeffavsbvff SFS[D(2,1)(2,1)] gLLAQbcddeffhocsofb SFS[D(3,1)(2,1)] gLLAQbcddeffhbjgofb SFS[D(3,1)(2,1)] gLLAQbcddeffhvnwofb toroidal gLLAQbcddeffmccgvjv SFS[D(2,1)(2,1)] gLLAQbcddeffmojvvvb SFS[D(3,1)(2,1)] gLLAQbcddeffmvgvvwv reducible gLLAQbcddeffmjffvvb reducible gLLAQbcddeffebbnvnf SFS[D(3,1)(2,1)] gLLAQbcddeffdfbnorf SFS[D(3,1)(2,1)] gLLAQbcddeffmjrrvsf SFS[D(3,1)(2,1)] gLLAQbcddeffmgkkvsf SFS[D(3,1)(2,1)] gLLAQbcddeffmjkkvwv SFS[D(3,1)(2,1)] gLLAQbcddeffarosvkb SFS[D(3,1)(2,1)] gLLAQbcddeffxrwnvsf SFS[D(3,1)(2,1)] gLLAQbcddeffxrwfvsf SFS[D(3,1)(2,1)] gLLAQbcddeffajosvkb reducible gLLAQbcddeffavosvkb SFS[D(3,1)(2,1)] gLLAQbcddeffxcrsvvb reducible gLLAQbcddeffpjgworf SFS[D(3,1)(2,1)] gLLAQbcddeffxkrfvvb SFS[D(2,1)(2,1)] gLLAQbcddeffavgwvff SFS[D(3,1)(2,1)] gLLAQbcddefferkfvsf SFS[D(3,1)(2,1)] gLLAQbcddeffebjsvvb SFS[D(3,1)(2,1)] gLLAQbcddeffebbnvsf SFS[D(3,1)(2,1)] gLLMQadcefffblvccgr SFS[D(3,1)(2,1)] gLLAQbdddeffmkbsvgc SFS[D(3,1)(2,1)] gLLAQbdddeffmkbrvgc SFS[D(3,1)(2,1)] gLLAQbcddefftvkfvrv reducible gLLMQadcefffblvncgg SFS[D(3,1)(2,1)] gLLMQadcefffblvbcgg SFS[D(3,1)(2,1)] gLLMQadcefffblvjcgg reducible gLLAQbdddeffmvrrvgc SFS[D(3,1)(2,1)] gLLAQbcddefferkfvnf SFS[D(3,1)(2,1)] gLLAQbcddeffdokforf reducible gLLAQbcddeffakrfvff SFS[D(2,1)(2,1)] gLLAQbcddeffxkrfvbb SFS[D(2,1)(2,1)] gLLAQbcddeffaorovkb SFS[D(3,1)(2,1)] gLLAQbcddfefdfbkfbb SFS[D(3,1)(2,1)] gLLAQbcddeffaofcvrv SFS[D(3,1)(2,1)] gLLAQbcddfefdfnfrbf reducible gLLAQbcddfefdgnfrbf SFS[D(3,1)(2,1)] gLLAQbcddfefdvnfrbf SFS[D(3,1)(2,1)] gLLAQbcddeffxrwfvnf SFS[D(3,1)(2,1)] gLLAQbcddeffpowforf reducible gLLAQbcddfeflccsbbf SFS[D(3,1)(2,1)] gLLAQbcddfeflrwffbf SFS[D(2,1)(2,1)] gLLAQbcddfeflrwfbbf SFS[D(2,1)(2,1)] gLLAQbcddfeflccrbbf toroidal gLLAQbcddeffagkgvff SFS[D(3,1)(2,1)] gLLAQbcddeffackgvff SFS[D(3,1)(2,1)] gLLAQbcddeffabnfvff SFS[D(2,1)(2,1)] gLLAQbcddeffavrsvff SFS[D(2,1)(2,1)] gLLAQbcddeffaokgvff toroidal gLLAQbcddfefdfjrkbv SFS[D(3,1)(2,1)] gLLAQbdddeffmkbrvsc SFS[D(3,1)(2,1)] gLLAQbdddeffhrnkovc SFS[D(3,1)(2,1)] gLLMQadcefffblocrjs SFS[D(3,1)(2,1)] gLLAQbcddeffavknvrv SFS[D(2,1)(2,1)] gLLAQbcddeffhooforf reducible gLLAQbcddeffarwkvkb SFS[D(2,1)(2,1)] gLLAQbcddfefesnwrff SFS[D(2,1)(2,1)] gLLAQbcddfefesffkfv reducible gLLAQbcddfefdnorrbf SFS[D(2,1)(2,1)] gLLAQbcddeffarokvkb toroidal gLLAQbcddfefdvnwobf toroidal gLLAQbcddfefdvnfobf SFS[D(3,1)(2,1)] gLLAQbcddeffajokvkb SFS[D(3,1)(2,1)] gLLAQbcddeffavokvkb SFS[D(3,1)(2,1)] gLLAQbcddfefdvffgbv reducible gLLAQbcddeffhokbokv SFS[D(2,1)(2,1)] gLLAQbcddeffarcrvrv SFS[D(3,1)(2,1)] gLLAQbcddfefdgnwobf SFS[D(3,1)(2,1)] gLLAQbcddfefdgnfobf SFS[D(3,1)(2,1)] gLLAQbcddeffajcrvrv reducible gLLAQbcddeffavcrvrv SFS[D(3,1)(2,1)] gLLAQbcddeffdfcforf SFS[D(2,1)(2,1)] gLLAQbcddfefdnrrobf SFS[D(2,1)(2,1)] gLLAQbcddfefdfksobf SFS[D(2,1)(2,1)] gLLAQbcddfefdfksrbf SFS[D(2,1)(2,1)] gLLAQbcddfefdnnrobf toroidal gLLAQbcddfefdnorobf SFS[D(2,1)(2,1)] gLLAQbcddfefdfrrcbb SFS[D(2,1)(2,1)] gLLAQbcddfefdfjvgbv reducible gLLAQbcddfefdfjrgbv SFS[D(3,1)(2,1)] gLLAQbcddeffargfvff SFS[D(3,1)(2,1)] gLLAQbcddfefdfnwobf SFS[D(3,1)(2,1)] gLLAQbcddfefdfnfobf reducible gLLAQbcddeffajgfvff SFS[D(3,1)(2,1)] gLLAQbcddfefdfbscbb SFS[D(3,1)(2,1)] gLLAQbcddfefdfbkcbb SFS[D(3,1)(2,1)] gLLAQbcddeffaonrvff reducible gLLAQbcddeffabksvff reducible gLLAQbcddeffxcrsvbb reducible gLLAQbcddeffarkkvkb SFS[D(2,1)(2,1)] gLLAQbcddfeftsrrrbv SFS[D(2,1)(2,1)] gLLAQbdddeffmvrrvsc SFS[D(3,1)(2,1)] gLLAQbcddeffaoffvkb SFS[D(2,1)(2,1)] gLLAQbcddeffhwkkokv SFS[D(3,1)(2,1)] gLLAQbcddfefdfrrfbb SFS[D(2,1)(2,1)] gLLAQbcddeffmjkkvjv SFS[D(3,1)(2,1)] gLLAQbdddeffafffvgg T2xI gLLAQbcddeffackkvrv SFS[D(2,1)(2,1)] gLLAQbcddfeftcrrkbb SFS[D(2,1)(2,1)] gLLMQadcefffblonrjj SFS[D(3,1)(2,1)] gLLMQadcefffblobrjj SFS[D(3,1)(2,1)] gLLMQadcefffblojrjj reducible gLLAQbcddeffhffforf reducible gLLAQbcddeffhwrrorf SFS[D(3,1)(2,1)] gLLAQbcddeffhnkkorf SFS[D(3,1)(2,1)] gLLAQbcddfefdnrrrbf SFS[D(2,1)(2,1)] gLLAQbcddeffmjrrvnf SFS[D(3,1)(2,1)] gLLAQbcddeffmgkkvnf SFS[D(3,1)(2,1)] gLLAQbcddeffhwffofb reducible gLLAQbcddeffmjffvbb reducible gLLAQbcddfefdvffkbv reducible gLLAQbcddfefesffjfv reducible gLLAQbdddeffhrnkojc SFS[D(3,1)(2,1)] gLLAQbcddeffaonovkb SFS[D(3,1)(2,1)] gLLAQbcddfefdfbsfbb SFS[D(3,1)(2,1)] gLLAQbcddeffaobcvrv reducible gLLAQbcddfefdfnwrbf SFS[D(3,1)(2,1)] gLLAQbcddfeftcrrjbb SFS[D(2,1)(2,1)] gLLAQbcddfefdgnwrbf SFS[D(3,1)(2,1)] gLLAQbcddfeftsrrnbv SFS[D(2,1)(2,1)] gLLAQbcddfefdvnwrbf toroidal gLLAQbcddeffxrwnvnf SFS[D(3,1)(2,1)] gLLAQbcddeffpownorf SFS[D(3,1)(2,1)] gLLAQbcddfefesnwnff SFS[D(2,1)(2,1)] gLLAQbcddfeftccsbbf reducible gLLAQbcddfeflccsfbf SFS[D(3,1)(2,1)] gLLAQbcddeffagjgvff SFS[D(3,1)(2,1)] gLLAQbcddeffacjgvff reducible gLLAQbcddeffaojgvff SFS[D(3,1)(2,1)] gLLAQbcddfefdfjvkbv reducible gLLAQbdddeffmkbsvsc SFS[D(3,1)(2,1)] gLLAQbcddeffhoonorf SFS[D(3,1)(2,1)] gLLAQbcddeffmojvvbb SFS[D(3,1)(2,1)] gLLAQbcddeffhoffooj reducible gLLAQbcddeffhorrogk SFS[D(3,1)(2,1)] gLLAQbcddeffhbkkogk SFS[D(3,1)(2,1)] gLLAQbcddeffhvffogk reducible gLLAQbcddeffhokkocr SFS[D(3,1)(2,1)] gLLAQbcddefferwbkjb SFS[D(3,1)(2,1)] gLLAQbcddeffdowbskb toroidal gLLAQbcddeffaknvnkv SFS[D(2,1)(2,1)] gLLAQbcddeffpoobocr SFS[A(2,1)] gLLAQbcddeffdowbocr reducible gLLAQbcddeffabcfrfv SFS[D(2,1)(2,1)] gLLAQbcddeffabfbrrb reducible gLLAQbcddeffavgfvjw reducible gLLAQbcddeffaokkvbj SFS[D(2,1)(2,1)] gLLAQbcddeffavrjvbj SFS[D(2,1)(2,1)] gLLAQbcddeffabcfvbj SFS[D(2,1)(2,1)] gLLAQbcddeffaokwvbj toroidal gLLAQbcddeffaokovbj SFS[D(2,1)(2,1)] gLLAQbcddeffavkkvnn SFS[D(2,1)(2,1)] gLLAQbcddeffavsbvjw toroidal gLLAQbcddeffavskvjw SFS[D(3,1)(2,1)] gLLAQbcddeffakbbrrb SFS[D(3,1)(2,1)] gLLAQbcddeffavwnvbj SFS[D(3,1)(2,1)] gLLAQbcddeffavwfvbj reducible gLLAQbcddeffajvvnkv SFS[D(3,1)(2,1)] gLLAQbcddeffavgvvnn reducible gLLAQbcddeffavvjvnn SFS[D(3,1)(2,1)] gLLAQbcddeffavvrvnn SFS[D(3,1)(2,1)] gLLAQbcddeffavfvvnn reducible gLLAQbcddeffaccvvnn reducible gLLAQbcddeffajssvjw reducible gLLAQbcddeffajwnvbj toroidal gLLAQbcddeffajwfvbj SFS[D(3,1)(2,1)] gLLAQbcddeffajwwnrf SFS[D(3,1)(2,1)] gLLAQbcddeffabnnrkf SFS[D(3,1)(2,1)] gLLAQbcddeffajffvjw SFS[D(2,1)(2,1)] gLLAQbcddeffaknvvnn SFS[D(2,1)(2,1)] gLLAQbcddeffakjjrfv SFS[D(3,1)(2,1)] gLLAQbcddeffarwnvbj SFS[D(3,1)(2,1)] gLLAQbcddeffarwfvbj SFS[D(3,1)(2,1)] gLLAQbcddeffajssnfb reducible gLLAQbcddeffabjjrfv SFS[D(3,1)(2,1)] gLLAQbcddeffabcbrrb reducible gLLAQbcddeffmvffvrj reducible gLLAQbcddeffaccvnkv reducible gLLAQbcddefferwbvfr SFS[D(3,1)(2,1)] gLLAQcceedffaolejbf reducible gLLAQcceedffqflejbf reducible gLLAQbcddeffabbkrrb SFS[D(3,1)(2,1)] gLLAQbcddeffaknfrkf SFS[D(3,1)(2,1)] gLLAQbcddefftsnfrkf SFS[D(3,1)(2,1)] gLLAQbcddefflsnfrkf reducible gLLAQbcddeffajwfnrf SFS[D(3,1)(2,1)] gLLAQbcddeffabnfrkf toroidal gLLAQbcddeffabjrrfv SFS[D(3,1)(2,1)] gLLAQbcddeffaokonrf SFS[D(2,1)(2,1)] gLLAQbcddfefebffsfj reducible gLLAQbcddeffdfbfwkf reducible gLLAQbcddeffebbfjjf reducible gLLAQbcddeffabcfnrf reducible gLLAQbcddeffabksrkf reducible gLLAQbcddeffaokwnrf reducible gLLAQbcddfefdfffvbj reducible gLLAQbcddeffdfcfwkf reducible gLLAQbcddeffebcfjjf reducible gLLAQbcddeffhokkskb SFS[D(3,1)(2,1)] gLLAQbcddeffabrrrrb SFS[D(2,1)(2,1)] gLLAQbcddeffhorrsrv SFS[D(3,1)(2,1)] gLLAQbcddeffhbkksrv SFS[D(3,1)(2,1)] gLLAQbcddeffhvffsrv reducible gLLAQbcddeffaokknrf SFS[D(2,1)(2,1)] gLLAQbcddeffdfffwkf reducible gLLAQbcddeffebffjjf reducible gLLAQbcddeffhoffsff reducible gLLAQbcddeffajffnfb SFS[D(2,1)(2,1)] gLLAQbcddeffabbsrrb SFS[D(3,1)(2,1)] gLLAQbcddeffaknwrkf SFS[D(3,1)(2,1)] gLLAQbcddefftsnwrkf SFS[D(3,1)(2,1)] gLLAQbcddefflsnwrkf SFS[D(3,1)(2,1)] gLLAQbcddeffajwnnrf reducible gLLAQbcddeffabnwrkf SFS[D(3,1)(2,1)] gLLAQbcddeffabjvrfv reducible gLLAQbcddeffabovwfv SFS[A(2,1)] gLLAQbcddeffdfofokr SFS[D(3,1)(2,1)] gLLAQbcddefflvffvrj reducible gLLAQbcddeffavcvvkk reducible gLLAQbcddeffavobvfw SFS[A(2,1)] gLLAQbcddeffacccwkf reducible gLLAQbcddeffacccvkk reducible gLLAQbcddefftvffvrj reducible gLLAQbcddeffmkffvbs reducible gLLAQbcddeffabgbwrb reducible gLLAQbcddeffebofvjr SFS[D(3,1)(2,1)] gLLMQadcefffblwnrvv reducible gLLMQadcefffblwcrvn reducible gLLAQbdddeffavrrwoc SFS[D(2,1)(2,1)] gLLAQbdddeffxvrrscg SFS[D(3,1)(2,1)] gLLMQadcfeffbawbrgg SFS[D(2,1)(2,1)] gLLAQbdddeffabkkvow SFS[D(2,1)(2,1)] gLLMQadcfeffbawbbgr reducible gLLMQadcfeffbawbjgr SFS[D(3,1)(2,1)] gLLMQadcfeffbawbngr SFS[D(3,1)(2,1)] gLLAQbcddfeftvffrnf reducible gLLAQbcddfeflvffrnf reducible gLLMQadcfeffbawbcsf reducible gLLMQadcefffbxwrrgg reducible gLLMQadcefffbxwcrgg SFS[D(3,1)(2,1)] gLLMQadcefffbxwsrgg SFS[D(3,1)(2,1)] gLLMQadcefffbxwcjgg reducible gLLAQbcddfefdfofkjb SFS[D(3,1)(2,1)] gLLAQbcddfefebofjkb SFS[D(3,1)(2,1)] gLLAQbdddeffhgkkobk SFS[D(3,1)(2,1)] gLLAQbcddeffajkbskb SFS[D(2,1)(2,1)] gLLAQbcddeffdokfovr reducible gLLAQbcddeffdfcfovr toroidal gLLAQbcddeffdfbfovr SFS[D(5,2)(2,1)] gLLAQbcddeffdfbnovr toroidal gLLAQbcddeffdfbwovr SFS[D(4,1)(2,1)] gLLAQbcddeffarwfsrv reducible gLLAQbcddefflsffvsw reducible gLLAQbcddeffavgfvvk reducible gLLAQbcddeffavvnvvk SFS[D(2,1)(2,1)] gLLAQbcddeffavwsvwj SFS[D(2,1)(2,1)] gLLAQbcddeffarwwsrv reducible gLLAQbcddeffakofvvk SFS[D(3,1)(2,1)] gLLAQbcddeffaknwvvk SFS[D(3,1)(2,1)] gLLAQbcddeffaknfvvk SFS[D(3,1)(2,1)] gLLAQbcddeffajsssff reducible gLLAQbcddeffakrfvvk toroidal gLLAQbcddeffasffvsw reducible gLLAQbcddefftvkfvsw reducible gLLAQbcddeffmvgvwjv reducible gLLAQbcddeffarwnsrv reducible gLLAQbcddefftsffvsw reducible gLLAQbcddeffmccgvws toroidal gLLAQbcddeffxkrfvvn toroidal gLLAQbcddefferofvsr SFS[D(5,2)(2,1)] gLLAQbcddefferwnvsr SFS[D(5,2)(2,1)] gLLAQbcddefferwfvsr SFS[D(4,1)(2,1)] gLLAQbcddefferkfvsr toroidal gLLAQbcddeffebcfvsr SFS[D(5,2)(2,1)] gLLAQbcddeffebbfvsr SFS[D(4,1)(2,1)] gLLAQbcddeffebbnvsr toroidal gLLAQbcddeffebbwvsr SFS[D(5,2)(2,1)] gLLAQbcddeffmrwfwnf SFS[D(2,1)(2,1)] gLLAQbdddeffmkbrwsc toroidal gLLMQadcefffjlocrjs toroidal gLLMQadcfeffbhwwggg SFS[D(2,1)(2,1)] gLLAQbcddeffavgfsff reducible gLLAQbdddeffxvrrwsc SFS[D(4,1)(2,1)] gLLAQbcddfeftsrrrjv toroidal gLLAQbcddfeflsrrrjv SFS[D(5,2)(2,1)] gLLAQbdddeffmvrrwsc toroidal gLLAQbcddfefdfrrfnb toroidal gLLAQbcddfefebrrbrb SFS[D(5,2)(2,1)] gLLAQbcddeffmjkkwjv toroidal gLLAQbcddeffhkkknkv SFS[D(4,1)(2,1)] gLLMQadcfeffbawwsgr SFS[D(5,2)(2,1)] gLLMQadcfeffbawwrgr SFS[D(4,1)(2,1)] gLLAQbcddfeftskkkjb SFS[D(5,2)(2,1)] gLLAQbcddfeftcrrkjb toroidal gLLAQbcddfeflskkkjb SFS[D(4,1)(2,1)] gLLAQbcddfeflcrrkjb SFS[D(5,2)(2,1)] gLLMQadcefffjlonrjj toroidal gLLMQadcefffjlobrjj toroidal gLLMQadcefffjlojrjj reducible gLLMQadcfeffbawwbgg SFS[D(2,1)(2,1)] gLLAQbcddfefdfkkrnf SFS[D(5,2)(2,1)] gLLAQbcddfefdnrrrnf toroidal gLLAQbcddfefebkknrf SFS[D(4,1)(2,1)] gLLAQbcddfefeorrnrf SFS[D(5,2)(2,1)] gLLAQbcddeffmjrrwnf toroidal gLLAQbcddeffmgkkwnf toroidal gLLAQbcddeffhkrrnrf SFS[D(5,2)(2,1)] gLLAQbcddeffhjkknrf SFS[D(4,1)(2,1)] gLLAQbcddeffajffsff SFS[D(2,1)(2,1)] gLLAQbcddeffmjffwbb reducible gLLAQbdddeffmkbswsc toroidal gLLAQbcddeffmojvwbb toroidal gLLAQbcddeffdowbwkb SFS[D(2,1)(2,1)] gLLAQbcddeffpoobocn T2xI gLLAQbcddeffavgfvjj reducible gLLAQbcddeffaokwvbk SFS[D(2,1)(2,1)] gLLAQbcddeffavsbvjj SFS[D(2,1)(2,1)] gLLAQbcddeffajwnvbk SFS[D(2,1)(2,1)] gLLAQbcddeffabnfnkf SFS[D(2,1)(2,1)] gLLAQbcddeffabcfrrf reducible gLLAQbcddeffabksnkf reducible gLLAQbcddeffaokwrrf reducible gLLAQbcddeffdfcfskf SFS[D(2,1)(2,1)] gLLAQbcddeffabovsfv T2xI gLLAQbcddeffavobvfs T2xI gLLAQbcddeffdokfovk reducible gLLAQbcddeffdfcfovk SFS[D(2,1)(2,1)] gLLAQbcddeffdfbnovk SFS[D(3,1)(2,1)] gLLAQbcddeffavgfvvr reducible gLLAQbcddeffakrfvvr SFS[D(2,1)(2,1)] gLLAQbcddefftvkfvss reducible gLLAQbcddeffmvgvsjv reducible gLLAQbcddeffmccgsjv SFS[D(2,1)(2,1)] gLLAQbcddeffxkrfvvj SFS[D(2,1)(2,1)] gLLAQbcddefferkfvsk SFS[D(3,1)(2,1)] gLLAQbcddeffebbnvsk SFS[D(3,1)(2,1)] gLLAQbdddeffmkbrssc SFS[D(3,1)(2,1)] gLLMQadcefffnlocrjs SFS[D(3,1)(2,1)] gLLAQbcddeffavgfwff reducible gLLAQbcddfeftsrrrnv SFS[D(2,1)(2,1)] gLLAQbdddeffmvrrssc SFS[D(3,1)(2,1)] gLLAQbcddfefdfrrfjb SFS[D(2,1)(2,1)] gLLAQbcddeffmjkksjv SFS[D(3,1)(2,1)] gLLAQbcddfeftcrrknb SFS[D(2,1)(2,1)] gLLMQadcefffnlonrjj SFS[D(3,1)(2,1)] gLLMQadcefffnlobrjj SFS[D(3,1)(2,1)] gLLMQadcefffnlojrjj reducible gLLAQbcddfefdnrrrjf SFS[D(2,1)(2,1)] gLLAQbcddeffmjrrsnf SFS[D(3,1)(2,1)] gLLAQbcddeffmgkksnf SFS[D(3,1)(2,1)] gLLAQbcddeffmjffsbb reducible gLLAQbdddeffmkbsssc SFS[D(3,1)(2,1)] gLLAQbcddeffmojvsbb SFS[D(3,1)(2,1)] gLAPPbbceeffhqvjrqk toroidal gLAPPbbceeffpucjrhn SFS[A(2,1)] gLAPPbbceeffdecjrhn reducible gLAPPbbceeffadbjrhn reducible gLAPPbbceeffadbjrqk reducible gLAPPbbceeffhqvjrhn toroidal gLAPPbbceeffpugksqw toroidal gLAPPbbceeffdegksqw toroidal gLAPPbbceeffadjksxr SFS[A(2,1)] gLAPPbbceeffadjksqw SFS[A(2,1)] gLALQbbceeffhhcgnur reducible gLALQbbceeffamfsgpw toroidal gLALQbbceeffaifsgpw toroidal gLALQbbceeffddbsgpw reducible gLALQbbceeffddfgnur reducible gLALQbbceeffamcgnur SFS[D(3,1)(2,1)] gLALQbbceeffaicgnur SFS[D(3,1)(2,1)] gLALQbbceeffaqkgnur SFS[D(2,1)(2,1)] gLALQbbceeffaqosgpw toroidal gLALQbbceeffhhcgnmw reducible gLALQbbceeffaifsgtr toroidal gLALQbbceeffamfsgtr toroidal gLALQbbceeffddfgnmw reducible gLALQbbceeffddbsgtr reducible gLALQbbceeffaicgnmw SFS[D(3,1)(2,1)] gLALQbbceeffamcgnmw SFS[D(3,1)(2,1)] gLALQbbceeffaqkgnmw SFS[D(2,1)(2,1)] gLALQbbceeffaqosgtr toroidal gLALQbbceeffpuggkqj toroidal gLALQbbceeffpuggkaj toroidal gLALQbbceeffdegcfij reducible gLAPPbbceeffpugjsqw m328(0,0)(0,0) gLALQbbceeffpuggbqj m328(0,0)(0,0) gLALQbbceeffpugnkaj m328(0,0)(0,0) gLAPPbbceeffpuggsqw m388(0,0)(0,0) gLALQbbceeffpuggsqj m388(0,0)(0,0) gLALQbbceeffpugskaj m388(0,0)(0,0) gLAPPbbceeffpuggsxr toroidal gLALQbbceeffpugskqj toroidal gLALQbbceeffpuggsaj toroidal gLAPPbbceeffpuggnxr m125(0,0)(0,0) gLALQbbceeffpugsbqj m125(0,0)(0,0) gLALQbbceeffpugnsaj m125(0,0)(0,0) gLAPPbbceeffpugggqw toroidal gLALQbbceeffpugssqj toroidal gLALQbbceeffpugssaj toroidal gLAPPbbceeffpugjsxr m125(0,0)(0,0) gLALQbbceeffpugnkqj m125(0,0)(0,0) gLALQbbceeffpuggbaj m125(0,0)(0,0) gLAPPbbceeffpugjnqw toroidal gLALQbbceeffpugnbqj toroidal gLALQbbceeffpugnbaj toroidal gLAPPbbceeffpuggnqw m328(0,0)(0,0) gLALQbbceeffpugnsqj m328(0,0)(0,0) gLALQbbceeffpugsbaj m328(0,0)(0,0) gLAPPbbceeffhtgvvhn toroidal gLAPPbbceeffddkbbxr toroidal gLAPPbbceeffddkbbqw toroidal gLAPPbbceeffaicvvhn reducible gLAPPbbceeffaicvvqk reducible gLAPPbbceeffdqfvvhn toroidal gLAPPbbceeffdtfvvhn toroidal gLAPPbbceeffdqfvvqk toroidal gLAPPbbceeffaqkvvhn reducible gLAPPbbceeffdejvvhn toroidal gLAPPbbceeffadkvvhn toroidal gLAPPbbceeffadvbbxr toroidal gLAPPbbceeffdejvvqk toroidal gLAPPbbceeffadkvvqk toroidal gLAPPbbceeffadvbbqw toroidal gLAPPbbceeffhtgvvqk toroidal gLAPPbbceeffpugbbqw toroidal gLAPPbbceeffhhgbbqw toroidal gLALQbbceeffpugnndj toroidal gLALQbbceeffpugnnmj toroidal gLALQbbceeffpugjjqj toroidal gLALQbbceeffpugjjaj toroidal gLALQbbceeffhtgvver SFS[D(2,1)(2,1)] gLALQbbceeffdejvviw reducible gLALQbbceeffadgoolr SFS[D(2,1)(2,1)] gLALQbbceeffaqkvviw toroidal gLALQbbceeffltbvver toroidal gLALQbbceeffatbvver SFS[D(2,1)(2,1)] gLALQbbceeffatkvviw SFS[D(2,1)(2,1)] gLALQbbceeffadkvviw SFS[D(2,1)(2,1)] gLALQbbceeffaifoodw reducible gLALQbbceeffaifoolr reducible gLALQbbceeffamcvviw toroidal gLALQbbceeffaicvviw toroidal gLALQbbceeffaicvver toroidal gLALQbbceeffdqfvver toroidal gLALQbbceeffeubvver reducible gLALQbbceeffamcvver toroidal gLALQbbceeffdtfvver toroidal gLALQbbceeffdqfvviw toroidal gLALQbbceeffaqkvver toroidal gLALQbbceeffdejvver reducible gLALQbbceeffadkvver SFS[D(2,1)(2,1)] gLALQbbceeffadgoodw SFS[D(2,1)(2,1)] gLALQbbceeffltbvviw toroidal gLALQbbceeffatkvver SFS[D(2,1)(2,1)] gLALQbbceeffatbvviw SFS[D(2,1)(2,1)] gLALQbbceeffhtgvviw SFS[D(2,1)(2,1)] gLALQbbceeffpugbbij toroidal gLALQbbceeffaqooodw reducible gLAPPbbceeffhtgvvew toroidal gLAPPbbceeffdejvvdj toroidal gLAPPbbceeffadvbbmn toroidal gLAPPbbceeffaqkvvdj reducible gLAPPbbceeffdejvvew toroidal gLAPPbbceeffadvbbij toroidal gLAPPbbceeffadkvvew toroidal gLAPPbbceeffadkvvdj toroidal gLAPPbbceeffddkbbij toroidal gLAPPbbceeffddkbbmn toroidal gLAPPbbceeffaicvvew reducible gLAPPbbceeffaicvvdj reducible gLAPPbbceeffaicvvmj reducible gLAPPbbceeffdqfvvew toroidal gLAPPbbceeffdtfvvew toroidal gLAPPbbceeffaicvvir reducible gLAPPbbceeffdtfvvdj toroidal gLAPPbbceeffdqfvvdj toroidal gLAPPbbceeffaqkvvir reducible gLAPPbbceeffdejvvmj toroidal gLAPPbbceeffadkvvmj toroidal gLAPPbbceeffadvbblk toroidal gLAPPbbceeffdejvvir toroidal gLAPPbbceeffadkvvir toroidal gLAPPbbceeffadvbbtj toroidal gLAPPbbceeffhtgvvdj toroidal gLAPPbbceeffpugbbij toroidal gLAPPbbceeffhhgbbij toroidal gLALQbbceeffpugnnxn SFS[A(4,1)] gLALQbbceeffpugnnpw SFS[A(4,1)] gLALQbbceeffpugnntr SFS[A(4,1)] gLALQbbceeffpugjjdr toroidal gLALQbbceeffdejvvhn reducible gLALQbbceeffaqkvvhn SFS[D(4,1)(2,1)] gLALQbbceeffltbvvqn SFS[D(4,1)(2,1)] gLALQbbceeffaifooxs reducible gLALQbbceeffaifoohj reducible gLALQbbceeffamcvvhn SFS[D(4,1)(3,1)] gLALQbbceeffaicvvhn SFS[D(4,3)(3,1)] gLALQbbceeffaicvvqn SFS[D(4,1)(3,1)] gLALQbbceeffdqfvvqn SFS[D(4,3)(3,1)] gLALQbbceeffeubvvhn reducible gLALQbbceeffamcvvqn SFS[D(4,3)(3,1)] gLALQbbceeffdtfvvhn toroidal gLALQbbceeffdqfvvhn SFS[D(4,1)(3,1)] gLALQbbceeffaqkvvqn SFS[D(4,1)(2,1)] gLALQbbceeffdejvvqn reducible gLALQbbceeffltbvvhn SFS[D(4,1)(2,1)] gLALQbbceeffpugbbqr SFS[A(4,1)] gLALQbbceeffaqooohj reducible gLALQbbceeffpugnnak SFS[A(4,1)] gLALQbbceeffpugjjik toroidal gLALQbbceeffdejvvmj reducible gLALQbbceeffaqkvvmj SFS[D(4,1)(2,1)] gLALQbbceeffltbvvds SFS[D(4,1)(2,1)] gLALQbbceeffaifooen reducible gLALQbbceeffaifootn reducible gLALQbbceeffamcvvmj SFS[D(4,3)(3,1)] gLALQbbceeffaicvvmj SFS[D(4,1)(3,1)] gLALQbbceeffaicvvds SFS[D(4,3)(3,1)] gLALQbbceeffdqfvvds SFS[D(4,1)(3,1)] gLALQbbceeffeubvvds reducible gLALQbbceeffamcvvds SFS[D(4,1)(3,1)] gLALQbbceeffdtfvvds toroidal gLALQbbceeffdqfvvmj SFS[D(4,3)(3,1)] gLALQbbceeffaqkvvds SFS[D(4,1)(2,1)] gLALQbbceeffdejvvds reducible gLALQbbceeffltbvvmj SFS[D(4,1)(2,1)] gLALQbbceeffpugbbln SFS[A(4,1)] gLALQbbceeffaqoooen reducible gLALQbbceeffaifocen toroidal gLALQbbceeffaifogtn toroidal gLALQbbceeffaicfvds toroidal gLALQbbceeffamcfvds toroidal gLALQbbceeffaqkfvds toroidal gLALQbbceeffaqoocen toroidal gLALQbbceeffaqkfvmj SFS[D(5,2)(2,1)] gLALQbbceeffaifogen toroidal gLALQbbceeffaifoctn toroidal gLALQbbceeffamcfvmj SFS[D(5,3)(3,1)] gLALQbbceeffaicfvmj SFS[D(5,2)(3,1)] gLALQbbceeffaicgvds SFS[D(5,2)(3,1)] gLALQbbceeffamcgvds SFS[D(5,3)(3,1)] gLALQbbceeffaqkgvds SFS[D(5,2)(2,1)] gLALQbbceeffaqooctn toroidal gLALQbbceeffaqkkkhn SFS[D(2,1)(2,1)] gLALQbbceeffaifjjxs toroidal gLALQbbceeffaifjjhj toroidal gLALQbbceeffamckkhn SFS[D(3,1)(2,1)] gLALQbbceeffaickkhn SFS[D(3,1)(2,1)] gLALQbbceeffaickkqn SFS[D(3,1)(2,1)] gLALQbbceeffamckkqn SFS[D(3,1)(2,1)] gLALQbbceeffaqkkkqn SFS[D(2,1)(2,1)] gLALQbbceeffaqojjhj toroidal gLAPPbbceeffhtgvvaw toroidal gLAPPbbceeffddkbbak toroidal gLAPPbbceeffddkbbaj toroidal gLAPPbbceeffaicvvaw reducible gLAPPbbceeffaicvvaj reducible gLAPPbbceeffdqfvvaw toroidal gLAPPbbceeffdtfvvaj toroidal gLAPPbbceeffdqfvvaj toroidal gLAPPbbceeffaqkvvaj reducible gLAPPbbceeffdejvvaw toroidal gLAPPbbceeffadkvvaw toroidal gLAPPbbceeffadvbbak toroidal gLAPPbbceeffdejvvaj toroidal gLAPPbbceeffadkvvaj toroidal gLAPPbbceeffadvbbaj toroidal gLAPPbbceeffhtgvvaj toroidal gLAPPbbceeffpugbbaj toroidal gLAPPbbceeffhhgbbaj toroidal gLALQbbceeffpugnnlr toroidal gLALQbbceeffpugnnlk toroidal gLALQbbceeffpugjjxr toroidal gLALQbbceeffpugjjxk toroidal gLALQbbceeffhtgvvtn SFS[D(3,1)(2,1)] gLALQbbceeffdejvvtj reducible gLALQbbceeffadgoomn SFS[D(3,1)(2,1)] gLALQbbceeffaqkvvtj toroidal gLALQbbceeffltbvvtn toroidal gLALQbbceeffatbvvtn SFS[D(3,1)(2,1)] gLALQbbceeffatkvvtj SFS[D(3,1)(2,1)] gLALQbbceeffadkvvtj SFS[D(3,1)(2,1)] gLALQbbceeffamcvvtj toroidal gLALQbbceeffaicvvtj toroidal gLALQbbceeffaicvvtn toroidal gLALQbbceeffdqfvvtn toroidal gLALQbbceeffamcvvtn toroidal gLALQbbceeffdtfvvtj toroidal gLALQbbceeffdqfvvtj toroidal gLALQbbceeffaqkvvtn toroidal gLALQbbceeffdejvvtn reducible gLALQbbceeffadkvvtn SFS[D(3,1)(2,1)] gLALQbbceeffadgoomj SFS[D(3,1)(2,1)] gLALQbbceeffltbvvtj toroidal gLALQbbceeffatkvvtn SFS[D(3,1)(2,1)] gLALQbbceeffatbvvtj SFS[D(3,1)(2,1)] gLALQbbceeffhtgvvtj SFS[D(3,1)(2,1)] gLALQbbceeffpugbbpk toroidal gLALQbbceeffaifjjxw toroidal gLALQbbceeffaifjjhn toroidal gLALQbbceeffaqojjhn toroidal gLAPPbbceeffhtgvvdw toroidal gLAPPbbceeffdejvvej toroidal gLAPPbbceeffadvbbiw toroidal gLAPPbbceeffaqkvvdw reducible gLAPPbbceeffdejvvdw toroidal gLAPPbbceeffadvbbmr toroidal gLAPPbbceeffadkvvdw toroidal gLAPPbbceeffadkvvej toroidal gLAPPbbceeffddkbbmr toroidal gLAPPbbceeffddkbbiw toroidal gLAPPbbceeffaicvvdw reducible gLAPPbbceeffaicvvej reducible gLAPPbbceeffaicvvin reducible gLAPPbbceeffdqfvvdw toroidal gLAPPbbceeffdtfvvdw toroidal gLAPPbbceeffaicvvmk reducible gLAPPbbceeffdtfvvej toroidal gLAPPbbceeffdqfvvej toroidal gLAPPbbceeffaqkvvin reducible gLAPPbbceeffdejvvin toroidal gLAPPbbceeffadkvvin toroidal gLAPPbbceeffadvbbtk toroidal gLAPPbbceeffdejvvmk toroidal gLAPPbbceeffadkvvmk toroidal gLAPPbbceeffadvbblj toroidal gLAPPbbceeffhtgvvej toroidal gLAPPbbceeffpugbbiw toroidal gLAPPbbceeffhhgbbiw toroidal gLALQbbceeffpugnnpj SFS[A(5,2)] gLALQbbceeffpugnnxj SFS[A(5,2)] gLALQbbceeffpugnnar SFS[A(5,2)] gLALQbbceeffpugjjir toroidal gLALQbbceeffdejvvmn reducible gLALQbbceeffaqkvvmn SFS[D(5,2)(2,1)] gLALQbbceeffltbvvdw SFS[D(5,2)(2,1)] gLALQbbceeffaifooer reducible gLALQbbceeffaifootj reducible gLALQbbceeffamcvvmn SFS[D(5,3)(3,1)] gLALQbbceeffaicvvmn SFS[D(5,2)(3,1)] gLALQbbceeffaicvvdw SFS[D(5,3)(3,1)] gLALQbbceeffdqfvvdw SFS[D(5,2)(3,1)] gLALQbbceeffeubvvdw reducible gLALQbbceeffamcvvdw SFS[D(5,2)(3,1)] gLALQbbceeffdtfvvdw toroidal gLALQbbceeffdqfvvmn SFS[D(5,3)(3,1)] gLALQbbceeffaqkvvdw SFS[D(5,2)(2,1)] gLALQbbceeffdejvvdw reducible gLALQbbceeffltbvvmn SFS[D(5,2)(2,1)] gLALQbbceeffpugbblj SFS[A(5,2)] gLALQbbceeffaqoooer reducible gLALQbbceeffpugnntk SFS[A(5,2)] gLALQbbceeffpugjjdk toroidal gLALQbbceeffdejvvhj reducible gLALQbbceeffaqkvvhj SFS[D(5,2)(2,1)] gLALQbbceeffltbvvqr SFS[D(5,2)(2,1)] gLALQbbceeffaifooxw reducible gLALQbbceeffaifoohn reducible gLALQbbceeffamcvvhj SFS[D(5,2)(3,1)] gLALQbbceeffaicvvhj SFS[D(5,3)(3,1)] gLALQbbceeffaicvvqr SFS[D(5,2)(3,1)] gLALQbbceeffdqfvvqr SFS[D(5,3)(3,1)] gLALQbbceeffeubvvhj reducible gLALQbbceeffamcvvqr SFS[D(5,3)(3,1)] gLALQbbceeffdtfvvhj toroidal gLALQbbceeffdqfvvhj SFS[D(5,2)(3,1)] gLALQbbceeffaqkvvqr SFS[D(5,2)(2,1)] gLALQbbceeffdejvvqr reducible gLALQbbceeffltbvvhj SFS[D(5,2)(2,1)] gLALQbbceeffpugbbqk SFS[A(5,2)] gLALQbbceeffaqooohn reducible gLALQbbceeffaqkfvmn toroidal gLALQbbceeffaifoger toroidal gLALQbbceeffaifoctj toroidal gLALQbbceeffamcfvmn toroidal gLALQbbceeffaicfvmn toroidal gLALQbbceeffaicgvdw SFS[D(4,1)(3,1)] gLALQbbceeffamcgvdw SFS[D(4,3)(3,1)] gLALQbbceeffaqkgvdw SFS[D(4,1)(2,1)] gLALQbbceeffaqooctj toroidal gLALQbbceeffaifocer toroidal gLALQbbceeffaifogtj toroidal gLALQbbceeffaicfvdw toroidal gLALQbbceeffamcfvdw toroidal gLALQbbceeffaqkfvdw toroidal gLALQbbceeffaqoocer toroidal gLAPPbbceeffhqvjraj toroidal gLAPPbbceeffpucjraj SFS[A(3,1)] gLAPPbbceeffdecjraj reducible gLAPPbbceeffadbjraw reducible gLAPPbbceeffadbjraj reducible gLAPPbbceeffhqvjraw toroidal gLAPPbbceeffpugksaj toroidal gLAPPbbceeffdegksaj toroidal gLAPPbbceeffadjksak SFS[A(3,1)] gLAPPbbceeffadjksaj SFS[A(3,1)] gLALQbbceeffhhcgndn reducible gLALQbbceeffamfsgej toroidal gLALQbbceeffaifsgej toroidal gLALQbbceeffddbsgej reducible gLALQbbceeffddfgndn reducible gLALQbbceeffamcgndn SFS[D(3,1)(3,1)] gLALQbbceeffaicgndn SFS[D(3,1)(3,2)] gLALQbbceeffaqkgndn SFS[D(3,1)(2,1)] gLALQbbceeffaqosgej toroidal gLALQbbceeffhhcgndj reducible gLALQbbceeffaifsgen toroidal gLALQbbceeffamfsgen toroidal gLALQbbceeffddfgndj reducible gLALQbbceeffddbsgen reducible gLALQbbceeffaicgndj SFS[D(3,1)(3,1)] gLALQbbceeffamcgndj SFS[D(3,1)(3,2)] gLALQbbceeffaqkgndj SFS[D(3,1)(2,1)] gLALQbbceeffaqosgen toroidal gLALQbbceeffpuggkxr toroidal gLALQbbceeffpuggkxk toroidal gLALQbbceeffdegcfpk reducible gLAPPbbceeffpugjsaj m129(0,0)(0,0) gLALQbbceeffpuggbxr m129(0,0)(0,0) gLALQbbceeffpugnkxk m129(0,0)(0,0) gLAPPbbceeffpuggsaj m292(0,0)(0,0) gLALQbbceeffpuggsxr m292(0,0)(0,0) gLALQbbceeffpugskxk m292(0,0)(0,0) gLAPPbbceeffpuggsak m366(0,0)(0,0) gLALQbbceeffpugskxr m366(0,0)(0,0) gLALQbbceeffpuggsxk m366(0,0)(0,0) gLAPPbbceeffpuggnak m203(0,0)(0,0) gLALQbbceeffpugsbxr m203(0,0)(0,0) gLALQbbceeffpugnsxk m203(0,0)(0,0) gLAPPbbceeffpugggaj toroidal gLALQbbceeffpugssxr toroidal gLALQbbceeffpugssxk toroidal gLAPPbbceeffpugjsak m203(0,0)(0,0) gLALQbbceeffpugnkxr m203(0,0)(0,0) gLALQbbceeffpuggbxk m203(0,0)(0,0) gLAPPbbceeffpugjnaj SFS[A(3,1)] gLALQbbceeffpugnbxr SFS[A(3,1)] gLALQbbceeffpugnbxk SFS[A(3,1)] gLAPPbbceeffpuggnaj m129(0,0)(0,0) gLALQbbceeffpugnsxr m129(0,0)(0,0) gLALQbbceeffpugsbxk m129(0,0)(0,0) gLAPPbbceeffhqvjrqj SFS[D(2,1)(2,1)] gLAPPbbceeffpucjrhr T2xI gLAPPbbceeffhqvjrhr SFS[D(2,1)(2,1)] gLAPPbbceeffpugksqj SFS[A(2,1)] gLAPPbbceeffdegksqj SFS[A(2,1)] gLAPPbbceeffadjksxn T2xI gLAPPbbceeffadjksqj T2xI gLALQbbceeffamfsgps toroidal gLALQbbceeffaifsgps toroidal gLALQbbceeffaqosgps toroidal gLALQbbceeffaifsgtn toroidal gLALQbbceeffamfsgtn toroidal gLALQbbceeffaqosgtn toroidal gLALQbbceeffpuggkqw SFS[A(2,1)] gLALQbbceeffpuggkan SFS[A(2,1)] gLALQbbceeffdegcfin reducible gLAPPbbceeffpugjsqj m329(0,0)(0,0) gLALQbbceeffpuggbqw m329(0,0)(0,0) gLALQbbceeffpugnkan m329(0,0)(0,0) gLAPPbbceeffpuggsqj m357(0,0)(0,0) gLALQbbceeffpuggsqw m357(0,0)(0,0) gLALQbbceeffpugskan m357(0,0)(0,0) gLAPPbbceeffpuggsxn m125(0,0)(0,0) gLALQbbceeffpugskqw m125(0,0)(0,0) gLALQbbceeffpuggsan m125(0,0)(0,0) gLAPPbbceeffpuggnxn m202(0,0)(0,0) gLALQbbceeffpugsbqw m202(0,0)(0,0) gLALQbbceeffpugnsan m202(0,0)(0,0) gLAPPbbceeffpugggqj SFS[A(2,1)] gLALQbbceeffpugssqw SFS[A(2,1)] gLALQbbceeffpugssan SFS[A(2,1)] gLAPPbbceeffpugjsxn m202(0,0)(0,0) gLALQbbceeffpugnkqw m202(0,0)(0,0) gLALQbbceeffpuggban m202(0,0)(0,0) gLAPPbbceeffpugjnqj toroidal gLALQbbceeffpugnbqw toroidal gLALQbbceeffpugnban toroidal gLAPPbbceeffpuggnqj m329(0,0)(0,0) gLALQbbceeffpugnsqw m329(0,0)(0,0) gLALQbbceeffpugsban m329(0,0)(0,0) gLAPPbbceeffhtgvvhr toroidal gLAPPbbceeffddkbbxn toroidal gLAPPbbceeffddkbbqj toroidal gLAPPbbceeffaicvvhr reducible gLAPPbbceeffaicvvqj reducible gLAPPbbceeffdqfvvhr toroidal gLAPPbbceeffdtfvvhr toroidal gLAPPbbceeffdqfvvqj toroidal gLAPPbbceeffaqkvvhr reducible gLAPPbbceeffdejvvhr toroidal gLAPPbbceeffadkvvhr toroidal gLAPPbbceeffadvbbxn toroidal gLAPPbbceeffdejvvqj toroidal gLAPPbbceeffadkvvqj toroidal gLAPPbbceeffadvbbqj toroidal gLAPPbbceeffhtgvvqj toroidal gLAPPbbceeffpugbbqj toroidal gLAPPbbceeffhhgbbqj toroidal gLALQbbceeffpugnndw SFS[A(5,2)] gLALQbbceeffpugnnmn SFS[A(5,2)] gLALQbbceeffpugjjqw toroidal gLALQbbceeffpugjjan toroidal gLALQbbceeffdejvvis reducible gLALQbbceeffaqkvvis SFS[D(5,2)(2,1)] gLALQbbceeffltbvven SFS[D(5,2)(2,1)] gLALQbbceeffaifoods reducible gLALQbbceeffaifooln reducible gLALQbbceeffamcvvis SFS[D(5,2)(3,1)] gLALQbbceeffaicvvis SFS[D(5,3)(3,1)] gLALQbbceeffaicvven SFS[D(5,2)(3,1)] gLALQbbceeffdqfvven SFS[D(5,3)(3,1)] gLALQbbceeffeubvven reducible gLALQbbceeffamcvven SFS[D(5,3)(3,1)] gLALQbbceeffdtfvven toroidal gLALQbbceeffdqfvvis SFS[D(5,2)(3,1)] gLALQbbceeffaqkvven SFS[D(5,2)(2,1)] gLALQbbceeffdejvven reducible gLALQbbceeffltbvvis SFS[D(5,2)(2,1)] gLALQbbceeffpugbbin SFS[A(5,2)] gLALQbbceeffaqooods reducible gLAPPbbceeffhtgvvlr m004(0,0) gLAPPbbceeffdejvvpj toroidal gLAPPbbceeffadvbber SFS[D(3,1)(2,1)] gLAPPbbceeffaqkvvlr reducible gLAPPbbceeffdejvvlr toroidal gLAPPbbceeffadvbbuw SFS[D(3,1)(2,1)] gLAPPbbceeffadkvvlr SFS[D(3,1)(2,1)] gLAPPbbceeffadkvvpj SFS[D(3,1)(2,1)] gLAPPbbceeffddkbben SFS[A(3,1)] gLAPPbbceeffddkbber SFS[A(3,1)] gLAPPbbceeffaicvvlr reducible gLAPPbbceeffaicvvpj reducible gLAPPbbceeffaicvvpk reducible gLAPPbbceeffdqfvvlr SFS[D(3,1)(3,1)] gLAPPbbceeffdtfvvln SFS[D(3,1)(3,2)] gLAPPbbceeffaicvvln reducible gLAPPbbceeffdtfvvpj SFS[D(3,1)(3,2)] gLAPPbbceeffdqfvvln SFS[D(3,1)(3,1)] gLAPPbbceeffaqkvvln reducible gLAPPbbceeffdejvvpk toroidal gLAPPbbceeffadkvvpk SFS[D(3,1)(2,1)] gLAPPbbceeffadvbben SFS[D(3,1)(2,1)] gLAPPbbceeffdejvvln toroidal gLAPPbbceeffadkvvln SFS[D(3,1)(2,1)] gLAPPbbceeffadvbbuj SFS[D(3,1)(2,1)] gLAPPbbceeffhtgvvln m004(0,0) gLAPPbbceeffpugbben SFS[A(2,1)] gLAPPbbceeffhhgbben SFS[A(2,1)] gLALQbbceeffpugnnej T2xI gLALQbbceeffpugnnhj T2xI gLALQbbceeffpugnnhw T2xI gLALQbbceeffpugjjew SFS[A(2,1)] gLALQbbceeffdejvvln reducible gLALQbbceeffdtfvvln SFS[D(2,1)(2,1)] gLALQbbceeffdejvvlr reducible gLALQbbceeffpugbbuj T2xI gLALQbbceeffpugnnen T2xI gLALQbbceeffpugjjej SFS[A(2,1)] gLALQbbceeffdejvvxs reducible gLALQbbceeffdtfvvxs SFS[D(2,1)(2,1)] gLALQbbceeffdejvvxw reducible gLALQbbceeffpugbbhj T2xI gLALQbbceeffaqkfvln toroidal gLALQbbceeffaifogiw SFS[D(4,1)(3,1)] gLALQbbceeffaifocis SFS[D(4,3)(3,1)] gLALQbbceeffamcfvln toroidal gLALQbbceeffaicfvln toroidal gLALQbbceeffaicgvlr SFS[D(4,3)(3,1)] gLALQbbceeffamcgvlr SFS[D(4,1)(3,1)] gLALQbbceeffaqkgvlr SFS[D(4,1)(2,1)] gLALQbbceeffaqoocis SFS[D(4,1)(2,1)] gLALQbbceeffaqkgvln SFS[D(5,2)(2,1)] gLALQbbceeffaifociw SFS[D(5,2)(3,1)] gLALQbbceeffaifogis SFS[D(5,3)(3,1)] gLALQbbceeffamcgvln SFS[D(5,2)(3,1)] gLALQbbceeffaicgvln SFS[D(5,3)(3,1)] gLALQbbceeffaicfvlr SFS[D(5,3)(3,1)] gLALQbbceeffamcfvlr SFS[D(5,2)(3,1)] gLALQbbceeffaqkfvlr SFS[D(5,2)(2,1)] gLALQbbceeffaqoociw SFS[D(5,2)(2,1)] gLALQbbceeffaqkkkxs SFS[D(3,1)(2,1)] gLALQbbceeffaifjjqr SFS[D(3,1)(3,2)] gLALQbbceeffaifjjqn SFS[D(3,1)(3,1)] gLALQbbceeffamckkxs SFS[D(3,1)(3,1)] gLALQbbceeffaickkxs SFS[D(3,1)(3,2)] gLALQbbceeffaickkxw SFS[D(3,1)(3,1)] gLALQbbceeffamckkxw SFS[D(3,1)(3,2)] gLALQbbceeffaqkkkxw SFS[D(3,1)(2,1)] gLALQbbceeffaqojjqn SFS[D(3,1)(2,1)] gLAPPbbceeffdegboag reducible gLAPPbbceeffadjbvag reducible gLAPPbbceeffadjboag reducible gLALQbbceeffdegbkpf SFS[D(3,1)(2,1)] gLALQbbceeffdegobpf SFS[D(3,1)(2,1)] gLAPPbbceeffpucogac reducible gLAPPbbceeffdecogac reducible gLAPPbbceeffadbogac reducible gLAPPbbceeffpucbfac reducible gLAPPbbceeffdecbfac reducible gLAPPbbceeffadbbfac reducible gLAPPbbceeffhqvbfac reducible gLAPPbbceeffpugcoag reducible gLAPPbbceeffdegcoag reducible gLAPPbbceeffadjcoag reducible gLALQbbceeffhhcrkdb reducible gLALQbbceeffaifjweb reducible gLALQbbceeffamfjweb reducible gLALQbbceeffddfrkdb reducible gLALQbbceeffddbjweb reducible gLALQbbceeffaicrkdb reducible gLALQbbceeffamcrkdb reducible gLALQbbceeffaqkrkdb reducible gLALQbbceeffaqojweb reducible gLALQbbceeffaqkcbdb reducible gLALQbbceeffamfbfeb reducible gLALQbbceeffaifbfeb reducible gLALQbbceeffamccbdb reducible gLALQbbceeffaiccbdb reducible gLALQbbceeffaqobfeb reducible gLALQbbceeffpugcrxf reducible gLALQbbceeffdegokpf reducible gLAPPbbceeffdegcvag reducible gLAPPbbceeffadjfoag reducible gLAPPbbceeffadjcvag reducible gLALQbbceeffdegospf SFS[D(3,1)(2,1)] gLAPPbbceeffaqkjrdc reducible gLAPPbbceeffddkksmo SFS[A(3,1)] gLAPPbbceeffddkksic SFS[A(3,1)] gLAPPbbceeffaicjrdc reducible gLAPPbbceeffaicjrec reducible gLAPPbbceeffaicjrio reducible gLAPPbbceeffaicjrmg reducible gLAPPbbceeffaqkjrio reducible gLAPPbbceeffhhgksic SFS[A(2,1)] gLALQbbceeffdegbrxb reducible gLALQbbceeffatsvnqv reducible gLALQbbceeffadjbrxb reducible gLALQbbceeffdeggbif SFS[D(2,1)(2,1)] gLALQbbceeffdegbrtf SFS[D(2,1)(2,1)] gLALQbbceeffdegovxb reducible gLALQbbceeffatsgfqv reducible gLALQbbceeffadjovxb reducible gLALQbbceeffdegskif SFS[D(2,1)(2,1)] gLALQbbceeffdegovtf SFS[D(2,1)(2,1)] gLAPPbbceeffaqkccdc reducible gLAPPbbceeffddkggmo reducible gLAPPbbceeffddkggic reducible gLAPPbbceeffaicccdc reducible gLAPPbbceeffaicccec reducible gLAPPbbceeffhhgggic reducible gLALQbbceeffpugvvpc T2xI gLALQbbceeffaqkffab reducible gLALQbbceeffamfccab reducible gLALQbbceeffaifccab reducible gLALQbbceeffamcffab reducible gLALQbbceeffaicffab reducible gLALQbbceeffaqoccab reducible gLALQbbceeffpugwwlb T2xI gLALQbbceeffhqvffeb SFS[D(2,1)(2,1)] gLALQbbceeffpujffeb T2xI gLALQbbceeffpucffeb SFS[A(2,1)] gLALQbbceeffdecffeb SFS[A(2,1)] gLALQbbceeffadcccdb T2xI gLALQbbceeffadbffeb T2xI gLALQbbceeffhqjccdb SFS[D(2,1)(2,1)] gLALQbbceeffpugvvtf T2xI gLAPPbbceeffaiwwsmg SFS[D(3,1)(3,1)] gLAPPbbceeffainjnic SFS[D(3,1)(3,2)] gLAPPbbceeffainjnlg SFS[D(3,1)(3,2)] gLAPPbbceeffaiwwsec SFS[D(3,1)(3,1)] gLAPPbbceeffaijwsdc SFS[D(3,1)(3,2)] gLAPPbbceeffaisjnmo SFS[D(3,1)(3,1)] gLAPPbbceeffaqbwsio SFS[D(3,1)(2,1)] gLAPPbbceeffaqbwsmg SFS[D(3,1)(2,1)] gLAPPbbceeffaqkwsdc reducible gLAPPbbceeffddkjnmo toroidal gLAPPbbceeffddkjnic toroidal gLAPPbbceeffaicwsdc reducible gLAPPbbceeffaicwsec reducible gLAPPbbceeffaicwsio reducible gLAPPbbceeffaicwsmg reducible gLAPPbbceeffaqkwsio reducible gLAPPbbceeffaqbwsdc SFS[D(3,1)(2,1)] gLAPPbbceeffaqbwsec SFS[D(3,1)(2,1)] gLAPPbbceeffainjntg SFS[D(3,1)(3,2)] gLAPPbbceeffaiwwsdc SFS[D(3,1)(3,1)] gLAPPbbceeffaisjnic SFS[D(3,1)(3,1)] gLAPPbbceeffaijwsec SFS[D(3,1)(3,2)] gLAPPbbceeffaiwwsio SFS[D(3,1)(3,1)] gLAPPbbceeffainjnmo SFS[D(3,1)(3,2)] gLAPPbbceeffduwwsdc toroidal gLAPPbbceeffduwwsec toroidal gLAPPbbceeffdugjnmo SFS[D(3,1)(2,1)] gLAPPbbceeffaqjjnmo SFS[D(3,1)(2,1)] gLAPPbbceeffdhwwsec toroidal gLAPPbbceeffhugjnmo SFS[D(3,1)(2,1)] gLAPPbbceeffeivwsdc m003(0,0) gLAPPbbceeffdewwsec toroidal gLAPPbbceeffhugjnic SFS[D(3,1)(2,1)] gLAPPbbceeffdewwsdc toroidal gLAPPbbceeffeivwsec m003(0,0) gLAPPbbceeffdhgjnmo SFS[D(3,1)(2,1)] gLAPPbbceeffadswsdc SFS[D(3,1)(2,1)] gLAPPbbceeffemkjnmo toroidal gLAPPbbceeffhhgjnic toroidal gLAPPbbceeffeavwsdc SFS[D(3,1)(2,1)] gLAPPbbceeffeavwsec SFS[D(3,1)(2,1)] gLAPPbbceeffdugjnic SFS[D(3,1)(2,1)] gLAPPbbceeffdhwwsdc toroidal gLAPPbbceeffaqjjnic SFS[D(3,1)(2,1)] gLAPPbbceeffdegjnic reducible gLAPPbbceeffadjjnmo reducible gLAPPbbceeffadjjnic reducible gLAPPbbceeffdhgjnic SFS[D(3,1)(2,1)] gLAPPbbceeffemkjnic toroidal gLAPPbbceeffadswsec SFS[D(3,1)(2,1)] gLALQbbceeffaiwsvdo SFS[D(3,1)(2,1)] gLALQbbceeffaironlb SFS[D(3,1)(2,1)] gLALQbbceeffaironev SFS[D(3,1)(2,1)] gLALQbbceeffaiwsvib SFS[D(3,1)(2,1)] gLALQbbceeffamsnbif reducible gLALQbbceeffaisnbif reducible gLALQbbceeffaqbsvdo SFS[D(2,1)(2,1)] gLALQbbceeffaqbsvib SFS[D(2,1)(2,1)] gLALQbbceeffhuwsvdo SFS[D(3,1)(2,1)] gLALQbbceeffduwsvdo SFS[D(3,1)(2,1)] gLALQbbceeffdugnbif SFS[D(3,1)(2,1)] gLALQbbceeffaqjnbif reducible gLALQbbceeffdhwsvdo SFS[D(3,1)(2,1)] gLALQbbceeffduronev SFS[D(3,1)(2,1)] gLALQbbceeffdhronev SFS[D(3,1)(2,1)] gLALQbbceeffderonev toroidal gLALQbbceeffadoonev SFS[D(2,1)(2,1)] gLALQbbceeffadssvdo SFS[D(2,1)(2,1)] gLALQbbceeffdegjnlb SFS[D(2,1)(2,1)] gLALQbbceeffaiwsvtv SFS[D(3,1)(2,1)] gLALQbbceeffaironpb SFS[D(3,1)(2,1)] gLALQbbceeffaironmo SFS[D(3,1)(2,1)] gLALQbbceeffaiwsvub SFS[D(3,1)(2,1)] gLALQbbceeffamsnbdf reducible gLALQbbceeffaisnbdf reducible gLALQbbceeffaqbsvtv SFS[D(2,1)(2,1)] gLALQbbceeffaqbsvub SFS[D(2,1)(2,1)] gLALQbbceeffhuwsvtv SFS[D(3,1)(2,1)] gLALQbbceeffduwsvtv SFS[D(3,1)(2,1)] gLALQbbceeffdugnbdf SFS[D(3,1)(2,1)] gLALQbbceeffaqjnbdf reducible gLALQbbceeffdhwsvtv SFS[D(3,1)(2,1)] gLALQbbceeffduronmo SFS[D(3,1)(2,1)] gLALQbbceeffdhronmo SFS[D(3,1)(2,1)] gLALQbbceeffderonmo toroidal gLALQbbceeffadoonmo SFS[D(2,1)(2,1)] gLALQbbceeffadssvtv SFS[D(2,1)(2,1)] gLALQbbceeffdegjnqf SFS[D(2,1)(2,1)] gLALQbbceeffaqkrvub SFS[D(2,1)(2,1)] gLALQbbceeffamfowmo SFS[D(3,1)(2,1)] gLALQbbceeffaifowmo SFS[D(3,1)(2,1)] gLALQbbceeffamcrvub SFS[D(3,1)(2,1)] gLALQbbceeffaicrvub SFS[D(3,1)(2,1)] gLALQbbceeffamcrvtv reducible gLALQbbceeffaicrvtv reducible gLALQbbceeffaqkrvtv reducible gLALQbbceeffaqoowmo SFS[D(2,1)(2,1)] gLAPPbbceeffhtgvvdc m004(0,0) gLAPPbbceeffdejvvec toroidal gLAPPbbceeffadvbbic SFS[D(3,1)(2,1)] gLAPPbbceeffaqkvvdc reducible gLAPPbbceeffdejvvdc toroidal gLAPPbbceeffadvbbmo SFS[D(3,1)(2,1)] gLAPPbbceeffadkvvdc SFS[D(3,1)(2,1)] gLAPPbbceeffadkvvec SFS[D(3,1)(2,1)] gLAPPbbceeffddkbbmo SFS[A(3,1)] gLAPPbbceeffddkbbic SFS[A(3,1)] gLAPPbbceeffaicvvdc reducible gLAPPbbceeffaicvvec reducible gLAPPbbceeffaicvvio reducible gLAPPbbceeffdqfvvdc SFS[D(3,1)(3,1)] gLAPPbbceeffdtfvvdc SFS[D(3,1)(3,2)] gLAPPbbceeffaicvvmg reducible gLAPPbbceeffdtfvvec SFS[D(3,1)(3,2)] gLAPPbbceeffdqfvvec SFS[D(3,1)(3,1)] gLAPPbbceeffaqkvvio reducible gLAPPbbceeffdejvvio toroidal gLAPPbbceeffadkvvio SFS[D(3,1)(2,1)] gLAPPbbceeffadvbbtg SFS[D(3,1)(2,1)] gLAPPbbceeffdejvvmg toroidal gLAPPbbceeffadkvvmg SFS[D(3,1)(2,1)] gLAPPbbceeffadvbblg SFS[D(3,1)(2,1)] gLAPPbbceeffhtgvvec m004(0,0) gLAPPbbceeffpugbbic SFS[A(2,1)] gLAPPbbceeffhhgbbic SFS[A(2,1)] gLALQbbceeffpugnnpc T2xI gLALQbbceeffpugnnxb T2xI gLALQbbceeffpugnnaf T2xI gLALQbbceeffpugjjif SFS[A(2,1)] gLALQbbceeffdejvvmb reducible gLALQbbceeffdtfvvdv SFS[D(2,1)(2,1)] gLALQbbceeffdejvvdv reducible gLALQbbceeffpugbblb T2xI gLALQbbceeffpugnntf T2xI gLALQbbceeffpugjjdf SFS[A(2,1)] gLALQbbceeffdejvvhb reducible gLALQbbceeffdtfvvhb SFS[D(2,1)(2,1)] gLALQbbceeffdejvvqo reducible gLALQbbceeffpugbbqf T2xI gLALQbbceeffpugnwxb T2xI gLALQbbceeffpugnfaf T2xI gLALQbbceeffpugobqf T2xI gLALQbbceeffpugnfxb SFS[A(2,1)] gLALQbbceeffpugnwaf SFS[A(2,1)] gLALQbbceeffpugobxc SFS[A(2,1)] gLALQbbceeffpuggwxb SFS[A(2,1)] gLALQbbceeffpugsfaf SFS[A(2,1)] gLALQbbceeffpugosqf SFS[A(2,1)] gLAPPbbceeffaqkogdc reducible gLAPPbbceeffddkcotg toroidal gLAPPbbceeffddkcolg toroidal gLAPPbbceeffaicogdc reducible gLAPPbbceeffaicogec reducible gLAPPbbceeffaicbfio reducible gLAPPbbceeffaicbfmg reducible gLAPPbbceeffaqkbfio reducible gLAPPbbceeffhhgcolg toroidal gLALQbbceeffaqkgvmb SFS[D(2,1)(2,1)] gLALQbbceeffaifoceo SFS[D(3,1)(2,1)] gLALQbbceeffaifogtb SFS[D(3,1)(2,1)] gLALQbbceeffamcgvmb SFS[D(3,1)(2,1)] gLALQbbceeffaicgvmb SFS[D(3,1)(2,1)] gLALQbbceeffaicfvdv reducible gLALQbbceeffamcfvdv reducible gLALQbbceeffaqkfvdv reducible gLALQbbceeffaqooceo SFS[D(2,1)(2,1)] gLAPPbbceeffaqkbfdc reducible gLAPPbbceeffddkcomo reducible gLAPPbbceeffddkcoic reducible gLAPPbbceeffaicbfdc reducible gLAPPbbceeffaicbfec reducible gLAPPbbceeffhhgcoic reducible gLALQbbceeffpugswxb T2xI gLALQbbceeffhqvcbab SFS[D(2,1)(2,1)] gLALQbbceeffpujcbab T2xI gLALQbbceeffpuccbab SFS[A(2,1)] gLALQbbceeffdeccbab SFS[A(2,1)] gLALQbbceeffadcbfab T2xI gLALQbbceeffadbcbab T2xI gLALQbbceeffhqjbfab SFS[D(2,1)(2,1)] gLALQbbceeffpuggfaf T2xI gLALQbbceeffaqkcbeb reducible gLALQbbceeffamfbfdb reducible gLALQbbceeffaifbfdb reducible gLALQbbceeffamccbeb reducible gLALQbbceeffaiccbeb reducible gLALQbbceeffaqobfdb reducible gLALQbbceeffpugokqf T2xI gLAPPbbceeffpucjrac reducible gLAPPbbceeffdecjrac reducible gLAPPbbceeffadbjrac reducible gLAPPbbceeffhqvjrac reducible gLAPPbbceeffpugksag reducible gLAPPbbceeffdegksag reducible gLAPPbbceeffadjksag reducible gLALQbbceeffhhcgndb reducible gLALQbbceeffaifsgeb reducible gLALQbbceeffamfsgeb reducible gLALQbbceeffddfgndb reducible gLALQbbceeffddbsgeb reducible gLALQbbceeffaicgndb reducible gLALQbbceeffamcgndb reducible gLALQbbceeffaqkgndb reducible gLALQbbceeffaqosgeb reducible gLALQbbceeffpuggkxf reducible gLALQbbceeffdegcfpf reducible gLAPPbbceeffpugjsag SFS[A(3,1)] gLALQbbceeffpuggbxf SFS[A(3,1)] gLALQbbceeffpugnkxf SFS[A(3,1)] gLAPPbbceeffpuggsag SFS[A(3,1)] gLALQbbceeffpuggsxf SFS[A(3,1)] gLALQbbceeffpugskxf SFS[A(3,1)] gLAPPbbceeffpucccac reducible gLAPPbbceeffdecccac reducible gLAPPbbceeffadbccac reducible gLAPPbbceeffhqvccac reducible gLAPPbbceeffpugggag reducible gLALQbbceeffaifcceb reducible gLALQbbceeffamfcceb reducible gLALQbbceeffaicffdb reducible gLALQbbceeffamcffdb reducible gLALQbbceeffaqkffdb reducible gLALQbbceeffaqocceb reducible gLALQbbceeffpugssxf reducible gLALQbbceeffdegwwpf reducible gLAPPbbceeffpuggnag SFS[A(3,1)] gLALQbbceeffpugnsxf SFS[A(3,1)] gLALQbbceeffpugsbxf SFS[A(3,1)] gLAPPbbceeffhqvjrqg SFS[D(2,1)(2,1)] gLAPPbbceeffpucjrho T2xI gLAPPbbceeffhqvjrho SFS[D(2,1)(2,1)] gLAPPbbceeffpugksqc SFS[A(2,1)] gLAPPbbceeffdegksqc SFS[A(2,1)] gLAPPbbceeffadjksxo T2xI gLAPPbbceeffadjksqc T2xI gLALQbbceeffamfsgpv toroidal gLALQbbceeffaifsgpv toroidal gLALQbbceeffaqosgpv toroidal gLALQbbceeffaifsgto toroidal gLALQbbceeffamfsgto toroidal gLALQbbceeffaqosgto toroidal gLALQbbceeffpuggkqc SFS[A(2,1)] gLALQbbceeffpuggkab SFS[A(2,1)] gLALQbbceeffdegcfib reducible gLAPPbbceeffpugjsqc T2xI gLALQbbceeffpuggbqc T2xI gLALQbbceeffpugnkab T2xI gLAPPbbceeffpuggsqc T2xI gLALQbbceeffpuggsqc T2xI gLALQbbceeffpugskab T2xI gLAPPbbceeffpuggsxo toroidal gLALQbbceeffpugvrdc SFS[A(2,1)] gLALQbbceeffdesovmb SFS[D(2,1)(2,1)] gLALQbbceeffhhcgfmv SFS[D(2,1)(2,1)] gLALQbbceeffltbgfmv reducible gLALQbbceeffaifcgto reducible gLALQbbceeffamfcgto reducible gLALQbbceeffddfgfmv SFS[D(3,1)(2,1)] gLALQbbceeffddbcgto SFS[D(3,1)(2,1)] gLALQbbceeffaicgfmv SFS[D(3,1)(2,1)] gLALQbbceeffdqfgfmv SFS[D(3,1)(2,1)] gLALQbbceeffeubgfmv toroidal gLALQbbceeffamcgfmv SFS[D(3,1)(2,1)] gLALQbbceeffdtfgfmv reducible gLALQbbceeffehbgfmv SFS[D(3,1)(2,1)] gLALQbbceeffaqkgfmv SFS[D(2,1)(2,1)] gLALQbbceeffdejgfmv SFS[D(2,1)(2,1)] gLALQbbceeffltkgfmv reducible gLALQbbceeffpugovmb SFS[A(2,1)] gLALQbbceeffaqocgto reducible gLALQbbceeffmuokwhv toroidal gLALQbbceeffamfkwhv toroidal gLALQbbceeffaifkwhv toroidal gLALQbbceeffamcrjho reducible gLALQbbceeffaicrjho reducible gLALQbbceeffehbrjho toroidal gLALQbbceeffdtfrjho toroidal gLALQbbceeffdqfrjho toroidal gLALQbbceeffaqkrjho reducible gLALQbbceeffdesskqc toroidal gLALQbbceeffatkrjho toroidal gLALQbbceeffadvskqc toroidal gLALQbbceeffdejrjho toroidal gLALQbbceeffadkrjho toroidal gLALQbbceeffadgkwhv toroidal gLALQbbceeffhtgrjho toroidal gLALQbbceeffpugskqc toroidal gLALQbbceeffaqokwhv toroidal gLALQbbceeffpuggsab toroidal gLALQbbceeffpugcwib SFS[A(2,1)] gLAPPbbceeffpuggnxo SFS[A(2,1)] gLALQbbceeffpugvjdc T2xI gLALQbbceeffltbvfmv reducible gLALQbbceeffeubvfmv SFS[D(2,1)(2,1)] gLALQbbceeffltkvfmv reducible gLALQbbceeffpugbvmb T2xI gLALQbbceeffmuoowhv m004(0,0) gLALQbbceeffamfowhv SFS[A(3,1)] gLALQbbceeffaifowhv SFS[A(3,1)] gLALQbbceeffamcrvho reducible gLALQbbceeffaicrvho reducible gLALQbbceeffehbrvho SFS[D(3,1)(3,1)] gLALQbbceeffdtfrvho SFS[D(3,1)(3,2)] gLALQbbceeffdqfrvho SFS[D(3,1)(3,1)] gLALQbbceeffaqkrvho reducible gLALQbbceeffdessbqc toroidal gLALQbbceeffatkrvho SFS[D(3,1)(2,1)] gLALQbbceeffadvsbqc SFS[D(3,1)(2,1)] gLALQbbceeffdejrvho toroidal gLALQbbceeffadkrvho SFS[D(3,1)(2,1)] gLALQbbceeffadgowhv SFS[D(3,1)(2,1)] gLALQbbceeffhtgrvho m004(0,0) gLALQbbceeffpugsbqc SFS[A(2,1)] gLALQbbceeffaqoowhv SFS[A(2,1)] gLALQbbceeffpugnsab SFS[A(2,1)] gLALQbbceeffpugjwib T2xI gLAPPbbceeffpugggqc SFS[A(2,1)] gLALQbbceeffpugvvdc T2xI gLALQbbceeffltbffmv reducible gLALQbbceeffeubffmv SFS[D(2,1)(2,1)] gLALQbbceeffltkffmv reducible gLALQbbceeffpugvvmb T2xI gLALQbbceeffmuowwhv m004(0,0) gLALQbbceeffamfwwhv SFS[A(3,1)] gLALQbbceeffaifwwhv SFS[A(3,1)] gLALQbbceeffamcrrho reducible gLALQbbceeffaicrrho reducible gLALQbbceeffehbrrho SFS[D(3,1)(3,1)] gLALQbbceeffdtfrrho SFS[D(3,1)(3,2)] gLALQbbceeffdqfrrho SFS[D(3,1)(3,1)] gLALQbbceeffaqkrrho reducible gLALQbbceeffdesssqc toroidal gLALQbbceeffatkrrho SFS[D(3,1)(2,1)] gLALQbbceeffadvssqc SFS[D(3,1)(2,1)] gLALQbbceeffdejrrho toroidal gLALQbbceeffadkrrho SFS[D(3,1)(2,1)] gLALQbbceeffadgwwhv SFS[D(3,1)(2,1)] gLALQbbceeffhtgrrho m004(0,0) gLALQbbceeffpugssqc SFS[A(2,1)] gLALQbbceeffaqowwhv SFS[A(2,1)] gLALQbbceeffpugssab SFS[A(2,1)] gLALQbbceeffpugwwib T2xI gLAPPbbceeffpugjsxo SFS[A(2,1)] gLALQbbceeffdegbrdc reducible gLALQbbceeffaifrgto toroidal gLALQbbceeffamfrgto toroidal gLALQbbceeffaqorgto toroidal gLALQbbceeffpugnkqc SFS[A(2,1)] gLALQbbceeffhqvcvav SFS[D(2,1)(2,1)] gLALQbbceeffpuccvav T2xI gLALQbbceeffhqjofao SFS[D(2,1)(2,1)] gLALQbbceeffpuggbab SFS[A(2,1)] gLALQbbceeffdeggbab SFS[A(2,1)] gLALQbbceeffadjgbab T2xI gLALQbbceeffatscvav T2xI gLALQbbceeffaifbrdv toroidal gLALQbbceeffaifnvlo toroidal gLALQbbceeffaqobrdv toroidal gLAPPbbceeffpugjnqc T2xI gLALQbbceeffpugnbqc T2xI gLALQbbceeffpugnbab T2xI gLAPPbbceeffpuggnqc T2xI gLALQbbceeffpugnsqc T2xI gLALQbbceeffpugsbab T2xI gLAPPbbceeffhtgvvho m004(0,0) gLAPPbbceeffddkbbxo SFS[A(3,1)] gLAPPbbceeffddkbbqc SFS[A(3,1)] gLAPPbbceeffaicvvho reducible gLAPPbbceeffaicvvqg reducible gLAPPbbceeffdqfvvho SFS[D(3,1)(3,1)] gLAPPbbceeffdtfvvho SFS[D(3,1)(3,2)] gLAPPbbceeffdqfvvqg SFS[D(3,1)(3,1)] gLAPPbbceeffaqkvvho reducible gLAPPbbceeffdejvvho toroidal gLAPPbbceeffadkvvho SFS[D(3,1)(2,1)] gLAPPbbceeffadvbbxo SFS[D(3,1)(2,1)] gLAPPbbceeffdejvvqg toroidal gLAPPbbceeffadkvvqg SFS[D(3,1)(2,1)] gLAPPbbceeffadvbbqc SFS[D(3,1)(2,1)] gLAPPbbceeffhtgvvqg m004(0,0) gLAPPbbceeffpugbbqc SFS[A(2,1)] gLAPPbbceeffhhgbbqc SFS[A(2,1)] gLALQbbceeffpugnndc T2xI gLALQbbceeffpugnnmb T2xI gLALQbbceeffpugjjqc SFS[A(2,1)] gLALQbbceeffpugjjab SFS[A(2,1)] gLALQbbceeffdejvviv reducible gLALQbbceeffdtfvveo SFS[D(2,1)(2,1)] gLALQbbceeffdejvveo reducible gLALQbbceeffpugbbib T2xI gLALQbbceeffpugnwmb T2xI gLALQbbceeffpugnfdc T2xI gLALQbbceeffpugobib T2xI gLALQbbceeffpugnfmb SFS[A(2,1)] gLALQbbceeffpugnwdc SFS[A(2,1)] gLALQbbceeffpugobtc SFS[A(2,1)] gLALQbbceeffamfsjao toroidal gLALQbbceeffaifsjao toroidal gLALQbbceeffamcknav reducible gLALQbbceeffaicknav reducible gLALQbbceeffaqkknav reducible gLALQbbceeffaqosjao toroidal gLAPPbbceeffpucvvlo T2xI gLAPPbbceeffdtwbbuc SFS[D(2,1)(2,1)] gLAPPbbceeffhqvvvlo SFS[D(2,1)(2,1)] gLAPPbbceeffdtwbbeo SFS[D(2,1)(2,1)] gLAPPbbceeffdugbbeo SFS[D(3,1)(2,1)] gLAPPbbceeffhugbbeo SFS[D(3,1)(2,1)] gLAPPbbceeffdhgbbeo SFS[D(3,1)(2,1)] gLALQbbceeffaiwsspv SFS[D(5,2)(3,1)] gLALQbbceeffamwsspv SFS[D(5,3)(3,1)] gLALQbbceeffairnnuo SFS[D(5,3)(3,1)] gLALQbbceeffamrnnuo SFS[D(5,2)(3,1)] gLALQbbceeffamsnneb SFS[D(5,2)(3,1)] gLALQbbceeffaisnneb SFS[D(5,3)(3,1)] gLALQbbceeffaqcnnuo SFS[D(4,1)(2,1)] gLALQbbceeffaqbsspv SFS[D(5,2)(2,1)] gLALQbbceeffamfnnuo toroidal gLALQbbceeffaifnnuo toroidal gLALQbbceeffhhjsspv SFS[D(4,1)(2,1)] gLALQbbceeffaqgnnuo SFS[D(5,2)(2,1)] gLALQbbceeffddgsspv SFS[D(4,3)(3,1)] gLALQbbceeffddjnnuo SFS[D(4,1)(3,1)] gLALQbbceeffamjsspv toroidal gLALQbbceeffaijsspv toroidal gLALQbbceeffaiknnuo SFS[D(4,1)(3,1)] gLALQbbceeffainnneb SFS[D(4,3)(3,1)] gLALQbbceeffhuwsspv toroidal gLALQbbceeffduwsspv toroidal gLALQbbceeffdugnneb toroidal gLALQbbceeffaqjnneb SFS[D(5,2)(2,1)] gLALQbbceeffdhwsspv m016(0,0) gLALQbbceeffdurnnuo toroidal gLALQbbceeffdhrnnuo m019(0,0) gLALQbbceeffdernnuo toroidal gLALQbbceefflqonnuo SFS[D(3,1)(2,1)] gLALQbbceeffltjnneb toroidal gLALQbbceeffeivsspv m011(0,0) gLALQbbceeffdhgnneb m003(0,0) gLALQbbceeffatjnneb SFS[D(4,1)(2,1)] gLALQbbceeffemknneb m017(0,0) gLALQbbceeffaqonnuo toroidal gLALQbbceeffatonnuo SFS[D(4,1)(2,1)] gLALQbbceeffadonnuo SFS[D(5,2)(2,1)] gLALQbbceefflqssspv SFS[D(3,1)(2,1)] gLALQbbceeffldjnneb m006(0,0) gLALQbbceeffaqssspv toroidal gLALQbbceeffdegnneb SFS[D(3,1)(2,1)] gLALQbbceeffeinnnuo toroidal gLALQbbceeffemnnnuo m016(0,0) gLALQbbceeffadssspv SFS[D(5,2)(2,1)] gLALQbbceeffaiknnqv SFS[D(4,1)(3,1)] gLALQbbceeffainnnhc SFS[D(4,3)(3,1)] gLALQbbceeffddgssxo SFS[D(4,3)(3,1)] gLALQbbceeffddjnnqv SFS[D(4,1)(3,1)] gLALQbbceeffaijssxo toroidal gLALQbbceeffamjssxo toroidal gLALQbbceeffaqbssxo SFS[D(5,2)(2,1)] gLALQbbceeffaqcnnqv SFS[D(4,1)(2,1)] gLALQbbceeffaifnnqv toroidal gLALQbbceeffamfnnqv toroidal gLALQbbceeffaqgnnqv SFS[D(5,2)(2,1)] gLALQbbceeffhhjssxo SFS[D(4,1)(2,1)] gLALQbbceeffairnnqv SFS[D(5,3)(3,1)] gLALQbbceeffamrnnqv SFS[D(5,2)(3,1)] gLALQbbceeffaisnnhc SFS[D(5,3)(3,1)] gLALQbbceeffamsnnhc SFS[D(5,2)(3,1)] gLALQbbceeffaiwssxo SFS[D(5,2)(3,1)] gLALQbbceeffamwssxo SFS[D(5,3)(3,1)] gLALQbbceeffduwssxo toroidal gLALQbbceeffhuwssxo toroidal gLALQbbceefflqsssxo SFS[D(3,1)(2,1)] gLALQbbceeffaqsssxo toroidal gLALQbbceeffldjnnhc m006(0,0) gLALQbbceefflqonnqv SFS[D(3,1)(2,1)] gLALQbbceeffeivssxo m011(0,0) gLALQbbceeffltjnnhc toroidal gLALQbbceeffdurnnqv toroidal gLALQbbceeffdernnqv toroidal gLALQbbceeffdhrnnqv m019(0,0) gLALQbbceeffeinnnqv toroidal gLALQbbceeffadsssxo SFS[D(5,2)(2,1)] gLALQbbceeffemnnnqv m016(0,0) gLALQbbceeffaqonnqv toroidal gLALQbbceeffadonnqv SFS[D(5,2)(2,1)] gLALQbbceeffatonnqv SFS[D(4,1)(2,1)] gLALQbbceeffdugnnhc toroidal gLALQbbceeffdhwssxo m016(0,0) gLALQbbceeffaqjnnhc SFS[D(5,2)(2,1)] gLALQbbceeffdegnnhc SFS[D(3,1)(2,1)] gLALQbbceeffdhgnnhc m003(0,0) gLALQbbceeffemknnhc m017(0,0) gLALQbbceeffatjnnhc SFS[D(4,1)(2,1)] gLALQbbceeffpucvvlo T2xI gLALQbbceeffdtnooiv SFS[D(2,1)(2,1)] gLALQbbceeffhqjooiv SFS[D(2,1)(2,1)] gLALQbbceeffdtwbbuc SFS[D(2,1)(2,1)] gLALQbbceeffdugbbuc SFS[D(3,1)(2,1)] gLALQbbceeffdurooiv SFS[D(3,1)(2,1)] gLALQbbceeffdhgbbuc SFS[D(3,1)(2,1)] gLALQbbceeffaiwwwpo SFS[D(4,1)(3,1)] gLALQbbceeffairrrio SFS[D(4,3)(3,1)] gLALQbbceeffairrruv SFS[D(4,3)(3,1)] gLALQbbceeffaiwwwlv SFS[D(4,1)(3,1)] gLALQbbceeffamsjjec toroidal gLALQbbceeffaisjjec toroidal gLALQbbceeffaqcrruv SFS[D(5,2)(2,1)] gLALQbbceeffaqbwwpo SFS[D(4,1)(2,1)] gLALQbbceeffamfrrio toroidal gLALQbbceeffaifrrio toroidal gLALQbbceeffaqcrrio SFS[D(5,2)(2,1)] gLALQbbceeffaqbwwlv SFS[D(4,1)(2,1)] gLALQbbceeffainjjub SFS[D(5,3)(3,1)] gLALQbbceeffaikrrio SFS[D(5,2)(3,1)] gLALQbbceeffamjwwlv SFS[D(5,3)(3,1)] gLALQbbceeffaijwwlv SFS[D(5,2)(3,1)] gLALQbbceeffaikrruv SFS[D(5,2)(3,1)] gLALQbbceeffainjjec SFS[D(5,3)(3,1)] gLALQbbceeffhuwwwlv toroidal gLALQbbceeffduwwwlv toroidal gLALQbbceeffdugjjec SFS[D(3,1)(2,1)] gLALQbbceeffaqjjjec toroidal gLALQbbceeffdhwwwlv m006(0,0) gLALQbbceeffdurrrio SFS[D(3,1)(2,1)] gLALQbbceeffdhrrrio m011(0,0) gLALQbbceeffderrrio toroidal gLALQbbceefflqorrio toroidal gLALQbbceeffltjjjec toroidal gLALQbbceeffeivwwlv m019(0,0) gLALQbbceeffdhgjjec toroidal gLALQbbceeffatjjjec SFS[D(5,2)(2,1)] gLALQbbceeffemkjjec m016(0,0) gLALQbbceeffaqorrio toroidal gLALQbbceeffatorrio SFS[D(5,2)(2,1)] gLALQbbceeffadorrio SFS[D(4,1)(2,1)] gLALQbbceefflqswwlv toroidal gLALQbbceeffldjjjec m016(0,0) gLALQbbceeffaqswwlv SFS[D(5,2)(2,1)] gLALQbbceeffdegjjec SFS[D(3,1)(2,1)] gLALQbbceeffeinrrio m003(0,0) gLALQbbceeffemnrrio m017(0,0) gLALQbbceeffadswwlv SFS[D(4,1)(2,1)] gLALQbbceeffpucvvxv T2xI gLALQbbceeffdtnooqo SFS[D(2,1)(2,1)] gLALQbbceeffhqjooqo SFS[D(2,1)(2,1)] gLALQbbceeffdtwbbhb SFS[D(2,1)(2,1)] gLALQbbceeffdugbbhb SFS[D(3,1)(2,1)] gLALQbbceeffdurooqo SFS[D(3,1)(2,1)] gLALQbbceeffdhgbbhb SFS[D(3,1)(2,1)] gLAPPbbceeffdegboeo reducible gLALQbbceeffdegobhb reducible gLAPPbbceeffdegbouc SFS[D(3,1)(2,1)] gLALQbbceeffaiwskpv SFS[D(4,1)(3,1)] gLALQbbceeffamwskpv SFS[D(4,3)(3,1)] gLALQbbceeffairjnuo SFS[D(4,3)(3,1)] gLALQbbceeffamrjnuo SFS[D(4,1)(3,1)] gLALQbbceeffamsnweb toroidal gLALQbbceeffaisnweb toroidal gLALQbbceeffaqcjnuo SFS[D(5,2)(2,1)] gLALQbbceeffaqbskpv SFS[D(4,1)(2,1)] gLALQbbceeffamfjnuo toroidal gLALQbbceeffaifjnuo toroidal gLALQbbceeffhhjskpv SFS[D(5,2)(2,1)] gLALQbbceeffaqgjnuo SFS[D(4,1)(2,1)] gLALQbbceeffddgskpv SFS[D(5,3)(3,1)] gLALQbbceeffddjjnuo SFS[D(5,2)(3,1)] gLALQbbceeffamjskpv SFS[D(5,3)(3,1)] gLALQbbceeffaijskpv SFS[D(5,2)(3,1)] gLALQbbceeffaikjnuo SFS[D(5,2)(3,1)] gLALQbbceeffainnweb SFS[D(5,3)(3,1)] gLALQbbceeffhuwskpv toroidal gLALQbbceeffduwskpv toroidal gLALQbbceeffdugnweb SFS[D(3,1)(2,1)] gLALQbbceeffaqjnweb toroidal gLALQbbceeffdhwskpv m006(0,0) gLALQbbceeffdurjnuo SFS[D(3,1)(2,1)] gLALQbbceeffdhrjnuo m011(0,0) gLALQbbceeffderjnuo toroidal gLALQbbceefflqojnuo toroidal gLALQbbceeffltjnweb toroidal gLALQbbceeffeivskpv m019(0,0) gLALQbbceeffdhgnweb toroidal gLALQbbceeffatjnweb SFS[D(5,2)(2,1)] gLALQbbceeffemknweb m016(0,0) gLALQbbceeffaqojnuo toroidal gLALQbbceeffatojnuo SFS[D(5,2)(2,1)] gLALQbbceeffadojnuo SFS[D(4,1)(2,1)] gLALQbbceefflqsskpv toroidal gLALQbbceeffldjnweb m016(0,0) gLALQbbceeffaqsskpv SFS[D(5,2)(2,1)] gLALQbbceeffdegnweb SFS[D(3,1)(2,1)] gLALQbbceeffeinjnuo m003(0,0) gLALQbbceeffemnjnuo m017(0,0) gLALQbbceeffadsskpv SFS[D(4,1)(2,1)] gLALQbbceeffdegsnhc reducible gLALQbbceeffdeggnhc SFS[D(3,1)(2,1)] gLALQbbceeffdegcjec reducible gLALQbbceeffaikociv SFS[D(5,2)(3,1)] gLALQbbceeffainvbuc SFS[D(5,3)(3,1)] gLALQbbceeffamwgvlo SFS[D(5,3)(3,1)] gLALQbbceeffaiwgvlo SFS[D(5,2)(3,1)] gLALQbbceeffaijfvlo SFS[D(5,2)(3,1)] gLALQbbceeffaisobuc SFS[D(5,3)(3,1)] gLALQbbceeffaqbfvlo SFS[D(4,1)(2,1)] gLALQbbceeffaqcociv SFS[D(5,2)(2,1)] gLALQbbceeffaifociv toroidal gLALQbbceeffaifogiv toroidal gLALQbbceeffaqcogiv SFS[D(4,1)(2,1)] gLALQbbceeffaqbgvlo SFS[D(5,2)(2,1)] gLALQbbceeffainobuc SFS[D(4,3)(3,1)] gLALQbbceeffaikogiv SFS[D(4,1)(3,1)] gLALQbbceeffaisvbuc toroidal gLALQbbceeffaijgvlo toroidal gLALQbbceeffaiwfvlo SFS[D(4,1)(3,1)] gLALQbbceeffamwfvlo SFS[D(4,3)(3,1)] gLALQbbceeffduwfvlo toroidal gLALQbbceeffduwgvlo toroidal gLALQbbceeffdugobuc toroidal gLALQbbceeffaqjobuc SFS[D(5,2)(2,1)] gLALQbbceeffdhwgvlo m016(0,0) gLALQbbceeffdurogiv toroidal gLALQbbceeffdhrogiv m019(0,0) gLALQbbceeffderogiv toroidal gLALQbbceeffdurociv SFS[D(3,1)(2,1)] gLALQbbceeffderociv toroidal gLALQbbceeffdhrociv m011(0,0) gLALQbbceeffdhgobuc m003(0,0) gLALQbbceeffadsfvlo SFS[D(4,1)(2,1)] gLALQbbceeffemkobuc m017(0,0) gLALQbbceeffaqoociv toroidal gLALQbbceeffadoociv SFS[D(4,1)(2,1)] gLALQbbceeffadoogiv SFS[D(5,2)(2,1)] gLALQbbceeffdugvbuc SFS[D(3,1)(2,1)] gLALQbbceeffdhwfvlo m006(0,0) gLALQbbceeffaqjvbuc toroidal gLALQbbceeffdegobuc SFS[D(3,1)(2,1)] gLALQbbceeffdhgvbuc toroidal gLALQbbceeffemkvbuc m016(0,0) gLALQbbceeffadsgvlo SFS[D(5,2)(2,1)] gLALQbbceeffaqksbpv SFS[D(2,1)(2,1)] gLALQbbceeffamfbnuo reducible gLALQbbceeffaifbnuo reducible gLALQbbceeffamcsbpv SFS[D(3,1)(2,1)] gLALQbbceeffaicsbpv SFS[D(3,1)(2,1)] gLALQbbceeffddbbnuo SFS[D(3,1)(2,1)] gLALQbbceeffddfsbpv SFS[D(3,1)(2,1)] gLALQbbceeffhhcsbpv SFS[D(2,1)(2,1)] gLALQbbceeffdugnfeb SFS[D(3,1)(2,1)] gLALQbbceeffdurbnuo SFS[D(3,1)(2,1)] gLALQbbceefflqobnuo SFS[D(3,1)(2,1)] gLALQbbceeffdhgnfeb SFS[D(3,1)(2,1)] gLALQbbceeffaqobnuo reducible gLALQbbceefflqssbpv SFS[D(3,1)(2,1)] gLALQbbceeffdegnfeb toroidal gLALQbbceeffadjnfeb SFS[D(2,1)(2,1)] gLALQbbceeffatssbpv SFS[D(2,1)(2,1)] gLALQbbceeffeinbnuo SFS[D(3,1)(2,1)] gLALQbbceeffdegjrub SFS[D(3,1)(2,1)] gLALQbbceeffdegbkhb SFS[D(3,1)(2,1)] gLAPPbbceeffddkkseo SFS[A(3,1)] gLAPPbbceeffaicjrlo reducible gLAPPbbceeffaicjrpg reducible gLAPPbbceeffaqkjrlo reducible gLAPPbbceeffhhgkseo SFS[A(2,1)] gLALQbbceeffdegoveb reducible gLALQbbceeffadjoveb reducible gLALQbbceeffatsgfpv reducible gLALQbbceeffdegovhc SFS[D(2,1)(2,1)] gLALQbbceeffdegskec SFS[D(2,1)(2,1)] gLAPPbbceeffdegggeo SFS[D(2,1)(2,1)] gLALQbbceeffaikccqv SFS[D(3,1)(2,1)] gLALQbbceeffainvvhc SFS[D(3,1)(2,1)] gLALQbbceeffddgffxo SFS[D(3,1)(2,1)] gLALQbbceeffddjccqv SFS[D(3,1)(2,1)] gLALQbbceeffaijffxo reducible gLALQbbceeffamjffxo reducible gLALQbbceeffaqcccqv SFS[D(2,1)(2,1)] gLALQbbceeffhhjffxo SFS[D(2,1)(2,1)] gLALQbbceeffduwffxo SFS[D(3,1)(2,1)] gLALQbbceeffhuwffxo SFS[D(3,1)(2,1)] gLALQbbceefflqsffxo SFS[D(3,1)(2,1)] gLALQbbceeffaqsffxo reducible gLALQbbceeffldjvvhc SFS[D(3,1)(2,1)] gLALQbbceefflqoccqv SFS[D(3,1)(2,1)] gLALQbbceeffeivffxo SFS[D(3,1)(2,1)] gLALQbbceeffltjvvhc toroidal gLALQbbceeffatoccqv SFS[D(2,1)(2,1)] gLALQbbceeffatjvvhc SFS[D(2,1)(2,1)] gLALQbbceeffdegwwuc SFS[D(2,1)(2,1)] gLALQbbceeffaifjjqo toroidal gLALQbbceeffamckkxv reducible gLALQbbceeffaickkxv reducible gLALQbbceeffaqkkkxv reducible gLALQbbceeffaqcjjqo SFS[D(3,1)(2,1)] gLALQbbceeffaqbkkxv SFS[D(3,1)(2,1)] gLALQbbceeffainwwhb SFS[D(3,1)(3,2)] gLALQbbceeffaikjjqo SFS[D(3,1)(3,1)] gLALQbbceeffaiswwhb SFS[D(3,1)(3,1)] gLALQbbceeffaijkkxv SFS[D(3,1)(3,2)] gLALQbbceeffaiwkkxv SFS[D(3,1)(3,1)] gLALQbbceeffamwkkxv SFS[D(3,1)(3,2)] gLALQbbceeffduwkkxv toroidal gLALQbbceeffdugwwhb SFS[D(3,1)(2,1)] gLALQbbceeffaqjwwhb SFS[D(3,1)(2,1)] gLALQbbceeffdhwkkxv toroidal gLALQbbceeffdurjjqo SFS[D(3,1)(2,1)] gLALQbbceeffdhrjjqo m003(0,0) gLALQbbceeffderjjqo toroidal gLALQbbceeffaqojjqo toroidal gLALQbbceeffadojjqo SFS[D(3,1)(2,1)] gLALQbbceeffdegwwhb reducible gLALQbbceeffadjwwhb reducible gLALQbbceeffdhgwwhb SFS[D(3,1)(2,1)] gLALQbbceeffemkwwhb toroidal gLALQbbceeffadskkxv SFS[D(3,1)(2,1)] gLAPPbbceeffpugjneo T2xI gLALQbbceeffpugnbec T2xI gLALQaccdfffnggcupa reducible gLALQaccdfffnggcuul reducible gLALQaccdfffnggcxut reducible gLALQaccdfffnggcill reducible gLALQaccdfffnggchll reducible gLALQaccdfffnggclla reducible gLALQaccdfffnggcila reducible gLALQaccdfffnggchla reducible gLALQaccdfffnggcllt reducible gLALQaccdfffnggcilt reducible gLALQaccdfffnggchlt reducible gLALQaccdfffnggcplx reducible gLALQaccdfffnggcixd reducible gLALQaccdfffnggchdp reducible gLALQaccdfffnggcldd reducible gLALQaccdfffnggjplx SFS[A(3,1)] gLALQaccdfffnggwplx SFS[A(3,1)] gLALQaccfffejggdphc SFS[D(2,1)(2,1)] gLALQaccfffejggimuc T2xI gLALQaccfffejggdexc reducible gLALQaccfffejgglthc reducible gLALQaccfffejggimuw T2xI gLALQaccfffejggimuj SFS[A(2,1)] gLALQaccffefjggupgt reducible gLALQaccffefjggdegp reducible gLALQaccffefjggimgd T2xI gLALQaccffefjgglegt SFS[D(2,1)(2,1)] gLALQaccffefjggimkd T2xI gLALQaccffefjggimjd SFS[A(2,1)] gLALQaccdfffngvcxut reducible gLALQaccfffejgfpatc reducible gLALQaccfffejgfuatc reducible gLALQaccfffejgfaltc SFS[D(5,2)(3,1)] gLALQaccfffejgfattc SFS[D(5,3)(3,1)] gLALQaccfffejgfeemc SFS[D(5,2)(3,1)] gLALQaccfffejgfexmc SFS[D(5,3)(3,1)] gLALQaccfffejgfemmc reducible gLALQaccfffejgfddhc SFS[D(5,3)(3,1)] gLALQaccfffejgfdphc toroidal gLALQaccfffejgfdhhc SFS[D(5,2)(3,1)] gLALQaccfffejgfimuc SFS[A(5,2)] gLALQaccfffejgfqaic reducible gLALQaccfffejgfdexc reducible gLALQaccfffejgfahpc SFS[D(5,2)(2,1)] gLALQaccfffejgfuppc SFS[D(5,2)(2,1)] gLALQaccfffejgfxxtc SFS[D(5,2)(2,1)] gLALQaccfffejgflthc reducible gLALQaccfffejgfupmc SFS[D(5,2)(2,1)] gLALQaccffefjgfupgt reducible gLALQaccdfffnnvcxut reducible gLALQaccdfffnnvctut SFS[D(2,1)(2,1)] gLALQaccdfffnnvcuut SFS[D(2,1)(2,1)] gLALQaccdfffnsvcxut reducible gLALQaccdfffngfcxut reducible gLALQaccdfffngfctut SFS[D(2,1)(2,1)] gLALQaccdfffngfcuut SFS[D(2,1)(2,1)] gLALQaccfffejgvpatc reducible gLALQaccfffejgvuatc reducible gLALQaccfffejgvaltc SFS[D(4,1)(3,1)] gLALQaccfffejgvattc SFS[D(4,3)(3,1)] gLALQaccfffejgveemc SFS[D(4,1)(3,1)] gLALQaccfffejgvexmc SFS[D(4,3)(3,1)] gLALQaccfffejgvemmc reducible gLALQaccfffejgvddhc SFS[D(4,3)(3,1)] gLALQaccfffejgvdphc toroidal gLALQaccfffejgvdhhc SFS[D(4,1)(3,1)] gLALQaccfffejgvimuc SFS[A(4,1)] gLALQaccfffejgvqaic reducible gLALQaccfffejgvdexc reducible gLALQaccfffejgvahpc SFS[D(4,1)(2,1)] gLALQaccfffejgvuppc SFS[D(4,1)(2,1)] gLALQaccfffejgvxxtc SFS[D(4,1)(2,1)] gLALQaccfffejgvlthc reducible gLALQaccfffejgvupmc SFS[D(4,1)(2,1)] gLALQaccffefjgvupgt reducible gLALQaccffefjgvppgt SFS[D(2,1)(2,1)] gLALQaccffefjgvapgt SFS[D(2,1)(2,1)] gLALQaccfffejsvdexc reducible gLALQaccfffejnvdexc reducible gLALQaccffefjjwupgt reducible gLALQaccfffejwklthc reducible gLALQaccfffejwolthc reducible gLALQaccfffejwollhc SFS[D(5,2)(2,1)] gLALQaccfffejwolahc SFS[D(5,2)(2,1)] gLALQaccdfffnwwchdp reducible gLALQaccfffejwwlthc reducible gLALQaccffefjwwalgh reducible gLALQaccffefjwwatgh reducible gLALQaccffefjwwpagh SFS[D(3,1)(3,2)] gLALQaccffefjwwuagh SFS[D(3,1)(3,1)] gLALQaccffefjwwddgm SFS[D(3,1)(3,2)] gLALQaccffefjwwxdgm SFS[D(3,1)(3,1)] gLALQaccffefjwwidgm reducible gLALQaccffefjwweegt SFS[D(3,1)(3,1)] gLALQaccffefjwwlegt toroidal gLALQaccffefjwwqegt SFS[D(3,1)(3,2)] gLALQaccffefjwwimgd SFS[A(3,1)] gLALQaccffefjwwahga reducible gLALQaccffefjwwdegp reducible gLALQaccffefjwwqagx SFS[D(3,1)(2,1)] gLALQaccffefjwwltgx SFS[D(3,1)(2,1)] gLALQaccffefjwwxxgh SFS[D(3,1)(2,1)] gLALQaccffefjwwupgt reducible gLALQaccffefjwwltgm SFS[D(3,1)(2,1)] gLALQaccffefjcwupgt reducible gLALQaccffefjcwppgt SFS[D(4,1)(2,1)] gLALQaccffefjcwapgt SFS[D(4,1)(2,1)] gLALQaccdfffnjjcapu reducible gLALQaccdfffnjjcppe reducible gLALQaccdfffnjjcpdh reducible gLALQaccdfffnjjcexe reducible gLALQaccdfffnjjceme reducible gLALQaccdfffnjjceeu reducible gLALQaccdfffnjjcexu reducible gLALQaccdfffnjjcemu reducible gLALQaccdfffnjjceeh reducible gLALQaccdfffnjjcexh reducible gLALQaccdfffnjjcemh reducible gLALQaccdfffnjjcead reducible gLALQaccdfffnjjcdxi reducible gLALQaccdfffnjjcima reducible gLALQaccdfffnjjciei reducible gLALQaccdfffnjjjead toroidal gLALQaccdfffnjjwead toroidal gLAPPccbeeffaicvvqr reducible gLAPPccbeeffamcvvqr reducible gLAPPccbeeffppcbblr SFS[D(5,3)(3,1)] gLAPPccbeeffppfvvdw SFS[D(5,2)(3,1)] gLAPPccbeeffaifooxw SFS[D(5,3)(3,1)] gLAPPccbeeffhpcbblr SFS[D(5,2)(3,1)] gLAPPccbeeffiucooer reducible gLAPPccbeeffamfooxw SFS[D(5,2)(3,1)] gLAPPccbeeffdpcbblr toroidal gLAPPccbeeffpxfvvdw SFS[D(5,3)(3,1)] gLAPPccbeeffdecrrmr SFS[A(5,2)] gLAPPccbeeffaxccchr reducible gLAPPccbeeffimcbblr reducible gLAPPccbeeffhhcvvqr SFS[D(5,2)(2,1)] gLAPPccbeeffimfvvdw SFS[D(5,2)(2,1)] gLAPPccbeeffaxfjjaw SFS[D(5,2)(2,1)] gLAPPccbeeffimckkar reducible gLAPPccbeeffpucjjpr SFS[D(5,2)(2,1)] gLAPPccbeeffdejrrmr SFS[A(5,2)] gLAPPccbeeffderwwtw toroidal gLAPPccbeeffaxfjjir SFS[D(5,2)(2,1)] gLAPPccbeeffpucjjqw SFS[D(5,2)(2,1)] gLAPPccbeeffimckklw reducible gLAPPccbeeffimcbbtw reducible gLAPPccbeeffimfvvhr SFS[D(5,2)(2,1)] gLAPPccbeeffhhcvvmw SFS[D(5,2)(2,1)] gLAPPccbeeffdecrrpw SFS[A(5,2)] gLAPPccbeeffaxcccuw reducible gLAPPccbeeffppcbbtw SFS[D(5,2)(3,1)] gLAPPccbeeffppfvvhr SFS[D(5,3)(3,1)] gLAPPccbeeffaicvvmw reducible gLAPPccbeeffamcvvmw reducible gLAPPccbeeffamfootr SFS[D(5,3)(3,1)] gLAPPccbeeffdpcbbtw toroidal gLAPPccbeeffpxfvvhr SFS[D(5,2)(3,1)] gLAPPccbeeffaifootr SFS[D(5,2)(3,1)] gLAPPccbeeffhpcbbtw SFS[D(5,3)(3,1)] gLAPPccbeeffiucoohw reducible gLAPPccbeeffdejrrpw SFS[A(5,2)] gLAPPccbeeffderwwur toroidal gLALQaccdfffnwjcima reducible gLALQaccdfffnwjcimm SFS[D(2,1)(2,1)] gLALQaccdfffnwjcimi SFS[D(2,1)(2,1)] gLAPPccbeeffimcjkar reducible gLAPPccbeeffalfkjaw SFS[D(2,1)(2,1)] gLAPPccbeeffiicjkar SFS[D(2,1)(2,1)] gLAPPccbeeffaxfjwir SFS[D(4,1)(2,1)] gLAPPccbeeffpucjcqw SFS[D(4,1)(2,1)] gLAPPccbeeffimckrlw reducible gLAPPccbeeffimcbotw reducible gLAPPccbeeffimfvohr SFS[D(4,1)(2,1)] gLAPPccbeeffhhcvbmw SFS[D(4,1)(2,1)] gLAPPccbeeffdecrfpw SFS[A(4,1)] gLAPPccbeeffaxccwuw reducible gLAPPccbeeffppcbotw SFS[D(4,3)(3,1)] gLAPPccbeeffppfvohr SFS[D(4,1)(3,1)] gLAPPccbeeffaicvbmw reducible gLAPPccbeeffamcvbmw reducible gLAPPccbeeffamfobtr SFS[D(4,1)(3,1)] gLAPPccbeeffdpcbotw toroidal gLAPPccbeeffpxfvohr SFS[D(4,3)(3,1)] gLAPPccbeeffaifobtr SFS[D(4,3)(3,1)] gLAPPccbeeffhpcbotw SFS[D(4,1)(3,1)] gLAPPccbeeffiucovhw reducible gLALQaccdfffncjcima reducible gLAPPccbeeffimcgkar reducible gLAPPccbeeffaxfjcir toroidal gLAPPccbeeffpucjwqw toroidal gLAPPccbeeffapfjcir SFS[D(3,1)(2,1)] gLAPPccbeeffapcgnew SFS[D(3,1)(2,1)] gLAPPccbeeffimckflw reducible gLAPPccbeeffalfjcir SFS[D(3,1)(2,1)] gLAPPccbeeffiickflw SFS[D(3,1)(2,1)] gLAPPccbeeffdlffkpr SFS[D(3,1)(2,1)] gLAPPccbeeffimcbvtw reducible gLAPPccbeeffimfvbhr toroidal gLAPPccbeeffalcobhw SFS[D(3,1)(2,1)] gLAPPccbeeffhhcvomw toroidal gLAPPccbeeffiifvbhr SFS[D(3,1)(2,1)] gLAPPccbeeffiicbvtw SFS[D(3,1)(2,1)] gLAPPccbeeffalfbomr SFS[D(3,1)(2,1)] gLAPPccbeeffhlfgsdr SFS[D(3,1)(2,1)] gLAPPccbeeffdecrkpw toroidal gLAPPccbeeffppcbvtw toroidal gLAPPccbeeffppfvbhr toroidal gLAPPccbeeffamfovtr toroidal gLAPPccbeeffdpcbvtw toroidal gLAPPccbeeffpxfvbhr toroidal gLAPPccbeeffaifovtr toroidal gLAPPccbeeffhpcbvtw toroidal gLAPPccbeeffimcfotw reducible gLAPPccbeeffiicfotw SFS[D(3,1)(2,1)] gLAPPccbeeffalfcvmr SFS[D(3,1)(2,1)] gLALQaccdfffncbcima reducible gLAPPccbeeffimccotw reducible gLALQaccdfffncncima reducible gLALQaccdfffncncimm SFS[D(2,1)(2,1)] gLALQaccdfffncncimi SFS[D(2,1)(2,1)] gLALQaccdfffngjcuiq reducible gLALQaccdfffngjctit reducible gLALQaccdfffngjctdq reducible gLALQaccdfffngjctdt reducible gLALQaccdfffngjcudd reducible gLALQaccdfffngjctdd reducible gLALQaccdfffngjcxuu reducible gLALQaccdfffngjctuu reducible gLALQaccdfffngjcuue reducible gLALQaccdfffngjcxue reducible gLALQaccdfffngjctue reducible gLALQaccdfffngjcuuh reducible gLALQaccdfffngjcxuh reducible gLALQaccdfffngjctuh reducible gLALQaccdfffngjcupu reducible gLALQaccdfffngjcupe reducible gLALQaccdfffngjcuph reducible gLALQaccdfffngjcxph reducible gLALQaccdfffngjcuau reducible gLALQaccdfffngjcuae reducible gLALQaccdfffngjcuah reducible gLALQaccdfffngjcxah reducible gLALQaccdfffngjctah reducible gLALQaccdfffngjchqu reducible gLALQaccdfffngjclqu reducible gLALQaccdfffngjciqh reducible gLALQaccdfffngjclqh reducible gLALQaccdfffngjciqe reducible gLALQaccdfffngjchqe reducible gLALQaccdfffngjcieu reducible gLALQaccdfffngjcheu reducible gLALQaccdfffngjcleu reducible gLALQaccdfffngjcieh reducible gLALQaccdfffngjcheh reducible gLALQaccdfffngjcleh reducible gLALQaccdfffngjciee reducible gLALQaccdfffngjchee reducible gLALQaccdfffngjcilu reducible gLALQaccdfffngjchlu reducible gLALQaccdfffngjcllu reducible gLALQaccdfffngjcilh reducible gLALQaccdfffngjchlh reducible gLALQaccdfffngjcllh reducible gLALQaccdfffngjcile reducible gLALQaccdfffngjchle reducible gLALQaccdfffngjcpld reducible gLALQaccdfffngjcmlt reducible gLALQaccdfffngjcped reducible gLALQaccdfffngjcmet reducible gLALQaccdfffngjcqui reducible gLALQaccdfffngjcmum reducible gLALQaccdfffngjcppi reducible gLALQaccdfffngjcqpm reducible gLALQaccdfffngjcmpm reducible gLALQaccdfffngjcppm reducible gLALQaccdfffngjclii reducible gLALQaccdfffngjchii reducible gLALQaccdfffngjciia reducible gLALQaccdfffngjclia reducible gLALQaccdfffngjchia reducible gLALQaccdfffngjciim reducible gLALQaccdfffngjclim reducible gLALQaccdfffngjchim reducible gLALQaccdfffngjcixi reducible gLALQaccdfffngjclxi reducible gLALQaccdfffngjchxi reducible gLALQaccdfffngjchxa reducible gLALQaccdfffngjchxm reducible gLALQaccdfffngjcidi reducible gLALQaccdfffngjcldi reducible gLALQaccdfffngjchdi reducible gLALQaccdfffngjchda reducible gLALQaccdfffngjjlqe toroidal gLALQaccdfffngjjlee SFS[D(3,1)(2,1)] gLALQaccdfffngjjlle SFS[D(3,1)(2,1)] gLALQaccdfffngjwlqe toroidal gLALQaccdfffngjwlee SFS[D(3,1)(2,1)] gLALQaccdfffngjwlle SFS[D(3,1)(2,1)] gLALQaccfffengjdetf SFS[D(2,1)(2,1)] gLALQaccfffengjahmf SFS[D(2,1)(2,1)] gLALQaccfffengjupmf reducible gLALQaccfffengjimuf SFS[A(2,1)] gLALQaccfffengjxxuf reducible gLALQaccfffengjpauf SFS[D(3,1)(2,1)] gLALQaccfffengjuauf SFS[D(3,1)(2,1)] gLALQaccfffengjaluf SFS[D(3,1)(2,1)] gLALQaccfffengjpluf reducible gLALQaccfffengjuluf SFS[D(3,1)(2,1)] gLALQaccfffengjatuf SFS[D(3,1)(2,1)] gLALQaccfffengjptuf SFS[D(3,1)(2,1)] gLALQaccfffengjutuf toroidal gLALQaccfffengjeeqf reducible gLALQaccfffengjddif reducible gLALQaccfffengjdexf SFS[D(2,1)(2,1)] gLALQaccfffengjltlf reducible gLALQaccfffengjqalf SFS[D(2,1)(2,1)] gLALQaccfffengjdexr toroidal gLALQaccfffengjealr toroidal gLALQaccfffengjadpr toroidal gLALQaccfffengjdexk toroidal gLALQaccfffengjealk toroidal gLALQaccfffengjadpk toroidal gLALQaccffefngjdega SFS[D(2,1)(2,1)] gLALQaccffefngjahge SFS[D(2,1)(2,1)] gLALQaccffefngjupge reducible gLALQaccffefngjpagi SFS[D(3,1)(2,1)] gLALQaccffefngjuagi SFS[D(3,1)(2,1)] gLALQaccffefngjalgi SFS[D(3,1)(2,1)] gLALQaccffefngjplgi reducible gLALQaccffefngjulgi SFS[D(3,1)(2,1)] gLALQaccffefngjatgi SFS[D(3,1)(2,1)] gLALQaccffefngjptgi SFS[D(3,1)(2,1)] gLALQaccffefngjutgi toroidal gLALQaccffefngjeegu reducible gLALQaccffefngjddgq reducible gLALQaccffefngjimgi SFS[A(2,1)] gLALQaccffefngjxxgi reducible gLALQaccffefngjdegm SFS[D(2,1)(2,1)] gLALQaccffefngjltgt reducible gLALQaccffefngjqagt SFS[D(2,1)(2,1)] gLALQaccffefngjdeja toroidal gLALQaccffefngjeajd toroidal gLALQaccffefngjadje toroidal gLALQaccffefngjdeka toroidal gLALQaccffefngjeakd toroidal gLALQaccffefngjadke toroidal gLALQaccdfffnsjclqe reducible gLALQaccdfffnsjclee SFS[D(3,1)(2,1)] gLALQaccdfffnsjclle SFS[D(3,1)(2,1)] gLALQaccfffensjupmf reducible gLALQaccfffensjppmf SFS[D(5,2)(2,1)] gLALQaccfffensjapmf SFS[D(5,2)(2,1)] gLALQaccffefnsjltgt reducible gLALQaccdfffnnjclqe reducible gLALQaccdfffnnjclee SFS[D(3,1)(2,1)] gLALQaccdfffnnjclle SFS[D(3,1)(2,1)] gLALQaccfffennjupmf reducible gLALQaccffefnnjltgt reducible gLALQaccdfffngnclqe reducible gLALQaccdfffngnclee SFS[D(3,1)(2,1)] gLALQaccdfffngnclle SFS[D(3,1)(2,1)] gLALQaccfffengnupmf reducible gLALQaccfffengnppmf SFS[D(3,1)(2,1)] gLALQaccfffengnapmf SFS[D(3,1)(2,1)] gLALQaccffefngnltgt reducible gLALQaccdfffnsnclqe reducible gLALQaccdfffnsnclee SFS[D(3,1)(2,1)] gLALQaccdfffnsnclle SFS[D(3,1)(2,1)] gLALQaccfffensnupmf reducible gLALQaccfffensnppmf toroidal gLALQaccfffensnapmf toroidal gLALQaccffefnsnltgt reducible gLALQaccdfffnnnclqe reducible gLALQaccdfffnnnclee reducible gLALQaccdfffnnnclle reducible gLALQaccfffennnupmf reducible gLALQaccfffennnppmf SFS[D(3,1)(2,1)] gLALQaccfffennnapmf SFS[D(3,1)(2,1)] gLALQaccffefnnnltgt reducible gLALQaccdfffngbclqe reducible gLALQaccdfffngbclee SFS[D(3,1)(2,1)] gLALQaccdfffngbclle SFS[D(3,1)(2,1)] gLALQaccfffengbupmf reducible gLALQaccffefngbltgt reducible gLALQaccdfffnsbclqe reducible gLALQaccdfffnsbclee reducible gLALQaccdfffnsbclle reducible gLALQaccfffensbupmf reducible gLALQaccfffensbppmf SFS[D(4,1)(2,1)] gLALQaccfffensbapmf SFS[D(4,1)(2,1)] gLALQaccffefnsbltgt reducible gLALQaccffefnsbllgt SFS[D(4,1)(2,1)] gLALQaccffefnsblagt SFS[D(4,1)(2,1)] gLALQaccdfffnnbclqe reducible gLALQaccdfffnnbclee SFS[D(3,1)(2,1)] gLALQaccdfffnnbclle SFS[D(3,1)(2,1)] gLALQaccfffennbupmf reducible gLALQaccffefnnbltgt reducible gLALQaccffefnnbllgt SFS[D(5,2)(2,1)] gLALQaccffefnnblagt SFS[D(5,2)(2,1)] gLALQaccdfffnkkchdm SFS[D(2,1)(2,1)] gLALQaccdfffnkkcpua reducible gLALQaccdfffnkkcppa SFS[D(2,1)(2,1)] gLALQaccdfffnkkcqaa reducible gLALQaccdfffnkkcmai reducible gLALQaccdfffnkkcmam SFS[D(2,1)(2,1)] gLALQaccdfffnkkcmaa SFS[D(2,1)(2,1)] gLALQaccdfffnkkcpaa SFS[D(2,1)(2,1)] gLALQaccdfffnkkcqqd reducible gLALQaccdfffnkkcqqt reducible gLALQaccdfffnkkcpqq reducible gLALQaccdfffnkkcpqd reducible gLALQaccdfffnkkcpqt reducible gLALQaccdfffnkkcmqq reducible gLALQaccdfffnkkcmqd reducible gLALQaccdfffnkkcmqt reducible gLALQaccdfffnkkciqu reducible gLALQaccdfffnkkctph SFS[D(2,1)(2,1)] gLALQaccdfffnkkcxid reducible gLALQaccdfffnkkcuxt reducible gLALQaccdfffnkkctxt SFS[D(2,1)(2,1)] gLALQaccdfffnkkcxxq reducible gLALQaccdfffnkkcxxt SFS[D(2,1)(2,1)] gLALQaccdfffnkkcxxd SFS[D(2,1)(2,1)] gLALQaccdfffnkkcxdd SFS[D(2,1)(2,1)] gLALQaccdfffnkkjiqu toroidal gLALQaccdfffnkkwiqu toroidal gLALQaccfffenkkaltf reducible gLALQaccfffenkkattf reducible gLALQaccfffenkkpatf toroidal gLALQaccfffenkkuatf toroidal gLALQaccfffenkkddhf toroidal gLALQaccfffenkkxdhf toroidal gLALQaccfffenkkidhf reducible gLALQaccfffenkkeemf toroidal gLALQaccfffenkklemf toroidal gLALQaccfffenkkqemf toroidal gLALQaccfffenkkimxf toroidal gLALQaccfffenkkahpf reducible gLALQaccfffenkklxqf SFS[D(2,1)(2,1)] gLALQaccfffenkkdeuf reducible gLALQaccfffenkkadqf SFS[D(2,1)(2,1)] gLALQaccfffenkkqaif toroidal gLALQaccfffenkkltif toroidal gLALQaccfffenkkllif SFS[D(2,1)(2,1)] gLALQaccfffenkklaif SFS[D(2,1)(2,1)] gLALQaccfffenkkeaif SFS[D(2,1)(2,1)] gLALQaccfffenkklmpf SFS[D(2,1)(2,1)] gLALQaccfffenkkxxtf toroidal gLALQaccfffenkkupmf reducible gLALQaccfffenkkppmf SFS[D(2,1)(2,1)] gLALQaccfffenkkapmf SFS[D(2,1)(2,1)] gLALQaccfffenkklthf toroidal gLALQaccfffenkkllhf SFS[D(2,1)(2,1)] gLALQaccfffenkklahf SFS[D(2,1)(2,1)] gLALQaccfffenkkimxr toroidal gLALQaccfffenkkimxk toroidal gLALQaccffefnkkxxgm toroidal gLALQaccffefnkkupgh toroidal gLALQaccffefnkkppgh SFS[D(2,1)(2,1)] gLALQaccffefnkkapgh SFS[D(2,1)(2,1)] gLALQaccffefnkkltgt reducible gLALQaccffefnkkllgt SFS[D(2,1)(2,1)] gLALQaccffefnkklagt SFS[D(2,1)(2,1)] gLALQaccffefnkkipgd SFS[D(2,1)(2,1)] gLALQaccffefnkkdegi reducible gLALQaccffefnkkupgu toroidal gLALQaccffefnkkppgu SFS[D(2,1)(2,1)] gLALQaccffefnkkahgu toroidal gLALQaccffefnkkapgu SFS[D(2,1)(2,1)] gLALQaccffefnkkadgu SFS[D(2,1)(2,1)] gLALQaccffefnkkeagq SFS[D(2,1)(2,1)] gLALQaccffefnkkxpgq SFS[D(2,1)(2,1)] gLALQaccffefnkkimga toroidal gLALQaccffefnkkqagd reducible gLALQaccffefnkkalgm toroidal gLALQaccffefnkkatgm toroidal gLALQaccffefnkkpagm reducible gLALQaccffefnkkuagm reducible gLALQaccffefnkkddgt toroidal gLALQaccffefnkkdpgt toroidal gLALQaccffefnkkdhgt toroidal gLALQaccffefnkkeegh toroidal gLALQaccffefnkkexgh toroidal gLALQaccffefnkkemgh reducible gLALQaccffefnkkimja toroidal gLALQaccffefnkkimka toroidal gLALQaccdfffnroclqe reducible gLALQaccdfffnroclle reducible gLALQaccdfffnroclee reducible gLALQaccdfffnfwclqe reducible gLALQaccdfffnfwclle reducible gLALQaccdfffnfwclee reducible gLAPPccbeeffimcwvlw reducible gLAPPccbeeffimcwvar reducible gLAPPccbeeffimcsvar reducible gLAPPccbeeffalfnoaw SFS[D(4,1)(2,1)] gLAPPccbeeffiicsvar SFS[D(4,1)(2,1)] gLALQaccdfffnffcpdh reducible gLAPPccbeeffimcvvar reducible gLAPPccbeeffimcgglr reducible gLAPPccbeeffdecwwmr T2xI gLAPPccbeeffdpcgglr SFS[D(2,1)(2,1)] gLAPPccbeeffimcvvlw reducible gLAPPccbeeffimcsvlw reducible gLALQaccfffejjjdeqb reducible gLALQaccfffejjjahib reducible gLALQaccfffejjjupib reducible gLALQaccfffejjjpaeb reducible gLALQaccfffejjjuaeb reducible gLALQaccfffejjjaleb reducible gLALQaccfffejjjpleb reducible gLALQaccfffejjjuleb reducible gLALQaccfffejjjateb reducible gLALQaccfffejjjpteb reducible gLALQaccfffejjjuteb reducible gLALQaccfffejjjimeb reducible gLALQaccfffejjjdelb reducible gLALQaccfffejjjltpb reducible gLALQaccfffejjjqapb reducible gLALQaccfffejjjimej toroidal gLALQaccfffejjjimen toroidal gLALQaccffefjjjpafh reducible gLALQaccffefjjjuafh reducible gLALQaccffefjjjalfh SFS[D(4,1)(3,1)] gLALQaccffefjjjatfh SFS[D(4,3)(3,1)] gLALQaccffefjjjeeft SFS[D(4,1)(3,1)] gLALQaccffefjjjexft SFS[D(4,3)(3,1)] gLALQaccffefjjjemft reducible gLALQaccffefjjjddfm SFS[D(4,3)(3,1)] gLALQaccffefjjjdpfm toroidal gLALQaccffefjjjdhfm SFS[D(4,1)(3,1)] gLALQaccffefjjjimfp SFS[A(4,1)] gLALQaccffefjjjqafx reducible gLALQaccffefjjjdefd reducible gLALQaccffefjjjahfa SFS[D(4,1)(2,1)] gLALQaccffefjjjupfa SFS[D(4,1)(2,1)] gLALQaccffefjjjxxfh SFS[D(4,1)(2,1)] gLALQaccffefjjjltfm reducible gLALQaccffefjjjupft SFS[D(4,1)(2,1)] gLALQaccffefjjjimkp SFS[A(4,1)] gLALQaccffefjjjimrp toroidal gLALQaccffefjjjxxcm SFS[D(4,1)(2,1)] gLALQaccffefjjjltct SFS[D(4,1)(2,1)] gLALQaccffefjjjupch reducible gLALQaccffefjjjdeca reducible gLALQaccffefjjjltcd SFS[D(4,1)(2,1)] gLALQaccffefjjjqacd SFS[D(4,1)(2,1)] gLALQaccffefjjjimci SFS[A(4,1)] gLALQaccffefjjjahcu reducible gLALQaccffefjjjpacm SFS[D(4,3)(3,1)] gLALQaccffefjjjuacm SFS[D(4,1)(3,1)] gLALQaccffefjjjalcm reducible gLALQaccffefjjjatcm reducible gLALQaccffefjjjeech SFS[D(4,1)(3,1)] gLALQaccffefjjjlech toroidal gLALQaccffefjjjqech SFS[D(4,3)(3,1)] gLALQaccffefjjjddct SFS[D(4,3)(3,1)] gLALQaccffefjjjxdct SFS[D(4,1)(3,1)] gLALQaccffefjjjidct reducible gLALQaccffefjjjimji SFS[A(4,1)] gLALQaccffefjjjimwi toroidal gLALQaccfffejcjltpb reducible gLALQaccfffejcjllpb SFS[D(3,1)(2,1)] gLALQaccfffejcjlapb SFS[D(3,1)(2,1)] gLALQaccffefjcjltfm reducible gLALQaccffefjcjllfm SFS[D(3,1)(2,1)] gLALQaccffefjcjlafm SFS[D(3,1)(2,1)] gLALQaccffefjcjupch reducible gLALQaccffefjcjdeca reducible gLALQaccffefjcjimci T2xI gLALQaccffefjcjlech SFS[D(2,1)(2,1)] gLALQaccfffejwjltpb reducible gLALQaccffefjwjltfm reducible gLALQaccffefjwjxxcm SFS[D(5,2)(2,1)] gLALQaccffefjwjltct SFS[D(5,2)(2,1)] gLALQaccffefjwjupch reducible gLALQaccffefjwjdeca reducible gLALQaccffefjwjltcd SFS[D(5,2)(2,1)] gLALQaccffefjwjqacd SFS[D(5,2)(2,1)] gLALQaccffefjwjimci SFS[A(5,2)] gLALQaccffefjwjahcu reducible gLALQaccffefjwjpacm SFS[D(5,3)(3,1)] gLALQaccffefjwjuacm SFS[D(5,2)(3,1)] gLALQaccffefjwjalcm reducible gLALQaccffefjwjatcm reducible gLALQaccffefjwjeech SFS[D(5,2)(3,1)] gLALQaccffefjwjlech toroidal gLALQaccffefjwjqech SFS[D(5,3)(3,1)] gLALQaccffefjwjddct SFS[D(5,3)(3,1)] gLALQaccffefjwjxdct SFS[D(5,2)(3,1)] gLALQaccffefjwjidct reducible gLALQaccffefjcndeca reducible gLALQaccfffejwnltpb reducible gLALQaccffefjcbdeca reducible gLALQaccfffejwbltpb reducible gLALQaccfffejwbllpb SFS[D(3,1)(2,1)] gLALQaccfffejwblapb SFS[D(3,1)(2,1)] gLALQaccffefjkfupch reducible gLALQaccffefjfgltfm reducible gLALQaccffefjfvltfm reducible gLALQaccfffejffupib reducible gLALQaccffefjffxxfh SFS[D(2,1)(2,1)] gLALQaccffefjffupft SFS[D(2,1)(2,1)] gLALQaccffefjffltfm reducible gLALQaccffefjffdefd reducible gLALQaccffefjffupfa SFS[D(2,1)(2,1)] gLALQaccffefjffahfa SFS[D(2,1)(2,1)] gLALQaccffefjffimfp SFS[A(2,1)] gLALQaccffefjffqafx reducible gLALQaccffefjffalfh SFS[D(3,1)(2,1)] gLALQaccffefjffatfh SFS[D(3,1)(2,1)] gLALQaccffefjffpafh reducible gLALQaccffefjffuafh reducible gLALQaccffefjffddfm SFS[D(3,1)(2,1)] gLALQaccffefjffdpfm toroidal gLALQaccffefjffdhfm SFS[D(3,1)(2,1)] gLALQaccffefjffeeft SFS[D(3,1)(2,1)] gLALQaccffefjffexft SFS[D(3,1)(2,1)] gLALQaccffefjffemft reducible gLALQaccffefjffupch reducible gLALQaccffefjrfupch reducible gLALQaccffefjrfppch SFS[D(5,2)(2,1)] gLALQaccffefjrfapch SFS[D(5,2)(2,1)] gLALQccbeeffdlfffqk SFS[D(3,1)(2,1)] gLALQccbeeffimfvvur reducible gLALQccbeeffalcoopw SFS[D(3,1)(2,1)] gLALQccbeeffaxfjjxk reducible gLALQccbeeffimcbbuw reducible gLALQccbeeffalfbbpr SFS[D(3,1)(2,1)] gLALQccbeeffalfjjxk SFS[D(3,1)(2,1)] gLALQccbeeffapfjjxk SFS[D(3,1)(2,1)] gLALQccbeeffaifooar reducible gLALQccbeeffamfooar reducible gLALQccbeeffaifooak reducible gLALQccbeeffiucoopj reducible gLALQccbeeffhpcbbuj reducible gLALQccbeeffamfooak reducible gLALQccbeeffhpcbbuw reducible gLALQccbeeffdpcbbuj reducible gLALQccbeeffdecrrdj reducible gLALQccbeeffdlfffqr SFS[D(3,1)(2,1)] gLALQccbeeffimfvvuk reducible gLALQccbeeffimcbbuj reducible gLALQccbeeffalfbbpk SFS[D(3,1)(2,1)] gLALQccbeeffaxfjjxr reducible gLALQccbeeffalfjjxr SFS[D(3,1)(2,1)] gLALQccbeeffapfjjxr SFS[D(3,1)(2,1)] gLALQccbeeffalcoopj SFS[D(3,1)(2,1)] gLALQccbeeffdejrrdj toroidal gLALQccbeeffdejrrdw toroidal gLAPPccbeeffppcbbak toroidal gLAPPccbeeffppfvvpj toroidal gLAPPccbeeffaifoouj toroidal gLAPPccbeeffhpcbbak toroidal gLAPPccbeeffamfoouj toroidal gLAPPccbeeffdpcbbak toroidal gLAPPccbeeffpxfvvpj toroidal gLAPPccbeeffdecrrqk toroidal gLAPPccbeeffhlfgghj SFS[D(3,1)(2,1)] gLAPPccbeeffimcbbak reducible gLAPPccbeeffalfbbaj SFS[D(3,1)(2,1)] gLAPPccbeeffhhcvvpk toroidal gLAPPccbeeffimfvvpj toroidal gLAPPccbeeffalcoouk SFS[D(3,1)(2,1)] gLAPPccbeeffiifvvpj SFS[D(3,1)(2,1)] gLAPPccbeeffiicbbak SFS[D(3,1)(2,1)] gLAPPccbeeffdlfffdj SFS[D(3,1)(2,1)] gLAPPccbeeffaxfjjmj toroidal gLAPPccbeeffimckktk reducible gLAPPccbeeffalfjjmj SFS[D(3,1)(2,1)] gLAPPccbeeffiickktk SFS[D(3,1)(2,1)] gLAPPccbeeffpucjjmk toroidal gLAPPccbeeffapfjjmj SFS[D(3,1)(2,1)] gLAPPccbeeffapcgghk SFS[D(3,1)(2,1)] gLAPPccbeeffdejrrqk toroidal gLAPPccbeeffderwwxj toroidal gLAPPccbeeffaxfjjmk toroidal gLAPPccbeeffpucjjmj toroidal gLAPPccbeeffapfjjmk SFS[D(3,1)(2,1)] gLAPPccbeeffapcgghj SFS[D(3,1)(2,1)] gLAPPccbeeffimckktj reducible gLAPPccbeeffalfjjmk SFS[D(3,1)(2,1)] gLAPPccbeeffiickktj SFS[D(3,1)(2,1)] gLAPPccbeeffdlfffdk SFS[D(3,1)(2,1)] gLAPPccbeeffimcbbaj reducible gLAPPccbeeffimfvvpk toroidal gLAPPccbeeffalcoouj SFS[D(3,1)(2,1)] gLAPPccbeeffhhcvvpj toroidal gLAPPccbeeffiifvvpk SFS[D(3,1)(2,1)] gLAPPccbeeffiicbbaj SFS[D(3,1)(2,1)] gLAPPccbeeffalfbbak SFS[D(3,1)(2,1)] gLAPPccbeeffhlfgghk SFS[D(3,1)(2,1)] gLAPPccbeeffdecrrqj toroidal gLAPPccbeeffppcbbaj toroidal gLAPPccbeeffppfvvpk toroidal gLAPPccbeeffamfoouk toroidal gLAPPccbeeffdpcbbaj toroidal gLAPPccbeeffpxfvvpk toroidal gLAPPccbeeffaifoouk toroidal gLAPPccbeeffhpcbbaj toroidal gLAPPccbeeffdejrrqj toroidal gLAPPccbeeffderwwxk toroidal gLALQccbeeffimcnrij reducible gLALQccbeeffalfswlk reducible gLALQccbeeffalfswlr reducible gLALQccbeeffimcgcij reducible gLALQccbeeffalfgflk reducible gLALQccbeeffalfgflr reducible gLALQaccffefnfgltfm reducible gLALQaccffefnkfupch reducible gLALQaccffefnrfupch reducible gLALQaccffefnrfppch SFS[D(4,1)(2,1)] gLALQaccffefnrfapch SFS[D(4,1)(2,1)] gLALQaccfffenffupib reducible gLALQaccffefnffupch reducible gLALQaccffefnffdpfm SFS[D(2,1)(2,1)] gLALQaccffefnffimfp T2xI gLALQaccffefnffdefd reducible gLALQaccffefnffltfm reducible gLALQaccffefnfvltfm reducible gLALQaccfffenjjdelb reducible gLALQaccfffenjjqapb reducible gLALQaccfffenjjltpb reducible gLALQaccfffenjjaleb reducible gLALQaccfffenjjateb reducible gLALQaccfffenjjpaeb reducible gLALQaccfffenjjpleb reducible gLALQaccfffenjjpteb reducible gLALQaccfffenjjuaeb reducible gLALQaccfffenjjuleb reducible gLALQaccfffenjjuteb reducible gLALQaccfffenjjimeb reducible gLALQaccfffenjjdeqb reducible gLALQaccfffenjjupib reducible gLALQaccfffenjjahib reducible gLALQaccfffenjjimen toroidal gLALQaccfffenjjimej toroidal gLALQaccffefnjjalcm reducible gLALQaccffefnjjatcm reducible gLALQaccffefnjjpacm SFS[D(5,3)(3,1)] gLALQaccffefnjjuacm SFS[D(5,2)(3,1)] gLALQaccffefnjjddct SFS[D(5,3)(3,1)] gLALQaccffefnjjxdct SFS[D(5,2)(3,1)] gLALQaccffefnjjidct reducible gLALQaccffefnjjeech SFS[D(5,2)(3,1)] gLALQaccffefnjjlech toroidal gLALQaccffefnjjqech SFS[D(5,3)(3,1)] gLALQaccffefnjjimci SFS[A(5,2)] gLALQaccffefnjjahcu reducible gLALQaccffefnjjdeca reducible gLALQaccffefnjjqacd SFS[D(5,2)(2,1)] gLALQaccffefnjjltcd SFS[D(5,2)(2,1)] gLALQaccffefnjjxxcm SFS[D(5,2)(2,1)] gLALQaccffefnjjupch reducible gLALQaccffefnjjltct SFS[D(5,2)(2,1)] gLALQaccffefnjjimji SFS[A(5,2)] gLALQaccffefnjjimwi toroidal gLALQaccffefnjjxxfh SFS[D(5,2)(2,1)] gLALQaccffefnjjupft SFS[D(5,2)(2,1)] gLALQaccffefnjjltfm reducible gLALQaccffefnjjdefd reducible gLALQaccffefnjjupfa SFS[D(5,2)(2,1)] gLALQaccffefnjjahfa SFS[D(5,2)(2,1)] gLALQaccffefnjjimfp SFS[A(5,2)] gLALQaccffefnjjqafx reducible gLALQaccffefnjjalfh SFS[D(5,2)(3,1)] gLALQaccffefnjjatfh SFS[D(5,3)(3,1)] gLALQaccffefnjjpafh reducible gLALQaccffefnjjuafh reducible gLALQaccffefnjjddfm SFS[D(5,3)(3,1)] gLALQaccffefnjjdpfm toroidal gLALQaccffefnjjdhfm SFS[D(5,2)(3,1)] gLALQaccffefnjjeeft SFS[D(5,2)(3,1)] gLALQaccffefnjjexft SFS[D(5,3)(3,1)] gLALQaccffefnjjemft reducible gLALQaccffefnjjimkp SFS[A(5,2)] gLALQaccffefnjjimrp toroidal gLALQaccfffenwjltpb reducible gLALQaccffefnwjalcm reducible gLALQaccffefnwjatcm reducible gLALQaccffefnwjpacm toroidal gLALQaccffefnwjuacm toroidal gLALQaccffefnwjddct toroidal gLALQaccffefnwjxdct toroidal gLALQaccffefnwjidct reducible gLALQaccffefnwjeech toroidal gLALQaccffefnwjlech toroidal gLALQaccffefnwjqech toroidal gLALQaccffefnwjimci toroidal gLALQaccffefnwjahcu reducible gLALQaccffefnwjlxce SFS[D(2,1)(2,1)] gLALQaccffefnwjdeca reducible gLALQaccffefnwjadce SFS[D(2,1)(2,1)] gLALQaccffefnwjqacd toroidal gLALQaccffefnwjltcd toroidal gLALQaccffefnwjllcd SFS[D(2,1)(2,1)] gLALQaccffefnwjlacd SFS[D(2,1)(2,1)] gLALQaccffefnwjeacd SFS[D(2,1)(2,1)] gLALQaccffefnwjlmcu SFS[D(2,1)(2,1)] gLALQaccffefnwjxxcm toroidal gLALQaccffefnwjupch reducible gLALQaccffefnwjppch SFS[D(2,1)(2,1)] gLALQaccffefnwjapch SFS[D(2,1)(2,1)] gLALQaccffefnwjltct toroidal gLALQaccffefnwjllct SFS[D(2,1)(2,1)] gLALQaccffefnwjlact SFS[D(2,1)(2,1)] gLALQaccffefnwjltfm reducible gLALQaccfffenwbltpb reducible gLALQaccfffenwbllpb SFS[D(3,1)(2,1)] gLALQaccfffenwblapb SFS[D(3,1)(2,1)] gLALQaccfffenwnltpb reducible gLALQaccfffencjltpb reducible gLALQaccfffencjllpb SFS[D(3,1)(2,1)] gLALQaccfffencjlapb SFS[D(3,1)(2,1)] gLALQaccffefncjlech SFS[D(2,1)(2,1)] gLALQaccffefncjimci T2xI gLALQaccffefncjdeca reducible gLALQaccffefncjupch reducible gLALQaccffefncjltfm reducible gLALQaccffefncjllfm SFS[D(3,1)(2,1)] gLALQaccffefncjlafm SFS[D(3,1)(2,1)] gLALQaccffefncbdeca reducible gLALQaccffefncndeca reducible gLALQaccffefncnadce SFS[D(2,1)(2,1)] gLALQaccffefncneacd SFS[D(2,1)(2,1)] gLALQccbeeffdeckgew reducible gLALQccbeeffaxfcfpk reducible gLALQccbeeffimfkjir reducible gLALQccbeeffapfcfpk reducible gLALQccbeeffaxcjklw reducible gLALQccbeeffalcjklw reducible gLALQccbeeffaicondw reducible gLALQccbeeffaickgej reducible gLALQccbeeffamfjgdk reducible gLALQccbeeffiuforlr reducible gLALQccbeefflmfjgdk reducible gLALQccbeeffaifjgdk reducible gLALQccbeeffhpfbcqr reducible gLALQccbeeffdpfbcqr reducible gLALQccbeeffaifvser reducible gLALQccbeeffhpcvwiw reducible gLALQccbeeffiucbfxw reducible gLALQccbeeffdlfkjik reducible gLALQccbeeffamfvser reducible gLALQccbeeffdpcgjqj reducible gLALQccbeeffhpcgjqj reducible gLALQccbeeffhxcgjqj reducible gLALQccbeeffdxfbcqr reducible gLALQccbeeffdufvser reducible gLALQccbeeffdhfvser reducible gLALQccbeeffdufvsek reducible gLALQccbeefflxcbfxw reducible gLALQccbeeffdhfvsek reducible gLALQccbeefflxcbfxj reducible gLALQccbeeffdhcondj reducible gLALQccbeeffimfbcqk reducible gLALQccbeeffhucondw reducible gLALQccbeeffhufvsek reducible gLALQccbeeffalcbfxj reducible gLALQccbeefflpcbfxw reducible gLALQccbeeffaxforlr reducible gLALQccbeeffapforlr reducible gLALQccbeeffdhcondw reducible gLALQccbeeffhufvser reducible gLALQccbeeffaxforlk reducible gLALQccbeeffimfbcqr reducible gLALQccbeeffalcbfxw reducible gLALQccbeeffapforlk reducible gLALQccbeeffhucondj reducible gLALQccbeefflpcbfxj reducible gLALQccbeeffdlfswur reducible gLALQccbeeffdlcfcuj reducible gLALQccbeeffdlfswuk reducible gLALQccbeeffdlcfcuw reducible gLALQccbeeffdeckgej reducible gLALQccbeeffaxfcfpr reducible gLALQccbeeffaxcjklj reducible gLALQccbeeffimfkjik reducible gLALQccbeeffapfcfpr reducible gLALQccbeeffalcjklj reducible gLALQccbeeffamfjgdr reducible gLALQccbeeffaifjgdr reducible gLALQccbeeffaicondj reducible gLALQccbeeffiuforlk reducible gLALQccbeeffhpfbcqk reducible gLALQccbeeffaickgew reducible gLALQccbeefflmfjgdr reducible gLALQccbeeffdpfbcqk reducible gLALQccbeeffamfvsek reducible gLALQccbeeffdpcgjqw reducible gLALQccbeeffhpcgjqw reducible gLALQccbeeffhxcgjqw reducible gLALQccbeeffdxfbcqk reducible gLALQccbeeffaifvsek reducible gLALQccbeeffhpcvwij reducible gLALQccbeeffiucbfxj reducible gLALQccbeeffdlfkjir reducible gLALQccbeeffimjvwij toroidal gLALQccbeeffalrorlr SFS[D(3,1)(3,1)] gLALQccbeeffalkorlk SFS[D(3,1)(3,1)] gLALQccbeeffimjvwiw toroidal gLALQccbeeffalkorlr SFS[D(3,1)(3,2)] gLALQccbeeffalrorlk SFS[D(3,1)(3,2)] gLAPPccbeeffimfcohj SFS[D(3,1)(2,1)] gLAPPccbeeffhhcnbmk SFS[D(3,1)(2,1)] gLAPPccbeeffimcwotk reducible gLAPPccbeeffdecgfpk SFS[A(3,1)] gLAPPccbeeffaxckwuk reducible gLAPPccbeeffaifsbtj SFS[D(3,1)(3,1)] gLAPPccbeeffamfsbtj SFS[D(3,1)(3,2)] gLAPPccbeeffppfcohj SFS[D(3,1)(3,2)] gLAPPccbeeffiucfvhk reducible gLAPPccbeeffpxfcohj SFS[D(3,1)(3,1)] gLAPPccbeeffppcwotk SFS[D(3,1)(3,1)] gLAPPccbeeffhpcwotk SFS[D(3,1)(3,2)] gLAPPccbeeffdpcwotk toroidal gLAPPccbeeffaicnbmk reducible gLAPPccbeeffamcnbmk reducible gLAPPccbeeffpucscqk SFS[D(3,1)(2,1)] gLAPPccbeeffimccrlk reducible gLAPPccbeeffaxffwij SFS[D(3,1)(2,1)] gLAPPccbeeffpujscqk toroidal gLAPPccbeeffapkfwij toroidal gLAPPccbeeffapjrsek toroidal gLAPPccbeeffpurnfxj toroidal gLAPPccbeeffaprfwij toroidal gLAPPccbeeffapwrsek toroidal gLAPPccbeeffpucscqj SFS[D(3,1)(2,1)] gLAPPccbeeffaxffwik SFS[D(3,1)(2,1)] gLAPPccbeeffimccrlj reducible gLAPPccbeeffppfcohk SFS[D(3,1)(3,1)] gLAPPccbeeffppcwotj SFS[D(3,1)(3,2)] gLAPPccbeeffaifsbtk SFS[D(3,1)(3,2)] gLAPPccbeeffiucfvhj reducible gLAPPccbeeffhpcwotj SFS[D(3,1)(3,1)] gLAPPccbeeffamfsbtk SFS[D(3,1)(3,1)] gLAPPccbeeffpxfcohk SFS[D(3,1)(3,2)] gLAPPccbeeffdpcwotj toroidal gLAPPccbeeffamcnbmj reducible gLAPPccbeeffaicnbmj reducible gLAPPccbeeffdecgfpj SFS[A(3,1)] gLAPPccbeeffaxckwuj reducible gLAPPccbeeffimfcohk SFS[D(3,1)(2,1)] gLAPPccbeeffimcwotj reducible gLAPPccbeeffhhcnbmj SFS[D(3,1)(2,1)] gLAPPccbeeffpujscqj toroidal gLAPPccbeeffapjrsej toroidal gLAPPccbeeffapkfwik toroidal gLAPPccbeeffpurnfxk toroidal gLAPPccbeeffapwrsej toroidal gLAPPccbeeffaprfwik toroidal gLALQccbeeffimcbwij reducible gLALQccbeeffalfojlr SFS[D(3,1)(3,1)] gLALQccbeeffalfbrlk SFS[D(3,1)(3,1)] gLAPPccbeeffimcsotk reducible gLAPPccbeeffalfnvmj SFS[D(4,1)(2,1)] gLAPPccbeeffiicsotk SFS[D(4,1)(2,1)] gLAPPccbeeffimcwbtj reducible gLALQccbeeffimcowij reducible gLALQccbeeffalfovlr SFS[D(3,1)(3,2)] gLALQccbeeffalfvrlk SFS[D(3,1)(3,2)] gLAPPccbeeffimcvotk reducible gLAPPccbeeffimcwvtj reducible gLAPPccbeeffalfromk SFS[D(2,1)(2,1)] gLAPPccbeeffiicwvtj SFS[D(2,1)(2,1)] gLALQccbeeffimcowiw reducible gLALQccbeeffalfvrlr SFS[D(3,1)(3,1)] gLALQccbeeffalfovlk SFS[D(3,1)(3,1)] gLAPPccbeeffimcwvtk reducible gLAPPccbeeffimcvotj reducible gLALQccbeeffimcboij reducible gLALQccbeeffalfvjlr SFS[D(3,1)(3,2)] gLALQccbeeffalfbvlk SFS[D(3,1)(3,2)] gLAPPccbeeffimcsvtk reducible gLAPPccbeeffalfnomj SFS[D(5,2)(2,1)] gLAPPccbeeffiicsvtk SFS[D(5,2)(2,1)] gLAPPccbeeffimcvbtj reducible gLALQccbeeffimcooij reducible gLALQccbeeffalfvvlr reducible gLALQccbeeffalfvvlk reducible gLAPPccbeeffimcvvtk reducible gLAPPccbeeffimcvvtj reducible gLAPPccbeeffalfoomk SFS[D(2,1)(2,1)] gLAPPccbeeffiicvvtj SFS[D(2,1)(2,1)] gLALQccbeeffimcbwiw reducible gLALQccbeeffalfbrlr SFS[D(3,1)(3,2)] gLALQccbeeffalfojlk SFS[D(3,1)(3,2)] gLAPPccbeeffimcwbtk reducible gLAPPccbeeffimcsotj reducible gLAPPccbeeffalfnvmk SFS[D(5,2)(2,1)] gLAPPccbeeffiicsotj SFS[D(5,2)(2,1)] gLALQccbeeffimcbkij reducible gLALQccbeeffalfbjlr reducible gLALQccbeeffalfbjlk reducible gLAPPccbeeffimcsbtk reducible gLAPPccbeeffimcsbtj reducible gLALQccbeeffimcboiw reducible gLALQccbeeffalfbvlr SFS[D(3,1)(3,1)] gLALQccbeeffalfvjlk SFS[D(3,1)(3,1)] gLAPPccbeeffimcvbtk reducible gLAPPccbeeffimcsvtj reducible gLAPPccbeeffalfnomk toroidal gLAPPccbeeffiicsvtj toroidal gLALQaccdfffjgjcuiq T2xI gLALQaccdfffjgjcxue SFS[D(2,1)(2,1)] gLALQaccdfffjgjcuae SFS[D(2,1)(2,1)] gLALQaccdfffjgjcxah SFS[D(2,1)(2,1)] gLALQaccdfffjgjchqu SFS[D(3,1)(2,1)] gLALQaccdfffjgjclqu SFS[D(3,1)(2,1)] gLALQaccdfffjgjciqh SFS[D(3,1)(2,1)] gLALQaccdfffjgjclqh SFS[D(3,1)(2,1)] gLALQaccdfffjgjciqe SFS[D(3,1)(2,1)] gLALQaccdfffjgjchqe SFS[D(3,1)(2,1)] gLALQaccdfffjgjcqui T2xI gLALQaccdfffjgjclia SFS[D(2,1)(2,1)] gLALQaccdfffjgjclxi SFS[D(2,1)(2,1)] gLALQaccdfffjgjchxa SFS[D(2,1)(2,1)] gLALQaccdfffjgjjlqe SFS[D(3,1)(2,1)] gLALQaccdfffjgjwlqe SFS[D(3,1)(2,1)] gLALQaccfffejgjupmf reducible gLALQaccfffejgjimuf T2xI gLALQaccfffejgjutuf SFS[D(2,1)(2,1)] gLALQaccfffejgjltlf reducible gLALQaccfffejgjdexr toroidal gLALQaccfffejgjealr SFS[D(5,2)(2,1)] gLALQaccfffejgjadpr SFS[D(5,2)(2,1)] gLALQaccfffejgjdexk toroidal gLALQaccfffejgjealk SFS[D(4,1)(2,1)] gLALQaccfffejgjadpk SFS[D(4,1)(2,1)] gLALQaccffefjgjupge reducible gLALQaccffefjgjutgi SFS[D(2,1)(2,1)] gLALQaccffefjgjimgi T2xI gLALQaccffefjgjltgt reducible gLALQaccffefjgjdeja toroidal gLALQaccffefjgjeajd SFS[D(5,2)(2,1)] gLALQaccffefjgjadje SFS[D(5,2)(2,1)] gLALQaccffefjgjdeka toroidal gLALQaccffefjgjeakd SFS[D(4,1)(2,1)] gLALQaccffefjgjadke SFS[D(4,1)(2,1)] gLALQaccdfffjsjclqe reducible gLALQaccfffejsjupmf reducible gLALQaccfffejsjppmf SFS[D(4,1)(2,1)] gLALQaccfffejsjapmf SFS[D(4,1)(2,1)] gLALQaccffefjsjltgt reducible gLALQaccdfffjnjclqe reducible gLALQaccfffejnjupmf reducible gLALQaccffefjnjltgt reducible gLALQaccffefjnjllgt SFS[D(2,1)(2,1)] gLALQaccffefjnjlagt SFS[D(2,1)(2,1)] gLALQaccdfffjgnclqe reducible gLALQaccfffejgnupmf reducible gLALQaccfffejgnppmf SFS[D(3,1)(2,1)] gLALQaccfffejgnapmf SFS[D(3,1)(2,1)] gLALQaccffefjgnltgt reducible gLALQaccdfffjsnclqe reducible gLALQaccfffejsnupmf reducible gLALQaccfffejsnppmf toroidal gLALQaccfffejsnapmf toroidal gLALQaccffefjsnltgt reducible gLALQaccdfffjnnclqe reducible gLALQaccfffejnnupmf reducible gLALQaccfffejnnppmf SFS[D(3,1)(2,1)] gLALQaccfffejnnapmf SFS[D(3,1)(2,1)] gLALQaccffefjnnltgt reducible gLALQaccffefjnnllgt SFS[D(2,1)(2,1)] gLALQaccffefjnnlagt SFS[D(2,1)(2,1)] gLALQaccdfffjgbclqe reducible gLALQaccfffejgbupmf reducible gLALQaccffefjgbltgt reducible gLALQaccdfffjsbclqe reducible gLALQaccfffejsbupmf reducible gLALQaccfffejsbppmf SFS[D(5,2)(2,1)] gLALQaccfffejsbapmf SFS[D(5,2)(2,1)] gLALQaccffefjsbltgt reducible gLALQaccffefjsbllgt SFS[D(5,2)(2,1)] gLALQaccffefjsblagt SFS[D(5,2)(2,1)] gLALQaccdfffjnbclqe reducible gLALQaccfffejnbupmf reducible gLALQaccffefjnbltgt reducible gLALQaccffefjnbllgt toroidal gLALQaccffefjnblagt toroidal gLALQaccdfffjkkcpua reducible gLALQaccdfffjkkcqaa reducible gLALQaccdfffjkkcmai reducible gLALQaccdfffjkkcqqd reducible gLALQaccdfffjkkcqqt reducible gLALQaccdfffjkkcpqq reducible gLALQaccdfffjkkcpqd reducible gLALQaccdfffjkkcpqt reducible gLALQaccdfffjkkcmqq reducible gLALQaccdfffjkkcmqd reducible gLALQaccdfffjkkcmqt reducible gLALQaccdfffjkkciqu reducible gLALQaccdfffjkkcxid reducible gLALQaccdfffjkkcuxt reducible gLALQaccdfffjkkcxxq reducible gLALQaccdfffjkkjiqu toroidal gLALQaccdfffjkkwiqu toroidal gLALQaccfffejkkaltf reducible gLALQaccfffejkkattf reducible gLALQaccfffejkkpatf SFS[D(5,3)(3,1)] gLALQaccfffejkkuatf SFS[D(5,2)(3,1)] gLALQaccfffejkkddhf SFS[D(5,3)(3,1)] gLALQaccfffejkkxdhf SFS[D(5,2)(3,1)] gLALQaccfffejkkidhf reducible gLALQaccfffejkkeemf SFS[D(5,2)(3,1)] gLALQaccfffejkklemf toroidal gLALQaccfffejkkqemf SFS[D(5,3)(3,1)] gLALQaccfffejkkimxf SFS[A(5,2)] gLALQaccfffejkkahpf reducible gLALQaccfffejkkdeuf reducible gLALQaccfffejkkqaif SFS[D(5,2)(2,1)] gLALQaccfffejkkltif SFS[D(5,2)(2,1)] gLALQaccfffejkkxxtf SFS[D(5,2)(2,1)] gLALQaccfffejkkupmf reducible gLALQaccfffejkklthf SFS[D(5,2)(2,1)] gLALQaccfffejkkimxr SFS[A(5,2)] gLALQaccfffejkkimxk toroidal gLALQaccffefjkkxxgm SFS[D(5,2)(2,1)] gLALQaccffefjkkupgh SFS[D(5,2)(2,1)] gLALQaccffefjkkltgt reducible gLALQaccffefjkkdegi reducible gLALQaccffefjkkupgu SFS[D(5,2)(2,1)] gLALQaccffefjkkahgu SFS[D(5,2)(2,1)] gLALQaccffefjkkimga SFS[A(5,2)] gLALQaccffefjkkqagd reducible gLALQaccffefjkkalgm SFS[D(5,2)(3,1)] gLALQaccffefjkkatgm SFS[D(5,3)(3,1)] gLALQaccffefjkkpagm reducible gLALQaccffefjkkuagm reducible gLALQaccffefjkkddgt SFS[D(5,3)(3,1)] gLALQaccffefjkkdpgt toroidal gLALQaccffefjkkdhgt SFS[D(5,2)(3,1)] gLALQaccffefjkkeegh SFS[D(5,2)(3,1)] gLALQaccffefjkkexgh SFS[D(5,3)(3,1)] gLALQaccffefjkkemgh reducible gLALQaccffefjkkimja SFS[A(5,2)] gLALQaccffefjkkimka toroidal gLALQaccdfffjroclqe reducible gLALQaccdfffjfwclqe reducible gLAPPccbeeffimcwvls reducible gLAPPccbeeffimcwvak reducible gLAPPccbeeffimcsvak reducible gLAPPccbeeffalfnoaj SFS[D(5,2)(2,1)] gLAPPccbeeffiicsvak SFS[D(5,2)(2,1)] gLALQaccdfffjffcpdh reducible gLAPPccbeeffaxfooaj SFS[D(2,1)(2,1)] gLAPPccbeeffpucoopk SFS[D(2,1)(2,1)] gLAPPccbeeffimcvvak reducible gLAPPccbeeffimcgglk reducible gLAPPccbeeffimfkkdj SFS[D(2,1)(2,1)] gLAPPccbeeffhhckkqk SFS[D(2,1)(2,1)] gLAPPccbeeffdecwwmk SFS[A(2,1)] gLAPPccbeeffaxcnnhk reducible gLAPPccbeeffppcgglk SFS[D(3,1)(2,1)] gLAPPccbeeffppfkkdj SFS[D(3,1)(2,1)] gLAPPccbeeffaickkqk reducible gLAPPccbeeffamckkqk reducible gLAPPccbeeffamfjjxj SFS[D(3,1)(2,1)] gLAPPccbeeffdpcgglk toroidal gLAPPccbeeffpxfkkdj SFS[D(3,1)(2,1)] gLAPPccbeeffaifjjxj SFS[D(3,1)(2,1)] gLAPPccbeeffhpcgglk SFS[D(3,1)(2,1)] gLAPPccbeeffiucjjek reducible gLAPPccbeeffimcvvls reducible gLAPPccbeeffimcsvls reducible gLALQaccdfffjggcupa reducible gLALQaccdfffjggcuul reducible gLALQaccdfffjggcxut reducible gLALQaccdfffjggcill reducible gLALQaccdfffjggchll reducible gLALQaccdfffjggclla reducible gLALQaccdfffjggcila reducible gLALQaccdfffjggchla reducible gLALQaccdfffjggcllt reducible gLALQaccdfffjggcilt reducible gLALQaccdfffjggchlt reducible gLALQaccdfffjggcplx reducible gLALQaccdfffjggcixd reducible gLALQaccdfffjggchdp reducible gLALQaccdfffjggcldd reducible gLALQaccdfffjggjplx SFS[A(3,1)] gLALQaccdfffjggwplx SFS[A(3,1)] gLALQaccfffenggdphc SFS[D(2,1)(2,1)] gLALQaccfffenggimuc T2xI gLALQaccfffenggdexc reducible gLALQaccfffengglthc reducible gLALQaccfffenggimuw T2xI gLALQaccfffenggimuj SFS[A(2,1)] gLALQaccffefnggupgt reducible gLALQaccffefnggdegp reducible gLALQaccffefnggimgd T2xI gLALQaccffefngglegt SFS[D(2,1)(2,1)] gLALQaccffefnggimkd T2xI gLALQaccffefnggimjd SFS[A(2,1)] gLALQaccdfffjgvcxut reducible gLALQaccfffengfpatc reducible gLALQaccfffengfuatc reducible gLALQaccfffengfaltc toroidal gLALQaccfffengfattc toroidal gLALQaccfffengfeemc toroidal gLALQaccfffengfexmc toroidal gLALQaccfffengfemmc reducible gLALQaccfffengfddhc toroidal gLALQaccfffengfdphc toroidal gLALQaccfffengfdhhc toroidal gLALQaccfffengfimuc toroidal gLALQaccfffengfqaic reducible gLALQaccfffengfxplc SFS[D(2,1)(2,1)] gLALQaccfffengfdexc reducible gLALQaccfffengfealc SFS[D(2,1)(2,1)] gLALQaccfffengfahpc toroidal gLALQaccfffengfuppc toroidal gLALQaccfffengfpppc SFS[D(2,1)(2,1)] gLALQaccfffengfappc SFS[D(2,1)(2,1)] gLALQaccfffengfadpc SFS[D(2,1)(2,1)] gLALQaccfffengfipic SFS[D(2,1)(2,1)] gLALQaccfffengfxxtc toroidal gLALQaccfffengflthc reducible gLALQaccfffengfllhc SFS[D(2,1)(2,1)] gLALQaccfffengflahc SFS[D(2,1)(2,1)] gLALQaccfffengfupmc toroidal gLALQaccfffengfppmc SFS[D(2,1)(2,1)] gLALQaccfffengfapmc SFS[D(2,1)(2,1)] gLALQaccffefngfupgt reducible gLALQaccdfffjnvcxut reducible gLALQaccdfffjsvcxut reducible gLALQaccdfffjgfcxut reducible gLALQaccfffengvpatc reducible gLALQaccfffengvuatc reducible gLALQaccfffengvaltc SFS[D(5,2)(3,1)] gLALQaccfffengvattc SFS[D(5,3)(3,1)] gLALQaccfffengveemc SFS[D(5,2)(3,1)] gLALQaccfffengvexmc SFS[D(5,3)(3,1)] gLALQaccfffengvemmc reducible gLALQaccfffengvddhc SFS[D(5,3)(3,1)] gLALQaccfffengvdphc toroidal gLALQaccfffengvdhhc SFS[D(5,2)(3,1)] gLALQaccfffengvimuc SFS[A(5,2)] gLALQaccfffengvqaic reducible gLALQaccfffengvdexc reducible gLALQaccfffengvahpc SFS[D(5,2)(2,1)] gLALQaccfffengvuppc SFS[D(5,2)(2,1)] gLALQaccfffengvxxtc SFS[D(5,2)(2,1)] gLALQaccfffengvlthc reducible gLALQaccfffengvupmc SFS[D(5,2)(2,1)] gLALQaccffefngvupgt reducible gLALQaccfffensvdexc reducible gLALQaccfffennvdexc reducible gLALQaccfffennvealc SFS[D(2,1)(2,1)] gLALQaccfffennvadpc SFS[D(2,1)(2,1)] gLALQaccffefnjwupgt reducible gLALQaccfffenwklthc reducible gLALQaccfffenwolthc reducible gLALQaccfffenwollhc SFS[D(4,1)(2,1)] gLALQaccfffenwolahc SFS[D(4,1)(2,1)] gLALQaccdfffjwwchdp reducible gLALQaccfffenwwlthc reducible gLALQaccffefnwwalgh reducible gLALQaccffefnwwatgh reducible gLALQaccffefnwwpagh SFS[D(3,1)(3,1)] gLALQaccffefnwwuagh SFS[D(3,1)(3,2)] gLALQaccffefnwwddgm SFS[D(3,1)(3,1)] gLALQaccffefnwwxdgm SFS[D(3,1)(3,2)] gLALQaccffefnwwidgm reducible gLALQaccffefnwweegt SFS[D(3,1)(3,2)] gLALQaccffefnwwlegt toroidal gLALQaccffefnwwqegt SFS[D(3,1)(3,1)] gLALQaccffefnwwimgd SFS[A(3,1)] gLALQaccffefnwwahga reducible gLALQaccffefnwwdegp reducible gLALQaccffefnwwqagx SFS[D(3,1)(2,1)] gLALQaccffefnwwltgx SFS[D(3,1)(2,1)] gLALQaccffefnwwxxgh SFS[D(3,1)(2,1)] gLALQaccffefnwwupgt reducible gLALQaccffefnwwltgm SFS[D(3,1)(2,1)] gLALQaccffefncwupgt reducible gLALQaccffefncwppgt SFS[D(5,2)(2,1)] gLALQaccffefncwapgt SFS[D(5,2)(2,1)] gLALQaccdfffjjjcapu reducible gLALQaccdfffjjjcppe reducible gLALQaccdfffjjjcpdh reducible gLALQaccdfffjjjcexe reducible gLALQaccdfffjjjceme reducible gLALQaccdfffjjjceeu reducible gLALQaccdfffjjjcexu reducible gLALQaccdfffjjjcemu reducible gLALQaccdfffjjjceeh reducible gLALQaccdfffjjjcexh reducible gLALQaccdfffjjjcemh reducible gLALQaccdfffjjjcead reducible gLALQaccdfffjjjcdxi reducible gLALQaccdfffjjjcima reducible gLALQaccdfffjjjciei reducible gLALQaccdfffjjjjead toroidal gLALQaccdfffjjjwead toroidal gLAPPccbeeffaicvvqk reducible gLAPPccbeeffamcvvqk reducible gLAPPccbeeffppcbblk SFS[D(4,3)(3,1)] gLAPPccbeeffppfvvdj SFS[D(4,1)(3,1)] gLAPPccbeeffaifooxj SFS[D(4,3)(3,1)] gLAPPccbeeffhpcbblk SFS[D(4,1)(3,1)] gLAPPccbeeffiucooek reducible gLAPPccbeeffamfooxj SFS[D(4,1)(3,1)] gLAPPccbeeffdpcbblk toroidal gLAPPccbeeffpxfvvdj SFS[D(4,3)(3,1)] gLAPPccbeeffdecrrmk SFS[A(4,1)] gLAPPccbeeffaxccchk reducible gLAPPccbeeffimcbblk reducible gLAPPccbeeffhhcvvqk SFS[D(4,1)(2,1)] gLAPPccbeeffimfvvdj SFS[D(4,1)(2,1)] gLAPPccbeeffaxfjjaj SFS[D(4,1)(2,1)] gLAPPccbeeffimckkak reducible gLAPPccbeeffpucjjpk SFS[D(4,1)(2,1)] gLAPPccbeeffdejrrmk SFS[A(4,1)] gLAPPccbeeffderwwtj toroidal gLAPPccbeeffaxfjjin SFS[D(4,1)(2,1)] gLAPPccbeeffpucjjqs SFS[D(4,1)(2,1)] gLAPPccbeeffimckkls reducible gLAPPccbeeffimcbbts reducible gLAPPccbeeffimfvvhn SFS[D(4,1)(2,1)] gLAPPccbeeffhhcvvms SFS[D(4,1)(2,1)] gLAPPccbeeffdecrrps SFS[A(4,1)] gLAPPccbeeffaxcccus reducible gLAPPccbeeffppcbbts SFS[D(4,1)(3,1)] gLAPPccbeeffppfvvhn SFS[D(4,3)(3,1)] gLAPPccbeeffaicvvms reducible gLAPPccbeeffamcvvms reducible gLAPPccbeeffamfootn SFS[D(4,3)(3,1)] gLAPPccbeeffdpcbbts toroidal gLAPPccbeeffpxfvvhn SFS[D(4,1)(3,1)] gLAPPccbeeffaifootn SFS[D(4,1)(3,1)] gLAPPccbeeffhpcbbts SFS[D(4,3)(3,1)] gLAPPccbeeffiucoohs reducible gLAPPccbeeffdejrrps SFS[A(4,1)] gLAPPccbeeffderwwun toroidal gLALQaccdfffjwjcima reducible gLAPPccbeeffimcjkak reducible gLAPPccbeeffaxfjwin SFS[D(5,2)(2,1)] gLAPPccbeeffpucjcqs SFS[D(5,2)(2,1)] gLAPPccbeeffimckrls reducible gLAPPccbeeffimcbots reducible gLAPPccbeeffimfvohn SFS[D(5,2)(2,1)] gLAPPccbeeffhhcvbms SFS[D(5,2)(2,1)] gLAPPccbeeffdecrfps SFS[A(5,2)] gLAPPccbeeffaxccwus reducible gLAPPccbeeffppcbots SFS[D(5,3)(3,1)] gLAPPccbeeffppfvohn SFS[D(5,2)(3,1)] gLAPPccbeeffaicvbms reducible gLAPPccbeeffamcvbms reducible gLAPPccbeeffamfobtn SFS[D(5,2)(3,1)] gLAPPccbeeffdpcbots toroidal gLAPPccbeeffpxfvohn SFS[D(5,3)(3,1)] gLAPPccbeeffaifobtn SFS[D(5,3)(3,1)] gLAPPccbeeffhpcbots SFS[D(5,2)(3,1)] gLAPPccbeeffiucovhs reducible gLALQaccdfffjcjcima reducible gLAPPccbeeffimcgkak reducible gLAPPccbeeffaxfjcin toroidal gLAPPccbeeffpucjwqs toroidal gLAPPccbeeffapfjcin SFS[D(3,1)(2,1)] gLAPPccbeeffapcgnes SFS[D(3,1)(2,1)] gLAPPccbeeffimckfls reducible gLAPPccbeeffalfjcin SFS[D(3,1)(2,1)] gLAPPccbeeffiickfls SFS[D(3,1)(2,1)] gLAPPccbeeffdlffkpn SFS[D(3,1)(2,1)] gLAPPccbeeffimcbvts reducible gLAPPccbeeffimfvbhn toroidal gLAPPccbeeffalcobhs SFS[D(3,1)(2,1)] gLAPPccbeeffhhcvoms toroidal gLAPPccbeeffiifvbhn SFS[D(3,1)(2,1)] gLAPPccbeeffiicbvts SFS[D(3,1)(2,1)] gLAPPccbeeffalfbomn SFS[D(3,1)(2,1)] gLAPPccbeeffhlfgsdn SFS[D(3,1)(2,1)] gLAPPccbeeffdecrkps toroidal gLAPPccbeeffppcbvts toroidal gLAPPccbeeffppfvbhn toroidal gLAPPccbeeffamfovtn toroidal gLAPPccbeeffdpcbvts toroidal gLAPPccbeeffpxfvbhn toroidal gLAPPccbeeffaifovtn toroidal gLAPPccbeeffhpcbvts toroidal gLAPPccbeeffimcfots reducible gLAPPccbeeffiicfots SFS[D(3,1)(2,1)] gLAPPccbeeffalfcvmn SFS[D(3,1)(2,1)] gLALQaccdfffjcbcima reducible gLAPPccbeeffimccots reducible gLALQaccdfffjcncima reducible gLALQccbeeffimcgsic reducible gLALQccbeeffalfgnlf reducible gLALQccbeeffalfnflf reducible gLAPPccbeeffimcwslg reducible gLAPPccbeeffimcsnlg reducible gLALQccbeeffimcnsic reducible gLALQccbeeffalfsnlf reducible gLALQccbeeffalfnwlf reducible gLAPPccbeeffimcvslg reducible gLAPPccbeeffimcsglg reducible gLALQccbeeffimjnric reducible gLALQccbeeffalkswlf reducible gLALQccbeeffalrswlf reducible gLAPPccbeeffpucokqg reducible gLAPPccbeeffaxfogig reducible gLAPPccbeeffimcvglg reducible gLAPPccbeeffppfkshg reducible gLAPPccbeeffppcgftg reducible gLAPPccbeeffaifjrtg reducible gLAPPccbeeffiucjnhg reducible gLAPPccbeeffhpcgftg reducible gLAPPccbeeffamfjrtg reducible gLAPPccbeeffpxfkshg reducible gLAPPccbeeffdpcgftg reducible gLAPPccbeeffamckwmg reducible gLAPPccbeeffaickwmg reducible gLAPPccbeeffdecwopg reducible gLAPPccbeeffaxcnbug reducible gLAPPccbeeffimfkshg reducible gLAPPccbeeffimcgftg reducible gLAPPccbeeffhhckwmg reducible gLAPPccbeeffpujokqg reducible gLAPPccbeeffpurvjxg reducible gLAPPccbeeffapwbjeg reducible gLAPPccbeeffaprogig reducible gLALQccbeeffdlfbjuf reducible gLALQccbeeffdlcvjuc reducible gLALQccbeeffdufjnef reducible gLALQccbeeffdhfjnef reducible gLALQccbeefflxcjrxc reducible gLALQccbeeffdhcksdc reducible gLALQccbeeffhufjnef reducible gLALQccbeeffaxfgflf reducible gLALQccbeeffimfkwqf reducible gLALQccbeeffalcjrxc reducible gLALQccbeeffapfgflf reducible gLALQccbeeffhucksdc reducible gLALQccbeefflpcjrxc reducible gLALQccbeeffamfrsdf reducible gLALQccbeeffaifrsdf reducible gLALQccbeeffaicksdc reducible gLALQccbeeffiufgflf reducible gLALQccbeeffhpfkwqf reducible gLALQccbeeffaicwnec reducible gLALQccbeefflmfrsdf reducible gLALQccbeeffdpfkwqf reducible gLALQccbeeffamfjnef reducible gLALQccbeeffdpcfwqc reducible gLALQccbeeffhpcfwqc reducible gLALQccbeeffhxcfwqc reducible gLALQccbeeffdxfkwqf reducible gLALQccbeeffaifjnef reducible gLALQccbeeffhpcgcic reducible gLALQccbeeffiucjrxc reducible gLALQccbeeffdlfscif reducible gLALQccbeeffdecogac reducible gLALQccbeeffaxfokpf reducible gLALQccbeeffaxcbkpc reducible gLALQccbeeffimfscif reducible gLALQccbeeffapfokpf reducible gLALQccbeeffalcnflc reducible gLALQccbeeffimjgcic reducible gLALQccbeeffalkgflf reducible gLALQccbeeffalrgflf reducible gLAPPccbeeffpucnfqg reducible gLAPPccbeeffaxfrsig reducible gLAPPccbeeffimcwnlg reducible gLAPPccbeeffppfjnhg reducible gLAPPccbeeffppcjrtg reducible gLAPPccbeeffaifgftg reducible gLAPPccbeeffiuckshg reducible gLAPPccbeeffhpcjrtg reducible gLAPPccbeeffamfgftg reducible gLAPPccbeeffpxfjnhg reducible gLAPPccbeeffdpcjrtg reducible gLAPPccbeeffdecsbpg reducible gLAPPccbeeffimfjnhg reducible gLAPPccbeeffimcjrtg reducible gLAPPccbeeffhhcgcmg reducible gLAPPccbeeffpujnfqg reducible gLAPPccbeeffpurscxg reducible gLAPPccbeeffapwfweg reducible gLAPPccbeeffaprrsig reducible gLALQccbeeffimcgric reducible gLALQccbeeffalfsflf reducible gLALQccbeeffalfgwlf reducible gLAPPccbeeffimcvnlg reducible gLAPPccbeeffimcwglg reducible gLALQaccfffebkgdeqb reducible gLALQaccfffebkgahib reducible gLALQaccfffebkgupib reducible gLALQaccfffebkgimeb reducible gLALQaccfffebkgpaeb reducible gLALQaccfffebkguaeb reducible gLALQaccfffebkgaleb reducible gLALQaccfffebkgpleb reducible gLALQaccfffebkguleb reducible gLALQaccfffebkgateb reducible gLALQaccfffebkgpteb reducible gLALQaccfffebkguteb reducible gLALQaccfffebkgdelb reducible gLALQaccfffebkgltpb reducible gLALQaccfffebkgqapb reducible gLALQaccffefbkgdeca reducible gLALQaccffefbkgdefd reducible gLALQaccfffebrgltpb reducible gLALQaccfffebrgllpb reducible gLALQaccfffebrglapb reducible gLALQaccffefbrgupch reducible gLALQaccffefbrgdefd reducible gLALQaccfffebfgltpb reducible gLALQaccffefbfgltcq reducible gLALQaccffefbfgupfl reducible gLALQaccffefbfgdefd reducible gLALQaccffefbfglefl SFS[D(2,1)(2,1)] gLALQaccffefbfgimfh T2xI gLALQaccfffebkfltpb reducible gLALQaccfffebkfllpb reducible gLALQaccfffebkflapb reducible gLALQaccffefbkfupch reducible gLALQaccffefbkfdefd reducible gLALQaccfffebrfltpb reducible gLALQaccffefbrfupch reducible gLALQaccffefbrfdefd reducible gLALQaccfffebffdeqb reducible gLALQaccfffebffahib reducible gLALQaccfffebffupib reducible gLALQaccfffebffimeb reducible gLALQaccfffebffpaeb reducible gLALQaccfffebffuaeb reducible gLALQaccfffebffaleb reducible gLALQaccfffebffpleb reducible gLALQaccfffebffuleb reducible gLALQaccfffebffateb reducible gLALQaccfffebffpteb reducible gLALQaccfffebffuteb reducible gLALQaccfffebffdelb reducible gLALQaccfffebffltpb reducible gLALQaccfffebffqapb reducible gLALQaccfffebffdeln reducible gLALQaccfffebffdelj reducible gLALQaccffefbffdecm reducible gLALQaccffefbffahch reducible gLALQaccffefbffupch reducible gLALQaccffefbffimca reducible gLALQaccffefbffpaca reducible gLALQaccffefbffuaca reducible gLALQaccffefbffalca reducible gLALQaccffefbffplca reducible gLALQaccffefbffulca reducible gLALQaccffefbffatca reducible gLALQaccffefbffptca reducible gLALQaccffefbffutca reducible gLALQaccffefbffdeci reducible gLALQaccffefbffltcq reducible gLALQaccffefbffqacq reducible gLALQaccffefbffdejm reducible gLALQaccffefbffdewm reducible gLALQaccffefbffplfh SFS[D(2,1)(2,1)] gLALQaccffefbffdpfm SFS[D(2,1)(2,1)] gLALQaccffefbffxhfm SFS[D(2,1)(2,1)] gLALQaccffefbffimfp T2xI gLALQaccffefbffxmfd SFS[D(3,1)(2,1)] gLALQaccffefbffdmfd SFS[D(3,1)(2,1)] gLALQaccffefbffixfd SFS[D(3,1)(2,1)] gLALQaccffefbffdxfd SFS[D(3,1)(2,1)] gLALQaccffefbffiefd SFS[D(3,1)(2,1)] gLALQaccffefbffxefd SFS[D(3,1)(2,1)] gLALQaccffefbffplfp SFS[D(2,1)(2,1)] gLALQaccffefbfflefl SFS[D(2,1)(2,1)] gLALQaccffefbffqxfl SFS[D(2,1)(2,1)] gLALQaccffefbffimfh T2xI gLALQaccffefbffdekd reducible gLALQaccffefbffderd reducible gLALQaccfffebkvltpb reducible gLALQaccffefbkvltcq reducible gLALQaccffefbkvupfl reducible gLALQaccffefbkvdefd reducible gLALQaccffefbkvlefl SFS[D(2,1)(2,1)] gLALQaccffefbkvimfh T2xI gLALQaccfffebrvdeqb reducible gLALQaccfffebrvahib reducible gLALQaccfffebrvupib reducible gLALQaccfffebrvimeb reducible gLALQaccfffebrvxxeb reducible gLALQaccfffebrvpaeb reducible gLALQaccfffebrvuaeb reducible gLALQaccfffebrvaleb reducible gLALQaccfffebrvpleb reducible gLALQaccfffebrvuleb reducible gLALQaccfffebrvateb reducible gLALQaccfffebrvpteb reducible gLALQaccfffebrvuteb reducible gLALQaccfffebrveedb reducible gLALQaccfffebrvddab reducible gLALQaccfffebrvdelb reducible gLALQaccfffebrvltpb reducible gLALQaccfffebrvqapb reducible gLALQaccfffebrvahin SFS[D(3,1)(2,1)] gLALQaccfffebrvxxen reducible gLALQaccfffebrvpaen SFS[D(3,1)(3,1)] gLALQaccfffebrvuaen SFS[D(3,1)(3,2)] gLALQaccfffebrvalen SFS[D(3,1)(3,2)] gLALQaccfffebrvaten SFS[D(3,1)(3,1)] gLALQaccfffebrveedn reducible gLALQaccfffebrvddan reducible gLALQaccfffebrvqapn SFS[D(3,1)(2,1)] gLALQaccfffebrvahij SFS[D(3,1)(2,1)] gLALQaccfffebrvxxej reducible gLALQaccfffebrvpaej SFS[D(3,1)(3,2)] gLALQaccfffebrvuaej SFS[D(3,1)(3,1)] gLALQaccfffebrvalej SFS[D(3,1)(3,1)] gLALQaccfffebrvatej SFS[D(3,1)(3,2)] gLALQaccfffebrveedj reducible gLALQaccfffebrvddaj reducible gLALQaccfffebrvqapj SFS[D(3,1)(2,1)] gLALQaccffefbrvimcm T2xI gLALQaccffefbrvdpcq SFS[D(2,1)(2,1)] gLALQaccffefbrvdeca reducible gLALQaccffefbrvltcq reducible gLALQaccffefbrvqawt SFS[D(2,1)(2,1)] gLALQaccffefbrvpawi SFS[D(3,1)(2,1)] gLALQaccffefbrvuawi SFS[D(3,1)(2,1)] gLALQaccffefbrvalwi SFS[D(3,1)(2,1)] gLALQaccffefbrvatwi SFS[D(3,1)(2,1)] gLALQaccffefbrveewu reducible gLALQaccffefbrvddwq reducible gLALQaccffefbrvahwe SFS[D(2,1)(2,1)] gLALQaccffefbrvxxwi reducible gLALQaccffefbrvupfl reducible gLALQaccffefbrvdefd reducible gLALQaccffefbrvlefl SFS[D(2,1)(2,1)] gLALQaccffefbrvimfh T2xI gLALQaccffefbrvxxrp reducible gLALQaccffefbrvqare SFS[D(2,1)(2,1)] gLALQaccffefbrvparp SFS[D(3,1)(2,1)] gLALQaccffefbrvuarp SFS[D(3,1)(2,1)] gLALQaccffefbrvalrp SFS[D(3,1)(2,1)] gLALQaccffefbrvatrp SFS[D(3,1)(2,1)] gLALQaccffefbrveerl reducible gLALQaccffefbrvddrx reducible gLALQaccffefbrvahrt SFS[D(2,1)(2,1)] gLALQaccfffebfvltpb reducible gLALQaccfffebfvllpb reducible gLALQaccfffebfvlapb reducible gLALQaccffefbfvltcq reducible gLALQaccffefbfvllcq reducible gLALQaccffefbfvlacq reducible gLALQaccffefbfvxxfp SFS[D(2,1)(2,1)] gLALQaccffefbfvltfx SFS[D(2,1)(2,1)] gLALQaccffefbfvupfl reducible gLALQaccffefbfvdefd reducible gLALQaccffefbfvltfe SFS[D(2,1)(2,1)] gLALQaccffefbfvqafe SFS[D(2,1)(2,1)] gLALQaccffefbfvpafp SFS[D(3,1)(2,1)] gLALQaccffefbfvuafp SFS[D(3,1)(2,1)] gLALQaccffefbfvalfp reducible gLALQaccffefbfvatfp reducible gLALQaccffefbfveefl SFS[D(3,1)(2,1)] gLALQaccffefbfvlefl toroidal gLALQaccffefbfvqefl SFS[D(3,1)(2,1)] gLALQaccffefbfvddfx SFS[D(3,1)(2,1)] gLALQaccffefbfvxdfx SFS[D(3,1)(2,1)] gLALQaccffefbfvidfx reducible gLALQaccffefbfvimfh SFS[A(2,1)] gLALQaccffefbfvahft reducible gLALQaccfffebjjdelb reducible gLALQaccfffebjjqapb reducible gLALQaccfffebjjltpb reducible gLALQaccfffebjjaleb reducible gLALQaccfffebjjateb reducible gLALQaccfffebjjpaeb reducible gLALQaccfffebjjpleb reducible gLALQaccfffebjjpteb reducible gLALQaccfffebjjuaeb reducible gLALQaccfffebjjuleb reducible gLALQaccfffebjjuteb reducible gLALQaccfffebjjimeb reducible gLALQaccfffebjjdeqb reducible gLALQaccfffebjjupib reducible gLALQaccfffebjjahib reducible gLALQaccfffebjjimen SFS[A(3,1)] gLALQaccfffebjjimej SFS[A(3,1)] gLALQaccffefbjjlech SFS[D(2,1)(2,1)] gLALQaccffefbjjimci T2xI gLALQaccffefbjjdeca reducible gLALQaccffefbjjupch reducible gLALQaccffefbjjimji T2xI gLALQaccffefbjjimwi SFS[A(2,1)] gLALQaccffefbjjltfm reducible gLALQaccffefbjjdefd reducible gLALQaccffefbjjimfp T2xI gLALQaccffefbjjdpfm SFS[D(2,1)(2,1)] gLALQaccffefbjjimkp T2xI gLALQaccffefbjjimrp SFS[A(2,1)] gLALQaccfffebjbltpb reducible gLALQaccffefbjbdeca reducible gLALQaccffefbjbupfl reducible gLALQaccfffebjnltpb reducible gLALQaccfffebjnllpb reducible gLALQaccfffebjnlapb reducible gLALQaccffefbjndeca reducible gLALQaccffefbjnupfl reducible gLALQaccfffebwjltpb reducible gLALQaccffefbwjlech SFS[D(2,1)(2,1)] gLALQaccffefbwjimci T2xI gLALQaccffefbwjdeca reducible gLALQaccffefbwjupch reducible gLALQaccffefbwjltfm reducible gLALQaccfffebwbltpb reducible gLALQaccfffebwbllpb reducible gLALQaccfffebwblapb reducible gLALQaccffefbwbdeca reducible gLALQaccffefbwbupfl reducible gLALQaccfffebwndelb reducible gLALQaccfffebwnqapb reducible gLALQaccfffebwnltpb reducible gLALQaccfffebwnaleb reducible gLALQaccfffebwnateb reducible gLALQaccfffebwnpaeb reducible gLALQaccfffebwnpleb reducible gLALQaccfffebwnpteb reducible gLALQaccfffebwnuaeb reducible gLALQaccfffebwnuleb reducible gLALQaccfffebwnuteb reducible gLALQaccfffebwnddab reducible gLALQaccfffebwneedb reducible gLALQaccfffebwnimeb reducible gLALQaccfffebwnxxeb reducible gLALQaccfffebwndeqb reducible gLALQaccfffebwnupib reducible gLALQaccfffebwnahib reducible gLALQaccffefbwndeca reducible gLALQaccffefbwndefd reducible gLALQaccfffebcjltpb reducible gLALQaccfffebcjllpb reducible gLALQaccfffebcjlapb reducible gLALQaccffefbcjalcm reducible gLALQaccffefbcjatcm reducible gLALQaccffefbcjpacm SFS[D(3,1)(2,1)] gLALQaccffefbcjuacm SFS[D(3,1)(2,1)] gLALQaccffefbcjddct SFS[D(3,1)(2,1)] gLALQaccffefbcjxdct SFS[D(3,1)(2,1)] gLALQaccffefbcjidct reducible gLALQaccffefbcjeech SFS[D(3,1)(2,1)] gLALQaccffefbcjlech toroidal gLALQaccffefbcjqech SFS[D(3,1)(2,1)] gLALQaccffefbcjimci SFS[A(2,1)] gLALQaccffefbcjahcu reducible gLALQaccffefbcjdeca reducible gLALQaccffefbcjqacd SFS[D(2,1)(2,1)] gLALQaccffefbcjltcd SFS[D(2,1)(2,1)] gLALQaccffefbcjxxcm SFS[D(2,1)(2,1)] gLALQaccffefbcjupch reducible gLALQaccffefbcjltct SFS[D(2,1)(2,1)] gLALQaccffefbcjltfm reducible gLALQaccffefbcjllfm reducible gLALQaccffefbcjlafm reducible gLALQaccfffebcbdelb reducible gLALQaccfffebcbqapb reducible gLALQaccfffebcbltpb reducible gLALQaccfffebcbaleb reducible gLALQaccfffebcbateb reducible gLALQaccfffebcbpaeb reducible gLALQaccfffebcbpleb reducible gLALQaccfffebcbpteb reducible gLALQaccfffebcbuaeb reducible gLALQaccfffebcbuleb reducible gLALQaccfffebcbuteb reducible gLALQaccfffebcbimeb reducible gLALQaccfffebcbdeqb reducible gLALQaccfffebcbupib reducible gLALQaccfffebcbahib reducible gLALQaccfffebcbdeqn reducible gLALQaccfffebcbdeqj reducible gLALQaccffefbcbplcm SFS[D(2,1)(2,1)] gLALQaccffefbcblech SFS[D(2,1)(2,1)] gLALQaccffefbcbqxch SFS[D(2,1)(2,1)] gLALQaccffefbcbimci T2xI gLALQaccffefbcbixca SFS[D(3,1)(2,1)] gLALQaccffefbcbieca SFS[D(3,1)(2,1)] gLALQaccffefbcbxmca SFS[D(3,1)(2,1)] gLALQaccffefbcbxeca SFS[D(3,1)(2,1)] gLALQaccffefbcbdmca SFS[D(3,1)(2,1)] gLALQaccffefbcbdxca SFS[D(3,1)(2,1)] gLALQaccffefbcbplci SFS[D(2,1)(2,1)] gLALQaccffefbcbdpcq SFS[D(2,1)(2,1)] gLALQaccffefbcbxhcq SFS[D(2,1)(2,1)] gLALQaccffefbcbimcm T2xI gLALQaccffefbcbdeja reducible gLALQaccffefbcbdewa reducible gLALQaccffefbcbdefh reducible gLALQaccffefbcbqafm reducible gLALQaccffefbcbltfm reducible gLALQaccffefbcbimfd reducible gLALQaccffefbcbalfd reducible gLALQaccffefbcbatfd reducible gLALQaccffefbcbpafd reducible gLALQaccffefbcbplfd reducible gLALQaccffefbcbptfd reducible gLALQaccffefbcbuafd reducible gLALQaccffefbcbulfd reducible gLALQaccffefbcbutfd reducible gLALQaccffefbcbdefp reducible gLALQaccffefbcbupfl reducible gLALQaccffefbcbahfl reducible gLALQaccffefbcbdekh reducible gLALQaccffefbcbderh reducible gLALQaccfffebcnltpb reducible gLALQaccffefbcnlech SFS[D(2,1)(2,1)] gLALQaccffefbcnimci T2xI gLALQaccffefbcndeca reducible gLALQaccffefbcnupch reducible gLALQaccffefbcnltfm reducible gLALQccbeeffdufvsef reducible gLALQccbeeffdhfvsef reducible gLALQccbeefflxcbfxc reducible gLALQccbeeffdhcondc reducible gLALQccbeeffhufvsef reducible gLALQccbeeffaxforlf reducible gLALQccbeeffimfbcqf reducible gLALQccbeeffalcbfxc reducible gLALQccbeeffapforlf reducible gLALQccbeeffhucondc reducible gLALQccbeefflpcbfxc reducible gLALQccbeeffdlfswuf reducible gLALQccbeeffdlcfcuc reducible gLALQccbeeffdeckgec reducible gLALQccbeeffaxfcfpf reducible gLALQccbeeffaxcjklc reducible gLALQccbeeffimfkjif reducible gLALQccbeeffapfcfpf reducible gLALQccbeeffalcjklc reducible gLALQccbeeffamfjgdf reducible gLALQccbeeffaifjgdf reducible gLALQccbeeffaicondc reducible gLALQccbeeffiuforlf reducible gLALQccbeeffhpfbcqf reducible gLALQccbeeffaickgec reducible gLALQccbeefflmfjgdf reducible gLALQccbeeffdpfbcqf reducible gLALQccbeeffamfvsef reducible gLALQccbeeffdpcgjqc reducible gLALQccbeeffhpcgjqc reducible gLALQccbeeffhxcgjqc reducible gLALQccbeeffdxfbcqf reducible gLALQccbeeffaifvsef reducible gLALQccbeeffhpcvwic reducible gLALQccbeeffiucbfxc reducible gLALQccbeeffdlfkjif reducible gLALQccbeeffimjvwic reducible gLALQccbeeffalrorlf reducible gLALQccbeeffalkorlf reducible gLAPPccbeeffimfcohg reducible gLAPPccbeeffhhcnbmg reducible gLAPPccbeeffimcwotg reducible gLAPPccbeeffdecgfpg reducible gLAPPccbeeffaxckwug reducible gLAPPccbeeffaifsbtg reducible gLAPPccbeeffamfsbtg reducible gLAPPccbeeffppfcohg reducible gLAPPccbeeffiucfvhg reducible gLAPPccbeeffpxfcohg reducible gLAPPccbeeffppcwotg reducible gLAPPccbeeffhpcwotg reducible gLAPPccbeeffdpcwotg reducible gLAPPccbeeffaicnbmg reducible gLAPPccbeeffamcnbmg reducible gLAPPccbeeffpucscqg reducible gLAPPccbeeffimccrlg reducible gLAPPccbeeffaxffwig reducible gLAPPccbeeffpujscqg reducible gLAPPccbeeffpurnfxg reducible gLAPPccbeeffaprfwig reducible gLAPPccbeeffapwrseg reducible gLALQccbeeffimcbwic reducible gLALQccbeeffalfojlf reducible gLALQccbeeffalfbrlf reducible gLAPPccbeeffimcsotg reducible gLAPPccbeeffimcwbtg reducible gLALQccbeeffimcowic reducible gLALQccbeeffalfovlf reducible gLALQccbeeffalfvrlf reducible gLAPPccbeeffimcvotg reducible gLAPPccbeeffimcwvtg reducible gLALQccbeeffimjooic reducible gLALQccbeeffalrvvlf reducible gLALQccbeeffalkvvlf reducible gLAPPccbeeffimfbbhg reducible gLAPPccbeeffhhcoomg reducible gLAPPccbeeffimcvvtg reducible gLAPPccbeeffdeckkpg reducible gLAPPccbeeffaifvvtg reducible gLAPPccbeeffamfvvtg reducible gLAPPccbeeffppfbbhg reducible gLAPPccbeeffiucbbhg reducible gLAPPccbeeffpxfbbhg reducible gLAPPccbeeffppcvvtg reducible gLAPPccbeeffhpcvvtg reducible gLAPPccbeeffdpcvvtg reducible gLAPPccbeeffpucwwqg reducible gLAPPccbeeffimcfflg reducible gLAPPccbeeffaxfccig reducible gLAPPccbeeffpujwwqg reducible gLAPPccbeeffpurrrxg reducible gLAPPccbeeffaprccig reducible gLAPPccbeeffapwnneg reducible gLALQccbeeffimcboic reducible gLALQccbeeffalfbvlf reducible gLALQccbeeffalfvjlf reducible gLAPPccbeeffimcvbtg reducible gLAPPccbeeffimcsvtg reducible gLALQaccdfffbgjcuiq T2xI gLALQaccdfffbgjcxue SFS[D(2,1)(2,1)] gLALQaccdfffbgjcuae SFS[D(2,1)(2,1)] gLALQaccdfffbgjcxah SFS[D(2,1)(2,1)] gLALQaccdfffbgjchqu SFS[D(3,1)(2,1)] gLALQaccdfffbgjclqu SFS[D(3,1)(2,1)] gLALQaccdfffbgjciqh SFS[D(3,1)(2,1)] gLALQaccdfffbgjclqh SFS[D(3,1)(2,1)] gLALQaccdfffbgjciqe SFS[D(3,1)(2,1)] gLALQaccdfffbgjchqe SFS[D(3,1)(2,1)] gLALQaccdfffbgjcqui T2xI gLALQaccdfffbgjclia SFS[D(2,1)(2,1)] gLALQaccdfffbgjclxi SFS[D(2,1)(2,1)] gLALQaccdfffbgjchxa SFS[D(2,1)(2,1)] gLALQaccdfffbgjjlqe SFS[D(3,1)(2,1)] gLALQaccdfffbgjwlqe SFS[D(3,1)(2,1)] gLALQaccfffebgjupmf reducible gLALQaccfffebgjimuf T2xI gLALQaccfffebgjutuf SFS[D(2,1)(2,1)] gLALQaccfffebgjltlf reducible gLALQaccfffebgjdexr toroidal gLALQaccfffebgjealr SFS[D(5,2)(2,1)] gLALQaccfffebgjadpr SFS[D(5,2)(2,1)] gLALQaccfffebgjdexk toroidal gLALQaccfffebgjealk SFS[D(4,1)(2,1)] gLALQaccfffebgjadpk SFS[D(4,1)(2,1)] gLALQaccffefbgjupge reducible gLALQaccffefbgjutgi SFS[D(2,1)(2,1)] gLALQaccffefbgjimgi T2xI gLALQaccffefbgjltgt reducible gLALQaccffefbgjdeja toroidal gLALQaccffefbgjeajd SFS[D(5,2)(2,1)] gLALQaccffefbgjadje SFS[D(5,2)(2,1)] gLALQaccffefbgjdeka toroidal gLALQaccffefbgjeakd SFS[D(4,1)(2,1)] gLALQaccffefbgjadke SFS[D(4,1)(2,1)] gLALQaccdfffbsjclqe reducible gLALQaccfffebsjupmf reducible gLALQaccffefbsjltgt reducible gLALQaccdfffbnjclqe reducible gLALQaccfffebnjupmf reducible gLALQaccffefbnjltgt reducible gLALQaccdfffbgnctit SFS[D(2,1)(2,1)] gLALQaccdfffbgnctdq SFS[D(2,1)(2,1)] gLALQaccdfffbgncuxt reducible gLALQaccdfffbgnclqe reducible gLALQaccdfffbgncheu SFS[D(2,1)(2,1)] gLALQaccdfffbgnciee SFS[D(2,1)(2,1)] gLALQaccdfffbgncqui SFS[A(2,1)] gLALQaccdfffbgncppi reducible gLALQaccdfffbgnclii SFS[D(3,1)(2,1)] gLALQaccdfffbgnchii SFS[D(3,1)(2,1)] gLALQaccdfffbgnciia reducible gLALQaccdfffbgnciim reducible gLALQaccdfffbgncixi SFS[D(3,1)(2,1)] gLALQaccdfffbgnclxi toroidal gLALQaccdfffbgnchxi SFS[D(3,1)(2,1)] gLALQaccdfffbgncidi SFS[D(3,1)(2,1)] gLALQaccdfffbgncldi SFS[D(3,1)(2,1)] gLALQaccdfffbgnchdi reducible gLALQaccdfffbgnjqui toroidal gLALQaccdfffbgnwqui SFS[A(2,1)] gLALQaccfffebgnimtf reducible gLALQaccfffebgnalxf reducible gLALQaccfffebgnatxf reducible gLALQaccfffebgneepf reducible gLALQaccfffebgnexpf reducible gLALQaccfffebgnempf reducible gLALQaccfffebgnddlf reducible gLALQaccfffebgndplf reducible gLALQaccfffebgndhlf reducible gLALQaccfffebgndeuf reducible gLALQaccfffebgnahqf reducible gLALQaccfffebgnupqf reducible gLALQaccfffebgnxxxf reducible gLALQaccfffebgnltlf reducible gLALQaccfffebgnuppf reducible gLALQaccfffebgnimtr toroidal gLALQaccfffebgnimtk toroidal gLALQaccffefbgndega SFS[D(2,1)(2,1)] gLALQaccffefbgnahge SFS[D(2,1)(2,1)] gLALQaccffefbgnupge reducible gLALQaccffefbgnpagi SFS[D(3,1)(2,1)] gLALQaccffefbgnuagi SFS[D(3,1)(2,1)] gLALQaccffefbgnalgi SFS[D(3,1)(2,1)] gLALQaccffefbgnplgi reducible gLALQaccffefbgnulgi SFS[D(3,1)(2,1)] gLALQaccffefbgnatgi SFS[D(3,1)(2,1)] gLALQaccffefbgnptgi SFS[D(3,1)(2,1)] gLALQaccffefbgnutgi toroidal gLALQaccffefbgneegu reducible gLALQaccffefbgnddgq reducible gLALQaccffefbgnimgi SFS[A(2,1)] gLALQaccffefbgnxxgi reducible gLALQaccffefbgndegm SFS[D(2,1)(2,1)] gLALQaccffefbgnltgt reducible gLALQaccffefbgnqagt SFS[D(2,1)(2,1)] gLALQaccffefbgnimji toroidal gLALQaccffefbgnimki SFS[A(2,1)] gLALQaccdfffbsncuxt reducible gLALQaccdfffbsnclqe reducible gLALQaccdfffbsncqui T2xI gLALQaccdfffbsnclxi SFS[D(2,1)(2,1)] gLALQaccdfffbsnjqui SFS[A(2,1)] gLALQaccdfffbsnwqui T2xI gLALQaccfffebsnimtf reducible gLALQaccfffebsnalxf reducible gLALQaccfffebsnatxf reducible gLALQaccfffebsneepf reducible gLALQaccfffebsnexpf reducible gLALQaccfffebsnempf reducible gLALQaccfffebsnddlf reducible gLALQaccfffebsndplf reducible gLALQaccfffebsndhlf reducible gLALQaccfffebsndeuf reducible gLALQaccfffebsnahqf reducible gLALQaccfffebsnupqf reducible gLALQaccfffebsnxxxf reducible gLALQaccfffebsnltlf reducible gLALQaccfffebsnuppf reducible gLALQaccfffebsnimtr SFS[A(3,1)] gLALQaccfffebsnimtk SFS[A(3,1)] gLALQaccffefbsnupge reducible gLALQaccffefbsnutgi SFS[D(2,1)(2,1)] gLALQaccffefbsnimgi T2xI gLALQaccffefbsnltgt reducible gLALQaccffefbsnimji SFS[A(2,1)] gLALQaccffefbsnimki T2xI gLALQaccdfffbnncuxt reducible gLALQaccdfffbnnclqe reducible gLALQaccdfffbnncqui T2xI gLALQaccdfffbnnclxi SFS[D(2,1)(2,1)] gLALQaccdfffbnnjqui SFS[A(2,1)] gLALQaccdfffbnnwqui T2xI gLALQaccfffebnnimtf reducible gLALQaccfffebnnalxf reducible gLALQaccfffebnnatxf reducible gLALQaccfffebnneepf reducible gLALQaccfffebnnexpf reducible gLALQaccfffebnnempf reducible gLALQaccfffebnnddlf reducible gLALQaccfffebnndplf reducible gLALQaccfffebnndhlf reducible gLALQaccfffebnndeuf reducible gLALQaccfffebnnahqf reducible gLALQaccfffebnnupqf reducible gLALQaccfffebnnxxxf reducible gLALQaccfffebnnltlf reducible gLALQaccfffebnnuppf reducible gLALQaccfffebnnimtr SFS[A(3,1)] gLALQaccfffebnnimtk SFS[A(3,1)] gLALQaccffefbnnupge reducible gLALQaccffefbnnutgi SFS[D(2,1)(2,1)] gLALQaccffefbnnimgi T2xI gLALQaccffefbnnltgt reducible gLALQaccffefbnnimji SFS[A(2,1)] gLALQaccffefbnnimki T2xI gLALQaccdfffbgbcuxt reducible gLALQaccdfffbgbclqe reducible gLALQaccdfffbgbcqui T2xI gLALQaccdfffbgbclxi SFS[D(2,1)(2,1)] gLALQaccdfffbgbjtdq toroidal gLALQaccdfffbgbjtdt SFS[D(5,2)(2,1)] gLALQaccdfffbgbjtdd SFS[D(5,2)(2,1)] gLALQaccdfffbgbwtdq toroidal gLALQaccdfffbgbwtdt SFS[D(4,1)(2,1)] gLALQaccdfffbgbwtdd SFS[D(4,1)(2,1)] gLALQaccfffebgbupmf reducible gLALQaccfffebgbdeuf reducible gLALQaccfffebgbimxf T2xI gLALQaccfffebgblemf SFS[D(2,1)(2,1)] gLALQaccfffebgbltir toroidal gLALQaccfffebgbllir SFS[D(4,1)(2,1)] gLALQaccfffebgblair SFS[D(4,1)(2,1)] gLALQaccfffebgbltik toroidal gLALQaccfffebgbllik SFS[D(5,2)(2,1)] gLALQaccfffebgblaik SFS[D(5,2)(2,1)] gLALQaccffefbgbqxgh SFS[D(2,1)(2,1)] gLALQaccffefbgbidgt SFS[D(2,1)(2,1)] gLALQaccffefbgbdpgt SFS[D(2,1)(2,1)] gLALQaccffefbgbimga T2xI gLALQaccffefbgbutgi SFS[D(2,1)(2,1)] gLALQaccffefbgbidgq SFS[D(2,1)(2,1)] gLALQaccffefbgbxhgq SFS[D(2,1)(2,1)] gLALQaccffefbgbimgi T2xI gLALQaccffefbgbxmgm SFS[D(3,1)(2,1)] gLALQaccffefbgbdmgm SFS[D(3,1)(2,1)] gLALQaccffefbgbqtgt SFS[D(3,1)(2,1)] gLALQaccffefbgbetgt SFS[D(3,1)(2,1)] gLALQaccffefbgbuhgh SFS[D(3,1)(2,1)] gLALQaccffefbgbphgh SFS[D(3,1)(2,1)] gLALQaccffefbgbltjt SFS[D(3,1)(2,1)] gLALQaccffefbgbltkt SFS[D(3,1)(2,1)] gLALQaccdfffbsbclqe reducible gLALQaccfffebsbupmf reducible gLALQaccffefbsbltgt reducible gLALQaccdfffbnbclqe reducible gLALQaccfffebnbupmf reducible gLALQaccffefbnbltgt reducible gLALQaccdfffbkkcpua reducible gLALQaccdfffbkkcqaa reducible gLALQaccdfffbkkcmai reducible gLALQaccdfffbkkcqqd reducible gLALQaccdfffbkkcqqt reducible gLALQaccdfffbkkcpqq reducible gLALQaccdfffbkkcpqd reducible gLALQaccdfffbkkcpqt reducible gLALQaccdfffbkkcmqq reducible gLALQaccdfffbkkcmqd reducible gLALQaccdfffbkkcmqt reducible gLALQaccdfffbkkciqu reducible gLALQaccdfffbkkcxid reducible gLALQaccdfffbkkcuxt reducible gLALQaccdfffbkkcxxq reducible gLALQaccdfffbkkjiqu SFS[A(3,1)] gLALQaccdfffbkkwiqu SFS[A(3,1)] gLALQaccfffebkklemf SFS[D(2,1)(2,1)] gLALQaccfffebkkimxf T2xI gLALQaccfffebkkdeuf reducible gLALQaccfffebkkupmf reducible gLALQaccfffebkkimxr T2xI gLALQaccfffebkkimxk SFS[A(2,1)] gLALQaccffefbkkltgt reducible gLALQaccffefbkkdegi reducible gLALQaccffefbkkimga T2xI gLALQaccffefbkkdpgt SFS[D(2,1)(2,1)] gLALQaccffefbkkimja T2xI gLALQaccffefbkkimka SFS[A(2,1)] gLALQaccdfffbfkcmai reducible gLALQaccfffebkodeuf reducible gLALQaccffefbkoupge reducible gLALQaccdfffbrkcmai reducible gLALQaccdfffbrkcmam reducible gLALQaccdfffbrkcmaa reducible gLALQaccfffebkwdeuf reducible gLALQaccffefbkwupge reducible gLALQaccdfffbkocuxt reducible gLALQaccfffebfkltlf reducible gLALQaccffefbfkdegi reducible gLALQaccdfffbfocuxt reducible gLALQaccfffebfodeuf reducible gLALQaccffefbfoltgt reducible gLALQaccdfffbrocmai reducible gLALQaccdfffbroclqe reducible gLALQaccdfffbrocuae SFS[D(2,1)(2,1)] gLALQaccdfffbrocuiq T2xI gLALQaccfffebfwupmf reducible gLALQaccffefbfwupge reducible gLALQaccdfffbkwcuxt reducible gLALQaccfffebrkltlf reducible gLALQaccffefbrkdegi reducible gLALQaccffefbrkadgu reducible gLALQaccffefbrkeagq reducible gLALQaccdfffbfwclqe reducible gLALQaccfffebroltlf reducible gLALQaccfffebroutuf SFS[D(2,1)(2,1)] gLALQaccfffebroimuf T2xI gLALQaccfffebroupmf reducible gLALQaccffefbrodegi reducible gLALQaccdfffbrwcmai reducible gLALQaccfffebrwltlf reducible gLALQaccffefbrwimgm reducible gLALQaccffefbrwahgh reducible gLALQaccffefbrwalga reducible gLALQaccffefbrwatga reducible gLALQaccffefbrwpaga reducible gLALQaccffefbrwuaga reducible gLALQaccffefbrwddgd reducible gLALQaccffefbrwxdgd reducible gLALQaccffefbrwidgd reducible gLALQaccffefbrweege reducible gLALQaccffefbrwlege reducible gLALQaccffefbrwqege reducible gLALQaccffefbrwdegi reducible gLALQaccffefbrwqagq reducible gLALQaccffefbrwltgq reducible gLALQaccffefbrwxxga reducible gLALQaccffefbrwupge reducible gLALQaccffefbrwltgd reducible gLALQaccdfffbkgcdxi reducible gLALQaccdfffbkgciei reducible gLALQaccdfffbkgcima reducible gLALQaccdfffbkgcead reducible gLALQaccdfffbkgceeu reducible gLALQaccdfffbkgceeh reducible gLALQaccdfffbkgcexe reducible gLALQaccdfffbkgcexu reducible gLALQaccdfffbkgcexh reducible gLALQaccdfffbkgceme reducible gLALQaccdfffbkgcemu reducible gLALQaccdfffbkgcemh reducible gLALQaccdfffbkgcapu reducible gLALQaccdfffbkgcpdh reducible gLALQaccdfffbkgcppe reducible gLAPPccbeeffimcjnlf reducible gLAPPccbeeffimcjntv reducible gLALQaccdfffbrgcpdh reducible gLAPPccbeeffimcsoaf reducible gLAPPccbeeffimcjstv reducible gLAPPccbeeffalfknmo reducible gLAPPccbeeffiicjstv reducible gLALQaccdfffbfgcpdh reducible gLAPPccbeeffimcfrtf reducible gLAPPccbeeffimccfav reducible gLAPPccbeeffimcjgtv reducible gLAPPccbeeffdpccfav SFS[D(2,1)(2,1)] gLAPPccbeeffdecnoqv T2xI gLALQaccdfffbkfcpdh reducible gLAPPccbeeffimcwvaf reducible gLAPPccbeeffimcgntv reducible gLAPPccbeeffalfgsmo reducible gLAPPccbeeffiicgntv reducible gLALQaccdfffbrfcpdh reducible gLAPPccbeeffimcsvaf reducible gLAPPccbeeffimcgstv reducible gLALQaccdfffbffjpdh SFS[D(3,1)(2,1)] gLALQaccdfffbffwpdh SFS[D(3,1)(2,1)] gLAPPccbeeffimcvvaf reducible gLAPPccbeeffimcgglf reducible gLAPPccbeeffdecwwmf T2xI gLAPPccbeeffdpcgglf SFS[D(2,1)(2,1)] gLAPPccbeeffpurvvuc SFS[D(2,1)(2,1)] gLAPPccbeeffimcffav reducible gLAPPccbeeffimcggtv reducible gLAPPccbeeffdpcffav SFS[D(2,1)(2,1)] gLAPPccbeeffdecooqv T2xI gLAPPccbeeffpurjjto SFS[D(2,1)(2,1)] gLALQaccdfffbkvcpdh reducible gLAPPccbeeffimccktf reducible gLAPPccbeeffimcbrav reducible gLAPPccbeeffimckntv reducible gLAPPccbeeffdpcbrav SFS[D(2,1)(2,1)] gLAPPccbeeffdecrbqv T2xI gLALQaccdfffbrvcdxi reducible gLALQaccdfffbrvciei reducible gLALQaccdfffbrvcima reducible gLALQaccdfffbrvcead reducible gLALQaccdfffbrvcett reducible gLALQaccdfffbrvceeu reducible gLALQaccdfffbrvceeh reducible gLALQaccdfffbrvcexe reducible gLALQaccdfffbrvcexu reducible gLALQaccdfffbrvcexh reducible gLALQaccdfffbrvceme reducible gLALQaccdfffbrvcemu reducible gLALQaccdfffbrvcemh reducible gLALQaccdfffbrvcqee reducible gLALQaccdfffbrvclee reducible gLALQaccdfffbrvcapu reducible gLALQaccdfffbrvcpdh reducible gLALQaccdfffbrvcppe reducible gLALQaccdfffbrvjiei SFS[D(3,1)(2,1)] gLALQaccdfffbrvjett reducible gLALQaccdfffbrvjeeu SFS[D(3,1)(3,1)] gLALQaccdfffbrvjeeh SFS[D(3,1)(3,2)] gLALQaccdfffbrvjexe SFS[D(3,1)(3,2)] gLALQaccdfffbrvjeme SFS[D(3,1)(3,1)] gLALQaccdfffbrvjqee reducible gLALQaccdfffbrvjlee reducible gLALQaccdfffbrvjppe SFS[D(3,1)(2,1)] gLALQaccdfffbrvwiei SFS[D(3,1)(2,1)] gLALQaccdfffbrvwett reducible gLALQaccdfffbrvweeu SFS[D(3,1)(3,2)] gLALQaccdfffbrvweeh SFS[D(3,1)(3,1)] gLALQaccdfffbrvwexe SFS[D(3,1)(3,1)] gLALQaccdfffbrvweme SFS[D(3,1)(3,2)] gLALQaccdfffbrvwqee reducible gLALQaccdfffbrvwlee reducible gLALQaccdfffbrvwppe SFS[D(3,1)(2,1)] gLAPPccbeeffdecrvpf T2xI gLAPPccbeeffdpcbktf SFS[D(2,1)(2,1)] gLAPPccbeeffimckslf reducible gLAPPccbeeffimcbktf reducible gLAPPccbeeffaxwcouf SFS[D(2,1)(2,1)] gLAPPccbeeffamwvjmf SFS[D(3,1)(2,1)] gLAPPccbeeffaiwvjmf SFS[D(3,1)(2,1)] gLAPPccbeeffamroktc SFS[D(3,1)(2,1)] gLAPPccbeeffairoktc SFS[D(3,1)(2,1)] gLAPPccbeeffpprvghc reducible gLAPPccbeeffppwbktf reducible gLAPPccbeeffaxrjnic SFS[D(2,1)(2,1)] gLAPPccbeeffhhroktc reducible gLAPPccbeeffimcbkav reducible gLAPPccbeeffimckstv reducible gLAPPccbeeffdpcbkav SFS[D(2,1)(2,1)] gLAPPccbeeffdecrvqv T2xI gLAPPccbeeffhhrokuo reducible gLAPPccbeeffaxrjnmo SFS[D(2,1)(2,1)] gLAPPccbeeffamrokuo SFS[D(3,1)(2,1)] gLAPPccbeeffairokuo SFS[D(3,1)(2,1)] gLAPPccbeeffamwvjpv SFS[D(3,1)(2,1)] gLAPPccbeeffaiwvjpv SFS[D(3,1)(2,1)] gLAPPccbeeffppwbkav reducible gLAPPccbeeffpprvgpo reducible gLAPPccbeeffaxwcoev SFS[D(2,1)(2,1)] gLALQaccdfffbfvcpdh reducible gLAPPccbeeffimcfktf reducible gLAPPccbeeffhlfgkho reducible gLAPPccbeeffhhcvwpv reducible gLAPPccbeeffimfvspo reducible gLAPPccbeeffiifvspo reducible gLAPPccbeeffalconuv reducible gLAPPccbeeffimcbfav reducible gLAPPccbeeffiicbfav reducible gLAPPccbeeffalfbcao reducible gLAPPccbeeffdlffbdo reducible gLAPPccbeeffimckgtv reducible gLAPPccbeeffpucjkmv reducible gLAPPccbeeffapcgjhv reducible gLAPPccbeeffaxfjgmo reducible gLAPPccbeeffapfjgmo reducible gLAPPccbeeffalfjgmo reducible gLAPPccbeeffiickgtv reducible gLAPPccbeeffamforuo reducible gLAPPccbeeffaiforuo reducible gLAPPccbeeffamcvwpv reducible gLAPPccbeeffaicvwpv reducible gLAPPccbeeffppcbfav reducible gLAPPccbeeffdpcbfav reducible gLAPPccbeeffhpcbfav reducible gLAPPccbeeffppfvspo reducible gLAPPccbeeffpxfvspo reducible gLAPPccbeeffiuconuv reducible gLAPPccbeeffdecroqv reducible gLAPPccbeeffaxccbev reducible gLALQaccdfffbggcuxe SFS[D(2,1)(2,1)] gLALQaccdfffbggcxde SFS[D(2,1)(2,1)] gLALQaccdfffbggcudm SFS[D(2,1)(2,1)] gLALQaccdfffbggcxpl T2xI gLALQaccdfffbggcmlx SFS[D(3,1)(2,1)] gLALQaccdfffbggcqlx SFS[D(3,1)(2,1)] gLALQaccdfffbggcplm SFS[D(3,1)(2,1)] gLALQaccdfffbggcqlm SFS[D(3,1)(2,1)] gLALQaccdfffbggcple SFS[D(3,1)(2,1)] gLALQaccdfffbggcmle SFS[D(3,1)(2,1)] gLALQaccdfffbggcqpd SFS[D(2,1)(2,1)] gLALQaccdfffbggcqup SFS[D(2,1)(2,1)] gLALQaccdfffbggcmud SFS[D(2,1)(2,1)] gLALQaccdfffbggclxp T2xI gLALQaccdfffbggjuxx SFS[D(5,2)(3,1)] gLALQaccdfffbggjtxx SFS[D(5,3)(3,1)] gLALQaccdfffbggjxxe SFS[D(5,2)(3,1)] gLALQaccdfffbggjxxm SFS[D(5,3)(3,1)] gLALQaccdfffbggjxix SFS[D(5,3)(3,1)] gLALQaccdfffbggjxdx SFS[D(5,2)(3,1)] gLALQaccdfffbggjtpt SFS[D(4,1)(2,1)] gLALQaccdfffbggjxaa SFS[D(5,2)(2,1)] gLALQaccdfffbggjlql toroidal gLALQaccdfffbggjlel toroidal gLALQaccdfffbggjmlx toroidal gLALQaccdfffbggjqlx toroidal gLALQaccdfffbggjplm SFS[D(3,1)(2,1)] gLALQaccdfffbggjmlm toroidal gLALQaccdfffbggjqlm m003(0,0) gLALQaccdfffbggjple SFS[D(3,1)(2,1)] gLALQaccdfffbggjmle toroidal gLALQaccdfffbggjqle SFS[D(3,1)(2,1)] gLALQaccdfffbggjpex toroidal gLALQaccdfffbggjmex toroidal gLALQaccdfffbggjqex m016(0,0) gLALQaccdfffbggjpem m011(0,0) gLALQaccdfffbggjmem SFS[D(5,2)(2,1)] gLALQaccdfffbggjqem m017(0,0) gLALQaccdfffbggjpee toroidal gLALQaccdfffbggjmee SFS[D(5,2)(2,1)] gLALQaccdfffbggjpqx toroidal gLALQaccdfffbggjmqx m019(0,0) gLALQaccdfffbggjqqx SFS[D(5,2)(2,1)] gLALQaccdfffbggjpqm toroidal gLALQaccdfffbggjmqm SFS[D(4,1)(2,1)] gLALQaccdfffbggjqqm SFS[D(4,1)(2,1)] gLALQaccdfffbggjpqe m006(0,0) gLALQaccdfffbggjmqe m016(0,0) gLALQaccdfffbggjqpp toroidal gLALQaccdfffbggjmpp toroidal gLALQaccdfffbggjppd SFS[D(4,1)(3,1)] gLALQaccdfffbggjpph SFS[D(4,3)(3,1)] gLALQaccdfffbggjpup SFS[D(4,1)(3,1)] gLALQaccdfffbggjpap SFS[D(4,3)(3,1)] gLALQaccdfffbggjhxh SFS[D(5,2)(2,1)] gLALQaccdfffbggjiip SFS[D(4,1)(2,1)] gLALQaccdfffbggwuxx SFS[D(4,1)(3,1)] gLALQaccdfffbggwtxx SFS[D(4,3)(3,1)] gLALQaccdfffbggwxxe toroidal gLALQaccdfffbggwxxm toroidal gLALQaccdfffbggwxix SFS[D(4,3)(3,1)] gLALQaccdfffbggwxdx SFS[D(4,1)(3,1)] gLALQaccdfffbggwtpt SFS[D(5,2)(2,1)] gLALQaccdfffbggwxaa SFS[D(4,1)(2,1)] gLALQaccdfffbggwlql toroidal gLALQaccdfffbggwlel toroidal gLALQaccdfffbggwmlx SFS[D(3,1)(2,1)] gLALQaccdfffbggwqlx SFS[D(3,1)(2,1)] gLALQaccdfffbggwplm toroidal gLALQaccdfffbggwmlm toroidal gLALQaccdfffbggwqlm toroidal gLALQaccdfffbggwple toroidal gLALQaccdfffbggwmle m003(0,0) gLALQaccdfffbggwqle SFS[D(3,1)(2,1)] gLALQaccdfffbggwpex toroidal gLALQaccdfffbggwmex toroidal gLALQaccdfffbggwqex m006(0,0) gLALQaccdfffbggwpem m019(0,0) gLALQaccdfffbggwmem SFS[D(4,1)(2,1)] gLALQaccdfffbggwqem m016(0,0) gLALQaccdfffbggwpee SFS[D(5,2)(2,1)] gLALQaccdfffbggwmee SFS[D(4,1)(2,1)] gLALQaccdfffbggwpqx toroidal gLALQaccdfffbggwmqx m011(0,0) gLALQaccdfffbggwqqx toroidal gLALQaccdfffbggwpqm toroidal gLALQaccdfffbggwmqm SFS[D(5,2)(2,1)] gLALQaccdfffbggwqqm SFS[D(5,2)(2,1)] gLALQaccdfffbggwpqe m016(0,0) gLALQaccdfffbggwmqe m017(0,0) gLALQaccdfffbggwqpp SFS[D(5,2)(3,1)] gLALQaccdfffbggwmpp SFS[D(5,3)(3,1)] gLALQaccdfffbggwppd SFS[D(5,2)(3,1)] gLALQaccdfffbggwpph SFS[D(5,3)(3,1)] gLALQaccdfffbggwpup SFS[D(5,2)(3,1)] gLALQaccdfffbggwpap SFS[D(5,3)(3,1)] gLALQaccdfffbggwhxh SFS[D(4,1)(2,1)] gLALQaccdfffbggwiip SFS[D(5,2)(2,1)] gLALQaccfffebggixuc SFS[D(3,1)(2,1)] gLALQaccfffebggieuc SFS[D(3,1)(2,1)] gLALQaccfffebggqtic SFS[D(3,1)(2,1)] gLALQaccfffebggqlic SFS[D(3,1)(2,1)] gLALQaccfffebgguhqc SFS[D(3,1)(2,1)] gLALQaccfffebggudqc SFS[D(3,1)(2,1)] gLALQaccfffebggutxc SFS[D(2,1)(2,1)] gLALQaccfffebggqxpc SFS[D(2,1)(2,1)] gLALQaccfffebggempc SFS[D(2,1)(2,1)] gLALQaccfffebggimxc T2xI gLALQaccfffebggleqc SFS[D(2,1)(2,1)] gLALQaccfffebggemqc SFS[D(2,1)(2,1)] gLALQaccfffebggxhic SFS[D(2,1)(2,1)] gLALQaccfffebggimtc T2xI gLALQaccfffebggpatw toroidal gLALQaccfffebgguatw toroidal gLALQaccfffebggxmuw toroidal gLALQaccfffebggdmuw toroidal gLALQaccfffebggixuw toroidal gLALQaccfffebggxxuw SFS[D(5,2)(2,1)] gLALQaccfffebggdxuw m016(0,0) gLALQaccfffebggieuw toroidal gLALQaccfffebggxeuw m019(0,0) gLALQaccfffebggdeuw toroidal gLALQaccfffebggqtiw SFS[D(3,1)(2,1)] gLALQaccfffebggltiw toroidal gLALQaccfffebggetiw m011(0,0) gLALQaccfffebggqliw m003(0,0) gLALQaccfffebgglliw SFS[D(4,1)(2,1)] gLALQaccfffebggeliw m017(0,0) gLALQaccfffebggqaiw toroidal gLALQaccfffebgglaiw SFS[D(4,1)(2,1)] gLALQaccfffebggeaiw SFS[D(5,2)(2,1)] gLALQaccfffebgguhqw SFS[D(3,1)(2,1)] gLALQaccfffebggphqw m006(0,0) gLALQaccfffebggahqw toroidal gLALQaccfffebggupqw SFS[D(3,1)(2,1)] gLALQaccfffebggudqw toroidal gLALQaccfffebggpdqw m016(0,0) gLALQaccfffebggadqw SFS[D(5,2)(2,1)] gLALQaccfffebggpaxw SFS[D(4,3)(3,1)] gLALQaccfffebgguaxw SFS[D(4,1)(3,1)] gLALQaccfffebggalxw toroidal gLALQaccfffebggatxw toroidal gLALQaccfffebggeepw SFS[D(4,1)(3,1)] gLALQaccfffebggddlw SFS[D(4,3)(3,1)] gLALQaccfffebggxxxw SFS[D(4,1)(2,1)] gLALQaccfffebggqalw SFS[D(5,2)(2,1)] gLALQaccfffebggpauw SFS[D(5,2)(3,1)] gLALQaccfffebgguauw SFS[D(5,3)(3,1)] gLALQaccfffebggaluw SFS[D(5,3)(3,1)] gLALQaccfffebggatuw SFS[D(5,2)(3,1)] gLALQaccfffebggeeqw SFS[D(5,2)(3,1)] gLALQaccfffebggddiw SFS[D(5,3)(3,1)] gLALQaccfffebggqahw SFS[D(4,1)(2,1)] gLALQaccfffebggahmw SFS[D(5,2)(2,1)] gLALQaccfffebggpatj toroidal gLALQaccfffebgguatj toroidal gLALQaccfffebggxmuj toroidal gLALQaccfffebggdmuj toroidal gLALQaccfffebggixuj SFS[D(3,1)(2,1)] gLALQaccfffebggxxuj toroidal gLALQaccfffebggdxuj m006(0,0) gLALQaccfffebggieuj SFS[D(3,1)(2,1)] gLALQaccfffebggxeuj m011(0,0) gLALQaccfffebggdeuj toroidal gLALQaccfffebggqtij toroidal gLALQaccfffebggltij toroidal gLALQaccfffebggetij m019(0,0) gLALQaccfffebggqlij toroidal gLALQaccfffebggllij SFS[D(5,2)(2,1)] gLALQaccfffebggelij m016(0,0) gLALQaccfffebggqaij toroidal gLALQaccfffebgglaij SFS[D(5,2)(2,1)] gLALQaccfffebggeaij SFS[D(4,1)(2,1)] gLALQaccfffebgguhqj toroidal gLALQaccfffebggphqj m016(0,0) gLALQaccfffebggahqj SFS[D(5,2)(2,1)] gLALQaccfffebggupqj SFS[D(3,1)(2,1)] gLALQaccfffebggudqj m003(0,0) gLALQaccfffebggpdqj m017(0,0) gLALQaccfffebggadqj SFS[D(4,1)(2,1)] gLALQaccfffebggpaxj SFS[D(5,3)(3,1)] gLALQaccfffebgguaxj SFS[D(5,2)(3,1)] gLALQaccfffebggalxj SFS[D(5,3)(3,1)] gLALQaccfffebggatxj SFS[D(5,2)(3,1)] gLALQaccfffebggeepj SFS[D(5,2)(3,1)] gLALQaccfffebggddlj SFS[D(5,3)(3,1)] gLALQaccfffebggxxxj SFS[D(5,2)(2,1)] gLALQaccfffebggqalj SFS[D(4,1)(2,1)] gLALQaccfffebggpauj SFS[D(4,1)(3,1)] gLALQaccfffebgguauj SFS[D(4,3)(3,1)] gLALQaccfffebggaluj SFS[D(4,3)(3,1)] gLALQaccfffebggatuj SFS[D(4,1)(3,1)] gLALQaccfffebggeeqj toroidal gLALQaccfffebggddij toroidal gLALQaccfffebggqahj SFS[D(5,2)(2,1)] gLALQaccfffebggahmj SFS[D(4,1)(2,1)] gLALQaccffefbggimgh T2xI gLALQaccffefbggqxga SFS[D(2,1)(2,1)] gLALQaccffefbggidge SFS[D(2,1)(2,1)] gLALQaccffefbggdpge SFS[D(2,1)(2,1)] gLALQaccffefbggimgp T2xI gLALQaccffefbggutgp SFS[D(2,1)(2,1)] gLALQaccffefbggidgx SFS[D(2,1)(2,1)] gLALQaccffefbggxhgx SFS[D(2,1)(2,1)] gLALQaccffefbggxmgd SFS[D(3,1)(2,1)] gLALQaccffefbggdmgd SFS[D(3,1)(2,1)] gLALQaccffefbggqtge SFS[D(3,1)(2,1)] gLALQaccffefbggetge SFS[D(3,1)(2,1)] gLALQaccffefbgguhga SFS[D(3,1)(2,1)] gLALQaccffefbggphga SFS[D(3,1)(2,1)] gLALQaccffefbggqakm SFS[D(5,2)(2,1)] gLALQaccffefbggahkt SFS[D(4,1)(2,1)] gLALQaccffefbggpakd SFS[D(5,3)(3,1)] gLALQaccffefbgguakd SFS[D(5,2)(3,1)] gLALQaccffefbggalkd SFS[D(5,2)(3,1)] gLALQaccffefbggatkd SFS[D(5,3)(3,1)] gLALQaccffefbggeeka SFS[D(5,3)(3,1)] gLALQaccffefbggddke SFS[D(5,2)(3,1)] gLALQaccffefbggxxkp SFS[D(4,1)(2,1)] gLALQaccffefbggahkl SFS[D(5,2)(2,1)] gLALQaccffefbggpakp toroidal gLALQaccffefbgguakp toroidal gLALQaccffefbggalkp SFS[D(4,3)(3,1)] gLALQaccffefbggatkp SFS[D(4,1)(3,1)] gLALQaccffefbggeekl SFS[D(4,3)(3,1)] gLALQaccffefbggddkx SFS[D(4,1)(3,1)] gLALQaccffefbggxmkd toroidal gLALQaccffefbggdmkd toroidal gLALQaccffefbggixkd toroidal gLALQaccffefbggxxkd SFS[D(5,2)(2,1)] gLALQaccffefbggdxkd m019(0,0) gLALQaccffefbggiekd toroidal gLALQaccffefbggxekd m016(0,0) gLALQaccffefbggdekd toroidal gLALQaccffefbggqtke SFS[D(3,1)(2,1)] gLALQaccffefbggltke SFS[D(3,1)(2,1)] gLALQaccffefbggetke toroidal gLALQaccffefbggqlke m006(0,0) gLALQaccffefbggelke m016(0,0) gLALQaccffefbggqake toroidal gLALQaccffefbggeake SFS[D(5,2)(2,1)] gLALQaccffefbgguhka SFS[D(3,1)(2,1)] gLALQaccffefbggphka m003(0,0) gLALQaccffefbggahka toroidal gLALQaccffefbggupka toroidal gLALQaccffefbggppka SFS[D(4,1)(2,1)] gLALQaccffefbggapka SFS[D(4,1)(2,1)] gLALQaccffefbggudka m011(0,0) gLALQaccffefbggpdka m017(0,0) gLALQaccffefbggadka SFS[D(5,2)(2,1)] gLALQaccffefbggalkh toroidal gLALQaccffefbggatkh toroidal gLALQaccffefbggqajm SFS[D(4,1)(2,1)] gLALQaccffefbggahjt SFS[D(5,2)(2,1)] gLALQaccffefbggpajd SFS[D(4,3)(3,1)] gLALQaccffefbgguajd SFS[D(4,1)(3,1)] gLALQaccffefbggaljd SFS[D(4,1)(3,1)] gLALQaccffefbggatjd SFS[D(4,3)(3,1)] gLALQaccffefbggeeja toroidal gLALQaccffefbggddje toroidal gLALQaccffefbggxxjp SFS[D(5,2)(2,1)] gLALQaccffefbggahjl SFS[D(4,1)(2,1)] gLALQaccffefbggpajp SFS[D(5,3)(3,1)] gLALQaccffefbgguajp SFS[D(5,2)(3,1)] gLALQaccffefbggaljp SFS[D(5,3)(3,1)] gLALQaccffefbggatjp SFS[D(5,2)(3,1)] gLALQaccffefbggeejl SFS[D(5,3)(3,1)] gLALQaccffefbggddjx SFS[D(5,2)(3,1)] gLALQaccffefbggxmjd SFS[D(3,1)(2,1)] gLALQaccffefbggdmjd SFS[D(3,1)(2,1)] gLALQaccffefbggixjd toroidal gLALQaccffefbggxxjd toroidal gLALQaccffefbggdxjd m011(0,0) gLALQaccffefbggiejd toroidal gLALQaccffefbggxejd m006(0,0) gLALQaccffefbggdejd toroidal gLALQaccffefbggqtje toroidal gLALQaccffefbggltje SFS[D(3,1)(2,1)] gLALQaccffefbggetje m003(0,0) gLALQaccffefbggqlje m016(0,0) gLALQaccffefbggelje m017(0,0) gLALQaccffefbggqaje SFS[D(5,2)(2,1)] gLALQaccffefbggeaje SFS[D(4,1)(2,1)] gLALQaccffefbgguhja toroidal gLALQaccffefbggphja toroidal gLALQaccffefbggahja toroidal gLALQaccffefbggupja toroidal gLALQaccffefbggppja SFS[D(5,2)(2,1)] gLALQaccffefbggapja SFS[D(5,2)(2,1)] gLALQaccffefbggudja m019(0,0) gLALQaccffefbggpdja m016(0,0) gLALQaccffefbggadja SFS[D(4,1)(2,1)] gLALQaccffefbggaljh toroidal gLALQaccffefbggatjh toroidal gLALQaccdfffbngcqle reducible gLALQaccffefbsgltge reducible gLALQaccdfffbsgcqle reducible gLALQaccffefbngltge reducible gLALQaccdfffbgvctpt SFS[D(2,1)(2,1)] gLALQaccdfffbgvctal SFS[D(2,1)(2,1)] gLALQaccdfffbgvcxut reducible gLALQaccdfffbgvcqle reducible gLALQaccdfffbgvcmex SFS[D(2,1)(2,1)] gLALQaccdfffbgvcpee SFS[D(2,1)(2,1)] gLALQaccdfffbgvcqpp SFS[D(3,1)(2,1)] gLALQaccdfffbgvcmpp SFS[D(3,1)(2,1)] gLALQaccdfffbgvcppd reducible gLALQaccdfffbgvcpph reducible gLALQaccdfffbgvcpup SFS[D(3,1)(2,1)] gLALQaccdfffbgvcqup toroidal gLALQaccdfffbgvcmup SFS[D(3,1)(2,1)] gLALQaccdfffbgvcpap SFS[D(3,1)(2,1)] gLALQaccdfffbgvcqap SFS[D(3,1)(2,1)] gLALQaccdfffbgvcmap reducible gLALQaccdfffbgvclxp SFS[A(2,1)] gLALQaccdfffbgvciip reducible gLALQaccdfffbgvjppd toroidal gLALQaccdfffbgvjpph toroidal gLALQaccdfffbgvjiip toroidal gLALQaccdfffbgvwppd toroidal gLALQaccdfffbgvwpph toroidal gLALQaccdfffbgvwiip toroidal gLALQaccfffebgfdphc SFS[D(2,1)(2,1)] gLALQaccfffebgfimuc T2xI gLALQaccfffebgfdexc reducible gLALQaccfffebgflthc reducible gLALQaccfffebgfpatw SFS[D(5,2)(3,1)] gLALQaccfffebgfuatw SFS[D(5,3)(3,1)] gLALQaccfffebgfaltw SFS[D(5,2)(3,1)] gLALQaccfffebgfattw SFS[D(5,3)(3,1)] gLALQaccfffebgfeemw SFS[D(5,3)(3,1)] gLALQaccfffebgfddhw SFS[D(5,2)(3,1)] gLALQaccfffebgfqaiw SFS[D(5,2)(2,1)] gLALQaccfffebgfahpw SFS[D(5,2)(2,1)] gLALQaccfffebgfxxtw SFS[D(5,2)(2,1)] gLALQaccfffebgfpatj SFS[D(4,1)(3,1)] gLALQaccfffebgfuatj SFS[D(4,3)(3,1)] gLALQaccfffebgfaltj toroidal gLALQaccfffebgfattj toroidal gLALQaccfffebgfeemj SFS[D(4,3)(3,1)] gLALQaccfffebgfddhj SFS[D(4,1)(3,1)] gLALQaccfffebgfqaij SFS[D(4,1)(2,1)] gLALQaccfffebgfahpj toroidal gLALQaccfffebgfxxtj SFS[D(4,1)(2,1)] gLALQaccffefbgfupgt reducible gLALQaccffefbgfimgp T2xI gLALQaccffefbgfutgp SFS[D(2,1)(2,1)] gLALQaccffefbgfltge reducible gLALQaccffefbgfahkt SFS[D(5,2)(2,1)] gLALQaccffefbgfxxkp SFS[D(5,2)(2,1)] gLALQaccffefbgfpakp SFS[D(5,3)(3,1)] gLALQaccffefbgfuakp SFS[D(5,2)(3,1)] gLALQaccffefbgfalkp SFS[D(5,3)(3,1)] gLALQaccffefbgfatkp SFS[D(5,2)(3,1)] gLALQaccffefbgfeekl SFS[D(5,2)(3,1)] gLALQaccffefbgfddkx SFS[D(5,3)(3,1)] gLALQaccffefbgfqake SFS[D(5,2)(2,1)] gLALQaccffefbgfahjt toroidal gLALQaccffefbgfxxjp SFS[D(4,1)(2,1)] gLALQaccffefbgfpajp SFS[D(4,3)(3,1)] gLALQaccffefbgfuajp SFS[D(4,1)(3,1)] gLALQaccffefbgfaljp toroidal gLALQaccffefbgfatjp toroidal gLALQaccffefbgfeejl SFS[D(4,1)(3,1)] gLALQaccffefbgfddjx SFS[D(4,3)(3,1)] gLALQaccffefbgfqaje SFS[D(4,1)(2,1)] gLALQaccdfffbnvcxut reducible gLALQaccdfffbnvcqle reducible gLALQaccdfffbnvcqup SFS[D(2,1)(2,1)] gLALQaccdfffbnvclxp T2xI gLALQaccfffebsflthc reducible gLALQaccffefbsfltge reducible gLALQaccdfffbsvcxut reducible gLALQaccdfffbsvcqle reducible gLALQaccdfffbsvcqup SFS[D(2,1)(2,1)] gLALQaccdfffbsvclxp T2xI gLALQaccfffebnflthc reducible gLALQaccffefbnfltge reducible gLALQaccdfffbgfcxut reducible gLALQaccdfffbgfcqle reducible gLALQaccdfffbgfcqup SFS[D(2,1)(2,1)] gLALQaccdfffbgfclxp T2xI gLALQaccdfffbgfjtpt SFS[D(5,2)(2,1)] gLALQaccdfffbgfjpee SFS[D(5,2)(2,1)] gLALQaccdfffbgfjqpp SFS[D(5,2)(3,1)] gLALQaccdfffbgfjmpp SFS[D(5,3)(3,1)] gLALQaccdfffbgfjppd SFS[D(5,3)(3,1)] gLALQaccdfffbgfjpph SFS[D(5,2)(3,1)] gLALQaccdfffbgfjpup SFS[D(5,2)(3,1)] gLALQaccdfffbgfjpap SFS[D(5,3)(3,1)] gLALQaccdfffbgfjiip SFS[D(5,2)(2,1)] gLALQaccdfffbgfwtpt toroidal gLALQaccdfffbgfwpee SFS[D(4,1)(2,1)] gLALQaccdfffbgfwqpp SFS[D(4,1)(3,1)] gLALQaccdfffbgfwmpp SFS[D(4,3)(3,1)] gLALQaccdfffbgfwppd SFS[D(4,3)(3,1)] gLALQaccdfffbgfwpph SFS[D(4,1)(3,1)] gLALQaccdfffbgfwpup toroidal gLALQaccdfffbgfwpap toroidal gLALQaccdfffbgfwiip SFS[D(4,1)(2,1)] gLALQaccfffebgvdphc SFS[D(2,1)(2,1)] gLALQaccfffebgvimuc T2xI gLALQaccfffebgvdexc reducible gLALQaccfffebgvlthc reducible gLALQaccfffebgvpatw SFS[D(4,3)(3,1)] gLALQaccfffebgvuatw SFS[D(4,1)(3,1)] gLALQaccfffebgvaltw SFS[D(4,1)(3,1)] gLALQaccfffebgvattw SFS[D(4,3)(3,1)] gLALQaccfffebgveemw toroidal gLALQaccfffebgvddhw toroidal gLALQaccfffebgvqaiw SFS[D(4,1)(2,1)] gLALQaccfffebgvahpw SFS[D(4,1)(2,1)] gLALQaccfffebgvxxtw toroidal gLALQaccfffebgvpatj SFS[D(5,3)(3,1)] gLALQaccfffebgvuatj SFS[D(5,2)(3,1)] gLALQaccfffebgvaltj SFS[D(5,2)(3,1)] gLALQaccfffebgvattj SFS[D(5,3)(3,1)] gLALQaccfffebgveemj SFS[D(5,3)(3,1)] gLALQaccfffebgvddhj SFS[D(5,2)(3,1)] gLALQaccfffebgvqaij SFS[D(5,2)(2,1)] gLALQaccfffebgvahpj SFS[D(5,2)(2,1)] gLALQaccfffebgvxxtj SFS[D(5,2)(2,1)] gLALQaccffefbgvdegh SFS[D(2,1)(2,1)] gLALQaccffefbgvahgt SFS[D(2,1)(2,1)] gLALQaccffefbgvupgt reducible gLALQaccffefbgvimgp SFS[A(2,1)] gLALQaccffefbgvxxgp reducible gLALQaccffefbgvpagp SFS[D(3,1)(2,1)] gLALQaccffefbgvuagp SFS[D(3,1)(2,1)] gLALQaccffefbgvalgp SFS[D(3,1)(2,1)] gLALQaccffefbgvplgp reducible gLALQaccffefbgvulgp SFS[D(3,1)(2,1)] gLALQaccffefbgvatgp SFS[D(3,1)(2,1)] gLALQaccffefbgvptgp SFS[D(3,1)(2,1)] gLALQaccffefbgvutgp toroidal gLALQaccffefbgveegl reducible gLALQaccffefbgvddgx reducible gLALQaccffefbgvdegd SFS[D(2,1)(2,1)] gLALQaccffefbgvltge reducible gLALQaccffefbgvqage SFS[D(2,1)(2,1)] gLALQaccffefbgvxxkp toroidal gLALQaccffefbgveekl toroidal gLALQaccffefbgvddkx toroidal gLALQaccffefbgvxxjp toroidal gLALQaccffefbgveejl toroidal gLALQaccffefbgvddjx toroidal gLALQaccdfffbnfcqle reducible gLALQaccfffebsvdexc reducible gLALQaccffefbsvupgt reducible gLALQaccffefbsvimgp T2xI gLALQaccffefbsvutgp SFS[D(2,1)(2,1)] gLALQaccffefbsvltge reducible gLALQaccdfffbsfcqle reducible gLALQaccfffebnvdexc reducible gLALQaccffefbnvupgt reducible gLALQaccffefbnvimgp T2xI gLALQaccffefbnvutgp SFS[D(2,1)(2,1)] gLALQaccffefbnvltge reducible gLALQaccdfffbjkcixd reducible gLALQaccdfffbjkcldd reducible gLALQaccdfffbjkchdp reducible gLALQaccdfffbjkcplx reducible gLALQaccdfffbjkclla reducible gLALQaccdfffbjkcllt reducible gLALQaccdfffbjkcill reducible gLALQaccdfffbjkcila reducible gLALQaccdfffbjkcilt reducible gLALQaccdfffbjkchll reducible gLALQaccdfffbjkchla reducible gLALQaccdfffbjkchlt reducible gLALQaccdfffbjkcupa reducible gLALQaccdfffbjkcxut reducible gLALQaccdfffbjkcuul reducible gLALQaccfffebjkdexc reducible gLALQaccffefbjkdegp reducible gLALQaccdfffbckchdp reducible gLALQaccfffebjoimtc T2xI gLALQaccfffebjoleqc SFS[D(2,1)(2,1)] gLALQaccfffebjodexc reducible gLALQaccfffebjoupqc reducible gLALQaccffefbjoltge reducible gLALQaccdfffbwkchdp reducible gLALQaccdfffbwkchdh reducible gLALQaccdfffbwkchdd reducible gLALQaccfffebjwdexc reducible gLALQaccffefbjwupgt reducible gLALQaccdfffbjwcxut reducible gLALQaccfffebwklthc reducible gLALQaccffefbwkdegp reducible gLALQaccffefbwkadgl reducible gLALQaccffefbwkeagx reducible gLALQaccdfffbcwcxut reducible gLALQaccfffebwolthc reducible gLALQaccffefbwodegp reducible gLALQaccdfffbwwchdp reducible gLALQaccdfffbwwcqle reducible gLALQaccdfffbwwcxpl T2xI gLALQaccdfffbwwcxde SFS[D(2,1)(2,1)] gLALQaccdfffbwwwhxh SFS[D(2,1)(2,1)] gLALQaccdfffbwwwqqx reducible gLALQaccdfffbwwwxaa SFS[D(2,1)(2,1)] gLALQaccdfffbwwwxxe reducible gLALQaccdfffbwwwxxm reducible gLALQaccdfffbwwwuxx SFS[D(3,1)(2,1)] gLALQaccdfffbwwwtxx SFS[D(3,1)(2,1)] gLALQaccdfffbwwwxdx SFS[D(3,1)(2,1)] gLALQaccdfffbwwwxix SFS[D(3,1)(2,1)] gLALQaccfffebwwlthc reducible gLALQaccfffebwwimxc T2xI gLALQaccfffebwwutxc SFS[D(2,1)(2,1)] gLALQaccfffebwwupqc reducible gLALQaccfffebwwqahw SFS[D(2,1)(2,1)] gLALQaccfffebwwxxxw SFS[D(2,1)(2,1)] gLALQaccfffebwwalxw reducible gLALQaccfffebwwatxw reducible gLALQaccfffebwwpaxw SFS[D(3,1)(2,1)] gLALQaccfffebwwuaxw SFS[D(3,1)(2,1)] gLALQaccfffebwwddlw SFS[D(3,1)(2,1)] gLALQaccfffebwweepw SFS[D(3,1)(2,1)] gLALQaccfffebwwahqw reducible gLALQaccffefbwwalgh reducible gLALQaccffefbwwatgh reducible gLALQaccffefbwwpagh reducible gLALQaccffefbwwuagh reducible gLALQaccffefbwwddgm reducible gLALQaccffefbwwxdgm reducible gLALQaccffefbwwidgm reducible gLALQaccffefbwweegt reducible gLALQaccffefbwwlegt reducible gLALQaccffefbwwqegt reducible gLALQaccffefbwwimgd reducible gLALQaccffefbwwahga reducible gLALQaccffefbwwdegp reducible gLALQaccffefbwwqagx reducible gLALQaccffefbwwltgx reducible gLALQaccffefbwwxxgh reducible gLALQaccffefbwwupgt reducible gLALQaccffefbwwltgm reducible gLALQaccffefbwwalkh reducible gLALQaccffefbwwatkh reducible gLALQaccffefbwwpakh SFS[D(3,1)(3,1)] gLALQaccffefbwwuakh SFS[D(3,1)(3,2)] gLALQaccffefbwwddkm SFS[D(3,1)(3,1)] gLALQaccffefbwweekt SFS[D(3,1)(3,2)] gLALQaccffefbwwahka reducible gLALQaccffefbwwqakx SFS[D(3,1)(2,1)] gLALQaccffefbwwxxkh SFS[D(3,1)(2,1)] gLALQaccffefbwwaljh reducible gLALQaccffefbwwatjh reducible gLALQaccffefbwwpajh SFS[D(3,1)(3,2)] gLALQaccffefbwwuajh SFS[D(3,1)(3,1)] gLALQaccffefbwwddjm SFS[D(3,1)(3,2)] gLALQaccffefbwweejt SFS[D(3,1)(3,1)] gLALQaccffefbwwahja reducible gLALQaccffefbwwqajx SFS[D(3,1)(2,1)] gLALQaccffefbwwxxjh SFS[D(3,1)(2,1)] gLALQaccdfffbjocxut reducible gLALQaccfffebckupqc reducible gLALQaccffefbckltge reducible gLALQaccffefbckdegp reducible gLALQaccffefbckdpge SFS[D(2,1)(2,1)] gLALQaccffefbckimgh T2xI gLALQaccdfffbcocqle reducible gLALQaccfffebcolthc reducible gLALQaccffefbcoupgt reducible gLALQaccdfffbwochdp reducible gLALQaccfffebcwdexc reducible gLALQaccffefbcwupgt reducible gLALQaccdfffbjjcapu reducible gLALQaccdfffbjjcppe reducible gLALQaccdfffbjjcpdh reducible gLALQaccdfffbjjcexe reducible gLALQaccdfffbjjceme reducible gLALQaccdfffbjjceeu reducible gLALQaccdfffbjjcexu reducible gLALQaccdfffbjjcemu reducible gLALQaccdfffbjjceeh reducible gLALQaccdfffbjjcexh reducible gLALQaccdfffbjjcemh reducible gLALQaccdfffbjjcead reducible gLALQaccdfffbjjcdxi reducible gLALQaccdfffbjjcima reducible gLALQaccdfffbjjciei reducible gLALQaccdfffbjjjead SFS[A(3,1)] gLALQaccdfffbjjwead SFS[A(3,1)] gLAPPccbeeffdpcbblf SFS[D(2,1)(2,1)] gLAPPccbeeffdecrrmf T2xI gLAPPccbeeffimcbblf reducible gLAPPccbeeffimckkaf reducible gLAPPccbeeffdejrrmf T2xI gLAPPccbeeffderwwtc SFS[A(2,1)] gLAPPccbeeffimckklv reducible gLAPPccbeeffimcbbtv reducible gLAPPccbeeffdecrrpv T2xI gLAPPccbeeffdpcbbtv SFS[D(2,1)(2,1)] gLAPPccbeeffdejrrpv T2xI gLAPPccbeeffderwwuo SFS[A(2,1)] gLALQaccdfffbwjcima reducible gLAPPccbeeffimcjkaf reducible gLAPPccbeeffimckrlv reducible gLAPPccbeeffimcbotv reducible gLAPPccbeeffdecrfpv T2xI gLAPPccbeeffdpcbotv SFS[D(2,1)(2,1)] gLALQaccdfffbcjcima reducible gLAPPccbeeffimcgkaf reducible gLAPPccbeeffaxfjcio reducible gLAPPccbeeffpucjwqv reducible gLAPPccbeeffapfjcio reducible gLAPPccbeeffapcgnev reducible gLAPPccbeeffimckflv reducible gLAPPccbeeffalfjcio reducible gLAPPccbeeffiickflv reducible gLAPPccbeeffdlffkpo reducible gLAPPccbeeffimcbvtv reducible gLAPPccbeeffimfvbho reducible gLAPPccbeeffalcobhv reducible gLAPPccbeeffhhcvomv reducible gLAPPccbeeffiifvbho reducible gLAPPccbeeffiicbvtv reducible gLAPPccbeeffalfbomo reducible gLAPPccbeeffhlfgsdo reducible gLAPPccbeeffdecrkpv reducible gLAPPccbeeffaxccjuv reducible gLAPPccbeeffppcbvtv reducible gLAPPccbeeffppfvbho reducible gLAPPccbeeffaicvomv reducible gLAPPccbeeffamcvomv reducible gLAPPccbeeffamfovto reducible gLAPPccbeeffdpcbvtv reducible gLAPPccbeeffpxfvbho reducible gLAPPccbeeffaifovto reducible gLAPPccbeeffhpcbvtv reducible gLAPPccbeeffiucobhv reducible gLALQaccdfffbjbcima reducible gLAPPccbeeffimcsgtf reducible gLAPPccbeeffimcfbtv reducible gLALQaccdfffbwbcima reducible gLAPPccbeeffimcwgtf reducible gLAPPccbeeffimcfotv reducible gLAPPccbeeffiicfotv reducible gLAPPccbeeffalfcvmo reducible gLALQaccdfffbcbjima SFS[D(3,1)(2,1)] gLALQaccdfffbcbwima SFS[D(3,1)(2,1)] gLAPPccbeeffimcvgtf reducible gLAPPccbeeffimcfvlf reducible gLAPPccbeeffdpcvgtf SFS[D(2,1)(2,1)] gLAPPccbeeffdeckwpf T2xI gLAPPccbeeffpurrvxc SFS[D(2,1)(2,1)] gLAPPccbeeffimcgflv reducible gLAPPccbeeffimcfvtv reducible gLAPPccbeeffdecokpv T2xI gLAPPccbeeffdpcfvtv SFS[D(2,1)(2,1)] gLAPPccbeeffpurjrxo SFS[D(2,1)(2,1)] gLALQaccdfffbjncima reducible gLAPPccbeeffimcsntf reducible gLAPPccbeeffimccbtv reducible gLAPPccbeeffiiccbtv reducible gLAPPccbeeffalffbmo reducible gLALQaccdfffbwncapu reducible gLALQaccdfffbwncppe reducible gLALQaccdfffbwncpdh reducible gLALQaccdfffbwncexe reducible gLALQaccdfffbwnceme reducible gLALQaccdfffbwnceeu reducible gLALQaccdfffbwncexu reducible gLALQaccdfffbwncemu reducible gLALQaccdfffbwnceeh reducible gLALQaccdfffbwncexh reducible gLALQaccdfffbwncemh reducible gLALQaccdfffbwnclee reducible gLALQaccdfffbwncqee reducible gLALQaccdfffbwncead reducible gLALQaccdfffbwncett reducible gLALQaccdfffbwncdxi reducible gLALQaccdfffbwncima reducible gLALQaccdfffbwnciei reducible gLAPPccbeeffimccolf reducible gLAPPccbeeffimccotv reducible gLALQaccdfffbcncima reducible gLAPPccbeeffimcgraf reducible gLAPPccbeeffimcjflv reducible gLAPPccbeeffimccvtv reducible gLAPPccbeeffdecnkpv T2xI gLAPPccbeeffdpccvtv SFS[D(2,1)(2,1)] gLALQacceeffngjkkan toroidal gLALQacceeffngjkkxk toroidal gLALQacceeffngjfcln toroidal gLALQacceeffngjfcmk toroidal gLAPPacceeffngjkker reducible gLAPPacceeffngjkkiw reducible gLALQacceeffngjvwek toroidal gLALQacceeffjjjkgik toroidal gLALQacceeffjgjkkir SFS[A(4,1)] gLALQacceeffjjjkgpn toroidal gLALQacceeffjgjkkew SFS[A(4,1)] gLAPPacceeffngjkkxk reducible gLAPPacceeffjgjkkxk reducible gLAPPacceeffngjkkak reducible gLAPPacceeffjgjkkak reducible gLAPPacceeffjjjnblr reducible gLAPPacceeffjgjkkuj reducible gLAPPacceeffjjjnbdw reducible gLAPPacceeffjgjkkls reducible gLAPPacceeffjcjnblr toroidal gLAPPacceeffjcjnblk SFS[D(4,3)(3,1)] gLAPPacceeffjcjnbdw toroidal gLAPPacceeffjcjnbds SFS[D(4,3)(3,1)] gLAPPacceeffjwjnblr toroidal gLAPPacceeffjgjkfuj SFS[D(4,1)(3,1)] gLAPPacceeffjwjnbdw toroidal gLAPPacceeffjgjkrls SFS[D(4,1)(3,1)] gLAPPacceeffngjvvxk toroidal gLAPPacceeffjgjvvxk SFS[D(4,1)(2,1)] gLAPPacceeffngjvvak toroidal gLAPPacceeffjgjvvak SFS[D(4,1)(2,1)] gLLAQbdeedffafminfn toroidal gLLAQbdeedffafminfr toroidal gLALQacceeffngjkkqj toroidal gLALQacceeffjgjkkqj toroidal gLALQacceeffngjkkqw toroidal gLALQacceeffjgjkkqw toroidal gLAzQacceeffnffwchn toroidal gLAzQacceeffnffwchr toroidal gLAPPacceeffngjvvxj toroidal gLAPPacceeffjgjvvxj SFS[D(5,2)(2,1)] gLAPPacceeffngjvvar toroidal gLAPPacceeffjgjvvar SFS[D(5,2)(2,1)] gLALQacceeffngjkkej toroidal gLALQacceeffjgjkkej SFS[A(5,2)] gLALQacceeffngjkkik toroidal gLALQacceeffjgjkkik SFS[A(5,2)] gLAPPacceeffngjkkuk reducible gLAPPacceeffjgjkkuk reducible gLAPPacceeffngjkklw reducible gLAPPacceeffjgjkklw reducible gLAPPacceeffngjkkxj reducible gLAPPacceeffjgjkkxj reducible gLAPPacceeffngjkkar reducible gLAPPacceeffjgjkkar reducible gLAPPacceeffngjkfuk toroidal gLAPPacceeffjgjkfuk SFS[D(5,2)(3,1)] gLAPPacceeffngjkrlw toroidal gLAPPacceeffjgjkrlw SFS[D(5,2)(3,1)] gLAPPacceeffncjnblr toroidal gLAPPacceeffjgjkruk SFS[D(5,3)(3,1)] gLAPPacceeffncjnbdw toroidal gLAPPacceeffjgjkflw SFS[D(5,3)(3,1)] gLALQacceeffnjjkgej toroidal gLALQacceeffjjjkgej toroidal gLALQacceeffjjjkgew toroidal gLALQacceeffnjjkgew toroidal gLALQacceeffnkkgjqj toroidal gLALQacceeffjkkgjqj toroidal gLALQacceeffnkkgjqw toroidal gLALQacceeffjkkgjqw toroidal gLALQacceeffjggjklj SFS[A(3,1)] gLALQacceeffjggjklw SFS[A(3,1)] gLLAQbdeedffmnlpnjn toroidal gLLAQbdeedffmnlprjn toroidal gLALQacceeffngjvwij toroidal gLALQacceeffjgjvwij toroidal gLALQacceeffngjfcuw toroidal gLALQacceeffjgjfcuw toroidal gLAzQacceeffnjjwchr reducible gLAzQacceeffjjjwchr reducible gLAPPacceeffjjjnbmj reducible gLAPPacceeffnjjnbmj reducible gLAPPacceeffnjjnbmk reducible gLAPPacceeffjjjnbmk reducible gLAPPacceeffnkkwotk reducible gLAPPacceeffjkkwotk reducible gLAzQacceeffnjjwchn reducible gLAzQacceeffjjjwchn reducible gLAPPacceeffnkkwotj reducible gLAPPacceeffjkkwotj reducible gLAPPacceeffjwjnbmj toroidal gLAPPacceeffnwjnbmj toroidal gLAPPacceeffncjnbmk toroidal gLAPPacceeffjcjnbmk toroidal gLAzQacceeffjgfnstr SFS[D(5,2)(3,1)] gLAzQacceeffjgvnstn SFS[D(4,3)(3,1)] gLAPPacceeffjcjnbmj toroidal gLAPPacceeffncjnbmj toroidal gLAPPacceeffnwjnbmk toroidal gLAPPacceeffjwjnbmk toroidal gLAzQacceeffjgvnstr SFS[D(4,1)(3,1)] gLAzQacceeffjgfnstn SFS[D(5,3)(3,1)] gLAzQacceeffjffwchr toroidal gLAPPacceeffjwwfvhj SFS[D(3,1)(3,2)] gLAPPacceeffjwwfvhk SFS[D(3,1)(3,1)] gLAzQacceeffjffwchn toroidal gLLAQbdeedffmnlpnjr toroidal gLALQacceeffngjvwiw toroidal gLALQacceeffjgjvwiw toroidal gLALQacceeffngjfcuj toroidal gLALQacceeffjgjfcuj toroidal gLALQacceeffjgjkkan toroidal gLALQacceeffjgjkkaj SFS[A(5,2)] gLALQacceeffjgjkkxk toroidal gLALQacceeffjgjkkxr SFS[A(5,2)] gLALQacceeffjgjfcln toroidal gLALQacceeffjgjfclj SFS[D(3,1)(2,1)] gLALQacceeffjgjfcmk toroidal gLALQacceeffjgjfcmr SFS[D(3,1)(2,1)] gLAPPacceeffjgjkker reducible gLAPPacceeffjgjkkek reducible gLAPPacceeffjgjkkiw reducible gLAPPacceeffjgjkkis reducible gLALQacceeffjgjvwek toroidal gLALQacceeffjgjvwer SFS[D(3,1)(2,1)] gLALQacceeffjgjvwtn toroidal gLALQacceeffjkkgjan toroidal gLALQacceeffjkkgjxk toroidal gLAPPacceeffjkkwoer reducible gLAPPacceeffjkkwoiw reducible gLALQacceeffjggjkun SFS[A(2,1)] gLALQacceeffjggjkuj T2xI gLALQacceeffjggjkdk SFS[A(2,1)] gLALQacceeffjggjkdr T2xI gLAPPacceeffngjkfdk SFS[D(4,1)(2,1)] gLAPPacceeffngjkrdr SFS[D(4,1)(2,1)] gLAPPacceeffngjkrdk SFS[D(5,2)(2,1)] gLAPPacceeffngjkfdr SFS[D(5,2)(2,1)] gLAPPacceeffjwwfvxw SFS[D(3,1)(2,1)] gLAPPacceeffjwwfvqr SFS[D(3,1)(2,1)] gLLAQbcceeffdboddbr reducible gLLAQbcceeffdboddbn reducible gLALQacceeffbjjjbec reducible gLALQacceeffnjjjbec reducible gLALQacceeffjjjjbec reducible gLALQacceeffbjjcjec reducible gLALQacceeffjjjcjec reducible gLALQacceeffnjjcjec reducible gLALQacceeffbjjwjec reducible gLALQacceeffnjjwjec reducible gLALQacceeffjjjwjec reducible gLALQacceeffbkkfkqc reducible gLALQacceeffnkkfkqc reducible gLALQacceeffjkkfkqc reducible gLALQacceeffjggsglc reducible gLALQacceeffjggnglc reducible gLALQacceeffbjjjnec reducible gLALQacceeffnjjjnec reducible gLALQacceeffjjjjnec reducible gLALQacceeffbkkkwqc reducible gLALQacceeffnkkkwqc reducible gLALQacceeffjkkkwqc reducible gLALQacceeffjgggvlc reducible gLALQacceeffjgggflc reducible gLALQacceeffbgngsic SFS[D(3,1)(2,1)] gLALQacceeffbgnscic SFS[D(3,1)(2,1)] gLALQacceeffbgnsric SFS[D(3,1)(2,1)] gLLMQbcceeffdboddsj toroidal gLLMQbcceeffdboddsw toroidal gLAzQacceeffnjjgjho SFS[D(5,3)(3,1)] gLAzQacceeffjjjgjho SFS[D(4,3)(3,1)] gLAPPacceeffjjjkjmg SFS[D(4,1)(3,1)] gLAPPacceeffnjjkjmg SFS[D(5,2)(3,1)] gLAPPacceeffnjjgjmg SFS[D(5,3)(3,1)] gLAPPacceeffjjjgjmg SFS[D(4,3)(3,1)] gLAPPacceeffnkkjktg toroidal gLAPPacceeffjkkjktg SFS[D(5,3)(3,1)] gLAzQacceeffnjjkjho SFS[D(5,2)(3,1)] gLAzQacceeffjjjkjho SFS[D(4,1)(3,1)] gLAPPacceeffnkkgktg toroidal gLAPPacceeffjkkgktg SFS[D(5,2)(3,1)] gLAzQacceeffbsnscxo reducible gLAzQacceeffbnnscxo reducible gLAzQacceeffbgnscxo reducible gLALQacceeffbgnnsic SFS[D(3,1)(2,1)] gLAzQacceeffbsnsrxo reducible gLAzQacceeffbnnsrxo reducible gLAzQacceeffbgnsrxo reducible gLLMQbdeedffafdarcv toroidal gLLMQbdeedffafdancv toroidal gLAzQacceeffnjjjnho SFS[D(5,2)(3,1)] gLAzQacceeffjjjjnho SFS[D(4,1)(3,1)] gLAPPacceeffjjjjwmg SFS[D(4,3)(3,1)] gLAPPacceeffnjjjwmg SFS[D(5,3)(3,1)] gLAPPacceeffnjjjcmg SFS[D(5,2)(3,1)] gLAPPacceeffjjjjcmg SFS[D(4,1)(3,1)] gLAPPacceeffnkkkrtg toroidal gLAPPacceeffjkkkrtg SFS[D(5,2)(3,1)] gLAzQacceeffnjjjbho SFS[D(5,3)(3,1)] gLAzQacceeffjjjjbho SFS[D(4,3)(3,1)] gLAPPacceeffnkkkftg toroidal gLAPPacceeffjkkkftg SFS[D(5,3)(3,1)] gLLAQbcceeffmcoeecn reducible gLALQacceeffbjjcbec reducible gLALQacceeffjjjcbec reducible gLALQacceeffnjjcbec reducible gLALQacceeffbjjwnec reducible gLALQacceeffnjjwnec reducible gLALQacceeffjjjwnec reducible gLALQacceeffbkkfwqc reducible gLALQacceeffnkkfwqc reducible gLALQacceeffjkkfwqc reducible gLALQacceeffjggsvlc reducible gLALQacceeffjggnflc reducible gLALQacceeffbwnwnec reducible gLALQacceeffbwncbec reducible gLALQacceeffbcbwnec reducible gLALQacceeffbrvcbec reducible gLALQacceeffbrvwnec reducible gLALQacceeffbffwnec reducible gLALQacceeffbkgcbec reducible gLALQacceeffbkgwnec reducible gLALQacceeffbjknflc reducible gLLAQbcceeffmcolpso reducible gLALQacceeffbgvbkpc reducible gLALQacceeffbcbksdc reducible gLALQacceeffbgngcic reducible gLLAQbcceeffaooehbo reducible gLALQacceeffbffogac reducible gLLAQbcceeffmcoapro reducible gLLAQbcceeffmcoaprn reducible gLLAQbcceeffmcoaprr reducible gLALQacceeffngjgcic reducible gLALQacceeffngjvjuc reducible gLALQacceeffbgvvwpc reducible gLLAQbcceeffmcoidso reducible gLALQacceeffbgnnric reducible gLLAQbcceeffpboeloo reducible gLLAQbcceeffpboelon reducible gLLAQbcceeffpboelor reducible gLALQacceeffngjnric reducible gLALQacceeffngjonuc reducible gLAzQacceeffnjjgnho reducible gLAzQacceeffjjjgnho reducible gLAPPacceeffjjjkwmg reducible gLAPPacceeffnjjkwmg reducible gLAPPacceeffnjjgcmg reducible gLAPPacceeffjjjgcmg reducible gLAPPacceeffnkkjrtg reducible gLAPPacceeffjkkjrtg reducible gLAzQacceeffnjjkbho reducible gLAzQacceeffjjjkbho reducible gLAPPacceeffnkkgftg reducible gLAPPacceeffjkkgftg reducible gLAPPacceeffjwjkwmg reducible gLAPPacceeffnwjkwmg reducible gLAPPacceeffbcjgcmg reducible gLAzQacceeffjgfkfto reducible gLAzQacceeffjgvjvto reducible gLAPPacceeffbcjkwmg reducible gLAPPacceeffnwjgcmg reducible gLAPPacceeffjwjgcmg reducible gLAzQacceeffjgvkfto reducible gLAzQacceeffjgfjvto reducible gLAPPacceeffbfvwopg reducible gLAPPacceeffbfvsbpg reducible gLAzQacceeffbsnvrxo reducible gLAzQacceeffbnnvrxo reducible gLAzQacceeffbgnvrxo reducible gLAPPacceeffbrwcoag reducible gLAzQacceeffjffgnho reducible gLAPPacceeffbwwjnhg reducible gLAPPacceeffjwwjnhg reducible gLAPPacceeffjwwkshg reducible gLAzQacceeffjffkbho reducible gLLAQbcceeffhboddbn reducible gLLAQbcceeffhboddbr reducible gLALQacceeffbjjcnec reducible gLALQacceeffnjjcnec reducible gLALQacceeffjjjcnec reducible gLALQacceeffbjjwbec reducible gLALQacceeffjjjwbec reducible gLALQacceeffnjjwbec reducible gLALQacceeffbkkrwqc reducible gLALQacceeffnkkrwqc reducible gLALQacceeffjkkrwqc reducible gLALQacceeffbkkfoqc reducible gLALQacceeffnkkfoqc reducible gLALQacceeffjkkfoqc reducible gLALQacceeffjggsflc reducible gLALQacceeffjggnvlc reducible gLALQacceeffbgnncic SFS[D(3,1)(2,1)] gLLMQbcceeffhboddsw toroidal gLLMQbcceeffhboddsj toroidal gLAzQacceeffnjjknho SFS[D(5,3)(3,1)] gLAzQacceeffjjjknho SFS[D(4,3)(3,1)] gLAPPacceeffjjjgwmg SFS[D(4,1)(3,1)] gLAPPacceeffnjjgwmg SFS[D(5,2)(3,1)] gLAPPacceeffnjjkcmg SFS[D(5,3)(3,1)] gLAPPacceeffjjjkcmg SFS[D(4,3)(3,1)] gLAPPacceeffnkkgrtg toroidal gLAPPacceeffjkkgrtg SFS[D(5,3)(3,1)] gLAzQacceeffnjjgbho SFS[D(5,2)(3,1)] gLAzQacceeffjjjgbho SFS[D(4,1)(3,1)] gLAPPacceeffnkkjftg toroidal gLAPPacceeffjkkjftg SFS[D(5,2)(3,1)] gLAzQacceeffbsnwrxo reducible gLAzQacceeffbnnwrxo reducible gLAzQacceeffbgnwrxo reducible gLALQacceeffbgngric SFS[D(3,1)(2,1)] gLAzQacceeffbsnvcxo reducible gLAzQacceeffbnnvcxo reducible gLAzQacceeffbgnvcxo reducible gLALQacceeffbkgkgec reducible gLALQacceeffbkgkgej SFS[A(3,1)] gLALQacceeffbkgkgew SFS[A(3,1)] gLALQacceeffbgjgjec T2xI gLALQacceeffbkgkgpn SFS[A(2,1)] gLALQacceeffbkgkgpj T2xI gLALQacceeffbgjgjif T2xI gLALQacceeffbkgkgik SFS[A(2,1)] gLALQacceeffbkgkgir T2xI gLALQacceeffbggjkqc T2xI gLALQacceeffbggjkec T2xI gLAPPacceeffbgbjnig T2xI gLAPPacceeffbggfvev T2xI gLAPPacceeffbkgjjxf T2xI gLAPPacceeffbggfvdg T2xI gLAzQacceeffbggnsdb T2xI gLAPPacceeffbgbjnmg T2xI gLALQacceeffbgnsjec SFS[D(2,1)(2,1)] gLALQacceeffbgnfstc SFS[D(2,1)(2,1)] gLAPPacceeffbrgrrqk reducible gLAPPacceeffbrgrrqj reducible gLAPPacceeffbrgrrmf reducible gLAPPacceeffbrgrrmr reducible gLAPPacceeffbrgrrmk reducible gLAPPacceeffbjjsjpv reducible gLAPPacceeffbrgrrps reducible gLAPPacceeffbrgrrpw reducible gLALQacceeffbjjjsic reducible gLALQacceeffnjjjsic reducible gLALQacceeffjjjjsic reducible gLALQacceeffbkkkcxc reducible gLALQacceeffnkkkcxc reducible gLALQacceeffjkkkcxc reducible gLALQacceeffngggrdc reducible gLALQacceeffjgggrdc reducible gLALQacceeffbjjojpc reducible gLALQacceeffnjjojpc reducible gLALQacceeffjjjojpc reducible gLALQacceeffbkkvkac reducible gLALQacceeffnkkvkac reducible gLALQacceeffjkkvkac reducible gLALQacceeffnggbguc reducible gLALQacceeffjggbguc reducible gLALQacceeffbrgcrhf reducible gLALQacceeffbnnfsqf reducible gLALQacceeffbgnfsqf reducible gLAPPacceeffbgnsoug SFS[D(2,1)(2,1)] gLAzQacceeffbrgrrir toroidal gLAzQacceeffbrgrrin toroidal gLAPPacceeffnjjjfqf SFS[D(5,2)(2,1)] gLAPPacceeffjjjjfqf SFS[D(4,1)(2,1)] gLAzQacceeffbrgrrln SFS[D(4,1)(2,1)] gLAzQacceeffbrgrrlj SFS[D(5,2)(2,1)] gLAPPacceeffnjjjfdg SFS[D(5,2)(2,1)] gLAPPacceeffjjjjfdg SFS[D(4,1)(2,1)] gLAPPacceeffnkkknig toroidal gLAPPacceeffjkkknig SFS[D(5,2)(2,1)] gLAzQacceeffbrgrran SFS[D(5,2)(2,1)] gLAzQacceeffbrgrrar SFS[D(4,1)(2,1)] gLAzQacceeffbrgrrpj toroidal gLAzQacceeffbrgrrpn SFS[D(5,2)(2,1)] gLALQacceeffbrgrrdw toroidal gLALQacceeffbrgrrdj toroidal gLALQacceeffbrgrrak SFS[D(5,2)(2,1)] gLALQacceeffbrgrrar SFS[D(4,1)(2,1)] gLALQacceeffbrgrrej SFS[D(4,1)(2,1)] gLALQacceeffbrgrren SFS[D(5,2)(2,1)] gLALQacceeffbrgrrpw SFS[D(5,2)(2,1)] gLALQacceeffbrgrrpj SFS[D(4,1)(2,1)] gLALQacceeffbrgrrlk toroidal gLALQacceeffbrgrrlr SFS[D(5,2)(2,1)] gLALQacceeffbrgrrhj SFS[D(5,2)(2,1)] gLALQacceeffbrgrrhw SFS[D(4,1)(2,1)] gLALQacceeffbrgrrmn toroidal gLALQacceeffbrgrrmj SFS[D(5,2)(2,1)] gLAPPacceeffbgnjsmg SFS[D(2,1)(2,1)] gLAPPacceeffbsnsoaf reducible gLAPPacceeffbnnsoaf reducible gLAPPacceeffbgnsoaf reducible gLALQacceeffbgngnec SFS[D(2,1)(2,1)] gLALQacceeffbgnrctc SFS[D(2,1)(2,1)] gLAPPacceeffbkfrrqk reducible gLAPPacceeffbkfrrqj reducible gLAPPacceeffbkfrrmf reducible gLAPPacceeffbkfrrmr reducible gLAPPacceeffbkfrrmk reducible gLAPPacceeffbjjwcpv reducible gLAPPacceeffbkfrrps reducible gLAPPacceeffbkfrrpw reducible gLALQacceeffbjjwcic reducible gLALQacceeffnjjwcic reducible gLALQacceeffjjjwcic reducible gLALQacceeffbkkfrxc reducible gLALQacceeffnkkfrxc reducible gLALQacceeffjkkfrxc reducible gLALQacceeffnggnsdc reducible gLALQacceeffjggnsdc reducible gLALQacceeffbjjbnpc reducible gLALQacceeffnjjbnpc reducible gLALQacceeffjjjbnpc reducible gLALQacceeffbkkowac reducible gLALQacceeffnkkowac reducible gLALQacceeffjkkowac reducible gLALQacceeffnggvfuc reducible gLALQacceeffjggvfuc reducible gLALQacceeffbkfcrhf reducible gLALQacceeffbkfcchf reducible gLALQacceeffbgnrcqf reducible gLAPPacceeffbgnwvug SFS[D(2,1)(2,1)] gLAzQacceeffbkfrrir toroidal gLAzQacceeffbkfrrin toroidal gLAPPacceeffnjjgkqf SFS[D(5,2)(2,1)] gLAPPacceeffjjjgkqf SFS[D(4,1)(2,1)] gLAzQacceeffbkfrrln SFS[D(4,1)(2,1)] gLAzQacceeffbkfrrlj SFS[D(5,2)(2,1)] gLAPPacceeffnjjgkdg SFS[D(5,2)(2,1)] gLAPPacceeffjjjgkdg SFS[D(4,1)(2,1)] gLAPPacceeffnkkjgig toroidal gLAPPacceeffjkkjgig SFS[D(5,2)(2,1)] gLAzQacceeffbkfrran SFS[D(5,2)(2,1)] gLAzQacceeffbkfrrar SFS[D(4,1)(2,1)] gLAzQacceeffbkfrrpj toroidal gLAzQacceeffbkfrrpn SFS[D(5,2)(2,1)] gLALQacceeffbkfrrdw toroidal gLALQacceeffbkfrrdj toroidal gLALQacceeffbkfrrak SFS[D(5,2)(2,1)] gLALQacceeffbkfrrar SFS[D(4,1)(2,1)] gLALQacceeffbkfrrej SFS[D(4,1)(2,1)] gLALQacceeffbkfrren SFS[D(5,2)(2,1)] gLALQacceeffbkfrrpw SFS[D(5,2)(2,1)] gLALQacceeffbkfrrpj SFS[D(4,1)(2,1)] gLALQacceeffbkfrrlk toroidal gLALQacceeffbkfrrlr SFS[D(5,2)(2,1)] gLALQacceeffbkfrrhj SFS[D(5,2)(2,1)] gLALQacceeffbkfrrhw SFS[D(4,1)(2,1)] gLALQacceeffbkfrrmn toroidal gLALQacceeffbkfrrmj SFS[D(5,2)(2,1)] gLAPPacceeffbgngnmg SFS[D(2,1)(2,1)] gLAPPacceeffbsnwvaf reducible gLAPPacceeffbnnwvaf reducible gLAPPacceeffbgnwvaf reducible gLAPPacceeffbrfrrqk SFS[D(3,1)(2,1)] gLAPPacceeffbrfrrqj SFS[D(3,1)(2,1)] gLALQacceeffnkkkrxc SFS[D(2,1)(2,1)] gLALQacceeffnkkokac SFS[D(2,1)(2,1)] gLAzQacceeffbrfrrir SFS[D(3,1)(2,1)] gLAzQacceeffbrfrrin SFS[D(3,1)(2,1)] gLAPPacceeffnkkkgig SFS[D(2,1)(2,1)] gLAzQacceeffbrfrrpj SFS[D(2,1)(2,1)] gLALQacceeffbrfrrdw SFS[D(3,1)(2,1)] gLALQacceeffbrfrrdj SFS[D(3,1)(2,1)] gLALQacceeffbrfrrlk SFS[D(2,1)(2,1)] gLALQacceeffbrfrrmn SFS[D(2,1)(2,1)] gLALQacceeffbffkgec reducible gLALQacceeffbffkgej reducible gLALQacceeffbffkgew reducible gLALQacceeffbffkgpn reducible gLALQacceeffbffkgik reducible gLAPPacceeffbffrrqk SFS[D(3,1)(2,1)] gLAPPacceeffbffrrqj SFS[D(3,1)(2,1)] gLALQacceeffnkkrrxc SFS[D(2,1)(2,1)] gLALQacceeffnkkooac SFS[D(2,1)(2,1)] gLAPPacceeffbcjwwpv reducible gLAPPacceeffbffrkps SFS[D(3,1)(2,1)] gLAPPacceeffbffrkpw SFS[D(3,1)(2,1)] gLALQacceeffnwjccic SFS[D(2,1)(2,1)] gLALQacceeffngfvvuc SFS[D(2,1)(2,1)] gLALQacceeffbffwsac reducible gLALQacceeffbffwsaj reducible gLALQacceeffbffwsaw reducible gLALQacceeffbffwsqn reducible gLALQacceeffbffwshk reducible gLAzQacceeffbffrrir SFS[D(3,1)(2,1)] gLAzQacceeffbffrrin SFS[D(3,1)(2,1)] gLAPPacceeffnkkggig SFS[D(2,1)(2,1)] gLAzQacceeffbffrrpj SFS[D(2,1)(2,1)] gLAPPacceeffbcjkkqf reducible gLAPPacceeffncjkkqf SFS[D(3,1)(2,1)] gLAPPacceeffjcjkkqf SFS[D(3,1)(2,1)] gLAPPacceeffngfjjxg SFS[D(2,1)(2,1)] gLAzQacceeffbffrsan SFS[D(2,1)(2,1)] gLALQacceeffbffrrdw SFS[D(3,1)(2,1)] gLALQacceeffbffrrdj SFS[D(3,1)(2,1)] gLALQacceeffbffrrlk SFS[D(2,1)(2,1)] gLALQacceeffbffrrmn SFS[D(2,1)(2,1)] gLALQacceeffbrvrvej reducible gLALQacceeffbrvrvew reducible gLALQacceeffbrvrvpn reducible gLALQacceeffbrvrvik reducible gLALQacceeffbrvkvec reducible gLALQacceeffbrvkvej SFS[D(3,1)(3,2)] gLALQacceeffbrvkvew SFS[D(3,1)(3,1)] gLALQacceeffbrvkvpn SFS[D(3,1)(2,1)] gLALQacceeffbrvkvik SFS[D(3,1)(2,1)] gLALQacceeffbrvfvec reducible gLALQacceeffbrvfvej SFS[D(3,1)(3,1)] gLALQacceeffbrvfvew SFS[D(3,1)(3,2)] gLALQacceeffbrvfvpn SFS[D(3,1)(2,1)] gLALQacceeffbrvfvik SFS[D(3,1)(2,1)] gLALQacceeffbrvrfec reducible gLALQacceeffbrvrfej SFS[D(3,1)(3,2)] gLALQacceeffbrvrfew SFS[D(3,1)(3,1)] gLALQacceeffbrvrfpn SFS[D(3,1)(2,1)] gLALQacceeffbrvrfik SFS[D(3,1)(2,1)] gLALQacceeffbrvkfec reducible gLALQacceeffbrvkfej SFS[D(3,1)(3,1)] gLALQacceeffbrvkfew SFS[D(3,1)(3,2)] gLALQacceeffbrvkfpn SFS[D(3,1)(2,1)] gLALQacceeffbrvkfik SFS[D(3,1)(2,1)] gLALQacceeffbrvffec reducible gLALQacceeffbrvffej reducible gLALQacceeffbrvffew reducible gLALQacceeffbrvffpn reducible gLALQacceeffbrvffik reducible gLALQacceeffbrvrgec reducible gLALQacceeffbrvrgej SFS[D(3,1)(3,1)] gLALQacceeffbrvrgew SFS[D(3,1)(3,2)] gLALQacceeffbrvrgpn SFS[D(3,1)(2,1)] gLALQacceeffbrvrgik SFS[D(3,1)(2,1)] gLALQacceeffbrvkgec reducible gLALQacceeffbrvkgej toroidal gLALQacceeffbrvkgew toroidal gLALQacceeffbgjsbec SFS[D(2,1)(2,1)] gLALQacceeffbrvkgpn toroidal gLALQacceeffbrvkgpj SFS[D(2,1)(2,1)] gLALQacceeffbgjsbif SFS[D(2,1)(2,1)] gLALQacceeffbrvkgik toroidal gLALQacceeffbrvkgir SFS[D(2,1)(2,1)] gLALQacceeffbrvfgec reducible gLALQacceeffbrvfgej SFS[D(3,1)(3,2)] gLALQacceeffbrvfgew SFS[D(3,1)(3,1)] gLALQacceeffbrvfgpn SFS[D(3,1)(2,1)] gLALQacceeffbrvfgik SFS[D(3,1)(2,1)] gLALQacceeffbrvjjej reducible gLALQacceeffbrvjjew reducible gLALQacceeffbjjrvab reducible gLALQacceeffbrvjjan reducible gLALQacceeffbrvjjaj reducible gLALQacceeffbjjrvdf reducible gLALQacceeffbrvjjdr reducible gLALQacceeffbrvjjdk reducible gLALQacceeffbjjrvlc reducible gLALQacceeffbrvjjlj reducible gLALQacceeffbrvjjlw reducible gLALQacceeffbkksbec reducible gLALQacceeffbrvjjpn reducible gLALQacceeffbrvjjpj reducible gLALQacceeffbrvjjxr reducible gLALQacceeffbrvjjxk reducible gLALQacceeffbjjrvqc reducible gLALQacceeffbrvjjqw reducible gLALQacceeffbrvjjqj reducible gLALQacceeffbkksbif reducible gLALQacceeffbrvjjik reducible gLALQacceeffbrvjjir reducible gLALQacceeffbrvjjuj reducible gLALQacceeffbrvjjun reducible gLALQacceeffbgnbkmc SFS[D(2,1)(2,1)] gLAPPacceeffbrvrrqk SFS[D(3,1)(2,1)] gLAPPacceeffbrvrrqj SFS[D(3,1)(2,1)] gLALQacceeffnkkksxc SFS[D(2,1)(2,1)] gLALQacceeffnkkbkac SFS[D(2,1)(2,1)] gLAPPacceeffbrvofpv reducible gLAPPacceeffbjnvjpv reducible gLALQacceeffbrkbkac reducible gLALQacceeffbgnbkac SFS[D(2,1)(2,1)] gLAzQacceeffbrvvvlr SFS[D(3,1)(2,1)] gLAzQacceeffbrvvvln SFS[D(3,1)(2,1)] gLALQacceeffnkkbkmc SFS[D(2,1)(2,1)] gLALQacceeffnkkkstc SFS[D(2,1)(2,1)] gLAPPacceeffbjnvjmf reducible gLALQacceeffbrkbkmc reducible gLAPPacceeffbwbvjmf reducible gLALQacceeffbgnbkqb SFS[D(2,1)(2,1)] gLALQacceeffbrvvvaj SFS[D(3,1)(2,1)] gLALQacceeffbrvvvaw SFS[D(3,1)(2,1)] gLALQacceeffbrvvvqn SFS[D(2,1)(2,1)] gLALQacceeffbrvvvhk SFS[D(2,1)(2,1)] gLALQacceeffbrvbvic reducible gLALQacceeffbrkbkqb reducible gLALQacceeffbrvofic reducible gLAPPacceeffnsbksig SFS[D(4,1)(2,1)] gLAPPacceeffjsbksig SFS[D(5,2)(2,1)] gLAzQacceeffbrvjvpj SFS[D(4,1)(2,1)] gLAzQacceeffbrvjvpn SFS[D(5,2)(2,1)] gLAzQacceeffbrvjfir SFS[D(5,2)(2,1)] gLAzQacceeffbrvjfin SFS[D(4,1)(2,1)] gLAPPacceeffbgbksig SFS[D(2,1)(2,1)] gLAzQacceeffbrvjfpj SFS[D(5,2)(2,1)] gLAzQacceeffbrvjfpn SFS[D(4,1)(2,1)] gLAzQacceeffbrvjgir toroidal gLAzQacceeffbrvjgin SFS[D(5,2)(2,1)] gLAPPacceeffnnbksig SFS[D(5,2)(2,1)] gLAPPacceeffjnbksig toroidal gLAzQacceeffbrvjgpb reducible gLAzQacceeffbrvjgpj toroidal gLAzQacceeffbrvjgpn toroidal gLAzQacceeffbrvggir SFS[D(2,1)(2,1)] gLAPPacceeffjnnksig SFS[D(2,1)(2,1)] gLAzQacceeffbnnkbeb reducible gLAzQacceeffbrvggpj SFS[D(3,1)(2,1)] gLAzQacceeffbrvggpn SFS[D(3,1)(2,1)] gLAzQacceeffbrvkgir SFS[D(2,1)(2,1)] gLAPPacceeffjnjksig SFS[D(2,1)(2,1)] gLAzQacceeffbgnkbeb reducible gLAzQacceeffbrvkgpj SFS[D(3,1)(2,1)] gLAzQacceeffbrvkgpn SFS[D(3,1)(2,1)] gLAPPacceeffbrvjjmk toroidal gLAPPacceeffbrvjjmj toroidal gLAPPacceeffbrvjjpr SFS[D(5,2)(2,1)] gLAPPacceeffbrvjjpk SFS[D(4,1)(2,1)] gLAPPacceeffbrvjjqs SFS[D(4,1)(2,1)] gLAPPacceeffbrvjjqw SFS[D(5,2)(2,1)] gLAPPacceeffbrvjjak SFS[D(5,2)(2,1)] gLAPPacceeffbrvjjaj SFS[D(4,1)(2,1)] gLAPPacceeffbrvjjlr toroidal gLAPPacceeffbrvjjlk SFS[D(5,2)(2,1)] gLAPPacceeffbrvjjij SFS[D(5,2)(2,1)] gLAPPacceeffbrvjjik SFS[D(4,1)(2,1)] gLAPPacceeffbrvjjdw toroidal gLAPPacceeffbrvjjds SFS[D(5,2)(2,1)] gLAzQacceeffbrvrrir SFS[D(3,1)(2,1)] gLAzQacceeffbrvrrin SFS[D(3,1)(2,1)] gLAPPacceeffnkkksig SFS[D(2,1)(2,1)] gLAzQacceeffbrvrrpj SFS[D(2,1)(2,1)] gLALQacceeffbrvrrdw SFS[D(3,1)(2,1)] gLALQacceeffbrvrrdj SFS[D(3,1)(2,1)] gLALQacceeffbrvrrlk SFS[D(2,1)(2,1)] gLALQacceeffbrvrrmn SFS[D(2,1)(2,1)] gLALQacceeffbrvrcpc reducible gLALQacceeffbrkbkuf reducible gLALQacceeffbrvfspc reducible gLALQacceeffbgnbkuf SFS[D(2,1)(2,1)] gLAzQacceeffbrvjjhn toroidal gLAzQacceeffbrvjjhr toroidal gLAzQacceeffbrvjjij SFS[D(5,2)(2,1)] gLAzQacceeffbrvjjin SFS[D(4,1)(2,1)] gLAPPacceeffjjjrvpf SFS[D(4,1)(2,1)] gLAPPacceeffnjjrvpf SFS[D(5,2)(2,1)] gLAPPacceeffnjjrvig SFS[D(5,2)(2,1)] gLAPPacceeffjjjrvig SFS[D(4,1)(2,1)] gLAPPacceeffnkksbxg toroidal gLAPPacceeffjkksbxg SFS[D(5,2)(2,1)] gLAzQacceeffbrvjjpr SFS[D(5,2)(2,1)] gLAzQacceeffbrvjjpn SFS[D(4,1)(2,1)] gLAPPacceeffnkksbaf toroidal gLAPPacceeffjkksbaf SFS[D(5,2)(2,1)] gLAPPacceeffbrvjrew SFS[D(4,1)(2,1)] gLAPPacceeffbrvjres SFS[D(5,2)(2,1)] gLAPPacceeffbrvjrir SFS[D(4,1)(2,1)] gLAPPacceeffbrvjrik SFS[D(5,2)(2,1)] gLAPPacceeffbrvjfpj SFS[D(5,2)(2,1)] gLAPPacceeffbrvjfpk SFS[D(4,1)(2,1)] gLAPPacceeffbgbksmg SFS[D(2,1)(2,1)] gLAPPacceeffbrvjfir SFS[D(5,2)(2,1)] gLAPPacceeffbrvjfik SFS[D(4,1)(2,1)] gLAPPacceeffbrvjkpj toroidal gLAPPacceeffbrvjkpk SFS[D(5,2)(2,1)] gLAPPacceeffbrvjkew SFS[D(5,2)(2,1)] gLAPPacceeffbrvjkes toroidal gLAPPacceeffbrvjkif reducible gLAPPacceeffbrvjkir toroidal gLAPPacceeffbrvjkik toroidal gLAPPacceeffbrvkkpj SFS[D(2,1)(2,1)] gLAPPacceeffbrvkkes SFS[D(2,1)(2,1)] gLAPPacceeffbrvkkif reducible gLAPPacceeffbrvkkir SFS[D(3,1)(2,1)] gLAPPacceeffbrvkkik SFS[D(3,1)(2,1)] gLAPPacceeffbrvgkpj SFS[D(2,1)(2,1)] gLAPPacceeffbrvgkes SFS[D(2,1)(2,1)] gLAPPacceeffbrvgkif reducible gLAPPacceeffbrvgkir SFS[D(3,1)(2,1)] gLAPPacceeffbrvgkik SFS[D(3,1)(2,1)] gLAPPacceeffbrvvvpj SFS[D(3,1)(2,1)] gLAPPacceeffbrvvvpk SFS[D(3,1)(2,1)] gLAPPacceeffbrvvvew SFS[D(2,1)(2,1)] gLAPPacceeffbrvvvir SFS[D(2,1)(2,1)] gLAPPacceeffbcbvwpv reducible gLAPPacceeffbfvwwmf reducible gLAPPacceeffbfvkwpf reducible gLAPPacceeffbffroqv reducible gLAPPacceeffbfvkkpg reducible gLAPPacceeffbfvgfpg reducible gLAPPacceeffbfvgfpj SFS[D(3,1)(2,1)] gLAPPacceeffbfvgfpk SFS[D(3,1)(2,1)] gLAPPacceeffbfvgfew SFS[D(2,1)(2,1)] gLAPPacceeffbfvgfir SFS[D(2,1)(2,1)] gLALQacceeffbjjkgej SFS[A(3,1)] gLALQacceeffbjjkgew SFS[A(3,1)] gLALQacceeffbgjkkec T2xI gLALQacceeffbjjkgpn SFS[A(2,1)] gLALQacceeffbjjkgpj T2xI gLALQacceeffbgjkkif T2xI gLALQacceeffbjjkgik SFS[A(2,1)] gLALQacceeffbjjkgir T2xI gLALQacceeffbgvoodc SFS[D(2,1)(2,1)] gLALQacceeffbwkoohc reducible gLALQacceeffbgvoohc SFS[D(2,1)(2,1)] gLALQacceeffbwkoodc reducible gLALQacceeffbgvoolf SFS[D(2,1)(2,1)] gLALQacceeffbjjwcuf reducible gLAPPacceeffbgbbbig T2xI gLAPPacceeffbjjootv reducible gLALQacceeffbjjbnxb reducible gLALQacceeffbgvooxb SFS[D(2,1)(2,1)] gLAPPacceeffbgbbbmg T2xI gLAPPacceeffbwwggdg reducible gLALQacceeffbgfgfpb SFS[D(2,1)(2,1)] gLALQacceeffbggvodc SFS[D(2,1)(2,1)] gLALQacceeffbggcsuc SFS[D(2,1)(2,1)] gLALQacceeffbgvwctc SFS[D(2,1)(2,1)] gLAPPacceeffbgfjgpg SFS[D(2,1)(2,1)] gLAPPacceeffbwwnoxg reducible gLAPPacceeffbggnoxg SFS[D(2,1)(2,1)] gLAPPacceeffbggovef SFS[D(2,1)(2,1)] gLALQacceeffbjnbbxb reducible gLALQacceeffbggokxb SFS[D(2,1)(2,1)] gLALQacceeffbggjcpf SFS[D(2,1)(2,1)] gLAPPacceeffbgfobtg SFS[D(2,1)(2,1)] gLALQacceeffbgfnvpb SFS[D(2,1)(2,1)] gLALQacceeffbggbwdc SFS[D(2,1)(2,1)] gLALQacceeffbggwruc SFS[D(2,1)(2,1)] gLALQacceeffbgvjstc SFS[D(2,1)(2,1)] gLAPPacceeffbgfknpg SFS[D(2,1)(2,1)] gLAPPacceeffbwwrbxg reducible gLAPPacceeffbggrbxg SFS[D(2,1)(2,1)] gLAPPacceeffbggrbef SFS[D(2,1)(2,1)] gLALQacceeffbwbbbxb reducible gLALQacceeffbggbwxb SFS[D(2,1)(2,1)] gLALQacceeffbggwrpf SFS[D(2,1)(2,1)] gLAPPacceeffbgfnvtg SFS[D(2,1)(2,1)] gLALQacceeffbggnfxf SFS[D(2,1)(2,1)] gLALQacceeffbggnfpb SFS[D(2,1)(2,1)] gLALQacceeffbwnkgej toroidal gLALQacceeffbwnkgew toroidal gLALQacceeffbgjfwub SFS[D(2,1)(2,1)] gLALQacceeffbwnkgpn toroidal gLALQacceeffbwnkgpj SFS[D(2,1)(2,1)] gLALQacceeffbgjfwif SFS[D(2,1)(2,1)] gLALQacceeffbwnkgik toroidal gLALQacceeffbwnkgir SFS[D(2,1)(2,1)] gLAPPacceeffbggjnpg SFS[D(2,1)(2,1)] gLAPPacceeffbwnjjxf SFS[D(2,1)(2,1)] gLAPPacceeffbgbcolf SFS[D(2,1)(2,1)] gLAPPacceeffbgbcotv SFS[D(2,1)(2,1)] gLAPPacceeffbggjndg SFS[D(2,1)(2,1)] gLAzQacceeffbggjvdb SFS[D(2,1)(2,1)] gLAPPacceeffbcjokmf reducible gLAPPacceeffbcjnbmk SFS[D(3,1)(2,1)] gLAPPacceeffbcjnbmj SFS[D(3,1)(2,1)] gLAPPacceeffbcjnblr SFS[D(2,1)(2,1)] gLAPPacceeffbcjnbdw SFS[D(2,1)(2,1)] gLAPPacceeffbcbvomv reducible gLALQacceeffbcbkgej reducible gLALQacceeffbcbkgew reducible gLALQacceeffbcbkgpn reducible gLALQacceeffbcbkgik reducible gLAzQacceeffbcbvvlr SFS[D(3,1)(2,1)] gLAzQacceeffbcbvvln SFS[D(3,1)(2,1)] gLALQacceeffnkkgcmc SFS[D(2,1)(2,1)] gLALQacceeffnkkvjtc SFS[D(2,1)(2,1)] gLAPPacceeffncjokmf SFS[D(3,1)(2,1)] gLAPPacceeffjcjokmf SFS[D(3,1)(2,1)] gLALQacceeffngfjrtc SFS[D(2,1)(2,1)] gLALQacceeffnwjogmc SFS[D(2,1)(2,1)] gLALQacceeffbcbvvaj SFS[D(3,1)(2,1)] gLALQacceeffbcbvvaw SFS[D(3,1)(2,1)] gLALQacceeffbcbvvqn SFS[D(2,1)(2,1)] gLALQacceeffbcbvvhk SFS[D(2,1)(2,1)] gLALQacceeffbcbondw reducible gLALQacceeffbcbondj reducible gLALQacceeffbcbonlk reducible gLALQacceeffbcbonmn reducible gLAPPacceeffbcbvvpj SFS[D(3,1)(2,1)] gLAPPacceeffbcbvvpk SFS[D(3,1)(2,1)] gLAPPacceeffbcbvvew SFS[D(2,1)(2,1)] gLAPPacceeffbcbvvir SFS[D(2,1)(2,1)] gLAPPacceeffbcbvomw SFS[D(3,1)(2,1)] gLAPPacceeffbcbvoms SFS[D(3,1)(2,1)] gLAPPacceeffbcbvouk SFS[D(2,1)(2,1)] gLAPPacceeffbcbvodk SFS[D(2,1)(2,1)] gLALQacceeffbjkjklc reducible gLLAQbdeedffafminfo reducible gLALQacceeffbjjkgec reducible gLALQacceeffjjjkgec reducible gLALQacceeffnjjkgec reducible gLALQacceeffbkkgjqc reducible gLALQacceeffnkkgjqc reducible gLALQacceeffjkkgjqc reducible gLALQacceeffjggjklc reducible gLALQacceeffbwnkgec reducible gLALQacceeffbcbkgec reducible gLALQacceeffbgnvwic reducible gLLAQbcceeffaoomhvo reducible gLLAQbdeedffmnlpojo reducible gLLAQbdeedffmnlpnjo reducible gLLAQbdeedffmnlpojn reducible gLALQacceeffngjvwic reducible gLALQacceeffngjfcuc reducible gLALQacceeffbgvnrpc reducible gLALQacceeffbcbondc reducible gLAzQacceeffbsngnxo reducible gLAzQacceeffbnngnxo reducible gLAzQacceeffbgngnxo reducible gLAzQacceeffnjjwcho reducible gLAzQacceeffjjjwcho reducible gLAPPacceeffjjjnbmg reducible gLAPPacceeffnjjnbmg reducible gLAPPacceeffnkkwotg reducible gLAPPacceeffjkkwotg reducible gLAPPacceeffjwjnbmg reducible gLAPPacceeffnwjnbmg reducible gLAPPacceeffbcjnbmg reducible gLAzQacceeffjgfnsto reducible gLAzQacceeffjgvnsto reducible gLAzQacceeffjffwcho reducible gLAPPacceeffbwwfvhg reducible gLAPPacceeffjwwfvhg reducible gLAPPacceeffbrwjnag reducible gLALQacceeffbggcklc SFS[D(3,1)(2,1)] gLALQacceeffbgvncpc SFS[D(3,1)(2,1)] gLAPPacceeffbggcvhg SFS[D(3,1)(2,1)] gLAzQacceeffbggncto SFS[D(3,1)(2,1)] gLAPPacceeffbwwcvhg reducible gLALQacceeffbgvgrpc SFS[D(3,1)(2,1)] gLALQacceeffbggjwlc SFS[D(3,1)(2,1)] gLALQacceeffbgvnspc SFS[D(3,1)(2,1)] gLAPPacceeffbggbvhg SFS[D(3,1)(2,1)] gLAzQacceeffbggnrto SFS[D(3,1)(2,1)] gLAPPacceeffbwwbvhg reducible gLALQacceeffbgvsrpc SFS[D(3,1)(2,1)] gLALQacceeffbwnffec reducible gLALQacceeffbgnooic reducible gLLAQbcceeffaoomhvn reducible gLLAQbcceeffaoomhvr reducible gLALQacceeffngjooic reducible gLALQacceeffngjrruc reducible gLALQacceeffbgvsspc reducible gLAzQacceeffnjjssho reducible gLAzQacceeffjjjssho reducible gLAPPacceeffjjjoomg reducible gLAPPacceeffnjjoomg reducible gLAPPacceeffnkkvvtg reducible gLAPPacceeffjkkvvtg reducible gLAPPacceeffjwjoomg reducible gLAPPacceeffnwjoomg reducible gLAPPacceeffbcjoomg reducible gLAzQacceeffjgfrrto reducible gLAzQacceeffjgvrrto reducible gLAzQacceeffjffssho reducible gLAPPacceeffbwwbbhg reducible gLAPPacceeffjwwbbhg reducible gLAPPacceeffbrwggag reducible gLALQacceeffbggcwlc SFS[D(3,1)(2,1)] gLALQacceeffbgvgspc SFS[D(3,1)(2,1)] gLAPPacceeffbggbohg SFS[D(3,1)(2,1)] gLAzQacceeffbggorto SFS[D(3,1)(2,1)] gLAPPacceeffbwwbohg reducible gLALQacceeffbgvscpc SFS[D(3,1)(2,1)] gLALQacceeffbgjkkqj toroidal gLALQacceeffbgjkkqw toroidal gLALQacceeffbgjkkej SFS[A(5,2)] gLALQacceeffbgjkkew SFS[A(4,1)] gLALQacceeffbgjkkir SFS[A(4,1)] gLALQacceeffbgjkkik SFS[A(5,2)] gLALQacceeffbgjkkab T2xI gLALQacceeffbgjkkan toroidal gLALQacceeffbgjkkaj SFS[A(5,2)] gLALQacceeffbgjkkxf T2xI gLALQacceeffbgjkkxk toroidal gLALQacceeffbgjkkxr SFS[A(5,2)] gLALQacceeffbgjkkdk T2xI gLALQacceeffbgjkkdr T2xI gLALQacceeffbgbvwtb SFS[D(3,1)(2,1)] gLALQacceeffbgjfrlb reducible gLALQacceeffbgjfcuj toroidal gLALQacceeffbgjfcuw toroidal gLALQacceeffbgjfclb SFS[D(3,1)(2,1)] gLALQacceeffbgjfcln toroidal gLALQacceeffbgjfclj SFS[D(3,1)(2,1)] gLALQacceeffbgjfcmf SFS[D(3,1)(2,1)] gLALQacceeffbgjfcmk toroidal gLALQacceeffbgjfcmr SFS[D(3,1)(2,1)] gLAzQacceeffbgjkjab T2xI gLAzQacceeffbgjjjab T2xI gLAzQacceeffbgjgjab SFS[A(2,1)] gLAPPacceeffbgjkkar reducible gLAPPacceeffbgjkkak reducible gLAPPacceeffbgjkkls reducible gLAPPacceeffbgjkklw reducible gLAPPacceeffbgjkkuk reducible gLAPPacceeffbgjkkuj reducible gLAPPacceeffbgjkker reducible gLAPPacceeffbgjkkek reducible gLAPPacceeffbgjkkxj reducible gLAPPacceeffbgjkkxk reducible gLAPPacceeffbgjkkiw reducible gLAPPacceeffbgjkkis reducible gLAPPacceeffbgjkrls SFS[D(4,1)(3,1)] gLAPPacceeffbgjkrlw SFS[D(5,2)(3,1)] gLAPPacceeffbgjkruk SFS[D(5,3)(3,1)] gLAPPacceeffbgjkruj SFS[D(4,3)(3,1)] gLAPPacceeffbgjkfls SFS[D(4,3)(3,1)] gLAPPacceeffbgjkflw SFS[D(5,3)(3,1)] gLAPPacceeffbgjkfuk SFS[D(5,2)(3,1)] gLAPPacceeffbgjkfuj SFS[D(4,1)(3,1)] gLAPPacceeffbgbwoef SFS[D(3,1)(2,1)] gLAPPacceeffbgjvvar SFS[D(5,2)(2,1)] gLAPPacceeffbgjvvak SFS[D(4,1)(2,1)] gLAPPacceeffbgjvvxj SFS[D(5,2)(2,1)] gLAPPacceeffbgjvvxk SFS[D(4,1)(2,1)] gLAPPacceeffbgbwoiv SFS[D(3,1)(2,1)] gLAPPacceeffbrwjnxf SFS[D(2,1)(2,1)] gLALQacceeffbgbvwef SFS[D(3,1)(2,1)] gLALQacceeffbgjowef reducible gLALQacceeffbgjvwiw toroidal gLALQacceeffbgjvwij toroidal gLALQacceeffbgjvwef SFS[D(3,1)(2,1)] gLALQacceeffbgjvwek toroidal gLALQacceeffbgjvwer SFS[D(3,1)(2,1)] gLALQacceeffbgjvwtn toroidal gLALQacceeffbgjvwtj SFS[D(3,1)(2,1)] gLAPPacceeffbgjkgxf T2xI gLAPPacceeffbgjggxf T2xI gLAPPacceeffbgjjgxf SFS[A(2,1)] gLAPPacceeffbgjcvqv SFS[D(2,1)(2,1)] gLAzQacceeffbgngnxr toroidal gLAzQacceeffbgngnxn toroidal gLAPPacceeffngjjgxf toroidal gLAPPacceeffjgjjgxf SFS[A(2,1)] gLAzQacceeffbgngnaj toroidal gLAzQacceeffbgngnan SFS[A(2,1)] gLALQacceeffbgnvwiw reducible gLALQacceeffbgnvwij reducible gLALQacceeffbgnvwek reducible gLALQacceeffbgnvwer reducible gLALQacceeffbgnvwtn reducible gLALQacceeffbgnvwtj reducible gLAzQacceeffbsngnxr SFS[A(3,1)] gLAzQacceeffbsngnxn SFS[A(3,1)] gLAPPacceeffngjkgxf SFS[A(2,1)] gLAPPacceeffjgjkgxf T2xI gLAzQacceeffbsngnaj SFS[A(2,1)] gLAzQacceeffbsngnan T2xI gLAzQacceeffbnngnxr SFS[A(3,1)] gLAzQacceeffbnngnxn SFS[A(3,1)] gLAPPacceeffngjggxf SFS[A(2,1)] gLAPPacceeffjgjggxf T2xI gLAzQacceeffbnngnaj SFS[A(2,1)] gLAzQacceeffbnngnan T2xI gLALQacceeffbgbnbxf T2xI gLALQacceeffbgbnnxf T2xI gLALQacceeffbgbnjxf SFS[A(2,1)] gLALQacceeffbgbrwab SFS[D(2,1)(2,1)] gLALQacceeffbgbfslb SFS[D(3,1)(2,1)] gLALQacceeffbgbrrqr SFS[D(4,1)(2,1)] gLALQacceeffbgbrrqk SFS[D(5,2)(2,1)] gLALQacceeffbgbrrxj SFS[D(5,2)(2,1)] gLALQacceeffbgbrrxw SFS[D(4,1)(2,1)] gLALQacceeffbgbkcmf SFS[D(3,1)(2,1)] gLALQacceeffbgbbbin reducible gLALQacceeffbgbbbij reducible gLALQacceeffbgbbbqr reducible gLALQacceeffbgbbbqk reducible gLALQacceeffbgbbbxj reducible gLALQacceeffbgbbbxw reducible gLALQacceeffbgbbbln reducible gLALQacceeffbgbbblj reducible gLALQacceeffbgbbbtw reducible gLALQacceeffbgbbbtj reducible gLALQacceeffbgbbbmk reducible gLALQacceeffbgbbbmr reducible gLALQacceeffbgbobin SFS[D(5,3)(3,1)] gLALQacceeffbgbobij SFS[D(4,3)(3,1)] gLALQacceeffbgbobtw SFS[D(5,2)(3,1)] gLALQacceeffbgbobtj SFS[D(4,1)(3,1)] gLALQacceeffbgbvbin SFS[D(5,2)(3,1)] gLALQacceeffbgbvbij SFS[D(4,1)(3,1)] gLALQacceeffbgbvbtw SFS[D(5,3)(3,1)] gLALQacceeffbgbvbtj SFS[D(4,3)(3,1)] gLAPPacceeffbsnjsxf T2xI gLAPPacceeffbgnjsxf SFS[A(2,1)] gLAPPacceeffbnnjsxf T2xI gLAPPacceeffbgbsoiv SFS[D(3,1)(2,1)] gLAPPacceeffbgbwotk toroidal gLAPPacceeffbgbwotj toroidal gLAPPacceeffbgbwoer toroidal gLAPPacceeffbgbwoek SFS[D(3,1)(2,1)] gLAPPacceeffbgbwoiw toroidal gLAPPacceeffbgbwois SFS[D(3,1)(2,1)] gLAPPacceeffbgbvoiv reducible gLAzQacceeffbgbwrab SFS[D(2,1)(2,1)] gLALQacceeffbgbvwiw toroidal gLALQacceeffbgbvwij toroidal gLALQacceeffbgbvwek toroidal gLALQacceeffbgbvwer SFS[D(3,1)(2,1)] gLALQacceeffbgbvwtn toroidal gLALQacceeffbgbvwtj SFS[D(3,1)(2,1)] gLALQacceeffbgbvotb reducible gLAPPacceeffbgbbbaj toroidal gLAPPacceeffbgbbbak toroidal gLAPPacceeffbgbbbmj SFS[A(5,2)] gLAPPacceeffbgbbbmk SFS[A(4,1)] gLAPPacceeffbgbbbij SFS[A(4,1)] gLAPPacceeffbgbbbik SFS[A(5,2)] gLAPPacceeffbgbbbqv T2xI gLAPPacceeffbgbbbqw toroidal gLAPPacceeffbgbbbqs SFS[A(5,2)] gLAPPacceeffbgbbbxf T2xI gLAPPacceeffbgbbbxr toroidal gLAPPacceeffbgbbbxk SFS[A(5,2)] gLAPPacceeffbgbbbds T2xI gLAPPacceeffbgbbbdw T2xI gLALQacceeffbkkgjqj SFS[A(3,1)] gLALQacceeffbkkgjqw SFS[A(3,1)] gLALQacceeffbkkgjan SFS[A(2,1)] gLALQacceeffbkkgjaj T2xI gLALQacceeffbkkgjxk SFS[A(2,1)] gLALQacceeffbkkgjxr T2xI gLALQacceeffbfobbuj SFS[D(3,1)(2,1)] gLALQacceeffbfobbuw SFS[D(3,1)(2,1)] gLALQacceeffbfobbln SFS[D(2,1)(2,1)] gLALQacceeffbfobbmk SFS[D(2,1)(2,1)] gLAPPacceeffbfobbaj SFS[D(3,1)(2,1)] gLAPPacceeffbfobbak SFS[D(3,1)(2,1)] gLAPPacceeffbfobbqw SFS[D(2,1)(2,1)] gLAPPacceeffbfobbxr SFS[D(2,1)(2,1)] gLAPPacceeffbrwjnaj toroidal gLAPPacceeffbrwjnak toroidal gLAPPacceeffbrwjnqw toroidal gLAPPacceeffbrwjnqs SFS[D(2,1)(2,1)] gLAPPacceeffbrwjnxr toroidal gLAPPacceeffbrwjnxk SFS[D(2,1)(2,1)] gLALQacceeffbggngxk SFS[D(5,2)(3,1)] gLALQacceeffbggngxr toroidal gLALQacceeffbggngpj SFS[D(4,1)(3,1)] gLALQacceeffbggngpn SFS[D(5,2)(3,1)] gLALQacceeffbggngew SFS[D(5,3)(3,1)] gLALQacceeffbggngej SFS[D(4,3)(3,1)] gLALQacceeffbggngdk SFS[D(4,1)(3,1)] gLALQacceeffbggngdr SFS[D(5,2)(3,1)] gLALQacceeffbggngaj toroidal gLALQacceeffbggngan toroidal gLALQacceeffbggngqj SFS[D(5,3)(3,1)] gLALQacceeffbggngqw toroidal gLALQacceeffbggngun SFS[D(4,3)(3,1)] gLALQacceeffbggnguj SFS[D(5,3)(3,1)] gLALQacceeffbgggfxk SFS[D(5,2)(3,1)] gLALQacceeffbgggfxr SFS[D(4,1)(3,1)] gLALQacceeffbgggfpj toroidal gLALQacceeffbgggfpn SFS[D(5,2)(3,1)] gLALQacceeffbgggfew SFS[D(5,3)(3,1)] gLALQacceeffbgggfej toroidal gLALQacceeffbgggfdk SFS[D(4,3)(3,1)] gLALQacceeffbgggfdr SFS[D(5,3)(3,1)] gLALQacceeffbgggfqj SFS[D(5,3)(3,1)] gLALQacceeffbgggfqw SFS[D(4,3)(3,1)] gLALQacceeffbgggfun SFS[D(4,1)(3,1)] gLALQacceeffbgggfuj SFS[D(5,2)(3,1)] gLALQacceeffbgggfir toroidal gLALQacceeffbgggfik toroidal gLALQacceeffbggcolj SFS[D(3,1)(2,1)] gLALQacceeffbggcodk toroidal gLALQacceeffbggcodr toroidal gLALQacceeffbggcklw toroidal gLALQacceeffbggcklj SFS[D(3,1)(2,1)] gLALQacceeffbgbkkdf SFS[D(3,1)(2,1)] gLALQacceeffbggckdk SFS[D(3,1)(2,1)] gLALQacceeffbggckdr toroidal gLALQacceeffbggckun toroidal gLALQacceeffbggckuj toroidal gLALQacceeffbggcwlw m003(0,0) gLALQacceeffbggcwlj toroidal gLALQacceeffbggcwdk m011(0,0) gLALQacceeffbggcwdr m019(0,0) gLALQacceeffbggcwun m006(0,0) gLALQacceeffbggcwuj m016(0,0) gLALQacceeffbggwwlj toroidal gLALQacceeffbggwwqj SFS[D(5,2)(2,1)] gLALQacceeffbggwwqw SFS[D(4,1)(2,1)] gLALQacceeffbggwwej SFS[D(4,1)(2,1)] gLALQacceeffbggwwew SFS[D(5,2)(2,1)] gLALQacceeffbggwwdk toroidal gLALQacceeffbggwwdr SFS[D(5,2)(2,1)] gLALQacceeffbggjkab T2xI gLALQacceeffbggjkif T2xI gLALQacceeffbggjwlw SFS[D(3,1)(2,1)] gLALQacceeffbggjwlj toroidal gLALQacceeffbggjwdk toroidal gLALQacceeffbggjwdr toroidal gLALQacceeffbggjwub SFS[D(3,1)(2,1)] gLALQacceeffbggjwun SFS[D(3,1)(2,1)] gLALQacceeffbggjwuj toroidal gLALQacceeffbggccxw toroidal gLALQacceeffbggccxj toroidal gLALQacceeffbggccpk SFS[D(5,2)(3,1)] gLALQacceeffbggccpr SFS[D(4,1)(3,1)] gLALQacceeffbggcclj SFS[D(4,3)(3,1)] gLALQacceeffbggccln SFS[D(5,3)(3,1)] gLALQacceeffbggccuw SFS[D(5,2)(3,1)] gLALQacceeffbggccuj SFS[D(4,1)(3,1)] gLALQacceeffbggccqk toroidal gLALQacceeffbggccqr SFS[D(5,2)(3,1)] gLALQacceeffbggcctj SFS[D(5,3)(3,1)] gLALQacceeffbggcctw SFS[D(4,3)(3,1)] gLALQacceeffbggcchn toroidal gLALQacceeffbggcchj SFS[D(5,3)(3,1)] gLALQacceeffbggjcqf SFS[D(2,1)(2,1)] gLALQacceeffbggcsqf SFS[D(2,1)(2,1)] gLALQacceeffbggwrhb SFS[D(2,1)(2,1)] gLALQacceeffbggogqk SFS[D(4,1)(2,1)] gLALQacceeffbggogqr SFS[D(5,2)(2,1)] gLALQacceeffbggoghn SFS[D(4,1)(2,1)] gLALQacceeffbggoghj SFS[D(5,2)(2,1)] gLALQacceeffbggofxw m016(0,0) gLALQacceeffbggofxj m006(0,0) gLALQacceeffbgbsshf SFS[D(3,1)(2,1)] gLALQacceeffbggofqk m003(0,0) gLALQacceeffbggofqr toroidal gLALQacceeffbggofhn m019(0,0) gLALQacceeffbggofhj m011(0,0) gLALQacceeffbggovxw m017(0,0) gLALQacceeffbggovxj m016(0,0) gLALQacceeffbggovqk m017(0,0) gLALQacceeffbggovqr m016(0,0) gLALQacceeffbggovhn m016(0,0) gLALQacceeffbggovhj m017(0,0) gLALQacceeffbggvgxw SFS[D(5,2)(2,1)] gLALQacceeffbggvgxj SFS[D(4,1)(2,1)] gLALQacceeffbggvghn SFS[D(5,2)(2,1)] gLALQacceeffbggvghj SFS[D(4,1)(2,1)] gLALQacceeffbggvfxw toroidal gLALQacceeffbggvfxj toroidal gLALQacceeffbggvfqk SFS[D(3,1)(2,1)] gLALQacceeffbggvfqr SFS[D(3,1)(2,1)] gLALQacceeffbggvfhn toroidal gLALQacceeffbggvfhj toroidal gLALQacceeffbggvvxw SFS[D(5,2)(2,1)] gLALQacceeffbggvvxj SFS[D(4,1)(2,1)] gLALQacceeffbggvvhn SFS[D(5,2)(2,1)] gLALQacceeffbggvvhj SFS[D(4,1)(2,1)] gLALQacceeffbggbgxw toroidal gLALQacceeffbggbgxj SFS[D(5,2)(2,1)] gLALQacceeffbggbglj SFS[D(5,2)(2,1)] gLALQacceeffbggbgln SFS[D(4,1)(2,1)] gLALQacceeffbggbgqk SFS[D(5,2)(2,1)] gLALQacceeffbggbgqr toroidal gLALQacceeffbggbgij SFS[D(4,1)(2,1)] gLALQacceeffbggbgin SFS[D(5,2)(2,1)] gLALQacceeffbggbgtj SFS[D(4,1)(2,1)] gLALQacceeffbggbgtw SFS[D(5,2)(2,1)] gLALQacceeffbggbghn toroidal gLALQacceeffbggbghj toroidal gLALQacceeffbggbgmr SFS[D(5,2)(2,1)] gLALQacceeffbggbgmk SFS[D(4,1)(2,1)] gLALQacceeffbggbfxw toroidal gLALQacceeffbggbfxj toroidal gLALQacceeffbggbfqf SFS[D(3,1)(2,1)] gLALQacceeffbggbfqk toroidal gLALQacceeffbggbfqr SFS[D(3,1)(2,1)] gLALQacceeffbggbfhb SFS[D(3,1)(2,1)] gLALQacceeffbggbfhn toroidal gLALQacceeffbggbfhj SFS[D(3,1)(2,1)] gLALQacceeffbggbvxw m011(0,0) gLALQacceeffbggbvxj m019(0,0) gLALQacceeffbggbvqk m016(0,0) gLALQacceeffbggbvqr m006(0,0) gLALQacceeffbggbvhb SFS[D(3,1)(2,1)] gLALQacceeffbggbvhn toroidal gLALQacceeffbggbvhj m003(0,0) gLAzQacceeffbgggfur SFS[D(5,2)(3,1)] gLAzQacceeffbgggfun toroidal gLAPPacceeffjwjjjxf SFS[D(4,1)(3,1)] gLAPPacceeffnwjjjxf SFS[D(5,2)(3,1)] gLAPPacceeffncjjjxf SFS[D(5,3)(3,1)] gLAPPacceeffjcjjjxf SFS[D(4,3)(3,1)] gLAPPacceeffnrkkkdf SFS[D(4,1)(3,1)] gLAPPacceeffjrkkkdf SFS[D(5,2)(3,1)] gLAPPacceeffjngggif toroidal gLAPPacceeffjsgggif toroidal gLAzQacceeffbgggfdj SFS[D(5,3)(3,1)] gLAzQacceeffbgggfdn toroidal gLAPPacceeffnfkkkdf SFS[D(4,3)(3,1)] gLAPPacceeffjfkkkdf SFS[D(5,3)(3,1)] gLAzQacceeffbggjgdj SFS[D(5,2)(3,1)] gLAzQacceeffbggjgdn SFS[D(4,1)(3,1)] gLAPPacceeffjjnjjxf toroidal gLAPPacceeffnjnjjxf SFS[D(5,2)(3,1)] gLAPPacceeffnjbjjxf SFS[D(5,3)(3,1)] gLAPPacceeffjjbjjxf toroidal gLAPPacceeffnkokkdf SFS[D(4,3)(3,1)] gLAPPacceeffjkokkdf SFS[D(5,3)(3,1)] gLAzQacceeffbggjgur SFS[D(5,3)(3,1)] gLAzQacceeffbggjgun SFS[D(4,3)(3,1)] gLAPPacceeffnkwkkdf SFS[D(4,1)(3,1)] gLAPPacceeffjkwkkdf SFS[D(5,2)(3,1)] gLAzQacceeffbggjgan toroidal gLAzQacceeffbggjgaj toroidal gLAPPacceeffbgggclw SFS[D(4,1)(2,1)] gLAPPacceeffbgggcls SFS[D(5,2)(2,1)] gLAPPacceeffbgggcdr SFS[D(4,1)(2,1)] gLAPPacceeffbgggcdk SFS[D(5,2)(2,1)] gLAPPacceeffbgggwuj SFS[D(5,2)(2,1)] gLAPPacceeffbgggwuk toroidal gLAPPacceeffbgggwhw SFS[D(4,1)(2,1)] gLAPPacceeffbgggwhs SFS[D(5,2)(2,1)] gLAPPacceeffbgggwtj SFS[D(4,1)(2,1)] gLAPPacceeffbgggwtk SFS[D(5,2)(2,1)] gLAPPacceeffbgggwlw toroidal gLAPPacceeffbgggwls toroidal gLAPPacceeffbgggwak SFS[D(5,2)(2,1)] gLAPPacceeffbgggwar SFS[D(4,1)(2,1)] gLAPPacceeffbgggwdr SFS[D(5,2)(2,1)] gLAPPacceeffbgggwdk toroidal gLAPPacceeffbgggwis SFS[D(4,1)(2,1)] gLAPPacceeffbgggwiw SFS[D(5,2)(2,1)] gLAPPacceeffbgggjuj SFS[D(4,1)(2,1)] gLAPPacceeffbgggjuk SFS[D(5,2)(2,1)] gLAPPacceeffbgggjlw SFS[D(5,2)(2,1)] gLAPPacceeffbgggjls SFS[D(4,1)(2,1)] gLAPPacceeffbggjcuj m016(0,0) gLAPPacceeffbggjcuk m017(0,0) gLAPPacceeffbggjclw m016(0,0) gLAPPacceeffbggjcls m017(0,0) gLAPPacceeffbggjcdr m017(0,0) gLAPPacceeffbggjcdk m016(0,0) gLAPPacceeffbggjwuj m019(0,0) gLAPPacceeffbggjwuk m011(0,0) gLAPPacceeffbggjwlv SFS[D(3,1)(2,1)] gLAPPacceeffbggjwlw toroidal gLAPPacceeffbggjwls m003(0,0) gLAPPacceeffbggjwdr m016(0,0) gLAPPacceeffbggjwdk m006(0,0) gLAPPacceeffbggjjuj SFS[D(4,1)(2,1)] gLAPPacceeffbggjjuk SFS[D(5,2)(2,1)] gLAPPacceeffbggjjlw SFS[D(5,2)(2,1)] gLAPPacceeffbggjjls SFS[D(4,1)(2,1)] gLAPPacceeffbggkcuj m006(0,0) gLAPPacceeffbggkcuk m016(0,0) gLAPPacceeffbggkclw m019(0,0) gLAPPacceeffbggkcls m011(0,0) gLAPPacceeffbggkcdf SFS[D(3,1)(2,1)] gLAPPacceeffbggkcdr m003(0,0) gLAPPacceeffbggkcdk toroidal gLAPPacceeffbggkwuj toroidal gLAPPacceeffbggkwuk toroidal gLAPPacceeffbggkwlv SFS[D(3,1)(2,1)] gLAPPacceeffbggkwlw toroidal gLAPPacceeffbggkwls SFS[D(3,1)(2,1)] gLAPPacceeffbggkwdf SFS[D(3,1)(2,1)] gLAPPacceeffbggkwdr toroidal gLAPPacceeffbggkwdk SFS[D(3,1)(2,1)] gLAPPacceeffbggkjuj toroidal gLAPPacceeffbggkjuk toroidal gLAPPacceeffbggkjlw toroidal gLAPPacceeffbggkjls toroidal gLAPPacceeffbggkjdr SFS[D(3,1)(2,1)] gLAPPacceeffbggkjdk SFS[D(3,1)(2,1)] gLAPPacceeffbggoouj toroidal gLAPPacceeffbggoouk toroidal gLAPPacceeffbggoohw SFS[D(5,3)(3,1)] gLAPPacceeffbggoohs SFS[D(4,3)(3,1)] gLAPPacceeffbggooek SFS[D(4,1)(3,1)] gLAPPacceeffbggooer SFS[D(5,2)(3,1)] gLAPPacceeffbggootj SFS[D(5,3)(3,1)] gLAPPacceeffbggootk SFS[D(4,3)(3,1)] gLAPPacceeffbggoolw toroidal gLAPPacceeffbggools SFS[D(5,3)(3,1)] gLAPPacceeffbggooxk SFS[D(5,2)(3,1)] gLAPPacceeffbggooxj SFS[D(4,1)(3,1)] gLAPPacceeffbggoodr toroidal gLAPPacceeffbggoodk SFS[D(5,2)(3,1)] gLAPPacceeffbggnodf SFS[D(2,1)(2,1)] gLAPPacceeffbggrblv SFS[D(2,1)(2,1)] gLAPPacceeffbggovdf SFS[D(2,1)(2,1)] gLAzQacceeffbggoctn SFS[D(3,1)(2,1)] gLAPPacceeffnsbkkdf toroidal gLAPPacceeffjsbkkdf toroidal gLAzQacceeffbggnctn toroidal gLAzQacceeffbggnctr SFS[D(3,1)(2,1)] gLAPPacceeffbgbkkdf SFS[D(3,1)(2,1)] gLAPPacceeffngbkkdf SFS[D(3,1)(2,1)] gLAPPacceeffjgbkkdf toroidal gLAPPacceeffnsjkkdf toroidal gLAPPacceeffjsjkkdf toroidal gLAzQacceeffbggortr m003(0,0) gLAzQacceeffbggortn toroidal gLAPPacceeffnnbkkdf m011(0,0) gLAPPacceeffjnbkkdf m019(0,0) gLAPPacceeffnsnkkdf m006(0,0) gLAPPacceeffjsnkkdf m016(0,0) gLAzQacceeffbggrrtn toroidal gLAzQacceeffbggrrdj SFS[D(5,2)(2,1)] gLAzQacceeffbggrrdn SFS[D(4,1)(2,1)] gLAPPacceeffjffjjxf SFS[D(4,1)(2,1)] gLAPPacceeffnffjjxf SFS[D(5,2)(2,1)] gLAPPacceeffnnnkkdf toroidal gLAPPacceeffjnnkkdf SFS[D(5,2)(2,1)] gLAPPacceeffbjkggif T2xI gLAzQacceeffbggnsab T2xI gLAzQacceeffbggnrtr SFS[D(3,1)(2,1)] gLAzQacceeffbggnrtn toroidal gLAPPacceeffnnjkkdf toroidal gLAPPacceeffjnjkkdf toroidal gLAPPacceeffbgnkkdf SFS[D(3,1)(2,1)] gLAPPacceeffngnkkdf SFS[D(3,1)(2,1)] gLAPPacceeffjgnkkdf toroidal gLALQacceeffbgggcen SFS[D(4,1)(2,1)] gLALQacceeffbgggcej SFS[D(5,2)(2,1)] gLALQacceeffbgggctk SFS[D(4,1)(2,1)] gLALQacceeffbgggctr SFS[D(5,2)(2,1)] gLALQacceeffbggncpj m016(0,0) gLALQacceeffbggncpw m006(0,0) gLALQacceeffbgbssdb SFS[D(3,1)(2,1)] gLALQacceeffbggncen m003(0,0) gLALQacceeffbggncej toroidal gLALQacceeffbggnctk m019(0,0) gLALQacceeffbggnctr m011(0,0) gLALQacceeffbggscpj m017(0,0) gLALQacceeffbggscpw m016(0,0) gLALQacceeffbggscen m017(0,0) gLALQacceeffbggscej m016(0,0) gLALQacceeffbggsctk m016(0,0) gLALQacceeffbggsctr m017(0,0) gLALQacceeffbgggspj SFS[D(5,2)(2,1)] gLALQacceeffbgggspw SFS[D(4,1)(2,1)] gLALQacceeffbgggstk SFS[D(5,2)(2,1)] gLALQacceeffbgggstr SFS[D(4,1)(2,1)] gLALQacceeffbggnspj toroidal gLALQacceeffbggnspw toroidal gLALQacceeffbggnsen SFS[D(3,1)(2,1)] gLALQacceeffbggnsej SFS[D(3,1)(2,1)] gLALQacceeffbggnstk toroidal gLALQacceeffbggnstr toroidal gLALQacceeffbggsspj SFS[D(5,2)(2,1)] gLALQacceeffbggsspw SFS[D(4,1)(2,1)] gLALQacceeffbggsstk SFS[D(5,2)(2,1)] gLALQacceeffbggsstr SFS[D(4,1)(2,1)] gLALQacceeffbgggrpj toroidal gLALQacceeffbgggrpw SFS[D(5,2)(2,1)] gLALQacceeffbgggrlr SFS[D(5,2)(2,1)] gLALQacceeffbgggrlk SFS[D(4,1)(2,1)] gLALQacceeffbgggren SFS[D(5,2)(2,1)] gLALQacceeffbgggrej toroidal gLALQacceeffbgggrar SFS[D(4,1)(2,1)] gLALQacceeffbgggrak SFS[D(5,2)(2,1)] gLALQacceeffbgggrhw SFS[D(4,1)(2,1)] gLALQacceeffbgggrhj SFS[D(5,2)(2,1)] gLALQacceeffbgggrtk toroidal gLALQacceeffbgggrtr toroidal gLALQacceeffbgggrmj SFS[D(5,2)(2,1)] gLALQacceeffbgggrmn SFS[D(4,1)(2,1)] gLALQacceeffbggnrpj toroidal gLALQacceeffbggnrpw toroidal gLALQacceeffbggnreb SFS[D(3,1)(2,1)] gLALQacceeffbggnren toroidal gLALQacceeffbggnrej SFS[D(3,1)(2,1)] gLALQacceeffbggnrtf SFS[D(3,1)(2,1)] gLALQacceeffbggnrtk toroidal gLALQacceeffbggnrtr SFS[D(3,1)(2,1)] gLALQacceeffbggsrpj m011(0,0) gLALQacceeffbggsrpw m019(0,0) gLALQacceeffbggsren m016(0,0) gLALQacceeffbggsrej m006(0,0) gLALQacceeffbggsrtf SFS[D(3,1)(2,1)] gLALQacceeffbggsrtk toroidal gLALQacceeffbggsrtr m003(0,0) gLALQacceeffbggoopj toroidal gLALQacceeffbggoopw toroidal gLALQacceeffbggooxn SFS[D(5,2)(3,1)] gLALQacceeffbggooxj SFS[D(4,1)(3,1)] gLALQacceeffbggoolr SFS[D(4,3)(3,1)] gLALQacceeffbggoolk SFS[D(5,3)(3,1)] gLALQacceeffbggoodj SFS[D(5,2)(3,1)] gLALQacceeffbggoodw SFS[D(4,1)(3,1)] gLALQacceeffbggooen toroidal gLALQacceeffbggooej SFS[D(5,2)(3,1)] gLALQacceeffbggoohw SFS[D(5,3)(3,1)] gLALQacceeffbggoohj SFS[D(4,3)(3,1)] gLALQacceeffbggootk toroidal gLALQacceeffbggootr SFS[D(5,3)(3,1)] gLALQacceeffbggokeb SFS[D(2,1)(2,1)] gLALQacceeffbggvoeb SFS[D(2,1)(2,1)] gLALQacceeffbggbwtf SFS[D(2,1)(2,1)] gLAPPacceeffbgggndj SFS[D(5,2)(3,1)] gLAPPacceeffbgggndk toroidal gLAPPacceeffbgggnpj SFS[D(4,1)(3,1)] gLAPPacceeffbgggnpk SFS[D(5,2)(3,1)] gLAPPacceeffbgggnew SFS[D(5,3)(3,1)] gLAPPacceeffbgggnes SFS[D(4,3)(3,1)] gLAPPacceeffbgggnxw SFS[D(4,1)(3,1)] gLAPPacceeffbgggnxs SFS[D(5,2)(3,1)] gLAPPacceeffbgggnmw toroidal gLAPPacceeffbgggnms toroidal gLAPPacceeffbgggnur SFS[D(5,3)(3,1)] gLAPPacceeffbgggnuk toroidal gLAPPacceeffbgggnqr SFS[D(4,3)(3,1)] gLAPPacceeffbgggnqk SFS[D(5,3)(3,1)] gLAPPacceeffbggjgdj SFS[D(5,2)(3,1)] gLAPPacceeffbggjgdk SFS[D(4,1)(3,1)] gLAPPacceeffbggjgpj toroidal gLAPPacceeffbggjgpk SFS[D(5,2)(3,1)] gLAPPacceeffbggjgew SFS[D(5,3)(3,1)] gLAPPacceeffbggjges toroidal gLAPPacceeffbggjgxw SFS[D(4,3)(3,1)] gLAPPacceeffbggjgxs SFS[D(5,3)(3,1)] gLAPPacceeffbggjgur SFS[D(5,3)(3,1)] gLAPPacceeffbggjguk SFS[D(4,3)(3,1)] gLAPPacceeffbggjgqr SFS[D(4,1)(3,1)] gLAPPacceeffbggjgqk SFS[D(5,2)(3,1)] gLAPPacceeffbggjgir toroidal gLAPPacceeffbggjgik toroidal gLAPPacceeffbggcohj SFS[D(3,1)(2,1)] gLAPPacceeffbggcoqr toroidal gLAPPacceeffbggcoqk toroidal gLAPPacceeffbggcvhj toroidal gLAPPacceeffbggcvhk SFS[D(3,1)(2,1)] gLAPPacceeffbgbkkhv SFS[D(3,1)(2,1)] gLAPPacceeffbggcvxw SFS[D(3,1)(2,1)] gLAPPacceeffbggcvxs toroidal gLAPPacceeffbggcvqr toroidal gLAPPacceeffbggcvqk toroidal gLAPPacceeffbggbohk m003(0,0) gLAPPacceeffbggbohj toroidal gLAPPacceeffbggboqr m011(0,0) gLAPPacceeffbggboqk m019(0,0) gLAPPacceeffbggboxw m006(0,0) gLAPPacceeffbggboxs m016(0,0) gLAPPacceeffbggbbhj toroidal gLAPPacceeffbggbbdj SFS[D(5,2)(2,1)] gLAPPacceeffbggbbdk SFS[D(4,1)(2,1)] gLAPPacceeffbggbbes SFS[D(4,1)(2,1)] gLAPPacceeffbggbbew SFS[D(5,2)(2,1)] gLAPPacceeffbggbbqr toroidal gLAPPacceeffbggbbqk SFS[D(5,2)(2,1)] gLAPPacceeffbggfvmv T2xI gLAPPacceeffbggfvif T2xI gLAPPacceeffbggbvhk SFS[D(3,1)(2,1)] gLAPPacceeffbggbvhj toroidal gLAPPacceeffbggbvqr toroidal gLAPPacceeffbggbvqk toroidal gLAPPacceeffbggbvxv SFS[D(3,1)(2,1)] gLAPPacceeffbggbvxw SFS[D(3,1)(2,1)] gLAPPacceeffbggbvxs toroidal gLALQacceeffbngggqj reducible gLALQacceeffbngggqw reducible gLALQacceeffbngggej reducible gLALQacceeffbngggew reducible gLALQacceeffbngggpn reducible gLALQacceeffbngggpj reducible gLALQacceeffbngggun reducible gLALQacceeffbnggguj reducible gLALQacceeffbngggxk reducible gLALQacceeffbngggxr reducible gLALQacceeffbngggdk reducible gLALQacceeffbngggdr reducible gLALQacceeffbgnschf reducible gLALQacceeffbgnsrhf reducible gLAPPacceeffbsgkjdf reducible gLAPPacceeffbngkjdf reducible gLAPPacceeffbngggdj reducible gLAPPacceeffbngggdk reducible gLAPPacceeffbngggpj reducible gLAPPacceeffbngggpk reducible gLAPPacceeffbngggew reducible gLAPPacceeffbnggges reducible gLAPPacceeffbngggxw reducible gLAPPacceeffbngggxs reducible gLAPPacceeffbngggur reducible gLAPPacceeffbnggguk reducible gLAPPacceeffbngggqr reducible gLAPPacceeffbngggqk reducible gLALQacceeffbgfgglj toroidal gLALQacceeffbgfgglw toroidal gLALQacceeffbgfggqj SFS[D(5,2)(3,1)] gLALQacceeffbgfggqw SFS[D(4,1)(3,1)] gLALQacceeffbgfggej SFS[D(4,3)(3,1)] gLALQacceeffbgfggew SFS[D(5,3)(3,1)] gLALQacceeffbgfggpn SFS[D(5,2)(3,1)] gLALQacceeffbgfggpj SFS[D(4,1)(3,1)] gLALQacceeffbgfggun toroidal gLALQacceeffbgfgguj SFS[D(5,2)(3,1)] gLALQacceeffbgfggxk SFS[D(5,3)(3,1)] gLALQacceeffbgfggxr SFS[D(4,3)(3,1)] gLALQacceeffbgfggdk toroidal gLALQacceeffbgfggdr SFS[D(5,3)(3,1)] gLALQacceeffbgfgfub SFS[D(2,1)(2,1)] gLALQacceeffbgfjwub reducible gLALQacceeffbgfwkdf SFS[D(3,1)(2,1)] gLALQacceeffbgfcctj reducible gLALQacceeffbgfcctw reducible gLALQacceeffbgfccuj reducible gLALQacceeffbgfccuw reducible gLALQacceeffbgfccln reducible gLALQacceeffbgfcclj reducible gLALQacceeffbgfcchn reducible gLALQacceeffbgfcchj reducible gLALQacceeffbgfccpk reducible gLALQacceeffbgfccpr reducible gLALQacceeffbgfccqk reducible gLALQacceeffbgfccqr reducible gLALQacceeffbgfgcen SFS[D(4,1)(2,1)] gLALQacceeffbgfgcej SFS[D(5,2)(2,1)] gLALQacceeffbgfgctk SFS[D(4,1)(2,1)] gLALQacceeffbgfgctr SFS[D(5,2)(2,1)] gLALQacceeffbgfncpj SFS[D(5,2)(2,1)] gLALQacceeffbgfncpw toroidal gLALQacceeffbgbscdb reducible gLALQacceeffbgfncen toroidal gLALQacceeffbgfncej toroidal gLALQacceeffbgfnctk SFS[D(5,2)(2,1)] gLALQacceeffbgfnctr toroidal gLALQacceeffbgfscpj SFS[D(4,1)(2,1)] gLALQacceeffbgfscpw SFS[D(5,2)(2,1)] gLALQacceeffbgfscen SFS[D(5,2)(2,1)] gLALQacceeffbgfscej SFS[D(4,1)(2,1)] gLALQacceeffbgfsctf SFS[D(2,1)(2,1)] gLALQacceeffbgfgspj m016(0,0) gLALQacceeffbgfgspw m017(0,0) gLALQacceeffbgfgsen m016(0,0) gLALQacceeffbgfgsej m017(0,0) gLALQacceeffbgfgstk m017(0,0) gLALQacceeffbgfgstr m016(0,0) gLALQacceeffbgfnspj m019(0,0) gLALQacceeffbgfnspw m011(0,0) gLALQacceeffbgfnseb SFS[D(3,1)(2,1)] gLALQacceeffbgfnsen toroidal gLALQacceeffbgfnsej m003(0,0) gLALQacceeffbgfnstk m016(0,0) gLALQacceeffbgfnstr m006(0,0) gLALQacceeffbgfsspj SFS[D(4,1)(2,1)] gLALQacceeffbgfsspw SFS[D(5,2)(2,1)] gLALQacceeffbgfssen SFS[D(5,2)(2,1)] gLALQacceeffbgfssej SFS[D(4,1)(2,1)] gLALQacceeffbgfsstf SFS[D(2,1)(2,1)] gLALQacceeffbgfgrpj m006(0,0) gLALQacceeffbgfgrpw m016(0,0) gLALQacceeffbgfgren m019(0,0) gLALQacceeffbgfgrej m011(0,0) gLALQacceeffbgbvbpf SFS[D(3,1)(2,1)] gLALQacceeffbgfgrtk m003(0,0) gLALQacceeffbgfgrtr toroidal gLALQacceeffbgfnrpj toroidal gLALQacceeffbgfnrpw toroidal gLALQacceeffbgfnreb SFS[D(3,1)(2,1)] gLALQacceeffbgfnren toroidal gLALQacceeffbgfnrej SFS[D(3,1)(2,1)] gLALQacceeffbgfnrtf SFS[D(3,1)(2,1)] gLALQacceeffbgfnrtk toroidal gLALQacceeffbgfnrtr SFS[D(3,1)(2,1)] gLALQacceeffbgfsrpj toroidal gLALQacceeffbgfsrpw toroidal gLALQacceeffbgfsren toroidal gLALQacceeffbgfsrej toroidal gLALQacceeffbgfsrtf toroidal gLALQacceeffbgfsrtk SFS[D(3,1)(2,1)] gLALQacceeffbgfsrtr SFS[D(3,1)(2,1)] gLALQacceeffbgfoopj toroidal gLALQacceeffbgfoopw toroidal gLALQacceeffbgfoodj SFS[D(5,3)(3,1)] gLALQacceeffbgfoodw SFS[D(4,3)(3,1)] gLALQacceeffbgfoohj SFS[D(4,1)(3,1)] gLALQacceeffbgfoohw SFS[D(5,2)(3,1)] gLALQacceeffbgfooxn SFS[D(5,3)(3,1)] gLALQacceeffbgfooxj SFS[D(4,3)(3,1)] gLALQacceeffbgfooen toroidal gLALQacceeffbgfooej SFS[D(5,3)(3,1)] gLALQacceeffbgfoolk SFS[D(5,2)(3,1)] gLALQacceeffbgfoolr SFS[D(4,1)(3,1)] gLALQacceeffbgfootk toroidal gLALQacceeffbgfootr SFS[D(5,2)(3,1)] gLALQacceeffbgfbvhb SFS[D(3,1)(2,1)] gLALQacceeffbgfvfqf SFS[D(3,1)(2,1)] gLALQacceeffbgvccxw toroidal gLALQacceeffbgvccxj toroidal gLALQacceeffbgvccpk SFS[D(5,3)(3,1)] gLALQacceeffbgvccpr SFS[D(4,3)(3,1)] gLALQacceeffbgvcclj SFS[D(4,1)(3,1)] gLALQacceeffbgvccln SFS[D(5,2)(3,1)] gLALQacceeffbgvccuw SFS[D(5,3)(3,1)] gLALQacceeffbgvccuj SFS[D(4,3)(3,1)] gLALQacceeffbgvccqk toroidal gLALQacceeffbgvccqr SFS[D(5,3)(3,1)] gLALQacceeffbgvcctj SFS[D(5,2)(3,1)] gLALQacceeffbgvcctw SFS[D(4,1)(3,1)] gLALQacceeffbgvcchn toroidal gLALQacceeffbgvcchj SFS[D(5,2)(3,1)] gLALQacceeffbgvwchb SFS[D(2,1)(2,1)] gLALQacceeffbgnnshf SFS[D(3,1)(2,1)] gLALQacceeffbgnbnhb reducible gLAzQacceeffbgfggtr toroidal gLAzQacceeffbgfggtn toroidal gLAzQacceeffbgfggur SFS[D(5,2)(3,1)] gLAzQacceeffbgfggun SFS[D(4,1)(3,1)] gLAPPacceeffjjjjwxf SFS[D(4,3)(3,1)] gLAPPacceeffnjjjwxf SFS[D(5,3)(3,1)] gLAPPacceeffnjjjcxf SFS[D(5,2)(3,1)] gLAPPacceeffjjjjcxf SFS[D(4,1)(3,1)] gLAPPacceeffnkkkrdf toroidal gLAPPacceeffjkkkrdf SFS[D(5,2)(3,1)] gLAzQacceeffbgfggdj SFS[D(5,3)(3,1)] gLAzQacceeffbgfggdn SFS[D(4,3)(3,1)] gLAPPacceeffnkkkfdf toroidal gLAPPacceeffjkkkfdf SFS[D(5,3)(3,1)] gLAPPacceeffbgnbopf SFS[D(3,1)(2,1)] gLAPPacceeffbgvkjdf SFS[D(3,1)(2,1)] gLAPPacceeffbgvoohw reducible gLAPPacceeffbgvoohs reducible gLAPPacceeffbgvooek reducible gLAPPacceeffbgvooer reducible gLAPPacceeffbgvootj reducible gLAPPacceeffbgvootk reducible gLAPPacceeffbgvoolw reducible gLAPPacceeffbgvools reducible gLAPPacceeffbgvooxk reducible gLAPPacceeffbgvooxj reducible gLAPPacceeffbgvoodr reducible gLAPPacceeffbgvoodk reducible gLAPPacceeffnsbkrdf SFS[D(4,1)(2,1)] gLAPPacceeffjsbkrdf SFS[D(5,2)(2,1)] gLAPPacceeffnsbkfdf SFS[D(4,1)(2,1)] gLAPPacceeffjsbkfdf SFS[D(5,2)(2,1)] gLAzQacceeffbgfostr m016(0,0) gLAzQacceeffbgfostn m006(0,0) gLAPPacceeffbgbkrdf SFS[D(3,1)(2,1)] gLAPPacceeffngbkrdf m003(0,0) gLAPPacceeffjgbkrdf toroidal gLAPPacceeffnsjkfdf m019(0,0) gLAPPacceeffjsjkfdf m011(0,0) gLAzQacceeffbgfortr m017(0,0) gLAzQacceeffbgfortn m016(0,0) gLAPPacceeffnnbkrdf m017(0,0) gLAPPacceeffjnbkrdf m016(0,0) gLAPPacceeffnsnkfdf m016(0,0) gLAPPacceeffjsnkfdf m017(0,0) gLAzQacceeffbgfrctr SFS[D(5,2)(2,1)] gLAzQacceeffbgfrctn SFS[D(4,1)(2,1)] gLAPPacceeffbsnkrdf SFS[D(2,1)(2,1)] gLAPPacceeffnnbkfdf SFS[D(5,2)(2,1)] gLAPPacceeffjnbkfdf SFS[D(4,1)(2,1)] gLAzQacceeffbgfrstr toroidal gLAzQacceeffbgfrstn toroidal gLAPPacceeffbgnkrdf toroidal gLAPPacceeffngnkrdf SFS[D(3,1)(2,1)] gLAPPacceeffjgnkrdf SFS[D(3,1)(2,1)] gLAPPacceeffnnjkfdf toroidal gLAPPacceeffjnjkfdf toroidal gLAzQacceeffbgfrrtr SFS[D(5,2)(2,1)] gLAzQacceeffbgfrrtn SFS[D(4,1)(2,1)] gLAPPacceeffbnnkrdf SFS[D(2,1)(2,1)] gLAPPacceeffnnnkfdf SFS[D(5,2)(2,1)] gLAPPacceeffjnnkfdf SFS[D(4,1)(2,1)] gLAzQacceeffbgfnctr toroidal gLAzQacceeffbgfnctn SFS[D(5,2)(2,1)] gLAPPacceeffnsjkrdf SFS[D(5,2)(2,1)] gLAPPacceeffjsjkrdf toroidal gLAPPacceeffbgbkfdf reducible gLAPPacceeffngbkfdf toroidal gLAPPacceeffjgbkfdf toroidal gLAzQacceeffbgfnstr toroidal gLAzQacceeffbgfnstn toroidal gLAPPacceeffbgjkrdf SFS[D(3,1)(2,1)] gLAPPacceeffngjkrdf toroidal gLAPPacceeffjgjkrdf SFS[D(3,1)(2,1)] gLAPPacceeffbgjkfdf SFS[D(3,1)(2,1)] gLAPPacceeffngjkfdf toroidal gLAPPacceeffjgjkfdf SFS[D(3,1)(2,1)] gLAzQacceeffbgfnrtr m011(0,0) gLAzQacceeffbgfnrtn m019(0,0) gLAPPacceeffnnjkrdf m016(0,0) gLAPPacceeffjnjkrdf m006(0,0) gLAPPacceeffbgnkfdf SFS[D(3,1)(2,1)] gLAPPacceeffngnkfdf toroidal gLAPPacceeffjgnkfdf m003(0,0) gLALQacceeffbgvgcpj SFS[D(3,1)(2,1)] gLALQacceeffbgvgcpw SFS[D(3,1)(2,1)] gLALQacceeffbgvgcen toroidal gLALQacceeffbgvgcej toroidal gLALQacceeffbgvgctk toroidal gLALQacceeffbgvgctr toroidal gLALQacceeffbgvncpj toroidal gLALQacceeffbgvncpw SFS[D(3,1)(2,1)] gLALQacceeffbgbsrdb SFS[D(3,1)(2,1)] gLALQacceeffbgvncen SFS[D(3,1)(2,1)] gLALQacceeffbgvncej toroidal gLALQacceeffbgvnctk toroidal gLALQacceeffbgvnctr toroidal gLALQacceeffbgvscpj m003(0,0) gLALQacceeffbgvscpw toroidal gLALQacceeffbgvscen m011(0,0) gLALQacceeffbgvscej m019(0,0) gLALQacceeffbgvsctk m006(0,0) gLALQacceeffbgvsctr m016(0,0) gLALQacceeffbgvgspj toroidal gLALQacceeffbgvgspw m003(0,0) gLALQacceeffbgvgsen m006(0,0) gLALQacceeffbgvgsej m016(0,0) gLALQacceeffbgvgstk m011(0,0) gLALQacceeffbgvgstr m019(0,0) gLALQacceeffbgvnspj toroidal gLALQacceeffbgvnspw SFS[D(3,1)(2,1)] gLALQacceeffbgnsrdb SFS[D(3,1)(2,1)] gLALQacceeffbgvnsen SFS[D(3,1)(2,1)] gLALQacceeffbgvnsej toroidal gLALQacceeffbgvnstk toroidal gLALQacceeffbgvnstr toroidal gLALQacceeffbgvsspj toroidal gLALQacceeffbgvsspw toroidal gLALQacceeffbgvssen toroidal gLALQacceeffbgvssej SFS[D(5,2)(2,1)] gLALQacceeffbgvsstk toroidal gLALQacceeffbgvsstr SFS[D(5,2)(2,1)] gLALQacceeffbgvgrpj SFS[D(3,1)(2,1)] gLALQacceeffbgvgrpw toroidal gLALQacceeffbgvgren toroidal gLALQacceeffbgvgrej toroidal gLALQacceeffbgbobpf SFS[D(3,1)(2,1)] gLALQacceeffbgvgrtk SFS[D(3,1)(2,1)] gLALQacceeffbgvgrtr toroidal gLALQacceeffbgvnrpj reducible gLALQacceeffbgvnrpw reducible gLALQacceeffbgjsrdb reducible gLALQacceeffbgvnren reducible gLALQacceeffbgvnrej reducible gLALQacceeffbgjobpf reducible gLALQacceeffbgvnrtk reducible gLALQacceeffbgvnrtr reducible gLALQacceeffbgvsrpj SFS[D(3,1)(2,1)] gLALQacceeffbgvsrpw toroidal gLALQacceeffbgvsren toroidal gLALQacceeffbgvsrej toroidal gLALQacceeffbgnobpf SFS[D(3,1)(2,1)] gLALQacceeffbgvsrtk SFS[D(3,1)(2,1)] gLALQacceeffbgvsrtr toroidal gLALQacceeffbgvoopj toroidal gLALQacceeffbgvoopw toroidal gLALQacceeffbgvooxn toroidal gLALQacceeffbgvooxj toroidal gLALQacceeffbgvoolr toroidal gLALQacceeffbgvoolk toroidal gLALQacceeffbgvoodj toroidal gLALQacceeffbgvoodw toroidal gLALQacceeffbgvooeb SFS[D(2,1)(2,1)] gLALQacceeffbgvooen toroidal gLALQacceeffbgvooej toroidal gLALQacceeffbgvooar SFS[D(2,1)(2,1)] gLALQacceeffbgvooak SFS[D(2,1)(2,1)] gLALQacceeffbgvoohw toroidal gLALQacceeffbgvoohj toroidal gLALQacceeffbgvootf SFS[D(2,1)(2,1)] gLALQacceeffbgvootk toroidal gLALQacceeffbgvootr toroidal gLALQacceeffbgvoomj SFS[D(2,1)(2,1)] gLALQacceeffbgvoomn SFS[D(2,1)(2,1)] gLAPPacceeffbgfjwlv reducible gLAPPacceeffbgfkjdf SFS[D(3,1)(2,1)] gLAPPacceeffbgfgghj toroidal gLAPPacceeffbgfgghk toroidal gLAPPacceeffbgfggdj SFS[D(5,3)(3,1)] gLAPPacceeffbgfggdk SFS[D(4,3)(3,1)] gLAPPacceeffbgfggpj SFS[D(4,1)(3,1)] gLAPPacceeffbgfggpk SFS[D(5,2)(3,1)] gLAPPacceeffbgfggew SFS[D(5,3)(3,1)] gLAPPacceeffbgfgges SFS[D(4,3)(3,1)] gLAPPacceeffbgfggxw toroidal gLAPPacceeffbgfggxs SFS[D(5,3)(3,1)] gLAPPacceeffbgfggur SFS[D(5,2)(3,1)] gLAPPacceeffbgfgguk SFS[D(4,1)(3,1)] gLAPPacceeffbgfggqr toroidal gLAPPacceeffbgfggqk SFS[D(5,2)(3,1)] gLAPPacceeffbgfjgqf SFS[D(2,1)(2,1)] gLAPPacceeffbgfbvxv SFS[D(3,1)(2,1)] gLAPPacceeffbgffbqf reducible gLAPPacceeffbgfoouj toroidal gLAPPacceeffbgfoouk toroidal gLAPPacceeffbgfootj SFS[D(5,2)(3,1)] gLAPPacceeffbgfootk SFS[D(4,1)(3,1)] gLAPPacceeffbgfooxj SFS[D(4,3)(3,1)] gLAPPacceeffbgfooxk SFS[D(5,3)(3,1)] gLAPPacceeffbgfoohw SFS[D(5,2)(3,1)] gLAPPacceeffbgfoohs SFS[D(4,1)(3,1)] gLAPPacceeffbgfoolw toroidal gLAPPacceeffbgfools SFS[D(5,2)(3,1)] gLAPPacceeffbgfooer SFS[D(5,3)(3,1)] gLAPPacceeffbgfooek SFS[D(4,3)(3,1)] gLAPPacceeffbgfoodr toroidal gLAPPacceeffbgfoodk SFS[D(5,3)(3,1)] gLAPPacceeffbgfoblv SFS[D(2,1)(2,1)] gLALQacceeffbjkjklj SFS[A(3,1)] gLALQacceeffbgjgjdf T2xI gLALQacceeffbjkjkdk SFS[A(2,1)] gLALQacceeffbjkjkdr T2xI gLAPPacceeffbgbjndv T2xI gLALQacceeffbgngndf SFS[D(2,1)(2,1)] gLALQacceeffbgnrchb SFS[D(2,1)(2,1)] gLALQacceeffbwkoopj reducible gLALQacceeffbwkoopw reducible gLALQacceeffbwkoodj reducible gLALQacceeffbwkoodw reducible gLALQacceeffbwkoohj reducible gLALQacceeffbwkoohw reducible gLALQacceeffbwkooxn reducible gLALQacceeffbwkooxj reducible gLALQacceeffbkkowdb reducible gLALQacceeffbwkooen reducible gLALQacceeffbwkooej reducible gLALQacceeffbwkoomn reducible gLALQacceeffbwkoomj reducible gLALQacceeffbwkoolk reducible gLALQacceeffbwkoolr reducible gLALQacceeffbkkfrpf reducible gLALQacceeffbwkootk reducible gLALQacceeffbwkootr reducible gLALQacceeffbwkooak reducible gLALQacceeffbwkooar reducible gLALQacceeffbjwccxw toroidal gLALQacceeffbjwccxj toroidal gLALQacceeffbjwccpk SFS[D(5,2)(2,1)] gLALQacceeffbjwccpr SFS[D(4,1)(2,1)] gLALQacceeffbjwcclj SFS[D(4,1)(2,1)] gLALQacceeffbjwccln SFS[D(5,2)(2,1)] gLALQacceeffbjwccuw SFS[D(5,2)(2,1)] gLALQacceeffbjwccuj SFS[D(4,1)(2,1)] gLALQacceeffbjwccqk toroidal gLALQacceeffbjwccqr SFS[D(5,2)(2,1)] gLALQacceeffbjwcctj SFS[D(5,2)(2,1)] gLALQacceeffbjwcctw SFS[D(4,1)(2,1)] gLALQacceeffbjwcchn toroidal gLALQacceeffbjwcchj SFS[D(5,2)(2,1)] gLAPPacceeffbgngndv SFS[D(2,1)(2,1)] gLAPPacceeffbsnwvdf reducible gLAPPacceeffbnnwvdf reducible gLAPPacceeffbgnwvdf reducible gLALQacceeffbjwsctf reducible gLALQacceeffbjwsstf reducible gLALQacceeffbgnrcpf reducible gLAPPacceeffbwkoouj toroidal gLAPPacceeffbwkoouk toroidal gLAPPacceeffbwkootj SFS[D(5,2)(2,1)] gLAPPacceeffbwkootk SFS[D(4,1)(2,1)] gLAPPacceeffbwkooxj SFS[D(4,1)(2,1)] gLAPPacceeffbwkooxk SFS[D(5,2)(2,1)] gLAPPacceeffbwkoohw SFS[D(5,2)(2,1)] gLAPPacceeffbwkoohs SFS[D(4,1)(2,1)] gLAPPacceeffbwkoolw toroidal gLAPPacceeffbwkools SFS[D(5,2)(2,1)] gLAPPacceeffbwkooer SFS[D(5,2)(2,1)] gLAPPacceeffbwkooek SFS[D(4,1)(2,1)] gLAPPacceeffbwkoodr toroidal gLAPPacceeffbwkoodk SFS[D(5,2)(2,1)] gLAPPacceeffbgnwvhv SFS[D(2,1)(2,1)] gLALQacceeffbwwgglj toroidal gLALQacceeffbwwggqj SFS[D(5,2)(2,1)] gLALQacceeffbwwggqw SFS[D(4,1)(2,1)] gLALQacceeffbwwggej SFS[D(4,1)(2,1)] gLALQacceeffbwwggew SFS[D(5,2)(2,1)] gLALQacceeffbwwggdk toroidal gLALQacceeffbwwggdr SFS[D(5,2)(2,1)] gLALQacceeffbwwogqk SFS[D(4,1)(2,1)] gLALQacceeffbwwogqr SFS[D(5,2)(2,1)] gLALQacceeffbwwoghn SFS[D(4,1)(2,1)] gLALQacceeffbwwoghj SFS[D(5,2)(2,1)] gLALQacceeffbwwvgxw SFS[D(5,2)(2,1)] gLALQacceeffbwwvgxj toroidal gLALQacceeffbsnoohf reducible gLALQacceeffbwwvgqk toroidal gLALQacceeffbwwvgqr toroidal gLALQacceeffbwwvghn SFS[D(5,2)(2,1)] gLALQacceeffbwwvghj toroidal gLALQacceeffbwwvfxj SFS[D(2,1)(2,1)] gLALQacceeffbgnoohf reducible gLALQacceeffbwwvfqk SFS[D(3,1)(2,1)] gLALQacceeffbwwvfqr SFS[D(3,1)(2,1)] gLALQacceeffbwwvfhj SFS[D(2,1)(2,1)] gLALQacceeffbwwvvxj SFS[D(2,1)(2,1)] gLALQacceeffbnnoohf reducible gLALQacceeffbwwvvqk SFS[D(3,1)(2,1)] gLALQacceeffbwwvvqr SFS[D(3,1)(2,1)] gLALQacceeffbwwvvhj SFS[D(2,1)(2,1)] gLALQacceeffbwwbgxw SFS[D(4,1)(2,1)] gLALQacceeffbwwbgxj SFS[D(5,2)(2,1)] gLALQacceeffbwwbgqk SFS[D(5,2)(2,1)] gLALQacceeffbwwbgqr SFS[D(4,1)(2,1)] gLALQacceeffbgbrrhb SFS[D(2,1)(2,1)] gLALQacceeffbwwccxw SFS[D(3,1)(2,1)] gLALQacceeffbwwccxj SFS[D(3,1)(2,1)] gLALQacceeffbwwccqk SFS[D(2,1)(2,1)] gLALQacceeffbwwcchn SFS[D(2,1)(2,1)] gLAPPacceeffbwwkjdf SFS[D(2,1)(2,1)] gLAzQacceeffbwwggtn toroidal gLAzQacceeffbwwggdj SFS[D(5,2)(2,1)] gLAzQacceeffbwwggdn SFS[D(4,1)(2,1)] gLAPPacceeffjjjooxf SFS[D(4,1)(2,1)] gLAPPacceeffnjjooxf SFS[D(5,2)(2,1)] gLAPPacceeffnkkvvdf toroidal gLAPPacceeffjkkvvdf SFS[D(5,2)(2,1)] gLAPPacceeffbwwoouj SFS[D(3,1)(2,1)] gLAPPacceeffbwwoouk SFS[D(3,1)(2,1)] gLAPPacceeffbwwoolw SFS[D(2,1)(2,1)] gLAPPacceeffbwwoodr SFS[D(2,1)(2,1)] gLAPPacceeffbwwnodf reducible gLALQacceeffbwwoopj SFS[D(3,1)(2,1)] gLALQacceeffbwwoopw SFS[D(3,1)(2,1)] gLALQacceeffbwwooen SFS[D(2,1)(2,1)] gLALQacceeffbwwootk SFS[D(2,1)(2,1)] gLALQacceeffbkwoodb reducible gLALQacceeffbgnoodb SFS[D(2,1)(2,1)] gLAPPacceeffbwwgghj reducible gLAPPacceeffbwwggdj reducible gLAPPacceeffbwwggdk reducible gLAPPacceeffbwwgges reducible gLAPPacceeffbwwggew reducible gLAPPacceeffbwwggms reducible gLAPPacceeffbkkvvhv reducible gLAPPacceeffbwwggqr reducible gLAPPacceeffbwwggqk reducible gLAPPacceeffbwwggik reducible gLAPPacceeffbwwcohj reducible gLAPPacceeffbwwcoqr reducible gLAPPacceeffbwwcvhj SFS[D(3,1)(3,2)] gLAPPacceeffbwwcvhk SFS[D(3,1)(3,1)] gLAPPacceeffbwwcvxw SFS[D(3,1)(2,1)] gLAPPacceeffbwwcvqr SFS[D(3,1)(2,1)] gLAPPacceeffbwwbohk SFS[D(3,1)(3,1)] gLAPPacceeffbwwbohj SFS[D(3,1)(3,2)] gLAPPacceeffbwwboqr SFS[D(3,1)(2,1)] gLAPPacceeffbwwboxw SFS[D(3,1)(2,1)] gLAPPacceeffbwwbbhj reducible gLAPPacceeffbwwbbqr reducible gLAPPacceeffbwwfvhj toroidal gLAPPacceeffbgjvvhv SFS[D(2,1)(2,1)] gLAPPacceeffbwwfvqr toroidal gLAPPacceeffbwwfvqk SFS[D(2,1)(2,1)] gLAPPacceeffbwwbvhk SFS[D(3,1)(3,2)] gLAPPacceeffbwwbvhj SFS[D(3,1)(3,1)] gLAPPacceeffbwwbvqr SFS[D(3,1)(2,1)] gLAPPacceeffbwwbvxw SFS[D(3,1)(2,1)] gLALQacceeffbwooopj SFS[D(3,1)(2,1)] gLALQacceeffbwooopw SFS[D(3,1)(2,1)] gLALQacceeffbwoooen SFS[D(2,1)(2,1)] gLALQacceeffbwoootk SFS[D(2,1)(2,1)] gLALQacceeffbcwccxw SFS[D(3,1)(2,1)] gLALQacceeffbcwccxj SFS[D(3,1)(2,1)] gLALQacceeffbcwccqk SFS[D(2,1)(2,1)] gLALQacceeffbcwcchn SFS[D(2,1)(2,1)] gLAPPacceeffbwooouj SFS[D(3,1)(2,1)] gLAPPacceeffbwooouk SFS[D(3,1)(2,1)] gLAPPacceeffbwooolw SFS[D(2,1)(2,1)] gLAPPacceeffbwooodr SFS[D(2,1)(2,1)] gLAPPbcceeffxxbjnqw toroidal gLAzQaccefffngjkaxx toroidal gLAPPbcceeffxeokwlw toroidal gLAPPcbceeffdtkwoiw toroidal gLAPPbcceeffxeokwdr toroidal gLAPPcbceeffdtkwoer toroidal gLAPPbcceeffeikwoiw SFS[D(5,2)(2,1)] gLAPPcbceeffudbjnqw toroidal gLAPPbcceeffehjnbdw SFS[D(4,1)(2,1)] gLAPPbcceeffxxbjnxr toroidal gLAPPbcceeffxmvgfir SFS[D(5,2)(2,1)] gLAPPbcceeffeikwoer SFS[D(5,2)(2,1)] gLAPPcbceeffudbjnxr toroidal gLAPPbcceeffxmvgfew SFS[D(5,2)(2,1)] gLAPPbcceeffemkwoer toroidal gLAPPbcceeffehjnblr SFS[D(4,1)(2,1)] gLAzQaccefffngjkaaa toroidal gLAPPbcceeffeakwoer toroidal gLAPPbcceeffemkwoiw toroidal gLAPPbcceeffeakwoiw toroidal gLAPPcbceeffdtwwoiw toroidal gLAPPcbceeffdtowoer toroidal gLAzQaccefffngjjaaa toroidal gLAzQaccefffngjgaxx toroidal gLAPPcbceeffdtowoiw toroidal gLAPPcbceeffdtwwoer toroidal gLALQaccefffngjbphh reducible gLALQaccefffngjbpqq reducible gLALQaccefffngjvhqd toroidal gLALQaccefffngjvaut SFS[D(2,1)(2,1)] gLALQaccefffngjvhmt toroidal gLALQaccefffngjvhpt reducible gLALQaccefffngjvhqt toroidal gLALQaccefffngjvaxd toroidal gLALQaccefffngjvhqq toroidal gLALQaccefffngjvaxq toroidal gLALQaccefffngjotxd toroidal gLALQaccefffngjoaxd toroidal gLALQaccefffngjolxd toroidal gLALQaccefffngjoeuu reducible gLALQaccefffngjodqq reducible gLALQaccfeffngjlshh reducible gLALQaccfeffngjlsqq reducible gLALQaccfeffngjqcmd reducible gLALQaccfeffngjqcmt toroidal gLALQaccfeffngjacpa toroidal gLALQaccfeffngjacqa toroidal gLALQaccfeffngjqcmq toroidal gLALQaccfeffngjqcpq toroidal gLALQaccfeffngjqcqq toroidal gLALQaccfeffngjacmi SFS[D(2,1)(2,1)] gLALQaccfeffngjarpa toroidal gLALQaccfeffngjurpa toroidal gLALQaccfeffngjprpa toroidal gLALQaccfeffngjdrii reducible gLALQaccfeffngjerqq reducible gLALQaccefffngjsaaa toroidal gLALQaccefffngjsdid toroidal gLALQaccefffngjsdxd toroidal gLALQaccefffngjsaqd toroidal gLALQaccefffngjslqt toroidal gLALQaccefffngjslqd toroidal gLALQaccefffngjstqt toroidal gLALQaccefffngjsaqq SFS[D(3,1)(2,1)] gLALQaccefffngjsaqt SFS[D(3,1)(2,1)] gLALQaccefffngjseqe toroidal gLALQaccefffngjsaua toroidal gLALQaccefffngjgaai SFS[D(2,1)(2,1)] gLALQaccefffngjgaqd SFS[D(3,1)(2,1)] gLALQaccefffngjgaqq SFS[D(3,1)(2,1)] gLALQaccefffngjgaqt reducible gLALQaccefffngjnaaa toroidal gLALQaccefffngjnaeq reducible gLALQaccefffngjnhxq toroidal gLALQaccefffngjnaqd SFS[D(3,1)(2,1)] gLALQaccefffngjnaqt SFS[D(3,1)(2,1)] gLALQaccefffngjnalq reducible gLALQaccefffngjnxqh toroidal gLALQaccefffngjkxqq SFS[A(2,1)] gLALQaccefffngjkahq SFS[A(2,1)] gLALQaccefffngjfmqq reducible gLALQaccefffngjraiq reducible gLALQaccfeffngjabxx toroidal gLALQaccfeffngjdble toroidal gLALQaccfeffngjebpa toroidal gLALQaccfeffngjabpq toroidal gLALQaccfeffngjpbmq toroidal gLALQaccfeffngjpbpq toroidal gLALQaccfeffngjubmq toroidal gLALQaccfeffngjabqq SFS[D(3,1)(2,1)] gLALQaccfeffngjabmq SFS[D(3,1)(2,1)] gLALQaccfeffngjdblq toroidal gLALQaccfeffngjabxi toroidal gLALQaccfeffngjajux SFS[D(2,1)(2,1)] gLALQaccfeffngjajpq SFS[D(3,1)(2,1)] gLALQaccfeffngjajqq SFS[D(3,1)(2,1)] gLALQaccfeffngjajmq reducible gLALQaccfeffngjanxx toroidal gLALQaccfeffngjanql reducible gLALQaccfeffngjqnqa toroidal gLALQaccfeffngjanpq SFS[D(3,1)(2,1)] gLALQaccfeffngjanmq SFS[D(3,1)(2,1)] gLALQaccfeffngjanqe reducible gLALQaccfeffngjxnhq toroidal gLAzQaccefffnsjkaxx m011(0,0) gLAPPbcceeffeikwbiw m213(0,0) gLAPPcbceeffadokclw SFS[D(5,2)(2,1)] gLAPPcbceeffudbjsqw m151(0,0) gLAPPbcceeffeiksoer m233(0,0) gLAPPcbceeffudbknxr m198(0,0) gLAPPbcceeffemksoer toroidal gLAzQaccefffnsjkaaa m159(0,0) gLAPPbcceeffeaksoer m145(0,0) gLAPPbcceeffemkwbiw toroidal gLAPPbcceeffeakwbiw m017(0,0) gLAzQaccefffnsjjaxx SFS[D(5,2)(2,1)] gLAzQaccefffnsjjaaa m145(0,0) gLAzQaccefffnsjgaxx m017(0,0) gLALQaccefffnsjsaaa m145(0,0) gLALQaccefffnsjsdid m178(0,0) gLALQaccefffnsjsdxd m154(0,0) gLALQaccefffnsjsaqd SFS[D(3,1)(2,1)] gLALQaccefffnsjslqt m170(0,0) gLALQaccefffnsjslqd m116(0,0) gLALQaccefffnsjstqt toroidal gLALQaccefffnsjsaqq m030(0,0) gLALQaccefffnsjsaqt m100(0,0) gLALQaccefffnsjseqe toroidal gLALQaccefffnsjsaua m159(0,0) gLALQaccefffnsjgaqq m100(0,0) gLALQaccefffnsjnaaa m159(0,0) gLALQaccefffnsjnaqq SFS[D(3,1)(2,1)] gLALQaccfeffnsjabxx m017(0,0) gLALQaccfeffnsjdble m258(0,0) gLALQaccfeffnsjabxd SFS[D(5,2)(2,1)] gLALQaccfeffnsjebpa m212(0,0) gLALQaccfeffnsjabpq SFS[D(3,1)(2,1)] gLALQaccfeffnsjpbmq m266(0,0) gLALQaccfeffnsjpbpq m230(0,0) gLALQaccfeffnsjubmq toroidal gLALQaccfeffnsjabqq m100(0,0) gLALQaccfeffnsjabmq m030(0,0) gLALQaccfeffnsjdblq toroidal gLALQaccfeffnsjabxi m011(0,0) gLALQaccfeffnsjajxx SFS[D(5,2)(2,1)] gLALQaccfeffnsjajqq m030(0,0) gLALQaccfeffnsjanxx m011(0,0) gLALQaccfeffnsjanqq SFS[D(3,1)(2,1)] gLAzQaccefffnnjkaxx m178(0,0) gLAPPbcceeffeikwviw m281(0,0) gLAPPcbceeffudbjgqw m238(0,0) gLAPPbcceeffeikvoer m272(0,0) gLAPPcbceeffudbgnxr m193(0,0) gLAPPbcceeffemkvoer toroidal gLAzQaccefffnnjkaaa m060(0,0) gLAPPbcceeffeakvoer m119(0,0) gLAPPbcceeffemkwviw toroidal gLAPPbcceeffeakwviw m185(0,0) gLAzQaccefffnnjjaaa m119(0,0) gLAzQaccefffnnjgaxx m185(0,0) gLALQaccefffnnjsaaa m119(0,0) gLALQaccefffnnjsdid m318(0,0) gLALQaccefffnnjsdxd m280(0,0) gLALQaccefffnnjsaqd SFS[D(3,1)(2,1)] gLALQaccefffnnjslqt m316(0,0) gLALQaccefffnnjslqd m279(0,0) gLALQaccefffnnjstqt toroidal gLALQaccefffnnjsaqq m100(0,0) gLALQaccefffnnjsaqt m054(0,0) gLALQaccefffnnjseqe toroidal gLALQaccefffnnjsaua m060(0,0) gLALQaccefffnnjgaqq m054(0,0) gLALQaccefffnnjnaaa m060(0,0) gLALQaccefffnnjnaqq SFS[D(3,1)(2,1)] gLALQaccfeffnnjabxx m185(0,0) gLALQaccfeffnnjdble m287(0,0) gLALQaccfeffnnjebpa m251(0,0) gLALQaccfeffnnjabpq SFS[D(3,1)(2,1)] gLALQaccfeffnnjpbmq m276(0,0) gLALQaccfeffnnjpbpq m197(0,0) gLALQaccfeffnnjubmq toroidal gLALQaccfeffnnjabqq m054(0,0) gLALQaccfeffnnjabmq m100(0,0) gLALQaccfeffnnjdblq toroidal gLALQaccfeffnnjabxi m178(0,0) gLALQaccfeffnnjajqq m100(0,0) gLALQaccfeffnnjanxx m178(0,0) gLALQaccfeffnnjanqq SFS[D(3,1)(2,1)] gLAzQaccefffngnkaxx SFS[D(3,1)(2,1)] gLAPPbcceeffeikvoiw toroidal gLAPPcbceeffadojwlw SFS[D(3,1)(2,1)] gLAPPcbceeffudbgnqw SFS[D(3,1)(2,1)] gLAPPbcceeffeikwver toroidal gLAPPcbceeffudbjgxr toroidal gLAPPbcceeffemkwver toroidal gLAzQaccefffngnkaaa toroidal gLAPPbcceeffeakwver toroidal gLAPPbcceeffemkvoiw toroidal gLAPPbcceeffeakvoiw toroidal gLAzQaccefffngnjaxx SFS[D(3,1)(2,1)] gLAzQaccefffngnjaaa toroidal gLAzQaccefffngngaxx toroidal gLALQaccefffngnsaaa toroidal gLALQaccefffngnsdid toroidal gLALQaccefffngnsdxd toroidal gLALQaccefffngnsaqd SFS[D(3,1)(2,1)] gLALQaccefffngnslqt toroidal gLALQaccefffngnslqd SFS[D(3,1)(2,1)] gLALQaccefffngnstqt toroidal gLALQaccefffngnsaqq SFS[D(3,1)(2,1)] gLALQaccefffngnsaqt toroidal gLALQaccefffngnseqe toroidal gLALQaccefffngnsaua toroidal gLALQaccefffngngaqq toroidal gLALQaccefffngnnaaa toroidal gLALQaccefffngnnaqq SFS[D(3,1)(2,1)] gLALQaccfeffngnabxx toroidal gLALQaccfeffngndble toroidal gLALQaccfeffngnabxd SFS[D(3,1)(2,1)] gLALQaccfeffngnebpa toroidal gLALQaccfeffngnabpq SFS[D(3,1)(2,1)] gLALQaccfeffngnpbmq toroidal gLALQaccfeffngnpbpq toroidal gLALQaccfeffngnubmq toroidal gLALQaccfeffngnabqq toroidal gLALQaccfeffngnabmq SFS[D(3,1)(2,1)] gLALQaccfeffngndblq toroidal gLALQaccfeffngnabxi SFS[D(3,1)(2,1)] gLALQaccfeffngnajxx SFS[D(3,1)(2,1)] gLALQaccfeffngnajqq SFS[D(3,1)(2,1)] gLALQaccfeffngnanxx SFS[D(3,1)(2,1)] gLALQaccfeffngnanqq SFS[D(3,1)(2,1)] gLAzQaccefffnsnkaxx SFS[D(3,1)(2,1)] gLAPPbcceeffeikvbiw m083(0,0) gLAPPcbceeffadojclw toroidal gLAPPcbceeffudbgsqw m047(0,0) gLAPPbcceeffeiksver m102(0,0) gLAPPcbceeffudbkgxr m095(0,0) gLAPPbcceeffemksver toroidal gLAzQaccefffnsnkaaa m060(0,0) gLAPPbcceeffeaksver m043(0,0) gLAPPbcceeffemkvbiw toroidal gLAPPbcceeffeakvbiw m003(0,0) gLAzQaccefffnsnjaxx toroidal gLAzQaccefffnsnjaaa m043(0,0) gLAzQaccefffnsngaxx m003(0,0) gLALQaccefffnsnsaaa m043(0,0) gLALQaccefffnsnsdid m011(0,0) gLALQaccefffnsnsdxd m019(0,0) gLALQaccefffnsnsaqd SFS[D(3,1)(2,1)] gLALQaccefffnsnslqt toroidal gLALQaccefffnsnslqd m003(0,0) gLALQaccefffnsnstqt toroidal gLALQaccefffnsnsaqq m026(0,0) gLALQaccefffnsnsaqt m052(0,0) gLALQaccefffnsnseqe toroidal gLALQaccefffnsnsaua m060(0,0) gLALQaccefffnsngaqq m052(0,0) gLALQaccefffnsnnaaa m060(0,0) gLALQaccefffnsnnaqq SFS[D(3,1)(2,1)] gLALQaccfeffnsnabxx m003(0,0) gLALQaccfeffnsndble m103(0,0) gLALQaccfeffnsnabxd toroidal gLALQaccfeffnsnebpa m071(0,0) gLALQaccfeffnsnabpq SFS[D(3,1)(2,1)] gLALQaccfeffnsnpbmq m112(0,0) gLALQaccfeffnsnpbpq m098(0,0) gLALQaccfeffnsnubmq toroidal gLALQaccfeffnsnabqq m052(0,0) gLALQaccfeffnsnabmq m026(0,0) gLALQaccfeffnsndblq toroidal gLALQaccfeffnsnabxi SFS[D(3,1)(2,1)] gLALQaccfeffnsnajxx toroidal gLALQaccfeffnsnajqq m026(0,0) gLALQaccfeffnsnanxx SFS[D(3,1)(2,1)] gLALQaccfeffnsnanqq SFS[D(3,1)(2,1)] gLAzQaccefffnnnkaxx toroidal gLAPPbcceeffeikvviw toroidal gLAPPcbceeffadojjlw SFS[D(3,1)(2,1)] gLAPPcbceeffudbggqw toroidal gLAPPbcceeffeikvver toroidal gLAPPcbceeffudbggxr toroidal gLAPPbcceeffemkvver toroidal gLAzQaccefffnnnkaaa toroidal gLAPPbcceeffeakvver SFS[D(7,2)(2,1)] gLAPPbcceeffemkvviw toroidal gLAPPbcceeffeakvviw SFS[D(3,1)(2,1)] gLAzQaccefffnnnjaxx SFS[D(3,1)(2,1)] gLAzQaccefffnnnjaaa SFS[D(7,2)(2,1)] gLAzQaccefffnnngaxx SFS[D(3,1)(2,1)] gLALQaccefffnnnsaaa SFS[D(7,2)(2,1)] gLALQaccefffnnnsdid toroidal gLALQaccefffnnnsdxd SFS[D(5,2)(2,1)] gLALQaccefffnnnsaqd reducible gLALQaccefffnnnslqt toroidal gLALQaccefffnnnslqd toroidal gLALQaccefffnnnstqt toroidal gLALQaccefffnnnsaqq toroidal gLALQaccefffnnnsaqt toroidal gLALQaccefffnnnseqe toroidal gLALQaccefffnnnsaua toroidal gLALQaccefffnnngaqq toroidal gLALQaccefffnnnnaaa toroidal gLALQaccefffnnnnaqq reducible gLALQaccfeffnnnabxx SFS[D(3,1)(2,1)] gLALQaccfeffnnndble toroidal gLALQaccfeffnnnabxd SFS[D(3,1)(2,1)] gLALQaccfeffnnnebpa SFS[D(9,2)(2,1)] gLALQaccfeffnnnabpq reducible gLALQaccfeffnnnpbmq toroidal gLALQaccfeffnnnpbpq toroidal gLALQaccfeffnnnubmq toroidal gLALQaccfeffnnnabqq toroidal gLALQaccfeffnnnabmq toroidal gLALQaccfeffnnndblq toroidal gLALQaccfeffnnnabxi toroidal gLALQaccfeffnnnajxx SFS[D(3,1)(2,1)] gLALQaccfeffnnnajqq toroidal gLALQaccfeffnnnanxx toroidal gLALQaccfeffnnnanqq reducible gLAzQaccefffngbkaxx m011(0,0) gLAPPbcceeffeiksoiw m016(0,0) gLAPPcbceeffudbknqw m006(0,0) gLAPPbcceeffeikwber m019(0,0) gLAPPcbceeffudbjsxr m011(0,0) gLAPPbcceeffemkwber toroidal gLAzQaccefffngbkaaa m006(0,0) gLAPPbcceeffeakwber m016(0,0) gLAPPbcceeffemksoiw toroidal gLAPPbcceeffeaksoiw m019(0,0) gLAzQaccefffngbjaaa m016(0,0) gLAzQaccefffngbgaxx m019(0,0) gLALQaccefffngbsaaa m016(0,0) gLALQaccefffngbsdid m064(0,0) gLALQaccefffngbsdxd m044(0,0) gLALQaccefffngbsaqd SFS[D(3,1)(2,1)] gLALQaccefffngbslqt m055(0,0) gLALQaccefffngbslqd m027(0,0) gLALQaccefffngbstqt toroidal gLALQaccefffngbsaqq toroidal gLALQaccefffngbsaqt m003(0,0) gLALQaccefffngbseqe toroidal gLALQaccefffngbsaua m006(0,0) gLALQaccefffngbgaqq m003(0,0) gLALQaccefffngbnaaa m006(0,0) gLALQaccefffngbnaqq SFS[D(3,1)(2,1)] gLALQaccfeffngbabxx m019(0,0) gLALQaccfeffngbdble m060(0,0) gLALQaccfeffngbebpa m043(0,0) gLALQaccfeffngbabpq SFS[D(3,1)(2,1)] gLALQaccfeffngbpbmq m052(0,0) gLALQaccfeffngbpbpq m026(0,0) gLALQaccfeffngbubmq toroidal gLALQaccfeffngbabqq m003(0,0) gLALQaccfeffngbabmq toroidal gLALQaccfeffngbdblq toroidal gLALQaccfeffngbabxi m011(0,0) gLALQaccfeffngbajqq toroidal gLALQaccfeffngbanxx m011(0,0) gLALQaccfeffngbanqq SFS[D(3,1)(2,1)] gLAzQaccefffnsbkaxx toroidal gLAPPbcceeffeiksbiw toroidal gLAPPcbceeffadogclw SFS[D(4,1)(2,1)] gLAPPcbceeffudbksqw toroidal gLAPPcbceeffadogcdr SFS[D(4,1)(2,1)] gLAPPbcceeffeiksber toroidal gLAPPcbceeffudbksxr toroidal gLAPPbcceeffemksber toroidal gLAzQaccefffnsbkaaa toroidal gLAPPbcceeffeaksber SFS[D(4,1)(2,1)] gLAPPbcceeffemksbiw toroidal gLAPPbcceeffeaksbiw SFS[D(4,1)(2,1)] gLAzQaccefffnsbjaxx SFS[D(4,1)(2,1)] gLAzQaccefffnsbjaaa SFS[D(4,1)(2,1)] gLAzQaccefffnsbgaxx SFS[D(4,1)(2,1)] gLAzQaccefffnsbgaaa SFS[D(4,1)(2,1)] gLALQaccefffnsbsaaa SFS[D(4,1)(2,1)] gLALQaccefffnsbsdid toroidal gLALQaccefffnsbsapa SFS[D(4,1)(2,1)] gLALQaccefffnsbsdxd SFS[D(4,1)(2,1)] gLALQaccefffnsbsaqd reducible gLALQaccefffnsbslqt toroidal gLALQaccefffnsbslqd toroidal gLALQaccefffnsbstqt toroidal gLALQaccefffnsbsaqq toroidal gLALQaccefffnsbsaqt toroidal gLALQaccefffnsbseqe toroidal gLALQaccefffnsbsaua toroidal gLALQaccefffnsbgaaa SFS[D(4,1)(2,1)] gLALQaccefffnsbgaqq toroidal gLALQaccefffnsbnaaa toroidal gLALQaccefffnsbnaqq reducible gLALQaccfeffnsbabxx SFS[D(4,1)(2,1)] gLALQaccfeffnsbdble toroidal gLALQaccfeffnsbabxd SFS[D(4,1)(2,1)] gLALQaccfeffnsbebpa SFS[D(4,1)(2,1)] gLALQaccfeffnsbabpq reducible gLALQaccfeffnsbpbmq toroidal gLALQaccfeffnsbpbpq toroidal gLALQaccfeffnsbubmq toroidal gLALQaccfeffnsbabqq toroidal gLALQaccfeffnsbabmq toroidal gLALQaccfeffnsbdblq toroidal gLALQaccfeffnsbabxi toroidal gLALQaccfeffnsbajxx SFS[D(4,1)(2,1)] gLALQaccfeffnsbajqq toroidal gLALQaccfeffnsbanxx toroidal gLALQaccfeffnsbanqq reducible gLAzQaccefffnnbkaxx m178(0,0) gLAPPbcceeffeiksviw m267(0,0) gLAPPcbceeffudbkgqw m242(0,0) gLAPPcbceeffadojcdr SFS[D(5,2)(2,1)] gLAPPbcceeffeikvber m246(0,0) gLAPPcbceeffudbgsxr m184(0,0) gLAPPbcceeffemkvber toroidal gLAzQaccefffnnbkaaa toroidal gLAPPbcceeffeakvber m019(0,0) gLAPPbcceeffemksviw toroidal gLAPPbcceeffeaksviw m154(0,0) gLAzQaccefffnnbjaaa m019(0,0) gLAzQaccefffnnbgaxx m154(0,0) gLAzQaccefffnnbgaaa SFS[D(5,2)(2,1)] gLALQaccefffnnbsaaa m019(0,0) gLALQaccefffnnbsdid m271(0,0) gLALQaccefffnnbsapa SFS[D(5,2)(2,1)] gLALQaccefffnnbsdxd m219(0,0) gLALQaccefffnnbsaqd SFS[D(3,1)(2,1)] gLALQaccefffnnbslqt m277(0,0) gLALQaccefffnnbslqd m252(0,0) gLALQaccefffnnbstqt toroidal gLALQaccefffnnbsaqq m170(0,0) gLALQaccefffnnbsaqt m116(0,0) gLALQaccefffnnbseqe toroidal gLALQaccefffnnbsaua toroidal gLALQaccefffnnbgaaa SFS[D(5,2)(2,1)] gLALQaccefffnnbgaqq m116(0,0) gLALQaccefffnnbnaaa toroidal gLALQaccefffnnbnaqq SFS[D(3,1)(2,1)] gLALQaccfeffnnbabxx m154(0,0) gLALQaccfeffnnbdble m159(0,0) gLALQaccfeffnnbebpa m145(0,0) gLALQaccfeffnnbabpq SFS[D(3,1)(2,1)] gLALQaccfeffnnbpbmq m100(0,0) gLALQaccfeffnnbpbpq m030(0,0) gLALQaccfeffnnbubmq toroidal gLALQaccfeffnnbabqq m116(0,0) gLALQaccfeffnnbabmq m170(0,0) gLALQaccfeffnnbdblq toroidal gLALQaccfeffnnbabxi m178(0,0) gLALQaccfeffnnbajqq m170(0,0) gLALQaccfeffnnbanxx m178(0,0) gLALQaccfeffnnbanqq SFS[D(3,1)(2,1)] gLAPPbcceeffemkkkiw toroidal gLAPPcbceeffadooodr SFS[D(2,1)(2,1)] gLAPPbcceeffeikkker toroidal gLAPPcbceeffudbbbxr toroidal gLAzQaccefffnkkkaaa toroidal gLAPPbcceeffeakkker toroidal gLAPPbcceeffemkkker toroidal gLAPPcbceeffatjjjlr SFS[D(2,1)(2,1)] gLAPPbcceeffeikkkiw toroidal gLAPPcbceeffadooolw SFS[D(2,1)(2,1)] gLAPPcbceeffudbbbqw toroidal gLAPPcbceeffatjjjdw SFS[D(2,1)(2,1)] gLAPPcbceeffadjjjdw toroidal gLAPPbcceeffeuooolw toroidal gLAPPcbceefftdjjjdw toroidal gLAPPbcceeffxakkker toroidal gLAPPbcceeffeuooodr toroidal gLAPPcbceeffadjjjlr toroidal gLAPPcbceefftdjjjlr toroidal gLAPPbcceeffepbbbxr toroidal gLAPPbcceeffmakkkiw SFS[D(2,1)(2,1)] gLAPPbcceeffeavvvir SFS[D(2,1)(2,1)] gLAPPbcceeffeakkkiw toroidal gLAzQaccefffnkkkaxx toroidal gLAPPbcceeffxakkkiw toroidal gLAPPbcceeffeavvvew SFS[D(2,1)(2,1)] gLAPPbcceeffepbbbqw toroidal gLAPPbcceeffmakkker SFS[D(2,1)(2,1)] gLAzQaccefffnkkgaaa SFS[D(2,1)(2,1)] gLAPPcbceeffadbjjdw SFS[D(2,1)(2,1)] gLAPPbcceeffeuwoolw toroidal gLAPPcbceefftdbjjdw toroidal gLAPPbcceeffeukoodr toroidal gLAPPcbceeffadnjjlr toroidal gLAPPcbceefftdnjjlr toroidal gLAPPbcceeffepjbbxr toroidal gLAPPbcceeffeagvvir SFS[D(2,1)(2,1)] gLAzQaccefffnkkgaxx toroidal gLAPPbcceeffeafvvew toroidal gLAPPbcceeffepnbbqw toroidal gLAzQaccefffnkkjaaa toroidal gLAPPcbceeffadnjjdw toroidal gLAPPbcceeffeukoolw toroidal gLAPPcbceefftdnjjdw toroidal gLAPPbcceeffeuwoodr toroidal gLAPPcbceeffadbjjlr SFS[D(2,1)(2,1)] gLAPPcbceefftdbjjlr toroidal gLAPPbcceeffepnbbxr toroidal gLAPPbcceeffeafvvir toroidal gLAzQaccefffnkkjaxx SFS[D(2,1)(2,1)] gLAPPbcceeffeagvvew SFS[D(2,1)(2,1)] gLAPPbcceeffepjbbqw toroidal gLALQaccfeffnkkusue toroidal gLALQaccfeffnkkasue toroidal gLALQaccfeffnkkpsue toroidal gLALQaccfeffnkkaspm toroidal gLALQaccfeffnkkdsxt toroidal gLALQaccfeffnkkeslh toroidal gLALQaccfeffnkkasmm SFS[D(2,1)(2,1)] gLALQaccfeffnkkdstt SFS[D(2,1)(2,1)] gLALQaccfeffnkkeshh toroidal gLALQaccfeffnkkasqm SFS[D(2,1)(2,1)] gLALQaccfeffnkkdsut toroidal gLALQaccfeffnkkesih toroidal gLALQaccfeffnkkusuh toroidal gLALQaccfeffnkkasuh SFS[D(2,1)(2,1)] gLALQaccfeffnkkpsuh toroidal gLALQaccfeffnkkusuu toroidal gLALQaccfeffnkkasuu toroidal gLALQaccfeffnkkpsuu SFS[D(2,1)(2,1)] gLALQaccfeffnkkacuu toroidal gLALQaccfeffnkkqclu toroidal gLALQaccfeffnkkarmm SFS[D(2,1)(2,1)] gLALQaccfeffnkkaruu SFS[D(2,1)(2,1)] gLALQaccefffnkkbemm SFS[D(2,1)(2,1)] gLALQaccefffnkkbatt SFS[D(2,1)(2,1)] gLALQaccefffnkkbdhh toroidal gLALQaccefffnkkbema toroidal gLALQaccefffnkkbatd toroidal gLALQaccefffnkkbdhe toroidal gLALQaccefffnkkbahi SFS[D(2,1)(2,1)] gLALQaccefffnkkbthi toroidal gLALQaccefffnkkblhi toroidal gLALQaccefffnkkbali toroidal gLALQaccefffnkkbtli toroidal gLALQaccefffnkkblli toroidal gLALQaccefffnkkbaii toroidal gLALQaccefffnkkbtii toroidal gLALQaccefffnkkblii SFS[D(2,1)(2,1)] gLALQaccefffnkkbemi toroidal gLALQaccefffnkkbatq SFS[D(2,1)(2,1)] gLALQaccefffnkkbdhu toroidal gLALQaccefffnkkvhie toroidal gLALQaccefffnkkvaii toroidal gLALQaccefffnkkoatt SFS[D(2,1)(2,1)] gLALQaccefffnkkoaii SFS[D(2,1)(2,1)] gLALQaccefffnkksaaa toroidal gLALQaccefffnkksdid toroidal gLALQaccefffnkksapa SFS[D(2,1)(2,1)] gLALQaccefffnkksdxd toroidal gLALQaccefffnkksaqd reducible gLALQaccefffnkkslqt toroidal gLALQaccefffnkkslqd toroidal gLALQaccefffnkkstqt toroidal gLALQaccefffnkksaqq toroidal gLALQaccefffnkksaqt toroidal gLALQaccefffnkkseqe toroidal gLALQaccefffnkksaua toroidal gLALQaccefffnkkgaaa SFS[D(2,1)(2,1)] gLALQaccefffnkkgaqq toroidal gLALQaccefffnkknxxa toroidal gLALQaccefffnkknaaa toroidal gLALQaccfeffnkkabxx toroidal gLALQaccfeffnkkdble toroidal gLALQaccfeffnkkabxd SFS[D(2,1)(2,1)] gLALQaccfeffnkkebpa toroidal gLALQaccfeffnkkabpq reducible gLALQaccfeffnkkpbmq toroidal gLALQaccfeffnkkpbpq toroidal gLALQaccfeffnkkubmq toroidal gLALQaccfeffnkkabqq toroidal gLALQaccfeffnkkabmq toroidal gLALQaccfeffnkkdblq toroidal gLALQaccfeffnkkabxi toroidal gLALQaccfeffnkkajxx SFS[D(2,1)(2,1)] gLALQaccfeffnkkajqq toroidal gLALQaccfeffnkkxnxa toroidal gLALQaccfeffnkkanxx toroidal gLALQaccefffnkkkaxa toroidal gLALQaccefffnkkkata SFS[D(2,1)(2,1)] gLALQaccefffnkkktua toroidal gLALQaccefffnkkkaua toroidal gLALQaccefffnkkklua SFS[D(2,1)(2,1)] gLALQaccefffnkkkahl SFS[D(2,1)(2,1)] gLALQaccefffnkkketx SFS[D(2,1)(2,1)] gLALQaccefffnkkkdmp toroidal gLALQaccefffnkkkall toroidal gLALQaccefffnkkktll SFS[D(2,1)(2,1)] gLALQaccefffnkkklll toroidal gLALQaccefffnkkkexx toroidal gLALQaccefffnkkkmxx SFS[D(2,1)(2,1)] gLALQaccefffnkkkxxx toroidal gLALQaccefffnkkkdpp SFS[D(2,1)(2,1)] gLALQaccefffnkkkppp SFS[D(2,1)(2,1)] gLALQaccefffnkkkail toroidal gLALQaccefffnkkkeux toroidal gLALQaccefffnkkkdqp SFS[D(2,1)(2,1)] gLALQaccefffnkkkaxp SFS[D(2,1)(2,1)] gLALQaccefffnkkktup SFS[D(2,1)(2,1)] gLALQaccefffnkkkaup SFS[D(2,1)(2,1)] gLALQaccefffnkkklup toroidal gLALQaccefffnkkkahe SFS[D(2,1)(2,1)] gLALQaccefffnkkkale toroidal gLALQaccefffnkkktle SFS[D(2,1)(2,1)] gLALQaccefffnkkklle toroidal gLALQaccefffnkkkaie toroidal gLALQaccefffnkkkepq toroidal gLALQaccefffnkkkaxu toroidal gLALQaccefffnkkkdli toroidal gLALQaccefffnkkkemq reducible gLALQaccefffnkkkatu SFS[D(2,1)(2,1)] gLALQaccefffnkkkdhi SFS[D(2,1)(2,1)] gLALQaccefffnkkkmqq toroidal gLALQaccefffnkkkeqq toroidal gLALQaccefffnkkktuu toroidal gLALQaccefffnkkkauu toroidal gLALQaccefffnkkkluu SFS[D(2,1)(2,1)] gLALQaccefffnkkkhii toroidal gLALQaccefffnkkkdii toroidal gLALQaccefffnkkkpii SFS[D(2,1)(2,1)] gLALQaccefffnkkkalq toroidal gLALQaccefffnkkktlq reducible gLALQaccefffnkkkllq toroidal gLALQaccefffnkkkaiq toroidal gLALQaccefffnkkfall SFS[D(2,1)(2,1)] gLALQaccefffnkkftll toroidal gLALQaccefffnkkflll SFS[D(2,1)(2,1)] gLALQaccefffnkkfale SFS[D(2,1)(2,1)] gLALQaccefffnkkftle toroidal gLALQaccefffnkkflle toroidal gLALQaccefffnkkfepq toroidal gLALQaccefffnkkfaxu toroidal gLALQaccefffnkkfdli toroidal gLALQaccefffnkkfemq toroidal gLALQaccefffnkkfatu SFS[D(2,1)(2,1)] gLALQaccefffnkkfdhi toroidal gLALQaccefffnkkfeqq toroidal gLALQaccefffnkkfauu toroidal gLALQaccefffnkkfdii toroidal gLALQaccefffnkkfalq reducible gLALQaccefffnkkftlq toroidal gLALQaccefffnkkfllq toroidal gLALQaccefffnkkrall toroidal gLALQaccefffnkkrtll SFS[D(2,1)(2,1)] gLALQaccefffnkkrlll toroidal gLALQaccefffnkkrale toroidal gLALQaccefffnkkrtle toroidal gLALQaccefffnkkrlle toroidal gLALQaccefffnkkrepq toroidal gLALQaccefffnkkraxu SFS[D(2,1)(2,1)] gLALQaccefffnkkrdli toroidal gLALQaccefffnkkremq toroidal gLALQaccefffnkkratu toroidal gLALQaccefffnkkrdhi toroidal gLALQaccefffnkkreqq reducible gLALQaccefffnkkrauu SFS[D(2,1)(2,1)] gLALQaccefffnkkrdii SFS[D(2,1)(2,1)] gLALQaccefffnkkralq toroidal gLALQaccefffnkkrtlq toroidal gLALQaccefffnkkrllq toroidal gLALQaccefffnfwnaqq reducible gLALQaccfeffnfwanqq reducible gLAPPbcceeffxakkkuj SFS[D(4,1)(4,1)] gLAPPbcceeffemkkkak toroidal gLAPPbcceeffeakkkuj SFS[D(5,2)(4,1)] gLAPPbcceeffeikkkuj toroidal gLAPPbcceeffeikkkls toroidal gLAPPcbceeffudbbbmk toroidal gLAzQaccefffjjjjaii toroidal gLAPPcbceeffadjjjpk SFS[D(5,3)(4,1)] gLAPPbcceeffeakkkls SFS[D(5,3)(4,1)] gLAPPbcceeffxakkkls SFS[D(4,3)(4,1)] gLAPPbcceeffeakkkxk SFS[D(5,3)(4,1)] gLAPPbcceeffemkkkls toroidal gLAPPbcceeffeikkkxk toroidal gLAPPbcceeffeikkkak toroidal gLAPPcbceeffudbbbij toroidal gLAPPcbceeffadjjjaj SFS[D(5,3)(4,1)] gLAPPbcceeffeuoooek toroidal gLAPPcbceefftdjjjaj toroidal gLAPPbcceeffxakkkxk SFS[D(4,3)(4,1)] gLAPPbcceeffeuooohs toroidal gLAPPcbceeffadjjjik SFS[D(5,2)(4,1)] gLAPPcbceefftdjjjik toroidal gLAPPbcceeffepbbbmk toroidal gLAPPbcceeffeuoootk toroidal gLAPPbcceeffeakkkak SFS[D(5,2)(4,1)] gLAzQaccefffjjjjapp toroidal gLAPPbcceeffxakkkak SFS[D(4,1)(4,1)] gLAPPcbceeffadjjjqs SFS[D(5,2)(4,1)] gLAPPbcceeffepbbbij toroidal gLAPPbcceeffeuoooxj toroidal gLAPPbcceeffeafvvqk SFS[D(4,1)(2,1)] gLAPPbcceeffeuwooek SFS[D(7,5)(4,1)] gLAPPcbceefftdbjjaj toroidal gLAPPbcceeffeukoohs SFS[D(8,5)(4,1)] gLAPPcbceeffadnjjik SFS[D(4,1)(4,1)] gLAPPcbceefftdnjjik toroidal gLAPPbcceeffepjbbmk SFS[D(7,4)(4,1)] gLAPPbcceeffeukootk SFS[D(8,5)(4,1)] gLAzQaccefffjjjgapp SFS[D(5,2)(4,1)] gLAPPcbceeffadnjjqs SFS[D(4,1)(4,1)] gLAPPbcceeffeafvvdj SFS[D(4,1)(2,1)] gLAPPbcceeffepnbbij SFS[D(5,4)(4,1)] gLAPPbcceeffeuwooxj SFS[D(7,5)(4,1)] gLAzQaccefffjjjkaii SFS[D(5,3)(4,1)] gLAPPcbceeffadnjjpk SFS[D(4,3)(4,1)] gLAPPcbceeffadnjjaj SFS[D(4,3)(4,1)] gLAPPbcceeffeukooek SFS[D(8,3)(4,1)] gLAPPcbceefftdnjjaj toroidal gLAPPbcceeffeuwoohs SFS[D(7,2)(4,1)] gLAPPcbceefftdbjjik toroidal gLAPPbcceeffepnbbmk SFS[D(5,1)(4,1)] gLAPPbcceeffeafvvhk SFS[D(4,1)(2,1)] gLAPPbcceeffeuwootk SFS[D(7,2)(4,1)] gLAPPbcceeffeafvvms SFS[D(4,1)(2,1)] gLAPPbcceeffepjbbij SFS[D(7,3)(4,1)] gLAPPbcceeffeukooxj SFS[D(8,3)(4,1)] gLALQaccefffjjjvtdq toroidal gLALQaccefffjjjvadq SFS[D(4,1)(4,1)] gLALQaccefffjjjvldq SFS[D(8,5)(4,1)] gLALQaccefffjjjvaxm SFS[D(4,1)(2,1)] gLALQaccefffjjjveph SFS[D(7,5)(4,1)] gLALQaccefffjjjvdlt SFS[D(5,4)(4,1)] gLALQaccefffjjjvdtt SFS[D(4,1)(2,1)] gLALQaccefffjjjvedh toroidal gLALQaccefffjjjvdat SFS[D(7,5)(4,1)] gLALQaccefffjjjvtdt SFS[D(8,5)(4,1)] gLALQaccefffjjjvldt SFS[D(7,4)(4,1)] gLALQaccefffjjjvtdd SFS[D(4,1)(4,1)] gLALQaccefffjjjvadd SFS[D(5,2)(4,1)] gLALQaccefffjjjoadd SFS[D(4,1)(4,1)] gLALQaccefffjjjohld toroidal gLALQaccfeffjjjertt SFS[D(4,1)(2,1)] gLALQaccfeffjjjdrmi SFS[D(7,2)(4,1)] gLALQaccfeffjjjarhu SFS[D(4,1)(2,1)] gLALQaccfeffjjjertq SFS[D(5,1)(4,1)] gLALQaccfeffjjjurta SFS[D(8,3)(4,1)] gLALQaccfeffjjjprta SFS[D(7,3)(4,1)] gLALQaccfeffjjjarla SFS[D(4,3)(4,1)] gLALQaccfeffjjjurla toroidal gLALQaccfeffjjjprla SFS[D(8,3)(4,1)] gLALQaccfeffjjjaraa SFS[D(5,3)(4,1)] gLALQaccfeffjjjuraa SFS[D(4,3)(4,1)] gLALQaccfeffjjjdrma toroidal gLALQaccfeffjjjertd SFS[D(7,2)(4,1)] gLALQaccfeffjjjqsaq toroidal gLALQaccfeffjjjasaa SFS[D(4,3)(4,1)] gLALQbcceeffemkbbxw toroidal gLALQbcceeffeikbbxw SFS[D(7,2)(4,1)] gLALQbcceefftpkssaj SFS[D(8,3)(4,1)] gLALQbcceefftugccuj SFS[D(7,3)(4,1)] gLALQbcceeffaajrrpj SFS[D(5,3)(4,1)] gLALQbcceeffapkssaj SFS[D(4,3)(4,1)] gLALQbcceefflajrrpj SFS[D(4,3)(4,1)] gLALQbcceefflpkssaj toroidal gLALQbcceefflugccuj SFS[D(8,3)(4,1)] gLALQbcceeffdmgffpk SFS[D(7,2)(4,1)] gLALQbcceeffdagffpk SFS[D(4,1)(2,1)] gLALQbcceeffdigffpk SFS[D(5,1)(4,1)] gLALQbcceeffapcoohj SFS[D(4,1)(2,1)] gLALQbcceeffaawrrpj SFS[D(4,3)(4,1)] gLALQbcceeffhhrwwuk toroidal gLALQaccefffjjjjapi toroidal gLALQaccefffjjjjtpa toroidal gLALQaccefffjjjjapa SFS[D(5,3)(4,1)] gLALQaccefffjjjjduh SFS[D(4,1)(2,1)] gLALQaccefffjjjjaqq SFS[D(4,1)(4,1)] gLALQaccefffjjjjlqq SFS[D(5,2)(4,1)] gLALQaccefffjjjjeii SFS[D(5,2)(4,1)] gLALQaccefffjjjjxii toroidal gLALQaccefffjjjjaqd SFS[D(5,2)(4,1)] gLALQaccefffjjjjeia toroidal gLALQaccefffjjjjlua SFS[D(4,1)(2,1)] gLALQaccefffjjjjalq SFS[D(5,3)(4,1)] gLALQaccefffjjjjllq SFS[D(4,3)(4,1)] gLALQaccefffjjjjald SFS[D(4,3)(4,1)] gLALQaccefffjjjjeeu toroidal gLALQaccefffjjjjaai SFS[D(5,3)(4,1)] gLALQaccefffjjjjddq SFS[D(4,1)(4,1)] gLALQaccefffjjjjeeh reducible gLALQaccefffjjjjmee toroidal gLALQaccefffjjjjeee toroidal gLALQaccefffjjjjtaa SFS[D(5,3)(4,1)] gLALQaccefffjjjjaaa SFS[D(4,3)(4,1)] gLALQaccefffjjjjhdd SFS[D(4,1)(4,1)] gLALQaccefffjjjjddd SFS[D(5,2)(4,1)] gLALQaccefffjjjjaeq toroidal gLALQaccefffjjjjteq reducible gLALQaccefffjjjjleq toroidal gLALQaccefffjjjjaed toroidal gLALQaccefffjjjwtqq SFS[D(4,1)(2,1)] gLALQaccefffjjjwtlq SFS[D(7,3)(4,1)] gLALQaccefffjjjwllq SFS[D(8,3)(4,1)] gLALQaccefffjjjweeu toroidal gLALQaccefffjjjwaai toroidal gLALQaccefffjjjwddq toroidal gLALQaccefffjjjweeh toroidal gLALQaccefffjjjwddt SFS[D(8,5)(4,1)] gLALQaccefffjjjweee toroidal gLALQaccefffjjjwaaa SFS[D(5,3)(4,1)] gLALQaccefffjjjwddd SFS[D(4,1)(4,1)] gLALQaccefffjjjwaeq reducible gLALQaccefffjjjwteq toroidal gLALQaccefffjjjwleq toroidal gLALQaccefffjjjcaqq SFS[D(5,2)(4,1)] gLALQaccefffjjjclqq toroidal gLALQaccefffjjjcalq SFS[D(4,3)(4,1)] gLALQaccefffjjjctlq SFS[D(8,3)(4,1)] gLALQaccefffjjjcllq toroidal gLALQaccefffjjjceeu toroidal gLALQaccefffjjjcddq SFS[D(8,5)(4,1)] gLALQaccefffjjjceeh toroidal gLALQaccefffjjjcaam SFS[D(4,1)(2,1)] gLALQaccefffjjjcddt SFS[D(7,4)(4,1)] gLALQaccefffjjjceee reducible gLALQaccefffjjjcaeq toroidal gLALQaccefffjjjcteq toroidal gLALQaccefffjjjcleq toroidal gLALQaccfeffjjjdvqq toroidal gLALQaccfeffjjjavii SFS[D(5,3)(4,1)] gLALQaccfeffjjjdvlq toroidal gLALQaccfeffjjjevpu SFS[D(7,2)(4,1)] gLALQaccfeffjjjaveu reducible gLALQaccfeffjjjuveu toroidal gLALQaccfeffjjjpveu toroidal gLALQaccfeffjjjaveh toroidal gLALQaccfeffjjjuveh toroidal gLALQaccfeffjjjpveh toroidal gLALQaccfeffjjjavee toroidal gLALQaccfeffjjjuvee toroidal gLALQaccfeffjjjpvee reducible gLALQaccfeffjjjdveq toroidal gLALQaccfeffjjjavdi toroidal gLALQaccfeffjjjevau toroidal gLALQaccfeffjjjagee toroidal gLALQaccfeffjjjxfpi toroidal gLALQaccfeffjjjafii toroidal gLALQbcceeffapcoodw SFS[D(4,1)(2,1)] gLALQbcceeffdmgffmr SFS[D(7,5)(4,1)] gLALQbcceeffdagffmr SFS[D(4,1)(2,1)] gLALQbcceeffdigffmr SFS[D(5,4)(4,1)] gLALQbcceefftpkssmw SFS[D(8,5)(4,1)] gLALQbcceefftugcctw SFS[D(7,4)(4,1)] gLALQbcceefflajrrhw SFS[D(4,1)(4,1)] gLALQbcceefflpkssmw toroidal gLALQbcceefflugcctw SFS[D(8,5)(4,1)] gLALQbcceeffaajrrhw SFS[D(5,2)(4,1)] gLALQbcceeffapkssmw SFS[D(4,1)(4,1)] gLALQbcceeffemkbbtj toroidal gLALQbcceeffeikbbtj SFS[D(7,5)(4,1)] gLALQbcceeffhhrwwhr toroidal gLALQbcceeffaawrrhw SFS[D(4,1)(4,1)] gLALQaccefffjjjrell toroidal gLALQaccefffjjjrapp SFS[D(5,2)(4,1)] gLALQaccefffjjjreql toroidal gLALQaccefffjjjrdix SFS[D(7,5)(4,1)] gLALQaccefffjjjraex reducible gLALQaccefffjjjrtex toroidal gLALQaccefffjjjrlex toroidal gLALQaccefffjjjraem toroidal gLALQaccefffjjjrtem toroidal gLALQaccefffjjjrlem toroidal gLALQaccefffjjjraee toroidal gLALQaccefffjjjrtee toroidal gLALQaccefffjjjrlee reducible gLALQaccefffjjjreel toroidal gLALQaccefffjjjraap toroidal gLALQaccefffjjjrddx toroidal gLALQaccefffjjjkaee toroidal gLALQaccefffjjjfxip toroidal gLALQaccefffjjjfapp toroidal gLALQaccfeffjjjajip toroidal gLALQaccfeffjjjujid toroidal gLALQaccfeffjjjajid SFS[D(5,2)(4,1)] gLALQaccfeffjjjejxm SFS[D(4,1)(2,1)] gLALQaccfeffjjjajll SFS[D(4,3)(4,1)] gLALQaccfeffjjjpjll SFS[D(5,3)(4,1)] gLALQaccfeffjjjdjpp SFS[D(5,3)(4,1)] gLALQaccfeffjjjxjpp toroidal gLALQaccfeffjjjajla SFS[D(5,3)(4,1)] gLALQaccfeffjjjdjpd toroidal gLALQaccfeffjjjpjxd SFS[D(4,1)(2,1)] gLALQaccfeffjjjajql SFS[D(5,2)(4,1)] gLALQaccfeffjjjpjql SFS[D(4,1)(4,1)] gLALQaccfeffjjjajqa SFS[D(4,1)(4,1)] gLALQaccfeffjjjdjex toroidal gLALQaccfeffjjjajdp SFS[D(5,2)(4,1)] gLALQaccfeffjjjejal SFS[D(4,3)(4,1)] gLALQaccfeffjjjdjem reducible gLALQaccfeffjjjijee toroidal gLALQaccfeffjjjdjee toroidal gLALQaccfeffjjjujdd SFS[D(5,2)(4,1)] gLALQaccfeffjjjajdd SFS[D(4,1)(4,1)] gLALQaccfeffjjjqjaa SFS[D(4,3)(4,1)] gLALQaccfeffjjjejaa SFS[D(5,3)(4,1)] gLALQaccfeffjjjajel toroidal gLALQaccfeffjjjujel reducible gLALQaccfeffjjjpjel toroidal gLALQaccfeffjjjajea toroidal gLALQaccfeffjjjunll SFS[D(4,1)(2,1)] gLALQaccfeffjjjunql SFS[D(7,4)(4,1)] gLALQaccfeffjjjpnql SFS[D(8,5)(4,1)] gLALQaccfeffjjjdnex toroidal gLALQaccfeffjjjandp toroidal gLALQaccfeffjjjenal toroidal gLALQaccfeffjjjdnem toroidal gLALQaccfeffjjjenat SFS[D(8,3)(4,1)] gLALQaccfeffjjjdnee toroidal gLALQaccfeffjjjandd SFS[D(5,2)(4,1)] gLALQaccfeffjjjenaa SFS[D(4,3)(4,1)] gLALQaccfeffjjjanel reducible gLALQaccfeffjjjunel toroidal gLALQaccfeffjjjpnel toroidal gLALQaccfeffjjjabll SFS[D(5,3)(4,1)] gLALQaccfeffjjjpbll toroidal gLALQaccfeffjjjabql SFS[D(4,1)(4,1)] gLALQaccfeffjjjubql SFS[D(8,5)(4,1)] gLALQaccfeffjjjpbql toroidal gLALQaccfeffjjjdbex toroidal gLALQaccfeffjjjebal SFS[D(8,3)(4,1)] gLALQaccfeffjjjdbem toroidal gLALQaccfeffjjjabdh SFS[D(4,1)(2,1)] gLALQaccfeffjjjebat SFS[D(7,3)(4,1)] gLALQaccfeffjjjdbee reducible gLALQaccfeffjjjabel toroidal gLALQaccfeffjjjubel toroidal gLALQaccfeffjjjpbel toroidal gLAPPbcceeffeafvoms toroidal gLAzQaccefffjcjkapp SFS[D(3,1)(2,1)] gLAPPcbceeffadbjwqs SFS[D(3,1)(2,1)] gLALQaccefffjcjwaqq SFS[D(3,1)(2,1)] gLALQaccefffjcjwtqq toroidal gLALQaccefffjcjwlqq SFS[D(3,1)(2,1)] gLALQbcceeffaacrshw SFS[D(3,1)(2,1)] gLALQaccefffjcjkapp SFS[D(3,1)(2,1)] gLALQaccfeffjcjajxp SFS[D(3,1)(2,1)] gLALQaccfeffjcjajqt SFS[D(3,1)(2,1)] gLAPPbcceeffeafvodj SFS[D(5,2)(2,1)] gLAPPbcceeffeafvbms SFS[D(5,2)(2,1)] gLALQaccefffjwjwtqq SFS[D(5,2)(2,1)] gLALQaccefffjwjcaam SFS[D(5,2)(2,1)] gLALQaccefffjwbwaqq SFS[D(3,1)(2,1)] gLALQbcceeffaackchw SFS[D(3,1)(2,1)] gLAPPbcceeffeafkkhk SFS[D(2,1)(2,1)] gLAPPbcceeffeafkkqk SFS[D(2,1)(2,1)] gLALQaccfeffjffunll SFS[D(2,1)(2,1)] gLALQaccfeffjffabdh SFS[D(2,1)(2,1)] gLAzQaccefffjrfgaii SFS[D(5,2)(2,1)] gLALQaccfeffjrfagii SFS[D(5,2)(2,1)] gLAPPbcceeffemkkktj toroidal gLAPPcbceeffadooouk SFS[D(3,1)(2,1)] gLAPPbcceeffeikkktk toroidal gLAPPcbceeffudbbbak toroidal gLAzQbcceeffaajjjhr toroidal gLAPPbcceeffeakkktk toroidal gLAPPbcceeffemkkktk toroidal gLAPPcbceeffatjjjmk SFS[D(3,1)(2,1)] gLAPPbcceeffeikkktj toroidal gLAPPcbceeffadooouj SFS[D(3,1)(2,1)] gLAPPcbceeffudbbbaj toroidal gLAPPcbceeffatjjjmj SFS[D(3,1)(2,1)] gLAPPcbceeffadjjjmj toroidal gLAPPbcceeffeuooouj toroidal gLAPPcbceefftdjjjmj toroidal gLAPPbcceeffxakkktk toroidal gLAPPbcceeffeuooouk toroidal gLAPPcbceeffadjjjmk toroidal gLAPPcbceefftdjjjmk toroidal gLAPPbcceeffepbbbak toroidal gLAPPbcceeffmakkktj SFS[D(3,1)(2,1)] gLAPPbcceeffeavvvpk SFS[D(3,1)(2,1)] gLAPPbcceeffeakkktj toroidal gLAzQbcceeffaajjjhn toroidal gLAPPbcceeffxakkktj toroidal gLAPPbcceeffeavvvpj SFS[D(3,1)(2,1)] gLAPPbcceeffepbbbaj toroidal gLAPPbcceeffmakkktk SFS[D(3,1)(2,1)] gLAzQbcceeffaacjjhr SFS[D(3,1)(2,1)] gLAPPcbceeffadbjjmj SFS[D(3,1)(2,1)] gLAPPbcceeffeuwoouj toroidal gLAPPcbceefftdbjjmj toroidal gLAPPbcceeffeukoouk toroidal gLAPPcbceeffadnjjmk toroidal gLAPPcbceefftdnjjmk toroidal gLAPPbcceeffepjbbak toroidal gLAPPbcceeffeagvvpk SFS[D(3,1)(2,1)] gLAzQbcceeffaanssxr toroidal gLAPPbcceeffeafvvpj toroidal gLAPPbcceeffepnbbaj toroidal gLAzQbcceeffaanssxn toroidal gLAPPcbceeffadnjjmj toroidal gLAPPbcceeffeukoouj toroidal gLAPPcbceefftdnjjmj toroidal gLAPPbcceeffeuwoouk toroidal gLAPPcbceeffadbjjmk SFS[D(3,1)(2,1)] gLAPPcbceefftdbjjmk toroidal gLAPPbcceeffepnbbak toroidal gLAPPbcceeffeafvvpk toroidal gLAzQbcceeffaacjjhn SFS[D(3,1)(2,1)] gLAPPbcceeffeagvvpj SFS[D(3,1)(2,1)] gLAPPbcceeffepjbbaj toroidal gLALQbcceefflpkssiw toroidal gLALQbcceeffapkssiw toroidal gLALQbcceefftpkssiw toroidal gLALQbcceeffapcoopw toroidal gLALQbcceeffeikbbuj toroidal gLALQbcceeffdigffqr toroidal gLALQbcceeffaasbbuw SFS[D(3,1)(2,1)] gLALQbcceeffeakbbuj SFS[D(3,1)(2,1)] gLALQbcceeffdagffqr toroidal gLALQbcceeffaurvvaw SFS[D(3,1)(2,1)] gLALQbcceeffemkbbuj toroidal gLALQbcceeffdmgffqr toroidal gLALQbcceefflugccxw toroidal gLALQbcceeffaugccxw SFS[D(3,1)(2,1)] gLALQbcceefftugccxw toroidal gLALQbcceefflajrrdw toroidal gLALQbcceeffaajrrdw toroidal gLALQbcceefftajrrdw SFS[D(3,1)(2,1)] gLALQbcceeffaawrrdw toroidal gLALQbcceeffhhrwwer toroidal gLALQbcceeffaanbbuw SFS[D(3,1)(2,1)] gLALQbcceeffaacrrdw SFS[D(3,1)(2,1)] gLALQbcceeffeakbbuw SFS[D(3,1)(2,1)] gLALQbcceeffaasbbuj SFS[D(3,1)(2,1)] gLALQbcceeffdagffqk toroidal gLALQbcceeffeikbbuw toroidal gLALQbcceeffapcoopj toroidal gLALQbcceeffdigffqk toroidal gLALQbcceeffaugccxj SFS[D(3,1)(2,1)] gLALQbcceefflugccxj toroidal gLALQbcceefftugccxj toroidal gLALQbcceeffapkssij toroidal gLALQbcceefflpkssij toroidal gLALQbcceefftpkssij toroidal gLALQbcceeffaajrrdj toroidal gLALQbcceefflajrrdj toroidal gLALQbcceefftajrrdj SFS[D(3,1)(2,1)] gLALQbcceeffemkbbuw toroidal gLALQbcceeffaurvvaj SFS[D(3,1)(2,1)] gLALQbcceeffdmgffqk toroidal gLALQbcceeffhhrwwek toroidal gLALQbcceeffaawrrdj toroidal gLALQbcceeffaanbbuj SFS[D(3,1)(2,1)] gLALQbcceeffaacrrdj SFS[D(3,1)(2,1)] gLALQbcceeffaaskkqj toroidal gLALQbcceeffdmgvvuk toroidal gLALQbcceeffapcgglj SFS[D(3,1)(2,1)] gLALQbcceeffdigvvuk toroidal gLALQbcceeffaugoopj reducible gLALQbcceefflugoopj toroidal gLALQbcceefftugoopj toroidal gLALQbcceefflpkbbuj toroidal gLALQbcceeffaajvvaj toroidal gLALQbcceeffapkbbuj toroidal gLALQbcceeffemkssiw toroidal gLALQbcceeffaurjjej toroidal gLALQbcceeffaagkkqj SFS[D(3,1)(2,1)] gLALQbcceeffaawvvaj toroidal gLALQbcceeffxxnkkqw toroidal gLALQbcceeffaankkqj toroidal gLALQbcceeffaaskkqw toroidal gLALQbcceeffdmgvvur toroidal gLALQbcceeffapcgglw SFS[D(3,1)(2,1)] gLALQbcceeffdigvvur toroidal gLALQbcceeffaugoopw reducible gLALQbcceefflugoopw toroidal gLALQbcceefftugoopw toroidal gLALQbcceefflpkbbuw toroidal gLALQbcceeffaajvvaw toroidal gLALQbcceeffapkbbuw toroidal gLALQbcceeffemkssij toroidal gLALQbcceeffaurjjew toroidal gLALQbcceeffaagkkqw SFS[D(3,1)(2,1)] gLALQbcceeffaawvvaw toroidal gLALQbcceeffxxnkkqj toroidal gLALQbcceeffaankkqw toroidal gLALQbcceeffaxkkkqj toroidal gLALQbcceeffalkkkqj SFS[D(3,1)(2,1)] gLALQbcceeffemkkkqj toroidal gLALQbcceeffapkkkqj toroidal gLALQbcceeffeikkkqj SFS[D(3,1)(2,1)] gLALQbcceeffapcccxj SFS[D(3,1)(2,1)] gLALQbcceeffeikkkqw SFS[D(3,1)(2,1)] gLALQbcceeffdigggik toroidal gLALQbcceeffaajjjew toroidal gLALQbcceeffaijjjew SFS[D(3,1)(2,1)] gLALQbcceeffamjjjew toroidal gLALQbcceeffapkkkqw toroidal gLALQbcceeffalkkkqw SFS[D(3,1)(2,1)] gLALQbcceeffaxkkkqw toroidal gLALQbcceeffauggglw SFS[D(3,1)(2,1)] gLALQbcceeffaeggglw SFS[D(3,1)(2,1)] gLALQbcceeffaurrrdj toroidal gLALQbcceeffemkkkqw toroidal gLALQbcceeffdmgggik SFS[D(3,1)(2,1)] gLALQbcceeffaeggglj SFS[D(3,1)(2,1)] gLALQbcceeffdmgggir SFS[D(3,1)(2,1)] gLALQbcceeffauggglj SFS[D(3,1)(2,1)] gLALQbcceeffdigggir toroidal gLALQbcceeffalcccxj SFS[D(3,1)(2,1)] gLALQbcceeffaisssij toroidal gLALQbcceeffdpfffqr SFS[D(3,1)(2,1)] gLALQbcceeffdunnnlr toroidal gLALQbcceeffahrrrdj toroidal gLALQbcceeffeuooopw toroidal gLALQbcceeffamjjjej toroidal gLALQbcceeffdunnnlk toroidal gLALQbcceeffepbbbuw reducible gLALQbcceeffaijjjej SFS[D(3,1)(2,1)] gLALQbcceeffdpfffqk SFS[D(3,1)(2,1)] gLALQbcceeffaerrrdw toroidal gLALQbcceeffamsssiw toroidal gLALQbcceeffaurrrdw toroidal gLALQbcceeffaajjjej toroidal gLALQbcceeffapcccxw SFS[D(3,1)(2,1)] gLALQbcceeffahrrrdw toroidal gLALQbcceeffaisssiw toroidal gLALQbcceeffalcccxw SFS[D(3,1)(2,1)] gLALQbcceeffamsssij toroidal gLALQbcceeffepbbbuj reducible gLALQbcceeffeuooopj toroidal gLALQbcceeffaerrrdj toroidal gLALQbcceeffaacjjew SFS[D(3,1)(2,1)] gLALQbcceeffaicjjew toroidal gLALQbcceeffamcjjew SFS[D(3,1)(2,1)] gLALQbcceeffaigssij SFS[D(3,1)(2,1)] gLALQbcceeffdprffqr toroidal gLALQbcceeffdusnnlr toroidal gLALQbcceeffeukoopw toroidal gLALQbcceeffamwjjej toroidal gLALQbcceeffdugnnlk toroidal gLALQbcceeffepjbbuw toroidal gLALQbcceeffaiwjjej SFS[D(3,1)(2,1)] gLALQbcceeffdpkffqk toroidal gLALQbcceeffamnssiw toroidal gLALQbcceeffaanssiw toroidal gLALQbcceeffainssiw toroidal gLALQbcceeffamgssij reducible gLALQbcceeffepnbbuj toroidal gLALQbcceeffeuwoopj toroidal gLALQbcceeffaanssij toroidal gLALQbcceeffaiwjjew SFS[D(3,1)(2,1)] gLALQbcceeffamwjjew toroidal gLALQbcceeffainssij toroidal gLALQbcceeffdpkffqr toroidal gLALQbcceeffdugnnlr toroidal gLALQbcceeffeuwoopw toroidal gLALQbcceeffamcjjej SFS[D(3,1)(2,1)] gLALQbcceeffdusnnlk toroidal gLALQbcceeffepnbbuw toroidal gLALQbcceeffaicjjej toroidal gLALQbcceeffdprffqk toroidal gLALQbcceeffamgssiw reducible gLALQbcceeffaacjjej SFS[D(3,1)(2,1)] gLALQbcceeffaigssiw SFS[D(3,1)(2,1)] gLALQbcceeffamnssij toroidal gLALQbcceeffepjbbuj toroidal gLALQbcceeffeukoopj toroidal gLALQbcceeffaacbfaj reducible gLALQbcceeffaacbfaw reducible gLAzQaccefffnrfgaii SFS[D(4,1)(2,1)] gLALQaccfeffnrfagii SFS[D(4,1)(2,1)] gLAPPbcceeffxakkkxj SFS[D(5,3)(4,1)] gLAPPbcceeffemkkklw toroidal gLAPPbcceeffeakkkxj SFS[D(5,3)(5,2)] gLAPPbcceeffeikkkxj toroidal gLAPPbcceeffeikkkar toroidal gLAPPcbceeffudbbbik toroidal gLAzQaccefffnjjjapp toroidal gLAPPcbceeffadjjjqw SFS[D(5,2)(5,2)] gLAPPbcceeffeakkkar SFS[D(5,2)(5,2)] gLAPPbcceeffxakkkar SFS[D(5,2)(4,1)] gLAPPbcceeffeakkkuk SFS[D(5,2)(5,2)] gLAPPbcceeffemkkkar toroidal gLAPPbcceeffeikkkuk toroidal gLAPPbcceeffeikkklw toroidal gLAPPcbceeffudbbbmj toroidal gLAPPcbceeffadjjjij SFS[D(5,2)(5,2)] gLAPPbcceeffeuooohw toroidal gLAPPcbceefftdjjjij toroidal gLAPPbcceeffxakkkuk SFS[D(5,2)(4,1)] gLAPPbcceeffeuoooer toroidal gLAPPcbceeffadjjjak SFS[D(5,3)(5,2)] gLAPPcbceefftdjjjak toroidal gLAPPbcceeffepbbbik toroidal gLAPPbcceeffeuoooxk toroidal gLAPPbcceeffeakkklw SFS[D(5,3)(5,2)] gLAzQaccefffnjjjaii toroidal gLAPPbcceeffxakkklw SFS[D(5,3)(4,1)] gLAPPcbceeffadjjjpr SFS[D(5,3)(5,2)] gLAPPbcceeffepbbbmj toroidal gLAPPbcceeffeuoootj toroidal gLAPPbcceeffeafvvmw SFS[D(5,2)(2,1)] gLAPPbcceeffeuwoohw SFS[D(7,2)(5,2)] gLAPPcbceefftdbjjij toroidal gLAPPbcceeffeukooer SFS[D(8,3)(5,2)] gLAPPcbceeffadnjjak SFS[D(5,3)(4,1)] gLAPPcbceefftdnjjak toroidal gLAPPbcceeffepjbbik SFS[D(7,3)(5,2)] gLAPPbcceeffeukooxk SFS[D(8,3)(5,2)] gLAzQaccefffnjjkaii SFS[D(5,3)(5,2)] gLAPPcbceeffadnjjpr SFS[D(5,3)(4,1)] gLAPPbcceeffeafvvhj SFS[D(5,2)(2,1)] gLAPPbcceeffepnbbmj SFS[D(5,2)(5,1)] gLAPPbcceeffeuwootj SFS[D(7,2)(5,2)] gLAzQaccefffnjjgapp SFS[D(5,2)(5,2)] gLAPPcbceeffadnjjqw SFS[D(5,2)(4,1)] gLAPPcbceeffadnjjij SFS[D(5,2)(4,1)] gLAPPbcceeffeukoohw SFS[D(8,5)(5,2)] gLAPPcbceefftdnjjij toroidal gLAPPbcceeffeuwooer SFS[D(7,5)(5,2)] gLAPPcbceefftdbjjak toroidal gLAPPbcceeffepnbbik SFS[D(5,3)(5,1)] gLAPPbcceeffeafvvdk SFS[D(5,2)(2,1)] gLAPPbcceeffeuwooxk SFS[D(7,5)(5,2)] gLAPPbcceeffeafvvqr SFS[D(5,2)(2,1)] gLAPPbcceeffepjbbmj SFS[D(7,4)(5,2)] gLAPPbcceeffeukootj SFS[D(8,5)(5,2)] gLALQaccfeffnjjurla toroidal gLALQaccfeffnjjarla SFS[D(5,3)(4,1)] gLALQaccfeffnjjprla SFS[D(8,3)(5,2)] gLALQaccfeffnjjarhu SFS[D(5,2)(2,1)] gLALQaccfeffnjjdrmi SFS[D(7,2)(5,2)] gLALQaccfeffnjjertq SFS[D(5,2)(5,1)] gLALQaccfeffnjjertt SFS[D(5,2)(2,1)] gLALQaccfeffnjjdrma toroidal gLALQaccfeffnjjertd SFS[D(7,2)(5,2)] gLALQaccfeffnjjurta SFS[D(8,3)(5,2)] gLALQaccfeffnjjprta SFS[D(7,3)(5,2)] gLALQaccfeffnjjuraa SFS[D(5,3)(4,1)] gLALQaccfeffnjjaraa SFS[D(5,3)(5,2)] gLALQaccfeffnjjasaa SFS[D(5,3)(4,1)] gLALQaccfeffnjjqsaq toroidal gLALQaccefffnjjvdtt SFS[D(5,2)(2,1)] gLALQaccefffnjjveph SFS[D(7,5)(5,2)] gLALQaccefffnjjvaxm SFS[D(5,2)(2,1)] gLALQaccefffnjjvdlt SFS[D(5,3)(5,1)] gLALQaccefffnjjvtdt SFS[D(8,5)(5,2)] gLALQaccefffnjjvldt SFS[D(7,4)(5,2)] gLALQaccefffnjjvadq SFS[D(5,2)(4,1)] gLALQaccefffnjjvtdq toroidal gLALQaccefffnjjvldq SFS[D(8,5)(5,2)] gLALQaccefffnjjvadd SFS[D(5,2)(5,2)] gLALQaccefffnjjvtdd SFS[D(5,2)(4,1)] gLALQaccefffnjjvedh toroidal gLALQaccefffnjjvdat SFS[D(7,5)(5,2)] gLALQaccefffnjjohld toroidal gLALQaccefffnjjoadd SFS[D(5,2)(4,1)] gLALQbcceeffemkbbtw toroidal gLALQbcceeffeikbbtw SFS[D(7,5)(5,2)] gLALQbcceefftpkssmj SFS[D(8,5)(5,2)] gLALQbcceefftugcctj SFS[D(7,4)(5,2)] gLALQbcceeffaajrrhj SFS[D(5,2)(5,2)] gLALQbcceeffapkssmj SFS[D(5,2)(4,1)] gLALQbcceefflajrrhj SFS[D(5,2)(4,1)] gLALQbcceefflpkssmj toroidal gLALQbcceefflugcctj SFS[D(8,5)(5,2)] gLALQbcceeffdmgffmk SFS[D(7,5)(5,2)] gLALQbcceeffdagffmk SFS[D(5,2)(2,1)] gLALQbcceeffdigffmk SFS[D(5,3)(5,1)] gLALQbcceeffapcoodj SFS[D(5,2)(2,1)] gLALQbcceeffaawrrhj SFS[D(5,2)(4,1)] gLALQbcceeffhhrwwhk toroidal gLALQaccfeffnjjajip toroidal gLALQaccfeffnjjujid toroidal gLALQaccfeffnjjajid SFS[D(5,2)(5,2)] gLALQaccfeffnjjejxm SFS[D(5,2)(2,1)] gLALQaccfeffnjjajll SFS[D(5,3)(4,1)] gLALQaccfeffnjjpjll SFS[D(5,3)(5,2)] gLALQaccfeffnjjdjpp SFS[D(5,3)(5,2)] gLALQaccfeffnjjxjpp toroidal gLALQaccfeffnjjajla SFS[D(5,3)(5,2)] gLALQaccfeffnjjdjpd toroidal gLALQaccfeffnjjpjxd SFS[D(5,2)(2,1)] gLALQaccfeffnjjajql SFS[D(5,2)(5,2)] gLALQaccfeffnjjpjql SFS[D(5,2)(4,1)] gLALQaccfeffnjjajqa SFS[D(5,2)(4,1)] gLALQaccfeffnjjdjex toroidal gLALQaccfeffnjjajdp SFS[D(5,2)(5,2)] gLALQaccfeffnjjejal SFS[D(5,3)(4,1)] gLALQaccfeffnjjdjem reducible gLALQaccfeffnjjijee toroidal gLALQaccfeffnjjdjee toroidal gLALQaccfeffnjjujdd SFS[D(5,2)(5,2)] gLALQaccfeffnjjajdd SFS[D(5,2)(4,1)] gLALQaccfeffnjjqjaa SFS[D(5,3)(4,1)] gLALQaccfeffnjjejaa SFS[D(5,3)(5,2)] gLALQaccfeffnjjajel toroidal gLALQaccfeffnjjujel reducible gLALQaccfeffnjjpjel toroidal gLALQaccfeffnjjajea toroidal gLALQaccfeffnjjunll SFS[D(5,2)(2,1)] gLALQaccfeffnjjunql SFS[D(7,4)(5,2)] gLALQaccfeffnjjpnql SFS[D(8,5)(5,2)] gLALQaccfeffnjjdnex toroidal gLALQaccfeffnjjandp toroidal gLALQaccfeffnjjenal toroidal gLALQaccfeffnjjdnem toroidal gLALQaccfeffnjjenat SFS[D(8,3)(5,2)] gLALQaccfeffnjjdnee toroidal gLALQaccfeffnjjandd SFS[D(5,2)(5,2)] gLALQaccfeffnjjenaa SFS[D(5,3)(4,1)] gLALQaccfeffnjjanel reducible gLALQaccfeffnjjunel toroidal gLALQaccfeffnjjpnel toroidal gLALQaccfeffnjjabll SFS[D(5,3)(5,2)] gLALQaccfeffnjjpbll toroidal gLALQaccfeffnjjabql SFS[D(5,2)(4,1)] gLALQaccfeffnjjubql SFS[D(8,5)(5,2)] gLALQaccfeffnjjpbql toroidal gLALQaccfeffnjjdbex toroidal gLALQaccfeffnjjebal SFS[D(8,3)(5,2)] gLALQaccfeffnjjdbem toroidal gLALQaccfeffnjjabdh SFS[D(5,2)(2,1)] gLALQaccfeffnjjebat SFS[D(7,3)(5,2)] gLALQaccfeffnjjdbee reducible gLALQaccfeffnjjabel toroidal gLALQaccfeffnjjubel toroidal gLALQaccfeffnjjpbel toroidal gLALQaccefffnjjrell toroidal gLALQaccefffnjjrapp SFS[D(5,2)(5,2)] gLALQaccefffnjjreql toroidal gLALQaccefffnjjrdix SFS[D(7,5)(5,2)] gLALQaccefffnjjraex reducible gLALQaccefffnjjrtex toroidal gLALQaccefffnjjrlex toroidal gLALQaccefffnjjraem toroidal gLALQaccefffnjjrtem toroidal gLALQaccefffnjjrlem toroidal gLALQaccefffnjjraee toroidal gLALQaccefffnjjrtee toroidal gLALQaccefffnjjrlee reducible gLALQaccefffnjjreel toroidal gLALQaccefffnjjraap toroidal gLALQaccefffnjjrddx toroidal gLALQaccefffnjjkaee toroidal gLALQaccefffnjjfxip toroidal gLALQaccefffnjjfapp toroidal gLALQbcceeffapcoohw SFS[D(5,2)(2,1)] gLALQbcceeffdmgffpr SFS[D(7,2)(5,2)] gLALQbcceeffdagffpr SFS[D(5,2)(2,1)] gLALQbcceeffdigffpr SFS[D(5,2)(5,1)] gLALQbcceefftpkssaw SFS[D(8,3)(5,2)] gLALQbcceefftugccuw SFS[D(7,3)(5,2)] gLALQbcceefflajrrpw SFS[D(5,3)(4,1)] gLALQbcceefflpkssaw toroidal gLALQbcceefflugccuw SFS[D(8,3)(5,2)] gLALQbcceeffaajrrpw SFS[D(5,3)(5,2)] gLALQbcceeffapkssaw SFS[D(5,3)(4,1)] gLALQbcceeffemkbbxj toroidal gLALQbcceeffeikbbxj SFS[D(7,2)(5,2)] gLALQbcceeffhhrwwur toroidal gLALQbcceeffaawrrpw SFS[D(5,3)(4,1)] gLALQaccfeffnjjdvqq toroidal gLALQaccfeffnjjavii SFS[D(5,3)(5,2)] gLALQaccfeffnjjdvlq toroidal gLALQaccfeffnjjevpu SFS[D(7,2)(5,2)] gLALQaccfeffnjjaveu reducible gLALQaccfeffnjjuveu toroidal gLALQaccfeffnjjpveu toroidal gLALQaccfeffnjjaveh toroidal gLALQaccfeffnjjuveh toroidal gLALQaccfeffnjjpveh toroidal gLALQaccfeffnjjavee toroidal gLALQaccfeffnjjuvee toroidal gLALQaccfeffnjjpvee reducible gLALQaccfeffnjjdveq toroidal gLALQaccfeffnjjavdi toroidal gLALQaccfeffnjjevau toroidal gLALQaccfeffnjjagee toroidal gLALQaccfeffnjjxfpi toroidal gLALQaccfeffnjjafii toroidal gLALQaccefffnjjjapi toroidal gLALQaccefffnjjjtpa toroidal gLALQaccefffnjjjapa SFS[D(5,3)(5,2)] gLALQaccefffnjjjduh SFS[D(5,2)(2,1)] gLALQaccefffnjjjaqq SFS[D(5,2)(4,1)] gLALQaccefffnjjjlqq SFS[D(5,2)(5,2)] gLALQaccefffnjjjeii SFS[D(5,2)(5,2)] gLALQaccefffnjjjxii toroidal gLALQaccefffnjjjaqd SFS[D(5,2)(5,2)] gLALQaccefffnjjjeia toroidal gLALQaccefffnjjjlua SFS[D(5,2)(2,1)] gLALQaccefffnjjjalq SFS[D(5,3)(5,2)] gLALQaccefffnjjjllq SFS[D(5,3)(4,1)] gLALQaccefffnjjjald SFS[D(5,3)(4,1)] gLALQaccefffnjjjeeu toroidal gLALQaccefffnjjjaai SFS[D(5,3)(5,2)] gLALQaccefffnjjjddq SFS[D(5,2)(4,1)] gLALQaccefffnjjjeeh reducible gLALQaccefffnjjjmee toroidal gLALQaccefffnjjjeee toroidal gLALQaccefffnjjjtaa SFS[D(5,3)(5,2)] gLALQaccefffnjjjaaa SFS[D(5,3)(4,1)] gLALQaccefffnjjjhdd SFS[D(5,2)(4,1)] gLALQaccefffnjjjddd SFS[D(5,2)(5,2)] gLALQaccefffnjjjaeq toroidal gLALQaccefffnjjjteq reducible gLALQaccefffnjjjleq toroidal gLALQaccefffnjjjaed toroidal gLALQaccefffnjjwtqq SFS[D(5,2)(2,1)] gLALQaccefffnjjwtlq SFS[D(7,3)(5,2)] gLALQaccefffnjjwllq SFS[D(8,3)(5,2)] gLALQaccefffnjjweeu toroidal gLALQaccefffnjjwaai toroidal gLALQaccefffnjjwddq toroidal gLALQaccefffnjjweeh toroidal gLALQaccefffnjjwddt SFS[D(8,5)(5,2)] gLALQaccefffnjjweee toroidal gLALQaccefffnjjwaaa SFS[D(5,3)(5,2)] gLALQaccefffnjjwddd SFS[D(5,2)(4,1)] gLALQaccefffnjjwaeq reducible gLALQaccefffnjjwteq toroidal gLALQaccefffnjjwleq toroidal gLALQaccefffnjjcaqq SFS[D(5,2)(5,2)] gLALQaccefffnjjclqq toroidal gLALQaccefffnjjcalq SFS[D(5,3)(4,1)] gLALQaccefffnjjctlq SFS[D(8,3)(5,2)] gLALQaccefffnjjcllq toroidal gLALQaccefffnjjceeu toroidal gLALQaccefffnjjcddq SFS[D(8,5)(5,2)] gLALQaccefffnjjceeh toroidal gLALQaccefffnjjcaam SFS[D(5,2)(2,1)] gLALQaccefffnjjcddt SFS[D(7,4)(5,2)] gLALQaccefffnjjceee reducible gLALQaccefffnjjcaeq toroidal gLALQaccefffnjjcteq toroidal gLALQaccefffnjjcleq toroidal gLAPPbcceeffeafvbmw SFS[D(4,1)(2,1)] gLAPPcbceeffadbjwak SFS[D(2,1)(2,1)] gLAPPbcceeffeafvodk toroidal gLAzQaccefffnwjgaii SFS[D(2,1)(2,1)] gLALQaccfeffnwjacaa SFS[D(2,1)(2,1)] gLALQaccfeffnwjljxx SFS[D(2,1)(2,1)] gLALQaccfeffnwjljaa SFS[D(2,1)(2,1)] gLALQaccfeffnwjagii SFS[D(2,1)(2,1)] gLALQaccefffnwjwtqq SFS[D(4,1)(2,1)] gLALQaccefffnwjcaai SFS[D(2,1)(2,1)] gLALQaccefffnwjcaam toroidal gLALQaccefffnwjcaaa SFS[D(2,1)(2,1)] gLALQbcceeffaackchj SFS[D(3,1)(2,1)] gLALQaccefffnwbwaqq SFS[D(3,1)(2,1)] gLAzQaccefffncjkapp SFS[D(3,1)(2,1)] gLAPPbcceeffeafvomw toroidal gLAPPcbceeffadbjwqw SFS[D(3,1)(2,1)] gLALQbcceeffaacrshj SFS[D(3,1)(2,1)] gLALQaccfeffncjajxp SFS[D(3,1)(2,1)] gLALQaccfeffncjajqt SFS[D(3,1)(2,1)] gLALQaccefffncjkapp SFS[D(3,1)(2,1)] gLALQaccefffncjwaqq SFS[D(3,1)(2,1)] gLALQaccefffncjwtqq toroidal gLALQaccefffncjwlqq SFS[D(3,1)(2,1)] gLALQaccfeffncnacaa SFS[D(2,1)(2,1)] gLALQaccefffncncaaa SFS[D(2,1)(2,1)] gLAPPbcceeffxxbjnaj toroidal gLAzQbcceeffaajwchn toroidal gLAPPbcceeffxeokwuj toroidal gLAPPcbceeffdtkwotj toroidal gLAPPbcceeffxeokwuk toroidal gLAPPcbceeffdtkwotk toroidal gLAPPbcceeffeikwotj SFS[D(5,3)(3,1)] gLAPPcbceeffudbjnaj toroidal gLAPPbcceeffehjnbmj SFS[D(4,3)(3,1)] gLAPPbcceeffxxbjnak toroidal gLAPPbcceeffxmvgfpk SFS[D(5,3)(3,1)] gLAPPbcceeffeikwotk SFS[D(5,2)(3,1)] gLAPPcbceeffudbjnak toroidal gLAPPbcceeffxmvgfpj SFS[D(5,2)(3,1)] gLAPPbcceeffemkwotk toroidal gLAPPbcceeffehjnbmk SFS[D(4,1)(3,1)] gLAzQbcceeffaajwchr toroidal gLAPPbcceeffeakwotk toroidal gLAPPbcceeffemkwotj toroidal gLAPPbcceeffeakwotj toroidal gLAPPcbceeffdtwwotj toroidal gLAPPcbceeffdtowotk toroidal gLAzQbcceeffaangnxn toroidal gLAzQbcceeffaangnxr toroidal gLAPPcbceeffdtowotj toroidal gLAPPcbceeffdtwwotk toroidal gLALQbcceeffpagbcqk reducible gLALQbcceeffpawrnak reducible gLALQbcceeffhpkswuk toroidal gLALQbcceeffamgfcuj SFS[D(3,1)(2,1)] gLALQbcceeffhegcfpk toroidal gLALQbcceeffhhgcfpk reducible gLALQbcceeffhugcfpk toroidal gLALQbcceeffaljnrpj toroidal gLALQbcceeffhajrnak toroidal gLALQbcceeffahkwsaj toroidal gLALQbcceeffllwnrpj toroidal gLALQbcceeffalwnrpj toroidal gLALQbcceefftlwnrpj toroidal gLALQbcceeffeafondw reducible gLALQbcceeffdacrnak reducible gLALQbcceeffpagbcqr reducible gLALQbcceeffpawrnar reducible gLALQbcceeffhhgcfpr reducible gLALQbcceeffhegcfpr toroidal gLALQbcceeffaljnrpw toroidal gLALQbcceeffahkwsaw toroidal gLALQbcceeffhugcfpr toroidal gLALQbcceeffhpkswur toroidal gLALQbcceeffhajrnar toroidal gLALQbcceeffamgfcuw SFS[D(3,1)(2,1)] gLALQbcceeffalwnrpw toroidal gLALQbcceeffllwnrpw toroidal gLALQbcceefftlwnrpw toroidal gLALQbcceeffeafondj reducible gLALQbcceeffdacrnar reducible gLALQbcceeffaasgjqj toroidal gLALQbcceeffdmgswuk toroidal gLALQbcceeffdigswuk toroidal gLALQbcceeffaugnrpj toroidal gLALQbcceefflugnrpj toroidal gLALQbcceefftugnrpj toroidal gLALQbcceefflpkfcuj toroidal gLALQbcceeffaajwsaj SFS[D(3,1)(3,1)] gLALQbcceeffapkfcuj SFS[D(3,1)(3,2)] gLALQbcceeffemkvwiw toroidal gLALQbcceeffaurkgej toroidal gLALQbcceeffamggjqj SFS[D(3,1)(2,1)] gLALQbcceeffaunnrpj SFS[D(3,1)(3,1)] gLALQbcceeffaawwsaj SFS[D(3,1)(3,2)] gLALQbcceeffapffcuj reducible gLALQbcceeffaangjqj toroidal gLALQbcceeffamcwsaj reducible gLALQbcceeffhhfrnak toroidal gLALQbcceeffausnrpj SFS[D(3,1)(3,2)] gLALQbcceeffaprfcuj SFS[D(3,1)(3,1)] gLALQbcceeffaicwsaj reducible gLALQbcceeffxxvbfxw toroidal gLALQbcceeffaxcbfxw SFS[A(3,1)] gLALQbcceeffaxcbfxj SFS[A(3,1)] gLALQbcceeffaefondw reducible gLALQbcceeffaefondj reducible gLALQbcceeffaasgjqw toroidal gLALQbcceeffdmgswur toroidal gLALQbcceeffdigswur toroidal gLALQbcceeffaugnrpw toroidal gLALQbcceefflugnrpw toroidal gLALQbcceefftugnrpw toroidal gLALQbcceefflpkfcuw toroidal gLALQbcceeffaajwsaw SFS[D(3,1)(3,2)] gLALQbcceeffapkfcuw SFS[D(3,1)(3,1)] gLALQbcceeffemkvwij toroidal gLALQbcceeffaurkgew toroidal gLALQbcceeffamggjqw SFS[D(3,1)(2,1)] gLALQbcceeffaunnrpw SFS[D(3,1)(3,2)] gLALQbcceeffaawwsaw SFS[D(3,1)(3,1)] gLALQbcceeffapffcuw reducible gLALQbcceeffaangjqw toroidal gLALQbcceeffamcwsaw reducible gLALQbcceeffhhfrnar toroidal gLALQbcceeffausnrpw SFS[D(3,1)(3,1)] gLALQbcceeffaprfcuw SFS[D(3,1)(3,2)] gLALQbcceeffaicwsaw reducible gLALQbcceeffxxvbfxj toroidal gLAzQbcceeffaajvchn m003(0,0) gLAPPbcceeffeikwbtj m015(0,0) gLAPPcbceeffadokcuj SFS[D(4,1)(2,1)] gLAPPcbceeffudbjsaj m004(0,0) gLAPPbcceeffeiksotk m035(0,0) gLAPPcbceeffudbknak m029(0,0) gLAPPbcceeffemksotk toroidal gLAzQbcceeffaajwrhr m030(0,0) gLAPPbcceeffeaksotk m037(0,0) gLAPPbcceeffemkwbtj toroidal gLAPPbcceeffeakwbtj m017(0,0) gLAzQbcceeffaacvchn SFS[D(4,1)(2,1)] gLAzQbcceeffaanknxn m037(0,0) gLAzQbcceeffaangbxr m017(0,0) gLALQbcceeffaassjqj m037(0,0) gLALQbcceeffdmggwuk m054(0,0) gLALQbcceeffdiggwuk m046(0,0) gLALQbcceeffauggrpj SFS[D(3,1)(3,1)] gLALQbcceeffluggrpj m033(0,0) gLALQbcceefftuggrpj m010(0,0) gLALQbcceefflpkkcuj toroidal gLALQbcceeffaajjsaj toroidal gLALQbcceeffapkkcuj m007(0,0) gLALQbcceeffemkvkiw toroidal gLALQbcceeffaurrgej m030(0,0) gLALQbcceeffaawjsaj m007(0,0) gLALQbcceeffaansjqj m030(0,0) gLALQbcceeffaacjsaj SFS[D(3,1)(3,1)] gLALQbcceeffaasgbqw m017(0,0) gLALQbcceeffdmgsfur m089(0,0) gLALQbcceeffapcjolw SFS[D(4,1)(2,1)] gLALQbcceeffdigsfur m066(0,0) gLALQbcceeffaugncpw SFS[D(3,1)(3,1)] gLALQbcceefflugncpw m084(0,0) gLALQbcceefftugncpw m061(0,0) gLALQbcceefflpkfsuw toroidal gLALQbcceeffaajwraw m007(0,0) gLALQbcceeffapkfsuw toroidal gLALQbcceeffemkbwij toroidal gLALQbcceeffaurkvew m003(0,0) gLALQbcceeffaaggbqw SFS[D(4,1)(2,1)] gLALQbcceeffaawwraw toroidal gLALQbcceeffaangbqw m003(0,0) gLALQbcceeffaacwraw SFS[D(3,1)(3,1)] gLAzQbcceeffaajschn m116(0,0) gLAPPbcceeffeikwvtj m146(0,0) gLAPPcbceeffudbjgaj m117(0,0) gLAPPcbceeffadojwuk SFS[D(2,1)(2,1)] gLAPPbcceeffeikvotk m142(0,0) gLAPPcbceeffudbgnak m081(0,0) gLAPPbcceeffemkvotk toroidal gLAzQbcceeffaajwshr m026(0,0) gLAPPbcceeffeakvotk m070(0,0) gLAPPbcceeffemkwvtj toroidal gLAPPbcceeffeakwvtj m141(0,0) gLAzQbcceeffaanjnxn m070(0,0) gLAzQbcceeffaangjxr m141(0,0) gLAzQbcceeffaacwshr SFS[D(2,1)(2,1)] gLALQbcceeffaasnjqj m070(0,0) gLALQbcceeffdmgnwuk m225(0,0) gLALQbcceeffapcwklj SFS[D(2,1)(2,1)] gLALQbcceeffdignwuk m191(0,0) gLALQbcceeffaugsrpj SFS[D(3,1)(3,2)] gLALQbcceefflugsrpj m217(0,0) gLALQbcceefftugsrpj m181(0,0) gLALQbcceefflpkrcuj toroidal gLALQbcceeffaajcsaj m007(0,0) gLALQbcceeffapkrcuj m010(0,0) gLALQbcceeffemkvoiw toroidal gLALQbcceeffaurfgej m026(0,0) gLALQbcceeffaagnjqj SFS[D(2,1)(2,1)] gLALQbcceeffaawcsaj m010(0,0) gLALQbcceeffaannjqj m026(0,0) gLALQbcceeffaaccsaj SFS[D(3,1)(3,2)] gLALQbcceeffaasgnqw m141(0,0) gLALQbcceeffdmgsnur m197(0,0) gLALQbcceeffdigsnur m179(0,0) gLALQbcceeffaugnspw SFS[D(3,1)(3,2)] gLALQbcceefflugnspw m186(0,0) gLALQbcceefftugnspw m139(0,0) gLALQbcceefflpkfruw toroidal gLALQbcceeffaajwcaw m010(0,0) gLALQbcceeffapkfruw m007(0,0) gLALQbcceeffemkowij toroidal gLALQbcceeffaurkfew m116(0,0) gLALQbcceeffaawwcaw m007(0,0) gLALQbcceeffaangnqw m116(0,0) gLALQbcceeffaacwcaw SFS[D(3,1)(3,2)] gLAzQbcceeffaajwshn m052(0,0) gLAPPbcceeffeikvotj m229(0,0) gLAPPcbceeffudbgnaj m171(0,0) gLAPPbcceeffeikwvtk m239(0,0) gLAPPcbceeffudbjgak m189(0,0) gLAPPbcceeffemkwvtk toroidal gLAzQbcceeffaajschr m170(0,0) gLAPPbcceeffeakwvtk m180(0,0) gLAPPbcceeffemkvotj toroidal gLAPPbcceeffeakvotj m118(0,0) gLAzQbcceeffaangjxn m180(0,0) gLAzQbcceeffaanjnxr m118(0,0) gLALQbcceeffaasgnqj m180(0,0) gLALQbcceeffdmgsnuk m276(0,0) gLALQbcceeffdigsnuk m241(0,0) gLALQbcceeffaugnspj SFS[D(3,1)(3,1)] gLALQbcceefflugnspj m259(0,0) gLALQbcceefftugnspj m186(0,0) gLALQbcceefflpkfruj toroidal gLALQbcceeffaajwcaj m033(0,0) gLALQbcceeffapkfruj m036(0,0) gLALQbcceeffemkowiw toroidal gLALQbcceeffaurkfej m170(0,0) gLALQbcceeffaawwcaj m036(0,0) gLALQbcceeffaangnqj m170(0,0) gLALQbcceeffaacwcaj SFS[D(3,1)(3,1)] gLALQbcceeffaasnjqw m118(0,0) gLALQbcceeffdmgnwur m299(0,0) gLALQbcceeffdignwur m269(0,0) gLALQbcceeffaugsrpw SFS[D(3,1)(3,1)] gLALQbcceefflugsrpw m296(0,0) gLALQbcceefftugsrpw m253(0,0) gLALQbcceefflpkrcuw toroidal gLALQbcceeffaajcsaw m036(0,0) gLALQbcceeffapkrcuw m033(0,0) gLALQbcceeffemkvoij toroidal gLALQbcceeffaurfgew m052(0,0) gLALQbcceeffaawcsaw m033(0,0) gLALQbcceeffaannjqw m052(0,0) gLALQbcceeffaaccsaw SFS[D(3,1)(3,1)] gLAzQbcceeffaajvshn toroidal gLAPPbcceeffeikvbtj m115(0,0) gLAPPcbceeffadojcuj SFS[D(5,2)(2,1)] gLAPPcbceeffudbgsaj m034(0,0) gLAPPbcceeffeiksvtk m143(0,0) gLAPPcbceeffudbkgak m121(0,0) gLAPPbcceeffemksvtk toroidal gLAzQbcceeffaajsrhr m100(0,0) gLAPPbcceeffeaksvtk m082(0,0) gLAPPbcceeffemkvbtj toroidal gLAPPbcceeffeakvbtj m016(0,0) gLAzQbcceeffaacvshn SFS[D(5,2)(2,1)] gLAzQbcceeffaankjxn m082(0,0) gLAzQbcceeffaanjbxr m016(0,0) gLALQbcceeffaassnqj m082(0,0) gLALQbcceeffdmggnuk m100(0,0) gLALQbcceeffdiggnuk m082(0,0) gLALQbcceeffauggspj SFS[D(3,1)(3,2)] gLALQbcceeffluggspj m036(0,0) gLALQbcceefftuggspj m007(0,0) gLALQbcceefflpkkruj toroidal gLALQbcceeffaajjcaj m007(0,0) gLALQbcceeffapkkruj m036(0,0) gLALQbcceeffemkokiw toroidal gLALQbcceeffaurrfej m100(0,0) gLALQbcceeffaawjcaj m036(0,0) gLALQbcceeffaansnqj m100(0,0) gLALQbcceeffaacjcaj SFS[D(3,1)(3,2)] gLALQbcceeffaasnbqw m016(0,0) gLALQbcceeffdmgnfur m167(0,0) gLALQbcceeffapcwolw SFS[D(5,2)(2,1)] gLALQbcceeffdignfur m144(0,0) gLALQbcceeffaugscpw SFS[D(3,1)(3,2)] gLALQbcceefflugscpw m169(0,0) gLALQbcceefftugscpw m150(0,0) gLALQbcceefflpkrsuw toroidal gLALQbcceeffaajcraw m036(0,0) gLALQbcceeffapkrsuw m007(0,0) gLALQbcceeffemkboij toroidal gLALQbcceeffaurfvew toroidal gLALQbcceeffaagnbqw SFS[D(5,2)(2,1)] gLALQbcceeffaawcraw m007(0,0) gLALQbcceeffaannbqw toroidal gLALQbcceeffaaccraw SFS[D(3,1)(3,2)] gLAzQbcceeffaajsshn toroidal gLAPPbcceeffeikvvtj toroidal gLAPPcbceeffudbggaj toroidal gLAPPcbceeffadojjuk SFS[D(2,1)(2,1)] gLAPPbcceeffeikvvtk toroidal gLAPPcbceeffudbggak toroidal gLAPPbcceeffemkvvtk toroidal gLAzQbcceeffaajsshr toroidal gLAPPbcceeffeakvvtk SFS[D(7,3)(2,1)] gLAPPbcceeffemkvvtj toroidal gLAPPbcceeffeakvvtj SFS[D(8,3)(2,1)] gLAzQbcceeffaanjjxn SFS[D(7,3)(2,1)] gLAzQbcceeffaanjjxr SFS[D(8,3)(2,1)] gLAzQbcceeffaacsshr SFS[D(2,1)(2,1)] gLALQbcceeffaasnnqj SFS[D(7,3)(2,1)] gLALQbcceeffdmgnnuk toroidal gLALQbcceeffapcwwlj SFS[D(2,1)(2,1)] gLALQbcceeffdignnuk SFS[D(11,3)(2,1)] gLALQbcceeffaugsspj reducible gLALQbcceefflugsspj toroidal gLALQbcceefftugsspj toroidal gLALQbcceefflpkrruj toroidal gLALQbcceeffaajccaj toroidal gLALQbcceeffapkrruj toroidal gLALQbcceeffemkooiw toroidal gLALQbcceeffaurffej toroidal gLALQbcceeffaagnnqj SFS[D(2,1)(2,1)] gLALQbcceeffaawccaj toroidal gLALQbcceeffaannnqj toroidal gLALQbcceeffaacccaj reducible gLALQbcceeffaasnnqw SFS[D(8,3)(2,1)] gLALQbcceeffdmgnnur toroidal gLALQbcceeffdignnur SFS[D(10,3)(2,1)] gLALQbcceeffaugsspw reducible gLALQbcceefflugsspw toroidal gLALQbcceefftugsspw toroidal gLALQbcceefflpkrruw toroidal gLALQbcceeffaajccaw toroidal gLALQbcceeffapkrruw toroidal gLALQbcceeffemkooij toroidal gLALQbcceeffaurffew toroidal gLALQbcceeffaawccaw toroidal gLALQbcceeffaannnqw toroidal gLALQbcceeffaacccaw reducible gLAzQbcceeffaajwrhn m100(0,0) gLAPPbcceeffeiksotj m143(0,0) gLAPPcbceeffudbknaj m121(0,0) gLAPPcbceeffadokcuk SFS[D(5,2)(2,1)] gLAPPbcceeffeikwbtk m115(0,0) gLAPPcbceeffudbjsak m034(0,0) gLAPPbcceeffemkwbtk toroidal gLAzQbcceeffaajvchr toroidal gLAPPbcceeffeakwbtk m016(0,0) gLAPPbcceeffemksotj toroidal gLAPPbcceeffeaksotj m082(0,0) gLAzQbcceeffaangbxn m016(0,0) gLAzQbcceeffaanknxr m082(0,0) gLAzQbcceeffaacvchr SFS[D(5,2)(2,1)] gLALQbcceeffaasgbqj m016(0,0) gLALQbcceeffdmgsfuk m167(0,0) gLALQbcceeffapcjolj SFS[D(5,2)(2,1)] gLALQbcceeffdigsfuk m144(0,0) gLALQbcceeffaugncpj SFS[D(3,1)(3,2)] gLALQbcceefflugncpj m169(0,0) gLALQbcceefftugncpj m150(0,0) gLALQbcceefflpkfsuj toroidal gLALQbcceeffaajwraj m036(0,0) gLALQbcceeffapkfsuj m007(0,0) gLALQbcceeffemkbwiw toroidal gLALQbcceeffaurkvej toroidal gLALQbcceeffaaggbqj SFS[D(5,2)(2,1)] gLALQbcceeffaawwraj m007(0,0) gLALQbcceeffaangbqj toroidal gLALQbcceeffaacwraj SFS[D(3,1)(3,2)] gLALQbcceeffaassjqw m082(0,0) gLALQbcceeffdmggwur m100(0,0) gLALQbcceeffdiggwur m082(0,0) gLALQbcceeffauggrpw SFS[D(3,1)(3,2)] gLALQbcceeffluggrpw m036(0,0) gLALQbcceefftuggrpw m007(0,0) gLALQbcceefflpkkcuw toroidal gLALQbcceeffaajjsaw m007(0,0) gLALQbcceeffapkkcuw m036(0,0) gLALQbcceeffemkvkij toroidal gLALQbcceeffaurrgew m100(0,0) gLALQbcceeffaawjsaw m036(0,0) gLALQbcceeffaansjqw m100(0,0) gLALQbcceeffaacjsaw SFS[D(3,1)(3,2)] gLAzQbcceeffaajvrhn SFS[D(3,1)(2,1)] gLAPPbcceeffeiksbtj SFS[D(5,2)(3,1)] gLAPPcbceeffudbksaj SFS[D(4,1)(3,1)] gLAPPbcceeffeiksbtk SFS[D(5,3)(3,1)] gLAPPcbceeffudbksak SFS[D(4,3)(3,1)] gLAPPbcceeffemksbtk toroidal gLAzQbcceeffaajvrhr SFS[D(3,1)(2,1)] gLAPPbcceeffemksbtj toroidal gLALQbcceeffdmggfuk SFS[D(3,1)(2,1)] gLALQbcceeffauggcpj reducible gLALQbcceeffluggcpj SFS[D(3,1)(3,1)] gLALQbcceefftuggcpj SFS[D(3,1)(3,2)] gLALQbcceefflpkksuj toroidal gLALQbcceeffaajjraj SFS[D(3,1)(3,1)] gLALQbcceeffapkksuj SFS[D(3,1)(3,2)] gLALQbcceeffemkbkiw toroidal gLALQbcceeffaurrvej SFS[D(3,1)(2,1)] gLALQbcceeffaawjraj SFS[D(3,1)(3,2)] gLALQbcceeffaansbqj SFS[D(3,1)(2,1)] gLALQbcceeffaacjraj reducible gLALQbcceeffdmggfur SFS[D(3,1)(2,1)] gLALQbcceeffauggcpw reducible gLALQbcceeffluggcpw SFS[D(3,1)(3,2)] gLALQbcceefftuggcpw SFS[D(3,1)(3,1)] gLALQbcceefflpkksuw toroidal gLALQbcceeffaajjraw SFS[D(3,1)(3,2)] gLALQbcceeffapkksuw SFS[D(3,1)(3,1)] gLALQbcceeffemkbkij toroidal gLALQbcceeffaurrvew SFS[D(3,1)(2,1)] gLALQbcceeffaawjraw SFS[D(3,1)(3,1)] gLALQbcceeffaansbqw SFS[D(3,1)(2,1)] gLALQbcceeffaacjraw reducible gLAzQbcceeffaajsrhn m054(0,0) gLAPPbcceeffeiksvtj m079(0,0) gLAPPcbceeffudbkgaj m073(0,0) gLAPPcbceeffadojcuk toroidal gLAPPbcceeffeikvbtk m058(0,0) gLAPPcbceeffudbgsak m022(0,0) gLAPPbcceeffemkvbtk toroidal gLAzQbcceeffaajvshr SFS[D(3,1)(2,1)] gLAPPbcceeffeakvbtk m006(0,0) gLAPPbcceeffemksvtj toroidal gLAPPbcceeffeaksvtj m046(0,0) gLAzQbcceeffaanjbxn m006(0,0) gLAzQbcceeffaankjxr m046(0,0) gLAzQbcceeffaacvshr toroidal gLALQbcceeffaasnbqj m006(0,0) gLALQbcceeffdmgnfuk m104(0,0) gLALQbcceeffapcwolj toroidal gLALQbcceeffdignfuk m076(0,0) gLALQbcceeffaugscpj SFS[D(3,1)(3,1)] gLALQbcceefflugscpj m110(0,0) gLALQbcceefftugscpj m093(0,0) gLALQbcceefflpkrsuj toroidal gLALQbcceeffaajcraj m033(0,0) gLALQbcceeffapkrsuj m010(0,0) gLALQbcceeffemkboiw toroidal gLALQbcceeffaurfvej SFS[D(3,1)(2,1)] gLALQbcceeffaagnbqj toroidal gLALQbcceeffaawcraj m010(0,0) gLALQbcceeffaannbqj SFS[D(3,1)(2,1)] gLALQbcceeffaaccraj SFS[D(3,1)(3,1)] gLALQbcceeffaassnqw m046(0,0) gLALQbcceeffdmggnur m030(0,0) gLALQbcceeffdiggnur m037(0,0) gLALQbcceeffauggspw SFS[D(3,1)(3,1)] gLALQbcceeffluggspw m007(0,0) gLALQbcceefftuggspw toroidal gLALQbcceefflpkkruw toroidal gLALQbcceeffaajjcaw m010(0,0) gLALQbcceeffapkkruw m033(0,0) gLALQbcceeffemkokij toroidal gLALQbcceeffaurrfew m054(0,0) gLALQbcceeffaawjcaw m033(0,0) gLALQbcceeffaansnqw m054(0,0) gLALQbcceeffaacjcaw SFS[D(3,1)(3,1)] gLAPPbcceeffxxbjnqs toroidal gLAzQaccefffjgjkaxx SFS[D(4,1)(2,1)] gLAPPbcceeffxeokwls SFS[D(5,2)(2,1)] gLAPPcbceeffdtkwois SFS[D(4,1)(2,1)] gLAPPbcceeffxeokwdk SFS[D(5,2)(2,1)] gLAPPcbceeffdtkwoek SFS[D(4,1)(2,1)] gLAPPcbceeffudbjnqs SFS[D(2,1)(2,1)] gLAPPbcceeffxxbjnxk toroidal gLAPPcbceeffudbjnxk SFS[D(2,1)(2,1)] gLAPPbcceeffemkwoek toroidal gLAzQaccefffjgjkaaa SFS[D(4,1)(2,1)] gLAPPbcceeffeakwoek SFS[D(5,2)(2,1)] gLAPPbcceeffemkwois toroidal gLAPPbcceeffeakwois SFS[D(5,2)(2,1)] gLAPPcbceeffdtwwois m004(0,0) gLAPPcbceeffdtowoek m015(0,0) gLAzQaccefffjgjjaaa SFS[D(5,2)(2,1)] gLAzQaccefffjgjgaxx SFS[D(5,2)(2,1)] gLAPPcbceeffdtowois m015(0,0) gLAPPcbceeffdtwwoek m004(0,0) gLALQaccefffjgjvhqd m007(0,0) gLALQaccefffjgjvhmt SFS[D(3,1)(3,2)] gLALQaccefffjgjvhpt reducible gLALQaccefffjgjvhqt SFS[D(3,1)(3,1)] gLALQaccefffjgjvaxd SFS[D(5,2)(2,1)] gLALQaccefffjgjvhqq toroidal gLALQaccefffjgjvaxq SFS[D(4,1)(2,1)] gLALQaccefffjgjotxd m015(0,0) gLALQaccefffjgjoaxd SFS[D(4,1)(2,1)] gLALQaccefffjgjolxd m004(0,0) gLALQaccfeffjgjqcmd reducible gLALQaccfeffjgjqcmt SFS[D(3,1)(3,2)] gLALQaccfeffjgjacpa SFS[D(5,2)(2,1)] gLALQaccfeffjgjacqa SFS[D(4,1)(2,1)] gLALQaccfeffjgjqcmq SFS[D(3,1)(3,1)] gLALQaccfeffjgjqcpq m007(0,0) gLALQaccfeffjgjqcqq toroidal gLALQaccfeffjgjarpa SFS[D(4,1)(2,1)] gLALQaccfeffjgjurpa m015(0,0) gLALQaccfeffjgjprpa m004(0,0) gLALQaccefffjgjsaaa SFS[D(5,2)(2,1)] gLALQaccefffjgjsdid SFS[D(8,3)(2,1)] gLALQaccefffjgjsdxd SFS[D(7,3)(2,1)] gLALQaccefffjgjsaqd SFS[D(2,1)(2,1)] gLALQaccefffjgjslqt SFS[D(7,2)(2,1)] gLALQaccefffjgjslqd SFS[D(5,1)(2,1)] gLALQaccefffjgjstqt toroidal gLALQaccefffjgjseqe toroidal gLALQaccefffjgjsaua SFS[D(4,1)(2,1)] gLALQaccefffjgjnaaa SFS[D(4,1)(2,1)] gLALQaccefffjgjnhxq m009(0,0) gLALQaccefffjgjnxqh SFS[A(3,1)] gLALQaccefffjgjkxqq T2xI gLALQaccefffjgjkahq T2xI gLALQaccfeffjgjabxx SFS[D(5,2)(2,1)] gLALQaccfeffjgjdble SFS[D(8,3)(2,1)] gLALQaccfeffjgjebpa SFS[D(7,3)(2,1)] gLALQaccfeffjgjabpq SFS[D(2,1)(2,1)] gLALQaccfeffjgjpbmq SFS[D(7,2)(2,1)] gLALQaccfeffjgjpbpq SFS[D(5,1)(2,1)] gLALQaccfeffjgjubmq toroidal gLALQaccfeffjgjdblq toroidal gLALQaccfeffjgjabxi SFS[D(4,1)(2,1)] gLALQaccfeffjgjanxx SFS[D(4,1)(2,1)] gLALQaccfeffjgjqnqa m009(0,0) gLALQaccfeffjgjxnhq SFS[A(3,1)] gLAzQaccefffjsjkaxx m019(0,0) gLAPPbcceeffeikwbis m214(0,0) gLAPPcbceeffadokcls SFS[D(4,1)(2,1)] gLAPPcbceeffudbjsqs m157(0,0) gLAPPbcceeffeiksoek m231(0,0) gLAPPcbceeffudbknxk m194(0,0) gLAPPbcceeffemksoek toroidal gLAzQaccefffjsjkaaa m145(0,0) gLAPPbcceeffeaksoek m130(0,0) gLAPPbcceeffemkwbis toroidal gLAPPbcceeffeakwbis m016(0,0) gLAzQaccefffjsjjaxx SFS[D(4,1)(2,1)] gLAzQaccefffjsjjaaa m130(0,0) gLAzQaccefffjsjgaxx m016(0,0) gLALQaccefffjsjsaaa m130(0,0) gLALQaccefffjsjsdid m185(0,0) gLALQaccefffjsjsdxd m147(0,0) gLALQaccefffjsjslqt m180(0,0) gLALQaccefffjsjslqd m141(0,0) gLALQaccefffjsjstqt toroidal gLALQaccefffjsjsaqq m037(0,0) gLALQaccefffjsjsaqt m082(0,0) gLALQaccefffjsjseqe toroidal gLALQaccefffjsjsaua m145(0,0) gLALQaccefffjsjgaqq m082(0,0) gLALQaccefffjsjnaaa m145(0,0) gLALQaccfeffjsjabxx m016(0,0) gLALQaccfeffjsjdble m248(0,0) gLALQaccfeffjsjabxd SFS[D(4,1)(2,1)] gLALQaccfeffjsjebpa m196(0,0) gLALQaccfeffjsjpbmq m255(0,0) gLALQaccfeffjsjpbpq m218(0,0) gLALQaccfeffjsjubmq toroidal gLALQaccfeffjsjabqq m082(0,0) gLALQaccfeffjsjabmq m037(0,0) gLALQaccfeffjsjdblq toroidal gLALQaccfeffjsjabxi m019(0,0) gLALQaccfeffjsjajxx SFS[D(4,1)(2,1)] gLALQaccfeffjsjajqq m037(0,0) gLALQaccfeffjsjanxx m019(0,0) gLAzQaccefffjnjkaxx m154(0,0) gLAPPbcceeffeikwvis m263(0,0) gLAPPcbceeffudbjgqs m216(0,0) gLAPPcbceeffadojwdk SFS[D(2,1)(2,1)] gLAPPbcceeffeikvoek m244(0,0) gLAPPcbceeffudbgnxk m182(0,0) gLAPPbcceeffemkvoek toroidal gLAzQaccefffjnjkaaa m043(0,0) gLAPPbcceeffeakvoek m069(0,0) gLAPPbcceeffemkwvis toroidal gLAPPbcceeffeakwvis m147(0,0) gLAzQaccefffjnjjaaa m069(0,0) gLAzQaccefffjnjgaxx m147(0,0) gLAzQaccefffjnjgaaa SFS[D(2,1)(2,1)] gLALQaccefffjnjsaaa m069(0,0) gLALQaccefffjnjsdid m282(0,0) gLALQaccefffjnjsapa SFS[D(2,1)(2,1)] gLALQaccefffjnjsdxd m240(0,0) gLALQaccefffjnjslqt m284(0,0) gLALQaccefffjnjslqd m243(0,0) gLALQaccefffjnjstqt toroidal gLALQaccefffjnjsaqq m082(0,0) gLALQaccefffjnjsaqt m046(0,0) gLALQaccefffjnjseqe toroidal gLALQaccefffjnjsaua m043(0,0) gLALQaccefffjnjgaaa SFS[D(2,1)(2,1)] gLALQaccefffjnjgaqq m046(0,0) gLALQaccefffjnjnaaa m043(0,0) gLALQaccfeffjnjabxx m147(0,0) gLALQaccfeffjnjdble m251(0,0) gLALQaccfeffjnjebpa m208(0,0) gLALQaccfeffjnjpbmq m241(0,0) gLALQaccfeffjnjpbpq m179(0,0) gLALQaccfeffjnjubmq toroidal gLALQaccfeffjnjabqq m046(0,0) gLALQaccfeffjnjabmq m082(0,0) gLALQaccfeffjnjdblq toroidal gLALQaccfeffjnjabxi m154(0,0) gLALQaccfeffjnjajqq m082(0,0) gLALQaccfeffjnjanxx m154(0,0) gLAzQaccefffjgnkaxx m003(0,0) gLAPPbcceeffeikvois m052(0,0) gLAPPcbceeffadojwls SFS[D(3,1)(2,1)] gLAPPcbceeffudbgnqs m026(0,0) gLAPPbcceeffeikwvek m060(0,0) gLAPPcbceeffudbjgxk m043(0,0) gLAPPbcceeffemkwvek toroidal gLAzQaccefffjgnkaaa m019(0,0) gLAPPbcceeffeakwvek m011(0,0) gLAPPbcceeffemkvois toroidal gLAPPbcceeffeakvois toroidal gLAzQaccefffjgnjaxx SFS[D(3,1)(2,1)] gLAzQaccefffjgnjaaa m011(0,0) gLAzQaccefffjgngaxx toroidal gLALQaccefffjgnsaaa m011(0,0) gLALQaccefffjgnsdid m016(0,0) gLALQaccefffjgnsdxd m006(0,0) gLALQaccefffjgnslqt m019(0,0) gLALQaccefffjgnslqd m011(0,0) gLALQaccefffjgnstqt toroidal gLALQaccefffjgnsaqq m006(0,0) gLALQaccefffjgnsaqt m016(0,0) gLALQaccefffjgnseqe toroidal gLALQaccefffjgnsaua m019(0,0) gLALQaccefffjgngaqq m016(0,0) gLALQaccefffjgnnaaa m019(0,0) gLALQaccfeffjgnabxx toroidal gLALQaccfeffjgndble m055(0,0) gLALQaccfeffjgnabxd SFS[D(3,1)(2,1)] gLALQaccfeffjgnebpa m027(0,0) gLALQaccfeffjgnpbmq m064(0,0) gLALQaccfeffjgnpbpq m044(0,0) gLALQaccfeffjgnubmq toroidal gLALQaccfeffjgnabqq m016(0,0) gLALQaccfeffjgnabmq m006(0,0) gLALQaccfeffjgndblq toroidal gLALQaccfeffjgnabxi m003(0,0) gLALQaccfeffjgnajxx SFS[D(3,1)(2,1)] gLALQaccfeffjgnajqq m006(0,0) gLALQaccfeffjgnanxx m003(0,0) gLAzQaccefffjsnkaxx toroidal gLAPPbcceeffeikvbis m165(0,0) gLAPPcbceeffadojcls toroidal gLAPPcbceeffudbgsqs m122(0,0) gLAPPbcceeffeiksvek m172(0,0) gLAPPcbceeffudbkgxk m163(0,0) gLAPPbcceeffemksvek toroidal gLAzQaccefffjsnkaaa m119(0,0) gLAPPbcceeffeaksvek m069(0,0) gLAPPbcceeffemkvbis toroidal gLAPPbcceeffeakvbis toroidal gLAzQaccefffjsnjaxx toroidal gLAzQaccefffjsnjaaa m069(0,0) gLAzQaccefffjsngaxx toroidal gLALQaccefffjsnsaaa m069(0,0) gLALQaccefffjsnsdid m017(0,0) gLALQaccefffjsnsdxd m016(0,0) gLALQaccefffjsnslqt m016(0,0) gLALQaccefffjsnslqd m017(0,0) gLALQaccefffjsnstqt toroidal gLALQaccefffjsnsaqq m070(0,0) gLALQaccefffjsnsaqt m118(0,0) gLALQaccefffjsnseqe toroidal gLALQaccefffjsnsaua m119(0,0) gLALQaccefffjsngaqq m118(0,0) gLALQaccefffjsnnaaa m119(0,0) gLALQaccfeffjsnabxx toroidal gLALQaccfeffjsndble m166(0,0) gLALQaccfeffjsnabxd toroidal gLALQaccfeffjsnebpa m123(0,0) gLALQaccfeffjsnpbmq m173(0,0) gLALQaccfeffjsnpbpq m164(0,0) gLALQaccfeffjsnubmq toroidal gLALQaccfeffjsnabqq m118(0,0) gLALQaccfeffjsnabmq m070(0,0) gLALQaccfeffjsndblq toroidal gLALQaccfeffjsnabxi toroidal gLALQaccfeffjsnajxx toroidal gLALQaccfeffjsnajqq m070(0,0) gLALQaccfeffjsnanxx toroidal gLAzQaccefffjnnkaxx SFS[D(3,1)(2,1)] gLAPPbcceeffeikvvis SFS[D(12,5)(2,1)] gLAPPcbceeffadojjls SFS[D(3,1)(2,1)] gLAPPcbceeffudbggqs SFS[D(9,4)(2,1)] gLAPPcbceeffadojjdk SFS[D(2,1)(2,1)] gLAPPbcceeffeikvvek SFS[D(13,5)(2,1)] gLAPPcbceeffudbggxk SFS[D(11,4)(2,1)] gLAPPbcceeffemkvvek toroidal gLAzQaccefffjnnkaaa SFS[D(7,2)(2,1)] gLAPPbcceeffeakvvek SFS[D(5,1)(2,1)] gLAPPbcceeffemkvvis toroidal gLAPPbcceeffeakvvis reducible gLAzQaccefffjnnjaxx SFS[D(3,1)(2,1)] gLAzQaccefffjnnjaaa SFS[D(5,1)(2,1)] gLAzQaccefffjnngaxx reducible gLAzQaccefffjnngaaa SFS[D(2,1)(2,1)] gLALQaccefffjnnsaaa SFS[D(5,1)(2,1)] gLALQaccefffjnnsapa SFS[D(2,1)(2,1)] gLALQaccefffjnnslqt SFS[D(4,1)(2,1)] gLALQaccefffjnnslqd SFS[D(5,2)(2,1)] gLALQaccefffjnnstqt toroidal gLALQaccefffjnnsaqq SFS[D(7,3)(2,1)] gLALQaccefffjnnsaqt SFS[D(8,3)(2,1)] gLALQaccefffjnnseqe toroidal gLALQaccefffjnnsaua SFS[D(7,2)(2,1)] gLALQaccefffjnngaaa SFS[D(2,1)(2,1)] gLALQaccefffjnngaqq SFS[D(8,3)(2,1)] gLALQaccefffjnnnaaa SFS[D(7,2)(2,1)] gLALQaccfeffjnnabxx reducible gLALQaccfeffjnndble SFS[D(9,2)(2,1)] gLALQaccfeffjnnabxd SFS[D(3,1)(2,1)] gLALQaccfeffjnnebpa SFS[D(6,1)(2,1)] gLALQaccfeffjnnpbmq SFS[D(11,3)(2,1)] gLALQaccfeffjnnpbpq SFS[D(10,3)(2,1)] gLALQaccfeffjnnubmq toroidal gLALQaccfeffjnnabqq SFS[D(8,3)(2,1)] gLALQaccfeffjnnabmq SFS[D(7,3)(2,1)] gLALQaccfeffjnndblq toroidal gLALQaccfeffjnnabxi SFS[D(3,1)(2,1)] gLALQaccfeffjnnajxx SFS[D(3,1)(2,1)] gLALQaccfeffjnnajqq SFS[D(7,3)(2,1)] gLALQaccfeffjnnanxx SFS[D(3,1)(2,1)] gLAzQaccefffjgbkaxx m017(0,0) gLAPPbcceeffeiksois m118(0,0) gLAPPcbceeffudbknqs m070(0,0) gLAPPbcceeffeikwbek m119(0,0) gLAPPcbceeffudbjsxk m069(0,0) gLAPPbcceeffemkwbek toroidal gLAzQaccefffjgbkaaa m016(0,0) gLAPPbcceeffeakwbek m017(0,0) gLAPPbcceeffemksois toroidal gLAPPbcceeffeaksois m016(0,0) gLAzQaccefffjgbjaaa m017(0,0) gLAzQaccefffjgbgaxx m016(0,0) gLALQaccefffjgbsaaa m017(0,0) gLALQaccefffjgbsdid m118(0,0) gLALQaccefffjgbsdxd m070(0,0) gLALQaccefffjgbslqt m119(0,0) gLALQaccefffjgbslqd m069(0,0) gLALQaccefffjgbstqt toroidal gLALQaccefffjgbsaqq m016(0,0) gLALQaccefffjgbsaqt m017(0,0) gLALQaccefffjgbseqe toroidal gLALQaccefffjgbsaua m016(0,0) gLALQaccefffjgbgaqq m017(0,0) gLALQaccefffjgbnaaa m016(0,0) gLALQaccfeffjgbabxx m016(0,0) gLALQaccfeffjgbdble m119(0,0) gLALQaccfeffjgbebpa m069(0,0) gLALQaccfeffjgbpbmq m118(0,0) gLALQaccfeffjgbpbpq m070(0,0) gLALQaccfeffjgbubmq toroidal gLALQaccfeffjgbabqq m017(0,0) gLALQaccfeffjgbabmq m016(0,0) gLALQaccfeffjgbdblq toroidal gLALQaccfeffjgbabxi m017(0,0) gLALQaccfeffjgbajqq m016(0,0) gLALQaccfeffjgbanxx m017(0,0) gLAzQaccefffjsbkaxx toroidal gLAPPbcceeffeiksbis toroidal gLAPPcbceeffadogcls SFS[D(5,2)(2,1)] gLAPPcbceeffudbksqs toroidal gLAPPcbceeffadogcdk SFS[D(5,2)(2,1)] gLAPPbcceeffeiksbek toroidal gLAPPcbceeffudbksxk toroidal gLAPPbcceeffemksbek toroidal gLAzQaccefffjsbkaaa toroidal gLAPPbcceeffeaksbek SFS[D(5,2)(2,1)] gLAPPbcceeffemksbis toroidal gLAPPbcceeffeaksbis SFS[D(5,2)(2,1)] gLAzQaccefffjsbjaxx SFS[D(5,2)(2,1)] gLAzQaccefffjsbjaaa SFS[D(5,2)(2,1)] gLAzQaccefffjsbgaxx SFS[D(5,2)(2,1)] gLAzQaccefffjsbgaaa SFS[D(5,2)(2,1)] gLALQaccefffjsbsaaa SFS[D(5,2)(2,1)] gLALQaccefffjsbsdid toroidal gLALQaccefffjsbsapa SFS[D(5,2)(2,1)] gLALQaccefffjsbsdxd SFS[D(5,2)(2,1)] gLALQaccefffjsbslqt toroidal gLALQaccefffjsbslqd toroidal gLALQaccefffjsbstqt toroidal gLALQaccefffjsbsaqq toroidal gLALQaccefffjsbsaqt toroidal gLALQaccefffjsbseqe toroidal gLALQaccefffjsbsaua toroidal gLALQaccefffjsbgaaa SFS[D(5,2)(2,1)] gLALQaccefffjsbgaqq toroidal gLALQaccefffjsbnaaa toroidal gLALQaccfeffjsbabxx SFS[D(5,2)(2,1)] gLALQaccfeffjsbdble toroidal gLALQaccfeffjsbabxd SFS[D(5,2)(2,1)] gLALQaccfeffjsbebpa SFS[D(5,2)(2,1)] gLALQaccfeffjsbpbmq toroidal gLALQaccfeffjsbpbpq toroidal gLALQaccfeffjsbubmq toroidal gLALQaccfeffjsbabqq toroidal gLALQaccfeffjsbabmq toroidal gLALQaccfeffjsbdblq toroidal gLALQaccfeffjsbabxi toroidal gLALQaccfeffjsbajxx SFS[D(5,2)(2,1)] gLALQaccfeffjsbajqq toroidal gLALQaccfeffjsbanxx toroidal gLAzQaccefffjnbkaxx m185(0,0) gLAPPbcceeffeiksvis m273(0,0) gLAPPcbceeffudbkgqs m250(0,0) gLAPPcbceeffadojcdk toroidal gLAPPbcceeffeikvbek m256(0,0) gLAPPcbceeffudbgsxk m190(0,0) gLAPPbcceeffemkvbek toroidal gLAzQaccefffjnbkaaa toroidal gLAPPbcceeffeakvbek m011(0,0) gLAPPbcceeffemksvis toroidal gLAPPbcceeffeaksvis m147(0,0) gLAzQaccefffjnbjaaa m011(0,0) gLAzQaccefffjnbgaxx m147(0,0) gLAzQaccefffjnbgaaa toroidal gLALQaccefffjnbsaaa m011(0,0) gLALQaccefffjnbsdid m270(0,0) gLALQaccefffjnbsapa toroidal gLALQaccefffjnbsdxd m215(0,0) gLALQaccefffjnbslqt m278(0,0) gLALQaccefffjnbslqd m257(0,0) gLALQaccefffjnbstqt toroidal gLALQaccefffjnbsaqq m180(0,0) gLALQaccefffjnbsaqt m141(0,0) gLALQaccefffjnbseqe toroidal gLALQaccefffjnbsaua toroidal gLALQaccefffjnbgaaa toroidal gLALQaccefffjnbgaqq m141(0,0) gLALQaccefffjnbnaaa toroidal gLALQaccfeffjnbabxx m147(0,0) gLALQaccfeffjnbdble m145(0,0) gLALQaccfeffjnbebpa m130(0,0) gLALQaccfeffjnbpbmq m082(0,0) gLALQaccfeffjnbpbpq m037(0,0) gLALQaccfeffjnbubmq toroidal gLALQaccfeffjnbabqq m141(0,0) gLALQaccfeffjnbabmq m180(0,0) gLALQaccfeffjnbdblq toroidal gLALQaccfeffjnbabxi m185(0,0) gLALQaccfeffjnbajqq m180(0,0) gLALQaccfeffjnbanxx m185(0,0) gLAPPbcceeffemkkkis toroidal gLAPPbcceeffeikkkek toroidal gLAPPcbceeffudbbbxk toroidal gLAzQaccefffjkkkaaa toroidal gLAPPbcceeffeakkkek SFS[D(5,2)(5,2)] gLAPPbcceeffemkkkek toroidal gLAPPbcceeffeikkkis toroidal gLAPPcbceeffudbbbqs toroidal gLAPPcbceeffadjjjds SFS[D(5,2)(5,2)] gLAPPbcceeffeuoools toroidal gLAPPcbceefftdjjjds toroidal gLAPPbcceeffxakkkek SFS[D(5,2)(4,1)] gLAPPbcceeffeuooodk toroidal gLAPPcbceeffadjjjlk SFS[D(5,3)(5,2)] gLAPPcbceefftdjjjlk toroidal gLAPPbcceeffepbbbxk toroidal gLAPPbcceeffeakkkis SFS[D(5,3)(5,2)] gLAzQaccefffjkkkaxx toroidal gLAPPbcceeffxakkkis SFS[D(5,3)(4,1)] gLAPPbcceeffepbbbqs toroidal gLAPPbcceeffeuwools SFS[D(7,2)(5,2)] gLAPPcbceefftdbjjds toroidal gLAPPbcceeffeukoodk SFS[D(8,3)(5,2)] gLAPPcbceeffadnjjlk SFS[D(5,3)(4,1)] gLAPPcbceefftdnjjlk toroidal gLAPPbcceeffepjbbxk SFS[D(7,3)(5,2)] gLAzQaccefffjkkgaxx SFS[D(5,3)(5,2)] gLAPPbcceeffeafvves SFS[D(5,2)(2,1)] gLAPPbcceeffepnbbqs SFS[D(5,2)(5,1)] gLAzQaccefffjkkjaaa SFS[D(5,2)(5,2)] gLAPPcbceeffadnjjds SFS[D(5,2)(4,1)] gLAPPbcceeffeukools SFS[D(8,5)(5,2)] gLAPPcbceefftdnjjds toroidal gLAPPbcceeffeuwoodk SFS[D(7,5)(5,2)] gLAPPcbceefftdbjjlk toroidal gLAPPbcceeffepnbbxk SFS[D(5,3)(5,1)] gLAPPbcceeffeafvvik SFS[D(5,2)(2,1)] gLAPPbcceeffepjbbqs SFS[D(7,4)(5,2)] gLALQaccfeffjkkusue toroidal gLALQaccfeffjkkasue SFS[D(5,3)(4,1)] gLALQaccfeffjkkpsue SFS[D(8,3)(5,2)] gLALQaccfeffjkkaspm SFS[D(5,2)(2,1)] gLALQaccfeffjkkdsxt SFS[D(7,2)(5,2)] gLALQaccfeffjkkeslh SFS[D(5,2)(5,1)] gLALQaccfeffjkkeshh SFS[D(5,2)(2,1)] gLALQaccfeffjkkdsut toroidal gLALQaccfeffjkkesih SFS[D(7,2)(5,2)] gLALQaccfeffjkkusuh SFS[D(8,3)(5,2)] gLALQaccfeffjkkpsuh SFS[D(7,3)(5,2)] gLALQaccfeffjkkusuu SFS[D(5,3)(4,1)] gLALQaccfeffjkkasuu SFS[D(5,3)(5,2)] gLALQaccfeffjkkacuu SFS[D(5,3)(4,1)] gLALQaccfeffjkkqclu toroidal gLALQaccefffjkkbdhh SFS[D(5,2)(2,1)] gLALQaccefffjkkbema SFS[D(7,5)(5,2)] gLALQaccefffjkkbatd SFS[D(5,2)(2,1)] gLALQaccefffjkkbdhe SFS[D(5,3)(5,1)] gLALQaccefffjkkbthi SFS[D(8,5)(5,2)] gLALQaccefffjkkblhi SFS[D(7,4)(5,2)] gLALQaccefffjkkbali SFS[D(5,2)(4,1)] gLALQaccefffjkkbtli toroidal gLALQaccefffjkkblli SFS[D(8,5)(5,2)] gLALQaccefffjkkbaii SFS[D(5,2)(5,2)] gLALQaccefffjkkbtii SFS[D(5,2)(4,1)] gLALQaccefffjkkbemi toroidal gLALQaccefffjkkbdhu SFS[D(7,5)(5,2)] gLALQaccefffjkkvhie toroidal gLALQaccefffjkkvaii SFS[D(5,2)(4,1)] gLALQaccefffjkksaaa SFS[D(5,2)(5,2)] gLALQaccefffjkksdid toroidal gLALQaccefffjkksdxd SFS[D(7,5)(5,2)] gLALQaccefffjkksaqd reducible gLALQaccefffjkkslqt toroidal gLALQaccefffjkkslqd toroidal gLALQaccefffjkkstqt toroidal gLALQaccefffjkksaqq toroidal gLALQaccefffjkksaqt toroidal gLALQaccefffjkkseqe toroidal gLALQaccefffjkksaua toroidal gLALQaccefffjkkgaqq toroidal gLALQaccefffjkknxxa toroidal gLALQaccefffjkknaaa toroidal gLALQaccfeffjkkabxx SFS[D(5,3)(5,2)] gLALQaccfeffjkkdble toroidal gLALQaccfeffjkkebpa SFS[D(7,2)(5,2)] gLALQaccfeffjkkabpq reducible gLALQaccfeffjkkpbmq toroidal gLALQaccfeffjkkpbpq toroidal gLALQaccfeffjkkubmq toroidal gLALQaccfeffjkkabqq toroidal gLALQaccfeffjkkabmq toroidal gLALQaccfeffjkkdblq toroidal gLALQaccfeffjkkabxi toroidal gLALQaccfeffjkkajqq toroidal gLALQaccfeffjkkxnxa toroidal gLALQaccfeffjkkanxx toroidal gLALQaccefffjkkkaxa toroidal gLALQaccefffjkkktua toroidal gLALQaccefffjkkkaua SFS[D(5,3)(5,2)] gLALQaccefffjkkkdmp SFS[D(5,2)(2,1)] gLALQaccefffjkkkall SFS[D(5,2)(4,1)] gLALQaccefffjkkklll SFS[D(5,2)(5,2)] gLALQaccefffjkkkexx SFS[D(5,2)(5,2)] gLALQaccefffjkkkxxx toroidal gLALQaccefffjkkkail SFS[D(5,2)(5,2)] gLALQaccefffjkkkeux toroidal gLALQaccefffjkkklup SFS[D(5,2)(2,1)] gLALQaccefffjkkkale SFS[D(5,3)(5,2)] gLALQaccefffjkkklle SFS[D(5,3)(4,1)] gLALQaccefffjkkkaie SFS[D(5,3)(4,1)] gLALQaccefffjkkkepq toroidal gLALQaccefffjkkkaxu SFS[D(5,3)(5,2)] gLALQaccefffjkkkdli SFS[D(5,2)(4,1)] gLALQaccefffjkkkemq reducible gLALQaccefffjkkkmqq toroidal gLALQaccefffjkkkeqq toroidal gLALQaccefffjkkktuu SFS[D(5,3)(5,2)] gLALQaccefffjkkkauu SFS[D(5,3)(4,1)] gLALQaccefffjkkkhii SFS[D(5,2)(4,1)] gLALQaccefffjkkkdii SFS[D(5,2)(5,2)] gLALQaccefffjkkkalq toroidal gLALQaccefffjkkktlq reducible gLALQaccefffjkkkllq toroidal gLALQaccefffjkkkaiq toroidal gLALQaccefffjkkftll SFS[D(5,2)(2,1)] gLALQaccefffjkkftle SFS[D(7,3)(5,2)] gLALQaccefffjkkflle SFS[D(8,3)(5,2)] gLALQaccefffjkkfepq toroidal gLALQaccefffjkkfaxu toroidal gLALQaccefffjkkfdli toroidal gLALQaccefffjkkfemq toroidal gLALQaccefffjkkfdhi SFS[D(8,5)(5,2)] gLALQaccefffjkkfeqq toroidal gLALQaccefffjkkfauu SFS[D(5,3)(5,2)] gLALQaccefffjkkfdii SFS[D(5,2)(4,1)] gLALQaccefffjkkfalq reducible gLALQaccefffjkkftlq toroidal gLALQaccefffjkkfllq toroidal gLALQaccefffjkkrall SFS[D(5,2)(5,2)] gLALQaccefffjkkrlll toroidal gLALQaccefffjkkrale SFS[D(5,3)(4,1)] gLALQaccefffjkkrtle SFS[D(8,3)(5,2)] gLALQaccefffjkkrlle toroidal gLALQaccefffjkkrepq toroidal gLALQaccefffjkkrdli SFS[D(8,5)(5,2)] gLALQaccefffjkkremq toroidal gLALQaccefffjkkratu SFS[D(5,2)(2,1)] gLALQaccefffjkkrdhi SFS[D(7,4)(5,2)] gLALQaccefffjkkreqq reducible gLALQaccefffjkkralq toroidal gLALQaccefffjkkrtlq toroidal gLALQaccefffjkkrllq toroidal gLAPPbcceeffemkkkdr toroidal gLAPPbcceeffeikkkhs SFS[D(5,2)(2,1)] gLAPPbcceeffeikkkhw SFS[D(5,2)(2,1)] gLAPPcbceeffudbbbdw SFS[D(4,1)(2,1)] gLAzQaccefffjgggauu SFS[D(2,1)(2,1)] gLAPPbcceeffemkkkdk toroidal gLAPPbcceeffeikkkdk SFS[D(5,2)(2,1)] gLAPPbcceeffeikkkdr SFS[D(5,2)(2,1)] gLAPPcbceeffudbbbds SFS[D(4,1)(2,1)] gLAPPbcceeffeuoooar SFS[D(5,2)(2,1)] gLAPPcbceefftdjjjts toroidal gLAPPbcceeffeuoooiw SFS[D(5,2)(2,1)] gLAPPcbceefftdjjjtw toroidal gLAPPbcceeffepbbbdw SFS[D(4,1)(2,1)] gLAPPbcceeffeuoooak SFS[D(5,2)(2,1)] gLAzQaccefffjgggadd SFS[D(2,1)(2,1)] gLAPPbcceeffepbbbds SFS[D(4,1)(2,1)] gLAPPbcceeffeuooois SFS[D(5,2)(2,1)] gLAPPcbceefftdbjjts SFS[D(2,1)(2,1)] gLAPPcbceefftdnjjtw SFS[D(2,1)(2,1)] gLAPPcbceefftdnjjts SFS[D(2,1)(2,1)] gLAPPcbceefftdbjjtw SFS[D(2,1)(2,1)] gLALQaccefffnggotxe SFS[D(2,1)(2,1)] gLALQaccefffnggoext SFS[D(2,1)(2,1)] gLALQaccefffnggbhqx SFS[D(3,1)(2,1)] gLALQaccfeffnggucqp SFS[D(2,1)(2,1)] gLALQaccfeffnggdchp SFS[D(2,1)(2,1)] gLALQaccfeffnggqrpe SFS[D(3,1)(2,1)] gLALQaccefffjggoext SFS[D(2,1)(2,1)] gLALQaccefffjggotxe SFS[D(2,1)(2,1)] gLALQaccefffjggbhqx SFS[D(3,1)(2,1)] gLALQaccefffjgggxdd SFS[D(2,1)(2,1)] gLALQaccefffjgggedp SFS[D(2,1)(2,1)] gLALQaccefffjgggaud SFS[D(2,1)(2,1)] gLALQaccefffjgggtup SFS[D(2,1)(2,1)] gLALQaccefffjggglle SFS[D(3,1)(2,1)] gLALQaccefffjgggtle reducible gLALQaccefffjgggalx SFS[D(3,1)(2,1)] gLALQaccefffjgggale SFS[D(3,1)(2,1)] gLALQaccefffjgggell SFS[D(3,1)(2,1)] gLALQaccefffjgggelt reducible gLALQaccefffjgggela SFS[D(3,1)(2,1)] gLALQaccefffjgggmll SFS[D(3,1)(2,1)] gLALQaccefffjggslle toroidal gLALQaccefffjggslee SFS[D(2,1)(2,1)] gLALQaccefffjggslqe SFS[D(2,1)(2,1)] gLALQaccefffjggstle SFS[D(3,1)(2,1)] gLALQaccefffjggsale SFS[D(3,1)(2,1)] gLALQaccefffjggsell reducible gLALQaccefffjggselt SFS[D(3,1)(2,1)] gLALQaccefffjggsela SFS[D(3,1)(2,1)] gLALQaccefffjggnapd SFS[D(2,1)(2,1)] gLALQaccefffjggndxe SFS[D(2,1)(2,1)] gLALQaccefffjggnlle SFS[D(3,1)(2,1)] gLALQaccefffjggntle SFS[D(3,1)(2,1)] gLALQaccefffjggnale reducible gLALQaccefffjggnell SFS[D(3,1)(2,1)] gLALQaccefffjggnelt SFS[D(3,1)(2,1)] gLALQaccefffjggnela toroidal gLALQaccefffjggcaup SFS[D(2,1)(2,1)] gLALQaccefffjggcdix SFS[D(2,1)(2,1)] gLALQaccefffjggclll reducible gLALQaccefffjggclhl SFS[D(3,1)(2,1)] gLALQaccefffjggclil SFS[D(3,1)(2,1)] gLALQaccefffjggctll SFS[D(3,1)(2,1)] gLALQaccefffjggcthl toroidal gLALQaccefffjggctil SFS[D(3,1)(2,1)] gLALQaccefffjggcall SFS[D(3,1)(2,1)] gLALQaccefffjggcahl SFS[D(3,1)(2,1)] gLALQaccefffjggcail reducible gLALQaccefffjggceql toroidal gLALQaccefffjggceqq SFS[D(2,1)(2,1)] gLALQaccefffjggceqe SFS[D(2,1)(2,1)] gLALQaccefffjggjall SFS[D(3,1)(2,1)] gLALQaccefffjggwxud SFS[D(2,1)(2,1)] gLALQaccefffjggwauu SFS[D(2,1)(2,1)] gLALQaccfeffjggucqp SFS[D(2,1)(2,1)] gLALQaccfeffjggdchp SFS[D(2,1)(2,1)] gLALQaccfeffjggqrpe SFS[D(3,1)(2,1)] gLALQaccefffnggceqq SFS[D(2,1)(2,1)] gLALQaccefffnggceqe SFS[D(2,1)(2,1)] gLALQaccefffnggcail reducible gLALQaccefffnggctil SFS[D(3,1)(2,1)] gLALQaccefffnggclil SFS[D(3,1)(2,1)] gLALQaccefffnggcahl SFS[D(3,1)(2,1)] gLALQaccefffnggcthl toroidal gLALQaccefffnggclhl SFS[D(3,1)(2,1)] gLALQaccefffnggcall SFS[D(3,1)(2,1)] gLALQaccefffnggctll SFS[D(3,1)(2,1)] gLALQaccefffnggclll reducible gLALQaccefffnggceql toroidal gLALQaccefffnggcaup SFS[D(2,1)(2,1)] gLALQaccefffnggcdix SFS[D(2,1)(2,1)] gLALQaccefffnggjall SFS[D(3,1)(2,1)] gLALQaccefffnggwxud SFS[D(2,1)(2,1)] gLALQaccefffnggwauu SFS[D(2,1)(2,1)] gLALQaccfeffjggxguu SFS[D(2,1)(2,1)] gLALQaccfeffjggdgxu SFS[D(2,1)(2,1)] gLALQaccfeffjggagud SFS[D(2,1)(2,1)] gLALQaccfeffjggugxd SFS[D(2,1)(2,1)] gLALQaccfeffjggpgql SFS[D(3,1)(2,1)] gLALQaccfeffjggugql reducible gLALQaccfeffjggagpl SFS[D(3,1)(2,1)] gLALQaccfeffjggagql SFS[D(3,1)(2,1)] gLALQaccfeffjggdgll SFS[D(3,1)(2,1)] gLALQaccfeffjggdghl reducible gLALQaccfeffjggdgil SFS[D(3,1)(2,1)] gLALQaccfeffjggigll SFS[D(3,1)(2,1)] gLALQaccfeffjggpvql toroidal gLALQaccfeffjggpvqq SFS[D(2,1)(2,1)] gLALQaccfeffjggpvqe SFS[D(2,1)(2,1)] gLALQaccfeffjgguvql SFS[D(3,1)(2,1)] gLALQaccfeffjggavql SFS[D(3,1)(2,1)] gLALQaccfeffjggdvll reducible gLALQaccfeffjggdvhl SFS[D(3,1)(2,1)] gLALQaccfeffjggdvil SFS[D(3,1)(2,1)] gLALQaccfeffjggafux SFS[D(2,1)(2,1)] gLALQaccfeffjggefqp SFS[D(2,1)(2,1)] gLALQaccfeffjggpfql SFS[D(3,1)(2,1)] gLALQaccfeffjggufql SFS[D(3,1)(2,1)] gLALQaccfeffjggafql reducible gLALQaccfeffjggdfll SFS[D(3,1)(2,1)] gLALQaccfeffjggdfhl SFS[D(3,1)(2,1)] gLALQaccfeffjggdfil toroidal gLAPPbcceeffeafvbur SFS[D(4,1)(2,1)] gLAPPcbceeffadbjwxk SFS[D(2,1)(2,1)] gLAPPbcceeffeafvouk toroidal gLAzQaccefffjgvkadd SFS[D(2,1)(2,1)] gLALQaccefffngfvaxx SFS[D(2,1)(2,1)] gLALQaccefffjgvgaad SFS[D(2,1)(2,1)] gLALQaccefffjgvgaqm SFS[D(2,1)(2,1)] gLALQaccefffngfjauu SFS[D(2,1)(2,1)] gLALQaccfeffjgvavtx SFS[D(4,1)(2,1)] gLALQaccfeffjgvpfqq SFS[D(2,1)(2,1)] gLALQaccfeffjgvufqq toroidal gLALQaccfeffjgvafqq SFS[D(2,1)(2,1)] gLAPPbcceeffeafvour SFS[D(5,2)(2,1)] gLAPPbcceeffeafvbuk SFS[D(5,2)(2,1)] gLALQaccfeffjgfavtx SFS[D(5,2)(2,1)] gLALQaccfeffjgfufqq SFS[D(5,2)(2,1)] gLALQaccefffnnvvaxx SFS[D(2,1)(2,1)] gLALQaccfeffjsfafqq SFS[D(2,1)(2,1)] gLAzQaccefffjcwkadd SFS[D(4,1)(2,1)] gLALQaccefffnwojauu SFS[D(4,1)(2,1)] gLAPPbcceeffeafkkxw SFS[D(3,1)(2,1)] gLAPPbcceeffeafkkxs SFS[D(3,1)(2,1)] gLALQaccefffjwwsaph SFS[D(3,1)(2,1)] gLALQaccefffjwwntee SFS[D(3,1)(2,1)] gLAzQaccefffjwojauu SFS[D(5,2)(2,1)] gLALQaccefffjwojauu SFS[D(5,2)(2,1)] gLALQbcceeffhhgvbpf SFS[D(3,1)(3,2)] gLALQbcceeffhhgbspf SFS[D(3,1)(3,1)] gLALQbcceeffhhgobpf SFS[D(3,1)(3,1)] gLALQbcceeffaxcjcxc reducible gLALQbcceeffaxcwcxc reducible gLALQbcceeffaacovac reducible gLALQbcceeffxxvcrxc reducible gLALQbcceeffhhgbkpf SFS[D(3,1)(3,2)] gLALQbcceeffaacbvac reducible gLALQbcceeffxxvcsxc reducible gLALQbcceeffaxccrxc reducible gLALQbcceeffaxccsxc reducible gLAPPbcceeffehjgcmg reducible gLAPPbcceeffemkgftg reducible gLAPPbcceeffeikjrtg reducible gLAPPcbceeffdtkgftg reducible gLAPPbcceeffxxbcoag reducible gLAPPbcceeffehjkwmg reducible gLAPPbcceeffxmvsbpg reducible gLAPPbcceeffxmvwopg reducible gLAPPbcceeffeikgftg reducible gLAPPcbceeffudbcoag reducible gLAzQbcceeffaajgnho reducible gLALQbcceeffpagrnqf reducible gLALQbcceeffpawbcaf reducible gLALQbcceeffhpkoruf reducible gLALQbcceeffamgonuc reducible gLALQbcceeffhegvspf reducible gLALQbcceeffhhgvspf reducible gLALQbcceeffhugvspf reducible gLALQbcceeffhajbcaf reducible gLALQbcceeffahkbfac reducible gLALQbcceeffalwvwpc reducible gLALQbcceeffahkogac reducible gLALQbcceeffamgvjuc reducible gLALQbcceeffhajvgaf reducible gLALQbcceeffhpkbjuf reducible gLALQbcceeffhugokpf reducible gLALQbcceeffhhgokpf reducible gLALQbcceeffhegokpf reducible gLALQbcceeffeafksdc reducible gLALQbcceeffalwbkpc reducible gLALQbcceeffdacvgaf reducible gLALQbcceeffaurwnec reducible gLALQbcceeffdmgbjuf reducible gLALQbcceeffaugvwpc reducible gLALQbcceefflugvwpc reducible gLALQbcceefftugbkpc reducible gLALQbcceeffapkonuc reducible gLALQbcceefflpkonuc reducible gLALQbcceefflugbkpc reducible gLALQbcceeffaajbfac reducible gLALQbcceeffapkvjuc reducible gLALQbcceeffaugbkpc reducible gLALQbcceeffemkgcic reducible gLALQbcceeffaurcbec reducible gLALQbcceeffdmgoruf reducible gLALQbcceeffamgfwqc reducible gLALQbcceeffamgroqc reducible gLALQbcceeffaunvwpc reducible gLALQbcceeffapfonuc reducible gLALQbcceeffaawbfac reducible gLALQbcceeffapfvjuc reducible gLALQbcceeffaunbkpc reducible gLALQbcceeffaicbfac reducible gLALQbcceeffaanfwqc reducible gLALQbcceeffamcbfac reducible gLALQbcceeffhhfbcaf reducible gLALQbcceeffausvwpc reducible gLALQbcceeffapronuc reducible gLALQbcceeffaprvjuc reducible gLALQbcceeffausbkpc reducible gLALQbcceeffxxvjrxc reducible gLALQbcceeffaxcjrxc reducible gLALQbcceeffaxcwsxc reducible gLALQbcceeffaefksdc reducible gLALQbcceeffaeffcdc reducible gLALQbcceeffhhgospf SFS[D(3,1)(3,2)] gLALQbcceeffhhgvkpf SFS[D(3,1)(3,1)] gLALQbcceeffaacbgac reducible gLALQbcceeffxxvjsxc reducible gLALQbcceeffaacofac reducible gLALQbcceeffxxvwrxc reducible gLALQbcceeffaxcjsxc reducible gLALQbcceeffaxcwrxc reducible gLALQaccfeffbkganel reducible gLALQaccfeffbkgdbee reducible gLALQaccefffbkgwaeq reducible gLALQaccefffbkgceee reducible gLAPPbcceeffxxvcvpg SFS[D(3,1)(2,1)] gLALQaccefffbrgbxdu SFS[D(3,1)(2,1)] gLALQbcceeffaacvnhc reducible gLALQbcceeffxxvnchc reducible gLALQaccefffbrgraqx reducible gLALQaccefffbrgrhxx reducible gLALQaccfeffbrgxbud SFS[D(3,1)(2,1)] gLALQbcceeffaxcnchc reducible gLALQbcceeffxavvnhc reducible gLALQaccefffbrgwhxq reducible gLALQaccefffbrgwaqq reducible gLALQaccfeffbrgqgit SFS[D(3,1)(2,1)] gLAPPbcceeffxxvfbpg SFS[D(3,1)(2,1)] gLALQaccefffbkfbxdu SFS[D(3,1)(2,1)] gLALQbcceeffaacobhc reducible gLALQbcceeffxxvsrhc reducible gLALQaccefffbkfraqx reducible gLALQaccefffbkfrhxx reducible gLALQaccfeffbkfxbud SFS[D(3,1)(2,1)] gLALQbcceeffaxcsrhc reducible gLALQbcceeffxavobhc reducible gLALQaccefffbkfwhxq reducible gLALQaccefffbkfwaqq reducible gLALQaccfeffbkfqgit SFS[D(3,1)(2,1)] gLALQaccefffbffvtdq SFS[D(2,1)(2,1)] gLALQaccefffbffvedh SFS[D(2,1)(2,1)] gLALQaccefffbffoama reducible gLALQaccefffbffoadq SFS[D(2,1)(2,1)] gLALQaccfeffbffacde T2xI gLALQaccefffbfffaad T2xI gLALQaccfeffbffujid SFS[D(2,1)(2,1)] gLALQaccfeffbffdjpd SFS[D(2,1)(2,1)] gLALQaccfeffbffanid SFS[D(2,1)(2,1)] gLALQaccfeffbffanel reducible gLALQbcceeffehjccic SFS[D(2,1)(2,1)] gLALQbcceeffemkrrxc SFS[D(2,1)(2,1)] gLALQbcceefflpkooac SFS[D(2,1)(2,1)] gLALQbcceefflhgvvuc SFS[D(2,1)(2,1)] gLALQbcceeffphkbbuf SFS[D(3,1)(2,1)] gLALQbcceeffpmgoopf SFS[D(3,1)(2,1)] gLALQbcceeffpigoopf SFS[D(3,1)(2,1)] gLALQbcceeffpljvvaf reducible gLALQbcceeffpiwfftf SFS[D(3,1)(2,1)] gLALQbcceeffpmwfftf SFS[D(3,1)(2,1)] gLALQbcceeffpxfnnhf SFS[D(3,1)(2,1)] gLALQbcceeffpenwwmf reducible gLALQaccefffbffwhiq SFS[D(2,1)(2,1)] gLALQaccefffbffwaeq reducible gLALQaccfeffbffagia reducible gLALQaccfeffbffqgiq SFS[D(2,1)(2,1)] gLAPPbcceeffmejrvag toroidal gLAPPbcceeffxxgcopg SFS[D(4,1)(2,1)] gLAPPbcceeffxxgcodg SFS[D(4,1)(2,1)] gLAPPbcceeffmejrvig toroidal gLALQaccefffbrvoapt SFS[D(2,1)(2,1)] gLALQaccefffbrvohtt reducible gLALQaccefffbrvohmu SFS[D(3,1)(2,1)] gLALQaccefffbrvbapq SFS[D(2,1)(2,1)] gLALQaccfeffbrvqsxh SFS[D(3,1)(2,1)] gLALQaccfeffbrvqstt reducible gLALQaccfeffbrvasti SFS[D(2,1)(2,1)] gLALQaccfeffbrvacli SFS[D(2,1)(2,1)] gLALQbcceeffhhgjnqf SFS[D(3,1)(2,1)] gLALQbcceeffhasvgmf reducible gLALQbcceeffahnogtc SFS[D(2,1)(2,1)] gLALQbcceeffalrbkmc SFS[D(2,1)(2,1)] gLALQaccefffbrvrxet SFS[D(3,1)(2,1)] gLALQaccefffbrvrmea SFS[D(3,1)(2,1)] gLALQaccefffbrvkxet SFS[D(3,1)(2,1)] gLALQaccefffbrvfhpt SFS[D(2,1)(2,1)] gLALQaccefffbrvfxet reducible gLALQaccfeffbrvxjee reducible gLALQaccfeffbrvajet reducible gLALQaccfeffbrvxnee SFS[D(3,1)(2,1)] gLALQaccfeffbrvanet SFS[D(3,1)(2,1)] gLALQaccfeffbrvanel reducible gLALQaccfeffbrvanea SFS[D(3,1)(2,1)] gLALQaccfeffbrvibee SFS[D(3,1)(2,1)] gLALQaccfeffbrvdbee reducible gLALQaccfeffbrvxbee SFS[D(3,1)(2,1)] gLALQaccfeffbrvabet SFS[D(3,1)(2,1)] gLALQbcceeffalrbkac SFS[D(2,1)(2,1)] gLALQbcceeffahnoguc SFS[D(2,1)(2,1)] gLALQbcceeffhasvgpf reducible gLALQbcceeffhhgjnmf SFS[D(3,1)(2,1)] gLALQaccefffbrvjxee reducible gLALQaccefffbrvjaet reducible gLALQaccefffbrvwxee SFS[D(3,1)(2,1)] gLALQaccefffbrvwaet SFS[D(3,1)(2,1)] gLALQaccefffbrvwaeq reducible gLALQaccefffbrvwaed SFS[D(3,1)(2,1)] gLALQaccefffbrvcmee SFS[D(3,1)(2,1)] gLALQaccefffbrvceee reducible gLALQaccefffbrvcxee SFS[D(3,1)(2,1)] gLALQaccefffbrvcaet SFS[D(3,1)(2,1)] gLALQaccfeffbrvxvet SFS[D(3,1)(2,1)] gLALQaccfeffbrvived SFS[D(3,1)(2,1)] gLALQaccfeffbrvxget SFS[D(3,1)(2,1)] gLALQaccfeffbrvqfit SFS[D(2,1)(2,1)] gLALQaccfeffbrvxfet reducible gLALQaccefffbfvotmm reducible gLALQaccefffbfvoamm reducible gLALQaccefffbfvolmm reducible gLALQaccefffbfvbapd SFS[D(2,1)(2,1)] gLALQbcceefflagrsxc SFS[D(2,1)(2,1)] gLALQbcceeffaacbjhc reducible gLALQbcceeffaicbjhc reducible gLALQbcceeffamcbjhc reducible gLALQbcceeffaagkrtc reducible gLALQaccefffbfvwaqq reducible gLALQaccfeffbfvavqu reducible gLALQaccfeffbfvavxm reducible gLAPPbcceeffemkkklv toroidal gLAPPbcceeffeikkkxg SFS[D(5,2)(2,1)] gLAPPbcceeffeikkkaf SFS[D(5,2)(2,1)] gLAPPcbceeffudbbbig SFS[D(4,1)(2,1)] gLAzQaccefffbjjjapp SFS[D(2,1)(2,1)] gLAPPbcceeffemkkkaf toroidal gLAPPbcceeffeikkkug SFS[D(5,2)(2,1)] gLAPPbcceeffeikkklv SFS[D(5,2)(2,1)] gLAPPcbceeffudbbbmg SFS[D(4,1)(2,1)] gLAPPbcceeffeuooohv SFS[D(5,2)(2,1)] gLAPPcbceefftdjjjig toroidal gLAPPbcceeffeuoooef SFS[D(5,2)(2,1)] gLAPPcbceefftdjjjag toroidal gLAPPbcceeffepbbbig SFS[D(4,1)(2,1)] gLAPPbcceeffeuoooxg SFS[D(5,2)(2,1)] gLAzQaccefffbjjjaii SFS[D(2,1)(2,1)] gLAPPbcceeffepbbbmg SFS[D(4,1)(2,1)] gLAPPbcceeffeuoootg SFS[D(5,2)(2,1)] gLAPPcbceefftdbjjig SFS[D(2,1)(2,1)] gLAPPcbceefftdnjjag SFS[D(2,1)(2,1)] gLAPPcbceefftdnjjig SFS[D(2,1)(2,1)] gLAPPcbceefftdbjjag SFS[D(2,1)(2,1)] gLALQaccfeffbjjurla SFS[D(2,1)(2,1)] gLALQaccfeffbjjdrma SFS[D(2,1)(2,1)] gLALQaccfeffbjjqsaq SFS[D(3,1)(2,1)] gLALQaccefffbjjvtdq SFS[D(2,1)(2,1)] gLALQaccefffbjjvedh SFS[D(2,1)(2,1)] gLALQaccefffbjjohld SFS[D(3,1)(2,1)] gLALQbcceeffemkbbtc SFS[D(2,1)(2,1)] gLALQbcceefflpkssmc SFS[D(2,1)(2,1)] gLALQbcceeffhhrwwhf SFS[D(3,1)(2,1)] gLALQaccfeffbjjajip SFS[D(2,1)(2,1)] gLALQaccfeffbjjujid SFS[D(2,1)(2,1)] gLALQaccfeffbjjxjpp SFS[D(2,1)(2,1)] gLALQaccfeffbjjdjpd SFS[D(2,1)(2,1)] gLALQaccfeffbjjdjex SFS[D(3,1)(2,1)] gLALQaccfeffbjjdjem reducible gLALQaccfeffbjjijee SFS[D(3,1)(2,1)] gLALQaccfeffbjjdjee SFS[D(3,1)(2,1)] gLALQaccfeffbjjajel SFS[D(3,1)(2,1)] gLALQaccfeffbjjujel reducible gLALQaccfeffbjjpjel SFS[D(3,1)(2,1)] gLALQaccfeffbjjajea SFS[D(3,1)(2,1)] gLALQaccfeffbjjdnex toroidal gLALQaccfeffbjjandp SFS[D(2,1)(2,1)] gLALQaccfeffbjjenal SFS[D(2,1)(2,1)] gLALQaccfeffbjjdnem SFS[D(3,1)(2,1)] gLALQaccfeffbjjdnee SFS[D(3,1)(2,1)] gLALQaccfeffbjjanel reducible gLALQaccfeffbjjunel SFS[D(3,1)(2,1)] gLALQaccfeffbjjpnel SFS[D(3,1)(2,1)] gLALQaccfeffbjjpbll SFS[D(2,1)(2,1)] gLALQaccfeffbjjpbql SFS[D(2,1)(2,1)] gLALQaccfeffbjjdbex SFS[D(3,1)(2,1)] gLALQaccfeffbjjdbem SFS[D(3,1)(2,1)] gLALQaccfeffbjjdbee reducible gLALQaccfeffbjjabel SFS[D(3,1)(2,1)] gLALQaccfeffbjjubel SFS[D(3,1)(2,1)] gLALQaccfeffbjjpbel toroidal gLALQaccefffbjjrell SFS[D(2,1)(2,1)] gLALQaccefffbjjreql SFS[D(2,1)(2,1)] gLALQaccefffbjjraex reducible gLALQaccefffbjjrtex SFS[D(3,1)(2,1)] gLALQaccefffbjjrlex SFS[D(3,1)(2,1)] gLALQaccefffbjjraem SFS[D(3,1)(2,1)] gLALQaccefffbjjrtem toroidal gLALQaccefffbjjrlem SFS[D(3,1)(2,1)] gLALQaccefffbjjraee SFS[D(3,1)(2,1)] gLALQaccefffbjjrtee SFS[D(3,1)(2,1)] gLALQaccefffbjjrlee reducible gLALQaccefffbjjreel toroidal gLALQaccefffbjjraap SFS[D(2,1)(2,1)] gLALQaccefffbjjrddx SFS[D(2,1)(2,1)] gLALQaccefffbjjkaee SFS[D(3,1)(2,1)] gLALQaccefffbjjfxip SFS[D(2,1)(2,1)] gLALQaccefffbjjfapp SFS[D(2,1)(2,1)] gLALQbcceefflpkssac SFS[D(2,1)(2,1)] gLALQbcceeffemkbbxc SFS[D(2,1)(2,1)] gLALQbcceeffhhrwwuf SFS[D(3,1)(2,1)] gLALQaccfeffbjjdvqq SFS[D(2,1)(2,1)] gLALQaccfeffbjjdvlq SFS[D(2,1)(2,1)] gLALQaccfeffbjjaveu reducible gLALQaccfeffbjjuveu SFS[D(3,1)(2,1)] gLALQaccfeffbjjpveu SFS[D(3,1)(2,1)] gLALQaccfeffbjjaveh SFS[D(3,1)(2,1)] gLALQaccfeffbjjuveh toroidal gLALQaccfeffbjjpveh SFS[D(3,1)(2,1)] gLALQaccfeffbjjavee SFS[D(3,1)(2,1)] gLALQaccfeffbjjuvee SFS[D(3,1)(2,1)] gLALQaccfeffbjjpvee reducible gLALQaccfeffbjjdveq toroidal gLALQaccfeffbjjavdi SFS[D(2,1)(2,1)] gLALQaccfeffbjjevau SFS[D(2,1)(2,1)] gLALQaccfeffbjjagee SFS[D(3,1)(2,1)] gLALQaccfeffbjjxfpi SFS[D(2,1)(2,1)] gLALQaccfeffbjjafii SFS[D(2,1)(2,1)] gLALQaccefffbjjjapi SFS[D(2,1)(2,1)] gLALQaccefffbjjjtpa SFS[D(2,1)(2,1)] gLALQaccefffbjjjxii SFS[D(2,1)(2,1)] gLALQaccefffbjjjeia SFS[D(2,1)(2,1)] gLALQaccefffbjjjeeu SFS[D(3,1)(2,1)] gLALQaccefffbjjjeeh reducible gLALQaccefffbjjjmee SFS[D(3,1)(2,1)] gLALQaccefffbjjjeee SFS[D(3,1)(2,1)] gLALQaccefffbjjjaeq SFS[D(3,1)(2,1)] gLALQaccefffbjjjteq reducible gLALQaccefffbjjjleq SFS[D(3,1)(2,1)] gLALQaccefffbjjjaed SFS[D(3,1)(2,1)] gLALQaccefffbjjweeu toroidal gLALQaccefffbjjwaai SFS[D(2,1)(2,1)] gLALQaccefffbjjwddq SFS[D(2,1)(2,1)] gLALQaccefffbjjweeh SFS[D(3,1)(2,1)] gLALQaccefffbjjweee SFS[D(3,1)(2,1)] gLALQaccefffbjjwaeq reducible gLALQaccefffbjjwteq SFS[D(3,1)(2,1)] gLALQaccefffbjjwleq SFS[D(3,1)(2,1)] gLALQaccefffbjjclqq SFS[D(2,1)(2,1)] gLALQaccefffbjjcllq SFS[D(2,1)(2,1)] gLALQaccefffbjjceeu SFS[D(3,1)(2,1)] gLALQaccefffbjjceeh SFS[D(3,1)(2,1)] gLALQaccefffbjjceee reducible gLALQaccefffbjjcaeq SFS[D(3,1)(2,1)] gLALQaccefffbjjcteq SFS[D(3,1)(2,1)] gLALQaccefffbjjcleq toroidal gLALQaccfeffbjburla SFS[D(2,1)(2,1)] gLALQaccfeffbjbdrma SFS[D(2,1)(2,1)] gLALQbcceeffemkbjtc SFS[D(2,1)(2,1)] gLALQbcceefflpkgsmc SFS[D(2,1)(2,1)] gLALQaccefffbjbjtpa SFS[D(2,1)(2,1)] gLALQaccefffbjbjeia SFS[D(2,1)(2,1)] gLALQaccfeffbjnurla toroidal gLALQaccfeffbjnprla SFS[D(5,2)(2,1)] gLALQaccfeffbjndrmi SFS[D(5,2)(2,1)] gLALQaccfeffbjnertq SFS[D(4,1)(2,1)] gLALQaccfeffbjnarhh SFS[D(2,1)(2,1)] gLALQaccfeffbjndrma toroidal gLALQaccfeffbjnertd SFS[D(5,2)(2,1)] gLALQaccfeffbjnurta SFS[D(5,2)(2,1)] gLALQaccfeffbjnprta SFS[D(4,1)(2,1)] gLALQaccfeffbjnaraa SFS[D(2,1)(2,1)] gLALQbcceeffemkbntc toroidal gLALQbcceeffeakbntc SFS[D(2,1)(2,1)] gLALQbcceeffeikbntc SFS[D(2,1)(2,1)] gLALQbcceefftajfrhc reducible gLALQbcceefftpknsmc SFS[D(3,1)(2,1)] gLALQbcceefftugwctc SFS[D(3,1)(2,1)] gLALQbcceeffaajfrhc SFS[D(3,1)(2,1)] gLALQbcceeffapknsmc SFS[D(3,1)(2,1)] gLALQbcceeffaugwctc reducible gLALQbcceefflajfrhc SFS[D(3,1)(2,1)] gLALQbcceefflpknsmc toroidal gLALQbcceefflugwctc SFS[D(3,1)(2,1)] gLALQbcceeffdmgrfmf SFS[D(2,1)(2,1)] gLALQbcceeffaurbvic SFS[D(2,1)(2,1)] gLALQbcceeffaacfrhc reducible gLALQbcceeffaanobxc SFS[D(2,1)(2,1)] gLALQbcceeffaawfrhc SFS[D(3,1)(2,1)] gLALQaccefffbjnjtpa toroidal gLALQaccefffbjnjapa SFS[D(2,1)(2,1)] gLALQaccefffbjnjlpa SFS[D(2,1)(2,1)] gLALQaccefffbjnjaqt reducible gLALQaccefffbjnjeim SFS[D(3,1)(2,1)] gLALQaccefffbjnjduh SFS[D(3,1)(2,1)] gLALQaccefffbjnjaqq SFS[D(3,1)(2,1)] gLALQaccefffbjnjeii SFS[D(3,1)(2,1)] gLALQaccefffbjnjduu reducible gLALQaccefffbjnjaqd SFS[D(3,1)(2,1)] gLALQaccefffbjnjeia toroidal gLALQaccefffbjnjdue SFS[D(3,1)(2,1)] gLALQaccefffbjnjtua SFS[D(2,1)(2,1)] gLALQaccefffbjnjtaa SFS[D(2,1)(2,1)] gLALQaccefffbjnwaqq reducible gLALQaccefffbjnwaaa SFS[D(2,1)(2,1)] gLALQaccefffbjncaqq SFS[D(3,1)(2,1)] gLALQaccfeffbwburla toroidal gLALQaccfeffbwbprla SFS[D(5,2)(2,1)] gLALQaccfeffbwbdrmi SFS[D(5,2)(2,1)] gLALQaccfeffbwbertq SFS[D(4,1)(2,1)] gLALQaccfeffbwbarhh SFS[D(2,1)(2,1)] gLALQaccfeffbwbdrma toroidal gLALQaccfeffbwbertd SFS[D(5,2)(2,1)] gLALQaccfeffbwburta SFS[D(5,2)(2,1)] gLALQaccfeffbwbprta SFS[D(4,1)(2,1)] gLALQaccfeffbwbaraa SFS[D(2,1)(2,1)] gLALQbcceeffemkojtc toroidal gLALQbcceeffeakojtc SFS[D(2,1)(2,1)] gLALQbcceeffeikojtc SFS[D(2,1)(2,1)] gLALQbcceefftajkchc reducible gLALQbcceefftpkgrmc SFS[D(3,1)(2,1)] gLALQbcceefftugjstc SFS[D(3,1)(2,1)] gLALQbcceeffaajkchc SFS[D(3,1)(2,1)] gLALQbcceeffapkgrmc SFS[D(3,1)(2,1)] gLALQbcceeffaugjstc reducible gLALQbcceefflajkchc SFS[D(3,1)(2,1)] gLALQbcceefflpkgrmc toroidal gLALQbcceefflugjstc SFS[D(3,1)(2,1)] gLALQbcceeffdmgknmf SFS[D(2,1)(2,1)] gLALQbcceeffaurofic SFS[D(2,1)(2,1)] gLALQbcceeffaackchc reducible gLALQbcceeffaanvnxc SFS[D(2,1)(2,1)] gLALQbcceeffaawkchc SFS[D(3,1)(2,1)] gLALQaccefffbwbjtpa toroidal gLALQaccefffbwbjapa SFS[D(2,1)(2,1)] gLALQaccefffbwbjlpa SFS[D(2,1)(2,1)] gLALQaccefffbwbjaqt reducible gLALQaccefffbwbjeim SFS[D(3,1)(2,1)] gLALQaccefffbwbjduh SFS[D(3,1)(2,1)] gLALQaccefffbwbjaqq SFS[D(3,1)(2,1)] gLALQaccefffbwbjeii SFS[D(3,1)(2,1)] gLALQaccefffbwbjduu reducible gLALQaccefffbwbjaqd SFS[D(3,1)(2,1)] gLALQaccefffbwbjeia toroidal gLALQaccefffbwbjdue SFS[D(3,1)(2,1)] gLALQaccefffbwbjtua SFS[D(2,1)(2,1)] gLALQaccefffbwbjtaa SFS[D(2,1)(2,1)] gLALQaccefffbwbwaqq reducible gLALQaccefffbwbwaaa SFS[D(2,1)(2,1)] gLALQaccefffbwbcaqq SFS[D(3,1)(2,1)] gLALQaccfeffbwnanel reducible gLALQaccfeffbwndbee reducible gLALQaccefffbwnwaeq reducible gLALQaccefffbwnceee reducible gLAzQaccefffbcjkapp reducible gLAPPbcceeffeafvomv reducible gLAPPcbceeffadbjwqv reducible gLAPPbcceeffeafvbdg SFS[D(2,1)(2,1)] gLALQbcceeffaacrshc reducible gLALQaccfeffbcjajxp reducible gLALQaccfeffbcjajqt reducible gLALQaccefffbcjkapp reducible gLALQaccefffbcjwaqq reducible gLALQaccefffbcjwtqq reducible gLALQaccefffbcjwlqq reducible gLALQaccefffbcjcaam SFS[D(2,1)(2,1)] gLALQaccfeffbcburla SFS[D(2,1)(2,1)] gLALQaccfeffbcbdrma SFS[D(2,1)(2,1)] gLALQaccfeffbcbasla SFS[D(2,1)(2,1)] gLALQaccfeffbcbasdh reducible gLALQaccefffbcbbaea T2xI gLALQbcceeffehjogmc SFS[D(2,1)(2,1)] gLALQbcceeffemkvjtc SFS[D(2,1)(2,1)] gLALQbcceefflpkgcmc SFS[D(2,1)(2,1)] gLALQbcceefflhgjrtc SFS[D(2,1)(2,1)] gLALQbcceeffphkjnhf SFS[D(3,1)(2,1)] gLALQbcceeffpmgkwmf SFS[D(3,1)(2,1)] gLALQbcceeffpigkwmf SFS[D(3,1)(2,1)] gLALQbcceeffpljgftf reducible gLALQbcceeffpiwvglf SFS[D(3,1)(2,1)] gLALQbcceeffpmwvglf SFS[D(3,1)(2,1)] gLALQbcceeffpxfbjef SFS[D(3,1)(2,1)] gLALQbcceeffpenokqf reducible gLALQaccfeffbcbqnpl SFS[D(2,1)(2,1)] gLALQaccfeffbcbanel reducible gLALQaccefffbcbkapd reducible gLALQaccefffbcbkhpl SFS[D(2,1)(2,1)] gLALQaccfeffbcbafda T2xI gLALQaccefffbcbjtpa SFS[D(2,1)(2,1)] gLALQaccefffbcbjeia SFS[D(2,1)(2,1)] gLALQaccefffbcbwapa SFS[D(2,1)(2,1)] gLALQaccefffbcbwaeq reducible gLAPPcbceeffdtkwotg reducible gLAPPbcceeffeikwotg reducible gLAPPcbceeffudbjnag reducible gLAPPbcceeffehjnbmg reducible gLAPPbcceeffxxbjnag reducible gLAPPbcceeffxmvgfpg reducible gLAzQbcceeffaajwcho reducible gLAPPbcceeffemkwotg reducible gLALQbcceeffpagbcqf reducible gLALQbcceeffpawrnaf reducible gLALQbcceeffhhgcfpf reducible gLALQbcceeffhegcfpf reducible gLALQbcceeffahkwsac reducible gLALQbcceeffhugcfpf reducible gLALQbcceeffhpkswuf reducible gLALQbcceeffhajrnaf reducible gLALQbcceeffamgfcuc reducible gLALQbcceeffalwnrpc reducible gLALQbcceeffeafondc reducible gLALQbcceeffdacrnaf reducible gLALQbcceeffaxcbfxc reducible gLALQbcceeffaefondc reducible gLALQbcceeffdmgswuf reducible gLALQbcceeffaugnrpc reducible gLALQbcceefflugnrpc reducible gLALQbcceefftugnrpc reducible gLALQbcceefflpkfcuc reducible gLALQbcceeffaajwsac reducible gLALQbcceeffapkfcuc reducible gLALQbcceeffemkvwic reducible gLALQbcceeffaurkgec reducible gLALQbcceeffamggjqc reducible gLALQbcceeffaunnrpc reducible gLALQbcceeffaawwsac reducible gLALQbcceeffapffcuc reducible gLALQbcceeffaangjqc reducible gLALQbcceeffamcwsac reducible gLALQbcceeffhhfrnaf reducible gLALQbcceeffausnrpc reducible gLALQbcceeffaprfcuc reducible gLALQbcceeffaicwsac reducible gLALQbcceeffxxvbfxc reducible gLAzQbcceeffaajvcho SFS[D(3,1)(2,1)] gLAPPbcceeffeikwbtg SFS[D(5,2)(3,1)] gLAPPcbceeffudbjsag SFS[D(4,1)(3,1)] gLAPPbcceeffeiksotg SFS[D(5,3)(3,1)] gLAPPcbceeffudbknag SFS[D(4,3)(3,1)] gLAPPbcceeffemksotg toroidal gLAzQbcceeffaajwrho SFS[D(3,1)(2,1)] gLAPPbcceeffemkwbtg toroidal gLALQbcceeffdmggwuf SFS[D(3,1)(2,1)] gLALQbcceeffauggrpc reducible gLALQbcceeffluggrpc SFS[D(3,1)(3,1)] gLALQbcceefftuggrpc SFS[D(3,1)(3,2)] gLALQbcceefflpkkcuc toroidal gLALQbcceeffaajjsac SFS[D(3,1)(3,1)] gLALQbcceeffapkkcuc SFS[D(3,1)(3,2)] gLALQbcceeffemkvkic toroidal gLALQbcceeffaurrgec SFS[D(3,1)(2,1)] gLALQbcceeffaawjsac SFS[D(3,1)(3,2)] gLALQbcceeffaansjqc SFS[D(3,1)(2,1)] gLALQbcceeffaacjsac reducible gLALQbcceeffdmgsfuf SFS[D(3,1)(2,1)] gLALQbcceeffaugncpc reducible gLALQbcceefflugncpc SFS[D(3,1)(3,2)] gLALQbcceefftugncpc SFS[D(3,1)(3,1)] gLALQbcceefflpkfsuc toroidal gLALQbcceeffaajwrac SFS[D(3,1)(3,2)] gLALQbcceeffapkfsuc SFS[D(3,1)(3,1)] gLALQbcceeffemkbwic toroidal gLALQbcceeffaurkvec SFS[D(3,1)(2,1)] gLALQbcceeffaawwrac SFS[D(3,1)(3,1)] gLALQbcceeffaangbqc SFS[D(3,1)(2,1)] gLALQbcceeffaacwrac reducible gLAzQbcceeffaajscho SFS[D(3,1)(2,1)] gLAPPbcceeffeikwvtg SFS[D(5,3)(3,1)] gLAPPcbceeffudbjgag SFS[D(4,3)(3,1)] gLAPPbcceeffeikvotg SFS[D(5,2)(3,1)] gLAPPcbceeffudbgnag SFS[D(4,1)(3,1)] gLAPPbcceeffemkvotg toroidal gLAzQbcceeffaajwsho SFS[D(3,1)(2,1)] gLAPPbcceeffemkwvtg toroidal gLALQbcceeffdmgnwuf SFS[D(3,1)(2,1)] gLALQbcceeffaugsrpc reducible gLALQbcceefflugsrpc SFS[D(3,1)(3,2)] gLALQbcceefftugsrpc SFS[D(3,1)(3,1)] gLALQbcceefflpkrcuc toroidal gLALQbcceeffaajcsac SFS[D(3,1)(3,2)] gLALQbcceeffapkrcuc SFS[D(3,1)(3,1)] gLALQbcceeffemkvoic toroidal gLALQbcceeffaurfgec SFS[D(3,1)(2,1)] gLALQbcceeffaawcsac SFS[D(3,1)(3,1)] gLALQbcceeffaannjqc SFS[D(3,1)(2,1)] gLALQbcceeffaaccsac reducible gLALQbcceeffdmgsnuf SFS[D(3,1)(2,1)] gLALQbcceeffaugnspc reducible gLALQbcceefflugnspc SFS[D(3,1)(3,1)] gLALQbcceefftugnspc SFS[D(3,1)(3,2)] gLALQbcceefflpkfruc toroidal gLALQbcceeffaajwcac SFS[D(3,1)(3,1)] gLALQbcceeffapkfruc SFS[D(3,1)(3,2)] gLALQbcceeffemkowic toroidal gLALQbcceeffaurkfec SFS[D(3,1)(2,1)] gLALQbcceeffaawwcac SFS[D(3,1)(3,2)] gLALQbcceeffaangnqc SFS[D(3,1)(2,1)] gLALQbcceeffaacwcac reducible gLAPPcbceeffdtkvvtg reducible gLAPPbcceeffeikvvtg reducible gLAPPcbceeffudbggag reducible gLAPPbcceeffehjoomg reducible gLAPPbcceeffxxbggag reducible gLAPPbcceeffxmvkkpg reducible gLAzQbcceeffaajssho reducible gLAPPbcceeffemkvvtg reducible gLALQbcceeffhhgwwpf reducible gLALQbcceeffhegwwpf reducible gLALQbcceeffahkccac reducible gLALQbcceeffhugwwpf reducible gLALQbcceeffhpknnuf reducible gLALQbcceeffhajffaf reducible gLALQbcceeffamgrruc reducible gLALQbcceeffalwsspc reducible gLALQbcceeffaefbbdc reducible gLALQbcceeffdmgnnuf reducible gLALQbcceeffaugsspc reducible gLALQbcceefflugsspc reducible gLALQbcceefftugsspc reducible gLALQbcceefflpkrruc reducible gLALQbcceeffaajccac reducible gLALQbcceeffapkrruc reducible gLALQbcceeffemkooic reducible gLALQbcceeffaurffec reducible gLALQbcceeffamgnnqc reducible gLALQbcceeffaunsspc reducible gLALQbcceeffaawccac reducible gLALQbcceeffapfrruc reducible gLALQbcceeffaannnqc reducible gLALQbcceeffhhfffaf reducible gLALQbcceeffaussspc reducible gLALQbcceeffaprrruc reducible gLAzQbcceeffaajsrho SFS[D(3,1)(2,1)] gLAPPbcceeffeiksvtg SFS[D(5,2)(3,1)] gLAPPcbceeffudbkgag SFS[D(4,1)(3,1)] gLAPPbcceeffeikvbtg SFS[D(5,3)(3,1)] gLAPPcbceeffudbgsag SFS[D(4,3)(3,1)] gLAPPbcceeffemkvbtg toroidal gLAzQbcceeffaajvsho SFS[D(3,1)(2,1)] gLAPPbcceeffemksvtg toroidal gLALQbcceeffdmgnfuf SFS[D(3,1)(2,1)] gLALQbcceeffaugscpc reducible gLALQbcceefflugscpc SFS[D(3,1)(3,1)] gLALQbcceefftugscpc SFS[D(3,1)(3,2)] gLALQbcceefflpkrsuc toroidal gLALQbcceeffaajcrac SFS[D(3,1)(3,1)] gLALQbcceeffapkrsuc SFS[D(3,1)(3,2)] gLALQbcceeffemkboic toroidal gLALQbcceeffaurfvec SFS[D(3,1)(2,1)] gLALQbcceeffaawcrac SFS[D(3,1)(3,2)] gLALQbcceeffaannbqc SFS[D(3,1)(2,1)] gLALQbcceeffaaccrac reducible gLALQbcceeffdmggnuf SFS[D(3,1)(2,1)] gLALQbcceeffauggspc reducible gLALQbcceeffluggspc SFS[D(3,1)(3,2)] gLALQbcceefftuggspc SFS[D(3,1)(3,1)] gLALQbcceefflpkkruc toroidal gLALQbcceeffaajjcac SFS[D(3,1)(3,2)] gLALQbcceeffapkkruc SFS[D(3,1)(3,1)] gLALQbcceeffemkokic toroidal gLALQbcceeffaurrfec SFS[D(3,1)(2,1)] gLALQbcceeffaawjcac SFS[D(3,1)(3,1)] gLALQbcceeffaansnqc SFS[D(3,1)(2,1)] gLALQbcceeffaacjcac reducible gLAPPbcceeffxxbjnqv toroidal gLAzQaccefffbgjkaxx SFS[D(4,1)(2,1)] gLAPPbcceeffxeokwlv SFS[D(5,2)(2,1)] gLAPPcbceeffdtkwoiv SFS[D(4,1)(2,1)] gLAPPbcceeffxeokwdf SFS[D(5,2)(2,1)] gLAPPcbceeffdtkwoef SFS[D(4,1)(2,1)] gLAPPcbceeffudbjnqv SFS[D(2,1)(2,1)] gLAPPbcceeffxxbjnxf toroidal gLAPPcbceeffudbjnxf SFS[D(2,1)(2,1)] gLAPPbcceeffemkwoef toroidal gLAzQaccefffbgjkaaa SFS[D(4,1)(2,1)] gLAPPbcceeffeakwoef SFS[D(5,2)(2,1)] gLAPPbcceeffemkwoiv toroidal gLAPPbcceeffeakwoiv SFS[D(5,2)(2,1)] gLAPPcbceeffdtwwoiv m004(0,0) gLAPPcbceeffdtowoef m015(0,0) gLAzQaccefffbgjjaaa SFS[D(5,2)(2,1)] gLAzQaccefffbgjgaxx SFS[D(5,2)(2,1)] gLAPPcbceeffdtowoiv m015(0,0) gLAPPcbceeffdtwwoef m004(0,0) gLALQaccefffbgjvhqd m007(0,0) gLALQaccefffbgjvhmt SFS[D(3,1)(3,2)] gLALQaccefffbgjvhpt reducible gLALQaccefffbgjvhqt SFS[D(3,1)(3,1)] gLALQaccefffbgjvaxd SFS[D(5,2)(2,1)] gLALQaccefffbgjvhqq toroidal gLALQaccefffbgjvaxq SFS[D(4,1)(2,1)] gLALQaccefffbgjotxd m015(0,0) gLALQaccefffbgjoaxd SFS[D(4,1)(2,1)] gLALQaccefffbgjolxd m004(0,0) gLALQaccfeffbgjqcmd reducible gLALQaccfeffbgjqcmt SFS[D(3,1)(3,2)] gLALQaccfeffbgjacpa SFS[D(5,2)(2,1)] gLALQaccfeffbgjacqa SFS[D(4,1)(2,1)] gLALQaccfeffbgjqcmq SFS[D(3,1)(3,1)] gLALQaccfeffbgjqcpq m007(0,0) gLALQaccfeffbgjqcqq toroidal gLALQaccfeffbgjarpa SFS[D(4,1)(2,1)] gLALQaccfeffbgjurpa m015(0,0) gLALQaccfeffbgjprpa m004(0,0) gLALQaccefffbgjsaaa SFS[D(5,2)(2,1)] gLALQaccefffbgjsdid SFS[D(8,3)(2,1)] gLALQaccefffbgjsdxd SFS[D(7,3)(2,1)] gLALQaccefffbgjsaqd SFS[D(2,1)(2,1)] gLALQaccefffbgjslqt SFS[D(7,2)(2,1)] gLALQaccefffbgjslqd SFS[D(5,1)(2,1)] gLALQaccefffbgjstqt toroidal gLALQaccefffbgjseqe toroidal gLALQaccefffbgjsaua SFS[D(4,1)(2,1)] gLALQaccefffbgjnaaa SFS[D(4,1)(2,1)] gLALQaccefffbgjnhxq m009(0,0) gLALQaccefffbgjnxqh SFS[A(3,1)] gLALQaccefffbgjkxqq T2xI gLALQaccefffbgjkahq T2xI gLALQaccfeffbgjabxx SFS[D(5,2)(2,1)] gLALQaccfeffbgjdble SFS[D(8,3)(2,1)] gLALQaccfeffbgjebpa SFS[D(7,3)(2,1)] gLALQaccfeffbgjabpq SFS[D(2,1)(2,1)] gLALQaccfeffbgjpbmq SFS[D(7,2)(2,1)] gLALQaccfeffbgjpbpq SFS[D(5,1)(2,1)] gLALQaccfeffbgjubmq toroidal gLALQaccfeffbgjdblq toroidal gLALQaccfeffbgjabxi SFS[D(4,1)(2,1)] gLALQaccfeffbgjanxx SFS[D(4,1)(2,1)] gLALQaccfeffbgjqnqa m009(0,0) gLALQaccfeffbgjxnhq SFS[A(3,1)] gLAPPbcceeffemksoef SFS[D(2,1)(2,1)] gLAPPbcceeffemkwbiv SFS[D(2,1)(2,1)] gLALQaccefffbsjstqt SFS[D(2,1)(2,1)] gLALQaccefffbsjseqe SFS[D(2,1)(2,1)] gLALQaccfeffbsjubmq SFS[D(2,1)(2,1)] gLALQaccfeffbsjdblq SFS[D(2,1)(2,1)] gLAPPbcceeffemkvoef SFS[D(2,1)(2,1)] gLAPPbcceeffemkwviv SFS[D(2,1)(2,1)] gLALQaccefffbnjstqt SFS[D(2,1)(2,1)] gLALQaccefffbnjseqe SFS[D(2,1)(2,1)] gLALQaccfeffbnjubmq SFS[D(2,1)(2,1)] gLALQaccfeffbnjdblq SFS[D(2,1)(2,1)] gLAzQaccefffbgnkaxx toroidal gLAPPbcceeffeikvoiv toroidal gLAPPcbceeffadojwlv reducible gLAPPcbceeffudbgnqv toroidal gLAPPbcceeffeikwvef toroidal gLAPPcbceeffudbjgxf SFS[D(7,2)(2,1)] gLAPPbcceeffemkwvef toroidal gLAzQaccefffbgnkaaa SFS[D(5,2)(2,1)] gLAPPbcceeffeakwvef toroidal gLAPPbcceeffemkvoiv toroidal gLAPPbcceeffeakvoiv toroidal gLAPPbcceeffxxnjgxf toroidal gLAzQaccefffbgnjaaa toroidal gLAzQaccefffbgngaxx toroidal gLALQaccefffbgnbemm SFS[D(4,1)(2,1)] gLALQaccefffbgnbatt SFS[D(5,2)(2,1)] gLALQaccefffbgnbema SFS[D(8,3)(2,1)] gLALQaccefffbgnbdhe SFS[D(7,3)(2,1)] gLALQaccefffbgnbahi SFS[D(2,1)(2,1)] gLALQaccefffbgnbthi SFS[D(7,2)(2,1)] gLALQaccefffbgnblhi SFS[D(5,1)(2,1)] gLALQaccefffbgnbtli toroidal gLALQaccefffbgnblli SFS[D(7,2)(2,1)] gLALQaccefffbgnblii SFS[D(2,1)(2,1)] gLALQaccefffbgnbemi toroidal gLALQaccefffbgnbatq SFS[D(4,1)(2,1)] gLALQaccefffbgnbdhu SFS[D(8,3)(2,1)] gLALQaccefffbgnoxte toroidal gLALQaccefffbgnoatt SFS[D(4,1)(2,1)] gLALQaccfeffbgnaste SFS[D(4,1)(2,1)] gLALQaccfeffbgnasxe toroidal gLALQaccfeffbgnusue toroidal gLALQaccfeffbgnasue SFS[D(5,2)(2,1)] gLALQaccfeffbgneslh SFS[D(2,1)(2,1)] gLALQaccfeffbgnasmm SFS[D(4,1)(2,1)] gLALQaccfeffbgnusmm toroidal gLALQaccfeffbgnpsmm SFS[D(5,2)(2,1)] gLALQaccfeffbgndstt SFS[D(5,2)(2,1)] gLALQaccfeffbgnistt toroidal gLALQaccfeffbgnxstt SFS[D(4,1)(2,1)] gLALQaccfeffbgnasqm SFS[D(5,2)(2,1)] gLALQaccfeffbgndsut toroidal gLALQaccfeffbgnpsuh SFS[D(2,1)(2,1)] gLALQaccfeffbgnasma SFS[D(5,2)(2,1)] gLALQaccfeffbgnusma toroidal gLALQaccfeffbgnpsma SFS[D(4,1)(2,1)] gLALQaccfeffbgnasqa toroidal gLALQaccfeffbgnastu SFS[D(5,2)(2,1)] gLALQaccfeffbgnesmq SFS[D(4,1)(2,1)] gLALQaccfeffbgndsli reducible gLALQaccfeffbgnasxu toroidal gLALQaccfeffbgnespq toroidal gLALQaccfeffbgnusuu SFS[D(5,2)(2,1)] gLALQaccfeffbgnasuu SFS[D(4,1)(2,1)] gLALQaccfeffbgnqsqq toroidal gLALQaccfeffbgnesqq SFS[D(5,2)(2,1)] gLALQaccfeffbgnusmi reducible gLALQaccfeffbgnucmm reducible gLALQaccfeffbgnucma toroidal gLALQaccfeffbgnpcma SFS[D(8,3)(2,1)] gLALQaccfeffbgndchi SFS[D(8,3)(2,1)] gLALQaccfeffbgnactu SFS[D(4,1)(2,1)] gLALQaccfeffbgnecmq toroidal gLALQaccfeffbgndcli toroidal gLALQaccfeffbgnacxu toroidal gLALQaccfeffbgnecpq toroidal gLALQaccfeffbgnacuu SFS[D(5,2)(2,1)] gLALQaccfeffbgnecqq toroidal gLALQaccfeffbgnacmi SFS[D(2,1)(2,1)] gLALQaccfeffbgnucmi toroidal gLALQaccfeffbgnpcmi SFS[D(7,3)(2,1)] gLALQaccfeffbgnarmm SFS[D(5,2)(2,1)] gLALQaccfeffbgnurmm toroidal gLALQaccfeffbgnprmm SFS[D(4,1)(2,1)] gLALQaccfeffbgnarma toroidal gLALQaccfeffbgnurma toroidal gLALQaccfeffbgnprma toroidal gLALQaccfeffbgndrhi SFS[D(7,3)(2,1)] gLALQaccfeffbgnermq SFS[D(8,3)(2,1)] gLALQaccfeffbgndrli toroidal gLALQaccfeffbgnarxu reducible gLALQaccfeffbgnerpq toroidal gLALQaccfeffbgndrii SFS[D(2,1)(2,1)] gLALQaccfeffbgnurmi toroidal gLALQaccfeffbgnprmi SFS[D(8,3)(2,1)] gLALQaccefffbgnsexi toroidal gLALQaccefffbgnslai toroidal gLALQaccefffbgnsaam SFS[D(5,2)(2,1)] gLALQaccefffbgnslam toroidal gLALQaccefffbgnsaaa toroidal gLALQaccefffbgnstai toroidal gLALQaccefffbgnsaet SFS[D(4,1)(2,1)] gLALQaccefffbgnsaeq SFS[D(5,2)(2,1)] gLALQaccefffbgnsdpu toroidal gLALQaccefffbgnsdau toroidal gLALQaccefffbgnsdid toroidal gLALQaccefffbgnsdxd toroidal gLALQaccefffbgnslqt toroidal gLALQaccefffbgnslqd toroidal gLALQaccefffbgnstqt toroidal gLALQaccefffbgnsaqq toroidal gLALQaccefffbgnsaqt SFS[D(5,2)(2,1)] gLALQaccefffbgnsaum SFS[D(4,1)(2,1)] gLALQaccefffbgnseqe toroidal gLALQaccefffbgnsaua SFS[D(5,2)(2,1)] gLALQaccefffbgngexi SFS[D(7,3)(2,1)] gLALQaccefffbgnglai SFS[D(7,2)(2,1)] gLALQaccefffbgnglam toroidal gLALQaccefffbgngtai SFS[D(5,1)(2,1)] gLALQaccefffbgngaai SFS[D(2,1)(2,1)] gLALQaccefffbgngaeq SFS[D(4,1)(2,1)] gLALQaccefffbgngdpu SFS[D(8,3)(2,1)] gLALQaccefffbgngdau toroidal gLALQaccefffbgngaqq SFS[D(5,2)(2,1)] gLALQaccefffbgnnexi SFS[D(5,1)(2,1)] gLALQaccefffbgnnlai SFS[D(8,3)(2,1)] gLALQaccefffbgnnaam SFS[D(4,1)(2,1)] gLALQaccefffbgnnlam toroidal gLALQaccefffbgnnaaa SFS[D(5,2)(2,1)] gLALQaccefffbgnntai SFS[D(7,3)(2,1)] gLALQaccefffbgnndpu SFS[D(7,2)(2,1)] gLALQaccefffbgnndau toroidal gLALQaccefffbgnnalq SFS[D(2,1)(2,1)] gLALQaccefffbgnktua toroidal gLALQaccefffbgnkaua SFS[D(4,1)(2,1)] gLALQaccefffbgnklua SFS[D(8,3)(2,1)] gLALQaccefffbgnkahl SFS[D(2,1)(2,1)] gLALQaccefffbgnketx SFS[D(7,2)(2,1)] gLALQaccefffbgnkdmp SFS[D(5,1)(2,1)] gLALQaccefffbgnkdpp SFS[D(2,1)(2,1)] gLALQaccefffbgnkeux toroidal gLALQaccefffbgnkdqp SFS[D(7,2)(2,1)] gLALQaccefffbgnktup SFS[D(8,3)(2,1)] gLALQaccefffbgnklup SFS[D(7,3)(2,1)] gLALQaccefffbgnktuu SFS[D(4,1)(2,1)] gLALQaccefffbgnkauu SFS[D(5,2)(2,1)] gLALQaccefffbgnfauu SFS[D(4,1)(2,1)] gLALQaccefffbgnfhmu toroidal gLALQaccfeffbgnabxx toroidal gLALQaccfeffbgndble toroidal gLALQaccfeffbgnabxd reducible gLALQaccfeffbgnebpa toroidal gLALQaccfeffbgnpbmq toroidal gLALQaccfeffbgnpbpq SFS[D(7,2)(2,1)] gLALQaccfeffbgnubmq toroidal gLALQaccfeffbgnabqq SFS[D(5,2)(2,1)] gLALQaccfeffbgnabmq toroidal gLALQaccfeffbgndblq toroidal gLALQaccfeffbgnabxi toroidal gLALQaccfeffbgnqjqa toroidal gLALQaccfeffbgnajqq toroidal gLALQaccfeffbgnanxx toroidal gLAzQaccefffbsnkaxx SFS[D(3,1)(2,1)] gLAPPbcceeffeikvbiv SFS[D(3,1)(2,1)] gLAPPcbceeffadojclv reducible gLAPPcbceeffudbgsqv SFS[D(3,1)(2,1)] gLAPPbcceeffeiksvef SFS[D(2,1)(2,1)] gLAPPbcceeffemksvef toroidal gLAPPbcceeffeaksvef SFS[D(2,1)(2,1)] gLAPPbcceeffemkvbiv toroidal gLAPPbcceeffeakvbiv SFS[D(3,1)(2,1)] gLAPPbcceeffxxnkgxf SFS[D(2,1)(2,1)] gLAzQaccefffbsnjaaa SFS[D(2,1)(2,1)] gLAzQaccefffbsngaxx SFS[D(3,1)(2,1)] gLALQaccefffbsnbtli SFS[D(2,1)(2,1)] gLALQaccefffbsnbemi SFS[D(2,1)(2,1)] gLALQaccefffbsnoxte SFS[D(3,1)(2,1)] gLALQaccfeffbsnasxe SFS[D(3,1)(2,1)] gLALQaccfeffbsnusue SFS[D(2,1)(2,1)] gLALQaccfeffbsnusmm SFS[D(3,1)(2,1)] gLALQaccfeffbsnistt SFS[D(3,1)(2,1)] gLALQaccfeffbsndsut SFS[D(2,1)(2,1)] gLALQaccfeffbsnusma SFS[D(3,1)(2,1)] gLALQaccfeffbsnasqa SFS[D(2,1)(2,1)] gLALQaccfeffbsndsli reducible gLALQaccfeffbsnasxu SFS[D(3,1)(2,1)] gLALQaccfeffbsnespq SFS[D(3,1)(2,1)] gLALQaccfeffbsnqsqq SFS[D(2,1)(2,1)] gLALQaccfeffbsnusmi reducible gLALQaccfeffbsnucmm reducible gLALQaccfeffbsnucma SFS[D(3,1)(2,1)] gLALQaccfeffbsnecmq SFS[D(2,1)(2,1)] gLALQaccfeffbsndcli SFS[D(3,1)(2,1)] gLALQaccfeffbsnacxu SFS[D(3,1)(2,1)] gLALQaccfeffbsnecpq toroidal gLALQaccfeffbsnecqq SFS[D(2,1)(2,1)] gLALQaccfeffbsnucmi SFS[D(3,1)(2,1)] gLALQaccfeffbsnurmm SFS[D(3,1)(2,1)] gLALQaccfeffbsnarma SFS[D(2,1)(2,1)] gLALQaccfeffbsnurma toroidal gLALQaccfeffbsnprma SFS[D(2,1)(2,1)] gLALQaccfeffbsndrli SFS[D(3,1)(2,1)] gLALQaccfeffbsnarxu reducible gLALQaccfeffbsnerpq SFS[D(3,1)(2,1)] gLALQaccfeffbsnurmi SFS[D(3,1)(2,1)] gLALQaccefffbsnsexi SFS[D(4,1)(2,1)] gLALQaccefffbsnslai SFS[D(5,2)(2,1)] gLALQaccefffbsnslam toroidal gLALQaccefffbsnsaaa SFS[D(2,1)(2,1)] gLALQaccefffbsnstai SFS[D(4,1)(2,1)] gLALQaccefffbsnsdpu SFS[D(5,2)(2,1)] gLALQaccefffbsnsdau toroidal gLALQaccefffbsnsdid SFS[D(5,2)(2,1)] gLALQaccefffbsnsdxd SFS[D(4,1)(2,1)] gLALQaccefffbsnslqt SFS[D(5,2)(2,1)] gLALQaccefffbsnslqd SFS[D(4,1)(2,1)] gLALQaccefffbsnstqt toroidal gLALQaccefffbsnsaqq SFS[D(2,1)(2,1)] gLALQaccefffbsnseqe toroidal gLALQaccefffbsnglam SFS[D(2,1)(2,1)] gLALQaccefffbsngdau SFS[D(2,1)(2,1)] gLALQaccefffbsnnlam SFS[D(2,1)(2,1)] gLALQaccefffbsnndau SFS[D(2,1)(2,1)] gLALQaccefffbsnktua SFS[D(2,1)(2,1)] gLALQaccefffbsnkeux SFS[D(2,1)(2,1)] gLALQaccefffbsnfhmu SFS[D(3,1)(2,1)] gLALQaccfeffbsnabxx SFS[D(3,1)(2,1)] gLALQaccfeffbsndble SFS[D(3,1)(2,1)] gLALQaccfeffbsnabxd reducible gLALQaccfeffbsnebpa SFS[D(3,1)(2,1)] gLALQaccfeffbsnpbmq SFS[D(2,1)(2,1)] gLALQaccfeffbsnubmq toroidal gLALQaccfeffbsnabmq SFS[D(2,1)(2,1)] gLALQaccfeffbsndblq toroidal gLALQaccfeffbsnabxi SFS[D(3,1)(2,1)] gLALQaccfeffbsnqjqa SFS[D(2,1)(2,1)] gLALQaccfeffbsnajqq SFS[D(2,1)(2,1)] gLALQaccfeffbsnanxx SFS[D(3,1)(2,1)] gLAzQaccefffbnnkaxx SFS[D(3,1)(2,1)] gLAPPbcceeffeikvviv SFS[D(3,1)(2,1)] gLAPPcbceeffadojjlv reducible gLAPPcbceeffudbggqv SFS[D(3,1)(2,1)] gLAPPbcceeffeikvvef SFS[D(2,1)(2,1)] gLAPPbcceeffemkvvef toroidal gLAPPbcceeffeakvvef SFS[D(2,1)(2,1)] gLAPPbcceeffemkvviv toroidal gLAPPbcceeffeakvviv SFS[D(3,1)(2,1)] gLAPPbcceeffxxnggxf SFS[D(2,1)(2,1)] gLAzQaccefffbnnjaaa SFS[D(2,1)(2,1)] gLAzQaccefffbnngaxx SFS[D(3,1)(2,1)] gLALQaccefffbnnbtli SFS[D(2,1)(2,1)] gLALQaccefffbnnbemi SFS[D(2,1)(2,1)] gLALQaccefffbnnoxte SFS[D(3,1)(2,1)] gLALQaccfeffbnnasxe SFS[D(3,1)(2,1)] gLALQaccfeffbnnusue SFS[D(2,1)(2,1)] gLALQaccfeffbnnusmm SFS[D(3,1)(2,1)] gLALQaccfeffbnnistt SFS[D(3,1)(2,1)] gLALQaccfeffbnndsut SFS[D(2,1)(2,1)] gLALQaccfeffbnnusma SFS[D(3,1)(2,1)] gLALQaccfeffbnnasqa SFS[D(2,1)(2,1)] gLALQaccfeffbnndsli reducible gLALQaccfeffbnnasxu SFS[D(3,1)(2,1)] gLALQaccfeffbnnespq SFS[D(3,1)(2,1)] gLALQaccfeffbnnqsqq SFS[D(2,1)(2,1)] gLALQaccfeffbnnusmi reducible gLALQaccfeffbnnucmm reducible gLALQaccfeffbnnucma SFS[D(3,1)(2,1)] gLALQaccfeffbnnecmq SFS[D(2,1)(2,1)] gLALQaccfeffbnndcli SFS[D(3,1)(2,1)] gLALQaccfeffbnnacxu SFS[D(3,1)(2,1)] gLALQaccfeffbnnecpq toroidal gLALQaccfeffbnnecqq SFS[D(2,1)(2,1)] gLALQaccfeffbnnucmi SFS[D(3,1)(2,1)] gLALQaccfeffbnnurmm SFS[D(3,1)(2,1)] gLALQaccfeffbnnarma SFS[D(2,1)(2,1)] gLALQaccfeffbnnurma toroidal gLALQaccfeffbnnprma SFS[D(2,1)(2,1)] gLALQaccfeffbnndrli SFS[D(3,1)(2,1)] gLALQaccfeffbnnarxu reducible gLALQaccfeffbnnerpq SFS[D(3,1)(2,1)] gLALQaccfeffbnnurmi SFS[D(3,1)(2,1)] gLALQaccefffbnnsexi SFS[D(4,1)(2,1)] gLALQaccefffbnnslai SFS[D(5,2)(2,1)] gLALQaccefffbnnslam toroidal gLALQaccefffbnnsaaa SFS[D(2,1)(2,1)] gLALQaccefffbnnstai SFS[D(4,1)(2,1)] gLALQaccefffbnnsdpu SFS[D(5,2)(2,1)] gLALQaccefffbnnsdau toroidal gLALQaccefffbnnsdid SFS[D(5,2)(2,1)] gLALQaccefffbnnsdxd SFS[D(4,1)(2,1)] gLALQaccefffbnnslqt SFS[D(5,2)(2,1)] gLALQaccefffbnnslqd SFS[D(4,1)(2,1)] gLALQaccefffbnnstqt toroidal gLALQaccefffbnnsaqq SFS[D(2,1)(2,1)] gLALQaccefffbnnseqe toroidal gLALQaccefffbnnglam SFS[D(2,1)(2,1)] gLALQaccefffbnngdau SFS[D(2,1)(2,1)] gLALQaccefffbnnnlam SFS[D(2,1)(2,1)] gLALQaccefffbnnndau SFS[D(2,1)(2,1)] gLALQaccefffbnnktua SFS[D(2,1)(2,1)] gLALQaccefffbnnkeux SFS[D(2,1)(2,1)] gLALQaccefffbnnfhmu SFS[D(3,1)(2,1)] gLALQaccfeffbnnabxx SFS[D(3,1)(2,1)] gLALQaccfeffbnndble SFS[D(3,1)(2,1)] gLALQaccfeffbnnabxd reducible gLALQaccfeffbnnebpa SFS[D(3,1)(2,1)] gLALQaccfeffbnnpbmq SFS[D(2,1)(2,1)] gLALQaccfeffbnnubmq toroidal gLALQaccfeffbnnabmq SFS[D(2,1)(2,1)] gLALQaccfeffbnndblq toroidal gLALQaccfeffbnnabxi SFS[D(3,1)(2,1)] gLALQaccfeffbnnqjqa SFS[D(2,1)(2,1)] gLALQaccfeffbnnajqq SFS[D(2,1)(2,1)] gLALQaccfeffbnnanxx SFS[D(3,1)(2,1)] gLAzQaccefffbgbkaxx SFS[D(5,2)(2,1)] gLAPPbcceeffeiksoiv SFS[D(8,3)(2,1)] gLAPPcbceeffudbknqv SFS[D(7,3)(2,1)] gLAPPcbceeffadokcdf SFS[D(2,1)(2,1)] gLAPPbcceeffeikwbef SFS[D(7,2)(2,1)] gLAPPcbceeffudbjsxf SFS[D(5,1)(2,1)] gLAPPbcceeffemkwbef toroidal gLAPPbcceeffemksoiv toroidal gLAPPbcceeffeaksoiv SFS[D(4,1)(2,1)] gLAzQaccefffbgbgaxx SFS[D(4,1)(2,1)] gLAPPbcceeffxxjjsxf m009(0,0) gLAPPbcceeffxxvcvxv SFS[A(3,1)] gLALQaccefffbgbbaha T2xI gLALQaccefffbgbbhhh T2xI gLALQaccfeffbgblcmq m004(0,0) gLALQaccfeffbgblcpq m015(0,0) gLALQaccfeffbgblcqq SFS[D(4,1)(2,1)] gLALQaccfeffbgbarqa toroidal gLALQaccfeffbgburqa m007(0,0) gLALQaccfeffbgbprqa SFS[D(3,1)(3,1)] gLALQaccfeffbgbxrud reducible gLALQaccfeffbgblrie SFS[D(3,1)(3,2)] gLALQaccfeffbgbqrqq SFS[D(4,1)(2,1)] gLALQaccfeffbgblrqq SFS[D(5,2)(2,1)] gLALQaccefffbgbsdid SFS[D(7,2)(2,1)] gLALQaccefffbgbsapa SFS[D(2,1)(2,1)] gLALQaccefffbgbsdxd SFS[D(5,1)(2,1)] gLALQaccefffbgbslqt SFS[D(8,3)(2,1)] gLALQaccefffbgbslqd SFS[D(7,3)(2,1)] gLALQaccefffbgbstqt toroidal gLALQaccefffbgbsaqq SFS[D(5,2)(2,1)] gLALQaccefffbgbsaqt SFS[D(4,1)(2,1)] gLALQaccefffbgbseqe toroidal gLALQaccefffbgbgxxa m009(0,0) gLALQaccefffbgbghah SFS[A(3,1)] gLALQaccefffbgbgaqq SFS[D(4,1)(2,1)] gLALQaccefffbgbfepl m015(0,0) gLALQaccefffbgbfaxp SFS[D(4,1)(2,1)] gLALQaccefffbgbfdlx m004(0,0) gLALQaccefffbgbraxa SFS[D(4,1)(2,1)] gLALQaccefffbgbrxxx toroidal gLALQaccefffbgbraxp SFS[D(5,2)(2,1)] gLALQaccefffbgbrxtd SFS[D(3,1)(3,2)] gLALQaccefffbgbrxxd SFS[D(3,1)(3,1)] gLALQaccefffbgbrxud reducible gLALQaccefffbgbrxxi m007(0,0) gLALQaccfeffbgbxbxa toroidal gLALQaccfeffbgbabxx SFS[D(4,1)(2,1)] gLALQaccfeffbgblbld SFS[D(5,2)(2,1)] gLALQaccfeffbgblblx SFS[D(4,1)(2,1)] gLALQaccfeffbgblbqa SFS[D(5,2)(2,1)] gLALQaccfeffbgblbma SFS[D(4,1)(2,1)] gLALQaccfeffbgbebpa SFS[D(2,1)(2,1)] gLALQaccfeffbgbqbqa toroidal gLALQaccfeffbgbpbpq SFS[D(2,1)(2,1)] gLALQaccfeffbgbubmq toroidal gLALQaccfeffbgbabqq SFS[D(4,1)(2,1)] gLALQaccfeffbgbabmq SFS[D(5,2)(2,1)] gLALQaccfeffbgbdblq toroidal gLALQaccfeffbgbabxi SFS[D(5,2)(2,1)] gLALQaccfeffbgbljlx m004(0,0) gLALQaccfeffbgbljma m015(0,0) gLALQaccfeffbgbajqq SFS[D(5,2)(2,1)] gLALQaccfeffbgbanxx SFS[D(5,2)(2,1)] gLALQaccfeffbgblnlx m015(0,0) gLALQaccfeffbgblnma m004(0,0) gLAPPbcceeffemksbef SFS[D(2,1)(2,1)] gLAPPbcceeffemksbiv SFS[D(2,1)(2,1)] gLALQaccefffbsbstqt SFS[D(2,1)(2,1)] gLALQaccefffbsbseqe SFS[D(2,1)(2,1)] gLALQaccfeffbsbubmq SFS[D(2,1)(2,1)] gLALQaccfeffbsbdblq SFS[D(2,1)(2,1)] gLAPPbcceeffemkvbef SFS[D(2,1)(2,1)] gLAPPbcceeffemksviv SFS[D(2,1)(2,1)] gLALQaccefffbnbstqt SFS[D(2,1)(2,1)] gLALQaccefffbnbseqe SFS[D(2,1)(2,1)] gLALQaccfeffbnbubmq SFS[D(2,1)(2,1)] gLALQaccfeffbnbdblq SFS[D(2,1)(2,1)] gLAPPbcceeffemkkkiv toroidal gLAPPbcceeffeikkkef SFS[D(5,2)(2,1)] gLAPPcbceeffudbbbxf SFS[D(4,1)(2,1)] gLAzQaccefffbkkkaaa SFS[D(2,1)(2,1)] gLAPPbcceeffemkkkef toroidal gLAPPbcceeffeikkkiv SFS[D(5,2)(2,1)] gLAPPcbceeffudbbbqv SFS[D(4,1)(2,1)] gLAPPbcceeffeuooolv SFS[D(5,2)(2,1)] gLAPPcbceefftdjjjdv toroidal gLAPPbcceeffeuooodf SFS[D(5,2)(2,1)] gLAPPcbceefftdjjjlf toroidal gLAPPbcceeffepbbbxf SFS[D(4,1)(2,1)] gLAzQaccefffbkkkaxx SFS[D(2,1)(2,1)] gLAPPbcceeffepbbbqv SFS[D(4,1)(2,1)] gLAPPcbceefftdbjjdv SFS[D(2,1)(2,1)] gLAPPcbceefftdnjjlf SFS[D(2,1)(2,1)] gLAPPcbceefftdnjjdv SFS[D(2,1)(2,1)] gLAPPcbceefftdbjjlf SFS[D(2,1)(2,1)] gLALQaccfeffbkkusue SFS[D(2,1)(2,1)] gLALQaccfeffbkkdsut SFS[D(2,1)(2,1)] gLALQaccfeffbkkqclu SFS[D(3,1)(2,1)] gLALQaccefffbkkbtli SFS[D(2,1)(2,1)] gLALQaccefffbkkbemi SFS[D(2,1)(2,1)] gLALQaccefffbkkvhie SFS[D(3,1)(2,1)] gLALQaccefffbkksdid SFS[D(2,1)(2,1)] gLALQaccefffbkksaqd reducible gLALQaccefffbkkslqt SFS[D(3,1)(2,1)] gLALQaccefffbkkslqd SFS[D(3,1)(2,1)] gLALQaccefffbkkstqt toroidal gLALQaccefffbkksaqq SFS[D(3,1)(2,1)] gLALQaccefffbkksaqt SFS[D(3,1)(2,1)] gLALQaccefffbkkseqe toroidal gLALQaccefffbkksaua SFS[D(2,1)(2,1)] gLALQaccefffbkkgaqq SFS[D(3,1)(2,1)] gLALQaccefffbkknxxa SFS[D(2,1)(2,1)] gLALQaccefffbkknaaa SFS[D(2,1)(2,1)] gLALQaccfeffbkkdble SFS[D(2,1)(2,1)] gLALQaccfeffbkkabpq reducible gLALQaccfeffbkkpbmq SFS[D(3,1)(2,1)] gLALQaccfeffbkkpbpq SFS[D(3,1)(2,1)] gLALQaccfeffbkkubmq toroidal gLALQaccfeffbkkabqq SFS[D(3,1)(2,1)] gLALQaccfeffbkkabmq SFS[D(3,1)(2,1)] gLALQaccfeffbkkdblq toroidal gLALQaccfeffbkkabxi SFS[D(2,1)(2,1)] gLALQaccfeffbkkajqq SFS[D(3,1)(2,1)] gLALQaccfeffbkkxnxa SFS[D(2,1)(2,1)] gLALQaccfeffbkkanxx SFS[D(2,1)(2,1)] gLALQaccefffbkkkaxa SFS[D(2,1)(2,1)] gLALQaccefffbkkktua SFS[D(2,1)(2,1)] gLALQaccefffbkkkxxx SFS[D(2,1)(2,1)] gLALQaccefffbkkkeux SFS[D(2,1)(2,1)] gLALQaccefffbkkkepq SFS[D(3,1)(2,1)] gLALQaccefffbkkkemq reducible gLALQaccefffbkkkmqq SFS[D(3,1)(2,1)] gLALQaccefffbkkkeqq SFS[D(3,1)(2,1)] gLALQaccefffbkkkalq SFS[D(3,1)(2,1)] gLALQaccefffbkkktlq reducible gLALQaccefffbkkkllq SFS[D(3,1)(2,1)] gLALQaccefffbkkkaiq SFS[D(3,1)(2,1)] gLALQaccefffbkkfepq toroidal gLALQaccefffbkkfaxu SFS[D(2,1)(2,1)] gLALQaccefffbkkfdli SFS[D(2,1)(2,1)] gLALQaccefffbkkfemq SFS[D(3,1)(2,1)] gLALQaccefffbkkfeqq SFS[D(3,1)(2,1)] gLALQaccefffbkkfalq reducible gLALQaccefffbkkftlq SFS[D(3,1)(2,1)] gLALQaccefffbkkfllq SFS[D(3,1)(2,1)] gLALQaccefffbkkrlll SFS[D(2,1)(2,1)] gLALQaccefffbkkrlle SFS[D(2,1)(2,1)] gLALQaccefffbkkrepq SFS[D(3,1)(2,1)] gLALQaccefffbkkremq SFS[D(3,1)(2,1)] gLALQaccefffbkkreqq reducible gLALQaccefffbkkralq SFS[D(3,1)(2,1)] gLALQaccefffbkkrtlq SFS[D(3,1)(2,1)] gLALQaccefffbkkrllq toroidal gLALQaccfeffbkousue SFS[D(2,1)(2,1)] gLALQaccfeffbkodsut SFS[D(2,1)(2,1)] gLALQaccefffbfkbemi SFS[D(2,1)(2,1)] gLALQaccefffbfkbtli SFS[D(2,1)(2,1)] gLALQaccefffbkoktua SFS[D(2,1)(2,1)] gLALQaccefffbkokeux SFS[D(2,1)(2,1)] gLALQaccfeffbkwusue toroidal gLALQaccfeffbkwpsue SFS[D(5,2)(2,1)] gLALQaccfeffbkwdsxt SFS[D(5,2)(2,1)] gLALQaccfeffbkweslh SFS[D(4,1)(2,1)] gLALQaccfeffbkwasmm SFS[D(2,1)(2,1)] gLALQaccfeffbkwdsut toroidal gLALQaccfeffbkwesih SFS[D(5,2)(2,1)] gLALQaccfeffbkwusuh SFS[D(5,2)(2,1)] gLALQaccfeffbkwpsuh SFS[D(4,1)(2,1)] gLALQaccfeffbkwasuu SFS[D(2,1)(2,1)] gLALQaccefffbrkbemi toroidal gLALQaccefffbrkbemm SFS[D(2,1)(2,1)] gLALQaccefffbrkbema SFS[D(2,1)(2,1)] gLALQaccefffbrkblii reducible gLALQaccefffbrkblli SFS[D(3,1)(2,1)] gLALQaccefffbrkblhi SFS[D(3,1)(2,1)] gLALQaccefffbrkbaii SFS[D(3,1)(2,1)] gLALQaccefffbrkbali SFS[D(3,1)(2,1)] gLALQaccefffbrkbahi reducible gLALQaccefffbrkbtii SFS[D(3,1)(2,1)] gLALQaccefffbrkbtli toroidal gLALQaccefffbrkbthi SFS[D(3,1)(2,1)] gLALQaccefffbrkbdhu SFS[D(2,1)(2,1)] gLALQaccefffbrkbatq SFS[D(2,1)(2,1)] gLALQaccefffbrkoaii reducible gLALQaccefffbrkoatt SFS[D(2,1)(2,1)] gLALQaccefffbrkvaii SFS[D(3,1)(2,1)] gLALQaccefffbkwktua toroidal gLALQaccefffbkwkaua SFS[D(2,1)(2,1)] gLALQaccefffbkwklua SFS[D(2,1)(2,1)] gLALQaccefffbkwkahl reducible gLALQaccefffbkwketx SFS[D(3,1)(2,1)] gLALQaccefffbkwkdmp SFS[D(3,1)(2,1)] gLALQaccefffbkwkall SFS[D(3,1)(2,1)] gLALQaccefffbkwkexx SFS[D(3,1)(2,1)] gLALQaccefffbkwkdpp reducible gLALQaccefffbkwkail SFS[D(3,1)(2,1)] gLALQaccefffbkwkeux toroidal gLALQaccefffbkwkdqp SFS[D(3,1)(2,1)] gLALQaccefffbkwktup SFS[D(2,1)(2,1)] gLALQaccefffbkwktuu SFS[D(2,1)(2,1)] gLALQaccefffbkwfall reducible gLALQaccefffbkwfauu SFS[D(2,1)(2,1)] gLALQaccefffbkwrall SFS[D(3,1)(2,1)] gLALQaccefffbrwvttt reducible gLALQaccefffbrwoaia reducible gLAPPbcceeffxeoooiv SFS[D(5,2)(2,1)] gLAPPcbceeffdtkkkdf SFS[D(4,1)(2,1)] gLAPPbcceeffmhjjjxf SFS[D(5,2)(2,1)] gLAPPbcceeffxxbbbdv toroidal gLAPPbcceeffxhjjjxf SFS[D(4,1)(2,1)] gLAPPbcceeffxeoooaf SFS[D(5,2)(2,1)] gLAPPbcceeffxxgggif toroidal gLAPPbcceeffmhjjjtv SFS[D(5,2)(2,1)] gLAPPbcceeffxhjjjtv SFS[D(4,1)(2,1)] gLAPPbcceeffmejjjtv SFS[D(4,1)(2,1)] gLAPPbcceeffxxfggif m007(0,0) gLAPPcbceeffdtokkdf m015(0,0) gLAPPcbceeffdtwkkdf m004(0,0) gLAPPbcceeffxxvggif SFS[D(3,1)(3,1)] gLALQaccefffbggohha SFS[D(3,1)(3,1)] gLALQaccefffbggomqd m004(0,0) gLALQaccefffbggoxxa m007(0,0) gLALQaccefffbggomxl m015(0,0) gLALQaccefffbggbmmd SFS[D(3,1)(3,2)] gLALQaccefffbggbemd m007(0,0) gLALQaccefffbggbxmd m010(0,0) gLALQaccefffbggbtte SFS[D(3,1)(3,1)] gLALQaccefffbggbate toroidal gLALQaccefffbggblte m007(0,0) gLALQaccefffbggbdha SFS[D(3,1)(3,1)] gLALQaccefffbggbpha SFS[D(3,1)(3,2)] gLALQaccefffbggbhia SFS[D(3,1)(3,2)] gLALQaccefffbggbhla SFS[D(3,1)(3,1)] gLALQaccefffbggbmtt SFS[D(5,2)(2,1)] gLALQaccefffbggbxtt SFS[D(4,1)(2,1)] gLALQaccefffbggbhmm toroidal gLALQaccefffbggbpmm SFS[D(5,2)(2,1)] gLALQaccefffbggbhht SFS[D(3,1)(3,2)] gLALQaccefffbggbxqh m009(0,0) gLALQaccefffbggbaum SFS[D(4,1)(2,1)] gLALQaccefffbggbhit m010(0,0) gLALQaccefffbggbhlt m007(0,0) gLALQaccefffbggbaid SFS[D(5,2)(2,1)] gLALQaccefffbggbald SFS[D(4,1)(2,1)] gLALQaccefffbggbxxa m010(0,0) gLALQaccefffbggbhpe m009(0,0) gLALQaccefffbggbhhl SFS[D(3,1)(3,1)] gLALQaccefffbggbhil m007(0,0) gLALQaccefffbggbxpp SFS[D(4,1)(2,1)] gLALQaccefffbggbhll toroidal gLALQaccefffbggbaip toroidal gLALQaccefffbggbxul m009(0,0) gLALQaccefffbggbalp SFS[D(5,2)(2,1)] gLALQaccefffbggvhha SFS[D(3,1)(3,2)] gLALQaccefffbggvtue m004(0,0) gLALQaccefffbggvaue SFS[D(4,1)(2,1)] gLALQaccefffbggvlue m015(0,0) gLALQaccefffbggvmpd m004(0,0) gLALQaccefffbggvhmm SFS[D(5,2)(2,1)] gLALQaccefffbggvpmm SFS[D(4,1)(2,1)] gLALQaccefffbggvaum SFS[D(5,2)(2,1)] gLALQaccefffbggvmph m015(0,0) gLALQaccefffbggvaid SFS[D(4,1)(2,1)] gLALQaccefffbggvtid m015(0,0) gLALQaccefffbggvlid m004(0,0) gLALQaccefffbggvpme m004(0,0) gLALQaccefffbggvxxa SFS[D(3,1)(3,2)] gLALQaccefffbggvmpp SFS[D(4,1)(2,1)] gLALQaccefffbggvxpp SFS[D(5,2)(2,1)] gLALQaccefffbggvaip SFS[D(5,2)(2,1)] gLALQaccefffbggvpmx m015(0,0) gLALQaccfeffbggicue m004(0,0) gLALQaccfeffbggqcit SFS[D(3,1)(3,1)] gLALQaccfeffbggxcip m007(0,0) gLALQaccfeffbggiclp m015(0,0) gLALQaccfeffbggarmd SFS[D(4,1)(2,1)] gLALQaccfeffbggxrte m009(0,0) gLALQaccfeffbggqrha m010(0,0) gLALQaccfeffbggqria SFS[D(3,1)(3,2)] gLALQaccfeffbggqrla m007(0,0) gLALQaccfeffbggirhh SFS[D(5,2)(2,1)] gLALQaccfeffbggxrhh SFS[D(4,1)(2,1)] gLALQaccfeffbggqrmm toroidal gLALQaccfeffbgglrmm SFS[D(5,2)(2,1)] gLALQaccfeffbggqrht SFS[D(3,1)(3,2)] gLALQaccfeffbggarqh toroidal gLALQaccfeffbggurqh SFS[D(3,1)(3,1)] gLALQaccfeffbggprqh m007(0,0) gLALQaccfeffbggdrum m007(0,0) gLALQaccfeffbggirum SFS[D(3,1)(3,2)] gLALQaccfeffbggxrum m010(0,0) gLALQaccfeffbggerit SFS[D(3,1)(3,1)] gLALQaccfeffbgglrit SFS[D(3,1)(3,2)] gLALQaccfeffbggqrlt SFS[D(3,1)(3,1)] gLALQaccfeffbggarua SFS[D(5,2)(2,1)] gLALQaccfeffbggxrld m009(0,0) gLALQaccfeffbggarxa toroidal gLALQaccfeffbggqrhl m007(0,0) gLALQaccfeffbggqril SFS[D(3,1)(3,1)] gLALQaccfeffbggxrxx SFS[D(4,1)(2,1)] gLALQaccfeffbggqrll toroidal gLALQaccfeffbggxrip m010(0,0) gLALQaccfeffbggarul SFS[D(4,1)(2,1)] gLALQaccfeffbggqrqx m009(0,0) gLALQaccfeffbggarxl SFS[D(5,2)(2,1)] gLALQaccfeffbggasmd SFS[D(5,2)(2,1)] gLALQaccfeffbggasqd SFS[D(4,1)(2,1)] gLALQaccfeffbggusqd m004(0,0) gLALQaccfeffbggpsqd m015(0,0) gLALQaccfeffbgglsqm m004(0,0) gLALQaccfeffbggqsmm SFS[D(5,2)(2,1)] gLALQaccfeffbgglsmm SFS[D(4,1)(2,1)] gLALQaccfeffbgglspm m015(0,0) gLALQaccfeffbggqsit SFS[D(3,1)(3,2)] gLALQaccfeffbggusua m015(0,0) gLALQaccfeffbggasua SFS[D(4,1)(2,1)] gLALQaccfeffbggpsua m004(0,0) gLALQaccfeffbggasxa SFS[D(5,2)(2,1)] gLALQaccfeffbggistx m015(0,0) gLALQaccfeffbggisux m004(0,0) gLALQaccfeffbggisxx SFS[D(4,1)(2,1)] gLALQaccfeffbggxsxx SFS[D(5,2)(2,1)] gLALQaccfeffbggxsip SFS[D(3,1)(3,2)] gLALQaccefffbgggppt SFS[D(5,2)(2,1)] gLALQaccefffbgggpde SFS[D(4,1)(2,1)] gLALQaccefffbggghpl SFS[D(5,2)(2,1)] gLALQaccefffbggghpt toroidal gLALQaccefffbggghdm SFS[D(4,1)(2,1)] gLALQaccefffbggghut SFS[D(5,2)(2,1)] gLALQaccefffbggghie toroidal gLALQaccefffbgggmxh SFS[D(5,2)(2,1)] gLALQaccefffbgggxqa SFS[D(4,1)(2,1)] gLALQaccefffbgggmqt SFS[D(4,1)(2,1)] gLALQaccefffbggnxip m007(0,0) gLALQaccefffbggnput m015(0,0) gLALQaccefffbggnpde m004(0,0) gLALQaccefffbggnhie SFS[D(3,1)(3,1)] gLALQaccefffbggcmtd m015(0,0) gLALQaccefffbggchmu m007(0,0) gLALQaccefffbggcxml SFS[D(3,1)(3,1)] gLALQaccefffbggcmpl m004(0,0) gLALQaccefffbggjaie SFS[D(5,2)(2,1)] gLALQaccefffbggjppa m015(0,0) gLALQaccefffbggjmqq SFS[D(4,1)(2,1)] gLALQaccefffbggjhii SFS[D(5,2)(2,1)] gLALQaccefffbggjaiq SFS[D(4,1)(2,1)] gLALQaccefffbggjeui m015(0,0) gLALQaccefffbggjdqu m004(0,0) gLALQaccefffbggjhmu SFS[D(3,1)(3,2)] gLALQaccefffbggjppu m004(0,0) gLALQaccefffbggjmqe m015(0,0) gLALQaccefffbggjaxa SFS[D(5,2)(2,1)] gLALQaccefffbggjxxx SFS[D(5,2)(2,1)] gLALQaccefffbggjppp SFS[D(4,1)(2,1)] gLALQaccefffbggjxml SFS[D(3,1)(3,2)] gLALQaccefffbggjmql m004(0,0) gLALQaccefffbggjepl m004(0,0) gLALQaccefffbggjaxp SFS[D(4,1)(2,1)] gLALQaccefffbggjdlx m015(0,0) gLALQaccefffbggwaie toroidal gLALQaccefffbggwhqa m009(0,0) gLALQaccefffbggwahe SFS[D(5,2)(2,1)] gLALQaccefffbggwxmq SFS[D(3,1)(3,1)] gLALQaccefffbggwxqq toroidal gLALQaccefffbggwhii SFS[D(4,1)(2,1)] gLALQaccefffbggwxpq m007(0,0) gLALQaccefffbggwaiq SFS[D(5,2)(2,1)] gLALQaccefffbggwahq SFS[D(4,1)(2,1)] gLALQaccefffbggwxti m009(0,0) gLALQaccefffbggwhmu m010(0,0) gLALQaccefffbggwxme SFS[D(3,1)(3,2)] gLALQaccefffbggwxqe m007(0,0) gLALQaccefffbggwxpe m010(0,0) gLALQaccefffbggwaxa SFS[D(4,1)(2,1)] gLALQaccefffbggwhld m009(0,0) gLALQaccefffbggwmxx SFS[D(5,2)(2,1)] gLALQaccefffbggwxxx toroidal gLALQaccefffbggwhpp SFS[D(4,1)(2,1)] gLALQaccefffbggwppp SFS[D(5,2)(2,1)] gLALQaccefffbggwmml SFS[D(3,1)(3,2)] gLALQaccefffbggweml SFS[D(3,1)(3,1)] gLALQaccefffbggwttp m007(0,0) gLALQaccefffbggwatp toroidal gLALQaccefffbggwltp SFS[D(3,1)(3,1)] gLALQaccefffbggwhhx m010(0,0) gLALQaccefffbggwdhx m007(0,0) gLALQaccefffbggwphx SFS[D(3,1)(3,2)] gLALQaccefffbggwxql SFS[D(3,1)(3,1)] gLALQaccefffbggwxpl SFS[D(3,1)(3,2)] gLALQaccfeffbgglghx SFS[D(5,2)(2,1)] gLALQaccfeffbgglghd SFS[D(4,1)(2,1)] gLALQaccfeffbggighq SFS[D(5,2)(2,1)] gLALQaccfeffbggqghx toroidal gLALQaccfeffbggqgld SFS[D(4,1)(2,1)] gLALQaccfeffbgglgmu SFS[D(5,2)(2,1)] gLALQaccfeffbggqgqa toroidal gLALQaccfeffbggigtp SFS[D(5,2)(2,1)] gLALQaccfeffbggxgie SFS[D(4,1)(2,1)] gLALQaccfeffbggighe SFS[D(4,1)(2,1)] gLALQaccfeffbggqvqa m007(0,0) gLALQaccfeffbgglfhd m015(0,0) gLALQaccfeffbgglfqu m004(0,0) gLALQaccfeffbggqfqa SFS[D(3,1)(3,1)] gLALQaccefffbsgbhha reducible gLALQaccefffbngbhha reducible gLALQaccefffbngwxml reducible gLALQaccefffbsgwxml reducible gLAPPbcceeffxxvgnif SFS[D(3,1)(3,2)] gLAPPbcceeffmafvouf SFS[D(4,1)(2,1)] gLAPPbcceeffxafvouf SFS[D(5,2)(2,1)] gLAPPbcceeffxagvbuf SFS[D(5,2)(2,1)] gLAPPbcceeffmafvbuf SFS[D(5,2)(2,1)] gLAPPbcceeffxagvouf SFS[D(4,1)(2,1)] gLAPPbcceeffxafvbuf toroidal gLAPPbcceeffxxvgsif reducible gLALQaccefffbgvoxpp SFS[D(2,1)(2,1)] gLALQaccefffbgvoaip SFS[D(2,1)(2,1)] gLALQaccefffbgvbhha SFS[D(3,1)(3,1)] gLALQaccefffbgvbahp SFS[D(2,1)(2,1)] gLALQaccefffbgvvxxa SFS[D(3,1)(3,1)] gLALQaccefffbgvvepp SFS[D(2,1)(2,1)] gLALQaccfeffbgvicue m015(0,0) gLALQaccfeffbgvqcit m007(0,0) gLALQaccfeffbgvxcip SFS[D(3,1)(3,1)] gLALQaccfeffbgviclp m004(0,0) gLALQaccfeffbgvqrit SFS[D(3,1)(3,2)] gLALQaccfeffbgvxrip SFS[D(3,1)(3,2)] gLALQaccfeffbgvqsit m010(0,0) gLALQaccfeffbgvxsip toroidal gLALQaccefffbgfvxxa reducible gLALQaccefffbgfvaip SFS[D(4,1)(2,1)] gLALQaccefffbgfvxpp toroidal gLALQaccefffbgfvmpp SFS[D(5,2)(2,1)] gLALQaccefffbgfbhha SFS[D(3,1)(3,2)] gLALQaccefffbgfbalp SFS[D(4,1)(2,1)] gLALQaccefffbgfbaip SFS[D(5,2)(2,1)] gLALQaccefffbgfbxpp SFS[D(5,2)(2,1)] gLALQaccefffbgfgxip m007(0,0) gLALQaccefffbgfgmxp m015(0,0) gLALQaccefffbgfghie SFS[D(3,1)(3,1)] gLALQaccefffbgfgmqt m004(0,0) gLALQaccefffbgfsxip SFS[D(3,1)(3,2)] gLALQaccefffbgfshie SFS[D(3,1)(3,2)] gLALQaccefffbgfnxip m010(0,0) gLALQaccefffbgfnhie toroidal gLALQaccefffbgfchii SFS[D(2,1)(2,1)] gLALQaccefffbgfcaie SFS[D(2,1)(2,1)] gLALQaccefffbgfjtuu SFS[D(2,1)(2,1)] gLALQaccefffbgfjhmu SFS[D(3,1)(3,1)] gLALQaccefffbgfwale SFS[D(2,1)(2,1)] gLALQaccefffbgfwxml SFS[D(3,1)(3,1)] gLALQaccfeffbgficue SFS[D(4,1)(2,1)] gLALQaccfeffbgfqcit toroidal gLALQaccfeffbgfxcip toroidal gLALQaccfeffbgficlp SFS[D(4,1)(2,1)] gLALQaccfeffbgfqrit SFS[D(3,1)(3,1)] gLALQaccfeffbgfxrip m007(0,0) gLALQaccfeffbgfqsit m007(0,0) gLALQaccfeffbgfxsip SFS[D(3,1)(3,1)] gLALQaccefffbgvjaie SFS[D(4,1)(2,1)] gLALQaccefffbgvjmqq SFS[D(5,2)(2,1)] gLALQaccefffbgvjhii toroidal gLALQaccefffbgvjhmu reducible gLALQaccefffbgvwaie SFS[D(5,2)(2,1)] gLALQaccefffbgvwahe SFS[D(4,1)(2,1)] gLALQaccefffbgvwhii SFS[D(5,2)(2,1)] gLALQaccefffbgvwxml SFS[D(3,1)(3,2)] gLALQaccfeffbgfxvxa reducible gLALQaccfeffbgfavtd SFS[D(5,2)(2,1)] gLALQaccfeffbgfavti toroidal gLALQaccfeffbgfqvii SFS[D(4,1)(2,1)] gLALQaccfeffbgfifuu SFS[D(4,1)(2,1)] gLALQaccfeffbgfafti SFS[D(5,2)(2,1)] gLALQaccfeffbgfqfii SFS[D(5,2)(2,1)] gLALQaccfeffbgfqfqa SFS[D(3,1)(3,2)] gLALQaccefffbjknale reducible gLALQaccfeffbjkafql reducible gLAPPbcceeffxxvfbif SFS[D(3,1)(2,1)] gLALQaccefffbjwvxxa SFS[D(3,1)(2,1)] gLALQaccefffbwkoxpp reducible gLALQaccefffbwkoaip reducible gLALQaccefffbwkjhmu SFS[D(3,1)(2,1)] gLALQaccefffbjwnhie reducible gLALQaccefffbjwnaee reducible gLALQaccfeffbwkxsip reducible gLALQaccfeffbwkaspp reducible gLALQaccfeffbjwxvxa SFS[D(3,1)(2,1)] gLALQaccefffbjwcaie reducible gLALQaccefffbjwchii reducible gLAPPbcceeffxavkkxv reducible gLAPPbcceeffxafkkxv SFS[D(3,1)(2,1)] gLAPPbcceeffmafkkxv SFS[D(3,1)(2,1)] gLAPPbcceeffeafkkxv reducible gLAPPbcceeffxagkkxv SFS[D(3,1)(2,1)] gLALQaccfeffbwwqrit SFS[D(3,1)(2,1)] gLALQaccfeffbwwarxa reducible gLALQaccfeffbwwxrxx SFS[D(2,1)(2,1)] gLALQaccfeffbwwisxx SFS[D(2,1)(2,1)] gLALQaccefffbwwohha SFS[D(3,1)(2,1)] gLALQaccefffbwwomqd SFS[D(3,1)(2,1)] gLALQaccefffbwwbhha reducible gLALQaccefffbwwbxxa SFS[D(2,1)(2,1)] gLALQaccefffbwwvhha SFS[D(3,1)(2,1)] gLALQaccefffbwwgaah reducible gLALQaccefffbwwnmdd SFS[D(3,1)(2,1)] gLALQaccefffbwwnaah SFS[D(3,1)(2,1)] gLALQaccefffbwwnhaa SFS[D(3,1)(2,1)] gLALQaccefffbwwntee reducible gLALQaccfeffbwwqgqa SFS[D(4,1)(2,1)] gLALQaccfeffbwwighe toroidal gLALQaccefffbwwjaxp SFS[D(2,1)(2,1)] gLALQaccefffbwwwaxa SFS[D(2,1)(2,1)] gLALQaccefffbwwwxxx reducible gLALQaccefffbwwwxml SFS[D(3,1)(2,1)] gLAPPbcceeffemksbdf SFS[D(2,1)(2,1)] gLALQaccefffbcocthl SFS[D(2,1)(2,1)] gLALQaccefffbcoceql SFS[D(2,1)(2,1)] gLLAQacddfffnkaiaqq SFS[D(3,1)(2,1)] gLLAQacddfffnkaidld SFS[D(9,2)(2,1)] gLLAQacddfffnkaieet SFS[D(12,5)(2,1)] gLLAQacddfffnkailel SFS[D(9,7)(3,1)] gLLAQacddfffnkailql SFS[D(9,2)(3,1)] gLLAQacddfffnkaillx toroidal gLLAQacddfffnkaillp toroidal gLLAQacddfffnkaihll SFS[D(9,2)(3,1)] gLLAQacddfffnkaiill SFS[D(9,7)(3,1)] gLLAQacddfffnkaitpl toroidal gLLAQacddfffnkaitul toroidal gLLAQacddfffnkaitap toroidal gLLAQacddfffnkaitpp toroidal gLLAQacddfffnkaitup m103(0,0) gLLAQacddfffnkaitax toroidal gLLAQacddfffnkaitpx m108(0,0) gLLAQacddfffnkaitux toroidal gLLAQacddfffnkaixal toroidal gLLAQacddfffnkaixpl toroidal gLLAQacddfffnkaixul m087(0,0) gLLAQacddfffnkaixap m055(0,0) gLLAQacddfffnkaixpp SFS[D(9,2)(2,1)] gLLAQacddfffnkaixup m166(0,0) gLLAQacddfffnkaixax toroidal gLLAQacddfffnkaixpx SFS[D(9,2)(2,1)] gLLAQacddfffnkaixux SFS[D(12,5)(2,1)] gLLAQacddfffnkaiual toroidal gLLAQacddfffnkaiupl m083(0,0) gLLAQacddfffnkaiuul toroidal gLLAQacddfffnkaiuap toroidal gLLAQacddfffnkaiupp SFS[D(3,1)(2,1)] gLLAQacddfffnkaiuup SFS[D(3,1)(2,1)] gLLAQacddfffnkaiuax m052(0,0) gLLAQacddfffnkaiupx m165(0,0) gLLAQacddfffnkaiuux SFS[D(12,5)(2,1)] gLLAQacddfffnkaitht SFS[D(12,5)(3,1)] gLLAQacddfffnkaitmt SFS[D(12,7)(3,1)] gLLAQacddfffnkaittd SFS[D(12,7)(3,1)] gLLAQacddfffnkaittq SFS[D(12,5)(3,1)] gLLAQacddfffnkaiutt toroidal gLLAQacddfffnkaixtt toroidal gLLAQacddfffnkailmm SFS[D(9,2)(2,1)] gLLAQacddfffnkaiiti SFS[D(12,5)(2,1)] gLLAQacddfffnkaihha SFS[D(3,1)(2,1)] gLLAQacddfffnkaiaua toroidal gLLAQacddfffnkaiapa toroidal gLLAQacddfffnkaiaai SFS[D(3,1)(3,2)] gLLAQacddfffnkaiaam SFS[D(3,1)(3,1)] gLLAQacddfffnkaieaa SFS[D(3,1)(3,2)] gLLAQacddfffnkaidaa SFS[D(3,1)(3,1)] gLLAQacddfffnktxhha toroidal gLLAQacddfffnktxaua toroidal gLLAQacddfffnktxapa toroidal gLLAQacddfffnktxaai toroidal gLLAQacddfffnktxaam toroidal gLLAQacddfffnktxxax toroidal gLLAQacddfffnkdeiip toroidal gLLAQacddfffnkdepap SFS[D(11,7)(3,1)] gLLAQacddfffnkdepup SFS[D(11,4)(3,1)] gLLAQacddfffnkdeppl toroidal gLLAQacddfffnkdeppx toroidal gLLAQacddfffnkdempp SFS[D(11,3)(3,1)] gLLAQacddfffnkdeqpp SFS[D(11,8)(3,1)] gLLAQacddfffnkdeptt SFS[D(11,3)(2,1)] gLLAQacddfffnkdeepe SFS[D(11,4)(2,1)] gLLAQacddfffnkqmllu toroidal gLLAQacddfffnkqmupu SFS[D(10,3)(3,1)] gLLAQacddfffnkqmuau SFS[D(10,7)(3,1)] gLLAQacddfffnkqmuuh toroidal gLLAQacddfffnkqmuue toroidal gLLAQacddfffnkqmxuu SFS[D(10,3)(3,1)] gLLAQacddfffnkqmtuu SFS[D(10,7)(3,1)] gLLAQacddfffnkqmudd SFS[D(10,3)(2,1)] gLLAQacddfffnkqmmum SFS[D(10,3)(2,1)] gLLAQacddfffnkxxhha SFS[D(8,3)(2,1)] gLLAQacddfffnkxxaua toroidal gLLAQacddfffnkxxapa toroidal gLLAQacddfffnkxxaai SFS[D(8,3)(3,1)] gLLAQacddfffnkxxaam SFS[D(8,3)(3,1)] gLLAQacddfffnkxxeaa SFS[D(8,3)(3,1)] gLLAQacddfffnkxxdaa SFS[D(8,3)(3,1)] gLLAQacddfffnkxxaqq SFS[D(8,3)(2,1)] gLLAQacddfffnkxxxax toroidal gLLAQacddfffnkeeiip toroidal gLLAQacddfffnkeepap SFS[D(7,2)(3,1)] gLLAQacddfffnkeepup SFS[D(7,5)(3,1)] gLLAQacddfffnkeeppl toroidal gLLAQacddfffnkeeppx toroidal gLLAQacddfffnkeempp SFS[D(7,3)(3,1)] gLLAQacddfffnkeeqpp SFS[D(7,4)(3,1)] gLLAQacddfffnkeeptt SFS[D(7,3)(2,1)] gLLAQacddfffnkeeepe SFS[D(7,2)(2,1)] gLLAQacddfffnkmmilh reducible gLLAQacddfffnkmmuph SFS[D(2,1)(2,1)] gLLAQacddfffnkmmuiq T2xI gLLAQacddfffnkmmqpm reducible gLLAQacddfffnkuxhha SFS[D(7,2)(2,1)] gLLAQacddfffnkuxaua toroidal gLLAQacddfffnkuxapa toroidal gLLAQacddfffnkuxaai SFS[D(7,5)(3,1)] gLLAQacddfffnkuxaam SFS[D(7,2)(3,1)] gLLAQacddfffnkuxeaa SFS[D(7,3)(3,1)] gLLAQacddfffnkuxdaa SFS[D(7,4)(3,1)] gLLAQacddfffnkuxaqq SFS[D(7,3)(2,1)] gLLAQacddfffnkuxxax toroidal gLLAQacddfffnkaeiip toroidal gLLAQacddfffnkaepap toroidal gLLAQacddfffnkaepup toroidal gLLAQacddfffnkaeppl toroidal gLLAQacddfffnkaeppx toroidal gLLAQacddfffnkaempp toroidal gLLAQacddfffnkaeqpp toroidal gLLAQacddfffnkaeptt toroidal gLLAQacddfffnkaeepe toroidal gLLAQacddfffnkpmllu SFS[D(11,4)(2,1)] gLLAQacddfffnkpmupu toroidal gLLAQacddfffnkpmuau toroidal gLLAQacddfffnkpmuuh SFS[D(11,4)(3,1)] gLLAQacddfffnkpmuue SFS[D(11,7)(3,1)] gLLAQacddfffnkpmxuu SFS[D(11,3)(3,1)] gLLAQacddfffnkpmtuu SFS[D(11,8)(3,1)] gLLAQacddfffnkpmudd SFS[D(11,3)(2,1)] gLLAQacddfffnkpmmum toroidal gLLAQacddfffnkemuap SFS[D(2,1)(2,1)] gLLAQacddfffnkdmuap SFS[D(7,3)(2,1)] gLLAQacddfffnkamaqq SFS[D(3,1)(2,1)] gLLAQacddfffnkamdld SFS[D(6,1)(2,1)] gLLAQacddfffnkameet SFS[D(9,4)(2,1)] gLLAQacddfffnkamlel SFS[D(6,5)(3,1)] gLLAQacddfffnkamlql SFS[D(6,1)(3,1)] gLLAQacddfffnkamllx toroidal gLLAQacddfffnkamllp toroidal gLLAQacddfffnkamhll SFS[D(6,1)(3,1)] gLLAQacddfffnkamill SFS[D(6,5)(3,1)] gLLAQacddfffnkamtpl toroidal gLLAQacddfffnkamtul toroidal gLLAQacddfffnkamtap toroidal gLLAQacddfffnkamtpp SFS[D(9,2)(2,1)] gLLAQacddfffnkamtup m071(0,0) gLLAQacddfffnkamtax toroidal gLLAQacddfffnkamtpx m072(0,0) gLLAQacddfffnkamtux toroidal gLLAQacddfffnkamxal SFS[D(3,1)(2,1)] gLLAQacddfffnkamxpl toroidal gLLAQacddfffnkamxul m049(0,0) gLLAQacddfffnkamxap m027(0,0) gLLAQacddfffnkamxpp SFS[D(6,1)(2,1)] gLLAQacddfffnkamxup m123(0,0) gLLAQacddfffnkamxax toroidal gLLAQacddfffnkamxpx SFS[D(6,1)(2,1)] gLLAQacddfffnkamxux SFS[D(9,4)(2,1)] gLLAQacddfffnkamual SFS[D(3,1)(2,1)] gLLAQacddfffnkamupl m047(0,0) gLLAQacddfffnkamuul toroidal gLLAQacddfffnkamuap toroidal gLLAQacddfffnkamupp SFS[D(3,1)(2,1)] gLLAQacddfffnkamuup SFS[D(3,1)(2,1)] gLLAQacddfffnkamuax m026(0,0) gLLAQacddfffnkamupx m122(0,0) gLLAQacddfffnkamuux SFS[D(9,4)(2,1)] gLLAQacddfffnkamtht SFS[D(9,4)(3,1)] gLLAQacddfffnkamtmt SFS[D(9,5)(3,1)] gLLAQacddfffnkamttd SFS[D(9,5)(3,1)] gLLAQacddfffnkamttq SFS[D(9,4)(3,1)] gLLAQacddfffnkamutt SFS[D(9,2)(3,1)] gLLAQacddfffnkamxtt SFS[D(9,7)(3,1)] gLLAQacddfffnkamlmm SFS[D(6,1)(2,1)] gLLAQacddfffnkamiti SFS[D(9,4)(2,1)] gLLAQacddfffnkamhha SFS[D(3,1)(2,1)] gLLAQacddfffnkamaua toroidal gLLAQacddfffnkamapa toroidal gLLAQacddfffnkamaai SFS[D(3,1)(3,1)] gLLAQacddfffnkamaam SFS[D(3,1)(3,2)] gLLAQacddfffnkameaa SFS[D(3,1)(3,1)] gLLAQacddfffnkamdaa SFS[D(3,1)(3,2)] gLLAQacddfffnkahmht toroidal gLLAQacddfffnkahmtt toroidal gLLAQacddfffnkahmmt toroidal gLLAQacddfffnkppeuh SFS[D(4,1)(2,1)] gLLAQacddfffnkaaaqq reducible gLLAQacddfffnkaadld SFS[D(3,1)(2,1)] gLLAQacddfffnkaaeet SFS[D(3,1)(2,1)] gLLAQacddfffnkaalel SFS[D(3,1)(3,2)] gLLAQacddfffnkaalql SFS[D(3,1)(3,1)] gLLAQacddfffnkaallx SFS[D(3,1)(3,1)] gLLAQacddfffnkaallp SFS[D(3,1)(3,2)] gLLAQacddfffnkaahll SFS[D(3,1)(3,1)] gLLAQacddfffnkaaill SFS[D(3,1)(3,2)] gLLAQacddfffnkaatpl toroidal gLLAQacddfffnkaatul toroidal gLLAQacddfffnkaatap SFS[D(3,1)(2,1)] gLLAQacddfffnkaatpp SFS[D(3,1)(2,1)] gLLAQacddfffnkaatup toroidal gLLAQacddfffnkaatax SFS[D(3,1)(2,1)] gLLAQacddfffnkaatpx m003(0,0) gLLAQacddfffnkaatux toroidal gLLAQacddfffnkaaxal SFS[D(3,1)(2,1)] gLLAQacddfffnkaaxpl toroidal gLLAQacddfffnkaaxul m003(0,0) gLLAQacddfffnkaaxap SFS[D(3,1)(2,1)] gLLAQacddfffnkaaxpp SFS[D(3,1)(2,1)] gLLAQacddfffnkaaxup toroidal gLLAQacddfffnkaaxax toroidal gLLAQacddfffnkaaxpx SFS[D(3,1)(2,1)] gLLAQacddfffnkaaxux SFS[D(3,1)(2,1)] gLLAQacddfffnkaaual SFS[D(3,1)(2,1)] gLLAQacddfffnkaaupl toroidal gLLAQacddfffnkaauul SFS[D(3,1)(2,1)] gLLAQacddfffnkaauap reducible gLLAQacddfffnkaaupp reducible gLLAQacddfffnkaauup reducible gLLAQacddfffnkaauax SFS[D(3,1)(2,1)] gLLAQacddfffnkaaupx toroidal gLLAQacddfffnkaauux SFS[D(3,1)(2,1)] gLLAQacddfffnkaatht SFS[D(3,1)(3,1)] gLLAQacddfffnkaatmt SFS[D(3,1)(3,2)] gLLAQacddfffnkaattd SFS[D(3,1)(3,2)] gLLAQacddfffnkaattq SFS[D(3,1)(3,1)] gLLAQacddfffnkaautt SFS[D(3,1)(3,2)] gLLAQacddfffnkaaxtt SFS[D(3,1)(3,1)] gLLAQacddfffnkaalmm SFS[D(3,1)(2,1)] gLLAQacddfffnkaaiti SFS[D(3,1)(2,1)] gLLAQacddfffnkaahha reducible gLLAQacddfffnkaaaua toroidal gLLAQacddfffnkaaapa toroidal gLLAQacddfffnkaaaai reducible gLLAQacddfffnkaaaam reducible gLLAQacddfffnkaaeaa reducible gLLAQacddfffnkaadaa reducible gLLAQacddfffnkuumai SFS[D(5,2)(2,1)] gLLAQacddfffnkauqtd toroidal gLLAQacddfffnkauqtt m009(0,0) gLLAQacddfffnkauqtq m009(0,0) gLLAQacddfffnsaaaqq SFS[D(3,1)(2,1)] gLLAQacddfffnsaaxax SFS[D(3,1)(2,1)] gLLAQacddfffnsaahha SFS[D(3,1)(2,1)] gLLAQacddfffnsaaaua SFS[D(3,1)(3,1)] gLLAQacddfffnsaaapa SFS[D(3,1)(3,2)] gLLAQacddfffnsaaaai SFS[D(3,1)(3,2)] gLLAQacddfffnsaaaam SFS[D(3,1)(3,1)] gLLAQacddfffnsaaeaa SFS[D(3,1)(3,2)] gLLAQacddfffnsaadaa SFS[D(3,1)(3,1)] gLLAQacddfffnbxxhha toroidal gLLAQacddfffnbxxaua SFS[D(7,2)(3,1)] gLLAQacddfffnbxxapa SFS[D(7,5)(3,1)] gLLAQacddfffnbxxaai toroidal gLLAQacddfffnbxxaam toroidal gLLAQacddfffnbxxeaa SFS[D(7,3)(3,1)] gLLAQacddfffnbxxdaa SFS[D(7,4)(3,1)] gLLAQacddfffnbxxaqq SFS[D(7,3)(2,1)] gLLAQacddfffnbxxxax SFS[D(7,2)(2,1)] gLLAQacddfffnbaaaqq SFS[D(3,1)(2,1)] gLLAQacddfffnbaaxax SFS[D(3,1)(2,1)] gLLAQacddfffnbaahha SFS[D(3,1)(2,1)] gLLAQacddfffnbaaaua SFS[D(3,1)(3,2)] gLLAQacddfffnbaaapa SFS[D(3,1)(3,1)] gLLAQacddfffnbaaaai SFS[D(3,1)(3,1)] gLLAQacddfffnbaaaam SFS[D(3,1)(3,2)] gLLAQacddfffnbaaeaa SFS[D(3,1)(3,1)] gLLAQacddfffnbaadaa SFS[D(3,1)(3,2)] gLLAQbdcdfffabsrgjk reducible gLLAQceedeffapubhtk SFS[D(5,2)(2,1)] gLLAQbdcdfffavsfobv T2xI gLLAQaceefffjghhdeh reducible gLLAQaceefffjghheam SFS[D(3,1)(2,1)] gLLAQaceefffjghhadt SFS[D(3,1)(2,1)] gLLAQaceefffjouupup SFS[A(3,1)] gLLAQacddfffjgttqpm reducible gLLAQacddfffjgaaeuh toroidal gLLAQacddfffjgaaeuu SFS[D(3,1)(2,1)] gLLAQacddfffjgaaeue SFS[D(3,1)(2,1)] gLLAQacddfffjceduap SFS[D(7,3)(2,1)] gLLAQacddfffjcdduap SFS[D(2,1)(2,1)] gLLAQacddfffjcaduap toroidal gLLAQacddfffjcadupp SFS[D(3,1)(2,1)] gLLAQacddfffjcaduup SFS[D(3,1)(2,1)] gLLAQacddfffjcmdlqe toroidal gLLAQacddfffjcmdlee SFS[D(5,2)(3,1)] gLLAQacddfffjcmdlle SFS[D(5,2)(3,1)] gLLAQacddfffjcahuap toroidal gLLAQacddfffjcahupp SFS[D(3,1)(2,1)] gLLAQacddfffjcahuup SFS[D(3,1)(2,1)] gLLAQacddfffjcaamht toroidal gLLAQacddfffjcaamtt SFS[D(3,1)(2,1)] gLLAQacddfffjcaammt SFS[D(3,1)(2,1)] gLLAQacddfffjcapuap reducible gLLAQacddfffjcapupp reducible gLLAQacddfffjcapuup reducible gLLAQacddfffjoaahdp toroidal gLLAQbdcdfffavsrscr reducible gLLAQceedeffapubhxn SFS[D(5,2)(2,1)] gLLAQbdcdfffhgskskb SFS[D(4,1)(2,1)] gLLAQbdcdfffabskskb SFS[D(2,1)(2,1)] gLLAQbddcffftvrjrjv SFS[D(5,1)(2,1)] gLLAQceedeffatlfexn toroidal gLLAQceedeffallfexn SFS[D(7,2)(2,1)] gLLAQceedeffaalfexn SFS[D(7,2)(2,1)] gLLAQceedeffhimkmxs toroidal gLLAQceedeffhiikmxs toroidal gLLAQceedeffhiakmxs toroidal gLLAQbddcffflvrjrjv SFS[D(7,2)(2,1)] gLLAQceedeffiimrmer toroidal gLLAQceedeffiiavmhw SFS[D(8,3)(2,1)] gLLAQceedeffiiarmer SFS[D(8,3)(2,1)] gLLAQceedeffadectxn toroidal gLLAQaceefffnktpltl SFS[D(5,1)(2,1)] gLLAQaceefffnkllhht toroidal gLLAQaceefffnkllxae SFS[D(3,1)(2,1)] gLLAQaceefffnkllaqi SFS[D(3,1)(2,1)] gLLAQaceefffnklltat SFS[D(3,1)(3,2)] gLLAQaceefffnklllat SFS[D(3,1)(3,1)] gLLAQaceefffnkllamt SFS[D(3,1)(3,1)] gLLAQaceefffnkllait SFS[D(3,1)(3,2)] gLLAQaceefffnklleem toroidal gLLAQaceefffnkllddh toroidal gLLAQaceefffnkaahha toroidal gLLAQaceefffnkaaxax toroidal gLLAQaceefffnkaaaqq reducible gLLAQaceefffnkaataa toroidal gLLAQaceefffnkaalaa toroidal gLLAQaceefffnkaaama reducible gLLAQaceefffnkaaaia reducible gLLAQaceefffnkaaeee toroidal gLLAQaceefffnkaaddd toroidal gLLAQaceefffnkttpul SFS[A(3,1)] gLLAQaceefffnktthhl reducible gLLAQaceefffnkttdeh reducible gLLAQaceefffnkttmim SFS[D(3,1)(2,1)] gLLAQaceefffnkttxam SFS[D(3,1)(2,1)] gLLAQaceefffnkttdei reducible gLLAQaceefffnkttaqu SFS[D(3,1)(2,1)] gLLAQaceefffnkttltu SFS[D(3,1)(2,1)] gLLAQaceefffnktttal SFS[D(3,1)(3,1)] gLLAQaceefffnkttlal SFS[D(3,1)(3,2)] gLLAQaceefffnkttaml SFS[D(3,1)(3,2)] gLLAQaceefffnktttml toroidal gLLAQaceefffnkttlml SFS[D(3,1)(3,1)] gLLAQaceefffnkttail SFS[D(3,1)(3,1)] gLLAQaceefffnktttil SFS[D(3,1)(3,2)] gLLAQaceefffnkttlil reducible gLLAQaceefffnktteex reducible gLLAQaceefffnkttddp reducible gLLAQaceefffnktlltl SFS[D(2,1)(2,1)] gLLAQaceefffnklphht toroidal gLLAQaceefffnklpxae SFS[D(9,4)(2,1)] gLLAQaceefffnklpaqi toroidal gLLAQaceefffnklptat SFS[D(9,5)(3,1)] gLLAQaceefffnklplat SFS[D(9,4)(3,1)] gLLAQaceefffnklpamt toroidal gLLAQaceefffnklpait toroidal gLLAQaceefffnklpeem toroidal gLLAQaceefffnklpddh toroidal gLLAQaceefffnkamhha reducible gLLAQaceefffnkamxax toroidal gLLAQaceefffnkamaqq SFS[D(3,1)(2,1)] gLLAQaceefffnkamtaa toroidal gLLAQaceefffnkamlaa toroidal gLLAQaceefffnkamama SFS[D(3,1)(3,2)] gLLAQaceefffnkamaia SFS[D(3,1)(3,1)] gLLAQaceefffnkameee reducible gLLAQaceefffnkamddd reducible gLLAQaceefffnktqhhl toroidal gLLAQaceefffnktqxam SFS[D(6,1)(2,1)] gLLAQaceefffnktqaqu toroidal gLLAQaceefffnktqtal SFS[D(6,1)(3,1)] gLLAQaceefffnktqlal SFS[D(6,5)(3,1)] gLLAQaceefffnktqaml toroidal gLLAQaceefffnktqail toroidal gLLAQaceefffnktqeex toroidal gLLAQaceefffnktqddp toroidal gLLAQaceefffnktxtap SFS[D(11,4)(3,1)] gLLAQaceefffnktxlap SFS[D(11,7)(3,1)] gLLAQaceefffnktxamp SFS[D(11,7)(3,1)] gLLAQaceefffnktxaip SFS[D(11,4)(3,1)] gLLAQaceefffnktxeel toroidal gLLAQaceefffnktxddx toroidal gLLAQaceefffnktxhhu SFS[D(10,3)(2,1)] gLLAQaceefffnktxxai SFS[D(11,4)(2,1)] gLLAQaceefffnktxtaa toroidal gLLAQaceefffnktxlaa toroidal gLLAQaceefffnktxxad SFS[D(10,3)(2,1)] gLLAQaceefffnktxaqe SFS[D(11,4)(2,1)] gLLAQaceefffnktxtau SFS[D(10,7)(3,1)] gLLAQaceefffnktxlau SFS[D(10,3)(3,1)] gLLAQaceefffnktxamu toroidal gLLAQaceefffnktxaiu toroidal gLLAQaceefffnktxeeq SFS[D(10,3)(3,1)] gLLAQaceefffnktxddi SFS[D(10,7)(3,1)] gLLAQaceefffnktxhup toroidal gLLAQaceefffnktxdup toroidal gLLAQaceefffnktxphp toroidal gLLAQaceefffnktxhhp toroidal gLLAQaceefffnktxdhp m098(0,0) gLLAQaceefffnktxpep toroidal gLLAQaceefffnktxhep m099(0,0) gLLAQaceefffnktxdep toroidal gLLAQaceefffnktxxix toroidal gLLAQaceefffnktxmix toroidal gLLAQaceefffnktxeix m096(0,0) gLLAQaceefffnktxxmx m044(0,0) gLLAQaceefffnktxmmx SFS[D(10,3)(2,1)] gLLAQaceefffnktxemx m164(0,0) gLLAQaceefffnktxxax toroidal gLLAQaceefffnktxmax SFS[D(10,3)(2,1)] gLLAQaceefffnktxeax SFS[D(11,4)(2,1)] gLLAQaceefffnktxlql toroidal gLLAQaceefffnktxtql m095(0,0) gLLAQaceefffnktxaql toroidal gLLAQaceefffnktxltl SFS[D(7,2)(2,1)] gLLAQaceefffnktxldl m043(0,0) gLLAQaceefffnktxtdl m163(0,0) gLLAQaceefffnktxadl SFS[D(11,4)(2,1)] gLLAQaceefffnkuxtap toroidal gLLAQaceefffnkuxlap toroidal gLLAQaceefffnkuxamp toroidal gLLAQaceefffnkuxaip toroidal gLLAQaceefffnkuxeel toroidal gLLAQaceefffnkuxddx toroidal gLLAQaceefffnkuxhhu toroidal gLLAQaceefffnkuxxai toroidal gLLAQaceefffnkuxaqq toroidal gLLAQaceefffnkuxtaa toroidal gLLAQaceefffnkuxlaa toroidal gLLAQaceefffnkuxama toroidal gLLAQaceefffnkuxaia toroidal gLLAQaceefffnkuxeee toroidal gLLAQaceefffnkuxddd toroidal gLLAQaceefffnkuxhha toroidal gLLAQaceefffnkuxxad toroidal gLLAQaceefffnkuxaqe toroidal gLLAQaceefffnkuxtau toroidal gLLAQaceefffnkuxlau toroidal gLLAQaceefffnkuxamu toroidal gLLAQaceefffnkuxaiu toroidal gLLAQaceefffnkuxeeq toroidal gLLAQaceefffnkuxddi toroidal gLLAQaceefffnkuxhup toroidal gLLAQaceefffnkuxdup toroidal gLLAQaceefffnkuxphp toroidal gLLAQaceefffnkuxhhp toroidal gLLAQaceefffnkuxdhp toroidal gLLAQaceefffnkuxpep toroidal gLLAQaceefffnkuxhep toroidal gLLAQaceefffnkuxdep toroidal gLLAQaceefffnkuxxix toroidal gLLAQaceefffnkuxmix toroidal gLLAQaceefffnkuxeix toroidal gLLAQaceefffnkuxxmx toroidal gLLAQaceefffnkuxmmx toroidal gLLAQaceefffnkuxemx toroidal gLLAQaceefffnkuxxax toroidal gLLAQaceefffnkuxmax toroidal gLLAQaceefffnkuxeax toroidal gLLAQaceefffnkuxlql toroidal gLLAQaceefffnkuxtql toroidal gLLAQaceefffnkuxaql toroidal gLLAQaceefffnkuxltl toroidal gLLAQaceefffnkuxttl toroidal gLLAQaceefffnkuxatl toroidal gLLAQaceefffnkuxldl toroidal gLLAQaceefffnkuxtdl toroidal gLLAQaceefffnkuxadl toroidal gLLAQaceefffnkxxtap SFS[D(7,5)(3,1)] gLLAQaceefffnkxxlap SFS[D(7,2)(3,1)] gLLAQaceefffnkxxamp SFS[D(7,2)(3,1)] gLLAQaceefffnkxxaip SFS[D(7,5)(3,1)] gLLAQaceefffnkxxeel toroidal gLLAQaceefffnkxxddx toroidal gLLAQaceefffnkxxxai SFS[D(7,2)(2,1)] gLLAQaceefffnkxxaqq SFS[D(8,3)(2,1)] gLLAQaceefffnkxxtaa toroidal gLLAQaceefffnkxxlaa toroidal gLLAQaceefffnkxxama SFS[D(8,3)(3,1)] gLLAQaceefffnkxxaia SFS[D(8,3)(3,1)] gLLAQaceefffnkxxeee SFS[D(8,3)(3,1)] gLLAQaceefffnkxxddd SFS[D(8,3)(3,1)] gLLAQaceefffnkxxhha SFS[D(8,3)(2,1)] gLLAQaceefffnkxxaqe SFS[D(7,2)(2,1)] gLLAQaceefffnkxxamu toroidal gLLAQaceefffnkxxaiu toroidal gLLAQaceefffnkxxhup toroidal gLLAQaceefffnkxxdup toroidal gLLAQaceefffnkxxphp toroidal gLLAQaceefffnkxxhhp toroidal gLLAQaceefffnkxxdhp m055(0,0) gLLAQaceefffnkxxpep toroidal gLLAQaceefffnkxxhep m052(0,0) gLLAQaceefffnkxxdep toroidal gLLAQaceefffnkxxxix toroidal gLLAQaceefffnkxxmix SFS[D(5,2)(2,1)] gLLAQaceefffnkxxeix m019(0,0) gLLAQaceefffnkxxxmx m060(0,0) gLLAQaceefffnkxxemx m119(0,0) gLLAQaceefffnkxxxax toroidal gLLAQaceefffnkxxeax SFS[D(7,2)(2,1)] gLLAQaceefffnkxxlql toroidal gLLAQaceefffnkxxtql m016(0,0) gLLAQaceefffnkxxaql toroidal gLLAQaceefffnkxxltl toroidal gLLAQaceefffnkxxttl SFS[D(8,3)(2,1)] gLLAQaceefffnkxxatl SFS[D(8,3)(2,1)] gLLAQaceefffnkxxldl m064(0,0) gLLAQaceefffnkxxtdl m118(0,0) gLLAQaceefffnkxxadl SFS[D(7,2)(2,1)] gLLAQaceefffnkddmie SFS[D(4,1)(2,1)] gLLAQaceefffnkhxltm toroidal gLLAQaceefffnkhxttm m035(0,0) gLLAQaceefffnkhxatm m035(0,0) gLLAQaceefffnklxhht toroidal gLLAQaceefffnklxxae SFS[D(12,5)(2,1)] gLLAQaceefffnklxaqi SFS[D(12,5)(2,1)] gLLAQaceefffnklxtat SFS[D(12,7)(3,1)] gLLAQaceefffnklxlat SFS[D(12,5)(3,1)] gLLAQaceefffnklxamt SFS[D(12,5)(3,1)] gLLAQaceefffnklxait SFS[D(12,7)(3,1)] gLLAQaceefffnklxeem toroidal gLLAQaceefffnklxddh toroidal gLLAQaceefffnkaihha toroidal gLLAQaceefffnkaixax toroidal gLLAQaceefffnkaiaqq SFS[D(3,1)(2,1)] gLLAQaceefffnkaitaa toroidal gLLAQaceefffnkailaa toroidal gLLAQaceefffnkaiama SFS[D(3,1)(3,1)] gLLAQaceefffnkaiaia SFS[D(3,1)(3,2)] gLLAQaceefffnkaieee toroidal gLLAQaceefffnkaiddd toroidal gLLAQaceefffnktdhhl toroidal gLLAQaceefffnktdxam SFS[D(9,2)(2,1)] gLLAQaceefffnktdaqu SFS[D(9,4)(2,1)] gLLAQaceefffnktdtal SFS[D(9,2)(3,1)] gLLAQaceefffnktdlal SFS[D(9,7)(3,1)] gLLAQaceefffnktdaml SFS[D(9,4)(3,1)] gLLAQaceefffnktdail SFS[D(9,5)(3,1)] gLLAQaceefffnktdeex toroidal gLLAQaceefffnktdddp toroidal gLLAQaceefffnkixmih toroidal gLLAQaceefffnkixmmh m045(0,0) gLLAQaceefffnkixmah m045(0,0) gLLAQaceefffnbaahha reducible gLLAQaceefffnbaaxax SFS[D(3,1)(2,1)] gLLAQaceefffnbaaaqq SFS[D(3,1)(2,1)] gLLAQaceefffnbaataa SFS[D(3,1)(3,1)] gLLAQaceefffnbaalaa SFS[D(3,1)(3,2)] gLLAQaceefffnbaaama SFS[D(3,1)(3,2)] gLLAQaceefffnbaaaia SFS[D(3,1)(3,1)] gLLAQaceefffnbaaeee reducible gLLAQaceefffnbaaddd reducible gLLAQaceefffnbxxaqq SFS[D(7,2)(2,1)] gLLAQaceefffnbxxtaa SFS[D(7,5)(3,1)] gLLAQaceefffnbxxlaa SFS[D(7,2)(3,1)] gLLAQaceefffnbxxama SFS[D(7,2)(3,1)] gLLAQaceefffnbxxaia SFS[D(7,5)(3,1)] gLLAQaceefffnbxxeee toroidal gLLAQaceefffnbxxddd toroidal gLLAQaceefffnbxxhha toroidal gLLAQaceefffnbxxxax SFS[D(7,2)(2,1)] gLLAQaceefffnsaahha toroidal gLLAQaceefffnsaaxax SFS[D(3,1)(2,1)] gLLAQaceefffnsaaaqq SFS[D(3,1)(2,1)] gLLAQaceefffnsaataa SFS[D(3,1)(3,2)] gLLAQaceefffnsaalaa SFS[D(3,1)(3,1)] gLLAQaceefffnsaaama SFS[D(3,1)(3,1)] gLLAQaceefffnsaaaia SFS[D(3,1)(3,2)] gLLAQaceefffnsaaeee toroidal gLLAQaceefffnsaaddd toroidal gLLAQaceefffnsxxaqq toroidal gLLAQaceefffnsxxama toroidal gLLAQaceefffnsxxaia toroidal gLLAQacddfffnjhhqpm reducible gLLAQacddfffnjuueuh SFS[D(5,2)(2,1)] gLLAQacddfffnriital T2xI gLLAQbdcdfffhgrfvgf SFS[D(3,1)(2,1)] gLLAQbdcdfffakrfoso SFS[D(8,3)(2,1)] gLLAQbdcdfffakrfjjs SFS[D(8,3)(2,1)] gLLAQbdcdfffakrfsff toroidal gLLAQbdcdfffakrfssk SFS[D(8,3)(3,1)] gLLAQbdcdfffakrfssb SFS[D(8,3)(3,1)] gLLAQbdcdfffakrfwss toroidal gLLAQbdcdfffakrfvss toroidal gLLAQbdcdfffakrfsrs SFS[D(8,3)(3,1)] gLLAQbdcdfffakrfscs SFS[D(8,3)(3,1)] gLLAQbdcdfffajnfjoo SFS[D(7,3)(2,1)] gLLAQbdcdfffajnfssj toroidal gLLAQbdcdfffajnffjf SFS[D(7,2)(2,1)] gLLAQbdcdfffajnfjjr toroidal gLLAQbdcdfffajnfjjv toroidal gLLAQbdcdfffajnfjnj SFS[D(7,2)(3,1)] gLLAQbdcdfffajnfjbj SFS[D(7,5)(3,1)] gLLAQbdcdfffajnfkjj SFS[D(7,4)(3,1)] gLLAQbdcdfffajnfgjj SFS[D(7,3)(3,1)] gLLAQbdcdfffabrfnsg T2xI gLLAQbdcdfffabrfgjk reducible gLLAQbdcdfffabrfwfn reducible gLLAQbdcdfffabrfwsk SFS[D(2,1)(2,1)] gLLAQbdcdfffmkrfsbk SFS[D(3,1)(2,1)] gLLAQbdcdffftrnfjoo SFS[D(4,1)(2,1)] gLLAQbdcdffftrnfssj SFS[D(4,1)(2,1)] gLLAQbdcdffftrnffjf toroidal gLLAQbdcdffftrnfjjr SFS[D(4,3)(3,1)] gLLAQbdcdffftrnfjjv SFS[D(4,1)(3,1)] gLLAQbdcdffftrnfjnj toroidal gLLAQbdcdffftrnfjbj toroidal gLLAQbdcdffftrnfkjj SFS[D(4,1)(3,1)] gLLAQbdcdffftrnfgjj SFS[D(4,3)(3,1)] gLLAQbdcdffftjnfssj toroidal gLLAQbdcdffftjnffjf toroidal gLLAQbdcdffftjnfjjr toroidal gLLAQbdcdffftjnfjjv toroidal gLLAQbdcdffftjnfjnj toroidal gLLAQbdcdffftjnfjbj toroidal gLLAQbdcdffftvnfjoo SFS[D(5,2)(2,1)] gLLAQbdcdffftvnfssj SFS[D(5,2)(2,1)] gLLAQbdcdffftvnffjf SFS[D(5,2)(2,1)] gLLAQbdcdffftvnfjjr SFS[D(5,2)(3,1)] gLLAQbdcdffftvnfjjv SFS[D(5,3)(3,1)] gLLAQbdcdffftvnfjnj SFS[D(5,2)(3,1)] gLLAQbdcdffftvnfjbj SFS[D(5,3)(3,1)] gLLAQbdcdffftvnfkjj SFS[D(5,2)(3,1)] gLLAQbdcdffftvnfgjj SFS[D(5,3)(3,1)] gLLAQbdcdfffevnfvnn SFS[D(2,1)(2,1)] gLLAQbdcdfffevnfvvj reducible gLLAQbdcdfffevnfvvr reducible gLLAQbdcdfffevnfwvv SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfsvv SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfvbv SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfvov SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfcvc SFS[D(2,1)(2,1)] gLLAQbdcdfffevnfgrv SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfgkv SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfkfv SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfkrv SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfkkv reducible gLLAQbdcdfffevnfjfv SFS[D(3,1)(2,1)] gLLAQbdcdfffevnfjrv toroidal gLLAQbdcdfffevnfjrr SFS[D(2,1)(2,1)] gLLAQbdcdfffevnfjrj SFS[D(2,1)(2,1)] gLLAQbdcdfffevnfjkv SFS[D(3,1)(2,1)] gLLAQbdcdfffdwnfjjr SFS[D(8,3)(3,1)] gLLAQbdcdfffdwnfjjv SFS[D(8,3)(3,1)] gLLAQbdcdfffdwnfjnj SFS[D(8,3)(3,1)] gLLAQbdcdfffdwnfjbj SFS[D(8,3)(3,1)] gLLAQbdcdfffdwnfkjj toroidal gLLAQbdcdfffdwnfgjj toroidal gLLAQbdcdfffdwnfssj SFS[D(8,3)(2,1)] gLLAQbdcdfffdwnfwrr SFS[D(7,2)(2,1)] gLLAQbdcdfffdwnfwkw toroidal gLLAQbdcdfffdwnfwow toroidal gLLAQbdcdfffdwnfsww SFS[D(7,5)(3,1)] gLLAQbdcdfffdwnfvww SFS[D(7,2)(3,1)] gLLAQbdcdfffdwnfwwf SFS[D(7,5)(3,1)] gLLAQbdcdfffdwnfwwn SFS[D(7,2)(3,1)] gLLAQbdcdfffdwnfbbw SFS[D(7,2)(2,1)] gLLAQbdcdfffdwnffjf SFS[D(8,3)(2,1)] gLLAQbdcdfffdwnfccg toroidal gLLAQbdcdfffdwnfcco toroidal gLLAQbdcdfffdwnfjoc toroidal gLLAQbdcdfffdwnfjkc toroidal gLLAQbdcdfffdwnfjwo toroidal gLLAQbdcdfffdwnfjoo toroidal gLLAQbdcdfffdwnfjko m064(0,0) gLLAQbdcdfffdwnfjwg toroidal gLLAQbdcdfffdwnfjog m060(0,0) gLLAQbdcdfffdwnfjkg toroidal gLLAQbdcdfffdwnfgwc toroidal gLLAQbdcdfffdwnfgoc SFS[D(5,2)(2,1)] gLLAQbdcdfffdwnfgkc m016(0,0) gLLAQbdcdfffdwnfgwo m052(0,0) gLLAQbdcdfffdwnfgko m118(0,0) gLLAQbdcdfffdwnfgwg toroidal gLLAQbdcdfffdwnfgkg SFS[D(8,3)(2,1)] gLLAQbdcdfffdwnfkwc toroidal gLLAQbdcdfffdwnfkoc m019(0,0) gLLAQbdcdfffdwnfkkc toroidal gLLAQbdcdfffdwnfkwo toroidal gLLAQbdcdfffdwnfkoo SFS[D(7,2)(2,1)] gLLAQbdcdfffdwnfkko SFS[D(7,2)(2,1)] gLLAQbdcdfffdwnfkwg m055(0,0) gLLAQbdcdfffdwnfkog m119(0,0) gLLAQbdcdfffdwnfkkg SFS[D(8,3)(2,1)] gLLAQceedeffappnqhj SFS[D(7,4)(3,1)] gLLAQceedeffalakeqw SFS[D(7,3)(3,1)] gLLAQceedeffaaindhj SFS[D(7,3)(3,1)] gLLAQceedeffaaikeqw SFS[D(7,4)(3,1)] gLLAQceedeffappkmqw SFS[D(7,5)(3,1)] gLLAQceedeffalandhj SFS[D(7,2)(3,1)] gLLAQceedeffaaxkuqw SFS[D(2,1)(2,1)] gLLAQceedeffahhndhj SFS[D(7,3)(2,1)] gLLAQceedeffahhkaqw SFS[D(5,1)(2,1)] gLLAQceedeffaaikaqw toroidal gLLAQceedeffaainahj toroidal gLLAQceedeffappkpqw SFS[D(5,4)(3,1)] gLLAQceedeffalanahj SFS[D(5,1)(3,1)] gLLAQceedeffalakaqw SFS[D(5,4)(3,1)] gLLAQceedeffappnphj SFS[D(5,1)(3,1)] gLLAQceedeffahhnahj SFS[D(5,1)(2,1)] gLLAQceedeffahhkdqw SFS[D(2,1)(2,1)] gLLAQceedeffaaxktqw SFS[D(7,3)(2,1)] gLLAQceedeffalanehj SFS[D(3,1)(2,1)] gLLAQceedeffappkqqw SFS[D(3,1)(2,1)] gLLAQceedeffalakdqw toroidal gLLAQceedeffappnmhj toroidal gLLAQceedeffaainehj SFS[D(3,1)(2,1)] gLLAQceedeffaaikdqw SFS[D(3,1)(2,1)] gLLAQceedeffadhkeqw toroidal gLLAQceedeffadhnehj toroidal gLLAQceedeffahekeqw toroidal gLLAQceedeffahhkeqw SFS[D(7,2)(2,1)] gLLAQceedeffahukeqw m044(0,0) gLLAQceedeffapekeqw toroidal gLLAQceedeffaphkeqw m043(0,0) gLLAQceedeffapukeqw toroidal gLLAQceedeffapenehj SFS[D(3,1)(2,1)] gLLAQceedeffapunehj toroidal gLLAQceedeffaphnehj m006(0,0) gLLAQceedeffalxkxqw m026(0,0) gLLAQceedeffallkxqw SFS[D(2,1)(2,1)] gLLAQceedeffalpkxqw m070(0,0) gLLAQceedeffaaxkxqw toroidal gLLAQceedeffaalkxqw SFS[D(2,1)(2,1)] gLLAQceedeffaalnxhj SFS[D(7,3)(2,1)] gLLAQceedeffahenehj SFS[D(3,1)(2,1)] gLLAQceedeffahunehj m011(0,0) gLLAQceedeffahhnehj toroidal gLLAQceedeffaimkmqw toroidal gLLAQceedeffaianmhj SFS[D(5,1)(2,1)] gLLAQceedeffaiakmqw SFS[D(5,1)(2,1)] gLLAQceedeffalxnxhj m027(0,0) gLLAQceedeffalpnxhj m069(0,0) gLLAQceedeffallnxhj SFS[D(7,3)(2,1)] gLLAQceedfefapujeuj SFS[D(5,2)(2,1)] gLLAQceedeffhtlfeqr toroidal gLLAQceedeffhllfeqr m004(0,0) gLLAQceedeffhalfeqr m004(0,0) gLLAQbdcdffflrnfjoo toroidal gLLAQbdcdffflrnfssj toroidal gLLAQbdcdffflrnffjf toroidal gLLAQbdcdffflrnfjjr toroidal gLLAQbdcdffflrnfjjv toroidal gLLAQbdcdffflrnfjnj toroidal gLLAQbdcdffflrnfjbj toroidal gLLAQbdcdffflrnfkjj toroidal gLLAQbdcdffflrnfgjj toroidal gLLAQbdcdfffljnfjoo SFS[D(8,3)(2,1)] gLLAQbdcdfffljnfssj toroidal gLLAQbdcdfffljnffjf SFS[D(8,3)(2,1)] gLLAQbdcdfffljnfjjr toroidal gLLAQbdcdfffljnfjjv toroidal gLLAQbdcdfffljnfjnj SFS[D(8,3)(3,1)] gLLAQbdcdfffljnfjbj SFS[D(8,3)(3,1)] gLLAQbdcdfffljnfkjj SFS[D(8,3)(3,1)] gLLAQbdcdfffljnfgjj SFS[D(8,3)(3,1)] gLLAQbdcdffflvnfjoo SFS[D(4,1)(2,1)] gLLAQbdcdffflvnfssj toroidal gLLAQbdcdffflvnffjf SFS[D(4,1)(2,1)] gLLAQbdcdffflvnfjjr toroidal gLLAQbdcdffflvnfjjv toroidal gLLAQbdcdffflvnfjnj SFS[D(4,1)(3,1)] gLLAQbdcdffflvnfjbj SFS[D(4,3)(3,1)] gLLAQbdcdffflvnfkjj SFS[D(4,1)(3,1)] gLLAQbdcdffflvnfgjj SFS[D(4,3)(3,1)] gLLAQceedeffiimkxtk toroidal gLLAQceedeffiiikxtk SFS[D(3,1)(3,1)] gLLAQceedeffiiakxtk SFS[D(3,1)(3,1)] gLLAQceedeffahhjaqw SFS[D(7,3)(2,1)] gLLAQceedeffaaijaqw SFS[D(7,4)(3,1)] gLLAQceedeffaairahj SFS[D(7,3)(3,1)] gLLAQceedeffappjpqw SFS[D(7,3)(3,1)] gLLAQceedeffalarahj SFS[D(7,4)(3,1)] gLLAQceedeffalajaqw SFS[D(7,5)(3,1)] gLLAQceedeffapprphj SFS[D(7,2)(3,1)] gLLAQceedeffahhrahj SFS[D(7,2)(2,1)] gLLAQceedeffaaxjxqw SFS[D(7,3)(2,1)] gLLAQbdcdfffannkncc SFS[D(8,3)(2,1)] gLLAQbdcdfffannkvvn SFS[D(8,3)(2,1)] gLLAQbdcdfffannkknk toroidal gLLAQbdcdfffannknnf SFS[D(8,3)(3,1)] gLLAQbdcdfffannknnw SFS[D(8,3)(3,1)] gLLAQbdcdfffannknbn toroidal gLLAQbdcdfffannknjn toroidal gLLAQbdcdfffannkrnn SFS[D(8,3)(3,1)] gLLAQbdcdfffannkonn SFS[D(8,3)(3,1)] gLLAQceedeffahhgaqw toroidal gLLAQceedeffaaigaqw SFS[D(3,1)(2,1)] gLLAQceedeffaaioahj SFS[D(3,1)(2,1)] gLLAQceedeffappgpqw toroidal gLLAQceedeffalaoahj toroidal gLLAQceedeffalagaqw SFS[D(3,1)(2,1)] gLLAQceedeffappophj SFS[D(3,1)(2,1)] gLLAQceedeffahhoahj SFS[D(2,1)(2,1)] gLLAQceedeffaaxgxqw SFS[D(2,1)(2,1)] gLLAQaceefffjjmmdeh reducible gLLAQaceefffjjxxmie toroidal gLLAQaceefffjjxxmme SFS[D(2,1)(2,1)] gLLAQaceefffjjxxmae SFS[D(2,1)(2,1)] gLLAQaceefffjvptltu toroidal gLLAQaceefffjvptttu SFS[D(5,3)(3,1)] gLLAQaceefffjvptatu SFS[D(5,3)(3,1)] gLLAQaceefffjvppltl SFS[D(3,1)(2,1)] gLLAQaceefffjvplltl SFS[D(3,1)(2,1)] gLLAQaceefffjvxxltm toroidal gLLAQaceefffjvxxttm SFS[D(7,3)(2,1)] gLLAQaceefffjvxxatm SFS[D(7,3)(2,1)] gLLAQaceefffjvhxltl toroidal gLLAQaceefffjvhxttl SFS[D(7,2)(2,1)] gLLAQaceefffjvhxatl SFS[D(7,2)(2,1)] gLLAQaceefffjvpxltl toroidal gLLAQaceefffjvpxttl SFS[D(2,1)(2,1)] gLLAQaceefffjvpxatl SFS[D(2,1)(2,1)] gLLAQaceefffjvdxltl toroidal gLLAQaceefffjvdxttl SFS[D(5,1)(2,1)] gLLAQaceefffjvdxatl SFS[D(5,1)(2,1)] gLLAQaceefffjrxxpuq toroidal gLLAQacddfffjjhhqpm reducible gLLAQacddfffjjhhmpm SFS[D(2,1)(2,1)] gLLAQacddfffjjhhppm SFS[D(2,1)(2,1)] gLLAQacddfffjjuueuh SFS[D(4,1)(2,1)] gLLAQacddfffjriital SFS[A(2,1)] gLLAQbdcdfffdwrfbbw toroidal gLLAQbdcdfffdwrfcnn toroidal gLLAQbdcdfffdwrffjf toroidal gLLAQbdcdfffdwrffcc toroidal gLLAQbdcdfffdwrfbcc toroidal gLLAQbdcdfffdwrfccg toroidal gLLAQbdcdfffdwrfcco toroidal gLLAQbdcdfffdwrfcrc toroidal gLLAQbdcdfffdwrfcsc toroidal gLLAQbdcdfffdwrfjoc toroidal gLLAQbdcdfffdwrfjkc toroidal gLLAQbdcdfffdwrfjwo toroidal gLLAQbdcdfffdwrfjoo toroidal gLLAQbdcdfffdwrfjko toroidal gLLAQbdcdfffdwrfjwg toroidal gLLAQbdcdfffdwrfjog toroidal gLLAQbdcdfffdwrfjkg toroidal gLLAQbdcdfffdwrfgwc toroidal gLLAQbdcdfffdwrfgoc toroidal gLLAQbdcdfffdwrfgkc toroidal gLLAQbdcdfffdwrfgwo toroidal gLLAQbdcdfffdwrfgoo toroidal gLLAQbdcdfffdwrfgko toroidal gLLAQbdcdfffdwrfgwg toroidal gLLAQbdcdfffdwrfgog toroidal gLLAQbdcdfffdwrfgkg toroidal gLLAQbdcdfffdwrfkwc toroidal gLLAQbdcdfffdwrfkoc toroidal gLLAQbdcdfffdwrfkkc toroidal gLLAQbdcdfffdwrfkwo toroidal gLLAQbdcdfffdwrfkoo toroidal gLLAQbdcdfffdwrfkko toroidal gLLAQbdcdfffdwrfkwg toroidal gLLAQbdcdfffdwrfkog toroidal gLLAQbdcdfffdwrfkkg toroidal gLLAQbdcdfffdwrfjjr toroidal gLLAQbdcdfffdwrfjjv toroidal gLLAQbdcdfffdwrfjnj toroidal gLLAQbdcdfffdwrfjbj toroidal gLLAQbdcdfffdwrfkjj toroidal gLLAQbdcdfffdwrfgjj toroidal gLLAQbdcdfffdwrfvcv toroidal gLLAQbdcdfffdwrfssj toroidal gLLAQbdcdfffdwrfwrr toroidal gLLAQbdcdfffdwrfwkw toroidal gLLAQbdcdfffdwrfwow toroidal gLLAQbdcdfffdwrfsww toroidal gLLAQbdcdfffdwrfvww toroidal gLLAQbdcdfffdwrfwwf toroidal gLLAQbdcdfffdwrfwwn toroidal gLLAQbdcdffftjrffjf toroidal gLLAQbdcdffftjrfjjr reducible gLLAQbdcdffftjrfjjv reducible gLLAQbdcdffftjrfjnj toroidal gLLAQbdcdffftjrfjbj toroidal gLLAQbdcdffftjrfkjj reducible gLLAQbdcdffftjrfgjj reducible gLLAQbdcdffftjrfjoo reducible gLLAQbdcdffftjrfssj reducible gLLAQbdcdffftrrffjf toroidal gLLAQbdcdffftrrfjnj toroidal gLLAQbdcdffftrrfjbj toroidal gLLAQbdcdffftrrfkjj toroidal gLLAQbdcdffftrrfgjj toroidal gLLAQbdcdffftrrfjoo toroidal gLLAQbdcdffftvrfkjj toroidal gLLAQbdcdffftvrfgjj toroidal gLLAQbdcdffftvrfjoo toroidal gLLAQbdcdfffajrffjf SFS[D(5,1)(2,1)] gLLAQbdcdfffajrfjjr toroidal gLLAQbdcdfffajrfjjv toroidal gLLAQbdcdfffajrfjnj SFS[D(5,1)(3,1)] gLLAQbdcdfffajrfjbj SFS[D(5,4)(3,1)] gLLAQbdcdfffajrfkjj toroidal gLLAQbdcdfffajrfgjj toroidal gLLAQbdcdfffajrfjoo toroidal gLLAQbdcdfffajrfssj toroidal gLLAQbdcdfffaknfsff SFS[D(7,2)(2,1)] gLLAQbdcdfffaknfssk SFS[D(7,3)(3,1)] gLLAQbdcdfffaknfssb SFS[D(7,4)(3,1)] gLLAQbdcdfffaknfwss SFS[D(7,2)(3,1)] gLLAQbdcdfffaknfvss SFS[D(7,5)(3,1)] gLLAQbdcdfffaknfsrs toroidal gLLAQbdcdfffaknfscs toroidal gLLAQbdcdfffaknfoso toroidal gLLAQbdcdfffaknfjjs SFS[D(7,3)(2,1)] gLLAQbdcdfffabnfwfn reducible gLLAQbdcdfffabnfsff SFS[D(2,1)(2,1)] gLLAQbdcdfffabnfvgf SFS[D(2,1)(2,1)] gLLAQbdcdfffabnfssk SFS[D(3,1)(2,1)] gLLAQbdcdfffabnfssb SFS[D(3,1)(2,1)] gLLAQbdcdfffabnfwss SFS[D(3,1)(2,1)] gLLAQbdcdfffabnfwsk toroidal gLLAQbdcdfffabnfwsb SFS[D(3,1)(2,1)] gLLAQbdcdfffabnfvss SFS[D(3,1)(2,1)] gLLAQbdcdfffabnfvsk SFS[D(3,1)(2,1)] gLLAQbdcdfffabnfvsb reducible gLLAQbdcdfffabnfsrs reducible gLLAQbdcdfffabnfscs reducible gLLAQbdcdfffabnfnsg SFS[A(2,1)] gLLAQbdcdfffabnfoso reducible gLLAQbdcdfffabnfgjk reducible gLLAQbdcdfffabnfjnb SFS[D(2,1)(2,1)] gLLAQbdcdfffabnfjjs SFS[D(2,1)(2,1)] gLLAQbdcdfffljrffjf SFS[D(7,3)(2,1)] gLLAQbdcdfffljrfjjr toroidal gLLAQbdcdfffljrfjjv toroidal gLLAQbdcdfffljrfjnj SFS[D(7,4)(3,1)] gLLAQbdcdfffljrfjbj SFS[D(7,3)(3,1)] gLLAQbdcdfffljrfkjj toroidal gLLAQbdcdfffljrfgjj toroidal gLLAQbdcdfffljrfjoo toroidal gLLAQbdcdfffljrfssj toroidal gLLAQbdcdffflrrffjf SFS[D(8,3)(2,1)] gLLAQbdcdffflrrfjjr SFS[D(8,3)(3,1)] gLLAQbdcdffflrrfjjv SFS[D(8,3)(3,1)] gLLAQbdcdffflrrfjnj SFS[D(8,3)(3,1)] gLLAQbdcdffflrrfjbj SFS[D(8,3)(3,1)] gLLAQbdcdffflrrfkjj toroidal gLLAQbdcdffflrrfgjj toroidal gLLAQbdcdffflrrfjoo toroidal gLLAQbdcdffflrrfssj SFS[D(8,3)(2,1)] gLLAQbdcdffflvrfkjj toroidal gLLAQbdcdffflvrfgjj toroidal gLLAQbdcdffflvrfjoo toroidal gLLAQbdcdfffmknfsbk SFS[D(3,1)(2,1)] gLLAQbdcdfffhgnfvgf reducible gLLAQbdcdfffevrffoo SFS[D(5,2)(2,1)] gLLAQbdcdfffevrfbbg SFS[D(4,1)(2,1)] gLLAQbdcdfffevrfbff SFS[D(5,3)(3,1)] gLLAQbdcdfffevrfcff SFS[D(5,2)(3,1)] gLLAQbdcdfffevrffkf SFS[D(5,3)(3,1)] gLLAQbdcdfffevrffrf SFS[D(5,2)(3,1)] gLLAQbdcdfffevrfffn SFS[D(5,2)(3,1)] gLLAQbdcdfffevrfffw SFS[D(5,3)(3,1)] gLLAQbdcdfffevrfgfr toroidal gLLAQbdcdfffevrfgfj toroidal gLLAQbdcdfffevrfgrv SFS[D(3,1)(2,1)] gLLAQbdcdfffevrfgrr toroidal gLLAQbdcdfffevrfgrj m006(0,0) gLLAQbdcdfffevrfgkv SFS[D(3,1)(2,1)] gLLAQbdcdfffevrfgkr m011(0,0) gLLAQbdcdfffevrfgkj toroidal gLLAQbdcdfffevrfkfv toroidal gLLAQbdcdfffevrfkfr toroidal gLLAQbdcdfffevrfkfj m019(0,0) gLLAQbdcdfffevrfkrv toroidal gLLAQbdcdfffevrfkrr SFS[D(5,2)(2,1)] gLLAQbdcdfffevrfkrj m016(0,0) gLLAQbdcdfffevrfkkv toroidal gLLAQbdcdfffevrfkkr SFS[D(5,2)(2,1)] gLLAQbdcdfffevrfkkj SFS[D(4,1)(2,1)] gLLAQbdcdfffevrfjfv toroidal gLLAQbdcdfffevrfjfr m016(0,0) gLLAQbdcdfffevrfjfj SFS[D(5,2)(2,1)] gLLAQbdcdfffevrfjrv SFS[D(3,1)(2,1)] gLLAQbdcdfffevrfjkv m003(0,0) gLLAQbdcdfffevrfjkr m017(0,0) gLLAQbdcdfffevrfjkj SFS[D(4,1)(2,1)] gLLAQbdcdfffevrfgng SFS[D(4,1)(3,1)] gLLAQbdcdfffevrfgsg SFS[D(4,3)(3,1)] gLLAQbdcdfffevrfggo SFS[D(4,3)(3,1)] gLLAQbdcdfffevrfggc SFS[D(4,1)(3,1)] gLLAQbdcdfffevrfjgg toroidal gLLAQbdcdfffevrfkgg toroidal gLLAQbdcdfffevrfssf SFS[D(5,2)(2,1)] gLLAQbdcdfffevrfwgw SFS[D(4,1)(2,1)] gLLAQbdcdfffevrfvvj toroidal gLLAQbdcdfffevrfvvr toroidal gLLAQceedeffhtlfeqk toroidal gLLAQceedeffhllfeqk m015(0,0) gLLAQceedeffhalfeqk m015(0,0) gLLAQceedeffahhnahw SFS[D(7,2)(2,1)] gLLAQceedeffaaxktqj SFS[D(8,3)(2,1)] gLLAQceedeffalakdqj toroidal gLLAQceedeffappnmhw toroidal gLLAQceedeffadhkeqj toroidal gLLAQceedeffadhnehw toroidal gLLAQceedeffahekeqj toroidal gLLAQceedeffahhkeqj toroidal gLLAQceedeffahukeqj m064(0,0) gLLAQceedeffapekeqj toroidal gLLAQceedeffaphkeqj m060(0,0) gLLAQceedeffapukeqj toroidal gLLAQceedeffapenehw toroidal gLLAQceedeffapunehw SFS[D(5,2)(2,1)] gLLAQceedeffaphnehw m016(0,0) gLLAQceedeffalxkxqj m052(0,0) gLLAQceedeffalpkxqj m118(0,0) gLLAQceedeffaaxkxqj toroidal gLLAQceedeffaalnxhw SFS[D(8,3)(2,1)] gLLAQceedeffahenehw toroidal gLLAQceedeffahunehw m019(0,0) gLLAQceedeffahhnehw toroidal gLLAQceedeffaimkmqj toroidal gLLAQceedeffaianmhw SFS[D(7,2)(2,1)] gLLAQceedeffaiakmqj SFS[D(7,2)(2,1)] gLLAQceedeffalxnxhw m055(0,0) gLLAQceedeffalpnxhw m119(0,0) gLLAQceedeffallnxhw SFS[D(8,3)(2,1)] gLLAQceedeffappnqhw SFS[D(8,3)(3,1)] gLLAQceedeffalakeqj SFS[D(8,3)(3,1)] gLLAQceedeffaaindhw SFS[D(8,3)(3,1)] gLLAQceedeffaaikeqj SFS[D(8,3)(3,1)] gLLAQceedeffappkmqj toroidal gLLAQceedeffalandhw toroidal gLLAQceedeffahhndhw SFS[D(8,3)(2,1)] gLLAQceedeffahhkaqj SFS[D(7,2)(2,1)] gLLAQceedeffaaikaqj toroidal gLLAQceedeffaainahw toroidal gLLAQceedeffappkpqj SFS[D(7,5)(3,1)] gLLAQceedeffalanahw SFS[D(7,2)(3,1)] gLLAQceedeffalakaqj SFS[D(7,5)(3,1)] gLLAQceedeffappnphw SFS[D(7,2)(3,1)] gLLAQceedfefapujeuw SFS[D(4,1)(2,1)] gLLAQceedeffiimkxtj toroidal gLLAQceedeffiiikxtj m007(0,0) gLLAQceedeffiiakxtj m007(0,0) gLLAQbdcdfffabrrrbr SFS[D(2,1)(2,1)] gLLAQbdcdfffabrrbbk SFS[D(3,1)(2,1)] gLLAQbdcdfffabrrbbs SFS[D(3,1)(2,1)] gLLAQbdcdfffabrrbjb SFS[D(3,1)(2,1)] gLLAQbdcdfffabrrbnb SFS[D(3,1)(2,1)] gLLAQbdcdfffabrrfbb reducible gLLAQbdcdfffabrrcbb reducible gLLAQbdcdfffabrrbgg reducible gLLAQbdcdfffabrrwwb SFS[D(2,1)(2,1)] gLLAQceedeffahhrahw toroidal gLLAQceedeffaaxjxqj SFS[D(8,3)(2,1)] gLLAQceedeffahhjaqj SFS[D(8,3)(2,1)] gLLAQceedeffaaijaqj SFS[D(8,3)(3,1)] gLLAQceedeffaairahw SFS[D(8,3)(3,1)] gLLAQceedeffappjpqj SFS[D(8,3)(3,1)] gLLAQceedeffalarahw SFS[D(8,3)(3,1)] gLLAQceedeffalajaqj toroidal gLLAQceedeffapprphw toroidal gLLAQbdcdfffanrkknk SFS[D(7,2)(2,1)] gLLAQbdcdfffanrknnf SFS[D(7,3)(3,1)] gLLAQbdcdfffanrknnw SFS[D(7,4)(3,1)] gLLAQbdcdfffanrknbn SFS[D(7,2)(3,1)] gLLAQbdcdfffanrknjn SFS[D(7,5)(3,1)] gLLAQbdcdfffanrkrnn toroidal gLLAQbdcdfffanrkonn toroidal gLLAQbdcdfffanrkncc toroidal gLLAQbdcdfffanrkvvn SFS[D(7,3)(2,1)] gLLAQceedeffahhgaqj toroidal gLLAQceedeffappgpqj toroidal gLLAQceedeffalaoahw toroidal gLLAQaceefffnjmmdeh reducible gLLAQaceefffnjxxmie SFS[D(5,2)(2,1)] gLLAQaceefffnvplltl reducible gLLAQaceefffnvppltl SFS[D(3,1)(2,1)] gLLAQaceefffnvpxltl SFS[D(3,1)(2,1)] gLLAQaceefffnvptltu toroidal gLLAQaceefffnvptttu SFS[D(4,3)(3,1)] gLLAQaceefffnvptatu SFS[D(4,3)(3,1)] gLLAQaceefffnvhxltl toroidal gLLAQaceefffnvhxttl toroidal gLLAQaceefffnvhxatl toroidal gLLAQaceefffnvxxltm toroidal gLLAQaceefffnvxxttm SFS[D(8,3)(2,1)] gLLAQaceefffnvxxatm SFS[D(8,3)(2,1)] gLLAQaceefffnvdxltl toroidal gLLAQaceefffnvdxttl SFS[D(7,2)(2,1)] gLLAQaceefffnvdxatl SFS[D(7,2)(2,1)] gLLAQaceefffnrxxpuq toroidal gLLAQacddfffngttqpm reducible gLLAQacddfffngaaeuh toroidal gLLAQacddfffngaaeuu SFS[D(3,1)(2,1)] gLLAQacddfffngaaeue SFS[D(3,1)(2,1)] gLLAQacddfffnceduap SFS[D(8,3)(2,1)] gLLAQacddfffncaduap toroidal gLLAQacddfffncadupp SFS[D(3,1)(2,1)] gLLAQacddfffncaduup SFS[D(3,1)(2,1)] gLLAQacddfffncmdlqe toroidal gLLAQacddfffncmdlee SFS[D(4,1)(3,1)] gLLAQacddfffncmdlle SFS[D(4,1)(3,1)] gLLAQacddfffncahuap toroidal gLLAQacddfffncahupp toroidal gLLAQacddfffncahuup toroidal gLLAQacddfffncaamht reducible gLLAQacddfffncaamtt reducible gLLAQacddfffncaammt reducible gLLAQacddfffncapuap toroidal gLLAQacddfffncapupp SFS[D(3,1)(2,1)] gLLAQacddfffncapuup SFS[D(3,1)(2,1)] gLLAQacddfffnoaahdp SFS[A(2,1)] gLLAQbdcdfffavwrscr reducible gLLAQceedeffapubhxr toroidal gLLAQceedeffauabixr SFS[D(2,1)(2,1)] gLLAQceedeffaapblxr SFS[D(2,1)(2,1)] gLLAQbdcdfffhgwkskb SFS[D(5,2)(2,1)] gLLAQbddcffftvrnrjv SFS[D(7,2)(2,1)] gLLAQceedeffatlfexr toroidal gLLAQceedeffallfexr SFS[D(5,1)(2,1)] gLLAQceedeffaalfexr SFS[D(5,1)(2,1)] gLLAQceedeffhimkmxw toroidal gLLAQceedeffhiikmxw toroidal gLLAQceedeffhiakmxw toroidal gLLAQbddcffflvrnrjv toroidal gLLAQbddcffflvrnrjj SFS[D(2,1)(2,1)] gLLAQbddcffflvrnrjr SFS[D(2,1)(2,1)] gLLAQceedeffiimrmen toroidal gLLAQceedeffiiavmhj SFS[D(7,3)(2,1)] gLLAQceedeffiiarmen SFS[D(7,3)(2,1)] gLLAQceedeffadectxr SFS[A(2,1)] gLLAQaceefffjktpltl SFS[D(7,2)(2,1)] gLLAQaceefffjkllhht toroidal gLLAQaceefffjkllxae reducible gLLAQaceefffjkllaqi toroidal gLLAQaceefffjklltat reducible gLLAQaceefffjklllat reducible gLLAQaceefffjkllamt toroidal gLLAQaceefffjkllait toroidal gLLAQaceefffjklleem toroidal gLLAQaceefffjkllddh toroidal gLLAQaceefffjkaahha toroidal gLLAQaceefffjkaaxax SFS[D(3,1)(2,1)] gLLAQaceefffjkaaaqq SFS[D(3,1)(2,1)] gLLAQaceefffjkaataa SFS[D(3,1)(3,1)] gLLAQaceefffjkaalaa SFS[D(3,1)(3,2)] gLLAQaceefffjkaaama SFS[D(3,1)(3,2)] gLLAQaceefffjkaaaia SFS[D(3,1)(3,1)] gLLAQaceefffjkaaeee toroidal gLLAQaceefffjkaaddd toroidal gLLAQaceefffjkttpul SFS[A(3,1)] gLLAQaceefffjktthhl reducible gLLAQaceefffjkttdeh reducible gLLAQaceefffjkttmim SFS[D(3,1)(2,1)] gLLAQaceefffjkttxam SFS[D(3,1)(2,1)] gLLAQaceefffjkttdei reducible gLLAQaceefffjkttaqu SFS[D(3,1)(2,1)] gLLAQaceefffjkttltu SFS[D(3,1)(2,1)] gLLAQaceefffjktttal SFS[D(3,1)(3,2)] gLLAQaceefffjkttlal SFS[D(3,1)(3,1)] gLLAQaceefffjkttaml SFS[D(3,1)(3,1)] gLLAQaceefffjktttml toroidal gLLAQaceefffjkttlml SFS[D(3,1)(3,2)] gLLAQaceefffjkttail SFS[D(3,1)(3,2)] gLLAQaceefffjktttil SFS[D(3,1)(3,1)] gLLAQaceefffjkttlil reducible gLLAQaceefffjktteex reducible gLLAQaceefffjkttddp reducible gLLAQaceefffjklphht toroidal gLLAQaceefffjklpxae SFS[D(12,5)(2,1)] gLLAQaceefffjklpaqi toroidal gLLAQaceefffjklptat SFS[D(12,7)(3,1)] gLLAQaceefffjklplat SFS[D(12,5)(3,1)] gLLAQaceefffjklpamt toroidal gLLAQaceefffjklpait toroidal gLLAQaceefffjklpeem toroidal gLLAQaceefffjklpddh toroidal gLLAQaceefffjkamhha reducible gLLAQaceefffjkamxax toroidal gLLAQaceefffjkamaqq SFS[D(3,1)(2,1)] gLLAQaceefffjkamtaa toroidal gLLAQaceefffjkamlaa toroidal gLLAQaceefffjkamama SFS[D(3,1)(3,1)] gLLAQaceefffjkamaia SFS[D(3,1)(3,2)] gLLAQaceefffjkameee reducible gLLAQaceefffjkamddd reducible gLLAQaceefffjktqhhl toroidal gLLAQaceefffjktqxam SFS[D(9,2)(2,1)] gLLAQaceefffjktqaqu toroidal gLLAQaceefffjktqtal SFS[D(9,2)(3,1)] gLLAQaceefffjktqlal SFS[D(9,7)(3,1)] gLLAQaceefffjktqaml toroidal gLLAQaceefffjktqail toroidal gLLAQaceefffjktqeex toroidal gLLAQaceefffjktqddp toroidal gLLAQaceefffjktxtap SFS[D(13,5)(3,1)] gLLAQaceefffjktxlap SFS[D(13,8)(3,1)] gLLAQaceefffjktxamp SFS[D(13,8)(3,1)] gLLAQaceefffjktxaip SFS[D(13,5)(3,1)] gLLAQaceefffjktxeel toroidal gLLAQaceefffjktxddx toroidal gLLAQaceefffjktxhhu SFS[D(11,3)(2,1)] gLLAQaceefffjktxxai SFS[D(13,5)(2,1)] gLLAQaceefffjktxaqq SFS[D(2,1)(2,1)] gLLAQaceefffjktxtaa toroidal gLLAQaceefffjktxlaa toroidal gLLAQaceefffjktxama SFS[D(3,1)(2,1)] gLLAQaceefffjktxaia SFS[D(3,1)(2,1)] gLLAQaceefffjktxeee SFS[D(3,1)(2,1)] gLLAQaceefffjktxddd SFS[D(3,1)(2,1)] gLLAQaceefffjktxhha SFS[D(2,1)(2,1)] gLLAQaceefffjktxxad SFS[D(11,3)(2,1)] gLLAQaceefffjktxaqe SFS[D(13,5)(2,1)] gLLAQaceefffjktxtau SFS[D(11,8)(3,1)] gLLAQaceefffjktxlau SFS[D(11,3)(3,1)] gLLAQaceefffjktxamu toroidal gLLAQaceefffjktxaiu toroidal gLLAQaceefffjktxeeq SFS[D(11,3)(3,1)] gLLAQaceefffjktxddi SFS[D(11,8)(3,1)] gLLAQaceefffjktxhup toroidal gLLAQaceefffjktxdup toroidal gLLAQaceefffjktxphp toroidal gLLAQaceefffjktxhhp toroidal gLLAQaceefffjktxdhp m112(0,0) gLLAQaceefffjktxpep toroidal gLLAQaceefffjktxhep m113(0,0) gLLAQaceefffjktxdep toroidal gLLAQaceefffjktxxix toroidal gLLAQaceefffjktxmix toroidal gLLAQaceefffjktxeix m106(0,0) gLLAQaceefffjktxxmx m064(0,0) gLLAQaceefffjktxmmx SFS[D(11,3)(2,1)] gLLAQaceefffjktxemx m173(0,0) gLLAQaceefffjktxxax toroidal gLLAQaceefffjktxmax SFS[D(11,3)(2,1)] gLLAQaceefffjktxeax SFS[D(13,5)(2,1)] gLLAQaceefffjktxlql toroidal gLLAQaceefffjktxtql m102(0,0) gLLAQaceefffjktxaql toroidal gLLAQaceefffjktxltl toroidal gLLAQaceefffjktxttl SFS[D(2,1)(2,1)] gLLAQaceefffjktxatl SFS[D(2,1)(2,1)] gLLAQaceefffjktxldl m060(0,0) gLLAQaceefffjktxtdl m172(0,0) gLLAQaceefffjktxadl SFS[D(13,5)(2,1)] gLLAQaceefffjkuxtap toroidal gLLAQaceefffjkuxlap toroidal gLLAQaceefffjkuxamp toroidal gLLAQaceefffjkuxaip toroidal gLLAQaceefffjkuxeel toroidal gLLAQaceefffjkuxddx toroidal gLLAQaceefffjkuxhhu toroidal gLLAQaceefffjkuxxai toroidal gLLAQaceefffjkuxaqq toroidal gLLAQaceefffjkuxtaa toroidal gLLAQaceefffjkuxlaa toroidal gLLAQaceefffjkuxama toroidal gLLAQaceefffjkuxaia toroidal gLLAQaceefffjkuxeee toroidal gLLAQaceefffjkuxddd toroidal gLLAQaceefffjkuxhha toroidal gLLAQaceefffjkuxxad toroidal gLLAQaceefffjkuxaqe toroidal gLLAQaceefffjkuxtau toroidal gLLAQaceefffjkuxlau toroidal gLLAQaceefffjkuxamu toroidal gLLAQaceefffjkuxaiu toroidal gLLAQaceefffjkuxeeq toroidal gLLAQaceefffjkuxddi toroidal gLLAQaceefffjkuxhup toroidal gLLAQaceefffjkuxdup toroidal gLLAQaceefffjkuxphp toroidal gLLAQaceefffjkuxhhp toroidal gLLAQaceefffjkuxdhp toroidal gLLAQaceefffjkuxpep toroidal gLLAQaceefffjkuxhep toroidal gLLAQaceefffjkuxdep toroidal gLLAQaceefffjkuxxix toroidal gLLAQaceefffjkuxmix toroidal gLLAQaceefffjkuxeix toroidal gLLAQaceefffjkuxxmx toroidal gLLAQaceefffjkuxmmx toroidal gLLAQaceefffjkuxemx toroidal gLLAQaceefffjkuxxax toroidal gLLAQaceefffjkuxmax toroidal gLLAQaceefffjkuxeax toroidal gLLAQaceefffjkuxlql toroidal gLLAQaceefffjkuxtql toroidal gLLAQaceefffjkuxaql toroidal gLLAQaceefffjkuxltl toroidal gLLAQaceefffjkuxttl toroidal gLLAQaceefffjkuxatl toroidal gLLAQaceefffjkuxldl toroidal gLLAQaceefffjkuxtdl toroidal gLLAQaceefffjkuxadl toroidal gLLAQaceefffjkxxtap SFS[D(5,4)(3,1)] gLLAQaceefffjkxxlap SFS[D(5,1)(3,1)] gLLAQaceefffjkxxamp SFS[D(5,1)(3,1)] gLLAQaceefffjkxxaip SFS[D(5,4)(3,1)] gLLAQaceefffjkxxeel toroidal gLLAQaceefffjkxxddx toroidal gLLAQaceefffjkxxhhu SFS[D(2,1)(2,1)] gLLAQaceefffjkxxxai SFS[D(5,1)(2,1)] gLLAQaceefffjkxxaqq SFS[D(7,3)(2,1)] gLLAQaceefffjkxxtaa SFS[D(7,5)(3,1)] gLLAQaceefffjkxxlaa SFS[D(7,2)(3,1)] gLLAQaceefffjkxxama SFS[D(7,4)(3,1)] gLLAQaceefffjkxxaia SFS[D(7,3)(3,1)] gLLAQaceefffjkxxeee SFS[D(7,4)(3,1)] gLLAQaceefffjkxxddd SFS[D(7,3)(3,1)] gLLAQaceefffjkxxhha SFS[D(7,3)(2,1)] gLLAQaceefffjkxxxad SFS[D(2,1)(2,1)] gLLAQaceefffjkxxaqe SFS[D(5,1)(2,1)] gLLAQaceefffjkxxtau SFS[D(3,1)(2,1)] gLLAQaceefffjkxxlau SFS[D(3,1)(2,1)] gLLAQaceefffjkxxamu toroidal gLLAQaceefffjkxxaiu toroidal gLLAQaceefffjkxxeeq SFS[D(3,1)(2,1)] gLLAQaceefffjkxxddi SFS[D(3,1)(2,1)] gLLAQaceefffjkxxhup SFS[D(3,1)(2,1)] gLLAQaceefffjkxxdup SFS[D(3,1)(2,1)] gLLAQaceefffjkxxphp toroidal gLLAQaceefffjkxxhhp toroidal gLLAQaceefffjkxxdhp m027(0,0) gLLAQaceefffjkxxpep toroidal gLLAQaceefffjkxxhep m026(0,0) gLLAQaceefffjkxxdep toroidal gLLAQaceefffjkxxxix toroidal gLLAQaceefffjkxxmix toroidal gLLAQaceefffjkxxeix m011(0,0) gLLAQaceefffjkxxxmx m043(0,0) gLLAQaceefffjkxxmmx SFS[D(2,1)(2,1)] gLLAQaceefffjkxxemx m069(0,0) gLLAQaceefffjkxxxax SFS[D(7,2)(2,1)] gLLAQaceefffjkxxmax SFS[D(2,1)(2,1)] gLLAQaceefffjkxxeax SFS[D(5,1)(2,1)] gLLAQaceefffjkxxlql toroidal gLLAQaceefffjkxxtql m006(0,0) gLLAQaceefffjkxxaql toroidal gLLAQaceefffjkxxltl toroidal gLLAQaceefffjkxxttl SFS[D(7,3)(2,1)] gLLAQaceefffjkxxatl SFS[D(7,3)(2,1)] gLLAQaceefffjkxxldl m044(0,0) gLLAQaceefffjkxxtdl m070(0,0) gLLAQaceefffjkxxadl SFS[D(5,1)(2,1)] gLLAQaceefffjkddmie SFS[D(5,2)(2,1)] gLLAQaceefffjkhxltm toroidal gLLAQaceefffjkhxttm m029(0,0) gLLAQaceefffjkhxatm m029(0,0) gLLAQaceefffjklxhht toroidal gLLAQaceefffjklxxae toroidal gLLAQaceefffjklxaqi toroidal gLLAQaceefffjklxtat toroidal gLLAQaceefffjklxlat toroidal gLLAQaceefffjklxamt toroidal gLLAQaceefffjklxait toroidal gLLAQaceefffjklxeem toroidal gLLAQaceefffjklxddh toroidal gLLAQaceefffjkaihha toroidal gLLAQaceefffjkaixax toroidal gLLAQaceefffjkaiaqq reducible gLLAQaceefffjkaitaa toroidal gLLAQaceefffjkailaa toroidal gLLAQaceefffjkaiama reducible gLLAQaceefffjkaiaia reducible gLLAQaceefffjkaieee toroidal gLLAQaceefffjkaiddd toroidal gLLAQaceefffjktdhhl toroidal gLLAQaceefffjktdxam toroidal gLLAQaceefffjktdaqu SFS[D(12,5)(2,1)] gLLAQaceefffjktdtal toroidal gLLAQaceefffjktdlal toroidal gLLAQaceefffjktdaml SFS[D(12,5)(3,1)] gLLAQaceefffjktdail SFS[D(12,7)(3,1)] gLLAQaceefffjktdeex toroidal gLLAQaceefffjktdddp toroidal gLLAQaceefffjkixmih toroidal gLLAQaceefffjkixmmh m053(0,0) gLLAQaceefffjkixmah m053(0,0) gLLAQaceefffjbaahha reducible gLLAQaceefffjbaaxax SFS[D(3,1)(2,1)] gLLAQaceefffjbaaaqq SFS[D(3,1)(2,1)] gLLAQaceefffjbaataa SFS[D(3,1)(3,2)] gLLAQaceefffjbaalaa SFS[D(3,1)(3,1)] gLLAQaceefffjbaaama SFS[D(3,1)(3,1)] gLLAQaceefffjbaaaia SFS[D(3,1)(3,2)] gLLAQaceefffjbaaeee reducible gLLAQaceefffjbaaddd reducible gLLAQaceefffjbxxaqq SFS[D(5,1)(2,1)] gLLAQaceefffjbxxtaa SFS[D(5,4)(3,1)] gLLAQaceefffjbxxlaa SFS[D(5,1)(3,1)] gLLAQaceefffjbxxama SFS[D(5,1)(3,1)] gLLAQaceefffjbxxaia SFS[D(5,4)(3,1)] gLLAQaceefffjbxxeee toroidal gLLAQaceefffjbxxddd toroidal gLLAQaceefffjbxxhha toroidal gLLAQaceefffjbxxxax SFS[D(5,1)(2,1)] gLLAQaceefffjsaahha toroidal gLLAQaceefffjsaaxax reducible gLLAQaceefffjsaaaqq toroidal gLLAQaceefffjsaataa reducible gLLAQaceefffjsaalaa reducible gLLAQaceefffjsaaama toroidal gLLAQaceefffjsaaaia toroidal gLLAQaceefffjsaaeee toroidal gLLAQaceefffjsaaddd toroidal gLLAQaceefffjsxxaqq toroidal gLLAQaceefffjsxxtaa SFS[D(3,1)(2,1)] gLLAQaceefffjsxxlaa SFS[D(3,1)(2,1)] gLLAQaceefffjsxxama toroidal gLLAQaceefffjsxxaia toroidal gLLAQaceefffjsxxeee SFS[D(3,1)(2,1)] gLLAQaceefffjsxxddd SFS[D(3,1)(2,1)] gLLAQaceefffjsxxhha SFS[D(2,1)(2,1)] gLLAQaceefffjsxxxax SFS[D(2,1)(2,1)] gLLAQacddfffjkaiaqq toroidal gLLAQacddfffjkaidld toroidal gLLAQacddfffjkaieet toroidal gLLAQacddfffjkailel toroidal gLLAQacddfffjkailql toroidal gLLAQacddfffjkaillx toroidal gLLAQacddfffjkaillp toroidal gLLAQacddfffjkaihll toroidal gLLAQacddfffjkaiill toroidal gLLAQacddfffjkaitpl toroidal gLLAQacddfffjkaitul toroidal gLLAQacddfffjkaitap toroidal gLLAQacddfffjkaitpp toroidal gLLAQacddfffjkaitup toroidal gLLAQacddfffjkaitax toroidal gLLAQacddfffjkaitpx toroidal gLLAQacddfffjkaitux toroidal gLLAQacddfffjkaixal toroidal gLLAQacddfffjkaixpl toroidal gLLAQacddfffjkaixul toroidal gLLAQacddfffjkaixap toroidal gLLAQacddfffjkaixpp toroidal gLLAQacddfffjkaixup toroidal gLLAQacddfffjkaixax toroidal gLLAQacddfffjkaixpx toroidal gLLAQacddfffjkaixux toroidal gLLAQacddfffjkaiual toroidal gLLAQacddfffjkaiupl toroidal gLLAQacddfffjkaiuul toroidal gLLAQacddfffjkaiuap toroidal gLLAQacddfffjkaiupp toroidal gLLAQacddfffjkaiuup toroidal gLLAQacddfffjkaiuax toroidal gLLAQacddfffjkaiupx toroidal gLLAQacddfffjkaiuux toroidal gLLAQacddfffjkaitht toroidal gLLAQacddfffjkaitmt toroidal gLLAQacddfffjkaittd toroidal gLLAQacddfffjkaittq toroidal gLLAQacddfffjkaiutt toroidal gLLAQacddfffjkaixtt toroidal gLLAQacddfffjkailmm toroidal gLLAQacddfffjkaiiti toroidal gLLAQacddfffjkaihha toroidal gLLAQacddfffjkaiaua toroidal gLLAQacddfffjkaiapa toroidal gLLAQacddfffjkaiaai toroidal gLLAQacddfffjkaiaam toroidal gLLAQacddfffjkaieaa toroidal gLLAQacddfffjkaidaa toroidal gLLAQacddfffjktxhha toroidal gLLAQacddfffjktxaua toroidal gLLAQacddfffjktxapa toroidal gLLAQacddfffjktxaai toroidal gLLAQacddfffjktxaam toroidal gLLAQacddfffjktxeaa reducible gLLAQacddfffjktxdaa reducible gLLAQacddfffjktxaqq reducible gLLAQacddfffjktxxax toroidal gLLAQacddfffjkdeiip toroidal gLLAQacddfffjkdepap SFS[D(13,8)(3,1)] gLLAQacddfffjkdepup SFS[D(13,5)(3,1)] gLLAQacddfffjkdeppl toroidal gLLAQacddfffjkdeppx toroidal gLLAQacddfffjkdempp toroidal gLLAQacddfffjkdeqpp toroidal gLLAQacddfffjkdeptt toroidal gLLAQacddfffjkdeepe SFS[D(13,5)(2,1)] gLLAQacddfffjkqmllu toroidal gLLAQacddfffjkqmupu SFS[D(11,3)(3,1)] gLLAQacddfffjkqmuau SFS[D(11,8)(3,1)] gLLAQacddfffjkqmuuh toroidal gLLAQacddfffjkqmuue toroidal gLLAQacddfffjkqmxuu toroidal gLLAQacddfffjkqmtuu toroidal gLLAQacddfffjkqmudd toroidal gLLAQacddfffjkqmmum SFS[D(11,3)(2,1)] gLLAQacddfffjkxxhha SFS[D(7,3)(2,1)] gLLAQacddfffjkxxaua SFS[D(7,2)(3,1)] gLLAQacddfffjkxxapa SFS[D(7,5)(3,1)] gLLAQacddfffjkxxaai SFS[D(7,3)(3,1)] gLLAQacddfffjkxxaam SFS[D(7,4)(3,1)] gLLAQacddfffjkxxeaa toroidal gLLAQacddfffjkxxdaa toroidal gLLAQacddfffjkxxaqq toroidal gLLAQacddfffjkxxxax SFS[D(7,2)(2,1)] gLLAQacddfffjkeeiip toroidal gLLAQacddfffjkeepap SFS[D(5,1)(3,1)] gLLAQacddfffjkeepup SFS[D(5,4)(3,1)] gLLAQacddfffjkeeppl toroidal gLLAQacddfffjkeeppx toroidal gLLAQacddfffjkeempp toroidal gLLAQacddfffjkeeqpp toroidal gLLAQacddfffjkeeptt toroidal gLLAQacddfffjkeeepe SFS[D(5,1)(2,1)] gLLAQacddfffjkmmilh reducible gLLAQacddfffjkmmllu SFS[D(2,1)(2,1)] gLLAQacddfffjkmmlqe SFS[D(2,1)(2,1)] gLLAQacddfffjkmmupu SFS[D(3,1)(2,1)] gLLAQacddfffjkmmuau SFS[D(3,1)(2,1)] gLLAQacddfffjkmmuuh SFS[D(3,1)(2,1)] gLLAQacddfffjkmmuph toroidal gLLAQacddfffjkmmuah SFS[D(3,1)(2,1)] gLLAQacddfffjkmmuue SFS[D(3,1)(2,1)] gLLAQacddfffjkmmupe SFS[D(3,1)(2,1)] gLLAQacddfffjkmmuae reducible gLLAQacddfffjkmmxuu reducible gLLAQacddfffjkmmtuu reducible gLLAQacddfffjkmmuiq SFS[A(2,1)] gLLAQacddfffjkmmudd reducible gLLAQacddfffjkmmqpm reducible gLLAQacddfffjkmmmai SFS[D(2,1)(2,1)] gLLAQacddfffjkmmmum SFS[D(2,1)(2,1)] gLLAQacddfffjkuxhha SFS[D(5,1)(2,1)] gLLAQacddfffjkuxaua toroidal gLLAQacddfffjkuxapa toroidal gLLAQacddfffjkuxaai SFS[D(5,4)(3,1)] gLLAQacddfffjkuxaam SFS[D(5,1)(3,1)] gLLAQacddfffjkuxeaa toroidal gLLAQacddfffjkuxdaa toroidal gLLAQacddfffjkuxaqq toroidal gLLAQacddfffjkuxxax toroidal gLLAQacddfffjkaeiip toroidal gLLAQacddfffjkaepap toroidal gLLAQacddfffjkaepup toroidal gLLAQacddfffjkaeppl toroidal gLLAQacddfffjkaeppx toroidal gLLAQacddfffjkaempp toroidal gLLAQacddfffjkaeqpp toroidal gLLAQacddfffjkaeptt toroidal gLLAQacddfffjkaeepe toroidal gLLAQacddfffjkpmllu SFS[D(13,5)(2,1)] gLLAQacddfffjkpmupu toroidal gLLAQacddfffjkpmuau toroidal gLLAQacddfffjkpmuuh SFS[D(13,5)(3,1)] gLLAQacddfffjkpmuue SFS[D(13,8)(3,1)] gLLAQacddfffjkpmxuu toroidal gLLAQacddfffjkpmtuu toroidal gLLAQacddfffjkpmudd toroidal gLLAQacddfffjkpmmum toroidal gLLAQacddfffjkdmuap SFS[D(8,3)(2,1)] gLLAQacddfffjkamaqq SFS[D(3,1)(2,1)] gLLAQacddfffjkamdld SFS[D(9,2)(2,1)] gLLAQacddfffjkameet SFS[D(12,5)(2,1)] gLLAQacddfffjkamlel SFS[D(9,7)(3,1)] gLLAQacddfffjkamlql SFS[D(9,2)(3,1)] gLLAQacddfffjkamllx toroidal gLLAQacddfffjkamllp toroidal gLLAQacddfffjkamhll SFS[D(9,2)(3,1)] gLLAQacddfffjkamill SFS[D(9,7)(3,1)] gLLAQacddfffjkamtpl toroidal gLLAQacddfffjkamtul toroidal gLLAQacddfffjkamtap toroidal gLLAQacddfffjkamtpp toroidal gLLAQacddfffjkamtup m103(0,0) gLLAQacddfffjkamtax toroidal gLLAQacddfffjkamtpx m108(0,0) gLLAQacddfffjkamtux toroidal gLLAQacddfffjkamxal toroidal gLLAQacddfffjkamxpl toroidal gLLAQacddfffjkamxul m087(0,0) gLLAQacddfffjkamxap m055(0,0) gLLAQacddfffjkamxpp SFS[D(9,2)(2,1)] gLLAQacddfffjkamxup m166(0,0) gLLAQacddfffjkamxax toroidal gLLAQacddfffjkamxpx SFS[D(9,2)(2,1)] gLLAQacddfffjkamxux SFS[D(12,5)(2,1)] gLLAQacddfffjkamual toroidal gLLAQacddfffjkamupl m083(0,0) gLLAQacddfffjkamuul toroidal gLLAQacddfffjkamuap toroidal gLLAQacddfffjkamupp SFS[D(3,1)(2,1)] gLLAQacddfffjkamuup SFS[D(3,1)(2,1)] gLLAQacddfffjkamuax m052(0,0) gLLAQacddfffjkamupx m165(0,0) gLLAQacddfffjkamuux SFS[D(12,5)(2,1)] gLLAQacddfffjkamtht SFS[D(12,5)(3,1)] gLLAQacddfffjkamtmt SFS[D(12,7)(3,1)] gLLAQacddfffjkamttd SFS[D(12,7)(3,1)] gLLAQacddfffjkamttq SFS[D(12,5)(3,1)] gLLAQacddfffjkamutt toroidal gLLAQacddfffjkamxtt toroidal gLLAQacddfffjkamlmm SFS[D(9,2)(2,1)] gLLAQacddfffjkamiti SFS[D(12,5)(2,1)] gLLAQacddfffjkamhha SFS[D(3,1)(2,1)] gLLAQacddfffjkamaua toroidal gLLAQacddfffjkamapa toroidal gLLAQacddfffjkamaai SFS[D(3,1)(3,2)] gLLAQacddfffjkamaam SFS[D(3,1)(3,1)] gLLAQacddfffjkameaa SFS[D(3,1)(3,2)] gLLAQacddfffjkamdaa SFS[D(3,1)(3,1)] gLLAQacddfffjkahmht toroidal gLLAQacddfffjkahmtt m006(0,0) gLLAQacddfffjkahmmt m006(0,0) gLLAQacddfffjkppeuh SFS[D(5,2)(2,1)] gLLAQacddfffjkaaaqq SFS[D(3,1)(2,1)] gLLAQacddfffjkaadld SFS[D(3,1)(2,1)] gLLAQacddfffjkaaeet reducible gLLAQacddfffjkaalel SFS[D(3,1)(3,1)] gLLAQacddfffjkaalql SFS[D(3,1)(3,2)] gLLAQacddfffjkaallx SFS[D(3,1)(3,2)] gLLAQacddfffjkaallp SFS[D(3,1)(3,1)] gLLAQacddfffjkaahll SFS[D(3,1)(3,2)] gLLAQacddfffjkaaill SFS[D(3,1)(3,1)] gLLAQacddfffjkaatpl SFS[D(3,1)(2,1)] gLLAQacddfffjkaatul SFS[D(3,1)(2,1)] gLLAQacddfffjkaatap SFS[D(3,1)(2,1)] gLLAQacddfffjkaatpp toroidal gLLAQacddfffjkaatup SFS[D(3,1)(2,1)] gLLAQacddfffjkaatax SFS[D(3,1)(2,1)] gLLAQacddfffjkaatpx SFS[D(3,1)(2,1)] gLLAQacddfffjkaatux reducible gLLAQacddfffjkaaxal toroidal gLLAQacddfffjkaaxpl toroidal gLLAQacddfffjkaaxul toroidal gLLAQacddfffjkaaxap m003(0,0) gLLAQacddfffjkaaxpp SFS[D(3,1)(2,1)] gLLAQacddfffjkaaxup toroidal gLLAQacddfffjkaaxax SFS[D(3,1)(2,1)] gLLAQacddfffjkaaxpx SFS[D(3,1)(2,1)] gLLAQacddfffjkaaxux reducible gLLAQacddfffjkaaual toroidal gLLAQacddfffjkaaupl m003(0,0) gLLAQacddfffjkaauul SFS[D(3,1)(2,1)] gLLAQacddfffjkaauap toroidal gLLAQacddfffjkaaupp SFS[D(3,1)(2,1)] gLLAQacddfffjkaauup SFS[D(3,1)(2,1)] gLLAQacddfffjkaauax toroidal gLLAQacddfffjkaaupx toroidal gLLAQacddfffjkaauux reducible gLLAQacddfffjkaatht reducible gLLAQacddfffjkaatmt reducible gLLAQacddfffjkaattd reducible gLLAQacddfffjkaattq reducible gLLAQacddfffjkaautt toroidal gLLAQacddfffjkaaxtt toroidal gLLAQacddfffjkaalmm SFS[D(3,1)(2,1)] gLLAQacddfffjkaaiti reducible gLLAQacddfffjkaahha SFS[D(3,1)(2,1)] gLLAQacddfffjkaaaua SFS[D(3,1)(3,2)] gLLAQacddfffjkaaapa SFS[D(3,1)(3,1)] gLLAQacddfffjkaaaai SFS[D(3,1)(3,1)] gLLAQacddfffjkaaaam SFS[D(3,1)(3,2)] gLLAQacddfffjkaaeaa SFS[D(3,1)(3,1)] gLLAQacddfffjkaadaa SFS[D(3,1)(3,2)] gLLAQacddfffjkuumai SFS[D(4,1)(2,1)] gLLAQacddfffjkauqtd toroidal gLLAQacddfffjkauqtt m032(0,0) gLLAQacddfffjkauqtq m032(0,0) gLLAQacddfffjsxxhha SFS[D(2,1)(2,1)] gLLAQacddfffjsxxaua SFS[D(3,1)(2,1)] gLLAQacddfffjsxxapa SFS[D(3,1)(2,1)] gLLAQacddfffjsxxaai SFS[D(3,1)(2,1)] gLLAQacddfffjsxxaam SFS[D(3,1)(2,1)] gLLAQacddfffjsxxeaa reducible gLLAQacddfffjsxxdaa reducible gLLAQacddfffjsxxaqq reducible gLLAQacddfffjsxxxax SFS[D(2,1)(2,1)] gLLAQacddfffjsaaaqq toroidal gLLAQacddfffjsaaxax reducible gLLAQacddfffjsaahha reducible gLLAQacddfffjsaaaua reducible gLLAQacddfffjsaaapa reducible gLLAQacddfffjsaaaai reducible gLLAQacddfffjsaaaam reducible gLLAQacddfffjsaaeaa toroidal gLLAQacddfffjsaadaa toroidal gLLAQacddfffjbxxhha toroidal gLLAQacddfffjbxxaua SFS[D(5,1)(3,1)] gLLAQacddfffjbxxapa SFS[D(5,4)(3,1)] gLLAQacddfffjbxxaai toroidal gLLAQacddfffjbxxaam toroidal gLLAQacddfffjbxxeaa toroidal gLLAQacddfffjbxxdaa toroidal gLLAQacddfffjbxxaqq toroidal gLLAQacddfffjbxxxax SFS[D(5,1)(2,1)] gLLAQacddfffjbaaaqq SFS[D(3,1)(2,1)] gLLAQacddfffjbaaxax SFS[D(3,1)(2,1)] gLLAQacddfffjbaahha SFS[D(3,1)(2,1)] gLLAQacddfffjbaaaua SFS[D(3,1)(3,1)] gLLAQacddfffjbaaapa SFS[D(3,1)(3,2)] gLLAQacddfffjbaaaai SFS[D(3,1)(3,2)] gLLAQacddfffjbaaaam SFS[D(3,1)(3,1)] gLLAQacddfffjbaaeaa SFS[D(3,1)(3,2)] gLLAQacddfffjbaadaa SFS[D(3,1)(3,1)] gLLAQbdcdfffabwrgjk reducible gLLAQbdcdfffabwrjjk SFS[D(2,1)(2,1)] gLLAQbdcdfffabwrkjk SFS[D(2,1)(2,1)] gLLAQceedeffapubhtj SFS[D(4,1)(2,1)] gLLAQbdcdfffavwfobv SFS[A(2,1)] gLLAQaceefffnghhdeh reducible gLLAQaceefffnghheam SFS[D(3,1)(2,1)] gLLAQaceefffnghhadt SFS[D(3,1)(2,1)] gLLAQaceefffnouupup SFS[A(3,1)] gLLAQacddfffbkaiaqq SFS[D(3,1)(2,1)] gLLAQacddfffbkaidld SFS[D(3,1)(2,1)] gLLAQacddfffbkaieet reducible gLLAQacddfffbkailel SFS[D(3,1)(3,1)] gLLAQacddfffbkailql SFS[D(3,1)(3,2)] gLLAQacddfffbkaillx SFS[D(3,1)(3,2)] gLLAQacddfffbkaillp SFS[D(3,1)(3,1)] gLLAQacddfffbkaihll SFS[D(3,1)(3,2)] gLLAQacddfffbkaiill SFS[D(3,1)(3,1)] gLLAQacddfffbkaitpl SFS[D(3,1)(2,1)] gLLAQacddfffbkaitul SFS[D(3,1)(2,1)] gLLAQacddfffbkaitap SFS[D(3,1)(2,1)] gLLAQacddfffbkaitpp toroidal gLLAQacddfffbkaitup SFS[D(3,1)(2,1)] gLLAQacddfffbkaitax SFS[D(3,1)(2,1)] gLLAQacddfffbkaitpx SFS[D(3,1)(2,1)] gLLAQacddfffbkaitux reducible gLLAQacddfffbkaixal toroidal gLLAQacddfffbkaixpl toroidal gLLAQacddfffbkaixul toroidal gLLAQacddfffbkaixap m003(0,0) gLLAQacddfffbkaixpp SFS[D(3,1)(2,1)] gLLAQacddfffbkaixup toroidal gLLAQacddfffbkaixax SFS[D(3,1)(2,1)] gLLAQacddfffbkaixpx SFS[D(3,1)(2,1)] gLLAQacddfffbkaixux reducible gLLAQacddfffbkaiual toroidal gLLAQacddfffbkaiupl m003(0,0) gLLAQacddfffbkaiuul SFS[D(3,1)(2,1)] gLLAQacddfffbkaiuap toroidal gLLAQacddfffbkaiupp SFS[D(3,1)(2,1)] gLLAQacddfffbkaiuup SFS[D(3,1)(2,1)] gLLAQacddfffbkaiuax toroidal gLLAQacddfffbkaiupx toroidal gLLAQacddfffbkaiuux reducible gLLAQacddfffbkaitht reducible gLLAQacddfffbkaitmt reducible gLLAQacddfffbkaittd reducible gLLAQacddfffbkaittq reducible gLLAQacddfffbkaiutt toroidal gLLAQacddfffbkaixtt toroidal gLLAQacddfffbkailmm SFS[D(3,1)(2,1)] gLLAQacddfffbkaiiti reducible gLLAQacddfffbkaihha SFS[D(3,1)(2,1)] gLLAQacddfffbkaiaua SFS[D(3,1)(3,2)] gLLAQacddfffbkaiapa SFS[D(3,1)(3,1)] gLLAQacddfffbkaiaai SFS[D(3,1)(3,1)] gLLAQacddfffbkaiaam SFS[D(3,1)(3,2)] gLLAQacddfffbkaieaa SFS[D(3,1)(3,1)] gLLAQacddfffbkaidaa SFS[D(3,1)(3,2)] gLLAQacddfffbkdeiip reducible gLLAQacddfffbkdepap SFS[D(3,1)(2,1)] gLLAQacddfffbkdepup SFS[D(3,1)(2,1)] gLLAQacddfffbkdeppl reducible gLLAQacddfffbkdeppx reducible gLLAQacddfffbkdempp SFS[D(3,1)(2,1)] gLLAQacddfffbkdeqpp SFS[D(3,1)(2,1)] gLLAQacddfffbkdeptt SFS[D(2,1)(2,1)] gLLAQacddfffbkdeepe SFS[D(2,1)(2,1)] gLLAQacddfffbkeeiip reducible gLLAQacddfffbkeepap SFS[D(3,1)(2,1)] gLLAQacddfffbkeepup SFS[D(3,1)(2,1)] gLLAQacddfffbkeeppl reducible gLLAQacddfffbkeeppx reducible gLLAQacddfffbkeempp SFS[D(3,1)(2,1)] gLLAQacddfffbkeeqpp SFS[D(3,1)(2,1)] gLLAQacddfffbkeeptt SFS[D(2,1)(2,1)] gLLAQacddfffbkeeepe SFS[D(2,1)(2,1)] gLLAQacddfffbkmmilh reducible gLLAQacddfffbkmmuph SFS[D(2,1)(2,1)] gLLAQacddfffbkmmuiq T2xI gLLAQacddfffbkmmqpm reducible gLLAQacddfffbkuxhha SFS[D(2,1)(2,1)] gLLAQacddfffbkuxaua reducible gLLAQacddfffbkuxapa reducible gLLAQacddfffbkuxaai SFS[D(3,1)(2,1)] gLLAQacddfffbkuxaam SFS[D(3,1)(2,1)] gLLAQacddfffbkuxeaa SFS[D(3,1)(2,1)] gLLAQacddfffbkuxdaa SFS[D(3,1)(2,1)] gLLAQacddfffbkuxaqq SFS[D(2,1)(2,1)] gLLAQacddfffbkuxxax reducible gLLAQacddfffbkaeiip reducible gLLAQacddfffbkaepap reducible gLLAQacddfffbkaepup reducible gLLAQacddfffbkaeppl reducible gLLAQacddfffbkaeppx reducible gLLAQacddfffbkaempp toroidal gLLAQacddfffbkaeqpp toroidal gLLAQacddfffbkaeptt toroidal gLLAQacddfffbkaeepe reducible gLLAQacddfffbkpmllu SFS[D(2,1)(2,1)] gLLAQacddfffbkpmupu reducible gLLAQacddfffbkpmuau reducible gLLAQacddfffbkpmuuh SFS[D(3,1)(2,1)] gLLAQacddfffbkpmuue SFS[D(3,1)(2,1)] gLLAQacddfffbkpmxuu SFS[D(3,1)(2,1)] gLLAQacddfffbkpmtuu SFS[D(3,1)(2,1)] gLLAQacddfffbkpmudd SFS[D(2,1)(2,1)] gLLAQacddfffbkpmmum reducible gLLAQacddfffbkamaqq reducible gLLAQacddfffbkamdld SFS[D(3,1)(2,1)] gLLAQacddfffbkameet SFS[D(3,1)(2,1)] gLLAQacddfffbkamlel SFS[D(3,1)(3,2)] gLLAQacddfffbkamlql SFS[D(3,1)(3,1)] gLLAQacddfffbkamllx SFS[D(3,1)(3,1)] gLLAQacddfffbkamllp SFS[D(3,1)(3,2)] gLLAQacddfffbkamhll SFS[D(3,1)(3,1)] gLLAQacddfffbkamill SFS[D(3,1)(3,2)] gLLAQacddfffbkamtpl toroidal gLLAQacddfffbkamtul toroidal gLLAQacddfffbkamtap SFS[D(3,1)(2,1)] gLLAQacddfffbkamtpp SFS[D(3,1)(2,1)] gLLAQacddfffbkamtup toroidal gLLAQacddfffbkamtax SFS[D(3,1)(2,1)] gLLAQacddfffbkamtpx m003(0,0) gLLAQacddfffbkamtux toroidal gLLAQacddfffbkamxal SFS[D(3,1)(2,1)] gLLAQacddfffbkamxpl toroidal gLLAQacddfffbkamxul m003(0,0) gLLAQacddfffbkamxap SFS[D(3,1)(2,1)] gLLAQacddfffbkamxpp SFS[D(3,1)(2,1)] gLLAQacddfffbkamxup toroidal gLLAQacddfffbkamxax toroidal gLLAQacddfffbkamxpx SFS[D(3,1)(2,1)] gLLAQacddfffbkamxux SFS[D(3,1)(2,1)] gLLAQacddfffbkamual SFS[D(3,1)(2,1)] gLLAQacddfffbkamupl toroidal gLLAQacddfffbkamuul SFS[D(3,1)(2,1)] gLLAQacddfffbkamuap reducible gLLAQacddfffbkamupp reducible gLLAQacddfffbkamuup reducible gLLAQacddfffbkamuax SFS[D(3,1)(2,1)] gLLAQacddfffbkamupx toroidal gLLAQacddfffbkamuux SFS[D(3,1)(2,1)] gLLAQacddfffbkamtht SFS[D(3,1)(3,1)] gLLAQacddfffbkamtmt SFS[D(3,1)(3,2)] gLLAQacddfffbkamttd SFS[D(3,1)(3,2)] gLLAQacddfffbkamttq SFS[D(3,1)(3,1)] gLLAQacddfffbkamutt SFS[D(3,1)(3,2)] gLLAQacddfffbkamxtt SFS[D(3,1)(3,1)] gLLAQacddfffbkamlmm SFS[D(3,1)(2,1)] gLLAQacddfffbkamiti SFS[D(3,1)(2,1)] gLLAQacddfffbkamhha reducible gLLAQacddfffbkamaua toroidal gLLAQacddfffbkamapa toroidal gLLAQacddfffbkamaai reducible gLLAQacddfffbkamaam reducible gLLAQacddfffbkameaa reducible gLLAQacddfffbkamdaa reducible gLLAQacddfffbkahmht toroidal gLLAQacddfffbkahmtt SFS[D(3,1)(2,1)] gLLAQacddfffbkahmmt SFS[D(3,1)(2,1)] gLLAQacddfffbkaaaqq SFS[D(3,1)(2,1)] gLLAQacddfffbkaadld reducible gLLAQacddfffbkaaeet SFS[D(3,1)(2,1)] gLLAQacddfffbkaalel reducible gLLAQacddfffbkaalql reducible gLLAQacddfffbkaallx toroidal gLLAQacddfffbkaallp toroidal gLLAQacddfffbkaahll reducible gLLAQacddfffbkaaill reducible gLLAQacddfffbkaatpl SFS[D(3,1)(2,1)] gLLAQacddfffbkaatul SFS[D(3,1)(2,1)] gLLAQacddfffbkaatap toroidal gLLAQacddfffbkaatpp SFS[D(3,1)(2,1)] gLLAQacddfffbkaatup m003(0,0) gLLAQacddfffbkaatax toroidal gLLAQacddfffbkaatpx toroidal gLLAQacddfffbkaatux toroidal gLLAQacddfffbkaaxal SFS[D(3,1)(2,1)] gLLAQacddfffbkaaxpl reducible gLLAQacddfffbkaaxul SFS[D(3,1)(2,1)] gLLAQacddfffbkaaxap toroidal gLLAQacddfffbkaaxpp reducible gLLAQacddfffbkaaxup toroidal gLLAQacddfffbkaaxax SFS[D(3,1)(2,1)] gLLAQacddfffbkaaxpx reducible gLLAQacddfffbkaaxux SFS[D(3,1)(2,1)] gLLAQacddfffbkaaual SFS[D(3,1)(2,1)] gLLAQacddfffbkaaupl SFS[D(3,1)(2,1)] gLLAQacddfffbkaauul toroidal gLLAQacddfffbkaauap toroidal gLLAQacddfffbkaaupp SFS[D(3,1)(2,1)] gLLAQacddfffbkaauup SFS[D(3,1)(2,1)] gLLAQacddfffbkaauax m003(0,0) gLLAQacddfffbkaaupx toroidal gLLAQacddfffbkaauux SFS[D(3,1)(2,1)] gLLAQacddfffbkaatht SFS[D(3,1)(3,2)] gLLAQacddfffbkaatmt SFS[D(3,1)(3,1)] gLLAQacddfffbkaattd SFS[D(3,1)(3,1)] gLLAQacddfffbkaattq SFS[D(3,1)(3,2)] gLLAQacddfffbkaautt SFS[D(3,1)(3,1)] gLLAQacddfffbkaaxtt SFS[D(3,1)(3,2)] gLLAQacddfffbkaalmm reducible gLLAQacddfffbkaaiti SFS[D(3,1)(2,1)] gLLAQacddfffbkaahha SFS[D(3,1)(2,1)] gLLAQacddfffbkaaaua SFS[D(3,1)(3,1)] gLLAQacddfffbkaaapa SFS[D(3,1)(3,2)] gLLAQacddfffbkaaaai SFS[D(3,1)(3,2)] gLLAQacddfffbkaaaam SFS[D(3,1)(3,1)] gLLAQacddfffbkaaeaa SFS[D(3,1)(3,2)] gLLAQacddfffbkaadaa SFS[D(3,1)(3,1)] gLLAQacddfffbkauqtd toroidal gLLAQacddfffbkauqtt SFS[D(3,1)(2,1)] gLLAQacddfffbkauqtq SFS[D(3,1)(2,1)] gLLAQacddfffbsxhiqu SFS[A(2,1)] gLLAQacddfffbsaiaqq reducible gLLAQacddfffbsaixax reducible gLLAQacddfffbsaihha toroidal gLLAQacddfffbsaiaua reducible gLLAQacddfffbsaiapa reducible gLLAQacddfffbsaiaai toroidal gLLAQacddfffbsaiaam toroidal gLLAQacddfffbsaieaa reducible gLLAQacddfffbsaidaa reducible gLLAQacddfffbsxxtht SFS[D(3,1)(2,1)] gLLAQacddfffbsxxtmt SFS[D(3,1)(2,1)] gLLAQacddfffbsxxttd SFS[D(3,1)(2,1)] gLLAQacddfffbsxxttq SFS[D(3,1)(2,1)] gLLAQacddfffbsxxutt reducible gLLAQacddfffbsxxxtt reducible gLLAQacddfffbsxxiti SFS[D(2,1)(2,1)] gLLAQacddfffbsxxeet SFS[D(2,1)(2,1)] gLLAQacddfffbsxxtpl SFS[D(3,1)(2,1)] gLLAQacddfffbsxxtul SFS[D(3,1)(2,1)] gLLAQacddfffbsxxtap SFS[D(3,1)(2,1)] gLLAQacddfffbsxxtpp reducible gLLAQacddfffbsxxtup SFS[D(3,1)(2,1)] gLLAQacddfffbsxxtax SFS[D(3,1)(2,1)] gLLAQacddfffbsxxtpx SFS[D(3,1)(2,1)] gLLAQacddfffbsxxtux toroidal gLLAQacddfffbsxxxux SFS[D(2,1)(2,1)] gLLAQacddfffbsxxuux SFS[D(2,1)(2,1)] gLLAQacddfffbsmmmai SFS[D(2,1)(2,1)] gLLAQacddfffbsaeeuh reducible gLLAQacddfffbsaeeuu reducible gLLAQacddfffbsaeeue reducible gLLAQacddfffbsxetdq toroidal gLLAQacddfffbsxetdd SFS[D(2,1)(2,1)] gLLAQacddfffbsxetdt SFS[D(2,1)(2,1)] gLLAQacddfffbsamaqq SFS[D(3,1)(2,1)] gLLAQacddfffbsamxax SFS[D(3,1)(2,1)] gLLAQacddfffbsamhha SFS[D(3,1)(2,1)] gLLAQacddfffbsamaua SFS[D(3,1)(3,1)] gLLAQacddfffbsamapa SFS[D(3,1)(3,2)] gLLAQacddfffbsamaai SFS[D(3,1)(3,2)] gLLAQacddfffbsamaam SFS[D(3,1)(3,1)] gLLAQacddfffbsameaa SFS[D(3,1)(3,2)] gLLAQacddfffbsamdaa SFS[D(3,1)(3,1)] gLLAQacddfffbsahphd SFS[A(2,1)] gLLAQacddfffbstuqpm SFS[D(2,1)(2,1)] gLLAQacddfffbsaaaqq SFS[D(3,1)(2,1)] gLLAQacddfffbsaadld SFS[D(3,1)(2,1)] gLLAQacddfffbsaaeet reducible gLLAQacddfffbsaalel SFS[D(3,1)(3,1)] gLLAQacddfffbsaalql SFS[D(3,1)(3,2)] gLLAQacddfffbsaallx SFS[D(3,1)(3,2)] gLLAQacddfffbsaallp SFS[D(3,1)(3,1)] gLLAQacddfffbsaahll SFS[D(3,1)(3,2)] gLLAQacddfffbsaaill SFS[D(3,1)(3,1)] gLLAQacddfffbsaatpl SFS[D(3,1)(2,1)] gLLAQacddfffbsaatul SFS[D(3,1)(2,1)] gLLAQacddfffbsaatap SFS[D(3,1)(2,1)] gLLAQacddfffbsaatpp toroidal gLLAQacddfffbsaatup SFS[D(3,1)(2,1)] gLLAQacddfffbsaatax SFS[D(3,1)(2,1)] gLLAQacddfffbsaatpx SFS[D(3,1)(2,1)] gLLAQacddfffbsaatux reducible gLLAQacddfffbsaaxal toroidal gLLAQacddfffbsaaxpl toroidal gLLAQacddfffbsaaxul toroidal gLLAQacddfffbsaaxap m003(0,0) gLLAQacddfffbsaaxpp SFS[D(3,1)(2,1)] gLLAQacddfffbsaaxup toroidal gLLAQacddfffbsaaxax SFS[D(3,1)(2,1)] gLLAQacddfffbsaaxpx SFS[D(3,1)(2,1)] gLLAQacddfffbsaaxux reducible gLLAQacddfffbsaaual toroidal gLLAQacddfffbsaaupl m003(0,0) gLLAQacddfffbsaauul SFS[D(3,1)(2,1)] gLLAQacddfffbsaauap toroidal gLLAQacddfffbsaaupp SFS[D(3,1)(2,1)] gLLAQacddfffbsaauup SFS[D(3,1)(2,1)] gLLAQacddfffbsaauax toroidal gLLAQacddfffbsaaupx toroidal gLLAQacddfffbsaauux reducible gLLAQacddfffbsaatht reducible gLLAQacddfffbsaatmt reducible gLLAQacddfffbsaattd reducible gLLAQacddfffbsaattq reducible gLLAQacddfffbsaautt toroidal gLLAQacddfffbsaaxtt toroidal gLLAQacddfffbsaalmm SFS[D(3,1)(2,1)] gLLAQacddfffbsaaiti reducible gLLAQacddfffbsaahha SFS[D(3,1)(2,1)] gLLAQacddfffbsaaaua SFS[D(3,1)(3,2)] gLLAQacddfffbsaaapa SFS[D(3,1)(3,1)] gLLAQacddfffbsaaaai SFS[D(3,1)(3,1)] gLLAQacddfffbsaaaam SFS[D(3,1)(3,2)] gLLAQacddfffbsaaeaa SFS[D(3,1)(3,1)] gLLAQacddfffbsaadaa SFS[D(3,1)(3,2)] gLLAQacddfffbsxphha reducible gLLAQacddfffbsxpaua SFS[D(3,1)(2,1)] gLLAQacddfffbsxpapa SFS[D(3,1)(2,1)] gLLAQacddfffbsxpaai reducible gLLAQacddfffbsxpaam reducible gLLAQacddfffbsxpeaa SFS[D(3,1)(2,1)] gLLAQacddfffbsxpdaa SFS[D(3,1)(2,1)] gLLAQacddfffbsxpaqq SFS[D(2,1)(2,1)] gLLAQacddfffbsxpxax SFS[D(2,1)(2,1)] gLLAQacddfffbsauhil toroidal gLLAQacddfffbsaulil SFS[D(3,1)(2,1)] gLLAQacddfffbsauiil SFS[D(3,1)(2,1)] gLLAQacddfffbbaiaqq SFS[D(3,1)(2,1)] gLLAQacddfffbbaixax SFS[D(3,1)(2,1)] gLLAQacddfffbbaihha SFS[D(3,1)(2,1)] gLLAQacddfffbbaiaua SFS[D(3,1)(3,1)] gLLAQacddfffbbaiapa SFS[D(3,1)(3,2)] gLLAQacddfffbbaiaai SFS[D(3,1)(3,2)] gLLAQacddfffbbaiaam SFS[D(3,1)(3,1)] gLLAQacddfffbbaieaa SFS[D(3,1)(3,2)] gLLAQacddfffbbaidaa SFS[D(3,1)(3,1)] gLLAQacddfffbbdedae SFS[A(2,1)] gLLAQacddfffbbdeeae T2xI gLLAQacddfffbbdeaae T2xI gLLAQacddfffbbxxhha reducible gLLAQacddfffbbxxaua SFS[D(3,1)(2,1)] gLLAQacddfffbbxxapa SFS[D(3,1)(2,1)] gLLAQacddfffbbxxaai reducible gLLAQacddfffbbxxaam reducible gLLAQacddfffbbxxeaa SFS[D(3,1)(2,1)] gLLAQacddfffbbxxdaa SFS[D(3,1)(2,1)] gLLAQacddfffbbxxaqq SFS[D(2,1)(2,1)] gLLAQacddfffbbxxxax SFS[D(2,1)(2,1)] gLLAQacddfffbbeedae SFS[A(2,1)] gLLAQacddfffbbeeeae T2xI gLLAQacddfffbbeeaae T2xI gLLAQacddfffbbaedae toroidal gLLAQacddfffbbaeeae SFS[A(2,1)] gLLAQacddfffbbaeaae SFS[A(2,1)] gLLAQacddfffbbamaqq SFS[D(3,1)(2,1)] gLLAQacddfffbbamxax SFS[D(3,1)(2,1)] gLLAQacddfffbbamhha SFS[D(3,1)(2,1)] gLLAQacddfffbbamaua SFS[D(3,1)(3,2)] gLLAQacddfffbbamapa SFS[D(3,1)(3,1)] gLLAQacddfffbbamaai SFS[D(3,1)(3,1)] gLLAQacddfffbbamaam SFS[D(3,1)(3,2)] gLLAQacddfffbbameaa SFS[D(3,1)(3,1)] gLLAQacddfffbbamdaa SFS[D(3,1)(3,2)] gLLAQacddfffbbtltal T2xI gLLAQacddfffbbmimai SFS[D(2,1)(2,1)] gLLAQacddfffbbahhxx reducible gLLAQacddfffbbahqhq reducible gLLAQacddfffbbahhmh reducible gLLAQacddfffbbahhth reducible gLLAQacddfffbbahhhe SFS[A(3,1)] gLLAQacddfffbbahhhu SFS[A(3,1)] gLLAQacddfffbbahihh reducible gLLAQacddfffbbahlhh reducible gLLAQacddfffbbahaah SFS[A(2,1)] gLLAQacddfffbbeaxax reducible gLLAQacddfffbbeahha reducible gLLAQacddfffbbeaaua reducible gLLAQacddfffbbeaapa reducible gLLAQacddfffbbeaaai reducible gLLAQacddfffbbeaaam reducible gLLAQacddfffbbdaxax reducible gLLAQacddfffbbdahha reducible gLLAQacddfffbbdaaua reducible gLLAQacddfffbbdaapa reducible gLLAQacddfffbbdaaai reducible gLLAQacddfffbbdaaam reducible gLLAQacddfffbbppptt reducible gLLAQacddfffbbppiip reducible gLLAQacddfffbbppppl reducible gLLAQacddfffbbppppx reducible gLLAQacddfffbbppmpp reducible gLLAQacddfffbbppqpp reducible gLLAQacddfffbbaaaqt SFS[D(3,1)(2,1)] gLLAQacddfffbbaaaet SFS[D(3,1)(2,1)] gLLAQacddfffbbaaalq SFS[D(3,1)(2,1)] gLLAQacddfffbbaaaeq SFS[D(3,1)(2,1)] gLLAQacddfffbbaaald SFS[D(3,1)(2,1)] gLLAQacddfffbbaaaqd SFS[D(3,1)(2,1)] gLLAQacddfffbbaadlt toroidal gLLAQacddfffbbaadqt toroidal gLLAQacddfffbbaadet toroidal gLLAQacddfffbbaadlq m003(0,0) gLLAQacddfffbbaadqq SFS[D(3,1)(2,1)] gLLAQacddfffbbaadeq toroidal gLLAQacddfffbbaadld SFS[D(3,1)(2,1)] gLLAQacddfffbbaadqd SFS[D(3,1)(2,1)] gLLAQacddfffbbaaelt toroidal gLLAQacddfffbbaaeqt m003(0,0) gLLAQacddfffbbaaeet SFS[D(3,1)(2,1)] gLLAQacddfffbbaaelq toroidal gLLAQacddfffbbaaeqq SFS[D(3,1)(2,1)] gLLAQacddfffbbaaeeq SFS[D(3,1)(2,1)] gLLAQacddfffbbaaeld toroidal gLLAQacddfffbbaaeqd toroidal gLLAQacddfffbbaalel SFS[D(3,1)(3,2)] gLLAQacddfffbbaalql SFS[D(3,1)(3,1)] gLLAQacddfffbbaallx SFS[D(3,1)(3,1)] gLLAQacddfffbbaallp SFS[D(3,1)(3,2)] gLLAQacddfffbbaahll SFS[D(3,1)(3,1)] gLLAQacddfffbbaahep m004(0,0) gLLAQacddfffbbaaill SFS[D(3,1)(3,2)] gLLAQacddfffbbaaiex m004(0,0) gLLAQacddfffbbaaiqp m004(0,0) gLLAQacddfffbbaatpl toroidal gLLAQacddfffbbaatul toroidal gLLAQacddfffbbaatap SFS[D(3,1)(2,1)] gLLAQacddfffbbaatpp SFS[D(3,1)(2,1)] gLLAQacddfffbbaatup toroidal gLLAQacddfffbbaatax SFS[D(3,1)(2,1)] gLLAQacddfffbbaatpx m003(0,0) gLLAQacddfffbbaatux toroidal gLLAQacddfffbbaaxal SFS[D(3,1)(2,1)] gLLAQacddfffbbaaxpl toroidal gLLAQacddfffbbaaxul m003(0,0) gLLAQacddfffbbaaxap SFS[D(3,1)(2,1)] gLLAQacddfffbbaaxpp SFS[D(3,1)(2,1)] gLLAQacddfffbbaaxup toroidal gLLAQacddfffbbaaxpx SFS[D(3,1)(2,1)] gLLAQacddfffbbaaxux SFS[D(3,1)(2,1)] gLLAQacddfffbbaaual SFS[D(3,1)(2,1)] gLLAQacddfffbbaaupl toroidal gLLAQacddfffbbaauul SFS[D(3,1)(2,1)] gLLAQacddfffbbaauax SFS[D(3,1)(2,1)] gLLAQacddfffbbaaupx toroidal gLLAQacddfffbbaauux SFS[D(3,1)(2,1)] gLLAQacddfffbbaatht SFS[D(3,1)(3,1)] gLLAQacddfffbbaatmt SFS[D(3,1)(3,2)] gLLAQacddfffbbaattd SFS[D(3,1)(3,2)] gLLAQacddfffbbaattq SFS[D(3,1)(3,1)] gLLAQacddfffbbaautt SFS[D(3,1)(3,2)] gLLAQacddfffbbaauhd m004(0,0) gLLAQacddfffbbaaumq m004(0,0) gLLAQacddfffbbaaxtt SFS[D(3,1)(3,1)] gLLAQacddfffbbaaxmd m004(0,0) gLLAQacddfffbbaalma SFS[D(3,1)(2,1)] gLLAQacddfffbbaalha SFS[D(3,1)(2,1)] gLLAQacddfffbbaaltm toroidal gLLAQacddfffbbaalmm SFS[D(3,1)(2,1)] gLLAQacddfffbbaalhm m003(0,0) gLLAQacddfffbbaalti toroidal gLLAQacddfffbbaalmi toroidal gLLAQacddfffbbaalhi toroidal gLLAQacddfffbbaaita SFS[D(3,1)(2,1)] gLLAQacddfffbbaaiha SFS[D(3,1)(2,1)] gLLAQacddfffbbaaitm toroidal gLLAQacddfffbbaaihm toroidal gLLAQacddfffbbaaiti SFS[D(3,1)(2,1)] gLLAQacddfffbbaaihi SFS[D(3,1)(2,1)] gLLAQacddfffbbaahta SFS[D(3,1)(2,1)] gLLAQacddfffbbaahma SFS[D(3,1)(2,1)] gLLAQacddfffbbaahtm toroidal gLLAQacddfffbbaahmm SFS[D(3,1)(2,1)] gLLAQacddfffbbaahhm SFS[D(3,1)(2,1)] gLLAQacddfffbbaahti m003(0,0) gLLAQacddfffbbaahmi toroidal gLLAQacddfffbbaahhi SFS[D(3,1)(2,1)] gLLAQacddfffbbaaaui SFS[D(3,1)(3,2)] gLLAQacddfffbbaaapi SFS[D(3,1)(3,1)] gLLAQacddfffbbaaaum SFS[D(3,1)(3,1)] gLLAQacddfffbbaaapm SFS[D(3,1)(3,2)] gLLAQacddfffbbaaeua SFS[D(3,1)(3,2)] gLLAQacddfffbbaaepa SFS[D(3,1)(3,1)] gLLAQacddfffbbaaeai SFS[D(3,1)(3,1)] gLLAQacddfffbbaaeam SFS[D(3,1)(3,2)] gLLAQacddfffbbaadua SFS[D(3,1)(3,1)] gLLAQacddfffbbaadpa SFS[D(3,1)(3,2)] gLLAQacddfffbbaadai SFS[D(3,1)(3,2)] gLLAQacddfffbbaadam SFS[D(3,1)(3,1)] gLLAQacddfffbbuuudd reducible gLLAQacddfffbbuullu reducible gLLAQacddfffbbuuuuh reducible gLLAQacddfffbbuuuue reducible gLLAQacddfffbbuuxuu reducible gLLAQacddfffbbuutuu reducible gLLAQacddfffbbqaqlq SFS[D(3,1)(2,1)] gLLAQacddfffbbqaqeq SFS[D(3,1)(2,1)] gLLAQacddfffbbqaqqt reducible gLLAQacddfffbbqaqqd reducible gLLAQacddfffbbqapqq SFS[D(3,1)(2,1)] gLLAQacddfffbbqamqq SFS[D(3,1)(2,1)] gLLAQacddfffbbqahqh SFS[D(2,1)(2,1)] gLLAQacddfffbbqaxxq reducible gLLAQacddfffbbqaqaa SFS[D(2,1)(2,1)] gLLAQacddfffbbupuap SFS[A(2,1)] gLLAQacddfffbbupupp T2xI gLLAQacddfffbbupuup T2xI gLLAQacddfffbbauapu toroidal gLLAQacddfffbbauauu SFS[A(2,1)] gLLAQacddfffbbauaau SFS[A(2,1)] gLLAQacddfffbbpapua SFS[A(2,1)] gLLAQacddfffbbpapaa T2xI gLLAQacddfffbbpappa T2xI gLLAQbdcdfffhgvrsgn T2xI gLLAQbdcdfffasvrkbs SFS[D(2,1)(2,1)] gLLAQbdcdfffabvrrsc reducible gLLAQbdcdfffabvrrjn SFS[D(2,1)(2,1)] gLLAQbdcdfffabvrgjk reducible gLLAQbdcdfffabvrsgn T2xI gLLAQbdcdfffmkvrrvg m004(0,0) gLLAQbdcdfffmkvrnfw toroidal gLLAQbdcdfffmkvrnff SFS[D(3,1)(2,1)] gLLAQbdcdfffmkvrnkn reducible gLLAQbdcdfffmkvrorn toroidal gLLAQbdcdfffmkvrrrn SFS[D(3,1)(2,1)] gLLAQbdcdfffmkvrnrn SFS[D(3,1)(2,1)] gLLAQbdcdfffmkvrnfn SFS[D(3,1)(2,1)] gLLAQbdcdfffmkvrkkb SFS[A(3,1)] gLLAQbdcdfffmkvrkks SFS[A(3,1)] gLLAQbdcdfffmkvrkfk reducible gLLAQbdcdfffmkvrkrk reducible gLLAQbdcdfffmkvrjkk reducible gLLAQbdcdfffmkvrjfk SFS[D(3,1)(3,1)] gLLAQbdcdfffmkvrjrk SFS[D(3,1)(3,2)] gLLAQbdcdfffmkvrgkk reducible gLLAQbdcdfffmkvrgfk SFS[D(3,1)(3,2)] gLLAQbdcdfffmkvrgrk SFS[D(3,1)(3,1)] gLLAQbdcdfffmkvrkcc reducible gLLAQbdcdfffmkvrgco toroidal gLLAQbdcdfffmkvrgcc SFS[D(3,1)(2,1)] gLLAQbdcdfffmkvrgcg SFS[D(3,1)(2,1)] gLLAQbdcdfffmkvrjwc toroidal gLLAQbdcdfffmkvrjcc SFS[D(3,1)(2,1)] gLLAQbdcdfffmkvrjjc SFS[D(3,1)(2,1)] gLLAQbdcdfffmkvrvjf m004(0,0) gLLAQbdcdfffmkvrwok SFS[A(2,1)] gLLAQbdcdfffmkvrvvk SFS[A(2,1)] gLLAQbdcdfffmbvrnfw toroidal gLLAQbdcdfffmbvrnff SFS[D(3,1)(2,1)] gLLAQbdcdfffmbvrnfn SFS[D(3,1)(2,1)] gLLAQbdcdfffmsvrnfw reducible gLLAQbdcdfffmsvrnff reducible gLLAQbdcdfffmsvrnfn reducible gLLAQceedeffdtlfqmv toroidal gLLAQceedeffdalfqmv SFS[D(3,1)(2,1)] gLLAQceedeffdllfqmv SFS[D(3,1)(2,1)] gLLAQceedeffdhhraav reducible gLLAQceedeffdaxgxdg SFS[A(2,1)] gLLAQceedeffdhhgadg reducible gLLAQceedeffdaigadg SFS[A(3,1)] gLLAQceedeffdairaav SFS[A(3,1)] gLLAQceedeffdppgpdg reducible gLLAQceedeffdlaraav reducible gLLAQceedeffdlagadg reducible gLLAQceedeffdpprpav reducible gLLAQceedfefddekiqv SFS[A(2,1)] gLLAQbddcffftvkbcjw T2xI gLLAQceedfefhdeotmg T2xI gLLAQbddcfffevkbgfv T2xI gLLAQbddcfffdwkbjwc SFS[A(2,1)] gLLAQceedeffadekeeo T2xI gLLAQbddcffflvkbcjw SFS[A(2,1)] gLLAQbdcdfffhovfvob T2xI gLLAQbdcdffftvvfnnv reducible gLLAQbdcdffftvvfvkk reducible gLLAQbdcdffftvvfvvr reducible gLLAQbdcdffftvvfvvj reducible gLLAQbdcdffftvvfsvv reducible gLLAQbdcdffftvvfwvv reducible gLLAQbdcdfffarvfvob SFS[A(2,1)] gLLAQbdcdfffavvfbvo SFS[A(2,1)] gLLAQbdcdfffavvffvg SFS[A(2,1)] gLLAQbdcdfffavvffgg T2xI gLLAQbdcdfffavvfffg T2xI gLLAQbdcdfffavvfcnk SFS[D(2,1)(2,1)] gLLAQbdcdfffavvfobv T2xI gLLAQbdcdfffavvfnkc SFS[D(2,1)(2,1)] gLLAQbdcdfffavvfvob T2xI gLLAQbdcdfffajvfvob T2xI gLLAQbdcdffflvvfnnv reducible gLLAQbdcdffflvvfvkk reducible gLLAQbdcdffflvvfvvr reducible gLLAQbdcdffflvvfvvj reducible gLLAQbdcdffflvvfsvv reducible gLLAQbdcdffflvvfwvv reducible gLLAQbdcdfffxvvfcrs T2xI gLLAQceedeffatlfltg SFS[A(2,1)] gLLAQceedeffaalfltg T2xI gLLAQceedeffallfltg T2xI gLLAQceedfefaaxkqdg SFS[D(2,1)(2,1)] gLLAQceedfefahhnhto reducible gLLAQceedfefalakqug reducible gLLAQceedfefappnhdo reducible gLLAQceedfefalanhto SFS[D(3,1)(2,1)] gLLAQceedfefappkqag SFS[D(3,1)(2,1)] gLLAQceedfefaaikqug SFS[D(3,1)(2,1)] gLLAQceedfefaainhto SFS[D(3,1)(2,1)] gLLAQceedfefahhkqug SFS[D(2,1)(2,1)] gLLAQbdcdfffhcvkwcj SFS[A(2,1)] gLLAQbdcdfffhrvkfnw toroidal gLLAQbdcdfffhrvkfnn SFS[D(3,1)(2,1)] gLLAQbdcdfffhrvkfnf SFS[D(3,1)(2,1)] gLLAQbdcdfffhsvkkwo reducible gLLAQbdcdfffhsvkkoo reducible gLLAQbdcdfffhsvkkko reducible gLLAQbdcdfffafvkkwo toroidal gLLAQbdcdfffafvkkoo SFS[D(2,1)(2,1)] gLLAQbdcdfffafvkkko SFS[D(2,1)(2,1)] gLLAQbdcdfffanvkwcj SFS[A(2,1)] gLLAQbddcffftnrbwfn SFS[D(2,1)(2,1)] gLLAQbddcfffdcrbvgf SFS[D(2,1)(2,1)] gLLAQceedeffaqacdtg SFS[D(2,1)(2,1)] gLLAQceedeffaamcmtg SFS[D(3,1)(2,1)] gLLAQceedeffaaicmtg SFS[D(3,1)(2,1)] gLLAQceedeffatacmtg SFS[D(3,1)(2,1)] gLLAQceedeffalacmtg SFS[D(3,1)(2,1)] gLLAQceedeffauucetg reducible gLLAQceedeffappcxtg reducible gLLAQceedeffahhcmtg reducible gLLAQceedeffaaxcltg SFS[D(2,1)(2,1)] gLLAQceedfefappgqtg reducible gLLAQceedfefalaohho reducible gLLAQceedfefaaigqqg SFS[D(3,1)(2,1)] gLLAQceedfefaaiohho SFS[D(3,1)(2,1)] gLLAQceedfefappohio SFS[D(3,1)(2,1)] gLLAQceedfefalagqqg SFS[D(3,1)(2,1)] gLLAQceedfefapegqqg SFS[D(3,1)(2,1)] gLLAQceedfefahegqqg SFS[D(3,1)(2,1)] gLLAQceedfefadhgqqg SFS[D(3,1)(2,1)] gLLAQceedfefaphgqqg SFS[D(3,1)(2,1)] gLLAQceedfefahhgqqg reducible gLLAQceedfefadhohmo SFS[D(3,1)(2,1)] gLLAQceedfefapugqqg toroidal gLLAQceedfefaaloheo SFS[D(2,1)(2,1)] gLLAQceedfefalloheo SFS[D(2,1)(2,1)] gLLAQceedfefahugqqg SFS[D(3,1)(2,1)] gLLAQceedfefaaxgqhg SFS[D(2,1)(2,1)] gLLAQceedfefahhohho SFS[D(2,1)(2,1)] gLLAQceedeffhqabxmv SFS[D(3,1)(2,1)] gLLAQceedeffhlabhmv SFS[D(3,1)(3,1)] gLLAQceedeffhtabhmv SFS[D(3,1)(3,2)] gLLAQceedeffhuublmv SFS[D(3,1)(3,2)] gLLAQceedeffhppbimv SFS[D(3,1)(3,1)] gLLAQceedeffhaibhmv SFS[D(3,1)(3,2)] gLLAQceedeffhambhmv SFS[D(3,1)(3,1)] gLLAQceedeffhhhbhmv SFS[D(3,1)(2,1)] gLLAQceedeffhaxbqmv SFS[D(3,1)(2,1)] gLLAQceedeffhhhnaav reducible gLLAQceedeffhqanpav SFS[D(3,1)(2,1)] gLLAQceedeffhaxnuav SFS[D(3,1)(2,1)] gLLAQceedeffhlaneav SFS[D(3,1)(3,2)] gLLAQceedeffhtaneav SFS[D(3,1)(3,1)] gLLAQceedeffhuunxav SFS[D(3,1)(3,1)] gLLAQceedeffhppnmav SFS[D(3,1)(3,2)] gLLAQceedeffhaineav SFS[D(3,1)(3,1)] gLLAQceedeffhamneav SFS[D(3,1)(3,2)] gLLAQceedeffhduneav toroidal gLLAQceedeffhdhneav toroidal gLLAQceedeffhqmnmav SFS[D(3,1)(2,1)] gLLAQceedeffhqanmav SFS[D(3,1)(2,1)] gLLAQceedeffhqinmav toroidal gLLAQceedeffhtxnxav SFS[D(3,1)(2,1)] gLLAQceedeffhtpnxav m003(0,0) gLLAQceedeffhtlnxav toroidal gLLAQceedeffhpeneav SFS[D(3,1)(2,1)] gLLAQceedeffhpuneav toroidal gLLAQceedeffhphneav m003(0,0) gLLAQceedeffhumnmav SFS[D(3,1)(2,1)] gLLAQceedeffhuanmav SFS[D(3,1)(2,1)] gLLAQceedeffhuinmav toroidal gLLAQceedeffhaxnxav toroidal gLLAQceedeffhapnxav SFS[D(3,1)(2,1)] gLLAQceedeffhalnxav SFS[D(3,1)(2,1)] gLLAQceedeffhheneav SFS[D(3,1)(2,1)] gLLAQceedeffhhuneav toroidal gLLAQceedeffhhhneav SFS[D(3,1)(2,1)] gLLAQceedeffhimnmav reducible gLLAQceedeffhianmav reducible gLLAQceedeffhiinmav reducible gLLAQceedeffhlxnxav SFS[D(3,1)(2,1)] gLLAQceedeffhlpnxav toroidal gLLAQceedeffhllnxav SFS[D(3,1)(2,1)] gLLAQceedeffhppnqav SFS[D(3,1)(3,1)] gLLAQceedeffhuuntav SFS[D(3,1)(3,2)] gLLAQceedeffhaindav SFS[D(3,1)(3,2)] gLLAQceedeffhamndav SFS[D(3,1)(3,1)] gLLAQceedeffhtandav SFS[D(3,1)(3,2)] gLLAQceedeffhlandav SFS[D(3,1)(3,1)] gLLAQceedeffhaxntav SFS[D(3,1)(2,1)] gLLAQceedeffhhhndav SFS[D(3,1)(2,1)] gLLAQceedeffhqanqav reducible gLLAQceedeffhamnaav toroidal gLLAQceedeffhainaav toroidal gLLAQceedeffhtanaav reducible gLLAQceedeffhlanaav reducible gLLAQceedeffhuunuav reducible gLLAQceedeffhppnpav reducible gLLAQceedfefhqajilv reducible gLLAQceedfefhlajiuv reducible gLLAQceedfefhtajiuv reducible gLLAQceedfefhuujipv reducible gLLAQceedfefhppjiav reducible gLLAQceedfefhaijiuv toroidal gLLAQceedfefhamjiuv toroidal gLLAQceedfefhhhjiuv reducible gLLAQceedfefhaxjidv toroidal gLLAQaceefffbgdppup SFS[A(2,1)] gLLAQaceefffbglhmiq reducible gLLAQaceefffbguupup SFS[A(3,1)] gLLAQaceefffbgeepud SFS[A(3,1)] gLLAQaceefffbghhtah reducible gLLAQaceefffbghhlah reducible gLLAQaceefffbghhamh reducible gLLAQaceefffbghhtmh reducible gLLAQaceefffbghhlmh reducible gLLAQaceefffbghhaih reducible gLLAQaceefffbghhtih reducible gLLAQaceefffbghhlih reducible gLLAQaceefffbghhdei reducible gLLAQaceefffbghhmiq reducible gLLAQaceefffbghhxaq reducible gLLAQaceefffbghhdel reducible gLLAQaceefffbghhaqx reducible gLLAQaceefffbghhltx reducible gLLAQaceefffbghhpuh reducible gLLAQaceefffbgihmiq reducible gLLAQaceefffbgahxax reducible gLLAQaceefffbgahaqq reducible gLLAQaceefffbgahtaa reducible gLLAQaceefffbgahlaa reducible gLLAQaceefffbgahama reducible gLLAQaceefffbgahaia reducible gLLAQaceefffbgdhpup T2xI gLLAQaceefffbguqpup SFS[A(3,1)] gLLAQaceefffbghidet reducible gLLAQaceefffbglidet reducible gLLAQaceefffbglieah reducible gLLAQaceefffbgliadm reducible gLLAQaceefffbgiidet reducible gLLAQaceefffbgiimei SFS[D(2,1)(2,1)] gLLAQaceefffbgiipud T2xI gLLAQaceefffbgiilti reducible gLLAQaceefffbgddpup T2xI gLLAQaceefffbgxxpuh SFS[A(2,1)] gLLAQaceefffbguipup reducible gLLAQaceefffboumpui SFS[A(2,1)] gLLAQaceefffboaphha reducible gLLAQaceefffboapxax SFS[A(2,1)] gLLAQaceefffboapaqq SFS[A(2,1)] gLLAQaceefffboaptaa SFS[A(3,1)] gLLAQaceefffboaplaa SFS[A(3,1)] gLLAQaceefffboapama SFS[A(3,1)] gLLAQaceefffboapaia SFS[A(3,1)] gLLAQaceefffboapeee reducible gLLAQaceefffboapddd reducible gLLAQaceefffboiqmiu SFS[D(2,1)(2,1)] gLLAQaceefffbotupup reducible gLLAQaceefffboeepud SFS[A(3,1)] gLLAQaceefffbohhpuh SFS[A(3,1)] gLLAQaceefffboxupup reducible gLLAQaceefffboehltl SFS[D(2,1)(2,1)] gLLAQaceefffboluput reducible gLLAQaceefffbouqpup SFS[A(3,1)] gLLAQaceefffbouxdel toroidal gLLAQaceefffbouxeap SFS[D(2,1)(2,1)] gLLAQaceefffbouxadx SFS[D(2,1)(2,1)] gLLAQaceefffbotxdel toroidal gLLAQaceefffbotxeap toroidal gLLAQaceefffbotxadx toroidal gLLAQaceefffboddpup SFS[A(2,1)] gLLAQaceefffboxxdel toroidal gLLAQaceefffboxxeap SFS[D(2,1)(2,1)] gLLAQaceefffboxxadx SFS[D(2,1)(2,1)] gLLAQaceefffbouipup SFS[A(3,1)] gLLAQaceefffbcepltl SFS[D(2,1)(2,1)] gLLAQaceefffbcuupup SFS[A(3,1)] gLLAQaceefffbceetad reducible gLLAQaceefffbceelad reducible gLLAQaceefffbceeamd reducible gLLAQaceefffbceetmd reducible gLLAQaceefffbceelmd reducible gLLAQaceefffbceeaid reducible gLLAQaceefffbceetid reducible gLLAQaceefffbceelid reducible gLLAQaceefffbceeeea reducible gLLAQaceefffbceedde reducible gLLAQaceefffbceedeq reducible gLLAQaceefffbceemiu reducible gLLAQaceefffbceexau reducible gLLAQaceefffbceedet reducible gLLAQaceefffbceeaqm reducible gLLAQaceefffbceeltm reducible gLLAQaceefffbceepud reducible gLLAQaceefffbceehhd reducible gLLAQaceefffbchhpuh SFS[A(3,1)] gLLAQaceefffbcuqpup toroidal gLLAQaceefffbcempud SFS[A(3,1)] gLLAQaceefffbchppuh SFS[A(3,1)] gLLAQaceefffbcedpua SFS[A(2,1)] gLLAQaceefffbceddea SFS[A(2,1)] gLLAQaceefffbcedead T2xI gLLAQaceefffbcedade T2xI gLLAQaceefffbcedxhq SFS[D(2,1)(2,1)] gLLAQaceefffbcedpup T2xI gLLAQaceefffbcedhqx SFS[D(2,1)(2,1)] gLLAQaceefffbcedpuu T2xI gLLAQaceefffbcadpua reducible gLLAQaceefffbcaddea reducible gLLAQaceefffbcadead reducible gLLAQaceefffbcadade reducible gLLAQaceefffbcadxhq reducible gLLAQaceefffbcadpup reducible gLLAQaceefffbcadltl reducible gLLAQaceefffbcadttl reducible gLLAQaceefffbcadatl reducible gLLAQaceefffbcadhqx reducible gLLAQaceefffbcadpuu reducible gLLAQaceefffbcadmii reducible gLLAQaceefffbcadmmi reducible gLLAQaceefffbcadmai reducible gLLAQaceefffbciimiu SFS[D(2,1)(2,1)] gLLAQaceefffbcddpua SFS[A(2,1)] gLLAQaceefffbcdddea SFS[A(2,1)] gLLAQaceefffbcddead T2xI gLLAQaceefffbcddade T2xI gLLAQaceefffbcddxhq SFS[D(2,1)(2,1)] gLLAQaceefffbcddpup T2xI gLLAQaceefffbcddhqx SFS[D(2,1)(2,1)] gLLAQaceefffbcddpuu T2xI gLLAQaceefffbcuipup SFS[A(3,1)] gLLAQaceefffbcexpud SFS[A(3,1)] gLLAQaceefffbchdpuh reducible gLLAQacddfffbgalpmq reducible gLLAQacddfffbgalqmq reducible gLLAQacddfffbgalmmq reducible gLLAQacddfffbgedtal T2xI gLLAQacddfffbgqqdph SFS[A(2,1)] gLLAQacddfffbgddtal T2xI gLLAQacddfffbgttuxt reducible gLLAQacddfffbgttqui T2xI gLLAQacddfffbgttqlt SFS[D(2,1)(2,1)] gLLAQacddfffbgttilh reducible gLLAQacddfffbgadtal SFS[A(2,1)] gLLAQacddfffbgatpmq toroidal gLLAQacddfffbgatqmq SFS[D(3,1)(2,1)] gLLAQacddfffbgatmmq SFS[D(3,1)(2,1)] gLLAQacddfffbgtlheu SFS[D(2,1)(2,1)] gLLAQacddfffbgahaqq reducible gLLAQacddfffbgahxax reducible gLLAQacddfffbgahhha SFS[A(2,1)] gLLAQacddfffbgahaua reducible gLLAQacddfffbgahapa reducible gLLAQacddfffbgahaai SFS[A(3,1)] gLLAQacddfffbgahaam SFS[A(3,1)] gLLAQacddfffbgaheaa reducible gLLAQacddfffbgahdaa reducible gLLAQacddfffbgtutal T2xI gLLAQacddfffbgxutal SFS[A(2,1)] gLLAQacddfffbguutal T2xI gLLAQacddfffbgaaait m004(0,0) gLLAQacddfffbgaahxx reducible gLLAQacddfffbgaalxp toroidal gLLAQacddfffbgaalxx SFS[D(3,1)(2,1)] gLLAQacddfffbgaalxl SFS[D(3,1)(2,1)] gLLAQacddfffbgaaidx toroidal gLLAQacddfffbgaaixx SFS[D(3,1)(2,1)] gLLAQacddfffbgaaiix SFS[D(3,1)(2,1)] gLLAQacddfffbgaamal m004(0,0) gLLAQacddfffbgaapmq toroidal gLLAQacddfffbgaaqtd toroidal gLLAQacddfffbgaaqtt SFS[D(3,1)(2,1)] gLLAQacddfffbgaaqhq reducible gLLAQacddfffbgaaqtq SFS[D(3,1)(2,1)] gLLAQacddfffbgaaqmq SFS[D(3,1)(2,1)] gLLAQacddfffbgaammq SFS[D(3,1)(2,1)] gLLAQacddfffbgaahmh reducible gLLAQacddfffbgaahth reducible gLLAQacddfffbgaahhe SFS[A(3,1)] gLLAQacddfffbgaahhu SFS[A(3,1)] gLLAQacddfffbgaaihh reducible gLLAQacddfffbgaaimh SFS[D(3,1)(3,2)] gLLAQacddfffbgaaith SFS[D(3,1)(3,1)] gLLAQacddfffbgaalhh reducible gLLAQacddfffbgaalmh SFS[D(3,1)(3,1)] gLLAQacddfffbgaalth SFS[D(3,1)(3,2)] gLLAQacddfffbgaadph SFS[A(2,1)] gLLAQacddfffbgaaaah SFS[A(2,1)] gLLAQacddfffbgppqui T2xI gLLAQacddfffbgapuap toroidal gLLAQacddfffbgapupp SFS[D(3,1)(2,1)] gLLAQacddfffbgapuup SFS[D(3,1)(2,1)] gLLAQacddfffbcuital T2xI gLLAQacddfffbcaldph SFS[A(2,1)] gLLAQacddfffbcphqui T2xI gLLAQacddfffbcedalt SFS[A(2,1)] gLLAQacddfffbcedaed SFS[A(2,1)] gLLAQacddfffbcedded T2xI gLLAQacddfffbcedeed T2xI gLLAQacddfffbcedhqx SFS[D(2,1)(2,1)] gLLAQacddfffbcedtal T2xI gLLAQacddfffbcedxhq SFS[D(2,1)(2,1)] gLLAQacddfffbcedlta T2xI gLLAQacddfffbcddalt SFS[A(2,1)] gLLAQacddfffbcddaed SFS[A(2,1)] gLLAQacddfffbcddded T2xI gLLAQacddfffbcddeed T2xI gLLAQacddfffbcddhqx SFS[D(2,1)(2,1)] gLLAQacddfffbcddtal T2xI gLLAQacddfffbcddxhq SFS[D(2,1)(2,1)] gLLAQacddfffbcddlta T2xI gLLAQacddfffbcttheu SFS[D(2,1)(2,1)] gLLAQacddfffbcadalt toroidal gLLAQacddfffbcadaed toroidal gLLAQacddfffbcadded SFS[A(2,1)] gLLAQacddfffbcadeed SFS[A(2,1)] gLLAQacddfffbcadhqx toroidal gLLAQacddfffbcadtal SFS[A(2,1)] gLLAQacddfffbcaduap reducible gLLAQacddfffbcadupp reducible gLLAQacddfffbcaduup reducible gLLAQacddfffbcadxhq toroidal gLLAQacddfffbcadlta SFS[A(2,1)] gLLAQacddfffbcadima reducible gLLAQacddfffbcadimm reducible gLLAQacddfffbcadimi reducible gLLAQacddfffbcqdtdq toroidal gLLAQacddfffbcqdtdd SFS[D(2,1)(2,1)] gLLAQacddfffbcqdtdt SFS[D(2,1)(2,1)] gLLAQacddfffbcuqtal SFS[A(2,1)] gLLAQacddfffbcatdph toroidal gLLAQacddfffbcpdqui SFS[A(2,1)] gLLAQacddfffbcahuap toroidal gLLAQacddfffbcahupp SFS[D(3,1)(2,1)] gLLAQacddfffbcahuup SFS[D(3,1)(2,1)] gLLAQacddfffbcuutal T2xI gLLAQacddfffbcaadid reducible gLLAQacddfffbcaadxd reducible gLLAQacddfffbcaaddq reducible gLLAQacddfffbcaadiq SFS[D(3,1)(3,2)] gLLAQacddfffbcaadxq SFS[D(3,1)(3,1)] gLLAQacddfffbcaaddt reducible gLLAQacddfffbcaadit SFS[D(3,1)(3,1)] gLLAQacddfffbcaadxt SFS[D(3,1)(3,2)] gLLAQacddfffbcaaadd SFS[A(3,1)] gLLAQacddfffbcaaedd SFS[A(3,1)] gLLAQacddfffbcaahil toroidal gLLAQacddfffbcaalxp toroidal gLLAQacddfffbcaalxx SFS[D(3,1)(2,1)] gLLAQacddfffbcaaldl reducible gLLAQacddfffbcaalxl SFS[D(3,1)(2,1)] gLLAQacddfffbcaalil SFS[D(3,1)(2,1)] gLLAQacddfffbcaaiil SFS[D(3,1)(2,1)] gLLAQacddfffbcaaqux m004(0,0) gLLAQacddfffbcaapmq toroidal gLLAQacddfffbcaaqmq SFS[D(3,1)(2,1)] gLLAQacddfffbcaammd reducible gLLAQacddfffbcaamht toroidal gLLAQacddfffbcaamtt SFS[D(3,1)(2,1)] gLLAQacddfffbcaammt SFS[D(3,1)(2,1)] gLLAQacddfffbcaammq SFS[D(3,1)(2,1)] gLLAQacddfffbcaaitu m004(0,0) gLLAQacddfffbcaadph SFS[A(2,1)] gLLAQacddfffbcaaduu SFS[A(2,1)] gLLAQacddfffbcppqui T2xI gLLAQacddfffbcapuap toroidal gLLAQacddfffbcapupp SFS[D(3,1)(2,1)] gLLAQacddfffbcapuup SFS[D(3,1)(2,1)] gLLAQacddfffboallxp toroidal gLLAQacddfffboallxx SFS[D(3,1)(2,1)] gLLAQacddfffboallxl SFS[D(3,1)(2,1)] gLLAQacddfffboedtal SFS[A(2,1)] gLLAQacddfffboqqpmq toroidal gLLAQacddfffboqqqmq SFS[D(2,1)(2,1)] gLLAQacddfffboqqmmq SFS[D(2,1)(2,1)] gLLAQacddfffboddtal SFS[A(2,1)] gLLAQacddfffboadtal toroidal gLLAQacddfffboatlxp toroidal gLLAQacddfffboatlxx SFS[D(3,1)(2,1)] gLLAQacddfffboatlxl SFS[D(3,1)(2,1)] gLLAQacddfffboehtal T2xI gLLAQacddfffbodhtal T2xI gLLAQacddfffboahtal SFS[A(2,1)] gLLAQacddfffbompuxt SFS[D(2,1)(2,1)] gLLAQacddfffbouuxhq SFS[D(2,1)(2,1)] gLLAQacddfffbouulta T2xI gLLAQacddfffbouualt T2xI gLLAQacddfffbouuhqx SFS[D(2,1)(2,1)] gLLAQacddfffbouutal SFS[A(2,1)] gLLAQacddfffbouuuap SFS[A(2,1)] gLLAQacddfffbouuupp T2xI gLLAQacddfffbouuuup T2xI gLLAQacddfffboaaeit toroidal gLLAQacddfffboaahdp SFS[A(2,1)] gLLAQacddfffboaalxp reducible gLLAQacddfffboaalxx reducible gLLAQacddfffboaalxl reducible gLLAQacddfffboaaphd SFS[A(2,1)] gLLAQacddfffboaapmq reducible gLLAQacddfffboaaqmq reducible gLLAQacddfffboaammq reducible gLLAQacddfffboaaite toroidal gLLAQacddfffboaadph toroidal gLLAQacddfffboaaapu toroidal gLLAQacddfffboaaauu SFS[A(2,1)] gLLAQacddfffboaaaau SFS[A(2,1)] gLLAQacddfffboppmld SFS[D(2,1)(2,1)] gLLAQacddfffboppiqu T2xI gLLAQacddfffboppuiq T2xI gLLAQacddfffboppldm SFS[D(2,1)(2,1)] gLLAQacddfffboppqui SFS[A(2,1)] gLLAQacddfffbopppua SFS[A(2,1)] gLLAQacddfffbopppaa T2xI gLLAQacddfffboppppa T2xI gLLAQacddfffboeptal T2xI gLLAQacddfffbodptal T2xI gLLAQacddfffboapaqq reducible gLLAQacddfffboapdqt toroidal gLLAQacddfffboapdqq SFS[D(3,1)(2,1)] gLLAQacddfffboapdqd SFS[D(3,1)(2,1)] gLLAQacddfffboapelq toroidal gLLAQacddfffboapeqq SFS[D(3,1)(2,1)] gLLAQacddfffboapeeq SFS[D(3,1)(2,1)] gLLAQacddfffboapiex m004(0,0) gLLAQacddfffboaptal SFS[A(2,1)] gLLAQacddfffboapxax SFS[A(2,1)] gLLAQacddfffboapxmd m004(0,0) gLLAQacddfffboaplhi toroidal gLLAQacddfffboapihi SFS[D(3,1)(2,1)] gLLAQacddfffboaphha reducible gLLAQacddfffboaphtm toroidal gLLAQacddfffboaphmm SFS[D(3,1)(2,1)] gLLAQacddfffboaphhm SFS[D(3,1)(2,1)] gLLAQacddfffboaphhi SFS[D(3,1)(2,1)] gLLAQacddfffboapaua SFS[A(3,1)] gLLAQacddfffboapapa SFS[A(3,1)] gLLAQacddfffboapaai reducible gLLAQacddfffboapaam reducible gLLAQacddfffboapeaa reducible gLLAQacddfffboapeai SFS[D(3,1)(3,1)] gLLAQacddfffboapeam SFS[D(3,1)(3,2)] gLLAQacddfffboapdaa reducible gLLAQacddfffboapdai SFS[D(3,1)(3,2)] gLLAQacddfffboapdam SFS[D(3,1)(3,1)] gLLAQbdcdfffdwvrjwc SFS[A(2,1)] gLLAQbdcdffftvvrcjw T2xI gLLAQbdcdfffajvrvrj SFS[D(2,1)(2,1)] gLLAQbdcdfffavvrcjw T2xI gLLAQbdcdfffavvrjkg reducible gLLAQbdcdfffavvrskw SFS[D(2,1)(2,1)] gLLAQbdcdfffavvrscr reducible gLLAQbdcdffflvvrcjw SFS[A(2,1)] gLLAQbdcdfffmjvrwnf toroidal gLLAQbdcdfffmjvrwnw SFS[D(3,1)(2,1)] gLLAQbdcdfffmjvrwnn SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrcvc reducible gLLAQbdcdfffmvvrcog toroidal gLLAQbdcdfffmvvrcoc SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrcoo SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrfbc toroidal gLLAQbdcdfffmvvrcbc SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrbbc SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrbkw m004(0,0) gLLAQbdcdfffmvvrgfv SFS[A(2,1)] gLLAQbdcdfffmvvrkkv SFS[A(2,1)] gLLAQbdcdfffmvvrkso m004(0,0) gLLAQbdcdfffmvvrwnf toroidal gLLAQbdcdfffmvvrwnw SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrvnn reducible gLLAQbdcdfffmvvrsgn toroidal gLLAQbdcdfffmvvrssn SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrsnn SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrwnn SFS[D(3,1)(2,1)] gLLAQbdcdfffmvvrvvj SFS[A(3,1)] gLLAQbdcdfffmvvrvvr SFS[A(3,1)] gLLAQbdcdfffmvvrwvv reducible gLLAQbdcdfffmvvrsvv reducible gLLAQbdcdfffmvvrvbv reducible gLLAQbdcdfffmvvrwbv SFS[D(3,1)(3,1)] gLLAQbdcdfffmvvrsbv SFS[D(3,1)(3,2)] gLLAQbdcdfffmvvrvov reducible gLLAQbdcdfffmvvrwov SFS[D(3,1)(3,2)] gLLAQbdcdfffmvvrsov SFS[D(3,1)(3,1)] gLLAQbdcdfffmrvrwnf reducible gLLAQbdcdfffmrvrwnw reducible gLLAQbdcdfffmrvrwnn reducible gLLAQbdcdfffxvvrgfv T2xI gLLAQbdcdfffevvrgfv T2xI gLLAQceedeffdhhgaxv reducible gLLAQceedeffdaigaxv SFS[A(3,1)] gLLAQceedeffdairalg SFS[A(3,1)] gLLAQceedeffdppgpxv reducible gLLAQceedeffdlaralg reducible gLLAQceedeffdlagaxv reducible gLLAQceedeffdpprplg reducible gLLAQceedeffdhhralg reducible gLLAQceedeffdaxgxxv SFS[A(2,1)] gLLAQceedeffdtlfqpg toroidal gLLAQceedeffdalfqpg SFS[D(3,1)(2,1)] gLLAQceedeffdllfqpg SFS[D(3,1)(2,1)] gLLAQceedfefddekxqg SFS[A(2,1)] gLLAQceedeffadekelg T2xI gLLAQceedfefhdeolmv T2xI gLLAQbdcdfffhfvknnv SFS[D(3,1)(2,1)] gLLAQbdcdfffhfvkcvc SFS[D(3,1)(2,1)] gLLAQbdcdfffhfvkvkk SFS[D(3,1)(2,1)] gLLAQbdcdfffhfvkvfv SFS[D(3,1)(3,2)] gLLAQbdcdfffhfvkvgv SFS[D(3,1)(3,1)] gLLAQbdcdfffhfvkwvv SFS[D(3,1)(3,1)] gLLAQbdcdfffhfvksvv SFS[D(3,1)(3,2)] gLLAQbdcdfffhfvkvvr SFS[D(3,1)(3,1)] gLLAQbdcdfffhfvkvvj SFS[D(3,1)(3,2)] gLLAQbdcdfffhvvknnv reducible gLLAQbdcdfffhvvkcvc toroidal gLLAQbdcdfffhvvkvkk reducible gLLAQbdcdfffhvvkvfv toroidal gLLAQbdcdfffhvvkvgv toroidal gLLAQbdcdfffhvvkwvv reducible gLLAQbdcdfffhvvksvv reducible gLLAQbdcdfffhvvkvvr reducible gLLAQbdcdfffhvvkvvj reducible gLLAQbdcdfffhgvknnv SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkojj reducible gLLAQbdcdfffhgvkrbr SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkroo reducible gLLAQbdcdfffhgvknoo reducible gLLAQbdcdfffhgvkooc reducible gLLAQbdcdfffhgvkoog reducible gLLAQbdcdfffhgvkoko toroidal gLLAQbdcdfffhgvkowo toroidal gLLAQbdcdfffhgvkbgg SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkcvc SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkffo reducible gLLAQbdcdfffhgvkbbk SFS[D(3,1)(3,2)] gLLAQbdcdfffhgvkbbs SFS[D(3,1)(3,1)] gLLAQbdcdfffhgvkbjb SFS[D(3,1)(3,1)] gLLAQbdcdfffhgvkbnb SFS[D(3,1)(3,2)] gLLAQbdcdfffhgvkfbb SFS[D(3,1)(3,1)] gLLAQbdcdfffhgvkcbb SFS[D(3,1)(3,2)] gLLAQbdcdfffhgvkvos SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkvok SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvksob SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvksos toroidal gLLAQbdcdfffhgvksok SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkwob SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkwos SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkwok reducible gLLAQbdcdfffhgvkvwb toroidal gLLAQbdcdfffhgvkvws toroidal gLLAQbdcdfffhgvkvwk toroidal gLLAQbdcdfffhgvkswb m003(0,0) gLLAQbdcdfffhgvksws SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkswk toroidal gLLAQbdcdfffhgvkwwb SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkwws SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkwwk reducible gLLAQbdcdfffhgvkvkb toroidal gLLAQbdcdfffhgvkvks m003(0,0) gLLAQbdcdfffhgvkvkk SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkskb toroidal gLLAQbdcdfffhgvksks SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkskk SFS[D(3,1)(2,1)] gLLAQbdcdfffhgvkwkb toroidal gLLAQbdcdfffhgvkwks toroidal gLLAQbdcdfffhgvkwkk reducible gLLAQbdcdfffhgvkvfv SFS[D(3,1)(3,1)] gLLAQbdcdfffhgvkvgv SFS[D(3,1)(3,2)] gLLAQbdcdfffhgvkwvv SFS[D(3,1)(3,2)] gLLAQbdcdfffhgvksvv SFS[D(3,1)(3,1)] gLLAQbdcdfffhgvkvvr SFS[D(3,1)(3,2)] gLLAQbdcdfffhgvkvvj SFS[D(3,1)(3,1)] gLLAQbdcdfffabvkroo SFS[D(3,1)(2,1)] gLLAQbdcdfffabvknoo SFS[D(3,1)(2,1)] gLLAQbdcdfffabvkooc SFS[D(3,1)(2,1)] gLLAQbdcdfffabvkoog SFS[D(3,1)(2,1)] gLLAQbdcdfffabvkoko reducible gLLAQbdcdfffabvkowo reducible gLLAQbdcdfffabvkojj SFS[D(2,1)(2,1)] gLLAQbdcdfffabvkffo SFS[D(2,1)(2,1)] gLLAQbdcdfffabvkvos SFS[D(3,1)(2,1)] gLLAQbdcdfffabvkvok SFS[D(3,1)(2,1)] gLLAQbdcdfffabvksob SFS[D(3,1)(2,1)] gLLAQbdcdfffabvksos reducible gLLAQbdcdfffabvksok SFS[D(3,1)(2,1)] gLLAQbdcdfffabvkwob SFS[D(3,1)(2,1)] gLLAQbdcdfffabvkwos SFS[D(3,1)(2,1)] gLLAQbdcdfffabvkwok toroidal gLLAQbdcdfffabvkwwk SFS[D(2,1)(2,1)] gLLAQbdcdfffabvkwkk SFS[D(2,1)(2,1)] gLLAQbdcdfffakvknnv SFS[D(2,1)(2,1)] gLLAQbdcdfffakvkcvc reducible gLLAQbdcdfffakvkvfv reducible gLLAQbdcdfffakvkvgv reducible gLLAQbdcdfffakvkwvv SFS[D(3,1)(2,1)] gLLAQbdcdfffakvksvv SFS[D(3,1)(2,1)] gLLAQbdcdfffakvkvvr SFS[D(3,1)(2,1)] gLLAQbdcdfffakvkvvj SFS[D(3,1)(2,1)] gLLAQbdcdfffakvkvkk SFS[D(2,1)(2,1)] gLLAQbddcffftvrbrjv SFS[D(2,1)(2,1)] gLLAQbddcfffdwrbfvg SFS[D(2,1)(2,1)] gLLAQceedeffatlfexo toroidal gLLAQceedeffallfexo SFS[D(2,1)(2,1)] gLLAQceedeffaalfexo SFS[D(2,1)(2,1)] gLLAQceedeffadejelg SFS[A(2,1)] gLLAQceedeffhimkmxv reducible gLLAQceedeffhiikmxv reducible gLLAQceedeffhiakmxv reducible gLLAQceedeffqpuwmuc toroidal gLLAQceedeffquawxuc SFS[D(3,1)(2,1)] gLLAQceedeffqapweuc SFS[D(3,1)(2,1)] gLLAQceedfefhderlmv SFS[A(2,1)] gLLAQbdcdfffafvfvgf SFS[A(2,1)] gLLAQbdcdfffafvfvvf T2xI gLLAQbdcdfffafvfvff T2xI gLLAQbdcdfffawvfjjs SFS[D(2,1)(2,1)] gLLAQbdcdfffawvfoso reducible gLLAQbdcdfffawvfsrs reducible gLLAQbdcdfffawvfscs reducible gLLAQbdcdfffawvfvss SFS[D(3,1)(2,1)] gLLAQbdcdfffawvfwss SFS[D(3,1)(2,1)] gLLAQbdcdfffawvfssk SFS[D(3,1)(2,1)] gLLAQbdcdfffawvfssb SFS[D(3,1)(2,1)] gLLAQbdcdfffawvfsff SFS[D(2,1)(2,1)] gLLAQceedeffhdenelg T2xI gLLAQbddcfffeffbssf reducible gLLAQbddcfffeffbjfj reducible gLLAQbddcfffeffbffn reducible gLLAQbddcfffeffbffw reducible gLLAQbddcfffeffbfrf reducible gLLAQbddcfffeffbfkf reducible gLLAQbddcfffdcfbvcv reducible gLLAQbddcfffdcfbkkc reducible gLLAQbddcfffdcfbcrc reducible gLLAQbddcfffdcfbcsc reducible gLLAQbddcfffdcfbcco reducible gLLAQbddcfffdcfbccg reducible gLLAQceedeffadectxo SFS[A(2,1)] gLLAQceedeffadegdlg SFS[A(2,1)] gLLAQceedeffapuoapo SFS[A(2,1)] gLLAQceedeffallgtlg T2xI gLLAQceedeffaalgtlg T2xI gLLAQceedeffahxgqlg SFS[D(2,1)(2,1)] gLLAQceedeffadegelg T2xI gLLAQceedeffahxoqpo SFS[D(2,1)(2,1)] gLLAQceedeffadegalg T2xI gLLAQceedfefadeglqo T2xI gLLAQceedfefhdenlmv T2xI gLLAQaceefffbktpltl SFS[D(2,1)(2,1)] gLLAQaceefffbkllhht reducible gLLAQaceefffbkllxae SFS[D(3,1)(2,1)] gLLAQaceefffbkllaqi SFS[D(3,1)(2,1)] gLLAQaceefffbklltat SFS[D(3,1)(3,1)] gLLAQaceefffbklllat SFS[D(3,1)(3,2)] gLLAQaceefffbkllamt SFS[D(3,1)(3,2)] gLLAQaceefffbkllait SFS[D(3,1)(3,1)] gLLAQaceefffbklleem reducible gLLAQaceefffbkllddh reducible gLLAQaceefffbkaahha reducible gLLAQaceefffbkaaxax SFS[D(3,1)(2,1)] gLLAQaceefffbkaaaqq SFS[D(3,1)(2,1)] gLLAQaceefffbkaataa SFS[D(3,1)(3,2)] gLLAQaceefffbkaalaa SFS[D(3,1)(3,1)] gLLAQaceefffbkaaama SFS[D(3,1)(3,1)] gLLAQaceefffbkaaaia SFS[D(3,1)(3,2)] gLLAQaceefffbkaaeee reducible gLLAQaceefffbkaaddd reducible gLLAQaceefffbkttpul reducible gLLAQaceefffbktthhl reducible gLLAQaceefffbkttdeh reducible gLLAQaceefffbkttmim reducible gLLAQaceefffbkttxam reducible gLLAQaceefffbkttdei reducible gLLAQaceefffbkttaqu reducible gLLAQaceefffbkttltu reducible gLLAQaceefffbktttal reducible gLLAQaceefffbkttlal reducible gLLAQaceefffbkttaml reducible gLLAQaceefffbktttml reducible gLLAQaceefffbkttlml reducible gLLAQaceefffbkttail reducible gLLAQaceefffbktttil reducible gLLAQaceefffbkttlil reducible gLLAQaceefffbktteex reducible gLLAQaceefffbkttddp reducible gLLAQaceefffbklphht reducible gLLAQaceefffbklpxae SFS[D(3,1)(2,1)] gLLAQaceefffbklpaqi SFS[D(3,1)(2,1)] gLLAQaceefffbklptat SFS[D(3,1)(3,2)] gLLAQaceefffbklplat SFS[D(3,1)(3,1)] gLLAQaceefffbklpamt SFS[D(3,1)(3,1)] gLLAQaceefffbklpait SFS[D(3,1)(3,2)] gLLAQaceefffbklpeem reducible gLLAQaceefffbklpddh reducible gLLAQaceefffbkamhha reducible gLLAQaceefffbkamxax toroidal gLLAQaceefffbkamaqq toroidal gLLAQaceefffbkamtaa toroidal gLLAQaceefffbkamlaa toroidal gLLAQaceefffbkamama toroidal gLLAQaceefffbkamaia toroidal gLLAQaceefffbkameee reducible gLLAQaceefffbkamddd reducible gLLAQaceefffbktqhhl reducible gLLAQaceefffbktqxam SFS[D(3,1)(2,1)] gLLAQaceefffbktqaqu SFS[D(3,1)(2,1)] gLLAQaceefffbktqtal SFS[D(3,1)(3,1)] gLLAQaceefffbktqlal SFS[D(3,1)(3,2)] gLLAQaceefffbktqaml SFS[D(3,1)(3,2)] gLLAQaceefffbktqail SFS[D(3,1)(3,1)] gLLAQaceefffbktqeex reducible gLLAQaceefffbktqddp reducible gLLAQaceefffbktxtap SFS[D(3,1)(2,1)] gLLAQaceefffbktxlap SFS[D(3,1)(2,1)] gLLAQaceefffbktxamp SFS[D(3,1)(2,1)] gLLAQaceefffbktxaip SFS[D(3,1)(2,1)] gLLAQaceefffbktxeel reducible gLLAQaceefffbktxddx reducible gLLAQaceefffbktxxai SFS[D(2,1)(2,1)] gLLAQaceefffbktxaqe SFS[D(2,1)(2,1)] gLLAQaceefffbktxhup SFS[D(3,1)(2,1)] gLLAQaceefffbktxdup SFS[D(3,1)(2,1)] gLLAQaceefffbktxphp SFS[D(3,1)(2,1)] gLLAQaceefffbktxhhp reducible gLLAQaceefffbktxdhp SFS[D(3,1)(2,1)] gLLAQaceefffbktxpep SFS[D(3,1)(2,1)] gLLAQaceefffbktxhep SFS[D(3,1)(2,1)] gLLAQaceefffbktxdep toroidal gLLAQaceefffbktxeax SFS[D(2,1)(2,1)] gLLAQaceefffbktxadl SFS[D(2,1)(2,1)] gLLAQaceefffbkuxtap reducible gLLAQaceefffbkuxlap reducible gLLAQaceefffbkuxamp reducible gLLAQaceefffbkuxaip reducible gLLAQaceefffbkuxeel reducible gLLAQaceefffbkuxddx reducible gLLAQaceefffbkuxhhu reducible gLLAQaceefffbkuxxai reducible gLLAQaceefffbkuxaqq reducible gLLAQaceefffbkuxtaa reducible gLLAQaceefffbkuxlaa reducible gLLAQaceefffbkuxama reducible gLLAQaceefffbkuxaia reducible gLLAQaceefffbkuxeee reducible gLLAQaceefffbkuxddd reducible gLLAQaceefffbkuxhha reducible gLLAQaceefffbkuxxad reducible gLLAQaceefffbkuxaqe reducible gLLAQaceefffbkuxtau reducible gLLAQaceefffbkuxlau reducible gLLAQaceefffbkuxamu reducible gLLAQaceefffbkuxaiu reducible gLLAQaceefffbkuxeeq reducible gLLAQaceefffbkuxddi reducible gLLAQaceefffbkuxhup reducible gLLAQaceefffbkuxdup reducible gLLAQaceefffbkuxphp reducible gLLAQaceefffbkuxhhp reducible gLLAQaceefffbkuxdhp reducible gLLAQaceefffbkuxpep reducible gLLAQaceefffbkuxhep reducible gLLAQaceefffbkuxdep reducible gLLAQaceefffbkuxxix reducible gLLAQaceefffbkuxmix reducible gLLAQaceefffbkuxeix reducible gLLAQaceefffbkuxxmx reducible gLLAQaceefffbkuxmmx reducible gLLAQaceefffbkuxemx reducible gLLAQaceefffbkuxxax reducible gLLAQaceefffbkuxmax reducible gLLAQaceefffbkuxeax reducible gLLAQaceefffbkuxlql reducible gLLAQaceefffbkuxtql reducible gLLAQaceefffbkuxaql reducible gLLAQaceefffbkuxltl reducible gLLAQaceefffbkuxttl reducible gLLAQaceefffbkuxatl reducible gLLAQaceefffbkuxldl reducible gLLAQaceefffbkuxtdl reducible gLLAQaceefffbkuxadl reducible gLLAQaceefffbkxxtap SFS[D(3,1)(2,1)] gLLAQaceefffbkxxlap SFS[D(3,1)(2,1)] gLLAQaceefffbkxxamp SFS[D(3,1)(2,1)] gLLAQaceefffbkxxaip SFS[D(3,1)(2,1)] gLLAQaceefffbkxxeel reducible gLLAQaceefffbkxxddx reducible gLLAQaceefffbkxxxai SFS[D(2,1)(2,1)] gLLAQaceefffbkxxaqe SFS[D(2,1)(2,1)] gLLAQaceefffbkxxhup SFS[D(3,1)(2,1)] gLLAQaceefffbkxxdup SFS[D(3,1)(2,1)] gLLAQaceefffbkxxphp SFS[D(3,1)(2,1)] gLLAQaceefffbkxxhhp reducible gLLAQaceefffbkxxdhp SFS[D(3,1)(2,1)] gLLAQaceefffbkxxpep SFS[D(3,1)(2,1)] gLLAQaceefffbkxxhep SFS[D(3,1)(2,1)] gLLAQaceefffbkxxdep toroidal gLLAQaceefffbkxxeax SFS[D(2,1)(2,1)] gLLAQaceefffbkxxadl SFS[D(2,1)(2,1)] gLLAQaceefffbkiimim SFS[D(2,1)(2,1)] gLLAQaceefffbklxhht reducible gLLAQaceefffbklxxae reducible gLLAQaceefffbklxaqi reducible gLLAQaceefffbklxtat reducible gLLAQaceefffbklxlat reducible gLLAQaceefffbklxamt reducible gLLAQaceefffbklxait reducible gLLAQaceefffbklxeem reducible gLLAQaceefffbklxddh reducible gLLAQaceefffbkaihha reducible gLLAQaceefffbkaixax SFS[D(3,1)(2,1)] gLLAQaceefffbkaiaqq SFS[D(3,1)(2,1)] gLLAQaceefffbkaitaa SFS[D(3,1)(3,1)] gLLAQaceefffbkailaa SFS[D(3,1)(3,2)] gLLAQaceefffbkaiama SFS[D(3,1)(3,2)] gLLAQaceefffbkaiaia SFS[D(3,1)(3,1)] gLLAQaceefffbkaieee reducible gLLAQaceefffbkaiddd reducible gLLAQaceefffbktdhhl reducible gLLAQaceefffbktdxam SFS[D(3,1)(2,1)] gLLAQaceefffbktdaqu SFS[D(3,1)(2,1)] gLLAQaceefffbktdtal SFS[D(3,1)(3,2)] gLLAQaceefffbktdlal SFS[D(3,1)(3,1)] gLLAQaceefffbktdaml SFS[D(3,1)(3,1)] gLLAQaceefffbktdail SFS[D(3,1)(3,2)] gLLAQaceefffbktdeex reducible gLLAQaceefffbktdddp reducible gLLAQaceefffbbaqhhq reducible gLLAQaceefffbbaqxah SFS[D(2,1)(2,1)] gLLAQaceefffbbaqtaq SFS[D(3,1)(2,1)] gLLAQaceefffbbaqlaq SFS[D(3,1)(2,1)] gLLAQaceefffbbaqamq SFS[D(3,1)(2,1)] gLLAQaceefffbbaqaiq SFS[D(3,1)(2,1)] gLLAQaceefffbbaqeei reducible gLLAQaceefffbbaqddu reducible gLLAQaceefffbbaqaqa SFS[D(2,1)(2,1)] gLLAQaceefffbbuppup PxS^1 gLLAQaceefffbbimmim SFS[D(2,1)(2,1)] gLLAQaceefffbbeaxax reducible gLLAQaceefffbbeaaqq reducible gLLAQaceefffbbeataa reducible gLLAQaceefffbbealaa reducible gLLAQaceefffbbeaama reducible gLLAQaceefffbbeaaia reducible gLLAQaceefffbbllhht reducible gLLAQaceefffbbllxae SFS[D(3,1)(2,1)] gLLAQaceefffbbllaqi SFS[D(3,1)(2,1)] gLLAQaceefffbblltat SFS[D(3,1)(3,2)] gLLAQaceefffbblllat SFS[D(3,1)(3,1)] gLLAQaceefffbbllamt SFS[D(3,1)(3,1)] gLLAQaceefffbbllait SFS[D(3,1)(3,2)] gLLAQaceefffbblleem reducible gLLAQaceefffbbllddh reducible gLLAQaceefffbbtthhl reducible gLLAQaceefffbbttxam SFS[D(3,1)(2,1)] gLLAQaceefffbbttaqu SFS[D(3,1)(2,1)] gLLAQaceefffbbtttal SFS[D(3,1)(3,1)] gLLAQaceefffbbttlal SFS[D(3,1)(3,2)] gLLAQaceefffbbttaml SFS[D(3,1)(3,2)] gLLAQaceefffbbttail SFS[D(3,1)(3,1)] gLLAQaceefffbbtteex reducible gLLAQaceefffbbttddp reducible gLLAQaceefffbbdaxax reducible gLLAQaceefffbbdaaqq reducible gLLAQaceefffbbdataa reducible gLLAQaceefffbbdalaa reducible gLLAQaceefffbbdaama reducible gLLAQaceefffbbdaaia reducible gLLAQaceefffbbtlltl SFS[D(2,1)(2,1)] gLLAQaceefffbbhatah reducible gLLAQaceefffbbhalah reducible gLLAQaceefffbbhaamh reducible gLLAQaceefffbbhaaih reducible gLLAQaceefffbbhaxaq reducible gLLAQaceefffbbhaaqx reducible gLLAQaceefffbbamhha reducible gLLAQaceefffbbamxax SFS[D(3,1)(2,1)] gLLAQaceefffbbamaqq SFS[D(3,1)(2,1)] gLLAQaceefffbbamtaa SFS[D(3,1)(3,1)] gLLAQaceefffbbamlaa SFS[D(3,1)(3,2)] gLLAQaceefffbbamama SFS[D(3,1)(3,2)] gLLAQaceefffbbamaia SFS[D(3,1)(3,1)] gLLAQaceefffbbameee reducible gLLAQaceefffbbamddd reducible gLLAQaceefffbbadded SFS[A(2,1)] gLLAQaceefffbbadeae T2xI gLLAQaceefffbbadada T2xI gLLAQaceefffbbedded toroidal gLLAQaceefffbbedeae SFS[A(2,1)] gLLAQaceefffbbedada SFS[A(2,1)] gLLAQaceefffbbxxaqq SFS[D(2,1)(2,1)] gLLAQaceefffbbxxtaa SFS[D(3,1)(2,1)] gLLAQaceefffbbxxlaa SFS[D(3,1)(2,1)] gLLAQaceefffbbxxama SFS[D(3,1)(2,1)] gLLAQaceefffbbxxaia SFS[D(3,1)(2,1)] gLLAQaceefffbbxxeee reducible gLLAQaceefffbbxxddd reducible gLLAQaceefffbbxxhha reducible gLLAQaceefffbbxxxax SFS[D(2,1)(2,1)] gLLAQaceefffbbddded SFS[A(2,1)] gLLAQaceefffbbddeae T2xI gLLAQaceefffbbddada T2xI gLLAQaceefffbbaihha reducible gLLAQaceefffbbaixax SFS[D(3,1)(2,1)] gLLAQaceefffbbaiaqq SFS[D(3,1)(2,1)] gLLAQaceefffbbaitaa SFS[D(3,1)(3,2)] gLLAQaceefffbbailaa SFS[D(3,1)(3,1)] gLLAQaceefffbbaiama SFS[D(3,1)(3,1)] gLLAQaceefffbbaiaia SFS[D(3,1)(3,2)] gLLAQaceefffbbaieee reducible gLLAQaceefffbbaiddd reducible gLLAQaceefffbsxpaqq SFS[D(2,1)(2,1)] gLLAQaceefffbsxptaa SFS[D(3,1)(2,1)] gLLAQaceefffbsxplaa SFS[D(3,1)(2,1)] gLLAQaceefffbsxpama SFS[D(3,1)(2,1)] gLLAQaceefffbsxpaia SFS[D(3,1)(2,1)] gLLAQaceefffbsxpeee reducible gLLAQaceefffbsxpddd reducible gLLAQaceefffbsxphha reducible gLLAQaceefffbsxpxax SFS[D(2,1)(2,1)] gLLAQaceefffbshlmie reducible gLLAQaceefffbsllput reducible gLLAQaceefffbsllhht reducible gLLAQaceefffbsllded reducible gLLAQaceefffbsllmie reducible gLLAQaceefffbsllxae reducible gLLAQaceefffbslldeq reducible gLLAQaceefffbsllaqi reducible gLLAQaceefffbslllti reducible gLLAQaceefffbslltat reducible gLLAQaceefffbslllat reducible gLLAQaceefffbsllamt reducible gLLAQaceefffbslltmt reducible gLLAQaceefffbslllmt reducible gLLAQaceefffbsllait reducible gLLAQaceefffbslltit reducible gLLAQaceefffbslllit reducible gLLAQaceefffbslleem reducible gLLAQaceefffbsllddh reducible gLLAQaceefffbsaahha reducible gLLAQaceefffbsaaxax SFS[D(3,1)(2,1)] gLLAQaceefffbsaaaqq SFS[D(3,1)(2,1)] gLLAQaceefffbsaataa SFS[D(3,1)(3,1)] gLLAQaceefffbsaalaa SFS[D(3,1)(3,2)] gLLAQaceefffbsaaama SFS[D(3,1)(3,2)] gLLAQaceefffbsaaaia SFS[D(3,1)(3,1)] gLLAQaceefffbsaaeee reducible gLLAQaceefffbsaaddd reducible gLLAQaceefffbstthhl reducible gLLAQaceefffbsttxam SFS[D(3,1)(2,1)] gLLAQaceefffbsttaqu SFS[D(3,1)(2,1)] gLLAQaceefffbstttal SFS[D(3,1)(3,2)] gLLAQaceefffbsttlal SFS[D(3,1)(3,1)] gLLAQaceefffbsttaml SFS[D(3,1)(3,1)] gLLAQaceefffbsttail SFS[D(3,1)(3,2)] gLLAQaceefffbstteex reducible gLLAQaceefffbsttddp reducible gLLAQaceefffbsilmie reducible gLLAQaceefffbsulpup reducible gLLAQaceefffbsamhha reducible gLLAQaceefffbsamxax SFS[D(3,1)(2,1)] gLLAQaceefffbsamaqq SFS[D(3,1)(2,1)] gLLAQaceefffbsamtaa SFS[D(3,1)(3,2)] gLLAQaceefffbsamlaa SFS[D(3,1)(3,1)] gLLAQaceefffbsamama SFS[D(3,1)(3,1)] gLLAQaceefffbsamaia SFS[D(3,1)(3,2)] gLLAQaceefffbsameee reducible gLLAQaceefffbsamddd reducible gLLAQaceefffbslideh reducible gLLAQaceefffbshideh reducible gLLAQaceefffbshieam reducible gLLAQaceefffbshiadt reducible gLLAQaceefffbsddaqi SFS[D(2,1)(2,1)] gLLAQaceefffbsddtat SFS[D(3,1)(2,1)] gLLAQaceefffbsddlat SFS[D(3,1)(2,1)] gLLAQaceefffbsddamt SFS[D(3,1)(2,1)] gLLAQaceefffbsddait SFS[D(3,1)(2,1)] gLLAQaceefffbsddeem reducible gLLAQaceefffbsddddh reducible gLLAQaceefffbsddhht reducible gLLAQaceefffbsddxae SFS[D(2,1)(2,1)] gLLAQaceefffbsiipui T2xI gLLAQaceefffbsiimex SFS[D(2,1)(2,1)] gLLAQaceefffbsiiltx reducible gLLAQaceefffbsiideh reducible gLLAQaceefffbseipup T2xI gLLAQaceefffbsaihha reducible gLLAQaceefffbsaixax reducible gLLAQaceefffbsaiaqq reducible gLLAQaceefffbsaitaa reducible gLLAQaceefffbsailaa reducible gLLAQaceefffbsaiama reducible gLLAQaceefffbsaiaia reducible gLLAQaceefffbsaieee reducible gLLAQaceefffbsaiddd reducible gLLAQaceefffbjiapup SFS[A(2,1)] gLLAQaceefffbjempui SFS[A(3,1)] gLLAQaceefffbjppltl reducible gLLAQaceefffbjqqlta reducible gLLAQaceefffbjmmpui reducible gLLAQaceefffbjmmdel reducible gLLAQaceefffbjmmmip reducible gLLAQaceefffbjmmxap reducible gLLAQaceefffbjmmtai reducible gLLAQaceefffbjmmlai reducible gLLAQaceefffbjmmami reducible gLLAQaceefffbjmmtmi reducible gLLAQaceefffbjmmlmi reducible gLLAQaceefffbjmmaii reducible gLLAQaceefffbjmmtii reducible gLLAQaceefffbjmmlii reducible gLLAQaceefffbjmmdeh reducible gLLAQaceefffbjmmaqt reducible gLLAQaceefffbjmmltt reducible gLLAQaceefffbjxmpui SFS[A(3,1)] gLLAQaceefffbjmpdeq reducible gLLAQaceefffbjqmmid reducible gLLAQaceefffbjqmpup T2xI gLLAQaceefffbjqmdeu reducible gLLAQaceefffbjqmdtd SFS[D(2,1)(2,1)] gLLAQaceefffbjpqdei reducible gLLAQaceefffbjpqeaq reducible gLLAQaceefffbjpqadu reducible gLLAQaceefffbjumpup SFS[A(2,1)] gLLAQaceefffbjimpup T2xI gLLAQaceefffbjeapui reducible gLLAQaceefffbjiipup T2xI gLLAQaceefffbjddxap reducible gLLAQaceefffbjddtai reducible gLLAQaceefffbjddlai reducible gLLAQaceefffbjddami reducible gLLAQaceefffbjddaii reducible gLLAQaceefffbjddaqt reducible gLLAQaceefffbjeipui SFS[A(3,1)] gLLAQaceefffbvptltu SFS[D(2,1)(2,1)] gLLAQaceefffbvualtl SFS[A(2,1)] gLLAQaceefffbvuattl T2xI gLLAQaceefffbvuaatl T2xI gLLAQaceefffbvxlltm SFS[D(2,1)(2,1)] gLLAQaceefffbvhpltl SFS[D(3,1)(2,1)] gLLAQaceefffbvqqlta reducible gLLAQaceefffbvmmltt reducible gLLAQaceefffbvdpltl SFS[D(3,1)(2,1)] gLLAQaceefffbvmpmih reducible gLLAQaceefffbvmppud T2xI gLLAQaceefffbvmpdeq reducible gLLAQaceefffbvmpdth SFS[D(2,1)(2,1)] gLLAQaceefffbvqmhha reducible gLLAQaceefffbvqmmid reducible gLLAQaceefffbvqmmmd reducible gLLAQaceefffbvqmmad reducible gLLAQaceefffbvqmlte reducible gLLAQaceefffbvqmtte reducible gLLAQaceefffbvqmate reducible gLLAQaceefffbvqmhti reducible gLLAQaceefffbvqmpup reducible gLLAQaceefffbvqmxax reducible gLLAQaceefffbvqmptx reducible gLLAQaceefffbvqmdeu reducible gLLAQaceefffbvqmeai reducible gLLAQaceefffbvqmaqq reducible gLLAQaceefffbvqmltq reducible gLLAQaceefffbvqmttq reducible gLLAQaceefffbvqmatq reducible gLLAQaceefffbvqmadq reducible gLLAQaceefffbvqmtaa reducible gLLAQaceefffbvqmlaa reducible gLLAQaceefffbvqmama reducible gLLAQaceefffbvqmaia reducible gLLAQaceefffbvqmeee reducible gLLAQaceefffbvqmehe reducible gLLAQaceefffbvqmeue reducible gLLAQaceefffbvqmddd reducible gLLAQaceefffbvqmdtd reducible gLLAQaceefffbvqmdqd reducible gLLAQaceefffbvpqmip reducible gLLAQaceefffbvpqpuh T2xI gLLAQaceefffbvpqdei reducible gLLAQaceefffbvpqdtp SFS[D(2,1)(2,1)] gLLAQaceefffbvepltm SFS[D(2,1)(2,1)] gLLAQaceefffbvhlltl reducible gLLAQaceefffbvplltl SFS[D(3,1)(2,1)] gLLAQaceefffbvdlltl SFS[D(3,1)(2,1)] gLLAQaceefffbvhdltu SFS[D(2,1)(2,1)] gLLAQaceefffbviiltl reducible gLLAQaceefffbvhxltl SFS[D(3,1)(2,1)] gLLAQaceefffbvpxltl SFS[D(3,1)(2,1)] gLLAQaceefffbvdxltl toroidal gLLAQaceefffbvdxttl SFS[D(2,1)(2,1)] gLLAQaceefffbvdxatl SFS[D(2,1)(2,1)] gLLAQaceefffbrqahha reducible gLLAQaceefffbrqaxax SFS[D(2,1)(2,1)] gLLAQaceefffbrqaaqq SFS[D(2,1)(2,1)] gLLAQaceefffbrqataa SFS[D(3,1)(2,1)] gLLAQaceefffbrqalaa SFS[D(3,1)(2,1)] gLLAQaceefffbrqaama SFS[D(3,1)(2,1)] gLLAQaceefffbrqaaia SFS[D(3,1)(2,1)] gLLAQaceefffbrqaeee reducible gLLAQaceefffbrqaddd reducible gLLAQaceefffbrppltl reducible gLLAQaceefffbrqqpuq reducible gLLAQaceefffbrqqhhq reducible gLLAQaceefffbrqqdet reducible gLLAQaceefffbrqqmih reducible gLLAQaceefffbrqqxah reducible gLLAQaceefffbrqqtaq reducible gLLAQaceefffbrqqlaq reducible gLLAQaceefffbrqqamq reducible gLLAQaceefffbrqqtmq reducible gLLAQaceefffbrqqlmq reducible gLLAQaceefffbrqqaiq reducible gLLAQaceefffbrqqtiq reducible gLLAQaceefffbrqqliq reducible gLLAQaceefffbrqqeei reducible gLLAQaceefffbrqqddu reducible gLLAQaceefffbrqqded reducible gLLAQaceefffbrqqaqa reducible gLLAQaceefffbrqqlta reducible gLLAQaceefffbrmmltt reducible gLLAQaceefffbrmpdeq reducible gLLAQaceefffbrmpeau reducible gLLAQaceefffbrmpadi reducible gLLAQaceefffbrqmmid reducible gLLAQaceefffbrqmpup T2xI gLLAQaceefffbrqmdeu reducible gLLAQaceefffbrqmdtd SFS[D(2,1)(2,1)] gLLAQaceefffbrpqdei reducible gLLAQaceefffbrhlpup T2xI gLLAQaceefffbruthhq reducible gLLAQaceefffbrutxah reducible gLLAQaceefffbruttaq reducible gLLAQaceefffbrutlaq reducible gLLAQaceefffbrutamq reducible gLLAQaceefffbrutaiq reducible gLLAQaceefffbruteei reducible gLLAQaceefffbrutddu reducible gLLAQaceefffbrutaqa reducible gLLAQaceefffbrqthhq reducible gLLAQaceefffbrqtxah SFS[D(3,1)(2,1)] gLLAQaceefffbrqttaq SFS[D(3,1)(3,2)] gLLAQaceefffbrqtlaq SFS[D(3,1)(3,1)] gLLAQaceefffbrqtamq SFS[D(3,1)(3,1)] gLLAQaceefffbrqtaiq SFS[D(3,1)(3,2)] gLLAQaceefffbrqteei reducible gLLAQaceefffbrqtddu reducible gLLAQaceefffbrqtaqa SFS[D(3,1)(2,1)] gLLAQaceefffbrithhq reducible gLLAQaceefffbritxah SFS[D(3,1)(2,1)] gLLAQaceefffbrittaq SFS[D(3,1)(3,1)] gLLAQaceefffbritlaq SFS[D(3,1)(3,2)] gLLAQaceefffbritamq SFS[D(3,1)(3,2)] gLLAQaceefffbritaiq SFS[D(3,1)(3,1)] gLLAQaceefffbriteei reducible gLLAQaceefffbritddu reducible gLLAQaceefffbritaqa SFS[D(3,1)(2,1)] gLLAQaceefffbruihha reducible gLLAQaceefffbruixax SFS[D(2,1)(2,1)] gLLAQaceefffbruiaqq SFS[D(2,1)(2,1)] gLLAQaceefffbruitaa SFS[D(3,1)(2,1)] gLLAQaceefffbruilaa SFS[D(3,1)(2,1)] gLLAQaceefffbruiama SFS[D(3,1)(2,1)] gLLAQaceefffbruiaia SFS[D(3,1)(2,1)] gLLAQaceefffbruieee reducible gLLAQaceefffbruiddd reducible gLLAQaceefffbrxxpuq reducible gLLAQaceefffbrqdhhq reducible gLLAQaceefffbrqdxah SFS[D(3,1)(2,1)] gLLAQaceefffbrqdtaq SFS[D(3,1)(3,1)] gLLAQaceefffbrqdlaq SFS[D(3,1)(3,2)] gLLAQaceefffbrqdamq SFS[D(3,1)(3,2)] gLLAQaceefffbrqdaiq SFS[D(3,1)(3,1)] gLLAQaceefffbrqdeei reducible gLLAQaceefffbrqdddu reducible gLLAQaceefffbrqdaqa SFS[D(3,1)(2,1)] gLLAQacddfffbjhxtal SFS[A(2,1)] gLLAQacddfffbjllapu reducible gLLAQacddfffbjiiuap reducible gLLAQacddfffbjhhuxt reducible gLLAQacddfffbjhhtdq reducible gLLAQacddfffbjhhtit reducible gLLAQacddfffbjhhixi reducible gLLAQacddfffbjhhidi reducible gLLAQacddfffbjhhiim reducible gLLAQacddfffbjhhixm reducible gLLAQacddfffbjhhidm reducible gLLAQacddfffbjhhiia reducible gLLAQacddfffbjhhixa reducible gLLAQacddfffbjhhida reducible gLLAQacddfffbjhhqpm reducible gLLAQacddfffbjhhppi reducible gLLAQacddfffbjhhpua reducible gLLAQacddfffbjhhiqu reducible gLLAQacddfffbjhllhi reducible gLLAQacddfffbjhldai SFS[D(2,1)(2,1)] gLLAQacddfffbjhldqt reducible gLLAQacddfffbjhltal T2xI gLLAQacddfffbjihhil reducible gLLAQacddfffbjliilh reducible gLLAQacddfffbjlihlh reducible gLLAQacddfffbjlillh reducible gLLAQacddfffbjdeiqu reducible gLLAQacddfffbjheiqu SFS[A(3,1)] gLLAQacddfffbjpeiqu SFS[A(3,1)] gLLAQacddfffbjhptal T2xI gLLAQacddfffbjdptal SFS[A(2,1)] gLLAQacddfffbjpptal T2xI gLLAQacddfffbjaatit reducible gLLAQacddfffbjaaixi reducible gLLAQacddfffbjaaidi reducible gLLAQacddfffbjaaiim reducible gLLAQacddfffbjaaiia reducible gLLAQacddfffbjaappi reducible gLLAQacddfffbjhuiqu SFS[A(3,1)] gLLAQacddfffbramqlq SFS[D(3,1)(3,2)] gLLAQacddfffbramqeq SFS[D(3,1)(3,1)] gLLAQacddfffbramqqt reducible gLLAQacddfffbramqqd reducible gLLAQacddfffbrampqq SFS[D(3,1)(3,1)] gLLAQacddfffbrammqq SFS[D(3,1)(3,2)] gLLAQacddfffbramhqh SFS[D(3,1)(2,1)] gLLAQacddfffbramxxq reducible gLLAQacddfffbramqaa SFS[D(3,1)(2,1)] gLLAQacddfffbrllqtd reducible gLLAQacddfffbriidqt reducible gLLAQacddfffbriital T2xI gLLAQacddfffbriilhi reducible gLLAQacddfffbriidai SFS[D(2,1)(2,1)] gLLAQacddfffbrhhtdq reducible gLLAQacddfffbrhhtdd reducible gLLAQacddfffbrhhtdt reducible gLLAQacddfffbruiaqq SFS[D(2,1)(2,1)] gLLAQacddfffbruixax SFS[D(2,1)(2,1)] gLLAQacddfffbruihha reducible gLLAQacddfffbruiaua SFS[D(3,1)(2,1)] gLLAQacddfffbruiapa SFS[D(3,1)(2,1)] gLLAQacddfffbruiaai reducible gLLAQacddfffbruiaam reducible gLLAQacddfffbruieaa SFS[D(3,1)(2,1)] gLLAQacddfffbruidaa SFS[D(3,1)(2,1)] gLLAQacddfffbrhluap reducible gLLAQacddfffbrihapu reducible gLLAQacddfffbrliqlq reducible gLLAQacddfffbrliqeq reducible gLLAQacddfffbrliqqt reducible gLLAQacddfffbrliqqd reducible gLLAQacddfffbrlipqq reducible gLLAQacddfffbrliplq reducible gLLAQacddfffbrlipeq reducible gLLAQacddfffbrlimqq reducible gLLAQacddfffbrlimlq reducible gLLAQacddfffbrlimeq reducible gLLAQacddfffbrliilh reducible gLLAQacddfffbrliheu reducible gLLAQacddfffbrlihqh reducible gLLAQacddfffbrliuiq reducible gLLAQacddfffbrlixxq reducible gLLAQacddfffbrliqaa reducible gLLAQacddfffbrlimai reducible gLLAQacddfffbrlipua reducible gLLAQacddfffbrtiqlq SFS[D(3,1)(3,2)] gLLAQacddfffbrtiqeq SFS[D(3,1)(3,1)] gLLAQacddfffbrtiqqt reducible gLLAQacddfffbrtiqqd reducible gLLAQacddfffbrtipqq SFS[D(3,1)(3,1)] gLLAQacddfffbrtimqq SFS[D(3,1)(3,2)] gLLAQacddfffbrtihqh SFS[D(3,1)(2,1)] gLLAQacddfffbrtixxq reducible gLLAQacddfffbrtiqaa SFS[D(3,1)(2,1)] gLLAQacddfffbraiqlq SFS[D(3,1)(3,1)] gLLAQacddfffbraiqeq SFS[D(3,1)(3,2)] gLLAQacddfffbraiqqt reducible gLLAQacddfffbraiqqd reducible gLLAQacddfffbraipqq SFS[D(3,1)(3,2)] gLLAQacddfffbraimqq SFS[D(3,1)(3,1)] gLLAQacddfffbraihqh SFS[D(3,1)(2,1)] gLLAQacddfffbraixxq reducible gLLAQacddfffbraiqaa SFS[D(3,1)(2,1)] gLLAQacddfffbrdeuiq reducible gLLAQacddfffbrpptal T2xI gLLAQacddfffbraaqlq reducible gLLAQacddfffbraaqeq reducible gLLAQacddfffbraaqqt reducible gLLAQacddfffbraaqqd reducible gLLAQacddfffbraapqq reducible gLLAQacddfffbraamqq reducible gLLAQacddfffbraahqh reducible gLLAQacddfffbraaxxq reducible gLLAQacddfffbraaqaa reducible gLLAQacddfffbrqaaqq SFS[D(2,1)(2,1)] gLLAQacddfffbrqaxax SFS[D(2,1)(2,1)] gLLAQacddfffbrqahha reducible gLLAQacddfffbrqaaua SFS[D(3,1)(2,1)] gLLAQacddfffbrqaapa SFS[D(3,1)(2,1)] gLLAQacddfffbrqaaai reducible gLLAQacddfffbrqaaam reducible gLLAQacddfffbrqaeaa SFS[D(3,1)(2,1)] gLLAQacddfffbrqadaa SFS[D(3,1)(2,1)] gLLAQacddfffbvdxuap toroidal gLLAQacddfffbvdxupp SFS[D(2,1)(2,1)] gLLAQacddfffbvdxuup SFS[D(2,1)(2,1)] gLLAQacddfffbvllhil reducible gLLAQacddfffbviiuap reducible gLLAQacddfffbvhhtdq reducible gLLAQacddfffbvhluap reducible gLLAQacddfffbvihqtd reducible gLLAQacddfffbvliilh reducible gLLAQacddfffbvtxdph reducible gLLAQacddfffbvqmaqq SFS[D(2,1)(2,1)] gLLAQacddfffbvqmtap SFS[D(3,1)(2,1)] gLLAQacddfffbvqmtax SFS[D(3,1)(2,1)] gLLAQacddfffbvqmxal SFS[D(3,1)(2,1)] gLLAQacddfffbvqmxap SFS[D(3,1)(2,1)] gLLAQacddfffbvqmxax reducible gLLAQacddfffbvqmual SFS[D(3,1)(2,1)] gLLAQacddfffbvqmuap toroidal gLLAQacddfffbvqmupp SFS[D(2,1)(2,1)] gLLAQacddfffbvqmuup SFS[D(2,1)(2,1)] gLLAQacddfffbvqmuax SFS[D(3,1)(2,1)] gLLAQacddfffbvqmhha SFS[D(2,1)(2,1)] gLLAQacddfffbvqmaua reducible gLLAQacddfffbvqmapa reducible gLLAQacddfffbvqmaai SFS[D(3,1)(2,1)] gLLAQacddfffbvqmaam SFS[D(3,1)(2,1)] gLLAQacddfffbvqmeaa SFS[D(3,1)(2,1)] gLLAQacddfffbvqmdaa SFS[D(3,1)(2,1)] gLLAQacddfffbvdequi reducible gLLAQacddfffbvppxhq SFS[D(2,1)(2,1)] gLLAQacddfffbvpplta T2xI gLLAQacddfffbvppalt T2xI gLLAQacddfffbvpphqx SFS[D(2,1)(2,1)] gLLAQacddfffbvpptal SFS[A(2,1)] gLLAQacddfffbvppuap SFS[A(2,1)] gLLAQacddfffbvppupp T2xI gLLAQacddfffbvppuup T2xI gLLAQacddfffbvuuiip reducible gLLAQacddfffbvuuppl reducible gLLAQacddfffbvuuppx reducible gLLAQacddfffbvuumpp reducible gLLAQacddfffbvuuqpp reducible gLLAQacddfffbvuuptt reducible gLLAQacddfffbvaallu reducible gLLAQacddfffbvaauuh reducible gLLAQacddfffbvaauue reducible gLLAQacddfffbvaaxuu reducible gLLAQacddfffbvaatuu reducible gLLAQacddfffbvaaudd reducible gLLAQacddfffbvuauap SFS[A(2,1)] gLLAQacddfffbvuaupp T2xI gLLAQacddfffbvuauup T2xI gLLAQbdcdfffhkoffnw toroidal gLLAQbdcdfffhkoffnn SFS[D(4,1)(2,1)] gLLAQbdcdfffhkoffnf SFS[D(4,1)(2,1)] gLLAQbdcdfffhwofkwo SFS[D(3,1)(2,1)] gLLAQbdcdfffhoofwcj SFS[A(2,1)] gLLAQbdcdfffpfofjnb toroidal gLLAQbdcdfffpfofjbb toroidal gLLAQbdcdfffpfofjjb toroidal gLLAQbdcdfffpgofvgf reducible gLLAQbdcdfffpoofscr reducible gLLAQbdcdfffdkofcnn toroidal gLLAQbdcdfffdkoffcc toroidal gLLAQbdcdfffdkofbcc toroidal gLLAQbdcdfffdkofccg SFS[D(4,3)(3,1)] gLLAQbdcdfffdkofcco SFS[D(4,1)(3,1)] gLLAQbdcdfffdkofcrc SFS[D(4,3)(3,1)] gLLAQbdcdfffdkofcsc SFS[D(4,1)(3,1)] gLLAQbdcdfffdkofkkc SFS[D(4,1)(2,1)] gLLAQbdcdfffdkofvcv SFS[D(4,1)(2,1)] gLLAQbdcdfffdwofcnn SFS[D(5,2)(2,1)] gLLAQbdcdfffdwoffjf SFS[D(4,1)(2,1)] gLLAQbdcdfffdwoffcc SFS[D(5,3)(3,1)] gLLAQbdcdfffdwofbcc SFS[D(5,2)(3,1)] gLLAQbdcdfffdwofccg SFS[D(5,3)(3,1)] gLLAQbdcdfffdwofcco SFS[D(5,2)(3,1)] gLLAQbdcdfffdwofcrc SFS[D(5,2)(3,1)] gLLAQbdcdfffdwofcsc SFS[D(5,3)(3,1)] gLLAQbdcdfffdwofjoc toroidal gLLAQbdcdfffdwofjkc toroidal gLLAQbdcdfffdwofjwo SFS[D(3,1)(2,1)] gLLAQbdcdfffdwofjoo toroidal gLLAQbdcdfffdwofjko m006(0,0) gLLAQbdcdfffdwofjwg SFS[D(3,1)(2,1)] gLLAQbdcdfffdwofjog m011(0,0) gLLAQbdcdfffdwofjkg toroidal gLLAQbdcdfffdwofgwc toroidal gLLAQbdcdfffdwofgoc toroidal gLLAQbdcdfffdwofgkc m019(0,0) gLLAQbdcdfffdwofgwo toroidal gLLAQbdcdfffdwofgoo SFS[D(5,2)(2,1)] gLLAQbdcdfffdwofgko m016(0,0) gLLAQbdcdfffdwofgwg toroidal gLLAQbdcdfffdwofgog SFS[D(5,2)(2,1)] gLLAQbdcdfffdwofgkg SFS[D(4,1)(2,1)] gLLAQbdcdfffdwofkwc toroidal gLLAQbdcdfffdwofkoc m016(0,0) gLLAQbdcdfffdwofkkc SFS[D(5,2)(2,1)] gLLAQbdcdfffdwofkwo SFS[D(3,1)(2,1)] gLLAQbdcdfffdwofkwg m003(0,0) gLLAQbdcdfffdwofkog m017(0,0) gLLAQbdcdfffdwofkkg SFS[D(4,1)(2,1)] gLLAQbdcdfffdwofjjr SFS[D(4,1)(3,1)] gLLAQbdcdfffdwofjjv SFS[D(4,3)(3,1)] gLLAQbdcdfffdwofjnj SFS[D(4,3)(3,1)] gLLAQbdcdfffdwofjbj SFS[D(4,1)(3,1)] gLLAQbdcdfffdwofkjj toroidal gLLAQbdcdfffdwofgjj toroidal gLLAQbdcdfffdwofvcv SFS[D(5,2)(2,1)] gLLAQbdcdfffdwofssj SFS[D(4,1)(2,1)] gLLAQbdcdfffdwofwkw toroidal gLLAQbdcdfffdwofwow toroidal gLLAQbdcdfffdoofcrc toroidal gLLAQbdcdfffdoofcsc toroidal gLLAQbdcdfffdoofvcv toroidal gLLAQbdcdffftjofjjr toroidal gLLAQbdcdffftjofjjv toroidal gLLAQbdcdffftjofssj toroidal gLLAQbdcdffftroffjf SFS[D(5,2)(2,1)] gLLAQbdcdffftrofjjr SFS[D(5,3)(3,1)] gLLAQbdcdffftrofjjv SFS[D(5,2)(3,1)] gLLAQbdcdffftrofjnj SFS[D(5,2)(3,1)] gLLAQbdcdffftrofjbj SFS[D(5,3)(3,1)] gLLAQbdcdffftrofkjj SFS[D(5,3)(3,1)] gLLAQbdcdffftrofgjj SFS[D(5,2)(3,1)] gLLAQbdcdffftrofjoo SFS[D(5,2)(2,1)] gLLAQbdcdffftrofssj SFS[D(5,2)(2,1)] gLLAQbdcdffftvoffcc SFS[D(5,2)(3,1)] gLLAQbdcdffftvofbcc SFS[D(5,3)(3,1)] gLLAQbdcdffftvofccg SFS[D(5,2)(3,1)] gLLAQbdcdffftvofcco SFS[D(5,3)(3,1)] gLLAQbdcdffftvofcrc SFS[D(5,2)(3,1)] gLLAQbdcdffftvofcsc SFS[D(5,3)(3,1)] gLLAQbdcdffftvofbjw SFS[D(3,1)(2,1)] gLLAQbdcdffftvoffjw SFS[D(3,1)(2,1)] gLLAQbdcdffftvofcbw toroidal gLLAQbdcdffftvofbbw toroidal gLLAQbdcdffftvoffbw toroidal gLLAQbdcdffftvofcnw toroidal gLLAQbdcdffftvofbnw m003(0,0) gLLAQbdcdffftvoffnw SFS[D(3,1)(2,1)] gLLAQbdcdffftvofcjn toroidal gLLAQbdcdffftvofbjn toroidal gLLAQbdcdffftvoffjn m006(0,0) gLLAQbdcdffftvofcbn m019(0,0) gLLAQbdcdffftvofbbn SFS[D(4,1)(2,1)] gLLAQbdcdffftvoffbn m016(0,0) gLLAQbdcdffftvofcnn SFS[D(5,2)(2,1)] gLLAQbdcdffftvofbnn SFS[D(4,1)(2,1)] gLLAQbdcdffftvofcjf toroidal gLLAQbdcdffftvofbjf m011(0,0) gLLAQbdcdffftvoffjf toroidal gLLAQbdcdffftvofcbf toroidal gLLAQbdcdffftvofbbf SFS[D(5,2)(2,1)] gLLAQbdcdffftvoffbf SFS[D(5,2)(2,1)] gLLAQbdcdffftvofcnf m016(0,0) gLLAQbdcdffftvofbnf m017(0,0) gLLAQbdcdffftvofjjr SFS[D(4,1)(3,1)] gLLAQbdcdffftvofjjv SFS[D(4,3)(3,1)] gLLAQbdcdffftvofjnj toroidal gLLAQbdcdffftvofjbj toroidal gLLAQbdcdffftvofkjj SFS[D(4,3)(3,1)] gLLAQbdcdffftvofgjj SFS[D(4,1)(3,1)] gLLAQbdcdffftvofjoo SFS[D(4,1)(2,1)] gLLAQbdcdffftvofkkc SFS[D(5,2)(2,1)] gLLAQbdcdffftvofwwf toroidal gLLAQbdcdffftvofwwn toroidal gLLAQbdcdffftvofvcv SFS[D(5,2)(2,1)] gLLAQbdcdffftvofssj SFS[D(4,1)(2,1)] gLLAQbdcdfffajoffnw reducible gLLAQbdcdfffajoffjf SFS[D(2,1)(2,1)] gLLAQbdcdfffajofcbf SFS[D(2,1)(2,1)] gLLAQbdcdfffajofjjr reducible gLLAQbdcdfffajofjjv reducible gLLAQbdcdfffajofjnj SFS[D(3,1)(2,1)] gLLAQbdcdfffajofjbj SFS[D(3,1)(2,1)] gLLAQbdcdfffajofkjj SFS[D(3,1)(2,1)] gLLAQbdcdfffajofknj SFS[D(3,1)(2,1)] gLLAQbdcdfffajofkbj reducible gLLAQbdcdfffajofgjj SFS[D(3,1)(2,1)] gLLAQbdcdfffajofgnj toroidal gLLAQbdcdfffajofgbj SFS[D(3,1)(2,1)] gLLAQbdcdfffajofjoo SFS[D(2,1)(2,1)] gLLAQbdcdfffajofgoc reducible gLLAQbdcdfffajofkwo SFS[D(2,1)(2,1)] gLLAQbdcdfffajofwcj SFS[A(2,1)] gLLAQbdcdfffajofssj reducible gLLAQbdcdfffakofwfn reducible gLLAQbdcdfffakofwcs SFS[D(2,1)(2,1)] gLLAQbdcdfffakofocg reducible gLLAQbdcdfffakofgns T2xI gLLAQbdcdfffabofgfc SFS[D(2,1)(2,1)] gLLAQbdcdfffabofkfg SFS[D(2,1)(2,1)] gLLAQbdcdfffabofkvc SFS[D(2,1)(2,1)] gLLAQbdcdfffabofsvn SFS[D(3,1)(2,1)] gLLAQbdcdfffabofsfn SFS[D(3,1)(2,1)] gLLAQbdcdfffabofvgn SFS[D(3,1)(2,1)] gLLAQbdcdfffabofvfn SFS[D(3,1)(2,1)] gLLAQbdcdfffabofwgn SFS[D(3,1)(2,1)] gLLAQbdcdfffabofwvn SFS[D(3,1)(2,1)] gLLAQbdcdfffabofwsk SFS[D(2,1)(2,1)] gLLAQbdcdfffabofwcs SFS[D(2,1)(2,1)] gLLAQbdcdfffabofvck SFS[D(2,1)(2,1)] gLLAQbdcdfffabofnsg T2xI gLLAQbdcdfffabofgns T2xI gLLAQbdcdfffljofjjr toroidal gLLAQbdcdfffljofjjv toroidal gLLAQbdcdfffljofssj toroidal gLLAQbdcdffflroffjf SFS[D(4,1)(2,1)] gLLAQbdcdffflrofjjr SFS[D(4,3)(3,1)] gLLAQbdcdffflrofjjv SFS[D(4,1)(3,1)] gLLAQbdcdffflrofjnj SFS[D(4,1)(3,1)] gLLAQbdcdffflrofjbj SFS[D(4,3)(3,1)] gLLAQbdcdffflrofkjj toroidal gLLAQbdcdffflrofgjj toroidal gLLAQbdcdffflrofjoo toroidal gLLAQbdcdffflrofssj SFS[D(4,1)(2,1)] gLLAQbdcdffflvoffcc toroidal gLLAQbdcdffflvofbcc toroidal gLLAQbdcdffflvofccg SFS[D(4,1)(3,1)] gLLAQbdcdffflvofcco SFS[D(4,3)(3,1)] gLLAQbdcdffflvofcrc SFS[D(4,1)(3,1)] gLLAQbdcdffflvofcsc SFS[D(4,3)(3,1)] gLLAQbdcdffflvofbjw toroidal gLLAQbdcdffflvoffjw toroidal gLLAQbdcdffflvofcbw SFS[D(3,1)(2,1)] gLLAQbdcdffflvofbbw toroidal gLLAQbdcdffflvoffbw m003(0,0) gLLAQbdcdffflvofcnw SFS[D(3,1)(2,1)] gLLAQbdcdffflvofbnw toroidal gLLAQbdcdffflvoffnw SFS[D(3,1)(2,1)] gLLAQbdcdffflvofcjn toroidal gLLAQbdcdffflvofbjn toroidal gLLAQbdcdffflvoffjn m016(0,0) gLLAQbdcdffflvofcbn m011(0,0) gLLAQbdcdffflvofbbn SFS[D(5,2)(2,1)] gLLAQbdcdffflvoffbn m017(0,0) gLLAQbdcdffflvofcnn toroidal gLLAQbdcdffflvofbnn SFS[D(5,2)(2,1)] gLLAQbdcdffflvofcjf toroidal gLLAQbdcdffflvofbjf m019(0,0) gLLAQbdcdffflvoffjf SFS[D(5,2)(2,1)] gLLAQbdcdffflvofcbf toroidal gLLAQbdcdffflvofbbf SFS[D(4,1)(2,1)] gLLAQbdcdffflvoffbf SFS[D(4,1)(2,1)] gLLAQbdcdffflvofcnf m006(0,0) gLLAQbdcdffflvofbnf m016(0,0) gLLAQbdcdffflvofjjr SFS[D(5,2)(3,1)] gLLAQbdcdffflvofjjv SFS[D(5,3)(3,1)] gLLAQbdcdffflvofjnj SFS[D(5,2)(3,1)] gLLAQbdcdffflvofjbj SFS[D(5,3)(3,1)] gLLAQbdcdffflvofkjj SFS[D(5,3)(3,1)] gLLAQbdcdffflvofgjj SFS[D(5,2)(3,1)] gLLAQbdcdffflvofjoo SFS[D(5,2)(2,1)] gLLAQbdcdffflvofkkc SFS[D(4,1)(2,1)] gLLAQbdcdffflvofwwf toroidal gLLAQbdcdffflvofwwn toroidal gLLAQbdcdffflvofvcv SFS[D(4,1)(2,1)] gLLAQbdcdffflvofssj SFS[D(5,2)(2,1)] gLLAQbdcdfffmbofgco reducible gLLAQbdcdfffmbofscw SFS[D(2,1)(2,1)] gLLAQbdcdfffmbofsbk reducible gLLAQbdcdfffmbofokw T2xI gLLAQbdcdfffmkofkwo T2xI gLLAQbdcdfffmkofscw SFS[D(2,1)(2,1)] gLLAQbdcdfffmkofvcn SFS[D(2,1)(2,1)] gLLAQbdcdfffmkofswn SFS[D(2,1)(2,1)] gLLAQbdcdfffmkofsok SFS[D(3,1)(2,1)] gLLAQbdcdfffmkofvok SFS[D(3,1)(2,1)] gLLAQbdcdfffmkofwvk SFS[D(3,1)(2,1)] gLLAQbdcdfffmkofsvk SFS[D(3,1)(2,1)] gLLAQbdcdfffmkofwbk SFS[D(3,1)(2,1)] gLLAQbdcdfffmkofvbk SFS[D(3,1)(2,1)] gLLAQbdcdfffmkofnbo SFS[D(2,1)(2,1)] gLLAQbdcdfffmkofobc SFS[D(2,1)(2,1)] gLLAQbdcdfffmkofnvc SFS[D(2,1)(2,1)] gLLAQbdcdfffmkofokw T2xI gLLAQbdcdfffmrofbvo SFS[D(2,1)(2,1)] gLLAQbdcdfffmrofcog reducible gLLAQbdcdfffmroffoo SFS[D(2,1)(2,1)] gLLAQbdcdfffmrofbff SFS[D(3,1)(2,1)] gLLAQbdcdfffmrofcff SFS[D(3,1)(2,1)] gLLAQbdcdfffmroffkf SFS[D(3,1)(2,1)] gLLAQbdcdfffmrofbkf reducible gLLAQbdcdfffmrofckf SFS[D(3,1)(2,1)] gLLAQbdcdfffmroffrf SFS[D(3,1)(2,1)] gLLAQbdcdfffmrofbrf SFS[D(3,1)(2,1)] gLLAQbdcdfffmrofcrf toroidal gLLAQbdcdfffmrofffn reducible gLLAQbdcdfffmrofffw reducible gLLAQbdcdfffmrofgkj SFS[D(2,1)(2,1)] gLLAQbdcdfffmrofjfj SFS[D(2,1)(2,1)] gLLAQbdcdfffmrofjrv reducible gLLAQbdcdfffmrofvgf SFS[A(2,1)] gLLAQbdcdfffmrofssf reducible gLLAQbdcdfffhfofjjs toroidal gLLAQbdcdfffhfofssk toroidal gLLAQbdcdfffhfofssb toroidal gLLAQbdcdfffhfofwss SFS[D(4,3)(3,1)] gLLAQbdcdfffhfofvss SFS[D(4,1)(3,1)] gLLAQbdcdfffhfofsrs SFS[D(4,3)(3,1)] gLLAQbdcdfffhfofscs SFS[D(4,1)(3,1)] gLLAQbdcdfffhfofsff SFS[D(4,1)(2,1)] gLLAQbdcdfffhfofoso SFS[D(4,1)(2,1)] gLLAQbdcdfffhgofjjs SFS[D(5,2)(2,1)] gLLAQbdcdfffhgofknk SFS[D(4,1)(2,1)] gLLAQbdcdfffhgofssk SFS[D(5,3)(3,1)] gLLAQbdcdfffhgofssb SFS[D(5,2)(3,1)] gLLAQbdcdfffhgofwss SFS[D(5,3)(3,1)] gLLAQbdcdfffhgofvss SFS[D(5,2)(3,1)] gLLAQbdcdfffhgofsrs SFS[D(5,2)(3,1)] gLLAQbdcdfffhgofscs SFS[D(5,3)(3,1)] gLLAQbdcdfffhgofsvn toroidal gLLAQbdcdfffhgofsfn toroidal gLLAQbdcdfffhgofvgn SFS[D(3,1)(2,1)] gLLAQbdcdfffhgofvvn toroidal gLLAQbdcdfffhgofvfn m006(0,0) gLLAQbdcdfffhgofwgn SFS[D(3,1)(2,1)] gLLAQbdcdfffhgofwvn m011(0,0) gLLAQbdcdfffhgofwfn toroidal gLLAQbdcdfffhgofsgw toroidal gLLAQbdcdfffhgofsvw toroidal gLLAQbdcdfffhgofsfw m019(0,0) gLLAQbdcdfffhgofvgw toroidal gLLAQbdcdfffhgofvvw SFS[D(5,2)(2,1)] gLLAQbdcdfffhgofvfw m016(0,0) gLLAQbdcdfffhgofwgw toroidal gLLAQbdcdfffhgofwvw SFS[D(5,2)(2,1)] gLLAQbdcdfffhgofwfw SFS[D(4,1)(2,1)] gLLAQbdcdfffhgofsgf toroidal gLLAQbdcdfffhgofsvf m016(0,0) gLLAQbdcdfffhgofsff SFS[D(5,2)(2,1)] gLLAQbdcdfffhgofvgf SFS[D(3,1)(2,1)] gLLAQbdcdfffhgofwgf m003(0,0) gLLAQbdcdfffhgofwvf m017(0,0) gLLAQbdcdfffhgofwff SFS[D(4,1)(2,1)] gLLAQbdcdfffhgofrnn SFS[D(4,1)(3,1)] gLLAQbdcdfffhgofonn SFS[D(4,3)(3,1)] gLLAQbdcdfffhgofnjn SFS[D(4,3)(3,1)] gLLAQbdcdfffhgofnbn SFS[D(4,1)(3,1)] gLLAQbdcdfffhgofnnf toroidal gLLAQbdcdfffhgofnnw toroidal gLLAQbdcdfffhgofoso SFS[D(5,2)(2,1)] gLLAQbdcdfffhgofncc SFS[D(4,1)(2,1)] gLLAQbdcdfffhgofgfg toroidal gLLAQbdcdfffhgofgvg toroidal gLLAQbdcdfffhvofsrs toroidal gLLAQbdcdfffhvofscs toroidal gLLAQbdcdfffhvofoso toroidal gLLAQbdcdfffejoffoo SFS[D(5,2)(2,1)] gLLAQbdcdfffejofbff SFS[D(5,3)(3,1)] gLLAQbdcdfffejofcff SFS[D(5,2)(3,1)] gLLAQbdcdfffejoffkf SFS[D(5,3)(3,1)] gLLAQbdcdfffejoffrf SFS[D(5,2)(3,1)] gLLAQbdcdfffejofffn SFS[D(5,3)(3,1)] gLLAQbdcdfffejofffw SFS[D(5,2)(3,1)] gLLAQbdcdfffejofjfj SFS[D(5,2)(2,1)] gLLAQbdcdfffejofssf SFS[D(5,2)(2,1)] gLLAQbdcdfffevoffoo SFS[D(4,1)(2,1)] gLLAQbdcdfffevofbbg SFS[D(5,2)(2,1)] gLLAQbdcdfffevofbff SFS[D(4,3)(3,1)] gLLAQbdcdfffevofcff SFS[D(4,1)(3,1)] gLLAQbdcdfffevoffkf toroidal gLLAQbdcdfffevoffrf toroidal gLLAQbdcdfffevofffn SFS[D(4,1)(3,1)] gLLAQbdcdfffevofffw SFS[D(4,3)(3,1)] gLLAQbdcdfffevofgfr toroidal gLLAQbdcdfffevofgfj toroidal gLLAQbdcdfffevofgrv toroidal gLLAQbdcdfffevofgrr SFS[D(5,2)(2,1)] gLLAQbdcdfffevofgrj m016(0,0) gLLAQbdcdfffevofgkv toroidal gLLAQbdcdfffevofgkr m019(0,0) gLLAQbdcdfffevofgkj toroidal gLLAQbdcdfffevofkfv SFS[D(3,1)(2,1)] gLLAQbdcdfffevofkfr toroidal gLLAQbdcdfffevofkfj m011(0,0) gLLAQbdcdfffevofkrv m003(0,0) gLLAQbdcdfffevofkrr SFS[D(4,1)(2,1)] gLLAQbdcdfffevofkrj m017(0,0) gLLAQbdcdfffevofkkv toroidal gLLAQbdcdfffevofkkr SFS[D(4,1)(2,1)] gLLAQbdcdfffevofkkj SFS[D(5,2)(2,1)] gLLAQbdcdfffevofjfv SFS[D(3,1)(2,1)] gLLAQbdcdfffevofjfr m006(0,0) gLLAQbdcdfffevofjfj toroidal gLLAQbdcdfffevofjrv SFS[D(3,1)(2,1)] gLLAQbdcdfffevofjkv toroidal gLLAQbdcdfffevofjkr m016(0,0) gLLAQbdcdfffevofjkj SFS[D(5,2)(2,1)] gLLAQbdcdfffevofgng SFS[D(5,2)(3,1)] gLLAQbdcdfffevofgsg SFS[D(5,3)(3,1)] gLLAQbdcdfffevofggo SFS[D(5,3)(3,1)] gLLAQbdcdfffevofggc SFS[D(5,2)(3,1)] gLLAQbdcdfffevofjgg SFS[D(5,2)(3,1)] gLLAQbdcdfffevofkgg SFS[D(5,3)(3,1)] gLLAQbdcdfffevofssf SFS[D(4,1)(2,1)] gLLAQbdcdfffevofwgw SFS[D(5,2)(2,1)] gLLAQbdcdfffevofvvj toroidal gLLAQbdcdfffevofvvr toroidal gLLAQbdcdffferofffn toroidal gLLAQbdcdffferofffw toroidal gLLAQbdcdffferofssf toroidal gLLAQceedeffdhxrqtf SFS[D(2,1)(2,1)] gLLAQceedeffddegaif T2xI gLLAQceedeffddegdif T2xI gLLAQceedeffdhxgqif SFS[D(2,1)(2,1)] gLLAQceedeffddegeif SFS[A(2,1)] gLLAQceedeffdimgmif SFS[A(2,1)] gLLAQceedeffdiarmtf T2xI gLLAQceedeffdiagmif T2xI gLLAQceedeffddeftqf T2xI gLLAQceedeffdplfxqf SFS[D(2,1)(2,1)] gLLAQceedeffdimfxqf reducible gLLAQceedeffdpufhqf reducible gLLAQceedfefdpeoamf SFS[D(3,1)(2,1)] gLLAQceedfefdheoamf SFS[D(3,1)(2,1)] gLLAQceedfefdpekdqf SFS[D(3,1)(2,1)] gLLAQceedfefdaxkddf reducible gLLAQceedfefdlxoaef SFS[D(3,1)(2,1)] gLLAQceedfefdhekdqf SFS[D(3,1)(2,1)] gLLAQceedfefdlxkddf SFS[D(3,1)(2,1)] gLLAQceedfefdimkdtf toroidal gLLAQceedfefdiaoaxf SFS[D(2,1)(2,1)] gLLAQceedfefdiakdtf SFS[D(2,1)(2,1)] gLLAQceedfefdhhoatf SFS[D(2,1)(2,1)] gLLAQceedfefdlakduf SFS[D(3,1)(2,1)] gLLAQceedfefdppoadf SFS[D(3,1)(2,1)] gLLAQceedfefdlaoatf SFS[D(3,1)(2,1)] gLLAQceedfefdppkdaf SFS[D(3,1)(2,1)] gLLAQceedfefdaikduf reducible gLLAQceedfefdaioatf reducible gLLAQceedfefdhhkduf SFS[D(2,1)(2,1)] gLLAQbdcdffftsofgns toroidal gLLAQbdcdffftkofnro toroidal gLLAQbdcdffftkoforo SFS[D(5,2)(2,1)] gLLAQbdcdffftkofrro SFS[D(5,2)(2,1)] gLLAQbdcdffftbofwfn SFS[D(3,1)(2,1)] gLLAQceedeffhderetf SFS[A(2,1)] gLLAQceedeffhtlfeqf toroidal gLLAQceedeffhllfeqf SFS[D(4,1)(2,1)] gLLAQceedeffhalfeqf SFS[D(4,1)(2,1)] gLLAQceedfefhimkdtf SFS[D(3,1)(2,1)] gLLAQbdcdfffebofkjg toroidal gLLAQbdcdfffebofgjg SFS[D(5,2)(2,1)] gLLAQbdcdfffebofjjg SFS[D(5,2)(2,1)] gLLAQbdcdfffekofsbk SFS[D(3,1)(2,1)] gLLAQbdcdfffesofokw toroidal gLLAQbdcdfffdfofgjk toroidal gLLAQbdcdfffdfofjjk SFS[D(4,1)(2,1)] gLLAQbdcdfffdfofkjk SFS[D(4,1)(2,1)] gLLAQbdcdfffdgofvgf SFS[D(3,1)(2,1)] gLLAQbdcdfffdvofnsg SFS[A(2,1)] gLLAQceedeffaimbxuc reducible gLLAQceedeffatmbhuc SFS[D(2,1)(2,1)] gLLAQceedeffadebhuc T2xI gLLAQceedeffatlbquc reducible gLLAQceedeffahhnahc SFS[D(2,1)(2,1)] gLLAQceedeffahekeqc SFS[D(3,1)(2,1)] gLLAQceedeffapekeqc SFS[D(3,1)(2,1)] gLLAQceedeffapenehc SFS[D(3,1)(2,1)] gLLAQceedeffalxkxqc SFS[D(3,1)(2,1)] gLLAQceedeffaaxkxqc reducible gLLAQceedeffahenehc SFS[D(3,1)(2,1)] gLLAQceedeffaimkmqc toroidal gLLAQceedeffaianmhc SFS[D(2,1)(2,1)] gLLAQceedeffaiakmqc SFS[D(2,1)(2,1)] gLLAQceedeffalxnxhc SFS[D(3,1)(2,1)] gLLAQceedeffahhkaqc SFS[D(2,1)(2,1)] gLLAQceedeffaaikaqc reducible gLLAQceedeffaainahc reducible gLLAQceedeffappkpqc SFS[D(3,1)(2,1)] gLLAQceedeffalanahc SFS[D(3,1)(2,1)] gLLAQceedeffalakaqc SFS[D(3,1)(2,1)] gLLAQceedeffappnphc SFS[D(3,1)(2,1)] gLLAQceedfefadejeic T2xI gLLAQceedfefadejeuc T2xI gLLAQceedfefahxrdic SFS[D(2,1)(2,1)] gLLAQceedfefadejeqc SFS[A(2,1)] gLLAQceedfefaimjetc SFS[A(2,1)] gLLAQceedfefaiardxc T2xI gLLAQceedfefaiajetc T2xI gLLAQceedfefahxjelc SFS[D(2,1)(2,1)] gLLAQceedeffhaigaif toroidal gLLAQceedeffhamgaif toroidal gLLAQceedeffhaxgxif toroidal gLLAQceedeffqqakdtg SFS[D(4,1)(2,1)] gLLAQceedeffqamkmtg SFS[D(4,3)(3,1)] gLLAQceedeffqaikmtg SFS[D(4,1)(3,1)] gLLAQceedeffqtakmtg SFS[D(4,1)(3,1)] gLLAQceedeffqlakmtg SFS[D(4,3)(3,1)] gLLAQceedeffquuketg toroidal gLLAQceedeffqppkxtg toroidal gLLAQceedeffqhhkmtg toroidal gLLAQceedeffqaxkltg SFS[D(4,1)(2,1)] gLLAQceedfefhtaoahf toroidal gLLAQceedfefhlaoahf toroidal gLLAQceedfefhamoahf SFS[D(4,1)(3,1)] gLLAQceedfefhaioahf SFS[D(4,3)(3,1)] gLLAQceedfefhppoaif SFS[D(4,1)(3,1)] gLLAQceedfefhuuoalf SFS[D(4,3)(3,1)] gLLAQceedfefhpeoamf toroidal gLLAQceedfefhheoamf toroidal gLLAQceedfefhtxoaef SFS[D(3,1)(2,1)] gLLAQceedfefhaxoaef toroidal gLLAQceedfefhlxoaef m003(0,0) gLLAQceedfefhqmoaxf SFS[D(3,1)(2,1)] gLLAQceedfefhumoaxf toroidal gLLAQceedfefhimoaxf SFS[D(3,1)(2,1)] gLLAQceedfefhduoamf toroidal gLLAQceedfefhpuoamf toroidal gLLAQceedfefhhuoamf m016(0,0) gLLAQceedfefhtpoaef m011(0,0) gLLAQceedfefhapoaef SFS[D(5,2)(2,1)] gLLAQceedfefhlpoaef m017(0,0) gLLAQceedfefhqaoaxf toroidal gLLAQceedfefhuaoaxf SFS[D(5,2)(2,1)] gLLAQceedfefhdhoamf toroidal gLLAQceedfefhphoamf m019(0,0) gLLAQceedfefhhhoamf SFS[D(5,2)(2,1)] gLLAQceedfefhtloaef toroidal gLLAQceedfefhaloaef SFS[D(4,1)(2,1)] gLLAQceedfefhlloaef SFS[D(4,1)(2,1)] gLLAQceedfefhqioaxf m006(0,0) gLLAQceedfefhuioaxf m016(0,0) gLLAQceedfefhaioamf SFS[D(5,2)(3,1)] gLLAQceedfefhamoamf SFS[D(5,3)(3,1)] gLLAQceedfefhppoaxf SFS[D(5,2)(3,1)] gLLAQceedfefhuuoaef SFS[D(5,3)(3,1)] gLLAQceedfefhlaoamf SFS[D(5,3)(3,1)] gLLAQceedfefhtaoamf SFS[D(5,2)(3,1)] gLLAQceedfefhqaoadf SFS[D(5,2)(2,1)] gLLAQceedfefhaxoaqf SFS[D(4,1)(2,1)] gLLAQceedfefhamoatf toroidal gLLAQceedfefhaioatf toroidal gLLAQceedfefhhhoahf SFS[D(4,1)(2,1)] gLLAQceedfefhaxoalf SFS[D(5,2)(2,1)] gLLAQbdcdffflsofgns SFS[A(2,1)] gLLAQbdcdffflkofnro toroidal gLLAQbdcdffflkoforo SFS[D(4,1)(2,1)] gLLAQbdcdffflkofrro SFS[D(4,1)(2,1)] gLLAQbdcdffflbofwfn SFS[D(3,1)(2,1)] gLLAQceedeffiimfmdg reducible gLLAQceedeffiimkxtg toroidal gLLAQceedeffiiikxtg toroidal gLLAQceedeffiiakxtg toroidal gLLAQceedfefiimrqtg reducible gLLAQbdcdfffhgorvob T2xI gLLAQbdcdfffaborrjv reducible gLLAQbdcdfffaborcjb SFS[D(2,1)(2,1)] gLLAQbdcdfffaborcgo reducible gLLAQbdcdfffaborvob T2xI gLLAQbdcdfffakorrjv reducible gLLAQbdcdfffajokskb reducible gLLAQbdcdfffmborbks reducible gLLAQbdcdfffmrokvjr reducible gLLAQbdcdfffmkorogc reducible gLLAQbdcdfffmkorokr SFS[D(2,1)(2,1)] gLLAQbdcdfffmkorbks reducible gLLAQbdcdfffmkorscr T2xI gLLAQceedeffddekeif T2xI gLLAQceedeffdpuchqf reducible gLLAQbdcdffftvokobv SFS[A(2,1)] gLLAQceedeffhdeoetf T2xI gLLAQbdcdfffevokcrs SFS[A(2,1)] gLLAQbdcdfffdwokbvo T2xI gLLAQceedeffatlfquc reducible gLLAQceedfefadekeqc T2xI gLLAQbdcdffflvokobv T2xI gLLAQbdcdfffhcoksgn T2xI gLLAQbdcdfffanokkbs reducible gLLAQbdcdfffanokobn SFS[D(2,1)(2,1)] gLLAQbdcdfffanokocg reducible gLLAQbdcdfffanoksgn T2xI gLLAQbdcdfffafokkbs reducible gLLAQbdcdfffanorvrj reducible gLLAQbdcdfffmnoknfw reducible gLLAQbdcdfffmforwnf reducible gLLAQbdcdfffmfokgco reducible gLLAQbdcdfffmfokgfk SFS[D(2,1)(2,1)] gLLAQbdcdfffmfoknfw reducible gLLAQbdcdfffmfokwok T2xI gLLAQceedeffddejeif T2xI gLLAQceedeffdpubhqf reducible gLLAQbdcdffftworcjw SFS[A(2,1)] gLLAQceedeffhdenetf T2xI gLLAQbdcdfffeworgfv SFS[A(2,1)] gLLAQbdcdfffdsorjwc T2xI gLLAQceedeffatlcquc reducible gLLAQceedfefadegeqc T2xI gLLAQbdcdffflworcjw T2xI gLLMQcededffaabajnk SFS[D(2,1)(2,1)] gLLMQcededffaabajvj SFS[D(3,1)(2,1)] gLLMQcededffaabajvw SFS[D(3,1)(2,1)] gLLMQcededffaabajkn SFS[D(2,1)(2,1)] gLLAQcdeedffacaanvj reducible gLLAQcdeedffacaanvk reducible gLLAQcdeedffacaankw reducible gLLAQcdeedffacaankj reducible gLLAQcdeedffacaancn reducible gLLAQcdeedffachankj toroidal gLLAQcdeedffachankk SFS[D(8,3)(2,1)] gLLAQcdeedffachanvw SFS[D(7,3)(2,1)] gLLAQcdeedffachanvj toroidal gLLAQcdeedffachannr toroidal gLLAQcdeedffachannn toroidal gLLMQcdeedffachinrr m017(0,0) gLLMQcdeedffachinrk m016(0,0) gLLMQcdeedffachinwj m017(0,0) gLLMQcdeedffachinww m016(0,0) gLLMQcdeedffachingn m017(0,0) gLLAQcdeedffacaarkj reducible gLLAQcdeedffacaarkw reducible gLLAQcdeedffacaarvk reducible gLLAQcdeedffacaarvj reducible gLLAQcdeedffacaancr reducible gLLAQcdeedffacaarcr reducible gLLAQcdeedffacharkj toroidal gLLAQcdeedffacharkk SFS[D(7,3)(2,1)] gLLAQcdeedffacharvw SFS[D(8,3)(2,1)] gLLAQcdeedffacharvj toroidal gLLAQcdeedffacharnr toroidal gLLAQcdeedffacharnn toroidal gLLMQcdeedffachingj m016(0,0) gLLMQcdeedffachirgj m006(0,0) gLLMQcdeedffachirrr m003(0,0) gLLMQcdeedffachirrk toroidal gLLMQcdeedffachirww m019(0,0) gLLMQcdeedffachirwj m011(0,0) gLLMQcededffaajawnr SFS[D(5,3)(5,2)] gLLMQcededffaajajsw SFS[D(5,3)(4,1)] gLLMQcededffaajawsw SFS[D(5,3)(5,2)] gLLMQcededffaajawjn SFS[D(5,2)(5,2)] gLLMQcededffaajajjn SFS[D(5,2)(4,1)] gLLMQcededffaajajrk SFS[D(5,3)(4,1)] gLLMQcededffaajawrk SFS[D(5,3)(5,2)] gLLMQcededffaajawvj toroidal gLLMQcededffaajawvw toroidal gLLMQcededffaajawkj SFS[D(5,2)(5,2)] gLLMQcededffaajajwj SFS[D(5,2)(4,1)] gLLMQcededffaajawwj SFS[D(5,2)(5,2)] gLLAQcdeedffakhawnr SFS[D(8,3)(2,1)] gLLAQcdeedffakhawvj SFS[D(3,1)(2,1)] gLLAQcdeedffakhawvw reducible gLLAQcdeedffakhawkj SFS[D(7,2)(2,1)] gLLAQcdeedffakaawvj reducible gLLAQcdeedffakaajkw reducible gLLAQcdeedffakaawkw reducible gLLMQcdeedffakaewrr SFS[D(5,3)(4,1)] gLLMQcdeedffakaewwj SFS[D(5,2)(5,2)] gLLMQcdeedffakaewww SFS[D(5,2)(4,1)] gLLMQcdeedffakhijwj m145(0,0) gLLMQcdeedffakhiwwj m159(0,0) gLLMQcdeedffakhiwrr m030(0,0) gLLAQcdeedffavhaknr SFS[D(7,3)(2,1)] gLLAQcdeedffavhakvj SFS[D(7,2)(2,1)] gLLAQcdeedffavhakvw SFS[D(5,1)(2,1)] gLLAQcdeedffavhakkj SFS[D(3,1)(2,1)] gLLAQcdeedffakaajvk reducible gLLAQcdeedffakaawvk reducible gLLAQcdeedffaoaajow reducible gLLAQcdeedffaoaajoj reducible gLLMQcdeedffaoaejww SFS[D(5,3)(4,1)] gLLMQcdeedffaoaejwj SFS[D(5,3)(5,2)] gLLMQcdeedffaoaejrr SFS[D(5,2)(4,1)] gLLMQcdeedffakhijrk m082(0,0) gLLMQcdeedffakhiwrk m100(0,0) gLLMQcdeedffavhijrk m007(0,0) gLLMQcdeedffavhikrk m036(0,0) gLLAQcdeedffavhajkk SFS[D(3,1)(2,1)] gLLAQcdeedffavhakkk reducible gLLAQcdeedffakhajkk SFS[D(7,2)(2,1)] gLLAQcdeedffakhawkk SFS[D(5,1)(2,1)] gLLAQcededffiikajwr s914(0,0)(0,0) gLLAQcededffiikakwr s880(0,0)(0,0) gLLAQcededffiikakbj m328(0,0)(0,0) gLLAQcededffiikakbk m125(0,0)(0,0) gLLAQcededffiikajrw s895(0,0)(0,0) gLLAQcededffiikakrw s782(0,0)(0,0) gLLAQcededffalkajnn toroidal gLLAQcededffalvawnn SFS[D(7,3)(3,1)] gLLAQcededffalvajnn toroidal gLLAQcededffalnarnn toroidal gLLAQcededffalnannn toroidal gLLAQcdeedffaraergk SFS[D(7,2)(3,1)] gLLAQcdeedffaraengk toroidal gLLAQcdeedffawaejgk toroidal gLLAQcdeedffawaewgk toroidal gLLAQcdeedffagaejgk SFS[D(3,1)(3,1)] gLLAQcdeedffagaekgk toroidal gLLAQcdeedffagaejrn SFS[D(7,5)(3,1)] gLLAQcdeedffagaekrn toroidal gLLAQcdeedffawaewrn toroidal gLLAQcdeedffawaejrn toroidal gLLAQcdeedffaraerrn SFS[D(3,1)(3,2)] gLLAQcdeedffaraenrn toroidal gLLAQcededffalnankj toroidal gLLAQcededffalnanvw SFS[D(7,4)(3,1)] gLLAQcededffalnanvj toroidal gLLAQcededffalnannr toroidal gLLAQcededffddkajss toroidal gLLAQcededffddkakss toroidal gLLAQcededffddkakok toroidal gLLAQcededffddkakor toroidal gLLAQcededffddkajjj toroidal gLLAQcededffddkakjj toroidal gLLAQcdeedffakhajnn toroidal gLLAQcdeedffakhawnn SFS[D(7,3)(2,1)] gLLAQcdeedffavhaknn SFS[D(8,3)(2,1)] gLLAQcdeedffavhajnn toroidal gLLMQcededffadkekrr SFS[D(4,1)(2,1)] gLLMQcededffadkekrk toroidal gLLMQcededffadkekwj toroidal gLLMQcededffadkekww toroidal gLLMQcededffadkekgj SFS[D(4,1)(2,1)] gLLMQcededffadkekgn toroidal gLLAQcededffalnarkk SFS[D(7,3)(3,1)] gLLAQcededffalnankk SFS[D(8,3)(3,1)] gLLAQcededffalvajkk SFS[D(7,2)(3,1)] gLLAQcededffalvawkk SFS[D(5,1)(3,1)] gLLAQcededffalkajkk SFS[D(3,1)(3,2)] gLLAQcededffalkakkk reducible gLLAQcededfflakxjkn m019(0,0) gLLAQcededfflakxkkn toroidal gLLAQcededfflavxwkn m116(0,0) gLLAQcededfflavxjkn m170(0,0) gLLAQcededfflanxrkn m154(0,0) gLLAQcededfflanxnkn m178(0,0) gLLMQcededffahnengj m016(0,0) gLLMQcededffahnengn m006(0,0) gLLMQcededffahnenww m003(0,0) gLLMQcededffahnenwj toroidal gLLMQcededffahkejgn m019(0,0) gLLMQcededffahkekgn m011(0,0) gLLAQcededfflakxjnk m003(0,0) gLLAQcededfflakxknk SFS[D(3,1)(2,1)] gLLAQcededfflavxwnk m026(0,0) gLLAQcededfflavxjnk m052(0,0) gLLAQcededfflanxrnk m043(0,0) gLLAQcededffaakxjnk SFS[D(3,1)(2,1)] gLLAQcededffaakxknk toroidal gLLAQcededffaakxkcw toroidal gLLAQcededffaakxkcj toroidal gLLAQcededffaakxjkn SFS[D(7,2)(2,1)] gLLAQcededffaakxkkn toroidal gLLAQcededfflakxknj toroidal gLLAQcededfflakxkcw SFS[D(3,1)(2,1)] gLLAQcededfflakxkcj toroidal gLLAQcededfflakxkkr toroidal gLLMQcdeedffaraerrk SFS[D(5,3)(5,2)] gLLMQcdeedffaraenrk toroidal gLLMQcdeedffakaejrk SFS[D(5,3)(4,1)] gLLMQcdeedffakaewrk SFS[D(5,3)(5,2)] gLLMQcdeedffawaejrk toroidal gLLMQcdeedffawaewrk toroidal gLLMQcdeedffagaejrk SFS[D(5,2)(5,2)] gLLMQcdeedffagaekrk toroidal gLLMQcdeedffaoaewrk SFS[D(5,2)(4,1)] gLLMQcdeedffaoaejrk SFS[D(5,2)(5,2)] gLLMQcededffaakajkn toroidal gLLMQcededffaakakkn toroidal gLLMQcededffaajajnk toroidal gLLMQcededffaajawnk toroidal gLLMQcededffaakakvw toroidal gLLMQcededffaakakvj toroidal gLLMQcededffaakajnk toroidal gLLMQcededffaakaknk toroidal gLLMQcededffaajajkn toroidal gLLMQcededffaajawkn toroidal gLLMQcdeedffagaekgn SFS[D(2,1)(2,1)] gLLMQcdeedffawaewgn SFS[D(3,1)(2,1)] gLLMQcdeedffawaejgn SFS[D(3,1)(2,1)] gLLMQcdeedffaraengn SFS[D(2,1)(2,1)] gLLMQcededffahkejrk m145(0,0) gLLMQcededffahkekrk m159(0,0) gLLMQcededffahkekwj m100(0,0) gLLMQcededffahkekww m030(0,0) gLLMQcededffahkekgj m017(0,0) gLLAQcededffalkaknr SFS[D(7,4)(3,1)] gLLAQcededffalkaknn SFS[D(8,3)(3,1)] gLLAQcededffalkakvj SFS[D(7,5)(3,1)] gLLAQcededffalkakvw SFS[D(5,4)(3,1)] gLLAQcededffalkakkj SFS[D(3,1)(3,1)] gLLAQcededfflanxnnj m119(0,0) gLLAQcededfflanxnnk m060(0,0) gLLAQcededfflanxncw m054(0,0) gLLAQcededfflanxncj m100(0,0) gLLAQcededfflanxnkr m185(0,0) gLLMQcededffadkejrk toroidal gLLMQcededffadvejgn SFS[D(3,1)(2,1)] gLLMQcededffadvejrk SFS[D(3,1)(2,1)] gLLMQcededffadkejgn toroidal gLLAQcdeedffagaakrr reducible gLLAQcdeedffagaakwj reducible gLLAQcdeedffagaakww reducible gLLAQcdeedffagaajgk reducible gLLAQcdeedffagaakgk reducible gLLAQcdeedffagaekrr SFS[D(7,5)(3,1)] gLLAQcdeedffagaekwj toroidal gLLAQcdeedffagaekww toroidal gLLAQcdeedffagaekgj SFS[D(3,1)(3,2)] gLLAQcdeedffagadjrn SFS[D(7,2)(3,1)] gLLAQcdeedffagadkrn toroidal gLLAQcdeedffagadkwj toroidal gLLAQcdeedffagadkww toroidal gLLAQcdeedffagadkgj SFS[D(3,1)(3,1)] gLLMQcdeedffagaukww SFS[D(5,3)(4,1)] gLLMQcdeedffagaukwj SFS[D(5,3)(5,2)] gLLMQcdeedffagaujrk SFS[D(5,2)(4,1)] gLLMQcdeedffagaukrk SFS[D(5,2)(5,2)] gLLMQcdeedffagaekgj SFS[D(2,1)(2,1)] gLLMQcdeedffagaekww toroidal gLLMQcdeedffagaekwj toroidal gLLMQcdeedffagaekrr toroidal gLLAQcdeedffaradngj SFS[D(7,5)(3,1)] gLLAQcdeedffaradngk toroidal gLLAQcdeedffaradnww toroidal gLLAQcdeedffaradnwj toroidal gLLAQcdeedffagadjgk SFS[D(3,1)(3,2)] gLLAQcdeedffagadkgk toroidal gLLAQcdeedffaraengj SFS[D(7,2)(3,1)] gLLAQcdeedffaraenww toroidal gLLAQcdeedffaraenwj toroidal gLLAQcdeedffaraenrr SFS[D(3,1)(3,1)] gLLAQcdeedffagaajrn reducible gLLAQcdeedffagaakrn reducible gLLAQcdeedffaraanww reducible gLLAQcdeedffaraanwj reducible gLLAQcdeedffaraanrr reducible gLLAQcdeedffaraanrn reducible gLLMQcdeedffarahnrr SFS[D(5,3)(4,1)] gLLMQcdeedffarahnrk SFS[D(5,3)(5,2)] gLLMQcdeedffarahnwj SFS[D(5,2)(5,2)] gLLMQcdeedffarahnww SFS[D(5,2)(4,1)] gLLMQcdeedffaraenrr toroidal gLLMQcdeedffaraenwj toroidal gLLMQcdeedffaraenww toroidal gLLMQcdeedffaraengj SFS[D(2,1)(2,1)] gLLAQcededffiivajbj m129(0,0)(0,0) gLLAQcededffiivajbk m203(0,0)(0,0) gLLAQcededffalvawvw reducible gLLAQcdeedffawaejwj toroidal gLLAQcdeedffawaewwj toroidal gLLAQcdeedffawaewww toroidal gLLAQcdeedffawaejww toroidal gLLAQcededffddvajok SFS[D(3,1)(3,1)] gLLAQcededffddvajor SFS[D(3,1)(3,2)] gLLMQcededffadvejwj SFS[D(3,1)(3,2)] gLLMQcededffadvejww SFS[D(3,1)(3,1)] gLLAQcededffalvajvj toroidal gLLAQcededffalvawvj SFS[D(3,1)(3,2)] gLLAQcededfflavxwcw m010(0,0) gLLAQcededfflavxjcw m033(0,0) gLLMQcededffahvejwj m007(0,0) gLLMQcededffahvewwj m036(0,0) gLLAQcededffaavxjcw toroidal gLLAQcededffaavxjcj toroidal gLLAQcededfflavxjcj m036(0,0) gLLMQcededffaavajvw toroidal gLLMQcededffaavajvj toroidal gLLMQcdeedffawaejww toroidal gLLMQcdeedffawaewww toroidal gLLMQcdeedffawaewwj toroidal gLLMQcdeedffawaejwj toroidal gLLMQcededffahvejww toroidal gLLAQcededffalvajvw SFS[D(3,1)(3,1)] gLLAQcededfflavxwcj m007(0,0) gLLAQcdeedffawadwwj toroidal gLLAQcdeedffawaawww reducible gLLMQcdeedffawahwww SFS[D(4,3)(4,1)] gLLMQcdeedffawauwwj SFS[D(5,2)(5,2)] gLLAQcdeedffawaajwj reducible gLLAQcdeedffawaajww reducible gLLAQcdeedffawadjwj toroidal gLLAQcdeedffawadjww toroidal gLLMQcdeedffawaujww SFS[D(4,1)(4,1)] gLLMQcdeedffawaujwj SFS[D(5,2)(4,1)] gLLMQcdeedffawahjww SFS[D(5,3)(4,1)] gLLMQcdeedffawahjwj SFS[D(5,3)(5,2)] gLLAQcdeedffavhajkj toroidal gLLAQcdeedffakhajkj toroidal gLLAQcededffiikajwn s948(0,0)(0,0) gLLAQcededffiikajbj m329(0,0)(0,0) gLLAQcededffiikajbk m202(0,0)(0,0) gLLAQcededffiikajrj s941(0,0)(0,0) gLLAQcededffalvawnr SFS[D(8,3)(3,1)] gLLAQcededffalvajnr toroidal gLLAQcededffalnarnr toroidal gLLAQcdeedffaraergj SFS[D(5,1)(3,1)] gLLAQcdeedffawaejgj SFS[D(8,3)(3,1)] gLLAQcdeedffawaewgj SFS[D(7,3)(3,1)] gLLAQcdeedffagaejgj reducible gLLAQcdeedffagaejrr SFS[D(5,4)(3,1)] gLLAQcdeedffawaewrr SFS[D(8,3)(3,1)] gLLAQcdeedffawaejrr SFS[D(7,4)(3,1)] gLLAQcdeedffaraerrr reducible gLLAQcededffalnarvw SFS[D(8,3)(3,1)] gLLAQcededffalnarvj toroidal gLLAQcededffddkajsw toroidal gLLAQcededffddkajok toroidal gLLAQcededffddkajor toroidal gLLAQcededffddkajjk toroidal gLLAQcdeedffakhajnr toroidal gLLAQcdeedffavhajnr toroidal gLLMQcededffadkejrr SFS[D(5,2)(2,1)] gLLMQcededffadkejwj toroidal gLLMQcededffadkejww toroidal gLLMQcededffadkejgj SFS[D(5,2)(2,1)] gLLAQcededffalnarkj toroidal gLLAQcededffalvajkj toroidal gLLAQcededffalvawkj SFS[D(7,2)(3,1)] gLLAQcededffalkajkj toroidal gLLAQcededfflakxjkr m011(0,0) gLLAQcededfflavxwkr m141(0,0) gLLAQcededfflavxjkr m180(0,0) gLLAQcededfflanxrkr m147(0,0) gLLMQcededffahnergj m017(0,0) gLLMQcededffahnerww m017(0,0) gLLMQcededffahnerwj m016(0,0) gLLMQcededffahkejgj m016(0,0) gLLAQcededfflakxjnj toroidal gLLAQcededfflavxwnj m070(0,0) gLLAQcededfflavxjnj m118(0,0) gLLAQcededffaakxjnj reducible gLLAQcededffaakxjcw SFS[D(7,3)(2,1)] gLLAQcededffaakxjcj SFS[D(8,3)(2,1)] gLLAQcededffaakxjkr SFS[D(5,1)(2,1)] gLLAQcededfflakxjcw m006(0,0) gLLAQcededfflakxjcj m016(0,0) gLLMQcdeedffaraerrr SFS[D(5,3)(4,1)] gLLMQcdeedffakaejrr SFS[D(4,3)(4,1)] gLLMQcdeedffawaejrr toroidal gLLMQcdeedffawaewrr toroidal gLLMQcdeedffagaejrr SFS[D(5,2)(4,1)] gLLMQcdeedffaoaewrr SFS[D(4,1)(4,1)] gLLMQcededffaakajkj SFS[D(5,3)(5,2)] gLLMQcededffaajajnr SFS[D(5,3)(4,1)] gLLMQcededffaakajvw toroidal gLLMQcededffaakajvj toroidal gLLMQcededffaakajnr SFS[D(5,2)(5,2)] gLLMQcededffaajajkj SFS[D(5,2)(4,1)] gLLMQcdeedffawaewgj SFS[D(3,1)(2,1)] gLLMQcdeedffawaejgj SFS[D(3,1)(2,1)] gLLMQcededffahkejrr m130(0,0) gLLMQcededffahkejwj m082(0,0) gLLMQcededffahkejww m037(0,0) gLLAQcededffalkajnr toroidal gLLAQcededffalkajvj toroidal gLLAQcededffalkajvw SFS[D(7,5)(3,1)] gLLAQcededfflanxrnj m069(0,0) gLLAQcededfflanxrcw m046(0,0) gLLAQcededfflanxrcj m082(0,0) gLLAQcdeedffagaajwj reducible gLLAQcdeedffagaajww reducible gLLAQcdeedffagaajgj reducible gLLAQcdeedffagaejwj SFS[D(8,3)(3,1)] gLLAQcdeedffagaejww SFS[D(7,4)(3,1)] gLLAQcdeedffagadjrr SFS[D(5,1)(3,1)] gLLAQcdeedffagadjwj SFS[D(8,3)(3,1)] gLLAQcdeedffagadjww SFS[D(7,3)(3,1)] gLLMQcdeedffagaujww SFS[D(4,3)(4,1)] gLLMQcdeedffagaujwj SFS[D(5,3)(4,1)] gLLMQcdeedffagaujrr SFS[D(4,1)(4,1)] gLLMQcdeedffagaejww SFS[D(5,3)(4,1)] gLLMQcdeedffagaejwj SFS[D(5,3)(5,2)] gLLAQcdeedffaradrgj SFS[D(5,4)(3,1)] gLLAQcdeedffaradrww SFS[D(8,3)(3,1)] gLLAQcdeedffaradrwj SFS[D(7,4)(3,1)] gLLAQcdeedffagadjgj reducible gLLAQcdeedffaraerww SFS[D(8,3)(3,1)] gLLAQcdeedffaraerwj SFS[D(7,3)(3,1)] gLLAQcdeedffagaajrr reducible gLLAQcdeedffaraarww reducible gLLAQcdeedffaraarwj reducible gLLAQcdeedffaraarrr reducible gLLMQcdeedffarahrrr SFS[D(4,3)(4,1)] gLLMQcdeedffarahrwj SFS[D(5,2)(4,1)] gLLMQcdeedffarahrww SFS[D(4,1)(4,1)] gLLMQcdeedffaraerwj SFS[D(5,2)(5,2)] gLLMQcdeedffaraerww SFS[D(5,2)(4,1)] gLLMQcededffaajajsj SFS[D(4,3)(4,1)] gLLMQcededffaajajrr SFS[D(4,3)(4,1)] gLLMQcededffaajajvj toroidal gLLMQcededffaajajvw toroidal gLLMQcededffaajajjj SFS[D(4,1)(4,1)] gLLMQcededffaajajww SFS[D(4,1)(4,1)] gLLAQcdeedffaoaawow reducible gLLAQcdeedffavhajvj toroidal gLLAQcdeedffavhajvw SFS[D(7,2)(2,1)] gLLMQcdeedffavhijrr toroidal gLLMQcdeedffaoaewww SFS[D(4,3)(4,1)] gLLMQcdeedffaoaewwj SFS[D(5,3)(4,1)] gLLAQcdeedffakhajvj toroidal gLLAQcdeedffakhajvw SFS[D(3,1)(2,1)] gLLAQcdeedffakaajvj reducible gLLAQcdeedffakaajkj reducible gLLMQcdeedffakaejwj SFS[D(5,2)(4,1)] gLLMQcdeedffakaejww SFS[D(4,1)(4,1)] gLLMQcdeedffakhijww m130(0,0) gLLMQcdeedffakhijrr m037(0,0) gLLAQcededffhhfaoof SFS[D(2,1)(2,1)] gLLAQcdeedffashaofo reducible gLLAQcededffiibagfo T2xI gLLAQcededffiibagbg T2xI gLLAQcededffiibagvc reducible gLLAQcededffaibmgfo T2xI gLLAQcededffaibmgfr SFS[A(2,1)] gLLAQcededffaibmgfn T2xI gLLAQcededffaibmgjc T2xI gLLAQcededffaibmgjj T2xI gLLAQcededffaibmgjw SFS[A(2,1)] gLLAQcededffaibmgsg reducible gLLAQcededffaibmgsj SFS[A(3,1)] gLLAQcededffaibmgsk SFS[A(3,1)] gLLAQcdeedffakpucvg reducible gLLAQcdeedffafpugvg reducible gLLAQcdeedffacaeoco reducible gLLAQcdeedffafmegco SFS[D(2,1)(2,1)] gLLAQcededffllbagvc SFS[D(2,1)(2,1)] gLLAQcededffdibpgvf SFS[D(2,1)(2,1)] gLLAQcededffadbegso reducible gLLAQcededffadbegvg reducible gLLAQcdeedffdkmacbg reducible gLLAQcededffddbagjk SFS[D(5,2)(2,1)] gLLAQcededffddbagjj SFS[D(4,1)(2,1)] gLLAQcededffddbqgff T2xI gLLAQcdeedffdkmaccv reducible gLLAQcededffppbagof SFS[D(2,1)(2,1)] gLLAQcededffidblgng SFS[D(2,1)(2,1)] gLLAQcededffadbpgbc SFS[D(2,1)(2,1)] gLLMQcededffddbagof T2xI gLLAQcededffalfaofo reducible gLLAQcdeedffacpmowo reducible gLLAQcdeedffafiegfg reducible gLLAQcededffllbagfo SFS[D(2,1)(2,1)] gLLAQcededffllvacfo SFS[D(2,1)(2,1)] gLLAQcededffllfaofo reducible gLLAQcededfftaftobc reducible gLLAQcededfftaftojo reducible gLLAQcededfflqvucro SFS[D(2,1)(2,1)] gLLAQcededffltfaofo reducible gLLMQcededffhhbaggb T2xI gLLMQcdeedffaghaggb T2xI gLLAQcededffhufpovf SFS[D(2,1)(2,1)] gLLAQcdeedffacpuoro reducible gLLAQcdeedffaspuoro reducible gLLAQcdeedffafpugro reducible gLLAQcdeedffakpucro reducible gLLAQcededffuubagfo SFS[D(2,1)(2,1)] gLLAQcededffuufaobg SFS[D(2,1)(2,1)] gLLAQcededffaabxgrg reducible gLLAQcdeedffufalggo SFS[D(2,1)(2,1)] gLLMQcdeedffashaoof reducible gLLMQcededffhhfaoof SFS[D(2,1)(2,1)] gLLAQcdeedffacuxojo reducible gLLAQcdeedffafmegfg reducible gLLMQcededffddkajgb SFS[D(5,2)(2,1)] gLLMQcededffddkakgb SFS[D(4,1)(2,1)] gLLAQcdeedffacxxoco reducible gLLAQcdeedffhfamkkv SFS[D(2,1)(2,1)] gLLAQcdeedffhoamckv reducible gLLAQcdeedffhoamwkv SFS[D(3,1)(2,1)] gLLAQcdeedffhoamjkv SFS[D(3,1)(2,1)] gLLAQcdeedffhsamnkv SFS[D(2,1)(2,1)] gLLAQcdeedffacltoso reducible gLLAQcdeedffifxpgkc reducible gLLAQcdeedffifxtgwo SFS[D(2,1)(2,1)] gLLAQcdeedffifatggo SFS[D(2,1)(2,1)] gLLAQcdeedffucppokc SFS[D(2,1)(2,1)] gLLAQcdeedffafhagwo reducible gLLAQcdeedffafhagsg reducible gLLAQcdeedffafltgfg reducible gLLAQcdeedffafppgkg reducible gLLAQcdeedffacaaokj reducible gLLAQcdeedffacaaovj reducible gLLAQcdeedffacaanco reducible gLLAQcdeedffacaaocr reducible gLLAQcdeedffacadoco reducible gLLAQcdeedffafedgsg reducible gLLAQcdeedffafxxgfg reducible gLLAQcdeedffafmegwc SFS[D(2,1)(2,1)] gLLAQcdeedffafiagfg reducible gLLAQcdeedffafxqgwo SFS[D(2,1)(2,1)] gLLAQcdeedffafpugco reducible gLLAQcdeedffafpugwc reducible gLLAQcdeedffafpugkc reducible gLLAQcdeedffafpuggg reducible gLLAQcdeedffafaqgcc reducible gLLAQcdeedffafaqgog reducible gLLAQcdeedffafhxgcc SFS[D(2,1)(2,1)] gLLAQcdeedfflfmagco SFS[D(2,1)(2,1)] gLLAQcdeedffdfhdgrf SFS[D(2,1)(2,1)] gLLAQcdeedffacedowo reducible gLLAQcdeedffdfmagkf reducible gLLAQcdeedffdfmagwf reducible gLLAQcdeedffdfptgkf SFS[D(2,1)(2,1)] gLLAQcdeedffachaokj reducible gLLAQcdeedffachaovj reducible gLLAQcdeedffachaono reducible gLLAQcdeedffachaonr reducible gLLAQcdeedffachaonn reducible gLLAQcdeedffacppowo reducible gLLAQcdeedffacutojo reducible gLLAQcdeedfflcpqowo reducible gLLMQcdeedffacumogb SFS[D(2,1)(2,1)] gLLAQcdeedfflcutojo reducible gLLMQcdeedffachiogb SFS[D(2,1)(2,1)] gLLMQcdeedffachiorr SFS[D(4,1)(2,1)] gLLMQcdeedffachiork SFS[D(5,2)(2,1)] gLLMQcdeedffachioww SFS[D(4,1)(2,1)] gLLMQcdeedffachiowj SFS[D(5,2)(2,1)] gLLAQcdeedffpcimokv reducible gLLAQcdeedfflfimgog reducible gLLAQcdeedffacimoko reducible gLLAQcdeedffacimojo reducible gLLAQcdeedfftfimgog reducible gLLAQcdeedffucitogo reducible gLLAQcdeedffuoatcgo reducible gLLAQcdeedfficaaocc T2xI gLLMQcdeedffafpegnb reducible gLLAQcdeedffacaqoko reducible gLLAQcdeedfftwamcog reducible gLLAQcededfftavtcrg reducible gLLMQcdeedffafpegoc reducible gLLAQcdeedffdcapobf reducible gLLAQcdeedffucatogo reducible gLLAQcdeedffacpqowo reducible gLLAQcdeedfftcpqowo reducible gLLAQcdeedffpwetcvg reducible gLLAQcededffpdvmcwg reducible gLLMQcdeedffdwmtcgb reducible gLLAQcededffiijackg reducible gLLAQcededffiijacno T2xI gLLAQcededffiijacjc T2xI gLLAQcededffiijacsg reducible gLLAQcededffaijmcno T2xI gLLAQcededffaijmcbg T2xI gLLAQcededffidslgjo reducible gLLAQcededffidslgbc reducible gLLAQcededffahvecvg SFS[D(3,1)(2,1)] gLLAQcededffaismgno reducible gLLAQcededffaismgbg reducible gLLAQcededffalvxcog SFS[D(3,1)(2,1)] gLLAQcededffalsagsg reducible gLLAQcdeedffakmecso SFS[D(2,1)(2,1)] gLLAQcededffadkejso reducible gLLAQcededffadkekso reducible gLLAQcededffadsegwj reducible gLLAQcededffadsegww reducible gLLAQcededffadkejvg reducible gLLAQcededffadkekvg reducible gLLAQcededffahsegwc SFS[D(3,1)(2,1)] gLLAQcededffapsegwc SFS[D(3,1)(2,1)] gLLAQcededffadspgjo reducible gLLAQcededffadspgng reducible gLLAQcededffalsagwo reducible gLLAQcededffalwaowo reducible gLLAQcededffahspgjo reducible gLLAQcededffahspgng reducible gLLAQcdeedffakhxcog SFS[D(2,1)(2,1)] gLLAQcededffapvecvg SFS[D(3,1)(2,1)] gLLAQcededffalsxgcc SFS[D(3,1)(2,1)] gLLAQcededffahwpong reducible gLLAQcdeedffakhxcgo SFS[D(2,1)(2,1)] gLLAQcededffalwaosg reducible gLLAQcdeedffakmecvg SFS[D(2,1)(2,1)] gLLAQcdeedffdkhdcog SFS[D(2,1)(2,1)] gLLAQcededffdijpcfv SFS[D(2,1)(2,1)] gLLAQcededffdijpcgg SFS[D(2,1)(2,1)] gLLAQcdeedffdkptcsv SFS[D(2,1)(2,1)] gLLAQcededffdlvdcnv SFS[D(3,1)(2,1)] gLLAQcededffadjecrn SFS[D(2,1)(2,1)] gLLAQcededffadjecwj SFS[D(3,1)(2,1)] gLLAQcededffadjecww SFS[D(3,1)(2,1)] gLLAQcededffadjecgk SFS[D(2,1)(2,1)] gLLAQcededffdlsdgrf SFS[D(3,1)(2,1)] gLLAQcdeedffdkhdcnv SFS[D(2,1)(2,1)] gLLAQcededffdlvdcog SFS[D(3,1)(2,1)] gLLAQcededffdhsqgff SFS[D(3,1)(2,1)] gLLAQcdeedffdkptcbg SFS[D(2,1)(2,1)] gLLAQcededffdhvqcgv SFS[D(3,1)(2,1)] gLLAQcededffdlwdorf SFS[D(3,1)(2,1)] gLLAQcededffddjqcvg T2xI gLLAQcededffddjqcgv T2xI gLLAQcededffidjlcjo SFS[D(2,1)(2,1)] gLLAQcededffidjlcbc SFS[D(2,1)(2,1)] gLLAQcededffadjpcjo SFS[D(2,1)(2,1)] gLLAQcededffadjpcng SFS[D(2,1)(2,1)] gLLMQcededffddjacsj SFS[D(2,1)(2,1)] gLLMQcededffddjacok SFS[D(3,1)(2,1)] gLLMQcededffddjacor SFS[D(3,1)(2,1)] gLLMQcededffddjacjj SFS[D(2,1)(2,1)] gLLMQcededffdispggf T2xI gLLMQcededffdispgff T2xI gLLAQcdeedffiwalcog reducible gLLAQcdeedffiwalcrg reducible gLLMQcdeedffarlunkf reducible gLLMQcdeedffawluckf reducible gLLMQcdeedffawlujkf reducible gLLMQcdeedffawluwkf reducible gLLMQcdeedffaglukkf reducible gLLMQcdeedffaglukwb reducible gLLMQcdeedffawlucwb reducible gLLMQcdeedffawluwwb reducible gLLMQcdeedffawlujwb reducible gLLMQcdeedffarlunwb reducible gLLMQcededffaajacnk SFS[D(2,1)(2,1)] gLLMQcededffaajacvj SFS[D(3,1)(2,1)] gLLMQcededffaajacvw SFS[D(3,1)(2,1)] gLLMQcededffaajackn SFS[D(2,1)(2,1)] gLLAQcdeedffiwepcng reducible gLLAQcdeedffiwepcrg reducible gLLMQcdeedffdwltcoc reducible gLLMQcdeedffdwltcwb reducible gLLAQcdeedffhsxxoof SFS[D(2,1)(2,1)] gLLAQcdeedffhsltokf reducible gLLAQcdeedffhsmaoof SFS[D(3,1)(2,1)] gLLAQcdeedffakhacnn SFS[D(2,1)(2,1)] gLLAQcdeedffakhacvj SFS[D(3,1)(2,1)] gLLAQcdeedffakhacvw SFS[D(3,1)(2,1)] gLLAQcdeedffakhackk SFS[D(2,1)(2,1)] gLLAQcdeedffhsiaoof SFS[D(3,1)(2,1)] gLLAQcdeedffhkhacnv SFS[D(2,1)(2,1)] gLLAQcdeedffhseuobf reducible gLLAQcdeedffhsuuobf SFS[D(3,1)(2,1)] gLLAQcdeedffhshuobf SFS[D(3,1)(2,1)] gLLAQcdeedffhsaqosj SFS[D(2,1)(2,1)] gLLAQcdeedffhsaqoff reducible gLLAQcdeedffhsaqofr SFS[D(3,1)(2,1)] gLLAQcdeedffhsaqofk SFS[D(3,1)(2,1)] gLLAQcdeedffhsaqojs SFS[D(2,1)(2,1)] gLLAQcdeedffhsxpovf SFS[D(3,1)(2,1)] gLLAQcdeedffhsppovf SFS[D(3,1)(2,1)] gLLAQcdeedffhslpovf reducible gLLAQcdeedffasltoco reducible gLLAQcdeedffasiaoso reducible gLLAQcdeedffacaankc reducible gLLAQcdeedffakaacvk reducible gLLAQcdeedffakaackj reducible gLLAQcdeedffakaackw reducible gLLAQcdeedffaseuogo reducible gLLAQcdeedffasppono reducible gLLAQcdeedffashuogo reducible gLLAQcdeedffafaqjjo reducible gLLAQcdeedffaoaqjjo reducible gLLAQcdeedffasaqojo reducible gLLAQcdeedffasaqojr reducible gLLAQcdeedffasaqnjo reducible gLLAQcdeedffikpacbg reducible gLLAQcededfftinxngg SFS[D(2,1)(2,1)] gLLAQcededfftivxcgg reducible gLLAQcededfftivxjgg SFS[D(3,1)(2,1)] gLLAQcededfftivxwgg SFS[D(3,1)(2,1)] gLLAQcededfftikxkgg SFS[D(2,1)(2,1)] gLLAQcededfftavtcog reducible gLLAQcededfftdvmcng reducible gLLAQcdeedffikxpcfg reducible gLLAQcdeedffqsedogo reducible gLLAQcdeedffqsaaojo reducible gLLAQcdeedffikmlcng reducible gLLAQcededffpivxcbg reducible gLLAQcededffpantnsg SFS[D(2,1)(2,1)] gLLAQcededffpavtcsg reducible gLLAQcededffpavtjsg SFS[D(3,1)(2,1)] gLLAQcededffpavtwsg SFS[D(3,1)(2,1)] gLLAQcededffpaktksg SFS[D(2,1)(2,1)] gLLAQcededffpdvmcvg reducible gLLAQcdeedffqkmucvg SFS[D(3,1)(2,1)] gLLAQcdeedffikmucvg reducible gLLAQcdeedfftspuooc SFS[D(3,1)(2,1)] gLLAQcdeedfflkmacso SFS[D(2,1)(2,1)] gLLAQcdeedffdkmacsw reducible gLLAQcdeedffdkmacss reducible gLLAQcdeedffdkmacok reducible gLLAQcdeedffdkmacor reducible gLLAQcdeedffdkmacjk reducible gLLAQcdeedffdkmacjj reducible gLLAQcdeedffhkmacof SFS[D(3,1)(2,1)] gLLAQcdeedffpkmacof SFS[D(3,1)(2,1)] gLLAQcdeedfftsexocc reducible gLLAQcdeedfftshtobc SFS[D(2,1)(2,1)] gLLAQcdeedfftsmpobc SFS[D(3,1)(2,1)] gLLAQcdeedfftsipobc SFS[D(3,1)(2,1)] gLLAQcdeedfftsapobc reducible gLLAQcdeedfflkhucgo SFS[D(2,1)(2,1)] gLLAQcdeedfftspqovc SFS[D(2,1)(2,1)] gLLAQcdeedfftslmojc reducible gLLAQcdeedffikxtcsg reducible gLLMQcdeedffdkxlcbf reducible gLLMQcdeedffakxhccc reducible gLLAQcdeedffhsimobf SFS[D(2,1)(2,1)] gLLAQcdeedffikphcgg reducible gLLAQcdeedffukppcco SFS[D(2,1)(2,1)] gLLAQcdeedfftkpucoc SFS[D(3,1)(2,1)] gLLAQcdeedffakpucsr reducible gLLAQcdeedffakpucsn reducible gLLAQcdeedffakpucoj reducible gLLAQcdeedffakpucow reducible gLLAQcdeedffakpucfj reducible gLLAQcdeedffakpucfk reducible gLLAQcdeedfflkpucoc SFS[D(3,1)(2,1)] gLLAQcdeedffhkpucsv SFS[D(2,1)(2,1)] gLLAQcdeedffusepoog reducible gLLAQcdeedffusupoog SFS[D(3,1)(2,1)] gLLAQcdeedffushpoog SFS[D(3,1)(2,1)] gLLAQcdeedffusitoog SFS[D(2,1)(2,1)] gLLAQcdeedffusalong reducible gLLAQcdeedffusxaobg SFS[D(3,1)(2,1)] gLLAQcdeedffuspaobg SFS[D(3,1)(2,1)] gLLAQcdeedffuslaobg reducible gLLAQcdeedffikatcog reducible gLLAQcdeedffdkamcbr reducible gLLAQcdeedffdkamcbk reducible gLLAQcdeedffdkamcgs reducible gLLAQcdeedffdcamnbf reducible gLLAQcdeedffhkamcbf reducible gLLAQcdeedffpkamcbf reducible gLLMQcdeedffasemorf reducible gLLMQcdeedffasemorr reducible gLLMQcdeedffasemork reducible gLLMQcdeedffaolejkf reducible gLLMQcdeedffaflejkf reducible gLLAQcdeedffukatcog reducible gLLMQcdeedffakahcvc reducible gLLAQcdeedffqkhpcog SFS[D(3,1)(2,1)] gLLAQcdeedffikhpcog reducible gLLAQcdeedffukhpcog SFS[D(3,1)(2,1)] gLLAQcdeedffdkhucgs SFS[D(2,1)(2,1)] gLLAQcdeedffdkhucbk SFS[D(3,1)(2,1)] gLLAQcdeedffdkhucbr SFS[D(3,1)(2,1)] gLLAQcdeedffdkhucwj SFS[D(2,1)(2,1)] gLLAQcdeedffhkhucbf SFS[D(3,1)(2,1)] gLLAQcdeedffpkhucbf SFS[D(3,1)(2,1)] gLLMQcdeedffdkhdcwj SFS[D(2,1)(2,1)] gLLMQcdeedffdkhdcrf reducible gLLMQcdeedffdkhdcrk SFS[D(3,1)(2,1)] gLLMQcdeedffdkhdcrr SFS[D(3,1)(2,1)] gLLMQcdeedffdkhdcgj SFS[D(2,1)(2,1)] gLLMQcdeedffhkhhcvc SFS[D(2,1)(2,1)] gLLAQcededffphvmcbf SFS[D(3,1)(2,1)] gLLAQcededffuhvtcog SFS[D(3,1)(2,1)] gLLMQcdeedffakhacvc reducible gLLMQcdeedffhsxaosf SFS[D(2,1)(2,1)] gLLMQcdeedffhsltokf reducible gLLAQcdeedffavhagnr SFS[D(2,1)(2,1)] gLLAQcdeedffavhagvw SFS[D(2,1)(2,1)] gLLAQcdeedffavhagkj SFS[D(3,1)(2,1)] gLLAQcdeedffavhagkk SFS[D(3,1)(2,1)] gLLAQcdeedffavltggg reducible gLLAQcdeedffavppgbg reducible gLLAQcdeedffacaarvg reducible gLLAQcdeedffakaawvg reducible gLLAQcdeedffaoaacow reducible gLLAQcdeedffaoaacoj reducible gLLAQcdeedffaclprbg reducible gLLAQcdeedffaklpwbg reducible gLLAQcdeedffaveugog reducible gLLAQcdeedffaveugoj reducible gLLAQcdeedffaveugok reducible gLLAQcdeedffaciarvg SFS[D(3,1)(2,1)] gLLAQcdeedffakiawvg SFS[D(3,1)(2,1)] gLLAQcdeedffaviagvg reducible gLLAQcdeedffaviajvg SFS[D(3,1)(3,2)] gLLAQcdeedffaviakvg SFS[D(3,1)(3,1)] gLLAQcdeedffachurog SFS[D(3,1)(2,1)] gLLAQcdeedffakhuwog SFS[D(3,1)(2,1)] gLLAQcdeedffavhugog reducible gLLAQcdeedffavhujog SFS[D(3,1)(3,1)] gLLAQcdeedffavhukog SFS[D(3,1)(3,2)] gLLAQcdeedffavpugsr SFS[D(2,1)(2,1)] gLLAQcdeedffavpugow SFS[D(2,1)(2,1)] gLLAQcdeedffavpugfj SFS[D(3,1)(2,1)] gLLAQcdeedffavpugfk SFS[D(3,1)(2,1)] gLLAQcdeedffacmarvg SFS[D(3,1)(2,1)] gLLAQcdeedffakmawvg SFS[D(3,1)(2,1)] gLLAQcdeedffaviagvj SFS[D(3,1)(3,1)] gLLAQcdeedffaviagvk SFS[D(3,1)(3,2)] gLLAQcdeedffioaacog reducible gLLAQcededffuakhjng SFS[D(2,1)(2,1)] gLLAQcededffuavhjng SFS[D(2,1)(2,1)] gLLAQcededffuanhrng SFS[D(3,1)(2,1)] gLLAQcededffuanhnng SFS[D(3,1)(2,1)] gLLAQcdeedfflfamkcc SFS[D(3,1)(2,1)] gLLAQcdeedfflsamncc SFS[D(3,1)(2,1)] gLLAQcdeedffloamwcc SFS[D(3,1)(3,2)] gLLAQcdeedffloamjcc SFS[D(3,1)(3,1)] gLLAQcdeedffafamkcc reducible gLLAQcdeedffaoamcnk reducible gLLAQcdeedffaoamccj reducible gLLAQcdeedffaoamccw reducible gLLAQcdeedfftfamkcc SFS[D(3,1)(2,1)] gLLAQcdeedfftsamncc SFS[D(3,1)(2,1)] gLLAQcdeedfftoamwcc SFS[D(3,1)(3,1)] gLLAQcdeedfftoamjcc SFS[D(3,1)(3,2)] gLLAQcdeedffqoalckn SFS[D(2,1)(2,1)] gLLAQcdeedffqoalcnk SFS[D(2,1)(2,1)] gLLAQcdeedffqoalccj SFS[D(3,1)(2,1)] gLLAQcdeedffqoalccw SFS[D(3,1)(2,1)] gLLMQcdeedffaclhrkf reducible gLLMQcdeedffaklhwkf reducible gLLMQcdeedffaveigrf reducible gLLMQcdeedffaveigrr reducible gLLMQcdeedffaveigrk reducible gLLAQcdeedfftoamccc reducible gLLMQcdeedffavxhgkf reducible gLLMQcdeedffachirrf SFS[D(3,1)(2,1)] gLLMQcdeedffakhiwrf SFS[D(3,1)(2,1)] gLLMQcdeedffavhigrf reducible gLLMQcdeedffavhigrr SFS[D(3,1)(3,1)] gLLMQcdeedffavhigrk SFS[D(3,1)(3,2)] gLLAQcdeedffloamccc reducible gLLAQcdeedffacharkg SFS[D(2,1)(2,1)] gLLAQcdeedffavhagkg reducible gLLAQcdeedffavhajkg SFS[D(3,1)(2,1)] gLLAQcdeedffavhakkg SFS[D(3,1)(2,1)] gLLAQcdeedffakhawkg SFS[D(2,1)(2,1)] gLLAQcededffiikagwo T2xI gLLAQcededffiikagwn SFS[A(2,1)] gLLAQcededffiikagwr T2xI gLLAQcededffiikagbg T2xI gLLAQcededffiikagbj T2xI gLLAQcededffiikagbk SFS[A(2,1)] gLLAQcededffiikagrc reducible gLLAQcededffiikagrj SFS[A(3,1)] gLLAQcededffiikagrw SFS[A(3,1)] gLLAQcededffaikmgjc T2xI gLLAQcededffulkhgjo SFS[D(2,1)(2,1)] gLLAQcdeedffarpuoso reducible gLLAQcdeedffakpucso reducible gLLAQcededffalkajno reducible gLLAQcededffalvajno reducible gLLAQcededffalnaono reducible gLLAQcededffalnarno reducible gLLAQcededffalnanno reducible gLLAQcdeedffaraergg SFS[D(3,1)(2,1)] gLLAQcdeedffawaewgg SFS[D(3,1)(2,1)] gLLAQcdeedffagaeggg reducible gLLAQcdeedffagaejgg SFS[D(3,1)(3,2)] gLLAQcdeedffagaekgg SFS[D(3,1)(3,1)] gLLAQcdeedffagaejro SFS[D(3,1)(2,1)] gLLAQcdeedffawaejro SFS[D(3,1)(2,1)] gLLAQcdeedffaraeoro reducible gLLAQcdeedffaraerro SFS[D(3,1)(3,1)] gLLAQcdeedffaraenro SFS[D(3,1)(3,2)] gLLAQcdeedffarmeogg SFS[D(2,1)(2,1)] gLLAQcededffalnaokj reducible gLLAQcededffalnaovj reducible gLLAQcededffalnaonr reducible gLLAQcededffalnaonn reducible gLLAQcededfflukxgso SFS[D(2,1)(2,1)] gLLAQcededffdikpgvf SFS[D(2,1)(2,1)] gLLAQcededffadkegso reducible gLLAQcededffadkegvg reducible gLLAQcdeedffdkmacsv reducible gLLAQcededffddkagsw SFS[D(5,2)(2,1)] gLLAQcededffddkagss SFS[D(4,1)(2,1)] gLLAQcededffddkagjk SFS[D(5,2)(2,1)] gLLAQcededffddkagjj SFS[D(4,1)(2,1)] gLLAQcededffddkqgff T2xI gLLAQcdeedffdkmacjg reducible gLLAQcdeedffakhajno reducible gLLAQcdeedffavhajno reducible gLLAQcdeedffachanno reducible gLLAQcdeedffacharno reducible gLLAQcededffidklgng SFS[D(2,1)(2,1)] gLLAQcededffadkpgbc SFS[D(2,1)(2,1)] gLLMQcededffddkagof T2xI gLLAQcdeedffagpmgsg reducible gLLAQcededffalnarkg SFS[D(3,1)(2,1)] gLLAQcededffalvawkg SFS[D(3,1)(2,1)] gLLAQcededffalkagkg reducible gLLAQcededffalkajkg SFS[D(3,1)(3,1)] gLLAQcededffalkakkg SFS[D(3,1)(3,2)] gLLAQcdeedffarieoro reducible gLLAQcededfftpnmogo reducible gLLAQcdeedfflgapggo SFS[D(2,1)(2,1)] gLLAQcededfflpnmogo reducible gLLMQcededffahneogb SFS[D(2,1)(2,1)] gLLMQcededffahneoww SFS[D(4,1)(2,1)] gLLMQcededffahneowj SFS[D(5,2)(2,1)] gLLMQcededffahkejgb SFS[D(4,1)(2,1)] gLLMQcededffahkekgb SFS[D(5,2)(2,1)] gLLAQcededffplntogv reducible gLLAQcdeedfflgpugfg reducible gLLAQcdeedffagpugfg reducible gLLAQcdeedffavpugfg reducible gLLAQcdeedffarpuofg reducible gLLAQcdeedffakpucfg reducible gLLAQcdeedfftgpugfg reducible gLLAQcededffulnhojo reducible gLLAQcdeedffqoalccc reducible gLLAQcededfflakxgng reducible gLLAQcededfflakxjng SFS[D(3,1)(2,1)] gLLAQcededfflakxkng SFS[D(3,1)(2,1)] gLLAQcededfflavxwng SFS[D(2,1)(2,1)] gLLAQcededfflanxrng SFS[D(2,1)(2,1)] gLLAQcededffaakxgng reducible gLLAQcededffaakxgnj SFS[D(3,1)(2,1)] gLLAQcededffaakxgnk SFS[D(3,1)(2,1)] gLLAQcededffaakxgcw SFS[D(2,1)(2,1)] gLLAQcededffaakxgkr SFS[D(2,1)(2,1)] gLLAQcededfflakxgnj toroidal gLLAQcededfflakxgnk toroidal gLLAQcededfflakxgcw toroidal gLLAQcededfflakxgcj SFS[D(5,2)(2,1)] gLLAQcededfflakxgkr toroidal gLLAQcededfflakxgkn SFS[D(5,2)(2,1)] gLLAQcededffuanhojo reducible gLLAQcededffuanhong reducible gLLMQcdeedffaraenrf SFS[D(2,1)(2,1)] gLLMQcdeedffawaejrf SFS[D(3,1)(2,1)] gLLMQcdeedffawaewrf SFS[D(3,1)(2,1)] gLLMQcdeedffagaekrf SFS[D(2,1)(2,1)] gLLMQcededffaakagkn SFS[D(2,1)(2,1)] gLLMQcededffaakagvw SFS[D(3,1)(2,1)] gLLMQcededffaakagvj SFS[D(3,1)(2,1)] gLLMQcededffaakagnk SFS[D(2,1)(2,1)] gLLMQcdeedffagaejgb SFS[D(5,2)(2,1)] gLLMQcdeedffagaekgb toroidal gLLMQcdeedffaoaewgb SFS[D(4,1)(2,1)] gLLMQcdeedffaoaejgb SFS[D(5,2)(2,1)] gLLMQcdeedffawaewgb toroidal gLLMQcdeedffawaejgb toroidal gLLMQcdeedffaraergb SFS[D(5,2)(2,1)] gLLMQcdeedffaraengb toroidal gLLMQcdeedffakaejgb SFS[D(4,1)(2,1)] gLLMQcdeedffakaewgb SFS[D(5,2)(2,1)] gLLAQcdeedffaguxgng reducible gLLAQcededffalkagnr SFS[D(3,1)(2,1)] gLLAQcededffalkagvw SFS[D(3,1)(2,1)] gLLAQcededffalkagkj SFS[D(3,1)(3,2)] gLLAQcededffalkagkk SFS[D(3,1)(3,1)] gLLAQcdeedffarmeoro reducible gLLAQcededfflunxoso reducible gLLMQcededffadkejrf SFS[D(5,2)(2,1)] gLLMQcededffadkekrf SFS[D(4,1)(2,1)] gLLMQcededffadkejgb SFS[D(5,2)(2,1)] gLLMQcededffadkekgb SFS[D(4,1)(2,1)] gLLAQcdeedffqgxhggg SFS[D(2,1)(2,1)] gLLAQcdeedffagxxggg reducible gLLAQcdeedfftgpugfj SFS[D(3,1)(2,1)] gLLAQcdeedfftgpugfk SFS[D(3,1)(2,1)] gLLAQcdeedfftgpugow SFS[D(2,1)(2,1)] gLLAQcdeedfftgpugsr SFS[D(2,1)(2,1)] gLLAQcdeedffagpugfj SFS[D(3,1)(2,1)] gLLAQcdeedffagpugfk SFS[D(3,1)(2,1)] gLLAQcdeedffagpugow SFS[D(2,1)(2,1)] gLLAQcdeedffagpugsr SFS[D(2,1)(2,1)] gLLAQcdeedfflgpugfj toroidal gLLAQcdeedfflgpugfk toroidal gLLAQcdeedfflgpugow toroidal gLLAQcdeedfflgpugoj SFS[D(5,2)(2,1)] gLLAQcdeedfflgpugsr toroidal gLLAQcdeedfflgpugsn SFS[D(5,2)(2,1)] gLLAQcdeedffagaagrr reducible gLLAQcdeedffagaagww reducible gLLAQcdeedffagaaggj reducible gLLAQcdeedffagaaggk reducible gLLAQcdeedffagaegrr SFS[D(3,1)(2,1)] gLLAQcdeedffagaegww SFS[D(3,1)(2,1)] gLLAQcdeedffagaeggj SFS[D(3,1)(3,1)] gLLAQcdeedffagaeggk SFS[D(3,1)(3,2)] gLLAQcdeedffagadgrr SFS[D(3,1)(2,1)] gLLAQcdeedffagadgww SFS[D(3,1)(2,1)] gLLAQcdeedffagadggj SFS[D(3,1)(3,2)] gLLAQcdeedffagadggk SFS[D(3,1)(3,1)] gLLAQcdeedffagedgsg reducible gLLAQcdeedffdgapgbf reducible gLLAQcdeedfflguagkj SFS[D(5,2)(2,1)] gLLAQcdeedfflguagkk SFS[D(4,1)(2,1)] gLLAQcdeedfflguagvc SFS[D(2,1)(2,1)] gLLAQcdeedfflguagnr SFS[D(5,2)(2,1)] gLLAQcdeedfflguagnn SFS[D(4,1)(2,1)] gLLAQcdeedffagppgsg reducible gLLAQcdeedffaguxgkr SFS[D(3,1)(2,1)] gLLAQcdeedffaguxgcw SFS[D(3,1)(2,1)] gLLAQcdeedffaguxgnj SFS[D(3,1)(3,2)] gLLAQcdeedffaguxgnk SFS[D(3,1)(3,1)] gLLAQcededfflukxjso toroidal gLLAQcededfflukxkso SFS[D(2,1)(2,1)] gLLAQcededffluvxcso SFS[D(2,1)(2,1)] gLLAQcededffluvxwso SFS[D(2,1)(2,1)] gLLAQcededffluvxjso toroidal gLLAQcededfflunxrso toroidal gLLAQcededfflunxnso toroidal gLLAQcdeedfflkamcgo reducible gLLAQcededfflhvmcgo SFS[D(2,1)(2,1)] gLLAQcededfflpkmjgo SFS[D(3,1)(2,1)] gLLAQcededfflpvmjgo SFS[D(3,1)(2,1)] gLLAQcededfflpnmrgo SFS[D(3,1)(3,1)] gLLAQcededfflpnmngo SFS[D(3,1)(3,2)] gLLMQcdeedffhghhggb T2xI gLLAQcededffplktjgv SFS[D(2,1)(2,1)] gLLAQcededffplvtjgv SFS[D(2,1)(2,1)] gLLAQcededffplntrgv SFS[D(3,1)(2,1)] gLLAQcededffplntngv SFS[D(3,1)(2,1)] gLLAQcdeedffqgilgng SFS[D(2,1)(2,1)] gLLAQcdeedffagimgng reducible gLLAQcededffulkhjjo toroidal gLLAQcededffulkhkjo SFS[D(2,1)(2,1)] gLLAQcededffulvhcjo SFS[D(2,1)(2,1)] gLLAQcededffulvhwjo SFS[D(2,1)(2,1)] gLLAQcededffulvhjjo toroidal gLLAQcededffulnhrjo toroidal gLLAQcededffulnhnjo toroidal gLLAQcdeedffagaqgrg reducible gLLAQcdeedffagaqgrj SFS[D(3,1)(2,1)] gLLAQcdeedffagaqgrk SFS[D(3,1)(2,1)] gLLAQcdeedffagaqgbw SFS[D(2,1)(2,1)] gLLAQcdeedffagaqggr SFS[D(2,1)(2,1)] gLLAQcdeedfflgapgrj SFS[D(4,1)(2,1)] gLLAQcdeedfflgapgrk SFS[D(5,2)(2,1)] gLLAQcdeedfflgapgbw SFS[D(5,2)(2,1)] gLLAQcdeedfflgapgbj SFS[D(4,1)(2,1)] gLLAQcededffuakhjjo SFS[D(2,1)(2,1)] gLLAQcededffuavhjjo SFS[D(2,1)(2,1)] gLLAQcededffuanhrjo SFS[D(3,1)(2,1)] gLLAQcededffuanhnjo SFS[D(3,1)(2,1)] gLLMQcdeedffagahgww SFS[D(4,1)(2,1)] gLLMQcdeedffagahgwj SFS[D(5,2)(2,1)] gLLMQcdeedffagahgrr SFS[D(4,1)(2,1)] gLLMQcdeedffagahgrk SFS[D(5,2)(2,1)] gLLMQcdeedffagxhgwb reducible gLLMQcdeedffqgxhggg SFS[D(2,1)(2,1)] gLLAQcdeedffagpmgfr reducible gLLAQcdeedffagpmgjw reducible gLLAQcdeedffagpmgsj reducible gLLAQcdeedffagpmgsk reducible gLLAQcededfftpkmjgo SFS[D(3,1)(2,1)] gLLAQcededfftpvmjgo SFS[D(3,1)(2,1)] gLLAQcededfftpnmrgo SFS[D(3,1)(3,2)] gLLAQcededfftpnmngo SFS[D(3,1)(3,1)] gLLAQcdeedffarhaosg reducible gLLAQcdeedffarhaowo reducible gLLAQcdeedffagimgrg reducible gLLAQcdeedffaradogj SFS[D(3,1)(2,1)] gLLAQcdeedffaradowj SFS[D(3,1)(2,1)] gLLAQcdeedffagadggg reducible gLLAQcdeedffagadjgg SFS[D(3,1)(3,1)] gLLAQcdeedffagadkgg SFS[D(3,1)(3,2)] gLLAQcdeedffaraeogj SFS[D(3,1)(2,1)] gLLAQcdeedffaraeowj SFS[D(3,1)(2,1)] gLLAQcdeedffaraeorr SFS[D(3,1)(3,2)] gLLAQcdeedffaraeorn SFS[D(3,1)(3,1)] gLLAQcdeedffagaajro reducible gLLAQcdeedffaraaowj reducible gLLAQcdeedffaraaorr reducible gLLAQcdeedffaraanro reducible gLLAQcdeedffdrhdorf SFS[D(2,1)(2,1)] gLLAQcdeedffaredowo reducible gLLAQcdeedffdrmaokf reducible gLLAQcdeedffdrmaowf reducible gLLAQcdeedffdrptokf SFS[D(2,1)(2,1)] gLLAQcdeedffirxporo reducible gLLAQcdeedffpramnsg SFS[D(2,1)(2,1)] gLLAQcdeedffpwamcsg reducible gLLAQcdeedffpwamjsg SFS[D(3,1)(2,1)] gLLAQcdeedffpwamwsg SFS[D(3,1)(2,1)] gLLAQcdeedffpgamksg SFS[D(2,1)(2,1)] gLLAQcededffpantnwg SFS[D(2,1)(2,1)] gLLAQcededffpavtcwg reducible gLLAQcededffpavtjwg SFS[D(3,1)(2,1)] gLLAQcededffpavtwwg SFS[D(3,1)(2,1)] gLLAQcededffpaktkwg SFS[D(2,1)(2,1)] gLLMQcdeedffagmujgb SFS[D(5,2)(2,1)] gLLMQcdeedffagmukgb toroidal gLLMQcdeedffarmuowc reducible gLLMQcdeedffarmuowj toroidal gLLMQcdeedffarmuoww toroidal gLLMQcdeedffarmuogj SFS[D(5,2)(2,1)] gLLMQcdeedffarmungb toroidal gLLAQcdeedffarmdogj SFS[D(3,1)(2,1)] gLLAQcdeedffarmdowj SFS[D(3,1)(2,1)] gLLAQcdeedffagpqgsg reducible gLLAQcdeedffagpqjsg SFS[D(3,1)(3,2)] gLLAQcdeedffagpqksg SFS[D(3,1)(3,1)] gLLAQcdeedffarmeogj toroidal gLLAQcdeedffarmeogk SFS[D(2,1)(2,1)] gLLAQcdeedffarmeowc SFS[D(2,1)(2,1)] gLLAQcdeedffarmeoww SFS[D(2,1)(2,1)] gLLAQcdeedffarmeowj toroidal gLLAQcdeedffarmeorr toroidal gLLAQcdeedffarmeorn toroidal gLLAQcdeedffagiajro SFS[D(3,1)(2,1)] gLLAQcdeedffarmaowj SFS[D(3,1)(2,1)] gLLAQcdeedffariaoro reducible gLLAQcdeedffariarro SFS[D(3,1)(3,1)] gLLAQcdeedffarianro SFS[D(3,1)(3,2)] gLLAQcdeedfftrpqosg SFS[D(2,1)(2,1)] gLLAQcdeedfflriaoro reducible gLLAQcdeedfflrmaoro reducible gLLAQcdeedffarxqosg SFS[D(2,1)(2,1)] gLLAQcdeedffaruaojj SFS[D(2,1)(2,1)] gLLAQcdeedffaruaosj SFS[D(2,1)(2,1)] gLLAQcdeedffaruaofn SFS[D(3,1)(2,1)] gLLAQcdeedffaruaofr SFS[D(3,1)(2,1)] gLLAQcdeedffuritocc SFS[D(2,1)(2,1)] gLLAQcdeedffarpuovk reducible gLLAQcdeedffarpuovj reducible gLLAQcdeedffarpuosr reducible gLLAQcdeedffarpuosn reducible gLLAQcdeedffarpuowc reducible gLLAQcdeedffarpuowj reducible gLLAQcdeedffarpuoww reducible gLLAQcdeedffarpuogg reducible gLLAQcdeedffarpuogk reducible gLLAQcdeedffarpuogj reducible gLLAQcdeedffarpuoco reducible gLLAQcdeedffarpuocr reducible gLLAQcdeedffarpuocn reducible gLLAQcdeedffarpuooj reducible gLLAQcdeedffarpuoow reducible gLLAQcdeedffarpuofj reducible gLLAQcdeedffarpuofk reducible gLLAQcdeedffarpuokc reducible gLLAQcdeedffarpuokw reducible gLLAQcdeedffarpuokj reducible gLLAQcdeedffarpuorn reducible gLLAQcdeedffarpuorr reducible gLLAQcdeedffiratocc SFS[D(2,1)(2,1)] gLLMQcdeedffagiuggb SFS[D(2,1)(2,1)] gLLMQcdeedffariuowj SFS[D(4,1)(2,1)] gLLMQcdeedffariuoww SFS[D(5,2)(2,1)] gLLMQcdeedffariuogj SFS[D(4,1)(2,1)] gLLMQcdeedffariungb SFS[D(5,2)(2,1)] gLLAQcededfflartwng SFS[D(2,1)(2,1)] gLLAQcededfflawtrng SFS[D(2,1)(2,1)] gLLAQcededfflabtkng SFS[D(3,1)(2,1)] gLLAQcededfflabtjng SFS[D(3,1)(2,1)] gLLAQcdeedffarapocj SFS[D(2,1)(2,1)] gLLAQcdeedffaraponj SFS[D(2,1)(2,1)] gLLAQcdeedffarapokn SFS[D(3,1)(2,1)] gLLAQcdeedffarapokr SFS[D(3,1)(2,1)] gLLAQcdeedffaraqogo reducible gLLAQcdeedffakaqcgo reducible gLLAQcededfftaktjng SFS[D(5,2)(2,1)] gLLAQcededfftaktkng SFS[D(4,1)(2,1)] gLLAQcededfftartwng toroidal gLLAQcededfftartjng SFS[D(5,2)(2,1)] gLLAQcededfftawtnng SFS[D(5,2)(2,1)] gLLAQcededfftawtrng toroidal gLLAQcededfftastjng SFS[D(4,1)(2,1)] gLLAQcededfftastkng SFS[D(5,2)(2,1)] gLLAQcededfftantrng SFS[D(5,2)(2,1)] gLLAQcededfftantnng SFS[D(4,1)(2,1)] gLLAQcededfftajtjng SFS[D(4,1)(2,1)] gLLAQcededfftajtwng SFS[D(5,2)(2,1)] gLLAQcededfftabtkng toroidal gLLAQcededfftabtjng toroidal gLLMQcdeedffagaujgb SFS[D(4,1)(2,1)] gLLMQcdeedffagaukgb SFS[D(5,2)(2,1)] gLLMQcdeedffarauowj SFS[D(5,2)(2,1)] gLLMQcdeedffarauoww SFS[D(4,1)(2,1)] gLLAQcdeedffarhxocc SFS[D(2,1)(2,1)] gLLAQcdeedffaridogj reducible gLLAQcdeedffaridowj reducible gLLAQcdeedffagutgng reducible gLLAQcdeedffagutjng reducible gLLAQcdeedffagutkng reducible gLLAQcdeedffarieogj SFS[D(3,1)(2,1)] gLLAQcdeedffarieowj SFS[D(3,1)(2,1)] gLLAQcdeedffarieorr SFS[D(3,1)(3,1)] gLLAQcdeedffarieorn SFS[D(3,1)(3,2)] gLLAQcdeedffagmajro SFS[D(3,1)(2,1)] gLLAQcdeedffariaowj SFS[D(3,1)(2,1)] gLLAQcdeedffariaorr SFS[D(3,1)(3,2)] gLLAQcdeedffariaorn SFS[D(3,1)(3,1)] gLLAQcdeedfflramogo reducible gLLAQcdeedfftwetcng reducible gLLAQcededfftdvmcrg reducible gLLMQcdeedffdwupcgb reducible gLLAQcededffiikajbg toroidal gLLAQcededffiikakbg toroidal gLLAQcededffiivacbj SFS[A(3,1)] gLLAQcededffaikmjjc T2xI gLLAQcededffaikmkjc SFS[A(2,1)] gLLAQcededffaivmcjj SFS[A(3,1)] gLLAQcdeedffaraenwc reducible gLLAQcdeedffawaejwc reducible gLLAQcdeedffawaewwc reducible gLLAQcdeedffagaekwc reducible gLLAQcededffdikpjvf SFS[D(2,1)(2,1)] gLLAQcededffdikpkvf toroidal gLLAQcededffdivpcvk toroidal gLLAQcededffadjejwc reducible gLLAQcededffadjewwc reducible gLLAQcededffadbekwc reducible gLLAQcededffadbejwc reducible gLLAQcededffadsejwc reducible gLLAQcededffadsekwc reducible gLLAQcdeedffdrednrf reducible gLLAQcdeedffdwedjrf reducible gLLAQcdeedffdwedwrf reducible gLLAQcdeedffdgedkrf reducible gLLAQcededffdhnanof SFS[D(3,1)(2,1)] gLLAQcededffdhvacok SFS[D(3,1)(3,1)] gLLAQcededffdhvacor SFS[D(3,1)(3,2)] gLLAQcededffdhkakof SFS[D(3,1)(2,1)] gLLAQcededffdpnanof SFS[D(3,1)(2,1)] gLLAQcededffdpvacok SFS[D(3,1)(3,2)] gLLAQcededffdpvacor SFS[D(3,1)(3,1)] gLLAQcededffdpkakof SFS[D(3,1)(2,1)] gLLAQcededffddvqcjs reducible gLLAQcededffddvqcfk reducible gLLAQcdeedffdvhukbf SFS[D(2,1)(2,1)] gLLAQcdeedffdkhuwbf SFS[D(3,1)(2,1)] gLLAQcdeedffdkhujbf SFS[D(3,1)(2,1)] gLLAQcdeedffdchunbf SFS[D(2,1)(2,1)] gLLAQcededffdlnunbf SFS[D(3,1)(2,1)] gLLAQcededffdlvucbk SFS[D(3,1)(3,2)] gLLAQcededffdlvucbr SFS[D(3,1)(3,1)] gLLAQcededffdlkukbf SFS[D(3,1)(2,1)] gLLAQcededffdakukbf reducible gLLAQcededffdavucbk reducible gLLAQcdeedffdvmakof SFS[D(2,1)(2,1)] gLLAQcdeedffdkmawof SFS[D(3,1)(2,1)] gLLAQcdeedffdkmajof SFS[D(3,1)(2,1)] gLLAQcdeedffdcmanof SFS[D(2,1)(2,1)] gLLAQcededffddkqjff T2xI gLLAQcededffddkqkff SFS[A(2,1)] gLLAQcededffddvqjff SFS[A(3,1)] gLLAQcededffhqvpcvf SFS[D(3,1)(3,1)] gLLAQcededffhivpcvf reducible gLLAQcededffhuvpcvf SFS[D(3,1)(3,2)] gLLAQcdeedffakhajvc SFS[D(3,1)(2,1)] gLLAQcdeedffakhawvc SFS[D(3,1)(2,1)] gLLAQcdeedffavhakvc SFS[D(2,1)(2,1)] gLLAQcdeedffachanvc SFS[D(2,1)(2,1)] gLLAQcededffhhvacof SFS[D(3,1)(3,2)] gLLAQcededffhdvqcjs SFS[D(3,1)(2,1)] gLLAQcededffhdvqcff reducible gLLAQcededffhdvqcfk SFS[D(3,1)(3,2)] gLLAQcededffhdvqcfr SFS[D(3,1)(3,1)] gLLAQcededffhdvqcsj SFS[D(3,1)(2,1)] gLLAQcededffhlvucbf SFS[D(3,1)(3,1)] gLLAQcededffhavucbf reducible gLLAQcdeedffhsaqrff SFS[D(3,1)(2,1)] gLLAQcdeedffhsaqnff SFS[D(3,1)(2,1)] gLLAQcdeedffhoaqjff SFS[D(2,1)(2,1)] gLLAQcdeedffhfaqjff SFS[D(2,1)(2,1)] gLLAQcededffhtvucbf SFS[D(3,1)(3,2)] gLLAQcededffipvucvg reducible gLLAQcededffpuvpcvf SFS[D(3,1)(3,1)] gLLAQcededffhpvacof SFS[D(3,1)(3,1)] gLLAQcededffppvacof SFS[D(3,1)(3,2)] gLLAQcededffpdvqcjs SFS[D(3,1)(2,1)] gLLAQcededffpdvqcff reducible gLLAQcededffpdvqcfk SFS[D(3,1)(3,1)] gLLAQcededffpdvqcfr SFS[D(3,1)(3,2)] gLLAQcededffpdvqcsj SFS[D(3,1)(2,1)] gLLAQcededffptvucbf SFS[D(3,1)(3,1)] gLLAQcededffplvucbf SFS[D(3,1)(3,2)] gLLAQcededffpavucbf reducible gLLAQcededffidvlccw reducible gLLAQcededffidvlcnj reducible gLLAQcededffadvpcgn reducible gLLAQcededffadvpcbj reducible gLLMQcdeedffirlhngg SFS[D(2,1)(2,1)] gLLMQcdeedffiwlhjgg SFS[D(3,1)(2,1)] gLLMQcdeedffiwlhwgg SFS[D(3,1)(2,1)] gLLMQcdeedffiglhkgg SFS[D(2,1)(2,1)] gLLAQcededfflivucoc reducible gLLMQcededffdhvacof reducible gLLMQcdeedffhfltjkf SFS[D(2,1)(2,1)] gLLMQcdeedffhsltrkf SFS[D(3,1)(2,1)] gLLMQcdeedffhsltnkf SFS[D(3,1)(2,1)] gLLMQcdeedffholtjkf SFS[D(2,1)(2,1)] gLLAQcededffudvlccw SFS[D(3,1)(2,1)] gLLAQcededffudvlcng reducible gLLAQcededffudvlcnk SFS[D(3,1)(3,1)] gLLAQcededffudvlcnj SFS[D(3,1)(3,2)] gLLAQcededffudvlckr SFS[D(3,1)(2,1)] gLLAQcededffldvpcbc reducible gLLAQcdeedfftflmjjc SFS[D(2,1)(2,1)] gLLAQcdeedfftslmrjc SFS[D(3,1)(2,1)] gLLAQcdeedfftslmnjc SFS[D(3,1)(2,1)] gLLAQcdeedfftolmjjc SFS[D(2,1)(2,1)] gLLMQcededffdikpkvf reducible gLLMQcededffdivpcvk reducible gLLAQcededffilvicsg reducible gLLAQcededffluvucoc SFS[D(3,1)(3,1)] gLLAQcededffalnanvc SFS[D(3,1)(2,1)] gLLAQcededffalvajvc SFS[D(3,1)(3,2)] gLLAQcededffalvawvc SFS[D(3,1)(3,1)] gLLAQcededffalkakvc SFS[D(3,1)(2,1)] gLLAQcededfflpvpcbc SFS[D(3,1)(3,2)] gLLAQcededffllvacvc SFS[D(3,1)(3,2)] gLLAQcededfflakxkcc SFS[D(3,1)(2,1)] gLLAQcededfflavxccc reducible gLLAQcededfflavxwcc SFS[D(3,1)(3,2)] gLLAQcededfflavxjcc SFS[D(3,1)(3,1)] gLLAQcededfflanxncc SFS[D(3,1)(2,1)] gLLAQcededffltvacvc SFS[D(3,1)(3,1)] gLLAQcededffihvlcng reducible gLLAQcededffahnpnbc SFS[D(3,1)(2,1)] gLLAQcededffahvpcbw SFS[D(3,1)(3,1)] gLLAQcededffahvpcbj SFS[D(3,1)(3,2)] gLLAQcededffahkpkbc SFS[D(3,1)(2,1)] gLLAQcededfflhvpcbc SFS[D(3,1)(3,1)] gLLMQcededffhhvacof SFS[D(3,1)(3,2)] gLLMQcededffahnenwc SFS[D(3,1)(2,1)] gLLMQcededffahvecwc reducible gLLMQcededffahvecww SFS[D(3,1)(3,1)] gLLMQcededffahvecwj SFS[D(3,1)(3,2)] gLLMQcededffahkekwc SFS[D(3,1)(2,1)] gLLMQcededffhqvpcvf SFS[D(3,1)(3,1)] gLLAQcededfflqvucoc SFS[D(3,1)(3,2)] gLLAQcededffilvpcog reducible gLLAQcededffulvpcog SFS[D(3,1)(3,1)] gLLAQcdeedffacpunoc SFS[D(2,1)(2,1)] gLLAQcdeedffavpukoc SFS[D(2,1)(2,1)] gLLAQcdeedffakpujoc SFS[D(3,1)(2,1)] gLLAQcdeedffakpuwoc SFS[D(3,1)(2,1)] gLLAQcededffuuvacbg SFS[D(3,1)(3,2)] gLLAQcededffiakpkog reducible gLLAQcededffiavpcoj reducible gLLAQcededffaakxkcc reducible gLLAQcededffaavxccj reducible gLLAQcededffuavpcog reducible gLLAQcdeedffufaljng SFS[D(2,1)(2,1)] gLLAQcdeedffusalrng SFS[D(3,1)(2,1)] gLLAQcdeedffusalnng SFS[D(3,1)(2,1)] gLLAQcdeedffuoaljng SFS[D(2,1)(2,1)] gLLMQcdeedffaraenwc SFS[D(2,1)(2,1)] gLLMQcdeedffawaejwc SFS[D(3,1)(2,1)] gLLMQcdeedffawaewwc SFS[D(3,1)(2,1)] gLLMQcdeedffagaekwc SFS[D(2,1)(2,1)] gLLAQcededffalvacnn SFS[D(3,1)(2,1)] gLLAQcededffalvacvj SFS[D(3,1)(3,1)] gLLAQcededffalvacvw SFS[D(3,1)(3,2)] gLLAQcededffalvackk SFS[D(3,1)(2,1)] gLLAQcededfflavxcnk SFS[D(3,1)(2,1)] gLLAQcededfflavxccw SFS[D(3,1)(3,1)] gLLAQcededfflavxccj SFS[D(3,1)(3,2)] gLLAQcededfflavxckn SFS[D(3,1)(2,1)] gLLAQcededffidkljng toroidal gLLAQcededffidklkng toroidal gLLAQcededffidvljng toroidal gLLAQcededffadkpjbc SFS[D(2,1)(2,1)] gLLAQcededffadkpkbc toroidal gLLAQcededffadvpjbc toroidal gLLMQcededffadkekwc reducible gLLMQcededffadvejwc reducible gLLMQcededffddkajof toroidal gLLMQcededffddkakof toroidal gLLMQcededffddvajof SFS[A(3,1)] gLLAQcdeedffawaecrn reducible gLLAQcdeedffawaecwj reducible gLLAQcdeedffawaecww reducible gLLAQcdeedffawaecgk reducible gLLAQcdeedffaraanwc reducible gLLAQcdeedffawaacwj reducible gLLAQcdeedffawaacww reducible gLLAQcdeedffagaakwc reducible gLLAQcdeedffagadkwc reducible gLLAQcdeedffawadcwj reducible gLLAQcdeedffawadcww reducible gLLAQcdeedffaradnwc reducible gLLAQcdeedffdwedcws reducible gLLAQcdeedffdwedcrk reducible gLLAQcdeedffdwedcrr reducible gLLAQcdeedffdwedcgj reducible gLLAQcdeedffdreanrf reducible gLLAQcdeedffdweacrk reducible gLLAQcdeedffdweacrr reducible gLLAQcdeedffdgeakrf reducible gLLAQcdeedffdgeekrf reducible gLLAQcdeedffdweecrk reducible gLLAQcdeedffdweecrr reducible gLLAQcdeedffdreenrf reducible gLLAQbecdfffxascxvc SFS[D(3,1)(2,1)] gLLAQbecdfffxawcxvc SFS[D(3,1)(2,1)] gLLAQbecdfffaxwcxvc toroidal gLLAQbecdfffaawcxvv SFS[D(3,1)(2,1)] gLLAQbecdfffaxscxvc toroidal gLLAQbecdfffaascxvv SFS[D(3,1)(2,1)] gLLAQbecdfffaascavc SFS[D(3,1)(2,1)] gLLAQbecdfffaawcavc SFS[D(3,1)(2,1)] gLLAQbecdfffxasohos toroidal gLLAQbecdfffxawgqgw reducible gLLAQbecdfffaxwgqgw toroidal gLLAQbecdfffaawgqgg reducible gLLAQbecdfffaasohbg SFS[D(4,1)(3,1)] gLLAQbecdfffalsohos m006(0,0) gLLAQbecdfffapsohos toroidal gLLAQbecdfffaxsohos toroidal gLLAQbecdfffaisohoo SFS[D(3,1)(2,1)] gLLAQbecdfffamsohoo SFS[D(3,1)(2,1)] gLLAQbecdfffaasohoo toroidal gLLAQbecdfffausohnv SFS[D(5,3)(3,1)] gLLAQbecdfffalsoloo SFS[D(3,1)(2,1)] gLLAQbecdfffaasopoo SFS[D(3,1)(2,1)] gLLAQbecdfffaisoaso SFS[D(3,1)(2,1)] gLLAQbecdfffaasoaso reducible gLLAQbecdfffamsoaso SFS[D(3,1)(2,1)] gLLAQbecdfffaawgasg SFS[D(3,1)(2,1)] gLLAQbecdfffaawgawg toroidal gLLAQbecdfffaawgavg SFS[D(3,1)(2,1)] gLLAQbecdfffalsotoo toroidal gLLAQbecdfffaasodoo SFS[D(3,1)(2,1)] gLLAQbecdfffhhsohbg SFS[D(5,1)(4,1)] gLLAQbecdfffhasohbb SFS[D(4,1)(3,1)] gLLAQbecdfffaawgxvc SFS[D(4,1)(3,1)] gLLAQbecdfffxasgqgw SFS[D(3,1)(2,1)] gLLAQbecdfffxawohos SFS[D(3,1)(2,1)] gLLAQbecdfffauwohnv SFS[D(4,3)(3,1)] gLLAQbecdfffaawohbg SFS[D(5,2)(3,1)] gLLAQbecdfffaxwohos m011(0,0) gLLAQbecdfffapwohos toroidal gLLAQbecdfffalwohos toroidal gLLAQbecdfffaawohoo SFS[D(3,1)(2,1)] gLLAQbecdfffamwohoo reducible gLLAQbecdfffaiwohoo SFS[D(3,1)(2,1)] gLLAQbecdfffhhwohbg SFS[D(5,2)(5,1)] gLLAQbecdfffhawohbb SFS[D(5,2)(3,1)] gLLAQbecdfffalwoloo SFS[D(3,1)(2,1)] gLLAQbecdfffaawopoo SFS[D(3,1)(2,1)] gLLAQbecdfffaxsgqgw m006(0,0) gLLAQbecdfffaasgqgg SFS[D(3,1)(2,1)] gLLAQbecdfffaasgavg SFS[D(3,1)(2,1)] gLLAQbecdfffaasgawg SFS[D(3,1)(2,1)] gLLAQbecdfffaasgasg reducible gLLAQbecdfffamwoaso toroidal gLLAQbecdfffaawoaso SFS[D(3,1)(2,1)] gLLAQbecdfffaiwoaso SFS[D(3,1)(2,1)] gLLAQbecdfffaasgxvc SFS[D(5,2)(3,1)] gLLAQbecdfffalwotoo SFS[D(3,1)(2,1)] gLLAQbecdfffaawodoo reducible gLLAQbecdfffahrnhgb SFS[D(5,2)(3,1)] gLLAQbecdfffaxsrxvc SFS[D(5,3)(3,1)] gLLAQbecdfffahsrhgb SFS[D(5,3)(3,1)] gLLAQbecdfffahnwhgb SFS[D(5,2)(3,1)] gLLAQbecdfffaensekk toroidal gLLAQbecdfffaaskacj SFS[D(8,3)(2,1)] gLLAQbecdfffaaskacn toroidal gLLAQbecdfffaansaoj SFS[D(7,2)(2,1)] gLLAQbecdfffahskaco toroidal gLLAQbecdfffaaskqnn SFS[D(7,2)(2,1)] gLLAQbecdfffahskqnc m015(0,0) gLLAQbecdfffaansxjj toroidal gLLAQbecdfffainsxjj SFS[D(8,3)(2,1)] gLLAQbecdfffaensxjo m035(0,0) gLLAQbecdfffaprjhos SFS[D(5,2)(3,1)] gLLAQbecdfffahnsxjo m142(0,0) gLLAQbecdfffapnsxbw SFS[D(4,1)(3,1)] gLLAQbecdfffhaskqnc SFS[D(7,2)(2,1)] gLLAQbecdfffhansxjo toroidal gLLAQbecdfffaanslrr SFS[D(8,3)(2,1)] gLLAQbecdfffaanvhbg SFS[D(4,3)(3,1)] gLLAQbecdfffhhnvhbg SFS[D(5,4)(4,1)] gLLAQbecdfffhanvhbb SFS[D(4,3)(3,1)] gLLAQbecdfffaesfekk toroidal gLLAQbecdfffahnvaco toroidal gLLAQbecdfffaasfaoj SFS[D(8,3)(2,1)] gLLAQbecdfffaanvacn toroidal gLLAQbecdfffaanvacj SFS[D(7,2)(2,1)] gLLAQbecdfffaasfxvc SFS[D(4,3)(3,1)] gLLAQbecdfffaisfxjj SFS[D(7,2)(2,1)] gLLAQbecdfffaasfxjj toroidal gLLAQbecdfffahsfxjo m146(0,0) gLLAQbecdfffausfxjo SFS[D(5,3)(3,1)] gLLAQbecdfffaesfxjo m015(0,0) gLLAQbecdfffaasflrr SFS[D(7,2)(2,1)] gLLAQbecdfffaanvqnn SFS[D(8,3)(2,1)] gLLAQbecdfffahnvqnc m035(0,0) gLLAQbecdfffhasfxjo toroidal gLLAQbecdfffhanvqnc SFS[D(8,3)(2,1)] gLLAQbecdfffxasshoo toroidal gLLAQbecdfffxxsshos toroidal gLLAQbecdfffaasshos toroidal gLLAQbecdfffamsshos m011(0,0) gLLAQbecdfffaisshos toroidal gLLAQbecdfffahsshgb SFS[D(4,3)(3,1)] gLLAQbecdfffalsshvn SFS[D(5,2)(3,1)] gLLAQbecdfffaxsshss reducible gLLAQbecdfffapsshss SFS[D(3,1)(2,1)] gLLAQbecdfffalsshss SFS[D(3,1)(2,1)] gLLAQbecdfffalssdss SFS[D(3,1)(2,1)] gLLAQbecdfffalssaso SFS[D(3,1)(2,1)] gLLAQbecdfffaxssaso toroidal gLLAQbecdfffapssaso SFS[D(3,1)(2,1)] gLLAQbecdfffaessajo SFS[D(7,2)(2,1)] gLLAQbecdfffahssajo toroidal gLLAQbecdfffaessxoo toroidal gLLAQbecdfffahssxoo SFS[D(8,3)(2,1)] gLLAQbecdfffaassxoj m035(0,0) gLLAQbecdfffamssxoj SFS[D(5,2)(3,1)] gLLAQbecdfffaissxoj m142(0,0) gLLAQbecdfffaxssxvc SFS[D(4,1)(3,1)] gLLAQbecdfffhassxoo m035(0,0) gLLAQbecdfffhhssxoj s155(0,0) gLLAQbecdfffalsspss reducible gLLAQbecdfffaasspns m009(0,0) gLLAQbecdfffaesspkk SFS[D(8,3)(2,1)] gLLAQbecdfffaasspkf m045(0,0) gLLAQbecdfffpasspnn m009(0,0) gLLAQbecdfffpasspkk m045(0,0) gLLAQbecdfffxasvxvv toroidal gLLAQbecdfffxxsvxvc toroidal gLLAQbecdfffaasvxvc toroidal gLLAQbecdfffaxsvxcc SFS[D(3,1)(2,1)] gLLAQbecdfffaxsvavc SFS[D(3,1)(2,1)] gLLAQbecdfffahsvanc SFS[D(7,2)(2,1)] gLLAQbecdfffahsvqnn toroidal gLLAQbecdfffaasvqnc m142(0,0) gLLAQbecdfffhasvqnn m142(0,0) gLLAQbecdfffhhsvqnc s184(0,0) gLLAQbecdfffxaswqww m011(0,0) gLLAQbecdfffxxswqwg m049(0,0) gLLAQbecdfffaaswqwg m011(0,0) gLLAQbecdfffaxswqgg SFS[D(3,1)(2,1)] gLLAQbecdfffaxswawg SFS[D(3,1)(2,1)] gLLAQbecdfffaaswhbg SFS[D(5,2)(3,1)] gLLAQbecdfffhaswhbb SFS[D(5,2)(3,1)] gLLAQbecdfffhhswhbg SFS[D(5,2)(5,1)] gLLAQbecdfffaenfxwb SFS[D(4,3)(3,1)] gLLAQbecdfffairfhos SFS[D(5,3)(3,1)] gLLAQbecdfffaanfxoj m015(0,0) gLLAQbecdfffainfxoj m146(0,0) gLLAQbecdfffaenfxoo toroidal gLLAQbecdfffahnfxoo SFS[D(7,2)(2,1)] gLLAQbecdfffhhnfxoj m199(0,0) gLLAQbecdfffhanfxoo m015(0,0) gLLAQbecdfffaenfajo SFS[D(8,3)(2,1)] gLLAQbecdfffahnfajo toroidal gLLAQbecdfffahrfajg SFS[D(2,1)(2,1)] gLLAQbecdfffahrfajo toroidal gLLAQbecdfffaerfajo SFS[D(7,3)(2,1)] gLLAQbecdfffhhrfxoj m120(0,0) gLLAQbecdfffharfxoo m004(0,0) gLLAQbecdfffapnfhss SFS[D(2,1)(2,1)] gLLAQbecdfffahrfxoo SFS[D(5,1)(2,1)] gLLAQbecdfffaerfxoo SFS[D(7,2)(2,1)] gLLAQbecdfffairfxoj m117(0,0) gLLAQbecdfffaanfhos m004(0,0) gLLAQbecdfffainfhos toroidal gLLAQbecdfffaerfxwb SFS[D(5,3)(3,1)] gLLAQbecdfffaerflww SFS[D(2,1)(2,1)] gLLAQbecdfffaenfpkk SFS[D(7,2)(2,1)] gLLAQbecdfffaanfpkf m007(0,0) gLLAQbecdfffaerfpkk SFS[D(5,1)(2,1)] gLLAQbecdfffaanfpns SFS[D(3,1)(3,1)] gLLAQbecdfffpanfpkk m007(0,0) gLLAQbecdfffpanfpnn SFS[D(3,1)(3,1)] gLLAQbecdfffaankqnc m146(0,0) gLLAQbecdfffahnkqnn toroidal gLLAQbecdfffhhnkqnc s227(0,0) gLLAQbecdfffhankqnn m146(0,0) gLLAQbecdfffahnkanc SFS[D(8,3)(2,1)] gLLAQbecdfffahrrabg SFS[D(2,1)(2,1)] gLLAQbecdfffhhrrhbg toroidal gLLAQbecdfffharrhbb toroidal gLLAQbecdfffahrrhbb SFS[D(2,1)(2,1)] gLLAQbecdfffaankxvc toroidal gLLAQbecdfffaanrhbg SFS[D(5,3)(3,1)] gLLAQbecdfffhhnrhbg SFS[D(5,3)(5,1)] gLLAQbecdfffhanrhbb SFS[D(5,3)(3,1)] gLLAQbecdfffahrkanc SFS[D(7,3)(2,1)] gLLAQbecdfffhhrkqnc s161(0,0) gLLAQbecdfffharkqnn m117(0,0) gLLAQbecdfffahrkqnn SFS[D(7,2)(2,1)] gLLAQbecdfffaanrqwg m117(0,0) gLLAQbecdfffxawshoo m006(0,0) gLLAQbecdfffxxwshos m047(0,0) gLLAQbecdfffaawshos m006(0,0) gLLAQbecdfffamwshos toroidal gLLAQbecdfffaiwshos toroidal gLLAQbecdfffahwshgb SFS[D(5,3)(3,1)] gLLAQbecdfffalwshvn SFS[D(4,1)(3,1)] gLLAQbecdfffaxwshss SFS[D(3,1)(2,1)] gLLAQbecdfffapwshss SFS[D(3,1)(2,1)] gLLAQbecdfffalwshss toroidal gLLAQbecdfffalwsdss SFS[D(3,1)(2,1)] gLLAQbecdfffalwsaso reducible gLLAQbecdfffaxwsaso SFS[D(3,1)(2,1)] gLLAQbecdfffapwsaso SFS[D(3,1)(2,1)] gLLAQbecdfffaewsajo SFS[D(5,1)(2,1)] gLLAQbecdfffahwsajg SFS[D(2,1)(2,1)] gLLAQbecdfffahwsajo SFS[D(7,2)(2,1)] gLLAQbecdfffaewsxoo toroidal gLLAQbecdfffauwsxoo SFS[D(2,1)(2,1)] gLLAQbecdfffahwsxoo SFS[D(7,3)(2,1)] gLLAQbecdfffaawsxoj m029(0,0) gLLAQbecdfffamwsxoj toroidal gLLAQbecdfffaiwsxoj m081(0,0) gLLAQbecdfffaxwsxvc SFS[D(5,2)(3,1)] gLLAQbecdfffhawsxoo m029(0,0) gLLAQbecdfffhhwsxoj s129(0,0) gLLAQbecdfffaewslww SFS[D(2,1)(2,1)] gLLAQbecdfffalwspss SFS[D(3,1)(2,1)] gLLAQbecdfffaawspns m032(0,0) gLLAQbecdfffaewspkk SFS[D(7,3)(2,1)] gLLAQbecdfffaawspkf m053(0,0) gLLAQbecdfffpawspnn m032(0,0) gLLAQbecdfffpawspkk m053(0,0) gLLAQbecdfffxawvxvv toroidal gLLAQbecdfffxxwvxvc toroidal gLLAQbecdfffaawvxvc toroidal gLLAQbecdfffaxwvxcc SFS[D(3,1)(2,1)] gLLAQbecdfffaxwvavc SFS[D(3,1)(2,1)] gLLAQbecdfffahwvanc SFS[D(5,1)(2,1)] gLLAQbecdfffahwvqnn toroidal gLLAQbecdfffaawvqnc m081(0,0) gLLAQbecdfffhawvqnn m081(0,0) gLLAQbecdfffhhwvqnc s108(0,0) gLLAQbecdfffxawwqww toroidal gLLAQbecdfffxxwwqwg toroidal gLLAQbecdfffaawwqwg toroidal gLLAQbecdfffaxwwqgg toroidal gLLAQbecdfffaxwwawg reducible gLLAQbecdfffahwwabg SFS[D(2,1)(2,1)] gLLAQbecdfffahwwhbb SFS[D(2,1)(2,1)] gLLAQbecdfffaawwhbg toroidal gLLAQbecdfffhawwhbb toroidal gLLAQbecdfffhhwwhbg toroidal gLLAQbecdfffahnnhgb SFS[D(4,1)(3,1)] gLLAQbecdfffahwrhgb toroidal gLLAQbecdfffaawrhgg SFS[D(2,1)(2,1)] gLLAQbecdfffaawragb SFS[D(2,1)(2,1)] gLLAQbecdfffaannavc SFS[D(2,1)(2,1)] gLLAQbecdfffaxwrxvc SFS[D(4,3)(3,1)] gLLAQbecdfffharwhgb SFS[D(2,1)(2,1)] gLLAQbecdfffhawrhgb SFS[D(2,1)(2,1)] gLLAQbecdfffaannxvv SFS[D(2,1)(2,1)] gLLAQbecdfffahrwhgb toroidal gLLAQbecdfffharvhbb SFS[D(5,3)(3,1)] gLLAQbecdfffhhrvhbg SFS[D(5,3)(5,1)] gLLAQbecdfffaanbxvc SFS[D(5,3)(3,1)] gLLAQbecdfffahwfxjo m117(0,0) gLLAQbecdfffaewfxjo m004(0,0) gLLAQbecdfffauwfxjo toroidal gLLAQbecdfffaiwfxjj SFS[D(5,1)(2,1)] gLLAQbecdfffaawfxjj SFS[D(7,2)(2,1)] gLLAQbecdfffamwfxjj SFS[D(2,1)(2,1)] gLLAQbecdfffaawfxvc SFS[D(5,3)(3,1)] gLLAQbecdfffaewfdww SFS[D(2,1)(2,1)] gLLAQbecdfffaawfpvv SFS[D(2,1)(2,1)] gLLAQbecdfffahrvaco toroidal gLLAQbecdfffahrvacg SFS[D(2,1)(2,1)] gLLAQbecdfffaawfaoj SFS[D(7,3)(2,1)] gLLAQbecdfffaanbawg SFS[D(7,2)(2,1)] gLLAQbecdfffaanbavg SFS[D(2,1)(2,1)] gLLAQbecdfffaanbasg SFS[D(5,1)(2,1)] gLLAQbecdfffaewfekk SFS[D(7,2)(2,1)] gLLAQbecdfffaawflrr SFS[D(5,1)(2,1)] gLLAQbecdfffharvqnc SFS[D(7,3)(2,1)] gLLAQbecdfffhawfxjo SFS[D(7,2)(2,1)] gLLAQbecdfffaanbqgg SFS[D(7,3)(2,1)] gLLAQbecdfffahrvqnc m029(0,0) gLLAQbecdfffaersdww SFS[D(2,1)(2,1)] gLLAQbecdfffaersekk toroidal gLLAQbecdfffahwkqnc m004(0,0) gLLAQbecdfffaawkqnn SFS[D(5,1)(2,1)] gLLAQbecdfffaawkacb SFS[D(2,1)(2,1)] gLLAQbecdfffaawkacn toroidal gLLAQbecdfffaawkacj SFS[D(7,3)(2,1)] gLLAQbecdfffahwkaco SFS[D(7,2)(2,1)] gLLAQbecdfffaanjaso SFS[D(5,1)(2,1)] gLLAQbecdfffahwkacg SFS[D(2,1)(2,1)] gLLAQbecdfffharsxjo toroidal gLLAQbecdfffhawkqnc SFS[D(5,1)(2,1)] gLLAQbecdfffairsxjj SFS[D(7,3)(2,1)] gLLAQbecdfffaanjhoo toroidal gLLAQbecdfffainjhoo SFS[D(2,1)(2,1)] gLLAQbecdfffaprsxbw SFS[D(5,2)(3,1)] gLLAQbecdfffapnjhos toroidal gLLAQbecdfffahrsxjo m081(0,0) gLLAQbecdfffaersxjo m029(0,0) gLLAQbecdfffaanjpoo SFS[D(2,1)(2,1)] gLLAQbecdfffaanjdoo SFS[D(7,3)(2,1)] gLLAQbecdfffxavcxnk SFS[D(2,1)(2,1)] gLLAQbecdfffaavcxnn SFS[D(2,1)(2,1)] gLLAQbecdfffaxvcxnk SFS[D(2,1)(2,1)] gLLAQbecdfffeavclkk SFS[D(3,1)(2,1)] gLLAQbecdfffamvcenj SFS[D(2,1)(2,1)] gLLAQbecdfffapvcebk SFS[D(3,1)(2,1)] gLLAQbecdfffapvcebb reducible gLLAQbecdfffapvcebs SFS[D(3,1)(2,1)] gLLAQbecdfffamvcenb toroidal gLLAQbecdfffaavcenb SFS[D(3,1)(2,1)] gLLAQbecdfffaivcenb SFS[D(3,1)(2,1)] gLLAQbecdfffamvcenn SFS[D(2,1)(2,1)] gLLAQbecdfffaivctkj SFS[D(2,1)(2,1)] gLLAQbecdfffapvctjn SFS[D(2,1)(2,1)] gLLAQbecdfffaavclws SFS[D(2,1)(2,1)] gLLAQbecdfffapvclnn SFS[D(2,1)(2,1)] gLLAQbecdfffapvclbn SFS[D(2,1)(2,1)] gLLAQbecdfffapvcljn toroidal gLLAQbecdfffaivclgj SFS[D(3,1)(2,1)] gLLAQbecdfffaivcljj SFS[D(3,1)(2,1)] gLLAQbecdfffaivclkj toroidal gLLAQbecdfffamvclgj SFS[D(3,1)(2,1)] gLLAQbecdfffamvcljj reducible gLLAQbecdfffamvclkj SFS[D(3,1)(2,1)] gLLAQbecdfffaavclgj reducible gLLAQbecdfffaavcljj SFS[D(3,1)(2,1)] gLLAQbecdfffaavclkj SFS[D(3,1)(2,1)] gLLAQbecdfffauvclgc SFS[D(2,1)(2,1)] gLLAQbecdfffaavcawc SFS[D(3,1)(2,1)] gLLAQbecdfffamvcasc SFS[D(3,1)(2,1)] gLLAQbecdfffaavcasc SFS[D(3,1)(2,1)] gLLAQbecdfffaivcasc reducible gLLAQbecdfffaivcakj SFS[D(2,1)(2,1)] gLLAQbecdfffaavcakn SFS[D(2,1)(2,1)] gLLAQbecdfffahvchrw SFS[D(3,1)(2,1)] gLLAQbecdfffdavclww SFS[D(2,1)(2,1)] gLLAQbecdfffdavclgg reducible gLLAQbecdfffapvcdff SFS[D(3,1)(2,1)] gLLAQbecdfffapvcdfw SFS[D(3,1)(2,1)] gLLAQbecdfffaavcdgf reducible gLLAQbecdfffamvcdgf SFS[D(3,1)(2,1)] gLLAQbecdfffaivcdgf SFS[D(3,1)(2,1)] gLLAQbecdfffauvcdgk SFS[D(2,1)(2,1)] gLLAQbecdfffaavcdrs SFS[D(2,1)(2,1)] gLLAQbecdfffapvcdfn toroidal gLLAQbecdfffaavcprr SFS[D(3,1)(2,1)] gLLAQbecdfffpavcprf SFS[D(3,1)(2,1)] gLLAQbecdfffaavoioj SFS[D(2,1)(2,1)] gLLAQbecdfffahvoioo reducible gLLAQbecdfffahvoivk SFS[D(3,1)(2,1)] gLLAQbecdfffhhvoioj SFS[D(4,1)(2,1)] gLLAQbecdfffhavoioo SFS[D(2,1)(2,1)] gLLAQbecdfffxavgqgw SFS[D(3,1)(2,1)] gLLAQbecdfffxavohos SFS[D(3,1)(2,1)] gLLAQbecdfffaxvohos SFS[D(3,1)(2,1)] gLLAQbecdfffapvohos reducible gLLAQbecdfffalvohos SFS[D(3,1)(2,1)] gLLAQbecdfffaavohoo SFS[D(3,1)(2,1)] gLLAQbecdfffamvohoo SFS[D(3,1)(2,1)] gLLAQbecdfffaivohoo reducible gLLAQbecdfffeqvgqjs SFS[D(3,1)(2,1)] gLLAQbecdfffeavgqjj SFS[D(3,1)(2,1)] gLLAQbecdfffeavolsn SFS[D(3,1)(2,1)] gLLAQbecdfffeavgdvv SFS[D(2,1)(2,1)] gLLAQbecdfffelvgebb SFS[D(3,1)(2,1)] gLLAQbecdfffetvgenn SFS[D(3,1)(2,1)] gLLAQbecdfffeavgejj toroidal gLLAQbecdfffaavolwk SFS[D(2,1)(2,1)] gLLAQbecdfffapvoloo SFS[D(3,1)(2,1)] gLLAQbecdfffaxvoloo SFS[D(3,1)(2,1)] gLLAQbecdfffalvoloo reducible gLLAQbecdfffaavolvo SFS[D(3,1)(2,1)] gLLAQbecdfffaavolso SFS[D(3,1)(2,1)] gLLAQbecdfffaavolwo toroidal gLLAQbecdfffaavolww SFS[D(2,1)(2,1)] gLLAQbecdfffdavolvr SFS[D(3,1)(2,1)] gLLAQbecdfffeavgljj SFS[D(3,1)(2,1)] gLLAQbecdffflavouvf SFS[D(2,1)(2,1)] gLLAQbecdfffdavouvs SFS[D(2,1)(2,1)] gLLAQbecdfffpavouvb T2xI gLLAQbecdffflavgqkv reducible gLLAQbecdffflhvgqkk reducible gLLAQbecdfffeavopnn SFS[D(3,1)(2,1)] gLLAQbecdfffeavoprn SFS[D(3,1)(2,1)] gLLAQbecdfffeavopon reducible gLLAQbecdffflivgdjj reducible gLLAQbecdffflavgdjj reducible gLLAQbecdffflmvgdjj reducible gLLAQbecdffflavopow reducible gLLAQbecdffflavgerr reducible gLLAQbecdffflavopok reducible gLLAQbecdfffaxvopos reducible gLLAQbecdfffaavopow reducible gLLAQbecdfffamvopoo SFS[D(3,1)(2,1)] gLLAQbecdfffaivopoo SFS[D(3,1)(2,1)] gLLAQbecdfffaavopok reducible gLLAQbecdfffahvopoj SFS[D(2,1)(2,1)] gLLAQbecdfffaavopno SFS[D(3,1)(2,1)] gLLAQbecdfffaavopff SFS[D(2,1)(2,1)] gLLAQbecdfffaavopro SFS[D(3,1)(2,1)] gLLAQbecdfffhhvopoo SFS[D(2,1)(2,1)] gLLAQbecdfffhavopoj reducible gLLAQbecdfffdavopnr SFS[D(3,1)(2,1)] gLLAQbecdfffdavopor toroidal gLLAQbecdfffdavoprr SFS[D(3,1)(2,1)] gLLAQbecdfffllvglff SFS[A(2,1)] gLLAQbecdfffaevgiwf SFS[D(3,1)(2,1)] gLLAQbecdfffaevgiwn SFS[D(3,1)(2,1)] gLLAQbecdfffaxvgqgw SFS[D(3,1)(2,1)] gLLAQbecdfffaavgqkg reducible gLLAQbecdfffaavgqgg SFS[D(3,1)(2,1)] gLLAQbecdfffaavgqjg SFS[D(3,1)(2,1)] gLLAQbecdfffaavguvg SFS[D(3,1)(2,1)] gLLAQbecdfffapvgugg SFS[D(3,1)(2,1)] gLLAQbecdfffaavgdjn reducible gLLAQbecdfffaavgdvs SFS[D(2,1)(2,1)] gLLAQbecdfffaivgerr SFS[D(2,1)(2,1)] gLLAQbecdfffaavgers reducible gLLAQbecdfffaivgegg reducible gLLAQbecdfffamvgegg SFS[D(3,1)(2,1)] gLLAQbecdfffaavgekg SFS[D(3,1)(2,1)] gLLAQbecdfffaavgegg SFS[D(3,1)(2,1)] gLLAQbecdfffaavgejg toroidal gLLAQbecdfffaevoafo SFS[D(2,1)(2,1)] gLLAQbecdfffamvoawk SFS[D(2,1)(2,1)] gLLAQbecdfffaivgavg SFS[D(3,1)(2,1)] gLLAQbecdfffaavgawg SFS[D(3,1)(2,1)] gLLAQbecdfffaavgasg SFS[D(3,1)(2,1)] gLLAQbecdfffamvgavg SFS[D(3,1)(2,1)] gLLAQbecdfffalvgago SFS[D(3,1)(2,1)] gLLAQbecdfffaivoavo SFS[D(3,1)(2,1)] gLLAQbecdfffamvoaso SFS[D(3,1)(2,1)] gLLAQbecdfffaavoaso SFS[D(3,1)(2,1)] gLLAQbecdfffaivoaso reducible gLLAQbecdfffamvoawo toroidal gLLAQbecdfffaavoawo SFS[D(3,1)(2,1)] gLLAQbecdfffaivoawo SFS[D(3,1)(2,1)] gLLAQbecdfffapvgabs reducible gLLAQbecdfffaavganb SFS[D(2,1)(2,1)] gLLAQbecdfffaavgarn SFS[D(2,1)(2,1)] gLLAQbecdfffapvoawo reducible gLLAQbecdfffaavgxvr SFS[D(2,1)(2,1)] gLLAQbecdfffapvgpbb SFS[D(2,1)(2,1)] gLLAQbecdfffapvgpgg reducible gLLAQbecdfffaavgpvg SFS[D(3,1)(2,1)] gLLAQbecdfffaavglkg SFS[D(3,1)(2,1)] gLLAQbecdfffaavgljg SFS[D(3,1)(2,1)] gLLAQbecdfffalvglff T2xI gLLAQbecdfffalvglvf T2xI gLLAQbecdfffalvglgf SFS[A(2,1)] gLLAQbecdfffaevoqvk SFS[D(3,1)(2,1)] gLLAQbecdfffapvoqfo SFS[D(2,1)(2,1)] gLLAQbecdfffaevoqoo reducible gLLAQbecdfffdavgqkk reducible gLLAQbecdfffdhvgqkv reducible gLLAQbecdfffdlvguoo reducible gLLAQbecdfffdpvgerr reducible gLLAQbecdfffduvgeff SFS[D(3,1)(2,1)] gLLAQbecdfffdavgekk SFS[D(3,1)(2,1)] gLLAQbecdfffaavotso reducible gLLAQbecdfffaxvotoo reducible gLLAQbecdfffapvotoo SFS[D(3,1)(2,1)] gLLAQbecdfffalvotoo SFS[D(3,1)(2,1)] gLLAQbecdfffaavotvo SFS[D(3,1)(2,1)] gLLAQbecdfffaavotwo SFS[D(3,1)(2,1)] gLLAQbecdfffdqvgxbw SFS[D(3,1)(2,1)] gLLAQbecdfffdavotvr SFS[D(3,1)(2,1)] gLLAQbecdfffdavglkk SFS[D(3,1)(2,1)] gLLAQbecdfffpqvgqss SFS[D(3,1)(2,1)] gLLAQbecdfffpavgqks reducible gLLAQbecdfffpavgqjs SFS[D(3,1)(2,1)] gLLAQbecdfffpavgqgs SFS[D(3,1)(2,1)] gLLAQbecdfffamvodoo reducible gLLAQbecdfffaavodoo SFS[D(3,1)(2,1)] gLLAQbecdfffaivodoo SFS[D(3,1)(2,1)] gLLAQbecdfffaxvodos SFS[D(3,1)(2,1)] gLLAQbecdfffmqowmwb SFS[D(2,1)(2,1)] gLLAQbecdfffmaonmsw SFS[D(3,1)(2,1)] gLLAQbecdfffmaonmrr reducible gLLAQbecdfffmlonmfb T2xI gLLAQbecdfffmlowmjg T2xI gLLAQbecdfffmaonmvc SFS[D(3,1)(2,1)] gLLAQbecdfffmaonmvw SFS[D(3,1)(2,1)] gLLAQbecdfffmaonmrk SFS[D(3,1)(2,1)] gLLAQbecdfffmqonmwb SFS[D(2,1)(2,1)] gLLAQbecdfffmaonmww reducible gLLAQbecdfffmaonmof SFS[D(3,1)(2,1)] gLLAQbecdfffmaonmrf SFS[D(3,1)(2,1)] gLLAQbecdfffmdvrmsk T2xI gLLAQbecdfffmdvrmsb T2xI gLLAQbecdfffhhonmsf SFS[D(5,1)(2,1)] gLLAQbecdfffhhonmnn SFS[D(2,1)(2,1)] gLLAQbecdfffhaonmss SFS[D(3,1)(2,1)] gLLAQbecdfffhaonmnc reducible gLLAQbecdfffexowmrb SFS[D(7,2)(2,1)] gLLAQbecdfffeaowmrr SFS[D(3,1)(2,1)] gLLAQbecdfffeaowmvc SFS[D(3,1)(2,1)] gLLAQbecdfffexonmrb SFS[D(7,2)(2,1)] gLLAQbecdfffeaonmrr SFS[D(3,1)(2,1)] gLLAQbecdfffeaonmvc SFS[D(3,1)(2,1)] gLLAQbecdfffdqonmfo SFS[D(5,1)(2,1)] gLLAQbecdfffdaonmoo SFS[D(3,1)(2,1)] gLLAQbecdfffdqonmbb SFS[D(2,1)(2,1)] gLLAQbecdfffdaonmwb reducible gLLAQbecdfffahonmnc SFS[D(2,1)(2,1)] gLLAQbecdfffaaonmwf reducible gLLAQbecdfffaaonmrn SFS[D(3,1)(2,1)] gLLAQbecdfffaaonmon SFS[D(3,1)(2,1)] gLLAQbecdfffaaonmsf SFS[D(3,1)(2,1)] gLLAQbecdfffaaonmrj reducible gLLAQbecdfffahowmnc SFS[D(2,1)(2,1)] gLLAQbecdfffaaonmvg SFS[D(3,1)(2,1)] gLLAQbecdfffaaonmvf SFS[D(3,1)(2,1)] gLLAQbecdfffaaonmrb SFS[D(3,1)(2,1)] gLLAQbecdfffhaowmnc reducible gLLAQbecdfffhaowmss SFS[D(3,1)(2,1)] gLLAQbecdfffhhowmnn SFS[D(2,1)(2,1)] gLLAQbecdfffhhowmsf SFS[D(5,1)(2,1)] gLLAQbecdfffdaowmwb reducible gLLAQbecdfffdaowmoo SFS[D(3,1)(2,1)] gLLAQbecdfffdqowmbb SFS[D(2,1)(2,1)] gLLAQbecdfffdqowmfo SFS[D(5,1)(2,1)] gLLAQbecdfffluvrmoo SFS[D(2,1)(2,1)] gLLAQbecdffflavrmrb reducible gLLAQbecdffflxvrmbb SFS[D(2,1)(2,1)] gLLAQbecdfffhhondnc SFS[D(4,1)(2,1)] gLLAQbecdfffhaondnn SFS[D(2,1)(2,1)] gLLAQbecdfffexowlvc SFS[D(5,2)(2,1)] gLLAQbecdfffexondbb SFS[D(3,1)(2,1)] gLLAQbecdfffdqondff SFS[D(3,1)(2,1)] gLLAQbecdfffahondnn reducible gLLAQbecdfffaaondnc SFS[D(2,1)(2,1)] gLLAQbecdfffaaondrs SFS[D(2,1)(2,1)] gLLAQbecdfffhhowlss SFS[D(3,1)(2,1)] gLLAQbecdfffdaowlww SFS[D(2,1)(2,1)] gLLAQbecdfffdqowlbw SFS[D(4,1)(2,1)] gLLAQbecdfffaavrmrj reducible gLLAQbecdfffaavrmwf reducible gLLAQbecdfffaavrxvg SFS[D(2,1)(2,1)] gLLAQbecdfffaavrxwf SFS[D(3,1)(2,1)] gLLAQbecdfffaavrewf SFS[D(3,1)(2,1)] gLLAQbecdfffaavrtvr SFS[D(3,1)(2,1)] gLLAQbecdfffaavrlws SFS[D(2,1)(2,1)] gLLAQbecdfffaavrlvr SFS[D(3,1)(2,1)] gLLAQbecdfffaavrhjv SFS[D(3,1)(2,1)] gLLAQbecdfffaavrhkg SFS[D(2,1)(2,1)] gLLAQbecdfffaavrdrs SFS[D(2,1)(2,1)] gLLAQbecdfffaavrdoc SFS[D(3,1)(2,1)] gLLAQbecdfffdlvrmoo SFS[D(2,1)(2,1)] gLLAQbecdfffdqvrmbb SFS[D(2,1)(2,1)] gLLAQbecdfffdavrmwb reducible gLLAQbecdfffdavrxwb SFS[D(3,1)(2,1)] gLLAQbecdfffdavrewb SFS[D(3,1)(2,1)] gLLAQbecdfffdqvrtbw SFS[D(5,2)(2,1)] gLLAQbecdfffdaonlww SFS[D(2,1)(2,1)] gLLAQbecdfffdqonlbw SFS[D(4,1)(2,1)] gLLAQbecdfffaaonlvc SFS[D(2,1)(2,1)] gLLAQbecdfffahowdnn reducible gLLAQbecdfffaaonlws SFS[D(2,1)(2,1)] gLLAQbecdfffdqvrhck SFS[D(4,1)(2,1)] gLLAQbecdfffdavrhkk SFS[D(2,1)(2,1)] gLLAQbecdfffdavrdof SFS[D(3,1)(2,1)] gLLAQbecdfffeavkiok reducible gLLAQbecdfffeavkisc reducible gLLAQbecdfffaeojtcc reducible gLLAQbecdfffaeosekk reducible gLLAQbecdfffapvkigg SFS[D(2,1)(2,1)] gLLAQbecdfffamvkivg reducible gLLAQbecdfffamvkivf reducible gLLAQbecdfffaavkisf reducible gLLAQbecdfffahvkiss SFS[D(2,1)(2,1)] gLLAQbecdfffaavkhrw SFS[D(3,1)(2,1)] gLLAQbecdfffaavklcn SFS[D(3,1)(2,1)] gLLAQbecdfffahvkunc SFS[D(5,2)(2,1)] gLLAQbecdfffahvkpfs SFS[D(4,1)(2,1)] gLLAQbecdfffaavkpff SFS[D(2,1)(2,1)] gLLAQbecdfffaaojavw SFS[D(2,1)(2,1)] gLLAQbecdfffapojawo reducible gLLAQbecdfffaposabs reducible gLLAQbecdfffaavkacn reducible gLLAQbecdfffaaojaso SFS[D(2,1)(2,1)] gLLAQbecdfffaavkqnn SFS[D(2,1)(2,1)] gLLAQbecdfffahvkqnc SFS[D(4,1)(2,1)] gLLAQbecdfffaavktcn SFS[D(3,1)(2,1)] gLLAQbecdfffhhvkinn SFS[D(3,1)(2,1)] gLLAQbecdfffhivkigg reducible gLLAQbecdfffhlvkiss SFS[D(3,1)(2,1)] gLLAQbecdfffhtvkiss SFS[D(3,1)(2,1)] gLLAQbecdfffhavkiss reducible gLLAQbecdfffhhvkisf SFS[D(2,1)(2,1)] gLLAQbecdfffhdvkivg SFS[D(2,1)(2,1)] gLLAQbecdfffhdvkivf SFS[D(2,1)(2,1)] gLLAQbecdfffhaojhrr SFS[D(3,1)(2,1)] gLLAQbecdfffhhojhrw SFS[D(5,1)(2,1)] gLLAQbecdfffeaosxkk SFS[D(3,1)(2,1)] gLLAQbecdfffexosxkn SFS[D(7,2)(2,1)] gLLAQbecdfffeaojhos SFS[D(3,1)(2,1)] gLLAQbecdfffdaojhnv reducible gLLAQbecdfffdqojhvv SFS[D(2,1)(2,1)] gLLAQbecdfffaaojhrw SFS[D(3,1)(2,1)] gLLAQbecdfffaaojhnw reducible gLLAQbecdfffaaojhow SFS[D(3,1)(2,1)] gLLAQbecdfffaaojhok SFS[D(3,1)(2,1)] gLLAQbecdfffapojhws SFS[D(2,1)(2,1)] gLLAQbecdfffaposxbf SFS[D(2,1)(2,1)] gLLAQbecdfffaaojhoo reducible gLLAQbecdfffahosxjo SFS[D(2,1)(2,1)] gLLAQbecdfffhavkqnc SFS[D(2,1)(2,1)] gLLAQbecdfffhaosxjo reducible gLLAQbecdfffdqosxrg SFS[D(5,1)(2,1)] gLLAQbecdfffdaosxgg SFS[D(3,1)(2,1)] gLLAQbecdfffmaoburr reducible gLLAQbecdfffaaoburj reducible gLLAQbecdffflavfiss reducible gLLAQbecdfffaaobprj reducible gLLAQbecdfffaevfigg T2xI gLLAQbecdfffapvfibw reducible gLLAQbecdfffalvficc SFS[D(2,1)(2,1)] gLLAQbecdfffaivfiwr reducible gLLAQbecdfffaavfisc reducible gLLAQbecdfffaavfisr reducible gLLAQbecdfffaevfqof SFS[D(4,1)(2,1)] gLLAQbecdfffapvfqff SFS[D(2,1)(2,1)] gLLAQbecdfffaivfqkv SFS[D(3,1)(2,1)] gLLAQbecdfffaevfuwb SFS[D(5,2)(2,1)] gLLAQbecdfffaivfuoj SFS[D(3,1)(2,1)] gLLAQbecdfffaevfdjo SFS[D(5,2)(2,1)] gLLAQbecdfffapvfdbw SFS[D(3,1)(2,1)] gLLAQbecdfffaevferw SFS[D(4,1)(2,1)] gLLAQbecdfffaivferr SFS[D(2,1)(2,1)] gLLAQbecdfffapvfeck SFS[D(3,1)(2,1)] gLLAQbecdfffaaobaob T2xI gLLAQbecdfffahobasb reducible gLLAQbecdfffahovaco reducible gLLAQbecdfffaaobasg SFS[D(2,1)(2,1)] gLLAQbecdfffapvfxbw SFS[D(3,1)(2,1)] gLLAQbecdfffaivfxjj SFS[D(2,1)(2,1)] gLLAQbecdfffaevfxjo SFS[D(4,1)(2,1)] gLLAQbecdfffaivfpoj SFS[D(3,1)(2,1)] gLLAQbecdfffapvfpbb SFS[D(2,1)(2,1)] gLLAQbecdfffaevfpwb SFS[D(4,1)(2,1)] gLLAQbecdfffaavflgg T2xI gLLAQbecdfffalvflff T2xI gLLAQbecdfffalvflss SFS[D(2,1)(2,1)] gLLAQbecdfffaavflrr SFS[D(2,1)(2,1)] gLLAQbecdfffxavshoo SFS[D(3,1)(2,1)] gLLAQbecdfffxxvshos SFS[D(3,1)(2,1)] gLLAQbecdfffaavshos SFS[D(3,1)(2,1)] gLLAQbecdfffamvshos SFS[D(3,1)(2,1)] gLLAQbecdfffaivshos reducible gLLAQbecdfffaxvshss SFS[D(3,1)(2,1)] gLLAQbecdfffapvshss reducible gLLAQbecdfffalvshss SFS[D(3,1)(2,1)] gLLAQbecdfffalvsdss reducible gLLAQbecdfffalvsaso SFS[D(3,1)(2,1)] gLLAQbecdfffaxvsaso SFS[D(3,1)(2,1)] gLLAQbecdfffapvsaso reducible gLLAQbecdfffaevsajo SFS[D(2,1)(2,1)] gLLAQbecdfffaevsxoo reducible gLLAQbecdfffaivsxoj SFS[D(2,1)(2,1)] gLLAQbecdfffaevsxwb SFS[D(3,1)(2,1)] gLLAQbecdfffalvspss SFS[D(3,1)(2,1)] gLLAQbecdfffaavspns SFS[D(3,1)(2,1)] gLLAQbecdfffpavspnn SFS[D(3,1)(2,1)] gLLAQbecdfffaevviwf SFS[D(3,1)(2,1)] gLLAQbecdfffaevviwn SFS[D(3,1)(2,1)] gLLAQbecdfffxxvvxkn SFS[D(2,1)(2,1)] gLLAQbecdfffxavvxkk SFS[D(2,1)(2,1)] gLLAQbecdfffaxvvxnn SFS[D(2,1)(2,1)] gLLAQbecdfffaavvxkn SFS[D(2,1)(2,1)] gLLAQbecdfffepvvlww SFS[D(3,1)(2,1)] gLLAQbecdfffaavvuob T2xI gLLAQbecdfffaavvpob SFS[A(2,1)] gLLAQbecdfffaavvaob T2xI gLLAQbecdfffalvvafg T2xI gLLAQbecdfffalvvavg SFS[A(2,1)] gLLAQbecdfffaxvvank SFS[D(2,1)(2,1)] gLLAQbecdfffahvvanc SFS[D(2,1)(2,1)] gLLAQbecdfffahvvqnn reducible gLLAQbecdfffaavvqnc SFS[D(2,1)(2,1)] gLLAQbecdfffhavvqnn SFS[D(2,1)(2,1)] gLLAQbecdfffhhvvqnc SFS[D(4,1)(2,1)] gLLAQbecdfffpavvuoo T2xI gLLAQbecdffflavvlgg SFS[A(2,1)] gLLAQbecdfffaavvlgv T2xI gLLAQbecdfffalvvlfw SFS[D(3,1)(2,1)] gLLAQbecdfffalvvlfn SFS[D(3,1)(2,1)] gLLAQbecdfffaavvlgf SFS[A(2,1)] gLLAQbecdfffaavvlgg T2xI gLLAQbecdfffdivvlss SFS[D(3,1)(2,1)] gLLAQbecdfffaavwioj SFS[D(2,1)(2,1)] gLLAQbecdfffahvwioo reducible gLLAQbecdfffahvwivk SFS[D(3,1)(2,1)] gLLAQbecdfffhhvwioj SFS[D(4,1)(2,1)] gLLAQbecdfffhavwioo SFS[D(2,1)(2,1)] gLLAQbecdfffxavwqww SFS[D(3,1)(2,1)] gLLAQbecdfffxxvwqwg SFS[D(3,1)(2,1)] gLLAQbecdffflavwqvv reducible gLLAQbecdffflhvwqvk reducible gLLAQbecdfffaavwqwg SFS[D(3,1)(2,1)] gLLAQbecdfffaxvwqgg SFS[D(3,1)(2,1)] gLLAQbecdfffaavwqsg SFS[D(3,1)(2,1)] gLLAQbecdfffaavwqvg reducible gLLAQbecdfffdhvwqvv reducible gLLAQbecdfffdavwqvk reducible gLLAQbecdfffpqvwqjs SFS[D(3,1)(2,1)] gLLAQbecdfffpavwqss SFS[D(3,1)(2,1)] gLLAQbecdfffpavwqws SFS[D(3,1)(2,1)] gLLAQbecdfffpavwqvs reducible gLLAQbecdfffeqvwqss SFS[D(3,1)(2,1)] gLLAQbecdfffeavwqsj SFS[D(3,1)(2,1)] gLLAQbecdfffaxvwunk SFS[D(3,1)(2,1)] gLLAQbecdfffaxvwtjj reducible gLLAQbecdfffaavwtfj reducible gLLAQbecdfffalvwawc SFS[D(3,1)(2,1)] gLLAQbecdfffaxvwawg SFS[D(3,1)(2,1)] gLLAQbecdfffhhvwtvk SFS[D(3,1)(2,1)] gLLAQbecdfffaavwhcg SFS[D(2,1)(2,1)] gLLAQbecdfffdavwhck SFS[D(2,1)(2,1)] gLLAQbecdfffdqvwhkk reducible gLLAQbecdfffaxvwpfj reducible gLLAQbecdfffahvwpoj SFS[D(2,1)(2,1)] gLLAQbecdfffapvwdkk reducible gLLAQbecdfffaxvwdkk SFS[D(3,1)(2,1)] gLLAQbecdfffalvwdkk SFS[D(3,1)(2,1)] gLLAQbecdfffaavwdnk SFS[D(3,1)(2,1)] gLLAQbecdfffmqofmrg reducible gLLAQbecdfffhaofmvk SFS[D(2,1)(2,1)] gLLAQbecdfffhuofmbb SFS[D(4,1)(2,1)] gLLAQbecdfffhpofmvv SFS[D(5,2)(2,1)] gLLAQbecdfffhhofmvv SFS[D(4,1)(2,1)] gLLAQbecdfffhhofmoj SFS[D(3,1)(2,1)] gLLAQbecdfffhiofmfg SFS[D(3,1)(2,1)] gLLAQbecdfffhtofmsk SFS[D(2,1)(2,1)] gLLAQbecdfffhiofmvg SFS[D(3,1)(2,1)] gLLAQbecdfffhtofmsb SFS[D(2,1)(2,1)] gLLAQbecdfffetofmoo SFS[D(5,2)(2,1)] gLLAQbecdfffelofmkk toroidal gLLAQbecdfffexofmkk SFS[D(5,2)(2,1)] gLLAQbecdfffexofmwg SFS[D(3,1)(2,1)] gLLAQbecdfffelofmrk SFS[D(2,1)(2,1)] gLLAQbecdfffedofmsb SFS[D(3,1)(2,1)] gLLAQbecdfffedofmsk SFS[D(3,1)(2,1)] gLLAQbecdfffelofmfk SFS[D(2,1)(2,1)] gLLAQbecdfffahofmvk reducible gLLAQbecdfffapofmfc reducible gLLAQbecdfffapofmjk reducible gLLAQbecdfffaeofmsb reducible gLLAQbecdfffaeofmsk reducible gLLAQbecdfffddofmvf SFS[D(3,1)(2,1)] gLLAQbecdfffdlofmro SFS[D(2,1)(2,1)] gLLAQbecdfffddofmvg SFS[D(3,1)(2,1)] gLLAQbecdfffdlofmno SFS[D(2,1)(2,1)] gLLAQbecdfffdqofmjs SFS[D(3,1)(2,1)] gLLAQbecdfffdpofmnn SFS[D(4,1)(2,1)] gLLAQbecdfffduofmgg SFS[D(5,2)(2,1)] gLLAQbecdfffdqofmgg SFS[D(4,1)(2,1)] gLLAQbecdfffdaofmrg SFS[D(2,1)(2,1)] gLLAQbecdfffmdofpkk T2xI gLLAQbecdfffmdofpnn SFS[D(2,1)(2,1)] gLLAQbecdfffmaofpkw toroidal gLLAQbecdfffdaofhnn SFS[D(4,1)(2,1)] gLLAQbecdfffdqofhvn SFS[D(6,1)(2,1)] gLLAQbecdfffaaofhos SFS[D(4,1)(2,1)] gLLAQbecdfffaaofhor SFS[D(5,2)(2,1)] gLLAQbecdfffahofxoo SFS[D(2,1)(2,1)] gLLAQbecdfffapofhrs SFS[D(2,1)(2,1)] gLLAQbecdfffapofxbs SFS[D(2,1)(2,1)] gLLAQbecdfffaaofhnr SFS[D(4,1)(2,1)] gLLAQbecdfffapofhcb SFS[D(3,1)(2,1)] gLLAQbecdfffapofxjk SFS[D(3,1)(2,1)] gLLAQbecdfffahofhrw SFS[D(3,1)(2,1)] gLLAQbecdfffhhofxoj SFS[D(6,1)(2,1)] gLLAQbecdfffhaofxoo SFS[D(4,1)(2,1)] gLLAQbecdfffeaofxnk SFS[D(5,2)(2,1)] gLLAQbecdfffeaofenk toroidal gLLAQbecdfffeaoftkk toroidal gLLAQbecdfffexoftkn toroidal gLLAQbecdfffdaoftgg SFS[D(5,2)(2,1)] gLLAQbecdfffdqoftrg SFS[D(9,2)(2,1)] gLLAQbecdfffaaofeoj SFS[D(5,2)(2,1)] gLLAQbecdfffaioftkj SFS[D(2,1)(2,1)] gLLAQbecdfffaaofenj toroidal gLLAQbecdfffaiofenj SFS[D(2,1)(2,1)] gLLAQbecdfffaaofenb SFS[D(5,2)(2,1)] gLLAQbecdfffapoftbf SFS[D(3,1)(2,1)] gLLAQbecdfffapofejk SFS[D(3,1)(2,1)] gLLAQbecdfffahoftjo SFS[D(3,1)(2,1)] gLLAQbecdfffexofhos SFS[D(9,2)(2,1)] gLLAQbecdfffeaofhoo SFS[D(5,2)(2,1)] gLLAQbecdfffdqofegg SFS[D(5,2)(2,1)] gLLAQbecdfffahofajo reducible gLLAQbecdfffdqoflrg SFS[D(6,1)(2,1)] gLLAQbecdfffdaoflgg SFS[D(4,1)(2,1)] gLLAQbecdfffahofdkk SFS[D(2,1)(2,1)] gLLAQbecdfffaaofdkv SFS[D(4,1)(2,1)] gLLAQbecdfffapoflbf SFS[D(3,1)(2,1)] gLLAQbecdfffapofdvw SFS[D(3,1)(2,1)] gLLAQbecdfffahofljo SFS[D(3,1)(2,1)] gLLAQbecdfffaaofdgf SFS[D(4,1)(2,1)] gLLAQbecdfffaaofdgv SFS[D(5,2)(2,1)] gLLAQbecdfffapofljn SFS[D(2,1)(2,1)] gLLAQbecdfffapofdfn SFS[D(2,1)(2,1)] gLLAQbecdfffaaofpkf toroidal gLLAQbecdfffaeofpnn T2xI gLLAQbecdfffaeofpkk SFS[D(2,1)(2,1)] gLLAQbecdfffpaofpkk toroidal gLLAQbecdfffelorikk SFS[D(2,1)(2,1)] gLLAQbecdfffelokiff SFS[D(2,1)(2,1)] gLLAQbecdfffeaorlwg SFS[D(2,1)(2,1)] gLLAQbecdfffeaokuvc SFS[D(2,1)(2,1)] gLLAQbecdfffeaokdvv SFS[D(2,1)(2,1)] gLLAQbecdfffexokdvc SFS[D(2,1)(2,1)] gLLAQbecdfffaaokdvs SFS[D(2,1)(2,1)] gLLAQbecdfffeaoruww SFS[D(2,1)(2,1)] gLLAQbecdfffexoruwg SFS[D(2,1)(2,1)] gLLAQbecdfffaaokuvf SFS[D(2,1)(2,1)] gLLAQbecdeffauwsugj SFS[D(4,1)(4,1)] gLLAQbecdeffaunfugj SFS[D(5,3)(4,1)] gLLAQbecdeffaurfugj SFS[D(4,3)(4,1)] gLLAQbecdeffaiwsqjj m046(0,0) gLLAQbecdeffainfqjj m154(0,0) gLLAQbecdeffairfqjj m147(0,0) gLLAQbedceffaijnqjj m043(0,0) gLLAQbedceffaijjqjj m069(0,0) gLLAQbecdeffapwspnj toroidal gLLAQbecdeffapnfpnj toroidal gLLAQbecdeffaprfpnj SFS[D(5,3)(4,1)] gLLAQbedceffapjnpnj toroidal gLLAQbecdeffamnfqjj SFS[D(4,1)(2,1)] gLLAQbecdeffamrfqjj SFS[D(5,2)(2,1)] gLLAQbedceffamjnqjj SFS[D(4,1)(2,1)] gLLAQbedceffaijjisn SFS[D(8,3)(2,1)] gLLAQbedceffamjjisn m141(0,0) gLLAQbedceffaabntwn m046(0,0) gLLAQbecdefftarrtwn SFS[D(3,1)(2,1)] gLLAQbecdefftanrtwn reducible gLLAQbecdefflarrtwn m185(0,0) gLLAQbecdefflanrtwn m147(0,0) gLLAQbecdeffaarrtwn m154(0,0) gLLAQbecdeffaanrtwn m147(0,0) gLLAQbecdefftawwtwn SFS[D(7,2)(2,1)] gLLAQbecdefftaswtwn SFS[D(5,1)(2,1)] gLLAQbecdefflawwtwn toroidal gLLAQbecdefflaswtwn m011(0,0) gLLAQbecdeffaawwtwn m043(0,0) gLLAQbecdeffaaswtwn m069(0,0) gLLAQbecdeffaannasj SFS[D(4,1)(4,1)] gLLAQbecdeffaarnasj SFS[D(5,2)(4,1)] gLLAQbedceffaagnasj toroidal gLLAQbecdeffaawsasj SFS[D(5,3)(4,1)] gLLAQbecdeffdanndwj SFS[D(5,2)(4,1)] gLLAQbecdeffdarndwj SFS[D(5,2)(5,2)] gLLAQbedceffapjjpsj toroidal gLLAQbecdeffdawsdwj SFS[D(5,3)(5,2)] gLLAQbedceffaujjunj SFS[D(3,1)(2,1)] gLLAQbedceffaajjank SFS[D(4,3)(4,1)] gLLAQbecdeffaawrasj toroidal gLLAQbecdeffaasrasj SFS[D(5,3)(4,1)] gLLAQbedceffapjjpgk SFS[D(5,3)(4,1)] gLLAQbecdeffdawrdwj toroidal gLLAQbecdeffdasrdwj SFS[D(5,3)(5,2)] gLLAQbecdeffeawrevj SFS[D(2,1)(2,1)] gLLAQbecdeffaarwasj toroidal gLLAQbecdeffaanwasj SFS[D(5,2)(4,1)] gLLAQbedceffaajjasw SFS[D(5,2)(4,1)] gLLAQbedceffaajjasj SFS[D(4,1)(4,1)] gLLAQbecdeffdarwdwj toroidal gLLAQbecdeffdanwdwj SFS[D(5,2)(5,2)] gLLAQbedceffapjjpnw SFS[D(5,2)(5,2)] gLLAQbedceffapjjpnj SFS[D(5,2)(4,1)] gLLAQbecdeffearwevj SFS[D(2,1)(2,1)] gLLAQbedceffaijjusn m016(0,0) gLLAQbedceffamjjusn m017(0,0) gLLAQbecdefftarkdvw m003(0,0) gLLAQbecdefftankdvw toroidal gLLAQbecdefflarkdvw m017(0,0) gLLAQbecdefflankdvw m016(0,0) gLLAQbecdeffaarkdvw SFS[D(4,1)(2,1)] gLLAQbecdeffaankdvw SFS[D(5,2)(2,1)] gLLAQbecdefftawvdvw m019(0,0) gLLAQbecdefftasvdvw m011(0,0) gLLAQbecdefflawvdvw m016(0,0) gLLAQbecdefflasvdvw m017(0,0) gLLAQbecdeffaawvdvw SFS[D(4,1)(2,1)] gLLAQbecdeffaasvdvw SFS[D(5,2)(2,1)] gLLAQbecdeffeawsikj m118(0,0) gLLAQbecdeffdawsugj toroidal gLLAQbecdeffaawsqjj m082(0,0) gLLAQbecdeffeanfikj toroidal gLLAQbecdeffearfikj toroidal gLLAQbecdeffdanfugj toroidal gLLAQbecdeffdarfugj SFS[D(5,2)(2,1)] gLLAQbecdeffaanfqjj m019(0,0) gLLAQbecdeffaarfqjj m016(0,0) gLLAQbedceffaijjqjw m119(0,0) gLLAQbedceffamjjqjw toroidal gLLAQbedceffamjjqjj SFS[D(5,2)(2,1)] gLLAQbedceffaajjqjw m145(0,0) gLLAQbedceffaajjqjj m130(0,0) gLLAQbecdeffaiwsijj SFS[D(8,3)(2,1)] gLLAQbecdeffainfijj SFS[D(3,1)(2,1)] gLLAQbecdeffairfijj reducible gLLAQbecdefftaswtwr SFS[D(7,2)(2,1)] gLLAQbecdeffamwsijj m016(0,0) gLLAQbecdeffamnfijj m003(0,0) gLLAQbecdeffamrfijj toroidal gLLAQbecdefflaswtwr m019(0,0) gLLAQbecdeffaaswabj SFS[D(8,3)(2,1)] gLLAQbecdeffaarrawn SFS[D(3,1)(2,1)] gLLAQbecdeffaanrawn reducible gLLAQbecdeffaaswawr SFS[D(7,2)(2,1)] gLLAQbecdeffaaswawn SFS[D(5,1)(2,1)] gLLAQbecdeffaaswlbj m016(0,0) gLLAQbecdeffaarkivw m003(0,0) gLLAQbecdeffaankivw toroidal gLLAQbecdeffaaswlwr m019(0,0) gLLAQbecdeffaaswtbj m118(0,0) gLLAQbecdeffaanfijj toroidal gLLAQbecdeffaarfijj toroidal gLLAQbecdeffaaswtwr m119(0,0) gLLAQbecdeffaiwsujj m141(0,0) gLLAQbecdeffainfujj m185(0,0) gLLAQbecdeffairfujj m147(0,0) gLLAQbecdefftasvdvj toroidal gLLAQbecdeffamwsujj m017(0,0) gLLAQbecdeffamnfujj m017(0,0) gLLAQbecdeffamrfujj m016(0,0) gLLAQbecdefflasvdvj m016(0,0) gLLAQbecdeffaasvink m141(0,0) gLLAQbecdeffaarrlwn m185(0,0) gLLAQbecdeffaanrlwn m147(0,0) gLLAQbecdeffaasvivj toroidal gLLAQbecdeffaasvivw m011(0,0) gLLAQbecdeffaasvxnk m017(0,0) gLLAQbecdeffaarkxvw m017(0,0) gLLAQbecdeffaankxvw m016(0,0) gLLAQbecdeffaasvxvj m016(0,0) gLLAQbecdeffaasvxvw m017(0,0) gLLAQbecdeffaasvdnk toroidal gLLAQbecdeffaanfujj toroidal gLLAQbecdeffaarfujj SFS[D(5,2)(2,1)] gLLAQbecdeffaasvdvj toroidal gLLAQbecdeffauwsukk SFS[D(5,3)(4,1)] gLLAQbecdeffaunfukk SFS[D(5,2)(5,2)] gLLAQbecdeffaurfukk SFS[D(5,2)(4,1)] gLLAQbecdeffaannark SFS[D(5,3)(4,1)] gLLAQbecdeffaarnark SFS[D(5,3)(5,2)] gLLAQbecdeffaasragj toroidal gLLAQbecdeffaasrajn SFS[D(5,2)(5,2)] gLLAQbecdeffaasrank SFS[D(5,2)(4,1)] gLLAQbecdeffaasrarr toroidal gLLAQbecdeffaasrark SFS[D(5,2)(5,2)] gLLAQbecdeffaarwark toroidal gLLAQbecdeffaanwark SFS[D(5,3)(5,2)] gLLAQbecdeffaasrasw SFS[D(5,3)(5,2)] gLLAQbecdeffapwspfk toroidal gLLAQbecdeffapnfpfk toroidal gLLAQbecdeffaprfpfk SFS[D(5,2)(5,2)] gLLAQbecdeffdasrdww toroidal gLLAQbecdeffauwsunn toroidal gLLAQbecdeffaussunn toroidal gLLAQbecdeffaunfunn toroidal gLLAQbecdeffaurfunn toroidal gLLAQbedceffaujnunn SFS[D(3,1)(2,1)] gLLAQbedceffaujjunn SFS[D(3,1)(2,1)] gLLAQbecdeffapwspsn toroidal gLLAQbecdeffapsspsn toroidal gLLAQbecdeffapnfpsn toroidal gLLAQbecdeffaprfpsn toroidal gLLAQbedceffapjnpsn toroidal gLLAQbedceffapjjpsn toroidal gLLAQbecdeffaannagn toroidal gLLAQbecdeffaarnagn toroidal gLLAQbedceffaagjagn toroidal gLLAQbedceffaagjagj toroidal gLLAQbecdeffaawsagn toroidal gLLAQbecdeffaassagn toroidal gLLAQbecdeffaanfagn SFS[D(3,1)(2,1)] gLLAQbecdeffaarfagn SFS[D(3,1)(2,1)] gLLAQbedceffaagjanr toroidal gLLAQbedceffaagjank toroidal gLLAQbecdeffaawragn toroidal gLLAQbecdeffaasragn toroidal gLLAQbecdeffaarwagn toroidal gLLAQbecdeffaanwagn toroidal gLLAQbecdeffaascagn SFS[D(3,1)(2,1)] gLLAQbecdeffaawcagn SFS[D(3,1)(2,1)] gLLAQbedceffaagjasw toroidal gLLAQbedceffaagjasj toroidal gLLAQbecdeffaascagj SFS[D(3,1)(2,1)] gLLAQbecdeffaascarr SFS[D(2,1)(2,1)] gLLAQbecdeffaarwavw SFS[D(2,1)(2,1)] gLLAQbecdeffapwspbw SFS[D(3,1)(2,1)] gLLAQbecdeffapsspbw SFS[D(3,1)(2,1)] gLLAQbecdeffapnfpbw SFS[D(2,1)(2,1)] gLLAQbecdeffdascdww SFS[D(2,1)(2,1)] gLLAQbecdeffauwsusr SFS[D(5,3)(4,1)] gLLAQbecdeffaunfusr SFS[D(5,2)(5,2)] gLLAQbecdeffaurfusr SFS[D(5,2)(4,1)] gLLAQbecdeffapwspgr toroidal gLLAQbecdeffapnfpgr toroidal gLLAQbecdeffaprfpgr SFS[D(5,2)(5,2)] gLLAQbedceffapjnpgr toroidal gLLAQbedceffapjjpgr SFS[D(5,3)(5,2)] gLLAQbecdeffaannanr SFS[D(5,3)(4,1)] gLLAQbecdeffaarnanr SFS[D(5,3)(5,2)] gLLAQbedceffaagnanr toroidal gLLAQbecdeffaawsanr SFS[D(5,2)(5,2)] gLLAQbedceffaakjanr SFS[D(5,2)(5,2)] gLLAQbedceffaakjank SFS[D(5,2)(4,1)] gLLAQbecdeffaawranr toroidal gLLAQbecdeffaasranr SFS[D(5,2)(5,2)] gLLAQbecdeffaarwanr toroidal gLLAQbecdeffaanwanr SFS[D(5,3)(5,2)] gLLAQbedceffaajnanr SFS[D(5,3)(5,2)] gLLAQbedceffaajjanr SFS[D(5,3)(4,1)] gLLAQbecdeffauwsuwj SFS[D(4,3)(4,1)] gLLAQbecdeffaussuwj SFS[D(5,3)(4,1)] gLLAQbecdeffaunfuwj SFS[D(5,2)(4,1)] gLLAQbecdeffaurfuwj SFS[D(4,1)(4,1)] gLLAQbecdeffaiwsqsj m010(0,0) gLLAQbecdeffaissqsj m007(0,0) gLLAQbecdeffainfqsj m116(0,0) gLLAQbecdeffairfqsj m141(0,0) gLLAQbecdeffeassikw m026(0,0) gLLAQbecdeffeassikj m070(0,0) gLLAQbecdeffaassisn m010(0,0) gLLAQbecdeffaassisj m007(0,0) gLLAQbecdeffaissisn toroidal gLLAQbecdeffaissisj toroidal gLLAQbecdeffamssisn m010(0,0) gLLAQbecdeffamssisj m033(0,0) gLLAQbecdeffaarrtbn m116(0,0) gLLAQbecdeffaanrtbn m141(0,0) gLLAQbecdeffaissifr toroidal gLLAQbecdeffaissifk SFS[D(8,3)(2,1)] gLLAQbecdeffamssifr m054(0,0) gLLAQbecdeffamssifk m046(0,0) gLLAQbecdeffaassijw m026(0,0) gLLAQbecdeffaassijj m070(0,0) gLLAQbecdeffaissijw toroidal gLLAQbecdeffaissijj SFS[D(7,3)(2,1)] gLLAQbecdeffamssijw SFS[D(3,1)(2,1)] gLLAQbecdeffamssijj m006(0,0) gLLAQbecdeffaussufn SFS[D(5,2)(4,1)] gLLAQbecdeffaussufj SFS[D(5,2)(5,2)] gLLAQbecdeffaussunj toroidal gLLAQbecdeffaussuwn SFS[D(5,3)(5,2)] gLLAQbecdeffaannajj SFS[D(4,3)(4,1)] gLLAQbecdeffaarnajj SFS[D(5,3)(4,1)] gLLAQbecdeffaassagj toroidal gLLAQbecdeffaassajn SFS[D(5,2)(4,1)] gLLAQbecdeffaassajj SFS[D(4,1)(4,1)] gLLAQbecdeffapssprn toroidal gLLAQbecdeffapssprj toroidal gLLAQbecdeffapsspsj toroidal gLLAQbecdeffapsspcn toroidal gLLAQbecdeffaussusr SFS[D(5,3)(5,2)] gLLAQbecdeffaussusk SFS[D(5,3)(4,1)] gLLAQbecdeffaussukr toroidal gLLAQbecdeffaussukk SFS[D(5,3)(5,2)] gLLAQbecdeffaassanr SFS[D(5,2)(4,1)] gLLAQbecdeffaassank SFS[D(4,1)(4,1)] gLLAQbecdeffaassarr toroidal gLLAQbecdeffaasrajj SFS[D(5,2)(4,1)] gLLAQbecdeffapsspvr SFS[D(3,1)(2,1)] gLLAQbecdeffapsspvk SFS[D(3,1)(2,1)] gLLAQbecdeffapsspgr toroidal gLLAQbecdeffapsspgk toroidal gLLAQbecdeffapsspfr toroidal gLLAQbecdeffapsspfk toroidal gLLAQbecdeffaussucw toroidal gLLAQbecdeffaussucj SFS[D(5,2)(5,2)] gLLAQbecdeffaussugw SFS[D(5,2)(5,2)] gLLAQbecdeffaussugj SFS[D(5,2)(4,1)] gLLAQbecdeffaarwajj toroidal gLLAQbecdeffaanwajj SFS[D(5,3)(4,1)] gLLAQbecdeffaassasw SFS[D(5,3)(4,1)] gLLAQbecdeffaassasj SFS[D(4,3)(4,1)] gLLAQbecdeffapsspjw toroidal gLLAQbecdeffapsspjj toroidal gLLAQbecdeffapsspbj SFS[D(3,1)(2,1)] gLLAQbecdeffapsspnw toroidal gLLAQbecdeffapsspnj toroidal gLLAQbecdeffaassusn SFS[D(3,1)(3,2)] gLLAQbecdeffaassusj SFS[D(3,1)(3,1)] gLLAQbecdeffaissusn m036(0,0) gLLAQbecdeffaissusj m033(0,0) gLLAQbecdeffamssusn m007(0,0) gLLAQbecdeffamssusj m036(0,0) gLLAQbecdeffaarkdnr toroidal gLLAQbecdeffaankdnr toroidal gLLAQbecdeffaissufr m052(0,0) gLLAQbecdeffaissufk m118(0,0) gLLAQbecdeffamssufr m100(0,0) gLLAQbecdeffamssufk m082(0,0) gLLAQbecdeffaassujw toroidal gLLAQbecdeffaassujj toroidal gLLAQbecdeffaissujw m170(0,0) gLLAQbecdeffaissujj m180(0,0) gLLAQbecdeffamssujw toroidal gLLAQbecdeffamssujj m016(0,0) gLLAQbecdeffaassqsn m007(0,0) gLLAQbecdeffaassqsj toroidal gLLAQbecdeffaissqsn m036(0,0) gLLAQbecdeffamssqsn SFS[D(3,1)(3,2)] gLLAQbecdeffaanfqsj m003(0,0) gLLAQbecdeffaarfqsj m017(0,0) gLLAQbecdeffaissqfr toroidal gLLAQbecdeffaissqfk m016(0,0) gLLAQbecdeffamssqfr SFS[D(3,1)(2,1)] gLLAQbecdeffaassqjw m030(0,0) gLLAQbecdeffaassqjj m037(0,0) gLLAQbecdeffaissqjw m100(0,0) gLLAQbecdeffaissqjj m082(0,0) gLLAQbecdeffamssqjw SFS[D(3,1)(2,1)] gLLAQbecdeffamwsqsj SFS[D(3,1)(3,2)] gLLAQbecdeffamssqsj SFS[D(3,1)(3,1)] gLLAQbecdeffamnfqsj toroidal gLLAQbecdeffamrfqsj toroidal gLLAQbecdeffdassugw toroidal gLLAQbecdeffdassugj toroidal gLLAQbecdeffapwspcj toroidal gLLAQbecdeffapsspcj toroidal gLLAQbecdeffapnfpcj toroidal gLLAQbecdeffaprfpcj SFS[D(5,2)(4,1)] gLLAQbecdeffdassdww toroidal gLLAQbecdeffdassdwj SFS[D(5,3)(4,1)] gLLAQbecdeffaiwsisj toroidal gLLAQbecdeffainfisj toroidal gLLAQbecdeffairfisj SFS[D(8,3)(2,1)] gLLAQbedceffaijnisj toroidal gLLAQbedceffaijjisj SFS[D(7,3)(2,1)] gLLAQbedceffaabjabj toroidal gLLAQbedceffaabjabn toroidal gLLAQbecdeffaarrabn toroidal gLLAQbecdeffaanrabn SFS[D(8,3)(2,1)] gLLAQbecdeffaawwabn toroidal gLLAQbecdeffaaswabn SFS[D(7,3)(2,1)] gLLAQbedceffaabjlbj m036(0,0) gLLAQbecdeffaarkinr m052(0,0) gLLAQbecdeffaankinr m118(0,0) gLLAQbecdeffaawvinr m170(0,0) gLLAQbecdeffaasvinr m180(0,0) gLLAQbecdeffaawsisj m036(0,0) gLLAQbecdeffaanfisj toroidal gLLAQbecdeffaarfisj m016(0,0) gLLAQbedceffaabjtwr m100(0,0) gLLAQbedceffaabjtwn m082(0,0) gLLAQbecdeffamwsisj m036(0,0) gLLAQbecdeffamnfisj m052(0,0) gLLAQbecdeffamrfisj m118(0,0) gLLAQbedceffamjnisj m170(0,0) gLLAQbedceffamjjisj m180(0,0) gLLAQbecdeffaiwsusj m010(0,0) gLLAQbecdeffainfusj m054(0,0) gLLAQbecdeffairfusj m046(0,0) gLLAQbedceffaijnusj SFS[D(3,1)(2,1)] gLLAQbedceffaijjusj m006(0,0) gLLAQbedceffaabnlbn m010(0,0) gLLAQbedceffaabjlbn m033(0,0) gLLAQbecdeffaarrlbn m054(0,0) gLLAQbecdeffaanrlbn m046(0,0) gLLAQbecdeffaawwlbn SFS[D(3,1)(2,1)] gLLAQbecdeffaaswlbn m006(0,0) gLLAQbedceffaanjxnk m007(0,0) gLLAQbedceffaanjxnr m036(0,0) gLLAQbecdeffaarkxnr m100(0,0) gLLAQbecdeffaankxnr m082(0,0) gLLAQbecdeffaawvxnr toroidal gLLAQbecdeffaasvxnr m016(0,0) gLLAQbecdeffaawsusj SFS[D(3,1)(3,2)] gLLAQbecdeffaanfusj SFS[D(3,1)(2,1)] gLLAQbedceffaajnusj SFS[D(3,1)(2,1)] gLLAQbecdeffamwsusj m007(0,0) gLLAQbecdeffamnfusj m100(0,0) gLLAQbecdeffamrfusj m082(0,0) gLLAQbedceffamjnusj toroidal gLLAQbedceffamjjusj m016(0,0) gLLAQbecdeffaurfucj SFS[D(5,3)(4,1)] gLLAQbecdeffaprfpjj SFS[D(5,3)(5,2)] gLLAQbecdeffaanwawj SFS[D(5,2)(5,2)] gLLAQbecdeffairfqfk m011(0,0) gLLAQbecdeffaanrtrs m011(0,0) gLLAQbecdeffairfifk SFS[D(5,1)(2,1)] gLLAQbecdeffamrfifk m069(0,0) gLLAQbecdeffaankdkn SFS[D(5,2)(2,1)] gLLAQbecdeffairfufk m069(0,0) gLLAQbecdeffamrfufk m130(0,0) gLLAQbecdeffaarfqfk m017(0,0) gLLAQbecdeffamrfqfk SFS[D(5,2)(2,1)] gLLAQbecdeffaanrars SFS[D(5,1)(2,1)] gLLAQbecdeffaankikn m069(0,0) gLLAQbecdeffaankxkn m130(0,0) gLLAQbecdeffaunfufn SFS[D(5,3)(4,1)] gLLAQbecdeffaurfufn SFS[D(4,3)(4,1)] gLLAQbecdeffapnfprn toroidal gLLAQbecdeffaprfprn SFS[D(5,3)(4,1)] gLLAQbecdeffaannakn SFS[D(4,1)(4,1)] gLLAQbecdeffaannakj SFS[D(5,2)(4,1)] gLLAQbecdeffaannaww toroidal gLLAQbecdeffaannawj SFS[D(5,2)(4,1)] gLLAQbecdeffaunfucw toroidal gLLAQbecdeffaurfucw toroidal gLLAQbecdeffaarnaww toroidal gLLAQbecdeffaanfaww SFS[D(2,1)(2,1)] gLLAQbecdeffaarfaww SFS[D(2,1)(2,1)] gLLAQbecdeffaarwaww toroidal gLLAQbecdeffaanwaww toroidal gLLAQbecdeffapnfpjw toroidal gLLAQbecdeffaprfpjw toroidal gLLAQbecdeffainfqfr toroidal gLLAQbecdeffairfqfr toroidal gLLAQbecdeffamrfqfr toroidal gLLAQbecdeffainfifr toroidal gLLAQbecdeffainfifk SFS[D(7,2)(2,1)] gLLAQbecdeffamnfifr m060(0,0) gLLAQbecdeffamnfifk m043(0,0) gLLAQbecdeffaanfifr toroidal gLLAQbecdeffaanfifk toroidal gLLAQbecdeffapnfpvr SFS[D(2,1)(2,1)] gLLAQbecdeffapnfpvk SFS[D(2,1)(2,1)] gLLAQbecdeffapnfpjj toroidal gLLAQbecdeffaunfucj SFS[D(5,3)(5,2)] gLLAQbecdeffainfufr m060(0,0) gLLAQbecdeffainfufk m119(0,0) gLLAQbecdeffamnfufr m159(0,0) gLLAQbecdeffamnfufk m145(0,0) gLLAQbecdeffaanfufr toroidal gLLAQbecdeffaanfufk toroidal gLLAQbecdeffainfqfk m019(0,0) gLLAQbecdeffamnfqfr toroidal gLLAQbecdeffamnfqfk SFS[D(4,1)(2,1)] gLLAQbecdeffaanfqfr m006(0,0) gLLAQbecdeffaanfqfk m016(0,0) gLLAQbecdeffairfifr SFS[D(7,2)(2,1)] gLLAQbecdeffamrfifr m119(0,0) gLLAQbecdeffaarrarw toroidal gLLAQbecdeffaanrarw SFS[D(7,2)(2,1)] gLLAQbecdeffaankikj m119(0,0) gLLAQbecdeffaarfifr m019(0,0) gLLAQbecdeffairfufr m043(0,0) gLLAQbecdeffamrfufr m145(0,0) gLLAQbecdeffaarkikj m060(0,0) gLLAQbecdeffaanrlrw m043(0,0) gLLAQbecdeffaarkxkj m159(0,0) gLLAQbecdeffaankxkj m145(0,0) gLLAQbecdeffaarfufr SFS[D(4,1)(2,1)] gLLAQbecdeffaunfufj SFS[D(5,3)(5,2)] gLLAQbecdeffaurfufj SFS[D(5,3)(4,1)] gLLAQbecdeffaarnakj SFS[D(5,2)(5,2)] gLLAQbecdeffaanwakj SFS[D(5,2)(5,2)] gLLAQbecdeffapnfprj toroidal gLLAQbecdeffaprfprj SFS[D(5,3)(5,2)] gLLAQbecdeffaarwavj SFS[D(2,1)(2,1)] gLLAQbecdeffapnfpbj SFS[D(2,1)(2,1)] gLLAQbecdeffaunfusk SFS[D(5,2)(4,1)] gLLAQbecdeffaurfusk SFS[D(4,1)(4,1)] gLLAQbecdeffapnfpgk toroidal gLLAQbecdeffaprfpgk SFS[D(5,2)(4,1)] gLLAQbecdeffaannank SFS[D(4,3)(4,1)] gLLAQbecdeffaarnank SFS[D(5,3)(4,1)] gLLAQbedceffaaknank SFS[D(4,1)(4,1)] gLLAQbecdeffaarwank toroidal gLLAQbecdeffaanwank SFS[D(5,3)(4,1)] gLLAQbecdeffauwsuwn SFS[D(5,3)(4,1)] gLLAQbecdeffaunfuwn SFS[D(5,2)(5,2)] gLLAQbecdeffaurfuwn SFS[D(5,2)(4,1)] gLLAQbecdeffaiwsqsn m033(0,0) gLLAQbecdeffainfqsn m170(0,0) gLLAQbecdeffairfqsn m180(0,0) gLLAQbecdeffeawsikw m052(0,0) gLLAQbecdeffaawsisn m033(0,0) gLLAQbecdeffaiwsisn toroidal gLLAQbecdeffamwsisn m007(0,0) gLLAQbecdeffaarrtbj m170(0,0) gLLAQbecdeffaanrtbj m180(0,0) gLLAQbecdeffaiwsifr toroidal gLLAQbecdeffaiwsifk SFS[D(7,3)(2,1)] gLLAQbecdeffamwsifr m100(0,0) gLLAQbecdeffamwsifk m082(0,0) gLLAQbecdeffaawsijw m052(0,0) gLLAQbecdeffaiwsijw toroidal gLLAQbecdeffamwsijw toroidal gLLAQbecdeffauwsufn SFS[D(4,1)(4,1)] gLLAQbecdeffauwsufj SFS[D(5,2)(4,1)] gLLAQbecdeffauwsunj toroidal gLLAQbecdeffaannajn SFS[D(5,3)(4,1)] gLLAQbecdeffaarnajn SFS[D(5,3)(5,2)] gLLAQbecdeffaawsagj toroidal gLLAQbecdeffaawsajn SFS[D(5,2)(5,2)] gLLAQbecdeffapwsprn toroidal gLLAQbecdeffapwsprj toroidal gLLAQbecdeffapwspsj toroidal gLLAQbecdeffauwsusk SFS[D(4,3)(4,1)] gLLAQbecdeffauwsukr toroidal gLLAQbecdeffaawsank SFS[D(5,2)(4,1)] gLLAQbecdeffaawrajn toroidal gLLAQbecdeffapwspvr SFS[D(3,1)(2,1)] gLLAQbecdeffapwspvk SFS[D(3,1)(2,1)] gLLAQbecdeffapwspgk toroidal gLLAQbecdeffapwspfr toroidal gLLAQbecdeffauwsucw toroidal gLLAQbecdeffauwsucj SFS[D(5,2)(4,1)] gLLAQbecdeffauwsugw SFS[D(5,2)(4,1)] gLLAQbecdeffaarwajn toroidal gLLAQbecdeffaanwajn SFS[D(5,3)(5,2)] gLLAQbecdeffaawsasw SFS[D(5,3)(5,2)] gLLAQbecdeffapwspjw toroidal gLLAQbecdeffapwspjj toroidal gLLAQbecdeffapwspbj SFS[D(3,1)(2,1)] gLLAQbecdeffapwspnw toroidal gLLAQbecdeffaawsusn SFS[D(3,1)(3,1)] gLLAQbecdeffaiwsusn m007(0,0) gLLAQbecdeffamwsusn toroidal gLLAQbecdeffaarkdnk toroidal gLLAQbecdeffaankdnk toroidal gLLAQbecdeffaiwsufr m026(0,0) gLLAQbecdeffaiwsufk m070(0,0) gLLAQbecdeffamwsufr m030(0,0) gLLAQbecdeffamwsufk m037(0,0) gLLAQbecdeffaawsujw toroidal gLLAQbecdeffaiwsujw m116(0,0) gLLAQbecdeffamwsujw m003(0,0) gLLAQbecdeffaawsqsn m036(0,0) gLLAQbecdeffaanfqsn toroidal gLLAQbecdeffaarfqsn m016(0,0) gLLAQbecdeffaiwsqfr SFS[D(3,1)(2,1)] gLLAQbecdeffaiwsqfk m006(0,0) gLLAQbecdeffamwsqfr SFS[D(3,1)(2,1)] gLLAQbecdeffaawsqjw m100(0,0) gLLAQbecdeffaiwsqjw m054(0,0) gLLAQbecdeffamwsqjw SFS[D(3,1)(2,1)] gLLAQbecdeffamwsqsn SFS[D(3,1)(3,1)] gLLAQbecdeffamnfqsn toroidal gLLAQbecdeffamrfqsn toroidal gLLAQbecdeffdawsugw toroidal gLLAQbecdeffapwspcn toroidal gLLAQbecdeffapnfpcn toroidal gLLAQbecdeffaprfpcn SFS[D(5,2)(5,2)] gLLAQbecdeffdawsdww toroidal gLLAQbecdeffainfisn toroidal gLLAQbecdeffairfisn SFS[D(7,3)(2,1)] gLLAQbedceffaijnisn toroidal gLLAQbedceffaabnabj toroidal gLLAQbecdeffaarrabj toroidal gLLAQbecdeffaanrabj SFS[D(7,3)(2,1)] gLLAQbecdeffaawwabj toroidal gLLAQbecdeffaarkink m026(0,0) gLLAQbecdeffaankink m070(0,0) gLLAQbecdeffaawvink m116(0,0) gLLAQbecdeffaanfisn SFS[D(3,1)(2,1)] gLLAQbecdeffaarfisn m006(0,0) gLLAQbedceffaabntwr m054(0,0) gLLAQbecdeffamnfisn m026(0,0) gLLAQbecdeffamrfisn m070(0,0) gLLAQbedceffamjnisn m116(0,0) gLLAQbecdeffainfusn m100(0,0) gLLAQbecdeffairfusn m082(0,0) gLLAQbedceffaijnusn toroidal gLLAQbedceffaabnlbj m007(0,0) gLLAQbecdeffaarrlbj m100(0,0) gLLAQbecdeffaanrlbj m082(0,0) gLLAQbecdeffaawwlbj toroidal gLLAQbedceffaannxnk toroidal gLLAQbecdeffaarkxnk m030(0,0) gLLAQbecdeffaankxnk m037(0,0) gLLAQbecdeffaawvxnk m003(0,0) gLLAQbecdeffaanfusn SFS[D(3,1)(2,1)] gLLAQbedceffaajnusn SFS[D(3,1)(2,1)] gLLAQbecdeffamnfusn m030(0,0) gLLAQbecdeffamrfusn m037(0,0) gLLAQbedceffamjnusn m003(0,0) gLLAQbecdeffaunfugw SFS[D(5,3)(5,2)] gLLAQbecdeffaurfugw SFS[D(5,3)(4,1)] gLLAQbecdeffainfqjw m178(0,0) gLLAQbecdeffairfqjw m185(0,0) gLLAQbedceffaijnqjw m060(0,0) gLLAQbecdeffapnfpnw toroidal gLLAQbecdeffaprfpnw SFS[D(5,3)(5,2)] gLLAQbecdeffamnfqjw toroidal gLLAQbecdeffamrfqjw toroidal gLLAQbecdefftarrtwr toroidal gLLAQbecdefftanrtwr SFS[D(3,1)(2,1)] gLLAQbecdefflarrtwr m178(0,0) gLLAQbecdefflanrtwr m154(0,0) gLLAQbecdeffaarrtwr m178(0,0) gLLAQbecdeffaanrtwr m185(0,0) gLLAQbecdefftawwtwr toroidal gLLAQbecdefflawwtwr toroidal gLLAQbecdeffaawwtwr m060(0,0) gLLAQbecdeffaannasw SFS[D(5,2)(4,1)] gLLAQbecdeffaarnasw SFS[D(5,2)(5,2)] gLLAQbedceffaagnasw toroidal gLLAQbecdeffdanndww toroidal gLLAQbecdeffdarndww toroidal gLLAQbedceffapjnpsj toroidal gLLAQbedceffaujnunj SFS[D(3,1)(2,1)] gLLAQbedceffaajnank SFS[D(5,3)(4,1)] gLLAQbecdeffaawrasw toroidal gLLAQbecdeffdanfdww SFS[D(2,1)(2,1)] gLLAQbecdeffdarfdww SFS[D(2,1)(2,1)] gLLAQbedceffapjnpgk toroidal gLLAQbecdeffdawrdww toroidal gLLAQbecdeffeawrevw SFS[D(2,1)(2,1)] gLLAQbecdeffaarwasw toroidal gLLAQbecdeffaanwasw SFS[D(5,2)(5,2)] gLLAQbedceffaajnasw SFS[D(5,2)(5,2)] gLLAQbecdeffdarwdww toroidal gLLAQbecdeffdanwdww toroidal gLLAQbecdeffdawcdww SFS[D(2,1)(2,1)] gLLAQbedceffapjnpnw toroidal gLLAQbecdeffearwevw SFS[D(2,1)(2,1)] gLLAQbecdefftarkdvj SFS[D(3,1)(2,1)] gLLAQbecdefftankdvj toroidal gLLAQbecdefflarkdvj m011(0,0) gLLAQbecdefflankdvj m019(0,0) gLLAQbecdeffaarkdvj toroidal gLLAQbecdeffaankdvj toroidal gLLAQbecdefftawvdvj toroidal gLLAQbecdefflawvdvj m006(0,0) gLLAQbecdeffaawvdvj toroidal gLLAQbecdeffeanfikw SFS[D(3,1)(2,1)] gLLAQbecdeffearfikw m003(0,0) gLLAQbecdeffdanfugw toroidal gLLAQbecdeffdarfugw SFS[D(4,1)(2,1)] gLLAQbecdeffaanfqjw m011(0,0) gLLAQbecdeffaarfqjw m017(0,0) gLLAQbedceffamjnqjw toroidal gLLAQbedceffaajnqjw m159(0,0) gLLAQbecdeffainfijw toroidal gLLAQbecdeffairfijw SFS[D(3,1)(2,1)] gLLAQbecdeffamnfijw SFS[D(3,1)(2,1)] gLLAQbecdeffamrfijw toroidal gLLAQbecdeffaarrawr toroidal gLLAQbecdeffaanrawr SFS[D(3,1)(2,1)] gLLAQbecdeffaawwawr toroidal gLLAQbecdeffaarkivj SFS[D(3,1)(2,1)] gLLAQbecdeffaankivj toroidal gLLAQbecdeffaanfijw SFS[D(3,1)(2,1)] gLLAQbecdeffaarfijw m003(0,0) gLLAQbecdeffainfujw m178(0,0) gLLAQbecdeffairfujw m154(0,0) gLLAQbecdeffamnfujw m011(0,0) gLLAQbecdeffamrfujw m019(0,0) gLLAQbecdeffaarrlwr m178(0,0) gLLAQbecdeffaanrlwr m154(0,0) gLLAQbecdeffaawvivj toroidal gLLAQbecdeffaarkxvj m011(0,0) gLLAQbecdeffaankxvj m019(0,0) gLLAQbecdeffaawvxvj m006(0,0) gLLAQbecdeffaanfujw toroidal gLLAQbecdeffaarfujw SFS[D(4,1)(2,1)] gLLAQbecdeffaunfukr toroidal gLLAQbecdeffaurfukr toroidal gLLAQbecdeffaannarr toroidal gLLAQbecdeffaarnarr toroidal gLLAQbecdeffaanfarr SFS[D(2,1)(2,1)] gLLAQbecdeffaarfarr SFS[D(2,1)(2,1)] gLLAQbecdeffaawrank toroidal gLLAQbecdeffaawrarr toroidal gLLAQbecdeffaarwarr toroidal gLLAQbecdeffaanwarr toroidal gLLAQbecdeffaawcarr SFS[D(2,1)(2,1)] gLLAQbecdeffapnfpfr toroidal gLLAQbecdeffaprfpfr toroidal gLLAQbecdeffaunfunj toroidal gLLAQbecdeffaurfunj toroidal gLLAQbecdeffapnfpsj toroidal gLLAQbecdeffaprfpsj toroidal gLLAQbecdeffaannagj toroidal gLLAQbecdeffaarnagj toroidal gLLAQbedceffaagnagj toroidal gLLAQbecdeffaanfagj SFS[D(3,1)(2,1)] gLLAQbecdeffaarfagj SFS[D(3,1)(2,1)] gLLAQbedceffaagnank toroidal gLLAQbecdeffaawragj toroidal gLLAQbecdeffaarwagj toroidal gLLAQbecdeffaanwagj toroidal gLLAQbecdeffaawcagj SFS[D(3,1)(2,1)] gLLAQbecdeffexorego reducible gLLAQbecdefftxofpnc reducible gLLAQbecdeffexokucc reducible gLLAQbecdeffapvwloo reducible gLLAQbecdeffmtojqco reducible gLLAQbecdeffemvvhrc reducible gLLAQbecdeffauvwhvo reducible gLLAQbecdeffmlojpro reducible gLLAQbecdeffapwspnc SFS[D(3,1)(2,1)] gLLAQbecdeffapsspnc SFS[D(3,1)(2,1)] gLLAQbecdeffapnfpnc SFS[D(2,1)(2,1)] gLLAQbedceffapjnpnc SFS[D(2,1)(2,1)] gLLAQbecdeffeivvhrc reducible gLLAQbecdeffamnfqjc SFS[D(4,1)(2,1)] gLLAQbecdeffamrfqjc SFS[D(5,2)(2,1)] gLLAQbedceffamjnqjc SFS[D(4,1)(2,1)] gLLAQbedceffamjjqjc SFS[D(5,2)(2,1)] gLLAQbecdeffaaojibo reducible gLLAQbecdeffaavwibo reducible gLLAQbedceffaijbisj SFS[D(2,1)(2,1)] gLLAQbecdefftaortwo reducible gLLAQbecdefftarrtwo SFS[D(3,1)(2,1)] gLLAQbecdefftanrtwo SFS[D(3,1)(2,1)] gLLAQbecdefftaswtwo SFS[D(2,1)(2,1)] gLLAQbecdeffpavwhvo SFS[D(2,1)(2,1)] gLLAQbedceffaagjasc SFS[D(3,1)(2,1)] gLLAQbedceffaagnasc SFS[D(3,1)(2,1)] gLLAQbedceffapjbpsn SFS[D(3,1)(2,1)] gLLAQbedceffapjbpsj SFS[D(3,1)(2,1)] gLLAQbecdeffeannevc SFS[D(4,1)(2,1)] gLLAQbecdeffearnevc SFS[D(5,2)(2,1)] gLLAQbedceffaujbunn toroidal gLLAQbedceffaujbunj toroidal gLLAQbecdeffeawsevc SFS[D(5,2)(2,1)] gLLAQbecdeffeassevc SFS[D(4,1)(2,1)] gLLAQbecdeffaawrasc SFS[D(2,1)(2,1)] gLLAQbecdeffdawrdwc SFS[D(2,1)(2,1)] gLLAQbedceffaujbusr SFS[D(5,2)(2,1)] gLLAQbedceffaujbusk SFS[D(4,1)(2,1)] gLLAQbecdeffeawrevc toroidal gLLAQbecdeffeasrevc SFS[D(5,2)(2,1)] gLLAQbecdeffaarwasc SFS[D(2,1)(2,1)] gLLAQbecdeffdarwdwc SFS[D(2,1)(2,1)] gLLAQbecdeffearwevc toroidal gLLAQbecdeffeanwevc SFS[D(5,2)(2,1)] gLLAQbedceffaujbugw SFS[D(5,2)(2,1)] gLLAQbedceffaujbugj SFS[D(4,1)(2,1)] gLLAQbedceffaijbusn SFS[D(5,2)(2,1)] gLLAQbedceffaijbusj toroidal gLLAQbedceffamjbusn SFS[D(4,1)(2,1)] gLLAQbedceffamjbusj SFS[D(5,2)(2,1)] gLLAQbecdefftaokdvc reducible gLLAQbecdefftarkdvc toroidal gLLAQbecdefftankdvc toroidal gLLAQbecdefflarkdvc SFS[D(5,2)(2,1)] gLLAQbecdefflankdvc SFS[D(4,1)(2,1)] gLLAQbecdeffaarkdvc SFS[D(4,1)(2,1)] gLLAQbecdeffaankdvc SFS[D(5,2)(2,1)] gLLAQbecdefftawvdvc SFS[D(5,2)(2,1)] gLLAQbecdefftasvdvc toroidal gLLAQbecdefflavvdvc SFS[D(2,1)(2,1)] gLLAQbecdeffaawvdvc SFS[D(4,1)(2,1)] gLLAQbecdeffaasvdvc SFS[D(5,2)(2,1)] gLLAQbecdeffeavvhrc reducible gLLAQbecdeffeassikc SFS[D(2,1)(2,1)] gLLAQbecdeffeaofikc reducible gLLAQbecdeffeanfikc SFS[D(3,1)(2,1)] gLLAQbecdeffearfikc SFS[D(3,1)(2,1)] gLLAQbedceffaijbqjj SFS[D(2,1)(2,1)] gLLAQbecdeffmpojxgo reducible gLLAQbecdeffmdojuco reducible gLLAQbecdeffxxvwmsw SFS[D(4,1)(2,1)] gLLAQbecdeffxxvwmss SFS[D(5,2)(2,1)] gLLAQbecdeffxxnbpcc SFS[D(4,1)(2,1)] gLLAQbecdeffxxrbpcc SFS[D(5,2)(2,1)] gLLAQbecdeffaxnflcc SFS[D(4,1)(2,1)] gLLAQbecdeffaxrflcc SFS[D(5,2)(2,1)] gLLAQbecdeffxavwmsr SFS[D(4,1)(2,1)] gLLAQbecdeffxavwmsn SFS[D(5,2)(2,1)] gLLAQbecdeffaurkhoc SFS[D(4,1)(2,1)] gLLAQbecdeffaunkhoc SFS[D(5,2)(2,1)] gLLAQbecdeffauwvhoc SFS[D(4,1)(2,1)] gLLAQbecdeffausvhoc SFS[D(5,2)(2,1)] gLLAQbecdeffaissijc SFS[D(2,1)(2,1)] gLLAQbecdeffainfijc SFS[D(3,1)(2,1)] gLLAQbecdeffairfijc SFS[D(3,1)(2,1)] gLLAQbecdefftavwtwn SFS[D(2,1)(2,1)] gLLAQbecdeffluvwdvo SFS[D(2,1)(2,1)] gLLAQbecdeffamnnijc SFS[D(4,1)(2,1)] gLLAQbecdeffamrnijc SFS[D(5,2)(2,1)] gLLAQbecdeffamwsijc SFS[D(5,2)(2,1)] gLLAQbecdeffamssijc toroidal gLLAQbecdeffamnfijc toroidal gLLAQbecdeffamrfijc toroidal gLLAQbecdefflavwtnw SFS[D(5,2)(2,1)] gLLAQbecdefflavwtns SFS[D(4,1)(2,1)] gLLAQbecdeffamwrijc SFS[D(4,1)(2,1)] gLLAQbecdeffamsrijc SFS[D(5,2)(2,1)] gLLAQbecdeffamrwijc SFS[D(4,1)(2,1)] gLLAQbecdeffamnwijc SFS[D(5,2)(2,1)] gLLAQbecdefflavwtwr SFS[D(5,2)(2,1)] gLLAQbecdefflavwtwn toroidal gLLAQbecdeffahvwujb reducible gLLAQbecdeffaavwabn SFS[D(2,1)(2,1)] gLLAQbecdeffapvwpwb reducible gLLAQbecdeffaarrawo SFS[D(3,1)(2,1)] gLLAQbecdeffaanrawo SFS[D(3,1)(2,1)] gLLAQbecdeffaaswawo SFS[D(2,1)(2,1)] gLLAQbecdeffaavwiwj SFS[D(2,1)(2,1)] gLLAQbecdeffauvwhcj SFS[D(2,1)(2,1)] gLLAQbecdeffapvwljj toroidal gLLAQbecdeffapvwljn SFS[D(5,2)(2,1)] gLLAQbecdeffalvwljj SFS[D(5,2)(2,1)] gLLAQbecdeffalvwljn SFS[D(4,1)(2,1)] gLLAQbecdeffaarftsc SFS[D(2,1)(2,1)] gLLAQbecdeffauvwhns SFS[D(2,1)(2,1)] gLLAQbecdeffapvwlsw SFS[D(5,2)(2,1)] gLLAQbecdeffapvwlss toroidal gLLAQbecdeffaxvwlsw SFS[D(4,1)(2,1)] gLLAQbecdeffaxvwlss SFS[D(5,2)(2,1)] gLLAQbecdeffaavwibr SFS[D(3,1)(2,1)] gLLAQbecdeffaavwibn SFS[D(3,1)(2,1)] gLLAQbecdeffauvwhvr SFS[D(3,1)(2,1)] gLLAQbecdeffauvwhvn SFS[D(3,1)(2,1)] gLLAQbecdeffapvwlor toroidal gLLAQbecdeffapvwlon toroidal gLLAQbecdeffalvwlor SFS[D(5,2)(2,1)] gLLAQbecdeffalvwlon SFS[D(4,1)(2,1)] gLLAQbecdeffaxvwlor SFS[D(4,1)(2,1)] gLLAQbecdeffaxvwlon SFS[D(5,2)(2,1)] gLLAQbecdeffaarsivc SFS[D(4,1)(2,1)] gLLAQbecdeffaansivc SFS[D(5,2)(2,1)] gLLAQbecdeffaavwlbj SFS[D(5,2)(2,1)] gLLAQbecdeffaavwlbn toroidal gLLAQbecdeffaarkivc toroidal gLLAQbecdeffaankivc toroidal gLLAQbecdeffaasfivc SFS[D(5,2)(2,1)] gLLAQbecdeffaavwlns SFS[D(4,1)(2,1)] gLLAQbecdeffaavwlow SFS[D(4,1)(2,1)] gLLAQbecdeffaavwlos SFS[D(5,2)(2,1)] gLLAQbecdeffaanbivc SFS[D(4,1)(2,1)] gLLAQbecdeffaarbivc SFS[D(5,2)(2,1)] gLLAQbecdeffaavwlwr SFS[D(5,2)(2,1)] gLLAQbecdeffaasvivc toroidal gLLAQbecdeffaassijc SFS[D(2,1)(2,1)] gLLAQbecdeffaanfijc SFS[D(3,1)(2,1)] gLLAQbecdeffaarfijc SFS[D(3,1)(2,1)] gLLAQbecdeffaavwtwn SFS[D(2,1)(2,1)] gLLAQbecdeffaxovtoo reducible gLLAQbecdeffhlvwujb reducible gLLAQbecdeffhtvwujb reducible gLLAQbecdeffhhovawo reducible gLLAQbecdeffhhrvawo SFS[D(3,1)(3,1)] gLLAQbecdeffhhnvawo SFS[D(3,1)(3,2)] gLLAQbecdeffhivwpwb reducible gLLAQbecdeffhhskawo SFS[D(3,1)(2,1)] gLLAQbecdeffhhvwavr SFS[D(3,1)(2,1)] gLLAQbecdeffdlvwdvo SFS[D(2,1)(2,1)] gLLAQbecdeffdavwpcj SFS[D(4,1)(2,1)] gLLAQbecdeffdavwpcn SFS[D(5,2)(2,1)] gLLAQbecdeffaprklbc SFS[D(5,2)(2,1)] gLLAQbecdeffapnklbc SFS[D(4,1)(2,1)] gLLAQbecdeffaewshwc SFS[D(4,1)(2,1)] gLLAQbecdeffaesshwc SFS[D(5,2)(2,1)] gLLAQbecdeffaenfhwc SFS[D(5,2)(2,1)] gLLAQbecdeffaerfhwc SFS[D(4,1)(2,1)] gLLAQbecdeffxxvvacc T2xI gLLAQbecdeffamwslsc SFS[D(2,1)(2,1)] gLLAQbecdeffdpwsujc SFS[D(2,1)(2,1)] gLLAQbecdeffemvvhwk toroidal gLLAQbecdeffemvvhwr SFS[D(5,2)(2,1)] gLLAQbecdeffamrflsc SFS[D(2,1)(2,1)] gLLAQbecdeffdprfujc SFS[D(2,1)(2,1)] gLLAQbecdeffemvvhbj SFS[D(5,2)(2,1)] gLLAQbecdeffemvvhbn toroidal gLLAQbecdeffeavvhrj SFS[D(3,1)(2,1)] gLLAQbecdeffeavvhrw SFS[D(3,1)(2,1)] gLLAQbecdeffeivvhrj SFS[D(3,1)(2,1)] gLLAQbecdeffeivvhrw SFS[D(3,1)(2,1)] gLLAQbecdeffemvvhrj toroidal gLLAQbecdeffemvvhrw toroidal gLLAQbecdeffliwsujc SFS[D(3,1)(2,1)] gLLAQbecdefflissujc SFS[D(3,1)(2,1)] gLLAQbecdefflinfujc SFS[D(2,1)(2,1)] gLLAQbecdefftpvvqbj SFS[D(2,1)(2,1)] gLLAQbecdeffluvvtsk SFS[D(5,2)(2,1)] gLLAQbecdeffluvvtsr SFS[D(4,1)(2,1)] gLLAQbecdeffamwsujc SFS[D(4,1)(2,1)] gLLAQbecdeffamssujc SFS[D(5,2)(2,1)] gLLAQbecdefflmwsujc toroidal gLLAQbecdefflmssujc toroidal gLLAQbecdeffluvvtfb SFS[D(2,1)(2,1)] gLLAQbecdeffamnfujc SFS[D(5,2)(2,1)] gLLAQbecdeffamrfujc SFS[D(4,1)(2,1)] gLLAQbecdefflmnfujc toroidal gLLAQbecdefflmrfujc SFS[D(5,2)(2,1)] gLLAQbecdeffluvvtoj SFS[D(5,2)(2,1)] gLLAQbecdeffluvvtow SFS[D(4,1)(2,1)] gLLAQbecdefflpvvqbj toroidal gLLAQbecdefflpvvqbw SFS[D(5,2)(2,1)] gLLAQbecdeffamvvtbc reducible gLLAQbecdeffamvvtnc reducible gLLAQbecdeffahvvqvc reducible gLLAQbecdeffaevvhbf reducible gLLAQbecdeffapvvlbc SFS[D(2,1)(2,1)] gLLAQbecdeffapvvxwj SFS[D(4,1)(2,1)] gLLAQbecdeffapvvxwn SFS[D(5,2)(2,1)] gLLAQbecdeffapvvxgj SFS[D(4,1)(2,1)] gLLAQbecdeffapvvxgw SFS[D(5,2)(2,1)] gLLAQbecdeffaavvxnk SFS[D(4,1)(2,1)] gLLAQbecdeffaavvxnr SFS[D(5,2)(2,1)] gLLAQbecdeffaarkxvc SFS[D(5,2)(2,1)] gLLAQbecdeffaankxvc SFS[D(4,1)(2,1)] gLLAQbecdeffaavvhvk SFS[D(2,1)(2,1)] gLLAQbecdeffaankhnc SFS[D(2,1)(2,1)] gLLAQbecdeffaavvhnc reducible gLLAQbecdeffaavvhnj SFS[D(3,1)(2,1)] gLLAQbecdeffaasvhnc SFS[D(3,1)(2,1)] gLLAQbecdeffapvvqgk SFS[D(3,1)(2,1)] gLLAQbecdeffapvvqgr SFS[D(3,1)(2,1)] gLLAQbecdeffapvvqrj SFS[D(2,1)(2,1)] gLLAQbecdeffapvvqbj SFS[D(2,1)(2,1)] gLLAQbecdeffhdvvtbc reducible gLLAQbecdeffhhojubo reducible gLLAQbecdeffhpvvtbc reducible gLLAQbecdeffaxojhjo reducible gLLAQbecdeffhuvvdoc reducible gLLAQbecdeffhhvvxvc reducible gLLAQbecdeffdlvvtsk SFS[D(5,2)(2,1)] gLLAQbecdeffdlvvtsr SFS[D(4,1)(2,1)] gLLAQbecdeffdlvvtfb SFS[D(2,1)(2,1)] gLLAQbecdeffdlvvtoj SFS[D(5,2)(2,1)] gLLAQbecdeffdlvvtow SFS[D(4,1)(2,1)] gLLAQbecdeffmdvrqfb reducible gLLAQbecdeffepovesv SFS[D(3,1)(2,1)] gLLAQbecdeffdiovdvv SFS[D(3,1)(2,1)] gLLAQbecdeffalrvlkv SFS[D(3,1)(2,1)] gLLAQbecdeffalnvlkv SFS[D(3,1)(2,1)] gLLAQbecdeffmqvrqfb SFS[D(3,1)(2,1)] gLLAQbecdeffalsklkv SFS[D(2,1)(2,1)] gLLAQbecdeffmavrmww SFS[D(2,1)(2,1)] gLLAQbecdeffmlvrenb SFS[D(3,1)(2,1)] gLLAQbecdeffleovqbv SFS[D(3,1)(2,1)] gLLAQbecdeffhdovifv SFS[D(3,1)(2,1)] gLLAQbecdeffhdrvifv SFS[D(3,1)(2,1)] gLLAQbecdeffhdnvifv reducible gLLAQbecdeffmdovqbv reducible gLLAQbecdeffhdskifv SFS[D(5,1)(2,1)] gLLAQbecdeffhdwkifv SFS[D(7,2)(2,1)] gLLAQbecdeffmxvrecw SFS[D(7,3)(2,1)] gLLAQbecdeffmxvrecj SFS[D(8,3)(2,1)] gLLAQbecdeffaessukf SFS[D(2,1)(2,1)] gLLAQbecdeffmdvrukf T2xI gLLAQbecdeffmxvrhjf SFS[D(3,1)(2,1)] gLLAQbecdeffedofukf SFS[D(3,1)(2,1)] gLLAQbecdeffaeofukf reducible gLLAQbecdeffaenfukf SFS[D(3,1)(2,1)] gLLAQbecdeffaerfukf SFS[D(3,1)(2,1)] gLLAQbecdeffddofqgf SFS[D(3,1)(2,1)] gLLAQbecdeffmavrevj SFS[D(2,1)(2,1)] gLLAQbecdeffmqvrikf SFS[D(2,1)(2,1)] gLLAQbecdeffhiwspff SFS[D(7,2)(2,1)] gLLAQbecdeffhisspff SFS[D(5,1)(2,1)] gLLAQbecdeffaloftsf reducible gLLAQbecdefflloftsf SFS[D(3,1)(2,1)] gLLAQbecdeffmmvricf SFS[D(3,1)(2,1)] gLLAQbecdeffmpvrxbf T2xI gLLAQbecdeffhiofpff SFS[D(3,1)(2,1)] gLLAQbecdeffhinfpff reducible gLLAQbecdeffhirfpff SFS[D(3,1)(2,1)] gLLAQbecdeffmqvrdww SFS[D(8,3)(2,1)] gLLAQbecdeffmqvrdwj SFS[D(7,3)(2,1)] gLLAQbecdeffdpovtov SFS[D(2,1)(2,1)] gLLAQbecdeffamnvifv SFS[D(2,1)(2,1)] gLLAQbecdefflxvrdrb SFS[D(2,1)(2,1)] gLLAQbecdeffamskifv SFS[D(3,1)(2,1)] gLLAQbecdeffamwkifv SFS[D(3,1)(2,1)] gLLAQbecdefflavrtvj SFS[D(2,1)(2,1)] gLLAQbecdeffhtwsukf SFS[D(5,2)(2,1)] gLLAQbecdeffhtssukf SFS[D(4,1)(2,1)] gLLAQbecdeffluofdnf SFS[D(2,1)(2,1)] gLLAQbecdeffhtofukf SFS[D(2,1)(2,1)] gLLAQbecdefflxvrtcw SFS[D(5,2)(2,1)] gLLAQbecdefflxvrtcj SFS[D(4,1)(2,1)] gLLAQbecdeffaavrigf reducible gLLAQbecdeffaavragn SFS[D(3,1)(2,1)] gLLAQbecdeffaavragj SFS[D(3,1)(2,1)] gLLAQbecdeffaavrarr SFS[D(2,1)(2,1)] gLLAQbecdeffaarwarf SFS[D(2,1)(2,1)] gLLAQbecdeffaansmrb SFS[D(2,1)(2,1)] gLLAQbecdeffaasfmrb SFS[D(3,1)(2,1)] gLLAQbecdeffaavrlnk SFS[D(3,1)(2,1)] gLLAQbecdeffaavrlvj SFS[D(2,1)(2,1)] gLLAQbecdeffdpvrtkb SFS[D(2,1)(2,1)] gLLAQbecdeffdqvrdrb SFS[D(2,1)(2,1)] gLLAQbecdeffdqvrdgr SFS[D(4,1)(2,1)] gLLAQbecdeffdqvrdgk SFS[D(5,2)(2,1)] gLLAQbecdeffdqvrdbw SFS[D(4,1)(2,1)] gLLAQbecdeffdqvrdbj SFS[D(5,2)(2,1)] gLLAQbecdeffdavrikf reducible gLLAQbecdeffapwspff SFS[D(3,1)(2,1)] gLLAQbecdeffapsspff SFS[D(3,1)(2,1)] gLLAQbecdeffdlofdnf SFS[D(2,1)(2,1)] gLLAQbecdeffapnfpff SFS[D(2,1)(2,1)] gLLAQbecdeffdqvrtkf SFS[D(2,1)(2,1)] gLLAQbecdeffdavrdww SFS[D(2,1)(2,1)] gLLAQbecdeffmlovxsv reducible gLLAQbecdeffapoflsf reducible gLLAQbecdeffmtovdrv reducible gLLAQbecdeffauofhnf reducible gLLAQbecdeffpaovubv T2xI gLLAQbecdeffpaovdrv SFS[D(2,1)(2,1)] gLLAQbecdeffeanvenv SFS[D(2,1)(2,1)] gLLAQbecdeffpaskdrv SFS[D(4,1)(2,1)] gLLAQbecdeffpawkdrv SFS[D(5,2)(2,1)] gLLAQbecdeffeaskenv SFS[D(3,1)(2,1)] gLLAQbecdeffeawkenv SFS[D(3,1)(2,1)] gLLAQbedceffalfbpbr SFS[D(4,1)(2,1)] gLLAQbedceffalfbpbn SFS[D(5,2)(2,1)] gLLAQbedceffaufbuon SFS[D(2,1)(2,1)] gLLAQbecdeffmawsmof SFS[D(5,2)(2,1)] gLLAQbecdeffmassmof SFS[D(4,1)(2,1)] gLLAQbecdefflawstrf SFS[D(3,1)(2,1)] gLLAQbecdefflasstrf SFS[D(3,1)(2,1)] gLLAQbecdefflanftrf SFS[D(2,1)(2,1)] gLLAQbecdeffpaofhnf SFS[D(2,1)(2,1)] gLLAQbedceffalfblor SFS[D(5,2)(2,1)] gLLAQbedceffalfblon SFS[D(4,1)(2,1)] gLLAQbedceffamfbibr SFS[D(2,1)(2,1)] gLLAQbecdeffpaofqkf T2xI gLLAQbedceffamfblov reducible gLLAQbecdefflaovlov SFS[D(2,1)(2,1)] gLLAQbecdeffhaovprv SFS[D(2,1)(2,1)] gLLAQbecdeffhaskprv SFS[D(4,1)(2,1)] gLLAQbecdeffhawkprv SFS[D(5,2)(2,1)] gLLAQbedceffaxrblnj SFS[D(4,1)(2,1)] gLLAQbedceffaxrblnw SFS[D(5,2)(2,1)] gLLAQbecdeffaawslrf SFS[D(3,1)(2,1)] gLLAQbecdeffaasslrf SFS[D(3,1)(2,1)] gLLAQbecdeffxaofxof SFS[D(2,1)(2,1)] gLLAQbecdeffaanflrf SFS[D(2,1)(2,1)] gLLAQbecdeffdaofpnf SFS[D(2,1)(2,1)] gLLAQbedceffaajnlrf SFS[D(2,1)(2,1)] gLLAQbedceffaarbxgb reducible gLLAQbecdeffmxovmsv reducible gLLAQbecdeffxxovmsv SFS[D(3,1)(2,1)] gLLAQbecdeffexovmsv SFS[D(3,1)(2,1)] gLLAQbecdeffahovprv reducible gLLAQbecdeffahrvprv SFS[D(3,1)(2,1)] gLLAQbecdeffahnvprv SFS[D(3,1)(2,1)] gLLAQbecdeffdqovhvv SFS[D(3,1)(2,1)] gLLAQbecdeffahskprv SFS[D(2,1)(2,1)] gLLAQbedceffahcjprv SFS[D(2,1)(2,1)] gLLAQbecdeffhhwslrf SFS[D(7,2)(2,1)] gLLAQbecdeffhhsslrf SFS[D(5,1)(2,1)] gLLAQbecdeffaxofasf reducible gLLAQbecdefftxofasf SFS[D(3,1)(2,1)] gLLAQbecdefflxofasf SFS[D(3,1)(2,1)] gLLAQbecdeffhhoflrf SFS[D(3,1)(2,1)] gLLAQbecdeffhhnflrf reducible gLLAQbecdeffhhrflrf SFS[D(3,1)(2,1)] gLLAQbecdeffmqofpnf reducible gLLAQbedceffhhjnlrf SFS[D(8,3)(2,1)] gLLAQbedceffhhjjlrf SFS[D(7,3)(2,1)] gLLAQbedceffxxrbawb SFS[D(2,1)(2,1)] gLLAQbecdeffaivoiob reducible gLLAQbecdeffelvoejb reducible gLLAQbecdeffduvodkb reducible gLLAQbedceffamgbagb reducible gLLAQbecdeffaivgmgf reducible gLLAQbecdefflmvotfb reducible gLLAQbedceffdpobmgf reducible gLLAQbecdeffmlofxwb reducible gLLAQbecdefftivotfb reducible gLLAQbecdefflivotfb reducible gLLAQbecdeffaivotfb reducible gLLAQbedceffdtgbioc reducible gLLAQbecdeffmtofdkb reducible gLLAQbecdeffaavoiob reducible gLLAQbecdeffeavounb reducible gLLAQbecdeffdavoqrb reducible gLLAQbecdefflavotfb reducible gLLAQbecdefflavktfb reducible gLLAQbecdeffpaofdkb SFS[D(2,1)(2,1)] gLLAQbecdeffxaosaof reducible gLLAQbecdeffdaosenf reducible gLLAQbecdeffdavgenf reducible gLLAQbedceffaugbpnf reducible gLLAQbedceffaugbpsc reducible gLLAQbecdeffaavgmgf reducible gLLAQbecdeffeavghjf reducible gLLAQbecdeffdavgtkf reducible gLLAQbedceffaugbioc SFS[D(2,1)(2,1)] gLLAQbecdeffmaoniob reducible gLLAQbedceffaagbqrb reducible gLLAQbecdeffpavsunb reducible gLLAQbecdeffpawsunb SFS[A(3,1)] gLLAQbecdeffpassunb SFS[A(3,1)] gLLAQbecdeffpaofunb T2xI gLLAQbecdeffpanfunb SFS[A(2,1)] gLLAQbecdeffparfunb T2xI gLLAQbecdeffmaowiob reducible gLLAQbedceffaegbdwc T2xI gLLAQbedceffaegbdww SFS[A(2,1)] gLLAQbedceffaegbdwj T2xI gLLAQbedceffxxgbxwb reducible gLLAQbecdeffaxosxsf reducible gLLAQbecdefftxosxsf reducible gLLAQbecdefflxosxsf reducible gLLAQbecdeffhhosdrf reducible gLLAQbecdeffmqosenf reducible gLLAQbecdeffamvoiob reducible gLLAQbecdeffdpvotfb reducible gLLAQbecdeffetvohbb reducible gLLAQbecdeffamvgmgf reducible gLLAQbecdeffapvgqff reducible gLLAQbedceffaigbagb reducible gLLAQbedceffaenbenf reducible gLLAQbecdeffhivkpkb SFS[D(2,1)(2,1)] gLLAQbecdeffmlvoebv SFS[D(3,1)(2,1)] gLLAQbecdeffleofqnb SFS[D(3,1)(2,1)] gLLAQbecdeffhdofirb SFS[D(3,1)(2,1)] gLLAQbecdeffmdofqnb reducible gLLAQbecdeffmxvodjv SFS[D(2,1)(2,1)] gLLAQbecdeffmdvoqkv reducible gLLAQbecdeffepofewb SFS[D(3,1)(2,1)] gLLAQbecdeffdiofdsb SFS[D(3,1)(2,1)] gLLAQbecdeffmqvoqkv SFS[D(3,1)(2,1)] gLLAQbecdeffaxvsdsb reducible gLLAQbecdeffaxwsdsb reducible gLLAQbecdeffaxssdsb reducible gLLAQbecdeffaxnfdsb reducible gLLAQbecdeffxavoufr reducible gLLAQbecdeffxxsgewf reducible gLLAQbecdeffxxvodsn reducible gLLAQbecdeffxxvodjw reducible gLLAQbecdeffxxnbewf reducible gLLAQbecdeffaivoqob reducible gLLAQbecdeffaposdsf reducible gLLAQbecdefflavolvo SFS[D(2,1)(2,1)] gLLAQbecdeffauosqnf reducible gLLAQbecdefflavoufv reducible gLLAQbecdefflavouno reducible gLLAQbecdeffdpoftgb SFS[D(2,1)(2,1)] gLLAQbecdefflxvodfv SFS[D(2,1)(2,1)] gLLAQbecdeffdpvctgb SFS[D(2,1)(2,1)] gLLAQbecdeffaavoqob reducible gLLAQbecdeffahvoujb reducible gLLAQbecdeffapvopwb reducible gLLAQbecdeffaevoijb reducible gLLAQbecdeffalvohob reducible gLLAQbecdeffaasgtgf reducible gLLAQbecdeffaavouon reducible gLLAQbecdeffaavoufw reducible gLLAQbecdeffaanbtgf reducible gLLAQbecdeffaxvodob reducible gLLAQbecdeffaxvodoj reducible gLLAQbecdeffaxvodon reducible gLLAQbecdeffaxvodfw reducible gLLAQbecdeffaxvodjr reducible gLLAQbecdeffaxovtvb reducible gLLAQbecdeffhlvoujb reducible gLLAQbecdeffhtvoujb reducible gLLAQbecdeffhhovafb reducible gLLAQbecdeffhhrvafb SFS[D(3,1)(3,1)] gLLAQbecdeffhhnvafb SFS[D(3,1)(3,2)] gLLAQbecdeffhivopwb reducible gLLAQbecdeffhhskafb SFS[D(3,1)(2,1)] gLLAQbecdeffhhvoavr SFS[D(3,1)(2,1)] gLLAQbecdeffapvopkb reducible gLLAQbecdeffapvkpkb reducible gLLAQbecdeffamvoqob reducible gLLAQbecdeffdpvotrv SFS[D(2,1)(2,1)] gLLAQbecdeffdqvodfv SFS[D(2,1)(2,1)] gLLAQbecdeffdpvotvo SFS[D(2,1)(2,1)] gLLAQbecdeffpavouvb reducible gLLAQbecdeffalvvlff T2xI gLLAQbecdeffaeosmkf reducible gLLAQbecdeffaersmkf reducible gLLAQbecdeffaensmkf reducible gLLAQbecdeffaesfmkf reducible gLLAQbecdeffmavgpvj reducible gLLAQbecdeffalosisf reducible gLLAQbecdeffxxvgpcc SFS[D(2,1)(2,1)] gLLAQbecdeffxxvgewf reducible gLLAQbecdeffxavgpvc SFS[D(2,1)(2,1)] gLLAQbecdeffxavgtwf reducible gLLAQbecdeffaivouob reducible gLLAQbecdeffeavguvc SFS[D(2,1)(2,1)] gLLAQbecdeffaivghgf reducible gLLAQbecdeffelvgabf reducible gLLAQbecdeffduvgeff reducible gLLAQbecdefflmvgxrf reducible gLLAQbecdefflavgtrb reducible gLLAQbecdefflavgtjc reducible gLLAQbecdefflivgtjc reducible gLLAQbecdefflmvgtjc reducible gLLAQbecdefflivgxrf reducible gLLAQbecdeffaivfxrf reducible gLLAQbecdeffaasouob reducible gLLAQbecdeffaavgtgr reducible gLLAQbecdeffaivgtgf reducible gLLAQbecdeffamvgtgf reducible gLLAQbecdeffauvgqnf reducible gLLAQbecdeffapvgdsf reducible gLLAQbecdeffaavgtrj reducible gLLAQbecdeffaanjuob reducible gLLAQbecdeffaevghbf reducible gLLAQbecdeffaavgirf reducible gLLAQbecdeffalvglgf reducible gLLAQbecdeffaavgijb reducible gLLAQbecdeffamvgmcb SFS[D(2,1)(2,1)] gLLAQbecdeffahvgejb SFS[D(2,1)(2,1)] gLLAQbecdeffamvgmjc SFS[D(2,1)(2,1)] gLLAQbecdeffaivgxrf reducible gLLAQbecdeffaxvgegf reducible gLLAQbecdeffaavghgf reducible gLLAQbecdeffaxvgicc SFS[D(2,1)(2,1)] gLLAQbecdeffahvgtbf reducible gLLAQbecdeffapvgqvf reducible gLLAQbecdeffapvgqcb reducible gLLAQbecdeffapvgqsb reducible gLLAQbecdeffahvgtcc reducible gLLAQbecdeffapvgqjc reducible gLLAQbecdeffapvgqnc reducible gLLAQbecdeffhhvgtgf reducible gLLAQbecdeffhhvgtnc reducible gLLAQbecdeffhhvgijb SFS[D(2,1)(2,1)] gLLAQbecdeffhdvgmcb reducible gLLAQbecdeffhhvgmcb SFS[D(3,1)(2,1)] gLLAQbecdeffexofmwb SFS[D(3,1)(2,1)] gLLAQbecdeffahofpkb reducible gLLAQbecdeffdqofhsb SFS[D(3,1)(2,1)] gLLAQbecdeffahoninb reducible gLLAQbecdeffexondbb reducible gLLAQbecdeffdqonafb reducible gLLAQbecdeffhhvgdof reducible gLLAQbecdeffhivgqvf reducible gLLAQbecdeffhivgqcb SFS[D(2,1)(2,1)] gLLAQbecdeffhivgqsb SFS[D(2,1)(2,1)] gLLAQbecdeffahowinb reducible gLLAQbecdeffexowdbb reducible gLLAQbecdeffdqowafb reducible gLLAQbecdeffhhvgdwc reducible gLLAQbecdeffhivgqjc reducible gLLAQbecdeffamvouob reducible gLLAQbecdeffamvghgf reducible gLLAQbecdeffdpvgxrf reducible gLLAQbecdeffalvshsb reducible gLLAQbecdeffalwshsb reducible gLLAQbecdeffalsshsb reducible gLLAQbecdeffalnfhsb reducible gLLAQbecdeffpavgtoj reducible gLLAQbecdeffaxvvxcc T2xI gLLAQbecdeffxxvcxcc T2xI gLLAQbecdeffeavcqrc reducible gLLAQbecdeffeivcqrc reducible gLLAQbecdeffemvcqrc reducible gLLAQbecdefflavclvc SFS[D(2,1)(2,1)] gLLAQbecdeffapvcdbc SFS[D(2,1)(2,1)] gLLAQbecdeffamvcibc reducible gLLAQbecdeffamvcinc reducible gLLAQbecdeffahvchvc reducible gLLAQbecdeffaxvcacc T2xI gLLAQbecdeffaavcqnc reducible gLLAQbecdeffhdvcibc reducible gLLAQbecdeffhhvcibc reducible gLLAQbecdeffexojeco reducible gLLAQbecdeffahojhso reducible gLLAQbecdeffdqojdbo reducible gLLAQbecdeffhhvcavc reducible gLLAQbecdeffpavcpgb T2xI gLLAQbecdeffmpojxco reducible gLLAQbecdeffmdojuoo reducible gLLAQbecdefftxortgo reducible gLLAQbecdeffexofpkc reducible gLLAQbecdefftxokdcc reducible gLLAQbedceffdlcbdso SFS[D(2,1)(2,1)] gLLAQbecdeffmaoviro reducible gLLAQbedceffaecbdcb T2xI gLLAQbecdeffeaorewo reducible gLLAQbecdeffeaokuvc reducible gLLAQbecdefftaofinc reducible gLLAQbedcefflucbdso SFS[D(2,1)(2,1)] gLLAQbecdeffaersqwc SFS[D(4,1)(2,1)] gLLAQbecdeffaensqwc SFS[D(5,2)(2,1)] gLLAQbecdeffaesfqwc SFS[D(5,2)(2,1)] gLLAQbecdeffaewfqwc SFS[D(4,1)(2,1)] gLLAQbedceffaxrnicc SFS[D(4,1)(2,1)] gLLAQbedceffaxrjicc SFS[D(5,2)(2,1)] gLLAQbecdeffaxnbicc SFS[D(4,1)(2,1)] gLLAQbecdeffaxrbicc SFS[D(5,2)(2,1)] gLLAQbecdeffxxvsmcc SFS[D(2,1)(2,1)] gLLAQbecdeffxxnfmcc SFS[D(4,1)(2,1)] gLLAQbecdeffxxrfmcc SFS[D(5,2)(2,1)] gLLAQbedceffhhobmnj SFS[D(4,1)(2,1)] gLLAQbedceffhhobmnw SFS[D(5,2)(2,1)] gLLAQbecdeffmlojmco reducible gLLAQbedceffaucbioo reducible gLLAQbecdeffmtojpso reducible gLLAQbedceffapcbhbo reducible gLLAQbecdeffeiofqrc SFS[D(2,1)(2,1)] gLLAQbecdeffhaovioo reducible gLLAQbecdeffharvioo SFS[D(3,1)(2,1)] gLLAQbecdeffhanvioo SFS[D(3,1)(2,1)] gLLAQbecdefflaovuno reducible gLLAQbecdeffhaskioo SFS[D(2,1)(2,1)] gLLAQbedceffaxobdcj SFS[D(2,1)(2,1)] gLLAQbedceffaeobqwc SFS[D(2,1)(2,1)] gLLAQbecdeffaaojlvo reducible gLLAQbedceffaacblvo reducible gLLAQbedceffahobmnj SFS[D(4,1)(2,1)] gLLAQbedceffahobmnn SFS[D(5,2)(2,1)] gLLAQbecdeffxanbpvc SFS[D(4,1)(2,1)] gLLAQbecdeffxarbpvc SFS[D(5,2)(2,1)] gLLAQbecdeffahovioo reducible gLLAQbecdeffahrvioo reducible gLLAQbecdeffahnvioo reducible gLLAQbecdeffexovdko reducible gLLAQbecdeffdqovago reducible gLLAQbecdeffxxovdko reducible gLLAQbecdeffmxovdko reducible gLLAQbecdeffahskioo reducible gLLAQbedceffahcjioo reducible gLLAQbecdeffhhvsunc reducible gLLAQbecdeffhhwsunc SFS[D(3,1)(2,1)] gLLAQbecdeffhhssunc SFS[D(3,1)(2,1)] gLLAQbecdeffhhnfunc SFS[D(2,1)(2,1)] gLLAQbedceffhhjnunc SFS[D(2,1)(2,1)] gLLAQbecdefftpofhbc SFS[D(2,1)(2,1)] gLLAQbecdeffalrvlbv SFS[D(3,1)(2,1)] gLLAQbecdeffalnvlbv SFS[D(3,1)(2,1)] gLLAQbecdeffepovekv SFS[D(3,1)(2,1)] gLLAQbecdeffdiovdgv SFS[D(3,1)(2,1)] gLLAQbecdeffxpovekv SFS[D(3,1)(2,1)] gLLAQbecdeffmpovekv reducible gLLAQbecdeffalsklbv SFS[D(2,1)(2,1)] gLLAQbedceffalcjlbv SFS[D(2,1)(2,1)] gLLAQbecdeffmdovqsv reducible gLLAQbecdeffteovqsv SFS[D(3,1)(2,1)] gLLAQbecdeffleovqsv SFS[D(3,1)(2,1)] gLLAQbecdeffhdovivv SFS[D(3,1)(2,1)] gLLAQbecdeffhdrvivv SFS[D(3,1)(2,1)] gLLAQbecdeffhdnvivv reducible gLLAQbecdeffhdvkivv SFS[D(2,1)(2,1)] gLLAQbecdeffhdskivv SFS[D(5,1)(2,1)] gLLAQbecdeffhdwkivv SFS[D(7,2)(2,1)] gLLAQbedceffhdcjivv SFS[D(7,3)(2,1)] gLLAQbedceffhdcnivv SFS[D(8,3)(2,1)] gLLAQbecdeffaessusf SFS[D(2,1)(2,1)] gLLAQbecdeffaeofusf reducible gLLAQbecdeffaenfusf SFS[D(3,1)(2,1)] gLLAQbecdeffaerfusf SFS[D(3,1)(2,1)] gLLAQbecdeffddofqvf SFS[D(3,1)(2,1)] gLLAQbecdeffedofusf SFS[D(3,1)(2,1)] gLLAQbedceffmdkbusf T2xI gLLAQbecdeffmdvrusf T2xI gLLAQbecdeffxdofusf SFS[D(3,1)(2,1)] gLLAQbedceffaejjusf SFS[D(2,1)(2,1)] gLLAQbedceffmqkbikf SFS[D(2,1)(2,1)] gLLAQbecdeffhiwspgf SFS[D(7,2)(2,1)] gLLAQbecdeffhisspgf SFS[D(5,1)(2,1)] gLLAQbedceffmpkbxkf T2xI gLLAQbecdeffmpvrxkf T2xI gLLAQbecdeffhiofpgf SFS[D(3,1)(2,1)] gLLAQbecdeffhinfpgf reducible gLLAQbecdeffhirfpgf SFS[D(3,1)(2,1)] gLLAQbecdefftloftbf SFS[D(3,1)(2,1)] gLLAQbecdeffaloftbf reducible gLLAQbecdefflloftbf SFS[D(3,1)(2,1)] gLLAQbedceffhijnpgf SFS[D(8,3)(2,1)] gLLAQbedceffhijjpgf SFS[D(7,3)(2,1)] gLLAQbecdeffliovtnv SFS[D(2,1)(2,1)] gLLAQbecdeffhuovlbv SFS[D(2,1)(2,1)] gLLAQbecdeffhusklbv SFS[D(4,1)(2,1)] gLLAQbecdeffhuwklbv SFS[D(5,2)(2,1)] gLLAQbedceffdqkbdbw SFS[D(4,1)(2,1)] gLLAQbedceffdqkbdbj SFS[D(5,2)(2,1)] gLLAQbecdeffapwspgf SFS[D(3,1)(2,1)] gLLAQbecdeffapsspgf SFS[D(3,1)(2,1)] gLLAQbecdeffapnfpgf SFS[D(2,1)(2,1)] gLLAQbecdeffdlofdof SFS[D(2,1)(2,1)] gLLAQbecdeffxmoferf SFS[D(2,1)(2,1)] gLLAQbedceffapjnpgf SFS[D(2,1)(2,1)] gLLAQbedceffairbdjb reducible gLLAQbedceffaafbtnv reducible gLLAQbedceffaagjanf SFS[D(3,1)(2,1)] gLLAQbedceffaagnanf SFS[D(3,1)(2,1)] gLLAQbecdeffaawranf SFS[D(2,1)(2,1)] gLLAQbecdeffaarwanf SFS[D(2,1)(2,1)] gLLAQbecdeffaansmsb SFS[D(2,1)(2,1)] gLLAQbecdeffaavfmsb reducible gLLAQbecdeffaasfmsb SFS[D(3,1)(2,1)] gLLAQbecdeffaawfmsb SFS[D(3,1)(2,1)] gLLAQbedceffaakblvj SFS[D(2,1)(2,1)] gLLAQbecdeffamnvivv SFS[D(2,1)(2,1)] gLLAQbecdeffdpovtnv SFS[D(2,1)(2,1)] gLLAQbecdeffxtovhov SFS[D(2,1)(2,1)] gLLAQbecdeffamvkivv reducible gLLAQbecdeffamskivv SFS[D(3,1)(2,1)] gLLAQbecdeffamwkivv SFS[D(3,1)(2,1)] gLLAQbedceffamcnivv SFS[D(2,1)(2,1)] gLLAQbecdeffhtwsusf SFS[D(5,2)(2,1)] gLLAQbecdeffhtssusf SFS[D(4,1)(2,1)] gLLAQbecdeffluofdof SFS[D(2,1)(2,1)] gLLAQbecdeffhtofusf SFS[D(2,1)(2,1)] gLLAQbedceffhtjnusf SFS[D(5,2)(2,1)] gLLAQbedceffhtjjusf SFS[D(4,1)(2,1)] gLLAQbecdeffeavkenv reducible gLLAQbecdeffaanvqvv SFS[D(2,1)(2,1)] gLLAQbecdeffamvkqkb SFS[D(2,1)(2,1)] gLLAQbecdeffahvkdfb SFS[D(2,1)(2,1)] gLLAQbecdeffaavkqvv reducible gLLAQbecdeffaaskqvv SFS[D(3,1)(2,1)] gLLAQbecdeffaavkqvs SFS[D(3,1)(2,1)] gLLAQbecdeffaavkqnn SFS[D(2,1)(2,1)] gLLAQbecdeffamvkifv reducible gLLAQbecdeffahvkqvj SFS[D(5,2)(2,1)] gLLAQbecdeffahvkqvn SFS[D(4,1)(2,1)] gLLAQbecdeffahvkqkv SFS[D(2,1)(2,1)] gLLAQbecdeffapvkdfv SFS[D(2,1)(2,1)] gLLAQbecdeffahvkqcr SFS[D(5,2)(2,1)] gLLAQbecdeffahvkqcn SFS[D(4,1)(2,1)] gLLAQbecdeffhdvkqkb reducible gLLAQbecdeffhhovqvv SFS[D(3,1)(2,1)] gLLAQbecdeffhhrvqvv SFS[D(3,1)(2,1)] gLLAQbecdeffhhnvqvv reducible gLLAQbecdeffhpvkqkb SFS[D(3,1)(2,1)] gLLAQbecdeffaxovpgv reducible gLLAQbecdeffhuvktrb SFS[D(3,1)(2,1)] gLLAQbecdeffhhvkqvv SFS[D(2,1)(2,1)] gLLAQbecdeffhhskqvv SFS[D(5,1)(2,1)] gLLAQbecdeffhhvkqvs SFS[D(7,2)(2,1)] gLLAQbecdeffhhvkqnr SFS[D(7,3)(2,1)] gLLAQbecdeffhhvkqnn SFS[D(8,3)(2,1)] gLLAQbecdeffhdvkifv SFS[D(2,1)(2,1)] gLLAQbecdeffahssqsf SFS[D(2,1)(2,1)] gLLAQbecdeffahofqsf reducible gLLAQbecdeffahnfqsf SFS[D(3,1)(2,1)] gLLAQbecdeffahrfqsf SFS[D(3,1)(2,1)] gLLAQbecdeffexofpcf SFS[D(3,1)(2,1)] gLLAQbecdeffdqoflbf SFS[D(3,1)(2,1)] gLLAQbecdeffhhvktrv SFS[D(3,1)(2,1)] gLLAQbecdeffhivkdfv reducible gLLAQbecdeffhavkqcn SFS[D(2,1)(2,1)] gLLAQbecdeffmtovisv reducible gLLAQbecdeffauofisf reducible gLLAQbecdefflevfhbf reducible gLLAQbecdeffapofhgf reducible gLLAQbecdeffaivftfr SFS[D(2,1)(2,1)] gLLAQbecdeffaevfqrf SFS[D(2,1)(2,1)] gLLAQbecdeffaivftsb reducible gLLAQbecdeffaivftsj SFS[D(3,1)(2,1)] gLLAQbecdeffaivftsn SFS[D(3,1)(2,1)] gLLAQbecdeffaevfqgj SFS[D(4,1)(2,1)] gLLAQbecdeffaevfqgn SFS[D(5,2)(2,1)] gLLAQbecdeffaivftjw SFS[D(2,1)(2,1)] gLLAQbecdeffaevfqwj SFS[D(4,1)(2,1)] gLLAQbecdeffaevfqww SFS[D(5,2)(2,1)] gLLAQbecdeffalvflvf T2xI gLLAQbecdeffaavfmrb reducible gLLAQbecdeffaevfejb T2xI gLLAQbecdeffapvfifb reducible gLLAQbecdeffaevftsk SFS[D(5,2)(2,1)] gLLAQbecdeffaevftsr SFS[D(4,1)(2,1)] gLLAQbecdeffapvfqgk SFS[D(3,1)(2,1)] gLLAQbecdeffapvfqgr SFS[D(3,1)(2,1)] gLLAQbecdeffalvfqrb SFS[D(2,1)(2,1)] gLLAQbecdeffapvfqrj SFS[D(2,1)(2,1)] gLLAQbecdeffaevftoj SFS[D(5,2)(2,1)] gLLAQbecdeffaevftow SFS[D(4,1)(2,1)] gLLAQbecdeffapvfqbj SFS[D(2,1)(2,1)] gLLAQbecdeffaxvwljb SFS[D(2,1)(2,1)] gLLAQbecdeffxxvsdob reducible gLLAQbecdeffeavsuvb reducible gLLAQbecdeffelvsefb reducible gLLAQbecdeffetvshgb reducible gLLAQbecdeffeavsqvb reducible gLLAQbecdeffapvvxbf SFS[D(2,1)(2,1)] gLLAQbecdeffaivsqsb reducible gLLAQbecdeffaiwsqsb SFS[D(3,1)(3,1)] gLLAQbecdeffaissqsb SFS[D(3,1)(3,2)] gLLAQbecdeffainfqsb SFS[D(3,1)(2,1)] gLLAQbecdeffeavsikw SFS[D(3,1)(2,1)] gLLAQbecdefftivstjb reducible gLLAQbecdeffauostsf reducible gLLAQbecdefftavsusb reducible gLLAQbecdefflmvstjb reducible gLLAQbecdefflivstjb reducible gLLAQbecdefflavstjb reducible gLLAQbecdefflavstrf reducible gLLAQbecdeffaposqgf reducible gLLAQbecdefflavsusb reducible gLLAQbecdeffapvfqgf reducible gLLAQbecdeffapvvqgf reducible gLLAQbecdefflivsujc reducible gLLAQbecdefflmvsujc reducible gLLAQbecdeffaivstjb reducible gLLAQbecdeffaavsisb reducible gLLAQbecdeffaavsisn SFS[D(3,1)(3,1)] gLLAQbecdeffaavsisj SFS[D(3,1)(3,2)] gLLAQbecdeffaivsisb reducible gLLAQbecdeffaivsisn reducible gLLAQbecdeffaivsisj reducible gLLAQbecdeffamvsisb reducible gLLAQbecdeffamvsisn SFS[D(3,1)(3,2)] gLLAQbecdeffamvsisj SFS[D(3,1)(3,1)] gLLAQbecdeffaarrtbb SFS[D(3,1)(2,1)] gLLAQbecdeffaivsifr reducible gLLAQbecdeffamvsifr SFS[D(3,1)(2,1)] gLLAQbecdeffaavsijw SFS[D(3,1)(2,1)] gLLAQbecdeffaivsijw reducible gLLAQbecdeffamvsijw SFS[D(3,1)(2,1)] gLLAQbecdeffaxvslcc SFS[D(2,1)(2,1)] gLLAQbecdeffahvsufb reducible gLLAQbecdeffauvsunn SFS[D(3,1)(2,1)] gLLAQbecdeffauvsunj SFS[D(3,1)(2,1)] gLLAQbecdeffaavsagn SFS[D(3,1)(2,1)] gLLAQbecdeffaavsagj SFS[D(3,1)(2,1)] gLLAQbecdeffapvsprb reducible gLLAQbecdeffapvsprn reducible gLLAQbecdeffapvsprj reducible gLLAQbecdeffapvspsn reducible gLLAQbecdeffapvspsj reducible gLLAQbecdeffapvspcn reducible gLLAQbecdeffapvspcj reducible gLLAQbecdeffauvsukr SFS[D(2,1)(2,1)] gLLAQbecdeffaavsarr SFS[D(2,1)(2,1)] gLLAQbecdeffapvspvr reducible gLLAQbecdeffapvspvk reducible gLLAQbecdeffapvspgf reducible gLLAQbecdeffapvspgr reducible gLLAQbecdeffapvspgk reducible gLLAQbecdeffapvspff reducible gLLAQbecdeffapvspfr reducible gLLAQbecdeffapvspfk reducible gLLAQbecdeffahvsucc reducible gLLAQbecdeffauvsucw SFS[D(2,1)(2,1)] gLLAQbecdeffaarwajb SFS[D(2,1)(2,1)] gLLAQbecdeffapvspjc reducible gLLAQbecdeffapvspjw reducible gLLAQbecdeffapvspjj reducible gLLAQbecdeffapvspbw reducible gLLAQbecdeffapvspbj reducible gLLAQbecdeffapvspnc reducible gLLAQbecdeffapvspnw reducible gLLAQbecdeffapvspnj reducible gLLAQbecdeffaavsusn reducible gLLAQbecdeffaavsusj reducible gLLAQbecdeffaivsusb reducible gLLAQbecdeffaivsusn SFS[D(3,1)(3,2)] gLLAQbecdeffaivsusj SFS[D(3,1)(3,1)] gLLAQbecdeffamvsusb reducible gLLAQbecdeffamvsusn SFS[D(3,1)(3,1)] gLLAQbecdeffamvsusj SFS[D(3,1)(3,2)] gLLAQbecdeffaarkdnf reducible gLLAQbecdeffaivsufr SFS[D(3,1)(2,1)] gLLAQbecdeffamvsufr SFS[D(3,1)(2,1)] gLLAQbecdeffaavsujw reducible gLLAQbecdeffaivsujw SFS[D(3,1)(2,1)] gLLAQbecdeffamvsujw SFS[D(3,1)(2,1)] gLLAQbecdeffaevsifb reducible gLLAQbecdeffaavsljb reducible gLLAQbecdeffaavslrf reducible gLLAQbecdeffaavsqsb reducible gLLAQbecdeffaavsqsn SFS[D(3,1)(3,2)] gLLAQbecdeffaassqsb SFS[D(3,1)(3,1)] gLLAQbecdeffaivsqsn SFS[D(3,1)(3,1)] gLLAQbecdeffaivsqsj SFS[D(3,1)(3,2)] gLLAQbecdeffamvsqsn toroidal gLLAQbecdeffamvsqsj toroidal gLLAQbecdeffaanfqsb SFS[D(3,1)(2,1)] gLLAQbecdeffaivsqfr SFS[D(3,1)(2,1)] gLLAQbecdeffamvsqff SFS[D(2,1)(2,1)] gLLAQbecdeffamvsqfr toroidal gLLAQbecdeffamvsqfk SFS[D(2,1)(2,1)] gLLAQbecdeffahvsdrf SFS[D(2,1)(2,1)] gLLAQbecdeffaavsqjw SFS[D(3,1)(2,1)] gLLAQbecdeffaivsqjw SFS[D(3,1)(2,1)] gLLAQbecdeffamvsqjc SFS[D(2,1)(2,1)] gLLAQbecdeffamvsqjw toroidal gLLAQbecdeffamvsqjj SFS[D(2,1)(2,1)] gLLAQbecdeffaxontnb reducible gLLAQbecdeffhlvsufb reducible gLLAQbecdeffhtvsufb reducible gLLAQbecdeffhhonajb reducible gLLAQbecdeffhivsprb reducible gLLAQbecdeffhivspgf SFS[D(2,1)(2,1)] gLLAQbecdeffhivspff SFS[D(2,1)(2,1)] gLLAQbecdeffaxowtnb reducible gLLAQbecdeffhlvsucc reducible gLLAQbecdeffhtvsucc reducible gLLAQbecdeffhhowajb reducible gLLAQbecdeffhivspjc reducible gLLAQbecdeffhhvsusb reducible gLLAQbecdeffhhvslrf SFS[D(2,1)(2,1)] gLLAQbecdeffhdvsqff reducible gLLAQbecdeffhhofqsb SFS[D(3,1)(2,1)] gLLAQbecdeffhpvsqff SFS[D(3,1)(2,1)] gLLAQbecdeffaxofpcb reducible gLLAQbecdeffhuvstkf SFS[D(3,1)(2,1)] gLLAQbecdeffdavsqwb reducible gLLAQbecdeffdpvstjb reducible gLLAQbecdeffduvsdcb reducible gLLAQbecdeffamvsqsb reducible gLLAQbecdeffamwsqsb reducible gLLAQbecdeffamssqsb reducible gLLAQbecdeffamnfqsb reducible gLLAQbecdeffdavsugw reducible gLLAQbecdeffdavsiwb reducible gLLAQbecdeffapvspcb reducible gLLAQbecdeffapwspcb SFS[D(3,1)(2,1)] gLLAQbecdeffapsspcb SFS[D(3,1)(2,1)] gLLAQbecdeffapnfpcb SFS[D(2,1)(2,1)] gLLAQbecdeffdavsdww SFS[D(2,1)(2,1)] gLLAQbecdeffhivkpob SFS[D(2,1)(2,1)] gLLAQbecdeffmdofqwb reducible gLLAQbecdeffteofqwb SFS[D(3,1)(2,1)] gLLAQbecdeffleofqwb SFS[D(3,1)(2,1)] gLLAQbecdeffhdofisb SFS[D(3,1)(2,1)] gLLAQbedceffmxbbdjv SFS[D(2,1)(2,1)] gLLAQbecdeffepofefb SFS[D(3,1)(2,1)] gLLAQbecdeffdiofdcb SFS[D(3,1)(2,1)] gLLAQbecdeffxpofefb SFS[D(3,1)(2,1)] gLLAQbecdeffmpofefb reducible gLLAQbedceffambbabb reducible gLLAQbecdeffaiwsisb reducible gLLAQbecdeffaissisb reducible gLLAQbecdeffelwsefb SFS[D(3,1)(3,2)] gLLAQbecdeffelssefb SFS[D(3,1)(3,1)] gLLAQbecdeffduwsdcb SFS[D(3,1)(3,1)] gLLAQbecdeffdussdcb SFS[D(3,1)(3,2)] gLLAQbecdeffainfisb reducible gLLAQbecdeffelnfefb SFS[D(3,1)(2,1)] gLLAQbecdeffdunfdcb SFS[D(3,1)(2,1)] gLLAQbedceffaijnisb reducible gLLAQbedceffeljnefb SFS[D(3,1)(2,1)] gLLAQbedceffdujndcb SFS[D(3,1)(2,1)] gLLAQbecdefflmwstjb SFS[D(3,1)(2,1)] gLLAQbecdefflmsstjb SFS[D(3,1)(2,1)] gLLAQbecdefflmnftjb SFS[D(2,1)(2,1)] gLLAQbedceffetbbhvr SFS[D(2,1)(2,1)] gLLAQbecdeffamvwqwb SFS[D(2,1)(2,1)] gLLAQbecdeffapvkpob reducible gLLAQbecdeffapvwpob reducible gLLAQbecdefftiwstjb SFS[D(3,1)(2,1)] gLLAQbecdefftisstjb SFS[D(3,1)(2,1)] gLLAQbecdeffliwstjb toroidal gLLAQbecdefflisstjb toroidal gLLAQbecdeffaiwstjb SFS[D(3,1)(2,1)] gLLAQbecdeffaisstjb SFS[D(3,1)(2,1)] gLLAQbecdefftinftjb SFS[D(2,1)(2,1)] gLLAQbecdefflioftjb SFS[D(2,1)(2,1)] gLLAQbecdefflinftjb toroidal gLLAQbecdefflirftjb SFS[D(2,1)(2,1)] gLLAQbecdeffainftjb SFS[D(2,1)(2,1)] gLLAQbecdeffhuoflnb SFS[D(2,1)(2,1)] gLLAQbedceffdubbdjr SFS[D(2,1)(2,1)] gLLAQbedceffdpbbtwo SFS[D(2,1)(2,1)] gLLAQbedceffdpbbtwr toroidal gLLAQbedceffdpbbtwn SFS[D(2,1)(2,1)] gLLAQbedceffaijntjb SFS[D(2,1)(2,1)] gLLAQbecdeffmaovisb reducible gLLAQbedceffaabbqwb reducible gLLAQbedceffaabbqwj SFS[D(3,1)(2,1)] gLLAQbedceffaabbqwn SFS[D(3,1)(2,1)] gLLAQbecdeffaarrqwb SFS[D(2,1)(2,1)] gLLAQbecdeffaawwqwb SFS[D(2,1)(2,1)] gLLAQbedceffaabbabj reducible gLLAQbedceffaabbabn reducible gLLAQbecdeffaarrabb reducible gLLAQbecdeffaawwabb reducible gLLAQbecdefflawstjb SFS[D(3,1)(2,1)] gLLAQbecdefflasstjb SFS[D(3,1)(2,1)] gLLAQbecdefflanftjb SFS[D(2,1)(2,1)] gLLAQbedceffambbibr SFS[D(2,1)(2,1)] gLLAQbedceffaabblbj SFS[D(3,1)(3,2)] gLLAQbedceffaabblbn SFS[D(3,1)(3,1)] gLLAQbecdeffaarkinf SFS[D(3,1)(2,1)] gLLAQbecdeffaawvinf SFS[D(3,1)(2,1)] gLLAQbecdeffhaoshsf reducible gLLAQbecdefflaostvf reducible gLLAQbecdeffaawsisb SFS[D(3,1)(3,1)] gLLAQbecdeffaassisb SFS[D(3,1)(3,2)] gLLAQbecdeffeawsuvb reducible gLLAQbecdeffeassuvb reducible gLLAQbecdeffdawsqwb SFS[D(3,1)(3,2)] gLLAQbecdeffdassqwb SFS[D(3,1)(3,1)] gLLAQbecdeffaanfisb SFS[D(3,1)(2,1)] gLLAQbecdeffeanfuvb reducible gLLAQbecdeffdanfqwb SFS[D(3,1)(2,1)] gLLAQbedceffaabbtwr SFS[D(3,1)(2,1)] gLLAQbedceffambbtwr reducible gLLAQbedceffaibbtwr SFS[D(3,1)(2,1)] gLLAQbedceffxxbbxrb reducible gLLAQbecdeffahoshsf reducible gLLAQbecdeffexosecf reducible gLLAQbecdeffdqosdbf reducible gLLAQbecdeffxxosecf reducible gLLAQbecdeffmxosecf reducible gLLAQbedceffaibbabb reducible gLLAQbecdeffamwsisb SFS[D(3,1)(3,2)] gLLAQbecdeffamssisb SFS[D(3,1)(3,1)] gLLAQbecdeffdpwstjb toroidal gLLAQbecdeffdpsstjb toroidal gLLAQbecdeffetwshgb SFS[D(3,1)(3,1)] gLLAQbecdeffetsshgb SFS[D(3,1)(3,2)] gLLAQbecdeffamnfisb SFS[D(3,1)(2,1)] gLLAQbecdeffdpoftjb SFS[D(2,1)(2,1)] gLLAQbecdeffdpnftjb toroidal gLLAQbecdeffdprftjb SFS[D(2,1)(2,1)] gLLAQbecdeffetnfhgb SFS[D(3,1)(2,1)] gLLAQbecdeffxtofhgb SFS[D(2,1)(2,1)] gLLAQbedceffamjnisb SFS[D(3,1)(2,1)] gLLAQbedceffdpjbtjb SFS[D(2,1)(2,1)] gLLAQbedceffdpjntjb toroidal gLLAQbedceffdpjjtjb SFS[D(2,1)(2,1)] gLLAQbedceffetjnhgb SFS[D(3,1)(2,1)] gLLAQbedceffaurbqof reducible gLLAQbecdeffaeosmsf reducible gLLAQbecdeffaersmsf reducible gLLAQbecdeffaensmsf reducible gLLAQbecdeffaesfmsf reducible gLLAQbedceffaeojmsf reducible gLLAQbecdeffalosibf reducible gLLAQbecdeffxxwsdob reducible gLLAQbecdeffxxssdob reducible gLLAQbecdeffxxnfdob reducible gLLAQbedceffhhnbdvj reducible gLLAQbecdeffaxsgegf reducible gLLAQbecdeffaxwgegf reducible gLLAQbedceffaxrnegf reducible gLLAQbecdeffaxnbegf reducible gLLAQbedceffambblbb reducible gLLAQbedceffambnlbb SFS[D(3,1)(3,1)] gLLAQbedceffambjlbb SFS[D(3,1)(3,2)] gLLAQbecdeffamrrlbb SFS[D(3,1)(2,1)] gLLAQbecdeffamwwlbb SFS[D(3,1)(2,1)] gLLAQbedceffamnbxnf reducible gLLAQbedceffamnnxnf reducible gLLAQbedceffamnjxnf reducible gLLAQbedcefftmnbxnf reducible gLLAQbedcefflmnbxnf reducible gLLAQbecdeffamrkxnf reducible gLLAQbecdeffamwvxnf reducible gLLAQbecdeffaiwsusb SFS[D(3,1)(3,2)] gLLAQbecdeffaissusb SFS[D(3,1)(3,1)] gLLAQbecdeffainfusb SFS[D(3,1)(2,1)] gLLAQbedceffaijnusb SFS[D(3,1)(2,1)] gLLAQbecdefflivwuwb reducible gLLAQbecdeffmtofiwb reducible gLLAQbedceffdunbegf reducible gLLAQbecdefflmvwuwb reducible gLLAQbecdeffmlofdob reducible gLLAQbedceffdpnbxnf reducible gLLAQbecdeffhaovivb reducible gLLAQbecdeffharvivb SFS[D(3,1)(2,1)] gLLAQbecdeffhanvivb SFS[D(3,1)(2,1)] gLLAQbecdefflaovuwb reducible gLLAQbedceffaunbqof reducible gLLAQbecdeffhaskivb SFS[D(2,1)(2,1)] gLLAQbecdefflavkuwb reducible gLLAQbedceffaxnbdcj SFS[D(2,1)(2,1)] gLLAQbecdefflavwuwb reducible gLLAQbedceffaabblbb reducible gLLAQbedceffaabnlbb SFS[D(3,1)(3,2)] gLLAQbedceffaabjlbb SFS[D(3,1)(3,1)] gLLAQbedceffamnbinf reducible gLLAQbedceffainbinf reducible gLLAQbecdeffaarrlbb SFS[D(3,1)(2,1)] gLLAQbecdeffaawwlbb SFS[D(3,1)(2,1)] gLLAQbecdeffeavwxfb SFS[D(2,1)(2,1)] gLLAQbecdeffmaonxkb reducible gLLAQbecdeffaawsljb SFS[D(3,1)(2,1)] gLLAQbecdeffaassljb SFS[D(3,1)(2,1)] gLLAQbecdeffaanfljb SFS[D(2,1)(2,1)] gLLAQbecdeffpaofpgb T2xI gLLAQbecdeffmaowxkb reducible gLLAQbedceffaajnljb SFS[D(2,1)(2,1)] gLLAQbedceffaanbxnf reducible gLLAQbedceffaanbxnk SFS[D(3,1)(3,1)] gLLAQbedceffaanbxnr SFS[D(3,1)(3,2)] gLLAQbecdeffaarkxnf SFS[D(3,1)(2,1)] gLLAQbecdeffaawvxnf SFS[D(3,1)(2,1)] gLLAQbedceffamnbhvf reducible gLLAQbecdeffxasgtwf reducible gLLAQbecdeffxawgtwf reducible gLLAQbedceffamnbhrb reducible gLLAQbedceffahnblkj reducible gLLAQbecdeffxanbtwf reducible gLLAQbecdeffeawsqvb SFS[D(3,1)(3,2)] gLLAQbecdeffeassqvb SFS[D(3,1)(3,1)] gLLAQbecdeffdawsiwb SFS[D(3,1)(3,1)] gLLAQbecdeffdassiwb SFS[D(3,1)(3,2)] gLLAQbecdefflawsusb reducible gLLAQbecdefflassusb reducible gLLAQbecdefftawsusb reducible gLLAQbecdefftassusb reducible gLLAQbecdeffeanfqvb SFS[D(3,1)(2,1)] gLLAQbecdeffdanfiwb SFS[D(3,1)(2,1)] gLLAQbecdefflanfusb reducible gLLAQbecdeffpaofiwb SFS[D(2,1)(2,1)] gLLAQbecdefftanfusb reducible gLLAQbedceffamnbdvj SFS[D(3,1)(2,1)] gLLAQbedceffainbdvj SFS[D(3,1)(2,1)] gLLAQbedceffapnbqbj reducible gLLAQbedceffaunbtoj reducible gLLAQbecdeffahovivb reducible gLLAQbecdeffahrvivb reducible gLLAQbecdeffahnvivb reducible gLLAQbecdeffexovdgb reducible gLLAQbecdeffdqovajb reducible gLLAQbecdeffxxovdgb reducible gLLAQbecdeffmxovdgb reducible gLLAQbecdeffahskivb reducible gLLAQbedceffahcjivb reducible gLLAQbecdeffhhwsusb SFS[D(3,1)(2,1)] gLLAQbecdeffhhssusb SFS[D(3,1)(2,1)] gLLAQbecdeffhhnfusb SFS[D(2,1)(2,1)] gLLAQbedceffhhjnusb SFS[D(2,1)(2,1)] gLLAQbedceffaibblbb reducible gLLAQbedceffaibnlbb reducible gLLAQbedceffaibjlbb reducible gLLAQbecdeffairrlbb reducible gLLAQbecdeffaiwwlbb reducible gLLAQbedceffaubbpcb reducible gLLAQbecdeffamwsusb SFS[D(3,1)(3,1)] gLLAQbecdeffamssusb SFS[D(3,1)(3,2)] gLLAQbecdeffamnfusb SFS[D(3,1)(2,1)] gLLAQbedceffamjnusb SFS[D(3,1)(2,1)] gLLAQbedceffainbxnf reducible gLLAQbedceffainnxnf SFS[D(3,1)(3,2)] gLLAQbedceffainjxnf SFS[D(3,1)(3,1)] gLLAQbedcefflinbxnf reducible gLLAQbecdeffairkxnf SFS[D(3,1)(2,1)] gLLAQbecdeffaiwvxnf SFS[D(3,1)(2,1)] gLLAQbecdeffalsohob reducible gLLAQbecdeffalwohob reducible gLLAQbedceffalfnhob reducible gLLAQbecdeffalnjhob reducible gLLAQbecdeffalrvlrb SFS[D(3,1)(2,1)] gLLAQbecdeffalnvlrb SFS[D(3,1)(2,1)] gLLAQbecdeffmdonqfb reducible gLLAQbecdeffalsklrb SFS[D(2,1)(2,1)] gLLAQbecdeffmaonmww SFS[D(2,1)(2,1)] gLLAQbecdeffmdovqjb reducible gLLAQbecdeffmaonxkn SFS[D(3,1)(2,1)] gLLAQbecdeffmaonxkj SFS[D(3,1)(2,1)] gLLAQbecdeffalrkxkf SFS[D(2,1)(2,1)] gLLAQbecdeffalwvxkf SFS[D(2,1)(2,1)] gLLAQbecdeffhiwsprb reducible gLLAQbecdeffhissprb reducible gLLAQbecdeffhinfprb reducible gLLAQbecdeffmqondww reducible gLLAQbecdeffexovevb reducible gLLAQbecdeffdqovdwb reducible gLLAQbecdeffhhonicb reducible gLLAQbecdeffhhonajn SFS[D(3,1)(3,2)] gLLAQbecdeffhhonajj SFS[D(3,1)(3,1)] gLLAQbecdeffhhnfakb SFS[D(3,1)(2,1)] gLLAQbecdeffhhonasw SFS[D(3,1)(2,1)] gLLAQbecdeffelovevb reducible gLLAQbecdeffduovdwb reducible gLLAQbecdefftxondrb reducible gLLAQbecdeffhlwsufb SFS[D(3,1)(3,1)] gLLAQbecdeffhlssufb SFS[D(3,1)(3,2)] gLLAQbecdeffhlnfufb SFS[D(3,1)(2,1)] gLLAQbecdefftpoftwb SFS[D(2,1)(2,1)] gLLAQbecdefftxontcw SFS[D(3,1)(2,1)] gLLAQbecdeffelonenb reducible gLLAQbecdeffetonhjb reducible gLLAQbecdeffexonenb reducible gLLAQbecdeffexonenn SFS[D(5,2)(3,1)] gLLAQbecdeffexonenj SFS[D(5,3)(3,1)] gLLAQbecdeffexonekr SFS[D(5,2)(2,1)] gLLAQbecdeffexonecw SFS[D(5,2)(2,1)] gLLAQbecdeffeiofegb SFS[D(2,1)(2,1)] gLLAQbecdeffduondrb reducible gLLAQbecdeffdpontkb reducible gLLAQbecdeffdqondrb reducible gLLAQbecdeffdqondrn SFS[D(4,1)(3,1)] gLLAQbecdeffdqondrj SFS[D(4,3)(3,1)] gLLAQbecdeffdqondgr SFS[D(4,1)(2,1)] gLLAQbecdeffdqondbw SFS[D(4,1)(2,1)] gLLAQbecdeffapwsprb SFS[D(3,1)(2,1)] gLLAQbecdeffapssprb SFS[D(3,1)(2,1)] gLLAQbecdeffapnfprb SFS[D(2,1)(2,1)] gLLAQbecdeffdaondww SFS[D(2,1)(2,1)] gLLAQbecdeffaaontkb reducible gLLAQbecdeffaaontkn SFS[D(3,1)(2,1)] gLLAQbecdeffaanvikb SFS[D(3,1)(2,1)] gLLAQbecdeffaaontnr SFS[D(2,1)(2,1)] gLLAQbecdeffaaontvw SFS[D(2,1)(2,1)] gLLAQbecdeffaaonicb reducible gLLAQbecdeffaaonagn SFS[D(3,1)(2,1)] gLLAQbecdeffaaonagj SFS[D(3,1)(2,1)] gLLAQbecdeffaaonarr SFS[D(2,1)(2,1)] gLLAQbecdeffaaonaww SFS[D(2,1)(2,1)] gLLAQbecdeffaxontnn reducible gLLAQbecdeffaxontnj reducible gLLAQbecdeffaxontkr reducible gLLAQbecdeffaxontcw reducible gLLAQbecdeffhhovikb reducible gLLAQbecdeffhhrvikb SFS[D(4,1)(3,1)] gLLAQbecdeffhhnvikb SFS[D(4,3)(3,1)] gLLAQbecdefftxovdwb reducible gLLAQbecdefflxovdwb reducible gLLAQbecdeffhhskikb SFS[D(4,1)(2,1)] gLLAQbecdeffxxonecw SFS[D(4,1)(2,1)] gLLAQbecdeffahwsufb SFS[D(3,1)(2,1)] gLLAQbecdeffahssufb SFS[D(3,1)(2,1)] gLLAQbecdeffahnfufb SFS[D(2,1)(2,1)] gLLAQbecdeffxaonevw SFS[D(2,1)(2,1)] gLLAQbecdeffdpovtcb reducible gLLAQbecdeffetovhfb reducible gLLAQbecdefflxondrb reducible gLLAQbecdeffhtwsufb SFS[D(3,1)(3,2)] gLLAQbecdeffhtssufb SFS[D(3,1)(3,1)] gLLAQbecdeffhtnfufb SFS[D(3,1)(2,1)] gLLAQbecdefflxontcw SFS[D(3,1)(2,1)] gLLAQbecdeffmdowqfb reducible gLLAQbecdeffmdovqgo reducible gLLAQbecdefftxowdrb reducible gLLAQbecdefflxowdrb reducible gLLAQbecdeffhhowicb reducible gLLAQbecdeffhhoftkb SFS[D(4,1)(2,1)] gLLAQbecdefftxoflwb SFS[D(5,2)(2,1)] gLLAQbecdefflxoflwb SFS[D(4,1)(2,1)] gLLAQbecdeffeiorebb SFS[D(2,1)(2,1)] gLLAQbecdeffeloveoo reducible gLLAQbecdeffetovhwo reducible gLLAQbecdeffexoveoo reducible gLLAQbecdeffeiokunf SFS[D(2,1)(2,1)] gLLAQbecdeffexovpwv SFS[D(5,2)(2,1)] gLLAQbecdeffeiovmov toroidal gLLAQbecdeffemovmov SFS[D(5,2)(2,1)] gLLAQbecdefftportrb SFS[D(2,1)(2,1)] gLLAQbecdeffdtofhjb SFS[D(5,2)(2,1)] gLLAQbecdeffeiofmgb toroidal gLLAQbecdefftxovlsv SFS[D(5,2)(2,1)] gLLAQbecdefftpokdkf SFS[D(2,1)(2,1)] gLLAQbecdeffelowenb reducible gLLAQbecdeffduowdrb reducible gLLAQbecdefftxovdno reducible gLLAQbecdeffdlofhjb SFS[D(4,1)(2,1)] gLLAQbecdeffemofmgb SFS[D(5,2)(2,1)] gLLAQbecdefflxovlsv SFS[D(4,1)(2,1)] gLLAQbecdeffetowhjb reducible gLLAQbecdeffdpowtkb reducible gLLAQbecdefflxovdno reducible gLLAQbecdeffaaovijo reducible gLLAQbecdeffaaovtso reducible gLLAQbecdeffhhovijo reducible gLLAQbecdeffexowenb reducible gLLAQbecdeffdqowdrb reducible gLLAQbecdeffexofpvb SFS[D(5,2)(2,1)] gLLAQbecdeffdqoflwb SFS[D(4,1)(2,1)] gLLAQbecdeffhhovtrv SFS[D(4,1)(2,1)] gLLAQbecdeffdtovhnv SFS[D(5,2)(2,1)] gLLAQbecdeffdlovhnv SFS[D(4,1)(2,1)] gLLAQbecdeffdqovlsv SFS[D(4,1)(2,1)] gLLAQbecdeffdpovtso reducible gLLAQbecdeffduovdno reducible gLLAQbecdeffdqovdno reducible gLLAQbecdeffpdoftkb toroidal gLLAQbecdeffpdovtrv toroidal gLLAQbecdeffaewsifb SFS[D(3,1)(2,1)] gLLAQbecdeffaessifb SFS[D(3,1)(2,1)] gLLAQbecdeffaenfifb SFS[D(2,1)(2,1)] gLLAQbecdeffmaoshrj SFS[D(2,1)(2,1)] gLLAQbecdeffmdosmbf reducible gLLAQbecdeffmposasf reducible gLLAQbecdeffdqosevf reducible gLLAQbecdeffxxosasf reducible gLLAQbecdeffelosasf reducible gLLAQbecdeffduosevf reducible gLLAQbecdeffexosasf reducible gLLAQbecdeffeiosagb SFS[D(2,1)(2,1)] gLLAQbecdeffeiofxgb SFS[D(2,1)(2,1)] gLLAQbecdefftmosxof reducible gLLAQbecdefflmosxof reducible gLLAQbecdeffliosxof reducible gLLAQbecdeffaaosxof reducible gLLAQbecdeffaaoshff reducible gLLAQbecdeffaaoshfk SFS[D(3,1)(2,1)] gLLAQbecdeffaanshff SFS[D(3,1)(2,1)] gLLAQbecdeffaaoshsj SFS[D(2,1)(2,1)] gLLAQbecdeffaaoshjj SFS[D(2,1)(2,1)] gLLAQbecdeffauostsk reducible gLLAQbecdeffauostsr reducible gLLAQbecdeffaposqgk reducible gLLAQbecdeffaposqgr reducible gLLAQbecdeffauostfj reducible gLLAQbecdeffaposqrj reducible gLLAQbecdeffauostoj reducible gLLAQbecdeffaposqbj reducible gLLAQbecdeffhhoshff reducible gLLAQbecdeffhposhff reducible gLLAQbecdeffhuosikf reducible gLLAQbecdeffdposxof reducible gLLAQbecdeffalrvlco SFS[D(3,1)(2,1)] gLLAQbecdeffalnvlco SFS[D(3,1)(2,1)] gLLAQbecdeffalsklco SFS[D(2,1)(2,1)] gLLAQbecdeffmaowmww SFS[D(2,1)(2,1)] gLLAQbecdeffmaowxkn SFS[D(3,1)(2,1)] gLLAQbecdeffmaowxkj SFS[D(3,1)(2,1)] gLLAQbecdeffalrkxoc SFS[D(2,1)(2,1)] gLLAQbecdeffalwvxoc SFS[D(2,1)(2,1)] gLLAQbecdeffhiwspjc reducible gLLAQbecdeffhisspjc reducible gLLAQbecdeffhinfpjc reducible gLLAQbecdeffmqowdww reducible gLLAQbecdeffhhrvijo SFS[D(4,1)(3,1)] gLLAQbecdeffhhnvijo SFS[D(4,3)(3,1)] gLLAQbecdeffhhskijo SFS[D(4,1)(2,1)] gLLAQbecdeffxxowecw SFS[D(4,1)(2,1)] gLLAQbecdeffahwsucc SFS[D(3,1)(2,1)] gLLAQbecdeffahssucc SFS[D(3,1)(2,1)] gLLAQbecdeffahnfucc SFS[D(2,1)(2,1)] gLLAQbecdeffxaowevw SFS[D(2,1)(2,1)] gLLAQbecdeffexowenn SFS[D(5,2)(3,1)] gLLAQbecdeffexowenj SFS[D(5,3)(3,1)] gLLAQbecdeffexowekr SFS[D(5,2)(2,1)] gLLAQbecdeffexowecw SFS[D(5,2)(2,1)] gLLAQbecdeffeiofesc SFS[D(2,1)(2,1)] gLLAQbecdeffhlwsucc SFS[D(3,1)(3,1)] gLLAQbecdeffhlssucc SFS[D(3,1)(3,2)] gLLAQbecdefftpoftoc SFS[D(2,1)(2,1)] gLLAQbecdeffhlnfucc SFS[D(3,1)(2,1)] gLLAQbecdefftxowtcw SFS[D(3,1)(2,1)] gLLAQbecdeffhtwsucc SFS[D(3,1)(3,2)] gLLAQbecdeffhtssucc SFS[D(3,1)(3,1)] gLLAQbecdeffhtnfucc SFS[D(3,1)(2,1)] gLLAQbecdefflxowtcw SFS[D(3,1)(2,1)] gLLAQbecdeffaaowtkn SFS[D(3,1)(2,1)] gLLAQbecdeffaanvijo SFS[D(3,1)(2,1)] gLLAQbecdeffaaowtnr SFS[D(2,1)(2,1)] gLLAQbecdeffaaowtvw SFS[D(2,1)(2,1)] gLLAQbecdeffaaowagn SFS[D(3,1)(2,1)] gLLAQbecdeffaaowagj SFS[D(3,1)(2,1)] gLLAQbecdeffaaowarr SFS[D(2,1)(2,1)] gLLAQbecdeffaaowaww SFS[D(2,1)(2,1)] gLLAQbecdeffaxowtnn reducible gLLAQbecdeffaxowtnj reducible gLLAQbecdeffaxowtkr reducible gLLAQbecdeffaxowtcw reducible gLLAQbecdeffhhowajn SFS[D(3,1)(3,2)] gLLAQbecdeffhhowajj SFS[D(3,1)(3,1)] gLLAQbecdeffhhnfawc SFS[D(3,1)(2,1)] gLLAQbecdeffhhowasw SFS[D(3,1)(2,1)] gLLAQbecdeffdqowdrn SFS[D(4,1)(3,1)] gLLAQbecdeffdqowdrj SFS[D(4,3)(3,1)] gLLAQbecdeffdqowdgr SFS[D(4,1)(2,1)] gLLAQbecdeffdqowdbw SFS[D(4,1)(2,1)] gLLAQbecdeffapwspjc SFS[D(3,1)(2,1)] gLLAQbecdeffapsspjc SFS[D(3,1)(2,1)] gLLAQbecdeffapnfpjc SFS[D(2,1)(2,1)] gLLAQbecdeffdaowdww SFS[D(2,1)(2,1)] gLLAQbecdeffalsotco SFS[D(2,1)(2,1)] gLLAQbecdeffmaojics SFS[D(2,1)(2,1)] gLLAQbecdeffalojtco reducible gLLAQbecdeffalnjtco SFS[D(3,1)(2,1)] gLLAQbecdeffalrjtco SFS[D(3,1)(2,1)] gLLAQbecdeffaeojugo reducible gLLAQbecdeffepwsegc reducible gLLAQbecdeffdiwsdjc reducible gLLAQbecdeffeprfegc reducible gLLAQbecdeffdirfdjc reducible gLLAQbecdeffmtojqcr reducible gLLAQbecdeffmtojqcn reducible gLLAQbecdeffmlojprr reducible gLLAQbecdeffmlojprn reducible gLLAQbecdeffhhojaso reducible gLLAQbecdeffhtojugo reducible gLLAQbecdeffhlojugo reducible gLLAQbecdefftpojtco reducible gLLAQbecdefflpojtco reducible gLLAQbecdeffelofegc SFS[D(2,1)(2,1)] gLLAQbecdeffdtojdwo reducible gLLAQbecdeffeiojevo reducible gLLAQbecdeffelojebv SFS[D(2,1)(2,1)] gLLAQbecdeffdlojdwo reducible gLLAQbecdeffaaojiwj SFS[D(2,1)(2,1)] gLLAQbecdeffaaojigs SFS[D(2,1)(2,1)] gLLAQbecdeffaaojibr SFS[D(3,1)(2,1)] gLLAQbecdeffaaojibn SFS[D(3,1)(2,1)] gLLAQbecdeffexojhfo reducible gLLAQbecdeffdqojtco reducible gLLAQbecdeffxxojhfo reducible gLLAQbecdeffluojdwo reducible gLLAQbecdeffmdobeor reducible gLLAQbecdeffmdobejb reducible gLLAQbecdeffmdobejj reducible gLLAQbecdeffmdobejn reducible gLLAQbecdeffmdobesw reducible gLLAQbecdeffmpoblcr reducible gLLAQbecdeffmpoblvb reducible gLLAQbecdeffmpoblvj reducible gLLAQbecdeffmpoblvn reducible gLLAQbecdeffmpoblkw reducible gLLAQbecdeffpdoflwc reducible gLLAQbecdeffpdobdkb reducible gLLAQbecdeffepwoebv SFS[D(2,1)(2,1)] gLLAQbecdeffdiwodfv SFS[D(2,1)(2,1)] gLLAQbecdeffhinvdfv SFS[D(2,1)(2,1)] gLLAQbecdeffmtofqkr SFS[D(3,1)(2,1)] gLLAQbecdeffmtofqkk SFS[D(3,1)(2,1)] gLLAQbecdeffmlofpwr SFS[D(3,1)(2,1)] gLLAQbecdeffmlofpwk SFS[D(3,1)(2,1)] gLLAQbecdeffhiskdfv SFS[D(3,1)(2,1)] gLLAQbecdeffhiwkdfv SFS[D(3,1)(2,1)] gLLAQbecdeffeprjebv SFS[D(2,1)(2,1)] gLLAQbecdeffdirjdfv SFS[D(2,1)(2,1)] gLLAQbecdeffmxofpkj SFS[D(2,1)(2,1)] gLLAQbecdeffaeskqkv SFS[D(4,1)(2,1)] gLLAQbecdeffaewkqkv SFS[D(5,2)(2,1)] gLLAQbecdeffmaofurw SFS[D(4,1)(2,1)] gLLAQbecdeffmaofurj SFS[D(5,2)(2,1)] gLLAQbecdeffhdwsqff SFS[D(3,1)(2,1)] gLLAQbecdeffhdssqff SFS[D(3,1)(2,1)] gLLAQbecdeffhdnfqff SFS[D(2,1)(2,1)] gLLAQbecdeffmqofugw SFS[D(2,1)(2,1)] gLLAQbecdeffaerstfb SFS[D(5,2)(2,1)] gLLAQbecdeffaenstfb SFS[D(4,1)(2,1)] gLLAQbecdeffmaofqrw SFS[D(5,2)(2,1)] gLLAQbecdeffmaofqrj SFS[D(4,1)(2,1)] gLLAQbecdeffmtofiwn SFS[D(3,1)(2,1)] gLLAQbecdeffmtofiwj SFS[D(3,1)(2,1)] gLLAQbecdeffmlofdon SFS[D(3,1)(2,1)] gLLAQbecdeffmlofdoj SFS[D(3,1)(2,1)] gLLAQbecdeffeprkunb SFS[D(2,1)(2,1)] gLLAQbecdeffdirkqrb SFS[D(2,1)(2,1)] gLLAQbecdeffepwvunb SFS[D(2,1)(2,1)] gLLAQbecdeffdiwvqrb SFS[D(2,1)(2,1)] gLLAQbecdeffmmofibn SFS[D(2,1)(2,1)] gLLAQbecdeffalnntkf toroidal gLLAQbecdeffalrntkf SFS[D(5,2)(2,1)] gLLAQbecdeffalwstkf SFS[D(5,2)(2,1)] gLLAQbecdeffalsstkf SFS[D(4,1)(2,1)] gLLAQbecdeffllnntkf SFS[D(2,1)(2,1)] gLLAQbecdeffmmofiwk SFS[D(2,1)(2,1)] gLLAQbecdeffmaofiwr SFS[D(5,2)(2,1)] gLLAQbecdeffmaofiwk toroidal gLLAQbecdeffalwrtkf SFS[D(4,1)(2,1)] gLLAQbecdeffalsrtkf SFS[D(5,2)(2,1)] gLLAQbecdeffmiofiwk SFS[D(2,1)(2,1)] gLLAQbecdeffmmofirw SFS[D(3,1)(2,1)] gLLAQbecdeffmmofirj SFS[D(3,1)(2,1)] gLLAQbecdeffalrwtkf SFS[D(4,1)(2,1)] gLLAQbecdeffalnwtkf SFS[D(5,2)(2,1)] gLLAQbecdeffalsctkf toroidal gLLAQbecdeffalwctkf toroidal gLLAQbecdeffmaofikw SFS[D(5,2)(2,1)] gLLAQbecdeffmaofikj SFS[D(4,1)(2,1)] gLLAQbecdeffllsctkf SFS[D(3,1)(2,1)] gLLAQbecdeffllwctkf SFS[D(3,1)(2,1)] gLLAQbecdeffahrvqkv SFS[D(5,2)(2,1)] gLLAQbecdeffahnvqkv SFS[D(4,1)(2,1)] gLLAQbecdeffhaofqow SFS[D(5,2)(2,1)] gLLAQbecdeffhaofqoj SFS[D(4,1)(2,1)] gLLAQbecdeffhhofqsn SFS[D(9,2)(2,1)] gLLAQbecdeffhhofqsj SFS[D(6,1)(2,1)] gLLAQbecdeffhuoftkf SFS[D(4,1)(2,1)] gLLAQbecdeffhhofqff SFS[D(4,1)(2,1)] gLLAQbecdeffhhofqfk SFS[D(5,2)(2,1)] gLLAQbecdeffhhofqjw SFS[D(11,3)(2,1)] gLLAQbecdeffhhofqjj SFS[D(10,3)(2,1)] gLLAQbecdeffelorebv SFS[D(2,1)(2,1)] gLLAQbecdeffaurvqkv toroidal gLLAQbecdeffaunvqkv SFS[D(5,2)(2,1)] gLLAQbecdeffauskqkv SFS[D(5,2)(2,1)] gLLAQbecdeffauwkqkv toroidal gLLAQbecdefftaofinw toroidal gLLAQbecdefftaofinj toroidal gLLAQbecdeffhpwsqff toroidal gLLAQbecdeffhpssqff SFS[D(9,2)(2,1)] gLLAQbecdefftmofaof toroidal gLLAQbecdefflmofaof SFS[D(5,2)(2,1)] gLLAQbecdeffhpofqff SFS[D(5,2)(2,1)] gLLAQbecdeffhprfqff toroidal gLLAQbecdefftxofpnw toroidal gLLAQbecdefftxofpnj toroidal gLLAQbecdeffelokunb SFS[D(2,1)(2,1)] gLLAQbecdeffexofpvn toroidal gLLAQbecdeffexofpcr SFS[D(9,2)(2,1)] gLLAQbecdeffexofpck toroidal gLLAQbecdeffexofpkw toroidal gLLAQbecdeffexofpkj toroidal gLLAQbecdeffelofesf SFS[D(2,1)(2,1)] gLLAQbecdeffelofmsf SFS[D(2,1)(2,1)] gLLAQbecdeffaiwsqff toroidal gLLAQbecdeffaissqff SFS[D(5,2)(2,1)] gLLAQbecdeffelofxsf toroidal gLLAQbecdeffduofpvf SFS[D(5,2)(2,1)] gLLAQbecdeffainfqff SFS[D(5,2)(2,1)] gLLAQbecdeffairfqff toroidal gLLAQbecdeffeaofikw toroidal gLLAQbecdeffeaofikj toroidal gLLAQbecdeffdqoflwn SFS[D(5,2)(2,1)] gLLAQbecdeffdqoflbr SFS[D(6,1)(2,1)] gLLAQbecdeffdqoflbk SFS[D(9,2)(2,1)] gLLAQbecdeffdqoflgw SFS[D(10,3)(2,1)] gLLAQbecdeffdqoflgj SFS[D(11,3)(2,1)] gLLAQbecdeffdpofaof SFS[D(4,1)(2,1)] gLLAQbecdeffamnfqff SFS[D(4,1)(2,1)] gLLAQbecdeffamrfqff SFS[D(5,2)(2,1)] gLLAQbecdeffdaofugw SFS[D(4,1)(2,1)] gLLAQbecdeffdaofugj SFS[D(5,2)(2,1)] gLLAQbecdeffahofqfj SFS[D(2,1)(2,1)] gLLAQbecdeffahofqsr SFS[D(3,1)(2,1)] gLLAQbecdeffahofqsk SFS[D(3,1)(2,1)] gLLAQbecdeffahofqoj SFS[D(2,1)(2,1)] gLLAQbecdeffaiofisn SFS[D(2,1)(2,1)] gLLAQbecdeffamofisn SFS[D(2,1)(2,1)] gLLAQbecdeffaaofirn SFS[D(5,2)(2,1)] gLLAQbecdeffaaofirj SFS[D(4,1)(2,1)] gLLAQbecdeffaaofisn toroidal gLLAQbecdeffaaofisj SFS[D(5,2)(2,1)] gLLAQbecdeffaiofifk SFS[D(2,1)(2,1)] gLLAQbecdeffamofifk SFS[D(2,1)(2,1)] gLLAQbecdeffaaofifr SFS[D(5,2)(2,1)] gLLAQbecdeffaanrtrv toroidal gLLAQbecdeffaaofivr SFS[D(4,1)(2,1)] gLLAQbecdeffaaofivk SFS[D(5,2)(2,1)] gLLAQbecdeffaiofijw SFS[D(3,1)(2,1)] gLLAQbecdeffaiofijj SFS[D(3,1)(2,1)] gLLAQbecdeffamofijw SFS[D(3,1)(2,1)] gLLAQbecdeffamofijj SFS[D(3,1)(2,1)] gLLAQbecdeffaanjtrv SFS[D(5,2)(2,1)] gLLAQbecdeffaaofibj SFS[D(4,1)(2,1)] gLLAQbecdeffaaofinw SFS[D(4,1)(2,1)] gLLAQbecdeffaaofinj SFS[D(5,2)(2,1)] gLLAQbecdeffaaofijw toroidal gLLAQbecdeffaaofijj toroidal gLLAQbecdeffapofpsn SFS[D(3,1)(2,1)] gLLAQbecdeffapofpsj SFS[D(3,1)(2,1)] gLLAQbecdeffaxofpcn SFS[D(3,1)(2,1)] gLLAQbecdeffaxofpcj SFS[D(3,1)(2,1)] gLLAQbecdeffauofunn SFS[D(3,1)(2,1)] gLLAQbecdeffauofunj SFS[D(3,1)(2,1)] gLLAQbecdeffapofpfr SFS[D(2,1)(2,1)] gLLAQbecdeffaxofpvr SFS[D(2,1)(2,1)] gLLAQbecdeffauofukr SFS[D(2,1)(2,1)] gLLAQbecdeffapofpjw SFS[D(2,1)(2,1)] gLLAQbecdeffaxofpnw SFS[D(2,1)(2,1)] gLLAQbecdeffauofucw SFS[D(2,1)(2,1)] gLLAQbecdeffaaofufr SFS[D(4,1)(2,1)] gLLAQbecdeffaankdkb SFS[D(5,2)(2,1)] gLLAQbecdeffaaofujw SFS[D(4,1)(2,1)] gLLAQbecdeffaaofujj SFS[D(5,2)(2,1)] gLLAQbecdeffapofhrj SFS[D(2,1)(2,1)] gLLAQbecdeffauofifj SFS[D(2,1)(2,1)] gLLAQbecdeffapofhgr SFS[D(3,1)(2,1)] gLLAQbecdeffapofhgk SFS[D(3,1)(2,1)] gLLAQbecdeffauofisr SFS[D(3,1)(2,1)] gLLAQbecdeffauofisk SFS[D(3,1)(2,1)] gLLAQbecdeffapofhbj SFS[D(2,1)(2,1)] gLLAQbecdeffauofioj SFS[D(2,1)(2,1)] gLLAQbecdeffaaofqsn SFS[D(5,2)(2,1)] gLLAQbecdeffaaofqsj SFS[D(4,1)(2,1)] gLLAQbecdeffaaofqjw SFS[D(5,2)(2,1)] gLLAQbecdeffaaofqjj SFS[D(4,1)(2,1)] gLLAQbecdeffhhrvtrv SFS[D(5,2)(2,1)] gLLAQbecdeffhhsktrv SFS[D(6,1)(2,1)] gLLAQbecdeffhhwktrv SFS[D(9,2)(2,1)] gLLAQbecdeffxxofpkw SFS[D(10,3)(2,1)] gLLAQbecdeffxxofpkj SFS[D(11,3)(2,1)] gLLAQbecdeffxxofxsf SFS[D(4,1)(2,1)] gLLAQbecdeffexofxsf SFS[D(5,2)(2,1)] gLLAQbecdeffahnfdrf SFS[D(4,1)(2,1)] gLLAQbecdeffahrfdrf SFS[D(5,2)(2,1)] gLLAQbecdeffdqofpvf SFS[D(4,1)(2,1)] gLLAQbecdeffxaofikw SFS[D(4,1)(2,1)] gLLAQbecdeffxaofikj SFS[D(5,2)(2,1)] gLLAQbecdeffaprvdfv SFS[D(5,2)(2,1)] gLLAQbecdeffapnvdfv SFS[D(4,1)(2,1)] gLLAQbecdefflaofinw SFS[D(5,2)(2,1)] gLLAQbecdefflaofinj SFS[D(4,1)(2,1)] gLLAQbecdeffhuwstkf SFS[D(9,2)(2,1)] gLLAQbecdeffhusstkf SFS[D(6,1)(2,1)] gLLAQbecdeffliofaof SFS[D(4,1)(2,1)] gLLAQbecdeffhurftkf SFS[D(5,2)(2,1)] gLLAQbecdefflxofpnw SFS[D(11,3)(2,1)] gLLAQbecdefflxofpnj SFS[D(10,3)(2,1)] gLLAQbecdeffpdofaof toroidal gLLAQbecdeffpioftkf toroidal gLLAQbecdeffalnnlkf SFS[D(2,1)(2,1)] gLLAQbecdeffmaormrs SFS[D(2,1)(2,1)] gLLAQbecdeffalsclkf SFS[D(3,1)(2,1)] gLLAQbecdeffalwclkf SFS[D(3,1)(2,1)] gLLAQbecdeffaurvukv SFS[D(2,1)(2,1)] gLLAQbecdeffauwkukv SFS[D(2,1)(2,1)] gLLAQbecdeffeaorewr SFS[D(3,1)(2,1)] gLLAQbecdeffeaorewn SFS[D(3,1)(2,1)] gLLAQbecdeffexorerj SFS[D(2,1)(2,1)] gLLAQbecdeffexorebs SFS[D(2,1)(2,1)] gLLAQbecdeffexoregr SFS[D(3,1)(2,1)] gLLAQbecdeffexoregn SFS[D(3,1)(2,1)] gLLAQbecdeffhlrvukv SFS[D(2,1)(2,1)] gLLAQbecdeffhlwkukv SFS[D(2,1)(2,1)] gLLAQbecdefftxortgr SFS[D(3,1)(2,1)] gLLAQbecdefftxortgn SFS[D(3,1)(2,1)] gLLAQbecdeffaiwsiff SFS[D(2,1)(2,1)] gLLAQbecdeffairfiff SFS[D(2,1)(2,1)] gLLAQbecdefftaortwr SFS[D(3,1)(2,1)] gLLAQbecdefftaortwn SFS[D(3,1)(2,1)] gLLAQbecdeffaaorabj SFS[D(2,1)(2,1)] gLLAQbecdeffaanrarv SFS[D(2,1)(2,1)] gLLAQbecdeffaaorawr SFS[D(3,1)(2,1)] gLLAQbecdeffaaorawn SFS[D(3,1)(2,1)] gLLAQbecdeffalnnakf SFS[D(2,1)(2,1)] gLLAQbecdeffmaokakn SFS[D(2,1)(2,1)] gLLAQbecdeffalscakf SFS[D(3,1)(2,1)] gLLAQbecdeffalwcakf SFS[D(3,1)(2,1)] gLLAQbecdeffaurvikv SFS[D(2,1)(2,1)] gLLAQbecdeffauwkikv SFS[D(2,1)(2,1)] gLLAQbecdeffeaokuvj SFS[D(3,1)(2,1)] gLLAQbecdeffeaokuvw SFS[D(3,1)(2,1)] gLLAQbecdeffexokukk SFS[D(2,1)(2,1)] gLLAQbecdeffexokunn SFS[D(2,1)(2,1)] gLLAQbecdeffexokucj SFS[D(3,1)(2,1)] gLLAQbecdeffexokucw SFS[D(3,1)(2,1)] gLLAQbecdeffhlrvikv SFS[D(2,1)(2,1)] gLLAQbecdeffhlwkikv SFS[D(2,1)(2,1)] gLLAQbecdefftxokdcj SFS[D(3,1)(2,1)] gLLAQbecdefftxokdcw SFS[D(3,1)(2,1)] gLLAQbecdeffaiwsuff SFS[D(2,1)(2,1)] gLLAQbecdeffairfuff SFS[D(2,1)(2,1)] gLLAQbecdefftaokdvj SFS[D(3,1)(2,1)] gLLAQbecdefftaokdvw SFS[D(3,1)(2,1)] gLLAQbecdeffaaokink SFS[D(2,1)(2,1)] gLLAQbecdeffaanrlrv SFS[D(2,1)(2,1)] gLLAQbecdeffaaokivj SFS[D(3,1)(2,1)] gLLAQbecdeffaaokivw SFS[D(3,1)(2,1)] gLLMQadedfefballwvk SFS[D(3,1)(2,1)] gLLMQaddefefbaaabgk SFS[D(3,1)(2,1)] gLLAQaddefefbhahbgj SFS[D(3,1)(2,1)] gLLAQadedfefballfvj SFS[D(3,1)(2,1)] gLLMQaddefefbuatcvk reducible gLLMQaddefefbputjvk reducible gLLMQaddefefbaptwvk reducible gLLAQadedfefbxxtfgn reducible gLLAQaededffbqadbkn reducible gLLAQaededffbdadbkn reducible gLLAQaededffblapbsj reducible gLLAQaededffblaebjj reducible gLLAQaededffbaquwnj SFS[D(2,1)(2,1)] gLLAQadedfefbaxiogj reducible gLLAQaededffbaaebjn reducible gLLAQaededffbaaunnj SFS[D(3,1)(2,1)] gLLAQaededffbaaujnj SFS[D(3,1)(2,1)] gLLAQaddefefbaqdkgr reducible gLLAQaededffbaxurnj SFS[D(2,1)(2,1)] gLLAQadedfefbmeiofj SFS[D(3,1)(2,1)] gLLAQaededffblahbbn reducible gLLAQaeeddffbmipogr SFS[D(3,1)(2,1)] gLLAQaededffbdaqbrj reducible gLLAQadedfefbxhdkwj SFS[D(4,1)(2,1)] gLLAQadedfefbhxdkgn reducible gLLAQaededffbqaqbrj reducible gLLAQadedfefbxxdkgj reducible gLLAQadedfefbxxdkkj SFS[D(4,1)(3,1)] gLLAQadedfefbxxdkjj SFS[D(4,3)(3,1)] gLLMQaddefefbhxijgw reducible gLLAQadedfefbxadkrj SFS[D(4,1)(2,1)] gLLMQadedfefbualvfk SFS[D(3,1)(2,1)] gLLAQaededffblaxbwn reducible gLLAQadedfefbmatffj SFS[D(3,1)(2,1)] gLLAQaededffbpqewjj SFS[D(2,1)(2,1)] gLLAQaededffbdaubnn reducible gLLAQaededffbpaenjj SFS[D(3,1)(2,1)] gLLAQaededffbpaejjj SFS[D(3,1)(2,1)] gLLAQaededffbpxerjj SFS[D(2,1)(2,1)] gLLAQaededffbmquvnj SFS[D(3,1)(2,1)] gLLAQaededffbmqusnj SFS[D(3,1)(2,1)] gLLAQaededffbmquwnj toroidal gLLAQaededffbiaebjn reducible gLLAQaededffbmaunnj toroidal gLLAQaededffbmaujnj toroidal gLLAQaededffbmxuonj SFS[D(3,1)(2,1)] gLLAQaededffbmxunnj SFS[D(3,1)(2,1)] gLLAQaededffbmxurnj toroidal gLLMQadedfefbhtmcgk reducible gLLAQaededffbqqhwbj SFS[D(7,3)(2,1)] gLLAQadedfefbxxlvgj reducible gLLAQadedfefbhxungn reducible gLLAQaededffbqahbbj reducible gLLAQaededffbqahnbj SFS[D(7,4)(3,1)] gLLAQaededffbqahjbj SFS[D(7,3)(3,1)] gLLAQaededffbqxhrbj SFS[D(7,3)(2,1)] gLLAQaededffbiambcj reducible gLLAQaededffbmtmocj SFS[D(3,1)(2,1)] gLLAQaededffbiaibon reducible gLLAQaddefefbmaicfr SFS[D(3,1)(2,1)] gLLAQadedfefbautfgj reducible gLLAQaededffbaaibon reducible gLLAQadedfefbaxtfgj reducible gLLAQadedfefbxxpsgn reducible gLLAQaededffbqaubnn reducible gLLAQaededffbiquwnj SFS[D(7,3)(2,1)] gLLAQaededffbiaubnj reducible gLLAQaededffbiaunnj SFS[D(7,4)(3,1)] gLLAQaededffbiaujnj SFS[D(7,3)(3,1)] gLLAQaededffbixurnj SFS[D(7,3)(2,1)] gLLAQaededffbdahbbj reducible gLLAQaededffbqqhwrj SFS[D(5,1)(2,1)] gLLAQadedfefbxxlkgj reducible gLLAQaededffbqahbrj reducible gLLAQaededffbqahnrj SFS[D(5,4)(3,1)] gLLAQaededffbqahjrj SFS[D(5,1)(3,1)] gLLAQaededffbqxhrrj SFS[D(5,1)(2,1)] gLLAQaededffbdahbrj reducible gLLAQaededffblahbwk reducible gLLAQaededffblaxbbk reducible gLLMQadedfefbaahwrk SFS[D(3,1)(2,1)] gLLAQadedfefbaxqggk reducible gLLAQadedfefjaxqggk SFS[D(3,1)(3,2)] gLLAQadedfefnaxqggk SFS[D(3,1)(3,1)] gLLAQaededffbaaibjk reducible gLLAQaddefefnaaxkvw SFS[D(3,1)(2,1)] gLLAQaededffblapbjj reducible gLLAQaededffbpqewsj SFS[D(2,1)(2,1)] gLLAQaededffbdaubkk reducible gLLAQaededffbpaensj SFS[D(3,1)(2,1)] gLLAQaededffbpaejsj SFS[D(3,1)(2,1)] gLLAQaededffbpxersj SFS[D(2,1)(2,1)] gLLAQadedfefbhxhrgj reducible gLLAQaededffbqaubkk reducible gLLAQadedfefbxxpfgk reducible gLLAQaededffblaebsj reducible gLLAQaededffbdaqbbj reducible gLLAQaededffbiambnj reducible gLLAQadedfefbxxtsgk reducible gLLAQadedfefbhxqbgj reducible gLLAQaededffbqadbnk reducible gLLAQaededffbmquwcj SFS[D(7,2)(2,1)] gLLAQaededffbiaebok reducible gLLAQaededffbmauncj SFS[D(7,5)(3,1)] gLLAQaededffbmaujcj SFS[D(7,2)(3,1)] gLLAQaededffbmxurcj SFS[D(7,2)(2,1)] gLLAQaededffbiquwcj SFS[D(5,1)(2,1)] gLLAQaededffbiaubcj reducible gLLAQaededffbiauncj SFS[D(5,4)(3,1)] gLLAQaededffbiaujcj SFS[D(5,1)(3,1)] gLLAQaededffbixurcj SFS[D(5,1)(2,1)] gLLAQaededffbaquwcj SFS[D(2,1)(2,1)] gLLAQaededffbaaebok reducible gLLAQaededffbaauncj SFS[D(3,1)(2,1)] gLLAQaededffbaaujcj SFS[D(3,1)(2,1)] gLLAQadedfefbaxargk reducible gLLAQaededffbaxurcj SFS[D(2,1)(2,1)] gLLAQadedfefbxhdvwj SFS[D(4,1)(2,1)] gLLAQadedfefbxxdvgj reducible gLLAQadedfefbxxdvkj SFS[D(4,3)(3,1)] gLLAQadedfefbxxdvjj SFS[D(4,1)(3,1)] gLLAQaededffbqaqbbj reducible gLLAQadedfefbxadvrj SFS[D(4,1)(2,1)] gLLAQaededffbiaibjk reducible gLLAQaededffbdadbnk reducible gLLMQadedfefbxahwrw SFS[D(4,1)(2,1)] gLLAQadedfefbxxhwgw reducible gLLAQadedfefjxxhwgw SFS[D(4,1)(3,1)] gLLAQadedfefnxxhwgw SFS[D(4,3)(3,1)] gLLAQaededffbqaibjw reducible gLLAQaddefefnhaxkvk SFS[D(4,1)(2,1)] gLLAQaededffbpqdwnw SFS[D(2,1)(2,1)] gLLAQaededffbdapbjr reducible gLLAQaededffbpadnnw SFS[D(3,1)(2,1)] gLLAQaededffbpadjnw SFS[D(3,1)(2,1)] gLLAQaededffbpxdrnw SFS[D(2,1)(2,1)] gLLAQaeeddffbdxibkn reducible gLLAQaededffbiaqbbr reducible gLLAQaededffbiaxbgr reducible gLLMQcbedeffajxglnk SFS[D(4,1)(3,1)] gLLMQcbedeffanxglnk SFS[D(5,2)(3,1)] gLLPQacffdfenkagbrr toroidal gLLPQacffdfenkagbrk toroidal gLLMQcbedeffanpolgn SFS[D(5,3)(3,1)] gLLMQcbedeffajpolgn SFS[D(4,3)(3,1)] gLLAQaededffbaqxwgr SFS[D(2,1)(2,1)] gLLAQaededffjatqogw SFS[D(5,3)(3,1)] gLLAQaededffnatqogw SFS[D(4,3)(3,1)] gLLAQadedfefjahukvw toroidal gLLAQadedfefnahukvw SFS[D(5,3)(3,1)] gLLAQadedfefbaxlkgr reducible gLLAQaededffbaaqbgw reducible gLLAQaededffbaaxngr SFS[D(3,1)(2,1)] gLLAQaededffbaaxjgr SFS[D(3,1)(2,1)] gLLMQaddefefbaqijgs reducible gLLAQaddefefbaehgjk SFS[D(2,1)(2,1)] gLLAQaddefefjaehggk toroidal gLLAQaddefefnaehggk SFS[D(5,2)(3,1)] gLLAQaeeddffbadtwjk SFS[D(2,1)(2,1)] gLLAQaeeddffjadtvjk SFS[D(5,2)(3,1)] gLLAQaeeddffnadtvjk SFS[D(4,1)(3,1)] gLLAQaddefefbaexgsk SFS[D(2,1)(2,1)] gLLAQaededffbaxxrgr SFS[D(2,1)(2,1)] gLLAQaeeddffbadprjk SFS[D(2,1)(2,1)] gLLAQaddefefbaeqgfk reducible gLLAQaddefefbaeqgrk SFS[D(3,1)(2,1)] gLLAQaddefefbaeqgkk SFS[D(3,1)(2,1)] gLLAQaeeddffbadibjk reducible gLLAQaeeddffbadinjk SFS[D(3,1)(2,1)] gLLAQaeeddffbadijjk SFS[D(3,1)(2,1)] gLLMQadedfefbmalkfr SFS[D(3,1)(2,1)] gLLAQaededffbiaqbgw reducible gLLAQadedfefbuapffw SFS[D(3,1)(2,1)] gLLPQacffdfenktwbnf reducible gLLPQacffdfenktwbnr reducible gLLPQacffdfenktwbnk reducible gLLAQadedfefjeeijfw reducible gLLAQaededffbdaibjw reducible gLLAQaddefefjeaukfk reducible gLLAQaeeddffbpilvwn reducible gLLAQaeeddffbdaibkk reducible gLLAQaededffbxqdwnw SFS[D(7,3)(2,1)] gLLAQadedfefbhxijgw reducible gLLAQadedfefbxxawgr reducible gLLAQaededffbqapbjr reducible gLLAQaededffbxadnnw SFS[D(7,3)(3,1)] gLLAQaededffbxadjnw SFS[D(7,4)(3,1)] gLLAQaddefefbhxdkgn reducible gLLAQaededffbxxdrnw SFS[D(7,3)(2,1)] gLLAQadedfefbueijfw SFS[D(3,1)(2,1)] gLLAQaededffbiaxbbw reducible gLLAQaeeddffblipown SFS[D(3,1)(2,1)] gLLPQacffdfenktrbvf reducible gLLPQacffdfenktrjvf reducible gLLPQacffdfenktrnvf reducible gLLAQadedfefjeeiffr reducible gLLAQaddefefjeaunfn reducible gLLAQaededffbdaibfr reducible gLLAQaeeddffbpilvbk reducible gLLAQaeeddffbdaibnn reducible gLLPQacffdfenkmgbnr SFS[D(5,3)(3,1)] gLLPQacffdfenkmgbnk SFS[D(4,3)(3,1)] gLLAQaededffbtqiwfr SFS[D(5,1)(2,1)] gLLAQaddefefbuaenwn SFS[D(8,3)(2,1)] gLLAQaddefefbuaensn SFS[D(7,3)(2,1)] gLLAQaededffbltmovw SFS[D(3,1)(2,1)] gLLAQaededffblambvw reducible gLLAQaededffbtainfr SFS[D(5,1)(3,1)] gLLAQaededffbtaijfr SFS[D(5,4)(3,1)] gLLAQaddefefbuainfn SFS[D(3,1)(2,1)] gLLAQaddefefbuainkn SFS[D(3,1)(2,1)] gLLAQaddefefbuainrn reducible gLLMQaddefefniatjvj SFS[D(5,2)(3,1)] gLLMQaddefefjiatjvj SFS[D(4,1)(3,1)] gLLAQaededffbtxirfr SFS[D(5,1)(2,1)] gLLAQaddefefbuapngn SFS[D(2,1)(2,1)] gLLAQaddefefbuapnkn SFS[D(7,2)(2,1)] gLLAQaddefefbuapnjn SFS[D(5,1)(2,1)] gLLMQadedfefbxahrrr SFS[D(4,1)(2,1)] gLLAQadedfefbhupfgw reducible gLLAQadedfefbxxhrgr reducible gLLAQadedfefjxxhrgr SFS[D(4,3)(3,1)] gLLAQadedfefnxxhrgr SFS[D(4,1)(3,1)] gLLAQaededffbqaibfr reducible gLLAQadedfefbhxpfgw reducible gLLAQaddefefnhaxnvn SFS[D(4,1)(2,1)] gLLAQaededffbtqiwjw SFS[D(7,3)(2,1)] gLLAQaededffblambnr reducible gLLAQaededffbtainjw SFS[D(7,3)(3,1)] gLLAQaededffbtaijjw SFS[D(7,4)(3,1)] gLLAQaededffbtxirjw SFS[D(7,3)(2,1)] gLLAQaddefefbuaekvk reducible gLLAQaddefefbuaekwk toroidal gLLAQaddefefbuaeksk toroidal gLLAQaddefefbuaikkk toroidal gLLAQaddefefbuaikrk SFS[D(8,3)(2,1)] gLLAQaddefefbuapkgk SFS[D(2,1)(2,1)] gLLAQaddefefbuapkkk toroidal gLLAQaddefefbuapkjk SFS[D(7,3)(2,1)] gLLPQacffdfenkegbvf reducible gLLPQacffdfenkegjvf SFS[D(3,1)(2,1)] gLLPQacffdfenkegnvf SFS[D(3,1)(2,1)] gLLAQaededffjttpojr SFS[D(2,1)(2,1)] gLLMQaddefefnmatsvs SFS[D(2,1)(2,1)] gLLAQaededffblqdvnw SFS[D(3,1)(2,1)] gLLAQaededffblqdsnw SFS[D(3,1)(2,1)] gLLAQaededffblqdwnw toroidal gLLAQaededffbladbnw reducible gLLAQaededffbladnnw toroidal gLLAQaededffbladjnw toroidal gLLAQaededffblxdonw SFS[D(3,1)(2,1)] gLLAQaededffblxdnnw SFS[D(3,1)(2,1)] gLLAQaededffblxdrnw toroidal gLLAQaddefefbpuefvk reducible gLLAQaddefefbpuefwk SFS[D(3,1)(3,2)] gLLAQaddefefbpuefsk SFS[D(3,1)(3,1)] gLLAQaddefefbpuifkk SFS[D(3,1)(2,1)] gLLAQaddefefbpupfkk SFS[D(3,1)(2,1)] gLLMQcbedeffabprlrk SFS[D(3,1)(2,1)] gLLPQacffdfenkaojjf SFS[D(3,1)(2,1)] gLLPQacffdfenkaonjf SFS[D(3,1)(2,1)] gLLAQadedfefjahucvr SFS[D(2,1)(2,1)] gLLAQadedfefbahucwr SFS[D(3,1)(2,1)] gLLAQaeeddffbadtwon SFS[D(2,1)(2,1)] gLLAQaddefefjaehrgn SFS[D(2,1)(2,1)] gLLAQaddefefbaehrjn SFS[D(2,1)(2,1)] gLLMQadedfefbatucgr reducible gLLMQadedfefnatucgr SFS[D(3,1)(3,1)] gLLMQadedfefjatucgr SFS[D(3,1)(3,2)] gLLAQaededffbaqxwbw SFS[D(2,1)(2,1)] gLLAQadedfefbaxucgr reducible gLLAQadedfefbaxuckr SFS[D(3,1)(3,1)] gLLAQadedfefbaxucjr SFS[D(3,1)(3,2)] gLLAQaededffbaaqbbr reducible gLLAQaededffbaaxnbw SFS[D(3,1)(2,1)] gLLAQaededffbaaxjbw SFS[D(3,1)(2,1)] gLLAQaeeddffbadpron SFS[D(2,1)(2,1)] gLLAQaddefefbaexrsn SFS[D(2,1)(2,1)] gLLAQaededffbaxxrbw SFS[D(2,1)(2,1)] gLLAQaeeddffnaltvok SFS[D(3,1)(2,1)] gLLAQaddefefbapervk reducible gLLAQaddefefbaperwk SFS[D(3,1)(3,2)] gLLAQaddefefbapersk SFS[D(3,1)(3,1)] gLLAQadedfefbaaucrr SFS[D(3,1)(2,1)] gLLAQaddefefbapirkk SFS[D(3,1)(2,1)] gLLAQaeeddffbadibon reducible gLLAQaeeddffbadinon SFS[D(3,1)(2,1)] gLLAQaeeddffbadijon SFS[D(3,1)(2,1)] gLLAQaddefefbaeqrfn reducible gLLAQaddefefbaeqrrn SFS[D(3,1)(2,1)] gLLAQaddefefbaeqrkn SFS[D(3,1)(2,1)] gLLAQaddefefbapprkk SFS[D(3,1)(2,1)] gLLAQaededffbxqdwvr SFS[D(5,1)(2,1)] gLLAQaededffbqapbfw reducible gLLAQaededffbxadnvr SFS[D(5,1)(3,1)] gLLAQaededffbxadjvr SFS[D(5,4)(3,1)] gLLAQadedfefbxxargw reducible gLLAQaededffbxxdrvr SFS[D(5,1)(2,1)] gLLPQacffdfenkigbnf reducible gLLPQacffdfenkigbnr toroidal gLLPQacffdfenkigbnk toroidal gLLAQaededffblqdwvr SFS[D(7,2)(2,1)] gLLAQaededffjttpofw toroidal gLLAQaededffnttpofw SFS[D(5,3)(3,1)] gLLAQaededffbladbvr reducible gLLAQaededffbladnvr SFS[D(7,2)(3,1)] gLLAQaededffbladjvr SFS[D(7,5)(3,1)] gLLMQaddefefnmatjvj toroidal gLLMQaddefefjmatjvj SFS[D(5,2)(3,1)] gLLAQaededffblxdrvr SFS[D(7,2)(2,1)] gLLAQaededffbpqdwvr SFS[D(2,1)(2,1)] gLLAQaededffbdapbfw reducible gLLAQaededffbpadnvr SFS[D(3,1)(2,1)] gLLAQaededffbpadjvr SFS[D(3,1)(2,1)] gLLAQaededffbpxdrvr SFS[D(2,1)(2,1)] gLLAQaeeddffbdxibnk reducible gLLPQacffdfenbagbrr SFS[D(4,1)(3,1)] gLLPQacffdfenbagbrk SFS[D(5,2)(3,1)] gLLAQadedfefjahqkvw SFS[D(5,3)(3,1)] gLLAQadedfefnahqkvw SFS[D(4,3)(3,1)] gLLAQaddefefbaahggk SFS[D(3,1)(2,1)] gLLAQaddefefbaahgjk toroidal gLLAQaddefefbaahgkk SFS[D(3,1)(2,1)] gLLAQaddefefbaaxgwk SFS[D(7,2)(2,1)] gLLAQaddefefbaaxgsk toroidal gLLAQaddefefbaaqgfk reducible gLLAQaddefefbaaqgrk toroidal gLLAQaddefefbaaqgkk toroidal gLLAQaeeddffbpllvwn reducible gLLMQaddefefbhaaggj SFS[D(3,1)(2,1)] gLLAQaeeddffbphlvbk reducible gLLAQaddefefbadhrjn SFS[D(2,1)(2,1)] gLLAQaddefefbadxrsn SFS[D(2,1)(2,1)] gLLAQaddefefbadqrfn reducible gLLAQaddefefbadqrrn SFS[D(3,1)(2,1)] gLLAQaddefefbadqrkn SFS[D(3,1)(2,1)] gLLPQacffdfensagbrr SFS[D(5,3)(3,1)] gLLPQacffdfensagbrk SFS[D(4,3)(3,1)] gLLAQadedfefbahikvw SFS[D(3,1)(2,1)] gLLAQaddefefbadhgjk SFS[D(2,1)(2,1)] gLLAQaddefefjadhggk SFS[D(5,2)(3,1)] gLLAQaddefefnadhggk SFS[D(4,1)(3,1)] gLLAQaddefefbadxgsk SFS[D(2,1)(2,1)] gLLAQaddefefbadqgfk reducible gLLAQaddefefbadqgrk SFS[D(3,1)(2,1)] gLLAQaddefefbadqgkk SFS[D(3,1)(2,1)] gLLAQaeeddffbphlvwn reducible gLLAQaeeddffbpllvbk reducible gLLAQaddefefbaahrjn toroidal gLLAQaddefefbaahrkn SFS[D(7,2)(2,1)] gLLAQaddefefbaaxrvn SFS[D(3,1)(2,1)] gLLAQaddefefbaaxrwn SFS[D(3,1)(2,1)] gLLAQaddefefbaaxrsn toroidal gLLAQaddefefbaaqrfn reducible gLLAQaddefefbaaqrrn toroidal gLLAQaddefefbaaqrkn toroidal gLLAQadedfefballjvn SFS[D(2,1)(2,1)] gLLMQadedfefballrvs SFS[D(2,1)(2,1)] gLLMQaddefefbaaargw SFS[D(2,1)(2,1)] gLLAQaddefefbhahwgr SFS[D(2,1)(2,1)] gLLAQaededffbqqhwgn SFS[D(3,1)(2,1)] gLLMQadedfefbhtmkgs reducible gLLAQaededffbqahbgn reducible gLLAQaededffbqahngn SFS[D(3,1)(3,1)] gLLAQaededffbqahjgn SFS[D(3,1)(3,2)] gLLAQadedfefbhxuvgj reducible gLLAQaededffbqxhrgn SFS[D(3,1)(2,1)] gLLAQaededffbdahbgn reducible gLLAQadedfefbmeisfn SFS[D(2,1)(2,1)] gLLAQaededffblahbgj reducible gLLAQaeeddffbmiporj SFS[D(2,1)(2,1)] gLLMQadedfefbualnfs SFS[D(2,1)(2,1)] gLLAQaededffblaxbrj reducible gLLAQadedfefbmatjfn SFS[D(2,1)(2,1)] gLLAQadedfefbautjgn reducible gLLAQadedfefbaxtjgn reducible gLLAQaededffbaaibsj reducible gLLAQaededffblapbon reducible gLLAQaededffbpqewfn SFS[D(3,1)(2,1)] gLLAQaededffbdaubvj reducible gLLAQaededffbpaenfn SFS[D(3,1)(3,2)] gLLAQaededffbpaejfn SFS[D(3,1)(3,1)] gLLAQaededffbpxerfn SFS[D(3,1)(2,1)] gLLAQaededffbqaubvj reducible gLLAQaededffblaebfn reducible gLLAQaededffbdaqbwn reducible gLLAQaededffbiambkn reducible gLLAQaededffbqadbcj reducible gLLAQaededffbmquvvn SFS[D(2,1)(2,1)] gLLAQaededffbmqusvn SFS[D(2,1)(2,1)] gLLAQaededffbmquwvn toroidal gLLAQaededffbiaebfj reducible gLLAQaededffbmaunvn toroidal gLLAQaededffbmaujvn toroidal gLLAQaededffbmxuovn SFS[D(2,1)(2,1)] gLLAQaededffbmxunvn SFS[D(2,1)(2,1)] gLLAQaededffbmxurvn toroidal gLLAQaededffbiquwvn SFS[D(3,1)(2,1)] gLLAQaededffbiaubvn reducible gLLAQaededffbiaunvn SFS[D(3,1)(3,1)] gLLAQaededffbiaujvn SFS[D(3,1)(3,2)] gLLAQaededffbixurvn SFS[D(3,1)(2,1)] gLLAQaededffbaquwvn SFS[D(3,1)(2,1)] gLLAQadedfefbaxisgn reducible gLLAQaededffbaaebfj reducible gLLAQaededffbaaunvn SFS[D(3,1)(3,2)] gLLAQaededffbaaujvn SFS[D(3,1)(3,1)] gLLAQaddefefbaqdngj reducible gLLAQaededffbaxurvn SFS[D(3,1)(2,1)] gLLAQadedfefbhxdcgj reducible gLLAQaededffbqaqbwn reducible gLLMQaddefefbhxisgk reducible gLLAQaededffbmtmokn SFS[D(2,1)(2,1)] gLLAQaededffbiaibsj reducible gLLAQaddefefbmaivfj SFS[D(2,1)(2,1)] gLLAQaededffbdadbcj reducible gLLMQaddefefbaptgvw reducible gLLMQaddefefbuatnvw reducible gLLMQaddefefbputsvw reducible gLLAQaededffbxqdwck SFS[D(3,1)(2,1)] gLLAQaededffbqapboj reducible gLLAQaededffbxadnck SFS[D(3,1)(3,2)] gLLAQaededffbxadjck SFS[D(3,1)(3,1)] gLLAQadedfefbhxisgk reducible gLLAQaededffbxxdrck SFS[D(3,1)(2,1)] gLLAQaddefefbhxdcgj reducible gLLAQaededffbpqdwck SFS[D(3,1)(2,1)] gLLAQaededffbdapboj reducible gLLAQaededffbpadnck SFS[D(3,1)(3,1)] gLLAQaededffbpadjck SFS[D(3,1)(3,2)] gLLAQaededffbpxdrck SFS[D(3,1)(2,1)] gLLAQaeeddffbdxibcj reducible gLLPQaddefefbudmrgr reducible gLLPQaddefefnudmrgr SFS[D(3,1)(2,1)] gLLPQaddefefjudmrgr SFS[D(3,1)(2,1)] gLLAQaededffjttpooj SFS[D(2,1)(2,1)] gLLMQaddefefnmatovk SFS[D(2,1)(2,1)] gLLAQaededffblqdvck SFS[D(2,1)(2,1)] gLLAQaededffblqdsck SFS[D(2,1)(2,1)] gLLAQaededffblqdwck toroidal gLLAQaededffbladbck reducible gLLAQaededffbladnck toroidal gLLAQaededffbladjck toroidal gLLAQaededffblxdock SFS[D(2,1)(2,1)] gLLAQaededffblxdnck SFS[D(2,1)(2,1)] gLLAQaededffblxdrck toroidal gLLAQaddefefbpueovw reducible gLLAQaddefefbpueoww SFS[D(3,1)(2,1)] gLLAQaddefefbpueosw SFS[D(3,1)(2,1)] gLLAQaddefefbpuiokw SFS[D(2,1)(2,1)] gLLAQaddefefbpupokw SFS[D(2,1)(2,1)] gLLPQaddefefnptmkgk SFS[D(5,2)(2,1)] gLLPQaddefefjptmkgk SFS[D(4,1)(2,1)] gLLAQaededffbtqiwsj reducible gLLAQaddefefbuaevwj SFS[D(7,3)(2,1)] gLLAQaddefefbuaevsj SFS[D(8,3)(2,1)] gLLAQaededffbltmokk SFS[D(2,1)(2,1)] gLLAQaededffblambkk reducible gLLAQaededffbtainsj reducible gLLAQaededffbtaijsj reducible gLLAQaddefefbuaivfj SFS[D(2,1)(2,1)] gLLAQaddefefbuaivkj SFS[D(7,2)(2,1)] gLLAQaddefefbuaivrj SFS[D(5,1)(2,1)] gLLMQaddefefniatovr SFS[D(5,2)(2,1)] gLLMQaddefefjiatovr SFS[D(4,1)(2,1)] gLLAQaededffbtxirsj reducible gLLAQaddefefbuapvgj SFS[D(3,1)(2,1)] gLLAQaddefefbuapvkj SFS[D(3,1)(2,1)] gLLAQaddefefbuapvjj reducible gLLMQcbedeffanpolbj SFS[D(5,2)(2,1)] gLLMQcbedeffajpolbj SFS[D(4,1)(2,1)] gLLMQcbedeffajxglcw SFS[D(4,1)(2,1)] gLLMQcbedeffanxglcw SFS[D(5,2)(2,1)] gLLPQadedfefbaqewrw toroidal gLLPQadedfefbaqewkw toroidal gLLAQaededffbaqxwrj SFS[D(3,1)(2,1)] gLLAQadedfefjahuvvk toroidal gLLAQadedfefnahuvvk SFS[D(5,2)(2,1)] gLLAQaededffjatqowk SFS[D(5,2)(2,1)] gLLAQaededffnatqowk SFS[D(4,1)(2,1)] gLLAQadedfefbaxlngj reducible gLLAQaededffbaaqbwk reducible gLLAQaededffbaaxnrj SFS[D(3,1)(3,2)] gLLAQaededffbaaxjrj SFS[D(3,1)(3,1)] gLLMQaddefefbaqifgk reducible gLLAQaeeddffbadtwsw SFS[D(3,1)(2,1)] gLLAQaeeddffjadtvsw SFS[D(5,2)(2,1)] gLLAQaeeddffnadtvsw SFS[D(4,1)(2,1)] gLLAQaddefefbaehwjw SFS[D(3,1)(2,1)] gLLAQaddefefjaehwgw toroidal gLLAQaddefefnaehwgw SFS[D(5,2)(2,1)] gLLAQaededffbaxxrrj SFS[D(3,1)(2,1)] gLLAQaeeddffbadprsw SFS[D(3,1)(2,1)] gLLAQaddefefbaexwsw SFS[D(3,1)(2,1)] gLLAQaeeddffbadibsw reducible gLLAQaeeddffbadinsw SFS[D(3,1)(3,2)] gLLAQaeeddffbadijsw SFS[D(3,1)(3,1)] gLLAQaddefefbaeqwfw reducible gLLAQaddefefbaeqwrw SFS[D(3,1)(3,2)] gLLAQaddefefbaeqwkw SFS[D(3,1)(3,1)] gLLPQaddefefbudmrgk reducible gLLPQaddefefnudmrgk toroidal gLLPQaddefefjudmrgk toroidal gLLAQaededffblqdwcj SFS[D(3,1)(2,1)] gLLAQaededffjttpook toroidal gLLAQaededffnttpook SFS[D(5,2)(2,1)] gLLAQaededffbladbcj reducible gLLAQaededffbladncj SFS[D(3,1)(3,1)] gLLAQaededffbladjcj SFS[D(3,1)(3,2)] gLLMQaddefefnmatovr toroidal gLLMQaddefefjmatovr SFS[D(5,2)(2,1)] gLLAQaededffblxdrcj SFS[D(3,1)(2,1)] gLLPQaededffbdixbcj reducible gLLPQaededffbpitngw reducible gLLPQaededffbpitjgw reducible gLLAQadedfefjeeisfk reducible gLLAQaededffbdaibsk reducible gLLAQaddefefjeauvfw reducible gLLAQaeeddffbpilvrj reducible gLLAQaeeddffbdaibvw reducible gLLAQaededffbqaibsk reducible gLLAQaededffbtqiwsk SFS[D(3,1)(2,1)] gLLAQaededffblambkj reducible gLLAQaededffbtainsk SFS[D(3,1)(3,2)] gLLAQaededffbtaijsk SFS[D(3,1)(3,1)] gLLAQaededffbtxirsk SFS[D(3,1)(2,1)] gLLAQaddefefbuaevvw reducible gLLAQaddefefbuaevww toroidal gLLAQaddefefbuaevsw toroidal gLLAQaddefefbuaivkw toroidal gLLAQaddefefbuaivrw SFS[D(7,2)(2,1)] gLLAQaddefefbuapvgw SFS[D(3,1)(2,1)] gLLAQaddefefbuapvkw toroidal gLLAQaddefefbuapvjw SFS[D(3,1)(2,1)] gLLPQaededffbdixbcw reducible gLLPQaededffbpitngj reducible gLLPQaededffbpitjgj reducible gLLAQadedfefjeeisfj reducible gLLAQaddefefjeauvfj reducible gLLAQaededffbdaibsj reducible gLLAQaeeddffbpilvrw reducible gLLAQaeeddffbdaibvj reducible gLLAQaededffbiaxbrj reducible gLLAQaededffbxqdwcj reducible gLLAQaededffbqapbok reducible gLLAQaededffbxadncj reducible gLLAQaededffbxadjcj reducible gLLAQaededffbxxdrcj reducible gLLAQadedfefbueisfk SFS[D(2,1)(2,1)] gLLAQaededffbiaxbrk reducible gLLAQaeeddffbliporj SFS[D(2,1)(2,1)] gLLAQaededffbiaqbwj reducible gLLPQadedfefbaqewrj SFS[D(3,1)(2,1)] gLLPQadedfefbaqewkj SFS[D(3,1)(2,1)] gLLMQcbedeffabprlbw SFS[D(2,1)(2,1)] gLLAQadedfefjahuvvj SFS[D(2,1)(2,1)] gLLAQadedfefbahuvwj SFS[D(2,1)(2,1)] gLLAQaddefefjaehwgj SFS[D(2,1)(2,1)] gLLAQaddefefbaehwjj SFS[D(3,1)(2,1)] gLLAQaeeddffbadtwsj SFS[D(3,1)(2,1)] gLLMQadedfefbatuvgj reducible gLLMQadedfefnatuvgj SFS[D(3,1)(2,1)] gLLMQadedfefjatuvgj SFS[D(3,1)(2,1)] gLLAQaededffbaqxwrk SFS[D(3,1)(2,1)] gLLAQadedfefbaxuvgj reducible gLLAQadedfefbaxuvkj SFS[D(3,1)(2,1)] gLLAQadedfefbaxuvjj SFS[D(3,1)(2,1)] gLLAQaededffbaaqbwj reducible gLLAQaededffbaaxnrk SFS[D(3,1)(3,1)] gLLAQaededffbaaxjrk SFS[D(3,1)(3,2)] gLLAQaddefefbaexwsj SFS[D(3,1)(2,1)] gLLAQaeeddffbadprsj SFS[D(3,1)(2,1)] gLLAQaededffbaxxrrk SFS[D(3,1)(2,1)] gLLAQaddefefbapebvw reducible gLLAQaddefefbapebww SFS[D(3,1)(2,1)] gLLAQaddefefbapebsw SFS[D(3,1)(2,1)] gLLAQaeeddffnaltvfw SFS[D(2,1)(2,1)] gLLAQaddefefbapibkw SFS[D(2,1)(2,1)] gLLAQadedfefbaauvrj SFS[D(2,1)(2,1)] gLLAQaddefefbappbkw SFS[D(2,1)(2,1)] gLLAQaddefefbaeqwfj reducible gLLAQaddefefbaeqwrj SFS[D(3,1)(3,1)] gLLAQaddefefbaeqwkj SFS[D(3,1)(3,2)] gLLAQaeeddffbadibsj reducible gLLAQaeeddffbadinsj SFS[D(3,1)(3,1)] gLLAQaeeddffbadijsj SFS[D(3,1)(3,2)] gLLAQadedfefbhupogk reducible gLLAQadedfefbhxpogk reducible gLLAQaededffbqaibsj reducible gLLMQadedfefbmalnfj SFS[D(2,1)(2,1)] gLLAQaededffbiaqbwk reducible gLLAQadedfefbuapofk SFS[D(2,1)(2,1)] gLLAQaededffbpqdwcj SFS[D(3,1)(2,1)] gLLAQaededffbdapbok reducible gLLAQaededffbpadncj SFS[D(3,1)(3,2)] gLLAQaededffbpadjcj SFS[D(3,1)(3,1)] gLLAQaededffbpxdrcj SFS[D(3,1)(2,1)] gLLAQaeeddffbdxibcw reducible gLLMQaddefefbhaargr SFS[D(2,1)(2,1)] gLLPQadedfefbaqhwrw SFS[D(4,1)(2,1)] gLLPQadedfefbaqhwkw SFS[D(5,2)(2,1)] gLLAQadedfefjahqvvk SFS[D(5,2)(2,1)] gLLAQadedfefnahqvvk SFS[D(4,1)(2,1)] gLLAQaddefefbaahwgw SFS[D(2,1)(2,1)] gLLAQaddefefbaahwjw toroidal gLLAQaddefefbaahwkw SFS[D(7,3)(2,1)] gLLAQaddefefbaaxwww SFS[D(8,3)(2,1)] gLLAQaddefefbaaxwsw toroidal gLLAQaddefefbaaqwfw reducible gLLAQaddefefbaaqwrw toroidal gLLAQaddefefbaaqwkw toroidal gLLAQaeeddffbpllvrj reducible gLLAQaeeddffbphlvrw reducible gLLAQaddefefbadhwjj SFS[D(3,1)(2,1)] gLLAQaddefefbadxwsj SFS[D(3,1)(2,1)] gLLAQaddefefbadqwfj reducible gLLAQaddefefbadqwrj SFS[D(3,1)(3,1)] gLLAQaddefefbadqwkj SFS[D(3,1)(3,2)] gLLPQadedfefbaquwrw SFS[D(5,2)(2,1)] gLLPQadedfefbaquwkw SFS[D(4,1)(2,1)] gLLAQadedfefbahivvk SFS[D(2,1)(2,1)] gLLAQaddefefbadhwjw SFS[D(3,1)(2,1)] gLLAQaddefefjadhwgw SFS[D(5,2)(2,1)] gLLAQaddefefnadhwgw SFS[D(4,1)(2,1)] gLLAQaddefefbadxwsw SFS[D(3,1)(2,1)] gLLAQaddefefbadqwfw reducible gLLAQaddefefbadqwrw SFS[D(3,1)(3,2)] gLLAQaddefefbadqwkw SFS[D(3,1)(3,1)] gLLAQaeeddffbphlvrj reducible gLLAQaeeddffbpllvrw reducible gLLAQaddefefbaahwjj toroidal gLLAQaddefefbaahwkj SFS[D(8,3)(2,1)] gLLAQaddefefbaaxwvj SFS[D(2,1)(2,1)] gLLAQaddefefbaaxwwj SFS[D(7,3)(2,1)] gLLAQaddefefbaaxwsj toroidal gLLAQaddefefbaaqwfj reducible gLLAQaddefefbaaqwrj toroidal gLLAQaddefefbaaqwkj toroidal gLLAQadedfefbhxhggr reducible gLLAQaededffbqaubvw reducible gLLAQaededffbdahbgr reducible gLLAQaededffbiquwvr reducible gLLAQaededffbiaubvr reducible gLLAQaededffbiaunvr reducible gLLAQaededffbiaujvr reducible gLLAQaededffbixurvr reducible gLLAQaededffbiambkr reducible gLLMQadedfefbaahgrw SFS[D(2,1)(2,1)] gLLAQaededffbaaibsw reducible gLLAQadedfefbaxqwgw reducible gLLAQadedfefjaxqwgw SFS[D(3,1)(2,1)] gLLAQadedfefnaxqwgw SFS[D(3,1)(2,1)] gLLAQaddefefnaaxvvk SFS[D(2,1)(2,1)] gLLAQaededffbiaibsw reducible gLLAQaededffbpqewfr SFS[D(3,1)(2,1)] gLLAQaededffbdaubvw reducible gLLAQaededffbpaenfr SFS[D(3,1)(3,1)] gLLAQaededffbpaejfr SFS[D(3,1)(3,2)] gLLAQaededffbpxerfr SFS[D(3,1)(2,1)] gLLAQaededffbqqhwgr reducible gLLAQaededffbqahbgr reducible gLLAQaededffbqahngr reducible gLLAQaededffbqahjgr reducible gLLAQaededffbqxhrgr reducible gLLAQaededffbmquwvr SFS[D(3,1)(2,1)] gLLAQaededffbiaebfw reducible gLLAQaededffbmaunvr SFS[D(3,1)(3,2)] gLLAQaededffbmaujvr SFS[D(3,1)(3,1)] gLLAQaededffbmxurvr SFS[D(3,1)(2,1)] gLLAQaededffbdaqbwr reducible gLLAQaededffblaxbrw reducible gLLAQaededffbqaqbwr reducible gLLAQaededffblaebfr reducible gLLAQaededffblahbgw reducible gLLAQaededffbaquwvr SFS[D(3,1)(2,1)] gLLAQadedfefbaxabgw reducible gLLAQaededffbaaebfw reducible gLLAQaededffbaaunvr SFS[D(3,1)(3,1)] gLLAQaededffbaaujvr SFS[D(3,1)(3,2)] gLLAQaededffbaxurvr SFS[D(3,1)(2,1)] gLLAQadedfefbhxqwgr reducible gLLAQaededffbqadbcw reducible gLLAQaededffblapbor reducible gLLAQaededffbdadbcw reducible gLLAQadedfefbhupjgn reducible gLLMQadedfefbxahwrs SFS[D(5,2)(2,1)] gLLAQadedfefbxxhwgj reducible gLLAQadedfefjxxhwgj SFS[D(5,2)(3,1)] gLLAQadedfefnxxhwgj SFS[D(5,3)(3,1)] gLLAQadedfefbhxpjgn reducible gLLAQaededffbqaibjj reducible gLLAQaddefefnhaxkvj SFS[D(5,2)(2,1)] gLLMQadedfefbmalcfs SFS[D(2,1)(2,1)] gLLAQaededffbiaqbbn reducible gLLAQadedfefbuapjfn SFS[D(2,1)(2,1)] gLLAQadedfefbueiffn SFS[D(2,1)(2,1)] gLLAQaededffbiaxbgn reducible gLLAQaeeddffblipobj SFS[D(2,1)(2,1)] gLLMQcbedeffajxglnj SFS[D(4,3)(3,1)] gLLMQcbedeffanxglnj SFS[D(5,3)(3,1)] gLLPQacffdfejkagbrr toroidal gLLPQacffdfejkagbrk toroidal gLLMQcbedeffabprlgr SFS[D(2,1)(2,1)] gLLMQcbedeffanpolgr SFS[D(5,2)(3,1)] gLLMQcbedeffajpolgr SFS[D(4,1)(3,1)] gLLMQadedfefbatukgs reducible gLLMQadedfefnatukgs SFS[D(3,1)(2,1)] gLLMQadedfefjatukgs SFS[D(3,1)(2,1)] gLLAQaddefefbapegvr reducible gLLAQaddefefbapegwr SFS[D(3,1)(2,1)] gLLAQaddefefbapegsr SFS[D(3,1)(2,1)] gLLAQaeeddffnaltvjr SFS[D(2,1)(2,1)] gLLAQaededffjatqogj SFS[D(5,2)(3,1)] gLLAQaededffnatqogj SFS[D(4,1)(3,1)] gLLAQadedfefbahukwj SFS[D(2,1)(2,1)] gLLAQadedfefjahukvj toroidal gLLAQadedfefnahukvj SFS[D(5,2)(3,1)] gLLAQadedfefbaxlkgn reducible gLLAQadedfefbaxukgj reducible gLLAQadedfefbaxukkj SFS[D(3,1)(2,1)] gLLAQadedfefbaxukjj SFS[D(3,1)(2,1)] gLLMQaddefefbaqijgw reducible gLLAQaddefefbapigkr SFS[D(2,1)(2,1)] gLLAQadedfefbaaukrj SFS[D(2,1)(2,1)] gLLAQaddefefjaehggj toroidal gLLAQaddefefnaehggj SFS[D(5,3)(3,1)] gLLAQaeeddffjadtvjj SFS[D(5,3)(3,1)] gLLAQaeeddffnadtvjj SFS[D(4,3)(3,1)] gLLAQaddefefbappgkr SFS[D(2,1)(2,1)] gLLMQadedfefbmalkfk SFS[D(3,1)(2,1)] gLLAQaededffbiaqbgj reducible gLLAQadedfefbuapffj SFS[D(3,1)(2,1)] gLLPQacffdfejktwbnf reducible gLLPQacffdfejktwbnr reducible gLLPQacffdfejktwbnk reducible gLLAQadedfefjeeijfj reducible gLLAQaddefefjeaukfj reducible gLLAQaededffbxqdwnj SFS[D(8,3)(2,1)] gLLAQadedfefbhxijgj reducible gLLAQadedfefbxxawgn reducible gLLAQaededffbqapbjn reducible gLLAQaededffbxadnnj SFS[D(8,3)(3,1)] gLLAQaededffbxadjnj SFS[D(8,3)(3,1)] gLLAQaddefefbhxdkgr reducible gLLAQaededffbxxdrnj SFS[D(8,3)(2,1)] gLLAQadedfefbueijfj SFS[D(3,1)(2,1)] gLLAQaededffbiaxbbj reducible gLLAQaeeddffblipowr SFS[D(3,1)(2,1)] gLLPQacffdfejktrbvf reducible gLLPQacffdfejktrjvf reducible gLLPQacffdfejktrnvf reducible gLLAQadedfefjeeiffn reducible gLLAQaddefefjeaunfr reducible gLLPQacffdfejkmgbnr SFS[D(5,2)(3,1)] gLLPQacffdfejkmgbnk SFS[D(4,1)(3,1)] gLLAQaededffbtqiwfn SFS[D(7,2)(2,1)] gLLAQaddefefbuaenvr reducible gLLAQaddefefbuaenwr toroidal gLLAQaddefefbuaensr toroidal gLLAQaededffbltmovj SFS[D(3,1)(2,1)] gLLAQaededffblambvj reducible gLLAQaededffbtainfn SFS[D(7,2)(3,1)] gLLAQaededffbtaijfn SFS[D(7,5)(3,1)] gLLAQaddefefbuainfr SFS[D(3,1)(2,1)] gLLAQaddefefbuainkr toroidal gLLAQaddefefbuainrr SFS[D(3,1)(2,1)] gLLMQaddefefniatjvk SFS[D(5,3)(3,1)] gLLMQaddefefjiatjvk SFS[D(4,3)(3,1)] gLLAQaededffbtxirfn SFS[D(7,2)(2,1)] gLLAQaddefefbuapnkr toroidal gLLAQaddefefbuapnjr SFS[D(7,2)(2,1)] gLLMQadedfefbxahrrk SFS[D(5,2)(2,1)] gLLAQadedfefbhupfgj reducible gLLAQadedfefbxxhrgn reducible gLLAQadedfefjxxhrgn SFS[D(5,3)(3,1)] gLLAQadedfefnxxhrgn SFS[D(5,2)(3,1)] gLLAQaededffbqaibfn reducible gLLAQadedfefbhxpfgj reducible gLLAQaddefefnhaxnvr SFS[D(5,2)(2,1)] gLLPQacffdfejkdsjrf SFS[D(5,2)(2,1)] gLLPQacffdfejkdsnrf SFS[D(4,1)(2,1)] gLLAQaededffbltmonn SFS[D(2,1)(2,1)] gLLMQaddefefniatsvw SFS[D(5,2)(2,1)] gLLMQaddefefjiatsvw SFS[D(4,1)(2,1)] gLLAQaededffbtqiwjj SFS[D(8,3)(2,1)] gLLAQaededffblambnn reducible gLLAQaededffbtainjj SFS[D(8,3)(3,1)] gLLAQaededffbtaijjj SFS[D(8,3)(3,1)] gLLAQaededffbtxirjj SFS[D(8,3)(2,1)] gLLAQaddefefbuaekvj reducible gLLAQaddefefbuaekwj toroidal gLLAQaddefefbuaeksj toroidal gLLAQaddefefbuaikfj SFS[D(2,1)(2,1)] gLLAQaddefefbuaikkj toroidal gLLAQaddefefbuaikrj SFS[D(7,3)(2,1)] gLLAQaddefefbuapkkj toroidal gLLAQaddefefbuapkjj SFS[D(8,3)(2,1)] gLLPQacffdfejkegbvf reducible gLLPQacffdfejkegjvf toroidal gLLPQacffdfejkegnvf toroidal gLLAQaededffjttpojn toroidal gLLAQaededffnttpojn SFS[D(5,2)(2,1)] gLLMQaddefefnmatsvw toroidal gLLMQaddefefjmatsvw SFS[D(5,2)(2,1)] gLLAQaededffblqdvnj SFS[D(3,1)(2,1)] gLLAQaededffblqdsnj SFS[D(3,1)(2,1)] gLLAQaededffblqdwnj toroidal gLLAQaededffbladbnj reducible gLLAQaededffbladnnj toroidal gLLAQaededffbladjnj toroidal gLLAQaededffblxdonj SFS[D(3,1)(2,1)] gLLAQaededffblxdnnj SFS[D(3,1)(2,1)] gLLAQaededffblxdrnj toroidal gLLAQaddefefbpuefvj reducible gLLAQaddefefbpuefwj SFS[D(3,1)(3,1)] gLLAQaddefefbpuefsj SFS[D(3,1)(3,2)] gLLAQaddefefbpuifkj SFS[D(3,1)(2,1)] gLLAQaddefefbpupfkj SFS[D(3,1)(2,1)] gLLMQcbedeffanpolrj SFS[D(5,2)(2,1)] gLLMQcbedeffajpolrj SFS[D(4,1)(2,1)] gLLMQcbedeffabprlrj SFS[D(3,1)(2,1)] gLLMQcbedeffajxglkr SFS[D(4,1)(2,1)] gLLMQcbedeffanxglkr SFS[D(5,2)(2,1)] gLLPQacffdfejkaojjf toroidal gLLPQacffdfejkaonjf toroidal gLLAQadedfefjahucvn toroidal gLLAQadedfefnahucvn SFS[D(5,2)(2,1)] gLLAQadedfefbahucwn SFS[D(3,1)(2,1)] gLLAQaededffjatqobn SFS[D(5,2)(2,1)] gLLAQaededffnatqobn SFS[D(4,1)(2,1)] gLLAQaeeddffjadtvor SFS[D(5,2)(2,1)] gLLAQaeeddffnadtvor SFS[D(4,1)(2,1)] gLLAQaddefefjaehrgr toroidal gLLAQaddefefnaehrgr SFS[D(5,2)(2,1)] gLLMQadedfefbatucgk reducible gLLMQadedfefnatucgk SFS[D(3,1)(3,2)] gLLMQadedfefjatucgk SFS[D(3,1)(3,1)] gLLAQadedfefbaxlcgj reducible gLLAQadedfefbaxucgn reducible gLLAQadedfefbaxuckn SFS[D(3,1)(3,2)] gLLAQadedfefbaxucjn SFS[D(3,1)(3,1)] gLLAQaeeddffnaltvoj SFS[D(3,1)(2,1)] gLLAQaddefefbapervj reducible gLLAQaddefefbaperwj SFS[D(3,1)(3,1)] gLLAQaddefefbapersj SFS[D(3,1)(3,2)] gLLMQaddefefbaqisgk reducible gLLAQadedfefbaaucrn SFS[D(3,1)(2,1)] gLLAQaddefefbapirkj SFS[D(3,1)(2,1)] gLLAQaddefefbapprkj SFS[D(3,1)(2,1)] gLLAQaededffbxqdwvn SFS[D(7,2)(2,1)] gLLAQadedfefbhxifgn reducible gLLAQaededffbqapbfj reducible gLLAQaededffbxadnvn SFS[D(7,2)(3,1)] gLLAQaededffbxadjvn SFS[D(7,5)(3,1)] gLLAQadedfefbxxargj reducible gLLAQaddefefbhxdngj reducible gLLAQaededffbxxdrvn SFS[D(7,2)(2,1)] gLLPQacffdfejkigbnf reducible gLLPQacffdfejkigbnr toroidal gLLPQacffdfejkigbnk toroidal gLLAQaededffblqdvvn SFS[D(2,1)(2,1)] gLLAQaededffblqdsvn SFS[D(2,1)(2,1)] gLLAQaededffblqdwvn toroidal gLLAQaddefefbpuesvr reducible gLLAQaddefefbpueswr SFS[D(3,1)(2,1)] gLLAQaddefefbpuessr SFS[D(3,1)(2,1)] gLLAQaededffjttpofj toroidal gLLAQaededffnttpofj SFS[D(5,2)(3,1)] gLLAQaededffbladbvn reducible gLLAQaededffbladnvn toroidal gLLAQaededffbladjvn toroidal gLLAQaddefefbpuiskr SFS[D(2,1)(2,1)] gLLMQaddefefnmatjvk toroidal gLLMQaddefefjmatjvk SFS[D(5,3)(3,1)] gLLAQaededffblxdovn SFS[D(2,1)(2,1)] gLLAQaededffblxdnvn SFS[D(2,1)(2,1)] gLLAQaededffblxdrvn toroidal gLLAQaddefefbpupskr SFS[D(2,1)(2,1)] gLLPQacffdfejbagbrr SFS[D(4,3)(3,1)] gLLPQacffdfejbagbrk SFS[D(5,3)(3,1)] gLLAQadedfefjahqkvj SFS[D(5,2)(3,1)] gLLAQadedfefnahqkvj SFS[D(4,1)(3,1)] gLLAQaddefefbaahggj SFS[D(3,1)(2,1)] gLLAQaddefefbaahgjj SFS[D(3,1)(2,1)] gLLAQaddefefbaahgkj reducible gLLAQaddefefbaaxgvj SFS[D(2,1)(2,1)] gLLAQaddefefbaaxgwj SFS[D(5,1)(2,1)] gLLAQaddefefbaaxgsj SFS[D(7,2)(2,1)] gLLAQaddefefbaaqgrj SFS[D(7,3)(2,1)] gLLAQaddefefbaaqgkj SFS[D(8,3)(2,1)] gLLMQaddefefbhaaggk SFS[D(3,1)(2,1)] gLLPQacffdfejbaojjf SFS[D(5,2)(2,1)] gLLPQacffdfejbaonjf SFS[D(4,1)(2,1)] gLLAQadedfefbahicvn SFS[D(2,1)(2,1)] gLLAQaddefefjadhrgr SFS[D(5,2)(2,1)] gLLAQaddefefnadhrgr SFS[D(4,1)(2,1)] gLLPQacffdfejsagbrr SFS[D(5,2)(3,1)] gLLPQacffdfejsagbrk SFS[D(4,1)(3,1)] gLLAQadedfefbahikvj SFS[D(3,1)(2,1)] gLLAQaddefefjadhggj SFS[D(5,3)(3,1)] gLLAQaddefefnadhggj SFS[D(4,3)(3,1)] gLLPQacffdfejsaojjf SFS[D(4,1)(2,1)] gLLPQacffdfejsaonjf SFS[D(5,2)(2,1)] gLLAQadedfefjahqcvn SFS[D(5,2)(2,1)] gLLAQadedfefnahqcvn SFS[D(4,1)(2,1)] gLLAQaddefefbaahrgr SFS[D(2,1)(2,1)] gLLAQaddefefbaahrjr SFS[D(7,2)(2,1)] gLLAQaddefefbaahrkr SFS[D(5,1)(2,1)] gLLAQaddefefbaaxrvr SFS[D(3,1)(2,1)] gLLAQaddefefbaaxrwr reducible gLLAQaddefefbaaxrsr SFS[D(3,1)(2,1)] gLLAQaddefefbaaqrrr SFS[D(8,3)(2,1)] gLLAQaddefefbaaqrkr SFS[D(7,3)(2,1)] gLLMQaddefefbhaawgw SFS[D(2,1)(2,1)] gLLAQaddefefbhahrgw SFS[D(2,1)(2,1)] gLLMQadedfefballbvj SFS[D(2,1)(2,1)] gLLMQaddefefbaaawgr SFS[D(2,1)(2,1)] gLLAQadedfefballovk SFS[D(2,1)(2,1)] gLLMQaddefefbputovr reducible gLLMQaddefefbuatvvr reducible gLLMQaddefefbaptbvr reducible gLLAQadedfefbxhdvwk SFS[D(5,2)(2,1)] gLLAQadedfefbxxdvgk reducible gLLAQadedfefbxxdvkk SFS[D(5,3)(3,1)] gLLAQadedfefbxxdvjk SFS[D(5,2)(3,1)] gLLAQadedfefbhxdngj reducible gLLAQaededffbqaqbbk reducible gLLAQadedfefbxadvrk SFS[D(5,2)(2,1)] gLLMQaddefefbhxifgk reducible gLLAQaededffbmtmonk SFS[D(2,1)(2,1)] gLLAQaededffbiaibjj reducible gLLAQaddefefbmaikfj SFS[D(2,1)(2,1)] gLLAQaededffbmquvck SFS[D(2,1)(2,1)] gLLAQaededffbmqusck SFS[D(2,1)(2,1)] gLLAQaededffbmquwck toroidal gLLAQaededffbiaeboj reducible gLLAQaededffbmaunck toroidal gLLAQaededffbmaujck toroidal gLLAQaededffbmxuock SFS[D(2,1)(2,1)] gLLAQaededffbmxunck SFS[D(2,1)(2,1)] gLLAQaededffbmxurck toroidal gLLAQadedfefbaxargj reducible gLLAQadedfefbaxifgk reducible gLLAQaddefefbaqdcgj reducible gLLAQaededffbiquwck SFS[D(7,2)(2,1)] gLLAQaededffbiaubck reducible gLLAQaededffbiaunck SFS[D(7,5)(3,1)] gLLAQaededffbiaujck SFS[D(7,2)(3,1)] gLLAQaededffbixurck SFS[D(7,2)(2,1)] gLLAQadedfefbhxqbgk reducible gLLAQadedfefbxxtsgj reducible gLLAQaededffbqadbnj reducible gLLAQaededffbiambnk reducible gLLAQaededffblaebsk reducible gLLAQadedfefbxxpfgj reducible gLLAQaededffbqaubkj reducible gLLAQadedfefbhxhrgk reducible gLLMQadedfefbualcfj SFS[D(2,1)(2,1)] gLLAQaededffblaxbbj reducible gLLAQadedfefbmatofk SFS[D(2,1)(2,1)] gLLAQaededffblapbjk reducible gLLAQadedfefbautogk reducible gLLMQadedfefbaahwrj SFS[D(3,1)(2,1)] gLLAQadedfefbaxtogk reducible gLLAQadedfefbaxqggj reducible gLLAQadedfefjaxqggj SFS[D(3,1)(3,1)] gLLAQadedfefnaxqggj SFS[D(3,1)(3,2)] gLLAQaddefefnaaxkvj SFS[D(3,1)(2,1)] gLLMQadedfefbhtmvgj reducible gLLAQaededffbqqhwrk SFS[D(7,2)(2,1)] gLLAQadedfefbhxukgj reducible gLLAQaededffbqahbrk reducible gLLAQaededffbqahnrk SFS[D(7,5)(3,1)] gLLAQaededffbqahjrk SFS[D(7,2)(3,1)] gLLAQadedfefbxxlkgk reducible gLLAQaededffbqxhrrk SFS[D(7,2)(2,1)] gLLAQadedfefbmeiffk SFS[D(2,1)(2,1)] gLLAQaededffblahbwj reducible gLLAQaeeddffbmipobj SFS[D(2,1)(2,1)] gLLMQadedfefballwvr SFS[D(3,1)(2,1)] gLLMQaddefefbaaabgj SFS[D(3,1)(2,1)] gLLAQaddefefbhahbgk SFS[D(3,1)(2,1)] gLLAQadedfefballfvw SFS[D(3,1)(2,1)] gLLMQaddefefbuatcvj reducible gLLMQaddefefbputjvj reducible gLLMQaddefefbaptwvj reducible gLLAQadedfefbxxtfgr reducible gLLAQaededffbqadbkr reducible gLLAQadedfefbhxqrgw reducible gLLAQaededffblapbsw reducible gLLAQaededffblaebjw reducible gLLAQadedfefbaxiogw reducible gLLAQadedfefbaxaggr reducible gLLAQaddefefbaqdkgn reducible gLLAQadedfefbmeiofw SFS[D(3,1)(2,1)] gLLAQaededffblahbbr reducible gLLAQaeeddffbmipogn SFS[D(3,1)(2,1)] gLLAQadedfefbxhdkww SFS[D(5,2)(2,1)] gLLAQadedfefbhxdkgr reducible gLLAQaededffbqaqbrw reducible gLLAQadedfefbxxdkgw reducible gLLAQadedfefbxxdkkw SFS[D(5,2)(3,1)] gLLAQadedfefbxxdkjw SFS[D(5,3)(3,1)] gLLMQaddefefbhxijgs reducible gLLAQadedfefbxadkrw SFS[D(5,2)(2,1)] gLLMQadedfefbualvfr SFS[D(3,1)(2,1)] gLLAQaededffblaxbwr reducible gLLAQadedfefbmatffw SFS[D(3,1)(2,1)] gLLAQaededffbmquvnw SFS[D(3,1)(2,1)] gLLAQaededffbmqusnw SFS[D(3,1)(2,1)] gLLAQaededffbmquwnw toroidal gLLAQaededffbiaebjr reducible gLLAQaededffbmaunnw toroidal gLLAQaededffbmaujnw toroidal gLLAQaededffbmxuonw SFS[D(3,1)(2,1)] gLLAQaededffbmxunnw SFS[D(3,1)(2,1)] gLLAQaededffbmxurnw toroidal gLLMQadedfefbhtmcgr reducible gLLAQaededffbqqhwbw SFS[D(8,3)(2,1)] gLLAQadedfefbxxlvgw reducible gLLAQadedfefbhxungr reducible gLLAQaededffbqahbbw reducible gLLAQaededffbqahnbw SFS[D(8,3)(3,1)] gLLAQaededffbqahjbw SFS[D(8,3)(3,1)] gLLAQaededffbqxhrbw SFS[D(8,3)(2,1)] gLLAQaededffbiambcw reducible gLLAQaededffbmtmocw SFS[D(3,1)(2,1)] gLLAQaededffbiaibor reducible gLLAQaddefefbmaicfn SFS[D(3,1)(2,1)] gLLMQadedfefbaahbrr SFS[D(2,1)(2,1)] gLLAQadedfefbautfgw reducible gLLAQadedfefbaxqrgr reducible gLLAQadedfefjaxqrgr SFS[D(3,1)(2,1)] gLLAQadedfefnaxqrgr SFS[D(3,1)(2,1)] gLLAQadedfefbaxtfgw reducible gLLAQaddefefnaaxcvn SFS[D(2,1)(2,1)] gLLAQadedfefbhxhbgw reducible gLLAQadedfefbxxpsgr reducible gLLAQaededffbqaubnr reducible gLLAQaededffbiquwnw SFS[D(8,3)(2,1)] gLLAQaededffbiaubnw reducible gLLAQaededffbiaunnw SFS[D(8,3)(3,1)] gLLAQaededffbiaujnw SFS[D(8,3)(3,1)] gLLAQaededffbixurnw SFS[D(8,3)(2,1)] gLLMQcbedeffanpgpog reducible gLLMQcbedeffajpgpog reducible gLLMQcbedeffajxoxjo reducible gLLMQcbedeffajxrxjo SFS[D(4,3)(3,1)] gLLMQcbedeffajxnxjo SFS[D(4,1)(3,1)] gLLMQcbedeffanxoxjo reducible gLLMQcbedeffanxrxjo SFS[D(5,3)(3,1)] gLLMQcbedeffanxnxjo SFS[D(5,2)(3,1)] gLLAQaededffjaqxsjo SFS[D(4,1)(2,1)] gLLAQaededffjaqxwjo SFS[D(5,2)(2,1)] gLLMQaddefefnaqakkv SFS[D(4,1)(2,1)] gLLMQaddefefnaqakjv SFS[D(5,2)(2,1)] gLLAQadedfefjauuogc reducible gLLAQadedfefnauuogc reducible gLLAQaededffjaqqvnc reducible gLLAQaededffjaqqsnc SFS[D(5,2)(3,1)] gLLAQaededffjaqqwnc SFS[D(5,3)(3,1)] gLLAQaededffnaqqvnc reducible gLLAQaededffnaqqsnc SFS[D(4,1)(3,1)] gLLAQaededffnaqqwnc SFS[D(4,3)(3,1)] gLLAQaededffjaaqnnc SFS[D(5,2)(2,1)] gLLAQaededffjaaxjjo SFS[D(4,1)(2,1)] gLLAQaededffjaxqnnc SFS[D(5,2)(2,1)] gLLAQaededffnaxqnnc SFS[D(4,1)(2,1)] gLLMQaddefefbaaabkg SFS[D(3,1)(2,1)] gLLMQaddefefbaaabjg SFS[D(3,1)(2,1)] gLLAQaeeddffjaddocg reducible gLLAQaeeddffnaddocg reducible gLLAQaddefefjaeefvg reducible gLLAQaddefefnaeefvg reducible gLLAQaededffjaxxojo SFS[D(2,1)(2,1)] gLLMQaddefefbaaqbwg SFS[D(2,1)(2,1)] gLLMQaddefefbmalbfg reducible gLLMQaddefefbmalbrg SFS[D(3,1)(2,1)] gLLMQaddefefbmalbkg SFS[D(3,1)(2,1)] gLLAQadedfefjillgvo SFS[D(2,1)(2,1)] gLLAQaddefefjpuprgo SFS[D(2,1)(2,1)] gLLPQacffdfebgmrbvf reducible gLLPQacffdfebgmrbvr reducible gLLPQacffdfebgmrbvk reducible gLLAQadedfefjeeirfc reducible gLLAQaddefefjeaubfg reducible gLLAQaddefefbuaubfg reducible gLLPQacffdfebgmwbnf reducible gLLPQacffdfebgmwjnf reducible gLLPQacffdfebgmwnnf reducible gLLAQadedfefjeeinfo reducible gLLAQaddefefjeauffo reducible gLLPQacffdfebgtgbvr reducible gLLPQacffdfebgtgbvk reducible gLLMQadedfefnillwvf reducible gLLMQadedfefjillwvf reducible gLLAQaeeddffblidosg reducible gLLAQaddefefbhxhrgg reducible gLLPQacffdfebgdgbnf reducible gLLPQacffdfebgdgjnf SFS[D(3,1)(2,1)] gLLPQacffdfebgdgnnf SFS[D(3,1)(2,1)] gLLMQadedfefnmllsvv SFS[D(2,1)(2,1)] gLLAQaeeddffjtxdojo SFS[D(2,1)(2,1)] gLLAQaeeddffblttvjg reducible gLLMQcbedeffabxrxrg reducible gLLMQcbedeffajxrxrg SFS[D(3,1)(2,1)] gLLMQcbedeffanxrxrg SFS[D(3,1)(2,1)] gLLPQacffdfebgavjgf SFS[D(3,1)(2,1)] gLLPQacffdfebgavngf SFS[D(3,1)(2,1)] gLLAQaededffjaqqsoo SFS[D(2,1)(2,1)] gLLAQadedfefjauurgo SFS[D(2,1)(2,1)] gLLAQaddefefjaeecvo SFS[D(2,1)(2,1)] gLLMQaddefefnaaackv SFS[D(2,1)(2,1)] gLLMQaddefefbaalckv SFS[D(2,1)(2,1)] gLLAQaededffnaqxvcc reducible gLLAQaededffnaqxscc SFS[D(3,1)(2,1)] gLLAQaededffnaqxwcc SFS[D(3,1)(2,1)] gLLAQaededffjaaqjoo SFS[D(2,1)(2,1)] gLLAQaededffnaxxncc SFS[D(2,1)(2,1)] gLLAQadedfefjallfvc SFS[D(3,1)(2,1)] gLLAQadedfefnallfvc SFS[D(3,1)(2,1)] gLLMQaddefefbaqawgg reducible gLLMQaddefefbaqawkg reducible gLLMQaddefefbaqawjg reducible gLLMQaddefefnaqawgg reducible gLLMQaddefefnaqawkg SFS[D(3,1)(3,1)] gLLMQaddefefnaqawjg SFS[D(3,1)(3,2)] gLLMQaddefefjaqawgg reducible gLLMQaddefefjaqawkg SFS[D(3,1)(3,2)] gLLMQaddefefjaqawjg SFS[D(3,1)(3,1)] gLLAQaededffjaxqooo reducible gLLAQaededffjaxqnoo SFS[D(3,1)(2,1)] gLLAQaededffjaxqroo SFS[D(3,1)(2,1)] gLLAQaddefefnappogg SFS[D(2,1)(2,1)] gLLMQaddefefbaqqwwg reducible gLLMQaddefefnaaqcwv SFS[D(3,1)(2,1)] gLLMQaddefefjaqqwwg SFS[D(3,1)(2,1)] gLLPQacffdfebglgbvf reducible gLLMQadedfefnmllwvf reducible gLLMQadedfefjmllwvf reducible gLLAQaeeddffjtxdorg reducible gLLAQaeeddffntxdorg reducible gLLAQaddefefbutdjgo reducible gLLMQcbedeffajuoxjo reducible gLLMQcbedeffajurxjo SFS[D(5,3)(3,1)] gLLMQcbedeffajunxjo SFS[D(5,2)(3,1)] gLLMQcbedeffanuoxjo reducible gLLMQcbedeffanurxjo toroidal gLLMQcbedeffanunxjo toroidal gLLPQacffdfeboagbsr reducible gLLPQacffdfeboagjsr SFS[D(4,3)(3,1)] gLLPQacffdfeboagnsr SFS[D(4,1)(3,1)] gLLPQacffdfeboagbsk reducible gLLPQacffdfeboagjsk SFS[D(5,3)(3,1)] gLLPQacffdfeboagnsk SFS[D(5,2)(3,1)] gLLAQaededffjaqmsjo SFS[D(5,2)(2,1)] gLLAQaededffbaqmwjo SFS[D(2,1)(2,1)] gLLAQaededffjaqmwjo toroidal gLLAQaededffnaqmwjo SFS[D(2,1)(2,1)] gLLAQaededffjadmnjo SFS[D(4,1)(2,1)] gLLAQaededffjadmjjo SFS[D(5,2)(2,1)] gLLMQaddefefnamakkv SFS[D(5,2)(2,1)] gLLMQaddefefbamakjv SFS[D(2,1)(2,1)] gLLMQaddefefnamakjv toroidal gLLMQaddefefjamakjv SFS[D(2,1)(2,1)] gLLMQaddefefnamlkrv SFS[D(4,1)(2,1)] gLLMQaddefefnamlkkv SFS[D(5,2)(2,1)] gLLAQadedfefjauqogc reducible gLLAQadedfefjauqokc SFS[D(5,2)(3,1)] gLLAQadedfefjauqojc SFS[D(5,3)(3,1)] gLLAQadedfefnauqogc reducible gLLAQadedfefnauqokc SFS[D(4,1)(3,1)] gLLAQadedfefnauqojc SFS[D(4,3)(3,1)] gLLMQadedfefnalpwvf reducible gLLMQadedfefnalpwwf SFS[D(4,3)(3,1)] gLLMQadedfefnalpwsf SFS[D(4,1)(3,1)] gLLMQadedfefjalpwvf reducible gLLMQadedfefjalpwwf SFS[D(5,3)(3,1)] gLLMQadedfefjalpwsf SFS[D(5,2)(3,1)] gLLAQaededffjaqisnc toroidal gLLAQaededffjaqiwnc toroidal gLLAQaededffnaqisnc toroidal gLLAQaededffnaqiwnc toroidal gLLAQadedfefjadqorc SFS[D(5,2)(2,1)] gLLAQadedfefnadqorc SFS[D(4,1)(2,1)] gLLAQaededffjapmsjo SFS[D(4,1)(2,1)] gLLAQaededffjapmwjo SFS[D(5,2)(2,1)] gLLAQaededffbaamnjo SFS[D(3,1)(2,1)] gLLAQaededffjaainnc toroidal gLLAQaededffjaaijnc SFS[D(3,1)(2,1)] gLLAQaededffbaamjjo SFS[D(3,1)(2,1)] gLLAQaededffjaamjjo toroidal gLLAQaededffnaaijnc SFS[D(3,1)(2,1)] gLLAQadedfefjalqowc SFS[D(5,2)(2,1)] gLLAQadedfefnalqowc SFS[D(4,1)(2,1)] gLLMQaddefefnamikkv SFS[D(4,1)(2,1)] gLLMQaddefefnamikjv SFS[D(5,2)(2,1)] gLLAQaededffjaxionc SFS[D(3,1)(2,1)] gLLAQaededffjaxinnc toroidal gLLAQaededffjaxirnc SFS[D(3,1)(2,1)] gLLAQaededffnaxionc SFS[D(3,1)(2,1)] gLLAQaededffnaxinnc toroidal gLLAQaededffnaxirnc SFS[D(3,1)(2,1)] gLLMQaddefefnaeabgg reducible gLLMQaddefefnaeabkg SFS[D(5,2)(3,1)] gLLMQaddefefnaeabjg SFS[D(5,3)(3,1)] gLLMQaddefefjaeabgg reducible gLLMQaddefefjaeabkg toroidal gLLMQaddefefjaeabjg toroidal gLLAQaeeddffjaedocg reducible gLLAQaeeddffjaedncg SFS[D(4,1)(3,1)] gLLAQaeeddffjaedrcg SFS[D(4,3)(3,1)] gLLAQaeeddffnaedocg reducible gLLAQaeeddffnaedncg SFS[D(5,2)(3,1)] gLLAQaeeddffnaedrcg SFS[D(5,3)(3,1)] gLLAQaededffjaxmnjo SFS[D(5,2)(2,1)] gLLAQaededffbaxmrjo SFS[D(2,1)(2,1)] gLLAQaededffjaxmrjo toroidal gLLAQaededffnaxmrjo SFS[D(2,1)(2,1)] gLLAQaededffjaemjjo SFS[D(4,1)(2,1)] gLLAQaededffjaemnjo SFS[D(5,2)(2,1)] gLLMQaddefefnaeqbwg SFS[D(5,2)(2,1)] gLLMQaddefefbamqksv SFS[D(2,1)(2,1)] gLLMQaddefefjaeqbwg toroidal gLLMQaddefefjaeqbsg SFS[D(2,1)(2,1)] gLLAQaeeddffjaelscg SFS[D(4,1)(2,1)] gLLAQaeeddffnaelscg SFS[D(5,2)(2,1)] gLLMQcbeedfftbmxcog reducible gLLMQaddefefbimtkwv SFS[D(2,1)(2,1)] gLLMQaddefefbimikgv reducible gLLMQaddefefbimikkv SFS[D(3,1)(2,1)] gLLMQaddefefbimikjv SFS[D(3,1)(2,1)] gLLAQaeeddffnielvcg SFS[D(2,1)(2,1)] gLLMQcbeedffdntpcvg reducible gLLAQaeeddffbpldrno reducible gLLAQaededffbddubrc reducible gLLAQaededffjddubrc reducible gLLAQaededffnddubrc reducible gLLAQaededffbdeubrc reducible gLLAQaededffjdeubrc reducible gLLAQaededffndeubrc reducible gLLMQaddefefjealcfg reducible gLLAQaeeddffbpllwno reducible gLLMQcbeedffpbtpcvg reducible gLLMQcbeedffpbtpjvg SFS[D(3,1)(2,1)] gLLMQcbeedffpbtpwvg SFS[D(3,1)(2,1)] gLLAQadedfefjiuirgo SFS[D(2,1)(2,1)] gLLAQaddefefjpqewvo SFS[D(2,1)(2,1)] gLLAQaededffbpdxbjc reducible gLLAQaededffbpexbjc reducible gLLPQacffdfebotgbsf reducible gLLAQadedfefjputvgc reducible gLLAQadedfefnputvgc reducible gLLAQaddefefjiaefvg reducible gLLAQaddefefniaefvg reducible gLLMQcbedeffhbmgpwg reducible gLLMQaddefefbuatcvg reducible gLLMQaddefefbuatcsg reducible gLLMQaddefefbuatcwg reducible gLLMQaddefefbuaickg reducible gLLAQaeeddffjlllvno reducible gLLPQacffdfebodgbrf reducible gLLMQadedfefbitebgf reducible gLLMQaddefefbputjvg reducible gLLMQaddefefbputjsg reducible gLLMQaddefefbputjwg reducible gLLMQaddefefbpuijkg reducible gLLAQaeeddffjttlvjo reducible gLLMQcbedeffabtglrg reducible gLLMQcbedeffabtklrg reducible gLLMQcbedeffabtjlrg reducible gLLMQadedfefnalebvf reducible gLLMQaddefefbaptwvg reducible gLLMQaddefefbaptwsg reducible gLLMQaddefefbaptwwg reducible gLLAQaeeddffjaidong reducible gLLMQaddefefbapiwkg reducible gLLAQaeeddffjaalvbo reducible gLLPQacffdfebolgbsr reducible gLLPQacffdfebolgbsk reducible gLLAQadedfefbuudbgc reducible gLLAQaddefefjmaefvg reducible gLLAQaddefefnmaefvg reducible gLLAQaededffbqadbko reducible gLLAQaeeddffbpudojg reducible gLLAQaeeddffbpuqbjg reducible gLLMQcbedeffanqgpog reducible gLLMQcbedeffajqgpog reducible gLLMQcbedeffabtrxjo SFS[D(3,1)(2,1)] gLLMQcbedeffabtnxjo SFS[D(3,1)(2,1)] gLLPQacffdfebcagbsr reducible gLLPQacffdfebcagbsk reducible gLLAQaededffjaqevjo SFS[D(2,1)(2,1)] gLLMQaddefefnapakgv SFS[D(2,1)(2,1)] gLLMQadedfefnalxwvf reducible gLLMQadedfefjalxwvf reducible gLLAQaededffjaquvnc reducible gLLAQaededffjaqusnc SFS[D(4,3)(3,1)] gLLAQaededffjaquwnc SFS[D(4,1)(3,1)] gLLAQaededffnaquvnc reducible gLLAQaededffnaqusnc SFS[D(5,3)(3,1)] gLLAQaededffnaquwnc SFS[D(5,2)(3,1)] gLLAQadedfefbaxiogc reducible gLLAQaededffjaaenjo SFS[D(4,1)(2,1)] gLLAQaededffjaaejjo SFS[D(5,2)(2,1)] gLLAQaddefefbaqdkgo reducible gLLAQaededffjaxunnc SFS[D(4,1)(2,1)] gLLAQaededffnaxunnc SFS[D(5,2)(2,1)] gLLMQaddefefnadabgg reducible gLLMQaddefefnadabkg SFS[D(4,1)(3,1)] gLLMQaddefefnadabjg SFS[D(4,3)(3,1)] gLLMQaddefefjadabgg reducible gLLMQaddefefjadabkg SFS[D(5,2)(3,1)] gLLMQaddefefjadabjg SFS[D(5,3)(3,1)] gLLAQaeeddffbaatvcg reducible gLLAQaeeddffbaaqbcg reducible gLLAQaddefefjadefvg reducible gLLAQaddefefnadefvg reducible gLLAQaededffjaxenjo SFS[D(4,1)(2,1)] gLLAQaededffjaxerjo SFS[D(5,2)(2,1)] gLLMQaddefefnadqbwg SFS[D(4,1)(2,1)] gLLMQaddefefjadqbwg SFS[D(5,2)(2,1)] gLLAQadedfefbmeiofc reducible gLLAQaededffblahbbo reducible gLLAQaeeddffbmipogo reducible gLLMQcbeedffdnmxckv reducible gLLMQadedfefjealvff reducible gLLAQaeeddffbdeqbbg reducible gLLAQaeeddffjdeqbbg reducible gLLAQaeeddffndeqbbg reducible gLLAQadedfefbhxdkgo reducible gLLMQaddefefbhxijgv reducible gLLMQadedfefbualvff reducible gLLAQaededffblaxbwo reducible gLLAQadedfefbmatffc reducible gLLAQaeeddffbplqbsg reducible gLLMQcbedeffljtoxjo reducible gLLMQcbedeffljtrxjo SFS[D(5,3)(3,1)] gLLMQcbedeffljtnxjo SFS[D(5,2)(3,1)] gLLMQcbedefflntoxjo reducible gLLMQcbedefflntrxjo toroidal gLLMQcbedefflntnxjo toroidal gLLAQaededffjiqesjo SFS[D(5,2)(2,1)] gLLAQaededffbiqewjo SFS[D(2,1)(2,1)] gLLAQaededffjiqewjo toroidal gLLAQaededffniqewjo SFS[D(2,1)(2,1)] gLLMQaddefefnuaafkv SFS[D(5,2)(2,1)] gLLMQaddefefbuaafjv SFS[D(2,1)(2,1)] gLLMQaddefefnuaafjv toroidal gLLMQaddefefjuaafjv SFS[D(2,1)(2,1)] gLLAQaededffbmquvnc reducible gLLAQaededffbmqusnc reducible gLLAQaededffbmquwnc reducible gLLAQaededffjmqusnc toroidal gLLAQaededffjmquwnc toroidal gLLAQaededffnmqusnc toroidal gLLAQaededffnmquwnc toroidal gLLAQaededffbiaebjo reducible gLLAQaededffbmaunnc reducible gLLAQaededffbmaujnc reducible gLLAQaededffbiaenjo SFS[D(3,1)(2,1)] gLLAQaededffjiaenjo toroidal gLLAQaededffjmaujnc SFS[D(3,1)(2,1)] gLLAQaededffbiaejjo SFS[D(3,1)(2,1)] gLLAQaededffjiaejjo toroidal gLLAQaededffniaejjo SFS[D(3,1)(2,1)] gLLAQaededffbmxuonc reducible gLLAQaededffbmxunnc reducible gLLAQaededffbmxurnc reducible gLLAQaededffjmxuonc SFS[D(3,1)(2,1)] gLLAQaededffjmxunnc toroidal gLLAQaededffjmxurnc SFS[D(3,1)(2,1)] gLLAQaededffnmxuonc SFS[D(3,1)(2,1)] gLLAQaededffnmxunnc toroidal gLLAQaededffnmxurnc SFS[D(3,1)(2,1)] gLLMQaddefefnpqaogg reducible gLLMQaddefefnpqaokg SFS[D(5,2)(3,1)] gLLMQaddefefnpqaojg SFS[D(5,3)(3,1)] gLLMQaddefefjpqaogg reducible gLLMQaddefefjpqaokg toroidal gLLMQaddefefjpqaojg toroidal gLLAQaededffjixenjo SFS[D(5,2)(2,1)] gLLAQaededffbixerjo SFS[D(2,1)(2,1)] gLLAQaededffjixerjo toroidal gLLAQaededffnixerjo SFS[D(2,1)(2,1)] gLLMQaddefefnpqqowg SFS[D(5,2)(2,1)] gLLMQaddefefbuaqfsv SFS[D(2,1)(2,1)] gLLMQaddefefjpqqowg toroidal gLLMQaddefefjpqqosg SFS[D(2,1)(2,1)] gLLMQadedfefbhtmcgf reducible gLLAQadedfefbhxungo reducible gLLAQaededffbmtmocc reducible gLLAQaededffbiaiboo reducible gLLAQaddefefbmaicfo reducible gLLAQaddefefbimhogg reducible gLLMQcbeedffabupwrg reducible gLLMQadedfefbaapsrv reducible gLLAQadedfefbautfgc reducible gLLAQadedfefjautfgc reducible gLLAQadedfefnautfgc reducible gLLAQadedfefbaxtfgc reducible gLLAQadedfefjaxtfgc reducible gLLAQadedfefnaxtfgc reducible gLLAQaddefefnameovg reducible gLLMQaddefefbamlwfg reducible gLLMQaddefefbamlwrg reducible gLLMQaddefefbamlwkg reducible gLLAQaeeddffbahqbng reducible gLLAQaeeddffbahqjng reducible gLLAQaeeddffbahqnng reducible gLLAQaddefefnamxovg reducible gLLAQadedfefjalqrvo reducible gLLAQadedfefjaaqrfo reducible gLLAQaddefefjaapcgo reducible gLLAQaddefefjaaqcfo reducible gLLAQaededffbqquwno SFS[D(2,1)(2,1)] gLLAQaededffbqaubno reducible gLLAQaededffbqaunno SFS[D(3,1)(2,1)] gLLAQaededffbqaujno SFS[D(3,1)(2,1)] gLLAQaededffbqxurno SFS[D(2,1)(2,1)] gLLMQcbedefftjtoxjo reducible gLLMQcbedefftjtrxjo SFS[D(4,3)(3,1)] gLLMQcbedefftjtnxjo SFS[D(4,1)(3,1)] gLLMQcbedefftntoxjo reducible gLLMQcbedefftntrxjo SFS[D(5,3)(3,1)] gLLMQcbedefftntnxjo SFS[D(5,2)(3,1)] gLLAQaededffjmqesjo SFS[D(4,1)(2,1)] gLLAQaededffjmqewjo SFS[D(5,2)(2,1)] gLLMQaddefefnpuarkv SFS[D(4,1)(2,1)] gLLMQaddefefnpuarjv SFS[D(5,2)(2,1)] gLLAQaededffjiquvnc reducible gLLAQaededffjiqusnc SFS[D(5,2)(3,1)] gLLAQaededffjiquwnc SFS[D(5,3)(3,1)] gLLAQaededffniquvnc reducible gLLAQaededffniqusnc SFS[D(4,1)(3,1)] gLLAQaededffniquwnc SFS[D(4,3)(3,1)] gLLAQaededffjiaunnc SFS[D(5,2)(2,1)] gLLAQaededffjmaejjo SFS[D(4,1)(2,1)] gLLAQaededffjixunnc SFS[D(5,2)(2,1)] gLLAQaededffnixunnc SFS[D(4,1)(2,1)] gLLMQaddefefbutavgg reducible gLLMQaddefefbutavkg SFS[D(3,1)(2,1)] gLLMQaddefefbutavjg SFS[D(3,1)(2,1)] gLLAQaededffjmxeojo SFS[D(2,1)(2,1)] gLLMQaddefefbutqvwg SFS[D(2,1)(2,1)] gLLAQaeeddffbdtqbrg reducible gLLAQaddefefbeturfg reducible gLLAQaededffbppdvwg reducible gLLAQadedfefbedprfg reducible gLLPQaededffbaidnwc SFS[D(3,1)(2,1)] gLLPQaededffbaidjwc SFS[D(3,1)(2,1)] gLLAQadedfefbaulojg reducible gLLMQadedfefbaluwsg reducible gLLAQadedfefjaeugfg SFS[D(2,1)(2,1)] gLLAQadedfefbadlofg reducible gLLAQadedfefbadlorg reducible gLLAQadedfefbadlokg reducible gLLAQaededffbapqvjg reducible gLLAQaededffjapqvjg reducible gLLAQaededffnapqvjg reducible gLLAQaddefefjaeukfc SFS[D(2,1)(2,1)] gLLAQadedfefballosg reducible gLLMQaddefefjaaikgf reducible gLLAQaededffbpqmwsg SFS[D(2,1)(2,1)] gLLAQaededffbpamnsg SFS[D(3,1)(2,1)] gLLAQaededffbpamjsg SFS[D(3,1)(2,1)] gLLAQaededffbpxmrsg SFS[D(2,1)(2,1)] gLLAQaededffbpqmwbg SFS[D(2,1)(2,1)] gLLAQaededffbpamnbg SFS[D(3,1)(2,1)] gLLAQaededffbpamjbg SFS[D(3,1)(2,1)] gLLAQaededffbpxmrbg SFS[D(2,1)(2,1)] gLLPQaededffbaidnvc SFS[D(3,1)(2,1)] gLLPQaededffbaidjvc SFS[D(3,1)(2,1)] gLLAQadedfefjaeuffg SFS[D(2,1)(2,1)] gLLAQaddefefjaeuofc SFS[D(2,1)(2,1)] gLLMQadedfefbalussg reducible gLLAQadedfefbaulrjg reducible gLLAQaededffbapqvcg reducible gLLAQaededffjapqvcg reducible gLLAQaededffnapqvcg reducible gLLAQadedfefbadlrfg reducible gLLAQadedfefbadlrrg reducible gLLAQadedfefbadlrkg reducible gLLMQaddefefjaaiwgf reducible gLLAQadedfefballrsg reducible gLLAQadedfefbedpnfg reducible gLLAQaededffbppdvjg reducible gLLPQaededffbqimbsc reducible gLLPQaededffbximnfc SFS[D(3,1)(2,1)] gLLPQaededffbximjfc SFS[D(3,1)(2,1)] gLLAQaededffbqqhwrg SFS[D(2,1)(2,1)] gLLAQadedfefjxelkfg SFS[D(2,1)(2,1)] gLLAQaddefefjhtubfc SFS[D(2,1)(2,1)] gLLAQaededffbqahbrg reducible gLLAQaededffbqahnrg SFS[D(3,1)(2,1)] gLLAQaededffbqahjrg SFS[D(3,1)(2,1)] gLLAQaededffbqxhrrg SFS[D(2,1)(2,1)] gLLMQcbedeffabmgpng reducible gLLMQcbedeffabmjpng reducible gLLMQcbedeffabmkpng reducible gLLAQaededffjatmong reducible gLLMQadedfefbaahwrg reducible gLLMQaddefefnamtbvf reducible gLLAQadedfefbaxqggg reducible gLLAQadedfefjaxqggg reducible gLLAQadedfefnaxqggg reducible gLLAQaddefefnaaxkvc reducible gLLPQaededffbliabkc reducible gLLAQaededffbtqdwng SFS[D(2,1)(2,1)] gLLAQaededffblapbjg reducible gLLAQaededffbtadnng SFS[D(3,1)(2,1)] gLLAQaededffbtadjng SFS[D(3,1)(2,1)] gLLAQaededffbtxdrng SFS[D(2,1)(2,1)] gLLMQcbedeffhbtglsg reducible gLLAQadedfefbhxhrgg reducible gLLPQaededffbliqbcc reducible gLLPQaededffbtipngc SFS[D(3,1)(2,1)] gLLPQaededffbtipjgc SFS[D(3,1)(2,1)] gLLAQadedfefjieiffg SFS[D(2,1)(2,1)] gLLAQaddefefjpquvfc SFS[D(2,1)(2,1)] gLLAQaededffblaebsg reducible gLLPQaededffbiitbwc reducible gLLPQaededffbiitnwc SFS[D(3,1)(2,1)] gLLPQaededffbiitjwc SFS[D(3,1)(2,1)] gLLAQadedfefjpetsfg SFS[D(2,1)(2,1)] gLLAQaededffbiambng reducible gLLAQaddefefjiaukfc SFS[D(2,1)(2,1)] gLLMQcbedeffhbmgpvg reducible gLLAQadedfefbhxqbgg reducible gLLPQaededffbiipbrc reducible gLLAQaededffbiquwcg SFS[D(2,1)(2,1)] gLLAQaededffbiaubcg reducible gLLAQaededffbiauncg SFS[D(3,1)(2,1)] gLLAQaededffbiaujcg SFS[D(3,1)(2,1)] gLLAQaededffbixurcg SFS[D(2,1)(2,1)] gLLMQcbedeffabtglog reducible gLLMQcbedeffabtklog reducible gLLMQcbedeffabtjlog reducible gLLMQadedfefnalesvg reducible gLLAQadedfefbaharwg reducible gLLAQadedfefbaxargg reducible gLLAQadedfefbaxarkg reducible gLLAQadedfefbaxarjg reducible gLLAQadedfefbaaarrg reducible gLLAQaeeddffjaidobc reducible gLLPQaededffbqilboc reducible gLLPQaededffbqilnoc SFS[D(3,1)(2,1)] gLLPQaededffbqiljoc SFS[D(3,1)(2,1)] gLLAQadedfefjhednfg SFS[D(2,1)(2,1)] gLLAQaededffbxqxwbg SFS[D(2,1)(2,1)] gLLAQaededffbqaqbbg reducible gLLAQaededffbxaxnbg SFS[D(3,1)(2,1)] gLLAQaededffbxaxjbg SFS[D(3,1)(2,1)] gLLAQaededffbxxxrbg SFS[D(2,1)(2,1)] gLLAQaddefefjxpurfc SFS[D(2,1)(2,1)] gLLMQadedfefbatewkg reducible gLLMQadedfefbatxjkg reducible gLLMQadedfefbaiewvg reducible gLLMQadedfefbaixjwg reducible gLLMQadedfefbaixjsg reducible gLLMQadedfefbaiewwg reducible gLLMQadedfefbaiewsg reducible gLLAQaeeddffnaipocc reducible gLLAQaeeddffnaapogc reducible gLLPQaededffnaitjvc SFS[D(2,1)(2,1)] gLLAQadedfefbaeqfkg reducible gLLAQadedfefjaeqfkg SFS[D(3,1)(2,1)] gLLAQadedfefnaeqfkg SFS[D(3,1)(2,1)] gLLAQaddefefnaauorc SFS[D(2,1)(2,1)] gLLAQadedfefbaetrkg reducible gLLAQadedfefjaetrkg SFS[D(3,1)(2,1)] gLLAQadedfefnaetrkg SFS[D(3,1)(2,1)] gLLAQadedfefbaiqfvg reducible gLLAQadedfefbaitrsg reducible gLLAQadedfefbaitrwg reducible gLLAQadedfefbaiqfsg reducible gLLAQadedfefjaiqfsg SFS[D(3,1)(3,2)] gLLAQadedfefjaitrwg SFS[D(3,1)(3,1)] gLLAQadedfefbaiqfwg reducible gLLAQadedfefjaiqfwg SFS[D(3,1)(3,1)] gLLAQadedfefnaiqfwg SFS[D(3,1)(3,2)] gLLAQaddefefnaadogc reducible gLLAQaddefefnaadojc SFS[D(3,1)(2,1)] gLLAQaddefefnaadokc SFS[D(3,1)(2,1)] gLLAQaddefefnamucrc SFS[D(2,1)(2,1)] gLLAQaddefefnamdcgc reducible gLLAQaddefefnamdcjc SFS[D(3,1)(2,1)] gLLAQaddefefnamdckc SFS[D(3,1)(2,1)] gLLAQaddefefnaamowc SFS[D(2,1)(2,1)] gLLAQaededffbqaibjc reducible gLLMQcbedeffajxglng reducible gLLMQcbedeffanxglng reducible gLLMQcbedeffanpolgo reducible gLLMQcbedeffajpolgo reducible gLLAQaededffjatqogc reducible gLLAQaededffnatqogc reducible gLLAQadedfefjahukvc reducible gLLAQadedfefnahukvc reducible gLLAQadedfefbaxlkgo reducible gLLMQaddefefbaqijgv reducible gLLAQaddefefjaehggg reducible gLLAQaddefefnaehggg reducible gLLAQaeeddffjadtvjg reducible gLLAQaeeddffnadtvjg reducible gLLMQadedfefbmalkff reducible gLLAQaededffbiaqbgc reducible gLLAQadedfefbuapffc reducible gLLPQacffdfebktwbnf reducible gLLPQacffdfebktwbnr reducible gLLPQacffdfebktwbnk reducible gLLAQadedfefjeeijfc reducible gLLAQaddefefjeaukfg reducible gLLAQadedfefbhxijgc reducible gLLAQaddefefbhxdkgo reducible gLLAQadedfefbueijfc reducible gLLAQaededffbiaxbbc reducible gLLAQaeeddffblipowo reducible gLLPQacffdfebktrbvf reducible gLLPQacffdfebktrjvf reducible gLLPQacffdfebktrnvf reducible gLLAQadedfefjeeiffo reducible gLLAQaddefefjeaunfo reducible gLLPQacffdfebkmgbnr reducible gLLPQacffdfebkmgbnk reducible gLLAQaededffbtqiwfo SFS[D(2,1)(2,1)] gLLAQaddefefbuaenso SFS[D(2,1)(2,1)] gLLAQaededffbltmovc reducible gLLAQaededffblambvc reducible gLLAQaededffbtainfo SFS[D(3,1)(2,1)] gLLAQaededffbtaijfo SFS[D(3,1)(2,1)] gLLAQaddefefbuainfo reducible gLLAQaddefefbuainko SFS[D(3,1)(2,1)] gLLAQaddefefbuainro SFS[D(3,1)(2,1)] gLLMQaddefefniatjvg reducible gLLMQaddefefjiatjvg reducible gLLAQaededffbtxirfo SFS[D(2,1)(2,1)] gLLAQaddefefbuapnjo SFS[D(2,1)(2,1)] gLLAQadedfefbhupfgc reducible gLLAQadedfefbhxpfgc reducible gLLAQaddefefbuaekvg reducible gLLAQaddefefbuaekwg reducible gLLAQaddefefbuaeksg reducible gLLAQaddefefbuaikkg reducible gLLAQaddefefbuapkkg reducible gLLPQacffdfebkegbvf reducible gLLPQacffdfebkegjvf SFS[D(3,1)(2,1)] gLLPQacffdfebkegnvf SFS[D(3,1)(2,1)] gLLAQaededffjttpojo SFS[D(2,1)(2,1)] gLLMQaddefefnmatsvv SFS[D(2,1)(2,1)] gLLAQaededffblqdvnc reducible gLLAQaededffblqdsnc reducible gLLAQaededffblqdwnc reducible gLLAQaededffbladbnc reducible gLLAQaededffbladnnc reducible gLLAQaededffbladjnc reducible gLLAQaededffblxdonc reducible gLLAQaededffblxdnnc reducible gLLAQaededffblxdrnc reducible gLLAQaddefefbpuefvg reducible gLLAQaddefefbpuefwg reducible gLLAQaddefefbpuefsg reducible gLLAQaddefefbpuifkg reducible gLLAQaddefefbpupfkg reducible gLLMQcbedeffabprlrg reducible gLLPQacffdfebkaojjf SFS[D(3,1)(2,1)] gLLPQacffdfebkaonjf SFS[D(3,1)(2,1)] gLLAQadedfefjahucvo SFS[D(2,1)(2,1)] gLLAQadedfefbahucwo reducible gLLAQaddefefjaehrgo SFS[D(2,1)(2,1)] gLLMQadedfefbatucgf reducible gLLMQadedfefnatucgf reducible gLLMQadedfefjatucgf reducible gLLAQadedfefbaxucgo reducible gLLAQadedfefbaxucko reducible gLLAQadedfefbaxucjo reducible gLLAQaeeddffnaltvog reducible gLLAQaddefefbapervg reducible gLLAQaddefefbaperwg reducible gLLAQaddefefbapersg reducible gLLAQadedfefbaaucro reducible gLLAQaddefefbapirkg reducible gLLAQaddefefbapprkg reducible gLLAQaededffbxqdwvo SFS[D(2,1)(2,1)] gLLAQaededffbqapbfc reducible gLLAQaededffbxadnvo SFS[D(3,1)(2,1)] gLLAQaededffbxadjvo SFS[D(3,1)(2,1)] gLLAQaededffbxxdrvo SFS[D(2,1)(2,1)] gLLPQacffdfebkigbnf reducible gLLAQaededffjttpofc reducible gLLAQaededffnttpofc reducible gLLMQaddefefnmatjvg reducible gLLMQaddefefjmatjvg reducible gLLMQaddefefbutiggv reducible gLLMQcbedeffajuglng reducible gLLMQcbedeffanuglng reducible gLLPQacffdfebbagbrr reducible gLLPQacffdfebbagbrk reducible gLLMQcbedeffabmnlgo SFS[D(3,1)(2,1)] gLLMQcbedeffabmrlgo SFS[D(3,1)(2,1)] gLLAQaededffbaqmwgo SFS[D(2,1)(2,1)] gLLMQadedfefnathkgv SFS[D(2,1)(2,1)] gLLAQaddefefbamegso SFS[D(2,1)(2,1)] gLLAQaeeddffjahtvjo SFS[D(2,1)(2,1)] gLLMQadedfefnatpkgf reducible gLLMQadedfefjatpkgf reducible gLLAQadedfefjahqkvc reducible gLLAQadedfefnahqkvc reducible gLLAQaededffbaamngo SFS[D(3,1)(2,1)] gLLAQaededffbaamjgo SFS[D(3,1)(2,1)] gLLAQaddefefbamigko SFS[D(3,1)(2,1)] gLLAQaddefefbamigro SFS[D(3,1)(2,1)] gLLAQaddefefbaahgjg SFS[D(3,1)(2,1)] gLLAQaddefefbaahgkg SFS[D(3,1)(2,1)] gLLMQaddefefnaetjvg reducible gLLMQaddefefjaetjvg reducible gLLAQaeeddffjaetvjg reducible gLLAQaeeddffnaetvjg reducible gLLAQaddefefbaaxgwg SFS[D(2,1)(2,1)] gLLAQaededffbaxmrgo SFS[D(2,1)(2,1)] gLLAQaddefefbaaqgrg SFS[D(2,1)(2,1)] gLLAQaddefefbampgjo SFS[D(2,1)(2,1)] gLLAQaddefefbimugro SFS[D(2,1)(2,1)] gLLAQaddefefbimdggo reducible gLLAQaddefefbimdgjo SFS[D(3,1)(2,1)] gLLAQaddefefbimdgko SFS[D(3,1)(2,1)] gLLAQaddefefbmaugfg reducible gLLAQaddefefbmaugkg SFS[D(3,1)(2,1)] gLLAQaddefefbmaugrg SFS[D(3,1)(2,1)] gLLAQaddefefbmadgjg SFS[D(2,1)(2,1)] gLLAQaddefefbmamgsg SFS[D(2,1)(2,1)] gLLAQaddefefbimmgwo SFS[D(2,1)(2,1)] gLLMQcbeedffdntpcgv reducible gLLAQaeeddffbpldrwo reducible gLLAQaededffbddubjc reducible gLLAQaededffjddubjc reducible gLLAQaededffnddubjc reducible gLLAQaededffbdeubjc reducible gLLAQaededffjdeubjc reducible gLLAQaededffndeubjc reducible gLLMQaddefefjealgfg reducible gLLAQaeeddffbpllwwo reducible gLLMQaddefefbualgfg reducible gLLAQaededffbpdxbvc reducible gLLAQaededffbpexbvc reducible gLLMQcbedefflnmolgo reducible gLLMQcbedeffljmolgo reducible gLLMQadedfefnpturgf reducible gLLMQadedfefjpturgf reducible gLLAQaeeddffbmetvjg reducible gLLMQaddefefbhxawgg reducible gLLAQadedfefbiuacgc reducible gLLAQaeeddffbmidoog reducible gLLMQcbeedffabqxwrg reducible gLLAQadedfefnahacvc reducible gLLAQaddefefbaqhrgg reducible gLLAQaddefefbaqhrjg reducible gLLAQaddefefbaqhrkg reducible gLLAQaddefefjaqhrgg reducible gLLAQaddefefnaqhrgg reducible gLLAQaddefefbaqxrwg reducible gLLAQaddefefbaqqrrg reducible gLLMQcbedefftnmolgo reducible gLLMQcbedefftjmolgo reducible gLLMQadedfefbutafgf reducible gLLAQaeeddffjietvjg reducible gLLAQaeeddffnietvjg reducible gLLAQaeeddffbputvwg reducible gLLAQaeeddffbpuqbwg reducible gLLPQacffdfebsagbrr reducible gLLPQacffdfebsagbrk reducible gLLMQcbedeffanqolgo reducible gLLMQcbedeffajqolgo reducible gLLMQadedfefnatxkgf reducible gLLMQadedfefjatxkgf reducible gLLAQaededffjatuogc reducible gLLAQaededffnatuogc reducible gLLAQaddefefjadhggg reducible gLLAQaddefefnadhggg reducible gLLMQaddefefnadtjvg reducible gLLMQaddefefjadtjvg reducible gLLAQaeeddffbaadojg reducible gLLAQaeeddffbaaqbjg reducible gLLMQcbeedfftbtpcng reducible gLLMQcbeedffdnmxcsg reducible gLLMQadedfefjealjff reducible gLLAQaeeddffbdeqbkg reducible gLLAQaeeddffjdeqbkg reducible gLLAQaeeddffndeqbkg reducible gLLMQcbeedffpbmxcsg reducible gLLMQcbeedffpbmxwsg SFS[D(3,1)(2,1)] gLLMQcbeedffpbmxjsg SFS[D(3,1)(2,1)] gLLAQadedfefjphtwvo SFS[D(2,1)(2,1)] gLLAQaddefefjiahrgo SFS[D(2,1)(2,1)] gLLAQaeeddffbplqbbg reducible gLLPQacffdfebsmgbrf reducible gLLAQadedfefjihikvc reducible gLLAQadedfefnihikvc reducible gLLAQaddefefjpqhsgg reducible gLLAQaddefefnpqhsgg reducible gLLMQcbedeffhbtglwg reducible gLLPQacffdfebsegbsf reducible gLLMQaddefefbimasgg reducible gLLMQcbedeffabmgprg reducible gLLMQcbedeffabmjprg reducible gLLMQcbedeffabmkprg reducible gLLAQaddefefbaahrko SFS[D(2,1)(2,1)] gLLAQaededffjatmobc reducible gLLAQaddefefbaaxrwo SFS[D(3,1)(2,1)] gLLAQaddefefbaaxrso SFS[D(3,1)(2,1)] gLLMQaddefefnamtsvg reducible gLLAQaeeddffbahqbog reducible gLLAQaeeddffbahqjog reducible gLLAQaeeddffbahqnog reducible gLLAQaddefefbamurfg reducible gLLAQaddefefbamurkg reducible gLLAQaddefefbamurrg reducible gLLAQadedfefjaaqcfo reducible gLLAQaddefefbamdrjg reducible gLLAQaddefefjaaqrfo reducible gLLAQaddefefbaaqrko SFS[D(2,1)(2,1)] gLLAQaddefefbammrsg reducible gLLPQacffdfebsigbrr reducible gLLPQacffdfebsigbrk reducible gLLAQadedfefjmhikvc reducible gLLAQadedfefnmhikvc reducible gLLAQaddefefbuthngg reducible gLLAQaddefefbuthnjg SFS[D(3,1)(2,1)] gLLAQaddefefbuthnkg SFS[D(3,1)(2,1)] gLLAQaddefefbutxnwg SFS[D(2,1)(2,1)] gLLAQaddefefbutqnrg SFS[D(2,1)(2,1)] gLLMQaddefefbetlwfg reducible gLLAQaeeddffbdtqbng reducible gLLMQcbeedffibppcng reducible gLLMQcbeedffiblxcog reducible gLLAQaededffbddpbgo reducible gLLAQaeeddffbdxqbgo reducible gLLAQaededffbpddbgc reducible gLLAQaededffbpedbgc reducible gLLAQaeeddffbptqbcg reducible gLLAQaededffbdepbgo reducible gLLAQaddefefbuahwgo reducible gLLAQaddefefbuadwgo reducible gLLMQaddefefbiaangg reducible gLLMQaddefefbiaingg reducible gLLPQacffdfebjdvbbf reducible gLLPQacffdfebjdvbbr reducible gLLPQacffdfebjdvbbk reducible gLLPQacffdfebjdwbbf reducible gLLPQacffdfebjdwbbr reducible gLLPQacffdfebjdwbbk reducible gLLAQadedfefjeuivgc reducible gLLAQadedfefjehivvc reducible gLLAQaddefefjeaesvg reducible gLLAQaddefefjeahsgg reducible gLLMQaddefefbiaargv reducible gLLMQaddefefbiairgv reducible gLLAQaddefefbuahsgg reducible gLLAQaddefefbuadsgg reducible gLLPQacffdfebjdfbsf reducible gLLPQacffdfebjdfjsf reducible gLLPQacffdfebjdfnsf reducible gLLPQacffdfebjdfbvf reducible gLLPQacffdfebjdfjvf reducible gLLPQacffdfebjdfnvf reducible gLLAQadedfefjehiwvo reducible gLLAQadedfefjeuiwgo reducible gLLAQaddefefjeahwgo reducible gLLAQaddefefjeaewvo reducible gLLAQadedfefbuuiwgo reducible gLLMQadedfefbitlogf reducible gLLAQaddefefbiepvgg reducible gLLMQadedfefbitlrgv reducible gLLAQadedfefbuuivgc reducible gLLAQaddefefbiepsgo reducible gLLMQcbeedffiblxcrg reducible gLLMQcbeedffibppcrg reducible gLLAQaededffbpddboo reducible gLLAQaeeddffbptqboo reducible gLLAQaededffbddpbcc reducible gLLAQaededffbdepbcc reducible gLLAQaeeddffbdxqbog reducible gLLAQaededffbpedboo reducible gLLAQaededffbqqhwgo SFS[D(3,1)(2,1)] gLLAQadedfefbxxlngo reducible gLLAQaededffbqahbgo reducible gLLAQaededffbqahngo SFS[D(3,1)(3,2)] gLLAQaededffbqahjgo SFS[D(3,1)(3,1)] gLLAQaededffbqxhrgo SFS[D(3,1)(2,1)] gLLPQacffdfebvpkbsf reducible gLLAQaededffbdqhwgo reducible gLLAQaeeddffbdtqbgo reducible gLLMQadedfefblamkff reducible gLLAQadedfefblepofc reducible gLLAQaededffbdahngo reducible gLLAQaededffbdahjgo reducible gLLAQaeeddffbdtpogo reducible gLLAQadedfefblapofc reducible gLLAQaeeddffbpxqbcg reducible gLLAQaededffbdxhrgo reducible gLLAQaeeddffbdtibgo reducible gLLAQaededffbtqhwgo SFS[D(3,1)(2,1)] gLLAQaededffblahbgc reducible gLLAQaededffbtahngo SFS[D(3,1)(3,1)] gLLAQaededffbtahjgo SFS[D(3,1)(3,2)] gLLAQadedfefbixabgc reducible gLLAQaededffbtxhrgo SFS[D(3,1)(2,1)] gLLMQcbedefflbmgpcc reducible gLLAQaddefefbuehwgo reducible gLLAQadedfefbixqwgc reducible gLLAQaededffblaxbrc reducible gLLMQaddefefbieingg reducible gLLAQadedfefbautjjo SFS[D(2,1)(2,1)] gLLMQadedfefbalhgsv SFS[D(2,1)(2,1)] gLLAQadedfefbadtjro SFS[D(3,1)(2,1)] gLLAQadedfefbadtjko SFS[D(3,1)(2,1)] gLLAQaededffjapivsc SFS[D(3,1)(2,1)] gLLAQaededffnapivsc SFS[D(3,1)(2,1)] gLLAQadedfefbaltjso SFS[D(2,1)(2,1)] gLLMQaddefefjaeingg SFS[D(2,1)(2,1)] gLLAQadedfefbihtjwo SFS[D(2,1)(2,1)] gLLAQadedfefbixtjgo reducible gLLAQadedfefbixtjko SFS[D(3,1)(2,1)] gLLAQadedfefbixtjjo SFS[D(3,1)(2,1)] gLLAQaededffblapboo reducible gLLAQadedfefbiatjro SFS[D(2,1)(2,1)] gLLMQcbedeffdntoxff reducible gLLMQcbedeffdntrxff reducible gLLMQcbedeffdntnxff reducible gLLMQcbedeffdntglff reducible gLLAQaededffjpqewfo reducible gLLAQaededffnpqewfo reducible gLLAQaddefefblqenso reducible gLLMQaddefefblqafjv reducible gLLMQaddefefnlqafjv reducible gLLMQaddefefjlqafjv reducible gLLAQaededffbdquvvc reducible gLLAQaededffbdqusvc reducible gLLAQaededffbdquwvc reducible gLLAQaededffjdquvvc reducible gLLAQaededffjdqusvc reducible gLLAQaededffjdquwvc reducible gLLAQaededffndquvvc reducible gLLAQaededffndqusvc reducible gLLAQaededffndquwvc reducible gLLAQaededffbdtuovc reducible gLLAQaededffjdtuovc reducible gLLAQaededffndtuovc reducible gLLAQaededffbdaunvc reducible gLLAQaededffbdaujvc reducible gLLAQaededffjdaunvc reducible gLLAQaededffjdaujvc reducible gLLAQaededffjpaejfo reducible gLLAQaededffndaujvc reducible gLLAQaddefefblqinfo reducible gLLAQaddefefblqinko reducible gLLAQaddefefblqinro reducible gLLAQaededffbdxuovc reducible gLLAQaededffbdxunvc reducible gLLAQaededffbdxurvc reducible gLLAQaededffjdxuovc reducible gLLAQaededffjdxunvc reducible gLLAQaededffjdxurvc reducible gLLAQaededffndxuovc reducible gLLAQaededffndxunvc reducible gLLAQaededffndxurvc reducible gLLMQaddefefjeaaogg reducible gLLMQaddefefjeaaokg reducible gLLMQaddefefjeaaojg reducible gLLMQaddefefjeatovg reducible gLLAQaededffjpxerfo reducible gLLAQaededffnpxerfo reducible gLLAQaddefefblqpnjo reducible gLLMQaddefefblqqfsv reducible gLLMQaddefefjeaqowg reducible gLLMQaddefefjeaqosg reducible gLLAQaededffbxqewfo SFS[D(3,1)(2,1)] gLLAQaededffbqaubvc reducible gLLAQaededffbxaenfo SFS[D(3,1)(3,1)] gLLAQaededffbxaejfo SFS[D(3,1)(3,2)] gLLAQadedfefbxxpogc reducible gLLAQaededffbxxerfo SFS[D(3,1)(2,1)] gLLMQcbedefflbqgpfc reducible gLLAQaededffblqewfo SFS[D(3,1)(2,1)] gLLMQaddefefbidargv reducible gLLAQadedfefbixisgo reducible gLLAQaededffblaebfo reducible gLLAQaededffblaenfo SFS[D(3,1)(3,2)] gLLAQaededffblaejfo SFS[D(3,1)(3,1)] gLLAQaddefefbuddsgg reducible gLLAQaededffblxerfo SFS[D(3,1)(2,1)] gLLAQaededffbdqqwwo reducible gLLAQadedfefbletjfc reducible gLLMQadedfefblauvff reducible gLLAQaededffbdaqnwo reducible gLLAQaededffbdaqjwo reducible gLLAQadedfefblatjfc reducible gLLAQaeeddffbdepowo reducible gLLAQaededffbdxqrwo reducible gLLAQadedfefbuuqwgo reducible gLLAQadedfefbuxqwgo reducible gLLAQaededffbiambko reducible gLLAQaddefefbiahvgg reducible gLLAQaddefefbiapvgg reducible gLLMQadedfefbxaisrv SFS[D(2,1)(2,1)] gLLAQadedfefbxxtjgc reducible gLLAQadedfefjxxtjgc SFS[D(3,1)(2,1)] gLLAQadedfefnxxtjgc SFS[D(3,1)(2,1)] gLLAQaededffbqadbcc reducible gLLAQaddefefnhuxovg SFS[D(2,1)(2,1)] gLLAQaededffbmquwvo SFS[D(3,1)(2,1)] gLLMQadedfefbitxrgv reducible gLLAQaededffbiaebfc reducible gLLAQaededffbmaunvo SFS[D(3,1)(3,1)] gLLAQaededffbmaujvo SFS[D(3,1)(3,2)] gLLAQadedfefbuxuvgc reducible gLLMQaddefefbuaaogg reducible gLLAQaededffbmxurvo SFS[D(3,1)(2,1)] gLLAQaddefefbidpsgo reducible gLLAQaededffbiquwvo SFS[D(3,1)(2,1)] gLLAQadedfefbuxhggo reducible gLLAQaededffbiaubvo reducible gLLAQaededffbiaunvo SFS[D(3,1)(3,2)] gLLAQaededffbiaujvo SFS[D(3,1)(3,1)] gLLAQaededffbixurvo SFS[D(3,1)(2,1)] gLLAQaededffbaquwvo reducible gLLAQaededffbaaunvo reducible gLLAQaededffbaaujvo reducible gLLAQaededffbaxurvo reducible gLLAQadedfefbxhdcwo SFS[D(2,1)(2,1)] gLLAQadedfefbxxdcgo reducible gLLAQadedfefbxxdcko SFS[D(3,1)(2,1)] gLLAQadedfefbxxdcjo SFS[D(3,1)(2,1)] gLLAQaededffbqaqbwo reducible gLLAQadedfefbxadcro SFS[D(2,1)(2,1)] gLLMQadedfefbiahgrv SFS[D(2,1)(2,1)] gLLAQadedfefbuxdcgc reducible gLLAQadedfefjuxdcgc SFS[D(3,1)(2,1)] gLLAQadedfefnuxdcgc SFS[D(3,1)(2,1)] gLLAQaededffbiaibsc reducible gLLAQaddefefnmaxvvg SFS[D(2,1)(2,1)] gLLPQacffdfebvpvbjf reducible gLLAQaededffbpqpwoo reducible gLLAQaeeddffbpuqboo reducible gLLAQaededffbdtdocc reducible gLLAQaededffbdqdvcc reducible gLLAQaededffbdqdscc reducible gLLAQaededffbdqdwcc reducible gLLAQaededffbdadncc reducible gLLAQaededffbdadjcc reducible gLLAQaededffbpapnoo reducible gLLAQaededffbpapjoo reducible gLLAQaededffbdxdocc reducible gLLAQaededffbdxdncc reducible gLLAQaededffbdxdrcc reducible gLLAQaddefefblxicfo reducible gLLAQaeeddffbduqbog reducible gLLAQaededffbpxproo reducible gLLAQaeeddffbduibog reducible gLLPQacffdfebrpkbsf reducible gLLAQaededffbdddbgo reducible gLLAQaededffbpdpbgc reducible gLLAQaededffbpepbgc reducible gLLAQaddefefblxugfg reducible gLLMQaddefefblxlbfg reducible gLLAQaeeddffbpudocg reducible gLLAQaeeddffbputvcg reducible gLLAQaededffbdedbgo reducible gLLAQaeeddffbduibgo reducible gLLAQaddefefbudhwgo reducible gLLAQadedfefbiuiwgc reducible gLLMQaddefefbidingg reducible gLLAQaeeddffbaatvwg reducible gLLAQaeeddffbaadowg reducible gLLMQcbedeffdnmgpbf reducible gLLMQcbedeffdnmolbf reducible gLLMQadedfefjellrvf reducible gLLMQadedfefjetlrgf reducible gLLAQaeeddffbdedosg reducible gLLAQaeeddffjdedosg reducible gLLAQaeeddffndedosg reducible gLLAQaeeddffbdetvsg reducible gLLAQaeeddffjdetvsg reducible gLLAQaeeddffndetvsg reducible gLLMQaddefefbieargv reducible gLLMQadedfefbutlrgf reducible gLLAQaddefefbuedsgg reducible gLLMQaddefefblqlgfg reducible gLLAQaddefefblqubfg reducible gLLMQcbedefflbtglbc reducible gLLAQadedfefbuuuwgo reducible gLLMQaddefefbuaingv reducible gLLAQaddefefbidpvgg reducible gLLMQcbedefflbuglfc reducible gLLMQadedfefbitprgv reducible gLLAQaddefefbiadsgo reducible gLLAQaddefefbiapsgo reducible gLLAQaddefefbamunfg reducible gLLAQaddefefbamunkg reducible gLLAQaddefefbamunrg reducible gLLMQaddefefbamlvfg reducible gLLMQaddefefbamlvrg reducible gLLMQaddefefbamlvkg reducible gLLAQaddefefbamdnjg reducible gLLAQadedfefjalqsvo reducible gLLAQaddefefbammnsg reducible gLLAQaddefefjaapsgo reducible gLLPQacffdfebrpvbjf reducible gLLAQaededffbpdhboo reducible gLLAQaededffbddhbcc reducible gLLAQaededffbdehbcc reducible gLLMQaddefefbetlsfg reducible gLLAQaeeddffbdttvog reducible gLLAQaeeddffbdtdoog reducible gLLAQaddefefbetuofg reducible gLLAQaededffbpehboo reducible gLLAQaeeddffbdtibog reducible gLLPQaededffbliibrc reducible gLLPQaededffbtianvc SFS[D(3,1)(3,1)] gLLPQaededffbtiajvc SFS[D(3,1)(3,2)] gLLPQaddefefbudmrgf reducible gLLPQaddefefnudmrgf SFS[D(3,1)(2,1)] gLLPQaddefefjudmrgf SFS[D(3,1)(2,1)] gLLMQadedfefbuaisrg SFS[D(2,1)(2,1)] gLLAQaededffjttpoog SFS[D(2,1)(2,1)] gLLMQaddefefnmatovf SFS[D(2,1)(2,1)] gLLAQaededffblqdwcg SFS[D(3,1)(2,1)] gLLAQadedfefjielnfg SFS[D(3,1)(2,1)] gLLAQaededffbladbcg reducible gLLAQaededffbladncg SFS[D(3,1)(3,2)] gLLAQaededffbladjcg SFS[D(3,1)(3,1)] gLLAQadedfefbixlngg reducible gLLAQadedfefjixlngg SFS[D(3,1)(2,1)] gLLAQadedfefnixlngg SFS[D(3,1)(2,1)] gLLAQaededffblxdrcg SFS[D(3,1)(2,1)] gLLAQaddefefjpuuofc SFS[D(3,1)(2,1)] gLLAQaddefefnpuxovc SFS[D(2,1)(2,1)] gLLPQaededffbdixncc reducible gLLPQaededffbdixjcc reducible gLLPQaededffjdixncc SFS[D(3,1)(3,2)] gLLPQaededffjdixjcc SFS[D(3,1)(3,1)] gLLPQaededffjpitjgc SFS[D(3,1)(3,1)] gLLPQaededffndixjcc SFS[D(3,1)(3,2)] gLLMQadedfefbllhgsg SFS[D(2,1)(2,1)] gLLAQadedfefbluabjg SFS[D(2,1)(2,1)] gLLAQadedfefjleabfg reducible gLLAQadedfefjleabrg SFS[D(3,1)(2,1)] gLLAQadedfefjleabkg SFS[D(3,1)(2,1)] gLLAQaddefefjlmujfc reducible gLLAQaddefefjlmujkc SFS[D(3,1)(2,1)] gLLAQaddefefjlmujrc SFS[D(3,1)(2,1)] gLLAQaededffbdqiwsg reducible gLLAQadedfefjeeisrg SFS[D(3,1)(2,1)] gLLAQadedfefjeeiskg SFS[D(3,1)(2,1)] gLLAQaededffjdpivsg SFS[D(3,1)(2,1)] gLLAQaededffndpivsg SFS[D(3,1)(2,1)] gLLAQaededffbdainsg reducible gLLAQaededffbdaijsg reducible gLLAQadedfefbldabrg SFS[D(3,1)(2,1)] gLLAQadedfefbldabkg SFS[D(3,1)(2,1)] gLLAQadedfefjeiissg SFS[D(2,1)(2,1)] gLLAQaededffbdxirsg reducible gLLAQaddefefjlmdjjc SFS[D(2,1)(2,1)] gLLAQaddefefjeauvkc SFS[D(3,1)(2,1)] gLLAQaddefefjeauvrc SFS[D(3,1)(2,1)] gLLMQaddefefbedtrsf reducible gLLAQaeeddffbdatwvc reducible gLLAQaddefefjeadvjc SFS[D(2,1)(2,1)] gLLMQaddefefbedirjf reducible gLLMQaddefefjedirgf SFS[D(2,1)(2,1)] gLLAQadedfefbllabsg SFS[D(2,1)(2,1)] gLLAQaeeddffbdaprvc reducible gLLAQaddefefjeamvsc SFS[D(2,1)(2,1)] gLLAQaeeddffjpilvrc reducible gLLAQaeeddffnpilvrc reducible gLLAQaeeddffbdainvc reducible gLLAQaeeddffbdaijvc reducible gLLPQaededffbqixbcc reducible gLLPQaededffbxitngc SFS[D(3,1)(3,1)] gLLPQaededffbxitjgc SFS[D(3,1)(3,2)] gLLMQcbedeffqblgpng reducible gLLMQcbedeffqbljpng SFS[D(3,1)(2,1)] gLLMQcbedeffqblkpng SFS[D(3,1)(2,1)] gLLMQadedfefbxahgrg SFS[D(2,1)(2,1)] gLLAQaededffjxtmokg SFS[D(2,1)(2,1)] gLLMQaddefefnhutbvf SFS[D(2,1)(2,1)] gLLAQaededffbqqiwsg SFS[D(3,1)(2,1)] gLLAQadedfefjxehgfg SFS[D(3,1)(2,1)] gLLAQaededffbqaibsg reducible gLLAQaededffbqainsg SFS[D(3,1)(3,2)] gLLAQaededffbqaijsg SFS[D(3,1)(3,1)] gLLAQadedfefbxxhggg reducible gLLAQadedfefjxxhggg SFS[D(3,1)(2,1)] gLLAQadedfefnxxhggg SFS[D(3,1)(2,1)] gLLAQaededffbqxirsg SFS[D(3,1)(2,1)] gLLAQaddefefjhauvfc SFS[D(3,1)(2,1)] gLLAQaddefefnhaxvvc SFS[D(2,1)(2,1)] gLLMQcbedefflbpgpbc reducible gLLPQaededffblitbgc reducible gLLPQaededffblitngc SFS[D(3,1)(3,2)] gLLPQaededffblitjgc SFS[D(3,1)(3,1)] gLLAQadedfefbiuuvgg reducible gLLMQaddefefbialorf SFS[D(2,1)(2,1)] gLLMQadedfefbutpogg reducible gLLAQaededffbtqiwsg SFS[D(3,1)(2,1)] gLLAQadedfefjmelnfg SFS[D(3,1)(2,1)] gLLAQadedfefbixuvgg reducible gLLAQaededffblambkg reducible gLLAQaededffbtainsg SFS[D(3,1)(3,1)] gLLAQaededffbtaijsg SFS[D(3,1)(3,2)] gLLAQaededffbtxirsg SFS[D(3,1)(2,1)] gLLAQadedfefnmllnvg SFS[D(2,1)(2,1)] gLLAQaddefefbuaevwc SFS[D(2,1)(2,1)] gLLAQaddefefjuauvfc SFS[D(3,1)(2,1)] gLLAQaddefefbuaivrc SFS[D(2,1)(2,1)] gLLAQaddefefbuapvkc SFS[D(3,1)(2,1)] gLLAQaddefefbuapvjc SFS[D(3,1)(2,1)] gLLAQaddefefjuapvgc SFS[D(3,1)(2,1)] gLLAQaddefefnuapvgc SFS[D(3,1)(2,1)] gLLMQcbedefflbxglcc reducible gLLPQaededffbiidbsc reducible gLLPQaededffbmilnfc SFS[D(3,1)(3,1)] gLLPQaededffbmiljfc SFS[D(3,1)(3,2)] gLLAQaededffbiqxwrg SFS[D(3,1)(2,1)] gLLAQadedfefjueisfg SFS[D(3,1)(2,1)] gLLMQaddefefbudargf reducible gLLAQaddefefjmpubfc SFS[D(3,1)(2,1)] gLLAQadedfefbuxisgg reducible gLLAQaededffbiaxbrg reducible gLLAQaededffbiaxnrg SFS[D(3,1)(3,2)] gLLAQaededffbiaxjrg SFS[D(3,1)(3,1)] gLLMQaddefefbudirgf reducible gLLAQaddefefbiehwgc reducible gLLAQaededffbixxrrg SFS[D(3,1)(2,1)] gLLAQaddefefbiedwgc reducible gLLMQcbedeffqbpglog reducible gLLMQcbedeffqbpklog SFS[D(3,1)(2,1)] gLLMQcbedeffqbpjlog SFS[D(3,1)(2,1)] gLLPQaededffbqiabvc reducible gLLPQaededffbqianvc SFS[D(3,1)(3,2)] gLLPQaededffbqiajvc SFS[D(3,1)(3,1)] gLLAQaededffbxqdwcg SFS[D(3,1)(2,1)] gLLAQadedfefjheisfg SFS[D(3,1)(2,1)] gLLAQaddefefjxuuofc SFS[D(3,1)(2,1)] gLLAQadedfefbxhabwg SFS[D(2,1)(2,1)] gLLMQadedfefnhlisvg SFS[D(2,1)(2,1)] gLLAQadedfefbxxabgg reducible gLLAQadedfefbxxabkg SFS[D(3,1)(2,1)] gLLAQadedfefbxxabjg SFS[D(3,1)(2,1)] gLLAQaededffbqapbog reducible gLLAQaededffbxadncg SFS[D(3,1)(3,1)] gLLAQaededffbxadjcg SFS[D(3,1)(3,2)] gLLAQadedfefbxaabrg SFS[D(2,1)(2,1)] gLLAQaeeddffjxidorc SFS[D(2,1)(2,1)] gLLAQaededffbxxdrcg SFS[D(3,1)(2,1)] gLLMQcbedeffanxnxcc SFS[D(2,1)(2,1)] gLLPQaddefefbaapokf SFS[D(3,1)(2,1)] gLLPQaddefefbaaporf SFS[D(3,1)(2,1)] gLLPQaededffbailnfc reducible gLLPQaededffbailjfc reducible gLLPQadedfefbaqewrc SFS[D(3,1)(2,1)] gLLPQadedfefbaqewkc SFS[D(3,1)(2,1)] gLLAQaededffbaqqwwg reducible gLLAQaededffjaqqwwg SFS[D(3,1)(2,1)] gLLAQaededffnaqqwwg SFS[D(3,1)(2,1)] gLLAQadedfefjauuvgg SFS[D(2,1)(2,1)] gLLAQadedfefjahuvvg SFS[D(2,1)(2,1)] gLLAQaddefefjaeewvc SFS[D(2,1)(2,1)] gLLMQaddefefjaaaojf SFS[D(2,1)(2,1)] gLLAQaddefefjaehwgc SFS[D(2,1)(2,1)] gLLAQaddefefbaehwjc reducible gLLAQaeeddffbadtwsc reducible gLLAQaededffjaqxwrg SFS[D(3,1)(2,1)] gLLAQaededffnaqxwrg SFS[D(3,1)(2,1)] gLLAQadedfefjaelnfg reducible gLLAQaededffbaaqnwg reducible gLLAQaededffjaaqnwg SFS[D(3,1)(3,2)] gLLAQaededffjaaxjrg SFS[D(3,1)(3,1)] gLLAQaededffbaaqjwg reducible gLLAQaededffjaaqjwg SFS[D(3,1)(3,1)] gLLAQaededffnaaqjwg SFS[D(3,1)(3,2)] gLLAQaddefefbaexwsc reducible gLLAQaeeddffbadprsc reducible gLLAQaededffjaxxrrg SFS[D(3,1)(2,1)] gLLAQaededffnaxxrrg SFS[D(3,1)(2,1)] gLLAQaddefefjapubfc reducible gLLMQaddefefjaqafjf SFS[D(2,1)(2,1)] gLLAQaededffbaxqrwg reducible gLLAQaededffjaxqrwg SFS[D(3,1)(2,1)] gLLAQaededffnaxqrwg SFS[D(3,1)(2,1)] gLLMQaddefefjaaqosf SFS[D(2,1)(2,1)] gLLAQaddefefbaeqwrc reducible gLLAQaddefefbaeqwkc reducible gLLAQaeeddffbadinsc reducible gLLAQaeeddffbadijsc reducible gLLPQaddefefbiamogf reducible gLLPQaddefefbiamojf SFS[D(3,1)(2,1)] gLLPQaddefefbiamokf SFS[D(3,1)(2,1)] gLLPQaededffbiilbfc reducible gLLPQaededffbiilnfc SFS[D(3,1)(3,2)] gLLPQaededffbiiljfc SFS[D(3,1)(3,1)] gLLAQaededffbmqxwrg SFS[D(3,1)(2,1)] gLLAQadedfefjpehgfg SFS[D(3,1)(2,1)] gLLAQaddefefjipubfc SFS[D(3,1)(2,1)] gLLAQadedfefbuhpowg SFS[D(2,1)(2,1)] gLLMQadedfefnmllnvg SFS[D(2,1)(2,1)] gLLAQadedfefbuxpogg reducible gLLAQadedfefbuxpokg SFS[D(3,1)(2,1)] gLLAQadedfefbuxpojg SFS[D(3,1)(2,1)] gLLAQaededffbiaqbwg reducible gLLAQaededffbmaxnrg SFS[D(3,1)(3,1)] gLLAQaededffbmaxjrg SFS[D(3,1)(3,2)] gLLAQadedfefbuaporg SFS[D(2,1)(2,1)] gLLAQaeeddffjtxdocc SFS[D(2,1)(2,1)] gLLAQaededffbmxxrrg SFS[D(3,1)(2,1)] gLLPQaededffbdianvc reducible gLLPQaededffbdiajvc reducible gLLPQaededffbpiinrc reducible gLLPQaededffbpiijrc reducible gLLAQaededffbpqdwcg reducible gLLAQadedfefjlehgfg reducible gLLAQaeeddffbpttwgc reducible gLLAQaddefefjluuofc reducible gLLAQadedfefjeepofg reducible gLLAQaededffbdqpwog reducible gLLAQaededffbdapnog reducible gLLAQaededffbdapjog reducible gLLAQaededffbpadncg reducible gLLAQaededffbpadjcg reducible gLLAQaeeddffbptprgc reducible gLLAQaededffbdxprog reducible gLLAQaeeddffbdxtwcc reducible gLLAQaddefefjexucfc reducible gLLAQaededffbpxdrcg reducible gLLAQaeeddffbdxprcc reducible gLLAQaeeddffbdxincc reducible gLLAQaeeddffbdxijcc reducible gLLAQaeeddffbptingc reducible gLLAQaeeddffbptijgc reducible gLLAQaededffbdddbog reducible gLLAQaeeddffbduqbcc reducible gLLAQaededffbpdpbcg reducible gLLAQaededffbpepbcg reducible gLLAQaeeddffbpuqbgc reducible gLLAQaededffbdedbog reducible gLLMQadedfefbutxogg reducible gLLAQadedfefbiuivgg reducible gLLAQaddefefbadhwjc reducible gLLAQaddefefbadxwsc reducible gLLAQaddefefbadqwrc reducible gLLAQaddefefbadqwkc reducible gLLMQaddefefbeetrsf reducible gLLMQaddefefbeeirjf reducible gLLAQaeeddffjphlvrc reducible gLLAQaeeddffnphlvrc reducible gLLAQadedfefbiuqvgg reducible gLLMQadedfefbutlogg reducible gLLMQaddefefbeatrsf reducible gLLMQaddefefbeairjf reducible gLLAQaeeddffjpllvrc reducible gLLAQaeeddffnpllvrc reducible gLLMQaddefefbuaargf reducible gLLMQaddefefbuairgf reducible gLLAQaddefefbidhwgc reducible gLLAQaddefefbiddwgc reducible gLLAQaddefefbiahwgc reducible gLLAQaddefefbiadwgc reducible gLLMQaddefefbueargf reducible gLLMQaddefefbueirgf reducible gLLAQaddefefbaahwjc reducible gLLAQaddefefbaaxwsc reducible gLLAQaddefefbaaqwrc reducible gLLAQaddefefbaaqwkc reducible gLLAQaededffbpdhbcg reducible gLLAQaeeddffbpxqbgc reducible gLLAQaededffbddhbog reducible gLLAQaededffbdehbog reducible gLLAQaeeddffbdtqbcc reducible gLLAQaededffbpehbcg reducible gLLAQccedeffhgagagn SFS[D(3,1)(2,1)] gLLAQccedeffabagagn SFS[D(3,1)(2,1)] gLLAQcecdeffhabbhbj toroidal gLLAQcddeeffaffaqfn SFS[D(3,1)(2,1)] gLLAQccedeffaoikhjj SFS[D(3,1)(2,1)] gLLAQccedeffaomkhjj SFS[D(3,1)(2,1)] gLLAQccedeffaoajafj SFS[D(8,3)(2,1)] gLLAQccedeffaoarunr SFS[D(8,3)(2,1)] gLLAQccedeffaoakhjj toroidal gLLAQccedefftwaftvw toroidal gLLAQccedefflwaftvw SFS[D(5,2)(2,1)] gLLAQccedeffdwakuoj m007(0,0) gLLAQccedeffpvxodcj SFS[D(4,1)(2,1)] gLLAQccedeffpvhomkk SFS[D(5,2)(2,1)] gLLAQccedeffabxrdcj SFS[D(5,2)(3,1)] gLLAQccedeffdwxvdcj m007(0,0) gLLAQcddeeffhsvatcj SFS[D(7,2)(2,1)] gLLAQcddeeffhkkaxcj SFS[D(3,1)(2,1)] gLLAQcddeeffhsbapcj SFS[D(8,3)(3,1)] gLLAQcddeeffhskapcj toroidal gLLAQccedeffdwaolfj SFS[D(7,2)(2,1)] gLLAQcddeeffaffaxfk SFS[D(3,1)(2,1)] gLLAQcddeeffafvalfk SFS[D(3,1)(2,1)] gLLAQccedeffqfafqvr SFS[D(5,2)(3,1)] gLLAQcecdeffhabbhrs SFS[D(5,2)(3,1)] gLLAQcecdeffhabbhow SFS[D(5,2)(3,1)] gLLAQccedeffqfafqgk SFS[D(5,3)(3,1)] gLLAQcddeeffhkkaxns toroidal gLLAQcddeeffhsvatns SFS[D(3,1)(2,1)] gLLAQcddeeffqvvilww reducible gLLAQcddeeffhwwalns SFS[D(3,1)(3,2)] gLLAQcddeeffhvvaxns reducible gLLAQcddeeffhssapns SFS[D(3,1)(3,1)] gLLAQcddeeffhskapns SFS[D(3,1)(3,2)] gLLAQcddeeffhsbapns reducible gLLMQcddeeffhssixbj SFS[D(3,1)(3,1)] gLLAQcddeeffaffaxsn SFS[D(7,2)(2,1)] gLLAQccedeffdwaolos SFS[D(3,1)(2,1)] gLLMQcddeeffasslpbk SFS[D(3,1)(2,1)] gLLAQcddeeffassaxsn SFS[D(3,1)(2,1)] gLLAQccedeffdwakufs m032(0,0) gLLAQccedeffawaftnr SFS[D(3,1)(2,1)] gLLAQccedefflwaftnr SFS[D(9,2)(2,1)] gLLAQccedefftwaftnr toroidal gLLAQccedeffawabhrn SFS[D(3,1)(2,1)] gLLAQccedeffdwxvdnj m032(0,0) gLLAQccedeffaohbmnn reducible gLLAQccedeffpvhomnn toroidal gLLAQccedeffpvxodnj toroidal gLLAQccedeffakxbdnj SFS[D(3,1)(3,2)] gLLAQccedeffawxbdnj SFS[D(3,1)(3,1)] gLLAQccedeffaohfhor reducible gLLAQccedeffawxfhfk SFS[D(3,1)(3,1)] gLLAQccedeffaoakhsj SFS[D(3,1)(2,1)] gLLAQccedeffaoabhsj SFS[D(3,1)(2,1)] gLLAQccedeffaoajaos reducible gLLAQccedeffaoaruvw reducible gLLAQcddeeffavvdxsk SFS[D(3,1)(2,1)] gLLAQccedeffaounisr SFS[D(3,1)(3,1)] gLLAQccedeffaopflsk reducible gLLAQccedeffaouwisr SFS[D(3,1)(3,2)] gLLAQcddeefflvvaqvk SFS[D(3,1)(3,2)] gLLAQcddeefflvvalvk reducible gLLAQccedeffaopnhgr SFS[D(3,1)(3,1)] gLLAQccedeffaopfhgr reducible gLLAQccedeffaopwhgr SFS[D(3,1)(3,2)] gLLAQcddeefftvvaqvk SFS[D(3,1)(3,2)] gLLAQcddeefftvvalvk reducible gLLAQcddeeffhffaxss m035(0,0) gLLAQccedeffdwxolon SFS[D(7,3)(2,1)] gLLMQcddeeffhssupgj SFS[D(4,1)(2,1)] gLLAQcddeeffhwwapss SFS[D(5,2)(2,1)] gLLAQcddeeffhssaxss SFS[D(4,1)(2,1)] gLLAQccedeffaoebesw SFS[D(2,1)(2,1)] gLLAQccedefflnegdwj s719(0,0) gLLAQccedeffanegdwj m045(0,0) gLLAQccedefftnegdwj m136(0,0) gLLAQcecdeffalcgdgj SFS[D(9,2)(2,1)] gLLAQccedeffabmcibn SFS[D(9,2)(2,1)] gLLAQcecdeffapcctwn toroidal gLLAQcddeefftffmdfn SFS[D(12,5)(2,1)] gLLAQcecdeffapcbtwn SFS[D(12,5)(2,1)] gLLAQcddeefflffmdsk SFS[D(11,4)(2,1)] gLLAQcecdeffapccibn toroidal gLLAQccedeffabiciwn SFS[D(10,3)(2,1)] gLLAQcecdeffapcomnw SFS[D(10,7)(2,1)] gLLAQcecdeffaucbdon SFS[D(11,4)(2,1)] gLLAQccedeffaoanqsj SFS[D(7,2)(2,1)] gLLAQccedeffqfanqsj m117(0,0) gLLAQccedeffaoafasj SFS[D(2,1)(2,1)] gLLAQccedeffqfakdvw m004(0,0) gLLAQccedeffaoawqsj SFS[D(5,1)(2,1)] gLLAQccedeffqgafqsj SFS[D(5,3)(3,1)] gLLAQccedeffqfafqsj toroidal gLLAQcddeeffavvmhsk SFS[D(5,1)(2,1)] gLLAQcecdeffqackqvn m146(0,0) gLLAQcddeeffaffmdsk SFS[D(7,2)(2,1)] gLLAQcecdeffaacchvn toroidal gLLAQccedeffdgandvw m007(0,0) gLLAQccedeffhfandvw m015(0,0) gLLAQccedeffdwavdvw SFS[D(3,1)(3,1)] gLLAQcecdeffhabbhvn SFS[D(4,3)(3,1)] gLLAQccedeffhfabtwn SFS[D(5,3)(3,1)] gLLAQcecdeffaacbqvn SFS[D(7,2)(2,1)] gLLAQcddeeffacvalnn SFS[D(7,3)(2,1)] gLLAQcddeeffackaqnn SFS[D(8,3)(2,1)] gLLAQccedeffqfafasj SFS[D(2,1)(2,1)] gLLAQcddeeffacvatnn toroidal gLLAQcddeeffarvatnn SFS[D(2,1)(2,1)] gLLAQcddeeffasvatnn SFS[D(7,3)(2,1)] gLLAQcddeeffavvelgk SFS[D(2,1)(2,1)] gLLAQcddeeffarkapnn SFS[D(8,3)(2,1)] gLLAQcddeeffackapnn toroidal gLLAQcddeefftffmdsk toroidal gLLAQcecdeffapcctbn toroidal gLLAQccedeffabmciwn toroidal gLLAQcecdeffalcgdwj toroidal gLLAQcecdeffapcbtbn toroidal gLLAQccedefftnlnxgw SFS[D(2,1)(2,1)] gLLAQcddeeffdvvdxgj reducible gLLMQcddeeffissppjr toroidal gLLAQcddeeffdwwapss toroidal gLLAQcddeeffdssaxss toroidal gLLAQccedeffakxbqgr SFS[D(5,2)(2,1)] gLLAQccedeffawxbqgr SFS[D(4,1)(2,1)] gLLAQccedeffawxftcj SFS[D(4,1)(2,1)] gLLAQccedefftwxftcj m016(0,0) gLLAQccedefflwxftcj m019(0,0) gLLAQccedeffdwxkdon SFS[D(3,1)(3,1)] gLLAQcecdeffapcomvr SFS[D(6,1)(2,1)] gLLAQccedeffabicibn SFS[D(6,1)(2,1)] gLLAQcecdeffapcciwn toroidal gLLAQcddeefflffmdfn SFS[D(9,4)(2,1)] gLLAQcecdeffaucbdjn SFS[D(9,4)(2,1)] gLLAQccedefftnlnxbr SFS[D(2,1)(2,1)] gLLAQcddeeffdwwapjj toroidal gLLAQcddeeffdvvdxws reducible gLLMQcddeeffissppfw toroidal gLLAQcddeeffdssaxjj toroidal gLLAQccedeffqfinqsj toroidal gLLAQccedeffawifqsj SFS[D(4,1)(2,1)] gLLAQccedeffakifqsj SFS[D(5,2)(2,1)] gLLAQccedeffawubtow SFS[D(4,1)(2,1)] gLLAQccedeffqfiwqsj m034(0,0) gLLAQccedeffqgifqsj m035(0,0) gLLAQccedeffqfifqsj m171(0,0) gLLAQccedeffqvifqsj m154(0,0) gLLAQcddeefflcvalnn SFS[D(7,3)(2,1)] gLLAQccedeffqfmfasj m069(0,0) gLLAQcddeefflgwamnn m130(0,0) gLLAQccedeffhkugtow SFS[D(5,2)(2,1)] gLLAQcddeefflcvatnn m027(0,0) gLLAQcddeefflwwalnn SFS[D(4,1)(2,1)] gLLAQcddeefflssapnn SFS[D(5,2)(2,1)] gLLAQcddeeffpssaxjj SFS[D(5,2)(2,1)] gLLAQccedeffdwxoljn SFS[D(5,1)(2,1)] gLLAQcddeeffhffaxjj toroidal gLLAQcddeeffhfvaljj SFS[D(3,1)(2,1)] gLLAQcddeeffhwwapjj SFS[D(5,2)(2,1)] gLLMQcddeeffhssupwj SFS[D(4,1)(2,1)] gLLAQcddeeffhssaxjj SFS[D(4,1)(2,1)] gLLAQccedeffakifqjj SFS[D(5,2)(2,1)] gLLAQccedeffawubtsr SFS[D(4,1)(2,1)] gLLAQccedeffawifqjj SFS[D(4,1)(2,1)] gLLAQccedeffqfiwqjj m121(0,0) gLLAQccedeffaopjlon SFS[D(3,1)(2,1)] gLLAQccedeffhkugtsr toroidal gLLAQccedeffqfmfajj m070(0,0) gLLAQcddeefflgwamkk m037(0,0) gLLAQccedeffaourqvn SFS[D(3,1)(2,1)] gLLAQccedeffqfinqjj toroidal gLLAQcddeefflcvatkk m044(0,0) gLLAQcddeefflcvalkk SFS[D(5,1)(2,1)] gLLAQccedeffqfifqjj m189(0,0) gLLAQccedeffqvifqjj m300(0,0) gLLAQccedeffqgifqjj toroidal gLLAQccedeffaoinqjj SFS[D(3,1)(2,1)] gLLAQcddeefflssapkk SFS[D(5,2)(2,1)] gLLAQcddeefflwwalkk SFS[D(4,1)(2,1)] gLLAQcddeeffpssaxss SFS[D(5,2)(2,1)] gLLAQccedeffakmfqjj toroidal gLLAQccedeffawpbqgr SFS[D(5,2)(2,1)] gLLAQccedeffawmfqjj SFS[D(5,2)(2,1)] gLLAQccedeffqfmwqjj SFS[D(4,3)(3,1)] gLLAQccedeffaopsqgr SFS[D(3,1)(2,1)] gLLAQccedeffhkpgqgr toroidal gLLAQccedeffqfifajj m026(0,0) gLLAQcddeefftgwamkk m030(0,0) gLLAQccedeffaoprdon SFS[D(3,1)(2,1)] gLLAQccedeffqfmnqjj m022(0,0) gLLAQcddeefftcvatkk toroidal gLLAQcddeefftcvalkk toroidal gLLAQccedeffqfmfqjj m034(0,0) gLLAQccedeffqvmfqjj m168(0,0) gLLAQccedeffqgmfqjj SFS[D(5,2)(2,1)] gLLAQccedeffaomnqjj SFS[D(3,1)(2,1)] gLLAQcddeefftssapkk toroidal gLLAQcddeefftwwalkk SFS[D(5,2)(2,1)] gLLAQcddeeffussuxcr toroidal gLLAQcddeeffackamkk SFS[D(3,1)(2,1)] gLLAQccedeffdwavdnr m053(0,0) gLLAQcecdeffaacfqcn SFS[D(3,1)(2,1)] gLLAQccedeffaoafajj SFS[D(2,1)(2,1)] gLLAQccedeffqfakdnr m029(0,0) gLLAQccedeffdgandnr m032(0,0) gLLAQccedeffhfandnr m006(0,0) gLLAQccedeffqfafajj SFS[D(2,1)(2,1)] gLLAQcddeeffackaqkk reducible gLLAQccedeffabacibn SFS[D(3,1)(2,1)] gLLAQcecdeffaacchcn toroidal gLLAQcddeeffaffmdfn SFS[D(3,1)(2,1)] gLLAQccedeffaoawqjj SFS[D(7,3)(2,1)] gLLAQccedeffqfanqjj m081(0,0) gLLAQccedeffhfabtbn toroidal gLLAQcecdeffqagoqcn SFS[D(5,3)(3,1)] gLLAQcecdeffhabbhcn SFS[D(4,1)(3,1)] gLLAQcddeeffacvatkk SFS[D(7,2)(2,1)] gLLAQcddeeffarvatkk SFS[D(2,1)(2,1)] gLLAQcddeeffasvatkk SFS[D(5,1)(2,1)] gLLAQcddeeffacvalkk SFS[D(5,1)(2,1)] gLLAQcecdeffqackqcn toroidal gLLAQcddeeffavvmhfn SFS[D(7,3)(2,1)] gLLAQccedeffqfafqjj toroidal gLLAQccedeffqvafqjj SFS[D(5,2)(3,1)] gLLAQccedeffaoanqjj toroidal gLLAQcecdeffaacbqcn SFS[D(3,1)(2,1)] gLLAQcddeeffaskapkk SFS[D(3,1)(2,1)] gLLAQcddeeffackapkk SFS[D(3,1)(2,1)] gLLAQcddeeffarkapkk reducible gLLAQcddeeffavvelrn SFS[D(2,1)(2,1)] gLLAQccedeffdwxkdjn m053(0,0) gLLAQccedeffawxftnj SFS[D(4,1)(2,1)] gLLAQccedefflwxftnj m302(0,0) gLLAQccedefftwxftnj m349(0,0) gLLAQccedeffakxbqbw SFS[D(5,2)(2,1)] gLLAQccedeffawxbqbw SFS[D(4,1)(2,1)] gLLAQccedeffqfmnqsj m073(0,0) gLLAQccedeffawmfqsj SFS[D(5,2)(2,1)] gLLAQccedeffakmfqsj toroidal gLLAQccedeffawpbqbw SFS[D(5,2)(2,1)] gLLAQccedeffqfmwqsj SFS[D(4,1)(3,1)] gLLAQccedeffqgmfqsj m143(0,0) gLLAQccedeffqfmfqsj m121(0,0) gLLAQccedeffqvmfqsj m147(0,0) gLLAQcddeefftcvalnn toroidal gLLAQccedeffqfifasj m043(0,0) gLLAQcddeefftgwamnn m145(0,0) gLLAQccedeffhkpgqbw SFS[D(4,1)(2,1)] gLLAQcddeefftcvatnn toroidal gLLAQcddeefftwwalnn SFS[D(5,2)(2,1)] gLLAQcddeefftssapnn toroidal gLLAQcddeeffussuxkw toroidal gLLAQccedefflnegdgj s823(0,0) gLLAQccedeffanegdgj m009(0,0) gLLAQccedefftnegdgj m306(0,0) gLLAQccedeffaoebeor SFS[D(2,1)(2,1)] gLLAQccedeffaoefpwj reducible gLLAQcecdeffaaccpvn SFS[D(7,2)(2,1)] gLLAQcecdeffaaccdcn SFS[D(3,1)(2,1)] gLLAQccedeffaoefhgj reducible gLLAQccedeffaoefhwj reducible gLLAQcecdeffaaccpcn SFS[D(3,1)(2,1)] gLLAQccedeffaoefpgj reducible gLLAQccedeffqfafqcn SFS[D(4,3)(3,1)] gLLAQccedeffabagaww SFS[D(2,1)(2,1)] gLLAQcecdeffhabbhwr toroidal gLLAQccedeffhgagaww SFS[D(2,1)(2,1)] gLLAQcddeeffaffaqjj SFS[D(2,1)(2,1)] gLLAQcecdeffhabbhfj SFS[D(4,3)(3,1)] gLLAQccedeffqfafqbw SFS[D(4,1)(3,1)] gLLAQcddeeffhkkaxvr SFS[D(7,2)(2,1)] gLLAQcddeeffhsvatvr SFS[D(8,3)(2,1)] gLLAQcddeeffhskapvr toroidal gLLAQcddeeffhsbapvr SFS[D(7,5)(3,1)] gLLAQcddeeffaffaxow SFS[D(7,3)(2,1)] gLLAQccedeffdwaolsr SFS[D(8,3)(2,1)] gLLAQcddeeffafvalow SFS[D(2,1)(2,1)] gLLAQccedeffdwakujr m045(0,0) gLLAQccedefflwaftkn SFS[D(10,3)(2,1)] gLLAQccedefftwaftkn toroidal gLLAQccedeffdwxvdkk m045(0,0) gLLAQccedeffpvhomcj SFS[D(10,3)(2,1)] gLLAQccedeffpvxodkk SFS[D(11,3)(2,1)] gLLAQccedeffabxrdkk SFS[D(5,3)(3,1)] gLLAQccedeffaoakhfk toroidal gLLAQccedeffaoajasr SFS[D(7,2)(2,1)] gLLAQccedeffaoarukj SFS[D(7,2)(2,1)] gLLAQccedeffaoikhfk SFS[D(2,1)(2,1)] gLLAQccedeffaomkhfk SFS[D(2,1)(2,1)] gLLAQccedeffawxftkk SFS[D(4,1)(3,1)] gLLAQccedefftwxftkk m222(0,0) gLLAQccedefflwxftkk m140(0,0) gLLAQccedeffakxbqrj SFS[D(5,2)(3,1)] gLLAQccedeffawxbqrj SFS[D(4,1)(3,1)] gLLAQccedeffdwxkdfw m009(0,0) gLLAQccedeffaoebejn SFS[D(3,1)(2,1)] gLLAQccedefflnegdrk m036(0,0) gLLAQccedeffanegdrk m007(0,0) gLLAQccedefftnegdrk m010(0,0) gLLAQccedeffawmfqfk SFS[D(5,2)(3,1)] gLLAQccedeffakmfqfk toroidal gLLAQccedeffawpbqrj SFS[D(5,2)(3,1)] gLLAQccedeffaopsqrj SFS[D(2,1)(2,1)] gLLAQccedeffqfifaor SFS[D(3,1)(2,1)] gLLAQcddeefftgwamvw m011(0,0) gLLAQccedeffhkpgqrj toroidal gLLAQccedeffaoprdfw SFS[D(2,1)(2,1)] gLLAQccedeffqfmnqfk SFS[D(4,1)(2,1)] gLLAQcddeefftcvatvw SFS[D(3,1)(2,1)] gLLAQcddeefftcvalvw reducible gLLAQccedeffqgmfqfk m034(0,0) gLLAQccedeffqfmfqfk SFS[D(5,2)(2,1)] gLLAQccedeffqvmfqfk m168(0,0) gLLAQccedeffaomnqfk SFS[D(2,1)(2,1)] gLLAQcddeefftwwalvw SFS[D(5,2)(3,1)] gLLAQcddeeffussuxvj toroidal gLLAQcddeefftssapvw toroidal gLLAQccedeffqfinqfr SFS[D(5,2)(2,1)] gLLAQccedeffakifqfr SFS[D(5,3)(3,1)] gLLAQccedeffawifqfr SFS[D(4,3)(3,1)] gLLAQccedeffawubtfn SFS[D(4,3)(3,1)] gLLAQccedeffqfiwqfr SFS[D(5,2)(2,1)] gLLAQccedeffqfifqfr toroidal gLLAQccedeffqvifqfr m223(0,0) gLLAQccedeffqgifqfr m015(0,0) gLLAQcddeefflcvalvj SFS[D(3,1)(2,1)] gLLAQccedeffhkugtfn SFS[D(5,2)(2,1)] gLLAQccedeffqfmfaok toroidal gLLAQcddeefflgwamvj m016(0,0) gLLAQcddeefflcvatvj SFS[D(3,1)(2,1)] gLLAQcddeefflssapvj SFS[D(5,3)(3,1)] gLLAQcddeefflwwalvj SFS[D(4,3)(3,1)] gLLAQcddeeffpssaxor SFS[D(5,3)(3,1)] gLLAQccedeffaoanqfr SFS[D(3,1)(2,1)] gLLAQccedeffqfanqfr m011(0,0) gLLAQccedeffaoafaok SFS[D(3,1)(2,1)] gLLAQccedeffqfakdkn toroidal gLLAQccedeffaoawqfr reducible gLLAQccedeffqfafqfr toroidal gLLAQccedeffqvafqfr SFS[D(4,3)(3,1)] gLLAQccedeffqgafqfr SFS[D(5,2)(3,1)] gLLAQcddeeffavvmhjw reducible gLLAQcecdeffqackqkw m142(0,0) gLLAQcddeeffaffmdjw SFS[D(8,3)(2,1)] gLLAQcecdeffaacchns toroidal gLLAQccedeffdgandkn m045(0,0) gLLAQccedeffhfandkn m035(0,0) gLLAQccedeffdwavdkn m009(0,0) gLLAQccedeffhfabtrs SFS[D(5,2)(3,1)] gLLAQcecdeffqagoqkw SFS[D(4,1)(3,1)] gLLAQcecdeffaacbqkw SFS[D(8,3)(2,1)] gLLAQcddeeffacvalvj SFS[D(3,1)(2,1)] gLLAQcddeeffackaqvj SFS[D(7,2)(2,1)] gLLAQccedeffqfafaok SFS[D(3,1)(2,1)] gLLAQcddeeffacvatvj toroidal gLLAQcddeeffarvatvj SFS[D(3,1)(2,1)] gLLAQcddeeffasvatvj SFS[D(3,1)(2,1)] gLLAQcddeeffarkapvj SFS[D(7,2)(2,1)] gLLAQcddeeffackapvj toroidal gLLAQcddeeffavvelww SFS[D(3,1)(2,1)] gLLAQccedeffqfmnqfr m017(0,0) gLLAQccedeffakmfqfr toroidal gLLAQccedeffawmfqfr SFS[D(5,3)(3,1)] gLLAQccedeffawpbqrn SFS[D(5,3)(3,1)] gLLAQccedeffqfmfqfr m016(0,0) gLLAQccedeffqvmfqfr m188(0,0) gLLAQccedeffqgmfqfr m115(0,0) gLLAQcddeefftcvalvj toroidal gLLAQccedeffhkpgqrn SFS[D(4,1)(2,1)] gLLAQccedeffqfifaok m003(0,0) gLLAQcddeefftgwamvj m017(0,0) gLLAQcddeefftcvatvj SFS[D(3,1)(2,1)] gLLAQcddeefftssapvj toroidal gLLAQcddeefftwwalvj SFS[D(5,3)(3,1)] gLLAQcddeeffussuxvk toroidal gLLAQccedefftnlnxwn SFS[D(3,1)(2,1)] gLLAQcddeeffdwwapok toroidal gLLAQcddeeffdssaxok toroidal gLLAQcddeeffdvvdxrr reducible gLLMQcddeeffissppoj toroidal gLLAQcddeeffhffaxok m015(0,0) gLLAQccedeffdwxolss SFS[D(3,1)(2,1)] gLLAQcddeeffhwwapok SFS[D(5,3)(3,1)] gLLAQcddeeffhssaxok SFS[D(4,3)(3,1)] gLLMQcddeeffhssupbk SFS[D(4,3)(3,1)] gLLAQccedeffawifqfk SFS[D(4,1)(3,1)] gLLAQccedeffakifqfk SFS[D(5,2)(3,1)] gLLAQccedeffawubtfj SFS[D(4,1)(3,1)] gLLAQccedeffqfiwqfk m016(0,0) gLLAQccedeffaopjlss SFS[D(2,1)(2,1)] gLLAQccedeffqfmfaor toroidal gLLAQcddeefflgwamvw m019(0,0) gLLAQccedeffhkugtfj toroidal gLLAQccedeffaourqkw SFS[D(2,1)(2,1)] gLLAQccedeffqfinqfk SFS[D(4,1)(2,1)] gLLAQcddeefflcvatvw toroidal gLLAQcddeefflcvalvw reducible gLLAQccedeffqgifqfk m004(0,0) gLLAQccedeffqfifqfk m019(0,0) gLLAQccedeffqvifqfk m275(0,0) gLLAQccedeffaoinqfk SFS[D(2,1)(2,1)] gLLAQcddeefflwwalvw SFS[D(4,1)(3,1)] gLLAQcddeeffpssaxok SFS[D(5,2)(3,1)] gLLAQcddeefflssapvw SFS[D(5,2)(3,1)] gLLAQccedefftnlnxwj SFS[D(3,1)(2,1)] gLLAQcddeeffdvvdxrk reducible gLLMQcddeeffissppok toroidal gLLAQcddeeffdwwapor toroidal gLLAQcddeeffdssaxor toroidal gLLAQccedeffabicigw SFS[D(5,2)(2,1)] gLLAQcddeefflffmdjw SFS[D(4,1)(2,1)] gLLAQcecdeffapccigs toroidal gLLAQcecdeffapcomcn SFS[D(5,2)(2,1)] gLLAQcecdeffaucbdfw SFS[D(4,1)(2,1)] gLLAQccedeffdwxkdfs m032(0,0) gLLAQccedeffakxbqrn SFS[D(5,3)(3,1)] gLLAQccedeffawxftkr SFS[D(4,3)(3,1)] gLLAQccedefflwxftkr m222(0,0) gLLAQccedefftwxftkr m304(0,0) gLLAQccedeffawxbqrn SFS[D(4,3)(3,1)] gLLAQcecdeffapccigw reducible gLLAQcddeefftffmdjj SFS[D(8,3)(2,1)] gLLAQcecdeffapcctrs toroidal gLLAQcecdeffapcbtrs SFS[D(8,3)(2,1)] gLLAQcddeeffackamvw SFS[D(2,1)(2,1)] gLLAQcecdeffaacfqks SFS[D(2,1)(2,1)] gLLAQccedeffdwavdkj m032(0,0) gLLAQccedeffaoafaor SFS[D(3,1)(2,1)] gLLAQccedeffqfakdkj m006(0,0) gLLAQccedeffdgandkj m053(0,0) gLLAQccedeffhfandkj m029(0,0) gLLAQccedeffqfafaor SFS[D(3,1)(2,1)] gLLAQcddeeffackaqvw SFS[D(5,1)(2,1)] gLLAQcddeeffaffmdjj SFS[D(7,3)(2,1)] gLLAQccedeffabacigs SFS[D(2,1)(2,1)] gLLAQcecdeffaacchnw toroidal gLLAQccedeffaoawqfk SFS[D(3,1)(2,1)] gLLAQccedeffqfanqfk toroidal gLLAQcecdeffqagoqks SFS[D(5,2)(3,1)] gLLAQccedeffhfabtrw toroidal gLLAQcddeeffacvatvw SFS[D(3,1)(2,1)] gLLAQcddeeffarvatvw SFS[D(3,1)(2,1)] gLLAQcddeeffasvatvw reducible gLLAQcddeeffacvalvw reducible gLLAQcddeeffavvmhjj SFS[D(3,1)(2,1)] gLLAQcecdeffqackqks m081(0,0) gLLAQccedeffqgafqfk SFS[D(4,1)(3,1)] gLLAQccedeffqfafqfk toroidal gLLAQccedeffqvafqfk SFS[D(5,3)(3,1)] gLLAQccedeffaoanqfk toroidal gLLAQcecdeffaacbqks SFS[D(7,3)(2,1)] gLLAQcddeeffavvelwj SFS[D(3,1)(2,1)] gLLAQcddeeffaskapvw SFS[D(2,1)(2,1)] gLLAQcddeeffackapvw SFS[D(7,2)(2,1)] gLLAQcddeeffarkapvw SFS[D(5,1)(2,1)] gLLAQccedeffdwxolsw reducible gLLAQcddeeffhffaxor m004(0,0) gLLMQcddeeffhssupbr SFS[D(4,1)(3,1)] gLLAQcddeeffhwwapor SFS[D(5,2)(3,1)] gLLAQcddeeffhssaxor SFS[D(4,1)(3,1)] gLLAQcddeeffhfvalor SFS[D(2,1)(2,1)] gLLAQccedeffabmcigw toroidal gLLAQcddeefftffmdjw toroidal gLLAQcecdeffapcctrw toroidal gLLAQcecdeffalcgdrk toroidal gLLAQcecdeffapcbtrw toroidal gLLAQccedefflnegdrr m249(0,0) gLLAQccedeffanegdrr SFS[D(3,1)(3,1)] gLLAQccedefftnegdrr m149(0,0) gLLAQccedeffaoebejj SFS[D(3,1)(2,1)] gLLAQccedeffaoefprk reducible gLLAQcecdeffaaccpns SFS[D(8,3)(2,1)] gLLAQcecdeffaaccdnw SFS[D(2,1)(2,1)] gLLAQccedeffaoefhrr reducible gLLAQccedeffaoefhrk reducible gLLAQcecdeffaaccpnw SFS[D(7,3)(2,1)] gLLAQccedeffaoefprr reducible gLLAQccedeffqfafqcj SFS[D(5,3)(3,1)] gLLAQcecdeffhabbhwn SFS[D(5,3)(3,1)] gLLAQcecdeffhabbhfn SFS[D(5,3)(3,1)] gLLAQccedeffqfafqbj SFS[D(5,2)(3,1)] gLLAQcddeeffaffaxoj SFS[D(8,3)(2,1)] gLLAQccedeffdwaolsn SFS[D(7,3)(2,1)] gLLAQcddeeffassaxoj SFS[D(2,1)(2,1)] gLLMQcddeeffasslpgj SFS[D(2,1)(2,1)] gLLAQcddeeffhkkaxvk toroidal gLLAQcddeeffhsvatvk SFS[D(7,3)(2,1)] gLLAQcddeeffhvvaxvk reducible gLLAQcddeeffhssapvk SFS[D(3,1)(2,1)] gLLAQcddeeffhskapvk SFS[D(7,5)(3,1)] gLLAQcddeeffhsbapvk SFS[D(5,4)(3,1)] gLLAQcddeeffhwwalvk SFS[D(3,1)(2,1)] gLLMQcddeeffhssixgk SFS[D(3,1)(2,1)] gLLAQcddeeffqvvilgk reducible gLLAQccedeffdwxvdkr m053(0,0) gLLAQccedeffaohfhjj reducible gLLAQccedeffawxfhjj SFS[D(3,1)(2,1)] gLLAQccedeffakxbdkr SFS[D(3,1)(2,1)] gLLAQccedeffawxbdkr SFS[D(3,1)(2,1)] gLLAQccedeffaohbmcw reducible gLLAQccedeffpvhomcw toroidal gLLAQccedeffpvxodkr toroidal gLLAQccedeffabxrdkr SFS[D(4,3)(3,1)] gLLAQccedeffdwakujn m053(0,0) gLLAQccedeffawaftkj SFS[D(2,1)(2,1)] gLLAQccedefflwaftkj SFS[D(11,3)(2,1)] gLLAQccedefftwaftkj toroidal gLLAQccedeffawabhbw SFS[D(2,1)(2,1)] gLLAQccedeffaopnhrj SFS[D(3,1)(2,1)] gLLAQccedeffaopfhrj reducible gLLAQccedeffaopwhrj SFS[D(3,1)(2,1)] gLLAQcddeefftvvaqkw SFS[D(3,1)(2,1)] gLLAQcddeefftvvalkw reducible gLLAQccedeffaoakhfr SFS[D(7,2)(2,1)] gLLAQccedeffaoabhfr SFS[D(2,1)(2,1)] gLLAQccedeffaoajasn SFS[D(5,1)(2,1)] gLLAQccedeffaoarukn SFS[D(5,1)(2,1)] gLLAQcddeeffavvdxjw SFS[D(2,1)(2,1)] gLLAQccedeffaounifj SFS[D(3,1)(2,1)] gLLAQccedeffaopfloj reducible gLLAQccedeffaouwifj SFS[D(3,1)(2,1)] gLLAQcddeefflvvaqkw SFS[D(3,1)(2,1)] gLLAQcddeefflvvalkw reducible gLLAQcddeeffhffaxsw m029(0,0) gLLAQccedeffdwxolor SFS[D(8,3)(2,1)] gLLAQcddeeffhfvalsw SFS[D(2,1)(2,1)] gLLAQccedefflnegdww s862(0,0) gLLAQccedeffanegdww m053(0,0) gLLAQccedefftnegdww m261(0,0) gLLAQcecdeffalcgdgn toroidal gLLAQccedeffabmcibr toroidal gLLAQcecdeffapcctwr toroidal gLLAQcddeefftffmdfr toroidal gLLAQcecdeffapcbtwr toroidal gLLAQcddeefflffmdsj SFS[D(13,5)(2,1)] gLLAQcecdeffapccibr toroidal gLLAQccedeffabiciwj SFS[D(11,3)(2,1)] gLLAQcecdeffapcomnj SFS[D(11,3)(2,1)] gLLAQcecdeffaucbdoj SFS[D(13,5)(2,1)] gLLAQccedeffaoanqsn toroidal gLLAQccedeffqfanqsn m146(0,0) gLLAQccedeffqfakdvj m015(0,0) gLLAQccedeffaoawqsn SFS[D(7,2)(2,1)] gLLAQccedeffqgafqsn SFS[D(4,3)(3,1)] gLLAQccedeffqfafqsn SFS[D(5,3)(3,1)] gLLAQcddeeffavvmhsj SFS[D(7,2)(2,1)] gLLAQcecdeffqackqvj m117(0,0) gLLAQcddeeffaffmdsj SFS[D(5,1)(2,1)] gLLAQcecdeffaacchvr SFS[D(7,2)(2,1)] gLLAQccedeffabaciwj SFS[D(2,1)(2,1)] gLLAQccedeffdgandvj SFS[D(3,1)(3,1)] gLLAQccedeffhfandvj m004(0,0) gLLAQccedeffdwavdvj m007(0,0) gLLAQcecdeffaacfqvj SFS[D(2,1)(2,1)] gLLAQcecdeffhabbhvr SFS[D(5,3)(3,1)] gLLAQccedeffhfabtwr toroidal gLLAQcecdeffaacbqvj SFS[D(5,1)(2,1)] gLLAQcddeeffacvalnr SFS[D(8,3)(2,1)] gLLAQcddeeffackaqnr SFS[D(7,3)(2,1)] gLLAQcddeeffackamnr SFS[D(2,1)(2,1)] gLLAQcddeeffacvatnr toroidal gLLAQcddeeffasvatnr SFS[D(8,3)(2,1)] gLLAQcddeeffaskapnr SFS[D(2,1)(2,1)] gLLAQcddeeffarkapnr SFS[D(7,3)(2,1)] gLLAQcddeeffackapnr toroidal gLLAQcddeefftffmdsj toroidal gLLAQcecdeffapcctbj toroidal gLLAQccedeffabmciwj toroidal gLLAQcecdeffalcgdww toroidal gLLAQcecdeffapcbtbj toroidal gLLAQcddeeffdvvdxgk reducible gLLMQcddeeffissppjk SFS[D(3,1)(2,1)] gLLAQcddeeffdwwapsw SFS[D(3,1)(2,1)] gLLAQcddeeffdssaxsw SFS[D(3,1)(2,1)] gLLAQccedefftwxftcw m147(0,0) gLLAQccedefflwxftcw m154(0,0) gLLAQccedeffdwxkdoj m007(0,0) gLLAQcecdeffapcomvk SFS[D(9,2)(2,1)] gLLAQccedeffabicibr SFS[D(9,2)(2,1)] gLLAQcecdeffapcciwj toroidal gLLAQcddeefflffmdfr SFS[D(12,5)(2,1)] gLLAQcecdeffaucbdjr SFS[D(12,5)(2,1)] gLLAQcddeeffdwwapjk SFS[D(3,1)(2,1)] gLLAQcddeeffdvvdxww reducible gLLMQcddeeffissppfs SFS[D(3,1)(2,1)] gLLAQcddeeffdssaxjk SFS[D(3,1)(2,1)] gLLAQccedeffaoinqsn SFS[D(2,1)(2,1)] gLLAQccedeffqfinqsn toroidal gLLAQccedeffqfiwqsn m115(0,0) gLLAQccedeffqgifqsn m029(0,0) gLLAQccedeffqfifqsn m229(0,0) gLLAQccedeffqvifqsn m185(0,0) gLLAQccedeffaopjljj SFS[D(2,1)(2,1)] gLLAQcddeefflcvalnr SFS[D(8,3)(2,1)] gLLAQccedeffaourqcr SFS[D(2,1)(2,1)] gLLAQccedeffqfmfasw m119(0,0) gLLAQcddeefflgwamnr m145(0,0) gLLAQccedeffhkugtoj toroidal gLLAQcddeefflcvatnr m055(0,0) gLLAQccedeffdwxoljj SFS[D(7,2)(2,1)] gLLAQcddeeffhffaxjk m006(0,0) gLLAQcddeeffhfvaljk SFS[D(3,1)(2,1)] gLLAQccedeffqfiwqjw m143(0,0) gLLAQccedeffaopjlor SFS[D(3,1)(2,1)] gLLAQccedeffhkugtsk toroidal gLLAQccedeffqfmfajn m118(0,0) gLLAQcddeefflgwamkj m082(0,0) gLLAQccedeffaourqvj SFS[D(3,1)(2,1)] gLLAQccedeffqfinqjw toroidal gLLAQcddeefflcvatkj m064(0,0) gLLAQcddeefflcvalkj SFS[D(7,2)(2,1)] gLLAQccedeffqfifqjw m239(0,0) gLLAQccedeffqvifqjw m291(0,0) gLLAQccedeffqgifqjw m006(0,0) gLLAQccedeffaoinqjw SFS[D(3,1)(2,1)] gLLAQccedeffakmfqjw SFS[D(2,1)(2,1)] gLLAQccedeffqfmwqjw SFS[D(5,3)(3,1)] gLLAQccedeffaopsqgk SFS[D(3,1)(2,1)] gLLAQccedeffhkpgqgk toroidal gLLAQccedeffqfifajn m052(0,0) gLLAQcddeefftgwamkj m100(0,0) gLLAQccedeffaoprdoj SFS[D(3,1)(2,1)] gLLAQccedeffqfmnqjw m058(0,0) gLLAQcddeefftcvatkj toroidal gLLAQcddeefftcvalkj toroidal gLLAQccedeffqfmfqjw m115(0,0) gLLAQccedeffqvmfqjw m188(0,0) gLLAQccedeffqgmfqjw m016(0,0) gLLAQccedeffaomnqjw SFS[D(3,1)(2,1)] gLLAQcddeefftssapkj SFS[D(2,1)(2,1)] gLLAQcddeeffussuxcn SFS[D(2,1)(2,1)] gLLAQcddeeffackamkj SFS[D(3,1)(2,1)] gLLAQccedeffdwavdnk m045(0,0) gLLAQcecdeffaacfqcr SFS[D(3,1)(2,1)] gLLAQccedeffqfakdnk m035(0,0) gLLAQccedeffdgandnk m009(0,0) gLLAQccedeffhfandnk toroidal gLLAQcddeeffackaqkj SFS[D(3,1)(2,1)] gLLAQccedeffabacibr SFS[D(3,1)(2,1)] gLLAQcecdeffaacchcj SFS[D(3,1)(2,1)] gLLAQcddeeffaffmdfr reducible gLLAQccedeffaoawqjw SFS[D(8,3)(2,1)] gLLAQccedeffqfanqjw m142(0,0) gLLAQccedeffhfabtbj toroidal gLLAQcecdeffqagoqcr SFS[D(4,3)(3,1)] gLLAQcecdeffhabbhcj SFS[D(5,2)(3,1)] gLLAQcddeeffacvatkj toroidal gLLAQcddeeffasvatkj SFS[D(7,2)(2,1)] gLLAQcddeeffacvalkj SFS[D(7,2)(2,1)] gLLAQcecdeffqackqcr m011(0,0) gLLAQcddeeffavvmhfr SFS[D(8,3)(2,1)] gLLAQccedeffqfafqjw SFS[D(5,2)(3,1)] gLLAQccedeffqvafqjw SFS[D(4,1)(3,1)] gLLAQccedeffaoanqjw toroidal gLLAQcecdeffaacbqcr reducible gLLAQcddeeffaskapkj SFS[D(3,1)(2,1)] gLLAQcddeeffackapkj toroidal gLLAQcddeeffarkapkj SFS[D(3,1)(2,1)] gLLAQccedeffdwxkdjr m045(0,0) gLLAQccedefflwxftnn m297(0,0) gLLAQccedefftwxftnn m337(0,0) gLLAQccedeffaomnqsn SFS[D(2,1)(2,1)] gLLAQccedeffqfmnqsn m079(0,0) gLLAQccedeffakmfqsn SFS[D(2,1)(2,1)] gLLAQccedeffqfmwqsn SFS[D(5,2)(3,1)] gLLAQccedeffqgmfqsn m121(0,0) gLLAQccedeffqfmfqsn m143(0,0) gLLAQccedeffqvmfqsn m147(0,0) gLLAQccedeffaopsqbj SFS[D(2,1)(2,1)] gLLAQcddeefftcvalnr toroidal gLLAQccedeffaoprdjr SFS[D(2,1)(2,1)] gLLAQccedeffqfifasw m060(0,0) gLLAQcddeefftgwamnr m159(0,0) gLLAQccedeffhkpgqbj toroidal gLLAQcddeefftcvatnr toroidal gLLAQcddeefftssapnr SFS[D(2,1)(2,1)] gLLAQcddeeffussuxkj SFS[D(2,1)(2,1)] gLLAQccedefflnegdgn s870(0,0) gLLAQccedeffanegdgn m032(0,0) gLLAQccedefftnegdgn m319(0,0) gLLAQcecdeffaaccpvr SFS[D(5,1)(2,1)] gLLAQcecdeffaaccdcj SFS[D(3,1)(2,1)] gLLAQcecdeffaaccdvr SFS[D(2,1)(2,1)] gLLAQcecdeffaaccpcj reducible gLLAQccedeffqfafqgr SFS[D(4,3)(3,1)] gLLAQcecdeffhabbhos SFS[D(4,1)(3,1)] gLLAQccedeffhgagarr SFS[D(2,1)(2,1)] gLLAQccedeffabagarr SFS[D(2,1)(2,1)] gLLAQcecdeffhabbhrw toroidal gLLAQcddeeffaffaqsj SFS[D(2,1)(2,1)] gLLAQccedeffqfafqvk SFS[D(4,1)(3,1)] gLLAQccedeffaomkhsn SFS[D(2,1)(2,1)] gLLAQccedeffaopflsr reducible gLLAQccedeffaouwisk SFS[D(3,1)(3,1)] gLLAQcddeefflvvaqvj SFS[D(3,1)(3,1)] gLLAQccedeffaounisk SFS[D(3,1)(3,2)] gLLAQcddeefflvvalvj reducible gLLAQccedeffaopfhgk reducible gLLAQccedeffaopwhgk SFS[D(3,1)(3,1)] gLLAQcddeefftvvaqvj SFS[D(3,1)(3,1)] gLLAQccedeffaopnhgk SFS[D(3,1)(3,2)] gLLAQcddeefftvvalvj reducible gLLAQccedeffaoikhsn SFS[D(2,1)(2,1)] gLLAQccedeffaoabhsn SFS[D(3,1)(2,1)] gLLAQccedeffaoajaow SFS[D(3,1)(2,1)] gLLAQccedeffaoaruvs SFS[D(3,1)(2,1)] gLLAQccedeffaoakhsn toroidal gLLAQcddeeffavvdxsj SFS[D(3,1)(2,1)] gLLAQccedeffaohbmnj reducible gLLAQccedeffpvxodnn toroidal gLLAQccedeffpvhomnj toroidal gLLAQccedeffakxbdnn SFS[D(3,1)(3,1)] gLLAQccedeffaohfhok reducible gLLAQccedeffawxfhfr SFS[D(3,1)(3,2)] gLLAQccedeffawxbdnn SFS[D(3,1)(3,2)] gLLAQccedeffdwxvdnn m009(0,0) gLLAQccedeffawaftnk SFS[D(3,1)(2,1)] gLLAQccedefftwaftnk SFS[D(9,2)(2,1)] gLLAQccedefflwaftnk SFS[D(6,1)(2,1)] gLLAQccedeffawabhrj SFS[D(3,1)(2,1)] gLLAQccedeffdwakufw m009(0,0) gLLAQccedeffdwaolow reducible gLLAQcddeeffaffaxsr SFS[D(5,1)(2,1)] gLLMQcddeeffasslpbr SFS[D(3,1)(2,1)] gLLAQcddeeffassaxsr SFS[D(3,1)(2,1)] gLLAQcddeeffafvalsr SFS[D(2,1)(2,1)] gLLAQcddeeffhsvatnw reducible gLLAQcddeeffhkkaxnw toroidal gLLAQcddeeffqvvilwj reducible gLLAQcddeeffhwwalnw SFS[D(3,1)(3,1)] gLLMQcddeeffhssixbw SFS[D(3,1)(3,2)] gLLAQcddeeffhvvaxnw reducible gLLAQcddeeffhssapnw SFS[D(3,1)(3,2)] gLLAQcddeeffhsbapnw SFS[D(3,1)(3,1)] gLLAQcddeeffhskapnw toroidal gLLAQccedeffhgagagj SFS[D(3,1)(2,1)] gLLAQccedeffabagagj SFS[D(3,1)(2,1)] gLLAQcecdeffhabbhbn toroidal gLLAQcddeeffaffaqfr SFS[D(3,1)(2,1)] gLLAQccedeffaopflfj reducible gLLAQccedeffaouwioj SFS[D(3,1)(2,1)] gLLAQcddeefflvvaqcr SFS[D(3,1)(2,1)] gLLAQccedeffaounioj SFS[D(3,1)(2,1)] gLLAQcddeefflvvalcr reducible gLLAQccedeffaoikhjw SFS[D(3,1)(2,1)] gLLAQccedeffaomkhjw SFS[D(3,1)(2,1)] gLLAQccedeffaoabhjw SFS[D(2,1)(2,1)] gLLAQccedeffaoajafn SFS[D(7,3)(2,1)] gLLAQccedeffaoarunn SFS[D(7,3)(2,1)] gLLAQccedeffaoakhjw toroidal gLLAQcddeeffavvdxfr SFS[D(2,1)(2,1)] gLLAQccedeffaopfhbj reducible gLLAQccedeffaopwhbj SFS[D(3,1)(2,1)] gLLAQcddeefftvvaqcr SFS[D(3,1)(2,1)] gLLAQccedeffaopnhbj SFS[D(3,1)(2,1)] gLLAQcddeefftvvalcr reducible gLLAQccedeffawabhgr SFS[D(2,1)(2,1)] gLLAQccedeffawaftvj SFS[D(2,1)(2,1)] gLLAQccedeffdwakuon SFS[D(3,1)(3,1)] gLLAQccedeffaohfhsj reducible gLLAQccedeffawxfhsj SFS[D(3,1)(2,1)] gLLAQccedeffakxbdcw SFS[D(3,1)(2,1)] gLLAQccedeffawxbdcw SFS[D(3,1)(2,1)] gLLAQccedeffaohbmkr reducible gLLAQccedeffpvxodcw toroidal gLLAQccedeffpvhomkr toroidal gLLAQccedeffabxrdcw SFS[D(4,1)(3,1)] gLLAQccedeffdwxvdcw SFS[D(3,1)(3,1)] gLLAQcddeeffhsvatck SFS[D(5,1)(2,1)] gLLAQcddeeffhkkaxck toroidal gLLAQcddeeffhvvaxck reducible gLLAQcddeeffhssapck SFS[D(3,1)(2,1)] gLLAQcddeeffhsbapck SFS[D(7,4)(3,1)] gLLAQcddeeffhskapck toroidal gLLAQcddeeffhwwalck SFS[D(3,1)(2,1)] gLLMQcddeeffhssixrn SFS[D(3,1)(2,1)] gLLAQcddeeffqvvilrn reducible gLLAQccedeffdwaolfn SFS[D(5,1)(2,1)] gLLAQcddeeffaffaxfj reducible gLLAQcddeeffafvalfj SFS[D(3,1)(2,1)] gLLMQcddeeffasslpwj SFS[D(2,1)(2,1)] gLLAQcddeeffassaxfj SFS[D(2,1)(2,1)] gLLAQcecdefflhcciob SFS[D(3,1)(2,1)] gLLAQccedefflnenewc SFS[D(5,2)(2,1)] gLLAQccedefftnenewc SFS[D(4,1)(2,1)] gLLAQcddeefftffapfo reducible gLLAQccedefflnubhso SFS[D(3,1)(2,1)] gLLAQccedeffanubhso reducible gLLAQccedefftnubhso SFS[D(3,1)(2,1)] gLLAQcddeeffugvuloc SFS[D(3,1)(2,1)] gLLAQcddeefftwfalfo SFS[D(3,1)(2,1)] gLLAQcddeeffussuxoc SFS[D(2,1)(2,1)] gLLAQcddeeffursuxoc SFS[D(2,1)(2,1)] gLLAQcddeeffucsuxoc toroidal gLLAQcddeefftssapfo SFS[D(2,1)(2,1)] gLLAQccedefflnpnxsf SFS[D(2,1)(2,1)] gLLAQcddeeffprsaxcv SFS[D(2,1)(2,1)] gLLAQccedeffqjasqrb SFS[D(3,1)(2,1)] gLLAQccedefflnaomgf SFS[D(2,1)(2,1)] gLLAQccedefftkafavc SFS[D(5,2)(2,1)] gLLAQccedefflkafavc SFS[D(4,1)(2,1)] gLLAQccedefflnajavc toroidal gLLAQccedefftnajavc SFS[D(5,2)(2,1)] gLLAQccedefflnanmgf SFS[D(2,1)(2,1)] gLLAQcecdeffharwhso SFS[D(3,1)(2,1)] gLLAQccedeffpvandsc SFS[D(2,1)(2,1)] gLLAQccedefftkawavc toroidal gLLAQccedefflkawavc SFS[D(5,2)(2,1)] gLLAQccedeffunawiob SFS[D(2,1)(2,1)] gLLAQccedefflnafiob SFS[D(5,2)(2,1)] gLLAQccedefftnafiob SFS[D(4,1)(2,1)] gLLMQcddeeffarsuenb SFS[D(2,1)(2,1)] gLLAQccedeffanakavc SFS[D(2,1)(2,1)] gLLAQccedeffuvafavc SFS[D(4,1)(2,1)] gLLAQccedeffpoaravc SFS[D(5,2)(2,1)] gLLAQccedefftnandsc SFS[D(2,1)(2,1)] gLLAQccedeffugafavc SFS[D(5,2)(2,1)] gLLAQccedeffpkaravc toroidal gLLAQcddeeffafweuco SFS[D(2,1)(2,1)] gLLAQccedeffakanavc SFS[D(2,1)(2,1)] gLLAQccedeffpfagavc SFS[D(5,2)(2,1)] gLLAQccedeffunasavc toroidal gLLAQccedeffpvagavc SFS[D(4,1)(2,1)] gLLAQccedeffubasavc SFS[D(5,2)(2,1)] gLLMQcddeeffarspxsb SFS[D(2,1)(2,1)] gLLAQccedefflnunenf toroidal gLLAQccedeffanunenf SFS[D(3,1)(2,1)] gLLAQccedefftnunenf SFS[D(3,1)(2,1)] gLLAQccedefflnubhbb SFS[D(3,1)(2,1)] gLLAQccedeffanubhbb reducible gLLAQccedefftnubhbb SFS[D(3,1)(2,1)] gLLAQcddeefftkkaxbg SFS[D(3,1)(2,1)] gLLAQcddeefftrjalbg SFS[D(3,1)(2,1)] gLLAQcddeefftrralbg SFS[D(3,1)(2,1)] gLLAQcddeefftrvalbg reducible gLLAQcddeefftffapbg reducible gLLAQcddeefftssapbg SFS[D(2,1)(2,1)] gLLAQcddeefftwnalbg SFS[D(2,1)(2,1)] gLLAQcddeeffussuxro SFS[D(2,1)(2,1)] gLLAQcddeeffucsuxro SFS[D(2,1)(2,1)] gLLAQcddeeffursuxro toroidal gLLAQcddeeffufvulro SFS[D(2,1)(2,1)] gLLAQcddeeffdwwapbg SFS[D(3,1)(2,1)] gLLAQcddeeffdssaxbg SFS[D(3,1)(2,1)] gLLAQcddeeffdvvdxfv reducible gLLMQcddeeffissppwv SFS[D(3,1)(2,1)] gLLAQcecdeffhqrgxsf SFS[D(3,1)(2,1)] gLLAQccedeffqfhjqrb SFS[D(3,1)(2,1)] gLLAQccedeffanxnxcc SFS[D(2,1)(2,1)] gLLAQccedeffakxkxcc SFS[D(2,1)(2,1)] gLLAQcddeefflffapfo SFS[D(3,1)(2,1)] gLLAQccedefflnpblgo SFS[D(3,1)(2,1)] gLLAQccedeffanpblgo SFS[D(3,1)(2,1)] gLLAQccedefftnpblgo reducible gLLAQcddeeffpgvalbg reducible gLLAQcddeefflwfalfo SFS[D(3,1)(2,1)] gLLAQcddeeffpcsaxbg SFS[D(3,1)(2,1)] gLLAQcddeeffdvvdxcg reducible gLLMQcddeeffissppvf SFS[D(3,1)(2,1)] gLLAQcddeeffdwwapcv SFS[D(3,1)(2,1)] gLLAQcddeeffdssaxcv SFS[D(3,1)(2,1)] gLLAQccedeffpvmodsc SFS[D(2,1)(2,1)] gLLAQccedefftkufuoc toroidal gLLAQccedefflkufuoc SFS[D(5,2)(2,1)] gLLAQccedeffunivmgf SFS[D(2,1)(2,1)] gLLAQccedefflnirmgf SFS[D(5,2)(2,1)] gLLAQccedefftnirmgf SFS[D(4,1)(2,1)] gLLAQccedefflnhnenf SFS[D(3,1)(2,1)] gLLAQccedeffanhnenf reducible gLLAQccedefftnhnenf SFS[D(3,1)(2,1)] gLLAQcecdefflhccino SFS[D(3,1)(2,1)] gLLAQcecdeffahccino reducible gLLAQcecdeffpqrwdkb SFS[D(3,1)(2,1)] gLLAQccedeffunivmjc SFS[D(2,1)(2,1)] gLLAQccedefflninmjc SFS[D(2,1)(2,1)] gLLAQccedeffakmbmjc SFS[D(2,1)(2,1)] gLLAQccedeffpfmomjc SFS[D(5,2)(2,1)] gLLAQccedeffunmvmjc toroidal gLLAQccedeffpvmomjc SFS[D(4,1)(2,1)] gLLAQccedeffpviodrf SFS[D(5,2)(2,1)] gLLAQccedeffanmrmjc SFS[D(2,1)(2,1)] gLLAQccedefflnmomjc SFS[D(5,2)(2,1)] gLLAQccedefftnmomjc SFS[D(4,1)(2,1)] gLLAQccedefflnmnmjc toroidal gLLAQccedefftnmnmjc SFS[D(5,2)(2,1)] gLLAQccedeffpvagagb reducible gLLAQccedeffpfagagb SFS[D(3,1)(2,1)] gLLAQccedeffpgagagb SFS[D(3,1)(2,1)] gLLAQccedeffdgagagb SFS[D(3,1)(2,1)] gLLAQcddeeffarsamfo SFS[D(2,1)(2,1)] gLLAQccedeffajagagb SFS[D(3,1)(2,1)] gLLAQccedefflnafino SFS[D(3,1)(2,1)] gLLAQccedeffanafino SFS[D(3,1)(2,1)] gLLAQccedefftnafino reducible gLLAQccedeffunavmjc SFS[D(2,1)(2,1)] gLLAQccedeffawawagb SFS[D(2,1)(2,1)] gLLAQccedefftkawagb SFS[D(2,1)(2,1)] gLLAQccedeffawajino SFS[D(2,1)(2,1)] gLLAQccedeffpfacino SFS[D(2,1)(2,1)] gLLAQccedeffunawino toroidal gLLAQccedeffpvandrf SFS[D(2,1)(2,1)] gLLAQccedeffpkaragb SFS[D(2,1)(2,1)] gLLAQccedeffhwaragb SFS[D(2,1)(2,1)] gLLAQcddeeffafneufg SFS[D(3,1)(2,1)] gLLAQcddeeffaffeufg SFS[D(3,1)(2,1)] gLLAQcddeeffafweufg toroidal gLLAQcddeeffagfamfo reducible gLLAQcddeeffaffamfo SFS[D(3,1)(2,1)] gLLAQcddeeffavfamfo SFS[D(3,1)(2,1)] gLLAQcecdefflacnenf SFS[D(3,1)(2,1)] gLLAQcecdeffaackdkb reducible gLLAQcecdeffparrdkb SFS[D(3,1)(2,1)] gLLAQccedefftnandrf SFS[D(2,1)(2,1)] gLLAQcddeeffafveqfg SFS[D(3,1)(2,1)] gLLMQcddeeffassuebf SFS[D(2,1)(2,1)] gLLMQcddeeffarsuebf SFS[D(2,1)(2,1)] gLLMQcddeeffacsuebf toroidal gLLAQcddeeffawfatfo SFS[D(3,1)(2,1)] gLLAQcddeeffassaqfo SFS[D(2,1)(2,1)] gLLAQccedefflnacino SFS[D(3,1)(2,1)] gLLAQccedeffanacino reducible gLLAQccedefftnacino SFS[D(3,1)(2,1)] gLLAQcecdeffharwhbb SFS[D(2,1)(2,1)] gLLAQcddeeffarjalfo SFS[D(2,1)(2,1)] gLLAQcddeeffaffapfo SFS[D(3,1)(2,1)] gLLAQccedefflnanmjc SFS[D(2,1)(2,1)] gLLAQccedeffqjasqnc SFS[D(3,1)(2,1)] gLLAQccedefflnabino toroidal gLLAQccedeffanabino SFS[D(3,1)(2,1)] gLLAQccedefftnabino SFS[D(3,1)(2,1)] gLLAQcddeeffafvelfg SFS[D(3,1)(2,1)] gLLAQcddeeffawfalfo reducible gLLMQcddeeffacspxvf SFS[D(3,1)(2,1)] gLLAQccedeffaohjqoo reducible gLLAQccedeffakxsxsf SFS[D(3,1)(2,1)] gLLAQccedeffawxsxsf SFS[D(3,1)(2,1)] gLLAQccedeffaohwdkb reducible gLLAQcddeeffhsspawv SFS[D(3,1)(2,1)] gLLAQccedeffifxsxsf SFS[D(3,1)(2,1)] gLLAQccedeffufxsxsf SFS[D(3,1)(2,1)] gLLAQccedeffqfxsxsf reducible gLLAQccedeffaoxrlvb reducible gLLAQccedeffakxrlvb SFS[D(3,1)(2,1)] gLLAQccedeffawxrlvb SFS[D(3,1)(2,1)] gLLAQcddeeffhvvaqcv reducible gLLAQcddeeffhssatcv SFS[D(3,1)(2,1)] gLLAQccedeffqfhjqoo reducible gLLAQcecdeffhqrgxcc SFS[D(3,1)(2,1)] gLLAQccedeffakmbmgf SFS[D(2,1)(2,1)] gLLAQccedeffanmrmgf SFS[D(2,1)(2,1)] gLLAQccedefflnenenf SFS[D(3,1)(2,1)] gLLAQccedeffanenenf SFS[D(3,1)(2,1)] gLLAQccedefftnenenf reducible gLLAQccedeffpvigtgb SFS[D(3,1)(2,1)] gLLAQccedeffajigtgb SFS[D(3,1)(2,1)] gLLAQcecdeffllonqnf reducible gLLAQcecdeffalonqnf SFS[D(3,1)(2,1)] gLLAQcecdeffpujrlfb SFS[D(3,1)(2,1)] gLLAQcddeeffugvlhvc SFS[D(3,1)(2,1)] gLLAQcddeeffugviloc reducible gLLAQccedeffaopsdsf reducible gLLAQccedeffpvucioo reducible gLLAQccedeffpvpndsf reducible gLLAQccedeffabpndsf SFS[D(2,1)(2,1)] gLLAQccedeffaoprtvb reducible gLLAQccedeffajpbtvb SFS[D(2,1)(2,1)] gLLAQccedeffhvartgf reducible gLLAQccedeffqjasirb SFS[D(3,1)(2,1)] gLLAQcecdeffhasrhkf SFS[D(3,1)(2,1)] gLLAQccedeffanajlvc SFS[D(2,1)(2,1)] gLLAQccedeffpvaclvo reducible gLLAQccedeffpvantgf reducible gLLAQccedeffabantgf SFS[D(2,1)(2,1)] gLLAQcddeeffaknpuwo SFS[D(3,1)(2,1)] gLLAQccedeffqjaclvc SFS[D(4,1)(2,1)] gLLAQccedeffajabqob SFS[D(2,1)(2,1)] gLLMQcddeeffafflpsf SFS[D(2,1)(2,1)] gLLAQccedeffajaklvc SFS[D(2,1)(2,1)] gLLAQccedeffqjaslvc SFS[D(5,2)(2,1)] gLLAQccedeffqnaslvc SFS[D(4,1)(2,1)] gLLAQccedeffanablvo SFS[D(2,1)(2,1)] gLLAQcddeeffaknapco reducible gLLAQcddeeffarsaxco reducible gLLAQcddeeffacsaxco reducible gLLAQccedeffpvurqnf SFS[D(2,1)(2,1)] gLLAQccedeffpvuoqnf SFS[D(2,1)(2,1)] gLLAQccedeffaopjhbo reducible gLLAQccedeffpvpchbo reducible gLLAQccedeffpvunqnf reducible gLLAQccedeffljunqnf reducible gLLAQccedeffajunqnf SFS[D(3,1)(2,1)] gLLAQccedefftjunqnf SFS[D(3,1)(2,1)] gLLAQccedefflbunqnf SFS[D(3,1)(2,1)] gLLAQccedeffabunqnf toroidal gLLAQccedefftbunqnf SFS[D(3,1)(2,1)] gLLAQccedefflnunqnf SFS[D(3,1)(2,1)] gLLAQccedeffanunqnf SFS[D(3,1)(2,1)] gLLAQccedefftnunqnf reducible gLLAQccedeffaourdbb reducible gLLAQccedeffajubdbb toroidal gLLAQcddeefftkkexbg SFS[D(3,1)(2,1)] gLLAQccedeffpvmgtgb reducible gLLAQccedeffajmgtgb SFS[D(3,1)(2,1)] gLLAQccedeffpkmrtgb SFS[D(2,1)(2,1)] gLLAQcecdeffltonqnf SFS[D(3,1)(2,1)] gLLAQcecdeffapgkirb SFS[D(3,1)(2,1)] gLLAQcecdeffppjrirb toroidal gLLAQccedefftnunhkf SFS[D(2,1)(2,1)] gLLAQcddeeffpgvqhog SFS[D(3,1)(2,1)] gLLAQcddeeffpgvdlbg SFS[D(3,1)(2,1)] gLLAQcecdeffddbbuno SFS[D(2,1)(2,1)] gLLAQccedefftnmnxsc SFS[D(2,1)(2,1)] gLLAQccedeffugufioc SFS[D(5,2)(2,1)] gLLAQccedeffpkurioc toroidal gLLAQcddeefflfwauco SFS[D(2,1)(2,1)] gLLAQccedeffpvugioc SFS[D(4,1)(2,1)] gLLAQccedeffubusioc SFS[D(5,2)(2,1)] gLLAQccedeffakxbenc reducible gLLAQccedeffljinhjc SFS[D(3,1)(2,1)] gLLAQccedeffajinhjc reducible gLLAQccedefftjinhjc SFS[D(3,1)(2,1)] gLLAQccedeffaoikhjc reducible gLLAQccedeffpvirhjc SFS[D(3,1)(2,1)] gLLAQccedeffubifhjc SFS[D(3,1)(2,1)] gLLAQccedeffpvmohjc SFS[D(5,2)(2,1)] gLLAQccedeffpvioirf SFS[D(4,1)(2,1)] gLLAQccedeffpvmnhjc SFS[D(4,1)(2,1)] gLLAQccedeffpvicafb SFS[D(5,2)(2,1)] gLLAQccedefflnmnhjc SFS[D(5,2)(2,1)] gLLAQccedefftnmnhjc SFS[D(4,1)(2,1)] gLLAQccedeffljmnhjc toroidal gLLAQccedeffajmnhjc reducible gLLAQccedefftjmnhjc toroidal gLLAQccedefflbmnhjc SFS[D(4,1)(2,1)] gLLAQccedefftbmnhjc SFS[D(5,2)(2,1)] gLLAQccedeffaomkhjc reducible gLLAQccedeffpvmrhjc toroidal gLLAQccedeffubmfhjc toroidal gLLAQccedeffpvagtgb SFS[D(3,1)(2,1)] gLLAQccedeffajagtgb reducible gLLAQccedeffakabirf reducible gLLAQccedefftkafunc SFS[D(3,1)(2,1)] gLLAQccedefflkafunc SFS[D(3,1)(2,1)] gLLAQccedefflnajunc SFS[D(3,1)(2,1)] gLLAQccedeffanajunc reducible gLLAQccedefftnajunc SFS[D(3,1)(2,1)] gLLAQccedeffaoawtgb SFS[D(2,1)(2,1)] gLLAQccedeffinawuno SFS[D(3,1)(2,1)] gLLAQcddeeffafndufg SFS[D(3,1)(2,1)] gLLAQcddeeffaffdufg reducible gLLAQcddeeffafwdufg SFS[D(3,1)(2,1)] gLLAQcddeeffavvdqfg SFS[D(2,1)(2,1)] gLLAQcddeeffagvdqfg SFS[D(2,1)(2,1)] gLLAQcddeeffafvdqfg toroidal gLLAQcecdeffdabbdbb SFS[A(2,1)] gLLAQcddeeffaffdpfo reducible gLLAQcddeeffarkqekg SFS[D(3,1)(2,1)] gLLAQccedeffljanhjc SFS[D(3,1)(2,1)] gLLAQccedeffajanhjc reducible gLLAQccedefftjanhjc SFS[D(3,1)(2,1)] gLLAQccedeffaoakhjc reducible gLLAQccedeffpvarhjc SFS[D(3,1)(2,1)] gLLAQccedeffubafhjc SFS[D(3,1)(2,1)] gLLAQccedefflnabuno SFS[D(3,1)(2,1)] gLLAQccedeffanabuno reducible gLLAQccedefftnabuno SFS[D(3,1)(2,1)] gLLAQcddeeffafvdlfg SFS[D(3,1)(2,1)] gLLAQcddeeffawfdlfo SFS[D(3,1)(2,1)] gLLMQcddeeffassxxvf SFS[D(2,1)(2,1)] gLLMQcddeeffarsxxvf SFS[D(2,1)(2,1)] gLLMQcddeeffacsxxvf toroidal gLLAQcddeeffassdpfo SFS[D(2,1)(2,1)] gLLAQcddeeffqvvqxrc reducible gLLMQcddeeffhssqpoc SFS[D(3,1)(2,1)] gLLAQcddeeffhwwepcv SFS[D(3,1)(2,1)] gLLAQcddeeffhssexcv SFS[D(3,1)(2,1)] gLLAQcddeeffhvvelcv reducible gLLAQcddeefftgvaqco SFS[D(2,1)(2,1)] gLLAQccedeffugpfhbc SFS[D(4,1)(2,1)] gLLAQccedeffpkprhbc SFS[D(5,2)(2,1)] gLLAQccedeffpvpghbc SFS[D(5,2)(2,1)] gLLAQccedeffubpshbc toroidal gLLAQcddeefftgvalco SFS[D(2,1)(2,1)] gLLAQccedeffablfhbo SFS[D(3,1)(2,1)] gLLAQcecdeffadccafb SFS[A(2,1)] gLLAQcddeeffifftefo SFS[D(3,1)(2,1)] gLLAQccedeffpveoqwc SFS[D(4,1)(2,1)] gLLAQccedeffpvloeff SFS[D(5,2)(2,1)] gLLAQccedeffivesqwc toroidal gLLAQcddeeffugvqloc SFS[D(3,1)(2,1)] gLLAQccedeffabpbavb T2xI gLLAQcddeefflkkdxbg SFS[D(2,1)(2,1)] gLLAQccedeffabubuoo T2xI gLLAQcddeefflvvdxbg reducible gLLAQccedeffqjasurb reducible gLLAQccedeffhoasurb reducible gLLAQcecdefflaoomkf SFS[D(2,1)(2,1)] gLLAQccedeffpvaoisc SFS[D(2,1)(2,1)] gLLAQccedefftkaftvc toroidal gLLAQccedefflkaftvc SFS[D(5,2)(2,1)] gLLAQccedeffunavhgf SFS[D(2,1)(2,1)] gLLAQccedefftwaftvc SFS[D(5,2)(2,1)] gLLAQccedefflwaftvc SFS[D(4,1)(2,1)] gLLAQccedefflnajtvc SFS[D(5,2)(2,1)] gLLAQccedefftnajtvc SFS[D(4,1)(2,1)] gLLAQccedefflbajtvc toroidal gLLAQccedefftbajtvc SFS[D(5,2)(2,1)] gLLAQcecdefflaonmkf SFS[D(2,1)(2,1)] gLLAQccedeffdgajtvc toroidal gLLAQccedeffpvajtvc SFS[D(4,1)(2,1)] gLLAQccedeffubactvc SFS[D(5,2)(2,1)] gLLAQccedeffdwakuob toroidal gLLAQccedefftnaoisc SFS[D(2,1)(2,1)] gLLAQcddeeffafwqawo SFS[D(2,1)(2,1)] gLLAQccedeffugantvc SFS[D(5,2)(2,1)] gLLAQccedeffpkastvc toroidal gLLAQccedeffhoastvc SFS[D(4,1)(2,1)] gLLAQccedeffaoavavo T2xI gLLAQcecdeffaavvdso SFS[D(2,1)(2,1)] gLLAQccedeffababuob T2xI gLLAQcddeeffakkdxbg SFS[D(2,1)(2,1)] gLLAQcddeeffagvdqco SFS[D(2,1)(2,1)] gLLAQccedeffivaftvc toroidal gLLAQccedeffugaftvc SFS[D(4,1)(2,1)] gLLAQccedeffpkartvc SFS[D(5,2)(2,1)] gLLAQccedeffqjastvc SFS[D(4,1)(2,1)] gLLAQccedeffinastvc toroidal gLLAQccedeffpvagtvc SFS[D(5,2)(2,1)] gLLAQccedeffubastvc toroidal gLLAQccedeffababavo T2xI gLLPQacfeeffbcaccfc T2xI gLLAQcddeeffagvdlco SFS[D(2,1)(2,1)] gLLAQcddeeffufflafo reducible gLLAQccedefflnunlnf SFS[D(3,1)(2,1)] gLLAQccedeffanunlnf reducible gLLAQccedefftnunlnf SFS[D(3,1)(2,1)] gLLAQcecdeffalooqwc reducible gLLAQccedeffabubpbb reducible gLLAQcddeefftkkdxbg toroidal gLLAQccedefflnpnlnc SFS[D(3,1)(2,1)] gLLAQccedeffanpnlnc reducible gLLAQccedefftnpnlnc SFS[D(3,1)(2,1)] gLLAQccedeffabpbpbo SFS[A(2,1)] gLLAQcddeefftvvdxbg reducible gLLAQccedeffajeomkf SFS[D(2,1)(2,1)] gLLAQccedeffaoesmkf reducible gLLAQccedeffivesmkf SFS[D(3,1)(2,1)] gLLAQccedeffaoerirb reducible gLLAQccedeffpvxodcc SFS[D(5,2)(2,1)] gLLAQccedeffpvhomkf SFS[D(4,1)(2,1)] gLLAQccedeffdwxvdcc toroidal gLLAQcddeeffpgvelbg SFS[D(3,1)(2,1)] gLLAQccedeffaoejuoo reducible gLLAQcddeeffdgnamcg SFS[D(3,1)(2,1)] gLLAQccedeffaolravb reducible gLLAQccedeffublkavb SFS[D(3,1)(2,1)] gLLAQccedeffpvlfavb SFS[D(3,1)(2,1)] gLLAQccedeffqjpsafb SFS[D(3,1)(2,1)] gLLAQccedeffqjusqoc SFS[D(5,2)(2,1)] gLLAQcddeeffhsvatcg SFS[D(2,1)(2,1)] gLLAQcddeeffhkkaxcg SFS[D(3,1)(2,1)] gLLAQcddeeffhskapcg reducible gLLAQccedeffpviotjc SFS[D(3,1)(2,1)] gLLAQccedeffpvmoxrf SFS[D(3,1)(2,1)] gLLAQccedeffpvmotjc toroidal gLLAQccedeffpvioxrf toroidal gLLAQccedeffaninxrf SFS[D(2,1)(2,1)] gLLAQccedeffanmntjc SFS[D(2,1)(2,1)] gLLAQccedeffpvaglgb SFS[D(3,1)(2,1)] gLLAQccedeffajaglgb SFS[D(3,1)(2,1)] gLLAQccedeffpvaotjc SFS[D(3,1)(2,1)] gLLAQccedeffpvaoxrf SFS[D(3,1)(2,1)] gLLAQccedeffqnawqno SFS[D(3,1)(2,1)] gLLAQcddeeffafnaufg reducible gLLAQcddeeffaffaufg SFS[D(3,1)(2,1)] gLLAQcddeeffafwaufg SFS[D(3,1)(2,1)] gLLAQcddeeffafvaqfg SFS[D(3,1)(2,1)] gLLAQcddeeffakkptkg reducible gLLAQcddeeffavvptkg SFS[D(2,1)(2,1)] gLLAQcecdeffaavvpbb T2xI gLLAQcecdeffpabbuoo T2xI gLLAQcecdeffpabbpbb SFS[A(2,1)] gLLAQcddeeffafnatfg SFS[D(3,1)(2,1)] gLLAQcddeeffafwatfg SFS[D(3,1)(2,1)] gLLAQccedeffdwaolfb SFS[D(2,1)(2,1)] gLLAQcddeeffaokalfg SFS[D(2,1)(2,1)] gLLAQcddeeffaksalfg SFS[D(2,1)(2,1)] gLLAQcddeeffarvapfg SFS[D(2,1)(2,1)] gLLAQcddeeffafnaxfg SFS[D(3,1)(2,1)] gLLAQcddeeffaffaxfg SFS[D(3,1)(2,1)] gLLAQcddeeffafwaxfg toroidal gLLPQacfeeffbcakkon reducible gLLAQcddeeffaffepfo SFS[D(3,1)(2,1)] gLLAQcddeeffafvphkg reducible gLLAQccedeffugafinc SFS[D(2,1)(2,1)] gLLAQcecdeffiabshgc SFS[D(2,1)(2,1)] gLLAQccedeffubasinc reducible gLLAQcddeeffaokphkg toroidal gLLAQcddeeffakkphkg SFS[D(3,1)(2,1)] gLLAQcddeeffawkphkg SFS[D(3,1)(2,1)] gLLAQcecdefflaobuoo SFS[D(3,1)(2,1)] gLLAQcecdefftaobuoo SFS[D(3,1)(2,1)] gLLAQccedefflnabqno SFS[D(3,1)(2,1)] gLLAQccedeffanabqno SFS[D(3,1)(2,1)] gLLAQccedefftnabqno reducible gLLAQcddeeffafjalfg SFS[D(3,1)(2,1)] gLLAQcddeeffafralfg SFS[D(3,1)(2,1)] gLLAQcddeeffawfelfo SFS[D(3,1)(2,1)] gLLMQcddeeffacslxvf SFS[D(3,1)(2,1)] gLLAQcddeeffakwapfg reducible gLLAQcddeeffarsaxfg reducible gLLPQacfeeffbcaccon SFS[D(2,1)(2,1)] gLLMQcddeeffhsbipoc SFS[D(2,1)(2,1)] gLLAQccedeffqjuspkb SFS[D(3,1)(2,1)] gLLAQcddeeffikkuxrc SFS[D(3,1)(2,1)] gLLAQccedeffublkpbo reducible gLLAQcecdeffiibflgc SFS[D(2,1)(2,1)] gLLAQcddeefftsvalwo SFS[A(2,1)] gLLAQcddeefflsvalsg T2xI gLLAQccedeffpvandgb SFS[D(2,1)(2,1)] gLLAQcecdeffdabbqsv SFS[D(2,1)(2,1)] gLLAQcddeeffasvalsg T2xI gLLAQccedeffpvaftov SFS[D(2,1)(2,1)] gLLAQccedefftnandgb SFS[D(2,1)(2,1)] gLLAQccedeffpkaotov reducible gLLAQcddeeffafwaqsg reducible gLLAQcddeefftsvalsg SFS[A(2,1)] gLLAQccedeffaoenusf reducible gLLAQccedeffablflkv SFS[D(3,1)(2,1)] gLLAQccedeffaoefusf reducible gLLAQcecdeffadvbmsb reducible gLLAQcecdeffldvfqvf reducible gLLAQcecdefflivfpff reducible gLLAQcecdeffhdbomsb SFS[D(3,1)(3,1)] gLLAQcecdeffddbkqvf SFS[D(3,1)(3,2)] gLLAQccedeffajejusf reducible gLLAQccedeffaoewusf reducible gLLAQccedeffubecusf SFS[D(3,1)(3,2)] gLLAQccedeffpvejusf SFS[D(3,1)(3,1)] gLLAQccedeffivefusf SFS[D(3,1)(2,1)] gLLAQcecdeffhdvgmsb reducible gLLAQcddeeffdvvphgg reducible gLLAQcecdeffadccivv SFS[A(2,1)] gLLAQccedeffaolwtsf reducible gLLAQccedeffajlgtsf SFS[D(3,1)(2,1)] gLLAQcddeeffdvvptgg reducible gLLAQcddeeffdfvptgg reducible gLLAQcddeeffdgvptgg reducible gLLAQcecdeffadvvivv reducible gLLAQccedeffaoevqsv reducible gLLAQcddeeffdgnpegg SFS[D(3,1)(2,1)] gLLAQccedeffqfevqsv SFS[A(2,1)] gLLAQcddeeffdkkalng reducible gLLAQcddeeffdgnaxng toroidal gLLAQcddeeffdsvapng SFS[A(2,1)] gLLAQcddeeffdvvaqng reducible gLLAQcddeeffdfvaqng SFS[D(3,1)(3,1)] gLLAQcddeeffdgvaqng SFS[D(3,1)(3,2)] gLLAQccedeffhglflkv m004(0,0) gLLAQcddeeffdcbatng m004(0,0) gLLAQccedeffuglftsf SFS[D(3,1)(2,1)] gLLAQccedeffajlktsf SFS[D(3,1)(2,1)] gLLAQccedeffpklrtsf toroidal gLLAQcddeeffdgnaung SFS[D(3,1)(2,1)] gLLAQcddeeffdfnaung SFS[D(3,1)(2,1)] gLLAQcddeeffdffaung SFS[D(3,1)(2,1)] gLLAQcddeeffdfwaung toroidal gLLAQcddeeffdvnaung reducible gLLAQccedeffaolntsf reducible gLLAQccedeffpvlgtsf SFS[D(3,1)(3,2)] gLLAQccedeffublstsf SFS[D(3,1)(3,1)] gLLAQcddeeffdokaqng SFS[D(3,1)(2,1)] gLLAQcddeeffdkkaqng SFS[D(3,1)(2,1)] gLLAQcddeeffdwkaqng toroidal gLLAQcddeeffdgnatng SFS[D(3,1)(2,1)] gLLAQccedeffqflvlkv SFS[A(2,1)] gLLAQcddeeffdrjdtnv reducible gLLAQcddeeffdrrdtnv reducible gLLAQcddeeffdrvdtnv reducible gLLMQcddeeffifnhevf SFS[D(3,1)(2,1)] gLLMQcddeeffiffhevf SFS[D(3,1)(2,1)] gLLMQcddeeffifwhevf toroidal gLLAQcddeeffdvralng SFS[A(3,1)] gLLAQcddeeffdvjalng SFS[A(3,1)] gLLAQcddeeffdfvalng reducible gLLAQcddeeffdgvalng reducible gLLAQcddeeffhsvapng T2xI gLLAQcddeefflsvalwo T2xI gLLAQccedeffaolntbf reducible gLLAQccedeffublstbf SFS[D(3,1)(3,1)] gLLAQccedeffpvlgtbf SFS[D(3,1)(3,2)] gLLAQccedeffajlgtbf SFS[D(3,1)(2,1)] gLLAQccedeffaoefukf reducible gLLAQcecdeffadvbmrb reducible gLLAQcecdefflivfpgf reducible gLLAQcecdeffddbkqgf SFS[D(3,1)(3,2)] gLLAQcecdeffhdbomrb SFS[D(3,1)(3,1)] gLLAQcecdeffldvfqgf reducible gLLAQccedeffajejukf reducible gLLAQccedeffaolwtbf reducible gLLAQccedeffuglftbf SFS[D(3,1)(2,1)] gLLAQccedeffajlktbf SFS[D(3,1)(2,1)] gLLAQccedeffpklrtbf toroidal gLLAQcddeeffdgnaurv SFS[D(3,1)(2,1)] gLLAQcddeeffdfnaurv SFS[D(3,1)(2,1)] gLLAQcddeeffdffaurv SFS[D(3,1)(2,1)] gLLAQcddeeffdfwaurv toroidal gLLAQcddeeffdvnaurv reducible gLLAQccedeffhglflbv m004(0,0) gLLAQcddeeffdvvaqrv reducible gLLAQcddeeffdgvaqrv SFS[D(3,1)(3,2)] gLLAQcddeeffdfvaqrv SFS[D(3,1)(3,1)] gLLAQcddeeffdcbatrv m004(0,0) gLLAQcecdeffadccifv SFS[A(2,1)] gLLAQccedeffaoewukf reducible gLLAQccedeffpvejukf SFS[D(3,1)(3,1)] gLLAQccedeffubecukf SFS[D(3,1)(3,2)] gLLAQccedeffablflbv SFS[D(3,1)(2,1)] gLLAQccedeffaoevqbv reducible gLLAQcddeeffdvvptfv reducible gLLAQcddeeffdgvptfv reducible gLLAQcddeeffdfvptfv reducible gLLAQcecdeffadvvifv reducible gLLAQccedeffqflvlbv SFS[A(2,1)] gLLAQcddeeffdrjdtog reducible gLLAQcddeeffdrrdtog reducible gLLAQcddeeffdrvdtog reducible gLLMQcddeeffifnhefv SFS[D(3,1)(2,1)] gLLMQcddeeffiffhefv SFS[D(3,1)(2,1)] gLLMQcddeeffifwhefv toroidal gLLAQcddeeffdokaqrv SFS[D(3,1)(2,1)] gLLAQcddeeffdkkaqrv SFS[D(3,1)(2,1)] gLLAQcddeeffdwkaqrv toroidal gLLAQcddeeffdgnatrv SFS[D(3,1)(2,1)] gLLAQcddeeffdsvaprv SFS[A(2,1)] gLLAQcddeeffdgnaxrv toroidal gLLAQcddeeffdkkalrv reducible gLLAQcddeeffdvvphfv reducible gLLAQccedeffivefukf SFS[D(3,1)(2,1)] gLLAQcecdeffhdvgmrb reducible gLLAQccedeffaoenukf reducible gLLAQcddeeffdgnpefv SFS[D(3,1)(2,1)] gLLAQccedeffqfevqbv SFS[A(2,1)] gLLAQcddeeffdvjalrv SFS[A(3,1)] gLLAQcddeeffdvralrv SFS[A(3,1)] gLLAQcddeeffdgvalrv reducible gLLAQcddeeffdfvalrv reducible gLLAQccedeffpvandjb SFS[D(2,1)(2,1)] gLLAQccedefftnandjb SFS[D(2,1)(2,1)] gLLAQccedeffpvaftnv SFS[D(2,1)(2,1)] gLLAQcecdeffdabbqbv SFS[D(2,1)(2,1)] gLLAQcddeeffafwaqwo reducible gLLAQccedeffpkaotnv reducible gLLAQcddeeffasvalwo T2xI gLLAQcddeeffhsvaprv T2xI gLLAQccedeffaohnqsf reducible gLLAQcecdeffahjktsb SFS[D(3,1)(3,1)] gLLAQccedeffakxklcb SFS[D(3,1)(3,2)] gLLAQccedeffawxklcb SFS[D(3,1)(3,1)] gLLAQccedeffaoxklcb reducible gLLAQccedeffqfhnqsf SFS[D(3,1)(2,1)] gLLAQccedeffaohfqsf reducible gLLAQccedeffawhfqsf reducible gLLAQccedeffakhblkb reducible gLLAQccedeffawxfasf reducible gLLAQcecdeffahvbtsb reducible gLLAQccedeffawhblkb reducible gLLAQccedeffakxblcb reducible gLLAQccedeffawxblcb reducible gLLAQccedeffaohblkb reducible gLLAQccedeffqfhklkb SFS[D(3,1)(2,1)] gLLAQcecdeffhqrclbf SFS[D(3,1)(2,1)] gLLAQccedeffaohwqsf reducible gLLAQcecdeffahjstsb SFS[D(3,1)(3,2)] gLLAQccedeffakxslcb SFS[D(3,1)(3,1)] gLLAQccedeffawxslcb SFS[D(3,1)(3,2)] gLLAQccedeffaohjprv reducible gLLAQccedeffqghfqsf SFS[D(3,1)(2,1)] gLLAQccedeffqfhfqsf toroidal gLLAQccedeffqvhfqsf SFS[D(3,1)(2,1)] gLLAQcecdeffhhvgtsb reducible gLLAQccedeffifxslcb SFS[D(3,1)(2,1)] gLLAQccedeffufxslcb toroidal gLLAQccedeffqfxslcb SFS[D(3,1)(2,1)] gLLAQccedefflnxnlcb reducible gLLAQccedeffanxnlcb reducible gLLAQccedefftnxnlcb reducible gLLAQccedeffhwxglcb SFS[D(3,1)(2,1)] gLLAQccedeffpwxglcb toroidal gLLAQccedeffdwxglcb SFS[D(3,1)(2,1)] gLLAQcddeeffqvvlhjc reducible gLLAQcecdeffahjrqvv SFS[D(3,1)(3,2)] gLLAQccedeffakxrpgv SFS[D(3,1)(3,1)] gLLAQccedeffawxrpgv SFS[D(3,1)(3,2)] gLLAQccedeffaoxrpgv reducible gLLAQccedeffqfhjprv SFS[D(3,1)(2,1)] gLLAQcecdeffhqrwhvv SFS[D(3,1)(2,1)] gLLAQccedeffaoxwasf reducible gLLAQccedeffawxwasf SFS[D(3,1)(3,1)] gLLAQccedeffakxjpgv SFS[D(3,1)(3,2)] gLLAQccedeffawxjpgv SFS[D(3,1)(3,1)] gLLAQccedeffaohslkb reducible gLLAQcecdeffhqrvesb toroidal gLLAQcddeeffqvvltjc reducible gLLAQcddeeffqssldjc reducible gLLAQccedeffakhvprv reducible gLLAQcecdeffahjvqvv reducible gLLAQcecdeffahvvqvv reducible gLLAQccedeffawhvprv reducible gLLAQccedeffakxvpgv reducible gLLAQccedeffawxvpgv reducible gLLAQccedeffaohvprv reducible gLLAQcddeeffqwblhjc SFS[D(3,1)(2,1)] gLLAQcecdeffqhbvqvv SFS[D(3,1)(2,1)] gLLAQcecdeffqhkvqvv reducible gLLAQcecdeffqhsvqvv SFS[D(3,1)(2,1)] gLLAQccedeffifxvpgv SFS[D(3,1)(2,1)] gLLAQccedeffufxvpgv SFS[D(3,1)(2,1)] gLLAQccedeffqfxvpgv toroidal gLLAQccedefflnxbpgv toroidal gLLAQccedeffanxbpgv SFS[D(3,1)(2,1)] gLLAQccedefftnxbpgv SFS[D(3,1)(2,1)] gLLAQccedeffhwxopgv m003(0,0) gLLAQccedeffpwxopgv toroidal gLLAQccedeffdwxopgv SFS[D(3,1)(2,1)] gLLAQcddeeffqkkilwc reducible gLLAQcddeeffhcjalnv toroidal gLLAQcddeeffhrjalnv toroidal gLLAQcddeeffhsjalnv toroidal gLLAQcddeeffhcralnv m003(0,0) gLLAQcddeeffhrralnv SFS[D(3,1)(2,1)] gLLAQcddeeffhsralnv toroidal gLLAQcddeeffhcvalnv SFS[D(3,1)(2,1)] gLLAQcddeeffhrvalnv SFS[D(3,1)(2,1)] gLLAQcddeeffhffapnv SFS[D(3,1)(2,1)] gLLAQcddeeffhkkaxnv reducible gLLMQcddeeffhffixbc SFS[D(3,1)(2,1)] gLLAQcddeeffqvviqwc reducible gLLAQcddeeffhwwatnv SFS[D(3,1)(3,2)] gLLAQccedeffaohrprv reducible gLLAQcddeeffhssaqnv SFS[D(3,1)(3,1)] gLLMQcddeeffhssleoc SFS[D(3,1)(3,1)] gLLAQcddeeffqvniuwc reducible gLLAQccedeffifxfasf SFS[D(3,1)(2,1)] gLLAQccedefflnxkasf toroidal gLLAQccedeffhwxrasf m003(0,0) gLLAQccedeffufxfasf SFS[D(3,1)(2,1)] gLLAQccedeffanxkasf SFS[D(3,1)(2,1)] gLLAQccedeffpwxrasf toroidal gLLAQccedeffqfxfasf toroidal gLLAQccedefftnxkasf SFS[D(3,1)(2,1)] gLLAQccedeffdwxrasf SFS[D(3,1)(2,1)] gLLAQcddeeffhgwamnv SFS[D(3,1)(2,1)] gLLAQccedeffhkhglkb SFS[D(3,1)(2,1)] gLLAQcecdeffhqrgesb SFS[D(3,1)(2,1)] gLLAQccedeffaoxnasf reducible gLLAQccedeffakxnasf SFS[D(3,1)(3,1)] gLLAQccedeffaohklkb reducible gLLAQcddeeffhssamnv SFS[D(3,1)(3,2)] gLLAQccedeffawxnasf SFS[D(3,1)(3,2)] gLLAQccedeffqfhvprv toroidal gLLAQcddeeffhcjatnv SFS[D(3,1)(2,1)] gLLAQcddeeffhrjatnv reducible gLLAQcddeeffhsjatnv SFS[D(3,1)(2,1)] gLLAQcddeeffhcratnv toroidal gLLAQcddeeffhrratnv reducible gLLAQcddeeffhsratnv toroidal gLLAQcddeeffhcvatnv SFS[D(3,1)(2,1)] gLLAQcddeeffhrvatnv reducible gLLAQcddeeffhsvatnv SFS[D(3,1)(2,1)] gLLAQcddeeffhvnaqnv reducible gLLAQccedeffqghvprv SFS[D(3,1)(2,1)] gLLAQccedeffqvhvprv SFS[D(3,1)(2,1)] gLLAQcddeeffqvrilwc toroidal gLLAQcddeeffqvjilwc toroidal gLLAQcddeeffqfvilwc reducible gLLAQcddeeffqgvilwc reducible gLLAQcddeeffhkwalnv SFS[D(3,1)(3,1)] gLLAQcddeeffhowalnv SFS[D(3,1)(3,2)] gLLAQcddeeffhwfalnv SFS[D(3,1)(3,2)] gLLAQcddeeffhwnalnv SFS[D(3,1)(3,1)] gLLAQcddeeffhfvaxnv reducible gLLAQcddeeffhgvaxnv reducible gLLAQcddeeffhvraxnv toroidal gLLAQcddeeffhvjaxnv toroidal gLLAQcddeeffhrsapnv SFS[D(3,1)(3,2)] gLLAQcddeeffhcsapnv SFS[D(3,1)(3,1)] gLLAQcddeeffhskapnv SFS[D(3,1)(3,1)] gLLAQcddeeffhsbapnv SFS[D(3,1)(3,2)] gLLMQcddeeffhsbixbc SFS[D(3,1)(3,2)] gLLMQcddeeffhskixbc SFS[D(3,1)(3,1)] gLLMQcddeeffhcsixbc SFS[D(3,1)(3,1)] gLLMQcddeeffhrsixbc SFS[D(3,1)(3,2)] gLLAQccedeffawanivf SFS[D(3,1)(2,1)] gLLAQcecdeffaajnqsf SFS[D(3,1)(2,1)] gLLAQcecdeffharvhwb SFS[D(3,1)(2,1)] gLLAQccedeffakabtsb reducible gLLAQccedeffawafivf reducible gLLAQccedeffawabxgb reducible gLLAQccedeffqfaktsb SFS[D(3,1)(2,1)] gLLAQcecdeffharcpnf SFS[D(3,1)(2,1)] gLLAQccedeffawawivf SFS[D(3,1)(2,1)] gLLAQccedeffawajlov SFS[D(3,1)(2,1)] gLLAQccedeffhkagtsb SFS[D(2,1)(2,1)] gLLAQccedeffhwarivf SFS[D(3,1)(2,1)] gLLAQccedeffufafivf SFS[D(2,1)(2,1)] gLLAQccedeffanakivf SFS[D(2,1)(2,1)] gLLAQccedeffpwarivf toroidal gLLAQccedeffdwarivf SFS[D(3,1)(2,1)] gLLAQcecdeffharghwb reducible gLLAQcddeeffasspeno SFS[D(3,1)(2,1)] gLLAQcecdeffaarrusv SFS[D(3,1)(2,1)] gLLAQccedeffqfajqvv SFS[D(3,1)(2,1)] gLLAQcecdeffharwusv SFS[D(3,1)(2,1)] gLLAQcddeeffasspano SFS[D(3,1)(2,1)] gLLAQccedeffawasxgb SFS[D(3,1)(2,1)] gLLAQccedeffakavqvv reducible gLLAQcddeeffasspdno reducible gLLAQccedeffawavlov reducible gLLAQccedeffqvavqvv SFS[D(2,1)(2,1)] gLLAQcddeeffasjpuno reducible gLLAQcddeeffasrpuno SFS[D(3,1)(2,1)] gLLAQcddeeffasvpuno SFS[D(3,1)(2,1)] gLLMQcddeeffafflpbf SFS[D(2,1)(2,1)] gLLAQcddeeffasjapso SFS[D(3,1)(2,1)] gLLAQcddeeffasrapso SFS[D(3,1)(2,1)] gLLAQcddeeffaffaxso SFS[D(2,1)(2,1)] gLLAQccedeffawarlov SFS[D(3,1)(2,1)] gLLAQcddeeffassatso SFS[D(3,1)(2,1)] gLLAQccedeffqvaflrf SFS[D(2,1)(2,1)] gLLAQccedeffhwagxgb reducible gLLAQccedeffpwagxgb SFS[D(3,1)(2,1)] gLLAQccedeffdwagxgb SFS[D(3,1)(2,1)] gLLAQccedeffawakxgb SFS[D(3,1)(2,1)] gLLAQcddeeffassauso SFS[D(3,1)(2,1)] gLLAQcecdeffqasvprv reducible gLLAQccedeffufavlov SFS[D(2,1)(2,1)] gLLAQccedeffanablov SFS[D(2,1)(2,1)] gLLAQccedeffhwaolov SFS[D(3,1)(2,1)] gLLAQccedeffpwaolov toroidal gLLAQccedeffdwaolov SFS[D(3,1)(2,1)] gLLAQcddeeffaosaqso SFS[D(2,1)(2,1)] gLLMQcddeeffacslpbf reducible gLLMQcddeeffarslpbf reducible gLLMQcddeeffasblpbf SFS[D(3,1)(2,1)] gLLMQcddeeffasklpbf SFS[D(3,1)(2,1)] gLLAQcddeeffaskaxso SFS[D(3,1)(2,1)] gLLAQcddeeffasbaxso SFS[D(3,1)(2,1)] gLLAQcddeeffarsaxso reducible gLLAQcddeeffacsaxso reducible gLLMQcddeefflrvltbf SFS[D(2,1)(2,1)] gLLAQccedeffakxbifb reducible gLLAQccedeffawhfpnf reducible gLLAQccedeffawhbhwb reducible gLLAQccedeffakxvakv reducible gLLAQcecdeffaqjvtbv reducible gLLAQccedeffawhvusv reducible gLLAQccedefftnunhwb SFS[D(2,1)(2,1)] gLLAQccedefftnmnxgb SFS[D(2,1)(2,1)] gLLAQccedeffawhbqgb reducible gLLAQccedeffakxbesb reducible gLLAQccedeffawhfikf reducible gLLAQccedeffawhvdov reducible gLLAQccedeffakxvhvv reducible gLLAQcddeeffqsstdno reducible gLLAQcddeefftrvqubg SFS[D(2,1)(2,1)] gLLAQccedeffdwakufv SFS[D(3,1)(2,1)] gLLAQccedeffawaftnf reducible gLLAQccedefflwaftnf SFS[D(3,1)(2,1)] gLLAQccedefftwaftnf SFS[D(3,1)(2,1)] gLLAQccedeffawabhrb reducible gLLAQccedeffakabijb reducible gLLAQccedefftkafugf SFS[D(3,1)(2,1)] gLLAQccedefflkafugf SFS[D(3,1)(2,1)] gLLAQccedeffabarhrb SFS[D(2,1)(2,1)] gLLAQcecdeffparcikf SFS[D(3,1)(2,1)] gLLAQccedefflnajugf SFS[D(3,1)(2,1)] gLLAQccedeffanajugf reducible gLLAQccedefftnajugf SFS[D(3,1)(2,1)] gLLAQcecdeffaaocibv SFS[D(2,1)(2,1)] gLLAQcecdeffparwdov SFS[D(3,1)(2,1)] gLLAQccedefflnacanv SFS[D(3,1)(2,1)] gLLAQccedeffanacanv reducible gLLAQccedefftnacanv SFS[D(3,1)(2,1)] gLLAQccedeffdwavhrb SFS[D(3,1)(2,1)] gLLAQcecdeffparkdov SFS[D(3,1)(2,1)] gLLAQcecdeffaajvibv reducible gLLAQccedeffawavufv reducible gLLAQccedefftwavufv SFS[D(3,1)(2,1)] gLLAQccedefflwavufv SFS[D(3,1)(2,1)] gLLAQccedeffakavanv reducible gLLAQccedefflkavanv SFS[D(3,1)(2,1)] gLLAQccedefftkavanv SFS[D(3,1)(2,1)] gLLAQcecdeffuasvdov SFS[D(2,1)(2,1)] gLLAQcecdeffaacbdov SFS[D(2,1)(2,1)] gLLAQcecdeffparodov toroidal gLLAQcddeeffasvdlwo SFS[A(2,1)] gLLAQcecdefflacnmnb SFS[D(2,1)(2,1)] gLLAQcecdeffaackikf SFS[D(2,1)(2,1)] gLLAQcecdeffparrikf toroidal gLLAQccedeffdwxvdnb SFS[D(3,1)(2,1)] gLLAQcecdefflhcoijb toroidal gLLAQcecdeffahcoijb SFS[D(3,1)(2,1)] gLLAQcecdeffpqrkakv m003(0,0) gLLAQccedeffaohbmnb reducible gLLAQccedeffpvhomnb reducible gLLAQccedeffpvxodnb reducible gLLAQccedeffakxbdnb reducible gLLAQccedeffawxbdnb reducible gLLAQccedeffakhbmnb reducible gLLAQccedefflkhfhof SFS[D(3,1)(3,2)] gLLAQccedefftkhfhof SFS[D(3,1)(3,1)] gLLAQccedeffaohfhof reducible gLLAQccedeffawhfhof reducible gLLAQccedeffawhbmnb reducible gLLAQccedeffpfhomnb SFS[D(3,1)(3,1)] gLLAQccedeffunhvmnb SFS[D(3,1)(3,2)] gLLAQccedeffawxfhff reducible gLLAQccedefftwxfhff SFS[D(3,1)(3,2)] gLLAQccedefflwxfhff SFS[D(3,1)(3,1)] gLLAQcecdeffahvbijb reducible gLLAQcecdefflqvfdgf reducible gLLAQcecdefflhvfugf reducible gLLAQccedeffabxrdnb SFS[D(3,1)(2,1)] gLLAQccedefflnhjhof toroidal gLLAQccedeffanhjhof SFS[D(3,1)(2,1)] gLLAQccedefftnhjhof SFS[D(3,1)(2,1)] gLLAQccedeffabhjhof SFS[D(3,1)(2,1)] gLLAQccedeffajhjhof reducible gLLAQcecdefflhcjugf SFS[D(3,1)(2,1)] gLLAQcecdeffahcjugf toroidal gLLAQcecdeffpqrcdgf SFS[D(3,1)(2,1)] gLLAQcecdefflhcnijb SFS[D(3,1)(2,1)] gLLAQcecdeffahcnijb SFS[D(3,1)(2,1)] gLLAQcecdeffpqrrdgf toroidal gLLAQccedeffajhcibv reducible gLLAQccedefflnhcibv toroidal gLLAQccedeffanhcibv SFS[D(3,1)(2,1)] gLLAQccedefftnhcibv SFS[D(3,1)(2,1)] gLLAQccedeffabhcibv SFS[D(3,1)(2,1)] gLLAQcecdefflhccanv SFS[D(3,1)(2,1)] gLLAQcecdeffahccanv toroidal gLLAQcecdeffpqrwakv SFS[D(3,1)(2,1)] gLLAQcddeeffhffmdfv SFS[D(3,1)(2,1)] gLLAQccedeffdwxktbv SFS[D(3,1)(2,1)] gLLAQccedefflnhomnb toroidal gLLAQccedeffanhomnb SFS[D(3,1)(2,1)] gLLAQccedefftnhomnb SFS[D(3,1)(2,1)] gLLAQccedeffaohvibv reducible gLLAQccedeffakxvtbv reducible gLLAQccedeffawxvtbv reducible gLLAQccedefflwxvtbv SFS[D(3,1)(3,1)] gLLAQccedefftwxvtbv SFS[D(3,1)(3,2)] gLLAQccedeffakhvibv reducible gLLAQccedefftkhvibv SFS[D(3,1)(3,1)] gLLAQccedefflkhvibv SFS[D(3,1)(3,2)] gLLAQcddeeffhvvmtfv reducible gLLAQcddeeffhgvmtfv reducible gLLAQcddeeffhfvmtfv reducible gLLAQcecdeffaqjvakv reducible gLLAQcecdefftqjvakv SFS[D(3,1)(3,2)] gLLAQcecdefflqjvakv SFS[D(3,1)(3,1)] gLLAQccedeffawhvibv reducible gLLAQcddeeffhssmdfv reducible gLLAQcecdeffahvvanv reducible gLLAQcecdefflhvvanv reducible gLLAQcecdefflqvvakv reducible gLLAQcddeeffqrjqtvc reducible gLLAQcddeeffqrrqtvc reducible gLLAQcddeeffqrvqtvc reducible gLLAQcddeeffhsveprv SFS[A(2,1)] gLLAQccedefflnhnmnb reducible gLLAQccedeffanhnmnb reducible gLLAQccedefftnhnmnb reducible gLLAQcecdeffuqsvakv SFS[D(3,1)(2,1)] gLLAQcecdeffaqcbakv SFS[D(3,1)(2,1)] gLLAQcecdeffpqroakv toroidal gLLAQcecdeffalvbmwb reducible gLLAQcecdeffluvfhgf reducible gLLAQcecdefflpvfigf reducible gLLAQcecdeffalccisv reducible gLLAQccedeffaopvabv reducible gLLAQcddeeffpvvqtfv reducible gLLAQcddeeffpgvqtfv reducible gLLAQcddeeffpfvqtfv reducible gLLAQcecdeffalvvisv reducible gLLAQccedeffaoakhsb SFS[D(3,1)(2,1)] gLLAQccedeffaoajaov SFS[D(3,1)(2,1)] gLLAQccedeffhfajuvf SFS[D(2,1)(2,1)] gLLAQccedeffqfafuvf SFS[D(2,1)(2,1)] gLLAQccedeffaoaruvv SFS[D(3,1)(2,1)] gLLAQccedeffaoajuvv SFS[D(3,1)(2,1)] gLLAQccedeffhfajtrf SFS[D(2,1)(2,1)] gLLAQccedeffuvavuvv T2xI gLLAQccedeffababuvv T2xI gLLAQccedeffpoaouvv SFS[A(2,1)] gLLAQcecdeffqakvisv reducible gLLAQcddeeffakkdxsg SFS[D(2,1)(2,1)] gLLAQccedeffaoaraov SFS[D(3,1)(2,1)] gLLAQccedeffqfaftrf SFS[D(2,1)(2,1)] gLLAQccedeffaoakigb SFS[D(3,1)(2,1)] gLLAQcddeeffavndqsg reducible gLLAQccedeffuvavaov T2xI gLLAQccedeffababaov T2xI gLLAQccedeffpoaoaov SFS[A(2,1)] gLLAQcddeeffafvdxsg reducible gLLAQcddeeffagvdxsg reducible gLLAQcddeeffavrdxsg SFS[D(3,1)(2,1)] gLLAQcddeeffavjdxsg SFS[D(3,1)(2,1)] gLLAQcecdeffalvbqkb reducible gLLAQcecdefflpvflnf reducible gLLAQcecdeffluvflsf reducible gLLAQcecdeffalccdrv reducible gLLAQccedeffaopvpvv reducible gLLAQcddeeffuvvltno reducible gLLAQcddeeffugvltno reducible gLLAQcddeeffufvltno reducible gLLAQcecdeffalvvdrv reducible gLLAQcddeeffhsvalog T2xI gLLAQccedeffaounisf reducible gLLAQccedeffaopflsf reducible gLLAQccedeffaouwisf reducible gLLAQcddeefflvvaqvg reducible gLLAQccedeffaopwlsf reducible gLLAQcddeefflvvptbg reducible gLLAQcecdeffapvvuvv reducible gLLAQccedeffaoivqfv reducible gLLAQccedeffqfmvlnv reducible gLLAQcddeefflkkalvg reducible gLLAQcddeefflvvphbg reducible gLLAQccedeffaopnlsf reducible gLLAQccedeffqfivqfv reducible gLLAQcddeefflvjalvg reducible gLLAQcddeefflvralvg reducible gLLAQccedeffaopnhgf reducible gLLAQccedeffaopfhgf reducible gLLAQccedeffaopwhgf reducible gLLAQcddeefftvvaqvg reducible gLLAQccedeffaouwhnf reducible gLLAQcddeefftvvptbg reducible gLLAQcecdeffapvvaov reducible gLLAQccedeffaoivlnv reducible gLLAQccedeffqfivlnv reducible gLLAQcddeefftkkalvg reducible gLLAQcddeefftvvphbg reducible gLLAQccedeffaounhnf reducible gLLAQccedeffqfmvqfv reducible gLLAQcddeefftvjalvg reducible gLLAQcddeefftvralvg reducible gLLAQcddeeffackauvg SFS[D(2,1)(2,1)] gLLAQccedeffpvaotrb SFS[D(3,1)(2,1)] gLLAQccedeffpvaoxjb SFS[D(3,1)(2,1)] gLLAQcecdeffaacjpof SFS[D(2,1)(2,1)] gLLAQccedeffqjaklnv SFS[D(2,1)(2,1)] gLLAQccedeffajaclnv reducible gLLAQcecdefflavvpov SFS[D(3,1)(2,1)] gLLAQcecdefflavvubv SFS[D(3,1)(2,1)] gLLAQcddeeffagfatvg T2xI gLLAQcddeeffaffatvg T2xI gLLAQcddeeffavfatvg SFS[A(2,1)] gLLAQcddeeffawsalvg T2xI gLLMQcddeeffavwlxff SFS[A(2,1)] gLLAQcddeeffasvelwo T2xI gLLAQcddeeffasvapvg T2xI gLLAQcddeeffavwaxvg SFS[A(2,1)] gLLAQccedeffqjakqfv SFS[D(2,1)(2,1)] gLLAQcecdeffhakrhnb SFS[D(2,1)(2,1)] gLLAQcecdeffuabvubv T2xI gLLAQcecdeffaaobubv T2xI gLLAQcecdeffpavoubv SFS[A(2,1)] gLLAQcddeeffhsvdprv T2xI gLLAQccedefflnegdwc SFS[D(5,2)(2,1)] gLLAQccedefftnegdwc SFS[D(4,1)(2,1)] gLLAQcecdeffalcgdgb SFS[D(3,1)(2,1)] gLLAQccedeffabmcibo SFS[D(3,1)(2,1)] gLLAQcecdeffapcctwo SFS[D(3,1)(2,1)] gLLAQcddeefftffmdfo reducible gLLAQcecdeffapcbtwo reducible gLLAQcddeefflffmdsg SFS[D(2,1)(2,1)] gLLAQcecdeffaucbdob SFS[D(2,1)(2,1)] gLLAQccedeffqfakdvc SFS[D(4,1)(2,1)] gLLAQccedeffaoawqsb SFS[D(2,1)(2,1)] gLLAQccedeffqvafqsb SFS[D(3,1)(2,1)] gLLAQcddeeffavvmhsg SFS[D(2,1)(2,1)] gLLAQcddeeffaffmdsg SFS[D(2,1)(2,1)] gLLAQccedeffdgandvc toroidal gLLAQccedeffhfandvc SFS[D(4,1)(2,1)] gLLAQccedeffdwavdvc toroidal gLLAQcecdeffqagoqvb SFS[D(3,1)(2,1)] gLLAQcecdeffaacbqvb SFS[D(2,1)(2,1)] gLLAQcddeeffacvatno reducible gLLAQcddeeffackapno reducible gLLAQcddeefftffmdsg reducible gLLAQcecdeffapcctbb reducible gLLAQccedeffabmciwb reducible gLLAQcecdeffalcgdwc reducible gLLAQcecdeffapcbtbb reducible gLLAQcddeeffdvvdxgg reducible gLLMQcddeeffissppjf SFS[D(3,1)(2,1)] gLLAQcddeeffdwwapsv SFS[D(3,1)(2,1)] gLLAQcddeeffdssaxsv SFS[D(3,1)(2,1)] gLLAQccedefftwxftcc SFS[D(5,2)(2,1)] gLLAQccedefflwxftcc SFS[D(4,1)(2,1)] gLLAQccedeffdwxkdob toroidal gLLAQcecdeffapcomvf SFS[D(3,1)(2,1)] gLLAQccedeffabicibo SFS[D(3,1)(2,1)] gLLAQcecdeffapcciwb toroidal gLLAQcddeefflffmdfo SFS[D(3,1)(2,1)] gLLAQcecdeffaucbdjo SFS[D(3,1)(2,1)] gLLAQcddeeffdwwapjg SFS[D(3,1)(2,1)] gLLAQcddeeffdvvdxwv reducible gLLMQcddeeffissppfv SFS[D(3,1)(2,1)] gLLAQcddeeffdssaxjg SFS[D(3,1)(2,1)] gLLAQccedeffqfiwqsb SFS[D(5,2)(2,1)] gLLAQccedeffqvifqsb SFS[D(3,1)(2,1)] gLLAQccedeffhkugtoc SFS[D(5,2)(2,1)] gLLAQcddeefflcvatno SFS[D(3,1)(2,1)] gLLAQccedeffdwxoljb SFS[D(2,1)(2,1)] gLLAQcddeeffhffaxjg SFS[D(3,1)(2,1)] gLLAQcddeeffhfvaljg reducible gLLAQccedeffaopjloo reducible gLLAQccedeffaourqvb reducible gLLAQccedeffqfinqjc SFS[D(2,1)(2,1)] gLLAQcddeefflcvalkg SFS[D(2,1)(2,1)] gLLAQccedeffqgifqjc SFS[D(3,1)(2,1)] gLLAQccedeffaoinqjc reducible gLLAQccedeffakmfqjc SFS[D(2,1)(2,1)] gLLAQccedeffaopsqgf reducible gLLAQccedeffhkpgqgf reducible gLLAQccedeffqfifajb SFS[D(3,1)(2,1)] gLLAQcddeefftgwamkg SFS[D(3,1)(2,1)] gLLAQccedeffaoprdob reducible gLLAQccedeffqfmnqjc toroidal gLLAQcddeefftcvatkg SFS[D(3,1)(2,1)] gLLAQcddeefftcvalkg toroidal gLLAQccedeffqfmfqjc SFS[D(5,2)(2,1)] gLLAQccedeffqvmfqjc SFS[D(4,1)(2,1)] gLLAQccedeffqgmfqjc toroidal gLLAQccedeffaomnqjc reducible gLLAQcddeefftssapkg SFS[D(2,1)(2,1)] gLLAQcddeeffussuxco SFS[D(2,1)(2,1)] gLLAQcddeeffackamkg reducible gLLAQcecdeffaacfqco reducible gLLAQccedeffdgandnf SFS[D(3,1)(2,1)] gLLAQccedeffhfandnf SFS[D(3,1)(2,1)] gLLAQcddeeffackaqkg SFS[D(3,1)(2,1)] gLLAQccedeffabacibo reducible gLLAQcecdeffaacchcb SFS[D(3,1)(2,1)] gLLAQcddeeffaffmdfo SFS[D(3,1)(2,1)] gLLAQccedeffqfanqjc SFS[D(2,1)(2,1)] gLLAQccedeffhfabtbb reducible gLLAQcddeeffasvatkg SFS[D(2,1)(2,1)] gLLAQcddeeffacvalkg SFS[D(2,1)(2,1)] gLLAQcecdeffqackqco SFS[D(3,1)(2,1)] gLLAQccedeffqgafqjc SFS[D(3,1)(2,1)] gLLAQccedeffaoanqjc reducible gLLAQcecdeffaacbqco SFS[D(3,1)(2,1)] gLLAQcddeeffaskapkg reducible gLLAQcddeeffackapkg SFS[D(3,1)(2,1)] gLLAQcddeeffarkapkg SFS[D(3,1)(2,1)] gLLAQccedefftwxftnb SFS[D(2,1)(2,1)] gLLAQccedeffakmfqsb SFS[D(2,1)(2,1)] gLLAQccedeffqvmfqsb reducible gLLAQccedeffhkpgqbc SFS[D(4,1)(2,1)] gLLAQcddeefftcvatno SFS[D(3,1)(2,1)] gLLAQcddeefftssapno SFS[D(2,1)(2,1)] gLLAQcddeeffussuxkc SFS[D(2,1)(2,1)] gLLAQccedefflnegdgb SFS[D(3,1)(2,1)] gLLAQccedeffanegdgb SFS[D(3,1)(2,1)] gLLAQccedefftnegdgb reducible gLLAQccedeffaohshsf reducible gLLAQccedeffakxjaoo SFS[D(3,1)(2,1)] gLLAQccedeffaoxwdcb reducible gLLAQccedeffawxwdcb SFS[D(3,1)(2,1)] gLLAQccedeffawxjaoo SFS[D(3,1)(2,1)] gLLAQccedeffifxfdcb SFS[D(3,1)(2,1)] gLLAQccedefflnxkdcb toroidal gLLAQccedeffhwxrdcb SFS[D(3,1)(2,1)] gLLAQccedeffanxkdcb SFS[D(2,1)(2,1)] gLLAQccedefftnxkdcb SFS[D(2,1)(2,1)] gLLAQccedeffaohruvb reducible gLLAQcddeeffhwwqunv SFS[D(3,1)(2,1)] gLLAQcddeeffhvvqhnv reducible gLLAQcddeeffhssqenv SFS[D(3,1)(2,1)] gLLAQcecdeffaqrrtjb SFS[D(3,1)(2,1)] gLLAQcecdeffhqrwtjb SFS[D(3,1)(2,1)] gLLAQccedeffqflfdcb SFS[D(3,1)(2,1)] gLLAQccedeffqfefpwc SFS[D(5,2)(2,1)] gLLAQcecdeffqucktjb SFS[D(3,1)(2,1)] gLLAQcecdeffapcclwo SFS[D(3,1)(2,1)] gLLAQcddeeffuckuqjc SFS[D(3,1)(2,1)] gLLAQcecdeffauobpob T2xI gLLAQcddeefflffatgg T2xI gLLAQccedeffqfabtvf reducible gLLAQccedeffqfakxvc SFS[D(5,2)(2,1)] gLLAQccedeffqvakxvc SFS[D(4,1)(2,1)] gLLAQccedeffajartvf T2xI gLLAQcecdeffaajshsf SFS[D(2,1)(2,1)] gLLAQccedeffawastvf SFS[D(2,1)(2,1)] gLLAQccedeffqvafisb SFS[D(3,1)(2,1)] gLLAQcecdeffharghsf SFS[D(3,1)(2,1)] gLLAQccedeffufastvf reducible gLLAQccedeffpwagtvf reducible gLLAQccedeffhoagtvf reducible gLLAQcecdeffaajruvb SFS[D(2,1)(2,1)] gLLAQccedeffawarqwb SFS[D(2,1)(2,1)] gLLAQcecdeffaaccpvo SFS[D(2,1)(2,1)] gLLAQccedeffqfajqwb SFS[D(3,1)(2,1)] gLLAQccedeffqfabxvc SFS[D(4,1)(2,1)] gLLAQccedeffhkavxvc SFS[D(4,1)(2,1)] gLLAQcddeeffavvptsg SFS[D(2,1)(2,1)] gLLAQcecdeffaavvpvo T2xI gLLAQcddeeffagwpesg SFS[D(3,1)(2,1)] gLLAQcecdeffaaobuvb T2xI gLLAQcddeeffagwaxgg reducible gLLAQccedeffhkagxvc SFS[D(5,2)(2,1)] gLLAQccedeffhoagxvc SFS[D(4,1)(2,1)] gLLAQccedeffakakxvc SFS[D(2,1)(2,1)] gLLAQcddeeffawbaqgg reducible gLLAQcddeeffaffatgg T2xI gLLAQcddeeffacvetno SFS[D(3,1)(2,1)] gLLMQcddeeffagwhesf SFS[D(3,1)(2,1)] gLLPQacfeeffbbaccws SFS[D(2,1)(2,1)] gLLAQcecdeffapobabb SFS[A(2,1)] gLLAQcddeefftffatgg SFS[A(2,1)] gLLAQccedeffqfhfqwb SFS[D(3,1)(2,1)] gLLAQcecdeffhqrwhjo SFS[D(3,1)(2,1)] gLLAQccedeffanxkacc SFS[D(2,1)(2,1)] gLLAQccedeffakxnacc SFS[D(2,1)(2,1)] gLLAQcecdeffqpckqwb SFS[D(3,1)(2,1)] gLLAQcecdeffapccqwb SFS[D(3,1)(2,1)] gLLAQcddeeffpckaqgg SFS[D(3,1)(2,1)] gLLAQcecdeffddbbubo SFS[D(2,1)(2,1)] gLLAQcecdefflhcninf SFS[D(3,1)(2,1)] gLLAQcecdeffahcninf reducible gLLAQcecdeffpqrrdcb SFS[D(3,1)(2,1)] gLLAQccedefflnhcico SFS[D(3,1)(2,1)] gLLAQccedeffanhcico reducible gLLAQccedefftnhcico SFS[D(3,1)(2,1)] gLLAQccedeffhfmjtjb SFS[D(2,1)(2,1)] gLLAQccedeffqfmftjb SFS[D(2,1)(2,1)] gLLAQcecdeffalccico reducible gLLAQccedeffhfijujc SFS[D(2,1)(2,1)] gLLAQccedeffqfifujc SFS[D(2,1)(2,1)] gLLAQcddeefflvvdxkg reducible gLLAQccedeffhfijtjb toroidal gLLAQccedeffqfiftjb toroidal gLLAQcecdeffalccdcb reducible gLLAQccedeffhfmjujc toroidal gLLAQccedeffqfmfujc toroidal gLLAQcddeefftvvdxkg reducible gLLAQccedeffabafubo SFS[D(3,1)(2,1)] gLLAQcecdeffaacfico SFS[D(3,1)(2,1)] gLLAQccedeffhfajtjb SFS[D(2,1)(2,1)] gLLAQccedeffqfaftjb SFS[D(2,1)(2,1)] gLLAQcddeeffackdqkg reducible gLLAQccedeffabacubo SFS[D(3,1)(2,1)] gLLAQcecdefflaccico SFS[D(3,1)(2,1)] gLLAQcecdefflaccdcb reducible gLLAQcecdeffparwico reducible gLLAQcecdeffparwdcb SFS[D(3,1)(2,1)] gLLAQcddeeffaffqdfo SFS[D(3,1)(2,1)] gLLAQccedeffhfajujc SFS[D(2,1)(2,1)] gLLAQccedeffaoavabb T2xI gLLAQccedeffpvabubo T2xI gLLAQccedeffpvababb SFS[A(2,1)] gLLAQcecdeffaavvdcb SFS[D(2,1)(2,1)] gLLAQcecdeffqackico reducible gLLAQccedeffqfafujc SFS[D(2,1)(2,1)] gLLAQcddeeffaffqefo SFS[D(3,1)(2,1)] gLLAQcecdeffaacbico SFS[D(3,1)(2,1)] gLLPQacfeeffbbaccbf T2xI gLLPQacfeeffbbabcbf T2xI gLLPQacfeeffbbafcbf SFS[A(2,1)] gLLAQccedefflnhcdcb toroidal gLLAQccedeffanhcdcb SFS[D(2,1)(2,1)] gLLAQccedefftnhcdcb SFS[D(2,1)(2,1)] gLLAQcecdefflhcnhnc SFS[D(3,1)(2,1)] gLLAQcecdeffahcnhnc reducible gLLAQcecdeffpqrracc SFS[D(3,1)(2,1)] gLLAQcecdeffddbbabb SFS[A(2,1)] gLLAQcddeeffqvvqxjc reducible gLLMQcddeeffhssqpgc SFS[D(3,1)(2,1)] gLLAQcddeeffhwwepsv SFS[D(3,1)(2,1)] gLLAQcddeeffhssexsv SFS[D(3,1)(2,1)] gLLAQcddeeffhvvelsv reducible gLLAQccedeffpvejhwc SFS[D(4,1)(2,1)] gLLAQccedeffubechwc SFS[D(5,2)(2,1)] gLLAQccedeffivefhwc toroidal gLLAQcecdeffapccawo reducible gLLAQccedeffhvajusb reducible gLLAQccedeffqvafusb reducible gLLAQcecdeffhabfivb SFS[D(3,1)(2,1)] gLLAQcecdeffaaocivb SFS[D(2,1)(2,1)] gLLAQccedeffqnagivc SFS[D(4,1)(2,1)] gLLAQccedeffhkagivc SFS[D(4,1)(2,1)] gLLAQccedeffivasivc toroidal gLLAQccedeffinafivc toroidal gLLAQcddeeffacvdtno SFS[D(3,1)(2,1)] gLLAQcecdeffaacbdvo SFS[D(2,1)(2,1)] gLLAQcddeeffassdpno SFS[D(2,1)(2,1)] gLLMQcddeeffassxxgf SFS[D(2,1)(2,1)] gLLAQccedeffhgugpgb reducible gLLAQccedeffabugpgb reducible gLLAQcecdeffhpbblbb reducible gLLAQcddeeffuffuqfo reducible gLLAQccedeffqfpfdnc SFS[D(3,1)(2,1)] gLLAQccedeffajeomsf SFS[D(2,1)(2,1)] gLLAQccedeffaoesmsf reducible gLLAQccedeffivesmsf SFS[D(3,1)(2,1)] gLLAQccedeffaoerivb reducible gLLAQcecdeffapccuwb SFS[D(3,1)(2,1)] gLLAQccedeffaoejuco reducible gLLAQcddeeffdgnamwv SFS[D(3,1)(2,1)] gLLAQccedeffaolrajb reducible gLLAQccedeffublkajb SFS[D(3,1)(2,1)] gLLAQccedeffpvlfajb SFS[D(3,1)(2,1)] gLLAQccedeffakxbibf reducible gLLAQccedeffqfifljb SFS[D(3,1)(2,1)] gLLAQcecdeffhtbbuco SFS[D(3,1)(2,1)] gLLAQcddeeffarkauro SFS[D(3,1)(2,1)] gLLAQcecdeffaacfuco SFS[D(3,1)(2,1)] gLLAQccedeffakabtnc reducible gLLAQccedeffqfaktnc SFS[D(3,1)(2,1)] gLLAQccedeffqvafljb SFS[D(2,1)(2,1)] gLLAQcddeeffackeqkg SFS[D(3,1)(2,1)] gLLAQcddeeffarbatro SFS[D(3,1)(2,1)] gLLAQcecdeffqaokpcb reducible gLLAQccedeffabacqbo SFS[D(3,1)(2,1)] gLLAQcecdeffaaccpcb SFS[D(3,1)(2,1)] gLLAQcddeeffaffpdfo reducible gLLAQccedeffubakqbo reducible gLLAQccedeffqbakqbo SFS[D(3,1)(2,1)] gLLAQccedeffibakqbo SFS[D(3,1)(2,1)] gLLAQcecdeffqackuco SFS[D(3,1)(2,1)] gLLAQcddeeffaofpufo reducible gLLAQccedeffhkagtnc SFS[D(2,1)(2,1)] gLLAQcecdeffiabfqgc SFS[D(2,1)(2,1)] gLLAQcecdeffaacbuco reducible gLLAQcecdeffalccdvo SFS[D(2,1)(2,1)] gLLAQcecdeffiibsdgc SFS[D(2,1)(2,1)] gLLAQcddeeffikklhrc SFS[D(3,1)(2,1)] gLLAQcddeeffifvilkc reducible gLLAQcddeeffhwwdlvf SFS[D(5,2)(2,1)] gLLAQcddeeffhssdpvf SFS[D(4,1)(2,1)] gLLMQcddeeffhssqxgf SFS[D(4,1)(2,1)] gLLAQcecdeffadvbdwc reducible gLLAQcecdeffadvvtso toroidal gLLPQacfeeffbjpccfc toroidal gLLAQccedeffajacikb reducible gLLAQccedeffpvandwc SFS[D(2,1)(2,1)] gLLAQccedeffaoavikb SFS[D(2,1)(2,1)] gLLAQcddeeffavvmtvc T2xI gLLAQccedefftnandwc SFS[D(2,1)(2,1)] gLLAQcecdeffadvbmff reducible gLLAQcecdeffldvfqcb reducible gLLAQcecdefflivfpjc reducible gLLAQcecdeffhdbomff reducible gLLAQcecdeffddbkqcb reducible gLLAQcecdeffhdvgmff reducible gLLAQcddeeffdvvptrf SFS[D(2,1)(2,1)] gLLAQccedeffaoevqjb T2xI gLLAQccedeffqfevqjb T2xI gLLAQcddeeffdkkalkf reducible gLLAQccedeffpklrtoc reducible gLLAQcddeeffdfwaukf reducible gLLAQcddeeffdvnaukf reducible gLLAQccedeffpvlgtoc SFS[D(2,1)(2,1)] gLLAQccedeffqflvlco T2xI gLLAQcddeeffdrjdtvf reducible gLLAQcddeeffdrrdtvf reducible gLLAQcddeeffdrvdtvf reducible gLLAQccedeffpvlgtwb SFS[D(2,1)(2,1)] gLLAQcecdeffadvbmbc reducible gLLAQcecdefflivfprb reducible gLLAQcecdeffddbkqbc reducible gLLAQcecdeffhdbombc reducible gLLAQcecdeffldvfqbc reducible gLLAQccedeffpklrtwb reducible gLLAQcddeeffdfwauwf reducible gLLAQcddeeffdvnauwf reducible gLLAQccedeffaoevqgo T2xI gLLAQcddeeffdvvptjf SFS[D(2,1)(2,1)] gLLAQccedeffqflvlrb T2xI gLLAQcddeeffdrjdtjf reducible gLLAQcddeeffdrrdtjf reducible gLLAQcddeeffdrvdtjf reducible gLLAQcddeeffdkkalwf reducible gLLAQcecdeffhdvgmbc reducible gLLAQccedeffqfevqgo T2xI gLLAQcddeeffpssdpjf SFS[D(5,2)(2,1)] gLLAQcddeefflwwepoc toroidal gLLAQcddeefflssexoc SFS[D(5,2)(2,1)] gLLAQcddeeffhssdpjf SFS[D(4,1)(2,1)] gLLAQcddeeffhwwdljf SFS[D(5,2)(2,1)] gLLMQcddeeffhssqxvf SFS[D(4,1)(2,1)] gLLAQcddeefflwwepkc toroidal gLLAQcddeeffpssdpvf SFS[D(5,2)(2,1)] gLLAQcddeefflssexkc SFS[D(5,2)(2,1)] gLLAQcddeefftwwepkc SFS[D(5,2)(2,1)] gLLAQcddeeffussipbg SFS[D(4,1)(2,1)] gLLAQcddeefftssexkc SFS[D(4,1)(2,1)] gLLAQccedeffpvandof SFS[D(2,1)(2,1)] gLLAQccedefftnandof SFS[D(2,1)(2,1)] gLLAQccedeffajacijo reducible gLLAQcddeeffavvmtrc T2xI gLLAQccedeffaoavijo SFS[D(2,1)(2,1)] gLLAQcddeeffussipkg SFS[D(4,1)(2,1)] gLLAQcddeefftwwepoc SFS[D(5,2)(2,1)] gLLAQcddeefftssexoc SFS[D(4,1)(2,1)] gLLAQcecdeffadvbdof reducible gLLAQcecdeffadvvtcb toroidal gLLPQacfeeffbjpccon toroidal gLLAQcddeeffhsbapvf SFS[D(3,1)(2,1)] gLLAQccedefftwiftkb SFS[D(3,1)(2,1)] gLLAQccedeffakmflwc SFS[D(2,1)(2,1)] gLLAQccedeffpvuoqrf SFS[D(2,1)(2,1)] gLLAQccedefftwefqfb reducible gLLAQccedeffuvefqfb reducible gLLAQcddeeffdgfamvf reducible gLLAQcddeeffdsbapvf reducible gLLAQccedefftwxfdrb SFS[D(3,1)(2,1)] gLLAQccedefftwmftkb SFS[D(3,1)(2,1)] gLLAQccedeffakmftkb SFS[D(2,1)(2,1)] gLLAQccedeffuvlflwb reducible gLLAQcecdeffiiokpwb reducible gLLAQcecdeffadccujo reducible gLLAQcecdeffddbjubc reducible gLLAQccedeffablftrb reducible gLLMQcddeeffiffueog reducible gLLAQcecdeffldgnhbc reducible gLLAQcddeefflwwapoc SFS[D(2,1)(2,1)] gLLAQcddeeffqfvqlfg SFS[D(2,1)(2,1)] gLLAQcddeefflwwdpkc SFS[D(2,1)(2,1)] gLLAQcddeeffpsbapvf SFS[D(3,1)(2,1)] gLLAQcddeeffusbupbg SFS[D(3,1)(2,1)] gLLAQccedefftwaftkb reducible gLLAQcecdeffdabbigo reducible gLLMQcddeeffasbppoc reducible gLLAQccedeffpvxodkf SFS[D(2,1)(2,1)] gLLAQcddeefftgvaloc SFS[D(2,1)(2,1)] gLLAQcecdeffahjshff SFS[D(4,1)(2,1)] gLLAQccedeffakxsevf SFS[D(5,2)(2,1)] gLLAQccedeffawxsevf SFS[D(4,1)(2,1)] gLLAQccedeffifxsevf SFS[D(5,2)(2,1)] gLLAQccedeffufxsevf toroidal gLLAQccedeffanxnevf SFS[D(2,1)(2,1)] gLLAQccedeffpwxgevf SFS[D(2,1)(2,1)] gLLAQcecdeffahjrukb SFS[D(4,1)(2,1)] gLLAQccedeffakxrhwb SFS[D(5,2)(2,1)] gLLAQccedeffawxrhwb SFS[D(4,1)(2,1)] gLLAQcecdeffhqrgljc SFS[D(3,1)(3,1)] gLLAQcecdeffiisfawb toroidal gLLAQcecdeffidsjaso toroidal gLLAQcecdeffidsftwc toroidal gLLAQccedefflnpchwb toroidal gLLAQccedeffanpchwb SFS[D(3,1)(2,1)] gLLAQccedefftnpchwb SFS[D(3,1)(2,1)] gLLAQcecdeffltcnhcc SFS[D(3,1)(3,1)] gLLAQcecdeffapcktwc reducible gLLAQcecdeffpprrtwc SFS[D(3,1)(3,2)] gLLAQcecdeffllccijb SFS[D(5,2)(2,1)] gLLAQccedeffajafaso reducible gLLAQccedeffpvaoiwc SFS[D(2,1)(2,1)] gLLAQccedeffaoajaso SFS[D(2,1)(2,1)] gLLAQccedefflnakucb reducible gLLAQccedeffanakucb reducible gLLAQccedefftnakucb reducible gLLAQccedeffaoarukb SFS[D(2,1)(2,1)] gLLAQccedefftnaoiwc SFS[D(2,1)(2,1)] gLLAQcecdeffiasfhvc reducible gLLAQcecdeffiaofqvc reducible gLLAQcecdeffltccijb toroidal gLLAQcecdeffalccdwo SFS[D(2,1)(2,1)] gLLAQcecdeffplrwdwo SFS[D(2,1)(2,1)] gLLAQccedefflnpnljc SFS[D(3,1)(2,1)] gLLAQccedeffanpnljc reducible gLLAQccedefftnpnljc SFS[D(3,1)(2,1)] gLLAQccedefftklfloc reducible gLLAQccedeffunevmbf reducible gLLAQccedeffhfeombf reducible gLLAQccedefftnermbf SFS[D(2,1)(2,1)] gLLAQccedeffaoewifb SFS[D(2,1)(2,1)] gLLAQccedeffqfesmbf SFS[D(2,1)(2,1)] gLLAQcddeeffdvvmhrf SFS[D(2,1)(2,1)] gLLAQccedeffqfljtco SFS[D(2,1)(2,1)] gLLAQccedefflnecijb reducible gLLAQccedeffanecijb reducible gLLAQccedefftnecijb reducible gLLAQccedeffhflftco reducible gLLAQcecdeffiisfdjc reducible gLLAQcecdefflicnljc reducible gLLAQcecdeffaickdjc reducible gLLAQcecdeffpirrdjc reducible gLLAQcecdeffhirgljc reducible gLLAQccedefflnhcijb toroidal gLLAQccedeffanhcijb SFS[D(3,1)(2,1)] gLLAQccedefftnhcijb SFS[D(3,1)(2,1)] gLLAQcecdefflhcniwc SFS[D(3,1)(3,1)] gLLAQcecdeffahcniwc reducible gLLAQcecdeffpqrrdjc SFS[D(3,1)(3,2)] gLLAQccedefflnucijb toroidal gLLAQccedeffanucijb SFS[D(3,1)(2,1)] gLLAQccedefftnucijb SFS[D(3,1)(2,1)] gLLAQcecdeffllcnhcc SFS[D(3,1)(3,2)] gLLAQcecdeffalcnhcc reducible gLLAQcecdeffpurrdjc SFS[D(3,1)(3,1)] gLLAQccedeffaolwawb SFS[D(2,1)(2,1)] gLLAQccedefflnlkawb reducible gLLAQccedeffanlkawb reducible gLLAQccedefftnlkawb reducible gLLAQcddeeffdvvdqwf SFS[D(2,1)(2,1)] gLLAQcddeeffdkkdqwf reducible gLLAQcecdeffidsfibc reducible gLLAQcecdeffddbgibc reducible gLLAQccedefftnebugo SFS[D(2,1)(2,1)] gLLAQcddeeffdfvdlwf SFS[D(2,1)(2,1)] gLLAQccedeffakpnawb SFS[D(2,1)(2,1)] gLLAQccedeffakmbiwc SFS[D(2,1)(2,1)] gLLAQccedeffakmjaso toroidal gLLAQccedeffawpwawb SFS[D(5,2)(2,1)] gLLAQccedeffawmjaso SFS[D(5,2)(2,1)] gLLAQccedeffifpfawb SFS[D(4,1)(2,1)] gLLAQccedefflnpkawb toroidal gLLAQccedeffhwprawb SFS[D(5,2)(2,1)] gLLAQccedeffanpkawb SFS[D(3,1)(2,1)] gLLAQccedefftnpkawb SFS[D(3,1)(2,1)] gLLAQcddeefflwwquvc toroidal gLLAQcddeefflssqevc SFS[D(5,2)(2,1)] gLLAQcddeeffpssaqjf SFS[D(5,2)(2,1)] gLLAQcecdeffhurwhwb SFS[D(5,2)(2,1)] gLLAQcddeefflwwdpoc SFS[D(2,1)(2,1)] gLLAQccedeffakxjpno SFS[D(5,2)(2,1)] gLLAQccedeffawxwawb SFS[D(4,1)(2,1)] gLLAQccedeffawxjpno SFS[D(4,1)(2,1)] gLLAQccedeffifxfawb SFS[D(5,2)(2,1)] gLLAQccedefflnxkawb toroidal gLLAQccedeffhwxrawb SFS[D(4,1)(2,1)] gLLAQccedeffanxkawb SFS[D(3,1)(2,1)] gLLAQccedefftnxkawb SFS[D(3,1)(2,1)] gLLAQcddeeffhwwatjf SFS[D(5,2)(2,1)] gLLMQcddeeffhsslebf SFS[D(4,1)(2,1)] gLLAQcddeeffhssaqjf SFS[D(4,1)(2,1)] gLLAQcecdeffhqrwhwb SFS[D(4,1)(2,1)] gLLAQccedeffqfhfqcc SFS[D(3,1)(2,1)] gLLAQccedeffakmkxof SFS[D(2,1)(2,1)] gLLAQccedeffakmbxof SFS[D(2,1)(2,1)] gLLAQcddeefflssparc SFS[D(5,2)(2,1)] gLLAQccedeffakmsxof toroidal gLLAQccedeffawmsxof SFS[D(5,2)(2,1)] gLLAQccedeffifmsxof SFS[D(4,1)(2,1)] gLLAQccedeffufmsxof SFS[D(5,2)(2,1)] gLLAQcddeefflssatkc SFS[D(5,2)(2,1)] gLLAQccedeffakmrlcb toroidal gLLAQccedeffawmrlcb SFS[D(5,2)(2,1)] gLLAQcecdeffhurgljc SFS[D(3,1)(3,2)] gLLAQcddeefflwwapkc SFS[D(2,1)(2,1)] gLLAQcddeefftssparc SFS[D(4,1)(2,1)] gLLAQccedeffakisxof SFS[D(5,2)(2,1)] gLLAQccedeffawisxof SFS[D(4,1)(2,1)] gLLAQccedeffifisxof SFS[D(5,2)(2,1)] gLLAQccedeffufisxof toroidal gLLAQccedeffaninxof SFS[D(2,1)(2,1)] gLLAQccedeffpwigxof SFS[D(2,1)(2,1)] gLLAQcddeefftssatkc SFS[D(4,1)(2,1)] gLLAQccedeffakirlcb SFS[D(5,2)(2,1)] gLLAQccedeffawirlcb SFS[D(4,1)(2,1)] gLLAQcecdeffhprgiwc SFS[D(3,1)(3,1)] gLLAQccedeffaoajqjo SFS[D(2,1)(2,1)] gLLAQccedeffqfasxof SFS[D(2,1)(2,1)] gLLAQccedeffaoarlcb SFS[D(2,1)(2,1)] gLLAQccedeffqfajqjo SFS[D(2,1)(2,1)] gLLAQccedefflnaclcb reducible gLLAQccedeffanaclcb reducible gLLAQccedefftnaclcb reducible gLLAQcecdeffhaknhcc reducible gLLAQcddeeffarvapkc SFS[D(2,1)(2,1)] gLLAQcecdeffiasfqcc reducible gLLAQcecdefflacnhcc reducible gLLAQcecdeffaackqcc reducible gLLAQcecdeffparrqcc reducible gLLAQcecdeffharghcc reducible gLLAQcddeeffakwapkc reducible gLLAQcddeeffackaxkc reducible gLLAQcddeeffarsaxkc reducible gLLAQcecdefflhcclcb toroidal gLLAQcecdeffahcclcb SFS[D(2,1)(2,1)] gLLAQcecdeffpqrwtco SFS[D(2,1)(2,1)] gLLAQccedefflnhnhcc SFS[D(3,1)(2,1)] gLLAQccedeffanhnhcc reducible gLLAQccedefftnhnhcc SFS[D(3,1)(2,1)] gLLAQccedeffakijaso SFS[D(5,2)(2,1)] gLLAQccedeffawuwpjb SFS[D(4,1)(2,1)] gLLAQccedeffawijaso SFS[D(4,1)(2,1)] gLLAQccedeffifufpjb SFS[D(5,2)(2,1)] gLLAQccedefflnukpjb toroidal gLLAQccedeffhwurpjb SFS[D(4,1)(2,1)] gLLAQccedeffanukpjb SFS[D(3,1)(2,1)] gLLAQccedefftnukpjb SFS[D(3,1)(2,1)] gLLAQcddeefftwwquvc SFS[D(5,2)(2,1)] gLLAQcddeefftssqevc SFS[D(4,1)(2,1)] gLLAQcddeeffussuqkg SFS[D(4,1)(2,1)] gLLAQcecdeffhprwlcb SFS[D(4,1)(2,1)] gLLAQccedeffqfpfdjc SFS[D(3,1)(2,1)] gLLAQcecdeffidsflkb toroidal gLLAQcecdeffidsjlcb toroidal gLLAQcecdeffiisfloc toroidal gLLAQccedeffawinaof SFS[D(4,3)(3,1)] gLLAQccedeffakinaof SFS[D(5,3)(3,1)] gLLAQcddeefftssamvc SFS[D(4,3)(3,1)] gLLAQcecdeffhlrvejb m006(0,0) gLLAQccedeffawifaof reducible gLLAQccedeffakifaof reducible gLLAQccedeffawmfqff reducible gLLAQccedeffawubejb reducible gLLAQccedeffakmfqff reducible gLLAQccedeffawpbqrb reducible gLLAQcecdeffhlrfejb SFS[D(3,1)(2,1)] gLLAQccedeffqfmwqff SFS[D(3,1)(2,1)] gLLAQccedeffawiwaof SFS[D(4,1)(3,1)] gLLAQccedeffakiwaof SFS[D(5,2)(3,1)] gLLAQccedeffawujhnv SFS[D(4,1)(3,1)] gLLAQccedeffififaof SFS[D(5,2)(2,1)] gLLAQccedefflnikaof m017(0,0) gLLAQccedeffhwiraof m011(0,0) gLLAQccedeffufifaof SFS[D(4,1)(2,1)] gLLAQccedeffanikaof SFS[D(4,1)(2,1)] gLLAQccedeffpwiraof toroidal gLLAQccedeffqfifaof toroidal gLLAQccedefftnikaof m003(0,0) gLLAQccedeffdwiraof SFS[D(3,1)(2,1)] gLLAQcddeefftgwamvc SFS[D(5,2)(2,1)] gLLAQcecdeffhlrgejb toroidal gLLAQccedeffhkpgqrb SFS[D(4,1)(2,1)] gLLAQcddeeffussaebg SFS[D(4,1)(3,1)] gLLAQcddeefftwwatvc SFS[D(5,2)(3,1)] gLLAQcddeefftssaqvc SFS[D(4,1)(3,1)] gLLAQcecdeffhlrwhnv SFS[D(3,1)(2,1)] gLLAQccedeffqfpjdfv SFS[D(3,1)(2,1)] gLLAQcddeeffussaabg SFS[D(4,3)(3,1)] gLLAQccedeffakusejb SFS[D(5,3)(3,1)] gLLAQccedeffawusejb SFS[D(4,3)(3,1)] gLLAQccedeffqfmnqff m003(0,0) gLLAQcddeeffussadbg reducible gLLAQccedeffakuvhnv reducible gLLAQcecdeffaljvhnv reducible gLLAQccedeffawuvhnv reducible gLLAQccedeffakpvdfv reducible gLLAQccedeffawpvdfv reducible gLLAQcddeefftcjatvc SFS[D(5,2)(2,1)] gLLAQcddeefftsjatvc toroidal gLLAQcddeefftcratvc m016(0,0) gLLAQcddeefftsratvc m006(0,0) gLLAQcddeefftcvatvc toroidal gLLAQcddeefftrvatvc SFS[D(3,1)(2,1)] gLLAQcddeefftsvatvc SFS[D(3,1)(2,1)] gLLAQccedeffqfpvdfv toroidal gLLAQccedeffqgpvdfv SFS[D(5,2)(2,1)] gLLAQccedeffqvpvdfv SFS[D(4,1)(2,1)] gLLAQcddeeffuffuxvg SFS[D(4,1)(2,1)] gLLAQcddeefftcjalvc toroidal gLLAQcddeefftcralvc m019(0,0) gLLAQcddeefftcvalvc toroidal gLLAQcddeefftrjalvc m016(0,0) gLLAQcddeefftrralvc SFS[D(5,2)(2,1)] gLLAQcddeefftrvalvc toroidal gLLAQcddeefftsjalvc toroidal gLLAQcddeefftsralvc toroidal gLLAQcddeefftffapvc SFS[D(4,1)(2,1)] gLLAQccedeffakurhnv SFS[D(5,3)(3,1)] gLLAQcddeeffussutvg SFS[D(4,3)(3,1)] gLLAQccedeffawurhnv SFS[D(4,3)(3,1)] gLLAQccedeffqgmfqff SFS[D(5,2)(2,1)] gLLAQccedeffifusejb SFS[D(5,2)(2,1)] gLLAQccedeffufusejb m016(0,0) gLLAQccedeffqfusejb toroidal gLLAQccedefftnunejb SFS[D(3,1)(2,1)] gLLAQccedeffhwugejb toroidal gLLAQccedeffpwugejb m006(0,0) gLLAQccedeffdwugejb SFS[D(3,1)(2,1)] gLLAQccedeffqfmfqff toroidal gLLAQccedeffqvmfqff SFS[D(4,1)(2,1)] gLLAQccedeffakukejb SFS[D(5,2)(3,1)] gLLAQcddeeffussuuvg SFS[D(4,1)(3,1)] gLLAQccedeffawukejb SFS[D(4,1)(3,1)] gLLAQcddeeffuosuqvg SFS[D(4,1)(2,1)] gLLAQcddeeffugwutvg SFS[D(5,2)(2,1)] gLLAQccedeffifuvhnv SFS[D(5,2)(2,1)] gLLAQccedeffufuvhnv SFS[D(4,1)(2,1)] gLLAQccedeffqfuvhnv toroidal gLLAQccedefflnubhnv m017(0,0) gLLAQccedeffanubhnv SFS[D(4,1)(2,1)] gLLAQccedefftnubhnv m003(0,0) gLLAQccedeffhwuohnv m011(0,0) gLLAQccedeffpwuohnv toroidal gLLAQccedeffdwuohnv SFS[D(3,1)(2,1)] gLLAQcecdeffqtsvqkv toroidal gLLAQcddeeffuvrulvg toroidal gLLAQcddeeffuvjulvg toroidal gLLAQcddeefftowalvc SFS[D(5,3)(3,1)] gLLAQcddeefftkwalvc SFS[D(5,2)(3,1)] gLLAQcddeefftwnalvc SFS[D(5,2)(3,1)] gLLAQcddeefftwfalvc SFS[D(5,3)(3,1)] gLLAQcddeeffuskuxvg SFS[D(4,1)(3,1)] gLLAQcddeeffusbuxvg SFS[D(4,3)(3,1)] gLLAQcddeeffursuxvg toroidal gLLAQcddeeffucsuxvg toroidal gLLAQcddeefftvjaxvc toroidal gLLAQcddeefftvraxvc toroidal gLLAQcddeefftcsapvc toroidal gLLAQcddeefftrsapvc toroidal gLLAQcddeefftsbapvc SFS[D(4,3)(3,1)] gLLAQcddeefftskapvc SFS[D(4,1)(3,1)] gLLAQcecdeffhdkrmcb SFS[D(2,1)(2,1)] gLLAQccedeffaoektfb SFS[D(3,1)(2,1)] gLLAQccedefftnegubf reducible gLLAQccedeffdwevtfb SFS[D(3,1)(2,1)] gLLAQccedeffinlrtkf SFS[D(2,1)(2,1)] gLLAQccedeffinlvxwb SFS[D(2,1)(2,1)] gLLAQccedeffpvloxwb SFS[D(3,1)(2,1)] gLLAQccedeffpveotfb SFS[D(3,1)(2,1)] gLLAQccedefftnejubf SFS[D(3,1)(2,1)] gLLAQcecdeffidskmcb reducible gLLAQcecdeffldcrmcb SFS[D(3,1)(2,1)] gLLAQcecdeffadcjqff reducible gLLAQcecdeffpdrcqff SFS[D(3,1)(2,1)] gLLAQcecdeffhdrfmcb SFS[D(3,1)(2,1)] gLLAQccedeffqfektfb SFS[D(3,1)(2,1)] gLLAQccedeffunecubf SFS[D(2,1)(2,1)] gLLAQccedeffhfejubf SFS[D(2,1)(2,1)] gLLAQccedefftkljlsv SFS[D(2,1)(2,1)] gLLAQccedeffaoestfb SFS[D(3,1)(2,1)] gLLAQccedeffqfefubf reducible gLLAQccedefftnekubf SFS[D(3,1)(2,1)] gLLAQccedeffdwerubf SFS[D(3,1)(2,1)] gLLAQccedefflnentfb T2xI gLLAQccedeffanentfb T2xI gLLAQccedefftnentfb SFS[A(2,1)] gLLAQccedeffqjekqkv SFS[D(2,1)(2,1)] gLLAQccedeffaoerqkv SFS[D(3,1)(2,1)] gLLAQccedefftnlclsv SFS[D(3,1)(2,1)] gLLAQcecdeffidsjigv reducible gLLAQcecdeffldccigv SFS[D(3,1)(2,1)] gLLAQcecdeffpirwdfv SFS[D(3,1)(2,1)] gLLAQcecdeffhdrwigv SFS[D(3,1)(2,1)] gLLAQccedeffqfejqkv SFS[D(3,1)(2,1)] gLLAQccedeffajecqkv SFS[D(2,1)(2,1)] gLLAQccedeffhfljtkf SFS[D(2,1)(2,1)] gLLAQccedeffaoejqkv SFS[D(3,1)(2,1)] gLLAQccedeffpvlnxwb reducible gLLAQccedeffpvecqkv SFS[D(3,1)(2,1)] gLLAQccedefftnloxwb SFS[D(3,1)(2,1)] gLLAQccedeffqferqkv SFS[D(3,1)(2,1)] gLLAQccedefftnefqkv reducible gLLAQccedeffdwekqkv SFS[D(3,1)(2,1)] gLLAQcecdeffldvvigv SFS[D(3,1)(2,1)] gLLAQcecdefflivvdfv SFS[D(3,1)(2,1)] gLLAQcecdeffhibbdfv SFS[D(3,1)(2,1)] gLLAQcecdeffddbbigv reducible gLLAQcddeeffdrjpuvf SFS[D(2,1)(2,1)] gLLAQcddeeffdrrpuvf SFS[D(2,1)(2,1)] gLLAQcddeeffdcvpuvf SFS[D(3,1)(2,1)] gLLAQcddeeffdrvpuvf toroidal gLLAQcddeeffdsvpuvf SFS[D(3,1)(2,1)] gLLAQcecdeffqdkvigv SFS[D(2,1)(2,1)] gLLAQcddeeffdwsalof T2xI gLLAQcddeeffdvwaxof T2xI gLLAQcddeeffdcvapof SFS[D(3,1)(2,1)] gLLAQcddeeffdrvapof SFS[D(3,1)(2,1)] gLLAQcddeeffdsvdlrf SFS[A(2,1)] gLLAQcddeeffdgndprf reducible gLLAQcddeeffdkkdxrf SFS[D(2,1)(2,1)] gLLMQcddeeffivwlxng T2xI gLLPQccdffefdkwmaof reducible gLLAQccedeffqjlklsv SFS[D(2,1)(2,1)] gLLAQccedeffaolrlsv SFS[D(3,1)(2,1)] gLLAQccedeffpvlflsv reducible gLLAQccedeffublklsv SFS[D(3,1)(2,1)] gLLAQccedeffqflsxwb SFS[D(3,1)(2,1)] gLLAQccedeffdwlgxwb SFS[D(3,1)(2,1)] gLLAQccedeffqflftkf reducible gLLAQccedefftjlnxwb reducible gLLAQccedefftblnxwb reducible gLLAQccedeffujlfxwb SFS[D(2,1)(2,1)] gLLAQccedefftklkxwb SFS[D(2,1)(2,1)] gLLAQcddeeffdrsauof SFS[D(2,1)(2,1)] gLLAQcddeeffdckauof SFS[D(2,1)(2,1)] gLLAQccedeffaolkxwb SFS[D(3,1)(2,1)] gLLAQccedeffpvlrxwb SFS[D(3,1)(2,1)] gLLAQccedeffublfxwb toroidal gLLAQccedeffunlfxwb SFS[D(2,1)(2,1)] gLLAQccedefftnlblsv SFS[D(3,1)(2,1)] gLLAQccedeffdwlolsv SFS[D(3,1)(2,1)] gLLAQcddeeffdvndqrf SFS[D(2,1)(2,1)] gLLAQcddeeffdfwdqrf SFS[D(2,1)(2,1)] gLLAQccedeffpklolsv SFS[D(2,1)(2,1)] gLLAQcddeeffdrkaxof SFS[D(2,1)(2,1)] gLLAQcddeeffdfvdxrf SFS[D(3,1)(2,1)] gLLAQcddeeffdgvdxrf SFS[D(3,1)(2,1)] gLLAQcddeeffdvrdxrf reducible gLLAQcddeeffdvjdxrf reducible gLLAQccedeffawxnpvf SFS[D(4,3)(3,1)] gLLAQccedeffakxnpvf SFS[D(5,3)(3,1)] gLLAQcecdeffahjnqff SFS[D(4,3)(3,1)] gLLAQcecdeffhqrvxwb m006(0,0) gLLAQccedeffawxfpvf reducible gLLAQccedeffakxbxwb reducible gLLAQccedeffawhfdrf reducible gLLAQccedeffawxbxwb reducible gLLAQccedeffakhbtfb reducible gLLAQccedeffawhbtfb reducible gLLAQcecdeffhqrcpvf SFS[D(3,1)(2,1)] gLLAQccedeffqfhktfb SFS[D(3,1)(2,1)] gLLAQccedeffawxwpvf SFS[D(4,1)(3,1)] gLLAQccedeffakxjlsv SFS[D(5,2)(3,1)] gLLAQccedeffawxjlsv SFS[D(4,1)(3,1)] gLLAQccedeffifxfpvf SFS[D(5,2)(2,1)] gLLAQccedefflnxkpvf m017(0,0) gLLAQccedeffhwxrpvf m011(0,0) gLLAQccedeffufxfpvf SFS[D(4,1)(2,1)] gLLAQccedeffanxkpvf SFS[D(4,1)(2,1)] gLLAQccedeffpwxrpvf toroidal gLLAQccedeffqfxfpvf toroidal gLLAQccedefftnxkpvf m003(0,0) gLLAQccedeffdwxrpvf SFS[D(3,1)(2,1)] gLLAQcecdeffhqjgxwb SFS[D(5,2)(2,1)] gLLAQcecdeffhqrgxwb toroidal gLLAQccedeffhkhgtfb SFS[D(4,1)(2,1)] gLLAQcddeeffhsspevf SFS[D(4,1)(3,1)] gLLAQcddeeffhwwpuvf SFS[D(5,2)(3,1)] gLLAQcecdeffaqrrlsv SFS[D(4,1)(3,1)] gLLAQcecdeffhqrwlsv SFS[D(3,1)(2,1)] gLLAQccedeffqfhjqkv SFS[D(3,1)(2,1)] gLLAQcddeeffhsspavf SFS[D(4,3)(3,1)] gLLAQccedeffakxsxwb SFS[D(5,3)(3,1)] gLLAQccedeffawxsxwb SFS[D(4,3)(3,1)] gLLAQccedeffqfhndrf m003(0,0) gLLAQcddeeffhsspdvf reducible gLLAQccedeffakxvlsv reducible gLLAQcecdeffaqjvlsv reducible gLLAQccedeffawxvlsv reducible gLLAQccedeffakhvqkv reducible gLLAQccedeffawhvqkv reducible gLLAQcddeeffhcjpuvf SFS[D(5,2)(2,1)] gLLAQcddeeffhsjpuvf toroidal gLLAQcddeeffhcrpuvf m016(0,0) gLLAQcddeeffhsrpuvf m006(0,0) gLLAQcddeeffhcvpuvf toroidal gLLAQcddeeffhrvpuvf SFS[D(3,1)(2,1)] gLLAQcddeeffhsvpuvf SFS[D(3,1)(2,1)] gLLAQccedeffqfhvqkv toroidal gLLAQccedeffqghvqkv SFS[D(5,2)(2,1)] gLLAQccedeffqvhvqkv SFS[D(4,1)(2,1)] gLLAQcddeeffhffaxof SFS[D(4,1)(2,1)] gLLAQcddeeffhcjapof toroidal gLLAQcddeeffhcrapof m019(0,0) gLLAQcddeeffhcvapof toroidal gLLAQcddeeffhrjapof m016(0,0) gLLAQcddeeffhrrapof SFS[D(5,2)(2,1)] gLLAQcddeeffhrvapof toroidal gLLAQcddeeffhsjapof toroidal gLLAQcddeeffhsrapof toroidal gLLMQcddeeffhffupbf SFS[D(4,1)(2,1)] gLLAQccedeffakxrlsv SFS[D(5,3)(3,1)] gLLAQcddeeffhssatof SFS[D(4,3)(3,1)] gLLAQccedeffawxrlsv SFS[D(4,3)(3,1)] gLLAQccedeffqghfdrf SFS[D(5,2)(2,1)] gLLAQccedeffifxsxwb SFS[D(5,2)(2,1)] gLLAQccedeffufxsxwb m016(0,0) gLLAQccedeffqfxsxwb toroidal gLLAQccedefftnxnxwb SFS[D(3,1)(2,1)] gLLAQccedeffhwxgxwb toroidal gLLAQccedeffpwxgxwb m006(0,0) gLLAQccedeffdwxgxwb SFS[D(3,1)(2,1)] gLLAQccedeffqfhfdrf toroidal gLLAQccedeffqvhfdrf SFS[D(4,1)(2,1)] gLLAQccedeffakxkxwb SFS[D(5,2)(3,1)] gLLAQcddeeffhssauof SFS[D(4,1)(3,1)] gLLAQccedeffawxkxwb SFS[D(4,1)(3,1)] gLLAQcddeeffhosaqof SFS[D(4,1)(2,1)] gLLAQcddeeffhgwatof SFS[D(5,2)(2,1)] gLLAQccedeffifxvlsv SFS[D(5,2)(2,1)] gLLAQccedeffufxvlsv SFS[D(4,1)(2,1)] gLLAQccedeffqfxvlsv toroidal gLLAQccedefflnxblsv m017(0,0) gLLAQccedeffanxblsv SFS[D(4,1)(2,1)] gLLAQccedefftnxblsv m003(0,0) gLLAQccedeffhwxolsv m011(0,0) gLLAQccedeffpwxolsv toroidal gLLAQccedeffdwxolsv SFS[D(3,1)(2,1)] gLLAQcecdeffqhsvtrv toroidal gLLAQcddeeffhvralof toroidal gLLAQcddeeffhvjalof toroidal gLLAQcddeeffhwfapof SFS[D(5,3)(3,1)] gLLAQcddeeffhwnapof SFS[D(5,2)(3,1)] gLLAQcddeeffhkwapof SFS[D(5,2)(3,1)] gLLAQcddeeffhowapof SFS[D(5,3)(3,1)] gLLAQcddeeffhskaxof SFS[D(4,1)(3,1)] gLLAQcddeeffhsbaxof SFS[D(4,3)(3,1)] gLLAQcddeeffhrsaxof toroidal gLLAQcddeeffhcsaxof toroidal gLLAQcddeeffqvrixsg toroidal gLLAQcddeeffqvjixsg toroidal gLLMQcddeeffhcsupbf toroidal gLLMQcddeeffhrsupbf toroidal gLLMQcddeeffhsbupbf SFS[D(4,3)(3,1)] gLLMQcddeeffhskupbf SFS[D(4,1)(3,1)] gLLAQccedeffawmnaof SFS[D(5,3)(3,1)] gLLAQccedeffakmnaof toroidal gLLAQcddeefflssamvc SFS[D(5,3)(3,1)] gLLAQcecdeffhtrvejb m016(0,0) gLLAQccedeffawmfaof reducible gLLAQccedeffakmfaof reducible gLLAQccedeffawifqff reducible gLLAQccedeffawpbxwb reducible gLLAQccedeffakifqff reducible gLLAQccedeffawubtfb reducible gLLAQcecdeffhtrfejb toroidal gLLAQccedeffqfiwqff toroidal gLLAQccedeffawmwaof SFS[D(5,2)(3,1)] gLLAQccedeffakmwaof toroidal gLLAQccedeffawpjlsv SFS[D(5,2)(3,1)] gLLAQccedeffifmfaof SFS[D(4,1)(2,1)] gLLAQccedefflnmkaof m016(0,0) gLLAQccedeffhwmraof m019(0,0) gLLAQccedeffufmfaof SFS[D(5,2)(2,1)] gLLAQccedeffanmkaof SFS[D(5,2)(2,1)] gLLAQccedeffpwmraof toroidal gLLAQccedeffqfmfaof toroidal gLLAQccedefftnmkaof toroidal gLLAQccedeffdwmraof toroidal gLLAQcddeefflgwamvc SFS[D(4,1)(2,1)] gLLAQcecdeffhtrgejb SFS[D(5,2)(2,1)] gLLAQccedeffhkugtfb SFS[D(5,2)(2,1)] gLLAQcddeeffpsspevf SFS[D(5,2)(3,1)] gLLAQcddeefflwwatvc toroidal gLLAQcddeefflssaqvc SFS[D(5,2)(3,1)] gLLAQcecdeffhtrwhnv toroidal gLLAQccedeffqfujqkv toroidal gLLAQcddeeffpsspavf SFS[D(5,3)(3,1)] gLLAQccedeffakpsxwb toroidal gLLAQccedeffawpsxwb SFS[D(5,3)(3,1)] gLLAQccedeffqfinqff toroidal gLLAQcddeeffpsspdvf reducible gLLAQccedeffakpvlsv reducible gLLAQcecdeffatjvhnv reducible gLLAQccedeffawpvlsv reducible gLLAQccedeffakuvqkv reducible gLLAQccedeffawuvqkv reducible gLLAQcddeefflcjatvc SFS[D(4,1)(2,1)] gLLAQcddeefflsjatvc SFS[D(5,2)(2,1)] gLLAQcddeefflcratvc m017(0,0) gLLAQcddeefflsratvc m016(0,0) gLLAQcddeefflcvatvc m003(0,0) gLLAQcddeefflrvatvc SFS[D(3,1)(2,1)] gLLAQcddeefflsvatvc toroidal gLLAQccedeffqfuvqkv toroidal gLLAQccedeffqguvqkv SFS[D(4,1)(2,1)] gLLAQccedeffqvuvqkv SFS[D(5,2)(2,1)] gLLAQcddeeffpffaxof SFS[D(5,2)(2,1)] gLLAQcddeefflcjalvc toroidal gLLAQcddeefflcralvc m011(0,0) gLLAQcddeefflcvalvc SFS[D(3,1)(2,1)] gLLAQcddeefflrjalvc m006(0,0) gLLAQcddeefflrralvc toroidal gLLAQcddeefflrvalvc SFS[D(3,1)(2,1)] gLLAQcddeefflsjalvc toroidal gLLAQcddeefflsralvc toroidal gLLAQcddeefflffapvc SFS[D(5,2)(2,1)] gLLAQccedeffakprlsv toroidal gLLAQcddeeffpssatof SFS[D(5,3)(3,1)] gLLAQccedeffawprlsv SFS[D(5,3)(3,1)] gLLAQccedeffqgifqff SFS[D(4,1)(2,1)] gLLAQccedeffifpsxwb SFS[D(4,1)(2,1)] gLLAQccedeffufpsxwb m017(0,0) gLLAQccedeffqfpsxwb m003(0,0) gLLAQccedefftnpnxwb SFS[D(3,1)(2,1)] gLLAQccedeffhwpgxwb SFS[D(5,2)(2,1)] gLLAQccedeffpwpgxwb m016(0,0) gLLAQccedeffdwpgxwb toroidal gLLAQccedeffqfifqff toroidal gLLAQccedeffqvifqff SFS[D(5,2)(2,1)] gLLAQccedeffakpkxwb toroidal gLLAQcddeeffpssauof SFS[D(5,2)(3,1)] gLLAQccedeffawpkxwb SFS[D(5,2)(3,1)] gLLAQcddeeffposaqof SFS[D(5,2)(2,1)] gLLAQcddeeffpgwatof SFS[D(4,1)(2,1)] gLLAQccedeffifpvlsv SFS[D(4,1)(2,1)] gLLAQccedeffufpvlsv SFS[D(5,2)(2,1)] gLLAQccedeffqfpvlsv toroidal gLLAQccedefflnpblsv m016(0,0) gLLAQccedeffanpblsv SFS[D(5,2)(2,1)] gLLAQccedefftnpblsv toroidal gLLAQccedeffhwpolsv m019(0,0) gLLAQccedeffpwpolsv toroidal gLLAQccedeffdwpolsv toroidal gLLAQcecdeffqlsvqkv SFS[D(5,2)(2,1)] gLLAQcddeeffpvralof toroidal gLLAQcddeeffpvjalof toroidal gLLAQcddeefflowalvc SFS[D(4,3)(3,1)] gLLAQcddeefflkwalvc SFS[D(4,1)(3,1)] gLLAQcddeefflwnalvc SFS[D(4,1)(3,1)] gLLAQcddeefflwfalvc SFS[D(4,3)(3,1)] gLLAQcddeeffpskaxof SFS[D(5,2)(3,1)] gLLAQcddeeffpsbaxof SFS[D(5,3)(3,1)] gLLAQcddeeffprsaxof SFS[D(5,2)(3,1)] gLLAQcddeeffpcsaxof SFS[D(5,3)(3,1)] gLLAQcddeefflvjaxvc toroidal gLLAQcddeefflvraxvc toroidal gLLAQcddeefflcsapvc SFS[D(5,3)(3,1)] gLLAQcddeefflrsapvc SFS[D(5,2)(3,1)] gLLAQcddeefflsbapvc SFS[D(5,3)(3,1)] gLLAQcddeefflskapvc SFS[D(5,2)(3,1)] gLLAQccedefflniomcb m017(0,0) gLLAQccedeffaniomcb SFS[D(4,1)(2,1)] gLLAQccedefftniomcb m003(0,0) gLLAQccedeffdwmktrv toroidal gLLAQccedeffakibmcb reducible gLLAQccedefftkufubf SFS[D(5,2)(3,1)] gLLAQccedefflkufubf SFS[D(5,3)(3,1)] gLLAQccedeffawibmcb reducible gLLAQccedeffunivmcb toroidal gLLAQccedeffpfiomcb toroidal gLLAQccedeffakmbdkb reducible gLLAQccedeffawpftkf reducible gLLAQccedefflwpftkf SFS[D(5,2)(3,1)] gLLAQccedefftwpftkf SFS[D(5,3)(3,1)] gLLAQccedeffawmbdkb reducible gLLAQccedeffawufubf reducible gLLAQccedefflnirmcb m016(0,0) gLLAQccedeffanirmcb SFS[D(5,2)(2,1)] gLLAQccedefftnirmcb toroidal gLLAQccedeffabmrdkb SFS[D(5,2)(2,1)] gLLAQcecdeffllcjubf toroidal gLLAQcecdeffalcjubf toroidal gLLAQcecdeffptrcdrf toroidal gLLAQccedeffabujubf SFS[D(4,1)(2,1)] gLLAQccedefftninmcb SFS[D(3,1)(2,1)] gLLAQccedeffabicigv SFS[D(4,1)(2,1)] gLLAQccedefflnicigv m016(0,0) gLLAQccedeffanicigv SFS[D(5,2)(2,1)] gLLAQccedefftnicigv toroidal gLLAQcddeefflffmdjc SFS[D(5,2)(2,1)] gLLAQcecdefflpccigv toroidal gLLAQcecdeffapccigv toroidal gLLAQcecdeffpurwdfv toroidal gLLAQccedeffdwmvdkb toroidal gLLAQcecdefflpcomcb m016(0,0) gLLAQcecdeffapcomcb SFS[D(4,1)(2,1)] gLLAQcecdeffptrsdrf m019(0,0) gLLAQccedeffakivigv reducible gLLAQccedefflkivigv SFS[D(5,3)(3,1)] gLLAQccedefftkivigv SFS[D(5,2)(3,1)] gLLAQccedeffawivigv reducible gLLAQccedeffakmvtrv reducible gLLAQcddeefflssmdjc reducible gLLAQccedeffawmvtrv reducible gLLAQccedefftwmvtrv SFS[D(5,3)(3,1)] gLLAQccedefflwmvtrv SFS[D(5,2)(3,1)] gLLAQcecdeffaujvdfv reducible gLLAQcecdefflujvdfv toroidal gLLAQcecdefftujvdfv toroidal gLLAQcecdeffuusvdfv SFS[D(5,2)(2,1)] gLLAQcecdeffaucbdfv SFS[D(5,2)(2,1)] gLLAQcecdeffpurodfv toroidal gLLAQcddeefflsvepwc toroidal gLLAQcecdefflpcnmcb SFS[D(5,2)(2,1)] gLLAQcecdeffapcnmcb SFS[D(5,2)(2,1)] gLLAQcecdeffptrrdrf toroidal gLLMQcddeefftrvuuoc SFS[D(3,1)(2,1)] gLLAQccedefflnhoejb m016(0,0) gLLAQccedeffanhoejb SFS[D(5,2)(2,1)] gLLAQccedefftnhoejb toroidal gLLAQccedeffdwxkdfv SFS[D(3,1)(2,1)] gLLAQccedeffakhbejb reducible gLLAQccedefftkhfubf SFS[D(4,1)(3,1)] gLLAQccedefflkhfubf SFS[D(4,3)(3,1)] gLLAQccedeffawhbejb reducible gLLAQccedeffunhvejb SFS[D(5,2)(3,1)] gLLAQccedeffpfhoejb SFS[D(5,3)(3,1)] gLLAQccedeffakxbqrb reducible gLLAQccedeffawxftkf reducible gLLAQccedefflwxftkf SFS[D(4,1)(3,1)] gLLAQccedefftwxftkf SFS[D(4,3)(3,1)] gLLAQccedeffawxbqrb reducible gLLAQccedeffawhfubf reducible gLLAQccedefflnhjubf m006(0,0) gLLAQccedeffanhjubf toroidal gLLAQccedefftnhjubf SFS[D(3,1)(2,1)] gLLAQccedeffabxrqrb SFS[D(4,1)(2,1)] gLLAQcecdefflhcjaof m003(0,0) gLLAQcecdeffahcjaof toroidal gLLAQcecdeffpqrctkf SFS[D(3,1)(2,1)] gLLAQccedeffabhjubf SFS[D(5,2)(2,1)] gLLAQccedefftnhnejb SFS[D(3,1)(2,1)] gLLAQccedeffabhchnv SFS[D(5,2)(2,1)] gLLAQccedefflnhchnv m006(0,0) gLLAQccedeffanhchnv toroidal gLLAQccedefftnhchnv SFS[D(3,1)(2,1)] gLLAQcecdeffahocigv SFS[D(4,1)(2,1)] gLLAQcecdefflhccigv m003(0,0) gLLAQcecdeffahccigv toroidal gLLAQcecdeffpqrwdfv SFS[D(3,1)(2,1)] gLLAQccedeffdwxvqrb SFS[D(3,1)(2,1)] gLLAQcecdefflhcomcb m017(0,0) gLLAQcecdeffahcomcb SFS[D(5,2)(2,1)] gLLAQcecdeffpqrkdfv m011(0,0) gLLAQccedeffakhvhnv reducible gLLAQccedefflkhvhnv SFS[D(4,3)(3,1)] gLLAQccedefftkhvhnv SFS[D(4,1)(3,1)] gLLAQccedeffawhvhnv reducible gLLAQccedeffakxvdfv reducible gLLAQcecdeffahjvigv reducible gLLAQccedeffawxvdfv reducible gLLAQccedefftwxvdfv SFS[D(4,3)(3,1)] gLLAQccedefflwxvdfv SFS[D(4,1)(3,1)] gLLAQcddeeffqssadbg reducible gLLAQcddeeffqcsadbg SFS[D(5,3)(3,1)] gLLAQcddeeffqrsadbg SFS[D(5,2)(3,1)] gLLAQcecdeffuqsvdfv SFS[D(4,1)(2,1)] gLLAQcecdeffaqcbdfv SFS[D(4,1)(2,1)] gLLAQcecdeffpqrodfv toroidal gLLAQcddeeffhsvdlrf SFS[A(2,1)] gLLAQcecdefflhcnmcb SFS[D(4,1)(2,1)] gLLAQcecdeffahcnmcb SFS[D(4,1)(2,1)] gLLAQcecdeffpqrrtkf toroidal gLLAQcddeeffqrvaubg SFS[D(3,1)(2,1)] gLLAQccedeffaoanaof SFS[D(3,1)(2,1)] gLLAQccedeffubasaof SFS[D(3,1)(2,1)] gLLAQccedeffpvagaof reducible gLLAQccedeffqjasaof SFS[D(2,1)(2,1)] gLLAQccedefftnafigv reducible gLLAQccedeffdwavdkb SFS[D(3,1)(2,1)] gLLAQcecdefflavfdrf SFS[D(3,1)(2,1)] gLLAQcecdeffdabkubf reducible gLLAQcecdeffhabkdrf SFS[D(3,1)(2,1)] gLLAQcecdefflavfubf SFS[D(3,1)(2,1)] gLLAQccedeffajajaof SFS[D(2,1)(2,1)] gLLAQccedefftnajaof SFS[D(3,1)(2,1)] gLLAQcecdeffiaskejb reducible gLLAQcecdefflacjubf SFS[D(3,1)(2,1)] gLLAQcecdeffparcdrf SFS[D(3,1)(2,1)] gLLAQcecdeffharcubf SFS[D(3,1)(2,1)] gLLAQccedeffqfakdkb SFS[D(3,1)(2,1)] gLLAQccedeffaoawaof SFS[D(3,1)(2,1)] gLLAQccedefftkawaof SFS[D(2,1)(2,1)] gLLAQccedeffhfacigv SFS[D(2,1)(2,1)] gLLAQccedeffunawigv SFS[D(2,1)(2,1)] gLLAQccedeffpkaraof SFS[D(2,1)(2,1)] gLLAQccedefftnakaof SFS[D(3,1)(2,1)] gLLAQccedeffdwaraof SFS[D(3,1)(2,1)] gLLAQcddeeffafweuwc SFS[D(2,1)(2,1)] gLLAQcddeeffavneuwc SFS[D(2,1)(2,1)] gLLAQcddeeffavveqwc SFS[D(3,1)(2,1)] gLLAQcddeeffagveqwc toroidal gLLAQcddeeffafveqwc SFS[D(3,1)(2,1)] gLLMQcddeeffarsueoc SFS[D(2,1)(2,1)] gLLAQcddeeffawnatvc SFS[D(2,1)(2,1)] gLLAQcddeeffakwatvc SFS[D(2,1)(2,1)] gLLAQcddeeffackaqvc SFS[D(2,1)(2,1)] gLLAQcddeeffarsaqvc SFS[D(2,1)(2,1)] gLLAQccedefftnacigv SFS[D(3,1)(2,1)] gLLAQcecdeffiasjhnv reducible gLLAQcecdefflacchnv SFS[D(3,1)(2,1)] gLLAQcecdeffaacchnv reducible gLLAQcecdeffparwqkv SFS[D(3,1)(2,1)] gLLAQcecdeffharwhnv SFS[D(3,1)(2,1)] gLLAQccedeffqfajtrv SFS[D(3,1)(2,1)] gLLAQccedeffaoawqff SFS[D(3,1)(2,1)] gLLAQccedeffpvajqff SFS[D(3,1)(2,1)] gLLAQccedeffubacqff reducible gLLAQccedeffhfactrv SFS[D(2,1)(2,1)] gLLAQccedefftnaomcb SFS[D(3,1)(2,1)] gLLAQccedeffqfanqff SFS[D(3,1)(2,1)] gLLAQccedefftnaftrv reducible gLLAQccedeffdwaktrv SFS[D(3,1)(2,1)] gLLAQcddeeffagvmtjc SFS[D(3,1)(2,1)] gLLAQcddeeffafvmtjc SFS[D(3,1)(2,1)] gLLAQcecdeffdakbqkv SFS[D(2,1)(2,1)] gLLAQccedeffinaotrv SFS[D(2,1)(2,1)] gLLAQcddeeffawkeqwc reducible gLLAQcddeeffacvatvc SFS[D(3,1)(2,1)] gLLAQcddeeffasvatvc SFS[D(3,1)(2,1)] gLLMQcddeeffafwueoc reducible gLLAQccedeffqfavtrv reducible gLLAQcddeeffakkelwc SFS[D(2,1)(2,1)] gLLAQcddeeffacvalvc SFS[D(3,1)(2,1)] gLLAQcddeeffarvalvc SFS[D(3,1)(2,1)] gLLAQcddeeffasvepwc SFS[A(2,1)] gLLMQcddeeffavwxpcc T2xI gLLAQcddeeffawsaxvc T2xI gLLAQcddeeffagnexwc reducible gLLPQccdffefdkwiiof reducible gLLAQcddeeffavwapvc T2xI gLLAQcddeeffavvmhjc SFS[D(3,1)(2,1)] gLLAQcecdeffqackqkv SFS[D(2,1)(2,1)] gLLAQcecdeffhavgtfb SFS[D(2,1)(2,1)] gLLAQccedeffqfasmcb SFS[D(3,1)(2,1)] gLLAQccedefflnanmcb SFS[D(2,1)(2,1)] gLLAQccedeffananmcb SFS[D(2,1)(2,1)] gLLAQccedefftnanmcb toroidal gLLAQccedeffdwagmcb SFS[D(3,1)(2,1)] gLLAQccedeffaoanqff SFS[D(3,1)(2,1)] gLLAQccedeffqjasqff SFS[D(2,1)(2,1)] gLLAQccedeffqfavigv reducible gLLAQccedefftnabigv SFS[D(3,1)(2,1)] gLLAQccedeffdwaoigv SFS[D(3,1)(2,1)] gLLAQcddeeffarjmujc T2xI gLLAQcddeeffarrmujc T2xI gLLAQcddeeffarvmujc SFS[A(2,1)] gLLAQcddeeffavjelwc reducible gLLAQcddeeffavrelwc reducible gLLAQcddeeffagvelwc SFS[D(3,1)(2,1)] gLLAQcddeeffafvelwc SFS[D(3,1)(2,1)] gLLAQcddeeffarkapvc SFS[D(2,1)(2,1)] gLLAQccedefflnmomcb m016(0,0) gLLAQccedeffanmomcb SFS[D(5,2)(2,1)] gLLAQccedefftnmomcb toroidal gLLAQccedeffdwiktrv SFS[D(3,1)(2,1)] gLLAQccedeffakmbmcb reducible gLLAQccedefftkpfpvf SFS[D(4,1)(3,1)] gLLAQccedefflkpfpvf SFS[D(4,3)(3,1)] gLLAQccedeffawmbmcb reducible gLLAQccedeffunmvmcb SFS[D(5,2)(3,1)] gLLAQccedeffpfmomcb SFS[D(5,3)(3,1)] gLLAQccedeffakibdkb reducible gLLAQccedeffawufdrf reducible gLLAQccedefflwufdrf SFS[D(4,1)(3,1)] gLLAQccedefftwufdrf SFS[D(4,3)(3,1)] gLLAQccedeffawibdkb reducible gLLAQccedeffawpfpvf reducible gLLAQccedefflnmrmcb m006(0,0) gLLAQccedeffanmrmcb toroidal gLLAQccedefftnmrmcb SFS[D(3,1)(2,1)] gLLAQccedeffabirdkb SFS[D(4,1)(2,1)] gLLAQcecdeffltcjubf m003(0,0) gLLAQcecdeffalcjdrf toroidal gLLAQcecdeffplrcdrf SFS[D(3,1)(2,1)] gLLAQccedeffabpjpvf SFS[D(5,2)(2,1)] gLLAQccedefftnmnmcb SFS[D(3,1)(2,1)] gLLAQccedeffabmcigv SFS[D(5,2)(2,1)] gLLAQccedefflnmcigv m006(0,0) gLLAQccedeffanmcigv toroidal gLLAQccedefftnmcigv SFS[D(3,1)(2,1)] gLLAQcddeefftffmdjc SFS[D(4,1)(2,1)] gLLAQcecdefflucclsv m003(0,0) gLLAQcecdeffapcctrv toroidal gLLAQcecdeffpprwtrv SFS[D(3,1)(2,1)] gLLAQccedeffdwivdkb SFS[D(3,1)(2,1)] gLLAQcecdefflucoxwb m017(0,0) gLLAQcecdeffalcgdrf SFS[D(5,2)(2,1)] gLLAQcecdeffplrsdrf m011(0,0) gLLAQccedeffakmvigv reducible gLLAQccedefflkmvigv SFS[D(4,3)(3,1)] gLLAQccedefftkmvigv SFS[D(4,1)(3,1)] gLLAQccedeffawmvigv reducible gLLAQccedeffakivtrv reducible gLLAQcddeefftssmdjc reducible gLLAQccedeffawivtrv reducible gLLAQccedefftwivtrv SFS[D(4,3)(3,1)] gLLAQccedefflwivtrv SFS[D(4,1)(3,1)] gLLAQcecdeffapjvtrv reducible gLLAQcecdefflpjvtrv SFS[D(5,3)(3,1)] gLLAQcecdefftpjvtrv SFS[D(5,2)(3,1)] gLLAQcecdeffupsvtrv SFS[D(4,1)(2,1)] gLLAQcecdeffapcbtrv SFS[D(4,1)(2,1)] gLLAQcecdeffpprotrv toroidal gLLAQcddeefftsvepwc SFS[A(2,1)] gLLAQcecdefflucnxwb SFS[D(4,1)(2,1)] gLLAQcecdeffalckdrf SFS[D(4,1)(2,1)] gLLAQcecdeffplrrdrf toroidal gLLMQcddeefflrvuuoc SFS[D(3,1)(2,1)] gLLAQccedefflnegdrf toroidal gLLAQccedeffanegdrf toroidal gLLAQccedefftnegdrf toroidal gLLAQcecdeffidsbdkb toroidal gLLAQcecdeffidskdkb toroidal gLLAQccedefftnenejb reducible gLLAQcecdeffidsfaof toroidal gLLAQcecdeffidsjtrv toroidal gLLAQccedefflnefhnv toroidal gLLAQccedeffanefhnv toroidal gLLAQccedefftnefhnv toroidal gLLAQcecdeffidsrtrv toroidal gLLAQcddeeffirvitsg reducible gLLAQcecdeffidsvtrv toroidal gLLPQccdffefdkwdqof toroidal gLLAQcecdeffiisftkf toroidal gLLAQccedefftnlnqrb reducible gLLAQcddeeffirvaubg reducible gLLAQcecdeffiisvlsv toroidal gLLAQcddeeffhsvelrf T2xI gLLAQccedeffaoefhrf reducible gLLAQcecdeffadvbikb reducible gLLAQcecdeffadvvarv reducible gLLAQccedeffaoevdnv reducible gLLAQcddeeffasvdpwc T2xI gLLAQcddeeffagndxwc reducible gLLAQcddeeffagvdqwc SFS[D(2,1)(2,1)] gLLAQcddeeffarvdtvc reducible gLLMQcddeeffafweeoc reducible gLLAQcddeeffawkdqwc reducible gLLAQcddeeffdsvelrf T2xI gLLAQcddeeffdgneprf reducible gLLAQccedefftnlndwb reducible gLLAQccedefftjlndwb reducible gLLAQccedefftblndwb reducible gLLAQccedeffublfdwb SFS[D(2,1)(2,1)] gLLAQccedeffublfiwb SFS[D(2,1)(2,1)] gLLAQccedefftjlniwb reducible gLLAQccedefftblniwb reducible gLLAQccedefftnlniwb reducible gLLAQcddeeffdgnaprf reducible gLLAQcddeeffdsvalrf T2xI gLLAQcddeefflsvdpwc SFS[A(2,1)] gLLAQcddeeffhsvalrf T2xI gLLAQcddeefflsvapwc SFS[A(2,1)] gLLAQcddeefftsvapwc T2xI gLLAQcddeeffagvaqwc SFS[D(2,1)(2,1)] gLLAQcddeeffawkaqwc reducible gLLAQcddeeffarvetvc reducible gLLMQcddeeffafwheoc reducible gLLAQcddeeffasvapwc T2xI gLLAQcddeeffagnaxwc reducible gLLAQcddeefftsvdpwc T2xI gLLAQccedeffaoefprf reducible gLLAQcecdeffadvbxkb reducible gLLAQccedeffaoevpnv reducible gLLAQcecdeffadvvlrv reducible gLLAQacedeffjstmcuj SFS[D(11,4)(3,1)] gLLAQacedeffnktmsuj toroidal gLLAQacedeffnktmsmk toroidal gLLAQacedeffnktmsmr toroidal gLLAQacedeffjbtmclj SFS[D(9,5)(3,1)] gLLAQacedeffnbtmclj toroidal gLLAQacedeffjbtmcuj SFS[D(11,7)(3,1)] gLLAQacedeffnbtmcuj toroidal gLLAQacedeffnktmrmk toroidal gLLAQacedeffnktmrmr toroidal gLLAQacedeffjstmclj SFS[D(9,4)(3,1)] gLLAQacedeffnktmrlj toroidal gLLAQacedeffjkamjqj toroidal gLLAQacedeffnktxwxj SFS[D(5,3)(3,1)] gLLAQacedeffnktxwxk toroidal gLLAQacedeffjktxwhw toroidal gLLAQacedeffnktxwhw toroidal gLLAQacedeffnkimnmk SFS[D(5,2)(2,1)] gLLAQacedeffjvpmclj SFS[D(9,2)(2,1)] gLLAQacedeffnkimnlj SFS[D(6,1)(2,1)] gLLAQacedeffjklmwij toroidal gLLAQacedeffnkumcmk SFS[D(5,2)(3,1)] gLLAQacedeffnkumcmr toroidal gLLAQacedeffjkumclj toroidal gLLAQacedeffnkumclj toroidal gLLAQacedeffjkhhcqk s887(0,0)(0,0) gLLAQacedeffnkhhcqk s859(0,0)(0,0) gLLAQacedeffnkhhcxj m359(0,0)(0,0) gLLAQacedeffnkhhcxw m295(0,0)(0,0) gLLAQacedeffjkhhchn s831(0,0)(0,0) gLLAQacedeffnkhhchn s596(0,0)(0,0) gLLAQacedeffjktxwar SFS[D(11,8)(3,1)] gLLAQacedeffnkamjqj SFS[D(10,7)(3,1)] gLLAQacedeffnkamjxk SFS[D(5,3)(3,1)] gLLAQacedeffjkamjaj SFS[D(9,7)(3,1)] gLLAQacedeffnkamjaj SFS[D(6,5)(3,1)] gLLAQacdeeffjkaxctr SFS[D(2,1)(2,1)] gLLAQacedeffnktprqj toroidal gLLAQacedeffnktprqk toroidal gLLAQacdeeffjkaxcpw SFS[D(2,1)(2,1)] gLLAQacdeeffjkaiwar m043(0,0) gLLAQacedeffnktakdk m117(0,0) gLLAQacedeffnktakdr m189(0,0) gLLAQacdeeffjkuxjaj m216(0,0) gLLAQacdeeffjkadjlr m069(0,0) gLLQPacedeffnkemshk m004(0,0) gLLQPacedeffnkemshr m034(0,0) gLLQPacdeeffjkdxcpw m157(0,0) gLLAQacedeffnkemcur toroidal gLLAQacedeffnkemcuk SFS[D(5,2)(2,1)] gLLAQacedeffnkemcmj SFS[D(10,3)(2,1)] gLLAQacedeffjvpmcuj toroidal gLLQPacedeffjktmclj toroidal gLLQPacedeffnkdpcpw toroidal gLLQPacedeffnkdpcek toroidal gLLQPacedeffnkdpcej toroidal gLLQPacedeffjktmcus toroidal gLLQPacedeffnkdpctr toroidal gLLAQacedeffjkumcuj SFS[D(11,3)(3,1)] gLLAQacedeffnklmwij SFS[D(10,3)(3,1)] gLLAQacedeffnklmwek SFS[D(5,2)(3,1)] gLLAQacedeffjklmwtj SFS[D(9,2)(3,1)] gLLAQacedeffnklmwtj SFS[D(6,1)(3,1)] gLLAQacdeeffjkuiclj SFS[D(9,4)(2,1)] gLLAQacedeffnktmkdr toroidal gLLAQacedeffnktmkdk toroidal gLLAQacdeeffjkuicuj SFS[D(11,4)(2,1)] gLLAQacdeeffjkudwtj m250(0,0) gLLAQacedeffnktikdr m121(0,0) gLLAQacedeffnktikdk m073(0,0) gLLAQacedeffnktiklw m163(0,0) gLLAQacdeeffjkaiwhw m026(0,0) gLLAQacedeffnktxrqk m081(0,0) gLLAQacedeffnktxrqj m171(0,0) gLLAQacdeeffjkuxjqj m182(0,0) gLLAQacdeeffjkadjdw m070(0,0) gLLAQacedeffnktlrqk m029(0,0) gLLAQacedeffnktlrqj m121(0,0) gLLAQacedeffnktlrhk m194(0,0) gLLQPacdeeffjkdlcpw m122(0,0) gLLQPacedeffnkteftj m022(0,0) gLLQPacedeffnkteftw m034(0,0) gLLAQacdeeffjkudwij m190(0,0) gLLQPacdeeffjkdpcpw toroidal gLLQPacedeffnkhmbpr SFS[D(4,3)(3,1)] gLLQPacedeffnkhmbpk SFS[D(4,1)(3,1)] gLLQPacdeeffjkdpctr toroidal gLLQPacedeffjkdpcpw toroidal gLLQPacdeeffjjuxcpw toroidal gLLQPacedeffnktmcmr toroidal gLLQPacedeffnktmcmk toroidal gLLQPacedeffjkdpctr toroidal gLLQPacdeeffjjuxctr toroidal gLLQPacedeffjsdpcpw SFS[D(7,3)(5,2)] gLLQPacedeffnktmblj toroidal gLLQPacdeeffjruxcpw SFS[D(7,3)(4,1)] gLLQPacedeffnktmbmr toroidal gLLQPacedeffnktmbmk toroidal gLLQPacedeffjbdpctr SFS[D(7,4)(5,2)] gLLQPacedeffnbdpctr toroidal gLLQPacdeeffjvuxctr SFS[D(7,4)(4,1)] gLLQPacedeffjbdpcpw SFS[D(5,3)(5,1)] gLLQPacedeffnbdpcpw toroidal gLLQPacdeeffjvuxcpw SFS[D(5,4)(4,1)] gLLQPacedeffnktmfmr toroidal gLLQPacedeffnktmfmk toroidal gLLQPacedeffjsdpctr SFS[D(5,2)(5,1)] gLLQPacedeffnktmfus toroidal gLLQPacdeeffjruxctr SFS[D(5,1)(4,1)] gLLAQacedeffjktmsuj toroidal gLLAQacedeffnstmcmk SFS[D(5,2)(3,1)] gLLAQacedeffjktmrlj toroidal gLLQPacedeffjktmblj toroidal gLLQPacedeffnsdpcek toroidal gLLQPacedeffnsdpcej reducible gLLQPacedeffjktmfus toroidal gLLAQacedeffjktmruj toroidal gLLAQacedeffnbtmcmk SFS[D(5,3)(3,1)] gLLAQacedeffjktmslj toroidal gLLQPacedeffjktmflj toroidal gLLQPacedeffnbdpcek reducible gLLQPacedeffnbdpcej toroidal gLLQPacedeffjktmbus toroidal gLLAQacdeeffjkaxnxr SFS[D(5,2)(5,2)] gLLAQacdeeffjkaxnaj SFS[D(5,3)(5,2)] gLLAQacdeeffjkaxndw SFS[D(5,3)(5,2)] gLLAQacdeeffjkaxnmk SFS[D(5,2)(5,2)] gLLAQacedeffjkemcmj SFS[D(11,3)(2,1)] gLLAQacedeffnvpmcmk SFS[D(5,2)(2,1)] gLLAQacedeffjkimnlj SFS[D(9,2)(2,1)] gLLAQacedeffjkemcuk SFS[D(4,1)(2,1)] gLLQPacedeffnrmiwer SFS[D(5,2)(2,1)] gLLQPacedeffnrmiwek SFS[D(4,1)(2,1)] gLLQPacdeeffjgaictn SFS[D(5,2)(2,1)] gLLQPacdeeffjgaictr SFS[D(4,1)(2,1)] gLLQPacdeeffjgaicpj SFS[D(5,2)(2,1)] gLLQPacdeeffjgaicpw SFS[D(4,1)(2,1)] gLLAQacedeffjctdcuw toroidal gLLAQacedeffjctdcuj SFS[D(11,3)(2,1)] gLLAQacedeffjctdcmk SFS[D(4,1)(2,1)] gLLAQacedeffjctdcmr toroidal gLLAQacedeffjctdcln toroidal gLLAQacedeffjctdclj toroidal gLLAQacedeffjkimnuj toroidal gLLAQacedeffjoutjik SFS[D(10,3)(2,1)] gLLAQacedeffjoutjej SFS[D(5,2)(2,1)] gLLAQacedeffjoutjew toroidal gLLAQacedeffjkemcdj toroidal gLLAQacedeffjoutjpn toroidal gLLQPacdeeffnjhxshk SFS[D(5,3)(3,1)] gLLQPacdeeffnjhxshr SFS[D(5,2)(3,1)] gLLQPacdeeffnjuxcpj toroidal gLLQPacdeeffnjuxcpw toroidal gLLQPacdeeffnjuxcek SFS[D(5,2)(3,1)] gLLQPacdeeffnjuxcej SFS[D(5,3)(3,1)] gLLQPacdeeffnjuxctn toroidal gLLQPacdeeffnjuxctr toroidal gLLAQacdeeffnjumrqk SFS[D(5,2)(3,1)] gLLAQacdeeffnjumrqj SFS[D(5,3)(3,1)] gLLQPacdeeffnruxcpj SFS[D(8,3)(5,2)] gLLQPacdeeffnruxcpw SFS[D(7,3)(5,2)] gLLQPacdeeffnruxcek SFS[D(5,3)(3,1)] gLLQPacdeeffnruxcej reducible gLLQPacdeeffnruxctn SFS[D(7,2)(5,2)] gLLQPacdeeffnruxctr SFS[D(5,2)(5,1)] gLLQPacdeeffnvuxcpj SFS[D(7,5)(5,2)] gLLQPacdeeffnvuxcpw SFS[D(5,3)(5,1)] gLLQPacdeeffnvuxcek reducible gLLQPacdeeffnvuxcej SFS[D(5,2)(3,1)] gLLQPacdeeffnvuxctn SFS[D(8,5)(5,2)] gLLQPacdeeffnvuxctr SFS[D(7,4)(5,2)] gLLAQacdeeffnkuxjqw m272(0,0) gLLAQacdeeffnkuxjqj m193(0,0) gLLAQacdeeffnkuxjxk toroidal gLLAQacdeeffnkuxjxr m016(0,0) gLLAQacdeeffnkuxjan m281(0,0) gLLAQacdeeffnkuxjaj m238(0,0) gLLAQacdeeffjkdirhr s336(0,0) gLLAQacdeeffnkdirhr s224(0,0) gLLAQacdeeffnkdxnij m044(0,0) gLLAQacdeeffnkdxnik toroidal gLLAQacdeeffjkedolw s289(0,0) gLLAQacdeeffjkddodr toroidal gLLAQacdeeffnkddodr toroidal gLLAQacdeeffnkddouj SFS[D(5,1)(2,1)] gLLAQacdeeffnkddouk SFS[D(7,3)(2,1)] gLLAQacdeeffjkddolw toroidal gLLAQacdeeffnkddolw toroidal gLLAQacdeeffjkdxnpr s278(0,0) gLLAQacdeeffnkdirqj m070(0,0) gLLAQacdeeffnkdirqk SFS[D(7,3)(2,1)] gLLAQacdeeffjkadolw s213(0,0) gLLAQacdeeffnkaxctk SFS[D(5,2)(2,1)] gLLAQacdeeffnkaxctr toroidal gLLAQacdeeffjjumrhr SFS[D(4,1)(2,1)] gLLAQacdeeffnjumrhr SFS[D(5,2)(2,1)] gLLAQacdeeffnjumraw SFS[D(5,2)(2,1)] gLLAQacdeeffjjumraw SFS[D(4,1)(2,1)] gLLAQacdeeffnkaxchk SFS[D(4,1)(2,1)] gLLAQacdeeffnkaxchr SFS[D(5,2)(2,1)] gLLAQacdeeffnkaxcej toroidal gLLAQacdeeffnkaxcek toroidal gLLAQacdeeffnkaxcps SFS[D(5,2)(2,1)] gLLAQacdeeffnkaxcpw toroidal gLLAQacdeeffnkaxcqk SFS[D(4,1)(2,1)] gLLAQacdeeffnkaxcqj SFS[D(5,2)(2,1)] gLLAQacdeeffjkeirhr SFS[D(5,2)(4,1)] gLLAQacdeeffnkaxnpr toroidal gLLAQacdeeffnkaxnmj SFS[D(4,1)(4,1)] gLLAQacdeeffnkaxnmk SFS[D(5,2)(4,1)] gLLAQacdeeffnkaxnxk SFS[D(4,1)(4,1)] gLLAQacdeeffnkaxnxr SFS[D(5,2)(4,1)] gLLAQacdeeffnkaxnij toroidal gLLAQacdeeffnkaxnik toroidal gLLAQacdeeffnkaxndw SFS[D(5,3)(4,1)] gLLAQacdeeffnkaxnds SFS[D(4,3)(4,1)] gLLAQacdeeffjkeiraw SFS[D(5,3)(4,1)] gLLAQacdeeffnkaxntw toroidal gLLAQacdeeffnkaxnak SFS[D(4,3)(4,1)] gLLAQacdeeffnkaxnaj SFS[D(5,3)(4,1)] gLLAQacdeeffjkedodr m210(0,0) gLLAQacdeeffnkadodr m155(0,0) gLLAQacdeeffnkadouj toroidal gLLAQacdeeffnkadouk m027(0,0) gLLAQacdeeffjkdiraw m232(0,0) gLLAQacdeeffnkadolw m195(0,0) gLLAQacdeeffjkexnpr m175(0,0) gLLAQacdeeffnkairhr m162(0,0) gLLAQacdeeffnkairqj m026(0,0) gLLAQacdeeffnkairqk toroidal gLLAQacdeeffjkairaw m137(0,0) gLLAQacdeeffnkairaw m038(0,0) gLLAQacedeffjktlrhr m233(0,0) gLLAQacedeffnktlrhr m198(0,0) gLLQPacdeeffnkdxcej m019(0,0) gLLQPacdeeffnkdxcek SFS[D(5,2)(2,1)] gLLQPacdeeffnkdxcpj m213(0,0) gLLQPacdeeffnkdxcpw m151(0,0) gLLAQacdeeffjkairhr s140(0,0) gLLAQacdeeffnkexnij SFS[D(7,2)(2,1)] gLLAQacdeeffnkexnik m043(0,0) gLLAQacdeeffjkexntw s199(0,0) gLLAQacdeeffnkexntw s148(0,0) gLLAQacdeeffjkadodr s124(0,0) gLLAQacdeeffnkedouj SFS[D(5,1)(2,1)] gLLAQacdeeffnkedouk m069(0,0) gLLAQacdeeffjkdxntw s143(0,0) gLLAQacdeeffnkdxntw s132(0,0) gLLAQacdeeffjkaxnpr toroidal gLLAQacdeeffnkeirqj SFS[D(2,1)(2,1)] gLLAQacdeeffnkeirqk SFS[D(2,1)(2,1)] gLLAQacdeeffjkaxntw toroidal gLLAQacdeeffnkaiwhs toroidal gLLAQacdeeffnkaiwhw SFS[D(3,1)(2,1)] gLLAQacdeeffnkaiwxk SFS[D(3,1)(2,1)] gLLAQacdeeffnkaiwxj toroidal gLLAQacdeeffnkaiwak toroidal gLLAQacdeeffnkaiwar toroidal gLLAQacdeeffnkuicln toroidal gLLAQacdeeffnkuiclj toroidal gLLAQacdeeffnkuicmk SFS[D(5,2)(2,1)] gLLAQacdeeffnkuicuw toroidal gLLAQacdeeffnkuicuj toroidal gLLQPacdeeffnkdlcpj m083(0,0) gLLQPacdeeffnkdlcpw m047(0,0) gLLQPacdeeffnkdlcej m016(0,0) gLLAQacedeffjktiklj m102(0,0) gLLAQacedeffnktiklj m095(0,0) gLLAQacdeeffnkadjds m016(0,0) gLLAQacdeeffnkadjdw m006(0,0) gLLAQacdeeffnkadjmk m003(0,0) gLLAQacdeeffnkadjmj toroidal gLLAQacdeeffnkadjlk m019(0,0) gLLAQacdeeffnkadjlr m011(0,0) gLLAQacdeeffnkudwtn m267(0,0) gLLAQacdeeffnkudwtj m242(0,0) gLLAQacdeeffnkudwer m017(0,0) gLLAQacdeeffnkudwek SFS[D(5,2)(2,1)] gLLAQacdeeffnkudwiw m246(0,0) gLLAQacdeeffnkudwij m184(0,0) gLLQPacdeeffnkdpcpj toroidal gLLQPacdeeffnkdpcpw toroidal gLLQPacdeeffnkdpcek SFS[D(4,1)(2,1)] gLLQPacdeeffnkdpcej SFS[D(4,1)(2,1)] gLLQPacdeeffnkdpctn toroidal gLLQPacdeeffnkdpctr toroidal gLwAQacedeffjgixwpn reducible gLwAQacedeffjgiiomn SFS[D(3,1)(2,1)] gLwAQacedeffjgiiomj reducible gLwAQacedeffjgqxwpr SFS[D(3,1)(2,1)] gLwAQacedeffjgqxwpn SFS[D(3,1)(2,1)] gLwAQacedeffjgqiomn toroidal gLwAQacedeffjgqiomj toroidal gLwAQacedeffnguxwpn m003(0,0) gLwAQacedeffjguxwpn SFS[D(3,1)(2,1)] gLwAQacedeffjguxwpr toroidal gLwAQacedeffjgixwpr SFS[D(3,1)(2,1)] gLwAQacdeeffjgmtsuj SFS[D(4,1)(3,1)] gLwAQacdeeffjgmtsuw SFS[D(5,2)(3,1)] gLwAQacdeeffjgmtkuj SFS[D(4,3)(3,1)] gLwAQacdeeffjgmtkuw SFS[D(5,3)(3,1)] gLwAQacdeeffjgmxnhj SFS[D(4,1)(3,1)] gLwAQacdeeffjgetbuj SFS[D(4,3)(3,1)] gLwAQacdeeffjghhbhj toroidal gLwAQacdeeffjghhbhn m125(0,0)(0,0) gLwAQacdeeffjgmqbuj toroidal gLwAQacdeeffjgmqbuw SFS[D(5,2)(3,1)] gLwAQacedeffjgqxber toroidal gLwAQacedeffjgqxben toroidal gLwAQacdeeffngxtrdw toroidal gLwAQacdeeffngxtrdj toroidal gLwAQacedeffjgixber m006(0,0) gLwAQacedeffjgqlben m016(0,0) gLwAQacdeeffjgilben toroidal gLwAQacdeeffjgilber toroidal gLwAQacdeeffjgmdbuj toroidal gLwAQacdeeffjgetbuw SFS[D(5,3)(3,1)] gLwAQacdeeffjgmtrdw SFS[D(5,2)(2,1)] gLwAQacdeeffjgmtrdj SFS[D(4,1)(2,1)] gLwAQacdeeffngetrdj SFS[D(5,2)(2,1)] gLwAQacdeeffngetrdw SFS[D(4,1)(2,1)] gLwAQacdeeffjgxtrdw m011(0,0) gLwAQacdeeffjgxtrdj m019(0,0) gLwAQacedeffjgixben toroidal gLwAQacedeffjgqlber SFS[D(5,2)(2,1)] gLwAQacdeeffjgetrdw m017(0,0) gLwAQacdeeffjgetrdj m016(0,0) gLwAQacdeeffjsilben toroidal gLwAQacdeeffjnilber toroidal gLLQPacdeeffjjhxshk SFS[D(4,3)(3,1)] gLLQPacdeeffjjhxshr SFS[D(4,1)(3,1)] gLLQPacdeeffjjuxcek SFS[D(4,1)(3,1)] gLLQPacdeeffjjuxcej SFS[D(4,3)(3,1)] gLLAQacdeeffjjumrqk SFS[D(4,1)(3,1)] gLLAQacdeeffjjumrqj SFS[D(4,3)(3,1)] gLLQPacdeeffjruxcek SFS[D(4,3)(3,1)] gLLQPacdeeffjruxcej reducible gLLQPacdeeffjvuxcek reducible gLLQPacdeeffjvuxcej SFS[D(4,1)(3,1)] gLLAQacdeeffjkuxjqw m244(0,0) gLLAQacdeeffjkuxjxk toroidal gLLAQacdeeffjkuxjxr m006(0,0) gLLAQacdeeffjkuxjan m263(0,0) gLLAQacdeeffjkdirhk s373(0,0) gLLAQacdeeffjkdxnij m064(0,0) gLLAQacdeeffjkdxnik toroidal gLLAQacdeeffjkddodk toroidal gLLAQacdeeffjkddouj SFS[D(7,2)(2,1)] gLLAQacdeeffjkddouk SFS[D(8,3)(2,1)] gLLAQacdeeffjkddols toroidal gLLAQacdeeffjkdirqj m118(0,0) gLLAQacdeeffjkdirqk SFS[D(8,3)(2,1)] gLLAQacdeeffjkaxcej SFS[D(3,1)(2,1)] gLLAQacdeeffjkaxcek SFS[D(3,1)(2,1)] gLLAQacdeeffjkaxnpk SFS[D(5,2)(5,2)] gLLAQacdeeffjkaxnmj SFS[D(5,2)(4,1)] gLLAQacdeeffjkaxnxk SFS[D(5,2)(4,1)] gLLAQacdeeffjkaxnij toroidal gLLAQacdeeffjkaxnik toroidal gLLAQacdeeffjkaxnds SFS[D(5,3)(4,1)] gLLAQacdeeffjkaxnts SFS[D(5,3)(5,2)] gLLAQacdeeffjkaxnak SFS[D(5,3)(4,1)] gLLAQacdeeffjkadodk s249(0,0) gLLAQacdeeffjkadouj toroidal gLLAQacdeeffjkadouk m055(0,0) gLLAQacdeeffjkadols s318(0,0) gLLAQacdeeffjkairhk s183(0,0) gLLAQacdeeffjkairqj m052(0,0) gLLAQacdeeffjkairqk toroidal gLLAQacdeeffjkairas m220(0,0) gLLAQacedeffjktlrhk m231(0,0) gLLQPacdeeffjkdxcej m011(0,0) gLLQPacdeeffjkdxcek toroidal gLLQPacdeeffjkdxcpj m214(0,0) gLLAQacdeeffjkexnij toroidal gLLAQacdeeffjkexnik m060(0,0) gLLAQacdeeffjkexnts s253(0,0) gLLAQacdeeffjkedouj SFS[D(7,2)(2,1)] gLLAQacdeeffjkedouk m119(0,0) gLLAQacdeeffjkdxnts s328(0,0) gLLAQacdeeffjkaiwhs m052(0,0) gLLAQacdeeffjkaiwxk SFS[D(3,1)(2,1)] gLLAQacdeeffjkaiwxj m003(0,0) gLLAQacdeeffjkaiwak m060(0,0) gLLAQacdeeffjkuicln SFS[D(12,5)(2,1)] gLLAQacdeeffjkuicmk SFS[D(4,1)(2,1)] gLLAQacdeeffjkuicuw SFS[D(13,5)(2,1)] gLLQPacdeeffjkdlcpj m165(0,0) gLLQPacdeeffjkdlcej m017(0,0) gLLAQacedeffjktiklw m172(0,0) gLLAQacdeeffjkadjds m118(0,0) gLLAQacdeeffjkadjmk toroidal gLLAQacdeeffjkadjmj toroidal gLLAQacdeeffjkadjlk m119(0,0) gLLAQacdeeffjkudwtn m273(0,0) gLLAQacdeeffjkudwer m016(0,0) gLLAQacdeeffjkudwek SFS[D(4,1)(2,1)] gLLAQacdeeffjkudwiw m256(0,0) gLLQPacdeeffjkdpcpj toroidal gLLQPacdeeffjkdpcek SFS[D(5,2)(2,1)] gLLQPacdeeffjkdpcej SFS[D(5,2)(2,1)] gLLQPacdeeffjkdpctn toroidal gLLAQacedeffjktmsuw SFS[D(13,5)(3,1)] gLLAQacedeffjktmsmk toroidal gLLAQacedeffjktmsmr toroidal gLLAQacedeffjbtmcln SFS[D(12,7)(3,1)] gLLAQacedeffjbtmcuw SFS[D(13,8)(3,1)] gLLAQacedeffjktmrmk toroidal gLLAQacedeffjktmrmr toroidal gLLAQacedeffjktmrln SFS[D(12,5)(3,1)] gLLAQacedeffjktxwxj SFS[D(4,3)(3,1)] gLLAQacedeffjktxwxk toroidal gLLAQacedeffjktxwhs toroidal gLLAQacedeffjkimnmk toroidal gLLAQacedeffjkimnln toroidal gLLAQacedeffjkumcmk SFS[D(4,1)(3,1)] gLLAQacedeffjkumcmr toroidal gLLAQacedeffjkumcln toroidal gLLAQacedeffjkhhcqr s913(0,0)(0,0) gLLAQacedeffjkhhcxj m391(0,0)(0,0) gLLAQacedeffjkhhcxw m367(0,0)(0,0) gLLAQacedeffjkhhchj s883(0,0)(0,0) gLLAQacedeffjkamjqw toroidal gLLAQacedeffjkamjxk toroidal gLLAQacedeffjkamjan toroidal gLLAQacedeffjktprqj SFS[D(5,3)(3,1)] gLLAQacedeffjktprqk SFS[D(5,2)(3,1)] gLLAQacedeffjktakdk m146(0,0) gLLAQacedeffjktakdr m239(0,0) gLLQPacedeffjkemshk m015(0,0) gLLQPacedeffjkemshr m115(0,0) gLLAQacedeffjkemcur toroidal gLLAQacedeffjkemcmw toroidal gLLQPacedeffjkdpcpj toroidal gLLQPacedeffjkdpcek SFS[D(5,2)(3,1)] gLLQPacedeffjkdpcej SFS[D(5,3)(3,1)] gLLQPacedeffjkdpctn toroidal gLLAQacedeffjklmwiw toroidal gLLAQacedeffjklmwek toroidal gLLAQacedeffjklmwtn toroidal gLLAQacedeffjktmkdr toroidal gLLAQacedeffjktmkdk toroidal gLLAQacedeffjktikdr m143(0,0) gLLAQacedeffjktikdk m079(0,0) gLLAQacedeffjktxrqk m142(0,0) gLLAQacedeffjktxrqj m229(0,0) gLLAQacedeffjktlrqk m035(0,0) gLLAQacedeffjktlrqj m143(0,0) gLLQPacedeffjkteftj m058(0,0) gLLQPacedeffjkteftw m115(0,0) gLLQPacedeffjkhmbpr SFS[D(5,3)(3,1)] gLLQPacedeffjkhmbpk SFS[D(5,2)(3,1)] gLLQPacdeeffjjuxcpj toroidal gLLQPacedeffjktmcmr toroidal gLLQPacedeffjktmcmk toroidal gLLQPacdeeffjjuxctn toroidal gLLQPacedeffjktmblk SFS[D(8,3)(5,2)] gLLQPacdeeffjruxcpj SFS[D(8,3)(4,1)] gLLQPacedeffjktmbmr toroidal gLLQPacedeffjktmbmk toroidal gLLQPacedeffjbdpctn SFS[D(8,5)(5,2)] gLLQPacdeeffjvuxctn SFS[D(8,5)(4,1)] gLLQPacedeffjbdpcpj SFS[D(7,5)(5,2)] gLLQPacdeeffjvuxcpj SFS[D(7,5)(4,1)] gLLQPacedeffjktmfmr toroidal gLLQPacedeffjktmfmk toroidal gLLQPacedeffjktmfuw SFS[D(7,2)(5,2)] gLLQPacdeeffjruxctn SFS[D(7,2)(4,1)] gLLAQacedeffjstmcmk SFS[D(4,1)(3,1)] gLLQPacedeffjsdpcek SFS[D(5,3)(3,1)] gLLQPacedeffjsdpcej reducible gLLAQacedeffjbtmcmk SFS[D(4,3)(3,1)] gLLQPacedeffjbdpcek reducible gLLQPacedeffjbdpcej SFS[D(5,2)(3,1)] gLLAQacedeffjvpmcmk toroidal gLLQPacedeffjrmiwer toroidal gLLQPacedeffjrmiwek SFS[D(5,2)(2,1)] gLLAQacedeffbktmsuw SFS[D(3,1)(2,1)] gLLAQacedeffbktmsmr SFS[D(3,1)(2,1)] gLLAQacedeffbbtmclb reducible gLLAQacedeffbktmsln SFS[D(3,1)(3,2)] gLLAQacedeffbktmslj SFS[D(3,1)(3,1)] gLLAQacedeffbktmruw SFS[D(3,1)(2,1)] gLLAQacedeffbktmrmr SFS[D(3,1)(2,1)] gLLAQacedeffbktmrlb reducible gLLAQacedeffbktmrln SFS[D(3,1)(3,1)] gLLAQacedeffbktmrlj SFS[D(3,1)(3,2)] gLLAQacedeffbkhmbpf T2xI gLLAQacedeffbktxwak reducible gLLAQacedeffbktxwxk reducible gLLAQacedeffbktxwhv reducible gLLAQacedeffbktxwhs reducible gLLAQacedeffbktxwhw reducible gLLAQacedeffbkimnuw SFS[D(2,1)(2,1)] gLLAQacedeffbkimnmr SFS[D(2,1)(2,1)] gLLAQacedeffbkimnlb reducible gLLAQacedeffbkimnln SFS[D(3,1)(2,1)] gLLAQacedeffbkimnlj SFS[D(3,1)(2,1)] gLLAQacedeffbkumcuw reducible gLLAQacedeffbkumcmr reducible gLLAQacedeffbkumclb reducible gLLAQacedeffbkumcln reducible gLLAQacedeffbkumclj reducible gLLAQacedeffbkumsuc SFS[D(2,1)(2,1)] gLLAQacedeffbbliwic SFS[D(2,1)(2,1)] gLLAQacedeffbklmjqf reducible gLLAQacedeffbkhhcqf T2xI gLLAQacedeffbkhhcqr SFS[A(2,1)] gLLAQacedeffbkhhcqk T2xI gLLAQacedeffbkhhcxc T2xI gLLAQacedeffbkhhcxj T2xI gLLAQacedeffbkhhcxw SFS[A(2,1)] gLLAQacedeffbkhhchb reducible gLLAQacedeffbkhhchj SFS[A(3,1)] gLLAQacedeffbkhhchn SFS[A(3,1)] gLLAQacedeffbbeuwuf SFS[D(2,1)(2,1)] gLLAQacedeffbkdmjxf SFS[D(2,1)(2,1)] gLLAQacedeffbbaajab reducible gLLAQacedeffbkamjqw SFS[D(3,1)(2,1)] gLLAQacedeffbkamjxr SFS[D(3,1)(2,1)] gLLAQacedeffbkamjab reducible gLLAQacedeffbkamjan SFS[D(3,1)(3,1)] gLLAQacedeffbkamjaj SFS[D(3,1)(3,2)] gLLAQacedeffbbamjab reducible gLLAQacedeffbkamnab reducible gLLAQacedeffbbaijab reducible gLLAQacedeffbkdhglc SFS[D(2,1)(2,1)] gLLAQacedeffbkdpceg T2xI gLLAQacedeffbkdpnig T2xI gLLQPacedeffbkemshk SFS[D(4,1)(2,1)] gLLQPacedeffbkemshr SFS[D(5,2)(2,1)] gLLQPacdeeffjkdxcpc SFS[D(4,1)(2,1)] gLLQPacdeeffnkdxcpc SFS[D(5,2)(2,1)] gLLAQacedeffbjpiclb reducible gLLAQacedeffbjpicuc reducible gLLAQacedeffbkdictb reducible gLLAQacedeffbkemcur reducible gLLAQacedeffbkemcmw reducible gLLAQacedeffbkemcdj reducible gLLAQacedeffbkemcdn reducible gLLAQacedeffbkdhwmc SFS[D(2,1)(2,1)] gLLQPacedeffbkdpcpj SFS[D(5,2)(2,1)] gLLQPacedeffbkdpcpw SFS[D(4,1)(2,1)] gLLQPacedeffbkdpctn SFS[D(5,2)(2,1)] gLLQPacedeffbkdpctr SFS[D(4,1)(2,1)] gLLAQacedeffbrmiwic reducible gLLAQacedeffbklmwiw SFS[D(3,1)(2,1)] gLLAQacedeffbklmwer SFS[D(3,1)(2,1)] gLLAQacedeffbklmwtb reducible gLLAQacedeffbklmwtn SFS[D(3,1)(3,2)] gLLAQacedeffbklmwtj SFS[D(3,1)(3,1)] gLLAQacedeffbblmwtb reducible gLLAQacedeffbklmotb reducible gLLAQacedeffbbliwtb reducible gLLAQacedeffbktewxc reducible gLLAQacedeffbktewhb reducible gLLAQacdeeffjkuiclb SFS[D(3,1)(2,1)] gLLAQacdeeffnkuiclb SFS[D(3,1)(2,1)] gLLAQacedeffbktmkdr SFS[D(2,1)(2,1)] gLLAQacdeeffjkuicuc SFS[D(2,1)(2,1)] gLLAQacedeffbbeuwdb reducible gLLAQacdeeffjkaiwhv SFS[D(3,1)(2,1)] gLLAQacdeeffnkaiwhv SFS[D(3,1)(2,1)] gLLAQacedeffbktxrqk SFS[D(2,1)(2,1)] gLLAQacdeeffjkuxjqc SFS[D(2,1)(2,1)] gLLAQacedeffbbauwdb reducible gLLQPacdeeffjkdlcpc toroidal gLLQPacdeeffnkdlcpc toroidal gLLQPacedeffbkteftj toroidal gLLQPacedeffbkteftw SFS[D(5,2)(2,1)] gLLAQacdeeffjkudwic toroidal gLLAQacdeeffnkudwic SFS[D(5,2)(2,1)] gLLQPacdeeffjkdpcpc SFS[D(5,2)(2,1)] gLLQPacdeeffnkdpcpc SFS[D(4,1)(2,1)] gLLQPacdeeffjkdpcto SFS[D(5,2)(2,1)] gLLQPacdeeffnkdpcto SFS[D(4,1)(2,1)] gLLAQacedeffbbduwdb reducible gLLQPacedeffbktmclj SFS[D(2,1)(2,1)] gLLQPacedeffbktmcmr SFS[D(3,1)(2,1)] gLLQPacedeffbktmcmk SFS[D(3,1)(2,1)] gLLQPacedeffbktmcus SFS[D(2,1)(2,1)] gLLQPacedeffbktmblj SFS[D(2,1)(2,1)] gLLQPacedeffbktmbmr SFS[D(3,1)(2,1)] gLLQPacedeffbktmbmk SFS[D(3,1)(2,1)] gLLQPacedeffbktmbus SFS[D(2,1)(2,1)] gLLQPacedeffbktmflk SFS[D(5,2)(2,1)] gLLQPacedeffbktmflj toroidal gLLQPacdeeffjvuxcpc SFS[D(4,1)(2,1)] gLLQPacdeeffnvuxcpc SFS[D(5,2)(2,1)] gLLQPacedeffbktmfmr toroidal gLLQPacedeffbktmfmk toroidal gLLQPacedeffbktmfuw SFS[D(5,2)(2,1)] gLLQPacedeffbktmfus toroidal gLLQPacdeeffjruxcto SFS[D(4,1)(2,1)] gLLQPacdeeffnruxcto SFS[D(5,2)(2,1)] gLLAQacedeffbstmcuw SFS[D(3,1)(2,1)] gLLAQacedeffbstmcmr SFS[D(3,1)(2,1)] gLLAQacedeffbstmcln SFS[D(3,1)(3,1)] gLLAQacedeffbstmclj SFS[D(3,1)(3,2)] gLLAQacedeffbshxoug SFS[D(2,1)(2,1)] gLLAQacedeffbstxwxg SFS[D(2,1)(2,1)] gLLAQacedeffbsamjqw SFS[D(3,1)(2,1)] gLLAQacedeffbsamjxr SFS[D(3,1)(2,1)] gLLAQacedeffbsamjan SFS[D(3,1)(3,2)] gLLAQacedeffbsamjaj SFS[D(3,1)(3,1)] gLLAQacedeffbsamnab reducible gLLAQacedeffbsduglc SFS[D(2,1)(2,1)] gLLAQacdeeffjkexotf SFS[D(5,2)(2,1)] gLLAQacdeeffnkexotf SFS[D(4,1)(2,1)] gLLAQacedeffbsxprqg SFS[D(2,1)(2,1)] gLLAQacdeeffjkalgpv SFS[D(5,2)(2,1)] gLLAQacdeeffnkalgpv SFS[D(4,1)(2,1)] gLLAQacedeffbrqinab reducible gLLAQacdeeffjkadrlf SFS[D(5,2)(2,1)] gLLAQacdeeffnkadrlf SFS[D(4,1)(2,1)] gLLQPacedeffbsemshf SFS[D(2,1)(2,1)] gLLQPacdeeffjkdxrpc SFS[D(5,2)(2,1)] gLLQPacdeeffnkdxrpc SFS[D(4,1)(2,1)] gLLAQacedeffbsamcuf reducible gLLAQacedeffbseendb reducible gLLQPacedeffbsdxcpj SFS[D(5,2)(2,1)] gLLQPacedeffbsdxcpw SFS[D(4,1)(2,1)] gLLQPacedeffbsdxceg SFS[D(2,1)(2,1)] gLLQPacedeffbsdxctn SFS[D(5,2)(2,1)] gLLQPacedeffbsdxctr SFS[D(4,1)(2,1)] gLLAQacedeffbsduwmc SFS[D(2,1)(2,1)] gLLAQacedeffbslmwiw toroidal gLLAQacedeffbslmwij SFS[D(2,1)(2,1)] gLLAQacedeffbslmwef SFS[D(2,1)(2,1)] gLLAQacedeffbslmwek SFS[D(2,1)(2,1)] gLLAQacedeffbslmwer toroidal gLLAQacedeffbslmwtn toroidal gLLAQacedeffbslmwtj toroidal gLLAQacedeffbshibpf SFS[D(2,1)(2,1)] gLLQPacedeffbshibpf SFS[D(2,1)(2,1)] gLLAQacedeffbbtmcuw SFS[D(3,1)(2,1)] gLLAQacedeffbbtmcmr SFS[D(3,1)(2,1)] gLLAQacedeffbbtmcln SFS[D(3,1)(3,2)] gLLAQacedeffbbtmclj SFS[D(3,1)(3,1)] gLLAQacedeffbbxxwxg SFS[D(2,1)(2,1)] gLLAQacedeffbbaajqw SFS[D(3,1)(2,1)] gLLAQacedeffbbaajxr SFS[D(3,1)(2,1)] gLLAQacedeffbbaajan SFS[D(3,1)(3,1)] gLLAQacedeffbbaajaj SFS[D(3,1)(3,2)] gLLAQacedeffbbaabqw reducible gLLAQacedeffbbaabxr reducible gLLAQacedeffbbaaban reducible gLLAQacedeffbbaabaj reducible gLLAQacedeffbbaanqw SFS[D(3,1)(2,1)] gLLAQacedeffbbaanxr SFS[D(3,1)(2,1)] gLLAQacedeffbbaanab reducible gLLAQacedeffbbaanan SFS[D(3,1)(3,2)] gLLAQacedeffbbaanaj SFS[D(3,1)(3,1)] gLLAQacedeffbbamjqw reducible gLLAQacedeffbbamjxr reducible gLLAQacedeffbbamjan reducible gLLAQacedeffbbamjaj reducible gLLAQacedeffbbambab reducible gLLAQacedeffbbamnab reducible gLLAQacedeffbbaijqw SFS[D(3,1)(2,1)] gLLAQacedeffbbaijxr SFS[D(3,1)(2,1)] gLLAQacedeffbbaijan SFS[D(3,1)(3,2)] gLLAQacedeffbbaijaj SFS[D(3,1)(3,1)] gLLAQacedeffbbaibab reducible gLLAQacedeffbbainab reducible gLLAQacedeffbbauoec reducible gLLAQacedeffbbianlb reducible gLLAQacedeffbbxawab reducible gLLAQacdeeffjkaxgtf SFS[D(2,1)(2,1)] gLLAQacedeffbbtprqk SFS[D(2,1)(2,1)] gLLAQacdeeffjkaxopv SFS[D(3,1)(2,1)] gLLAQacdeeffnkaxopv SFS[D(3,1)(2,1)] gLLAQacdeeffjsaafaf SFS[D(2,1)(2,1)] gLLAQacedeffbbaarhr SFS[D(2,1)(2,1)] gLLAQacdeeffjbxxbab SFS[D(3,1)(2,1)] gLLAQacdeeffnbxxbab SFS[D(3,1)(2,1)] gLLAQacdeeffjkaifaf SFS[D(2,1)(2,1)] gLLAQacedeffbbtakdr SFS[D(2,1)(2,1)] gLLAQacdeeffjkuxbab SFS[D(3,1)(2,1)] gLLAQacdeeffnkuxbab SFS[D(3,1)(2,1)] gLLQPacedeffbbauglw SFS[D(4,1)(2,1)] gLLQPacedeffbbauglj SFS[D(5,2)(2,1)] gLLQPacdeeffjkmxvuo SFS[D(4,1)(2,1)] gLLQPacdeeffnkmxvuo SFS[D(5,2)(2,1)] gLLAQacdeeffjkaqvlf SFS[D(5,2)(2,1)] gLLAQacdeeffnkaqvlf SFS[D(4,1)(2,1)] gLLQPacedeffbbeishf SFS[D(2,1)(2,1)] gLLAQacdeeffjkqxnuf SFS[D(5,2)(2,1)] gLLAQacdeeffnkqxnuf SFS[D(4,1)(2,1)] gLLAQacdeeffjkadvlf toroidal gLLAQacdeeffnkadvlf SFS[D(5,2)(2,1)] gLLQPacedeffbbemshk SFS[D(5,2)(2,1)] gLLQPacedeffbbemshr toroidal gLLQPacdeeffjkdxspc toroidal gLLQPacdeeffnkdxspc toroidal gLLAQacedeffbbaicuf reducible gLLAQacedeffbbeuwur toroidal gLLAQacedeffbbeuwuk SFS[D(2,1)(2,1)] gLLAQacedeffbbeuwmc SFS[D(2,1)(2,1)] gLLAQacedeffbbeuwmj SFS[D(2,1)(2,1)] gLLAQacedeffbbeuwmw toroidal gLLAQacedeffbbeuwdj toroidal gLLAQacedeffbbeuwdn toroidal gLLAQacedeffbbaxwag reducible gLLAQacedeffbbduwur SFS[D(2,1)(2,1)] gLLAQacedeffbbduwmw SFS[D(2,1)(2,1)] gLLAQacedeffbbduwdj SFS[D(3,1)(2,1)] gLLAQacedeffbbduwdn SFS[D(3,1)(2,1)] gLLAQacedeffbbxujec SFS[D(2,1)(2,1)] gLLAQacedeffbbauwur SFS[D(2,1)(2,1)] gLLAQacedeffbbauwmw SFS[D(2,1)(2,1)] gLLAQacedeffbbauwdj SFS[D(3,1)(2,1)] gLLAQacedeffbbauwdn SFS[D(3,1)(2,1)] gLLAQacedeffbbaufuf SFS[D(2,1)(2,1)] gLLQPacedeffbbaagxr SFS[D(4,1)(2,1)] gLLQPacedeffbbaagxk SFS[D(5,2)(2,1)] gLLQPacedeffbbaagqw SFS[D(4,1)(2,1)] gLLQPacedeffbbaagqs SFS[D(5,2)(2,1)] gLLAQacedeffbblmwiw SFS[D(3,1)(2,1)] gLLAQacedeffbblmwer SFS[D(3,1)(2,1)] gLLAQacedeffbblmwtn SFS[D(3,1)(3,1)] gLLAQacedeffbblmwtj SFS[D(3,1)(3,2)] gLLAQacedeffbbliwiw toroidal gLLAQacedeffbbliwij SFS[D(2,1)(2,1)] gLLAQacedeffbbliwef SFS[D(2,1)(2,1)] gLLAQacedeffbbliwek SFS[D(2,1)(2,1)] gLLAQacedeffbbliwer toroidal gLLAQacedeffbbliwtn toroidal gLLAQacedeffbbliwtj toroidal gLLAQacedeffbblxjmg SFS[D(2,1)(2,1)] gLLQPacedeffbbhhbhg T2xI gLLQPacedeffbbxxwxg SFS[D(2,1)(2,1)] gLLAQacedeffbjhmcmf T2xI gLLAQacdeeffjgtismc reducible gLLAQacdeeffjgtistb reducible gLLAQacedeffbjpicuw reducible gLLAQacedeffbjpicuj reducible gLLAQacdeeffjjhxsmc reducible gLLAQacdeeffnjhxsmc reducible gLLAQacdeeffnjhxstb reducible gLLAQacdeeffjjhxstb reducible gLLAQacedeffbjpictw reducible gLLAQacedeffbjpictj reducible gLLAQacedeffbjpicmk reducible gLLAQacedeffbjpicmr reducible gLLAQacedeffbjpicln reducible gLLAQacedeffbjpiclj reducible gLLAQacedeffbjpicpr reducible gLLAQacedeffbjpicpk reducible gLLAQacedeffbjpicxj reducible gLLAQacedeffbjpicxw reducible gLLAQacdeeffjkmmfhb SFS[A(3,1)] gLLAQacdeeffnkmmfhb SFS[A(3,1)] gLLAQacedeffbjhhftc T2xI gLLAQacedeffbjhhftw SFS[A(2,1)] gLLAQacedeffbjhhftj T2xI gLLAQacdeeffjkmmfxc SFS[A(2,1)] gLLAQacdeeffnkmmfxc T2xI gLLQPacedeffbjpxrqg SFS[D(2,1)(2,1)] gLLAQacdeeffjkmmfmf SFS[A(3,1)] gLLAQacdeeffnkmmfmf SFS[A(3,1)] gLLAQacedeffbjmmbpf T2xI gLLAQacedeffbjmmbpr SFS[A(2,1)] gLLAQacedeffbjmmbpk T2xI gLLAQacdeeffjkmmfuc SFS[A(2,1)] gLLAQacdeeffnkmmfuc T2xI gLLAQacedeffbjxucxc SFS[D(2,1)(2,1)] gLLAQacedeffbjmhcxc T2xI gLLAQacedeffbjxxoxg reducible gLLAQacedeffbjuugpb reducible gLLAQacedeffbjuugxf reducible gLLAQacedeffbjipceg T2xI gLLAQacedeffbjuxceg SFS[D(2,1)(2,1)] gLLQPacedeffbjipnig T2xI gLLAQacedeffbjuishf SFS[D(2,1)(2,1)] gLLAQacedeffbjipnig T2xI gLLQPacedeffbjipceg T2xI gLLQPacedeffbjmhcxc T2xI gLLQPacedeffbjxicpf reducible gLLQPacedeffbjxibpf reducible gLLQPacedeffbjxifpf reducible gLLQPacedeffbjpuctc reducible gLLQPacedeffbjpuftc reducible gLLQPacedeffbjpubtc reducible gLLQPacdeeffjgahrec toroidal gLLQPacdeeffjgahrlo toroidal gLLAQacedeffjkdmsuf SFS[D(5,2)(2,1)] gLLAQacedeffnkdmsuf SFS[D(4,1)(2,1)] gLLQPacdeeffjjumrec SFS[D(4,1)(2,1)] gLLQPacdeeffnjumrec SFS[D(5,2)(2,1)] gLLQPacdeeffnjumrlo SFS[D(5,2)(2,1)] gLLQPacdeeffjjumrlo SFS[D(4,1)(2,1)] gLLAQacdeeffjjhxsuf toroidal gLLAQacdeeffnjhxsuf SFS[D(5,2)(2,1)] gLLAQacedeffjkdmsef SFS[D(5,2)(2,1)] gLLAQacedeffnkdmsef SFS[D(4,1)(2,1)] gLLAQacdeeffjjhxsef toroidal gLLAQacdeeffnjhxsef SFS[D(5,2)(2,1)] gLLQPacedeffbjhmcmf T2xI gLLAQacedeffbvhacuw SFS[D(2,1)(2,1)] gLLAQacedeffbvhacmr SFS[D(2,1)(2,1)] gLLAQacedeffbvhacln SFS[D(3,1)(2,1)] gLLAQacedeffbvhaclj SFS[D(3,1)(2,1)] gLLAQacedeffbvpmcuw SFS[D(2,1)(2,1)] gLLAQacedeffbvpmcmr SFS[D(2,1)(2,1)] gLLAQacedeffbvpmcln SFS[D(3,1)(2,1)] gLLAQacedeffbvpmclj SFS[D(3,1)(2,1)] gLLAQacdeeffjgticmc SFS[D(3,1)(2,1)] gLLAQacdeeffjgtirtb SFS[D(3,1)(2,1)] gLLAQacedeffbvpictw SFS[D(2,1)(2,1)] gLLAQacedeffbvpicpr SFS[D(2,1)(2,1)] gLLAQacedeffbvqeopb reducible gLLAQacdeeffjkaxwxf SFS[D(3,1)(2,1)] gLLAQacdeeffnkaxwxf SFS[D(3,1)(2,1)] gLLQPacedeffbvqashk SFS[D(2,1)(2,1)] gLLAQacdeeffjkaxfag SFS[D(2,1)(2,1)] gLLAQacedeffbveerdb reducible gLLQPacdeeffnrttwmg SFS[D(2,1)(2,1)] gLLQPacdeeffnvttsio SFS[D(3,1)(2,1)] gLLQPacdeeffjvttsio SFS[D(3,1)(2,1)] gLLAQacdeeffjcmmric SFS[D(2,1)(2,1)] gLLAQacdeeffjkutnlb reducible gLLAQacdeeffnkutnlb reducible gLLAQacedeffbvpmkdr reducible gLLAQacdeeffjkminuc reducible gLLQPacdeeffjkdmcec reducible gLLQPacdeeffnkdmcec reducible gLLQPacedeffbvpeftj reducible gLLAQacdeeffjkmdric reducible gLLQPacdeeffjgahcec SFS[D(3,1)(2,1)] gLLQPacdeeffjgahslo SFS[D(3,1)(2,1)] gLLAQacdeeffjjhxruf SFS[D(2,1)(2,1)] gLLAQacdeeffjjhxcef SFS[D(2,1)(2,1)] gLLAQacdeeffjgtirmc SFS[D(3,1)(2,1)] gLLAQacdeeffjgtictb SFS[D(3,1)(2,1)] gLLAQacedeffbrpictw SFS[D(2,1)(2,1)] gLLAQacedeffbrpicpr SFS[D(2,1)(2,1)] gLLAQacedeffbrdhftc SFS[D(2,1)(2,1)] gLLQPacedeffbrdprqg SFS[D(2,1)(2,1)] gLLQPacedeffbrhxrqg SFS[D(2,1)(2,1)] gLLQPacedeffbrmuwac reducible gLLQPacedeffbrmuvac reducible gLLQPacedeffbrmusac reducible gLLQPacedeffbrehwac reducible gLLQPacedeffbrehvac reducible gLLQPacedeffbrehsac reducible gLLAQacdeeffjgphnmf toroidal gLLAQacdeeffngphnmf toroidal gLLAQacedeffjkemcuf SFS[D(5,2)(2,1)] gLLAQacedeffnkemcuf SFS[D(4,1)(2,1)] gLLAQacdeeffjjamnmf SFS[D(4,1)(2,1)] gLLAQacdeeffnjamnmf SFS[D(5,2)(2,1)] gLLQPacdeeffnjqmclo SFS[D(5,2)(2,1)] gLLQPacdeeffjjqmclo SFS[D(4,1)(2,1)] gLLAQacdeeffjjhlcuf toroidal gLLAQacdeeffnjhlcuf SFS[D(5,2)(2,1)] gLLAQacedeffjkimnmf SFS[D(5,2)(2,1)] gLLAQacedeffnkimnmf SFS[D(4,1)(2,1)] gLLAQacdeeffjjhdnmf toroidal gLLAQacdeeffnjhdnmf SFS[D(5,2)(2,1)] gLLAQacdeeffjgdifxf SFS[D(3,1)(2,1)] gLLAQacdeeffjguictb SFS[D(3,1)(2,1)] gLLAQacedeffbrqijlw SFS[D(2,1)(2,1)] gLLAQacedeffbrqijdr SFS[D(2,1)(2,1)] gLLAQacdeeffjgaifxf SFS[D(3,1)(2,1)] gLLAQacdeeffjgaiwdv SFS[D(3,1)(2,1)] gLLAQacedeffbrqlchk SFS[D(2,1)(2,1)] gLLAQacedeffbrqlcqk SFS[D(2,1)(2,1)] gLLAQacdeeffjgeifxf toroidal gLLAQacdeeffngeifxf toroidal gLLAQacedeffjkdlfxf SFS[D(5,2)(2,1)] gLLAQacedeffnkdlfxf SFS[D(4,1)(2,1)] gLLAQacdeeffjjqxfxf SFS[D(4,1)(2,1)] gLLAQacdeeffnjqxfxf SFS[D(5,2)(2,1)] gLLQPacdeeffnjaxjqo SFS[D(5,2)(2,1)] gLLQPacdeeffjjaxjqo SFS[D(4,1)(2,1)] gLLQPacdeeffjjudwhg toroidal gLLQPacdeeffnjudwhg SFS[D(5,2)(2,1)] gLLQPacedeffbrqhwur SFS[D(5,2)(2,1)] gLLQPacedeffbrqhwun SFS[D(4,1)(2,1)] gLLQPacdeeffjjulbxg toroidal gLLQPacdeeffnjulbxg SFS[D(5,2)(2,1)] gLLAQacdeeffjsaavmf SFS[D(5,2)(2,1)] gLLAQacdeeffnsaavmf toroidal gLLQPacedeffbriiwhf reducible gLLQPacedeffbriiwhk toroidal gLLQPacedeffbriiwhr toroidal gLLAQacdeeffjbxxcuf SFS[D(5,2)(2,1)] gLLAQacdeeffnbxxcuf toroidal gLLAQacdeeffnkaavmf SFS[D(2,1)(2,1)] gLLQPacedeffbriishf reducible gLLQPacedeffbriishk SFS[D(3,1)(2,1)] gLLQPacedeffbriishr SFS[D(3,1)(2,1)] gLLAQacdeeffnkxxcuf SFS[D(2,1)(2,1)] gLLAQacdeeffnbaavmf SFS[D(2,1)(2,1)] gLLQPacedeffbriivhf reducible gLLQPacedeffbriivhk SFS[D(3,1)(2,1)] gLLQPacedeffbriivhr SFS[D(3,1)(2,1)] gLLAQacdeeffnsxxcuf SFS[D(2,1)(2,1)] gLLAQacdeeffjsatgef SFS[D(4,1)(2,1)] gLLAQacdeeffnsatgef SFS[D(5,2)(2,1)] gLLQPacedeffbruiwhk SFS[D(5,2)(2,1)] gLLQPacedeffbruiwhr SFS[D(4,1)(2,1)] gLLAQacdeeffjsaxfxf SFS[D(4,1)(2,1)] gLLAQacdeeffnsaxfxf SFS[D(5,2)(2,1)] gLLQPacedeffbrqawhk SFS[D(5,2)(2,1)] gLLQPacedeffbrqawhr SFS[D(4,1)(2,1)] gLLQPacedeffbrqiwhk SFS[D(4,1)(2,1)] gLLQPacedeffbrqiwhr SFS[D(5,2)(2,1)] gLLAQacdeeffjbuxcuf SFS[D(4,1)(2,1)] gLLAQacdeeffnbuxcuf SFS[D(5,2)(2,1)] gLLAQacdeeffjsapfxf SFS[D(5,2)(2,1)] gLLAQacdeeffnsapfxf toroidal gLLQPacedeffbrqmwhf reducible gLLQPacedeffbrqmwhk toroidal gLLQPacedeffbrqmwhr toroidal gLLQPacdeeffjbdxbxg SFS[D(5,2)(2,1)] gLLQPacdeeffnbdxbxg toroidal gLLAQacdeeffnkapfxf SFS[D(2,1)(2,1)] gLLQPacedeffbrqmshf reducible gLLQPacedeffbrqmshk SFS[D(3,1)(2,1)] gLLQPacedeffbrqmshr SFS[D(3,1)(2,1)] gLLQPacdeeffnkdxbxg SFS[D(2,1)(2,1)] gLLAQacdeeffnbapfxf SFS[D(2,1)(2,1)] gLLQPacedeffbrqmvhf reducible gLLQPacedeffbrqmvhk SFS[D(3,1)(2,1)] gLLQPacedeffbrqmvhr SFS[D(3,1)(2,1)] gLLQPacdeeffnsdxbxg SFS[D(2,1)(2,1)] gLLAQacdeeffjsxxctb SFS[D(3,1)(3,1)] gLLAQacdeeffnsxxctb SFS[D(3,1)(3,2)] gLLAQacedeffbriichr SFS[D(3,1)(2,1)] gLLAQacdeeffjbaaveg SFS[D(3,1)(2,1)] gLLAQacdeeffjkxxctb toroidal gLLAQacdeeffnkxxctb toroidal gLLAQacedeffbriishf SFS[D(2,1)(2,1)] gLLAQacedeffbriishr toroidal gLLAQacedeffbriishk SFS[D(2,1)(2,1)] gLLAQacdeeffjkaaveg toroidal gLLAQacdeeffnkaaveg SFS[D(2,1)(2,1)] gLLAQacdeeffjbxxctb SFS[D(3,1)(3,2)] gLLAQacdeeffnbxxctb SFS[D(3,1)(3,1)] gLLAQacedeffbriirhr SFS[D(3,1)(2,1)] gLLAQacdeeffjsaaveg SFS[D(3,1)(2,1)] gLLAQacdeeffjsxawab SFS[D(3,1)(3,2)] gLLAQacdeeffnsxawab SFS[D(3,1)(3,1)] gLLAQacedeffbrqachr SFS[D(3,1)(2,1)] gLLAQacdeeffjbxaoxf SFS[D(3,1)(2,1)] gLLAQacdeeffjkxawab SFS[D(3,1)(3,1)] gLLAQacdeeffnkxawab SFS[D(3,1)(3,2)] gLLAQacedeffbrqashr SFS[D(3,1)(2,1)] gLLAQacdeeffjkxaoxf SFS[D(3,1)(2,1)] gLLAQacdeeffjbxawab reducible gLLAQacdeeffnbxawab reducible gLLAQacedeffbrqarhr reducible gLLAQacdeeffjsxaoxf reducible gLLAQacdeeffjsxtjlb SFS[D(3,1)(3,1)] gLLAQacdeeffnsxtjlb SFS[D(3,1)(3,2)] gLLAQacedeffbrqmchr SFS[D(3,1)(2,1)] gLLAQacdeeffjbmawuc SFS[D(3,1)(2,1)] gLLAQacdeeffjkxtjlb toroidal gLLAQacdeeffnkxtjlb toroidal gLLAQacedeffbrqmshf SFS[D(2,1)(2,1)] gLLAQacedeffbrqmshr toroidal gLLAQacedeffbrqmshk SFS[D(2,1)(2,1)] gLLAQacdeeffjkmawuc toroidal gLLAQacdeeffnkmawuc SFS[D(2,1)(2,1)] gLLAQacdeeffjbxtjlb SFS[D(3,1)(3,2)] gLLAQacdeeffnbxtjlb SFS[D(3,1)(3,1)] gLLAQacedeffbrqmrhr SFS[D(3,1)(2,1)] gLLAQacdeeffjsmawuc SFS[D(3,1)(2,1)] gLLAQacdeeffjsxlctb reducible gLLAQacdeeffnsxlctb reducible gLLAQacedeffbrqichr reducible gLLAQacdeeffjbuaoxf reducible gLLAQacdeeffjkxlctb SFS[D(3,1)(3,2)] gLLAQacdeeffnkxlctb SFS[D(3,1)(3,1)] gLLAQacedeffbrqishr SFS[D(3,1)(2,1)] gLLAQacdeeffjkuaoxf SFS[D(3,1)(2,1)] gLLAQacdeeffjbxlctb SFS[D(3,1)(3,1)] gLLAQacdeeffnbxlctb SFS[D(3,1)(3,2)] gLLAQacedeffbrqirhr SFS[D(3,1)(2,1)] gLLAQacdeeffjsuaoxf SFS[D(3,1)(2,1)] gLLAQacdeeffjsxpctb SFS[D(3,1)(3,2)] gLLAQacdeeffnsxpctb SFS[D(3,1)(3,1)] gLLAQacedeffbruichr SFS[D(3,1)(2,1)] gLLAQacedeffbruicaw SFS[D(3,1)(2,1)] gLLAQacdeeffjkxpctb SFS[D(3,1)(3,1)] gLLAQacdeeffnkxpctb SFS[D(3,1)(3,2)] gLLAQacedeffbruishr SFS[D(3,1)(2,1)] gLLAQacedeffbruisaw SFS[D(3,1)(2,1)] gLLAQacdeeffjbxpctb reducible gLLAQacdeeffnbxpctb reducible gLLAQacedeffbruirhr reducible gLLAQacedeffbruiraw reducible gLLAQacdeeffngqhwhb reducible gLLAQacdeeffjgqhwhb reducible gLLAQacedeffbrqhwur reducible gLLAQacedeffbrqhwuk reducible gLLAQacedeffbrqhwij reducible gLLAQacedeffbrqhwiw reducible gLLAQacdeeffnjlmwhb reducible gLLAQacdeeffjjlmwhb reducible gLLAQacdeeffjjhqjqf reducible gLLAQacdeeffnjhqjqf reducible gLLAQacedeffbrqhwmj reducible gLLAQacedeffbrqhwmw reducible gLLAQacedeffbrqhwdj reducible gLLAQacedeffbrqhwdn reducible gLLAQacdeeffjjhaoxf reducible gLLAQacdeeffnjhaoxf reducible gLLAQacdeeffjgtpoxf reducible gLLAQacdeeffjgtejqf reducible gLLAQacedeffbrqpnig SFS[D(2,1)(2,1)] gLLQPacdeeffjgthgxg SFS[D(3,1)(2,1)] gLLQPacdeeffjgthjiv SFS[D(3,1)(2,1)] gLLAQacdeeffjjhmwif SFS[D(2,1)(2,1)] gLLAQacdeeffjjhmoxf SFS[D(2,1)(2,1)] gLLQPacdeeffjguhgxg SFS[D(3,1)(2,1)] gLLQPacdeeffjgdhclo SFS[D(3,1)(2,1)] gLLAQacdeeffjjhpcuf SFS[D(2,1)(2,1)] gLLAQacdeeffjjhioxf SFS[D(2,1)(2,1)] gLLAQacdeeffngxictb reducible gLLAQacdeeffjgxictb reducible gLLAQacedeffbrmiwiw reducible gLLAQacedeffbrmiwij reducible gLLAQacedeffbrmiwuk reducible gLLAQacedeffbrmiwur reducible gLLAQacdeeffnjdxctb reducible gLLAQacdeeffjjdxctb reducible gLLAQacedeffbrmiwaw reducible gLLAQacedeffbrmiwaj reducible gLLAQacedeffbrmiwek reducible gLLAQacedeffbrmiwer reducible gLLAQacedeffbrmiwtn reducible gLLAQacedeffbrmiwtj reducible gLLAQacedeffbrmiwhr reducible gLLAQacedeffbrmiwhk reducible gLLAQacedeffbrmiwmj reducible gLLAQacedeffbrmiwmw reducible gLLQPacedeffbrmxoug SFS[D(2,1)(2,1)] gLLAQacedeffbrhikdf SFS[D(2,1)(2,1)] gLLQPacdeeffjgahsec SFS[D(3,1)(2,1)] gLLQPacdeeffjgahclo SFS[D(3,1)(2,1)] gLLAQacdeeffjjhxcuf SFS[D(2,1)(2,1)] gLLAQacdeeffjjhxref SFS[D(2,1)(2,1)] gLLAQacdeeffbgmhfuc T2xI gLLAQacdeeffbgahwtg SFS[D(2,1)(2,1)] gLLAQacdeeffnkxacxc SFS[D(2,1)(2,1)] gLLQPacdeeffbgahrqj SFS[D(3,1)(2,1)] gLLAQacdeeffbgqhwlb reducible gLLAQacdeeffbgqhwib reducible gLLAQacdeeffbgtmbmf T2xI gLLAQacdeeffbgtmblb reducible gLLAQacdeeffbgmmctc T2xI gLLAQacdeeffbgmmclb reducible gLLAQacdeeffbgamotg SFS[D(2,1)(2,1)] gLLAQacdeeffbjlqcmf SFS[D(2,1)(2,1)] gLLQPacdeeffbgmmsac reducible gLLQPacdeeffbgtmsef reducible gLLAQacdeeffbgtijlc reducible gLLAQacdeeffbgtdctc reducible gLLAQacdeeffbgtdchb reducible gLLAQacdeeffbgtqjpb reducible gLLAQacdeeffbgtqjlc reducible gLLAQacdeeffbgtqndf SFS[D(2,1)(2,1)] gLLAQacdeeffbgmigpb reducible gLLAQacdeeffbgaicpw SFS[D(2,1)(2,1)] gLLAQacdeeffbgaicej SFS[D(3,1)(2,1)] gLLQPacdeeffbgadrqg SFS[D(3,1)(2,1)] gLLQPacdeeffbgaqnig SFS[D(3,1)(2,1)] gLLQPacdeeffbgmismc reducible gLLAQacdeeffnsaxcmf reducible gLLQPacdeeffbgtivhf reducible gLLQPacdeeffbgtivhr reducible gLLQPacdeeffbgtivhk reducible gLLAQacdeeffnbaxcmf reducible gLLAQacdeeffbgtisac reducible gLLAQacdeeffbgtisaw reducible gLLAQacdeeffbgtisaj reducible gLLAQacdeeffbgtisdb reducible gLLAQacdeeffbgtishk reducible gLLAQacdeeffbgtqcqb reducible gLLAQacdeeffbgtqcic reducible gLLAQacdeeffbgtqshf SFS[D(3,1)(2,1)] gLLAQacdeeffbgtdkdf SFS[D(3,1)(2,1)] gLLAQacdeeffbgmiwac SFS[D(2,1)(2,1)] gLLAQacdeeffbgainag T2xI gLLQPacdeeffbgaqrhg SFS[D(2,1)(2,1)] gLLAQacdeeffbgxicdb reducible gLLAQacdeeffbgxicqb reducible gLLAQacdeeffbgtewdb reducible gLLAQacdeeffbgtewac reducible gLLAQacdeeffbgteohf SFS[D(2,1)(2,1)] gLLAQacdeeffbgtmwhf SFS[D(2,1)(2,1)] gLLAQacdeeffbgtmwac reducible gLLAQacdeeffbgmmvic SFS[D(2,1)(2,1)] gLLAQacdeeffbgmmvdb reducible gLLAQacdeeffbgamjag T2xI gLLQPacdeeffbgaeoug SFS[D(3,1)(2,1)] gLLQPacdeeffbgamoeg T2xI gLLAQacdeeffbgtebpf SFS[D(3,1)(2,1)] gLLAQacdeeffbgtejuc reducible gLLAQacdeeffbgtejib reducible gLLAQacdeeffbrlpwef SFS[D(2,1)(2,1)] gLLQPacdeeffbgthclj SFS[D(2,1)(2,1)] gLLQPacdeeffbgthcmk SFS[D(3,1)(2,1)] gLLAQacdeeffbctujlc reducible gLLAQacdeeffbctujpb reducible gLLAQacdeeffbctundf SFS[D(2,1)(2,1)] gLLAQacdeeffbcthctc reducible gLLAQacdeeffbcthchb reducible gLLAQacdeeffbctewhf SFS[D(2,1)(2,1)] gLLAQacdeeffbctewac reducible gLLAQacdeeffbctewdb reducible gLLAQacdeeffbctewuf SFS[D(2,1)(2,1)] gLLAQacdeeffbcmevmc SFS[D(2,1)(2,1)] gLLAQacdeeffbcmevef reducible gLLAQacdeeffbcmevdb reducible gLLAQacdeeffbcmevic SFS[D(2,1)(2,1)] gLLAQacdeeffbcaejmg reducible gLLAQacdeeffbcuekdb reducible gLLAQacdeeffboepfdf reducible gLLQPacdeeffbcaunig SFS[D(3,1)(2,1)] gLLAQacedeffboudsxc SFS[D(2,1)(2,1)] gLLQPacdeeffbcahrqg SFS[D(3,1)(2,1)] gLLQPacdeeffbcaeoug reducible gLLAQacdeeffbcperdb reducible gLLQPacdeeffbcuefqv reducible gLLAQacdeeffbcxeodb reducible gLLAQacdeeffbcqejdb reducible gLLAQacdeeffbctqshf reducible gLLAQacdeeffbcmqwmc reducible gLLAQacdeeffbcmmcxc SFS[D(3,1)(2,1)] gLLAQacdeeffbcmmomf reducible gLLAQacdeeffbcmmohb reducible gLLAQacdeeffbcmpjec SFS[D(3,1)(2,1)] gLLAQacdeeffbcaqnmg SFS[D(2,1)(2,1)] gLLAQacdeeffbcaqnag SFS[D(2,1)(2,1)] gLLAQacdeeffbcaqwxf reducible gLLAQacdeeffbcamgxg SFS[D(2,1)(2,1)] gLLAQacdeeffbjlmrxf SFS[D(2,1)(2,1)] gLLQPacdeeffbcaqchg SFS[D(2,1)(2,1)] gLLQPacdeeffbcaqslc reducible gLLQPacdeeffbcapkpo reducible gLLAQacdeeffbcpprub reducible gLLAQacdeeffbcxqctb reducible gLLAQacdeeffbcqqntb reducible gLLAQacdeeffbctdctc reducible gLLAQacdeeffbctdchb reducible gLLAQacdeeffboxunpb reducible gLLAQacdeeffbcmigxf reducible gLLAQacdeeffbcmigpb reducible gLLAQacdeeffbcmdfmf reducible gLLAQacdeeffbcmdfhb reducible gLLAQacdeeffboqucpb reducible gLLAQacdeeffbcmxvef reducible gLLAQacdeeffbcmxvdb reducible gLLAQacdeeffbcaiceg SFS[D(3,1)(2,1)] gLLAQacdeeffbcaigav SFS[D(2,1)(2,1)] gLLAQacdeeffbcadwxg reducible gLLAQacdeeffbcaxjmg SFS[D(3,1)(2,1)] gLLAQacdeeffbcaqoav SFS[D(2,1)(2,1)] gLLQPacdeeffbcadrqg reducible gLLAQacdeeffbctishf SFS[D(3,1)(2,1)] gLLAQacdeeffbcdxgaf reducible gLLAQacdeeffbctxbpf SFS[D(3,1)(2,1)] gLLAQacdeeffbctdkdf reducible gLLAQacdeeffboxuciw reducible gLLAQacdeeffboxuctb reducible gLLAQacdeeffboxuctn reducible gLLAQacdeeffboxuctj reducible gLLAQacdeeffboxucer reducible gLLAQacdeeffbcmdjec reducible gLLAQacdeeffboquniw reducible gLLAQacdeeffboquntb reducible gLLAQacdeeffboquntn reducible gLLAQacdeeffboquntj reducible gLLAQacdeeffboquner reducible gLLAQacdeeffbcaiwqv reducible gLLAQacdeeffbcuicdb reducible gLLAQacdeeffboeiflf reducible gLLAQacdeeffbcaxgaf reducible gLLAQacdeeffbcadvuv reducible gLLAQacdeeffbcadvpv reducible gLLAQacdeeffbcudopb reducible gLLAQacdeeffboeuwlf reducible gLLQPacdeeffbcadouo reducible gLLQPacdeeffbcadopo reducible gLLAQacdeeffbcpdvub reducible gLLQPacdeeffbcahomc reducible gLLAQacdeeffbcexgaf reducible gLLAQacdeeffbctpctc reducible gLLAQacdeeffbctpchb reducible gLLAQacdeeffbcmmvef reducible gLLAQacdeeffbcmmvdb reducible gLLAQacdeeffbcmmjic SFS[D(2,1)(2,1)] gLLAQacdeeffbcamjmg SFS[D(3,1)(2,1)] gLLQPacdeeffbcaqbuo SFS[D(2,1)(2,1)] gLLQPacdeeffbcaprqg SFS[D(3,1)(2,1)] gLLQPacdeeffbcapcio SFS[D(2,1)(2,1)] gLLAQacdeeffbctushf SFS[D(3,1)(2,1)] gLLAQacdeeffbctucic reducible gLLAQacdeeffbctucqb reducible gLLAQacdeeffbcmhjec SFS[D(3,1)(2,1)] gLLAQacdeeffbbapoav T2xI gLLQPacdeeffbcaurhg SFS[D(2,1)(2,1)] gLLAQacedeffbbaefef T2xI gLLAQacedeffbghtcqf T2xI gLLAQacedeffbghtcqr SFS[A(2,1)] gLLAQacedeffbghtcqk T2xI gLLAQacedeffbghtcxc T2xI gLLAQacedeffbghtcxj T2xI gLLAQacedeffbghtcxw SFS[A(2,1)] gLLAQacedeffbghtchb reducible gLLAQacedeffbghtchj SFS[A(3,1)] gLLAQacedeffbghtchn SFS[A(3,1)] gLLAQacedeffbghhbuc T2xI gLLAQacedeffbgttftc T2xI gLLAQacedeffbgttflb reducible gLLQPacedeffbgxqrqg SFS[D(2,1)(2,1)] gLLAQacedeffbgltgqf SFS[D(2,1)(2,1)] gLLAQacedeffbcehsic SFS[D(2,1)(2,1)] gLLAQacedeffbghhbpf T2xI gLLAQacdeeffjkqqvuf SFS[D(5,2)(2,1)] gLLAQacdeeffnkqqvuf SFS[D(4,1)(2,1)] gLLAQacedeffjjeevuf toroidal gLLAQacedeffnjeevuf SFS[D(5,2)(2,1)] gLLQPacedeffbgllvln toroidal gLLQPacedeffbgllvew SFS[D(4,1)(2,1)] gLLQPacedeffbgllvej SFS[D(5,2)(2,1)] gLLAQacedeffbgduceg T2xI gLLQPacedeffbgdunig T2xI gLLQPacedeffbgelwmc reducible gLLQPacedeffbgelvmc reducible gLLQPacedeffbgelsmc reducible gLLAQacedeffbcudkpb reducible gLLAQacedeffbgepsic SFS[D(2,1)(2,1)] gLLAQacedeffbgepshf SFS[D(2,1)(2,1)] gLLAQacedeffbgepsdb reducible gLLAQacedeffbchdbhb reducible gLLAQacedeffbcedsdb reducible gLLAQacedeffbgalfuf SFS[D(2,1)(2,1)] gLLAQacedeffbgdunig T2xI gLLAQacedeffbgxpctc reducible gLLAQacdeeffbjhmkpb reducible gLLAQacedeffbgapcic SFS[D(2,1)(2,1)] gLLQPacedeffbgaaghg T2xI gLLQPacedeffbbahghg T2xI gLLAQacdeeffbkqqvtb reducible gLLAQacdeeffjkqqvtb reducible gLLAQacdeeffnkqqvtb reducible gLLAQacedeffbgllvef reducible gLLAQacedeffbgllver reducible gLLAQacedeffbgllvek reducible gLLAQacedeffbgllvuk reducible gLLAQacedeffbgllvaj reducible gLLAQacedeffbgllvtj reducible gLLAQacedeffbgllvdb reducible gLLAQacedeffbgllvdj reducible gLLAQacedeffbgllvdn reducible gLLQPacedeffbghhbpf T2xI gLLAQacedeffbcehsdb reducible gLLAQacedeffbcepsdb reducible gLLAQacedeffbglqjmg SFS[D(2,1)(2,1)] gLLQPacedeffbgttftc T2xI gLLAQacdeeffbjhqjhb reducible gLLAQacdeeffbjlmwqf reducible gLLAQacdeeffbrhpcdb reducible gLLAQacedeffbctdcuw reducible gLLAQacedeffbctdcmr reducible gLLAQacedeffbctdclb reducible gLLAQacedeffbctdcln reducible gLLAQacedeffbctdclj reducible gLLAQacedeffbcxtftc SFS[D(2,1)(2,1)] gLLQPacedeffbcxurqg SFS[D(2,1)(2,1)] gLLAQacedeffbchdnhb reducible gLLAQacedeffbchhnhb reducible gLLQPacedeffbclhwef reducible gLLQPacedeffbclhsef reducible gLLQPacedeffbclhvef reducible gLLAQacdeeffbvplcdb reducible gLLAQacedeffbcatoab reducible gLLAQacdeeffbbadcaf T2xI gLLAQacedeffbcetoab reducible gLLQPacedeffbceijxg reducible gLLQPacedeffbcetwmc reducible gLLQPacedeffbcetvmc reducible gLLQPacedeffbcetsmc reducible gLLAQacedeffbouawxc reducible gLLAQacedeffbcdtoab reducible gLLAQacedeffbcepcdb reducible gLLAQacedeffbceprdb reducible gLLAQacedeffbcehcdb reducible gLLAQacedeffbcehshf SFS[D(2,1)(2,1)] gLLAQacedeffbcehrdb reducible gLLAQacedeffbcedcur reducible gLLAQacedeffbcedcmw reducible gLLAQacedeffbcedcdj reducible gLLAQacedeffbcedcdn reducible gLLAQacedeffbcedrdb reducible gLLAQacedeffbcahcic SFS[D(2,1)(2,1)] gLLAQacedeffbbaecab reducible gLLAQacedeffbcetwic reducible gLLAQacdeeffbjlmwlb reducible gLLAQacdeeffbjhqjuc reducible gLLAQacdeeffbjhaopb reducible gLLAQacedeffbcelndb reducible gLLAQacedeffbceunig SFS[D(2,1)(2,1)] gLLAQacedeffbceqwqv reducible gLLAQacedeffbodpjlc reducible gLLAQacdeeffbjpmopb reducible gLLAQacdeeffbvdmopb reducible gLLAQacedeffbchtjuf SFS[D(2,1)(2,1)] gLLAQacedeffbotpopb reducible gLLAQacdeeffbrhpcic reducible gLLAQacdeeffbvdpcdb reducible gLLAQacedeffbcldotb reducible gLLAQacedeffbclljtb reducible gLLAQacedeffbollgqf SFS[D(2,1)(2,1)] gLLAQacedeffjcadcic SFS[D(2,1)(2,1)] gLLQPacedeffbcidfqv reducible gLLQPacedeffbcidfqw SFS[D(3,1)(2,1)] gLLQPacedeffbcidfqs SFS[D(3,1)(2,1)] gLLQPacedeffbcidfxk SFS[D(2,1)(2,1)] gLLAQacdeeffjvdxcic SFS[D(4,1)(2,1)] gLLAQacdeeffnvdxcic SFS[D(5,2)(2,1)] gLLQPacdeeffjrlxkto SFS[D(4,1)(2,1)] gLLQPacdeeffnrlxkto SFS[D(5,2)(2,1)] gLLAQacdeeffbjpicmf SFS[D(2,1)(2,1)] gLLAQacdeeffbjtmfij SFS[A(3,1)] gLLAQacdeeffbjtmfin SFS[A(3,1)] gLLAQacdeeffbjtmftc T2xI gLLAQacdeeffbjtmftw SFS[A(2,1)] gLLAQacdeeffbjtmftj T2xI gLLAQacdeeffbjtmfpr SFS[A(2,1)] gLLAQacdeeffbjtmfpk T2xI gLLAQacdeeffbjlmwuc reducible gLLAQacdeeffbjlmwhb reducible gLLAQacdeeffbjqiwxg SFS[D(2,1)(2,1)] gLLAQacdeeffbjumwxg SFS[D(2,1)(2,1)] gLLAQacedeffbjpictc reducible gLLAQacedeffbjpicpf reducible gLLAQacedeffbrhictc reducible gLLAQacedeffbrmiwac reducible gLLQPacdeeffbjhigxg reducible gLLAQacedeffbrqhwic reducible gLLAQacdeeffbjhtbin SFS[A(3,1)] gLLAQacdeeffbjhtbij SFS[A(3,1)] gLLAQacdeeffbjhtbpf T2xI gLLAQacdeeffbjhtbpr SFS[A(2,1)] gLLAQacdeeffbjhtbpk T2xI gLLAQacdeeffbjhtbtw SFS[A(2,1)] gLLAQacdeeffbjhtbtj T2xI gLLAQacdeeffbjhqjqf reducible gLLAQacdeeffbjhqjlb reducible gLLAQacdeeffbjttcxc T2xI gLLAQacdeeffbjlqcxc SFS[D(2,1)(2,1)] gLLAQacdeeffbjutoug SFS[D(2,1)(2,1)] gLLQPacdeeffbjutjmg SFS[D(2,1)(2,1)] gLLQPacdeeffbjqqjmg SFS[D(2,1)(2,1)] gLLAQacdeeffbjhxjxf SFS[D(2,1)(2,1)] gLLAQacdeeffbjpljxf SFS[D(2,1)(2,1)] gLLAQacdeeffbjtxglc SFS[D(2,1)(2,1)] gLLAQacdeeffbjuxceg T2xI gLLAQacdeeffbjqlceg SFS[D(2,1)(2,1)] gLLQPacdeeffbjuxnig T2xI gLLQPacdeeffbjhlveg reducible gLLAQacdeeffbjhxstb reducible gLLAQacdeeffbjhxsmc reducible gLLAQacdeeffbjdxctb reducible gLLAQacdeeffbjhlctb reducible gLLAQacdeeffbjtxwmc SFS[D(2,1)(2,1)] gLLAQacdeeffbjllwmc SFS[D(2,1)(2,1)] gLLAQacdeeffbjuxnig T2xI gLLQPacdeeffbjuxcpj SFS[D(5,2)(2,1)] gLLQPacdeeffbjuxcpw SFS[D(4,1)(2,1)] gLLQPacdeeffbjuxctn SFS[D(5,2)(2,1)] gLLQPacdeeffbjuxctr SFS[D(4,1)(2,1)] gLLQPacdeeffbjqlceg SFS[D(2,1)(2,1)] gLLAQacedeffbrmiwuf reducible gLLAQacedeffbrmiwhf reducible gLLQPacdeeffbjlqcxc SFS[D(2,1)(2,1)] gLLQPacdeeffbjttchj SFS[D(5,2)(2,1)] gLLQPacdeeffbjttchk SFS[D(4,1)(2,1)] gLLQPacdeeffbjttcqr SFS[D(5,2)(2,1)] gLLQPacdeeffbjttcqn SFS[D(4,1)(2,1)] gLLAQacdeeffbjhaoxf reducible gLLAQacdeeffbjpmoxf reducible gLLAQacdeeffbjqmveg reducible gLLQPacdeeffbjpicmf SFS[D(2,1)(2,1)] gLLAQacdeeffbrhicmf SFS[D(2,1)(2,1)] gLLAQacdeeffbrpacmf SFS[D(2,1)(2,1)] gLLAQacdeeffbrtiftc SFS[D(2,1)(2,1)] gLLAQacdeeffbrqawak SFS[D(5,2)(2,1)] gLLAQacdeeffbrqawar SFS[D(4,1)(2,1)] gLLAQacdeeffbrqawxg SFS[D(2,1)(2,1)] gLLAQacdeeffbrqawhs SFS[D(5,2)(2,1)] gLLAQacdeeffbrqawhw SFS[D(4,1)(2,1)] gLLQPacdeeffbrhagxg reducible gLLAQacdeeffbrttohb reducible gLLAQacdeeffbrttotc reducible gLLAQacedeffjktuvdf SFS[D(5,2)(2,1)] gLLAQacedeffnktuvdf SFS[D(4,1)(2,1)] gLLQPacdeeffbrpdwef SFS[D(2,1)(2,1)] gLLQPacdeeffbrpdwiw SFS[D(5,2)(2,1)] gLLQPacdeeffbrpdwis SFS[D(4,1)(2,1)] gLLQPacdeeffbrhqwef SFS[D(2,1)(2,1)] gLLAQacedeffbrqindf reducible gLLQPacdeeffbrlpwmc SFS[D(2,1)(2,1)] gLLAQacedeffjkhlrpf SFS[D(5,2)(2,1)] gLLAQacedeffnkhlrpf SFS[D(4,1)(2,1)] gLLQPacdeeffbrtlwmc SFS[D(2,1)(2,1)] gLLQPacdeeffbrtlwur SFS[D(5,2)(2,1)] gLLQPacdeeffbrtlwun SFS[D(4,1)(2,1)] gLLAQacdeeffbrhpcuf reducible gLLAQacdeeffbrhpctb reducible gLLAQacdeeffbrlpwmc SFS[D(2,1)(2,1)] gLLAQacdeeffbrulnig SFS[D(2,1)(2,1)] gLLQPacdeeffbrulceg SFS[D(2,1)(2,1)] gLLQPacdeeffbrqpceg SFS[D(2,1)(2,1)] gLLAQacdeeffbrhqwef SFS[D(2,1)(2,1)] gLLAQacdeeffbradvqj SFS[D(3,1)(3,2)] gLLAQacdeeffbradvqn SFS[D(3,1)(3,1)] gLLAQacdeeffbradvaw SFS[D(3,1)(2,1)] gLLAQacdeeffbradvhr SFS[D(3,1)(2,1)] gLLAQacdeeffbrtdvqj SFS[D(3,1)(3,1)] gLLAQacdeeffbrtdvqn SFS[D(3,1)(3,2)] gLLAQacdeeffbrtdvaw SFS[D(3,1)(2,1)] gLLAQacdeeffbrtdvhr SFS[D(3,1)(2,1)] gLLAQacdeeffbrldvqj toroidal gLLAQacdeeffbrldvqn toroidal gLLAQacdeeffbrldvac SFS[D(2,1)(2,1)] gLLAQacdeeffbrldvaw toroidal gLLAQacdeeffbrldvaj SFS[D(2,1)(2,1)] gLLAQacdeeffbrldvhr toroidal gLLAQacdeeffbrldvhk SFS[D(2,1)(2,1)] gLLAQacdeeffbrtqvqj toroidal gLLAQacdeeffbrtqvqn toroidal gLLAQacdeeffbrtqvac SFS[D(2,1)(2,1)] gLLAQacdeeffbrtqvaw toroidal gLLAQacdeeffbrtqvaj SFS[D(2,1)(2,1)] gLLAQacdeeffbrtqvhr toroidal gLLAQacdeeffbrtqvhk SFS[D(2,1)(2,1)] gLLAQacdeeffbrttvqj SFS[D(3,1)(3,2)] gLLAQacdeeffbrttvqn SFS[D(3,1)(3,1)] gLLAQacdeeffbrttvaw SFS[D(3,1)(2,1)] gLLAQacdeeffbrttvhr SFS[D(3,1)(2,1)] gLLAQacdeeffbrutrag reducible gLLQPacdeeffbrqdoug SFS[D(2,1)(2,1)] gLLAQacedeffbshprag reducible gLLAQacdeeffbrpakdf SFS[D(2,1)(2,1)] gLLAQacdeeffbraarab reducible gLLAQacdeeffbruiras SFS[D(5,2)(2,1)] gLLAQacdeeffbruiraw SFS[D(4,1)(2,1)] gLLAQacdeeffbruirqg SFS[D(2,1)(2,1)] gLLAQacdeeffbruirhk SFS[D(5,2)(2,1)] gLLAQacdeeffbruirhr SFS[D(4,1)(2,1)] gLLAQacdeeffbrqaras SFS[D(5,2)(2,1)] gLLAQacdeeffbrqaraw SFS[D(4,1)(2,1)] gLLAQacdeeffbrqarqg SFS[D(2,1)(2,1)] gLLAQacdeeffbrqarhk SFS[D(5,2)(2,1)] gLLAQacdeeffbrqarhr SFS[D(4,1)(2,1)] gLLQPacdeeffbruiwhj SFS[D(5,2)(2,1)] gLLQPacdeeffbruiwhw SFS[D(4,1)(2,1)] gLLQPacdeeffbruiwxg SFS[D(2,1)(2,1)] gLLQPacdeeffbruiwan SFS[D(5,2)(2,1)] gLLQPacdeeffbruiwar SFS[D(4,1)(2,1)] gLLAQacdeeffbvttguw SFS[D(2,1)(2,1)] gLLAQacdeeffbvttglb reducible gLLAQacdeeffbvttgln SFS[D(3,1)(2,1)] gLLAQacdeeffbvttglj SFS[D(3,1)(2,1)] gLLAQacdeeffbvttgmr SFS[D(2,1)(2,1)] gLLQPacdeeffbvadsio reducible gLLQPacdeeffbvttsio reducible gLLAQacdeeffbvtpguj reducible gLLAQacdeeffbvtpgun reducible gLLAQacdeeffbvtpglw reducible gLLAQacdeeffbvtpgdr reducible gLLAQacdeeffbvipcaw SFS[D(3,1)(2,1)] gLLAQacdeeffbvipcas SFS[D(3,1)(2,1)] gLLAQacdeeffbvipchk SFS[D(2,1)(2,1)] gLLAQacdeeffbvipcqk SFS[D(2,1)(2,1)] gLLAQacdeeffjkemfdf reducible gLLAQacdeeffnkemfdf reducible gLLQPacdeeffbvqpnij reducible gLLAQacdeeffjkmirqc reducible gLLQPacdeeffbvulcpj SFS[D(2,1)(2,1)] gLLQPacdeeffbvulcej SFS[D(2,1)(2,1)] gLLAQacedeffbktevlc reducible gLLAQacedeffjktevlc SFS[D(3,1)(2,1)] gLLAQacedeffnktevlc SFS[D(3,1)(2,1)] gLLAQacedeffjkturqc SFS[D(2,1)(2,1)] gLLQPacdeeffbvqpcej SFS[D(2,1)(2,1)] gLLQPacdeeffbvqpcto reducible gLLQPacdeeffbvqpctn SFS[D(3,1)(2,1)] gLLQPacdeeffbvqpctr SFS[D(3,1)(2,1)] gLLQPacdeeffbvipcdr SFS[D(3,1)(2,1)] gLLQPacdeeffbvipcdn SFS[D(3,1)(2,1)] gLLQPacdeeffbvipclj SFS[D(2,1)(2,1)] gLLQPacdeeffbvipcuj SFS[D(2,1)(2,1)] gLLAQacdeeffbvadglb reducible gLLAQacdeeffbvumras SFS[D(3,1)(2,1)] gLLAQacdeeffbvumraw SFS[D(3,1)(2,1)] gLLAQacdeeffbvumrqk SFS[D(2,1)(2,1)] gLLAQacdeeffbvumrhk SFS[D(2,1)(2,1)] gLLQPacdeeffbvqmoao reducible gLLQPacdeeffbvtmbuo reducible gLLAQacdeeffbjhtbtc T2xI gLLAQacdeeffbjhtbib reducible gLLAQacdeeffbjtmfib reducible gLLAQacdeeffbjtmfpf T2xI gLLAQacdeeffbkmmfuc T2xI gLLAQacdeeffbkmmfhb reducible gLLAQacdeeffbkmmfmf reducible gLLAQacdeeffbkmmfxc T2xI gLLAQacdeeffbkamwxg reducible gLLAQacdeeffbkdmfdf reducible gLLAQacdeeffbkemfdf reducible gLLAQacdeeffbkatoug reducible gLLAQacdeeffbkutnlb reducible gLLQPacdeeffbkdmcec reducible gLLAQacdeeffbkqtolb reducible gLLAQacdeeffbkxtjlb reducible gLLAQacdeeffbkuxbab reducible gLLAQacdeeffbkmxwmc reducible gLLAQacdeeffbbdirhf reducible gLLAQacdeeffbkmxglc reducible gLLAQacdeeffbkddodf reducible gLLAQacdeeffbkddodk SFS[D(3,1)(2,1)] gLLAQacdeeffbkddodr SFS[D(3,1)(2,1)] gLLAQacdeeffbkddouj SFS[D(2,1)(2,1)] gLLAQacdeeffbkddols SFS[D(2,1)(2,1)] gLLAQacdeeffbkmpglc SFS[D(3,1)(2,1)] gLLAQacdeeffbkmlglc SFS[D(3,1)(2,1)] gLLAQacdeeffbkaxctr SFS[D(2,1)(2,1)] gLLAQacdeeffbkaxcej SFS[D(3,1)(2,1)] gLLAQacdeeffbkaxcek SFS[D(3,1)(2,1)] gLLAQacdeeffbkaxcpw SFS[D(2,1)(2,1)] gLLAQacdeeffbkaxouv reducible gLLAQacdeeffbkaxopv reducible gLLAQacdeeffbkaxnpr SFS[D(2,1)(2,1)] gLLAQacdeeffbkaxnij SFS[D(3,1)(2,1)] gLLAQacdeeffbkaxnik SFS[D(3,1)(2,1)] gLLAQacdeeffbkaxntw SFS[D(2,1)(2,1)] gLLAQacdeeffbbeirhf reducible gLLAQacdeeffbkaxwxf reducible gLLAQacdeeffbkadodf reducible gLLAQacdeeffbkadodk toroidal gLLAQacdeeffbkadodr toroidal gLLAQacdeeffbkadoug SFS[D(3,1)(2,1)] gLLAQacdeeffbkadouj toroidal gLLAQacdeeffbkadouk SFS[D(3,1)(2,1)] gLLAQacdeeffbkadols toroidal gLLAQacdeeffbkadolw SFS[D(7,2)(2,1)] gLLAQacdeeffbkairhk SFS[D(8,3)(2,1)] gLLAQacdeeffbkairhr SFS[D(7,3)(2,1)] gLLAQacdeeffbkairqg SFS[D(3,1)(2,1)] gLLAQacdeeffbkairqj SFS[D(3,1)(2,1)] gLLAQacdeeffbkairqk reducible gLLAQacdeeffbkairav SFS[D(2,1)(2,1)] gLLAQacdeeffbkairas SFS[D(7,2)(2,1)] gLLAQacdeeffbkairaw SFS[D(5,1)(2,1)] gLLQPacdeeffbkdxspc reducible gLLAQacdeeffbkqxntb reducible gLLAQacdeeffbkqdolb reducible gLLAQacdeeffbkqirab reducible gLLAQacdeeffbbairhf reducible gLLAQacdeeffbkxxctb reducible gLLAQacdeeffbkedodk SFS[D(3,1)(2,1)] gLLAQacdeeffbkedodr SFS[D(3,1)(2,1)] gLLAQacdeeffbkedouj SFS[D(2,1)(2,1)] gLLAQacdeeffbkedols SFS[D(2,1)(2,1)] gLLAQacdeeffbkxlctb reducible gLLAQacdeeffbkxpctb reducible gLLAQacdeeffbkmlwmc SFS[D(3,1)(2,1)] gLLAQacdeeffbkmpwmc SFS[D(3,1)(2,1)] gLLAQacdeeffbkaiwhv reducible gLLAQacdeeffbkaiwhs toroidal gLLAQacdeeffbkaiwhw toroidal gLLAQacdeeffbkaiwxg SFS[D(3,1)(2,1)] gLLAQacdeeffbkaiwxk toroidal gLLAQacdeeffbkaiwxj SFS[D(3,1)(2,1)] gLLAQacdeeffbkaiwak toroidal gLLAQacdeeffbkaiwar SFS[D(7,2)(2,1)] gLLAQacdeeffbkuiclb reducible gLLAQacdeeffbkuicln SFS[D(3,1)(2,1)] gLLAQacdeeffbkuiclj SFS[D(3,1)(2,1)] gLLAQacdeeffbkuicmr SFS[D(2,1)(2,1)] gLLAQacdeeffbkuicuw SFS[D(2,1)(2,1)] gLLQPacdeeffbkdlcpc reducible gLLQPacdeeffbkdlcpj SFS[D(3,1)(2,1)] gLLQPacdeeffbkdlcpw SFS[D(3,1)(2,1)] gLLQPacdeeffbkdlcek SFS[D(2,1)(2,1)] gLLAQacedeffjktiklc SFS[D(2,1)(2,1)] gLLAQacdeeffbkadjds SFS[D(8,3)(2,1)] gLLAQacdeeffbkadjdw SFS[D(7,3)(2,1)] gLLAQacdeeffbkadjmg SFS[D(3,1)(2,1)] gLLAQacdeeffbkadjmk SFS[D(3,1)(2,1)] gLLAQacdeeffbkadjmj reducible gLLAQacdeeffbkadjlf SFS[D(2,1)(2,1)] gLLAQacdeeffbkadjlk SFS[D(7,2)(2,1)] gLLAQacdeeffbkadjlr SFS[D(5,1)(2,1)] gLLAQacdeeffbkmqguc SFS[D(2,1)(2,1)] gLLAQacdeeffbkmqvac SFS[D(3,1)(2,1)] gLLAQacdeeffbkaqvig SFS[D(2,1)(2,1)] gLLAQacdeeffbkaqoug SFS[D(3,1)(2,1)] gLLAQacdeeffbkqqolb reducible gLLAQacdeeffbkmawuc SFS[D(2,1)(2,1)] gLLAQacdeeffbkxawab reducible gLLAQacdeeffbkmajec SFS[D(3,1)(2,1)] gLLAQacdeeffbkaaveg SFS[D(2,1)(2,1)] gLLAQacdeeffbbamrav SFS[D(2,1)(2,1)] gLLAQacdeeffbkaawxg SFS[D(3,1)(2,1)] gLLAQacdeeffbkatvlf SFS[D(2,1)(2,1)] gLLAQacdeeffbbumcuw SFS[D(2,1)(2,1)] gLLAQacdeeffbbumcmr SFS[D(2,1)(2,1)] gLLAQacdeeffbbumclb reducible gLLAQacdeeffbbumcln SFS[D(3,1)(2,1)] gLLAQacdeeffbbumclj SFS[D(3,1)(2,1)] gLLAQacdeeffbbmtcxc SFS[D(3,1)(2,1)] gLLAQacdeeffbbamwak toroidal gLLAQacdeeffbbamwar SFS[D(7,2)(2,1)] gLLAQacdeeffbbamwxg SFS[D(3,1)(2,1)] gLLAQacdeeffbbamwxj SFS[D(3,1)(2,1)] gLLAQacdeeffbbamwxk toroidal gLLAQacdeeffbbamwhv reducible gLLAQacdeeffbbamwhs toroidal gLLAQacdeeffbbamwhw toroidal gLLAQacedeffjklijtc SFS[D(2,1)(2,1)] gLLQPacdeeffbbdtjmk SFS[D(2,1)(2,1)] gLLAQacedeffbkuewpf reducible gLLAQacedeffjkuewpf SFS[D(3,1)(2,1)] gLLAQacedeffnkuewpf SFS[D(3,1)(2,1)] gLLAQacdeeffbbxtjlb reducible gLLAQacdeeffbbmxwmc SFS[D(3,1)(2,1)] gLLAQacdeeffbbxxbab reducible gLLAQacdeeffbbmxoec SFS[D(2,1)(2,1)] gLLAQacdeeffbbdirhk SFS[D(3,1)(2,1)] gLLAQacdeeffbbdirhr SFS[D(3,1)(2,1)] gLLAQacdeeffbbdirqj SFS[D(2,1)(2,1)] gLLAQacdeeffbbdiras SFS[D(2,1)(2,1)] gLLAQacdeeffbbmlglc SFS[D(3,1)(2,1)] gLLAQacdeeffbbaxceg SFS[D(3,1)(2,1)] gLLAQacdeeffbbaxwag SFS[D(2,1)(2,1)] gLLAQacdeeffbbairhk toroidal gLLAQacdeeffbbairhr toroidal gLLAQacdeeffbbairqg SFS[D(3,1)(2,1)] gLLAQacdeeffbbairqj toroidal gLLAQacdeeffbbairqk SFS[D(3,1)(2,1)] gLLAQacdeeffbbairas toroidal gLLAQacdeeffbbairaw SFS[D(7,2)(2,1)] gLLAQacdeeffbbqirab reducible gLLAQacdeeffbbxxctb reducible gLLAQacdeeffbbeirhk SFS[D(3,1)(2,1)] gLLAQacdeeffbbeirhr SFS[D(3,1)(2,1)] gLLAQacdeeffbbeirqj SFS[D(2,1)(2,1)] gLLAQacdeeffbbeiras SFS[D(2,1)(2,1)] gLLAQacdeeffbbxlctb reducible gLLAQacdeeffbbmdvac reducible gLLAQacdeeffbbxpctb reducible gLLAQacdeeffbbmlwmc SFS[D(3,1)(2,1)] gLLAQacdeeffbbmpwmc reducible gLLAQacdeeffbbqpntb reducible gLLAQacdeeffbbapwxf reducible gLLAQacdeeffbbapnag T2xI gLLAQacdeeffbbapnmg T2xI gLLAQacdeeffbbaiwhs SFS[D(8,3)(2,1)] gLLAQacdeeffbbaiwhw SFS[D(7,3)(2,1)] gLLAQacdeeffbbaiwxg SFS[D(3,1)(2,1)] gLLAQacdeeffbbaiwxk SFS[D(3,1)(2,1)] gLLAQacdeeffbbaiwxj reducible gLLAQacdeeffbbaiwaf SFS[D(2,1)(2,1)] gLLAQacdeeffbbaiwak SFS[D(7,2)(2,1)] gLLAQacdeeffbbaiwar SFS[D(5,1)(2,1)] gLLAQacdeeffbbadjig T2xI gLLAQacdeeffbbadjag T2xI gLLAQacdeeffbbadrqv reducible gLLAQacdeeffbbmqotc SFS[D(2,1)(2,1)] gLLAQacdeeffbbmqvac SFS[D(3,1)(2,1)] gLLAQacdeeffbbqqrqb reducible gLLAQacdeeffbbaqrag SFS[D(2,1)(2,1)] gLLAQacdeeffbbaqoug SFS[D(3,1)(2,1)] gLLAQacdeeffbbqqolb reducible gLLAQacdeeffbbxawab reducible gLLAQacdeeffbbmtvac SFS[D(3,1)(2,1)] gLLAQacdeeffbbqarab reducible gLLAQacdeeffbbqmrab reducible gLLAQacdeeffbbaaraw SFS[D(2,1)(2,1)] gLLAQacdeeffbbaarqg reducible gLLAQacdeeffbbaarqk SFS[D(3,1)(2,1)] gLLAQacdeeffbbaarqj SFS[D(3,1)(2,1)] gLLAQacdeeffbbaarhr SFS[D(2,1)(2,1)] gLLAQacdeeffbbamras SFS[D(7,2)(2,1)] gLLAQacdeeffbbamraw SFS[D(5,1)(2,1)] gLLAQacdeeffbbamrqg SFS[D(3,1)(2,1)] gLLAQacdeeffbbamrqk reducible gLLAQacdeeffbbamrqj SFS[D(3,1)(2,1)] gLLAQacdeeffbbamrhk SFS[D(8,3)(2,1)] gLLAQacdeeffbbamrhr SFS[D(7,3)(2,1)] gLLAQacdeeffbbaawhw SFS[D(2,1)(2,1)] gLLAQacdeeffbbaawxg reducible gLLAQacdeeffbbaawxk SFS[D(3,1)(2,1)] gLLAQacdeeffbbaawxj SFS[D(3,1)(2,1)] gLLAQacdeeffbbaawar SFS[D(2,1)(2,1)] gLLAQacdeeffbsmtcxc SFS[D(3,1)(2,1)] gLLAQacdeeffbsmmwuc SFS[D(2,1)(2,1)] gLLAQacdeeffbsamwxg SFS[D(3,1)(2,1)] gLLAQacdeeffbsatgxg SFS[D(2,1)(2,1)] gLLAQacdeeffbsxtjlb reducible gLLAQacdeeffbsmxwmc SFS[D(3,1)(2,1)] gLLAQacdeeffbsmdcxc SFS[D(3,1)(2,1)] gLLAQacdeeffbsxpbab reducible gLLAQacdeeffbsmijec reducible gLLAQacdeeffbsxlnir reducible gLLAQacdeeffbrpxcqb reducible gLLAQacdeeffbsxlnpj reducible gLLAQacdeeffbsxlnpn reducible gLLAQacdeeffbsxlnew reducible gLLAQacdeeffbsmpoec SFS[D(2,1)(2,1)] gLLAQacdeeffbsmlglc reducible gLLAQacdeeffbsqlcpb reducible gLLAQacdeeffbsaxceg SFS[D(3,1)(2,1)] gLLAQacdeeffbsapceg SFS[D(3,1)(2,1)] gLLAQacdeeffbsalceg reducible gLLAQacdeeffbsadctg SFS[D(2,1)(2,1)] gLLAQacdeeffbsairhr SFS[D(2,1)(2,1)] gLLAQacdeeffbsairqg reducible gLLAQacdeeffbsairqj SFS[D(3,1)(2,1)] gLLAQacdeeffbsairqk SFS[D(3,1)(2,1)] gLLAQacdeeffbsairaw SFS[D(2,1)(2,1)] gLLAQacdeeffbradjqb reducible gLLQPacdeeffbsmlwmc reducible gLLAQacdeeffbsxxctb reducible gLLAQacdeeffbsxdjlb reducible gLLAQacdeeffbsxiwab reducible gLLAQacdeeffnkapfpf SFS[D(2,1)(2,1)] gLLQPacdeeffbsmiftc reducible gLLQPacdeeffbsmiftw SFS[D(3,1)(2,1)] gLLQPacdeeffbsmiftj SFS[D(3,1)(2,1)] gLLQPacdeeffbsmifpn SFS[D(2,1)(2,1)] gLLAQacdeeffbsmifxc SFS[D(2,1)(2,1)] gLLAQacdeeffbsmifuc SFS[D(2,1)(2,1)] gLLAQacdeeffbsxlciw reducible gLLAQacdeeffbsxlctn reducible gLLAQacdeeffbsxlctj reducible gLLAQacdeeffbsxlcer reducible gLLAQacdeeffbsmdrmc SFS[D(2,1)(2,1)] gLLAQacdeeffbsxpctb reducible gLLAQacdeeffbsmlwuf reducible gLLAQacdeeffbsmlwur reducible gLLAQacdeeffbsmlwuk reducible gLLAQacdeeffbsmlwmj reducible gLLAQacdeeffbsmlwmw reducible gLLAQacdeeffbsmlwdb reducible gLLAQacdeeffbsmlwdj reducible gLLAQacdeeffbsmlwdn reducible gLLAQacdeeffbsmpwmc SFS[D(3,1)(2,1)] gLLAQacdeeffbsalnag SFS[D(2,1)(2,1)] gLLAQacdeeffbsalnmg SFS[D(2,1)(2,1)] gLLAQacdeeffbsapwag SFS[D(2,1)(2,1)] gLLAQacdeeffbsaiwhw SFS[D(2,1)(2,1)] gLLAQacdeeffbsaiwxk SFS[D(3,1)(2,1)] gLLAQacdeeffbsaiwxj SFS[D(3,1)(2,1)] gLLAQacdeeffbsaiwar SFS[D(2,1)(2,1)] gLLAQacdeeffbsadjmg SFS[D(3,1)(2,1)] gLLAQacdeeffbsxirlb reducible gLLAQacdeeffbsxdktb reducible gLLAQacdeeffbsmqcxc reducible gLLAQacdeeffbrdlcqb reducible gLLAQacdeeffbsmqvac reducible gLLAQacdeeffbsqqjdb reducible gLLAQacdeeffbsaqjmg reducible gLLAQacdeeffbsaqoug reducible gLLAQacdeeffbrttjqb reducible gLLQPacdeeffbsmqcxc reducible gLLAQacdeeffbsxqjlb reducible gLLQPacdeeffbsmqvac reducible gLLAQacdeeffbsxawab reducible gLLAQacdeeffbsmtjic SFS[D(2,1)(2,1)] gLLAQacdeeffbsxmwab reducible gLLAQacdeeffbsmajec SFS[D(3,1)(2,1)] gLLAQacdeeffbsmmjec SFS[D(3,1)(2,1)] gLLAQacdeeffbsamveg SFS[D(2,1)(2,1)] gLLAQacdeeffbsaawxg SFS[D(3,1)(2,1)] gLLAQacdeeffbsatjmg SFS[D(3,1)(2,1)] gLLAQacdeeffjgtmbpf T2xI gLLAQacedeffjkhmbpf SFS[A(5,2)] gLLAQacedeffnkhmbpf SFS[A(4,1)] gLLAQacdeeffjjhtbpf toroidal gLLAQacdeeffnjhtbpf SFS[A(5,2)] gLwAQacdeeffjghtcib T2xI gLLAQacdeeffjjtmftc SFS[A(4,1)] gLLAQacdeeffnjtmftc SFS[A(5,2)] gLLAQacdeeffjgmhftc toroidal gLLAQacedeffjktxrqg SFS[D(5,2)(3,1)] gLLAQacedeffnktxrqg SFS[D(4,1)(3,1)] gLLAQacedeffjktakdf SFS[D(5,3)(3,1)] gLLAQacedeffnktakdf SFS[D(4,3)(3,1)] gLLAQacdeeffjkddoug toroidal gLLAQacdeeffnkddoug toroidal gLwAQacedeffbgiiomj SFS[D(3,1)(2,1)] gLLAQacdeeffjkdtoug toroidal gLLAQacdeeffnkdtoug toroidal gLwAQacedeffbgimomb SFS[D(3,1)(2,1)] gLwAQacedeffbgimomj toroidal gLwAQacedeffbgimomn SFS[D(3,1)(2,1)] gLLAQacdeeffjkmpglc toroidal gLLAQacdeeffnkmpglc SFS[D(3,1)(2,1)] gLLAQacdeeffjkdqoug m016(0,0) gLLAQacdeeffnkdqoug m006(0,0) gLwAQacedeffbgaigab SFS[D(3,1)(2,1)] gLwAQacedeffbgaigan m003(0,0) gLwAQacedeffbgaigaj toroidal gLLAQacdeeffjkqpglc m019(0,0) gLLAQacdeeffnkqpglc m011(0,0) gLLAQacedeffjktprqg reducible gLLAQacedeffnktprqg reducible gLLAQacdeeffjjumrqg reducible gLLAQacdeeffnjumrqg reducible gLLQPacdeeffjjhxshf reducible gLLQPacdeeffnjhxshf reducible gLLAQacdeeffjgamoug SFS[D(2,1)(2,1)] gLLAQacedeffjkdhglc toroidal gLLAQacedeffnkdhglc toroidal gLLAQacdeeffjjutoug toroidal gLLAQacdeeffnjutoug toroidal gLwAQacdeeffjghlomb toroidal gLLAQacdeeffjjtxglc toroidal gLLAQacdeeffnjtxglc toroidal gLLAQacdeeffjgmiglc SFS[D(2,1)(2,1)] gLLAQacedeffjsdhglc SFS[D(5,2)(3,1)] gLLAQacedeffnsdhglc toroidal gLLAQacdeeffjrutoug SFS[D(4,1)(3,1)] gLLAQacdeeffnrutoug SFS[D(5,2)(3,1)] gLLAQacdeeffnvutoug SFS[D(5,3)(3,1)] gLLAQacdeeffjvutoug SFS[D(4,3)(3,1)] gLLAQacdeeffjrtxglc SFS[D(4,1)(3,1)] gLLAQacdeeffnrtxglc SFS[D(5,2)(3,1)] gLwAQacdeeffjnhlomb toroidal gLwAQacdeeffjshlomb toroidal gLLAQacedeffjbdhglc SFS[D(5,3)(3,1)] gLLAQacedeffnbdhglc toroidal gLLAQacdeeffjvtxglc SFS[D(4,3)(3,1)] gLLAQacdeeffnvtxglc SFS[D(5,3)(3,1)] gLLAQacdeeffjgainig toroidal gLLAQacedeffjkdpnig SFS[A(5,2)] gLLAQacedeffnkdpnig SFS[A(4,1)] gLLAQacdeeffjjuxnig SFS[A(4,1)] gLLAQacdeeffnjuxnig SFS[A(5,2)] gLwAQacdeeffjgilwpo T2xI gLLQPacdeeffjjuxnig toroidal gLLQPacdeeffnjuxnig SFS[A(5,2)] gLLQPacdeeffjgainig T2xI gLLAQacdeeffjkeirqg SFS[D(5,2)(2,1)] gLLAQacdeeffnkeirqg toroidal gLLAQacedeffjjdlrqg SFS[D(4,1)(2,1)] gLLAQacedeffnjdlrqg SFS[D(5,2)(2,1)] gLwAQacedeffbgqxwpn toroidal gLLQPacedeffjjqashf SFS[D(4,1)(2,1)] gLLQPacedeffnjqashf SFS[D(5,2)(2,1)] gLLAQacdeeffjkedoug m019(0,0) gLLAQacdeeffnkedoug m011(0,0) gLwAQacedeffbgixwpo SFS[D(3,1)(2,1)] gLwAQacedeffbgixwpn toroidal gLwAQacedeffbgixwpr m003(0,0) gLLAQacdeeffjkdirqg m016(0,0) gLLAQacdeeffnkdirqg m006(0,0) gLLAQacdeeffjketoug toroidal gLLAQacdeeffnketoug toroidal gLwAQacedeffbgeicib SFS[D(3,1)(2,1)] gLwAQacedeffbgeicin toroidal gLwAQacedeffbgeicij SFS[D(3,1)(2,1)] gLLAQacdeeffjkmlglc toroidal gLLAQacdeeffnkmlglc SFS[D(3,1)(2,1)] gLLAQacdeeffjkeqoug SFS[D(5,2)(2,1)] gLLAQacdeeffnkeqoug toroidal gLwAQacedeffbgilwpo reducible gLwAQacedeffbgilwpn toroidal gLwAQacedeffbgilwpr toroidal gLLAQacdeeffjkqlglc SFS[D(5,2)(2,1)] gLLAQacdeeffnkqlglc toroidal gLLAQacdeeffjkexnig toroidal gLLAQacdeeffnkexnig toroidal gLwAQacedeffbguxwpo SFS[D(3,1)(2,1)] gLwAQacedeffbguxwpn toroidal gLwAQacedeffbguxwpr SFS[D(3,1)(2,1)] gLLAQacdeeffjkairqg toroidal gLLAQacdeeffnkairqg SFS[D(3,1)(2,1)] gLLAQacedeffjktlrqg SFS[D(5,3)(3,1)] gLLAQacedeffnktlrqg SFS[D(4,3)(3,1)] gLLQPacedeffjkemshf SFS[D(5,2)(3,1)] gLLQPacedeffnkemshf SFS[D(4,1)(3,1)] gLLAQacdeeffjkadoug toroidal gLLAQacdeeffnkadoug SFS[D(3,1)(2,1)] gLwAQacedeffbguiomn SFS[D(3,1)(2,1)] gLwAQacedeffbguiomj toroidal gLLAQacdeeffjkdxnig toroidal gLLAQacdeeffnkdxnig toroidal gLLAQacdeeffjkatoug reducible gLLAQacdeeffnkatoug reducible gLwAQacedeffbglqftc reducible gLwAQacedeffbglqftw reducible gLwAQacedeffbglqftj reducible gLLAQacdeeffjkmxglc reducible gLLAQacdeeffnkmxglc reducible gLLAQacdeeffjkaqoug toroidal gLLAQacdeeffnkaqoug SFS[D(3,1)(2,1)] gLwAQacedeffbgaxvlo SFS[D(3,1)(2,1)] gLwAQacedeffbgtigan SFS[D(3,1)(2,1)] gLwAQacedeffbgtigaj toroidal gLLAQacdeeffjkqxglc toroidal gLLAQacdeeffnkqxglc toroidal gLwAQacedeffbgepbxo T2xI gLwAQacedeffbgepsxo SFS[A(2,1)] gLLQPacedeffjkhibpf SFS[D(5,2)(3,1)] gLLQPacedeffnkhibpf SFS[D(4,1)(3,1)] gLLAQacedeffjkhevac SFS[D(5,3)(3,1)] gLLAQacedeffnkhevac SFS[D(4,3)(3,1)] gLLAQacedeffjktmkdf reducible gLLAQacedeffnktmkdf reducible gLLQPacdeeffjjhmkdf reducible gLLQPacdeeffnjhmkdf reducible gLLAQacdeeffjjhmkdf reducible gLLAQacdeeffnjhmkdf reducible gLLAQacedeffjktikdf SFS[D(5,2)(3,1)] gLLAQacedeffnktikdf SFS[D(4,1)(3,1)] gLLQPacedeffjkteftc SFS[D(5,3)(3,1)] gLLQPacedeffnkteftc SFS[D(4,3)(3,1)] gLLQPacedeffjshmbpf SFS[D(5,2)(3,1)] gLLQPacedeffnshmbpf toroidal gLwAQacedeffbgilken toroidal gLwAQacedeffbgilker toroidal gLLQPacedeffjbhmbpf SFS[D(5,3)(3,1)] gLLQPacedeffnbhmbpf toroidal gLLQPacedeffjouhkdf SFS[D(4,1)(2,1)] gLLQPacedeffjchdbpf SFS[D(5,2)(2,1)] gLLQPacedeffjvphftc SFS[D(5,2)(2,1)] gLLQPacedeffnvphftc SFS[D(4,1)(2,1)] gLwAQacedeffbgmdrdc SFS[D(3,1)(2,1)] gLwAQacedeffbgllvlo SFS[A(2,1)] gLLQPacedeffjvxmbpf SFS[D(5,2)(2,1)] gLLQPacedeffnvxmbpf SFS[D(4,1)(2,1)] gLLQPacedeffjctaftc SFS[D(5,2)(2,1)] gLLQPacedeffjoatglc SFS[D(4,1)(2,1)] gLLQPacedeffjkahglc SFS[D(5,3)(3,1)] gLLQPacedeffnkahglc SFS[D(4,3)(3,1)] gLLQPacedeffjkhxoug SFS[D(5,2)(3,1)] gLLQPacedeffnkhxoug SFS[D(4,1)(3,1)] gLLAQacdeeffjkqmftc toroidal gLLAQacdeeffnkqmftc toroidal gLwAQacedeffbgamgab SFS[D(3,1)(2,1)] gLwAQacedeffbgamgaj toroidal gLwAQacedeffbgamgan SFS[D(3,1)(2,1)] gLLAQacdeeffjkmqvac toroidal gLLAQacdeeffnkmqvac SFS[D(3,1)(2,1)] gLLAQacdeeffjkqqvac SFS[D(5,2)(2,1)] gLLAQacdeeffnkqqvac toroidal gLLQPacedeffjjeevac SFS[D(4,1)(2,1)] gLLQPacedeffnjeevac SFS[D(5,2)(2,1)] gLwAQacedeffbgaagaj toroidal gLLAQacedeffjjeevac SFS[D(4,1)(2,1)] gLLAQacedeffnjeevac SFS[D(5,2)(2,1)] gLLAQacedeffjkhhvac reducible gLLAQacedeffnkhhvac reducible gLLQPacdeeffjjttvac reducible gLLQPacdeeffnjttvac reducible gLLAQacdeeffjjttvac reducible gLLAQacdeeffnjttvac reducible gLLQPacedeffjkhloug SFS[D(5,3)(3,1)] gLLQPacedeffnkhloug SFS[D(4,3)(3,1)] gLLAQacedeffjkhuvac SFS[D(5,2)(3,1)] gLLAQacedeffnkhuvac SFS[D(4,1)(3,1)] gLwAQacedeffbnllvlo T2xI gLLQPacedeffjkdhglc reducible gLLQPacedeffnkdhglc reducible gLLQPacdeeffjjutoug reducible gLLQPacdeeffnjutoug reducible gLLQPacdeeffjjtxglc reducible gLLQPacdeeffnjtxglc reducible gLLAQacedeffjstmcmf SFS[D(5,2)(3,1)] gLLAQacedeffnstmcmf toroidal gLLAQacdeeffjrhmcmf SFS[D(4,1)(3,1)] gLLAQacdeeffnrhmcmf SFS[D(5,2)(3,1)] gLwAQacdeeffbgmtkuw toroidal gLwAQacdeeffbgmtkuj toroidal gLLAQacedeffjbtmcmf SFS[D(5,3)(3,1)] gLLAQacedeffnbtmcmf toroidal gLLAQacdeeffjvhmcmf SFS[D(4,3)(3,1)] gLLAQacdeeffnvhmcmf SFS[D(5,3)(3,1)] gLLAQacdeeffjsmtcxc SFS[D(3,1)(2,1)] gLLAQacdeeffnsmtcxc toroidal gLwAQacdeeffbghtjij toroidal gLwAQacdeeffbghtjin toroidal gLLAQacdeeffjbmtcxc SFS[D(3,1)(2,1)] gLLAQacdeeffnbmtcxc toroidal gLLAQacdeeffjgmmcxc T2xI gLLAQacedeffjkhhcxc SFS[A(5,2)] gLLAQacedeffnkhhcxc toroidal gLLAQacdeeffjjttcxc SFS[A(4,1)] gLLAQacdeeffnjttcxc SFS[A(5,2)] gLwAQacdeeffbghhbhj toroidal gLLAQacdeeffjgdhwxg toroidal gLLAQacdeeffjguhcmf toroidal gLLAQacedeffjktxwxg SFS[D(5,2)(3,1)] gLLAQacedeffnktxwxg SFS[D(4,1)(3,1)] gLLAQacdeeffjjimwxg SFS[D(4,3)(3,1)] gLLAQacdeeffnjimwxg SFS[D(5,3)(3,1)] gLLAQacdeeffnjpmcmf SFS[D(5,2)(3,1)] gLLAQacdeeffjjpmcmf SFS[D(4,1)(3,1)] gLLAQacdeeffjjhicmf toroidal gLLAQacdeeffnjhicmf SFS[D(5,2)(3,1)] gLLAQacedeffjkamjxf SFS[D(5,3)(3,1)] gLLAQacedeffnkamjxf SFS[D(4,3)(3,1)] gLLAQacdeeffjjhpjxf toroidal gLLAQacdeeffnjhpjxf SFS[D(5,3)(3,1)] gLwAQacdeeffbgdxomb reducible gLwAQacdeeffbgppomb reducible gLLAQacdeeffjgaiceg T2xI gLLAQacedeffjkdpceg SFS[A(5,2)] gLLAQacedeffnkdpceg toroidal gLLAQacdeeffjjuxceg SFS[A(4,1)] gLLAQacdeeffnjuxceg SFS[A(5,2)] gLwQPacdeeffbgilben toroidal gLLAQacdeeffjgahwxg toroidal gLLAQacedeffjkdmjxf toroidal gLLAQacedeffnkdmjxf toroidal gLLAQacdeeffjjumwxg toroidal gLLAQacdeeffnjumwxg toroidal gLwAQacdeeffbgxqbuj SFS[D(2,1)(2,1)] gLLAQacdeeffjjhxjxf toroidal gLLAQacdeeffnjhxjxf toroidal gLLAQacdeeffjgtijxf SFS[D(2,1)(2,1)] gLLAQacedeffjkhpjmg reducible gLLAQacedeffnkhpjmg reducible gLLAQacdeeffjjutjmg reducible gLLAQacdeeffnjutjmg reducible gLLQPacdeeffjjtxwmc reducible gLLQPacdeeffnjtxwmc reducible gLLQPacdeeffjrtxwmc SFS[D(4,1)(3,1)] gLLQPacdeeffnrtxwmc SFS[D(5,2)(3,1)] gLLQPacdeeffjvtxwmc SFS[D(4,3)(3,1)] gLLQPacdeeffnvtxwmc SFS[D(5,3)(3,1)] gLwAQacdeeffbgiqsxo SFS[D(3,1)(2,1)] gLwAQacdeeffbgievlo SFS[D(3,1)(2,1)] gLwAQacdeeffbgdegab reducible gLwAQacdeeffbgqpwpo SFS[D(3,1)(2,1)] gLLAQacdeeffjgehwxg toroidal gLLAQacdeeffngehwxg toroidal gLLAQacedeffjkimwef SFS[D(5,3)(3,1)] gLLAQacedeffnkimwef SFS[D(4,3)(3,1)] gLLAQacdeeffjjqmwxg SFS[D(4,1)(3,1)] gLLAQacdeeffnjqmwxg SFS[D(5,2)(3,1)] gLLQPacdeeffnjamjec SFS[D(5,3)(3,1)] gLLQPacdeeffjjamjec SFS[D(4,3)(3,1)] gLLAQacdeeffjjhdwef toroidal gLLAQacdeeffnjhdwef SFS[D(5,3)(3,1)] gLLAQacedeffjkemjxf SFS[D(5,2)(3,1)] gLLAQacedeffnkemjxf SFS[D(4,1)(3,1)] gLLAQacdeeffjjhljxf toroidal gLLAQacdeeffnjhljxf SFS[D(5,2)(3,1)] gLLAQacdeeffjsaxceg SFS[D(3,1)(2,1)] gLLAQacdeeffnsaxceg toroidal gLwAQacedeffjnqxbeo toroidal gLwAQacedeffjsqxbeo toroidal gLLAQacdeeffjbaxceg SFS[D(3,1)(2,1)] gLLAQacdeeffnbaxceg toroidal gLLAQacdeeffjsaawxg toroidal gLLAQacdeeffnsaawxg m003(0,0) gLwAQacdeeffbgqqkxr m006(0,0) gLwAQacdeeffbgqqkxn m016(0,0) gLLAQacdeeffjbxxjxf m011(0,0) gLLAQacdeeffnbxxjxf m019(0,0) gLLAQacdeeffjkaawxg toroidal gLLAQacdeeffnkaawxg SFS[D(3,1)(2,1)] gLwAQacdeeffbgqqsxo SFS[D(3,1)(2,1)] gLwAQacdeeffbgqqsxr SFS[D(3,1)(2,1)] gLwAQacdeeffbgqqsxn toroidal gLLAQacdeeffjkxxjxf toroidal gLLAQacdeeffnkxxjxf toroidal gLLAQacdeeffjbaawxg toroidal gLLAQacdeeffnbaawxg toroidal gLwAQacdeeffbgqqbxr toroidal gLwAQacdeeffbgqqbxn SFS[D(5,2)(2,1)] gLLAQacdeeffjsxxjxf toroidal gLLAQacdeeffnsxxjxf SFS[D(5,2)(2,1)] gLLAQacdeeffjsamwxg SFS[D(3,1)(2,1)] gLLAQacdeeffnsamwxg toroidal gLwAQacdeeffbgpqwin toroidal gLwAQacdeeffbgpqwij toroidal gLLAQacdeeffjbmxwmc SFS[D(3,1)(2,1)] gLLAQacdeeffnbmxwmc toroidal gLLAQacdeeffjkamwxg reducible gLLAQacdeeffnkamwxg reducible gLwAQacdeeffbgpqcib reducible gLwAQacdeeffbgpqcin reducible gLwAQacdeeffbgpqcij reducible gLLAQacdeeffjkmxwmc reducible gLLAQacdeeffnkmxwmc reducible gLLAQacdeeffjbamwxg SFS[D(3,1)(2,1)] gLLAQacdeeffnbamwxg toroidal gLwAQacdeeffbgpqjin toroidal gLwAQacdeeffbgpqjij toroidal gLLAQacdeeffjsmxwmc SFS[D(3,1)(2,1)] gLLAQacdeeffnsmxwmc toroidal gLLAQacdeeffjsaiwxg SFS[D(3,1)(2,1)] gLLAQacdeeffnsaiwxg SFS[D(3,1)(2,1)] gLwAQacdeeffbgxtvdw toroidal gLwAQacdeeffbgxtvdj toroidal gLLAQacdeeffjbuxjxf toroidal gLLAQacdeeffnbuxjxf toroidal gLLAQacdeeffjkaiwxg toroidal gLLAQacdeeffnkaiwxg SFS[D(3,1)(2,1)] gLwAQacdeeffbgxtrdc SFS[D(3,1)(2,1)] gLwAQacdeeffbgxtrdw SFS[D(3,1)(2,1)] gLwAQacdeeffbgxtrdj toroidal gLLAQacdeeffjkuxjxf toroidal gLLAQacdeeffnkuxjxf toroidal gLLAQacdeeffjbaiwxg m003(0,0) gLLAQacdeeffnbaiwxg toroidal gLwAQacdeeffbgxtjdw m011(0,0) gLwAQacdeeffbgxtjdj m019(0,0) gLLAQacdeeffjsuxjxf m006(0,0) gLLAQacdeeffnsuxjxf m016(0,0) gLLAQacdeeffjsadjmg toroidal gLLAQacdeeffnsadjmg m003(0,0) gLwAQacedeffjnixbeo m006(0,0) gLwAQacedeffjsqlbeo m016(0,0) gLLQPacdeeffjbdxceg m011(0,0) gLLQPacdeeffnbdxceg m019(0,0) gLLAQacdeeffjkadjmg toroidal gLLAQacdeeffnkadjmg SFS[D(3,1)(2,1)] gLwAQacedeffbgixbeo SFS[D(3,1)(2,1)] gLwAQacedeffjgixbeo SFS[D(3,1)(2,1)] gLwAQacedeffjgqlbeo toroidal gLLQPacdeeffjkdxceg toroidal gLLQPacdeeffnkdxceg toroidal gLLAQacdeeffjbadjmg toroidal gLLAQacdeeffnbadjmg toroidal gLLAQacedeffjvxpjmg SFS[D(5,2)(2,1)] gLLAQacedeffnvxpjmg SFS[D(4,1)(2,1)] gLLAQacedeffjoiujmg SFS[D(4,1)(2,1)] gLLAQacedeffnoiujmg SFS[D(5,2)(2,1)] gLLQPacedeffjvupceg SFS[D(5,2)(2,1)] gLLQPacedeffnvupceg SFS[D(4,1)(2,1)] gLwAQacedeffjsixbeo toroidal gLwAQacedeffjnqlbeo SFS[D(5,2)(2,1)] gLLQPacedeffjcdawmc SFS[D(5,2)(2,1)] gLLQPacedeffjoauceg SFS[D(4,1)(2,1)] gLLQPacdeeffjsdxceg toroidal gLLQPacdeeffnsdxceg SFS[D(5,2)(2,1)] gLLAQacdeeffjsxacmf SFS[D(5,2)(2,1)] gLLAQacdeeffnsxacmf SFS[D(4,1)(2,1)] gLLAQacdeeffjbxacmf SFS[D(5,2)(2,1)] gLLAQacdeeffnbxacmf SFS[D(4,1)(2,1)] gLLAQacdeeffjkxacmf toroidal gLLAQacdeeffnkxacmf toroidal gLwAQacdeeffbgitsxn SFS[D(3,1)(2,1)] gLLAQacdeeffjsxmcmf toroidal gLLAQacdeeffnsxmcmf SFS[D(5,2)(2,1)] gLLAQacedeffnouhcmf SFS[D(5,2)(2,1)] gLLAQacedeffjouhcmf SFS[D(4,1)(2,1)] gLwAQacdeeffbgdtwin SFS[D(5,2)(2,1)] gLwAQacdeeffbgdtwij toroidal gLLAQacedeffnvpmcmf SFS[D(4,1)(2,1)] gLLAQacedeffjvpmcmf SFS[D(5,2)(2,1)] gLLAQacedeffjoutjec SFS[D(4,1)(2,1)] gLLAQacedeffjctdcmf SFS[D(5,2)(2,1)] gLLAQacdeeffjbmajec toroidal gLLAQacdeeffnbmajec toroidal gLLAQacedeffjvphjec SFS[D(5,2)(2,1)] gLLAQacedeffnvphjec SFS[D(4,1)(2,1)] gLLAQacdeeffjkxmcmf toroidal gLLAQacdeeffnkxmcmf toroidal gLwAQacdeeffbgdtcib SFS[D(3,1)(2,1)] gLwAQacdeeffbgdtcin toroidal gLwAQacdeeffbgdtcij SFS[D(3,1)(2,1)] gLLAQacdeeffjkmajec toroidal gLLAQacdeeffnkmajec SFS[D(3,1)(2,1)] gLLAQacdeeffjbxmcmf m011(0,0) gLLAQacdeeffnbxmcmf m019(0,0) gLwAQacdeeffbgdtjin m016(0,0) gLwAQacdeeffbgdtjij m006(0,0) gLLAQacdeeffjsmajec toroidal gLLAQacdeeffnsmajec m003(0,0) gLwAQacdeeffbgdugab SFS[D(3,1)(2,1)] gLwAQacdeeffbgmqvdw SFS[D(4,1)(2,1)] gLwAQacdeeffbgmqvdj SFS[D(5,2)(2,1)] gLLAQacdeeffjbuacmf SFS[D(4,1)(2,1)] gLLAQacdeeffnbuacmf SFS[D(5,2)(2,1)] gLLAQacdeeffjkxicmf m016(0,0) gLLAQacdeeffnkxicmf m006(0,0) gLwAQacdeeffbgmqrdc SFS[D(3,1)(2,1)] gLwAQacdeeffbgmqrdw m003(0,0) gLwAQacdeeffbgmqrdj toroidal gLLAQacdeeffjkuacmf m019(0,0) gLLAQacdeeffnkuacmf m011(0,0) gLLAQacdeeffjbxicmf m017(0,0) gLLAQacdeeffnbxicmf m016(0,0) gLwAQacdeeffbgmqjdw m017(0,0) gLwAQacdeeffbgmqjdj m016(0,0) gLLAQacdeeffjsuacmf m016(0,0) gLLAQacdeeffnsuacmf m017(0,0) gLLAQacdeeffjsxdwef SFS[D(5,2)(2,1)] gLLAQacdeeffnsxdwef SFS[D(4,1)(2,1)] gLwAQacdeeffbgexbqc SFS[D(2,1)(2,1)] gLLQPacdeeffjbdawxg SFS[D(5,2)(2,1)] gLLQPacdeeffnbdawxg SFS[D(4,1)(2,1)] gLLAQacdeeffjkxdwef toroidal gLLAQacdeeffnkxdwef toroidal gLwAQacdeeffbgexkqc toroidal gLwAQacdeeffbgexkqj SFS[D(3,1)(2,1)] gLwAQacdeeffbgexkqw SFS[D(3,1)(2,1)] gLLQPacdeeffjkdawxg toroidal gLLQPacdeeffnkdawxg toroidal gLLAQacdeeffjbxdwef SFS[D(5,2)(2,1)] gLLAQacdeeffnbxdwef SFS[D(4,1)(2,1)] gLwAQacdeeffbgexsqc SFS[D(2,1)(2,1)] gLLQPacdeeffjsdawxg SFS[D(5,2)(2,1)] gLLQPacdeeffnsdawxg SFS[D(4,1)(2,1)] gLLAQacdeeffngqiwmc toroidal gLLAQacdeeffjgqiwmc toroidal gLLQPacedeffjkdijxf SFS[D(5,2)(3,1)] gLLQPacedeffnkdijxf SFS[D(4,1)(3,1)] gLLQPacdeeffjjdxjxf SFS[D(4,3)(3,1)] gLLQPacdeeffnjdxjxf SFS[D(5,3)(3,1)] gLLAQacdeeffnjlxwmc SFS[D(5,2)(3,1)] gLLAQacdeeffjjlxwmc SFS[D(4,1)(3,1)] gLLQPacdeeffjjuqjmg toroidal gLLQPacdeeffnjuqjmg SFS[D(5,2)(3,1)] gLLAQacedeffjkdewmc SFS[D(5,3)(3,1)] gLLAQacedeffnkdewmc SFS[D(4,3)(3,1)] gLLQPacdeeffjjuawxg toroidal gLLQPacdeeffnjuawxg SFS[D(5,3)(3,1)] gLLAQacedeffjkthjec reducible gLLAQacedeffnkthjec reducible gLLQPacdeeffjjhtwef reducible gLLQPacdeeffnjhtwef reducible gLLAQacdeeffjjtmjec reducible gLLAQacdeeffnjtmjec reducible gLLQPacdeeffjrhtwef SFS[D(4,1)(3,1)] gLLQPacdeeffnrhtwef SFS[D(5,2)(3,1)] gLLQPacdeeffnvhtwef SFS[D(5,3)(3,1)] gLLQPacdeeffjvhtwef SFS[D(4,3)(3,1)] gLLQPacedeffjkdmjxf reducible gLLQPacedeffnkdmjxf reducible gLLQPacdeeffjjhxjxf reducible gLLQPacdeeffnjhxjxf reducible gLLQPacdeeffjjumwxg reducible gLLQPacdeeffnjumwxg reducible gLwAQacdeeffbgelkqc SFS[D(3,1)(2,1)] gLwAQacdeeffbgdhgab SFS[D(3,1)(2,1)] gLwAQacdeeffbgqhvlo SFS[D(3,1)(2,1)] gLLQPacdeeffjguijxf toroidal gLLQPacdeeffjgdiceg toroidal gLLQPacedeffjkapceg SFS[D(5,3)(3,1)] gLLQPacedeffnkapceg SFS[D(4,3)(3,1)] gLLQPacdeeffjjpxjxf SFS[D(4,1)(3,1)] gLLQPacdeeffnjpxjxf SFS[D(5,2)(3,1)] gLLQPacdeeffnjixceg SFS[D(5,3)(3,1)] gLLQPacdeeffjjixceg SFS[D(4,3)(3,1)] gLLQPacdeeffjjupceg toroidal gLLQPacdeeffnjupceg SFS[D(5,3)(3,1)] gLLQPacedeffjkdxceg SFS[D(5,2)(3,1)] gLLQPacedeffnkdxceg SFS[D(4,1)(3,1)] gLLQPacdeeffjjuiwxg toroidal gLLQPacdeeffnjuiwxg SFS[D(5,2)(3,1)] gLLAQacdeeffngxhcmf toroidal gLLAQacdeeffjgxhcmf toroidal gLLAQacedeffjkumcmf SFS[D(5,3)(3,1)] gLLAQacedeffnkumcmf SFS[D(4,3)(3,1)] gLLQPacdeeffjjlmjec SFS[D(4,1)(3,1)] gLLQPacdeeffnjlmjec SFS[D(5,2)(3,1)] gLLAQacdeeffnjdmcmf SFS[D(5,3)(3,1)] gLLAQacdeeffjjdmcmf SFS[D(4,3)(3,1)] gLLAQacdeeffjjhacmf toroidal gLLAQacdeeffnjhacmf SFS[D(5,3)(3,1)] gLLAQacedeffjklmwef SFS[D(5,2)(3,1)] gLLAQacedeffnklmwef SFS[D(4,1)(3,1)] gLLAQacdeeffjjhqwef toroidal gLLAQacdeeffnjhqwef SFS[D(5,2)(3,1)] gLLAQacedeffjkhmwef reducible gLLAQacedeffnkhmwef reducible gLLQPacdeeffjjtmjec reducible gLLQPacdeeffnjtmjec reducible gLLAQacdeeffjjhtwef reducible gLLAQacdeeffnjhtwef reducible gLLAQacdeeffjsumcmf m006(0,0) gLLAQacdeeffnsumcmf m016(0,0) gLwAQacdeeffbgmdjdj m019(0,0) gLwAQacdeeffbgmdjdw m011(0,0) gLLAQacdeeffjbmlwmc m003(0,0) gLLAQacdeeffnbmlwmc toroidal gLLAQacdeeffjkumcmf toroidal gLLAQacdeeffnkumcmf toroidal gLwAQacdeeffbgmdrdc SFS[D(3,1)(2,1)] gLwAQacdeeffbgmdrdj toroidal gLwAQacdeeffbgmdrdw SFS[D(3,1)(2,1)] gLLAQacdeeffjkmlwmc toroidal gLLAQacdeeffnkmlwmc SFS[D(3,1)(2,1)] gLLAQacdeeffjbumcmf toroidal gLLAQacdeeffnbumcmf toroidal gLwAQacdeeffbgmdvdj toroidal gLwAQacdeeffbgmdvdw toroidal gLLAQacdeeffjsmlwmc SFS[D(3,1)(2,1)] gLLAQacdeeffnsmlwmc SFS[D(3,1)(2,1)] gLwAQacdeeffbgmtjdj SFS[D(4,1)(2,1)] gLwAQacdeeffbgmtjdw SFS[D(5,2)(2,1)] gLLAQacdeeffjbuicmf SFS[D(4,1)(2,1)] gLLAQacdeeffnbuicmf SFS[D(5,2)(2,1)] gLLAQacdeeffjkuicmf SFS[D(5,2)(2,1)] gLLAQacdeeffnkuicmf toroidal gLLQPacedeffjjqlceg SFS[D(4,1)(2,1)] gLLQPacedeffnjqlceg SFS[D(5,2)(2,1)] gLLAQacedeffjjdacmf SFS[D(4,1)(2,1)] gLLAQacedeffnjdacmf SFS[D(5,2)(2,1)] gLwAQacdeeffbgmtrdj toroidal gLLQPacdeeffjsdtjmg toroidal gLLQPacdeeffnsdtjmg SFS[D(5,2)(2,1)] gLwAQacdeeffbgeuwtw SFS[D(5,2)(2,1)] gLwAQacdeeffbgeuwtj toroidal gLLAQacdeeffjbmpwmc toroidal gLLAQacdeeffnbmpwmc toroidal gLLQPacdeeffjkdtjmg toroidal gLLQPacdeeffnkdtjmg toroidal gLwAQacdeeffbgeuftc SFS[D(3,1)(2,1)] gLwAQacdeeffbgeuftw toroidal gLwAQacdeeffbgeuftj SFS[D(3,1)(2,1)] gLLAQacdeeffjkmpwmc toroidal gLLAQacdeeffnkmpwmc SFS[D(3,1)(2,1)] gLLQPacdeeffjbdtjmg m011(0,0) gLLQPacdeeffnbdtjmg m019(0,0) gLwAQacdeeffbgeuntw m016(0,0) gLwAQacdeeffbgeuntj m006(0,0) gLLAQacdeeffjsmpwmc toroidal gLLAQacdeeffnsmpwmc m003(0,0) gLwAQacdeeffbgphgab SFS[D(3,1)(2,1)] gLwAQacdeeffbgetvdw SFS[D(4,1)(2,1)] gLwAQacdeeffbgetvdj SFS[D(5,2)(2,1)] gLLAQacdeeffjbudwef SFS[D(4,1)(2,1)] gLLAQacdeeffnbudwef SFS[D(5,2)(2,1)] gLLQPacdeeffjkdlceg m016(0,0) gLLQPacdeeffnkdlceg m006(0,0) gLwAQacdeeffbgetrdc SFS[D(3,1)(2,1)] gLwAQacdeeffbgetrdw m003(0,0) gLwAQacdeeffbgetrdj toroidal gLLAQacdeeffjkudwef m019(0,0) gLLAQacdeeffnkudwef m011(0,0) gLLQPacdeeffjbdlceg m017(0,0) gLLQPacdeeffnbdlceg m016(0,0) gLwAQacdeeffbgetjdw m017(0,0) gLwAQacdeeffbgetjdj m016(0,0) gLLAQacdeeffjsudwef m016(0,0) gLLAQacdeeffnsudwef m017(0,0) gLLQPacdeeffjsdpceg SFS[D(5,2)(2,1)] gLLQPacdeeffnsdpceg SFS[D(4,1)(2,1)] gLLQPacdeeffjbdpceg SFS[D(5,2)(2,1)] gLLQPacdeeffnbdpceg SFS[D(4,1)(2,1)] gLLQPacdeeffjkdpceg toroidal gLLQPacdeeffnkdpceg toroidal gLwAQacedeffjgilbeo SFS[D(3,1)(2,1)] gLLQPacdeeffjgamjmg SFS[D(2,1)(2,1)] gLLAQacedeffjkdhwmc toroidal gLLAQacedeffnkdhwmc toroidal gLLQPacdeeffjjutjmg toroidal gLLQPacdeeffnjutjmg toroidal gLwAQacdeeffbgpubhj SFS[D(2,1)(2,1)] gLLAQacdeeffjjtxwmc toroidal gLLAQacdeeffnjtxwmc toroidal gLLAQacdeeffjgmiwmc toroidal gLLAQacedeffjkduwmc SFS[D(5,2)(3,1)] gLLAQacedeffnkduwmc SFS[D(4,1)(3,1)] gLLQPacdeeffjjulceg toroidal gLLQPacdeeffnjulceg SFS[D(5,2)(3,1)] gLLQPacdeeffnjudjmg SFS[D(5,3)(3,1)] gLLQPacdeeffjjudjmg toroidal gLLAQacdeeffjjaxwmc SFS[D(4,3)(3,1)] gLLAQacdeeffnjaxwmc SFS[D(5,3)(3,1)] gLLQPacedeffjkdlceg SFS[D(5,3)(3,1)] gLLQPacedeffnkdlceg SFS[D(4,3)(3,1)] gLLQPacdeeffjjqxceg SFS[D(4,1)(3,1)] gLLQPacdeeffnjqxceg SFS[D(5,2)(3,1)] gLLAQacdeeffngpiwmc toroidal gLLAQacdeeffjgpiwmc toroidal gLLQPacedeffjsdpceg SFS[D(5,2)(3,1)] gLLQPacedeffnsdpceg toroidal gLLQPacdeeffjruxceg SFS[D(4,1)(3,1)] gLLQPacdeeffnruxceg SFS[D(5,2)(3,1)] gLwAQacdeeffjnilbeo toroidal gLwAQacdeeffjsilbeo toroidal gLLQPacedeffjbdpceg SFS[D(5,3)(3,1)] gLLQPacedeffnbdpceg toroidal gLLQPacdeeffjvuxceg SFS[D(4,3)(3,1)] gLLQPacdeeffnvuxceg SFS[D(5,3)(3,1)] gLLAQacedeffjktmrmf reducible gLLAQacedeffnktmrmf reducible gLLAQacdeeffjjhmrmf reducible gLLAQacdeeffnjhmrmf reducible gLLAQacedeffjktmsmf reducible gLLAQacedeffnktmsmf reducible gLLAQacdeeffjjhmsmf reducible gLLAQacdeeffnjhmsmf reducible gLwAQacdeeffbnitsxo reducible gLwAQacedeffbgilkeo reducible gLLQPacedeffjkdpseg reducible gLLQPacedeffnkdpseg reducible gLLQPacdeeffjjuxseg reducible gLLQPacdeeffnjuxseg reducible gLLQPacedeffjkdpreg reducible gLLQPacedeffnkdpreg reducible gLLQPacdeeffjjuxreg reducible gLLQPacdeeffnjuxreg reducible gLLAQacedfffnkeuadd m009(0,0) gLLAQacedfffnkeuhld s118(0,0) gLLAQacedfffnkempdd SFS[D(9,2)(2,1)] gLLAQacedfffnkemddd SFS[D(3,1)(2,1)] gLLAQacedfffnkemhdd SFS[D(6,1)(2,1)] gLLAQacedfffnkemald m009(0,0) gLLAQacedfffnkemlld toroidal gLLAQacedfffnkemtld m183(0,0) gLLAQacedfffnkemppe SFS[D(7,4)(3,1)] gLLAQacedfffnkemxxa SFS[D(3,1)(2,1)] gLLAQacedfffnkiladd m045(0,0) gLLAQacedfffnkilxud s252(0,0) gLLAQacedfffnkhhahh toroidal gLLAQacedfffnkhhaqq m035(0,0) gLLAQacedfffnkimmqa SFS[D(5,4)(3,1)] gLLAQacedfffnkimhie SFS[D(3,1)(2,1)] gLLAQacedfffnkimlud m211(0,0) gLLAQacedfffnkimtud SFS[D(7,5)(3,1)] gLLAQacedfffnkimaud m045(0,0) gLLAQacedfffnkimxuu SFS[D(10,3)(2,1)] gLLAQacedfffnkimmuu toroidal gLLAQacedfffnkhmahm toroidal gLLAQacedfffnkhmphh SFS[D(6,1)(2,1)] gLLAQacedfffnkhmauq m035(0,0) gLLAQacedfffnkhmmuu SFS[D(10,3)(2,1)] gLLAQacedfffnktealx SFS[D(3,1)(2,1)] gLLAQacedfffnktmhlx SFS[D(9,4)(2,1)] gLLAQacedfffnktmhld toroidal gLLAQacedfffnktmdld SFS[D(3,1)(2,1)] gLLAQacedfffnktmxud toroidal gLLAQacedfffnktmmud SFS[D(11,4)(2,1)] gLLAQacedfffnshhahh m011(0,0) gLLAQacedfffnshhaqq SFS[D(5,2)(3,1)] gLLAQacedfffnbhhahh toroidal gLLAQacedfffnbhhaqq m142(0,0) gLLAQacedfffnvxhaqq SFS[D(8,3)(2,1)] gLLAQacedfffnvdxaaa SFS[D(7,2)(2,1)] gLLAQacedfffnvppahh SFS[D(4,3)(3,1)] gLLAQacedfffnvpxmaa SFS[D(7,2)(2,1)] gLLAQacedfffnvpxiaa toroidal gLLAQacedfffnvhxaaa toroidal gLLAQacedfffnvphtqq SFS[D(8,3)(2,1)] gLLAQacedfffnrxladd SFS[D(8,3)(2,1)] gLLAQacedfffnrxhaqq toroidal gLLAQacedfffnrxiatd SFS[D(8,3)(2,1)] gLLAQacedfffnrxiatq toroidal gLLAQacedfffnrhxaaa SFS[D(7,2)(2,1)] gLLAQacedfffnrhiata SFS[D(7,2)(2,1)] gLLAQacdefffjgaidmm SFS[D(3,1)(2,1)] gLLAQacdefffjgaipaa SFS[D(3,1)(2,1)] gLLAQacdefffjgahahh SFS[D(3,1)(2,1)] gLLAQacdefffjgahaaa SFS[D(3,1)(2,1)] gLLAQacdefffjgthahe SFS[D(3,1)(2,1)] gLLAQacdefffjgthata SFS[D(3,1)(2,1)] gLLAQacdefffjoamahp SFS[D(4,1)(3,1)] gLLAQacdefffjommahh SFS[D(4,1)(3,1)] gLLAQacdefffjoauapp SFS[D(3,1)(2,1)] gLLAQacdefffjoaeidd SFS[D(3,1)(2,1)] gLLAQacdefffjoaeadd SFS[D(3,1)(2,1)] gLLAQacdefffjoaemdd toroidal gLLAQacdefffjoahahh toroidal gLLAQacdefffjoahaaa reducible gLLAQacdefffjcadaaa SFS[D(3,1)(2,1)] gLLAQacdefffjcapiaa SFS[D(3,1)(2,1)] gLLAQacdefffjcapaaa reducible gLLAQacdefffjcapmaa SFS[D(3,1)(2,1)] gLLAQacdefffjcamaeq SFS[D(5,2)(3,1)] gLLAQacdefffjcmmaqq SFS[D(5,2)(3,1)] gLLAQacdefffjcahahh SFS[D(3,1)(2,1)] gLLAQacdefffjcahaaa SFS[D(3,1)(2,1)] gLLAQacedfffjghaahh SFS[D(3,1)(2,1)] gLLAQacedfffjgahaaa SFS[D(3,1)(2,1)] gLLAQacedfffjcapaaa reducible gLLAQacedfffjchaahh SFS[D(3,1)(2,1)] gLLAQacedfffjcahaaa SFS[D(3,1)(2,1)] gLLAQacedfffjcddaqq SFS[D(5,2)(3,1)] gLLAQacedfffjcadaam SFS[D(3,1)(2,1)] gLLAQacedfffjcadaaa SFS[D(3,1)(2,1)] gLLAQacedfffjcadaai reducible gLLAQacedfffjcedddd SFS[D(3,1)(2,1)] gLLAQacedfffjchdahm SFS[D(3,1)(2,1)] gLLAQacedfffjouuahh SFS[D(4,1)(3,1)] gLLAQacedfffjoeaadd SFS[D(3,1)(2,1)] gLLAQacedfffjouaapp SFS[D(3,1)(2,1)] gLLAQacedfffjouaipp toroidal gLLAQacedfffjouampp SFS[D(3,1)(2,1)] gLLAQacedfffjohaahh toroidal gLLAQacedfffjoupaup SFS[D(3,1)(2,1)] gLLAQacedfffjoahaaa reducible gLLAQacedfffjouhppp reducible gLLAQacdefffnrlxadd SFS[D(8,3)(2,1)] gLLAQacdefffnrlxadq toroidal gLLAQacdefffnrhxaaa SFS[D(7,2)(2,1)] gLLAQacdefffnrhxaqq toroidal gLLAQacdefffnvtxtee SFS[D(4,3)(3,1)] gLLAQacdefffnvdxaaa SFS[D(7,2)(2,1)] gLLAQacdefffnvdxaam toroidal gLLAQacdefffnvhxaaa toroidal gLLAQacdefffnvhxaqq SFS[D(8,3)(2,1)] gLLAQacdefffnvttahh SFS[D(4,3)(3,1)] gLLAQacdefffnkaxahq m035(0,0) gLLAQacdefffnkaxqmm m009(0,0) gLLAQacdefffnkaxxqq toroidal gLLAQacdefffnkaxamd m045(0,0) gLLAQacdefffnkqxqdm s626(0,0) gLLAQacdefffnkqxadd m045(0,0) gLLAQacdefffnkmpaxt SFS[D(9,4)(2,1)] gLLAQacdefffnkmlaxt SFS[D(3,1)(2,1)] gLLAQacdefffnkxxxqh s673(0,0) gLLAQacdefffnkxxaqq m035(0,0) gLLAQacdefffnkmxaxt SFS[D(12,5)(2,1)] gLLAQacdefffnkmxmxt s526(0,0) gLLAQacdefffnkmxixt s558(0,0) gLLAQacdefffnkaqqdm m305(0,0) gLLAQacdefffnkaqadd m009(0,0) gLLAQacdefffnkqqqmm m045(0,0) gLLAQacdefffnkqqamd m009(0,0) gLLAQacdefffnkaaxhq m371(0,0) gLLAQacdefffnkaaahh toroidal gLLAQacdefffnkampup m260(0,0) gLLAQacdefffnkampua m038(0,0) gLLAQacdefffnkampuu toroidal gLLAQacdefffnkdtdxx SFS[D(11,4)(2,1)] gLLAQacdefffnkxaahq toroidal gLLAQacdefffnkxaxqq m035(0,0) gLLAQacdefffnketdxx SFS[D(7,2)(2,1)] gLLAQacdefffnbaxahq m142(0,0) gLLAQacdefffnbaxxqq toroidal gLLAQacdefffnbxxxqh s877(0,0) gLLAQacdefffnbxxaqq m142(0,0) gLLAQacdefffnbaaxhq m403(0,0) gLLAQacdefffnbaaahh toroidal gLLAQacdefffnbxaahq toroidal gLLAQacdefffnbxaxqq m142(0,0) gLLAQacdefffnsaxahq SFS[D(5,2)(3,1)] gLLAQacdefffnsaxxqq m011(0,0) gLLAQacdefffnsxxxqh m034(0,0) gLLAQacdefffnsxxaqq SFS[D(5,2)(3,1)] gLLAQacdefffnsaaxhq s244(0,0) gLLAQacdefffnsaaahh m011(0,0) gLLAQacdefffnsxaahq m011(0,0) gLLAQacdefffnsxaxqq SFS[D(5,2)(3,1)] gLLAQbedeeffaxnhqhw m004(0,0) gLLAQbedeeffahnithj m007(0,0) gLLAQbedeeffaxnhqhj m015(0,0) gLLAQbedeeffahnithw SFS[D(3,1)(3,1)] gLLAQbedeeffhhniphj m160(0,0) gLLAQbedeeffaaniphj SFS[D(3,1)(3,1)] gLLAQbedeeffmabuauj SFS[D(4,1)(2,1)] gLLAQbedefefmajuemj SFS[D(8,3)(2,1)] gLLAQbedeeffxxnhhhj m038(0,0) gLLAQbedeeffaanqqhj m004(0,0) gLLAQbedeeffmanuihj toroidal gLLAQbedeeffminuihj m148(0,0) gLLAQbedeeffmmnuihj m009(0,0) gLLAQbedeeffhhniphw m288(0,0) gLLAQbedeeffaaniphw m007(0,0) gLLMQbedefefaholalk SFS[D(3,1)(3,1)] gLLMQbedefefaholalr m007(0,0) gLLAQbedeeffxxnhhhw m260(0,0) gLLAQbedeeffaanqqhw m015(0,0) gLLAQbedeeffmmnuihw m289(0,0) gLLAQbedeeffminuihw m340(0,0) gLLAQbedeeffmanuihw SFS[D(8,3)(2,1)] gLLMQbeedfefahxwxqj m015(0,0) gLLMQbeedfefahxwxqk m004(0,0) gLLAQbedefefmajuemw SFS[D(7,3)(2,1)] gLLAQbedeeffaxohqhw m117(0,0) gLLAQbedeeffaxrhqhj SFS[D(5,3)(3,1)] gLLAQbedeeffxxrhhhj s827(0,0) gLLAQbedeeffaarqqhj m117(0,0) gLLAQbedeeffxxohhhw m356(0,0) gLLAQbedeeffaaoqqhw SFS[D(5,3)(3,1)] gLLMQbeedfefahxnxqj SFS[D(5,3)(3,1)] gLLMQbeedfefahxfxqk m117(0,0) gLLAQbedeeffaxrhqhw toroidal gLLAQbedeeffaxohqhj m146(0,0) gLLAQbedeeffxxohhhj m400(0,0) gLLAQbedeeffaaoqqhj toroidal gLLAQbedeeffxxrhhhw s884(0,0) gLLAQbedeeffaarqqhw m146(0,0) gLLMQbeedfefahxfxqj m146(0,0) gLLMQbeedfefahxnxqk toroidal gLLAQbedefefaariddj m007(0,0) gLLAQbedefefxxrpduj m078(0,0) gLLAQbedefefaerudqj toroidal gLLAQbedefefaxrpddj SFS[D(5,2)(2,1)] gLLAQbedefefxariduj m007(0,0) gLLAQbedefefxlrxdej SFS[D(3,1)(3,2)] gLLAQbedefefxtrddhj m010(0,0) gLLAQbedefefxprxdej reducible gLLAQbedefefxxrxdej SFS[D(3,1)(3,1)] gLLAQbedefefaariddw SFS[D(3,1)(3,1)] gLLAQbedefefxxrpduw SFS[D(5,1)(3,1)] gLLMQbedeeffaafhhqk m015(0,0) gLLMQbedeeffaafhhqr m004(0,0) gLLAQbedefefxprxdew SFS[D(3,1)(3,1)] gLLAQbedefefxxrxdew SFS[D(3,1)(3,2)] gLLAQbedefefxtrddhw SFS[D(3,1)(3,2)] gLLAQbedefefxlrxdew toroidal gLLAQbedefefxariduw SFS[D(3,1)(3,1)] gLLAQbedefefamradtw SFS[D(2,1)(2,1)] gLLMQbedeeffmafdhqk m015(0,0) gLLMQbedeeffalfmxqr SFS[D(5,2)(2,1)] gLLMQbedeeffmafdhqr m004(0,0) gLLMQbedefefalkmdlk SFS[D(2,1)(2,1)] gLLMQbeedeffhiufqdk SFS[D(4,1)(2,1)] gLLMQbeedeffhhpfddk SFS[D(5,2)(2,1)] gLLMQbeedeffhlaftdj SFS[D(2,1)(2,1)] gLLMQbedeeffaabxxqr m146(0,0) gLLMQbedeeffaabhhqr toroidal gLLMQbedeeffaabhhqk SFS[D(5,3)(3,1)] gLLMQbedeeffaabxxqk m117(0,0) gLLAQacdefffjjuxaal SFS[D(2,1)(2,1)] gLLAQacdefffjjuxamq SFS[D(2,1)(2,1)] gLLAQacdefffjjhxaaa SFS[D(2,1)(2,1)] gLLAQacdefffjjhxaqq SFS[D(2,1)(2,1)] gLLAQacdefffjjhmppp SFS[D(2,1)(2,1)] gLLAQacdefffjjhmmqq SFS[D(2,1)(2,1)] gLLAQacdefffjrixatt SFS[D(2,1)(2,1)] gLLAQacdefffjrlxadd SFS[D(7,3)(2,1)] gLLAQacdefffjrlxadt SFS[D(2,1)(2,1)] gLLAQacdefffjrlxadq toroidal gLLAQacdefffjrhxaaa SFS[D(5,1)(2,1)] gLLAQacdefffjrhxaqq toroidal gLLAQacdefffjvtxtee SFS[D(5,3)(3,1)] gLLAQacdefffjvpxaaa SFS[D(2,1)(2,1)] gLLAQacdefffjvdxaaa SFS[D(5,1)(2,1)] gLLAQacdefffjvdxaam SFS[D(7,2)(2,1)] gLLAQacdefffjvdxaai SFS[D(2,1)(2,1)] gLLAQacdefffjvhxaaa SFS[D(7,2)(2,1)] gLLAQacdefffjvhxaqq SFS[D(7,3)(2,1)] gLLAQacdefffjvttahh SFS[D(5,3)(3,1)] gLLAQacdefffjkaxahq m029(0,0) gLLAQacdefffjkaxqmm m032(0,0) gLLAQacdefffjkaxxqq m006(0,0) gLLAQacdefffjkaxamd m053(0,0) gLLAQacdefffjkqxqdm s688(0,0) gLLAQacdefffjkqxadd m053(0,0) gLLAQacdefffjkmpaxt SFS[D(12,5)(2,1)] gLLAQacdefffjkmlaxt reducible gLLAQacdefffjkxxxqh s750(0,0) gLLAQacdefffjkxxaqq m029(0,0) gLLAQacdefffjkmxaxt toroidal gLLAQacdefffjkmxmxt s519(0,0) gLLAQacdefffjkmxixt s570(0,0) gLLAQacdefffjkaqqdm s528(0,0) gLLAQacdefffjkaqadd m032(0,0) gLLAQacdefffjkqqqmm m053(0,0) gLLAQacdefffjkqqamd m032(0,0) gLLAQacdefffjkaaxhq s644(0,0) gLLAQacdefffjkaaahh m006(0,0) gLLAQacdefffjkampup s469(0,0) gLLAQacdefffjkampua m310(0,0) gLLAQacdefffjkampuu toroidal gLLAQacdefffjkdtdxx SFS[D(13,5)(2,1)] gLLAQacdefffjkxaahq m006(0,0) gLLAQacdefffjkxaxqq m029(0,0) gLLAQacdefffjketdxx SFS[D(5,1)(2,1)] gLLAQacdefffjbaxahq m081(0,0) gLLAQacdefffjbaxxqq toroidal gLLAQacdefffjbxxxqh s805(0,0) gLLAQacdefffjbxxaqq m081(0,0) gLLAQacdefffjbaaxhq m378(0,0) gLLAQacdefffjbaaahh toroidal gLLAQacdefffjbxaahq toroidal gLLAQacdefffjbxaxqq m081(0,0) gLLAQacdefffjsaxahq toroidal gLLAQacdefffjsaxxqq toroidal gLLAQacdefffjsxxxqh m168(0,0) gLLAQacdefffjsxxaqq toroidal gLLAQacdefffjsaaxhq s119(0,0) gLLAQacdefffjsaaahh toroidal gLLAQacdefffjsxaahq toroidal gLLAQacdefffjsxaxqq toroidal gLLAQacedfffjkeuadd m032(0,0) gLLAQacedfffjkeuhld s232(0,0) gLLAQacedfffjkempdd toroidal gLLAQacedfffjkemddd SFS[D(3,1)(2,1)] gLLAQacedfffjkemhdd SFS[D(9,2)(2,1)] gLLAQacedfffjkemald m032(0,0) gLLAQacedfffjkemlld toroidal gLLAQacedfffjkemtld m227(0,0) gLLAQacedfffjkemppe SFS[D(8,3)(3,1)] gLLAQacedfffjkiladd m053(0,0) gLLAQacedfffjkilxud s312(0,0) gLLAQacedfffjkhhahh m006(0,0) gLLAQacedfffjkhhaqq m029(0,0) gLLAQacedfffjkimmqa SFS[D(7,5)(3,1)] gLLAQacedfffjkimlud m236(0,0) gLLAQacedfffjkimtud toroidal gLLAQacedfffjkimaud m053(0,0) gLLAQacedfffjkimxuu SFS[D(11,3)(2,1)] gLLAQacedfffjkimeuu SFS[D(2,1)(2,1)] gLLAQacedfffjkimmuu toroidal gLLAQacedfffjkhmahm m006(0,0) gLLAQacedfffjkhmphh SFS[D(9,2)(2,1)] gLLAQacedfffjkhmauq m029(0,0) gLLAQacedfffjkhmmuu SFS[D(11,3)(2,1)] gLLAQacedfffjktealx SFS[D(3,1)(2,1)] gLLAQacedfffjklmmuu SFS[D(2,1)(2,1)] gLLAQacedfffjktmhlx SFS[D(12,5)(2,1)] gLLAQacedfffjktmhld toroidal gLLAQacedfffjktmdld SFS[D(3,1)(2,1)] gLLAQacedfffjktmeud SFS[D(2,1)(2,1)] gLLAQacedfffjktmxud toroidal gLLAQacedfffjktmmud SFS[D(13,5)(2,1)] gLLAQacedfffjshhahh toroidal gLLAQacedfffjshhaqq toroidal gLLAQacedfffjbhhahh toroidal gLLAQacedfffjbhhaqq m081(0,0) gLLAQacedfffjjxhaqq SFS[D(2,1)(2,1)] gLLAQacedfffjjhxaaa SFS[D(2,1)(2,1)] gLLAQacedfffjvxhaqq SFS[D(7,3)(2,1)] gLLAQacedfffjvdxaaa SFS[D(5,1)(2,1)] gLLAQacedfffjvppahh SFS[D(5,3)(3,1)] gLLAQacedfffjvpxmaa SFS[D(5,1)(2,1)] gLLAQacedfffjvpxaaa SFS[D(2,1)(2,1)] gLLAQacedfffjvpxiaa SFS[D(7,2)(2,1)] gLLAQacedfffjvplada SFS[D(2,1)(2,1)] gLLAQacedfffjvhxaaa SFS[D(7,2)(2,1)] gLLAQacedfffjvphtqq SFS[D(7,3)(2,1)] gLLAQacedfffjrxladd SFS[D(7,3)(2,1)] gLLAQacedfffjrxhaqq toroidal gLLAQacedfffjrxiatd SFS[D(7,3)(2,1)] gLLAQacedfffjrxiatt SFS[D(2,1)(2,1)] gLLAQacedfffjrxiatq toroidal gLLAQacedfffjrhxaaa SFS[D(5,1)(2,1)] gLLAQacedfffjrditll SFS[D(2,1)(2,1)] gLLAQacedfffjrhiata SFS[D(5,1)(2,1)] gLLAQacedfffbkeuadd SFS[D(3,1)(2,1)] gLLAQacedfffbkeuhld SFS[D(3,1)(2,1)] gLLAQacedfffbkempdd SFS[D(3,1)(2,1)] gLLAQacedfffbkemddd reducible gLLAQacedfffbkemhdd SFS[D(3,1)(2,1)] gLLAQacedfffbkemald SFS[D(3,1)(2,1)] gLLAQacedfffbkemlld reducible gLLAQacedfffbkemtld SFS[D(3,1)(2,1)] gLLAQacedfffbkhhahh SFS[D(3,1)(2,1)] gLLAQacedfffbkimmqa SFS[D(3,1)(2,1)] gLLAQacedfffbkimlud SFS[D(2,1)(2,1)] gLLAQacedfffbkimmuu reducible gLLAQacedfffbkhmahm SFS[D(3,1)(2,1)] gLLAQacedfffbkhmphh SFS[D(3,1)(2,1)] gLLAQacedfffbktealx reducible gLLAQacedfffbktmhlx SFS[D(3,1)(2,1)] gLLAQacedfffbktmhld SFS[D(3,1)(2,1)] gLLAQacedfffbktmdld reducible gLLAQacedfffbktmmud SFS[D(2,1)(2,1)] gLLAQacedfffbsduaxt SFS[D(2,1)(2,1)] gLLAQacedfffbsehadd SFS[D(3,1)(2,1)] gLLAQacedfffbseiddd reducible gLLAQacedfffbshhahe SFS[D(3,1)(2,1)] gLLAQacedfffbshhihe toroidal gLLAQacedfffbshhihu SFS[D(3,1)(2,1)] gLLAQacedfffbshhahh SFS[D(3,1)(2,1)] gLLAQacedfffbshhahu reducible gLLAQacedfffbshhmhu SFS[D(3,1)(2,1)] gLLAQacedfffbshhehi toroidal gLLAQacedfffbshhamq SFS[D(2,1)(2,1)] gLLAQacedfffbshhdtu SFS[D(2,1)(2,1)] gLLAQacedfffbsheahh reducible gLLAQacedfffbsheaqq SFS[D(2,1)(2,1)] gLLAQacedfffbsleett reducible gLLAQacedfffbstealx SFS[D(3,1)(2,1)] gLLAQacedfffbbappaa T2xI gLLAQacedfffbbaxahq reducible gLLAQacedfffbbaxxqq SFS[D(2,1)(2,1)] gLLAQacedfffbbalmal SFS[D(3,1)(2,1)] gLLAQacedfffbbalial SFS[D(3,1)(2,1)] gLLAQacedfffbbdeadd T2xI gLLAQacedfffbbaeadd T2xI gLLAQacedfffbbaeeaa SFS[A(2,1)] gLLAQacedfffbbaedee T2xI gLLAQacedfffbbaeiae SFS[D(3,1)(2,1)] gLLAQacedfffbbaemae SFS[D(3,1)(2,1)] gLLAQacedfffbbahhqq SFS[D(2,1)(2,1)] gLLAQacedfffbbahaxq SFS[D(2,1)(2,1)] gLLAQacedfffbbeeadd SFS[A(2,1)] gLLAQacedfffbbaaaed T2xI gLLAQacedfffbbaadae SFS[A(2,1)] gLLAQacedfffbbaaeda T2xI gLLAQacedfffbbaaxqh SFS[D(2,1)(2,1)] gLLAQacedfffbbaahxq SFS[D(2,1)(2,1)] gLLAQacedfffbbauuaa SFS[A(2,1)] gLLAQacedfffbbhhhxq SFS[D(2,1)(2,1)] gLLAQacedfffbbhhaqq SFS[D(2,1)(2,1)] gLLAQacedfffbbxxxhq SFS[D(4,1)(2,1)] gLLAQacedfffbbxxahh SFS[D(2,1)(2,1)] gLLAQacedfffbbleamt SFS[D(3,1)(2,1)] gLLAQacedfffbbtealx SFS[D(3,1)(2,1)] gLLAQacedfffbjipatt SFS[D(2,1)(2,1)] gLLAQacedfffbjipapp SFS[D(2,1)(2,1)] gLLAQacedfffbjuxatt SFS[D(2,1)(2,1)] gLLAQacedfffbjuxapp SFS[D(2,1)(2,1)] gLLAQacedfffbjieqlu SFS[D(3,1)(2,1)] gLLAQacedfffbjiixxa SFS[D(3,1)(2,1)] gLLAQacedfffbjepqul SFS[D(3,1)(2,1)] gLLAQacedfffbjxueii SFS[D(3,1)(2,1)] gLLAQacedfffbjxuaih SFS[D(3,1)(2,1)] gLLAQacedfffbjxeeii SFS[D(3,1)(2,1)] gLLAQacedfffbjxheii reducible gLLAQacedfffbjeuaih SFS[D(3,1)(2,1)] gLLAQacedfffbjeeuii SFS[D(3,1)(2,1)] gLLAQacedfffbjeeeii SFS[D(3,1)(2,1)] gLLAQacedfffbjeehii reducible gLLAQacedfffbjeeaie reducible gLLAQacedfffbjeeaih SFS[D(3,1)(2,1)] gLLAQacedfffbjeeaiu SFS[D(3,1)(2,1)] gLLAQacedfffbjehaih reducible gLLAQacedfffbjmuaih reducible gLLAQacedfffbjmeeii reducible gLLAQacedfffbjxaaii SFS[D(3,1)(2,1)] gLLAQacedfffbjxalii SFS[D(3,1)(2,1)] gLLAQacedfffbjxatii reducible gLLAQacedfffbjeaaii SFS[D(3,1)(2,1)] gLLAQacedfffbjeiaii reducible gLLAQacedfffbjeihie reducible gLLAQacedfffbjemaim reducible gLLAQacedfffbjemaia SFS[D(3,1)(2,1)] gLLAQacedfffbjemaii SFS[D(3,1)(2,1)] gLLAQacedfffbjppxxa SFS[D(3,1)(2,1)] gLLAQacedfffbjduaix reducible gLLAQacedfffbjduaid SFS[D(3,1)(2,1)] gLLAQacedfffbjduaii SFS[D(3,1)(2,1)] gLLAQacedfffbjdeaii SFS[D(3,1)(2,1)] gLLAQacedfffbjpeaii reducible gLLAQacedfffbjpehie reducible gLLAQacedfffbjheaii SFS[D(3,1)(2,1)] gLLAQacedfffbjheiii SFS[D(3,1)(2,1)] gLLAQacedfffbjhemii reducible gLLAQacedfffbjpihii reducible gLLAQacedfffbjpiaie reducible gLLAQacedfffbvuppaa T2xI gLLAQacedfffbvqplaa SFS[D(2,1)(2,1)] gLLAQacedfffbvqxaup reducible gLLAQacedfffbvqxaap reducible gLLAQacedfffbvqxapp reducible gLLAQacedfffbvqeauu reducible gLLAQacedfffbvuaaaa T2xI gLLAQacedfffbvxutma SFS[D(3,1)(2,1)] gLLAQacedfffbvxutmi SFS[D(3,1)(2,1)] gLLAQacedfffbveetuu reducible gLLAQacedfffbveeeud SFS[D(2,1)(2,1)] gLLAQacedfffbveetqa SFS[D(3,1)(2,1)] gLLAQacedfffbvdxaaa SFS[D(2,1)(2,1)] gLLAQacedfffbvpxmaa SFS[D(2,1)(2,1)] gLLAQacedfffbvpxmhh reducible gLLAQacedfffbvpllua SFS[D(2,1)(2,1)] gLLAQacedfffbvplmda SFS[D(2,1)(2,1)] gLLAQacedfffbvhpmaa SFS[D(2,1)(2,1)] gLLAQacedfffbvpeeuu reducible gLLAQacedfffbvpetud SFS[D(2,1)(2,1)] gLLAQacedfffbvpappp T2xI gLLAQacedfffbrupxaa SFS[D(2,1)(2,1)] gLLAQacedfffbrupaax reducible gLLAQacedfffbrqppaa SFS[D(2,1)(2,1)] gLLAQacedfffbrqxxaa SFS[D(2,1)(2,1)] gLLAQacedfffbrqxaax reducible gLLAQacedfffbrqxqep SFS[D(3,1)(2,1)] gLLAQacedfffbriehqq SFS[D(3,1)(2,1)] gLLAQacedfffbrieaxq SFS[D(3,1)(2,1)] gLLAQacedfffbruehqq reducible gLLAQacedfffbrueaxq reducible gLLAQacedfffbrquhqq SFS[D(3,1)(2,1)] gLLAQacedfffbrquaxq SFS[D(3,1)(2,1)] gLLAQacedfffbrquadq reducible gLLAQacedfffbrquaiq SFS[D(3,1)(2,1)] gLLAQacedfffbrqeuqq SFS[D(3,1)(2,1)] gLLAQacedfffbrqeeqq reducible gLLAQacedfffbrqehqq SFS[D(3,1)(2,1)] gLLAQacedfffbrqeaxq SFS[D(3,1)(2,1)] gLLAQacedfffbrqhhqq reducible gLLAQacedfffbrqhaxq reducible gLLAQacedfffbriihxq SFS[D(3,1)(2,1)] gLLAQacedfffbruixxa SFS[D(2,1)(2,1)] gLLAQacedfffbruihxq reducible gLLAQacedfffbrqaxxa SFS[D(2,1)(2,1)] gLLAQacedfffbrqahxq reducible gLLAQacedfffbrqihxq SFS[D(3,1)(2,1)] gLLAQacedfffbrqipiq SFS[D(3,1)(2,1)] gLLAQacedfffbrqmhxq SFS[D(3,1)(2,1)] gLLAQacedfffbrmpxlm SFS[D(3,1)(2,1)] gLLAQacedfffbrxuapq SFS[D(3,1)(2,1)] gLLAQacedfffbrxuamq reducible gLLAQacedfffbrxuhxq SFS[D(3,1)(2,1)] gLLAQacedfffbrxuaqq SFS[D(3,1)(2,1)] gLLAQacedfffbrxehxq SFS[D(3,1)(2,1)] gLLAQacedfffbrxeaqq SFS[D(3,1)(2,1)] gLLAQacedfffbrxhhxq reducible gLLAQacedfffbrxhaqq reducible gLLAQacedfffbreehxq SFS[D(3,1)(2,1)] gLLAQacedfffbreeiqq SFS[D(3,1)(2,1)] gLLAQacedfffbreeaqq SFS[D(3,1)(2,1)] gLLAQacedfffbreemqq reducible gLLAQacedfffbrmehxq reducible gLLAQacedfffbrmeaqq reducible gLLAQacedfffbrxaaxq reducible gLLAQacedfffbrxahqq reducible gLLAQacedfffbrxiatq reducible gLLAQacedfffbrxiaxq SFS[D(3,1)(2,1)] gLLAQacedfffbrxihqq SFS[D(3,1)(2,1)] gLLAQacedfffbrxiauq SFS[D(3,1)(2,1)] gLLAQacedfffbrxmaxq SFS[D(3,1)(2,1)] gLLAQacedfffbrxmhqq SFS[D(3,1)(2,1)] gLLAQacedfffbreiaxq SFS[D(3,1)(2,1)] gLLAQacedfffbreidqq reducible gLLAQacedfffbreipqq SFS[D(3,1)(2,1)] gLLAQacedfffbreihqq SFS[D(3,1)(2,1)] gLLAQacedfffbrmiaxq reducible gLLAQacedfffbrmihqq reducible gLLAQacedfffbrdpaaa SFS[D(2,1)(2,1)] gLLAQacedfffbrdpxxa SFS[D(4,1)(2,1)] gLLAQacedfffbrhxaaa SFS[D(2,1)(2,1)] gLLAQacedfffbrhxxxa SFS[D(4,1)(2,1)] gLLAQacedfffbrhhqpe SFS[D(3,1)(2,1)] gLLAQacedfffbrdixml SFS[D(3,1)(2,1)] gLLAQacedfffbrdixxx reducible gLLAQacedfffbrdiaxa SFS[D(2,1)(2,1)] gLLAQacedfffbrhaxxx reducible gLLAQacedfffbrhaaxa SFS[D(2,1)(2,1)] gLLAQacedfffbrhiata SFS[D(2,1)(2,1)] gLLAQacdefffbgaidmi T2xI gLLAQacdefffbgaidma T2xI gLLAQacdefffbgaiqep SFS[D(2,1)(2,1)] gLLAQacdefffbgaiqmm SFS[D(3,1)(2,1)] gLLAQacdefffbgailqq SFS[D(3,1)(2,1)] gLLAQacdefffbgaiapp reducible gLLAQacdefffbgailaa SFS[D(3,1)(2,1)] gLLAQacdefffbgadqee SFS[D(3,1)(2,1)] gLLAQacdefffbgadxxa SFS[D(7,2)(2,1)] gLLAQacdefffbgadaaa SFS[D(3,1)(2,1)] gLLAQacdefffbgaqxaa reducible gLLAQacdefffbgaqaax SFS[D(2,1)(2,1)] gLLAQacdefffbgaqqep SFS[D(5,1)(2,1)] gLLAQacdefffbgaqapp SFS[D(3,1)(2,1)] gLLAQacdefffbgquape SFS[D(3,1)(2,1)] gLLAQacdefffbgqqape SFS[D(3,1)(2,1)] gLLAQacdefffbgqiape reducible gLLAQacdefffbgqimdd SFS[D(2,1)(2,1)] gLLAQacdefffbgqiqee SFS[D(2,1)(2,1)] gLLAQacdefffbgtialt reducible gLLAQacdefffbgqdqpe SFS[D(5,2)(2,1)] gLLAQacdefffbgtdata SFS[D(3,1)(2,1)] gLLAQacdefffbgqxahh SFS[D(2,1)(2,1)] gLLAQacdefffbgqxqxh SFS[D(4,1)(2,1)] gLLAQacdefffbgtqapm SFS[D(3,1)(2,1)] gLLAQacdefffbgtqaai SFS[D(2,1)(2,1)] gLLAQacdefffbgaeadd SFS[D(3,1)(2,1)] gLLAQacdefffbgaeqdm SFS[D(5,1)(2,1)] gLLAQacdefffbgaeaet SFS[D(2,1)(2,1)] gLLAQacdefffbgaextt reducible gLLAQacdefffbgahqxh SFS[D(2,1)(2,1)] gLLAQacdefffbgahiaa SFS[D(3,1)(2,1)] gLLAQacdefffbgahdtt reducible gLLAQacdefffbgahqee SFS[D(3,1)(2,1)] gLLAQacdefffbgahihh SFS[D(3,1)(2,1)] gLLAQacdefffbgqpapp SFS[D(2,1)(2,1)] gLLAQacdefffbgqpqpe SFS[D(4,1)(2,1)] gLLAQacdefffbgqeamd SFS[D(3,1)(2,1)] gLLAQacdefffbgteaxd SFS[D(3,1)(2,1)] gLLAQacdefffbgteaut SFS[D(2,1)(2,1)] gLLAQacdefffbgqhell SFS[D(2,1)(2,1)] gLLAQacdefffbgqhqxx SFS[D(2,1)(2,1)] gLLAQacdefffbgqhahx reducible gLLAQacdefffbcaiapp SFS[D(3,1)(2,1)] gLLAQacdefffbcaitmm SFS[D(3,1)(2,1)] gLLAQacdefffbcailqq toroidal gLLAQacdefffbcaitll SFS[D(3,1)(2,1)] gLLAQacdefffbcaiatt SFS[D(3,1)(2,1)] gLLAQacdefffbcailaa reducible gLLAQacdefffbcuiddd SFS[D(2,1)(2,1)] gLLAQacdefffbcpiiuu SFS[D(2,1)(2,1)] gLLAQacdefffbcadaau reducible gLLAQacdefffbcadahh reducible gLLAQacdefffbcadtee SFS[D(3,1)(2,1)] gLLAQacdefffbcadluu SFS[D(3,1)(2,1)] gLLAQacdefffbcadihh SFS[D(3,1)(2,1)] gLLAQacdefffbcadxuu SFS[D(3,1)(2,1)] gLLAQacdefffbcadmhh SFS[D(3,1)(2,1)] gLLAQacdefffbcadqee SFS[D(3,1)(2,1)] gLLAQacdefffbcadpuu toroidal gLLAQacdefffbcadaap reducible gLLAQacdefffbcadpua SFS[D(2,1)(2,1)] gLLAQacdefffbcadxxa SFS[D(2,1)(2,1)] gLLAQacdefffbcadiaa SFS[D(3,1)(2,1)] gLLAQacdefffbcadttt SFS[D(3,1)(2,1)] gLLAQacdefffbcadlll SFS[D(3,1)(2,1)] gLLAQacdefffbcadmaa SFS[D(3,1)(2,1)] gLLAQacdefffbcadqaq SFS[D(2,1)(2,1)] gLLAQacdefffbcadpup SFS[D(2,1)(2,1)] gLLAQacdefffbcudaup reducible gLLAQacdefffbcudppp SFS[D(2,1)(2,1)] gLLAQacdefffbcudaua reducible gLLAQacdefffbcudauu reducible gLLAQacdefffbcpdapa reducible gLLAQacdefffbcpduuu SFS[D(2,1)(2,1)] gLLAQacdefffbcpdapu reducible gLLAQacdefffbcpdapp reducible gLLAQacdefffbcaxadd SFS[D(3,1)(2,1)] gLLAQacdefffbcaxtxx reducible gLLAQacdefffbcaxlii SFS[D(3,1)(2,1)] gLLAQacdefffbcaxtaa toroidal gLLAQacdefffbcaxall SFS[D(3,1)(2,1)] gLLAQacdefffbcaxltt SFS[D(3,1)(2,1)] gLLAQacdefffbcxdxxx SFS[D(2,1)(2,1)] gLLAQacdefffbcxdaxa reducible gLLAQacdefffbcmdama reducible gLLAQacdefffbcextaa SFS[D(2,1)(2,1)] gLLAQacdefffbcqdqqq SFS[D(2,1)(2,1)] gLLAQacdefffbcqdaqa reducible gLLAQacdefffbctdata reducible gLLAQacdefffbcdxtaa SFS[D(2,1)(2,1)] gLLAQacdefffbcaqpam toroidal gLLAQacdefffbcaqaap SFS[D(2,1)(2,1)] gLLAQacdefffbcaqapp toroidal gLLAQacdefffbcaqaup SFS[D(2,1)(2,1)] gLLAQacdefffbcaqpai toroidal gLLAQacdefffbcuqaaa SFS[D(2,1)(2,1)] gLLAQacdefffbcpqauu SFS[D(2,1)(2,1)] gLLAQacdefffbcapahh SFS[D(3,1)(2,1)] gLLAQacdefffbcapihh SFS[D(3,1)(2,1)] gLLAQacdefffbcapmhh toroidal gLLAQacdefffbcapiaa SFS[D(3,1)(2,1)] gLLAQacdefffbcapaaa SFS[D(3,1)(2,1)] gLLAQacdefffbcapmaa reducible gLLAQacdefffbcuplll SFS[D(2,1)(2,1)] gLLAQacdefffbcppeuu SFS[D(2,1)(2,1)] gLLAQacdefffbcamadd SFS[D(3,1)(2,1)] gLLAQacdefffbcamxud SFS[D(5,1)(2,1)] gLLAQacdefffbcamaaq SFS[D(2,1)(2,1)] gLLAQacdefffbcamqaa reducible gLLAQacdefffbcxmaud SFS[D(3,1)(2,1)] gLLAQacdefffbcmmapd SFS[D(3,1)(2,1)] gLLAQacdefffbcmmamq SFS[D(2,1)(2,1)] gLLAQacdefffbcqmqqa SFS[D(4,1)(2,1)] gLLAQacdefffbcqmaqq SFS[D(2,1)(2,1)] gLLAQacdefffbcauapp SFS[D(3,1)(2,1)] gLLAQacdefffbcauqep SFS[D(5,1)(2,1)] gLLAQacdefffbcauaax SFS[D(2,1)(2,1)] gLLAQacdefffbcauxaa reducible gLLAQacdefffbcaedea toroidal gLLAQacdefffbcaedda toroidal gLLAQacdefffbcaedaa reducible gLLAQacdefffbcahihh reducible gLLAQacdefffbcahahh SFS[D(3,1)(2,1)] gLLAQacdefffbcahmhh SFS[D(3,1)(2,1)] gLLAQacdefffbcahaaa SFS[D(3,1)(2,1)] gLLAQacdefffbcahiaa toroidal gLLAQacdefffbcahmaa SFS[D(3,1)(2,1)] gLLAQacdefffbcxuaaa SFS[D(2,1)(2,1)] gLLAQacdefffbcxuxxa SFS[D(4,1)(2,1)] gLLAQacdefffbceedaa T2xI gLLAQacdefffbcehiaa SFS[D(2,1)(2,1)] gLLAQacdefffbcquape SFS[D(3,1)(2,1)] gLLAQacdefffbctuapm SFS[D(3,1)(2,1)] gLLAQacdefffbctuaai SFS[D(2,1)(2,1)] gLLAQacdefffbcdedaa T2xI gLLAQacdefffbcdhiaa SFS[D(2,1)(2,1)] gLLAQacedfffbgduapp SFS[D(2,1)(2,1)] gLLAQacedfffbgdlqlu SFS[D(3,1)(2,1)] gLLAQacedfffbgddxxa SFS[D(3,1)(2,1)] gLLAQacedfffbgapaaa SFS[D(3,1)(2,1)] gLLAQacedfffbgapaam SFS[D(3,1)(2,1)] gLLAQacedfffbgapaai reducible gLLAQacedfffbgadaaa SFS[D(3,1)(2,1)] gLLAQacedfffbgepaqd SFS[D(3,1)(2,1)] gLLAQacedfffbgedddd SFS[D(3,1)(2,1)] gLLAQacedfffbgehddd reducible gLLAQacedfffbgllapt reducible gLLAQacedfffbgxqaaa SFS[D(2,1)(2,1)] gLLAQacedfffbgldhpt reducible gLLAQacedfffbgldatt reducible gLLAQacedfffbgudatp reducible gLLAQacedfffbgudaxp SFS[D(3,1)(2,1)] gLLAQacedfffbgudaup SFS[D(3,1)(2,1)] gLLAQacedfffbghddhh reducible gLLAQacedfffbgtdall SFS[D(3,1)(2,1)] gLLAQacedfffbgtdlll SFS[D(3,1)(2,1)] gLLAQacedfffbgtdtll reducible gLLAQacedfffbcauxaa SFS[D(2,1)(2,1)] gLLAQacedfffbcauaax reducible gLLAQacedfffbcaqaup reducible gLLAQacedfffbcaqaap reducible gLLAQacedfffbcaqapp reducible gLLAQacedfffbceupaa SFS[D(2,1)(2,1)] gLLAQacedfffbceimal SFS[D(3,1)(2,1)] gLLAQacedfffbceiial SFS[D(3,1)(2,1)] gLLAQacedfffbceqlaa SFS[D(2,1)(2,1)] gLLAQacedfffbceqlqq reducible gLLAQacedfffbcdaaae T2xI gLLAQacedfffbcdtaau SFS[D(2,1)(2,1)] gLLAQacedfffbcaaaae SFS[A(2,1)] gLLAQacedfffbcalaah reducible gLLAQacedfffbcalhaa reducible gLLAQacedfffbcataau reducible gLLAQacedfffbcatapu reducible gLLAQacedfffbcatauu reducible gLLAQacedfffbceaidd SFS[D(3,1)(2,1)] gLLAQacedfffbceamdd SFS[D(3,1)(2,1)] gLLAQacedfffbceaeed SFS[A(2,1)] gLLAQacedfffbceaaae T2xI gLLAQacedfffbceadda T2xI gLLAQacedfffbceladd SFS[D(3,1)(2,1)] gLLAQacedfffbcelidd SFS[D(3,1)(2,1)] gLLAQacedfffbcelmdd reducible gLLAQacedfffbcelhld SFS[D(3,1)(2,1)] gLLAQacedfffbcetaxd reducible gLLAQacedfffbcetadd SFS[D(3,1)(2,1)] gLLAQacedfffbcetidd toroidal gLLAQacedfffbcetmdd SFS[D(3,1)(2,1)] gLLAQacedfffbcetaid SFS[D(3,1)(2,1)] gLLAQacedfffbcetaau SFS[D(2,1)(2,1)] gLLAQacedfffbcetiuu reducible gLLAQacedfffbcdpaam SFS[D(2,1)(2,1)] gLLAQacedfffbcapaaa SFS[D(3,1)(2,1)] gLLAQacedfffbcapaam toroidal gLLAQacedfffbcapaai SFS[D(3,1)(2,1)] gLLAQacedfffbcadhah reducible gLLAQacedfffbcadapa reducible gLLAQacedfffbcadlaa SFS[D(3,1)(2,1)] gLLAQacedfffbcadtaa SFS[D(3,1)(2,1)] gLLAQacedfffbcadaua reducible gLLAQacedfffbcadxxa SFS[D(2,1)(2,1)] gLLAQacedfffbcadaam SFS[D(3,1)(2,1)] gLLAQacedfffbcadaqq SFS[D(2,1)(2,1)] gLLAQacedfffbcadaai SFS[D(3,1)(2,1)] gLLAQacedfffbcahaaa SFS[D(3,1)(2,1)] gLLAQacedfffbcahaam SFS[D(3,1)(2,1)] gLLAQacedfffbcahaai reducible gLLAQacedfffbcepddd SFS[D(3,1)(2,1)] gLLAQacedfffbcepaqd reducible gLLAQacedfffbcepaam SFS[D(2,1)(2,1)] gLLAQacedfffbcedmdm SFS[D(2,1)(2,1)] gLLAQacedfffbcedtqt SFS[D(2,1)(2,1)] gLLAQacedfffbceddxd SFS[D(3,1)(2,1)] gLLAQacedfffbcedpdd SFS[D(3,1)(2,1)] gLLAQacedfffbcedhdd SFS[D(3,1)(2,1)] gLLAQacedfffbceddid SFS[D(3,1)(2,1)] gLLAQacedfffbcedled SFS[D(3,1)(2,1)] gLLAQacedfffbcedted SFS[D(3,1)(2,1)] gLLAQacedfffbcedald SFS[D(3,1)(2,1)] gLLAQacedfffbcedlld reducible gLLAQacedfffbcedtld SFS[D(3,1)(2,1)] gLLAQacedfffbcedaqd SFS[D(3,1)(2,1)] gLLAQacedfffbcedlqd SFS[D(3,1)(2,1)] gLLAQacedfffbcedtqd toroidal gLLAQacedfffbcedddt reducible gLLAQacedfffbcedtqq SFS[D(2,1)(2,1)] gLLAQacedfffbcedduu SFS[D(2,1)(2,1)] gLLAQacedfffbcedddq reducible gLLAQacedfffbcehddd SFS[D(3,1)(2,1)] gLLAQacedfffbcehaqd SFS[D(3,1)(2,1)] gLLAQacedfffbchuxlm SFS[D(3,1)(2,1)] gLLAQacedfffbcllapt SFS[D(3,1)(2,1)] gLLAQacedfffbcllett reducible gLLAQacedfffbcllutt SFS[D(3,1)(2,1)] gLLAQacedfffbcllhtt SFS[D(3,1)(2,1)] gLLAQacedfffbchaahh SFS[D(3,1)(2,1)] gLLAQacedfffbchlahh reducible gLLAQacedfffbchlhha reducible gLLAQacedfffbchtahe SFS[D(3,1)(2,1)] gLLAQacedfffbchtahh SFS[D(3,1)(2,1)] gLLAQacedfffbchtahu reducible gLLAQacedfffbcidmmm reducible gLLAQacedfffbciddmd SFS[D(2,1)(2,1)] gLLAQacedfffbcidmte SFS[D(3,1)(2,1)] gLLAQacedfffbcldhpt SFS[D(3,1)(2,1)] gLLAQacedfffbcldltt SFS[D(3,1)(2,1)] gLLAQacedfffbcldatt SFS[D(3,1)(2,1)] gLLAQacedfffbcldttt reducible gLLAQacedfffbchpahi SFS[D(3,1)(2,1)] gLLAQacedfffbchdphh SFS[D(3,1)(2,1)] gLLAQacedfffbchddhh SFS[D(3,1)(2,1)] gLLAQacedfffbchdhhh reducible gLLAQacedfffbchdahm SFS[D(3,1)(2,1)] gLLAQacedfffbchdaha reducible gLLAQacedfffbchdahi SFS[D(3,1)(2,1)] gLLAQacedfffbchhahi reducible gLLAQacedfffbcxuaaa SFS[D(2,1)(2,1)] gLLAQacedfffbcxuxxa SFS[D(4,1)(2,1)] gLLAQacedfffbcuqaaa SFS[D(2,1)(2,1)] gLLAQacedfffbcuaapp SFS[D(3,1)(2,1)] gLLAQacedfffbculhtp SFS[D(3,1)(2,1)] gLLAQacedfffbculapp SFS[D(3,1)(2,1)] gLLAQacedfffbcutapp toroidal gLLAQacedfffbcutamp SFS[D(3,1)(2,1)] gLLAQacedfffbcutaqp SFS[D(3,1)(2,1)] gLLAQacedfffbctlhll SFS[D(3,1)(2,1)] gLLAQacedfffbctlald SFS[D(3,1)(2,1)] gLLAQacedfffbcxdxml SFS[D(3,1)(2,1)] gLLAQacedfffbcxdxxx reducible gLLAQacedfffbcxdaxa SFS[D(2,1)(2,1)] gLLAQacedfffbcupaup SFS[D(3,1)(2,1)] gLLAQacedfffbcudatp SFS[D(3,1)(2,1)] gLLAQacedfffbcuddpp SFS[D(3,1)(2,1)] gLLAQacedfffbcudppp reducible gLLAQacedfffbcudhpp SFS[D(3,1)(2,1)] gLLAQacedfffbcudaxp SFS[D(3,1)(2,1)] gLLAQacedfffbcudaup toroidal gLLAQacedfffbcudaua SFS[D(2,1)(2,1)] gLLAQacedfffbcudauu SFS[D(2,1)(2,1)] gLLAQacedfffbcuhaup SFS[D(3,1)(2,1)] gLLAQacedfffbctdall SFS[D(3,1)(2,1)] gLLAQacedfffbctdlll reducible gLLAQacedfffbctdtll SFS[D(3,1)(2,1)] gLLAQacedfffbctdpld SFS[D(3,1)(2,1)] gLLAQacedfffbctddld reducible gLLAQacedfffbctdhld SFS[D(3,1)(2,1)] gLLAQacdefffbjhpllq SFS[D(2,1)(2,1)] gLLAQacdefffbjhpddq SFS[D(2,1)(2,1)] gLLAQacdefffbjhlxqh SFS[D(3,1)(2,1)] gLLAQacdefffbjadapt SFS[D(2,1)(2,1)] gLLAQacdefffbjadhtt SFS[D(2,1)(2,1)] gLLAQacdefffbjttuii SFS[D(3,1)(2,1)] gLLAQacdefffbjttaiu SFS[D(3,1)(2,1)] gLLAQacdefffbjhdhpt SFS[D(2,1)(2,1)] gLLAQacdefffbjhdatt SFS[D(2,1)(2,1)] gLLAQacdefffbjpqaii SFS[D(3,1)(2,1)] gLLAQacdefffbjdqatt SFS[D(2,1)(2,1)] gLLAQacdefffbjdqaii reducible gLLAQacdefffbjhqdhh SFS[D(2,1)(2,1)] gLLAQacdefffbjhqdlh SFS[D(2,1)(2,1)] gLLAQacdefffbjhqaim reducible gLLAQacdefffbjhqlim SFS[D(3,1)(2,1)] gLLAQacdefffbjhqtim SFS[D(3,1)(2,1)] gLLAQacdefffbjhqaia SFS[D(3,1)(2,1)] gLLAQacdefffbjhqlia toroidal gLLAQacdefffbjhqtia SFS[D(3,1)(2,1)] gLLAQacdefffbjhqaii SFS[D(3,1)(2,1)] gLLAQacdefffbjhqlii SFS[D(3,1)(2,1)] gLLAQacdefffbjhqtii reducible gLLAQacdefffbjhqdih toroidal gLLAQacdefffbjhqaut SFS[D(2,1)(2,1)] gLLAQacdefffbjhqeqm SFS[D(2,1)(2,1)] gLLAQacdefffbjhtaii SFS[D(3,1)(2,1)] gLLAQacdefffbjimlua SFS[D(2,1)(2,1)] gLLAQacdefffbjimmda SFS[D(2,1)(2,1)] gLLAQacdefffbjqmxhq SFS[D(3,1)(2,1)] gLLAQacdefffbjliaii SFS[D(3,1)(2,1)] gLLAQacdefffbjlaapp SFS[D(2,1)(2,1)] gLLAQacdefffbjlaaii reducible gLLAQacdefffbjamhtp SFS[D(2,1)(2,1)] gLLAQacdefffbjamapp SFS[D(2,1)(2,1)] gLLAQacdefffbjlmell SFS[D(2,1)(2,1)] gLLAQacdefffbjlmehl SFS[D(2,1)(2,1)] gLLAQacdefffbjlmaix reducible gLLAQacdefffbjlmiix SFS[D(3,1)(2,1)] gLLAQacdefffbjlmmix SFS[D(3,1)(2,1)] gLLAQacdefffbjlmaid SFS[D(3,1)(2,1)] gLLAQacdefffbjlmiid toroidal gLLAQacdefffbjlmmid SFS[D(3,1)(2,1)] gLLAQacdefffbjlmaii SFS[D(3,1)(2,1)] gLLAQacdefffbjlmiii SFS[D(3,1)(2,1)] gLLAQacdefffbjlmmii reducible gLLAQacdefffbjlmeil toroidal gLLAQacdefffbjlmaqp SFS[D(2,1)(2,1)] gLLAQacdefffbjlmdux SFS[D(2,1)(2,1)] gLLAQacdefffbjtmaii SFS[D(3,1)(2,1)] gLLAQacdefffbjhitll SFS[D(2,1)(2,1)] gLLAQacdefffbjhithl SFS[D(2,1)(2,1)] gLLAQacdefffbjhidix SFS[D(3,1)(2,1)] gLLAQacdefffbjhidid SFS[D(3,1)(2,1)] gLLAQacdefffbjhidii reducible gLLAQacdefffbjhiail SFS[D(3,1)(2,1)] gLLAQacdefffbjhilil SFS[D(3,1)(2,1)] gLLAQacdefffbjhitil toroidal gLLAQacdefffbjhadix toroidal gLLAQacdefffbjhaaup SFS[D(2,1)(2,1)] gLLAQacdefffbjhaeql SFS[D(2,1)(2,1)] gLLAQacdefffbjhadid SFS[D(3,1)(2,1)] gLLAQacdefffbjhadii SFS[D(3,1)(2,1)] gLLAQacdefffbjhaail reducible gLLAQacdefffbjhalil SFS[D(3,1)(2,1)] gLLAQacdefffbjhatil SFS[D(3,1)(2,1)] gLLAQacdefffbjpmdix toroidal gLLAQacdefffbjpmaup SFS[D(2,1)(2,1)] gLLAQacdefffbjpmeql SFS[D(2,1)(2,1)] gLLAQacdefffbjpmdid SFS[D(3,1)(2,1)] gLLAQacdefffbjpmdii SFS[D(3,1)(2,1)] gLLAQacdefffbjpmail reducible gLLAQacdefffbjpmlil SFS[D(3,1)(2,1)] gLLAQacdefffbjpmtil SFS[D(3,1)(2,1)] gLLAQacdefffbjdmtll SFS[D(2,1)(2,1)] gLLAQacdefffbjdmthl SFS[D(2,1)(2,1)] gLLAQacdefffbjdmdix SFS[D(3,1)(2,1)] gLLAQacdefffbjdmdid SFS[D(3,1)(2,1)] gLLAQacdefffbjdmdii reducible gLLAQacdefffbjdmail SFS[D(3,1)(2,1)] gLLAQacdefffbjdmlil SFS[D(3,1)(2,1)] gLLAQacdefffbjdmtil toroidal gLLAQacdefffbjhmatp SFS[D(2,1)(2,1)] gLLAQacdefffbjhmltu SFS[D(2,1)(2,1)] gLLAQacdefffbjhmhpp SFS[D(2,1)(2,1)] gLLAQacdefffbjhmdpu SFS[D(2,1)(2,1)] gLLAQacdefffbjhmdix SFS[D(3,1)(2,1)] gLLAQacdefffbjhmdid reducible gLLAQacdefffbjhmpii SFS[D(3,1)(2,1)] gLLAQacdefffbjhmdii SFS[D(3,1)(2,1)] gLLAQacdefffbjhmail SFS[D(3,1)(2,1)] gLLAQacdefffbjhmlil reducible gLLAQacdefffbjhmtil SFS[D(3,1)(2,1)] gLLAQacdefffbjhmaiq SFS[D(3,1)(2,1)] gLLAQacdefffbrulpaa SFS[D(2,1)(2,1)] gLLAQacdefffbrlxadq reducible gLLAQacdefffbrtxuqq SFS[D(3,1)(2,1)] gLLAQacdefffbrlleqq reducible gLLAQacdefffbrhxaaa SFS[D(2,1)(2,1)] gLLAQacdefffbrhxaqq reducible gLLAQacdefffbrppaqq SFS[D(3,1)(2,1)] gLLAQacdefffbrdpaaa SFS[D(2,1)(2,1)] gLLAQacdefffbrdpaqq reducible gLLAQacdefffbrhpddd SFS[D(2,1)(2,1)] gLLAQacdefffbrhpddt SFS[D(2,1)(2,1)] gLLAQacdefffbrhpaeq reducible gLLAQacdefffbrhpleq SFS[D(3,1)(2,1)] gLLAQacdefffbrhpteq SFS[D(3,1)(2,1)] gLLAQacdefffbrhpalq SFS[D(3,1)(2,1)] gLLAQacdefffbrhpllq toroidal gLLAQacdefffbrhptlq SFS[D(3,1)(2,1)] gLLAQacdefffbrhpaqq SFS[D(3,1)(2,1)] gLLAQacdefffbrhplqq SFS[D(3,1)(2,1)] gLLAQacdefffbrhptqq reducible gLLAQacdefffbrhpddq toroidal gLLAQacdefffbrhpaai SFS[D(2,1)(2,1)] gLLAQacdefffbrhpeeu SFS[D(2,1)(2,1)] gLLAQacdefffbrhlaqq SFS[D(3,1)(2,1)] gLLAQacdefffbrddauq SFS[D(3,1)(2,1)] gLLAQacdefffbrpqatq reducible gLLAQacdefffbrdqdqq reducible gLLAQacdefffbrpaata SFS[D(2,1)(2,1)] gLLAQacdefffbvuppaa T2xI gLLAQacdefffbvtptdm SFS[D(2,1)(2,1)] gLLAQacdefffbvtpidd reducible gLLAQacdefffbvdxaaa SFS[D(2,1)(2,1)] gLLAQacdefffbvdpddd SFS[D(2,1)(2,1)] gLLAQacdefffbvdpduu reducible gLLAQacdefffbvhpllq SFS[D(2,1)(2,1)] gLLAQacdefffbvhpddq SFS[D(2,1)(2,1)] gLLAQacdefffbvplddd SFS[D(2,1)(2,1)] gLLAQacdefffbvadtxu SFS[D(3,1)(2,1)] gLLAQacdefffbvadttu SFS[D(3,1)(2,1)] gLLAQacdefffbvtttmm reducible gLLAQacdefffbvttimd SFS[D(2,1)(2,1)] gLLAQacdefffbvtttte SFS[D(3,1)(2,1)] gLLAQacdefffbvuaaaa T2xI gLLAQacdefffbvtmapp reducible gLLAQacdefffbvpappp T2xI gLLAQacdefffbvpmlll SFS[D(2,1)(2,1)] gLLAQacdefffbvdmaup reducible gLLAQacdefffbvdmaua reducible gLLAQacdefffbvdmauu reducible gLLAQacdefffbkaxqmm SFS[D(3,1)(2,1)] gLLAQacdefffbkaxxqq SFS[D(3,1)(2,1)] gLLAQacdefffbkmpaxt SFS[D(3,1)(2,1)] gLLAQacdefffbkmlaxt SFS[D(3,1)(2,1)] gLLAQacdefffbkmxaxt reducible gLLAQacdefffbkaqqdm SFS[D(5,1)(2,1)] gLLAQacdefffbkaqadd SFS[D(3,1)(2,1)] gLLAQacdefffbkqqamd SFS[D(3,1)(2,1)] gLLAQacdefffbkaaxhq SFS[D(5,1)(2,1)] gLLAQacdefffbkaaahh SFS[D(3,1)(2,1)] gLLAQacdefffbkampup toroidal gLLAQacdefffbkampua toroidal gLLAQacdefffbkampuu reducible gLLAQacdefffbkdtdxx SFS[D(2,1)(2,1)] gLLAQacdefffbkxaahq SFS[D(3,1)(2,1)] gLLAQacdefffbketdxx SFS[D(2,1)(2,1)] gLLAQacdefffbbaxahq SFS[D(2,1)(2,1)] gLLAQacdefffbbaxxqq reducible gLLAQacdefffbbaddam toroidal gLLAQacdefffbbadaad T2xI gLLAQacdefffbbadaed T2xI gLLAQacdefffbbadadd SFS[A(2,1)] gLLAQacdefffbbaddai toroidal gLLAQacdefffbbddadd T2xI gLLAQacdefffbbmlaxt SFS[D(3,1)(2,1)] gLLAQacdefffbbxxxqh SFS[D(4,1)(2,1)] gLLAQacdefffbbxxaqq SFS[D(2,1)(2,1)] gLLAQacdefffbbedadd T2xI gLLAQacdefffbbaqqxx reducible gLLAQacdefffbbaqahx SFS[D(2,1)(2,1)] gLLAQacdefffbbqqqxh SFS[D(4,1)(2,1)] gLLAQacdefffbbqqahh SFS[D(2,1)(2,1)] gLLAQacdefffbbaadde T2xI gLLAQacdefffbbaaxhq SFS[D(2,1)(2,1)] gLLAQacdefffbbaadae T2xI gLLAQacdefffbbaadee SFS[A(2,1)] gLLAQacdefffbbaaqxh SFS[D(2,1)(2,1)] gLLAQacdefffbbdadee T2xI gLLAQacdefffbbeadee T2xI gLLAQacdefffbbqaahx reducible gLLAQacdefffbbqaqxx SFS[D(2,1)(2,1)] gLLAQacdefffbbxaahq reducible gLLAQacdefffbbxaxqq SFS[D(2,1)(2,1)] gLLAQacdefffbbmtale SFS[D(3,1)(2,1)] gLLAQacdefffbsaxxqq SFS[D(3,1)(2,1)] gLLAQacdefffbsadaip SFS[D(2,1)(2,1)] gLLAQacdefffbsadxii reducible gLLAQacdefffbsaidxt SFS[D(2,1)(2,1)] gLLAQacdefffbsaitee SFS[D(3,1)(2,1)] gLLAQacdefffbsaiahh reducible gLLAQacdefffbsaixuu SFS[D(3,1)(2,1)] gLLAQacdefffbsailuu SFS[D(3,1)(2,1)] gLLAQacdefffbsaipuu reducible gLLAQacdefffbsaixhq SFS[D(2,1)(2,1)] gLLAQacdefffbsaidut SFS[D(2,1)(2,1)] gLLAQacdefffbsmlaph reducible gLLAQacdefffbsmlaxt reducible gLLAQacdefffbsxxxqh SFS[D(5,2)(2,1)] gLLAQacdefffbsxdxpi SFS[D(4,1)(2,1)] gLLAQacdefffbsxdaii SFS[D(2,1)(2,1)] gLLAQacdefffbsxitil reducible gLLAQacdefffbsxidii SFS[D(2,1)(2,1)] gLLAQacdefffbsxixqq SFS[D(2,1)(2,1)] gLLAQacdefffbsxiahq reducible gLLAQacdefffbsxithl reducible gLLAQacdefffbsaaxhq SFS[D(7,2)(2,1)] gLLAQacdefffbsaaahh SFS[D(3,1)(2,1)] gLLAQacdefffbsamxhq SFS[D(5,1)(2,1)] gLLAQacdefffbsamahh SFS[D(3,1)(2,1)] gLLAQacdefffbsxaahq SFS[D(3,1)(2,1)] gLLAQacdefffbsxmahq SFS[D(3,1)(2,1)] gLLAQbedeeffaxnhqhc SFS[D(4,1)(2,1)] gLLAQbedeeffahnithc toroidal gLLAQbedeeffhdblhuc SFS[D(5,2)(2,1)] gLLAQbedeeffphblhuc SFS[D(5,2)(2,1)] gLLAQbedeeffhhblhuc toroidal gLLAQbedefefaxjaedc T2xI gLLAQbedeeffhhniphc toroidal gLLAQbedeeffaaniphc toroidal gLLAQbedeeffaebhhuc SFS[D(4,1)(2,1)] gLLAQbedeeffaebqquc SFS[D(4,1)(2,1)] gLLAQbedeeffhhbiduc reducible gLLAQbedeeffmqbqeuc SFS[D(3,1)(3,2)] gLLAQbedeeffmabuauc SFS[D(5,2)(2,1)] gLLAQbedeeffxabuauc SFS[D(4,1)(2,1)] gLLAQbedeefftxbdxuc SFS[D(3,1)(3,1)] gLLAQbedeefflxbdxuc m007(0,0) gLLAQbedeeffaxbdxuc toroidal gLLAQbedefefaejheic SFS[D(4,1)(2,1)] gLLAQbedefefedjheic m004(0,0) gLLAQbedefefddjteuc m015(0,0) gLLAQbedeeffxxnhhhc toroidal gLLAQbedeeffaanqqhc SFS[D(4,1)(2,1)] gLLAQbedeeffmanuihc SFS[D(4,1)(2,1)] gLLAQbedeeffminuihc m004(0,0) gLLAQbedeeffmmnuihc m015(0,0) gLLAQbedeeffpqbpduc SFS[D(3,1)(3,2)] gLLAQbedeeffxxbxeuc reducible gLLAQbedeeffthbdhuc m007(0,0) gLLAQbedeefflhbdhuc SFS[D(3,1)(3,1)] gLLAQbedeeffahbdhuc toroidal gLLAQbedeeffhabdhuc SFS[D(4,1)(2,1)] gLLAQbedeeffpabdhuc SFS[D(5,2)(2,1)] gLLAQbedefefaijaeic SFS[D(2,1)(2,1)] gLLAQbedefefetjuehc SFS[D(7,2)(2,1)] gLLAQbedefefeajeeuc SFS[D(2,1)(2,1)] gLLAQbedefefeljheec SFS[D(5,1)(2,1)] gLLAQbedefeftijqetc SFS[D(8,3)(2,1)] gLLAQbedefeftmjqetc SFS[D(7,3)(2,1)] gLLAQbedefeflajqetc SFS[D(4,1)(2,1)] gLLAQbedefeflijqetc toroidal gLLAQbedefeflmjqetc SFS[D(8,3)(2,1)] gLLAQbedefefaajqetc SFS[D(5,2)(2,1)] gLLAQbedefefaijqetc SFS[D(4,1)(2,1)] gLLAQbedefefdpjqetc toroidal gLLAQbedefefdujtedc SFS[D(7,2)(2,1)] gLLAQbedefefhhjaeuc m009(0,0) gLLAQbedefefxxjxedc SFS[A(3,1)] gLLAQbedefefaajqelc SFS[D(4,1)(2,1)] gLLMQbedefefaxoiaif SFS[D(4,1)(2,1)] gLLMQbedefefaholalf toroidal gLLMQbedefefxxoiapf toroidal gLLMQbedefefaaopaif SFS[D(4,1)(2,1)] gLLMQbeedfefaxuwxlg SFS[D(4,1)(2,1)] gLLMQbeedfefdtawxhg toroidal gLLMQbeedfefdlawxhg toroidal gLLMQbeedfefaiewxtg SFS[D(5,2)(2,1)] gLLMQbeedfefdpewxtg toroidal gLLMQbeedfefahxwxqg SFS[D(4,1)(2,1)] gLLMQbeedfefampwxig SFS[D(5,2)(2,1)] gLLMQbeedfefaaewxtg toroidal gLLMQbeedfefemdwxmg toroidal gLLMQbedeeffaagpmif SFS[D(5,2)(2,1)] gLLMQbedeeffaigpmif SFS[D(4,1)(2,1)] gLLMQbedeefflagpmif SFS[D(4,1)(2,1)] gLLMQbedeefflmgpmif SFS[D(8,3)(2,1)] gLLMQbedeeffligpmif toroidal gLLMQbedeeffduguxif SFS[D(7,2)(2,1)] gLLMQbedeeffdpgpmif toroidal gLLMQbedeeffelgilif SFS[D(5,1)(2,1)] gLLMQbedeeffeagdaif SFS[D(2,1)(2,1)] gLLMQbedeeffetgxtif SFS[D(7,2)(2,1)] gLLMQbedeeffaigedif SFS[D(2,1)(2,1)] gLLMQbedeefftmgpmif SFS[D(7,3)(2,1)] gLLMQbedeefftigpmif SFS[D(8,3)(2,1)] gLLMQbedeeffaxgexif T2xI gLLAQbedeeffxxohhhc SFS[D(3,1)(2,1)] gLLAQbedefefligqetc SFS[D(2,1)(2,1)] gLLAQbedefefdpgqetc SFS[D(2,1)(2,1)] gLLMQbedefefxxniapf SFS[D(3,1)(2,1)] gLLAQbedeeffxxrhhhc SFS[D(3,1)(2,1)] gLLAQbedefeflikqetc SFS[D(2,1)(2,1)] gLLAQbedefefdpkqetc SFS[D(2,1)(2,1)] gLLMQbedefefxxriapf SFS[D(3,1)(2,1)] gLLMQbeedfefaaefxtg SFS[D(2,1)(2,1)] gLLMQbeedfefdtanxhg SFS[D(5,2)(2,1)] gLLMQbeedfefdlanxhg SFS[D(4,1)(2,1)] gLLMQbeedfefdtafxhg SFS[D(5,2)(2,1)] gLLMQbeedfefdpenxtg toroidal gLLMQbeedfefemdnxmg SFS[D(5,2)(2,1)] gLLMQbeedfefdpefxtg toroidal gLLMQbeedfefaaenxtg SFS[D(2,1)(2,1)] gLLMQbeedfefdlafxhg SFS[D(4,1)(2,1)] gLLMQbeedfefemdfxmg SFS[D(5,2)(2,1)] gLLMQbedeeffdpkpmif SFS[D(2,1)(2,1)] gLLMQbedeefflikpmif SFS[D(2,1)(2,1)] gLLMQbedeefflijpmif SFS[D(2,1)(2,1)] gLLMQbedeeffdpjpmif SFS[D(2,1)(2,1)] gLLAQbedefefhhfuttc toroidal gLLAQbedefefamfltic SFS[D(5,2)(2,1)] gLLAQbedefefaafltic SFS[D(4,1)(2,1)] gLLAQbedeeffxxkmxqc SFS[D(3,1)(3,1)] gLLAQbedeefflaklaqc SFS[D(2,1)(2,1)] gLLAQbedefefhhfutlc m007(0,0) gLLAQbedefefaafttic SFS[D(5,2)(2,1)] gLLAQbedefefamfttic toroidal gLLAQbedeeffaxkaxqc SFS[D(2,1)(2,1)] gLLAQbedeeffhhkupqc SFS[D(3,1)(3,1)] gLLAQbedeeffapkauqc SFS[D(2,1)(2,1)] gLLAQbedefefahrpdmc toroidal gLLAQbedefefairudxc SFS[D(5,2)(2,1)] gLLAQbedefefphrldhc SFS[D(5,2)(2,1)] gLLAQbedefefhhrldhc toroidal gLLAQbedefefxqridlc SFS[D(4,1)(2,1)] gLLAQbedefefmqrpdmc SFS[D(5,2)(2,1)] gLLAQbedefefhhrudxc toroidal gLLAQbedefefaurpdmc SFS[D(5,2)(2,1)] gLLAQbedefefaarldhc SFS[D(4,1)(2,1)] gLLAQbedefefahridlc toroidal gLLAQbedefefhqradec SFS[D(4,1)(2,1)] gLLAQbedeeffhhkipqc reducible gLLAQbedeeffahkqxqc SFS[D(4,1)(2,1)] gLLAQbedeeffhakqxqc toroidal gLLAQbedeeffpakqxqc SFS[D(5,2)(2,1)] gLLAQbedefefhhriddc toroidal gLLAQbedefefaariddc toroidal gLLAQbedefefxxrpduc m009(0,0) gLLAQbedefefahrqdec SFS[D(4,1)(2,1)] gLLAQbedefefhqrldqc m010(0,0) gLLAQbedefefahrhdtc SFS[D(4,1)(2,1)] gLLAQbedefefxxredlc m010(0,0) gLLAQbedefefhqrddxc m009(0,0) gLLAQbedefefaartdmc toroidal gLLAQbedefefaxrddxc toroidal gLLAQbedefefaxrldqc toroidal gLLAQbedefefhhrtdmc toroidal gLLAQbedefefparhdhc SFS[D(4,1)(2,1)] gLLAQbedefefaxrldlc SFS[D(5,2)(2,1)] gLLAQbedefefxarmdmc SFS[D(5,2)(2,1)] gLLAQbedefefxxredec SFS[D(3,1)(3,2)] gLLAQbedefefdarhdmc toroidal gLLAQbedefefxxredqc m007(0,0) gLLAQbedefefaartdhc SFS[D(5,2)(2,1)] gLLAQbedefefhafutpc SFS[D(4,1)(2,1)] gLLAQbedefefahfutpc toroidal gLLAQbedefefalfltpc SFS[D(5,2)(2,1)] gLLAQbedefefhhfitac reducible gLLAQbedefefhhfqtac SFS[D(3,1)(3,2)] gLLAQbedefefmifetic m015(0,0) gLLAQbedefefmafetic SFS[D(4,1)(2,1)] gLLAQbedefefmmfetic m004(0,0) gLLAQbedefefhafutdc SFS[D(5,2)(2,1)] gLLAQbedefefllfpttc m015(0,0) gLLAQbedefefllfttpc m004(0,0) gLLAQbedefefalfpttc SFS[D(4,1)(2,1)] gLLAQbedefefahfutdc SFS[D(5,2)(2,1)] gLLAQbedeeffxxkxxqc toroidal gLLAQbedeeffhhkqqqc m010(0,0) gLLAQbedeeffxxkxtqc SFS[D(3,1)(3,2)] gLLAQbedeeffhhkqpqc SFS[D(3,1)(3,2)] gLLAQbedeeffpikpqqc m004(0,0) gLLAQbedeeffxxkxuqc SFS[D(3,1)(3,1)] gLLAQbedeeffhhkqmqc m007(0,0) gLLAQbedeeffpdkqmqc m015(0,0) gLLAQbedeeffxxkexqc SFS[D(3,1)(3,2)] gLLAQbedeeffaekquqc SFS[D(4,1)(2,1)] gLLAQbedeeffahkquqc SFS[D(5,2)(2,1)] gLLAQbedeeffhakquqc SFS[D(5,2)(2,1)] gLLAQbedefefxxrxdqc SFS[D(3,1)(3,1)] gLLAQbedefefearedtc SFS[D(2,1)(2,1)] gLLAQbedefefharudqc SFS[D(4,1)(2,1)] gLLAQbedefefhhradtc m009(0,0) gLLAQbedefefhqrpddc m010(0,0) gLLAQbedefefpqrpddc SFS[D(3,1)(3,2)] gLLAQbedefefdqrpddc m007(0,0) gLLAQbedefefaerudqc SFS[D(5,2)(2,1)] gLLAQbedefefaxrpddc SFS[D(4,1)(2,1)] gLLAQbedefefahrudqc toroidal gLLAQbedefefalrpddc SFS[D(5,2)(2,1)] gLLAQbedefefmxrxdec SFS[D(3,1)(3,2)] gLLAQbedefefxariduc toroidal gLLAQbedefefxlrxdec SFS[D(3,1)(3,1)] gLLAQbedefefxtrddhc m007(0,0) gLLAQbedefefxmriduc m007(0,0) gLLAQbedefefxprxdec SFS[D(3,1)(3,2)] gLLAQbedefefxqrddhc m010(0,0) gLLAQbedefefxiriduc SFS[D(3,1)(3,1)] gLLAQbedefefxdrddhc SFS[D(3,1)(3,2)] gLLAQbedefefexrxdec SFS[D(3,1)(3,1)] gLLAQbedefefmaredmc SFS[D(5,2)(2,1)] gLLAQbedefefxqrudqc m009(0,0) gLLAQbedefefxaredmc toroidal gLLAQbedefefthrddhc m007(0,0) gLLAQbedefeflhrddhc SFS[D(3,1)(3,1)] gLLAQbedefefaxrtdlc SFS[D(4,1)(2,1)] gLLAQbedefefahrddhc toroidal gLLAQbedefefhhrqdic m010(0,0) gLLAQbedefefharddhc SFS[D(4,1)(2,1)] gLLAQbedefefhqrtdlc m009(0,0) gLLAQbedefefparddhc SFS[D(5,2)(2,1)] gLLMQbedeeffamfhhqf SFS[D(5,2)(2,1)] gLLMQbedeeffhhfxxqf toroidal gLLMQbedeeffaafhhqf SFS[D(4,1)(2,1)] gLLMQbedefefhhkpdlf m010(0,0) gLLMQbedefefxxktddf toroidal gLLMQbedeeffaifehqf SFS[D(2,1)(2,1)] gLLMQbedeeffhhfxdqf SFS[D(3,1)(3,1)] gLLMQbedeeffalfmxqf SFS[D(4,1)(2,1)] gLLMQbedeeffllfmxqf m015(0,0) gLLMQbedeeffllfuqqf m004(0,0) gLLMQbedeeffhhfpdqf SFS[D(3,1)(3,2)] gLLMQbedeeffmmfdhqf m004(0,0) gLLMQbedeeffmifdhqf m015(0,0) gLLMQbedeeffahfxeqf SFS[D(5,2)(2,1)] gLLMQbedeeffhafxeqf SFS[D(5,2)(2,1)] gLLMQbedeeffmafdhqf SFS[D(4,1)(2,1)] gLLMQbedefefaxkeddf SFS[D(2,1)(2,1)] gLLMQbedefefhhkpdtf m007(0,0) gLLMQbedefefpdkpdtf m015(0,0) gLLMQbedefefpikmdlf m004(0,0) gLLMQbedefefxxktdpf SFS[D(3,1)(3,1)] gLLMQbeedeffhiufqdg SFS[D(5,2)(2,1)] gLLMQbeedeffmdxfedg SFS[D(4,1)(2,1)] gLLMQbeedeffhhpfddg toroidal gLLMQbeedeffhqmfxdg SFS[D(4,1)(2,1)] gLLMQbeedeffhdpfddg SFS[D(5,2)(2,1)] gLLMQbeedeffhhefmdg toroidal gLLAQbedefefambttic SFS[D(2,1)(2,1)] gLLAQbedefefamcttic SFS[D(2,1)(2,1)] gLLAQbedefefahnpdmc SFS[D(2,1)(2,1)] gLLAQbedefefahopdmc SFS[D(2,1)(2,1)] gLLAQbedefefaaotdmc SFS[D(2,1)(2,1)] gLLAQbedefefhhotdmc SFS[D(2,1)(2,1)] gLLAQbedefefdaohdmc SFS[D(2,1)(2,1)] gLLAQbedefefxxoxdec reducible gLLAQbedefefaantdmc SFS[D(2,1)(2,1)] gLLAQbedefefhhntdmc SFS[D(2,1)(2,1)] gLLAQbedefefdanhdmc SFS[D(2,1)(2,1)] gLLAQbedefefxxnxdec reducible gLLMQacddfffjkanjnb m203(0,0)(0,0) gLLMQacddfffjkxnjnb s945(0,0)(0,0) gLLMQacddfffjsxnjnb m202(0,0)(0,0) gLLMQacddfffjbanjnb s596(0,0)(0,0) gLLMQacddfffjbxnjnb s859(0,0)(0,0) gLMLQbbdfeefpudwrkj m203(0,0)(0,0) gLMLQbbdfeefpuawrkj s596(0,0)(0,0) gLLMQacefffenkebskr toroidal gLLMQacefffenkebssr SFS[D(4,1)(4,1)] gLLMQacefffenkebsbr SFS[D(4,1)(4,1)] gLLMQacefffejkebskr toroidal gLLMQacefffejkebssr SFS[D(5,2)(4,1)] gLLMQacefffejkebsbr SFS[D(5,2)(4,1)] gLLMQacefffejkibskw toroidal gLLMQacefffejkibsbw SFS[D(5,3)(4,1)] gLLMQacefffejkibssw SFS[D(5,3)(4,1)] gLLMQacefffenkibskw toroidal gLLMQacefffenkibsbw SFS[D(4,3)(4,1)] gLLMQacefffenktbskj SFS[D(7,3)(2,1)] gLLMQacefffenktbskk SFS[D(5,1)(2,1)] gLLMQacddfffnsqsjnb m357(0,0)(0,0) gLLMQacddfffjsqsjnb m329(0,0)(0,0) gLLPQacefffejbqgnsw s647(0,0)(0,0) gLLPQacefffenbqgnsw s785(0,0)(0,0) gLLPQacefffenkagnsj s843(0,0)(0,0) gLLPQacefffenkagnsk s864(0,0)(0,0) gLLMQacddfffnkqsjnb s910(0,0)(0,0) gLLMQacddfffjkqsjnb s930(0,0)(0,0) gLLPQacefffejkqgnsw s898(0,0)(0,0) gLLPQacefffenbagnsj m388(0,0)(0,0) gLLPQacefffenbagnsk m328(0,0)(0,0) gLLMQacddfffnbqsjnb m391(0,0)(0,0) gLLMQacddfffjbqsjnb m359(0,0)(0,0) gLLPQacefffejsqgnsw m125(0,0)(0,0) gLLPQacefffensqgnsw toroidal gLLPQacefffensagnsj m367(0,0)(0,0) gLLPQacefffensagnsk m295(0,0)(0,0) gLLMQacddfffnkajjnb m292(0,0)(0,0) gLLMQacddfffjsajjnb m129(0,0)(0,0) gLLMQacddfffnkqwjnb s843(0,0)(0,0) gLLMQacddfffnkxrjnb s876(0,0)(0,0) gLLMQacddfffnkxnjnb s920(0,0)(0,0) gLLMQacddfffjkajjnb m366(0,0)(0,0) gLLMQacddfffnsqwjnb m388(0,0)(0,0) gLLMQacddfffnsxrjnb toroidal gLLMQacddfffnsxnjnb m125(0,0)(0,0) gLLMQacddfffnbajjnb s883(0,0)(0,0) gLLMQacddfffjbajjnb s831(0,0)(0,0) gLLMQacddfffnbqwjnb m367(0,0)(0,0) gLLMQacddfffnbxrjnb s913(0,0)(0,0) gLLMQacddfffnbxnjnb s887(0,0)(0,0) gLLMQacddfffjsxrjnb m125(0,0)(0,0) gLMLQbbdfeefpudwrrw m292(0,0)(0,0) gLMLQbbdfeefpudwrrj m366(0,0)(0,0) gLLMQacddfffjkxrjnb s920(0,0)(0,0) gLMLQbbdfeefpudwrkw m129(0,0)(0,0) gLLMQacddfffjbxrjnb s887(0,0)(0,0) gLMLQbbdfeefpuawrrw s883(0,0)(0,0) gLMLQbbdfeefpuawrkw s831(0,0)(0,0) gLMLQbbdefefdeaovkj reducible gLMLQbbdefefdeaovkw SFS[D(3,1)(2,1)] gLLMQacddfffjsqwjnb m328(0,0)(0,0) gLLPQacefffejbqgnss s785(0,0)(0,0) gLLPQacefffejkagnsj s910(0,0)(0,0) gLLPQacefffejkagnsk s930(0,0)(0,0) gLLMQacddfffjkqwjnb s864(0,0)(0,0) gLLPQacefffejbagnsj m357(0,0)(0,0) gLLPQacefffejbagnsk m329(0,0)(0,0) gLLMQacddfffjbqwjnb m295(0,0)(0,0) gLLPQacefffejsqgnss toroidal gLLPQacefffejsagnsj m391(0,0)(0,0) gLLPQacefffejsagnsk m359(0,0)(0,0) gLLMQacefffejkebskk toroidal gLLMQacefffejkebssk SFS[D(5,2)(5,2)] gLLMQacefffejkebsbk SFS[D(5,2)(5,2)] gLLMQacefffejkibsks toroidal gLLMQacefffejkibsbs SFS[D(5,3)(5,2)] gLLMQacefffejktbskj SFS[D(8,3)(2,1)] gLLMQacefffejktbskk SFS[D(7,2)(2,1)] gLLMQacddfffbgebbbg reducible gLLMQacddfffbgebjgg reducible gLLMQacddfffbgebkgg reducible gLLMQacddfffbgebggc reducible gLLMQacddfffbgebggo reducible gLLMQacddfffbgebgrr reducible gLLMQacddfffbjavnbj T2xI gLLMQacefffebkebskk SFS[D(2,1)(2,1)] gLLMQacefffebkibskv reducible gLLMQacefffebkibsks SFS[D(3,1)(2,1)] gLLMQacefffebkibskw SFS[D(3,1)(2,1)] gLLMQacddfffbjqbnbj reducible gLLMQacefffebktfskg SFS[D(3,1)(2,1)] gLLMQacefffebktfckg SFS[D(3,1)(2,1)] gLLMQacefffebktfrsg SFS[D(3,1)(2,1)] gLLMQacefffebktfssg reducible gLLMQacefffebktfcsg SFS[D(3,1)(2,1)] gLLMQacefffebktfrbg SFS[D(3,1)(2,1)] gLLMQacefffebktfsbg SFS[D(3,1)(2,1)] gLLMQacefffebktfcbg toroidal gLLMQacefffebktbcbg SFS[D(2,1)(2,1)] gLLMQacefffebktccbg SFS[D(2,1)(2,1)] gLLMQacefffebktbskk SFS[D(2,1)(2,1)] gLLMQacefffebktjfjg SFS[D(2,1)(2,1)] gLLMQacefffebktfgfg SFS[D(3,1)(2,1)] gLLMQacefffebktfvfg SFS[D(3,1)(2,1)] gLLMQacefffebktffng SFS[D(3,1)(2,1)] gLLMQacefffebktffwg SFS[D(3,1)(2,1)] gLLMQacefffebktcffg reducible gLLMQacefffebktbffg reducible gLLMQacefffebktoofg SFS[D(2,1)(2,1)] gLLMQacddfffbcpvbff reducible gLLMQacddfffbcpvcff reducible gLLMQacddfffbcpvffn reducible gLLMQacddfffbcpvffw reducible gLLMQacddfffbcpvfkf reducible gLLMQacddfffbcpvfrf reducible gLLMQacddfffbcpvfoo reducible gLLMQacddfffbcpvssf reducible gLLMQacddfffbcpvjfj reducible gLLMQacddfffbravnbj T2xI gLLMQacddfffbvqbbjn reducible gLLMQacddfffbcebssf reducible gLLMQacddfffbcebffn reducible gLLMQacddfffbcebffw reducible gLLMQacddfffbcebfrf reducible gLLMQacddfffbcebfkf reducible gLLMQacddfffbcebjfj reducible gLLMQacddfffbvavrgw SFS[D(2,1)(2,1)] gLLMQacddfffbvavnbj SFS[A(2,1)] gLLMQacddfffbvavobv SFS[A(2,1)] gLLMQacddfffbvavovv T2xI gLLMQacddfffbvavoov T2xI gLLMQacddfffbvavgwr SFS[D(2,1)(2,1)] gLLMQacddfffbvavbjn T2xI gLLMQacddfffbvavjnb T2xI gLLMQacddfffnvavjnb SFS[A(2,1)] gLLMQacddfffjvavjnb T2xI gLLMQacefffebbejfjf reducible gLLMQacefffebbeffwf reducible gLLMQacefffebbeffnf reducible gLLMQacefffebbinwfv reducible gLLMQacefffebbhrkfs T2xI gLLMQacefffebbhrkfw SFS[A(2,1)] gLLMQacddfffbrqbjnb reducible gLLMQacddfffnrqbjnb SFS[A(3,1)] gLLMQacddfffjrqbjnb SFS[A(3,1)] gLLMQacddfffbsmvccn reducible gLLMQacddfffbsmvonn reducible gLLMQacddfffbsmvrnn reducible gLLMQacddfffbsmvnnw reducible gLLMQacddfffbsmvnnf reducible gLLMQacddfffbsmvnvv reducible gLLMQacefffebjqokwf reducible gLLMQacefffebjmfcbv reducible gLLMQacefffebjpjvrg reducible gLLMQacddfffjkmvjgk SFS[D(2,1)(2,1)] gLLMQacefffebvqokwf reducible gLLMQacefffebvegfvs SFS[D(3,1)(2,1)] gLLMQacefffebvegfvw SFS[D(3,1)(2,1)] gLLMQacefffebvpfcbg reducible gLLMQacefffebvpjvrg reducible gLLMQacefffebvpgfvk SFS[D(2,1)(2,1)] gLLMQacefffebvpjkbg SFS[D(2,1)(2,1)] gLLMQacefffebvprkfg T2xI gLLMQacefffebrqfcbf reducible gLLMQacefffebrqbrbr SFS[D(2,1)(2,1)] gLLMQacefffebrqocrf SFS[D(2,1)(2,1)] gLLMQacefffebrqrcrr SFS[D(3,1)(2,1)] gLLMQacefffebrqrsrr SFS[D(3,1)(2,1)] gLLMQacefffebrqrrjr SFS[D(3,1)(2,1)] gLLMQacefffebrqrrvr SFS[D(3,1)(2,1)] gLLMQacefffebrqorrr reducible gLLMQacefffebrqnrrr reducible gLLMQacefffebrqkfrf T2xI gLLMQacefffebrqggrr SFS[D(2,1)(2,1)] gLLMQacefffebrqokwf reducible gLLMQacefffebrqrwwr reducible gLLMQacefffebrxbrbw SFS[D(2,1)(2,1)] gLLMQacefffebrxrcrw SFS[D(3,1)(2,1)] gLLMQacefffebrxrsrw SFS[D(3,1)(2,1)] gLLMQacefffebrxrrjw SFS[D(3,1)(2,1)] gLLMQacefffebrxrrvw SFS[D(3,1)(2,1)] gLLMQacefffebrxorrw reducible gLLMQacefffebrxnrrw reducible gLLMQacefffebrxggrw SFS[D(2,1)(2,1)] gLLMQacefffebrxrwww reducible gLLMQacefffebrmjvrv reducible gLLMQacefffebrdkfrg reducible gLLMQacefffebrpjvrg reducible gLLMQacefffebrhbrbg reducible gLLMQacefffebrhbrbj SFS[D(3,1)(2,1)] gLLMQacefffebrhbrbk SFS[D(3,1)(2,1)] gLLMQacefffebrhrcrg reducible gLLMQacefffebrhrrjg reducible gLLMQacefffebrhnrrg reducible gLLMQacefffebrhrcrj SFS[D(3,1)(3,2)] gLLMQacefffebrhrsrj SFS[D(3,1)(3,1)] gLLMQacefffebrhrrjj SFS[D(3,1)(3,1)] gLLMQacefffebrhrrvj SFS[D(3,1)(3,2)] gLLMQacefffebrhorrj reducible gLLMQacefffebrhnrrj reducible gLLMQacefffebrhrcrk SFS[D(3,1)(3,1)] gLLMQacefffebrhrsrk SFS[D(3,1)(3,2)] gLLMQacefffebrhrrjk SFS[D(3,1)(3,2)] gLLMQacefffebrhrrvk SFS[D(3,1)(3,1)] gLLMQacefffebrhorrk reducible gLLMQacefffebrhnrrk reducible gLLMQacefffebrhggrg reducible gLLMQacefffebrhggrj SFS[D(3,1)(2,1)] gLLMQacefffebrhggrk SFS[D(3,1)(2,1)] gLLMQacefffebrhrwwg reducible gLLMQacefffebrhrwwj reducible gLLMQacefffebrhrwwk reducible gLLMQacddfffbgmvfvg T2xI gLLMQacddfffbgmvvgf SFS[A(2,1)] gLLMQacddfffbgmvsgn SFS[A(2,1)] gLLMQacddfffbgmvsnn T2xI gLLMQacddfffbgmvbrw SFS[D(2,1)(2,1)] gLLMQacddfffbgmvgfv T2xI gLLMQacddfffnjtvooj SFS[D(5,2)(2,1)] gLLMQacddfffjjtvooj toroidal gLLMQacddfffnjtvgjj SFS[D(5,2)(3,1)] gLLMQacddfffnjtvkjj SFS[D(5,3)(3,1)] gLLMQacddfffnjtvjjv SFS[D(5,3)(3,1)] gLLMQacddfffnjtvjjr SFS[D(5,2)(3,1)] gLLMQacddfffnjtvjcj reducible gLLMQacddfffnjtvjwj reducible gLLMQacddfffjjtvgjj toroidal gLLMQacddfffjjtvkjj toroidal gLLMQacddfffjjtvjjv toroidal gLLMQacddfffjjtvjjr toroidal gLLMQacddfffjjtvjcj reducible gLLMQacddfffjjtvjwj reducible gLLMQacddfffnjtvfjf reducible gLLMQacddfffjjtvfjf reducible gLLMQacddfffnjtvjss SFS[D(5,2)(2,1)] gLLMQacddfffjjtvjss toroidal gLLMQacefffenkhcckv SFS[D(4,1)(2,1)] gLLMQacefffejkhcckv SFS[D(5,2)(2,1)] gLLMQacefffenkhjkkv SFS[D(4,1)(3,1)] gLLMQacefffenkhgkkv SFS[D(4,3)(3,1)] gLLMQacefffenkhkkbv SFS[D(4,3)(3,1)] gLLMQacefffenkhkksv SFS[D(4,1)(3,1)] gLLMQacefffenkhkwkv reducible gLLMQacefffenkhkokv reducible gLLMQacefffejkhjkkv SFS[D(5,2)(3,1)] gLLMQacefffejkhgkkv SFS[D(5,3)(3,1)] gLLMQacefffejkhkkbv SFS[D(5,3)(3,1)] gLLMQacefffejkhkksv SFS[D(5,2)(3,1)] gLLMQacefffejkhkwkv reducible gLLMQacefffejkhkokv reducible gLLMQacefffenkhnknv reducible gLLMQacefffejkhnknv reducible gLLMQacefffenkhkvvv SFS[D(4,1)(2,1)] gLLMQacefffejkhkvvv SFS[D(5,2)(2,1)] gLLPQacefffebgmrrgs toroidal gLLPQacefffebgmgfgw toroidal gLLPQacefffebgmgfgs toroidal gLLPQacefffebgmggcw toroidal gLLPQacefffebgmggcs toroidal gLLPQacefffebgmwgws toroidal gLLPQacefffebgerrgs SFS[D(4,1)(2,1)] gLLPQacefffebgerrgw SFS[D(5,2)(2,1)] gLLPQacefffebgegfgs SFS[D(4,3)(3,1)] gLLPQacefffebgegvgs SFS[D(4,1)(3,1)] gLLPQacefffebgeggcs SFS[D(4,1)(3,1)] gLLPQacefffebgeggos SFS[D(4,3)(3,1)] gLLPQacefffebgekggs reducible gLLPQacefffebgejggs reducible gLLPQacefffebgegfgw SFS[D(5,3)(3,1)] gLLPQacefffebgegvgw SFS[D(5,2)(3,1)] gLLPQacefffebgeggcw SFS[D(5,2)(3,1)] gLLPQacefffebgeggow SFS[D(5,3)(3,1)] gLLPQacefffebgekggw reducible gLLPQacefffebgejggw reducible gLLPQacefffebgegbbs reducible gLLPQacefffebgegbbw reducible gLLPQacefffebgewgws SFS[D(4,1)(2,1)] gLLPQacefffebgewgww SFS[D(5,2)(2,1)] gLLPQacefffebghnsgg T2xI gLLPQacefffebghgnsg SFS[A(2,1)] gLLPQacefffebghgjkg SFS[A(2,1)] gLLPQacefffebghjjkg T2xI gLLPQacefffebghrbwg SFS[D(2,1)(2,1)] gLLPQacefffebghsgng T2xI gLLMQacddfffbcmvvgf T2xI gLLMQacddfffbvtvooj SFS[D(2,1)(2,1)] gLLMQacddfffbvtvgjj SFS[D(3,1)(2,1)] gLLMQacddfffbvtvkjj SFS[D(3,1)(2,1)] gLLMQacddfffbvtvjjv SFS[D(3,1)(2,1)] gLLMQacddfffbvtvjjr SFS[D(3,1)(2,1)] gLLMQacddfffbvtvjcj reducible gLLMQacddfffbvtvjwj reducible gLLMQacddfffbvtvfjn SFS[D(3,1)(2,1)] gLLMQacddfffbvtvcjn SFS[D(3,1)(2,1)] gLLMQacddfffbvtvbjf SFS[D(3,1)(2,1)] gLLMQacddfffbvtvfjf reducible gLLMQacddfffbvtvcjf SFS[D(3,1)(2,1)] gLLMQacddfffbvtvbjw SFS[D(3,1)(2,1)] gLLMQacddfffbvtvfjw SFS[D(3,1)(2,1)] gLLMQacddfffbvtvcjw toroidal gLLMQacddfffbvtvcww SFS[D(2,1)(2,1)] gLLMQacddfffbvtvccw SFS[D(2,1)(2,1)] gLLMQacddfffbvtvjss SFS[D(2,1)(2,1)] gLLMQacefffebbhrkfv T2xI gLLMQacefffebshokwv reducible gLLPQacefffebcpgnsg T2xI gLLPQacefffebcmrrgw SFS[D(4,1)(2,1)] gLLPQacefffebcmrrgs SFS[D(5,2)(2,1)] gLLPQacefffebcmgfgw SFS[D(4,1)(3,1)] gLLPQacefffebcmgvgw SFS[D(4,3)(3,1)] gLLPQacefffebcmggcw SFS[D(4,3)(3,1)] gLLPQacefffebcmggow SFS[D(4,1)(3,1)] gLLPQacefffebcmkggw reducible gLLPQacefffebcmjggw reducible gLLPQacefffebcmgfgs SFS[D(5,2)(3,1)] gLLPQacefffebcmgvgs SFS[D(5,3)(3,1)] gLLPQacefffebcmggcs SFS[D(5,3)(3,1)] gLLPQacefffebcmggos SFS[D(5,2)(3,1)] gLLPQacefffebcmkggs reducible gLLPQacefffebcmjggs reducible gLLPQacefffebcmgbbw reducible gLLPQacefffebcmgbbs reducible gLLPQacefffebcmwgww SFS[D(4,1)(2,1)] gLLPQacefffebcmwgws SFS[D(5,2)(2,1)] gLLMQacddfffnrtvooj SFS[D(4,1)(2,1)] gLLMQacddfffjrtvooj SFS[D(5,2)(2,1)] gLLMQacddfffnrtvkjj SFS[D(4,3)(3,1)] gLLMQacddfffnrtvgjj SFS[D(4,1)(3,1)] gLLMQacddfffnrtvjjr SFS[D(4,1)(3,1)] gLLMQacddfffnrtvjjv SFS[D(4,3)(3,1)] gLLMQacddfffnrtvjwj reducible gLLMQacddfffnrtvjcj reducible gLLMQacddfffjrtvkjj SFS[D(5,3)(3,1)] gLLMQacddfffjrtvgjj SFS[D(5,2)(3,1)] gLLMQacddfffjrtvjjr SFS[D(5,2)(3,1)] gLLMQacddfffjrtvjjv SFS[D(5,3)(3,1)] gLLMQacddfffjrtvjwj reducible gLLMQacddfffjrtvjcj reducible gLLMQacddfffnrtvfjf reducible gLLMQacddfffjrtvfjf reducible gLLMQacddfffnrtvjss SFS[D(4,1)(2,1)] gLLMQacddfffjrtvjss SFS[D(5,2)(2,1)] gLLPQacefffebcegjkv reducible gLLPQacefffebchgnsg T2xI gLLMQacddfffbsdbnvv reducible gLLMQacddfffbsdbnnf reducible gLLMQacddfffbsdbnnw reducible gLLMQacddfffbsdbrnn reducible gLLMQacddfffbsdbonn reducible gLLMQacddfffbsdbccn reducible gLLMQacefffebgecjwf T2xI gLLMQacefffebgivrjv reducible gLLMQacefffebglkwov reducible gLLMQacefffebghcbfv reducible gLLMQacefffebgxwcjg reducible gLLMQacddfffbkdbooj reducible gLLMQacddfffnkdbooj reducible gLLMQacddfffjkdbooj reducible gLLMQacddfffbkdbjss reducible gLLMQacddfffnkdbjss SFS[D(3,1)(2,1)] gLLMQacddfffjkdbjss SFS[D(3,1)(2,1)] gLLMQacddfffbkdbfjf reducible gLLMQacddfffnkdbfjf SFS[D(3,1)(2,1)] gLLMQacddfffjkdbfjf SFS[D(3,1)(2,1)] gLLMQacddfffbkdbgjj reducible gLLMQacddfffbkdbkjj reducible gLLMQacddfffbkdbjcj reducible gLLMQacddfffbkdbjwj reducible gLLMQacddfffbkdbjjv reducible gLLMQacddfffbkdbjjr reducible gLLMQacddfffnkdbgjj SFS[D(3,1)(3,1)] gLLMQacddfffnkdbkjj SFS[D(3,1)(3,2)] gLLMQacddfffnkdbjcj SFS[D(3,1)(3,2)] gLLMQacddfffnkdbjwj SFS[D(3,1)(3,1)] gLLMQacddfffnkdbjjv reducible gLLMQacddfffnkdbjjr reducible gLLMQacddfffjkdbgjj SFS[D(3,1)(3,2)] gLLMQacddfffjkdbkjj SFS[D(3,1)(3,1)] gLLMQacddfffjkdbjcj SFS[D(3,1)(3,1)] gLLMQacddfffjkdbjwj SFS[D(3,1)(3,2)] gLLMQacddfffjkdbjjv reducible gLLMQacddfffjkdbjjr reducible gLLMQacefffeboecjwf T2xI gLLMQacefffebolwrrs reducible gLLMQacefffebolgwgs SFS[D(2,1)(2,1)] gLLMQacefffebolbbws SFS[D(2,1)(2,1)] gLLMQacefffebolwkws SFS[D(3,1)(2,1)] gLLMQacefffebolwows SFS[D(3,1)(2,1)] gLLMQacefffebolwwfs SFS[D(3,1)(2,1)] gLLMQacefffebolwwns SFS[D(3,1)(2,1)] gLLMQacefffebolswws reducible gLLMQacefffebolvwws reducible gLLMQacefffebjxfrkv T2xI gLLMQacefffeboxcjwg reducible gLLMQacefffebouvcvg SFS[D(2,1)(2,1)] gLLMQacefffebouwrrj reducible gLLMQacefffeboucscg SFS[D(3,1)(2,1)] gLLMQacefffeboucrcg SFS[D(3,1)(2,1)] gLLMQacefffebouccgg SFS[D(3,1)(2,1)] gLLMQacefffebouccog SFS[D(3,1)(2,1)] gLLMQacefffeboubccg reducible gLLMQacefffeboufccg reducible gLLMQacefffeboukkcg SFS[D(2,1)(2,1)] gLLMQacefffebougwgj SFS[D(2,1)(2,1)] gLLMQacefffeboucnwg SFS[D(3,1)(2,1)] gLLMQacefffeboucbwg SFS[D(3,1)(2,1)] gLLMQacefffeboucjng SFS[D(3,1)(2,1)] gLLMQacefffeboucnng reducible gLLMQacefffeboucbng SFS[D(3,1)(2,1)] gLLMQacefffeboucjfg SFS[D(3,1)(2,1)] gLLMQacefffeboucnfg SFS[D(3,1)(2,1)] gLLMQacefffeboucbfg toroidal gLLMQacefffeboufbfg SFS[D(2,1)(2,1)] gLLMQacefffeboubbfg SFS[D(2,1)(2,1)] gLLMQacefffeboubbwj SFS[D(2,1)(2,1)] gLLMQacefffebouwkwj SFS[D(3,1)(2,1)] gLLMQacefffebouwowj SFS[D(3,1)(2,1)] gLLMQacefffebouwwfj SFS[D(3,1)(2,1)] gLLMQacefffebouwwnj SFS[D(3,1)(2,1)] gLLMQacefffebouswwj reducible gLLMQacefffebouvwwj reducible gLLMQacefffebjurkff reducible gLLMQacddfffbbdbrbr reducible gLLMQacddfffbbdbbvb reducible gLLMQacddfffbbdbbob reducible gLLMQacddfffbbdbbbs reducible gLLMQacddfffbbdbbbk reducible gLLMQacddfffbbdbggb reducible gLLMQacefffebcavcvf reducible gLLMQacefffebcacrcf reducible gLLMQacefffebcaccgf reducible gLLMQacefffebcakkcf reducible gLLMQacefffebcewcjf T2xI gLLMQacefffebcejwcf T2xI gLLMQacefffebcegock SFS[D(2,1)(2,1)] gLLMQacefffebceknvf SFS[D(2,1)(2,1)] gLLMQacefffebcecjwf SFS[A(2,1)] gLLMQacefffebcecbff SFS[A(2,1)] gLLMQacefffebcefbff T2xI gLLMQacefffebcebbff T2xI gLLMQacefffebcevknf SFS[D(2,1)(2,1)] gLLMQacefffebcigocv reducible gLLMQacefffebcigocs SFS[D(3,1)(2,1)] gLLMQacefffebcigocw SFS[D(3,1)(2,1)] gLLMQacefffebcljwcv T2xI gLLMQacefffebcxjwcg reducible gLLMQacefffebctgock SFS[D(2,1)(2,1)] gLLMQacddfffbgqvbbg reducible gLLMQacddfffbgqvkgg reducible gLLMQacddfffbgqvjgg reducible gLLMQacddfffbgqvggo reducible gLLMQacddfffbgqvggc reducible gLLMQacddfffbgqvgrr reducible gLLMQacddfffbjlvrvj reducible gLLMQacefffebkufrkg reducible gLLMQacefffenkufrkg SFS[A(3,1)] gLLMQacefffejkufrkg SFS[A(3,1)] gLLMQacefffebklfrkv T2xI gLLMQacefffejklfrkv SFS[A(2,1)] gLLMQacefffenklfrkv T2xI gLLPQacefffebjqvrjv reducible gLLPQacefffebjmwcjg T2xI gLLPQacefffebjmwcjj SFS[A(2,1)] gLLPQacefffebjmwcjk T2xI gLLPQacefffebjmkbjg SFS[D(2,1)(2,1)] gLLPQacefffebjmkwog reducible gLLPQacefffebjmcbfg reducible gLLMQacddfffbrlvrvj reducible gLLMQacddfffbvdobjn reducible gLLPQacefffebrawrrg reducible gLLPQacefffebrabbwg reducible gLLPQacefffebrawkwg reducible gLLPQacefffebrawowg reducible gLLPQacefffebraswwg reducible gLLPQacefffebravwwg reducible gLLPQacefffebrmkwog reducible gLLMQacddfffbvlvrvj reducible gLLMQacddfffbvlvbjn T2xI gLLMQacddfffbvlvbvs SFS[D(2,1)(2,1)] gLLMQacddfffbvlvgns reducible gLLMQacddfffjvlvjgk SFS[D(2,1)(2,1)] gLLMQacefffebslfcbv reducible gLLPQacefffebrqcbfv reducible gLLPQacefffebvtbjns SFS[D(3,1)(2,1)] gLLPQacefffebvtbjnw SFS[D(3,1)(2,1)] gLLMQacddfffjrdojgk SFS[D(2,1)(2,1)] gLLPQacefffebvmkwog reducible gLLMQacddfffbsqvcvk SFS[D(2,1)(2,1)] gLLMQacddfffbsqvjnb SFS[A(2,1)] gLLMQacddfffbsqvgns SFS[A(2,1)] gLLMQacddfffbsqvgss T2xI gLLMQacddfffbsqvggs T2xI gLLMQacddfffnsqvjnb T2xI gLLMQacddfffjsqvjnb T2xI gLLMQacddfffbsqvbjn T2xI gLLMQacddfffbsqvkcv SFS[D(2,1)(2,1)] gLLPQacefffebbqgnsv T2xI gLLPQacefffebkqgnss SFS[A(4,1)] gLLPQacefffebkqgnsw SFS[A(5,2)] gLLPQacefffebkagnsg T2xI gLLPQacefffebkagnsj SFS[A(4,1)] gLLPQacefffebkagnsk SFS[A(5,2)] gLLMQacefffebvegfvv reducible gLLMQacddfffbkqvjnb T2xI gLLMQacddfffnkqvjnb SFS[A(4,1)] gLLMQacddfffjkqvjnb SFS[A(5,2)] gLLPQacefffebbqgnss SFS[A(5,2)] gLLPQacefffebbqgnsw SFS[A(4,1)] gLLPQacefffebbawrbg SFS[D(2,1)(2,1)] gLLPQacefffebbagnsg SFS[A(2,1)] gLLPQacefffebbagjkg SFS[A(2,1)] gLLPQacefffebbakjkg T2xI gLLPQacefffebbajjkg T2xI gLLPQacefffebbagnsj T2xI gLLPQacefffebbagnsk T2xI gLLPQacefffebbansgg T2xI gLLPQacefffebbarbwg SFS[D(2,1)(2,1)] gLLMQacddfffbbqvjnb T2xI gLLMQacddfffnbqvjnb SFS[A(5,2)] gLLMQacddfffjbqvjnb toroidal gLLMQacefffejcljwcv SFS[A(4,1)] gLLMQacefffencljwcv SFS[A(5,2)] gLLPQacddfffbvevssf SFS[D(2,1)(2,1)] gLLPQacddfffbvevjfv SFS[D(3,1)(2,1)] gLLPQacddfffbvevkfv SFS[D(3,1)(2,1)] gLLPQacddfffbvevgfj SFS[D(3,1)(2,1)] gLLPQacddfffbvevjfj reducible gLLPQacddfffbvevkfj SFS[D(3,1)(2,1)] gLLPQacddfffbvevgfr SFS[D(3,1)(2,1)] gLLPQacddfffbvevjfr SFS[D(3,1)(2,1)] gLLPQacddfffbvevkfr toroidal gLLPQacddfffbvevkrr SFS[D(2,1)(2,1)] gLLPQacddfffbvevkkr SFS[D(2,1)(2,1)] gLLPQacddfffnvevgfv T2xI gLLPQacddfffjvevgfv T2xI gLLPQacddfffbvevbff SFS[D(3,1)(2,1)] gLLPQacddfffbvevcff SFS[D(3,1)(2,1)] gLLPQacddfffbvevffn SFS[D(3,1)(2,1)] gLLPQacddfffbvevffw SFS[D(3,1)(2,1)] gLLPQacddfffbvevfkf reducible gLLPQacddfffbvevfrf reducible gLLPQacddfffbvevfoo SFS[D(2,1)(2,1)] gLLPQacefffebsqgnss toroidal gLLPQacefffebsqgnsw toroidal gLLPQacefffebsagnsg T2xI gLLPQacefffebsagnsj SFS[A(5,2)] gLLPQacefffebsagnsk toroidal gLLMQacefffebrekfrv T2xI gLLMQacefffenrekfrv SFS[A(4,1)] gLLMQacefffejrekfrv SFS[A(5,2)] gLLMQacddfffbkabfos reducible gLLMQacddfffbkabjnb reducible gLLMQacddfffbkabjgk reducible gLLMQacddfffbkabkgk reducible gLLMQacddfffbkabggk reducible gLLMQacddfffbkajjnb SFS[A(3,1)] gLLMQacddfffbkanjnb SFS[A(3,1)] gLLMQacddfffbkabbjn reducible gLLMQacddfffbkabcjw reducible gLLMQacddfffbkabcww reducible gLLMQacddfffbkabccw reducible gLLMQacddfffbkabosf reducible gLLMQacddfffbkqwjnb SFS[A(2,1)] gLLMQacddfffbkqsjnb T2xI gLLMQacddfffbkxojnb T2xI gLLMQacddfffbkxrjnb SFS[A(2,1)] gLLMQacddfffbkxnjnb T2xI gLLMQacddfffbsajcvk toroidal gLLMQacddfffbsancvk toroidal gLLMQacddfffbsajjnb toroidal gLLMQacddfffbsajgns toroidal gLLMQacddfffbsajgss SFS[A(3,1)] gLLMQacddfffbsajggs SFS[A(3,1)] gLLMQacddfffbsanjnb toroidal gLLMQacddfffbsangns toroidal gLLMQacddfffbsangss SFS[A(3,1)] gLLMQacddfffbsanggs SFS[A(3,1)] gLLMQacddfffbsajkcv toroidal gLLMQacddfffbsankcv toroidal gLLMQacddfffbsajbjn SFS[A(3,1)] gLLMQacddfffbsajfwn reducible gLLMQacddfffbsajfww reducible gLLMQacddfffbsajfwf reducible gLLMQacddfffbsanbjn SFS[A(3,1)] gLLMQacddfffbsanfwn reducible gLLMQacddfffbsanfww reducible gLLMQacddfffbsanfwf reducible gLLMQacddfffbsqwcvk toroidal gLLMQacddfffbsqscvk SFS[D(2,1)(2,1)] gLLMQacddfffbsqwjnb toroidal gLLMQacddfffbsqwgns toroidal gLLMQacddfffbsqwgss SFS[A(2,1)] gLLMQacddfffbsqwggs SFS[A(2,1)] gLLMQacddfffbsqsjnb SFS[A(2,1)] gLLMQacddfffbsqsgns SFS[A(2,1)] gLLMQacddfffbsqsgss T2xI gLLMQacddfffbsqsggs T2xI gLLMQacddfffbsqwkcv toroidal gLLMQacddfffbsqskcv SFS[D(2,1)(2,1)] gLLMQacddfffbsqwbjn SFS[A(2,1)] gLLMQacddfffbsqwfwn reducible gLLMQacddfffbsqwfww reducible gLLMQacddfffbsqwfwf reducible gLLMQacddfffbsqsbjn T2xI gLLMQacddfffbsxocvk SFS[D(2,1)(2,1)] gLLMQacddfffbsxrcvk toroidal gLLMQacddfffbsxncvk SFS[D(2,1)(2,1)] gLLMQacddfffbsxojnb SFS[A(2,1)] gLLMQacddfffbsxogns SFS[A(2,1)] gLLMQacddfffbsxogss T2xI gLLMQacddfffbsxoggs T2xI gLLMQacddfffbsxrjnb toroidal gLLMQacddfffbsxrgns toroidal gLLMQacddfffbsxrgss SFS[A(2,1)] gLLMQacddfffbsxrggs SFS[A(2,1)] gLLMQacddfffbsxnjnb SFS[A(2,1)] gLLMQacddfffbsxngns SFS[A(2,1)] gLLMQacddfffbsxngss T2xI gLLMQacddfffbsxnggs T2xI gLLMQacddfffbsxokcv SFS[D(2,1)(2,1)] gLLMQacddfffbsxrkcv toroidal gLLMQacddfffbsxnkcv SFS[D(2,1)(2,1)] gLLMQacddfffbsxobjn T2xI gLLMQacddfffbsxrbjn SFS[A(2,1)] gLLMQacddfffbsxrfwn reducible gLLMQacddfffbsxrfww reducible gLLMQacddfffbsxrfwf reducible gLLMQacddfffbsxnbjn T2xI gLLMQacddfffbbabjnb reducible gLLMQacddfffbbajjnb SFS[A(3,1)] gLLMQacddfffbbanjnb SFS[A(3,1)] gLLMQacddfffbbabgwr reducible gLLMQacddfffbbabbjn reducible gLLMQacddfffbbabbcf reducible gLLMQacddfffbbabccf reducible gLLMQacddfffbbqwjnb SFS[A(2,1)] gLLMQacddfffbbqsjnb T2xI gLLMQacddfffbbxojnb T2xI gLLMQacddfffbbxrjnb SFS[A(2,1)] gLLMQacddfffbbxnjnb T2xI gLLMQacddfffbjibrvj reducible gLLMQacddfffbjqjnbj SFS[A(3,1)] gLLMQacddfffbjqnnbj SFS[A(3,1)] gLLMQacddfffbjawnbj SFS[A(2,1)] gLLMQacddfffbjasnbj T2xI gLLMQacddfffbjhonbj T2xI gLLMQacddfffbjhrnbj SFS[A(2,1)] gLLMQacddfffbjhnnbj T2xI gLLMQacddfffbjhogcj SFS[D(2,1)(2,1)] gLLMQacddfffbjhogns reducible gLLMQacddfffbjhobcf reducible gLLMQacddfffbvpobbk reducible gLLMQacddfffbvpobbs reducible gLLMQacddfffbvpobww reducible gLLMQacddfffbvhobcf reducible gLLMQacddfffbribgns reducible gLLMQacddfffbrhobcf reducible gLLMQacddfffbgabfvg reducible gLLMQacddfffbgajbbg reducible gLLMQacddfffbgajggc reducible gLLMQacddfffbgajggo reducible gLLMQacddfffbgajkgg reducible gLLMQacddfffbgajjgg reducible gLLMQacddfffbgabgfv reducible gLLMQacddfffbgabgkj reducible gLLMQacddfffbgabjkj reducible gLLMQacddfffbgajgrr reducible gLLMQacddfffbgabbrw reducible gLLMQacddfffbgdbbbg reducible gLLMQacddfffbgdjbbg reducible gLLMQacddfffbgdnbbg reducible gLLMQacddfffbgdbggc reducible gLLMQacddfffbgdbggo reducible gLLMQacddfffbgdbkgg reducible gLLMQacddfffbgdbjgg reducible gLLMQacddfffbgdjggc reducible gLLMQacddfffbgdjggo reducible gLLMQacddfffbgdjkgg reducible gLLMQacddfffbgdjjgg reducible gLLMQacddfffbgdnggc reducible gLLMQacddfffbgdnggo reducible gLLMQacddfffbgdnkgg reducible gLLMQacddfffbgdnjgg reducible gLLMQacddfffbgdbgrr reducible gLLMQacddfffbgdjgrr reducible gLLMQacddfffbgdngrr reducible gLLMQacddfffbgejbbg reducible gLLMQacddfffbgenbbg reducible gLLMQacddfffbgejggc reducible gLLMQacddfffbgejggo reducible gLLMQacddfffbgejkgg reducible gLLMQacddfffbgejjgg reducible gLLMQacddfffbgenggc reducible gLLMQacddfffbgenggo reducible gLLMQacddfffbgenkgg reducible gLLMQacddfffbgenjgg reducible gLLMQacddfffbgejgrr reducible gLLMQacddfffbgengrr reducible gLLMQacddfffbgmsbbg reducible gLLMQacddfffbgmsggo reducible gLLMQacddfffbgmsggc reducible gLLMQacddfffbgmsjgg reducible gLLMQacddfffbgmskgg reducible gLLMQacddfffbgmsgrr reducible gLLMQacddfffbgqwbbg reducible gLLMQacddfffbgqsbbg reducible gLLMQacddfffbgqwggo reducible gLLMQacddfffbgqwggc reducible gLLMQacddfffbgqwjgg reducible gLLMQacddfffbgqwkgg reducible gLLMQacddfffbgqsggo reducible gLLMQacddfffbgqsggc reducible gLLMQacddfffbgqsjgg reducible gLLMQacddfffbgqskgg reducible gLLMQacddfffbgqwgrr reducible gLLMQacddfffbgqsgrr reducible gLLMQacddfffbgtofvg T2xI gLLMQacddfffbgtnbbg reducible gLLMQacddfffbgtnggo reducible gLLMQacddfffbgtnggc reducible gLLMQacddfffbgtnjgg reducible gLLMQacddfffbgtnkgg reducible gLLMQacddfffbgtogfv T2xI gLLMQacddfffbgtngrr reducible gLLMQacddfffbgtobrw SFS[D(2,1)(2,1)] gLLMQacddfffbgtovgf SFS[A(2,1)] gLLMQacddfffbgtosgn SFS[A(2,1)] gLLMQacddfffbgtosnn T2xI gLLMQacddfffbcabsoj reducible gLLMQacddfffbcabfvg reducible gLLMQacddfffbcabfbc reducible gLLMQacddfffbcabcbc reducible gLLMQacddfffbcabbbc reducible gLLMQacddfffbcabjso reducible gLLMQacddfffbcabgfv reducible gLLMQacddfffbcabkfr reducible gLLMQacddfffbcabkrr reducible gLLMQacddfffbcabkkr reducible gLLMQacddfffbcajwnf reducible gLLMQacddfffbcajwnn reducible gLLMQacddfffbcajwnw reducible gLLMQacddfffbcanwnf reducible gLLMQacddfffbcanwnn reducible gLLMQacddfffbcanwnw reducible gLLMQacddfffbcdbjfj reducible gLLMQacddfffbcdbfkf reducible gLLMQacddfffbcdbfrf reducible gLLMQacddfffbcdbffw reducible gLLMQacddfffbcdbffn reducible gLLMQacddfffbcdbssf reducible gLLMQacddfffbcqwwnf reducible gLLMQacddfffbcqwwnn reducible gLLMQacddfffbcqwwnw reducible gLLMQacddfffbcuofoo reducible gLLMQacddfffbcuojfj reducible gLLMQacddfffbcuofkf reducible gLLMQacddfffbcuofrf reducible gLLMQacddfffbcuoffw reducible gLLMQacddfffbcuoffn reducible gLLMQacddfffbcuobff reducible gLLMQacddfffbcuocff reducible gLLMQacddfffbcuossf reducible gLLMQacddfffbcxrwnf reducible gLLMQacddfffbcxrwnn reducible gLLMQacddfffbcxrwnw reducible gLLMQacddfffbctovgf T2xI gLLMQacddfffbsebccn reducible gLLMQacddfffbsebonn reducible gLLMQacddfffbsebrnn reducible gLLMQacddfffbsebnnw reducible gLLMQacddfffbsebnnf reducible gLLMQacddfffbsebnvv reducible gLLPQacddfffbjlbsgn reducible gLLPQacddfffbjiojrv reducible gLLMQacddfffbkebfjf reducible gLLMQacddfffnkebfjf SFS[D(3,1)(2,1)] gLLMQacddfffjkebfjf SFS[D(3,1)(2,1)] gLLMQacddfffbkebjss reducible gLLMQacddfffnkebjss SFS[D(3,1)(2,1)] gLLMQacddfffjkebjss SFS[D(3,1)(2,1)] gLLMQacddfffbkebooj reducible gLLMQacddfffnkebooj reducible gLLMQacddfffjkebooj reducible gLLMQacddfffbkebgjj reducible gLLMQacddfffbkebkjj reducible gLLMQacddfffbkebjjv reducible gLLMQacddfffbkebjjr reducible gLLMQacddfffbkebjcj reducible gLLMQacddfffbkebjwj reducible gLLMQacddfffnkebgjj SFS[D(3,1)(3,1)] gLLMQacddfffnkebkjj SFS[D(3,1)(3,2)] gLLMQacddfffnkebjjv reducible gLLMQacddfffnkebjjr reducible gLLMQacddfffnkebjcj SFS[D(3,1)(3,2)] gLLMQacddfffnkebjwj SFS[D(3,1)(3,1)] gLLMQacddfffjkebgjj SFS[D(3,1)(3,2)] gLLMQacddfffjkebkjj SFS[D(3,1)(3,1)] gLLMQacddfffjkebjjv reducible gLLMQacddfffjkebjjr reducible gLLMQacddfffjkebjcj SFS[D(3,1)(3,1)] gLLMQacddfffjkebjwj SFS[D(3,1)(3,2)] gLLPQacddfffbrewfoo SFS[D(2,1)(2,1)] gLLPQacddfffbrewjfj SFS[D(2,1)(2,1)] gLLPQacddfffbrewssf reducible gLLPQacddfffbrewfkf SFS[D(3,1)(2,1)] gLLPQacddfffbrewfrf SFS[D(3,1)(2,1)] gLLPQacddfffbrewffw reducible gLLPQacddfffbrewffn reducible gLLPQacddfffbrewbff SFS[D(3,1)(2,1)] gLLPQacddfffbrewcff SFS[D(3,1)(2,1)] gLLPQacddfffbriofvg T2xI gLLPQacddfffbrirfoo SFS[D(2,1)(2,1)] gLLPQacddfffbriojrv reducible gLLPQacddfffbrirjfj SFS[D(2,1)(2,1)] gLLPQacddfffbriosgn reducible gLLPQacddfffbrirssf reducible gLLPQacddfffbriofrn SFS[D(2,1)(2,1)] gLLPQacddfffbrirfkf SFS[D(3,1)(2,1)] gLLPQacddfffbrirfrf SFS[D(3,1)(2,1)] gLLPQacddfffbrirffw reducible gLLPQacddfffbrirffn reducible gLLPQacddfffbrirbff SFS[D(3,1)(2,1)] gLLPQacddfffbrircff SFS[D(3,1)(2,1)] gLLMQacddfffbbebbbs reducible gLLMQacddfffbbebbbk reducible gLLMQacddfffbbebbob reducible gLLMQacddfffbbebbvb reducible gLLMQacddfffbbebggb reducible gLLMQacddfffbbebrbr reducible gLLPQacddfffbvlbjrv reducible gLLPQacddfffbvaovvj reducible gLLPQacddfffbvaosvv reducible gLLPQacddfffbvaokkv reducible gLLPQacddfffbvaovnn reducible gLLPQacddfffbviojrv reducible gLLMQacddfffnsxojnb toroidal gLLMQacddfffjsxojnb SFS[A(2,1)] gLLMQacefffejoucbfg SFS[D(3,1)(2,1)] gLLMQacefffenoucbfg SFS[D(3,1)(2,1)] gLLPQacddfffnriovsw toroidal gLLPQacddfffnriowsw SFS[D(5,2)(2,1)] gLLPQacddfffnriossw SFS[D(5,2)(2,1)] gLLPQacddfffjriovsw toroidal gLLPQacddfffjriowsw SFS[D(4,1)(2,1)] gLLPQacddfffjriossw SFS[D(4,1)(2,1)] gLLPQacefffejbagnsg SFS[A(2,1)] gLLPQacefffenbagnsg toroidal gLMLQbbdfeefaidwrfc reducible gLMLQbbdfeefaiewrfc reducible gLMLQbbdfeeflmdwrfc reducible gLMLQbbdfeeflmewrfc reducible gLMLQbbdfeeflidwrfc reducible gLMLQbbdfeefpudwrfc reducible gLMLQbbdfeefpudwrfw toroidal gLMLQbbdfeefpudwrfj toroidal gLMLQbbdefefxatbgfc reducible gLMLQbbdefefdeqfjfc reducible gLMLQbbdefefdemfjfc reducible gLLMQacefffenvpcrsg toroidal gLLMQacefffenvpccsg SFS[D(5,2)(2,1)] gLLMQacefffenvpcssg SFS[D(5,2)(2,1)] gLLMQacefffejvpcrsg toroidal gLLMQacefffejvpccsg SFS[D(4,1)(2,1)] gLLMQacefffejvpcssg SFS[D(4,1)(2,1)] gLLMQacddfffnkxojnb SFS[A(2,1)] gLLMQacddfffjkxojnb T2xI gLLPQacefffejkagnsg T2xI gLLPQacefffenkagnsg SFS[A(2,1)] gLMLQbbdfeefpudwrrc SFS[A(3,1)] gLMLQbbdfeefpudwrkc SFS[A(3,1)] gLLMQacddfffnbxojnb SFS[A(2,1)] gLLMQacddfffjbxojnb T2xI gLLPQacefffejsagnsg T2xI gLLPQacefffensagnsg SFS[A(2,1)] gLMLQbbdfeefaiawrfc reducible gLMLQbbdfeeflmawrfc reducible gLMLQbbdfeefliawrfc reducible gLMLQbbdfeefpuawrfc reducible gLMLQbbdfeefpuawrfw SFS[A(3,1)] gLMLQbbdfeefpuawrfj SFS[A(3,1)] gLMLQbbdefefxaxbgfc reducible gLMLQbbdefefdepfjfc reducible gLLMQacddfffjgtogng toroidal gLLMQacddfffjgtogsg toroidal gLLMQacddfffjgtowgw toroidal gLLMQacddfffnjhoooj SFS[D(5,2)(2,1)] gLLMQacddfffjjhoooj SFS[D(4,1)(2,1)] gLLMQacddfffnjhogjj SFS[D(5,2)(3,1)] gLLMQacddfffnjhokjj SFS[D(5,3)(3,1)] gLLMQacddfffnjhojjv SFS[D(5,2)(3,1)] gLLMQacddfffnjhojjr SFS[D(5,3)(3,1)] gLLMQacddfffnjhojcj SFS[D(5,2)(3,1)] gLLMQacddfffnjhojwj SFS[D(5,3)(3,1)] gLLMQacddfffjjhogjj toroidal gLLMQacddfffjjhokjj toroidal gLLMQacddfffjjhojjv SFS[D(4,1)(3,1)] gLLMQacddfffjjhojjr SFS[D(4,3)(3,1)] gLLMQacddfffjjhojcj SFS[D(4,1)(3,1)] gLLMQacddfffjjhojwj SFS[D(4,3)(3,1)] gLLMQacddfffnjhofjf SFS[D(5,2)(2,1)] gLLMQacddfffjjhofjf SFS[D(4,1)(2,1)] gLLMQacddfffnjhojss SFS[D(5,2)(2,1)] gLLMQacddfffjjhojss toroidal gLLMQacefffenktrcrg SFS[D(5,2)(3,1)] gLLMQacefffenktrsrg SFS[D(5,3)(3,1)] gLLMQacefffenktorrg SFS[D(5,2)(3,1)] gLLMQacefffenktnrrg SFS[D(5,3)(3,1)] gLLMQacefffenktrrjg SFS[D(5,2)(3,1)] gLLMQacefffenktrrvg SFS[D(5,3)(3,1)] gLLMQacefffejktrcrg toroidal gLLMQacefffejktrsrg toroidal gLLMQacefffejktorrg SFS[D(4,1)(3,1)] gLLMQacefffejktnrrg SFS[D(4,3)(3,1)] gLLMQacefffejktrrjg SFS[D(4,1)(3,1)] gLLMQacefffejktrrvg SFS[D(4,3)(3,1)] gLLMQacefffenktfskg SFS[D(3,1)(2,1)] gLLMQacefffenktfckg SFS[D(3,1)(2,1)] gLLMQacefffenktfrsg toroidal gLLMQacefffenktfssg toroidal gLLMQacefffenktfcsg toroidal gLLMQacefffenktfrbg toroidal gLLMQacefffenktfsbg m003(0,0) gLLMQacefffenktfcbg SFS[D(3,1)(2,1)] gLLMQacefffenktbrkg toroidal gLLMQacefffenktbskg toroidal gLLMQacefffenktbckg m006(0,0) gLLMQacefffenktbrsg m019(0,0) gLLMQacefffenktbssg SFS[D(4,1)(2,1)] gLLMQacefffenktbcsg m016(0,0) gLLMQacefffenktbrbg SFS[D(5,2)(2,1)] gLLMQacefffenktbsbg SFS[D(4,1)(2,1)] gLLMQacefffenktcrkg toroidal gLLMQacefffenktcskg m011(0,0) gLLMQacefffenktcckg toroidal gLLMQacefffenktcrsg toroidal gLLMQacefffenktcssg SFS[D(5,2)(2,1)] gLLMQacefffenktccsg SFS[D(5,2)(2,1)] gLLMQacefffenktcrbg m016(0,0) gLLMQacefffenktcsbg m017(0,0) gLLMQacefffejktfskg toroidal gLLMQacefffejktfckg toroidal gLLMQacefffejktfrsg SFS[D(3,1)(2,1)] gLLMQacefffejktfssg toroidal gLLMQacefffejktfcsg m003(0,0) gLLMQacefffejktfrbg SFS[D(3,1)(2,1)] gLLMQacefffejktfsbg toroidal gLLMQacefffejktfcbg SFS[D(3,1)(2,1)] gLLMQacefffejktbrkg toroidal gLLMQacefffejktbskg toroidal gLLMQacefffejktbckg m016(0,0) gLLMQacefffejktbrsg m011(0,0) gLLMQacefffejktbssg SFS[D(5,2)(2,1)] gLLMQacefffejktbcsg m017(0,0) gLLMQacefffejktbrbg toroidal gLLMQacefffejktbsbg SFS[D(5,2)(2,1)] gLLMQacefffejktcrkg toroidal gLLMQacefffejktcskg m019(0,0) gLLMQacefffejktcckg SFS[D(5,2)(2,1)] gLLMQacefffejktcrsg toroidal gLLMQacefffejktcssg SFS[D(4,1)(2,1)] gLLMQacefffejktccsg SFS[D(4,1)(2,1)] gLLMQacefffejktcrbg m006(0,0) gLLMQacefffejktcsbg m016(0,0) gLLMQacefffenktjkkg SFS[D(4,1)(3,1)] gLLMQacefffenktgkkg SFS[D(4,3)(3,1)] gLLMQacefffenktkkbg toroidal gLLMQacefffenktkksg toroidal gLLMQacefffenktkwkg SFS[D(4,3)(3,1)] gLLMQacefffenktkokg SFS[D(4,1)(3,1)] gLLMQacefffejktjkkg SFS[D(5,2)(3,1)] gLLMQacefffejktgkkg SFS[D(5,3)(3,1)] gLLMQacefffejktkkbg SFS[D(5,2)(3,1)] gLLMQacefffejktkksg SFS[D(5,3)(3,1)] gLLMQacefffejktkwkg SFS[D(5,3)(3,1)] gLLMQacefffejktkokg SFS[D(5,2)(3,1)] gLLMQacefffenktnkng SFS[D(4,1)(2,1)] gLLMQacefffenktrwwg SFS[D(5,2)(2,1)] gLLMQacefffejktnkng SFS[D(5,2)(2,1)] gLLMQacefffejktrwwg SFS[D(4,1)(2,1)] gLLMQacefffenktcffg toroidal gLLMQacefffenktbffg toroidal gLLMQacefffejktcffg toroidal gLLMQacefffejktbffg toroidal gLLMQacefffenktggrg SFS[D(5,2)(2,1)] gLLMQacefffenktkvvg SFS[D(4,1)(2,1)] gLLMQacefffejktggrg SFS[D(4,1)(2,1)] gLLMQacefffejktkvvg SFS[D(5,2)(2,1)] gLLPQacefffejghjggg toroidal gLLPQacefffejghkggg toroidal gLLPQacefffejghgbbg toroidal gLLPQacefffejjmssjg SFS[D(4,1)(2,1)] gLLPQacefffenjmssjg SFS[D(5,2)(2,1)] gLLPQacefffejjmgjjg SFS[D(4,3)(3,1)] gLLPQacefffejjmkjjg SFS[D(4,1)(3,1)] gLLPQacefffejjmjjvg SFS[D(4,1)(3,1)] gLLPQacefffejjmjjrg SFS[D(4,3)(3,1)] gLLPQacefffejjmjnjg toroidal gLLPQacefffejjmjbjg toroidal gLLPQacefffenjmgjjg SFS[D(5,3)(3,1)] gLLPQacefffenjmkjjg SFS[D(5,2)(3,1)] gLLPQacefffenjmjjvg SFS[D(5,2)(3,1)] gLLPQacefffenjmjjrg SFS[D(5,3)(3,1)] gLLPQacefffenjmjnjg SFS[D(5,3)(3,1)] gLLPQacefffenjmjbjg SFS[D(5,2)(3,1)] gLLPQacefffejjmfjfg toroidal gLLPQacefffenjmfjfg SFS[D(5,2)(2,1)] gLLPQacefffejjmjoog SFS[D(4,1)(2,1)] gLLPQacefffenjmjoog SFS[D(5,2)(2,1)] gLMLQbbdefefduaovfc SFS[D(3,1)(2,1)] gLMLQbbdefefhuaovfc SFS[D(3,1)(2,1)] gLMLQbbdefefdhaovfc SFS[D(3,1)(2,1)] gLMLQbbdefefduaovfj SFS[D(3,1)(2,1)] gLMLQbbdefefhuaovfj SFS[D(3,1)(2,1)] gLMLQbbdefeflqenwfj toroidal gLMLQbbdefefaqenwfj toroidal gLMLQbbdefeftqenwfj m011(0,0) gLMLQbbdefeflqenwfw toroidal gLMLQbbdefefldenwfw m006(0,0) gLMLQbbdefefltenwfw toroidal gLMLQbbdefefduaovfw toroidal gLMLQbbdefefdeaovfj SFS[D(3,1)(2,1)] gLMLQbbdefefdhaovfw m003(0,0) gLMLQbbdefefldenwfj m016(0,0) gLMLQbbdefeftdenwfj m017(0,0) gLMLQbbdefefaqenwfw SFS[D(5,2)(2,1)] gLMLQbbdefefatenwfw SFS[D(4,1)(2,1)] gLMLQbbdefefhuaovfw toroidal gLMLQbbdefefdhaovfj toroidal gLMLQbbdefefhhaovfj toroidal gLMLQbbdefefltenwfj toroidal gLMLQbbdefefatenwfj SFS[D(5,2)(2,1)] gLMLQbbdefefttenwfj SFS[D(5,2)(2,1)] gLMLQbbdefeftqenwfw m019(0,0) gLMLQbbdefeftdenwfw m016(0,0) gLMLQbbdefefttenwfw SFS[D(4,1)(2,1)] gLMLQbbdefefeeenwfw toroidal gLMLQbbdefefeeenwfj toroidal gLMLQbbdefefpuubofc T2xI gLMLQbbdefefhhubokc SFS[D(4,1)(2,1)] gLMLQbbdefefhhuborc SFS[D(5,2)(2,1)] gLMLQbbdefefxhqfnfc SFS[D(2,1)(2,1)] gLMLQbbdefefmeqfnfc SFS[D(2,1)(2,1)] gLMLQbbdefefaiubofw SFS[D(4,3)(3,1)] gLMLQbbdefefamubofw SFS[D(4,1)(3,1)] gLMLQbbdefefamubokc SFS[D(4,1)(3,1)] gLMLQbbdefefaiubokc SFS[D(4,3)(3,1)] gLMLQbbdefeflaubofw toroidal gLMLQbbdefeftaubofw toroidal gLMLQbbdefefaiubofj SFS[D(5,3)(3,1)] gLMLQbbdefefamubofj SFS[D(5,2)(3,1)] gLMLQbbdefefamuborc SFS[D(5,2)(3,1)] gLMLQbbdefefaiuborc SFS[D(5,3)(3,1)] gLMLQbbdefeflaubofj SFS[D(5,3)(3,1)] gLMLQbbdefeftaubofj SFS[D(5,2)(3,1)] gLMLQbbdefefhhubofj SFS[D(5,2)(2,1)] gLMLQbbdefefhhubofw SFS[D(4,1)(2,1)] gLLAQaedeeffbpadcbk SFS[D(3,1)(2,1)] gLLAQaedeeffbpamnbk SFS[D(3,1)(2,1)] gLLAQaeedfefbidhbcw SFS[D(2,1)(2,1)] gLLAQaddeeffbuxmvcw SFS[D(2,1)(2,1)] gLLAQaeedfefbqxhbww SFS[D(2,1)(2,1)] gLLAQaddeeffbuamccw SFS[D(8,3)(2,1)] gLLAQaddeeffbaqmwcw SFS[D(5,2)(2,1)] gLLAQaddeeffbiepksw SFS[D(3,1)(2,1)] gLLAQaddeeffbaapksw SFS[D(8,3)(2,1)] gLLAQaddeeffbiapksw toroidal gLLAQaddeeffbidpksw SFS[D(3,1)(2,1)] gLLAQaddeeffbhaqwrw SFS[D(8,3)(2,1)] gLLAQaddeeffbpuqcrw SFS[D(5,2)(2,1)] gLLAQaddeeffbuaqwrw toroidal gLLAQaddeeffbapqjrw SFS[D(5,2)(2,1)] gLLAQaddeeffbeaqwrw SFS[D(7,2)(2,1)] gLLAQaeedfefbpxionw reducible gLLAQaeedfefbpuionw reducible gLLAQaeedfefbadioww SFS[D(3,1)(2,1)] gLLAQaddeeffbaeqsrw SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqsrw toroidal gLLAQaddeeffbadqsrw SFS[D(3,1)(2,1)] gLLAQaddeeffbuapjsw SFS[D(7,2)(2,1)] gLLAQaeedeffbpllvvw reducible gLLAQaddeeffbaaqrrw SFS[D(8,3)(2,1)] gLLAQaddeeffbpupksw SFS[D(2,1)(2,1)] gLLAQaddeeffbuaprsw toroidal gLLAQaddeeffbappfsw SFS[D(2,1)(2,1)] gLLAQbdceeffxnvxhkn SFS[D(8,3)(2,1)] gLLAQaeedeffbpulkvw reducible gLLAQaeedfefbpuhbcw reducible gLLAQaeedfefbluhbcw SFS[D(3,1)(2,1)] gLLAQaeedfefbtehbjw SFS[D(3,1)(2,1)] gLLAQaeedfefbahhbww reducible gLLAQaeedfefbxuhbcw SFS[D(3,1)(2,1)] gLLMQacdeeffjoxsosf SFS[D(2,1)(2,1)] gLLAQadedeffbulhvcw SFS[D(4,1)(2,1)] gLLMQbcdfeefaoolivw reducible gLLAQaeedeffbahhbvk reducible gLLAQadedeffbattfsw SFS[D(4,1)(2,1)] gLLAQaeedeffbpuqcbk reducible gLLMQaddeeffbpulccj SFS[D(5,2)(2,1)] gLLMQaddeeffbualwcj toroidal gLLMQaddeeffbapljcj SFS[D(5,2)(2,1)] gLLAQaeedeffbplqnbk reducible gLLAQbdceeffarvaijj SFS[D(7,2)(2,1)] gLLMQaddeeffbualncj SFS[D(7,2)(2,1)] gLLAQaddeeffbxqugck SFS[D(5,2)(2,1)] gLLAQaeedeffbpudkvk reducible gLLAQaeedeffbqedsvk SFS[D(5,2)(3,1)] gLLAQaeedeffbmhdbvk SFS[D(5,3)(3,1)] gLLAQaeedeffbahdbvk reducible gLLAQaeedeffbihdbvk SFS[D(5,2)(3,1)] gLLAQaeedfefbpttonk reducible gLLAQcbedeffubusikk SFS[D(3,1)(2,1)] gLLAQcbdeeffabnpikk SFS[D(3,1)(2,1)] gLLAQbdceeffpwvplcj SFS[D(8,3)(2,1)] gLLAQcbedeffpbagikk toroidal gLLAQaeedfefbputonk reducible gLLAQbdceeffajvaijj toroidal gLLAQaeedfefbaetowk SFS[D(2,1)(2,1)] gLLAQbdceeffajvuhwj SFS[D(2,1)(2,1)] gLLAQbdceeffajvplcj SFS[D(2,1)(2,1)] gLLAQcbdeeffabbxarj SFS[D(3,1)(2,1)] gLLAQbdedfeftvarabj SFS[D(7,2)(2,1)] gLLAQbdedfeflvarabj toroidal gLLMQaddeeffbielccj SFS[D(2,1)(2,1)] gLLMQaddeeffbidlccj SFS[D(2,1)(2,1)] gLLMQaddeeffbualfcj SFS[D(8,3)(2,1)] gLLAQbddefefakkaavj SFS[D(7,2)(2,1)] gLLAQaeedeffbtudcvk SFS[D(5,2)(2,1)] gLLAQcbdeeffpbfqarj SFS[D(5,2)(2,1)] gLLAQaeedeffbxhdwvk SFS[D(5,2)(2,1)] gLLAQaddeeffbamxbsk SFS[D(3,1)(2,1)] gLLAQcbdeeffabbltrj SFS[D(3,1)(2,1)] gLLAQbdceefflvvthcj SFS[D(3,1)(2,1)] gLLAQaedefefblpeggr SFS[D(2,1)(2,1)] gLLAQcbdeeffqbwmtbj SFS[D(3,1)(2,1)] gLLAQaddeeffbxqdrvn SFS[D(3,1)(2,1)] gLLAQaedeeffbluessr SFS[D(2,1)(2,1)] gLLAQbdceeffmkomark reducible gLLMQacefdffjkirbjr SFS[D(3,1)(3,2)] gLLMQacefdffjkirbjv SFS[D(3,1)(3,1)] gLLMQacefdffjkirbjj reducible gLLAQbdceeffhgoheok SFS[D(3,1)(3,1)] gLLAQaeedfefbpuucnn reducible gLLAQaeedfefbmhucrn SFS[D(3,1)(3,2)] gLLAQaeedfefbihucrn SFS[D(3,1)(3,1)] gLLAQaeedfefbahucrn reducible gLLAQaeedfefbqeucon SFS[D(3,1)(3,1)] gLLAQaedeeffbaaurnr SFS[D(3,1)(2,1)] gLLAQaedeeffbtahonr SFS[D(3,1)(2,1)] gLLAQaedeeffblaennr toroidal gLLAQaedeeffbpaennr SFS[D(3,1)(2,1)] gLLAQaedeeffbxaennr SFS[D(3,1)(2,1)] gLLMQacefdffjkxfbjj reducible gLLAQcbdeeffabfmtbj reducible gLLAQbddefefanramvj SFS[D(7,2)(2,1)] gLLAQbdceeffarvthcj SFS[D(3,1)(2,1)] gLLAQbdceefflrvthcj toroidal gLLAQbdceefftrvthcj SFS[D(3,1)(2,1)] gLLAQbdceeffarvlhcj SFS[D(3,1)(2,1)] gLLAQcbdeeffabgedgn reducible gLLAQcbdeeffhbbdtbj reducible gLLAQaeedeffbplavwn reducible gLLMQacefdffjkhobjj SFS[A(3,1)] gLLAQaddeeffbhadrvn SFS[D(7,2)(2,1)] gLLMQacefdffjkufbjj reducible gLLAQcbdeeffabcmtbj reducible gLLMQacedfffjkuvwjc SFS[D(3,1)(2,1)] gLLMQacedfffjkuvwjj SFS[D(3,1)(2,1)] gLLMQacedfffjkuvwjw toroidal gLLAQadedeffbaiafwr SFS[D(3,1)(2,1)] gLLAQaeedeffbpuakwn reducible gLLAQbdceeffevveqvj SFS[D(3,1)(3,1)] gLLAQbdceeffdwvdiwj SFS[D(3,1)(3,2)] gLLAQcbdeeffabnadnk reducible gLLAQaeedfefbptpjcn reducible gLLAQbdceeffevvhmfj SFS[D(3,1)(3,2)] gLLAQbdceeffdwvthcj toroidal gLLAQcbdeeffabnidnk SFS[D(3,1)(3,1)] gLLAQaeedfefbpupjcn reducible gLLAQbdceeffevvupgj reducible gLLAQbdceeffevsupgj toroidal gLLAQbdceeffevwupgj toroidal gLLAQbdceeffdwvqljj SFS[D(3,1)(3,1)] gLLAQbdceeffdwsqljj m259(0,0) gLLAQbdceeffdwwqljj m186(0,0) gLLAQcbdeeffabnmdnk SFS[D(3,1)(3,2)] gLLAQcbdeeffannmdnk m036(0,0) gLLAQcbdeeffajnmdnk m007(0,0) gLLAQbdeceffhwabljj SFS[D(7,2)(2,1)] gLLAQbdeceffevdbpgj SFS[D(5,2)(2,1)] gLLAQbdeceffevdnpgj toroidal gLLAQbdeceffevdjpgj SFS[D(4,1)(2,1)] gLLAQbdeceffdwabljj toroidal gLLAQbdeceffdwanljj toroidal gLLAQbdeceffdwajljj m019(0,0) gLLAQcbdeeffabkptnn SFS[D(5,2)(2,1)] gLLAQcbdeeffajkptnn toroidal gLLAQcbdeeffankptnn m016(0,0) gLLAQbdeceffpwabljj SFS[D(8,3)(2,1)] gLLAQaedefefbmpegrr SFS[D(2,1)(2,1)] gLLAQaedefefjmpegrr toroidal gLLAQaedefefnmpegrr SFS[D(11,3)(2,1)] gLLAQaedefefjipegrr m276(0,0) gLLAQaedefefnipegrr m241(0,0) gLLAQaedefefjapegrr m100(0,0) gLLAQaedefefnapegrr m082(0,0) gLLAQbddefefajkaavj toroidal gLLAQbdeceffajubiwj SFS[D(2,1)(2,1)] gLLAQbdceeffljvthcj SFS[D(3,1)(2,1)] gLLAQcbdeeffhbgtdgn reducible gLLAQaeedfefbaepjrn SFS[D(2,1)(2,1)] gLLAQbdeceffajpbhcj SFS[D(2,1)(2,1)] gLLAQadedeffbxxtnkr SFS[D(5,2)(2,1)] gLLAQcbdeeffabbatbj SFS[D(3,1)(3,1)] gLLAQcbdeeffabbitbj SFS[D(3,1)(3,2)] gLLAQcbdeefflbbmtbj SFS[D(3,1)(3,1)] gLLAQcbdeefflnbmtbj m110(0,0) gLLAQcbdeeffljbmtbj m169(0,0) gLLAQcbdeefftbbmtbj SFS[D(3,1)(3,2)] gLLAQcbdeefftnbmtbj m169(0,0) gLLAQcbdeefftjbmtbj m084(0,0) gLLAQcbdeeffanbmtbj SFS[D(3,1)(3,1)] gLLAQcbdeeffajbmtbj SFS[D(3,1)(3,2)] gLLMQacedfffjktwwjc m277(0,0) gLLMQacedfffjktswjc m278(0,0) gLLMQacedfffjktvwjw SFS[D(8,3)(2,1)] gLLMQacedfffjktwwjw m055(0,0) gLLMQacedfffjktswjw m119(0,0) gLLMQacedfffjktwwjj toroidal gLLMQacedfffjktswjj toroidal gLLAQaedeeffbmuefsr SFS[D(2,1)(2,1)] gLLAQaedeeffjmuefsr m112(0,0) gLLAQaedeeffnmuefsr m173(0,0) gLLAQaedeeffjiuefsr m266(0,0) gLLAQaedeeffniuefsr m255(0,0) gLLAQaedeeffjauefsr toroidal gLLAQaedeeffnauefsr toroidal gLLAQbdceeffabvdmvk reducible gLLAQbdceeffabsdmvk SFS[D(3,1)(2,1)] gLLAQbdceeffabwdmvk SFS[D(3,1)(2,1)] gLLAQbdeceffabunmvk SFS[D(2,1)(2,1)] gLLAQaedeeffjaaucnr SFS[D(2,1)(2,1)] gLLAQbdeceffabmneok SFS[D(3,1)(2,1)] gLLAQbdeceffabmjeok SFS[D(3,1)(2,1)] gLLMQacefdffjktrbkg SFS[D(3,1)(2,1)] gLLMQacefdffjktrjkg toroidal gLLMQacefdffjktrnkg toroidal gLLMQacefdffjktnbkg SFS[D(3,1)(2,1)] gLLMQacefdffjktnjkg toroidal gLLMQacefdffjktnnkg toroidal gLLMQacefdffjktojkg toroidal gLLMQacefdffjktonkg toroidal gLLMQacefdffjktrjjg SFS[D(8,5)(5,2)] gLLMQacefdffjktrnjg SFS[D(8,5)(4,1)] gLLMQacefdffjktnjjg SFS[D(8,3)(4,1)] gLLMQacefdffjktnnjg SFS[D(8,3)(5,2)] gLLMQacefdffjktojjg toroidal gLLMQacefdffjktonjg toroidal gLLMQacefdffjktrbjs SFS[D(3,1)(2,1)] gLLAQaeedfefjaeucfn SFS[D(2,1)(2,1)] gLLAQaeedfefbtuucvn SFS[D(3,1)(2,1)] gLLAQaeedfefjtuucvn toroidal gLLAQaeedfefntuucvn toroidal gLLAQaddeeffjmaicfn SFS[D(3,1)(2,1)] gLLAQaddeeffnmaicfn SFS[D(3,1)(2,1)] gLLMQacedfffjktvvkg SFS[D(3,1)(2,1)] gLLMQacedfffjktwvkg toroidal gLLMQacedfffjktsvkg toroidal gLLAQaeedfefjlhucgn toroidal gLLAQaeedfefnlhucgn SFS[D(8,5)(5,2)] gLLMQacedfffjktwvjg SFS[D(8,5)(5,2)] gLLMQacedfffjktsvjg SFS[D(8,5)(4,1)] gLLAQaeedfefbxhucgn SFS[D(3,1)(2,1)] gLLAQbdceeffabwleok SFS[D(2,1)(2,1)] gLLAQaedeeffjiaicnr SFS[D(3,1)(2,1)] gLLAQaedeeffniaicnr SFS[D(3,1)(2,1)] gLLAQadedeffbuddvor SFS[D(3,1)(2,1)] gLLAQadedeffjuddvor toroidal gLLAQadedeffnuddvor toroidal gLLMQacedfffjktoskg SFS[D(3,1)(2,1)] gLLMQacedfffjktrskg toroidal gLLMQacedfffjktnskg toroidal gLLAQadedeffjpdtoor SFS[D(8,3)(5,2)] gLLAQadedeffnpdtoor SFS[D(8,3)(4,1)] gLLMQacedfffjktrsjg toroidal gLLMQacedfffjktnsjg SFS[D(8,3)(5,2)] gLLAQadedeffbldtoor SFS[D(5,2)(2,1)] gLLMQacedfffjktosjn SFS[D(5,2)(2,1)] gLLMQacefdffjkanbnn SFS[D(3,1)(3,2)] gLLMQacefdffjkanjnn m036(0,0) gLLMQacefdffjkannnn m007(0,0) gLLMQacedfffjkavvnn SFS[D(5,2)(2,1)] gLLMQacedfffjkawvnn toroidal gLLMQacedfffjkasvnn m016(0,0) gLLAQaedeeffjaaxknr m100(0,0) gLLAQaedeeffnaaxknr m082(0,0) gLLMQacefdffjklnbjj toroidal gLLMQacefdffjklnjjj SFS[D(3,1)(3,1)] gLLMQacefdffjklnnjj SFS[D(3,1)(3,2)] gLLMQacedfffjklwvjj toroidal gLLMQacedfffjklsvjj toroidal gLLAQaedeeffjaamknr toroidal gLLAQaedeeffnaamknr toroidal gLLAQbdceeffesvulck SFS[D(3,1)(3,2)] gLLAQbdceeffessulck m217(0,0) gLLAQbdceeffeswulck m296(0,0) gLLAQbdceeffdvvqxbk reducible gLLAQbdceeffdvsqxbk toroidal gLLAQbdceeffdvwqxbk toroidal gLLMQacefdffjktnbbb SFS[D(3,1)(3,1)] gLLMQacefdffjktnjbb m033(0,0) gLLMQacefdffjktnnbb m036(0,0) gLLAQbdeceffesdnlck m316(0,0) gLLAQbdeceffesdjlck m284(0,0) gLLAQbdeceffdvabxbk SFS[D(7,2)(2,1)] gLLAQbdeceffdvanxbk toroidal gLLAQbdeceffdvajxbk SFS[D(7,2)(2,1)] gLLMQacedfffjktwvbb m170(0,0) gLLMQacedfffjktsvbb m180(0,0) gLLAQaedeeffbmaeknr toroidal gLLAQaedeeffjmaeknr toroidal gLLAQaedeeffnmaeknr m064(0,0) gLLAQaedeeffbiaeknr SFS[D(7,2)(2,1)] gLLAQaedeeffjiaeknr toroidal gLLAQaedeeffniaeknr SFS[D(7,2)(2,1)] gLLAQaedeeffjaaeknr m052(0,0) gLLAQaedeeffnaaeknr m118(0,0) gLLAQaedeeffbqaubnr SFS[D(7,2)(2,1)] gLLAQbdceeffawvauwn SFS[D(7,2)(2,1)] gLLAQbdedfeflkarabj toroidal gLLMQacedfffjklvwjk SFS[D(2,1)(2,1)] gLLAQbdeceffawdbpcn SFS[D(3,1)(2,1)] gLLMQacefdffjktcbrv reducible gLLMQacefdffjktfbnb SFS[D(3,1)(2,1)] gLLMQacedfffjktvwob SFS[D(2,1)(2,1)] gLLAQbdeceffawebpcn SFS[D(3,1)(2,1)] gLLAQaeedeffbpllvwn reducible gLLAQbdceeffevvhefj SFS[D(3,1)(3,1)] gLLAQbdceeffdwvtdcj SFS[D(3,1)(3,2)] gLLAQcbdeeffabniink reducible gLLAQcbdeeffabbaabj reducible gLLAQcbdeeffabbiabj SFS[D(3,1)(3,1)] gLLAQcbdeeffabbmabj SFS[D(3,1)(3,2)] gLLMQacefdffjblnbjj SFS[D(3,1)(3,2)] gLLAQadedeffbautkkr SFS[D(5,2)(2,1)] gLLAQaedeeffbptessr SFS[D(3,1)(2,1)] gLLAQadedeffbmetsor SFS[D(5,2)(2,1)] gLLAQadedeffbaetsor SFS[D(4,1)(2,1)] gLLAQadedeffbahlbwr SFS[D(5,2)(2,1)] gLLAQadedeffbahabwr SFS[D(4,1)(2,1)] gLLAQbdceeffevvhxfj reducible gLLAQbdceeffdwvtpcj SFS[D(3,1)(3,1)] gLLAQcbdeeffabnixnk SFS[D(3,1)(3,2)] gLLAQcbdeeffabbalbj SFS[D(3,1)(3,2)] gLLAQcbdeeffabbilbj reducible gLLAQcbdeeffabbmlbj SFS[D(3,1)(3,1)] gLLMQacefdffjslnbjj SFS[D(3,1)(3,1)] gLLMQacefdffjslfbjb SFS[D(3,1)(2,1)] gLLAQbdceeffavneqvj SFS[D(3,1)(2,1)] gLLAQbdceeffavreqvj SFS[D(3,1)(2,1)] gLLAQbdceefflvoeqvj toroidal gLLAQbdceefflvneqvj toroidal gLLAQbdceefflvreqvj toroidal gLLAQbdceefftvoeqvj toroidal gLLAQbdceefftvneqvj m003(0,0) gLLAQbdceefftvreqvj SFS[D(3,1)(2,1)] gLLMQacdeeffjkarojo reducible gLLMQacdeeffjkasojo toroidal gLLAQaddeeffjaepcfj SFS[D(2,1)(2,1)] gLLAQaddeeffjmepcfj m070(0,0) gLLAQaddeeffnmepcfj m118(0,0) gLLAQaddeeffbiepcfj SFS[D(3,1)(2,1)] gLLAQaddeeffjiepcfj m026(0,0) gLLAQaddeeffniepcfj m052(0,0) gLLAQadedeffjaluboj SFS[D(2,1)(2,1)] gLLAQadedeffjulpvoj m069(0,0) gLLAQadedeffnulpvoj m119(0,0) gLLAQadedeffjplaooj m043(0,0) gLLAQadedeffnplaooj m060(0,0) gLLAQbdceefflvomtbj SFS[D(5,2)(2,1)] gLLAQbdceefflvnmtbj m361(0,0) gLLAQbdceefflvrmtbj m395(0,0) gLLAQbdceefftvomtbj SFS[D(4,1)(2,1)] gLLAQbdceefftvnmtbj m339(0,0) gLLAQbdceefftvrmtbj m350(0,0) gLLMQacdeeffjkdsojo SFS[D(5,2)(2,1)] gLLAQaddeeffjmdpcfj m402(0,0) gLLAQaddeeffnmdpcfj m393(0,0) gLLAQaddeeffbidpcfj SFS[D(3,1)(2,1)] gLLAQaddeeffjidpcfj m358(0,0) gLLAQaddeeffnidpcfj m351(0,0) gLLAQadedeffbulhvoj SFS[D(5,2)(2,1)] gLLAQadedeffjulhvoj m233(0,0) gLLAQadedeffnulhvoj m272(0,0) gLLAQadedeffjpllooj m231(0,0) gLLAQadedeffnpllooj m244(0,0) gLLAQbdceefflvoxdoj SFS[D(4,1)(2,1)] gLLAQbdceefflvnxdoj m352(0,0) gLLAQbdceefflvrxdoj m312(0,0) gLLAQbdceefftvoxdoj SFS[D(5,2)(2,1)] gLLAQbdceefftvnxdoj m392(0,0) gLLAQbdceefftvrxdoj m338(0,0) gLLMQacdeeffjkesojo SFS[D(4,1)(2,1)] gLLAQaddeeffbmapcfj SFS[D(8,3)(2,1)] gLLAQaddeeffjmapcfj m141(0,0) gLLAQaddeeffnmapcfj m046(0,0) gLLAQaddeeffbiapcfj toroidal gLLAQaddeeffjiapcfj m116(0,0) gLLAQaddeeffniapcfj m054(0,0) gLLAQadedeffbuldvoj SFS[D(4,1)(2,1)] gLLAQadedeffjuldvoj m360(0,0) gLLAQadedeffnuldvoj m336(0,0) gLLAQadedeffjpltooj m397(0,0) gLLAQadedeffnpltooj m363(0,0) gLLAQbdceeffmrolerj reducible gLLAQbdceeffxrolerj toroidal gLLAQbdceefferolerj toroidal gLLAQbdceeffernlerj toroidal gLLAQbdceefferrlerj m055(0,0) gLLMQacdeeffjkannjr toroidal gLLMQacdeeffjkannjn toroidal gLLAQcbdeeffanjaajn SFS[D(5,3)(5,2)] gLLAQcbdeeffajjaajn SFS[D(5,3)(4,1)] gLLAQcbdeeffajreeok SFS[D(5,2)(4,1)] gLLAQcbdeeffanreeok SFS[D(5,2)(5,2)] gLLAQbdceeffdooxdoj toroidal gLLAQbdceeffdonxdoj m052(0,0) gLLAQbdceeffdorxdoj toroidal gLLAQaddeeffjpuprfj s213(0,0) gLLAQaddeeffnpuprfj s318(0,0) gLLAQaeedfefjallcjj SFS[D(5,3)(5,2)] gLLAQaeedfefnallcjj SFS[D(5,3)(4,1)] gLLAQaddeeffjappkfj toroidal gLLAQaddeeffnappkfj SFS[D(5,3)(5,2)] gLLAQaddeeffbuapffj SFS[D(7,2)(2,1)] gLLAQaddeeffjuapffj m137(0,0) gLLAQaddeeffnuapffj m220(0,0) gLLAQadedeffbillwoj SFS[D(3,1)(2,1)] gLLAQadedeffjillwoj s124(0,0) gLLAQadedeffnillwoj s249(0,0) gLLAQaedefefjaxxnkj SFS[D(5,2)(5,2)] gLLAQaedefefnaxxnkj SFS[D(5,2)(4,1)] gLLAQadedeffjallwoj toroidal gLLAQadedeffnallwoj SFS[D(5,2)(5,2)] gLLAQadedeffjmllwoj s140(0,0) gLLAQadedeffnmllwoj s183(0,0) gLLAQbddefefarntavr SFS[D(2,1)(2,1)] gLLMQacdeeffjkanvoo toroidal gLLAQaeedeffbidhkwj SFS[D(5,2)(2,1)] gLLAQaddeeffbuxmcvj SFS[D(5,2)(2,1)] gLLAQaeedeffbqxhbwj SFS[D(5,2)(2,1)] gLLAQadedeffbatukwj SFS[D(2,1)(2,1)] gLLAQadedeffbutpfwj toroidal gLLAQadedeffbhtpfwj SFS[D(5,2)(2,1)] gLLAQadedeffbptarwj SFS[D(2,1)(2,1)] gLLAQaddeeffbaamwvj SFS[D(8,3)(2,1)] gLLMQacdeeffjkarrwo SFS[D(2,1)(2,1)] gLLAQbdceeffhgviqgk toroidal gLLAQaddeeffbpuqngj SFS[D(2,1)(2,1)] gLLAQaddeeffbapqsgj SFS[D(2,1)(2,1)] gLLAQaddeeffbeaqggj SFS[D(7,2)(2,1)] gLLAQaddeeffbuaqggj toroidal gLLAQbdceeffhgvltsk SFS[D(3,1)(2,1)] gLLAQaeedeffbpuicjj reducible gLLAQbdceeffhgvhdnk SFS[D(3,1)(2,1)] gLLAQaeedeffbpxicjj reducible gLLAQaeedeffbadirjj SFS[D(3,1)(2,1)] gLLAQaddeeffbaeqjgj SFS[D(3,1)(2,1)] gLLAQadedeffbuapgkj SFS[D(5,2)(2,1)] gLLAQaddeeffbadqjgj SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqjgj toroidal gLLAQaedeeffbamxfsj SFS[D(3,1)(2,1)] gLLAQadedeffbatlcwj SFS[D(3,1)(2,1)] gLLMQacdeeffjkeoooo SFS[D(2,1)(2,1)] gLLAQaddeeffbaqmbvj SFS[D(2,1)(2,1)] gLLAQbdceefflromtbj toroidal gLLAQbdceefftromtbj SFS[D(5,2)(2,1)] gLLMQacdeeffjkqvnjo toroidal gLLAQcbdeeffqbgxxbk SFS[D(5,2)(2,1)] gLLAQcbdeeffhbjluwn SFS[D(5,2)(2,1)] gLLAQbdceeffxjolerj SFS[D(4,1)(2,1)] gLLAQbdceeffejolerj SFS[D(5,2)(2,1)] gLLAQbdceeffejnlerj s564(0,0) gLLAQbdceeffejrlerj s744(0,0) gLLMQacdeeffjkpggjr SFS[D(5,2)(4,1)] gLLMQacdeeffjkpggjn SFS[D(5,2)(5,2)] gLLAQbdceeffdkoxdoj SFS[D(4,1)(2,1)] gLLAQbdceeffdknxdoj s485(0,0) gLLAQbdceeffdkrxdoj s553(0,0) gLLAQaddeeffjpupsfj s815(0,0) gLLAQaddeeffnpupsfj s731(0,0) gLLAQaddeeffjappgfj SFS[D(5,3)(5,2)] gLLAQaddeeffnappgfj SFS[D(5,3)(4,1)] gLLAQaddeeffbuapnfj SFS[D(8,3)(2,1)] gLLAQaddeeffjuapnfj s584(0,0) gLLAQaddeeffnuapnfj s538(0,0) gLLAQadedeffbillvoj toroidal gLLAQadedeffjillvoj m277(0,0) gLLAQadedeffnillvoj m316(0,0) gLLAQadedeffballvoj SFS[D(5,2)(2,1)] gLLAQadedeffbmllvoj SFS[D(4,1)(2,1)] gLLAQadedeffjmllvoj m278(0,0) gLLAQadedeffnmllvoj m284(0,0) gLLMQacdeeffjkpbgoo SFS[D(3,1)(2,1)] gLLAQaedeeffbpmmvsj reducible gLLAQadedeffbaalgkj SFS[D(4,1)(2,1)] gLLAQbdceeffhfvltsk SFS[D(3,1)(2,1)] gLLAQbdceeffakvltsk SFS[D(2,1)(2,1)] gLLAQadedeffbaaurkj SFS[D(2,1)(2,1)] gLLAQaddeeffbaaqngj SFS[D(8,3)(2,1)] gLLAQadedeffbatlfwj toroidal gLLMQacdeeffjkqvvoo reducible gLLAQaeedeffbpuhkwj reducible gLLAQaeedeffbluhkwj SFS[D(5,2)(3,1)] gLLAQaeedeffbtehswj SFS[D(5,3)(3,1)] gLLAQaeedeffbahhbwj reducible gLLAQaeedeffbxuhkwj SFS[D(5,3)(3,1)] gLLAQadedeffbattfwj SFS[D(5,2)(2,1)] gLLAQadedeffbatafwj SFS[D(4,1)(2,1)] gLLAQbdceeffevolerj SFS[D(4,1)(2,1)] gLLAQbdceeffevnlerj m349(0,0) gLLAQbdceeffevrlerj m302(0,0) gLLAQbdceeffdwoxdoj SFS[D(5,2)(2,1)] gLLAQbdceeffdwnxdoj s593(0,0) gLLAQbdceeffdwrxdoj s459(0,0) gLLMQacdeeffjkussjr SFS[D(5,3)(5,2)] gLLMQacdeeffjkussjn SFS[D(5,3)(4,1)] gLLAQbdceeffxvolerj SFS[D(5,2)(2,1)] gLLAQaddeeffbpupcfj SFS[D(5,2)(2,1)] gLLAQaddeeffjpupcfj m130(0,0) gLLAQaddeeffnpupcfj m069(0,0) gLLAQaddeeffbuapwfj toroidal gLLAQaddeeffjuapwfj m145(0,0) gLLAQaddeeffnuapwfj m119(0,0) gLLAQaddeeffbappjfj SFS[D(5,2)(2,1)] gLLAQadedeffbillsoj SFS[D(3,1)(2,1)] gLLAQadedeffjillsoj m368(0,0) gLLAQadedeffnillsoj m342(0,0) gLLAQadedeffjmllsoj s643(0,0) gLLAQadedeffnmllsoj s543(0,0) gLLAQadedeffjallsoj SFS[D(5,2)(5,2)] gLLAQadedeffnallsoj SFS[D(5,2)(4,1)] gLLAQbdceeffevothcj SFS[D(5,2)(2,1)] gLLAQbdceeffdwomtbj toroidal gLLAQbdceeffxvothcj toroidal gLLAQbdeceffmvubusj reducible gLLAQbdceeffmvvpusj reducible gLLMQacdeeffjktssjo SFS[D(2,1)(2,1)] gLLAQaeedfefbpulcnj reducible gLLAQaedefefbpxpncj reducible gLLAQbdceeffajomtbj SFS[D(2,1)(2,1)] gLLAQcbdeeffibsmajn reducible gLLAQcbdeeffibfeeok reducible gLLAQaeedfefbpllccj reducible gLLAQaedefefbpxennj reducible gLLAQadedeffbatlbwj SFS[D(3,1)(2,1)] gLLAQbdceeffabviqgk reducible gLLAQbdceeffhvvltsk reducible gLLMQacdeeffjkusooo SFS[D(3,1)(2,1)] gLLAQaedeeffbpmmssj reducible gLLMQacdeeffjkxsooo SFS[D(3,1)(2,1)] gLLMQacdeeffjktsooo reducible gLLAQbdceefflvoeivj SFS[D(4,1)(2,1)] gLLAQbdceefftvoeivj SFS[D(5,2)(2,1)] gLLMQacdeeffjsasojo SFS[D(4,1)(2,1)] gLLAQbdceeffhgviegk SFS[D(3,1)(2,1)] gLLMQacdeeffjsaoooo SFS[D(2,1)(2,1)] gLLAQbdceeffmvotpcj SFS[D(2,1)(2,1)] gLLMQacdeeffjsxssjo SFS[D(2,1)(2,1)] gLLMQacdeeffjsxsooo reducible gLLAQbdceefflvoeuvj SFS[D(5,2)(2,1)] gLLAQbdceefftvoeuvj SFS[D(4,1)(2,1)] gLLMQacdeeffjbasojo SFS[D(5,2)(2,1)] gLLAQbdceeffhgvilgk SFS[D(3,1)(2,1)] gLLAQaedefefbpadgnj SFS[D(3,1)(2,1)] gLLAQaedefefbmaxgrj reducible gLLAQaedefefbiaxgrj SFS[D(3,1)(2,1)] gLLAQaedefefbaaxgrj SFS[D(3,1)(2,1)] gLLAQaedefefbqaigoj SFS[D(3,1)(2,1)] gLLAQbdceeffevotdcj SFS[D(4,1)(2,1)] gLLAQbdceeffdwomabj SFS[D(5,2)(2,1)] gLLAQbdceeffxvotdcj SFS[D(5,2)(2,1)] gLLAQbdeceffxvlbdcj SFS[D(5,2)(2,1)] gLLAQadedeffbaxabwj SFS[D(3,1)(2,1)] gLLAQaedefefbtadgvj SFS[D(7,3)(2,1)] gLLAQaedefefblaxggj SFS[D(8,3)(2,1)] gLLAQaedefefbxaxggj SFS[D(7,3)(2,1)] gLLMQacdeeffjbxsooo SFS[D(3,1)(2,1)] gLLAQbdceeffmvoppnj SFS[D(2,1)(2,1)] gLLMQacdeeffjjhkbjo SFS[D(2,1)(2,1)] gLLAQaeedfefbpuqgnj reducible gLLAQadedeffbahlbvj SFS[D(4,1)(2,1)] gLLMQacdeeffjrlffrc SFS[D(4,1)(2,1)] gLLAQaeedeffbputksj reducible gLLAQbdceeffmvvhxbj reducible gLLAQbdeceffmvtbxbj reducible gLLAQaeedfefbpudncj reducible gLLAQaedefefbpqpcnj reducible gLLAQbdceeffajoiukj SFS[D(2,1)(2,1)] gLLMQacefdffngifbgg SFS[D(3,1)(2,1)] gLLAQaddeeffbammbwr SFS[D(3,1)(2,1)] gLLAQaedeeffbammfwn SFS[D(3,1)(2,1)] gLLAQadedeffbattcvn SFS[D(3,1)(2,1)] gLLMQacefdffnglfbgg reducible gLLAQadedeffbattfvn toroidal gLLMQacefdffnghcbgg SFS[D(3,1)(2,1)] gLLMQacefdffnghfbgg SFS[D(3,1)(2,1)] gLLAQcbdeeffabbllvj SFS[D(3,1)(2,1)] gLLAQadedeffbattbvn SFS[D(3,1)(2,1)] gLLAQcbdeeffabbupbj reducible gLLMQacefdffnoufbjr reducible gLLAQbdceeffmkoamjk reducible gLLAQaeedeffbpuucnr reducible gLLAQaedefefbaaucwn SFS[D(3,1)(2,1)] gLLAQcbdeeffabgmtgn reducible gLLAQaeedeffbpupksr reducible gLLAQaeedfefbpuagnr reducible gLLAQcbdeeffabbedbj reducible gLLAQadedeffbulhvrk SFS[D(5,2)(2,1)] gLLMQbcdfeefaooeivr reducible gLLAQaeedeffbahhbow reducible gLLAQadedeffbattfck SFS[D(5,2)(2,1)] gLLAQbdeceffavxblos reducible gLLAQbdceeffabnxesn SFS[D(3,1)(2,1)] gLLAQaddeeffnaaubsw SFS[D(3,1)(2,1)] gLLAQadedeffbaeqcsk reducible gLLAQadedeffjaeqcsk SFS[D(3,1)(3,2)] gLLAQadedeffnaeqcsk SFS[D(3,1)(3,1)] gLLAQadedeffblddcsk SFS[D(5,2)(2,1)] gLLAQbdeceffmktbmon SFS[D(5,2)(2,1)] gLLAQaeedfefbpuabnw reducible gLLAQbddefefabfatvj SFS[D(3,1)(2,1)] gLLAQbdceeffavvilss SFS[D(3,1)(2,1)] gLLAQaedefefblpebgw SFS[D(2,1)(2,1)] gLLAQadedeffbaxtkcw SFS[D(3,1)(2,1)] gLLAQaedeeffbluesow SFS[D(2,1)(2,1)] gLLAQadedeffblddnsw SFS[D(5,2)(2,1)] gLLAQbdceeffmkvpagn SFS[D(5,2)(2,1)] gLLAQadedeffbmdtssw SFS[D(3,1)(2,1)] gLLMQadedeffbudlwrr SFS[D(3,1)(2,1)] gLLAQaedeeffbtahovw SFS[D(7,2)(2,1)] gLLAQaedeeffblaenvw toroidal gLLAQaedeeffbxaenvw SFS[D(7,2)(2,1)] gLLAQadedeffbailbrw SFS[D(3,1)(2,1)] gLLMQaddeeffbuadvcj SFS[D(3,1)(2,1)] gLLAQbdeceffxwtbick SFS[D(5,2)(2,1)] gLLAQbddefefanradvj SFS[D(3,1)(2,1)] gLLAQbdceefflrvthns SFS[D(2,1)(2,1)] gLLMQbcdefefagfxqvr T2xI gLLAQaddeeffbhadrck SFS[D(3,1)(2,1)] gLLMQaddeeffbuadrcj SFS[D(3,1)(2,1)] gLLAQaeedfefbptpock reducible gLLAQbdceeffdwvthns SFS[D(2,1)(2,1)] gLLAQaeedfefbpupock reducible gLLAQbdceeffevsupws SFS[D(4,1)(2,1)] gLLAQbdceeffevwupws SFS[D(5,2)(2,1)] gLLAQbdceeffdwsqlss m019(0,0) gLLAQbdceeffdwwqlss m011(0,0) gLLAQcbdeeffannmdkn m016(0,0) gLLAQcbdeeffajnmdkn m017(0,0) gLLAQbdeceffhwablss SFS[D(3,1)(2,1)] gLLAQbdeceffevdnpws SFS[D(5,2)(2,1)] gLLAQbdeceffevdjpws SFS[D(4,1)(2,1)] gLLAQbdeceffdwablss SFS[D(3,1)(2,1)] gLLAQbdeceffdwanlss toroidal gLLAQbdeceffdwajlss m003(0,0) gLLAQcbdeeffajkptkk m016(0,0) gLLAQcbdeeffankptkk m017(0,0) gLLAQbdeceffpwablss reducible gLLAQaedefefbmpebrw SFS[D(2,1)(2,1)] gLLAQaedefefjipebrw m016(0,0) gLLAQaedefefnipebrw m006(0,0) gLLAQaedefefjapebrw m017(0,0) gLLAQaedefefnapebrw m016(0,0) gLLAQbddefefajkaqvj toroidal gLLAQbdeceffajubigs SFS[D(2,1)(2,1)] gLLAQaeedfefbaepork SFS[D(2,1)(2,1)] gLLAQbdeceffajpbhns SFS[D(2,1)(2,1)] gLLAQcbdeefflnbmtrs SFS[D(4,1)(2,1)] gLLAQcbdeeffljbmtrs SFS[D(5,2)(2,1)] gLLAQcbdeefftnbmtrs SFS[D(5,2)(2,1)] gLLAQcbdeefftjbmtrs toroidal gLLMQaddeeffnpudwcj SFS[D(5,2)(2,1)] gLLMQaddeeffjpudwcj SFS[D(4,1)(2,1)] gLLMQaddeeffbuadjcj reducible gLLMQaddeeffnuadjcj toroidal gLLMQaddeeffjuadjcj toroidal gLLMQaddeeffnapdccj SFS[D(4,1)(2,1)] gLLMQaddeeffjapdccj SFS[D(5,2)(2,1)] gLLAQaedeeffbmuefow SFS[D(2,1)(2,1)] gLLAQaedeeffjiuefow SFS[D(5,2)(2,1)] gLLAQaedeeffniuefow toroidal gLLAQaedeeffjauefow SFS[D(4,1)(2,1)] gLLAQaedeeffnauefow SFS[D(5,2)(2,1)] gLLAQbdceeffabsqxwn SFS[D(5,2)(3,1)] gLLAQbdceeffabwqxwn SFS[D(4,1)(3,1)] gLLAQbddefefavkaqvj SFS[D(3,1)(2,1)] gLLAQaedeeffjaaqcvw SFS[D(5,3)(3,1)] gLLAQaedeeffnaaqcvw SFS[D(4,3)(3,1)] gLLAQbdceeffabvdmcn reducible gLLAQbdceeffabsdmcn toroidal gLLAQbdceeffabwdmcn toroidal gLLAQbdeceffabunmcn toroidal gLLAQbdeceffabujmcn SFS[D(5,2)(3,1)] gLLAQaedeeffjaaucvw toroidal gLLAQaedeeffnaaucvw SFS[D(5,3)(3,1)] gLLAQbdceeffabrhejn SFS[D(5,2)(3,1)] gLLAQbdceeffabnhejn SFS[D(4,1)(3,1)] gLLAQbdceeffabstejn SFS[D(4,3)(3,1)] gLLAQbdceeffabwtejn SFS[D(5,3)(3,1)] gLLAQbdeceffabmnejn toroidal gLLAQbdeceffabmjejn toroidal gLLMQbdedfeftvxfdnk SFS[D(5,3)(3,1)] gLLMQbdedfeftvxfdrk SFS[D(4,3)(3,1)] gLLMQbdedfeftvefdjk SFS[D(4,1)(3,1)] gLLMQbdedfeftvefdnk SFS[D(5,2)(3,1)] gLLMQbdedfeftvmfdwk toroidal gLLMQbdedfeftvmfdsk toroidal gLLMQbdedfeflvxfdnk reducible gLLMQbdedfeflvxfdrk reducible gLLMQbdedfeflvefdjk reducible gLLMQbdedfeflvefdnk reducible gLLAQaeedfefjaeuvfk toroidal gLLAQaeedfefnaeuvfk SFS[D(5,2)(3,1)] gLLAQbdeceffabpnejn SFS[D(5,2)(3,1)] gLLAQbdeceffabpjejn SFS[D(4,1)(3,1)] gLLAQaeedfefjtuuvvk toroidal gLLAQaeedfefntuuvvk SFS[D(5,3)(3,1)] gLLMQaddeeffnuxxvrj SFS[D(5,3)(3,1)] gLLMQaddeeffjuxxvrj SFS[D(4,3)(3,1)] gLLAQaeedfefjlhuvgk reducible gLLAQaeedfefnlhuvgk reducible gLLMQaddeeffnpmxorj reducible gLLMQaddeeffjpmxorj reducible gLLAQadedeffjadqbsw SFS[D(5,3)(3,1)] gLLAQadedeffnadqbsw SFS[D(4,3)(3,1)] gLLAQbdceeffabwlejn toroidal gLLAQbdceeffabslejn SFS[D(5,3)(3,1)] gLLAQadedeffjuddvsw SFS[D(5,2)(3,1)] gLLAQadedeffnuddvsw SFS[D(4,1)(3,1)] gLLMQadedeffnmdpcrr toroidal gLLMQadedeffjmdpcrr SFS[D(5,2)(3,1)] gLLAQadedeffjpdtosw reducible gLLAQadedeffnpdtosw reducible gLLMQadedeffnidpcrr reducible gLLMQadedeffjidpcrr reducible gLLMQccdefefajsxann m016(0,0) gLLMQccdefefajsxanj m017(0,0) gLLMQaddeeffnaqxwrj m016(0,0) gLLMQaddeeffjaqxwrj m017(0,0) gLLAQaedeeffjaaxkvw m017(0,0) gLLAQaedeeffnaaxkvw m016(0,0) gLLMQccdfeefajwipnb SFS[D(2,1)(2,1)] gLLMQaddeeffnamxwrj SFS[D(4,1)(2,1)] gLLMQaddeeffjamxwrj SFS[D(5,2)(2,1)] gLLAQaedeeffjaamkvw SFS[D(4,1)(2,1)] gLLAQaedeeffnaamkvw SFS[D(5,2)(2,1)] gLLAQbdceeffessulvn toroidal gLLAQbdceeffeswulvn toroidal gLLAQbdceeffdvsqxwn toroidal gLLAQbdceeffdvwqxwn toroidal gLLMQccdefefajvlmnn m006(0,0) gLLMQccdefefajvlmnj m016(0,0) gLLAQbdeceffesdnlvn toroidal gLLAQbdeceffesdjlvn toroidal gLLAQbdeceffdvabxwn SFS[D(3,1)(2,1)] gLLAQbdeceffdvanxwn toroidal gLLAQbdeceffdvajxwn SFS[D(3,1)(2,1)] gLLMQaddeeffnapxwrj m019(0,0) gLLMQaddeeffjapxwrj m011(0,0) gLLAQaedeeffbpahsvw SFS[D(3,1)(2,1)] gLLAQaedeeffbmaekvw toroidal gLLAQaedeeffjmaekvw SFS[D(3,1)(2,1)] gLLAQaedeeffnmaekvw SFS[D(3,1)(2,1)] gLLAQaedeeffbiaekvw SFS[D(3,1)(2,1)] gLLAQaedeeffjiaekvw toroidal gLLAQaedeeffniaekvw SFS[D(3,1)(2,1)] gLLAQaedeeffbaaekvw SFS[D(3,1)(2,1)] gLLAQaedeeffjaaekvw m003(0,0) gLLAQaedeeffnaaekvw toroidal gLLAQaedeeffbqaubvw SFS[D(3,1)(2,1)] gLLAQbdceeffawvaubk SFS[D(3,1)(2,1)] gLLAQbdedfeflkarqbj toroidal gLLAQbdedfeftkarqbj SFS[D(3,1)(2,1)] gLLMQaddeeffbiddkcj SFS[D(2,1)(2,1)] gLLMQaddeeffbiedkcj SFS[D(2,1)(2,1)] gLLAQadedeffbaticcw reducible gLLAQadedeffbattkcw SFS[D(3,1)(2,1)] gLLAQadedeffbmatssw SFS[D(3,1)(2,1)] gLLAQadedeffballbrw SFS[D(3,1)(2,1)] gLLAQaeedeffbpllvbk reducible gLLAQadedeffbauiccw reducible gLLAQadedeffbautkcw toroidal gLLAQadedeffbietssw SFS[D(5,2)(2,1)] gLLAQadedeffbmetssw toroidal gLLAQadedeffbaetssw SFS[D(4,1)(2,1)] gLLAQadedeffbahlbrw toroidal gLLAQadedeffbahabrw SFS[D(4,1)(2,1)] gLLAQadedeffbahtbrw SFS[D(5,2)(2,1)] gLLAQaeedeffbpltvbk reducible gLLAQadedeffbulhvkr SFS[D(4,1)(2,1)] gLLMQacefdffjjenbjj reducible gLLAQaeedeffbahhbcn reducible gLLAQadedeffbattfor SFS[D(4,1)(2,1)] gLLAQbdceeffavvaiss SFS[D(3,1)(2,1)] gLLAQbdeceffavdbhgs reducible gLLAQbdeceffavebhgs reducible gLLAQaddeeffbhaugvn SFS[D(3,1)(2,1)] gLLMQacedfffjvdvwjw SFS[D(3,1)(2,1)] gLLAQbdceeffarvaiss SFS[D(3,1)(2,1)] gLLAQbdeceffardbhgs SFS[D(3,1)(3,1)] gLLAQbdeceffarebhgs SFS[D(3,1)(3,1)] gLLMQacedfffjvhvwjw SFS[D(3,1)(2,1)] gLLAQaeedfefbpttjnn reducible gLLAQbdceeffxvvxpos SFS[D(3,1)(2,1)] gLLAQbdceeffpwvplns reducible gLLAQcbedeffpbaginn SFS[D(3,1)(2,1)] gLLAQaeedfefbputjnn reducible gLLAQbdceeffajvaiss toroidal gLLAQbdeceffajdbhgs SFS[D(3,1)(3,2)] gLLAQaeedfefbaetjwn SFS[D(2,1)(2,1)] gLLAQbdceeffajvuhgs SFS[D(2,1)(2,1)] gLLAQbdeceffajebhgs SFS[D(3,1)(3,2)] gLLAQbdceeffajvplns SFS[D(2,1)(2,1)] gLLAQbdeceffdcababk SFS[D(3,1)(2,1)] gLLAQbdceeffabvamwn SFS[D(3,1)(2,1)] gLLAQbdedfeftvarqbj SFS[D(3,1)(2,1)] gLLAQbdedfeflvarqbj toroidal gLLAQbdeceffabdbecn reducible gLLMQacedfffjvpvwob SFS[D(2,1)(2,1)] gLLAQbdeceffabebecn reducible gLLMQacedfffjvmvwjk SFS[D(2,1)(2,1)] gLLMQacefdffjvpbbjj SFS[D(3,1)(2,1)] gLLMQacedfffjvpvwjw reducible gLLMQacedfffjvpovjj SFS[D(3,1)(2,1)] gLLAQbddefefakkaqvj SFS[D(3,1)(2,1)] gLLAQbdceeffawvtpok SFS[D(3,1)(3,1)] gLLMQacefdffjvpnbjg SFS[D(3,1)(3,2)] gLLMQacefdffjvpnbkg reducible gLLAQbdceeffawvlpok SFS[D(3,1)(3,1)] gLLMQacedfffjvposjg SFS[D(3,1)(3,2)] gLLMQacedfffjvposkg reducible gLLAQbdceeffavvhans reducible gLLMQacefdffjrhrbjn reducible gLLAQaeedeffbahpbcn reducible gLLAQbddefefabgqqbj reducible gLLAQbddefefabgqqjj SFS[D(3,1)(3,1)] gLLAQbddefefabgqqnj SFS[D(3,1)(3,2)] gLLAQbdceeffabwahwn SFS[D(3,1)(2,1)] gLLAQaedefefjaaqsfr SFS[D(3,1)(2,1)] gLLAQbdceeffmvoppcs SFS[D(2,1)(2,1)] gLLMQacdfffejjhrkjf SFS[D(2,1)(2,1)] gLLAQbdceeffavrhdos SFS[D(3,1)(2,1)] gLLAQaddeeffnaambfj SFS[D(3,1)(2,1)] gLLAQadedeffbatqcoj reducible gLLAQadedeffjatqcoj SFS[D(3,1)(3,1)] gLLAQadedeffnatqcoj SFS[D(3,1)(3,2)] gLLAQaeedeffbpllvjj reducible gLLAQaedeeffbaxxbgj reducible gLLAQbdceeffabvhtsn reducible gLLAQadedeffbahlbkj SFS[D(4,1)(2,1)] gLLMQacdffefjvdrrgv SFS[D(4,1)(2,1)] gLLAQbdceeffmvvhxrs reducible gLLAQbdeceffmvtbxrs reducible gLLAQaeedfefbpudccj reducible gLLAQaedefefbpqpnnj reducible gLLAQbdceeffajoiuvs SFS[D(2,1)(2,1)] gLLAQbdceeffavneqks toroidal gLLAQbdceeffavreqks toroidal gLLAQbddefefavnqhjw SFS[D(5,3)(3,1)] gLLAQbddefefavnqhnw SFS[D(4,3)(3,1)] gLLAQbdceeffavwlqks SFS[D(4,1)(3,1)] gLLAQbdceeffavslqks SFS[D(5,2)(3,1)] gLLAQbdceefflvoeqks toroidal gLLAQbdceefflvneqks SFS[D(5,2)(2,1)] gLLAQbdceefflvreqks m016(0,0) gLLAQbdceefftvoeqks toroidal gLLAQbdceefftvneqks m019(0,0) gLLAQbdceefftvreqks toroidal gLLMQbcdefefmbnxhgw reducible gLLMQbcdefefxbnxhgw toroidal gLLAQaeedfefjadlnfj SFS[D(5,3)(3,1)] gLLAQaeedfefnadlnfj SFS[D(4,3)(3,1)] gLLAQaddeeffjaepcoj toroidal gLLAQaddeeffnaepcoj SFS[D(5,3)(3,1)] gLLAQaddeeffjmepcoj m121(0,0) gLLAQaddeeffnmepcoj m143(0,0) gLLAQaddeeffjiepcoj m171(0,0) gLLAQaddeeffniepcoj m229(0,0) gLLAQaedefefjaxqccj SFS[D(5,2)(3,1)] gLLAQaedefefnaxqccj SFS[D(4,1)(3,1)] gLLAQadedeffjalubfj toroidal gLLAQadedeffnalubfj SFS[D(5,2)(3,1)] gLLAQadedeffbulpvfj SFS[D(5,2)(2,1)] gLLAQadedeffjulpvfj m034(0,0) gLLAQadedeffnulpvfj m115(0,0) gLLAQadedeffjplaofj m189(0,0) gLLAQadedeffnplaofj m239(0,0) gLLAQbdceeffavnmtrs SFS[D(4,1)(3,1)] gLLAQbdceeffavrmtrs SFS[D(5,2)(3,1)] gLLAQbdceefflvomtrs SFS[D(5,2)(2,1)] gLLAQbdceefflvnmtrs m034(0,0) gLLAQbdceefflvrmtrs m115(0,0) gLLAQbdceefftvomtrs SFS[D(4,1)(2,1)] gLLAQbdceefftvnmtrs m004(0,0) gLLAQbdceefftvrmtrs m015(0,0) gLLMQbcdefefxbblugw SFS[D(5,2)(2,1)] gLLAQaddeeffjadpcoj SFS[D(5,3)(3,1)] gLLAQaddeeffnadpcoj SFS[D(4,3)(3,1)] gLLAQaddeeffjmdpcoj m143(0,0) gLLAQaddeeffnmdpcoj m121(0,0) gLLAQaddeeffjidpcoj m035(0,0) gLLAQaddeeffnidpcoj m029(0,0) gLLAQadedeffbalibfj SFS[D(3,1)(2,1)] gLLAQadedeffbulhvfj toroidal gLLAQadedeffjulhvfj SFS[D(5,2)(2,1)] gLLAQadedeffnulhvfj m016(0,0) gLLAQadedeffbpllofj SFS[D(3,1)(2,1)] gLLAQadedeffjpllofj toroidal gLLAQadedeffnpllofj m006(0,0) gLLAQbdceeffavnxdfs SFS[D(5,3)(3,1)] gLLAQbdceeffavrxdfs SFS[D(4,3)(3,1)] gLLAQbdceefflvoxdfs SFS[D(4,1)(2,1)] gLLAQbdceefflvnxdfs m168(0,0) gLLAQbdceefflvrxdfs m188(0,0) gLLAQbdceefftvoxdfs SFS[D(5,2)(2,1)] gLLAQbdceefftvnxdfs m275(0,0) gLLAQbdceefftvrxdfs m223(0,0) gLLMQbcdefefhksmlvk SFS[D(4,1)(2,1)] gLLAQaddeeffbaapcoj SFS[D(3,1)(2,1)] gLLAQaddeeffbmapcoj reducible gLLAQaddeeffjmapcoj m147(0,0) gLLAQaddeeffnmapcoj m147(0,0) gLLAQaddeeffbiapcoj SFS[D(3,1)(2,1)] gLLAQaddeeffjiapcoj m154(0,0) gLLAQaddeeffniapcoj m185(0,0) gLLAQadedeffjalqbfj SFS[D(5,2)(3,1)] gLLAQadedeffnalqbfj SFS[D(4,1)(3,1)] gLLAQadedeffbuldvfj SFS[D(4,1)(2,1)] gLLAQadedeffjuldvfj m168(0,0) gLLAQadedeffnuldvfj m188(0,0) gLLAQadedeffjpltofj m300(0,0) gLLAQadedeffnpltofj m291(0,0) gLLAQbdceeffmrolebs reducible gLLAQbdceeffxrolebs toroidal gLLAQbdceefferolebs toroidal gLLAQbdceeffernlebs toroidal gLLAQbdceefferrlebs toroidal gLLMQbcdefefaknuhnw SFS[D(3,1)(2,1)] gLLMQbcdefefaknuhrw SFS[D(3,1)(2,1)] gLLAQbdceeffdooxdfs toroidal gLLAQbdceeffdonxdfs m003(0,0) gLLAQbdceeffdorxdfs SFS[D(3,1)(2,1)] gLLAQaddeeffjpuproj m070(0,0) gLLAQaddeeffnpuproj m118(0,0) gLLAQaddeeffjappkoj SFS[D(2,1)(2,1)] gLLAQaddeeffbuapfoj SFS[D(3,1)(2,1)] gLLAQaddeeffjuapfoj m026(0,0) gLLAQaddeeffnuapfoj m052(0,0) gLLAQadedeffjillwfj m069(0,0) gLLAQadedeffnillwfj m119(0,0) gLLAQadedeffjallwfj SFS[D(2,1)(2,1)] gLLAQadedeffjmllwfj m043(0,0) gLLAQadedeffnmllwfj m060(0,0) gLLAQbddefefarnthvw SFS[D(2,1)(2,1)] gLLMQbcdefefhvnuhow toroidal gLLAQadedeffbatukgj SFS[D(2,1)(2,1)] gLLAQadedeffbutpfgj toroidal gLLAQadedeffbetpfgj SFS[D(5,2)(2,1)] gLLAQadedeffbptargj SFS[D(2,1)(2,1)] gLLAQaddeeffbaamwkj reducible gLLMQbcdefefasnahbw SFS[D(2,1)(2,1)] gLLAQbdceeffhgviqrn toroidal gLLAQaddeeffbpuqnwj SFS[D(2,1)(2,1)] gLLAQaddeeffbapqswj SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqgwj SFS[D(3,1)(2,1)] gLLAQaddeeffbeaqgwj SFS[D(3,1)(2,1)] gLLAQaddeeffbuaqgwj toroidal gLLAQaedefefbiexwrj SFS[D(3,1)(2,1)] gLLAQadedeffbuaiwvj SFS[D(3,1)(2,1)] gLLAQaedefefbqeiwoj SFS[D(3,1)(2,1)] gLLAQbdceeffhgvltfn SFS[D(3,1)(2,1)] gLLAQbdceeffhgvhdkn SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqjwj SFS[D(3,1)(2,1)] gLLAQaddeeffbuamvkj SFS[D(3,1)(2,1)] gLLMQbcdefefavsmlvk SFS[D(2,1)(2,1)] gLLAQaddeeffbaqmbkj SFS[D(2,1)(2,1)] gLLAQbdceefflromtrs toroidal gLLAQbdceefftromtrs SFS[D(5,2)(2,1)] gLLMQbcdfeefhjoaivr toroidal gLLAQbdceeffxjolebs SFS[D(4,1)(2,1)] gLLAQbdceeffejolebs SFS[D(5,2)(2,1)] gLLAQbdceeffejnlebs SFS[D(5,2)(2,1)] gLLAQbdceeffejrlebs toroidal gLLAQbdceeffdkoxdfs SFS[D(4,1)(2,1)] gLLAQbdceeffdknxdfs SFS[D(4,1)(2,1)] gLLAQbdceeffdkrxdfs toroidal gLLAQaddeeffjpupsoj toroidal gLLAQaddeeffnpupsoj toroidal gLLAQaddeeffbuapnoj reducible gLLAQaddeeffjuapnoj toroidal gLLAQaddeeffnuapnoj toroidal gLLAQadedeffbillvfj SFS[D(5,2)(2,1)] gLLAQadedeffjillvfj SFS[D(5,2)(2,1)] gLLAQadedeffnillvfj toroidal gLLAQadedeffbmllvfj SFS[D(4,1)(2,1)] gLLAQadedeffjmllvfj SFS[D(4,1)(2,1)] gLLAQadedeffnmllvfj toroidal gLLMQbcdfeefxccmifr SFS[D(3,1)(2,1)] gLLAQadedeffbaalgvj SFS[D(4,1)(2,1)] gLLAQbdceeffhfvltfn SFS[D(3,1)(2,1)] gLLAQbdceeffakvltfn SFS[D(2,1)(2,1)] gLLAQadedeffbaaurvj SFS[D(2,1)(2,1)] gLLAQaddeeffbaaqnwj reducible gLLAQadedeffbatlfgj SFS[D(5,2)(2,1)] gLLMQbcdfeefaooaivr reducible gLLAQadedeffbatafgj SFS[D(4,1)(2,1)] gLLAQbdceeffevolebs SFS[D(4,1)(2,1)] gLLAQbdceeffevnlebs m016(0,0) gLLAQbdceeffevrlebs m019(0,0) gLLAQbdceeffdwoxdfs SFS[D(5,2)(2,1)] gLLAQbdceeffdwnxdfs m017(0,0) gLLAQbdceeffdwrxdfs m011(0,0) gLLAQbdceeffxvolebs SFS[D(5,2)(2,1)] gLLAQaddeeffjpupcoj m037(0,0) gLLAQaddeeffnpupcoj m082(0,0) gLLAQaddeeffbuapwoj SFS[D(3,1)(2,1)] gLLAQaddeeffjuapwoj m030(0,0) gLLAQaddeeffnuapwoj m100(0,0) gLLAQadedeffjillsfj m130(0,0) gLLAQadedeffnillsfj m145(0,0) gLLAQadedeffjmllsfj m145(0,0) gLLAQadedeffnmllsfj m159(0,0) gLLAQbdceeffevothns SFS[D(5,2)(2,1)] gLLAQbdceeffdwomtrs toroidal gLLAQbdceeffxvothns toroidal gLLAQbdceeffxvvxhns SFS[D(3,1)(2,1)] gLLAQbdeceffxvlbhns SFS[D(3,1)(2,1)] gLLAQbdeceffmvubujs reducible gLLAQbdceeffmvvpujs reducible gLLMQbcedeffajuoevj SFS[D(2,1)(2,1)] gLLAQaeedfefbpulnnj reducible gLLAQaedefefbpxpccj reducible gLLAQbdceeffajomtrs SFS[D(2,1)(2,1)] gLLAQcbdeeffibsmaok reducible gLLAQcbdeeffibfeejn reducible gLLAQaeedfefbpllncj reducible gLLAQaedefefbpxecnj reducible gLLAQbdceeffabviqrn reducible gLLAQaddeeffbaaqbwj SFS[D(3,1)(2,1)] gLLAQaedefefbaeiwfj reducible gLLAQaedefefbtedwvj SFS[D(3,1)(3,1)] gLLAQaedefefblexwgj SFS[D(3,1)(3,2)] gLLAQaedefefbpexwgj reducible gLLAQaedefefbxexwgj SFS[D(3,1)(3,1)] gLLAQbdceeffhvvltfn reducible gLLMQbceedffhnaucok SFS[D(3,1)(2,1)] gLLMQbceedffhnpacvk SFS[D(3,1)(2,1)] gLLMQbceedffhnupcbk reducible gLLAQbdceefflvoeiks SFS[D(4,1)(2,1)] gLLAQbdceefftvoeiks SFS[D(5,2)(2,1)] gLLMQbcdefefxbrxhgw SFS[D(4,1)(2,1)] gLLAQbddefefavrihbw reducible gLLAQbdceeffhgviern SFS[D(3,1)(2,1)] gLLAQaedefefbidxwrj SFS[D(3,1)(2,1)] gLLAQaedefefbqdiwoj SFS[D(3,1)(2,1)] gLLMQbcdefefabrahbw SFS[D(2,1)(2,1)] gLLAQbdceeffmvotpns SFS[D(2,1)(2,1)] gLLMQbcedeffajhoxoj SFS[D(2,1)(2,1)] gLLAQbdeceffxvlbpns SFS[D(3,1)(2,1)] gLLAQaedefefbadiwfj reducible gLLAQaedefefbtddwvj SFS[D(3,1)(3,1)] gLLAQaedefefbldxwgj SFS[D(3,1)(3,2)] gLLAQaedefefbpdxwgj reducible gLLAQaedefefbxdxwgj SFS[D(3,1)(3,1)] gLLMQbceedffhnqacvk reducible gLLAQbdceefflvoeuks SFS[D(5,2)(2,1)] gLLAQbdceefftvoeuks SFS[D(4,1)(2,1)] gLLMQbcdefefxboxhgw SFS[D(5,2)(2,1)] gLLAQbddefefavoihbw reducible gLLAQadedeffbxxargj SFS[D(5,2)(2,1)] gLLAQbdceeffhgvilrn SFS[D(3,1)(2,1)] gLLAQaedefefbmaxwrj SFS[D(8,3)(2,1)] gLLAQaedefefbiaxwrj toroidal gLLAQaedefefbqaiwoj toroidal gLLAQbdceeffevotdns SFS[D(4,1)(2,1)] gLLAQbdceeffdwomars SFS[D(5,2)(2,1)] gLLAQbdceeffxvotdns SFS[D(5,2)(2,1)] gLLAQbdeceffxvlbdns toroidal gLLAQaedefefbaaiwfj reducible gLLAQaedefefbtadwvj toroidal gLLAQaedefefblaxwgj toroidal gLLAQaedefefbpaxwgj reducible gLLAQaedefefbxaxwgj toroidal gLLMQbceedffhnmacvk SFS[D(3,1)(2,1)] gLLAQbddefefabctxvk reducible gLLAQbdecefflvebtks SFS[D(3,1)(3,2)] gLLAQbdecefftvebtks SFS[D(3,1)(3,1)] gLLAQaeedfefbidhgcr SFS[D(2,1)(2,1)] gLLAQaddeeffbuxmvkr SFS[D(2,1)(2,1)] gLLAQaeedfefbqxhgwr SFS[D(2,1)(2,1)] gLLAQadedeffbatucgn reducible gLLAQadedeffbmtucgn SFS[D(3,1)(3,2)] gLLAQadedeffbitucgn SFS[D(3,1)(3,1)] gLLAQaddeeffbaambkr SFS[D(3,1)(2,1)] gLLAQaddeeffbuamckr reducible gLLAQbdceeffanvlqkk SFS[D(3,1)(3,2)] gLLAQadedeffbaluwfn SFS[D(3,1)(3,2)] gLLAQaddeeffbaapkor reducible gLLAQaddeeffbiapkor SFS[D(3,1)(2,1)] gLLAQaddeeffbmapkor SFS[D(3,1)(2,1)] gLLAQaddeeffbhaqwwr reducible gLLAQaddeeffbuaqwwr SFS[D(3,1)(2,1)] gLLAQaddeeffbeaqwwr SFS[D(3,1)(2,1)] gLLAQbddefefasctxvk SFS[D(3,1)(3,1)] gLLAQadedeffbaaujvn SFS[D(3,1)(3,1)] gLLAQaddeeffbaaqswr SFS[D(3,1)(2,1)] gLLAQaddeeffbuapjor SFS[D(3,1)(2,1)] gLLAQbddefefawotpvk SFS[D(3,1)(3,2)] gLLAQadedeffbaaunvn SFS[D(3,1)(3,2)] gLLAQaddeeffbaaqrwr reducible gLLAQaddeeffbpupkor SFS[D(2,1)(2,1)] gLLAQaddeeffbuapror toroidal gLLAQaddeeffbappfor SFS[D(2,1)(2,1)] gLLAQbdceeffxnvxhnk reducible gLLAQaeedfefbpuhgcr reducible gLLAQaeedfefbluhgcr SFS[D(3,1)(2,1)] gLLAQaeedfefbtehgjr SFS[D(3,1)(2,1)] gLLAQaeedfefbahhgwr reducible gLLAQaeedfefbxuhgcr SFS[D(3,1)(2,1)] gLLAQaddeeffbuapvor SFS[D(3,1)(2,1)] gLLAQbddefefavgtlvk reducible gLLAQadedeffbaaubvn reducible gLLAQaddeeffbaaqcwr SFS[D(3,1)(2,1)] gLLMQaddeeffbxqqrww SFS[D(2,1)(2,1)] gLLAQbdceeffavvqaks reducible gLLAQbdceeffavsqaks SFS[D(3,1)(3,2)] gLLAQbdceeffavwqaks SFS[D(3,1)(3,1)] gLLAQbddefefabbaxwk SFS[D(3,1)(2,1)] gLLAQaedefefjaqqjfn SFS[D(3,1)(2,1)] gLLAQcbdeeffdbctibs SFS[D(5,2)(2,1)] gLLAQbddefefhgbqxbk reducible gLLAQadedeffbahlbfn SFS[D(5,2)(2,1)] gLLAQbdceeffxvvhxns reducible gLLAQbdeceffabxbhrn reducible gLLAQbddefefabfapvn SFS[D(2,1)(2,1)] gLLAQbdceeffavvilon SFS[D(2,1)(2,1)] gLLAQaedefefblpergk SFS[D(3,1)(2,1)] gLLAQadedeffbaxtknk SFS[D(2,1)(2,1)] gLLAQaedeeffbluesfk SFS[D(3,1)(2,1)] gLLAQadedeffblddnjk SFS[D(5,2)(2,1)] gLLAQbdceeffmkvpaww SFS[D(5,2)(2,1)] gLLAQadedeffbmdtsjk SFS[D(2,1)(2,1)] gLLMQaceeeffnkesrbg SFS[D(2,1)(2,1)] gLLAQaedeeffbtahokk SFS[D(8,3)(2,1)] gLLAQaedeeffblaenkk toroidal gLLAQaedeeffbxaenkk SFS[D(8,3)(2,1)] gLLAQadedeffbailbbk SFS[D(2,1)(2,1)] gLLMQaceefefnkagooc SFS[D(2,1)(2,1)] gLLAQbdeceffxwtbikj SFS[D(5,2)(2,1)] gLLAQbddefefanralvn SFS[D(7,3)(2,1)] gLLAQbdceefflrvthvn SFS[D(2,1)(2,1)] gLLAQaeedeffbplavrw reducible gLLMQaceeeffnkhbbwo T2xI gLLAQaddeeffbhadrnw SFS[D(7,3)(2,1)] gLLMQaceefefnklvorc SFS[D(7,2)(2,1)] gLLAQaeedeffbpuakrw reducible gLLAQaeedfefbptpfcw reducible gLLAQbdceeffdwvthvn SFS[D(2,1)(2,1)] gLLAQaeedfefbpupfcw reducible gLLAQbdceeffevsuprn SFS[D(11,3)(2,1)] gLLAQbdceeffevwuprn SFS[D(10,3)(2,1)] gLLAQbdceeffdwsqlon m241(0,0) gLLAQbdceeffdwwqlon m179(0,0) gLLAQcbdeeffannmdvw m082(0,0) gLLAQcbdeeffajnmdvw m037(0,0) gLLAQbdeceffhwablon SFS[D(7,3)(2,1)] gLLAQbdeceffevdbprn SFS[D(4,1)(2,1)] gLLAQbdeceffevdnprn SFS[D(5,2)(2,1)] gLLAQbdeceffdwablon toroidal gLLAQbdeceffdwanlon toroidal gLLAQbdeceffdwajlon m006(0,0) gLLAQcbdeeffabkptcj SFS[D(4,1)(2,1)] gLLAQcbdeeffajkptcj m019(0,0) gLLAQcbdeeffankptcj m016(0,0) gLLAQbdeceffpwablon SFS[D(5,1)(2,1)] gLLAQaedefefbmperrk SFS[D(3,1)(2,1)] gLLAQaedefefjmperrk SFS[D(9,2)(2,1)] gLLAQaedefefnmperrk SFS[D(6,1)(2,1)] gLLAQaedefefjiperrk m251(0,0) gLLAQaedefefniperrk m208(0,0) gLLAQaedefefjaperrk m145(0,0) gLLAQaedefefnaperrk m130(0,0) gLLAQbddefefajkaxvn toroidal gLLAQbdeceffajubibn SFS[D(3,1)(2,1)] gLLAQaeedfefbaepfrw SFS[D(3,1)(2,1)] gLLAQbdeceffajpbhvn SFS[D(3,1)(2,1)] gLLAQadedeffbxxtnnk SFS[D(4,1)(2,1)] gLLAQcbdeefflnbmtwn m076(0,0) gLLAQcbdeeffljbmtwn m144(0,0) gLLAQcbdeefftnbmtwn m144(0,0) gLLAQcbdeefftjbmtwn m066(0,0) gLLMQaceefefnktfowj m219(0,0) gLLMQaceefefnktfoww m215(0,0) gLLMQaceefefnktfonc SFS[D(5,1)(2,1)] gLLMQaceefefnktfonj m044(0,0) gLLMQaceefefnktfonw m070(0,0) gLLMQaceefefnktfofj SFS[D(4,1)(2,1)] gLLMQaceefefnktfofw SFS[D(5,2)(2,1)] gLLAQaedeeffbmueffk SFS[D(3,1)(2,1)] gLLAQaedeeffjmueffk m071(0,0) gLLAQaedeeffnmueffk m123(0,0) gLLAQaedeeffjiueffk m212(0,0) gLLAQaedeeffniueffk m196(0,0) gLLAQaedeeffjaueffk SFS[D(4,1)(2,1)] gLLAQaedeeffnaueffk SFS[D(5,2)(2,1)] gLLAQbdceeffabsqxgw SFS[D(5,2)(2,1)] gLLAQbdceeffabwqxgw SFS[D(4,1)(2,1)] gLLAQbddefefavkaxvn SFS[D(2,1)(2,1)] gLLAQaedeeffjaaqckk SFS[D(5,2)(2,1)] gLLAQaedeeffnaaqckk SFS[D(4,1)(2,1)] gLLAQbdceeffabvdmnw reducible gLLAQbdceeffabsdmnw toroidal gLLAQbdceeffabwdmnw toroidal gLLAQbdeceffabunmnw toroidal gLLAQbdeceffabujmnw SFS[D(5,2)(2,1)] gLLAQaedeeffjaauckk toroidal gLLAQaedeeffnaauckk SFS[D(5,2)(2,1)] gLLAQbdceeffabrhesw SFS[D(5,2)(2,1)] gLLAQbdceeffabnhesw SFS[D(4,1)(2,1)] gLLAQbdceeffabstesw SFS[D(4,1)(2,1)] gLLAQbdceeffabwtesw SFS[D(5,2)(2,1)] gLLAQbdeceffabmnesw toroidal gLLAQbdeceffabmjesw toroidal gLLMQaceeeffnktbcfr SFS[D(7,5)(5,2)] gLLMQaceeeffnktbcfn SFS[D(7,5)(4,1)] gLLMQaceeeffnktbcnr SFS[D(7,2)(4,1)] gLLMQaceeeffnktbcnn SFS[D(7,2)(5,2)] gLLMQaceeeffnktbcwr toroidal gLLMQaceeeffnktbcwn toroidal gLLMQaceeeffnktfcfr SFS[D(5,3)(5,1)] gLLMQaceeeffnktfcfn SFS[D(5,4)(4,1)] gLLMQaceeeffnktfcnr SFS[D(5,1)(4,1)] gLLMQaceeeffnktfcnn SFS[D(5,2)(5,1)] gLLMQaceeeffnktfcwr toroidal gLLMQaceeeffnktfcwn toroidal gLLAQaeedfefjaeukfw toroidal gLLAQaeedfefnaeukfw SFS[D(5,2)(2,1)] gLLAQbdeceffabpnesw SFS[D(5,2)(2,1)] gLLAQbdeceffabpjesw SFS[D(4,1)(2,1)] gLLAQaeedfefjtuukvw toroidal gLLAQaeedfefntuukvw SFS[D(7,5)(5,2)] gLLMQaceeeffnktbcvj SFS[D(7,5)(5,2)] gLLMQaceeeffnktbcvw SFS[D(7,5)(4,1)] gLLAQaeedfefjlhukgw toroidal gLLAQaeedfefnlhukgw SFS[D(5,3)(5,1)] gLLMQaceeeffnktfcvj SFS[D(5,3)(5,1)] gLLMQaceeeffnktfcvw SFS[D(5,4)(4,1)] gLLAQadedeffjadqbjk SFS[D(5,2)(2,1)] gLLAQadedeffnadqbjk SFS[D(4,1)(2,1)] gLLAQbdceeffabwlesw toroidal gLLAQbdceeffabslesw SFS[D(5,2)(2,1)] gLLAQadedeffjuddvjk SFS[D(7,2)(5,2)] gLLAQadedeffnuddvjk SFS[D(7,2)(4,1)] gLLMQaceeeffnktbcbj toroidal gLLMQaceeeffnktbcbk SFS[D(7,2)(5,2)] gLLAQadedeffjpdtojk SFS[D(5,2)(5,1)] gLLAQadedeffnpdtojk SFS[D(5,1)(4,1)] gLLMQaceeeffnktfcbj toroidal gLLMQaceeeffnktfcbk SFS[D(5,2)(5,1)] gLLAQadedeffbldtojk SFS[D(4,1)(2,1)] gLLMQaceeeffnktfrbg SFS[D(4,1)(2,1)] gLLMQaceeeffnkxkknr m082(0,0) gLLMQaceeeffnkxkknn m037(0,0) gLLMQaceeeffnkxkkvc SFS[D(4,1)(2,1)] gLLMQaceeeffnkxkkvj m019(0,0) gLLMQaceeeffnkxkkvw m016(0,0) gLLAQaedeeffjaaxkkk m145(0,0) gLLAQaedeeffnaaxkkk m130(0,0) gLLMQaceeeffnkukkno SFS[D(2,1)(2,1)] gLLMQaceeeffnkukkvj SFS[D(4,1)(2,1)] gLLMQaceeeffnkukkvw SFS[D(5,2)(2,1)] gLLAQaedeeffjaamkkk SFS[D(4,1)(2,1)] gLLAQaedeeffnaamkkk SFS[D(5,2)(2,1)] gLLAQbdceeffessulkw m191(0,0) gLLAQbdceeffeswulkw m269(0,0) gLLAQbdceeffdvsqxgw toroidal gLLAQbdceeffdvwqxgw toroidal gLLMQaceeeffnktkknr m046(0,0) gLLMQaceeeffnktkknn m082(0,0) gLLAQbdeceffesdnlkw m280(0,0) gLLAQbdeceffesdjlkw m240(0,0) gLLAQbdeceffdvabxgw SFS[D(7,3)(2,1)] gLLAQbdeceffdvanxgw toroidal gLLAQbdeceffdvajxgw SFS[D(7,3)(2,1)] gLLMQaceeeffnktkkvj m154(0,0) gLLMQaceeeffnktkkvw m147(0,0) gLLAQaedeeffbpahskk SFS[D(2,1)(2,1)] gLLAQaedeeffbmaekkk toroidal gLLAQaedeeffjmaekkk toroidal gLLAQaedeeffnmaekkk m027(0,0) gLLAQaedeeffbiaekkk SFS[D(7,3)(2,1)] gLLAQaedeeffjiaekkk toroidal gLLAQaedeeffniaekkk SFS[D(7,3)(2,1)] gLLAQaedeeffbaaekkk SFS[D(2,1)(2,1)] gLLAQaedeeffjaaekkk m043(0,0) gLLAQaedeeffnaaekkk m069(0,0) gLLAQaedeeffbqaubkk SFS[D(7,3)(2,1)] gLLAQbdceeffawvaugj SFS[D(7,3)(2,1)] gLLAQbdedfeflkarhbr toroidal gLLAQbdedfeftkarhbr SFS[D(2,1)(2,1)] gLLMQaceefefnkukojc SFS[D(3,1)(2,1)] gLLMQaceefefnktkojc SFS[D(3,1)(2,1)] gLLAQadedeffbaticnk reducible gLLAQadedeffbattknk SFS[D(2,1)(2,1)] gLLAQadedeffbmatsjk SFS[D(2,1)(2,1)] gLLAQadedeffballbbk SFS[D(2,1)(2,1)] gLLAQadedeffbauicnk reducible gLLAQadedeffbautknk toroidal gLLAQadedeffbietsjk SFS[D(5,2)(2,1)] gLLAQadedeffbmetsjk toroidal gLLAQadedeffbahlbbk toroidal gLLAQadedeffbahtbbk SFS[D(5,2)(2,1)] gLLAQaeedeffbpltvrw reducible gLLAQadedeffbulhvbw SFS[D(5,2)(2,1)] gLLMQaceefefnjevcvo reducible gLLAQaeedeffbahhbfk reducible gLLAQadedeffbattfnw SFS[D(5,2)(2,1)] gLLAQbdeceffavxblsn reducible gLLAQbdceeffabnxejw SFS[D(2,1)(2,1)] gLLAQaddeeffnaaubjk SFS[D(2,1)(2,1)] gLLAQadedeffbaeqcjw reducible gLLAQadedeffjaeqcjw SFS[D(3,1)(2,1)] gLLAQadedeffnaeqcjw SFS[D(3,1)(2,1)] gLLAQadedeffblddcjw SFS[D(5,2)(2,1)] gLLAQbdeceffmktbmfw SFS[D(5,2)(2,1)] gLLAQaeedeffbpupkfk reducible gLLAQaeedfefbpuarnk reducible gLLAQbdceeffmvoppkn SFS[D(3,1)(2,1)] gLLMQbcedeffpgmomwn SFS[D(3,1)(2,1)] gLLAQbdceeffavrhdsn SFS[D(2,1)(2,1)] gLLAQaddeeffnaambjn SFS[D(2,1)(2,1)] gLLAQadedeffbatqcjr reducible gLLAQadedeffjatqcjr SFS[D(3,1)(2,1)] gLLAQadedeffnatqcjr SFS[D(3,1)(2,1)] gLLAQaeedeffbpllvfn reducible gLLAQaedeeffbaxxbrr reducible gLLAQbdceeffabvhtjw reducible gLLAQaeedeffbputkfn reducible gLLAQbdceeffmvvhxwn reducible gLLAQbdeceffmvtbxwn reducible gLLAQaeedfefbpudkcn reducible gLLAQaedefefbpqpknr reducible gLLAQbdceeffajoiunn SFS[D(3,1)(2,1)] gLLMQaceefefnglvsvv reducible gLLAQbdceeffavvaion SFS[D(2,1)(2,1)] gLLAQbdeceffavdbhbn reducible gLLAQbdeceffavebhbn reducible gLLAQaddeeffbhaugnj SFS[D(2,1)(2,1)] gLLMQaceeeffnoescvf SFS[D(4,1)(2,1)] gLLMQaceeeffnoesrvf toroidal gLLMQaceeeffnoessvf SFS[D(4,1)(2,1)] gLLAQbdceeffarvaion SFS[D(7,3)(2,1)] gLLAQbdeceffardbhbn SFS[D(3,1)(2,1)] gLLAQbdeceffarebhbn SFS[D(3,1)(2,1)] gLLMQaceeeffnohbnvf SFS[D(7,3)(2,1)] gLLAQaddeeffbxqugnj SFS[D(4,1)(2,1)] gLLAQaeedeffbpudkkj reducible gLLAQaeedeffbqedskj SFS[D(4,3)(3,1)] gLLAQaeedeffbmhdbkj SFS[D(4,1)(3,1)] gLLAQaeedeffbahdbkj reducible gLLAQaeedeffbihdbkj SFS[D(4,3)(3,1)] gLLAQaeedfefbpttfnj reducible gLLAQbdceeffxvvxpsn SFS[D(2,1)(2,1)] gLLAQbdceeffpwvplvn SFS[D(5,1)(2,1)] gLLAQcbedeffpbagicw SFS[D(7,2)(2,1)] gLLAQaeedfefbputfnj reducible gLLAQbdceeffajvaion toroidal gLLAQbdeceffajdbhbn SFS[D(3,1)(2,1)] gLLAQaeedfefbaetfwj SFS[D(3,1)(2,1)] gLLAQbdceeffajvuhbn SFS[D(3,1)(2,1)] gLLAQbdeceffajebhbn SFS[D(3,1)(2,1)] gLLAQbdceeffajvplvn SFS[D(3,1)(2,1)] gLLAQbdeceffdcabagj SFS[D(2,1)(2,1)] gLLAQbdceeffabvamgw SFS[D(2,1)(2,1)] gLLAQbdedfeftvarxbn SFS[D(7,3)(2,1)] gLLAQbdedfeflvarxbn toroidal gLLAQbdeceffabdbenw reducible gLLMQaceeeffnoufcvf SFS[D(3,1)(2,1)] gLLAQbdeceffabebenw reducible gLLMQaceeeffnotfcvf SFS[D(3,1)(2,1)] gLLMQaceeeffnoukknv SFS[D(2,1)(2,1)] gLLMQaceeeffnoukovf SFS[D(5,1)(2,1)] gLLMQaceeeffnoukkog SFS[D(2,1)(2,1)] gLLAQbddefefakkahvr SFS[D(7,3)(2,1)] gLLAQbdceeffawvtpsj SFS[D(3,1)(2,1)] gLLMQaceefefnouksjv SFS[D(3,1)(2,1)] gLLMQaceefefnougsjv reducible gLLAQaeedeffbtudckj SFS[D(4,1)(2,1)] gLLAQcbdeeffpbfqagn SFS[D(4,1)(2,1)] gLLAQaeedeffbxhdwkj SFS[D(4,1)(2,1)] gLLAQbdceeffawvlpsj SFS[D(3,1)(2,1)] gLLMQaceefefnoukbjg SFS[D(3,1)(2,1)] gLLMQaceefefnougbjg reducible gLLAQbdceeffavvhavn reducible gLLMQaceefefnchbcov reducible gLLAQaeedeffbahpbkj reducible gLLAQbddefefabgqhbr reducible gLLAQbddefefabgqhjr SFS[D(3,1)(2,1)] gLLAQbddefefabgqhnr SFS[D(3,1)(2,1)] gLLAQbdceeffabwahgw SFS[D(2,1)(2,1)] gLLAQaedefefjaaqffj SFS[D(2,1)(2,1)] gLLAQbddefefabcthvw reducible gLLAQbdecefflvebtcn SFS[D(3,1)(2,1)] gLLAQbdecefftvebtcn SFS[D(3,1)(2,1)] gLLAQaeedfefbidhrcj SFS[D(3,1)(2,1)] gLLAQaddeeffbuxmvnj SFS[D(3,1)(2,1)] gLLAQaeedfefbqxhrwj SFS[D(3,1)(2,1)] gLLAQadedeffbatucbj reducible gLLAQadedeffbmtucbj SFS[D(3,1)(2,1)] gLLAQadedeffbitucbj SFS[D(3,1)(2,1)] gLLAQaddeeffbaambnj SFS[D(2,1)(2,1)] gLLAQaddeeffbuamcnj SFS[D(5,1)(2,1)] gLLAQaddeeffbaqmwnj SFS[D(4,1)(2,1)] gLLAQbdceeffanvlqcj SFS[D(3,1)(2,1)] gLLAQadedeffbaluwjj SFS[D(3,1)(2,1)] gLLAQaddeeffbaapkjj SFS[D(5,1)(2,1)] gLLAQaddeeffbiapkjj SFS[D(7,2)(2,1)] gLLAQaddeeffbmapkjj SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqwbj SFS[D(5,1)(2,1)] gLLAQaddeeffbpuqcbj SFS[D(4,1)(2,1)] gLLAQaddeeffbuaqwbj toroidal gLLAQaddeeffbapqjbj SFS[D(4,1)(2,1)] gLLAQaddeeffbeaqwbj SFS[D(7,3)(2,1)] gLLAQbddefefascthvw SFS[D(3,1)(2,1)] gLLAQadedeffbaaujnj SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqsbj SFS[D(7,2)(2,1)] gLLAQaddeeffbuapjjj SFS[D(7,3)(2,1)] gLLAQaeedeffbpllvkj reducible gLLAQbddefefawotevw SFS[D(3,1)(2,1)] gLLAQadedeffbaaunnj SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqrbj SFS[D(5,1)(2,1)] gLLAQaddeeffbpupkjj SFS[D(3,1)(2,1)] gLLAQaddeeffbuaprjj toroidal gLLAQaddeeffbappfjj SFS[D(3,1)(2,1)] gLLAQbdceeffxnvxhvj SFS[D(5,1)(2,1)] gLLAQaeedeffbpulkkj reducible gLLAQaeedfefbpuhrcj reducible gLLAQaeedfefbluhrcj SFS[D(3,1)(3,1)] gLLAQaeedfefbtehrjj SFS[D(3,1)(3,2)] gLLAQaeedfefbahhrwj reducible gLLAQaeedfefbxuhrcj SFS[D(3,1)(3,2)] gLLAQaddeeffbuapvjj SFS[D(2,1)(2,1)] gLLAQbddefefavgtuvw reducible gLLAQadedeffbaaubnj reducible gLLAQaddeeffbaaqcbj SFS[D(2,1)(2,1)] gLLMQaddeeffbxqqrgk SFS[D(3,1)(2,1)] gLLAQbdceeffavvqacn reducible gLLAQbdceeffavsqacn SFS[D(3,1)(2,1)] gLLAQbdceeffavwqacn SFS[D(3,1)(2,1)] gLLAQbddefefabbahww SFS[D(2,1)(2,1)] gLLAQaedefefjaqqffj SFS[D(2,1)(2,1)] gLLAQcbdeeffdbctign SFS[D(5,2)(2,1)] gLLAQbddefefhgbqhbw reducible gLLAQadedeffbahlbjj SFS[D(5,2)(2,1)] gLLAQbdceeffxvvhxvn reducible gLLAQbdeceffabxbhbw reducible gLLAQbdceeffavneqcn toroidal gLLAQbdceeffavreqcn toroidal gLLAQbddefefavnqxjk SFS[D(5,2)(2,1)] gLLAQbddefefavnqxnk SFS[D(4,1)(2,1)] gLLAQbdceeffavwlqcn SFS[D(4,1)(2,1)] gLLAQbdceeffavslqcn SFS[D(5,2)(2,1)] gLLAQbdceefflvoeqcn toroidal gLLAQbdceefflvneqcn SFS[D(5,2)(2,1)] gLLAQbdceefflvreqcn m019(0,0) gLLAQbdceefftvoeqcn toroidal gLLAQbdceefftvneqcn m016(0,0) gLLAQbdceefftvreqcn toroidal gLLMQbcdefefmbnxxgk reducible gLLMQbcdefefxbnxxgk toroidal gLLAQaeedfefjadlkfr SFS[D(5,2)(2,1)] gLLAQaeedfefnadlkfr SFS[D(4,1)(2,1)] gLLAQaddeeffjaepcjr toroidal gLLAQaddeeffnaepcjr SFS[D(5,2)(2,1)] gLLAQaddeeffjmepcjr m198(0,0) gLLAQaddeeffnmepcjr m233(0,0) gLLAQaddeeffjiepcjr m193(0,0) gLLAQaddeeffniepcjr m272(0,0) gLLAQaedefefjaxqkcn SFS[D(5,2)(2,1)] gLLAQaedefefnaxqkcn SFS[D(4,1)(2,1)] gLLAQadedeffjalubjn toroidal gLLAQadedeffnalubjn SFS[D(5,2)(2,1)] gLLAQadedeffbulpvjn SFS[D(5,2)(2,1)] gLLAQadedeffjulpvjn m151(0,0) gLLAQadedeffnulpvjn m213(0,0) gLLAQadedeffjplaojn m238(0,0) gLLAQadedeffnplaojn m281(0,0) gLLAQbdceeffavnmtwn SFS[D(4,1)(2,1)] gLLAQbdceeffavrmtwn SFS[D(5,2)(2,1)] gLLAQbdceefflvomtwn SFS[D(5,3)(3,1)] gLLAQbdceefflvnmtwn m168(0,0) gLLAQbdceefflvrmtwn m275(0,0) gLLAQbdceefftvomtwn SFS[D(4,3)(3,1)] gLLAQbdceefftvnmtwn m188(0,0) gLLAQbdceefftvrmtwn m223(0,0) gLLMQbcdefefxbbllgk SFS[D(5,3)(3,1)] gLLAQaddeeffjadpcjr SFS[D(5,2)(2,1)] gLLAQaddeeffnadpcjr SFS[D(4,1)(2,1)] gLLAQaddeeffjmdpcjr m374(0,0) gLLAQaddeeffnmdpcjr m360(0,0) gLLAQaddeeffjidpcjr m335(0,0) gLLAQaddeeffnidpcjr m336(0,0) gLLAQadedeffbalibjn SFS[D(2,1)(2,1)] gLLAQadedeffbulhvjn toroidal gLLAQadedeffjulhvjn m151(0,0) gLLAQadedeffnulhvjn m238(0,0) gLLAQadedeffbpllojn SFS[D(2,1)(2,1)] gLLAQadedeffjpllojn m157(0,0) gLLAQadedeffnpllojn m216(0,0) gLLAQbdceeffavnxdjn SFS[D(5,2)(2,1)] gLLAQbdceeffavrxdjn SFS[D(4,1)(2,1)] gLLAQbdceefflvoxdjn SFS[D(4,1)(3,1)] gLLAQbdceefflvnxdjn m034(0,0) gLLAQbdceefflvrxdjn m004(0,0) gLLAQbdceefftvoxdjn SFS[D(5,2)(3,1)] gLLAQbdceefftvnxdjn m115(0,0) gLLAQbdceefftvrxdjn m015(0,0) gLLMQbcdefefhksmuvw SFS[D(4,1)(3,1)] gLLAQaddeeffbaapcjr SFS[D(2,1)(2,1)] gLLAQaddeeffbmapcjr SFS[D(5,1)(2,1)] gLLAQaddeeffjmapcjr m011(0,0) gLLAQaddeeffnmapcjr m069(0,0) gLLAQaddeeffbiapcjr SFS[D(7,2)(2,1)] gLLAQaddeeffjiapcjr m019(0,0) gLLAQaddeeffniapcjr m119(0,0) gLLAQadedeffjalqbjn SFS[D(5,2)(2,1)] gLLAQadedeffnalqbjn SFS[D(4,1)(2,1)] gLLAQadedeffjuldvjn m151(0,0) gLLAQadedeffnuldvjn m157(0,0) gLLAQadedeffjpltojn m213(0,0) gLLAQadedeffnpltojn m214(0,0) gLLAQbdceeffmrolegn reducible gLLAQbdceeffxrolegn toroidal gLLAQbdceefferolegn toroidal gLLAQbdceeffernlegn toroidal gLLAQbdceefferrlegn m044(0,0) gLLMQbcdefefaknuxnk toroidal gLLMQbcdefefaknuxrk toroidal gLLAQcbdeeffanjaasj SFS[D(5,2)(4,1)] gLLAQcbdeeffajjaasj SFS[D(4,1)(4,1)] gLLAQcbdeeffajreesw SFS[D(4,3)(4,1)] gLLAQcbdeeffanreesw SFS[D(5,3)(4,1)] gLLAQbdceeffdooxdjn toroidal gLLAQbdceeffdonxdjn m043(0,0) gLLAQbdceeffdorxdjn SFS[D(7,2)(2,1)] gLLAQaddeeffjpuprjr s224(0,0) gLLAQaddeeffnpuprjr s336(0,0) gLLAQaeedfefjallkjr SFS[D(5,2)(4,1)] gLLAQaeedfefnallkjr SFS[D(4,1)(4,1)] gLLAQaddeeffjappkjr toroidal gLLAQaddeeffnappkjr SFS[D(5,2)(4,1)] gLLAQaddeeffbuapfjr SFS[D(7,3)(2,1)] gLLAQaddeeffjuapfjr m162(0,0) gLLAQaddeeffnuapfjr s140(0,0) gLLAQadedeffjillwjn s132(0,0) gLLAQadedeffnillwjn s289(0,0) gLLAQaedefefjaxxkkn SFS[D(5,3)(4,1)] gLLAQaedefefnaxxkkn SFS[D(4,3)(4,1)] gLLAQadedeffjallwjn toroidal gLLAQadedeffnallwjn SFS[D(5,3)(4,1)] gLLAQadedeffjmllwjn s148(0,0) gLLAQadedeffnmllwjn s199(0,0) gLLAQbddefefarntxvk SFS[D(3,1)(2,1)] gLLMQbcdefefhvnuxok toroidal gLLAQaeedeffbidhkrr SFS[D(4,1)(2,1)] gLLAQaddeeffbuxmcnr SFS[D(4,1)(2,1)] gLLAQaeedeffbqxhbrr SFS[D(4,1)(2,1)] gLLAQadedeffbatukbn SFS[D(3,1)(2,1)] gLLAQadedeffbutpfbn toroidal gLLAQadedeffbhtpfbn SFS[D(4,1)(2,1)] gLLAQadedeffbetpfbn SFS[D(5,2)(2,1)] gLLAQadedeffbptarbn SFS[D(3,1)(2,1)] gLLAQaddeeffbaamwnr SFS[D(5,1)(2,1)] gLLMQbcdefefasnaxbk SFS[D(3,1)(2,1)] gLLAQbdceeffhgviqbw toroidal gLLAQaddeeffbpuqnbr SFS[D(3,1)(2,1)] gLLAQaddeeffbapqsbr SFS[D(3,1)(2,1)] gLLAQaddeeffbhaqgbr SFS[D(2,1)(2,1)] gLLAQaddeeffbeaqgbr SFS[D(7,3)(2,1)] gLLAQaddeeffbuaqgbr toroidal gLLAQaedefefbiexrrn SFS[D(2,1)(2,1)] gLLAQadedeffbuaiwnn SFS[D(2,1)(2,1)] gLLAQaedefefbqeiron SFS[D(2,1)(2,1)] gLLAQbdceeffhgvltow SFS[D(3,1)(3,2)] gLLAQbdceeffhgvhdvw SFS[D(3,1)(3,1)] gLLAQadedeffbuapgnn SFS[D(4,1)(2,1)] gLLAQaddeeffbaaqjbr SFS[D(7,2)(2,1)] gLLAQaddeeffbuamvnr SFS[D(2,1)(2,1)] gLLMQbcdefefavsmuvw SFS[D(3,1)(2,1)] gLLAQaddeeffbaqmbnr SFS[D(3,1)(2,1)] gLLAQbdceefflromtwn toroidal gLLAQbdceefftromtwn SFS[D(5,3)(3,1)] gLLMQbcdfeefhjoxivj toroidal gLLAQcbdeeffqbgxxgw SFS[D(4,1)(2,1)] gLLAQcbdeeffhbjlugj SFS[D(4,1)(2,1)] gLLAQbdceeffxjolegn SFS[D(4,3)(3,1)] gLLAQbdceeffejolegn SFS[D(5,3)(3,1)] gLLAQbdceeffejnlegn s384(0,0) gLLAQbdceeffejrlegn s490(0,0) gLLMQbcdfeefacclprj SFS[D(4,3)(4,1)] gLLMQbcdfeefacclpnj SFS[D(5,3)(4,1)] gLLAQbdceeffdkoxdjn SFS[D(4,3)(3,1)] gLLAQbdceeffdknxdjn s256(0,0) gLLAQbdceeffdkrxdjn s244(0,0) gLLAQaddeeffjpupsjr s574(0,0) gLLAQaddeeffnpupsjr s541(0,0) gLLAQaddeeffjappgjr SFS[D(5,2)(4,1)] gLLAQaddeeffnappgjr SFS[D(4,1)(4,1)] gLLAQaddeeffbuapnjr SFS[D(5,1)(2,1)] gLLAQaddeeffjuapnjr s377(0,0) gLLAQaddeeffnuapnjr s381(0,0) gLLAQadedeffbillvjn SFS[D(5,2)(2,1)] gLLAQadedeffjillvjn m219(0,0) gLLAQadedeffnillvjn m280(0,0) gLLAQadedeffballvjn SFS[D(4,1)(2,1)] gLLAQadedeffjmllvjn m215(0,0) gLLAQadedeffnmllvjn m240(0,0) gLLMQbcdfeefxcclifj SFS[D(3,1)(3,2)] gLLAQbdceeffhfvltow SFS[D(3,1)(3,1)] gLLAQbdceeffakvltow SFS[D(3,1)(2,1)] gLLAQadedeffbaaurnn SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqnbr SFS[D(5,1)(2,1)] gLLAQadedeffbatlfbn SFS[D(5,2)(2,1)] gLLMQbcdfeefaooxivj reducible gLLAQaeedeffbpuhkrr reducible gLLAQaeedeffbluhkrr SFS[D(4,3)(3,1)] gLLAQaeedeffbtehsrr SFS[D(4,1)(3,1)] gLLAQaeedeffbahhbrr reducible gLLAQaeedeffbxuhkrr SFS[D(4,1)(3,1)] gLLAQadedeffbattfbn SFS[D(4,1)(2,1)] gLLAQbdceeffevolegn SFS[D(4,1)(3,1)] gLLAQbdceeffevnlegn m222(0,0) gLLAQbdceeffevrlegn m140(0,0) gLLAQbdceeffdwoxdjn SFS[D(5,2)(3,1)] gLLAQbdceeffdwnxdjn s359(0,0) gLLAQbdceeffdwrxdjn s119(0,0) gLLMQbcedeffajarmwr SFS[D(5,2)(4,1)] gLLMQbcedeffajanmwr SFS[D(4,1)(4,1)] gLLAQbdceeffxvolegn SFS[D(5,2)(3,1)] gLLAQaddeeffbpupcjr SFS[D(4,1)(2,1)] gLLAQaddeeffjpupcjr m019(0,0) gLLAQaddeeffnpupcjr m154(0,0) gLLAQaddeeffbuapwjr toroidal gLLAQaddeeffjuapwjr m011(0,0) gLLAQaddeeffnuapwjr m178(0,0) gLLAQaddeeffbappjjr SFS[D(4,1)(2,1)] gLLAQadedeffjillsjn m302(0,0) gLLAQadedeffnillsjn m297(0,0) gLLAQadedeffjmllsjn s459(0,0) gLLAQadedeffnmllsjn s420(0,0) gLLAQadedeffjallsjn SFS[D(5,3)(4,1)] gLLAQadedeffnallsjn SFS[D(4,3)(4,1)] gLLAQbdceeffevothvn SFS[D(5,2)(3,1)] gLLAQbdceeffdwomtwn toroidal gLLAQbdceeffxvothvn toroidal gLLAQbdceeffxvvxhvn SFS[D(2,1)(2,1)] gLLAQbdeceffxvlbhvn SFS[D(2,1)(2,1)] gLLAQbdeceffmvubufn reducible gLLAQbdceeffmvvpufn reducible gLLMQbcedeffajuoecr SFS[D(3,1)(2,1)] gLLAQaeedfefbpulknr reducible gLLAQaedefefbpxpkcn reducible gLLAQbdceeffajomtwn SFS[D(3,1)(2,1)] gLLAQcbdeeffibsmasj reducible gLLAQcbdeeffibfeesw reducible gLLAQaeedfefbpllkcr reducible gLLAQaedefefbpxeknn reducible gLLAQbdceeffabviqbw reducible gLLAQaddeeffbaaqbbr SFS[D(2,1)(2,1)] gLLAQaedefefbaeirfn reducible gLLAQaedefefbtedrvn SFS[D(3,1)(2,1)] gLLAQaedefefblexrgn SFS[D(3,1)(2,1)] gLLAQaedefefbpexrgn reducible gLLAQaedefefbxexrgn SFS[D(3,1)(2,1)] gLLAQbdceeffhvvltow reducible gLLMQbceedffhnaucss SFS[D(3,1)(3,1)] gLLMQbceedffhnpacns SFS[D(3,1)(3,2)] gLLMQbceedffhnupcgs reducible gLLAQbdceefflvoeicn SFS[D(4,1)(3,1)] gLLAQbdceefftvoeicn SFS[D(5,2)(3,1)] gLLMQbcdefefxbrxxgk SFS[D(4,1)(3,1)] gLLAQbddefefavrixbk reducible gLLAQbdceeffhgviebw SFS[D(3,1)(3,1)] gLLAQaedefefbidxrrn SFS[D(2,1)(2,1)] gLLAQaedefefbqdiron SFS[D(2,1)(2,1)] gLLMQbcdefefabraxbk SFS[D(3,1)(2,1)] gLLAQbdceeffmvotpvn SFS[D(3,1)(2,1)] gLLMQbcedeffajhoxjr SFS[D(3,1)(2,1)] gLLAQbdeceffxvlbpvn SFS[D(2,1)(2,1)] gLLAQaedefefbadirfn reducible gLLAQaedefefbtddrvn SFS[D(3,1)(2,1)] gLLAQaedefefbldxrgn SFS[D(3,1)(2,1)] gLLAQaedefefbpdxrgn reducible gLLAQaedefefbxdxrgn SFS[D(3,1)(2,1)] gLLMQbceedffhnqacns reducible gLLAQbdceefflvoeucn SFS[D(5,3)(3,1)] gLLAQbdceefftvoeucn SFS[D(4,3)(3,1)] gLLMQbcdefefxboxxgk SFS[D(5,3)(3,1)] gLLAQbddefefavoixbk reducible gLLAQadedeffbxxarbn SFS[D(5,2)(2,1)] gLLAQbdceeffhgvilbw SFS[D(3,1)(3,2)] gLLAQaedefefbmaxrrn SFS[D(7,2)(2,1)] gLLAQaedefefbiaxrrn toroidal gLLAQaedefefbqairon toroidal gLLAQbdceeffevotdvn SFS[D(4,1)(3,1)] gLLAQbdceeffdwomawn SFS[D(5,2)(3,1)] gLLAQbdceeffxvotdvn SFS[D(5,2)(3,1)] gLLAQbdeceffxvlbdvn toroidal gLLAQaedefefbaairfn reducible gLLAQaedefefbtadrvn toroidal gLLAQaedefefblaxrgn toroidal gLLAQaedefefbpaxrgn reducible gLLAQaedefefbxaxrgn toroidal gLLMQbceedffhnmacns SFS[D(3,1)(3,1)] gLLAQbdceeffavneqvn toroidal gLLAQbdceeffavreqvn toroidal gLLAQbddefefavnqajn SFS[D(5,2)(2,1)] gLLAQbddefefavnqann SFS[D(4,1)(2,1)] gLLAQbdceeffavwlqvn SFS[D(4,1)(2,1)] gLLAQbdceeffavslqvn SFS[D(5,2)(2,1)] gLLAQbdceefflvoeqvn SFS[D(3,1)(2,1)] gLLAQbdceefflvneqvn toroidal gLLAQbdceefflvreqvn m003(0,0) gLLAQbdceefftvoeqvn SFS[D(3,1)(2,1)] gLLAQbdceefftvneqvn toroidal gLLAQbdceefftvreqvn SFS[D(3,1)(2,1)] gLLMQacdeeffnkarojo reducible gLLMQacdeeffnkasojo SFS[D(3,1)(2,1)] gLLAQaeedfefjadlcfw SFS[D(5,2)(2,1)] gLLAQaeedfefnadlcfw SFS[D(4,1)(2,1)] gLLAQaddeeffjaepcfw toroidal gLLAQaddeeffnaepcfw SFS[D(5,2)(2,1)] gLLAQaddeeffjmepcfw m006(0,0) gLLAQaddeeffnmepcfw m016(0,0) gLLAQaddeeffbiepcfw SFS[D(3,1)(2,1)] gLLAQaddeeffjiepcfw SFS[D(3,1)(2,1)] gLLAQaddeeffniepcfw toroidal gLLAQaedefefjaxqnck SFS[D(5,2)(2,1)] gLLAQaedefefnaxqnck SFS[D(4,1)(2,1)] gLLAQadedeffjalubok toroidal gLLAQadedeffnalubok SFS[D(5,2)(2,1)] gLLAQadedeffjulpvok m011(0,0) gLLAQadedeffnulpvok m019(0,0) gLLAQadedeffjplaook toroidal gLLAQadedeffnplaook toroidal gLLAQbdceeffavnmtbn SFS[D(4,1)(2,1)] gLLAQbdceeffavrmtbn SFS[D(5,2)(2,1)] gLLAQbdceefflvnmtbn m352(0,0) gLLAQbdceefflvrmtbn m392(0,0) gLLAQbdceefftvnmtbn m312(0,0) gLLAQbdceefftvrmtbn m338(0,0) gLLAQaddeeffjadpcfw SFS[D(5,2)(2,1)] gLLAQaddeeffnadpcfw SFS[D(4,1)(2,1)] gLLAQaddeeffjmdpcfw m385(0,0) gLLAQaddeeffnmdpcfw m343(0,0) gLLAQaddeeffbidpcfw SFS[D(3,1)(2,1)] gLLAQaddeeffjidpcfw m326(0,0) gLLAQaddeeffnidpcfw m290(0,0) gLLAQadedeffbalibok SFS[D(2,1)(2,1)] gLLAQadedeffbulhvok toroidal gLLAQadedeffjulhvok m198(0,0) gLLAQadedeffnulhvok m193(0,0) gLLAQadedeffbpllook SFS[D(2,1)(2,1)] gLLAQadedeffjpllook m194(0,0) gLLAQadedeffnpllook m182(0,0) gLLAQbdceeffavnxdon SFS[D(5,2)(2,1)] gLLAQbdceeffavrxdon SFS[D(4,1)(2,1)] gLLAQbdceefflvnxdon m361(0,0) gLLAQbdceefflvrxdon m339(0,0) gLLAQbdceefftvnxdon m395(0,0) gLLAQbdceefftvrxdon m350(0,0) gLLAQaddeeffbaapcfw SFS[D(2,1)(2,1)] gLLAQaddeeffbmapcfw SFS[D(7,3)(2,1)] gLLAQaddeeffjmapcfw m180(0,0) gLLAQaddeeffnmapcfw m082(0,0) gLLAQaddeeffbiapcfw toroidal gLLAQaddeeffjiapcfw m170(0,0) gLLAQaddeeffniapcfw m100(0,0) gLLAQadedeffjalqbok SFS[D(5,2)(2,1)] gLLAQadedeffnalqbok SFS[D(4,1)(2,1)] gLLAQadedeffbuldvok SFS[D(5,2)(2,1)] gLLAQadedeffjuldvok m374(0,0) gLLAQadedeffnuldvok m335(0,0) gLLAQadedeffjpltook m401(0,0) gLLAQadedeffnpltook m364(0,0) gLLAQbdceeffmrolern reducible gLLAQbdceeffxrolern SFS[D(3,1)(2,1)] gLLAQbdceefferolern SFS[D(3,1)(2,1)] gLLAQbdceeffernlern toroidal gLLAQbdceefferrlern m027(0,0) gLLMQacdeeffnkannjr toroidal gLLMQacdeeffnkannjn toroidal gLLAQcbdeeffanjaajj SFS[D(5,3)(4,1)] gLLAQcbdeeffajjaajj SFS[D(4,3)(4,1)] gLLAQcbdeeffajreeor SFS[D(4,1)(4,1)] gLLAQcbdeeffanreeor SFS[D(5,2)(4,1)] gLLAQbdceeffdooxdon SFS[D(3,1)(2,1)] gLLAQbdceeffdonxdon m026(0,0) gLLAQbdceeffdorxdon toroidal gLLAQaddeeffjpuprfw m195(0,0) gLLAQaddeeffnpuprfw m232(0,0) gLLAQaeedfefjallcjw SFS[D(5,3)(4,1)] gLLAQaeedfefnallcjw SFS[D(4,3)(4,1)] gLLAQaddeeffjappkfw toroidal gLLAQaddeeffnappkfw SFS[D(5,3)(4,1)] gLLAQaddeeffbuapffw SFS[D(5,1)(2,1)] gLLAQaddeeffjuapffw m038(0,0) gLLAQaddeeffnuapffw m137(0,0) gLLAQadedeffbillwok SFS[D(3,1)(2,1)] gLLAQadedeffjillwok m155(0,0) gLLAQadedeffnillwok m210(0,0) gLLAQaedefefjaxxnkk SFS[D(5,2)(4,1)] gLLAQaedefefnaxxnkk SFS[D(4,1)(4,1)] gLLAQadedeffjallwok toroidal gLLAQadedeffnallwok SFS[D(5,2)(4,1)] gLLAQadedeffjmllwok m162(0,0) gLLAQadedeffnmllwok m175(0,0) gLLMQacdeeffnkanvoo SFS[D(2,1)(2,1)] gLLAQaeedeffbidhkww SFS[D(4,1)(2,1)] gLLAQaddeeffbuxmcvw SFS[D(4,1)(2,1)] gLLAQaeedeffbqxhbww SFS[D(4,1)(2,1)] gLLAQadedeffbutpfwk SFS[D(5,2)(2,1)] gLLAQadedeffbhtpfwk SFS[D(4,1)(2,1)] gLLAQaddeeffbaamwvw SFS[D(7,3)(2,1)] gLLAQbdceeffhgviqgr SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqggw SFS[D(2,1)(2,1)] gLLAQaddeeffbeaqggw SFS[D(5,1)(2,1)] gLLAQaddeeffbuaqggw SFS[D(7,2)(2,1)] gLLAQaedefefbiexgrk SFS[D(2,1)(2,1)] gLLAQadedeffbuaiwkk SFS[D(2,1)(2,1)] gLLAQaedefefbqeigok SFS[D(2,1)(2,1)] gLLAQaeedeffbpuicjw reducible gLLAQaeedeffbpxicjw reducible gLLAQaeedeffbadirjw SFS[D(3,1)(2,1)] gLLAQaddeeffbaeqjgw SFS[D(3,1)(2,1)] gLLAQadedeffbuapgkk SFS[D(4,1)(2,1)] gLLAQaddeeffbadqjgw SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqjgw toroidal gLLAQaddeeffbuamvvw SFS[D(2,1)(2,1)] gLLAQaedeeffbamxfsk SFS[D(3,1)(2,1)] gLLAQadedeffbatlcwk SFS[D(3,1)(2,1)] gLLAQbdceefflromtbn SFS[D(2,1)(2,1)] gLLMQacdeeffnkqvnjo SFS[D(2,1)(2,1)] gLLAQcbdeeffqbgxxbr SFS[D(4,1)(2,1)] gLLAQcbdeeffhbjluwj SFS[D(4,1)(2,1)] gLLAQbdceeffejnlern s515(0,0) gLLAQbdceeffejrlern s666(0,0) gLLMQacdeeffnkpggjr SFS[D(4,1)(4,1)] gLLMQacdeeffnkpggjn SFS[D(5,2)(4,1)] gLLAQbdceeffdknxdon s456(0,0) gLLAQbdceeffdkrxdon s511(0,0) gLLAQaddeeffjpupsfw s720(0,0) gLLAQaddeeffnpupsfw s597(0,0) gLLAQaddeeffjappgfw SFS[D(5,3)(4,1)] gLLAQaddeeffnappgfw SFS[D(4,3)(4,1)] gLLAQaddeeffbuapnfw SFS[D(7,3)(2,1)] gLLAQaddeeffjuapnfw s525(0,0) gLLAQaddeeffnuapnfw s460(0,0) gLLAQadedeffbillvok toroidal gLLAQadedeffjillvok m252(0,0) gLLAQadedeffnillvok m279(0,0) gLLAQadedeffballvok SFS[D(4,1)(2,1)] gLLAQadedeffbmllvok SFS[D(5,2)(2,1)] gLLAQadedeffjmllvok m257(0,0) gLLAQadedeffnmllvok m243(0,0) gLLAQaedeeffbpmmvsk reducible gLLAQadedeffbaalgkk SFS[D(5,2)(2,1)] gLLAQaddeeffbaaqngw SFS[D(7,3)(2,1)] gLLAQadedeffbatlfwk toroidal gLLMQacdeeffnkqvvoo reducible gLLAQaeedeffbpuhkww reducible gLLAQaeedeffbluhkww SFS[D(4,1)(3,1)] gLLAQaeedeffbtehsww SFS[D(4,3)(3,1)] gLLAQaeedeffbahhbww reducible gLLAQaeedeffbxuhkww SFS[D(4,3)(3,1)] gLLAQadedeffbattfwk SFS[D(4,1)(2,1)] gLLAQadedeffbatafwk SFS[D(5,2)(2,1)] gLLAQbdceeffevnlern m337(0,0) gLLAQbdceeffevrlern m297(0,0) gLLAQbdceeffdwnxdon s535(0,0) gLLAQbdceeffdwrxdon s420(0,0) gLLMQacdeeffnkussjr SFS[D(5,3)(4,1)] gLLMQacdeeffnkussjn SFS[D(4,3)(4,1)] gLLAQaddeeffbpupcfw SFS[D(4,1)(2,1)] gLLAQaddeeffjpupcfw m145(0,0) gLLAQaddeeffnpupcfw m043(0,0) gLLAQaddeeffbuapwfw toroidal gLLAQaddeeffjuapwfw m159(0,0) gLLAQaddeeffnuapwfw m060(0,0) gLLAQaddeeffbappjfw SFS[D(4,1)(2,1)] gLLAQadedeffbillsok SFS[D(3,1)(2,1)] gLLAQadedeffjillsok m342(0,0) gLLAQadedeffnillsok m293(0,0) gLLAQadedeffjmllsok s543(0,0) gLLAQadedeffnmllsok s437(0,0) gLLAQadedeffjallsok SFS[D(5,2)(4,1)] gLLAQadedeffnallsok SFS[D(4,1)(4,1)] gLLAQbdceeffdwomtbn SFS[D(2,1)(2,1)] gLLAQbdceeffxvothcn SFS[D(2,1)(2,1)] gLLAQbdceeffxvvxhcn SFS[D(2,1)(2,1)] gLLAQbdeceffxvlbhcn SFS[D(2,1)(2,1)] gLLAQadedeffbatlbwk SFS[D(3,1)(2,1)] gLLAQbdceeffabviqgr reducible gLLAQaddeeffbaaqbgw SFS[D(2,1)(2,1)] gLLAQaedefefbaeigfk reducible gLLAQaedefefbtedgvk SFS[D(3,1)(2,1)] gLLAQaedefefblexggk SFS[D(3,1)(2,1)] gLLAQaedefefbpexggk reducible gLLAQaedefefbxexggk SFS[D(3,1)(2,1)] gLLAQaedeeffbpmmssk reducible gLLAQbddefefavriabn reducible gLLAQaedefefbidxgrk SFS[D(2,1)(2,1)] gLLAQaedefefbqdigok SFS[D(2,1)(2,1)] gLLAQbdeceffxvlbpcn SFS[D(2,1)(2,1)] gLLAQaedefefbadigfk reducible gLLAQaedefefbtddgvk SFS[D(3,1)(2,1)] gLLAQaedefefbldxggk SFS[D(3,1)(2,1)] gLLAQaedefefbpdxggk reducible gLLAQaedefefbxdxggk SFS[D(3,1)(2,1)] gLLAQbddefefavoiabn reducible gLLAQaedefefbpadgnk SFS[D(3,1)(2,1)] gLLAQaedefefbmaxgrk SFS[D(3,1)(2,1)] gLLAQaedefefbiaxgrk toroidal gLLAQaedefefbaaxgrk SFS[D(3,1)(2,1)] gLLAQaedefefbqaigok toroidal gLLAQbdeceffxvlbdcn toroidal gLLAQadedeffbaxabwk SFS[D(3,1)(2,1)] gLLAQaedefefbaaigfk reducible gLLAQaedefefbtadgvk toroidal gLLAQaedefefblaxggk toroidal gLLAQaedefefbpaxggk reducible gLLAQaedefefbxaxggk toroidal gLLAQbdceeffavrhdfn SFS[D(2,1)(2,1)] gLLAQaddeeffnaambok SFS[D(2,1)(2,1)] gLLAQadedeffbatqcfw reducible gLLAQadedeffjatqcfw SFS[D(3,1)(2,1)] gLLAQadedeffnatqcfw SFS[D(3,1)(2,1)] gLLAQaedeeffbaxxbww reducible gLLAQbdceeffabvhtfr reducible gLLAQaeedfefbpuqgnk reducible gLLAQadedeffbahlbvw SFS[D(5,2)(2,1)] gLLMQacdeeffnrlffrc SFS[D(5,2)(2,1)] gLLAQaeedeffbputksk reducible gLLMQacefdffjgifbgg SFS[D(3,1)(2,1)] gLLAQaddeeffbammbwn SFS[D(3,1)(2,1)] gLLAQaedeeffbammfwr SFS[D(3,1)(2,1)] gLLAQadedeffbattcvr SFS[D(3,1)(2,1)] gLLMQacefdffjglfbgg reducible gLLAQadedeffbattfvr toroidal gLLMQacefdffjghcbgg SFS[D(3,1)(2,1)] gLLMQacefdffjghfbgg SFS[D(3,1)(2,1)] gLLAQcbdeeffabbllvn SFS[D(3,1)(2,1)] gLLAQadedeffbattbvr SFS[D(3,1)(2,1)] gLLAQbdeceffavxblfn reducible gLLAQcbdeeffabbupbn reducible gLLAQbdceeffabnxefr SFS[D(2,1)(2,1)] gLLAQaddeeffnaaubon SFS[D(2,1)(2,1)] gLLAQadedeffbaeqcfr reducible gLLAQadedeffjaeqcfr SFS[D(3,1)(2,1)] gLLAQadedeffnaeqcfr SFS[D(3,1)(2,1)] gLLMQacefdffjoufbjr reducible gLLAQbdceeffmkoamjr reducible gLLAQaeedeffbpuucnn reducible gLLAQaedefefbaaucwr SFS[D(3,1)(2,1)] gLLAQcbdeeffabgmtgj reducible gLLAQaeedeffbpupksn reducible gLLAQcbdeeffabbedbn reducible gLLAQaedeeffbpadcbj SFS[D(3,1)(2,1)] gLLAQaedeeffbpamnbj SFS[D(3,1)(2,1)] gLLAQbddefefabctavr reducible gLLAQbdecefflvebtvn SFS[D(3,1)(2,1)] gLLAQbdecefftvebtvn SFS[D(3,1)(2,1)] gLLAQadedeffbatucrj reducible gLLAQadedeffbmtucrj SFS[D(3,1)(2,1)] gLLAQadedeffbitucrj SFS[D(3,1)(2,1)] gLLAQaddeeffbaambcj SFS[D(2,1)(2,1)] gLLAQaddeeffbuamccj SFS[D(7,3)(2,1)] gLLAQaddeeffbaqmwcj SFS[D(4,1)(2,1)] gLLAQbdceeffanvlqnj SFS[D(3,1)(2,1)] gLLAQaddeeffbiepksj SFS[D(3,1)(2,1)] gLLAQadedeffbaluwsj SFS[D(3,1)(2,1)] gLLAQaddeeffbaapksj SFS[D(7,3)(2,1)] gLLAQaddeeffbiapksj toroidal gLLAQaddeeffbmapksj SFS[D(2,1)(2,1)] gLLAQaddeeffbidpksj SFS[D(3,1)(2,1)] gLLAQaddeeffbhaqwrj SFS[D(7,3)(2,1)] gLLAQaddeeffbpuqcrj SFS[D(4,1)(2,1)] gLLAQaddeeffbuaqwrj toroidal gLLAQaddeeffbapqjrj SFS[D(4,1)(2,1)] gLLAQaddeeffbeaqwrj SFS[D(5,1)(2,1)] gLLAQaeedfefbpxionj reducible gLLAQaeedfefbpuionj reducible gLLAQbddefefasctavr SFS[D(3,1)(2,1)] gLLAQaeedfefbadiowj SFS[D(3,1)(2,1)] gLLAQaddeeffbaeqsrj SFS[D(3,1)(2,1)] gLLAQadedeffbaaujcj SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqsrj toroidal gLLAQaddeeffbadqsrj SFS[D(3,1)(2,1)] gLLAQaddeeffbuapjsj SFS[D(5,1)(2,1)] gLLAQaeedeffbpllvvj reducible gLLAQbddefefawotivr SFS[D(3,1)(2,1)] gLLAQadedeffbaauncj SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqrrj SFS[D(7,3)(2,1)] gLLAQaddeeffbuaprsj SFS[D(7,2)(2,1)] gLLAQbdceeffxnvxhkj SFS[D(7,3)(2,1)] gLLAQaeedeffbpulkvj reducible gLLAQaddeeffbuapvsj SFS[D(2,1)(2,1)] gLLAQbddefefavgtmvr reducible gLLAQadedeffbaaubcj reducible gLLAQaddeeffbaaqcrj SFS[D(2,1)(2,1)] gLLAQbdceeffavvqavn reducible gLLAQbdceeffavsqavn SFS[D(3,1)(2,1)] gLLAQbdceeffavwqavn SFS[D(3,1)(2,1)] gLLAQbddefefabbaawr SFS[D(2,1)(2,1)] gLLAQaedefefjaqqofj SFS[D(2,1)(2,1)] gLLAQbddefefhgbqabr reducible gLLAQbdceeffxvvhxcn reducible gLLAQbdeceffabxbhgr reducible gLLAQadedeffbulhvcj SFS[D(5,2)(2,1)] gLLMQbcdfeefaoolivs reducible gLLAQaeedeffbahhbvj reducible gLLAQadedeffbattfsj SFS[D(5,2)(2,1)] gLLAQbdceeffavvaijn SFS[D(2,1)(2,1)] gLLAQbdeceffavdbhwn reducible gLLAQbdeceffavebhwn reducible gLLAQaddeeffbhaugcj SFS[D(2,1)(2,1)] gLLAQaeedeffbpuqcbj reducible gLLMQaddeeffbpulcck SFS[D(4,1)(2,1)] gLLMQaddeeffbualwck toroidal gLLMQaddeeffbapljck SFS[D(4,1)(2,1)] gLLAQaeedeffbplqnbj reducible gLLAQbdceeffarvaijn SFS[D(5,1)(2,1)] gLLAQbdeceffardbhwn SFS[D(3,1)(2,1)] gLLAQbdeceffarebhwn SFS[D(3,1)(2,1)] gLLMQaddeeffbualnck SFS[D(5,1)(2,1)] gLLAQaddeeffbxqugcj SFS[D(4,1)(2,1)] gLLAQaeedeffbpudkvj reducible gLLAQaeedeffbqedsvj SFS[D(4,1)(3,1)] gLLAQaeedeffbmhdbvj SFS[D(4,3)(3,1)] gLLAQaeedeffbahdbvj reducible gLLAQaeedeffbihdbvj SFS[D(4,1)(3,1)] gLLAQcbedeffubusikr SFS[D(3,1)(2,1)] gLLAQcbdeeffabnpikr SFS[D(3,1)(2,1)] gLLAQbdceeffxvvxpfn SFS[D(2,1)(2,1)] gLLAQbdceeffpwvplcn SFS[D(7,3)(2,1)] gLLAQcbedeffpbagikr toroidal gLLAQbdceeffajvaijn SFS[D(7,2)(2,1)] gLLAQbdeceffajdbhwn SFS[D(3,1)(2,1)] gLLAQbdeceffajebhwn SFS[D(3,1)(2,1)] gLLAQcbdeeffabbxarn SFS[D(3,1)(2,1)] gLLAQbdeceffdcabawj SFS[D(2,1)(2,1)] gLLAQbdceeffabvambr SFS[D(2,1)(2,1)] gLLAQbdedfeftvarabk SFS[D(5,1)(2,1)] gLLAQbdedfeflvarabk SFS[D(7,2)(2,1)] gLLAQbdeceffabdbevr reducible gLLAQbdeceffabebevr reducible gLLMQccdfeefajviijf SFS[D(2,1)(2,1)] gLLMQaddeeffbualfck SFS[D(7,3)(2,1)] gLLMQadedeffbaaewsk SFS[D(2,1)(2,1)] gLLAQbddefefakkaavw SFS[D(5,1)(2,1)] gLLAQbdceeffawvtpjj SFS[D(3,1)(2,1)] gLLMQbdedfeflkefubj SFS[D(3,1)(2,1)] gLLMQbdedfeftkefubj reducible gLLAQaeedeffbtudcvj SFS[D(4,1)(2,1)] gLLAQcbdeeffpbfqarn SFS[D(4,1)(2,1)] gLLAQaeedeffbxhdwvj SFS[D(4,1)(2,1)] gLLAQbdceeffawvlpjj SFS[D(3,1)(2,1)] gLLMQadedeffbilpkrk SFS[D(3,1)(2,1)] gLLMQadedeffbmlpkrk reducible gLLAQbdceeffavvhacn reducible gLLAQaddeeffbamxbsj SFS[D(3,1)(2,1)] gLLMQbcdefefmcjtxgs reducible gLLAQcbdeeffabbltrn SFS[D(3,1)(2,1)] gLLAQbddefefabgqabw reducible gLLAQbddefefabgqajw SFS[D(3,1)(2,1)] gLLAQbddefefabgqanw SFS[D(3,1)(2,1)] gLLAQbdceeffabwahbr SFS[D(2,1)(2,1)] gLLAQaedefefjaaqofj SFS[D(2,1)(2,1)] gLLAQbddefefabfaivk SFS[D(2,1)(2,1)] gLLAQbdceeffavviljn SFS[D(2,1)(2,1)] gLLAQbdceefflvvthcn SFS[D(3,1)(2,1)] gLLAQadedeffbaxtkkn SFS[D(2,1)(2,1)] gLLAQcbdeeffqbwmtbn SFS[D(3,1)(2,1)] gLLAQaddeeffbxqdrvr SFS[D(3,1)(2,1)] gLLAQbdceeffmkomarr reducible gLLMQacefdffnkirbjr SFS[D(3,1)(3,1)] gLLMQacefdffnkirbjv SFS[D(3,1)(3,2)] gLLMQacefdffnkirbjj reducible gLLAQbdceeffhgoheor SFS[D(3,1)(3,2)] gLLAQaeedfefbpuucnr reducible gLLAQaeedfefbmhucrr SFS[D(3,1)(3,1)] gLLAQaeedfefbihucrr SFS[D(3,1)(3,2)] gLLAQaeedfefbahucrr reducible gLLAQaeedfefbqeucor SFS[D(3,1)(3,2)] gLLAQadedeffbmdtson SFS[D(2,1)(2,1)] gLLMQacedfffnkiosjv SFS[D(2,1)(2,1)] gLLAQaedeeffbaaurnn SFS[D(3,1)(2,1)] gLLAQaedeeffbtahonn reducible gLLAQaedeeffblaennn SFS[D(3,1)(2,1)] gLLAQaedeeffbpaennn SFS[D(3,1)(2,1)] gLLAQaedeeffbxaennn reducible gLLAQadedeffbailbwn SFS[D(2,1)(2,1)] gLLMQacefdffnkxfbjj reducible gLLAQcbdeeffabfmtbn reducible gLLMQacedfffnkxvwjw SFS[D(2,1)(2,1)] gLLAQbddefefanramvk SFS[D(5,1)(2,1)] gLLAQbdceeffarvthcn SFS[D(3,1)(2,1)] gLLAQbdceefflrvthcn toroidal gLLAQbdceefftrvthcn SFS[D(3,1)(2,1)] gLLAQbdceeffarvlhcn SFS[D(3,1)(2,1)] gLLAQcbdeeffabgedgj reducible gLLAQcbdeeffhbbdtbn reducible gLLAQaeedeffbplavwr reducible gLLMQacefdffnkhobjj SFS[A(3,1)] gLLAQaddeeffbhadrvr SFS[D(5,1)(2,1)] gLLMQacefdffnkufbjj reducible gLLAQcbdeeffabcmtbn reducible gLLMQacedfffnkuvwjc SFS[D(3,1)(2,1)] gLLMQacedfffnkuvwjj SFS[D(3,1)(2,1)] gLLMQacedfffnkuvwjw toroidal gLLAQadedeffbaiafwn SFS[D(3,1)(2,1)] gLLAQaeedeffbpuakwr reducible gLLAQbdceeffevveqvn SFS[D(3,1)(3,2)] gLLAQbdceeffdwvdiwn SFS[D(3,1)(3,1)] gLLAQcbdeeffabnadnr reducible gLLAQbdceeffevvhmfn SFS[D(3,1)(3,1)] gLLAQbdceeffdwvthcn toroidal gLLAQcbdeeffabnidnr SFS[D(3,1)(3,2)] gLLAQbdceeffevvupgn reducible gLLAQbdceeffevsupgn toroidal gLLAQbdceeffevwupgn toroidal gLLAQbdceeffdwvqljn SFS[D(3,1)(3,2)] gLLAQbdceeffdwsqljn m186(0,0) gLLAQbdceeffdwwqljn m139(0,0) gLLAQcbdeeffabnmdnr SFS[D(3,1)(3,1)] gLLAQcbdeeffannmdnr m007(0,0) gLLAQcbdeeffajnmdnr toroidal gLLAQbdeceffhwabljn SFS[D(5,1)(2,1)] gLLAQbdeceffevdbpgn SFS[D(4,1)(2,1)] gLLAQbdeceffevdnpgn toroidal gLLAQbdeceffevdjpgn SFS[D(5,2)(2,1)] gLLAQbdeceffdwabljn toroidal gLLAQbdeceffdwanljn SFS[D(3,1)(2,1)] gLLAQbdeceffdwajljn m011(0,0) gLLAQcbdeeffabkptnj SFS[D(4,1)(2,1)] gLLAQcbdeeffajkptnj m003(0,0) gLLAQcbdeeffankptnj m017(0,0) gLLAQbdeceffpwabljn SFS[D(7,3)(2,1)] gLLAQaedefefjmpegrn toroidal gLLAQaedefefnmpegrn SFS[D(10,3)(2,1)] gLLAQaedefefjipegrn m197(0,0) gLLAQaedefefnipegrn m179(0,0) gLLAQaedefefjapegrn m030(0,0) gLLAQaedefefnapegrn m037(0,0) gLLAQbddefefajkaavk SFS[D(7,2)(2,1)] gLLAQbdceeffljvthcn SFS[D(3,1)(2,1)] gLLAQcbdeeffhbgtdgj reducible gLLAQadedeffbxxtnkn SFS[D(4,1)(2,1)] gLLAQcbdeeffabbatbn SFS[D(3,1)(3,2)] gLLAQcbdeeffabbitbn SFS[D(3,1)(3,1)] gLLAQcbdeefflbbmtbn SFS[D(3,1)(3,2)] gLLAQcbdeefflnbmtbn m093(0,0) gLLAQcbdeeffljbmtbn m150(0,0) gLLAQcbdeefftbbmtbn SFS[D(3,1)(3,1)] gLLAQcbdeefftnbmtbn m150(0,0) gLLAQcbdeefftjbmtbn m061(0,0) gLLAQcbdeeffanbmtbn SFS[D(3,1)(3,2)] gLLAQcbdeeffajbmtbn SFS[D(3,1)(3,1)] gLLMQacedfffnktwwjc m252(0,0) gLLMQacedfffnktswjc m257(0,0) gLLMQacedfffnktvwjw SFS[D(7,3)(2,1)] gLLMQacedfffnktwwjw m027(0,0) gLLMQacedfffnktswjw m069(0,0) gLLMQacedfffnktwwjj toroidal gLLMQacedfffnktswjj toroidal gLLAQaedeeffjmuefsn m098(0,0) gLLAQaedeeffnmuefsn m164(0,0) gLLAQaedeeffjiuefsn m230(0,0) gLLAQaedeeffniuefsn m218(0,0) gLLAQaedeeffjauefsn toroidal gLLAQaedeeffnauefsn toroidal gLLAQbdceeffabsqxbr SFS[D(5,2)(2,1)] gLLAQbdceeffabwqxbr SFS[D(4,1)(2,1)] gLLAQbddefefavkaavk SFS[D(2,1)(2,1)] gLLAQaedeeffjaaqcnn SFS[D(5,2)(2,1)] gLLAQaedeeffnaaqcnn SFS[D(4,1)(2,1)] gLLAQbdceeffabvdmvr reducible gLLAQbdceeffabsdmvr toroidal gLLAQbdceeffabwdmvr toroidal gLLAQbdeceffabunmvr toroidal gLLAQbdeceffabujmvr SFS[D(5,2)(2,1)] gLLAQaedeeffjaaucnn toroidal gLLAQaedeeffnaaucnn SFS[D(5,2)(2,1)] gLLAQbdceeffabrheor SFS[D(5,2)(2,1)] gLLAQbdceeffabnheor SFS[D(4,1)(2,1)] gLLAQbdceeffabsteor SFS[D(4,1)(2,1)] gLLAQbdceeffabwteor SFS[D(5,2)(2,1)] gLLAQbdeceffabmneor toroidal gLLAQbdeceffabmjeor toroidal gLLMQacefdffnktrbkg SFS[D(3,1)(2,1)] gLLMQacefdffnktrjkg toroidal gLLMQacefdffnktrnkg toroidal gLLMQacefdffnktnbkg SFS[D(3,1)(2,1)] gLLMQacefdffnktnjkg toroidal gLLMQacefdffnktnnkg toroidal gLLMQacefdffnktojkg toroidal gLLMQacefdffnktonkg toroidal gLLMQacefdffnktrjjg SFS[D(7,4)(5,2)] gLLMQacefdffnktrnjg SFS[D(7,4)(4,1)] gLLMQacefdffnktnjjg SFS[D(7,3)(4,1)] gLLMQacefdffnktnnjg SFS[D(7,3)(5,2)] gLLMQacefdffnktojjg toroidal gLLMQacefdffnktonjg toroidal gLLMQacefdffnktrbjs SFS[D(3,1)(2,1)] gLLAQaeedfefjaeucfr toroidal gLLAQaeedfefnaeucfr SFS[D(5,2)(2,1)] gLLAQbdeceffabpneor SFS[D(5,2)(2,1)] gLLAQbdeceffabpjeor SFS[D(4,1)(2,1)] gLLAQaeedfefbtuucvr SFS[D(3,1)(2,1)] gLLAQaeedfefjtuucvr toroidal gLLAQaeedfefntuucvr toroidal gLLAQaddeeffjmaicfr SFS[D(3,1)(2,1)] gLLAQaddeeffnmaicfr SFS[D(3,1)(2,1)] gLLMQacedfffnktvvkg SFS[D(3,1)(2,1)] gLLMQacedfffnktwvkg toroidal gLLMQacedfffnktsvkg toroidal gLLAQaeedfefjlhucgr toroidal gLLAQaeedfefnlhucgr SFS[D(7,4)(5,2)] gLLMQacedfffnktwvjg SFS[D(7,4)(5,2)] gLLMQacedfffnktsvjg SFS[D(7,4)(4,1)] gLLAQaeedfefbxhucgr SFS[D(3,1)(2,1)] gLLAQadedeffjadqbon SFS[D(5,2)(2,1)] gLLAQadedeffnadqbon SFS[D(4,1)(2,1)] gLLAQbdceeffabwleor toroidal gLLAQbdceeffabsleor SFS[D(5,2)(2,1)] gLLAQaedeeffjiaicnn SFS[D(3,1)(2,1)] gLLAQaedeeffniaicnn SFS[D(3,1)(2,1)] gLLAQadedeffbuddvon SFS[D(3,1)(2,1)] gLLAQadedeffjuddvon toroidal gLLAQadedeffnuddvon toroidal gLLMQacedfffnktoskg SFS[D(3,1)(2,1)] gLLMQacedfffnktrskg toroidal gLLMQacedfffnktnskg toroidal gLLAQadedeffjpdtoon SFS[D(7,3)(5,2)] gLLAQadedeffnpdtoon SFS[D(7,3)(4,1)] gLLMQacedfffnktrsjg toroidal gLLMQacedfffnktnsjg SFS[D(7,3)(5,2)] gLLAQadedeffbldtoon SFS[D(4,1)(2,1)] gLLMQacedfffnktosjn SFS[D(4,1)(2,1)] gLLMQacefdffnkanbnn SFS[D(3,1)(3,1)] gLLMQacefdffnkanjnn m007(0,0) gLLMQacefdffnkannnn toroidal gLLMQacedfffnkavvnn SFS[D(4,1)(2,1)] gLLMQacedfffnkawvnn m003(0,0) gLLMQacedfffnkasvnn m017(0,0) gLLAQaedeeffjaaxknn m030(0,0) gLLAQaedeeffnaaxknn m037(0,0) gLLMQacefdffnklnbjj toroidal gLLMQacefdffnklnjjj SFS[D(3,1)(3,2)] gLLMQacefdffnklnnjj SFS[D(3,1)(3,1)] gLLMQacedfffnklwvjj toroidal gLLMQacedfffnklsvjj toroidal gLLAQaedeeffjaamknn toroidal gLLAQaedeeffnaamknn toroidal gLLAQbdceeffesvulcr SFS[D(3,1)(3,1)] gLLAQbdceeffessulcr m181(0,0) gLLAQbdceeffeswulcr m253(0,0) gLLAQbdceeffdvvqxbr reducible gLLAQbdceeffdvsqxbr toroidal gLLAQbdceeffdvwqxbr toroidal gLLMQacefdffnktnbbb SFS[D(3,1)(3,2)] gLLMQacefdffnktnjbb m010(0,0) gLLMQacefdffnktnnbb m007(0,0) gLLAQbdeceffesdnlcr m279(0,0) gLLAQbdeceffesdjlcr m243(0,0) gLLAQbdeceffdvabxbr SFS[D(5,1)(2,1)] gLLAQbdeceffdvanxbr toroidal gLLAQbdeceffdvajxbr SFS[D(5,1)(2,1)] gLLMQacedfffnktwvbb m116(0,0) gLLMQacedfffnktsvbb m141(0,0) gLLAQaedeeffbpahsnn SFS[D(2,1)(2,1)] gLLAQaedeeffbmaeknn SFS[D(7,2)(2,1)] gLLAQaedeeffjmaeknn toroidal gLLAQaedeeffnmaeknn m044(0,0) gLLAQaedeeffbiaeknn SFS[D(5,1)(2,1)] gLLAQaedeeffjiaeknn toroidal gLLAQaedeeffniaeknn SFS[D(5,1)(2,1)] gLLAQaedeeffbaaeknn SFS[D(2,1)(2,1)] gLLAQaedeeffjaaeknn m026(0,0) gLLAQaedeeffnaaeknn m070(0,0) gLLAQaedeeffbqaubnn SFS[D(5,1)(2,1)] gLLAQbdceeffawvauwj SFS[D(5,1)(2,1)] gLLAQbdedfeflkarabw SFS[D(7,2)(2,1)] gLLAQbdedfeftkarabw SFS[D(2,1)(2,1)] gLLAQbdeceffawdbpcj SFS[D(3,1)(2,1)] gLLMQacefdffnktcbrv reducible gLLMQacefdffnktfbnb SFS[D(3,1)(2,1)] gLLAQbdeceffawebpcj SFS[D(3,1)(2,1)] gLLAQadedeffbatickn reducible gLLAQadedeffbattkkn SFS[D(2,1)(2,1)] gLLAQadedeffbmatson SFS[D(2,1)(2,1)] gLLAQadedeffballbwn SFS[D(2,1)(2,1)] gLLAQaeedeffbpllvwr reducible gLLAQbdceeffevvhefn SFS[D(3,1)(3,2)] gLLAQbdceeffdwvtdcn SFS[D(3,1)(3,1)] gLLAQcbdeeffabniinr reducible gLLAQcbdeeffabbaabn reducible gLLAQcbdeeffabbiabn SFS[D(3,1)(3,2)] gLLAQcbdeeffabbmabn SFS[D(3,1)(3,1)] gLLMQacefdffnblnbjj SFS[D(3,1)(3,1)] gLLAQadedeffbauickn reducible gLLAQadedeffbautkkn toroidal gLLAQaedeeffbptessn SFS[D(3,1)(2,1)] gLLAQadedeffbmetson toroidal gLLAQadedeffbaetson SFS[D(5,2)(2,1)] gLLAQadedeffbahlbwn toroidal gLLAQadedeffbahabwn SFS[D(5,2)(2,1)] gLLAQbdceeffevvhxfn reducible gLLAQbdceeffdwvtpcn SFS[D(3,1)(3,2)] gLLAQcbdeeffabnixnr SFS[D(3,1)(3,1)] gLLAQcbdeeffabbalbn SFS[D(3,1)(3,1)] gLLAQcbdeeffabbilbn reducible gLLAQcbdeeffabbmlbn SFS[D(3,1)(3,2)] gLLMQacefdffnslnbjj SFS[D(3,1)(3,2)] gLLMQacefdffnslfbjb SFS[D(3,1)(2,1)] gLLAQbdceeffavrhdow SFS[D(3,1)(2,1)] gLLAQaddeeffnaambfw SFS[D(3,1)(2,1)] gLLAQadedeffbatqcok reducible gLLAQadedeffjatqcok SFS[D(3,1)(3,2)] gLLAQadedeffnatqcok SFS[D(3,1)(3,1)] gLLAQaeedeffbpllvjw reducible gLLAQaedeeffbaxxbgk reducible gLLAQbdceeffabvhtsj reducible gLLAQaeedfefbpuqwnw reducible gLLAQadedeffbahlbkk SFS[D(5,2)(2,1)] gLLMQacdffefnvdrrgv SFS[D(5,2)(2,1)] gLLAQbdceeffavneqkw toroidal gLLAQbdceeffavreqkw toroidal gLLAQbddefefavnqhjj SFS[D(5,2)(3,1)] gLLAQbddefefavnqhnj SFS[D(4,1)(3,1)] gLLAQbdceeffavwlqkw SFS[D(4,3)(3,1)] gLLAQbdceeffavslqkw SFS[D(5,3)(3,1)] gLLAQbdceefflvoeqkw SFS[D(3,1)(2,1)] gLLAQbdceefflvneqkw toroidal gLLAQbdceefflvreqkw m006(0,0) gLLAQbdceefftvoeqkw SFS[D(3,1)(2,1)] gLLAQbdceefftvneqkw m011(0,0) gLLAQbdceefftvreqkw toroidal gLLMQbcdefefmbnxhgj reducible gLLMQbcdefefxbnxhgj SFS[D(3,1)(2,1)] gLLAQaeedfefjadlnfk SFS[D(5,2)(3,1)] gLLAQaeedfefnadlnfk SFS[D(4,1)(3,1)] gLLAQaddeeffjaepcok toroidal gLLAQaddeeffnaepcok SFS[D(5,2)(3,1)] gLLAQaddeeffjmepcok m029(0,0) gLLAQaddeeffnmepcok m035(0,0) gLLAQaddeeffbiepcok SFS[D(2,1)(2,1)] gLLAQaddeeffjiepcok m081(0,0) gLLAQaddeeffniepcok m142(0,0) gLLAQaedefefjaxqccw SFS[D(5,3)(3,1)] gLLAQaedefefnaxqccw SFS[D(4,3)(3,1)] gLLAQadedeffjalubfw toroidal gLLAQadedeffnalubfw SFS[D(5,3)(3,1)] gLLAQadedeffbulpvfw SFS[D(4,1)(2,1)] gLLAQadedeffjulpvfw m004(0,0) gLLAQadedeffnulpvfw m015(0,0) gLLAQadedeffjplaofw m117(0,0) gLLAQadedeffnplaofw m146(0,0) gLLAQbdceeffavnmtrw SFS[D(4,3)(3,1)] gLLAQbdceeffavrmtrw SFS[D(5,3)(3,1)] gLLAQbdceefflvnmtrw m189(0,0) gLLAQbdceefflvrmtrw m239(0,0) gLLAQbdceefftvnmtrw m117(0,0) gLLAQbdceefftvrmtrw m146(0,0) gLLAQaddeeffjadpcok SFS[D(5,2)(3,1)] gLLAQaddeeffnadpcok SFS[D(4,1)(3,1)] gLLAQaddeeffjmdpcok m229(0,0) gLLAQaddeeffnmdpcok m171(0,0) gLLAQaddeeffbidpcok SFS[D(2,1)(2,1)] gLLAQaddeeffjidpcok m142(0,0) gLLAQaddeeffnidpcok m081(0,0) gLLAQadedeffbalibfw SFS[D(3,1)(2,1)] gLLAQadedeffbulhvfw toroidal gLLAQadedeffjulhvfw m019(0,0) gLLAQadedeffnulhvfw toroidal gLLAQadedeffbpllofw SFS[D(3,1)(2,1)] gLLAQadedeffjpllofw m011(0,0) gLLAQadedeffnpllofw toroidal gLLAQbdceeffavnxdfw SFS[D(5,2)(3,1)] gLLAQbdceeffavrxdfw SFS[D(4,1)(3,1)] gLLAQbdceefflvnxdfw m300(0,0) gLLAQbdceefflvrxdfw m291(0,0) gLLAQbdceefftvnxdfw m346(0,0) gLLAQbdceefftvrxdfw m303(0,0) gLLAQaddeeffbaapcok SFS[D(3,1)(2,1)] gLLAQaddeeffbmapcok SFS[D(3,1)(2,1)] gLLAQaddeeffjmapcok m185(0,0) gLLAQaddeeffnmapcok m154(0,0) gLLAQaddeeffbiapcok toroidal gLLAQaddeeffjiapcok m178(0,0) gLLAQaddeeffniapcok m178(0,0) gLLAQadedeffjalqbfw SFS[D(5,3)(3,1)] gLLAQadedeffnalqbfw SFS[D(4,3)(3,1)] gLLAQadedeffbuldvfw SFS[D(5,2)(2,1)] gLLAQadedeffjuldvfw m275(0,0) gLLAQadedeffnuldvfw m223(0,0) gLLAQadedeffjpltofw m346(0,0) gLLAQadedeffnpltofw m303(0,0) gLLAQbdceeffmrolebw reducible gLLAQbdceeffxrolebw SFS[D(3,1)(2,1)] gLLAQbdceefferolebw SFS[D(3,1)(2,1)] gLLAQbdceeffernlebw reducible gLLAQbdceefferrlebw SFS[D(3,1)(2,1)] gLLMQbcdefefaknuhnj SFS[D(3,1)(2,1)] gLLMQbcdefefaknuhrj SFS[D(3,1)(2,1)] gLLAQbdceeffdooxdfw SFS[D(3,1)(2,1)] gLLAQbdceeffdonxdfw SFS[D(3,1)(2,1)] gLLAQbdceeffdorxdfw toroidal gLLAQaddeeffjpuprok SFS[D(7,3)(2,1)] gLLAQaddeeffnpuprok SFS[D(8,3)(2,1)] gLLAQaddeeffjappkok SFS[D(2,1)(2,1)] gLLAQaddeeffbuapfok reducible gLLAQaddeeffjuapfok toroidal gLLAQaddeeffnuapfok toroidal gLLAQadedeffbillwfw SFS[D(2,1)(2,1)] gLLAQadedeffjillwfw SFS[D(5,1)(2,1)] gLLAQadedeffnillwfw SFS[D(7,2)(2,1)] gLLAQadedeffjallwfw SFS[D(2,1)(2,1)] gLLAQadedeffjmllwfw SFS[D(7,2)(2,1)] gLLAQadedeffnmllwfw toroidal gLLMQbcdefefhvnuhoj SFS[D(2,1)(2,1)] gLLAQadedeffbutpfgw SFS[D(5,2)(2,1)] gLLAQadedeffbetpfgw SFS[D(4,1)(2,1)] gLLAQaddeeffbaamwkk SFS[D(3,1)(2,1)] gLLAQbdceeffhgviqrj SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqgwk SFS[D(3,1)(2,1)] gLLAQaddeeffbeaqgwk reducible gLLAQaddeeffbuaqgwk SFS[D(3,1)(2,1)] gLLAQaedefefbiexwrw SFS[D(3,1)(2,1)] gLLAQadedeffbuaiwvw SFS[D(3,1)(2,1)] gLLAQaedefefbqeiwow SFS[D(3,1)(2,1)] gLLAQaeedeffbpuicsk reducible gLLAQaeedeffbpxicsk reducible gLLAQaeedeffbadirsk SFS[D(2,1)(2,1)] gLLAQaddeeffbaeqjwk SFS[D(2,1)(2,1)] gLLAQaddeeffbadqjwk SFS[D(2,1)(2,1)] gLLAQaddeeffbaaqjwk toroidal gLLAQaddeeffbuamvkk SFS[D(3,1)(2,1)] gLLAQaedeeffbamxfjw SFS[D(2,1)(2,1)] gLLAQadedeffbatlcgw SFS[D(2,1)(2,1)] gLLAQbdceefflromtrw SFS[D(2,1)(2,1)] gLLMQbcdfeefhjoaivk SFS[D(2,1)(2,1)] gLLAQbdceeffejnlebw m147(0,0) gLLAQbdceeffejrlebw m185(0,0) gLLAQbdceeffdknxdfw m154(0,0) gLLAQbdceeffdkrxdfw m178(0,0) gLLAQaddeeffjpupsok m180(0,0) gLLAQaddeeffnpupsok m141(0,0) gLLAQaddeeffbuapnok SFS[D(3,1)(2,1)] gLLAQaddeeffjuapnok m170(0,0) gLLAQaddeeffnuapnok m116(0,0) gLLAQadedeffbillvfw toroidal gLLAQadedeffjillvfw m011(0,0) gLLAQadedeffnillvfw toroidal gLLAQadedeffbmllvfw SFS[D(5,2)(2,1)] gLLAQadedeffjmllvfw m019(0,0) gLLAQadedeffnmllvfw toroidal gLLAQaedeeffbpmmvjw reducible gLLAQadedeffbaalgvw SFS[D(5,2)(2,1)] gLLAQaddeeffbaaqnwk SFS[D(3,1)(2,1)] gLLAQadedeffbatlfgw toroidal gLLMQbcdfeefaooaivk reducible gLLAQadedeffbatafgw SFS[D(5,2)(2,1)] gLLAQbdceeffevnlebw m147(0,0) gLLAQbdceeffevrlebw m154(0,0) gLLAQbdceeffdwnxdfw m185(0,0) gLLAQbdceeffdwrxdfw m178(0,0) gLLAQaddeeffjpupcok m082(0,0) gLLAQaddeeffnpupcok m046(0,0) gLLAQaddeeffbuapwok SFS[D(3,1)(2,1)] gLLAQaddeeffjuapwok m100(0,0) gLLAQaddeeffnuapwok m054(0,0) gLLAQadedeffbillsfw SFS[D(2,1)(2,1)] gLLAQadedeffjillsfw m069(0,0) gLLAQadedeffnillsfw m043(0,0) gLLAQadedeffjmllsfw m119(0,0) gLLAQadedeffnmllsfw m060(0,0) gLLAQbdceeffdwomtrw SFS[D(2,1)(2,1)] gLLAQbdceeffxvothnw SFS[D(2,1)(2,1)] gLLAQbdceeffxvvxhnw SFS[D(3,1)(2,1)] gLLAQbdeceffxvlbhnw SFS[D(3,1)(2,1)] gLLAQadedeffbatlbgw SFS[D(2,1)(2,1)] gLLAQbdceeffabviqrj reducible gLLAQaddeeffbaaqbwk SFS[D(3,1)(2,1)] gLLAQaedefefbaeiwfw reducible gLLAQaedefefbtedwvw SFS[D(3,1)(3,2)] gLLAQaedefefblexwgw SFS[D(3,1)(3,1)] gLLAQaedefefbpexwgw reducible gLLAQaedefefbxexwgw SFS[D(3,1)(3,2)] gLLAQaedeeffbpmmsjw reducible gLLAQbddefefavrihbj reducible gLLAQaedefefbidxwrw SFS[D(3,1)(2,1)] gLLAQaedefefbqdiwow SFS[D(3,1)(2,1)] gLLAQbdeceffxvlbpnw SFS[D(3,1)(2,1)] gLLAQaedefefbadiwfw reducible gLLAQaedefefbtddwvw SFS[D(3,1)(3,2)] gLLAQaedefefbldxwgw SFS[D(3,1)(3,1)] gLLAQaedefefbpdxwgw reducible gLLAQaedefefbxdxwgw SFS[D(3,1)(3,2)] gLLAQbddefefavoihbj reducible gLLAQadedeffbxxargw SFS[D(4,1)(2,1)] gLLAQaedefefbpadwnw SFS[D(2,1)(2,1)] gLLAQaedefefbmaxwrw SFS[D(7,3)(2,1)] gLLAQaedefefbiaxwrw toroidal gLLAQaedefefbaaxwrw SFS[D(2,1)(2,1)] gLLAQaedefefbqaiwow toroidal gLLAQbdeceffxvlbdnw toroidal gLLAQadedeffbaxabgw SFS[D(2,1)(2,1)] gLLAQaedefefbaaiwfw reducible gLLAQaedefefbtadwvw toroidal gLLAQaedefefblaxwgw toroidal gLLAQaedefefbpaxwgw reducible gLLAQaedefefbxaxwgw toroidal gLLAQaedeeffbpadcwr SFS[D(2,1)(2,1)] gLLAQaedeeffbpamnwr SFS[D(2,1)(2,1)] gLLAQbddefefabctxvj reducible gLLAQbdecefflvebtkw SFS[D(3,1)(3,1)] gLLAQbdecefftvebtkw SFS[D(3,1)(3,2)] gLLAQadedeffbatucgr reducible gLLAQadedeffbmtucgr SFS[D(3,1)(3,1)] gLLAQadedeffbitucgr SFS[D(3,1)(3,2)] gLLAQaddeeffbaambkn SFS[D(3,1)(2,1)] gLLAQaddeeffbuamckn SFS[D(3,1)(2,1)] gLLAQbdceeffanvlqkr SFS[D(3,1)(3,1)] gLLAQaddeeffbiepkon SFS[D(2,1)(2,1)] gLLAQadedeffbaluwfr SFS[D(3,1)(3,1)] gLLAQaddeeffbaapkon SFS[D(3,1)(2,1)] gLLAQaddeeffbiapkon toroidal gLLAQaddeeffbmapkon SFS[D(3,1)(2,1)] gLLAQaddeeffbidpkon SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqwwn SFS[D(3,1)(2,1)] gLLAQaddeeffbuaqwwn SFS[D(3,1)(2,1)] gLLAQaddeeffbeaqwwn reducible gLLAQaeedfefbpxisnn reducible gLLAQaeedfefbpuisnn reducible gLLAQbddefefasctxvj SFS[D(3,1)(3,2)] gLLAQaeedfefbadiswn SFS[D(2,1)(2,1)] gLLAQaddeeffbaeqswn SFS[D(2,1)(2,1)] gLLAQadedeffbaaujvr SFS[D(3,1)(3,2)] gLLAQaddeeffbaaqswn toroidal gLLAQaddeeffbadqswn SFS[D(2,1)(2,1)] gLLAQaddeeffbuapjon reducible gLLAQbddefefawotpvj SFS[D(3,1)(3,1)] gLLAQadedeffbaaunvr SFS[D(3,1)(3,1)] gLLAQaddeeffbaaqrwn SFS[D(3,1)(2,1)] gLLAQaddeeffbuapron SFS[D(3,1)(2,1)] gLLAQbdceeffxnvxhnr SFS[D(3,1)(2,1)] gLLAQaddeeffbuapvon SFS[D(3,1)(2,1)] gLLAQbddefefavgtlvj reducible gLLAQadedeffbaaubvr reducible gLLAQaddeeffbaaqcwn SFS[D(3,1)(2,1)] gLLAQbdceeffavvqakw reducible gLLAQbdceeffavsqakw SFS[D(3,1)(3,1)] gLLAQbdceeffavwqakw SFS[D(3,1)(3,2)] gLLAQbddefefabbaxwj SFS[D(3,1)(2,1)] gLLAQaedefefjaqqjfr SFS[D(3,1)(2,1)] gLLAQcbdeeffdbctibw SFS[D(4,1)(2,1)] gLLAQbddefefhgbqxbj reducible gLLAQadedeffbahlbfr SFS[D(4,1)(2,1)] gLLAQbdceeffxvvhxnw reducible gLLAQbdeceffabxbhrj reducible gLLAQadedeffbulhvrj SFS[D(4,1)(2,1)] gLLMQbcdefefabbmibj SFS[D(2,1)(2,1)] gLLAQaddeeffbammbrj SFS[D(2,1)(2,1)] gLLAQaedeeffbammfbj SFS[D(2,1)(2,1)] gLLAQadedeffbattccj SFS[D(2,1)(2,1)] gLLMQbcdfeefaooeivk reducible gLLAQaeedeffbahhboj reducible gLLAQadedeffbattfcj toroidal gLLMQbcedeffagaoewr SFS[D(2,1)(2,1)] gLLMQbceedffagaucwr SFS[D(2,1)(2,1)] gLLAQcbdeeffabbllkw SFS[D(2,1)(2,1)] gLLAQadedeffbattbcj SFS[D(2,1)(2,1)] gLLAQbdeceffavxblow reducible gLLAQcbdeeffabbuprw reducible gLLAQbdceeffabnxesj SFS[D(3,1)(2,1)] gLLAQaddeeffnaaubsj SFS[D(3,1)(2,1)] gLLAQadedeffbaeqcsj reducible gLLAQadedeffjaeqcsj SFS[D(3,1)(3,1)] gLLAQadedeffnaeqcsj SFS[D(3,1)(3,2)] gLLMQbceedffmoudcgr reducible gLLAQbdceeffmkoamoj reducible gLLAQaeedeffbpuucvj reducible gLLAQadedeffblddcsj SFS[D(4,1)(2,1)] gLLAQbdeceffmktbmoj SFS[D(4,1)(2,1)] gLLAQaedefefbaauvwj SFS[D(2,1)(2,1)] gLLAQcbdeeffabgmtrr reducible gLLAQcbdeeffabbedrw reducible gLLAQbddefefabfatvw SFS[D(3,1)(2,1)] gLLAQbdceeffavvilsw SFS[D(3,1)(2,1)] gLLAQbdceefflvvthnw SFS[D(2,1)(2,1)] gLLAQadedeffbaxtkcj SFS[D(3,1)(2,1)] gLLAQcbdeeffqbwmtrw SFS[D(2,1)(2,1)] gLLAQaddeeffbxqdrcj SFS[D(2,1)(2,1)] gLLAQbdceeffmkomagj reducible gLLMQbcdfeeflsrdloj SFS[D(3,1)(2,1)] gLLMQbcdfeeftsrdloj SFS[D(3,1)(2,1)] gLLMQbcdefefajketoj reducible gLLAQbdceeffhgohejj SFS[D(3,1)(2,1)] gLLAQaeedfefbpuuvnj reducible gLLAQaeedfefbmhuvrj SFS[D(3,1)(2,1)] gLLAQaeedfefbihuvrj SFS[D(3,1)(2,1)] gLLAQaeedfefbahuvrj reducible gLLAQaeedfefbqeuvoj SFS[D(3,1)(2,1)] gLLAQadedeffblddnsj SFS[D(4,1)(2,1)] gLLAQbdceeffmkvpagj SFS[D(4,1)(2,1)] gLLAQadedeffbmdtssj SFS[D(3,1)(2,1)] gLLMQadedeffbudlwrk SFS[D(3,1)(2,1)] gLLAQaedeeffbaaurvj SFS[D(2,1)(2,1)] gLLAQaedeeffbtahovj SFS[D(5,1)(2,1)] gLLAQaedeeffblaenvj SFS[D(7,2)(2,1)] gLLAQaedeeffbpaenvj SFS[D(2,1)(2,1)] gLLAQaedeeffbxaenvj SFS[D(5,1)(2,1)] gLLAQadedeffbailbrj SFS[D(3,1)(2,1)] gLLMQbcdefefabkxqoj reducible gLLAQcbdeeffabfmtrw reducible gLLMQaddeeffbuadvck SFS[D(3,1)(2,1)] gLLAQbdeceffxwtbicr SFS[D(4,1)(2,1)] gLLAQbddefefanradvw reducible gLLAQbdceeffarvthnw SFS[D(2,1)(2,1)] gLLAQbdceefflrvthnw toroidal gLLAQbdceefftrvthnw SFS[D(2,1)(2,1)] gLLAQbdceeffarvlhnw SFS[D(2,1)(2,1)] gLLAQcbdeeffabgedrr reducible gLLAQcbdeeffhbbdtrw reducible gLLMQbcdefefagfxqvk SFS[A(2,1)] gLLAQaddeeffbhadrcj reducible gLLMQbcdfeefaokdhok reducible gLLAQcbdeeffabcmtrw reducible gLLMQaddeeffbpudkck SFS[D(2,1)(2,1)] gLLMQaddeeffbapdfck SFS[D(2,1)(2,1)] gLLMQaddeeffbuadrck toroidal gLLAQadedeffbaiafrj SFS[D(2,1)(2,1)] gLLAQbdceeffevveqkw SFS[D(3,1)(2,1)] gLLAQbdceeffdwvdigw SFS[D(3,1)(2,1)] gLLAQcbdeeffabnadkj reducible gLLAQbdceeffevvhmow SFS[D(3,1)(2,1)] gLLAQbdceeffdwvthnw toroidal gLLAQcbdeeffabnidkj SFS[D(3,1)(2,1)] gLLAQbdceeffevvupww reducible gLLAQbdceeffevsupww toroidal gLLAQbdceeffevwupww toroidal gLLAQbdceeffdwvqlsw SFS[D(3,1)(2,1)] gLLAQbdceeffdwsqlsw toroidal gLLAQbdceeffdwwqlsw SFS[D(3,1)(2,1)] gLLAQcbdeeffabnmdkj SFS[D(3,1)(2,1)] gLLAQcbdeeffannmdkj toroidal gLLAQcbdeeffajnmdkj m003(0,0) gLLAQbdeceffhwablsw reducible gLLAQbdeceffevdnpww toroidal gLLAQbdeceffevdjpww SFS[D(5,2)(2,1)] gLLAQbdeceffdwablsw SFS[D(3,1)(2,1)] gLLAQbdeceffdwanlsw SFS[D(3,1)(2,1)] gLLAQbdeceffdwajlsw toroidal gLLAQcbdeeffajkptkr m006(0,0) gLLAQcbdeeffankptkr m016(0,0) gLLAQbdeceffpwablsw SFS[D(3,1)(2,1)] gLLAQaedefefjmpebrj toroidal gLLAQaedefefnmpebrj SFS[D(5,2)(2,1)] gLLAQaedefefjipebrj toroidal gLLAQaedefefnipebrj toroidal gLLAQaedefefjapebrj m011(0,0) gLLAQaedefefnapebrj m019(0,0) gLLAQbddefefajkaqvw SFS[D(3,1)(2,1)] gLLAQbdceeffljvthnw SFS[D(2,1)(2,1)] gLLAQcbdeeffhbgtdrr reducible gLLAQcbdeeffabbatrw SFS[D(3,1)(2,1)] gLLAQcbdeeffabbitrw SFS[D(3,1)(2,1)] gLLAQcbdeefflbbmtrw SFS[D(3,1)(2,1)] gLLAQcbdeefflnbmtrw m003(0,0) gLLAQcbdeeffljbmtrw toroidal gLLAQcbdeefftbbmtrw SFS[D(3,1)(2,1)] gLLAQcbdeefftnbmtrw toroidal gLLAQcbdeefftjbmtrw SFS[D(3,1)(2,1)] gLLAQcbdeeffanbmtrw SFS[D(3,1)(2,1)] gLLAQcbdeeffajbmtrw SFS[D(3,1)(2,1)] gLLMQaddeeffnpudwck m011(0,0) gLLMQaddeeffjpudwck m019(0,0) gLLMQaddeeffbuadjck SFS[D(3,1)(2,1)] gLLMQaddeeffnuadjck SFS[D(3,1)(2,1)] gLLMQaddeeffjuadjck toroidal gLLMQaddeeffnapdcck toroidal gLLMQaddeeffjapdcck toroidal gLLAQaedeeffjmuefoj m006(0,0) gLLAQaedeeffnmuefoj m016(0,0) gLLAQaedeeffjiuefoj toroidal gLLAQaedeeffniuefoj toroidal gLLAQaedeeffjauefoj toroidal gLLAQaedeeffnauefoj toroidal gLLAQbdceeffabsqxwj SFS[D(5,3)(3,1)] gLLAQbdceeffabwqxwj SFS[D(4,3)(3,1)] gLLAQbddefefavkaqvw SFS[D(3,1)(2,1)] gLLAQaedeeffjaaqcvj SFS[D(5,2)(3,1)] gLLAQaedeeffnaaqcvj SFS[D(4,1)(3,1)] gLLAQbdceeffabvdmcj reducible gLLAQbdceeffabsdmcj toroidal gLLAQbdceeffabwdmcj toroidal gLLAQbdeceffabunmcj toroidal gLLAQbdeceffabujmcj SFS[D(5,3)(3,1)] gLLAQaedeeffjaaucvj toroidal gLLAQaedeeffnaaucvj SFS[D(5,2)(3,1)] gLLAQbdceeffabrhejj SFS[D(5,3)(3,1)] gLLAQbdceeffabnhejj SFS[D(4,3)(3,1)] gLLAQbdceeffabstejj SFS[D(4,1)(3,1)] gLLAQbdceeffabwtejj SFS[D(5,2)(3,1)] gLLAQbdeceffabmnejj toroidal gLLAQbdeceffabmjejj toroidal gLLMQbdedfeftvxfdoj SFS[D(2,1)(2,1)] gLLMQbdedfeftvxfdnj toroidal gLLMQbdedfeftvxfdrj toroidal gLLMQbdedfeftvefdbj SFS[D(2,1)(2,1)] gLLMQbdedfeftvefdjj toroidal gLLMQbdedfeftvefdnj toroidal gLLMQbdedfeftvmfdwj toroidal gLLMQbdedfeftvmfdsj toroidal gLLMQbdedfeflvxfdnj SFS[D(5,2)(3,1)] gLLMQbdedfeflvxfdrj SFS[D(4,1)(3,1)] gLLMQbdedfeflvefdjj SFS[D(4,3)(3,1)] gLLMQbdedfeflvefdnj SFS[D(5,3)(3,1)] gLLMQbdedfeflvmfdwj toroidal gLLMQbdedfeflvmfdsj toroidal gLLMQccdefefqbvldrg SFS[D(2,1)(2,1)] gLLAQaeedfefjaeuvfj toroidal gLLAQaeedfefnaeuvfj SFS[D(5,3)(3,1)] gLLAQbdeceffabpnejj SFS[D(5,3)(3,1)] gLLAQbdeceffabpjejj SFS[D(4,3)(3,1)] gLLAQaeedfefbtuuvvj SFS[D(2,1)(2,1)] gLLAQaeedfefjtuuvvj toroidal gLLAQaeedfefntuuvvj toroidal gLLAQaddeeffjmaicsj SFS[D(2,1)(2,1)] gLLAQaddeeffnmaicsj SFS[D(2,1)(2,1)] gLLMQaddeeffbuxxvrk SFS[D(2,1)(2,1)] gLLMQaddeeffnuxxvrk toroidal gLLMQaddeeffjuxxvrk toroidal gLLAQaeedfefjlhuvgj toroidal gLLAQaeedfefnlhuvgj SFS[D(5,2)(3,1)] gLLMQaddeeffnpmxork SFS[D(5,2)(3,1)] gLLMQaddeeffjpmxork SFS[D(4,1)(3,1)] gLLAQaeedfefbxhuvgj SFS[D(2,1)(2,1)] gLLAQadedeffjadqbsj SFS[D(5,2)(3,1)] gLLAQadedeffnadqbsj SFS[D(4,1)(3,1)] gLLAQbdceeffabwlejj toroidal gLLAQbdceeffabslejj SFS[D(5,2)(3,1)] gLLAQaedeeffjiaicvj SFS[D(2,1)(2,1)] gLLAQaedeeffniaicvj SFS[D(2,1)(2,1)] gLLAQadedeffbuddvsj SFS[D(2,1)(2,1)] gLLAQadedeffjuddvsj toroidal gLLAQadedeffnuddvsj toroidal gLLMQadedeffbmdpcrk SFS[D(2,1)(2,1)] gLLMQadedeffnmdpcrk toroidal gLLMQadedeffjmdpcrk toroidal gLLAQadedeffjpdtosj SFS[D(5,3)(3,1)] gLLAQadedeffnpdtosj SFS[D(4,3)(3,1)] gLLMQadedeffnidpcrk toroidal gLLMQadedeffjidpcrk SFS[D(5,3)(3,1)] gLLMQccdefefajsxarb SFS[D(3,1)(2,1)] gLLMQccdefefajsxarn toroidal gLLMQccdefefajsxarj m003(0,0) gLLMQaddeeffnaqxwrk m006(0,0) gLLMQaddeeffjaqxwrk m016(0,0) gLLAQaedeeffjaaxkvj m011(0,0) gLLAQaedeeffnaaxkvj m019(0,0) gLLMQccdfeefajwiprb toroidal gLLMQccdfeefajwiprn SFS[D(3,1)(2,1)] gLLMQccdfeefajwiprj SFS[D(3,1)(2,1)] gLLMQaddeeffnamxwrk toroidal gLLMQaddeeffjamxwrk toroidal gLLAQaedeeffjaamkvj toroidal gLLAQaedeeffnaamkvj toroidal gLLAQbdceeffesvulvj SFS[D(3,1)(2,1)] gLLAQbdceeffessulvj SFS[D(3,1)(2,1)] gLLAQbdceeffeswulvj toroidal gLLAQbdceeffdvvqxwj reducible gLLAQbdceeffdvsqxwj reducible gLLAQbdceeffdvwqxwj reducible gLLMQccdefefajvlmrb SFS[D(3,1)(2,1)] gLLMQccdefefajvlmrn SFS[D(3,1)(2,1)] gLLMQccdefefajvlmrj toroidal gLLAQbdeceffesdnlvj toroidal gLLAQbdeceffesdjlvj toroidal gLLAQbdeceffdvabxwj reducible gLLAQbdeceffdvanxwj reducible gLLAQbdeceffdvajxwj reducible gLLMQaddeeffnapxwrk toroidal gLLMQaddeeffjapxwrk toroidal gLLAQaedeeffbpahsvj SFS[D(3,1)(2,1)] gLLAQaedeeffbmaekvj SFS[D(3,1)(2,1)] gLLAQaedeeffjmaekvj SFS[D(3,1)(2,1)] gLLAQaedeeffnmaekvj toroidal gLLAQaedeeffbiaekvj reducible gLLAQaedeeffjiaekvj reducible gLLAQaedeeffniaekvj reducible gLLAQaedeeffbaaekvj SFS[D(3,1)(2,1)] gLLAQaedeeffjaaekvj SFS[D(3,1)(2,1)] gLLAQaedeeffnaaekvj toroidal gLLAQaedeeffbqaubvj reducible gLLAQbdceeffawvaubr reducible gLLAQbdedfeflkarqbk SFS[D(3,1)(2,1)] gLLAQbdedfeftkarqbk SFS[D(3,1)(2,1)] gLLAQbdeceffawdbpvr SFS[D(2,1)(2,1)] gLLMQbceedffmoulcbr reducible gLLMQbcedeffpnqolfr SFS[D(2,1)(2,1)] gLLAQbdeceffawebpvr SFS[D(2,1)(2,1)] gLLAQadedeffbaticcj reducible gLLAQadedeffbattkcj SFS[D(3,1)(2,1)] gLLAQadedeffbmatssj SFS[D(3,1)(2,1)] gLLAQadedeffballbrj SFS[D(3,1)(2,1)] gLLAQaeedeffbpllvbj reducible gLLAQbdceeffevvheow SFS[D(3,1)(2,1)] gLLAQbdceeffdwvtdnw SFS[D(3,1)(2,1)] gLLAQcbdeeffabniikj reducible gLLAQcbdeeffabbaarw reducible gLLAQcbdeeffabbiarw SFS[D(3,1)(2,1)] gLLAQcbdeeffabbmarw SFS[D(3,1)(2,1)] gLLMQccdfeefajniprb SFS[D(3,1)(2,1)] gLLAQadedeffbauiccj reducible gLLAQadedeffbautkcj toroidal gLLAQaedeeffbptesoj SFS[D(2,1)(2,1)] gLLAQadedeffbietssj SFS[D(4,1)(2,1)] gLLAQadedeffbmetssj toroidal gLLAQadedeffbaetssj SFS[D(5,2)(2,1)] gLLAQadedeffbahlbrj toroidal gLLAQadedeffbahabrj SFS[D(5,2)(2,1)] gLLAQadedeffbahtbrj SFS[D(4,1)(2,1)] gLLAQaeedeffbpltvbj reducible gLLAQbdceeffevvhxow reducible gLLAQbdceeffdwvtpnw SFS[D(3,1)(2,1)] gLLAQcbdeeffabnixkj SFS[D(3,1)(2,1)] gLLAQcbdeeffabbalrw SFS[D(3,1)(2,1)] gLLAQcbdeeffabbilrw reducible gLLAQcbdeeffabbmlrw SFS[D(3,1)(2,1)] gLLMQccdfeefajfiprb SFS[D(3,1)(2,1)] gLLMQbcedeffpneoirr SFS[D(2,1)(2,1)] gLLAQadedeffbulhvkn SFS[D(5,2)(2,1)] gLLMQacefdffnjenbjj reducible gLLAQaeedeffbahhbcr reducible gLLAQadedeffbattfon SFS[D(5,2)(2,1)] gLLAQbdceeffavvaisw SFS[D(3,1)(2,1)] gLLAQbdeceffavdbhgw reducible gLLAQbdeceffavebhgw reducible gLLAQaddeeffbhaugvr SFS[D(3,1)(2,1)] gLLAQaeedeffbpuqcwr reducible gLLMQacedfffnvdvwjw SFS[D(3,1)(2,1)] gLLAQaeedeffbplqnwr reducible gLLAQbdceeffarvaisw reducible gLLAQbdeceffardbhgw SFS[D(3,1)(3,2)] gLLAQbdeceffarebhgw SFS[D(3,1)(3,2)] gLLMQacedfffnvhvwjw reducible gLLAQcbedeffubusinj SFS[D(2,1)(2,1)] gLLAQcbdeeffabnpinj SFS[D(2,1)(2,1)] gLLAQbdceeffxvvxpow SFS[D(3,1)(2,1)] gLLAQbdceeffpwvplnw SFS[D(3,1)(2,1)] gLLAQcbedeffpbaginj toroidal gLLAQbdceeffajvaisw SFS[D(3,1)(2,1)] gLLAQbdeceffajdbhgw SFS[D(3,1)(3,1)] gLLAQbdeceffajebhgw SFS[D(3,1)(3,1)] gLLAQcbdeeffabbxabw SFS[D(2,1)(2,1)] gLLAQbdeceffdcababr SFS[D(3,1)(2,1)] gLLAQbdceeffabvamwj SFS[D(3,1)(2,1)] gLLAQbdedfeftvarqbw reducible gLLAQbdedfeflvarqbw SFS[D(3,1)(2,1)] gLLAQbdeceffabdbecj reducible gLLAQbdeceffabebecj reducible gLLMQacefdffnvpbbjj SFS[D(3,1)(2,1)] gLLMQacedfffnvpvwjw SFS[D(3,1)(2,1)] gLLMQacedfffnvpovjj SFS[D(3,1)(2,1)] gLLAQbddefefakkaqvk reducible gLLAQbdceeffawvtpor SFS[D(3,1)(3,2)] gLLMQacefdffnvpnbjg SFS[D(3,1)(3,1)] gLLMQacefdffnvpnbkg reducible gLLAQbdceeffawvlpor SFS[D(3,1)(3,2)] gLLMQacedfffnvposjg SFS[D(3,1)(3,1)] gLLMQacedfffnvposkg reducible gLLAQbdceeffavvhanw reducible gLLAQaddeeffbamxbfr SFS[D(2,1)(2,1)] gLLMQacefdffnrhrbjn reducible gLLAQaeedeffbahpbcr reducible gLLAQcbdeeffabbltbw SFS[D(2,1)(2,1)] gLLAQbddefefabgqqbk reducible gLLAQbddefefabgqqjk SFS[D(3,1)(3,2)] gLLAQbddefefabgqqnk SFS[D(3,1)(3,1)] gLLAQbdceeffabwahwj SFS[D(3,1)(2,1)] gLLAQaedefefjaaqsfn SFS[D(3,1)(2,1)] gLLMQaceefefjglvsvv reducible gLLAQaeedeffbpuqcrw reducible gLLMQaceeeffjoescvf SFS[D(5,2)(2,1)] gLLMQaceeeffjoesrvf toroidal gLLMQaceeeffjoessvf SFS[D(5,2)(2,1)] gLLAQaeedeffbplqnrw reducible gLLAQbdceeffarvaior SFS[D(8,3)(2,1)] gLLMQaceeeffjohbnvf SFS[D(8,3)(2,1)] gLLAQaddeeffbxqugnw SFS[D(5,2)(2,1)] gLLAQaeedeffbpudkkw reducible gLLAQaeedeffbqedskw SFS[D(5,3)(3,1)] gLLAQaeedeffbmhdbkw SFS[D(5,2)(3,1)] gLLAQaeedeffbahdbkw reducible gLLAQaeedeffbihdbkw SFS[D(5,3)(3,1)] gLLAQaeedfefbpttfnw reducible gLLAQcbedeffubusicj SFS[D(2,1)(2,1)] gLLAQcbdeeffabnpicj SFS[D(2,1)(2,1)] gLLAQbdceeffpwvplvr SFS[D(7,2)(2,1)] gLLAQcbedeffpbagicj toroidal gLLAQaeedfefbputfnw reducible gLLAQbdceeffajvaior toroidal gLLAQaeedfefbaetfww SFS[D(3,1)(2,1)] gLLAQbdceeffajvuhbr SFS[D(3,1)(2,1)] gLLAQbdceeffajvplvr SFS[D(3,1)(2,1)] gLLAQcbdeeffabbxagr SFS[D(2,1)(2,1)] gLLAQbdedfeftvarxbr SFS[D(8,3)(2,1)] gLLAQbdedfeflvarxbr toroidal gLLMQaceeeffjoufcvf SFS[D(3,1)(2,1)] gLLMQaceeeffjotfcvf SFS[D(3,1)(2,1)] gLLMQaceeeffjoukovf SFS[D(7,2)(2,1)] gLLAQbddefefakkahvn SFS[D(8,3)(2,1)] gLLAQaeedeffbtudckw SFS[D(5,2)(2,1)] gLLAQcbdeeffpbfqagr SFS[D(5,2)(2,1)] gLLAQaeedeffbxhdwkw SFS[D(5,2)(2,1)] gLLAQaddeeffbamxbjw SFS[D(2,1)(2,1)] gLLAQaeedeffbahpbkw reducible gLLAQcbdeeffabbltgr SFS[D(2,1)(2,1)] gLLAQaedeeffbpadcrw SFS[D(2,1)(2,1)] gLLAQaedeeffbpamnrw SFS[D(2,1)(2,1)] gLLAQaeedfefbidhrck SFS[D(3,1)(2,1)] gLLAQaddeeffbuxmvnk SFS[D(3,1)(2,1)] gLLAQaeedfefbqxhrwk SFS[D(3,1)(2,1)] gLLAQaddeeffbuamcnk SFS[D(7,2)(2,1)] gLLAQaddeeffbaqmwnk SFS[D(5,2)(2,1)] gLLAQaddeeffbiepkjk SFS[D(2,1)(2,1)] gLLAQaddeeffbaapkjk SFS[D(7,2)(2,1)] gLLAQaddeeffbiapkjk toroidal gLLAQaddeeffbidpkjk SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqwbk SFS[D(7,2)(2,1)] gLLAQaddeeffbpuqcbk SFS[D(5,2)(2,1)] gLLAQaddeeffbuaqwbk toroidal gLLAQaddeeffbapqjbk SFS[D(5,2)(2,1)] gLLAQaddeeffbeaqwbk SFS[D(8,3)(2,1)] gLLAQaeedfefbpxifnk reducible gLLAQaeedfefbpuifnk reducible gLLAQaeedfefbadifwk SFS[D(2,1)(2,1)] gLLAQaddeeffbaeqsbk SFS[D(2,1)(2,1)] gLLAQaddeeffbaaqsbk toroidal gLLAQaddeeffbadqsbk SFS[D(2,1)(2,1)] gLLAQaddeeffbuapjjk SFS[D(8,3)(2,1)] gLLAQaeedeffbpllvkk reducible gLLAQaddeeffbaaqrbk SFS[D(7,2)(2,1)] gLLAQaddeeffbpupkjk SFS[D(3,1)(2,1)] gLLAQaddeeffbuaprjk toroidal gLLAQaddeeffbappfjk SFS[D(3,1)(2,1)] gLLAQbdceeffxnvxhvw SFS[D(7,2)(2,1)] gLLAQaeedeffbpulkkk reducible gLLAQaeedfefbpuhrck reducible gLLAQaeedfefbluhrck SFS[D(3,1)(3,2)] gLLAQaeedfefbtehrjk SFS[D(3,1)(3,1)] gLLAQaeedfefbahhrwk reducible gLLAQaeedfefbxuhrck SFS[D(3,1)(3,1)] gLLMQaddeeffbxqqrgj SFS[D(3,1)(2,1)] gLLAQcbdeeffdbctigr SFS[D(4,1)(2,1)] gLLAQadedeffbahlbjw SFS[D(4,1)(2,1)] gLLAQbdceeffavneqcr SFS[D(3,1)(2,1)] gLLAQbdceeffavreqcr SFS[D(3,1)(2,1)] gLLAQbdceefflvoeqcr toroidal gLLAQbdceefflvneqcr toroidal gLLAQbdceefflvreqcr m011(0,0) gLLAQbdceefftvoeqcr toroidal gLLAQbdceefftvneqcr m006(0,0) gLLAQbdceefftvreqcr toroidal gLLMQbcdefefmbnxxgj reducible gLLMQbcdefefxbnxxgj toroidal gLLAQaddeeffjaepcjn SFS[D(2,1)(2,1)] gLLAQaddeeffjmepcjn m194(0,0) gLLAQaddeeffnmepcjn m231(0,0) gLLAQaddeeffbiepcjn SFS[D(2,1)(2,1)] gLLAQaddeeffjiepcjn m182(0,0) gLLAQaddeeffniepcjn m244(0,0) gLLAQadedeffjalubjr SFS[D(2,1)(2,1)] gLLAQadedeffbulpvjr SFS[D(4,1)(2,1)] gLLAQadedeffjulpvjr m157(0,0) gLLAQadedeffnulpvjr m214(0,0) gLLAQadedeffjplaojr m216(0,0) gLLAQadedeffnplaojr m263(0,0) gLLAQbdceefflvomtwr SFS[D(5,2)(3,1)] gLLAQbdceefflvnmtwr m300(0,0) gLLAQbdceefflvrmtwr m346(0,0) gLLAQbdceefftvomtwr SFS[D(4,1)(3,1)] gLLAQbdceefftvnmtwr m291(0,0) gLLAQbdceefftvrmtwr m303(0,0) gLLMQbcdefefxbbllgj SFS[D(5,2)(3,1)] gLLAQaddeeffjmdpcjn m401(0,0) gLLAQaddeeffnmdpcjn m397(0,0) gLLAQaddeeffbidpcjn SFS[D(2,1)(2,1)] gLLAQaddeeffjidpcjn m364(0,0) gLLAQaddeeffnidpcjn m363(0,0) gLLAQadedeffbulhvjr SFS[D(5,2)(2,1)] gLLAQadedeffjulhvjr m213(0,0) gLLAQadedeffnulhvjr m281(0,0) gLLAQadedeffjpllojr m214(0,0) gLLAQadedeffnpllojr m263(0,0) gLLAQbdceefflvoxdjr SFS[D(4,3)(3,1)] gLLAQbdceefflvnxdjr m189(0,0) gLLAQbdceefflvrxdjr m117(0,0) gLLAQbdceefftvoxdjr SFS[D(5,3)(3,1)] gLLAQbdceefftvnxdjr m239(0,0) gLLAQbdceefftvrxdjr m146(0,0) gLLMQbcdefefhksmuvj SFS[D(4,3)(3,1)] gLLAQaddeeffbmapcjn SFS[D(7,2)(2,1)] gLLAQaddeeffjmapcjn toroidal gLLAQaddeeffnmapcjn m043(0,0) gLLAQaddeeffbiapcjn toroidal gLLAQaddeeffjiapcjn toroidal gLLAQaddeeffniapcjn m060(0,0) gLLAQadedeffjuldvjr m238(0,0) gLLAQadedeffnuldvjr m216(0,0) gLLAQadedeffjpltojr m281(0,0) gLLAQadedeffnpltojr m263(0,0) gLLAQbdceeffmrolegr reducible gLLAQbdceeffxrolegr toroidal gLLAQbdceefferolegr toroidal gLLAQbdceeffernlegr toroidal gLLAQbdceefferrlegr m064(0,0) gLLMQbcdefefaknuxnj toroidal gLLMQbcdefefaknuxrj toroidal gLLAQcbdeeffanjaasw SFS[D(5,2)(5,2)] gLLAQcbdeeffajjaasw SFS[D(5,2)(4,1)] gLLAQcbdeeffajreesj SFS[D(5,3)(4,1)] gLLAQcbdeeffanreesj SFS[D(5,3)(5,2)] gLLAQbdceeffdooxdjr toroidal gLLAQbdceeffdonxdjr m060(0,0) gLLAQbdceeffdorxdjr toroidal gLLAQaddeeffjpuprjn s278(0,0) gLLAQaddeeffnpuprjn s373(0,0) gLLAQaeedfefjallkjn SFS[D(5,2)(5,2)] gLLAQaeedfefnallkjn SFS[D(5,2)(4,1)] gLLAQaddeeffjappkjn toroidal gLLAQaddeeffnappkjn SFS[D(5,2)(5,2)] gLLAQaddeeffbuapfjn SFS[D(8,3)(2,1)] gLLAQaddeeffjuapfjn m175(0,0) gLLAQaddeeffnuapfjn s183(0,0) gLLAQadedeffbillwjr SFS[D(2,1)(2,1)] gLLAQadedeffjillwjr s143(0,0) gLLAQadedeffnillwjr s328(0,0) gLLAQaedefefjaxxkkr SFS[D(5,3)(5,2)] gLLAQaedefefnaxxkkr SFS[D(5,3)(4,1)] gLLAQadedeffjallwjr toroidal gLLAQadedeffnallwjr SFS[D(5,3)(5,2)] gLLAQadedeffjmllwjr s199(0,0) gLLAQadedeffnmllwjr s253(0,0) gLLAQbddefefarntxvj SFS[D(3,1)(2,1)] gLLMQbcdefefhvnuxoj toroidal gLLAQaeedeffbidhkrn SFS[D(5,2)(2,1)] gLLAQaddeeffbuxmcnn SFS[D(5,2)(2,1)] gLLAQaeedeffbqxhbrn SFS[D(5,2)(2,1)] gLLAQadedeffbatukbr SFS[D(3,1)(2,1)] gLLAQadedeffbutpfbr toroidal gLLAQadedeffbhtpfbr SFS[D(5,2)(2,1)] gLLAQadedeffbetpfbr SFS[D(4,1)(2,1)] gLLAQadedeffbptarbr SFS[D(3,1)(2,1)] gLLAQaddeeffbaamwnn SFS[D(7,2)(2,1)] gLLMQbcdefefasnaxbj SFS[D(3,1)(2,1)] gLLAQbdceeffhgviqbj toroidal gLLAQaddeeffbpuqnbn SFS[D(3,1)(2,1)] gLLAQaddeeffbapqsbn SFS[D(3,1)(2,1)] gLLAQaddeeffbeaqgbn SFS[D(8,3)(2,1)] gLLAQaddeeffbuaqgbn toroidal gLLAQbdceeffhgvltoj SFS[D(3,1)(3,1)] gLLAQaeedeffbpuicfn reducible gLLAQbdceeffhgvhdvj SFS[D(3,1)(3,2)] gLLAQaeedeffbpxicfn reducible gLLAQaeedeffbadirfn SFS[D(2,1)(2,1)] gLLAQaddeeffbaeqjbn SFS[D(2,1)(2,1)] gLLAQadedeffbuapgnr SFS[D(5,2)(2,1)] gLLAQaddeeffbadqjbn SFS[D(2,1)(2,1)] gLLAQaddeeffbaaqjbn toroidal gLLAQaedeeffbamxffr SFS[D(2,1)(2,1)] gLLAQadedeffbatlcbr SFS[D(2,1)(2,1)] gLLMQbcdefefavsmuvj SFS[D(3,1)(2,1)] gLLAQaddeeffbaqmbnn SFS[D(3,1)(2,1)] gLLAQbdceefflromtwr toroidal gLLAQbdceefftromtwr SFS[D(5,2)(3,1)] gLLMQbcdfeefhjoxivk toroidal gLLAQcbdeeffqbgxxgj SFS[D(5,2)(2,1)] gLLAQcbdeeffhbjlugw SFS[D(5,2)(2,1)] gLLAQbdceeffxjolegr SFS[D(4,1)(3,1)] gLLAQbdceeffejolegr SFS[D(5,2)(3,1)] gLLAQbdceeffejnlegr s520(0,0) gLLAQbdceeffejrlegr s689(0,0) gLLMQbcdfeefacclprk SFS[D(5,3)(4,1)] gLLMQbcdfeefacclpnk SFS[D(5,3)(5,2)] gLLAQbdceeffdkoxdjr SFS[D(4,1)(3,1)] gLLAQbdceeffdknxdjr s444(0,0) gLLAQbdceeffdkrxdjr s474(0,0) gLLAQaddeeffjpupsjn s768(0,0) gLLAQaddeeffnpupsjn s701(0,0) gLLAQaddeeffjappgjn SFS[D(5,2)(5,2)] gLLAQaddeeffnappgjn SFS[D(5,2)(4,1)] gLLAQaddeeffbuapnjn SFS[D(7,2)(2,1)] gLLAQaddeeffjuapnjn s534(0,0) gLLAQaddeeffnuapnjn s507(0,0) gLLAQadedeffbillvjr toroidal gLLAQadedeffjillvjr m271(0,0) gLLAQadedeffnillvjr m318(0,0) gLLAQadedeffballvjr SFS[D(5,2)(2,1)] gLLAQadedeffjmllvjr m270(0,0) gLLAQadedeffnmllvjr m282(0,0) gLLMQbcdfeefxcclifk SFS[D(3,1)(3,1)] gLLAQaedeeffbpmmvfr reducible gLLAQbdceeffhfvltoj SFS[D(3,1)(3,2)] gLLAQbdceeffakvltoj SFS[D(3,1)(2,1)] gLLAQadedeffbaaurnr SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqnbn SFS[D(7,2)(2,1)] gLLAQadedeffbatlfbr toroidal gLLMQbcdfeefaooxivk reducible gLLAQaeedeffbpuhkrn reducible gLLAQaeedeffbluhkrn SFS[D(5,3)(3,1)] gLLAQaeedeffbtehsrn SFS[D(5,2)(3,1)] gLLAQaeedeffbahhbrn reducible gLLAQaeedeffbxuhkrn SFS[D(5,2)(3,1)] gLLAQadedeffbattfbr SFS[D(5,2)(2,1)] gLLAQbdceeffevolegr SFS[D(4,3)(3,1)] gLLAQbdceeffevnlegr m304(0,0) gLLAQbdceeffevrlegr m222(0,0) gLLAQbdceeffdwoxdjr SFS[D(5,3)(3,1)] gLLAQbdceeffdwnxdjr s527(0,0) gLLAQbdceeffdwrxdjr s359(0,0) gLLMQbcedeffajarmwn SFS[D(5,2)(5,2)] gLLMQbcedeffajanmwn SFS[D(5,2)(4,1)] gLLAQbdceeffxvolegr SFS[D(5,3)(3,1)] gLLAQaddeeffbpupcjn SFS[D(5,2)(2,1)] gLLAQaddeeffjpupcjn m016(0,0) gLLAQaddeeffnpupcjn m147(0,0) gLLAQaddeeffbuapwjn toroidal gLLAQaddeeffjuapwjn m017(0,0) gLLAQaddeeffnuapwjn m185(0,0) gLLAQaddeeffbappjjn SFS[D(5,2)(2,1)] gLLAQadedeffbillsjr SFS[D(2,1)(2,1)] gLLAQadedeffjillsjr m349(0,0) gLLAQadedeffnillsjr m337(0,0) gLLAQadedeffjmllsjr s593(0,0) gLLAQadedeffnmllsjr s535(0,0) gLLAQadedeffjallsjr SFS[D(5,3)(5,2)] gLLAQadedeffnallsjr SFS[D(5,3)(4,1)] gLLAQbdceeffevothvr SFS[D(5,3)(3,1)] gLLAQbdceeffdwomtwr toroidal gLLAQbdceeffxvothvr toroidal gLLAQbdeceffmvubufr reducible gLLAQbdceeffmvvpufr reducible gLLMQbcedeffajuoecn SFS[D(3,1)(2,1)] gLLAQaeedfefbpulknn reducible gLLAQaedefefbpxpkcr reducible gLLAQbdceeffajomtwr SFS[D(3,1)(2,1)] gLLAQcbdeeffibsmasw reducible gLLAQcbdeeffibfeesj reducible gLLAQaeedfefbpllkcn reducible gLLAQaedefefbpxeknr reducible gLLAQadedeffbatlbbr SFS[D(2,1)(2,1)] gLLAQbdceeffabviqbj reducible gLLAQbdceeffhvvltoj reducible gLLMQbceedffhnaucsw SFS[D(3,1)(3,2)] gLLAQaedeeffbpmmsfr reducible gLLMQbceedffhnpacnw SFS[D(3,1)(3,1)] gLLMQbceedffhnupcgw reducible gLLAQbdceefflvoeicr SFS[D(4,3)(3,1)] gLLAQbdceefftvoeicr SFS[D(5,3)(3,1)] gLLMQbcdefefxbrxxgj SFS[D(4,3)(3,1)] gLLAQbdceeffhgviebj SFS[D(3,1)(3,2)] gLLMQbcdefefabraxbj SFS[D(3,1)(2,1)] gLLAQbdceeffmvotpvr SFS[D(3,1)(2,1)] gLLMQbcedeffajhoxjn SFS[D(3,1)(2,1)] gLLMQbceedffhnqacnw reducible gLLAQbdceefflvoeucr SFS[D(5,2)(3,1)] gLLAQbdceefftvoeucr SFS[D(4,1)(3,1)] gLLMQbcdefefxboxxgj SFS[D(5,2)(3,1)] gLLAQadedeffbxxarbr SFS[D(4,1)(2,1)] gLLAQbdceeffhgvilbj SFS[D(3,1)(3,1)] gLLAQaedefefbpadrnr SFS[D(2,1)(2,1)] gLLAQaedefefbmaxrrr SFS[D(5,1)(2,1)] gLLAQaedefefbiaxrrr SFS[D(7,2)(2,1)] gLLAQaedefefbaaxrrr SFS[D(2,1)(2,1)] gLLAQaedefefbqairor SFS[D(7,2)(2,1)] gLLAQbdceeffevotdvr SFS[D(4,3)(3,1)] gLLAQbdceeffdwomawr SFS[D(5,3)(3,1)] gLLAQbdceeffxvotdvr SFS[D(5,3)(3,1)] gLLAQbdeceffxvlbdvr SFS[D(5,2)(2,1)] gLLAQadedeffbaxabbr SFS[D(2,1)(2,1)] gLLAQaedefefbtadrvr SFS[D(8,3)(2,1)] gLLAQaedefefblaxrgr SFS[D(7,3)(2,1)] gLLAQaedefefbxaxrgr SFS[D(8,3)(2,1)] gLLMQbceedffhnmacnw SFS[D(3,1)(3,2)] gLLAQbdceefflvvthvr SFS[D(2,1)(2,1)] gLLAQaedefefblpergj SFS[D(3,1)(2,1)] gLLAQcbdeeffqbwmtwr SFS[D(2,1)(2,1)] gLLAQaddeeffbxqdrnj SFS[D(2,1)(2,1)] gLLAQaedeeffbluesfj SFS[D(3,1)(2,1)] gLLAQbdceeffmkomawj reducible gLLMQaceeeffjkescfo SFS[D(3,1)(2,1)] gLLMQaceeeffjkesrfo SFS[D(3,1)(2,1)] gLLMQaceeeffjkessfo reducible gLLAQbdceeffhgohesj SFS[D(3,1)(2,1)] gLLAQaeedfefbpuuknj reducible gLLAQaeedfefbmhukrj SFS[D(3,1)(2,1)] gLLAQaeedfefbihukrj SFS[D(3,1)(2,1)] gLLAQaeedfefbahukrj reducible gLLAQaeedfefbqeukoj SFS[D(3,1)(2,1)] gLLAQadedeffblddnjj SFS[D(4,1)(2,1)] gLLAQbdceeffmkvpawj SFS[D(4,1)(2,1)] gLLAQaedeeffbaaurkj SFS[D(2,1)(2,1)] gLLAQaedeeffbtahokj SFS[D(7,3)(2,1)] gLLAQaedeeffblaenkj toroidal gLLAQaedeeffbpaenkj SFS[D(2,1)(2,1)] gLLAQaedeeffbxaenkj SFS[D(7,3)(2,1)] gLLMQaceefefjkagrgo reducible gLLAQcbdeeffabfmtwr reducible gLLAQbdeceffxwtbikw SFS[D(4,1)(2,1)] gLLAQbddefefanralvr SFS[D(8,3)(2,1)] gLLAQbdceeffarvthvr SFS[D(2,1)(2,1)] gLLAQbdceefflrvthvr toroidal gLLAQbdceefftrvthvr SFS[D(2,1)(2,1)] gLLAQbdceeffarvlhvr SFS[D(2,1)(2,1)] gLLAQcbdeeffabgedww reducible gLLAQcbdeeffhbbdtwr reducible gLLAQaeedeffbplavrj reducible gLLMQaceeeffjkhbbwo SFS[A(2,1)] gLLAQaddeeffbhadrnj SFS[D(8,3)(2,1)] gLLMQaceefefjklvrvo reducible gLLAQcbdeeffabcmtwr reducible gLLMQaceefefjklvojc SFS[D(2,1)(2,1)] gLLMQaceefefjklvovc SFS[D(2,1)(2,1)] gLLMQaceefefjklvorc toroidal gLLAQadedeffbaiafbj SFS[D(2,1)(2,1)] gLLAQaeedeffbpuakrj reducible gLLAQbdceeffevveqcr SFS[D(3,1)(2,1)] gLLAQbdceeffdwvdibr SFS[D(3,1)(2,1)] gLLAQcbdeeffabnadvj reducible gLLAQaeedfefbptpfcj reducible gLLAQbdceeffevvhmsr SFS[D(3,1)(2,1)] gLLAQbdceeffdwvthvr toroidal gLLAQcbdeeffabnidvj SFS[D(3,1)(2,1)] gLLAQaeedfefbpupfcj reducible gLLAQbdceeffevvuprr reducible gLLAQbdceeffevsuprr toroidal gLLAQbdceeffevwuprr toroidal gLLAQbdceeffdwvqlor SFS[D(3,1)(2,1)] gLLAQbdceeffdwsqlor m276(0,0) gLLAQbdceeffdwwqlor m197(0,0) gLLAQcbdeeffabnmdvj SFS[D(3,1)(2,1)] gLLAQcbdeeffannmdvj m100(0,0) gLLAQcbdeeffajnmdvj m030(0,0) gLLAQbdeceffhwablor SFS[D(8,3)(2,1)] gLLAQbdeceffevdbprr SFS[D(5,2)(2,1)] gLLAQbdeceffevdnprr toroidal gLLAQbdeceffdwablor toroidal gLLAQbdeceffdwanlor toroidal gLLAQbdeceffdwajlor m016(0,0) gLLAQcbdeeffabkptcw SFS[D(5,2)(2,1)] gLLAQcbdeeffajkptcw m011(0,0) gLLAQcbdeeffankptcw m017(0,0) gLLAQbdeceffpwablor SFS[D(7,2)(2,1)] gLLAQaedefefbmperrj SFS[D(3,1)(2,1)] gLLAQaedefefjmperrj toroidal gLLAQaedefefnmperrj SFS[D(9,2)(2,1)] gLLAQaedefefjiperrj m287(0,0) gLLAQaedefefniperrj m251(0,0) gLLAQaedefefjaperrj m159(0,0) gLLAQaedefefnaperrj m145(0,0) gLLAQbddefefajkaxvr toroidal gLLAQbdeceffajubibr SFS[D(3,1)(2,1)] gLLAQbdceeffljvthvr SFS[D(2,1)(2,1)] gLLAQcbdeeffhbgtdww reducible gLLAQaeedfefbaepfrj SFS[D(3,1)(2,1)] gLLAQbdeceffajpbhvr SFS[D(3,1)(2,1)] gLLAQadedeffbxxtnnj SFS[D(5,2)(2,1)] gLLAQcbdeeffabbatwr SFS[D(3,1)(2,1)] gLLAQcbdeeffabbitwr SFS[D(3,1)(2,1)] gLLAQcbdeefflbbmtwr SFS[D(3,1)(2,1)] gLLAQcbdeefflnbmtwr m104(0,0) gLLAQcbdeeffljbmtwr m167(0,0) gLLAQcbdeefftbbmtwr SFS[D(3,1)(2,1)] gLLAQcbdeefftnbmtwr m167(0,0) gLLAQcbdeefftjbmtwr m089(0,0) gLLAQcbdeeffanbmtwr SFS[D(3,1)(2,1)] gLLAQcbdeeffajbmtwr SFS[D(3,1)(2,1)] gLLMQaceefefjktfowj m271(0,0) gLLMQaceefefjktfoww m270(0,0) gLLMQaceefefjktfonc SFS[D(7,2)(2,1)] gLLMQaceefefjktfonj m064(0,0) gLLMQaceefefjktfonw m118(0,0) gLLMQaceefefjktfofj toroidal gLLMQaceefefjktfofw toroidal gLLAQaedeeffbmueffj SFS[D(3,1)(2,1)] gLLAQaedeeffjmueffj m103(0,0) gLLAQaedeeffnmueffj m166(0,0) gLLAQaedeeffjiueffj m258(0,0) gLLAQaedeeffniueffj m248(0,0) gLLAQaedeeffjaueffj toroidal gLLAQaedeeffnaueffj toroidal gLLAQbdceeffabvdmnj reducible gLLAQbdceeffabsdmnj SFS[D(3,1)(2,1)] gLLAQbdceeffabwdmnj SFS[D(3,1)(2,1)] gLLAQbdeceffabunmnj SFS[D(2,1)(2,1)] gLLAQaedeeffjaauckj SFS[D(2,1)(2,1)] gLLAQbdeceffabmnesj SFS[D(3,1)(2,1)] gLLAQbdeceffabmjesj SFS[D(3,1)(2,1)] gLLMQaceeeffjktbcfo SFS[D(2,1)(2,1)] gLLMQaceeeffjktbcfr toroidal gLLMQaceeeffjktbcfn toroidal gLLMQaceeeffjktbcno SFS[D(2,1)(2,1)] gLLMQaceeeffjktbcnr toroidal gLLMQaceeeffjktbcnn toroidal gLLMQaceeeffjktbcwr toroidal gLLMQaceeeffjktbcwn toroidal gLLMQaceeeffjktfcfr SFS[D(7,5)(5,2)] gLLMQaceeeffjktfcfn SFS[D(7,5)(4,1)] gLLMQaceeeffjktfcnr SFS[D(7,2)(4,1)] gLLMQaceeeffjktfcnn SFS[D(7,2)(5,2)] gLLMQaceeeffjktfcwr toroidal gLLMQaceeeffjktfcwn toroidal gLLMQaceeeffjktfsfo SFS[D(2,1)(2,1)] gLLAQaeedfefjaeukfj SFS[D(2,1)(2,1)] gLLAQaeedfefbtuukvj SFS[D(2,1)(2,1)] gLLAQaeedfefjtuukvj toroidal gLLAQaeedfefntuukvj toroidal gLLAQaddeeffjmaicjj SFS[D(2,1)(2,1)] gLLAQaddeeffnmaicjj SFS[D(2,1)(2,1)] gLLMQaceeeffjktbcvc SFS[D(2,1)(2,1)] gLLMQaceeeffjktbcvj toroidal gLLMQaceeeffjktbcvw toroidal gLLAQaeedfefjlhukgj toroidal gLLAQaeedfefnlhukgj SFS[D(7,5)(5,2)] gLLMQaceeeffjktfcvj SFS[D(7,5)(5,2)] gLLMQaceeeffjktfcvw SFS[D(7,5)(4,1)] gLLAQaeedfefbxhukgj SFS[D(2,1)(2,1)] gLLAQbdceeffabwlesj SFS[D(2,1)(2,1)] gLLAQaedeeffjiaickj SFS[D(2,1)(2,1)] gLLAQaedeeffniaickj SFS[D(2,1)(2,1)] gLLAQadedeffbuddvjj SFS[D(2,1)(2,1)] gLLAQadedeffjuddvjj toroidal gLLAQadedeffnuddvjj toroidal gLLMQaceeeffjktbcbg SFS[D(2,1)(2,1)] gLLMQaceeeffjktbcbj toroidal gLLMQaceeeffjktbcbk toroidal gLLAQadedeffjpdtojj SFS[D(7,2)(5,2)] gLLAQadedeffnpdtojj SFS[D(7,2)(4,1)] gLLMQaceeeffjktfcbj toroidal gLLMQaceeeffjktfcbk SFS[D(7,2)(5,2)] gLLAQadedeffbldtojj SFS[D(5,2)(2,1)] gLLMQaceeeffjktfrbg SFS[D(5,2)(2,1)] gLLMQaceeeffjkxkkno SFS[D(3,1)(2,1)] gLLMQaceeeffjkxkknr m100(0,0) gLLMQaceeeffjkxkknn m030(0,0) gLLMQaceeeffjkxkkvc SFS[D(5,2)(2,1)] gLLMQaceeeffjkxkkvj m011(0,0) gLLMQaceeeffjkxkkvw m017(0,0) gLLAQaedeeffjaaxkkj m159(0,0) gLLAQaedeeffnaaxkkj m145(0,0) gLLMQaceeeffjkukkno toroidal gLLMQaceeeffjkukknr SFS[D(3,1)(2,1)] gLLMQaceeeffjkukknn SFS[D(3,1)(2,1)] gLLMQaceeeffjkukkvj toroidal gLLMQaceeeffjkukkvw toroidal gLLAQaedeeffjaamkkj toroidal gLLAQaedeeffnaamkkj toroidal gLLAQbdceeffesvulkj SFS[D(3,1)(2,1)] gLLAQbdceeffessulkj m225(0,0) gLLAQbdceeffeswulkj m299(0,0) gLLAQbdceeffdvvqxgj reducible gLLAQbdceeffdvsqxgj toroidal gLLAQbdceeffdvwqxgj toroidal gLLMQaceeeffjktkkno SFS[D(3,1)(2,1)] gLLMQaceeeffjktkknr m054(0,0) gLLMQaceeeffjktkknn m100(0,0) gLLAQbdeceffesdnlkj m318(0,0) gLLAQbdeceffesdjlkj m282(0,0) gLLAQbdeceffdvabxgj SFS[D(8,3)(2,1)] gLLAQbdeceffdvanxgj toroidal gLLAQbdeceffdvajxgj SFS[D(8,3)(2,1)] gLLMQaceeeffjktkkvj m178(0,0) gLLMQaceeeffjktkkvw m185(0,0) gLLAQaedeeffbmaekkj toroidal gLLAQaedeeffjmaekkj toroidal gLLAQaedeeffnmaekkj m055(0,0) gLLAQaedeeffbiaekkj SFS[D(8,3)(2,1)] gLLAQaedeeffjiaekkj toroidal gLLAQaedeeffniaekkj SFS[D(8,3)(2,1)] gLLAQaedeeffjaaekkj m060(0,0) gLLAQaedeeffnaaekkj m119(0,0) gLLAQaedeeffbqaubkj SFS[D(8,3)(2,1)] gLLAQbdceeffawvaugw SFS[D(8,3)(2,1)] gLLAQbdedfeflkarhbn toroidal gLLMQaceefefjkukojc SFS[D(3,1)(2,1)] gLLAQbdeceffawdbpnw SFS[D(2,1)(2,1)] gLLMQaceefefjktgcvo reducible gLLMQaceefefjktkrro SFS[D(2,1)(2,1)] gLLMQaceefefjktkojc SFS[D(3,1)(2,1)] gLLAQbdeceffawebpnw SFS[D(2,1)(2,1)] gLLAQbdceeffevvhesr SFS[D(3,1)(2,1)] gLLAQbdceeffdwvtdvr SFS[D(3,1)(2,1)] gLLAQcbdeeffabniivj reducible gLLAQcbdeeffabbaawr reducible gLLAQcbdeeffabbiawr SFS[D(3,1)(2,1)] gLLAQcbdeeffabbmawr SFS[D(3,1)(2,1)] gLLMQaceeeffjsukkno SFS[D(3,1)(2,1)] gLLAQadedeffbautknj SFS[D(5,2)(2,1)] gLLAQaedeeffbptesfj SFS[D(2,1)(2,1)] gLLAQadedeffbietsjj SFS[D(4,1)(2,1)] gLLAQadedeffbmetsjj SFS[D(5,2)(2,1)] gLLAQadedeffbahlbbj SFS[D(5,2)(2,1)] gLLAQadedeffbahtbbj SFS[D(4,1)(2,1)] gLLAQaeedeffbpltvrj reducible gLLAQbdceeffevvhxsr reducible gLLAQbdceeffdwvtpvr SFS[D(3,1)(2,1)] gLLAQcbdeeffabnixvj SFS[D(3,1)(2,1)] gLLAQcbdeeffabbalwr SFS[D(3,1)(2,1)] gLLAQcbdeeffabbilwr reducible gLLAQcbdeeffabbmlwr SFS[D(3,1)(2,1)] gLLMQaceeeffjbukkno SFS[D(3,1)(2,1)] gLLMQaceefefjbukrro SFS[D(2,1)(2,1)] gLLAQadedeffbulhvbj SFS[D(4,1)(2,1)] gLLMQaceefefjjugcgo SFS[D(2,1)(2,1)] gLLAQaddeeffbammbbj SFS[D(2,1)(2,1)] gLLAQaedeeffbammfrj SFS[D(2,1)(2,1)] gLLAQadedeffbattcnj SFS[D(2,1)(2,1)] gLLMQaceefefjjevcvo reducible gLLAQaeedeffbahhbfj reducible gLLAQadedeffbattfnj toroidal gLLMQaceefefjjhfrfo SFS[D(2,1)(2,1)] gLLMQaceefefjjhfcfo SFS[D(2,1)(2,1)] gLLAQcbdeeffabbllcr SFS[D(2,1)(2,1)] gLLAQadedeffbattbnj SFS[D(2,1)(2,1)] gLLAQcbdeeffabbupwr reducible gLLMQaceefefjvpgcvo reducible gLLAQbdceeffmkoamfj reducible gLLAQaeedeffbpuuckj reducible gLLAQadedeffblddcjj SFS[D(4,1)(2,1)] gLLAQbdeceffmktbmfj SFS[D(4,1)(2,1)] gLLAQaedefefbaaukwj SFS[D(2,1)(2,1)] gLLAQcbdeeffabgmtww reducible gLLAQaeedeffbpupkfj reducible gLLAQaeedfefbpuarnj reducible gLLAQcbdeeffabbedwr reducible gLLAQbdceeffmvoppkr SFS[D(3,1)(2,1)] gLLMQbcedeffpgmomwr SFS[D(3,1)(2,1)] gLLAQaeedeffbpllvfr reducible gLLAQaeedfefbpuqrnr reducible gLLAQaeedeffbputkfr reducible gLLAQbdceeffmvvhxwr reducible gLLAQbdeceffmvtbxwr reducible gLLAQaeedfefbpudkcr reducible gLLAQaedefefbpqpknn reducible gLLAQbdceeffajoiunr SFS[D(3,1)(2,1)] gLLAQaedefefblpergg reducible gLLAQaedeeffbluesfg reducible gLLAQaedeeffblaenkg reducible gLLAQbdceefflrvthvo SFS[D(2,1)(2,1)] gLLMQaceeeffbkhbbwo T2xI gLLAQaeedfefbptpfcc reducible gLLAQbdceeffdwvthvo SFS[D(2,1)(2,1)] gLLAQaeedfefbpupfcc reducible gLLAQbdceeffevsupro SFS[D(2,1)(2,1)] gLLAQbdeceffevdjpro SFS[D(2,1)(2,1)] gLLAQbdeceffpwabloo SFS[D(2,1)(2,1)] gLLAQaedefefbmperrg reducible gLLAQaedefefjmperrg SFS[D(3,1)(2,1)] gLLAQaedefefnmperrg SFS[D(3,1)(2,1)] gLLAQbddefefajkaxvo reducible gLLAQbdeceffajubibo reducible gLLAQaeedfefbaepfrc reducible gLLAQbdeceffajpbhvo reducible gLLAQcbdeefflnbmtwo toroidal gLLAQcbdeeffljbmtwo SFS[D(5,2)(2,1)] gLLAQcbdeefftnbmtwo SFS[D(5,2)(2,1)] gLLAQcbdeefftjbmtwo SFS[D(4,1)(2,1)] gLLMQaceefefbktfowj SFS[D(5,2)(2,1)] gLLMQaceefefbktfoww toroidal gLLMQaceefefbktfonc SFS[D(2,1)(2,1)] gLLMQaceefefbktfofj SFS[D(4,1)(2,1)] gLLMQaceefefbktfofw SFS[D(5,2)(2,1)] gLLAQaedeeffbmueffg reducible gLLAQaedeeffjmueffg toroidal gLLAQaedeeffnmueffg toroidal gLLAQaedeeffjiueffg SFS[D(5,2)(2,1)] gLLAQaedeeffniueffg SFS[D(4,1)(2,1)] gLLAQaedeeffjaueffg SFS[D(4,1)(2,1)] gLLAQaedeeffnaueffg SFS[D(5,2)(2,1)] gLLAQbdceeffabvdmnc reducible gLLAQbdceeffabsdmnc SFS[D(3,1)(2,1)] gLLAQbdceeffabwdmnc SFS[D(3,1)(2,1)] gLLAQbdeceffabunmnc SFS[D(2,1)(2,1)] gLLAQaedeeffjaauckg SFS[D(2,1)(2,1)] gLLAQbdeceffabmnesc SFS[D(3,1)(2,1)] gLLAQbdeceffabmjesc SFS[D(3,1)(2,1)] gLLMQaceeeffbktbcwr SFS[D(3,1)(2,1)] gLLMQaceeeffbktbcwn SFS[D(3,1)(2,1)] gLLMQaceeeffbktfcfr SFS[D(5,2)(2,1)] gLLMQaceeeffbktfcfn SFS[D(4,1)(2,1)] gLLMQaceeeffbktfcnr SFS[D(4,1)(2,1)] gLLMQaceeeffbktfcnn SFS[D(5,2)(2,1)] gLLMQaceeeffbktfcwr toroidal gLLMQaceeeffbktfcwn toroidal gLLAQaeedfefjaeukfc SFS[D(2,1)(2,1)] gLLAQaeedfefjtuukvc SFS[D(2,1)(2,1)] gLLAQaeedfefjlhukgc toroidal gLLAQaeedfefnlhukgc SFS[D(5,2)(2,1)] gLLMQaceeeffbktfcvj SFS[D(5,2)(2,1)] gLLMQaceeeffbktfcvw SFS[D(4,1)(2,1)] gLLAQbdceeffabwlesc SFS[D(2,1)(2,1)] gLLMQaceeeffbktbcbj SFS[D(2,1)(2,1)] gLLAQadedeffjpdtojg SFS[D(5,2)(2,1)] gLLAQadedeffnpdtojg SFS[D(4,1)(2,1)] gLLMQaceeeffbktfcbj toroidal gLLMQaceeeffbktfcbk SFS[D(5,2)(2,1)] gLLMQaceeeffbkukkno SFS[D(2,1)(2,1)] gLLMQaceeeffbkukkvj SFS[D(4,1)(2,1)] gLLMQaceeeffbkukkvw SFS[D(5,2)(2,1)] gLLAQaedeeffjaamkkg SFS[D(4,1)(2,1)] gLLAQaedeeffnaamkkg SFS[D(5,2)(2,1)] gLLAQbdceeffessulkc SFS[D(2,1)(2,1)] gLLAQbdeceffesdjlkc SFS[D(2,1)(2,1)] gLLAQaedeeffbmaekkg reducible gLLAQaedeeffjmaekkg SFS[D(3,1)(2,1)] gLLAQaedeeffnmaekkg SFS[D(3,1)(2,1)] gLLAQbdedfeflkarhbo reducible gLLMQaceefefbkukojc reducible gLLMQaceefefbktkojc reducible gLLAQbdceeffavsqtoo reducible gLLAQbdceefflvsqtoo SFS[D(3,1)(2,1)] gLLAQbdceefftvsqtoo SFS[D(3,1)(2,1)] gLLAQbddefefabcapso reducible gLLAQbdecefflvajtoo SFS[D(3,1)(2,1)] gLLAQbdecefftvajtoo SFS[D(3,1)(2,1)] gLLAQaedefefbamqrfg reducible gLLAQaedefefjamqrfg reducible gLLAQaedefefnamqrfg reducible gLLAQaedefefbtmprvg reducible gLLAQaedefefjtmprvg SFS[D(3,1)(3,2)] gLLAQaedefefntmprvg SFS[D(3,1)(3,1)] gLLAQaedefefblmmrgg reducible gLLAQaedefefjlmmrgg SFS[D(3,1)(3,1)] gLLAQaedefefnlmmrgg SFS[D(3,1)(3,2)] gLLAQaedefefbpmmrgg reducible gLLAQaedefefbxmmrgg reducible gLLAQbdceefflvvtdvo SFS[D(2,1)(2,1)] gLLAQbdeceffantbtsc reducible gLLAQcbdeeffpbchawo reducible gLLAQcbdeeffubwmawo reducible gLLAQbdceeffhgvhtnc reducible gLLAQbdceeffdkvtdvo SFS[D(2,1)(2,1)] gLLMQaceeeffbshbbno SFS[D(2,1)(2,1)] gLLAQadedeffbaatvjg SFS[D(2,1)(2,1)] gLLMQaceeeffbslvkbg SFS[D(2,1)(2,1)] gLLAQbdceeffakvdtnc reducible gLLAQcbdeeffabcmawo SFS[D(2,1)(2,1)] gLLAQadedeffbalafbg SFS[D(2,1)(2,1)] gLLAQbdceeffmvoquco reducible gLLAQaedefefbimmrrg reducible gLLAQadedeffbutqwng reducible gLLAQaedefefbqmqrog reducible gLLMQacefeefbsxkkfo reducible gLLAQadedeffbuthgng SFS[D(2,1)(2,1)] gLLAQbdceeffabrhqsc SFS[D(2,1)(2,1)] gLLMQaceeeffbstbcfr SFS[D(2,1)(2,1)] gLLMQaceeeffbstfcfr toroidal gLLMQaceeeffbstfcfn SFS[D(5,2)(2,1)] gLLAQaddeeffnaaqcjc SFS[D(2,1)(2,1)] gLLAQaddeeffnmaqcjc SFS[D(2,1)(2,1)] gLLAQaddeeffjiaqcjc SFS[D(5,2)(2,1)] gLLAQaddeeffniaqcjc toroidal gLLAQadedeffbaaqbjg reducible gLLAQadedeffjaaqbjg SFS[D(3,1)(2,1)] gLLAQadedeffnaaqbjg SFS[D(3,1)(2,1)] gLLAQadedeffbuadvjg reducible gLLAQadedeffjuadvjg SFS[D(3,1)(2,1)] gLLAQadedeffnuadvjg SFS[D(3,1)(2,1)] gLLAQadedeffbpatojg reducible gLLAQadedeffjpatojg toroidal gLLAQadedeffnpatojg toroidal gLLAQadedeffbhlhfbg SFS[D(2,1)(2,1)] gLLAQaedefefbtqdrvg reducible gLLAQadedeffbmuqcng reducible gLLAQaedefefbxqxrgg reducible gLLAQaeedfefbpxdfsc reducible gLLAQbdeceffpoabaoo T2xI gLLAQadedeffbmuakng SFS[D(2,1)(2,1)] gLLAQbdceeffannxhnc SFS[D(2,1)(2,1)] gLLAQaddeeffnaahknc SFS[D(2,1)(2,1)] gLLAQadedeffbahqwbg reducible gLLAQadedeffjahqwbg SFS[D(3,1)(2,1)] gLLAQadedeffnahqwbg SFS[D(3,1)(2,1)] gLLAQbdedfefdwqvuwo SFS[D(2,1)(2,1)] gLLAQaddeeffbuauwjc reducible gLLAQaddeeffjuauwjc SFS[D(3,1)(2,1)] gLLAQaddeeffnuauwjc SFS[D(3,1)(2,1)] gLLAQadedeffnmelsjg SFS[D(2,1)(2,1)] gLLMQaceeeffbbasrfn SFS[D(2,1)(2,1)] gLLAQaddeeffbuduwjc reducible gLLAQaddeeffjuduwjc SFS[D(3,1)(2,1)] gLLAQaddeeffnuduwjc SFS[D(3,1)(2,1)] gLLAQadedeffnmeasjg SFS[D(2,1)(2,1)] gLLMQaceeeffbbescfo SFS[D(2,1)(2,1)] gLLMQaceeeffbbesrfr SFS[D(5,2)(2,1)] gLLMQaceeeffbbesrfn toroidal gLLMQaceeeffbbessfr SFS[D(4,1)(2,1)] gLLMQaceeeffbbessfn SFS[D(5,2)(2,1)] gLLAQaddeeffjpxucjc SFS[D(4,1)(2,1)] gLLAQaddeeffnpxucjc SFS[D(5,2)(2,1)] gLLAQaddeeffbueuwjc reducible gLLAQaddeeffjueuwjc toroidal gLLAQaddeeffnueuwjc toroidal gLLAQaddeeffjamujjc SFS[D(5,2)(2,1)] gLLAQaddeeffnamujjc SFS[D(4,1)(2,1)] gLLAQadedeffjietsjg SFS[D(4,1)(2,1)] gLLAQadedeffnietsjg SFS[D(5,2)(2,1)] gLLAQadedeffjmetsjg SFS[D(5,2)(2,1)] gLLAQadedeffnmetsjg toroidal gLLAQadedeffbaetsjg SFS[D(2,1)(2,1)] gLLMQaceeeffbbagjfr SFS[D(5,2)(2,1)] gLLMQaceeeffbbagjfn SFS[D(4,1)(2,1)] gLLAQaddeeffbiausjc SFS[D(2,1)(2,1)] gLLAQadedeffjpetcjg SFS[D(5,2)(2,1)] gLLAQadedeffnpetcjg SFS[D(4,1)(2,1)] gLLMQaceeeffbbagbbg T2xI gLLMQaceefefbbagrgr SFS[D(4,1)(2,1)] gLLMQaceefefbbagrgn SFS[D(5,2)(2,1)] gLLAQaddeeffjaqhcnc SFS[D(5,2)(2,1)] gLLAQaddeeffnaqhcnc SFS[D(4,1)(2,1)] gLLAQadedeffbhhhbbg T2xI gLLMQaceeeffbbhbbbg T2xI gLLAQbdceeffakrhlsc SFS[D(2,1)(2,1)] gLLMQaceeeffbblvwfr toroidal gLLMQaceeeffbblvwfn SFS[D(5,2)(2,1)] gLLMQaceeeffbblswfr SFS[D(2,1)(2,1)] gLLAQaddeeffnaaurjc SFS[D(2,1)(2,1)] gLLAQaddeeffjiaurjc SFS[D(5,2)(2,1)] gLLAQaddeeffniaurjc toroidal gLLAQaddeeffnmaurjc SFS[D(2,1)(2,1)] gLLAQadedeffbaeqnjg reducible gLLAQadedeffjaeqnjg SFS[D(3,1)(2,1)] gLLAQadedeffnaeqnjg SFS[D(3,1)(2,1)] gLLAQadedeffbpetgjg reducible gLLAQadedeffjpetgjg toroidal gLLAQadedeffnpetgjg toroidal gLLAQadedeffbuedsjg reducible gLLAQadedeffjuedsjg SFS[D(3,1)(2,1)] gLLAQadedeffnuedsjg SFS[D(3,1)(2,1)] gLLAQaedefefbpqdrng reducible gLLAQaedefefbmqxrrg reducible gLLAQaedefefbiqxrrg reducible gLLAQaedefefbaqxrrg reducible gLLAQaedefefbqqirog reducible gLLMQaceeeffbbtfcfo SFS[D(2,1)(2,1)] gLLAQaddeeffjiaucjc SFS[D(4,1)(2,1)] gLLAQaddeeffniaucjc SFS[D(5,2)(2,1)] gLLAQadedeffjpetojg SFS[D(4,1)(2,1)] gLLAQadedeffnpetojg SFS[D(5,2)(2,1)] gLLAQadedeffbxharbg reducible gLLAQaeedfefbaalrfg reducible gLLAQaeedfefbttlrvg reducible gLLAQaeedfefblllrgg reducible gLLAQaeedfefbpllrgg reducible gLLAQaeedfefbxllrgg reducible gLLAQbdceeffhgvatcc reducible gLLAQbdecefflrtbtso SFS[D(2,1)(2,1)] gLLAQbddefefafbaqvc SFS[D(2,1)(2,1)] gLLAQbdceeffafvdqbc SFS[D(2,1)(2,1)] gLLAQbdeceffafmbdvc T2xI gLLAQaddeeffbaamobg T2xI gLLAQbdceeffxbvxevc T2xI gLLMQaceefefbjevcvo reducible gLLAQaeedfefbillrrg reducible gLLAQbdceeffdwvudno reducible gLLAQaeedfefbqalrog reducible gLLAQbdeceffdwtbtso SFS[D(2,1)(2,1)] gLLAQbdedfeftjastbg SFS[D(2,1)(2,1)] gLLAQaddeeffbhamjbg T2xI gLLAQbdeceffefdbhrc reducible gLLAQcbdeeffabbplco reducible gLLAQbdeceffdcabtoc reducible gLLAQbddefefabjqdjc SFS[D(5,2)(2,1)] gLLAQbddefefabjqdnc SFS[D(4,1)(2,1)] gLLAQaedefefjaeqkfc SFS[D(5,2)(2,1)] gLLAQaedefefnaeqkfc SFS[D(4,1)(2,1)] gLLAQbdceeffabnxqjc SFS[D(5,2)(2,1)] gLLAQbdceeffabrxqjc SFS[D(4,1)(2,1)] gLLAQbdeceffabdjqjc toroidal gLLAQbdeceffabdnqjc SFS[D(5,2)(2,1)] gLLAQaeedeffjaeickg SFS[D(4,1)(2,1)] gLLAQaeedeffnaeickg SFS[D(5,2)(2,1)] gLLAQbdceeffabwuqjc SFS[D(5,2)(2,1)] gLLAQbdceeffabsuqjc toroidal gLLAQaedefefjaeikfc toroidal gLLAQaedefefnaeikfc toroidal gLLAQadedeffjaaqcjc SFS[D(5,2)(2,1)] gLLAQadedeffnaaqcjc SFS[D(4,1)(2,1)] gLLAQbdeceffabenqjc SFS[D(4,1)(2,1)] gLLAQbdeceffabejqjc SFS[D(5,2)(2,1)] gLLAQbdceeffabwpdwc SFS[D(4,1)(2,1)] gLLAQbdceeffabspdwc SFS[D(5,2)(2,1)] gLLAQaedefefjaeukfc SFS[D(4,1)(2,1)] gLLAQaedefefnaeukfc SFS[D(5,2)(2,1)] gLLMQaceeeffbjdkkbg reducible gLLAQaeedfefblitrgg reducible gLLAQaeedeffbltqckg reducible gLLAQaeedfefbmitrrg reducible gLLAQbdeceffabdjejc SFS[D(2,1)(2,1)] gLLMQaceeeffbvpfcnr SFS[D(2,1)(2,1)] gLLAQbdceeffabsuejc SFS[D(2,1)(2,1)] gLLAQaeedeffbmeqckg reducible gLLAQaeedeffjmeqckg SFS[D(3,1)(2,1)] gLLAQaeedeffnmeqckg SFS[D(3,1)(2,1)] gLLAQaedefefjadikfc SFS[D(3,1)(2,1)] gLLAQaedefefnadikfc SFS[D(3,1)(2,1)] gLLMQaceeeffbvpfcvw SFS[D(2,1)(2,1)] gLLAQbdecefflvtbaso SFS[D(2,1)(2,1)] gLLAQbdeceffavdjpno SFS[D(2,1)(2,1)] gLLAQbdceeffavsupno SFS[D(2,1)(2,1)] gLLAQaeedfefbtuarvg reducible gLLAQbdceefflvvupno reducible gLLAQaeedfefbxhargg reducible gLLAQaedefefjauifcc SFS[D(3,1)(2,1)] gLLAQaedefefnauifcc SFS[D(3,1)(2,1)] gLLAQcbedeffpbafdoc SFS[D(2,1)(2,1)] gLLAQbdceeffansqloc SFS[D(5,2)(2,1)] gLLAQbdceeffanwqloc SFS[D(4,1)(2,1)] gLLAQbddefefaroatvc SFS[D(2,1)(2,1)] gLLAQaedeeffjapqjrc SFS[D(5,2)(2,1)] gLLAQaedeeffnapqjrc SFS[D(4,1)(2,1)] gLLAQbdceeffanvdibc SFS[D(2,1)(2,1)] gLLAQbdeceffanunibc SFS[D(4,1)(2,1)] gLLAQbdeceffanujibc SFS[D(5,2)(2,1)] gLLAQaedeeffjapujrc SFS[D(4,1)(2,1)] gLLAQaedeeffnapujrc SFS[D(5,2)(2,1)] gLLAQbdceeffanrhhvc SFS[D(5,2)(2,1)] gLLAQbdceeffannhhvc SFS[D(4,1)(2,1)] gLLAQbdceeffansthvc toroidal gLLAQbdceeffanwthvc SFS[D(5,2)(2,1)] gLLAQaeedeffjaepkfg SFS[D(4,1)(2,1)] gLLAQaeedeffnaepkfg SFS[D(5,2)(2,1)] gLLAQbdeceffanpnhvc SFS[D(5,2)(2,1)] gLLAQbdeceffanpjhvc toroidal gLLAQaedeeffjapijrc toroidal gLLAQaedeeffnapijrc toroidal gLLAQadedeffjaxqknc SFS[D(5,2)(2,1)] gLLAQadedeffnaxqknc SFS[D(4,1)(2,1)] gLLAQbdceeffanwlhvc SFS[D(4,1)(2,1)] gLLAQbdceeffanslhvc SFS[D(5,2)(2,1)] gLLAQbdeceffmkhjqvc SFS[D(4,1)(2,1)] gLLAQbdeceffmkhnqvc SFS[D(5,2)(2,1)] gLLAQbdeceffxkhjqvc SFS[D(5,2)(2,1)] gLLAQbdeceffxkhnqvc SFS[D(4,1)(2,1)] gLLAQbdeceffekhbqvc reducible gLLAQbdeceffekhjqvc toroidal gLLAQbdeceffekhnqvc toroidal gLLMQaceeeffbrqsswo reducible gLLMQaceeeffbrqsswn SFS[D(3,1)(2,1)] gLLMQaceeeffbrqsswr SFS[D(3,1)(2,1)] gLLAQbdeceffdgtbiwc reducible gLLAQbdeceffdgtjiwc SFS[D(3,1)(2,1)] gLLAQbdeceffdgtniwc SFS[D(3,1)(2,1)] gLLAQbdceeffmkwxqvc SFS[D(5,2)(2,1)] gLLAQbdceeffmksxqvc SFS[D(4,1)(2,1)] gLLAQbdceeffxkvxqvc SFS[D(2,1)(2,1)] gLLAQbdceeffekwxqvc toroidal gLLAQbdceeffeksxqvc SFS[D(5,2)(2,1)] gLLMQaceeeffbrqssbj SFS[D(2,1)(2,1)] gLLAQbdceeffdgwpiwc SFS[D(2,1)(2,1)] gLLAQaedefefjxahknc SFS[D(5,2)(2,1)] gLLAQaedefefnxahknc SFS[D(4,1)(2,1)] gLLAQaedefefjlahknc toroidal gLLAQaedefefnlahknc SFS[D(5,2)(2,1)] gLLAQaedefefjaaekrc SFS[D(2,1)(2,1)] gLLAQaedefefjtaukoc SFS[D(2,1)(2,1)] gLLAQbdeceffasdjljc SFS[D(2,1)(2,1)] gLLAQbdceeffassuljc SFS[D(2,1)(2,1)] gLLAQaedefefjaaikwc SFS[D(3,1)(2,1)] gLLAQaedefefnaaikwc SFS[D(3,1)(2,1)] gLLMQaceefefbrugcgo reducible gLLAQbdeceffdktbaso SFS[D(2,1)(2,1)] gLLAQbddefefancqqjc SFS[D(5,2)(2,1)] gLLAQbddefefancqqnc SFS[D(4,1)(2,1)] gLLAQbdceeffakvahcc SFS[D(2,1)(2,1)] gLLAQaedefefjaaqknc SFS[D(5,2)(2,1)] gLLAQaedefefnaaqknc SFS[D(4,1)(2,1)] gLLAQbdeceffaktbiwc SFS[D(2,1)(2,1)] gLLAQbdceeffakwpiwc SFS[D(4,1)(2,1)] gLLAQbdceeffakspiwc SFS[D(5,2)(2,1)] gLLAQaedefefjaauknc SFS[D(4,1)(2,1)] gLLAQaedefefnaauknc SFS[D(5,2)(2,1)] gLLAQbdceeffaknxljc SFS[D(5,2)(2,1)] gLLAQbdceeffakrxljc SFS[D(4,1)(2,1)] gLLAQbdeceffakdjljc toroidal gLLAQbdeceffakdnljc SFS[D(5,2)(2,1)] gLLAQaeedeffjaeuskg SFS[D(4,1)(2,1)] gLLAQaeedeffnaeuskg SFS[D(5,2)(2,1)] gLLAQbdceeffakwuljc SFS[D(5,2)(2,1)] gLLAQbdceeffaksuljc toroidal gLLAQaedefefjaaiknc toroidal gLLAQaedefefnaaiknc toroidal gLLAQadedeffjadqrjc SFS[D(5,2)(2,1)] gLLAQadedeffnadqrjc SFS[D(4,1)(2,1)] gLLAQbdeceffakenljc SFS[D(4,1)(2,1)] gLLAQbdeceffakejljc SFS[D(5,2)(2,1)] gLLAQbdceeffxnrqqcc SFS[D(5,2)(2,1)] gLLAQbdceeffxnnqqcc SFS[D(4,1)(2,1)] gLLAQaddeeffbhaxrbg SFS[D(2,1)(2,1)] gLLAQadedeffjxxhknc SFS[D(5,2)(2,1)] gLLAQadedeffnxxhknc SFS[D(4,1)(2,1)] gLLAQbdeceffendbprc reducible gLLAQbdeceffdrabloc reducible gLLAQcbdeeffabcptco reducible gLLAQbdceeffmvolxoo reducible gLLAQbdceeffxvspiko SFS[D(3,1)(2,1)] gLLAQaeedfefbpuarng reducible gLLAQaeedfefbmharrg reducible gLLAQaeedfefbiharrg reducible gLLAQaeedfefbaharrg reducible gLLAQaeedfefbqearog reducible gLLAQaeedfefjqearog SFS[D(3,1)(3,1)] gLLAQaeedfefnqearog SFS[D(3,1)(3,2)] gLLAQbdeceffxvtjiko SFS[D(3,1)(2,1)] gLLMQacefeefbrdkkfo reducible gLLAQbdeceffabdjljc SFS[D(2,1)(2,1)] gLLAQbdceeffabsuljc SFS[D(2,1)(2,1)] gLLAQaedefefjaaikfc SFS[D(3,1)(2,1)] gLLAQaedefefnaaikfc SFS[D(3,1)(2,1)] gLLAQaddeeffbxqxrbg reducible gLLAQbdceeffavrllgo SFS[D(3,1)(2,1)] gLLAQbdceeffavnllgo SFS[D(3,1)(2,1)] gLLMQbcdefefmjfxtgc reducible gLLAQaddeeffjaexbjo SFS[D(2,1)(2,1)] gLLAQadedeffjaxucjo SFS[D(2,1)(2,1)] gLLAQbdceefflvohhso reducible gLLAQbdceefftvohhso reducible gLLMQbcdefefxbkttgg reducible gLLAQbdceefflvoiino reducible gLLAQbdceefftvoiino reducible gLLMQbcdefefhkkxqvc reducible gLLAQbdceeffmroqqoo reducible gLLAQbddefefakfqdbg reducible gLLAQbddefefakfqdjg SFS[D(3,1)(2,1)] gLLAQbddefefakfqdng SFS[D(3,1)(2,1)] gLLMQbcdefefxrfdtfc reducible gLLAQbdceeffanwauoc SFS[D(2,1)(2,1)] gLLAQaedeeffjauqkro SFS[D(2,1)(2,1)] gLLMQbcdefefajfptvc reducible gLLAQbdceeffhgvdmjc reducible gLLAQbdceeffhgsdmjc reducible gLLAQbdceeffhgwdmjc reducible gLLAQbddefefhgfudjg reducible gLLAQaedeeffjxadcfo reducible gLLAQbdceeffhgvqxcc reducible gLLAQbdceeffhgsqxcc SFS[D(3,1)(3,2)] gLLAQbdceeffhgwqxcc SFS[D(3,1)(3,1)] gLLAQbdeceffhganxcc SFS[D(3,1)(2,1)] gLLAQaedeeffblahcfo SFS[D(2,1)(2,1)] gLLAQaedeeffjxahcfo SFS[D(3,1)(2,1)] gLLAQbdceeffhgvtewc reducible gLLAQbdceeffhgstewc SFS[D(3,1)(3,1)] gLLAQbdceeffhgwtewc SFS[D(3,1)(3,2)] gLLAQbdeceffhgpnewc SFS[D(3,1)(2,1)] gLLAQaedeeffjxapcfo SFS[D(3,1)(2,1)] gLLMQbcdefefavkxqvc reducible gLLAQbdceefflrohhso reducible gLLAQbdceefftrohhso reducible gLLMQbcdfeefhjktlvg reducible gLLAQbdceeffxjoqqoo reducible gLLAQbdceeffxjrqqoo SFS[D(4,3)(3,1)] gLLAQbdceeffxjnqqoo SFS[D(4,1)(3,1)] gLLAQbdceeffejoqqoo reducible gLLAQbdceeffdkoiino reducible gLLAQaddeeffjhaxojo SFS[D(4,1)(2,1)] gLLAQadedeffjxxhsjo SFS[D(4,1)(2,1)] gLLMQbcdefefxcrdqfg reducible gLLAQbdceeffhfvqxcc reducible gLLAQbdceeffhfsqxcc SFS[D(3,1)(3,1)] gLLAQbdceeffhfwqxcc SFS[D(3,1)(3,2)] gLLAQbdeceffhfanxcc SFS[D(3,1)(2,1)] gLLAQaedeeffjxahrfo SFS[D(3,1)(2,1)] gLLAQbdceeffakvqxcc reducible gLLAQbdceeffaksqxcc SFS[D(3,1)(2,1)] gLLAQbdceeffakwqxcc SFS[D(3,1)(2,1)] gLLAQbddefefawraqwg SFS[D(2,1)(2,1)] gLLAQaedeeffjaaqsfo SFS[D(2,1)(2,1)] gLLMQbcdfeefaoktlvg reducible gLLAQbdceeffevoqqoo reducible gLLAQbdceeffdwoiino reducible gLLAQbdceeffxvoqqoo reducible gLLAQbdceeffxvrqqoo SFS[D(5,3)(3,1)] gLLAQbdceeffxvnqqoo SFS[D(5,2)(3,1)] gLLAQaddeeffjhaxgjo SFS[D(5,2)(2,1)] gLLAQadedeffjxxhcjo SFS[D(5,2)(2,1)] gLLAQbdceeffevommwo reducible gLLAQbdceeffdwohhso reducible gLLAQbdceeffxvommwo reducible gLLAQbdceeffxvrmmwo SFS[D(4,3)(3,1)] gLLAQbdceeffxvnmmwo SFS[D(4,1)(3,1)] gLLAQaddeeffjhexgjo SFS[D(4,1)(2,1)] gLLAQadedeffjxxdcjo SFS[D(4,1)(2,1)] gLLMQbcedeffajhohso reducible gLLAQbdceeffajohhso reducible gLLAQbdceeffajrhhso SFS[D(3,1)(2,1)] gLLAQbdceeffajnhhso SFS[D(3,1)(2,1)] gLLAQaddeeffjaaxjjo SFS[D(2,1)(2,1)] gLLAQadedeffjaxqsjo SFS[D(2,1)(2,1)] gLLAQaedeeffbmaqcfo SFS[D(2,1)(2,1)] gLLAQbdceeffabvdmjc reducible gLLAQbdceeffabsdmjc SFS[D(3,1)(2,1)] gLLAQbdceeffabwdmjc SFS[D(3,1)(2,1)] gLLAQbdeceffabunmjc SFS[D(2,1)(2,1)] gLLAQaedeeffjaaucfo SFS[D(2,1)(2,1)] gLLAQbdeceffabmnewc SFS[D(3,1)(2,1)] gLLAQbdeceffabmjewc SFS[D(3,1)(2,1)] gLLAQaeedfefjaeurfo SFS[D(2,1)(2,1)] gLLAQbdceeffabwlewc SFS[D(2,1)(2,1)] gLLAQbdceeffhvvqxcc reducible gLLAQbdceeffhvsqxcc reducible gLLAQbdceeffhvwqxcc reducible gLLAQbdeceffhvanxcc reducible gLLAQaedeeffjxahsfo reducible gLLMQbceedffhntecrv reducible gLLMQbceedffhndmcfv reducible gLLMQbceedffhnqxckv reducible gLLAQbdceefflvoltgo reducible gLLAQbdceefftvoltgo reducible gLLMQbcdefefhkvptvc reducible gLLAQbdceefflvohdso reducible gLLAQbdceefftvohdso reducible gLLMQbcdefefxbjttgg reducible gLLMQbcdefefmjwlqgc reducible gLLAQbdceeffmromewo reducible gLLAQbdeceffantbtvc reducible gLLMQbcdefefxrwtqfc reducible gLLAQbdceeffhgvdtjc reducible gLLAQbdceeffhgvqdcc reducible gLLAQbdceeffhgsqdcc SFS[D(3,1)(3,1)] gLLAQbdceeffhgwqdcc SFS[D(3,1)(3,2)] gLLAQbdeceffhgandcc SFS[D(3,1)(2,1)] gLLAQaedeeffjxehcfo SFS[D(3,1)(2,1)] gLLMQbcdefefajwxqvc reducible gLLAQbdceeffhgvtqwc reducible gLLMQbcdefefabjetbg reducible gLLAQbdceefflroltgo reducible gLLAQbdceefftroltgo reducible gLLMQbcdefefhjopqvg reducible gLLAQbdecefflrabtgo SFS[D(2,1)(2,1)] gLLAQbdceefflrvitgo SFS[D(2,1)(2,1)] gLLAQbdceeffxjomewo reducible gLLAQbdceeffejomewo reducible gLLAQbdceeffdkohdso reducible gLLAQbdceeffafvaqoc SFS[D(2,1)(2,1)] gLLAQaddeeffbaapobo T2xI gLLMQbcdefefxcctdfg reducible gLLMQbcdefefxcctdkg SFS[D(3,1)(3,2)] gLLMQbcdefefxcctdrg SFS[D(3,1)(3,1)] gLLAQaeedeffjxllvfo SFS[D(3,1)(2,1)] gLLAQcbdeeffhjbluoo SFS[D(3,1)(2,1)] gLLAQbdceeffhfvdtjc reducible gLLAQadedeffbaaavbo T2xI gLLAQbdceeffakvdtjc reducible gLLMQbcdefefaoopqvg reducible gLLMQaddeeffbaqqffv reducible gLLAQbdceeffmvveuoo reducible gLLAQbddefefmvgutfg reducible gLLMQbcedeffajuoino reducible gLLAQbdceeffevomewo reducible gLLAQbdceeffdwohdso reducible gLLAQbdceeffxvomewo reducible gLLAQbdceeffevophko reducible gLLAQbdceeffdwoltgo reducible gLLAQbdceeffxvophko reducible gLLAQbdeceffdwabtgo SFS[D(2,1)(2,1)] gLLAQbdceeffdwvitgo SFS[D(2,1)(2,1)] gLLAQbdceeffajoltgo reducible gLLAQcbdeeffibfiisc reducible gLLAQcbdeeffibsuhsc reducible gLLAQbdceeffabvtqwc reducible gLLAQbdceeffabvlqwc reducible gLLAQbdceeffhvvdtjc reducible gLLMQadedeffbaeekfv SFS[D(2,1)(2,1)] gLLMQbceedffhnuecrv reducible gLLMQbceedffhnamcfv reducible gLLMQbceedffhnpxckv reducible gLLAQbdceefflvolago reducible gLLAQbdceefftvolago reducible gLLMQbcdefefhkgptvc reducible gLLAQbdecefflvabago SFS[D(2,1)(2,1)] gLLAQbdceefflvviago SFS[D(2,1)(2,1)] gLLMQbcdefefmbgttgg reducible gLLAQbdceefflvoiuno reducible gLLAQbdceefftvoiuno reducible gLLMQbcdefefhkoxqvc reducible gLLAQbdceeffmropdko reducible gLLAQbdceeffanvaioc SFS[D(2,1)(2,1)] gLLAQbdeceffandbhbc reducible gLLMQbcdefefhvgxtog reducible gLLMQbcdefefhvgxtrg reducible gLLMQbcdefefhvgxtng reducible gLLAQaeedeffjxhtwfo reducible gLLAQbdeceffanebhbc reducible gLLAQcbdeeffpbcaioo reducible gLLAQcbdeeffhjcaioo reducible gLLAQcbdeeffubwuioo reducible gLLAQbdceeffhgvdhjc reducible gLLMQbcdefefasgetbg reducible gLLAQbdceeffhgvqicc reducible gLLAQbdceeffhgsqicc reducible gLLAQbdceeffhgwqicc reducible gLLAQbdeceffekdbqfc reducible gLLMQaddeeffbaplsvv reducible gLLAQbdeceffhganicc reducible gLLAQbdeceffdgabicc reducible gLLAQaedeeffjxdhcfo reducible gLLAQbdceeffhgvtlwc reducible gLLMQbcdefefavgptvc reducible gLLMQaddeeffbaqtbfv reducible gLLAQbdceefflroiuno reducible gLLAQbdceefftroiuno reducible gLLMQbcdefefhjbxdvg reducible gLLMQbcdefefhjbxdwg SFS[D(4,1)(3,1)] gLLMQbcdefefhjbxdsg SFS[D(4,3)(3,1)] gLLAQaddeeffjxqegjo SFS[D(4,1)(2,1)] gLLAQadedeffjhuhkjo SFS[D(4,1)(2,1)] gLLAQbdceeffxjopdko reducible gLLAQbdceeffejopdko reducible gLLAQbdceeffdkolago reducible gLLAQbdeceffdkabago SFS[D(2,1)(2,1)] gLLAQbdceeffdkviago SFS[D(2,1)(2,1)] gLLMQbcdfeefxcjtqfg reducible gLLMQadedeffbaaegfv SFS[D(2,1)(2,1)] gLLAQbdceeffhfvtlwc reducible gLLAQbddefefawnaqvg SFS[D(2,1)(2,1)] gLLAQbdceeffakvtlwc reducible gLLAQbdceeffakvllwc reducible gLLAQcbdeeffabcuioo SFS[D(2,1)(2,1)] gLLMQbcdefefaobxdvg reducible gLLMQbcdefefaobxdwg SFS[D(3,1)(2,1)] gLLMQbcdefefaobxdsg SFS[D(3,1)(2,1)] gLLAQaeedeffjahtbfo SFS[D(2,1)(2,1)] gLLAQcbdeeffajchioo SFS[D(2,1)(2,1)] gLLAQbdceeffevoqioo reducible gLLAQbdceeffdwoiuno reducible gLLAQbdceeffxvoqioo reducible gLLAQbdceeffxvrqioo SFS[D(4,3)(3,1)] gLLAQbdceeffxvnqioo SFS[D(4,1)(3,1)] gLLAQaddeeffjhaegjo SFS[D(4,1)(2,1)] gLLAQadedeffjxuhcjo SFS[D(4,1)(2,1)] gLLAQbdceeffmvvhxwo reducible gLLAQbdeceffmvtbxwo reducible gLLMQbcedeffajtolgo reducible gLLAQaeedfefbpudkco reducible gLLAQaedefefbpqpkno reducible gLLAQbdceeffevopdko reducible gLLAQbdceeffdwolago reducible gLLAQbdceeffxvopdko reducible gLLAQbdceeffajoiuno reducible gLLAQcbdeeffibfmxsc reducible gLLAQcbdeeffibsepsc reducible gLLAQaeedfefbpldkno reducible gLLAQaedefefbpqekco reducible gLLAQbdeceffefubqrc reducible gLLAQbdeceffdcqbioc reducible gLLAQbdceeffabvqicc reducible gLLAQbdceeffabsqicc SFS[D(3,1)(2,1)] gLLAQbdceeffabwqicc SFS[D(3,1)(2,1)] gLLAQbddefefavjatwg SFS[D(2,1)(2,1)] gLLAQaedeeffjadqcfo SFS[D(2,1)(2,1)] gLLMQccdfeefpvfilvb reducible gLLMQccdfeefubfllvv reducible gLLAQbdceeffhvvtlwc reducible gLLMQbceedffhnxecrv reducible gLLMQbceedffhnemcfv reducible gLLMQbceedffhnmxckv reducible gLLAQaedefefbixurcg reducible gLLAQbdecefflvxbtvo reducible gLLAQaedefefbqxhrwg reducible gLLAQcbdeefftbjhuoc SFS[D(2,1)(2,1)] gLLAQbdceeffanvhqnc reducible gLLMQaceeeffbgessog SFS[D(2,1)(2,1)] gLLAQadedeffbhahgbg T2xI gLLAQcbdeeffajfhhso SFS[D(4,1)(2,1)] gLLAQcbdeeffanfhhso SFS[D(5,2)(2,1)] gLLAQaeedeffjahhckc SFS[D(5,2)(2,1)] gLLAQaeedeffnahhckc SFS[D(4,1)(2,1)] gLLAQbdceefflrvhtvo SFS[D(2,1)(2,1)] gLLMQaceefefbghbbgg T2xI gLLMQaceeeffbghbbnv T2xI gLLAQadedeffbaaagbg T2xI gLLAQbdeceffakxbdsc reducible gLLMQaceeeffbglvwog reducible gLLMQaceeeffbglswog reducible gLLMQaceefefbglvcvw SFS[D(4,1)(2,1)] gLLMQaceefefbglvcvs SFS[D(5,2)(2,1)] gLLAQcbdeeffajchhso SFS[D(5,2)(2,1)] gLLAQcbdeeffanchhso toroidal gLLAQaeedeffjahhbkc toroidal gLLAQaeedeffnahhbkc toroidal gLLAQaddeeffjammfjc SFS[D(5,2)(2,1)] gLLAQaddeeffnammfjc SFS[D(4,1)(2,1)] gLLAQcbdeeffajcllgo SFS[D(4,1)(2,1)] gLLAQcbdeeffancllgo SFS[D(5,2)(2,1)] gLLAQaedeeffjammbkg SFS[D(4,1)(2,1)] gLLAQaedeeffnammbkg SFS[D(5,2)(2,1)] gLLMQaceefefbglvbvk SFS[D(5,2)(2,1)] gLLMQaceefefbglvbvj toroidal gLLAQaedefefbpxdrcg reducible gLLAQaedefefblxdrcg reducible gLLAQaedefefbtxirjg reducible gLLAQaedefefbaxxrwg reducible gLLAQaedefefbxxdrcg reducible gLLAQbdceeffdwvhtvo SFS[D(2,1)(2,1)] gLLAQaeedeffjahhfkc SFS[D(4,1)(2,1)] gLLAQaeedeffnahhfkc SFS[D(5,2)(2,1)] gLLMQaceefefbgtfbfk SFS[D(4,1)(2,1)] gLLMQaceefefbgtfbfj SFS[D(5,2)(2,1)] gLLAQbdceeffabviqnc reducible gLLMQaceeeffbgukkfv SFS[D(2,1)(2,1)] gLLMQaceefefbgxgbrg reducible gLLAQbddefefavrqujo reducible gLLAQbdceeffavsaioo reducible gLLAQaedefefbatqrcg reducible gLLAQaedefefjatqrcg reducible gLLAQaedefefnatqrcg reducible gLLAQaedefefbitqrcg reducible gLLAQaedefefbmtqrcg reducible gLLAQaedefefbptmrjg reducible gLLAQaedefefbqtprwg reducible gLLAQbdceeffhgnxenc SFS[D(2,1)(2,1)] gLLAQaddeeffnhaugnc SFS[D(2,1)(2,1)] gLLAQadedeffbxehcbg reducible gLLAQadedeffjxehcbg SFS[D(3,1)(2,1)] gLLAQadedeffnxehcbg SFS[D(3,1)(2,1)] gLLMQaceeeffboescwv SFS[D(2,1)(2,1)] gLLMQaceeeffbohbbog SFS[D(2,1)(2,1)] gLLMQaceeeffbolvkww SFS[D(4,1)(2,1)] gLLMQaceeeffbolvkws SFS[D(5,2)(2,1)] gLLAQaddeeffjxqugnc SFS[D(5,2)(2,1)] gLLAQaddeeffnxqugnc SFS[D(4,1)(2,1)] gLLAQadedeffbhehkbg SFS[D(2,1)(2,1)] gLLAQcbdeeffajchpso SFS[D(4,1)(2,1)] gLLAQcbdeeffanchpso SFS[D(5,2)(2,1)] gLLAQaeedeffjahdbkc SFS[D(5,2)(2,1)] gLLAQaeedeffnahdbkc SFS[D(4,1)(2,1)] gLLMQaceefefbolvbvg SFS[D(2,1)(2,1)] gLLAQaeedfefbpttfnc reducible gLLAQbdeceffxvhjpso SFS[D(2,1)(2,1)] gLLAQbdceeffxvsxpso SFS[D(2,1)(2,1)] gLLAQbdceeffpwvplvo SFS[D(2,1)(2,1)] gLLAQaedefefbtturjg reducible gLLAQbdeceffdwxblvo reducible gLLAQaedefefbxthrcg reducible gLLAQaedefefjxthrcg SFS[D(3,1)(2,1)] gLLAQaedefefnxthrcg SFS[D(3,1)(2,1)] gLLAQaeedfefbputfnc reducible gLLAQbdceeffajvaioo reducible gLLAQaeedfefbaetfwc reducible gLLAQbdceeffajvuhbo reducible gLLAQcbdeeffpbgaioc SFS[D(2,1)(2,1)] gLLAQbdceeffajvplvo reducible gLLAQbdedfeflvarxbo reducible gLLMQaceeeffboufcvf reducible gLLMQaceeeffbotfcwv SFS[D(2,1)(2,1)] gLLMQaceeeffbotfcvf reducible gLLAQbdeceffabxbxsc reducible gLLMQaceeeffbotbcog reducible gLLMQaceeeffbotfcog reducible gLLMQaceeeffboukovf SFS[D(2,1)(2,1)] gLLAQcbdeeffqjkhpso SFS[D(4,1)(2,1)] gLLAQcbdeeffqnkhpso SFS[D(5,2)(2,1)] gLLAQaeedeffjxhdwkc SFS[D(5,2)(2,1)] gLLAQaeedeffnxhdwkc SFS[D(4,1)(2,1)] gLLMQaceefefboukbvg SFS[D(2,1)(2,1)] gLLAQbdceefflvvhavo SFS[D(2,1)(2,1)] gLLAQaedefefbmuircg reducible gLLAQaeedfefbpxafwc reducible gLLAQbdceeffpovpavo T2xI gLLAQbdeceffanmbhsc reducible gLLAQcbdeeffpbctdso reducible gLLAQcbdeeffubwhdso reducible gLLAQaddeeffbiaxwjc SFS[D(2,1)(2,1)] gLLAQaedeeffbmpijkg reducible gLLAQaedefefbmaifwg reducible gLLAQaddeeffbuaxvjc reducible gLLAQaddeeffbuexvjc reducible gLLAQaddeeffbudxvjc reducible gLLAQbdceeffdkvhavo SFS[D(2,1)(2,1)] gLLMQaceeeffbchbbfv SFS[D(2,1)(2,1)] gLLAQbdceeffakvilnc reducible gLLAQcbdeeffabchdso SFS[D(2,1)(2,1)] gLLAQaeedeffjahpbkc SFS[D(4,1)(2,1)] gLLAQaeedeffnahpbkc SFS[D(5,2)(2,1)] gLLMQaceefefbclvbvk SFS[D(4,1)(2,1)] gLLMQaceefefbclvbvj SFS[D(5,2)(2,1)] gLLAQbdceeffmvolxco reducible gLLAQaedefefbluprcg reducible gLLMQacefeefbcxjkfv reducible gLLAQaedeeffblppjkg reducible gLLAQaedefefblapfwg reducible gLLAQaeedfefbaaprcg reducible gLLAQaeedfefbiaprcg reducible gLLAQaeedfefbmaprcg reducible gLLAQaeedfefbplprjg reducible gLLAQaeedfefbqtprwg reducible gLLAQaddeeffbxxicbg reducible gLLAQbdecefflrmbhwo SFS[D(2,1)(2,1)] gLLAQbdceeffafvaucc T2xI gLLAQbdceeffafvipjc SFS[D(2,1)(2,1)] gLLAQaddeeffbaadojg SFS[D(2,1)(2,1)] gLLAQbdeceffaftbawc T2xI gLLAQaddeeffbhainbg T2xI gLLMQbcdfeefaokxlvg reducible gLLAQbdeceffdwmbhwo SFS[D(2,1)(2,1)] gLLAQaeedfefbtdprjg reducible gLLAQaddeeffbmqxsng reducible gLLAQaeedfefbxxprcg reducible gLLAQaddeeffbmaxjng SFS[D(2,1)(2,1)] gLLAQaddeeffbpudojg reducible gLLAQaddeeffbapdbjg reducible gLLAQaddeeffbuadvjg reducible gLLAQbdceeffxfvxdvc T2xI gLLAQaddeeffbaqikbg reducible gLLAQaeedfefbidhrcg reducible gLLAQaddeeffbuxmvng reducible gLLAQaeedfefbqxhrwg reducible gLLAQbdecefflvmbdwo SFS[D(2,1)(2,1)] gLLAQaddeeffbuamcng SFS[D(2,1)(2,1)] gLLAQbdceeffanvidjc SFS[D(2,1)(2,1)] gLLAQaddeeffbaapkjg SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqwbg SFS[D(2,1)(2,1)] gLLAQbdeceffektbusc reducible gLLMQbcdefefajwxuvc reducible gLLAQbdeceffdgmbqvc reducible gLLMQbcdefefabjelbg reducible gLLAQbdeceffdkmbdwo SFS[D(2,1)(2,1)] gLLAQbdeceffakmbqvc SFS[D(2,1)(2,1)] gLLAQaddeeffbaaqrbg SFS[D(2,1)(2,1)] gLLAQbdceeffennlegc SFS[D(5,2)(2,1)] gLLAQbdceeffenrlegc toroidal gLLAQbdceeffdrrxdjc SFS[D(2,1)(2,1)] gLLMQbcdefefaooulrg SFS[D(2,1)(2,1)] gLLAQaddeeffbpupkjg reducible gLLAQaddeeffjpupkjg toroidal gLLAQaddeeffnpupkjg toroidal gLLAQaddeeffbuaprjg reducible gLLAQaddeeffjuaprjg SFS[D(3,1)(2,1)] gLLAQaddeeffnuaprjg SFS[D(3,1)(2,1)] gLLAQaddeeffbappfjg reducible gLLAQaddeeffjappfjg SFS[D(3,1)(2,1)] gLLAQaddeeffnappfjg SFS[D(3,1)(2,1)] gLLAQadedeffjillfjc SFS[D(5,2)(2,1)] gLLAQadedeffnillfjc toroidal gLLAQadedeffnmllfjc SFS[D(2,1)(2,1)] gLLAQadedeffnallfjc SFS[D(2,1)(2,1)] gLLAQbdceeffxnvxhvc SFS[D(2,1)(2,1)] gLLAQbdceeffmvoqugo reducible gLLAQbdeceffevtjevo SFS[D(3,1)(2,1)] gLLAQbdeceffdwmjdwo SFS[D(3,1)(2,1)] gLLAQcbdeeffankhhvc reducible gLLAQaeedfefbpuhrcg reducible gLLAQaeedfefbluhrcg reducible gLLAQaeedfefjluhrcg SFS[D(3,1)(3,1)] gLLAQaeedfefnluhrcg SFS[D(3,1)(3,2)] gLLAQaeedfefbtehrjg reducible gLLAQaeedfefjtehrjg SFS[D(3,1)(3,2)] gLLAQaeedfefntehrjg SFS[D(3,1)(3,1)] gLLAQaeedfefbahhrwg reducible gLLAQaeedfefjahhrwg reducible gLLAQaeedfefnahhrwg reducible gLLAQaeedfefbxuhrcg reducible gLLAQbdceeffevspevo SFS[D(3,1)(2,1)] gLLAQbdceeffdwsldwo SFS[D(3,1)(2,1)] gLLAQcbdeeffannhhcc reducible gLLMQbcedeffpgaoeso reducible gLLMQaddeeffbxqqrgg reducible gLLAQbdceeffavstpwo SFS[D(2,1)(2,1)] gLLAQbdecefftvmjpwo SFS[D(2,1)(2,1)] gLLAQbdeceffavpjpwo SFS[D(2,1)(2,1)] gLLAQaeedfefbmedrcg reducible gLLAQaeedfefjmedrcg SFS[D(3,1)(2,1)] gLLAQaeedfefnmedrcg SFS[D(3,1)(2,1)] gLLAQaedefefjaqiffc SFS[D(3,1)(2,1)] gLLAQaedefefnaqiffc SFS[D(3,1)(2,1)] gLLAQbdceefftvslpwo SFS[D(2,1)(2,1)] gLLAQaeedfefbmiqfrg reducible gLLAQaeedfefbltdrcg reducible gLLAQaeedfefbliqfgg reducible gLLAQbdceeffavneqco SFS[D(3,1)(2,1)] gLLAQbdceeffavreqco SFS[D(3,1)(2,1)] gLLMQbcdefefmbnxxgg reducible gLLAQaddeeffjaepcjo SFS[D(2,1)(2,1)] gLLAQadedeffjalubjo SFS[D(2,1)(2,1)] gLLAQbdceefflvomtwo reducible gLLAQbdceefflvnmtwo SFS[D(5,2)(3,1)] gLLAQbdceefflvrmtwo SFS[D(5,3)(3,1)] gLLAQbdceefftvomtwo reducible gLLAQbdceefftvnmtwo SFS[D(4,1)(3,1)] gLLAQbdceefftvrmtwo SFS[D(4,3)(3,1)] gLLMQbcdefefxbbllgg reducible gLLAQaddeeffjmdpcjo SFS[D(5,2)(2,1)] gLLAQaddeeffjidpcjo SFS[D(4,1)(2,1)] gLLAQadedeffjulhvjo SFS[D(5,2)(2,1)] gLLAQadedeffjpllojo SFS[D(4,1)(2,1)] gLLAQbdceefflvoxdjo reducible gLLAQbdceefflvnxdjo toroidal gLLAQbdceefflvrxdjo toroidal gLLAQbdceefftvoxdjo reducible gLLAQbdceefftvnxdjo SFS[D(5,2)(3,1)] gLLAQbdceefftvrxdjo SFS[D(5,3)(3,1)] gLLMQbcdefefhksmuvc reducible gLLAQaddeeffbmapcjo SFS[D(2,1)(2,1)] gLLAQaddeeffjmapcjo toroidal gLLAQaddeeffnmapcjo SFS[D(2,1)(2,1)] gLLAQaddeeffjiapcjo SFS[D(5,2)(2,1)] gLLAQadedeffbuldvjo SFS[D(2,1)(2,1)] gLLAQadedeffjuldvjo toroidal gLLAQadedeffnuldvjo SFS[D(2,1)(2,1)] gLLAQadedeffjpltojo SFS[D(5,2)(2,1)] gLLAQbdceeffmrolego reducible gLLMQbcdefefaknuxng SFS[D(3,1)(2,1)] gLLMQbcdefefaknuxrg SFS[D(3,1)(2,1)] gLLAQaddeeffjappkjo SFS[D(2,1)(2,1)] gLLAQadedeffjallwjo SFS[D(2,1)(2,1)] gLLAQbddefefarntxvg reducible gLLMQbcdefefhvnuxog reducible gLLAQadedeffbatukbo reducible gLLAQadedeffbutpfbo reducible gLLAQadedeffbptarbo reducible gLLAQaddeeffbaamwno SFS[D(2,1)(2,1)] gLLMQbcdefefasnaxbg reducible gLLAQbdceeffhgviqbc reducible gLLAQaddeeffbpuqnbo reducible gLLAQaddeeffbapqsbo reducible gLLAQaddeeffbuaqgbo reducible gLLAQbdceeffhgvltoc reducible gLLAQbdceeffhgvhdvc reducible gLLMQbcdefefavsmuvc reducible gLLAQaddeeffbaqmbno reducible gLLAQbdceefflromtwo reducible gLLAQbdceefftromtwo reducible gLLMQbcdfeefhjoxivg reducible gLLAQbdceeffxjolego reducible gLLAQbdceeffejolego reducible gLLAQbdceeffejnlego SFS[D(5,3)(3,1)] gLLAQbdceeffejrlego SFS[D(5,2)(3,1)] gLLAQbdceeffdkoxdjo reducible gLLAQbdceeffdknxdjo toroidal gLLAQbdceeffdkrxdjo toroidal gLLAQaddeeffjpupsjo SFS[D(5,2)(2,1)] gLLAQaddeeffbuapnjo SFS[D(2,1)(2,1)] gLLAQaddeeffjuapnjo toroidal gLLAQaddeeffnuapnjo SFS[D(2,1)(2,1)] gLLAQadedeffjillvjo SFS[D(5,2)(2,1)] gLLAQadedeffbmllvjo SFS[D(2,1)(2,1)] gLLAQadedeffjmllvjo toroidal gLLAQadedeffnmllvjo SFS[D(2,1)(2,1)] gLLMQbcdfeefxcclifg reducible gLLAQadedeffbaalgno SFS[D(2,1)(2,1)] gLLAQbdceeffhfvltoc reducible gLLAQbdceeffakvltoc reducible gLLAQadedeffbaaurno reducible gLLAQaddeeffbaaqnbo SFS[D(2,1)(2,1)] gLLMQbcdfeefaooxivg reducible gLLAQadedeffbatafbo SFS[D(2,1)(2,1)] gLLAQbdceeffevolego reducible gLLAQbdceeffevnlego SFS[D(4,3)(3,1)] gLLAQbdceeffevrlego SFS[D(4,1)(3,1)] gLLAQbdceeffdwoxdjo reducible gLLAQbdceeffdwnxdjo SFS[D(5,3)(3,1)] gLLAQbdceeffdwrxdjo SFS[D(5,2)(3,1)] gLLAQbdceeffxvolego reducible gLLAQaddeeffjpupcjo SFS[D(4,1)(2,1)] gLLAQaddeeffjuapwjo SFS[D(5,2)(2,1)] gLLAQadedeffjillsjo SFS[D(4,1)(2,1)] gLLAQadedeffjmllsjo SFS[D(5,2)(2,1)] gLLAQbdceeffevothvo reducible gLLAQbdceeffdwomtwo reducible gLLAQbdceeffxvothvo reducible gLLAQbdeceffmvubufo reducible gLLAQbdceeffmvvpufo reducible gLLMQbcedeffajuoeco reducible gLLAQaeedfefbpulkno reducible gLLAQaedefefbpxpkco reducible gLLAQbdceeffajomtwo reducible gLLAQcbdeeffibsmasc reducible gLLAQcbdeeffibfeesc reducible gLLAQaeedfefbpllkco reducible gLLAQaedefefbpxekno reducible gLLAQbdceeffabviqbc reducible gLLAQbdceeffhvvltoc reducible gLLMQbceedffhnaucsv reducible gLLMQbceedffhnpacnv reducible gLLMQbceedffhnupcgv reducible gLLAQbdceefflvoeico reducible gLLAQbdceefftvoeico reducible gLLMQbcdefefxbrxxgg reducible gLLMQbcdefefmbfllgg reducible gLLAQbdceefflvoxhjo reducible gLLAQbdceefflvnxhjo SFS[D(5,2)(3,1)] gLLAQbdceefflvrxhjo SFS[D(5,3)(3,1)] gLLAQbdceefftvoxhjo reducible gLLAQbdceefftvnxhjo SFS[D(4,1)(3,1)] gLLAQbdceefftvrxhjo SFS[D(4,3)(3,1)] gLLMQbcdefefhkrmuvc reducible gLLAQaddeeffjmahcjo SFS[D(5,2)(2,1)] gLLAQaddeeffjiahcjo SFS[D(4,1)(2,1)] gLLAQadedeffjuhdvjo SFS[D(5,2)(2,1)] gLLAQadedeffjphtojo SFS[D(4,1)(2,1)] gLLAQbdceeffmroaqfo reducible gLLAQbdeceffanxbujc reducible gLLMQbcdefefhvfelog reducible gLLAQbdceeffhgviebc reducible gLLMQbcdefefasfmlbg reducible gLLAQbdceeffhgvlmoc reducible gLLAQbdceeffhgvhxvc reducible gLLMQbcdefefabraxbg reducible gLLAQbdceefflroxhjo reducible gLLAQbdceefflrnxhjo toroidal gLLAQbdceefflrrxhjo toroidal gLLAQbdceefftroxhjo reducible gLLAQbdceefftrnxhjo SFS[D(5,2)(3,1)] gLLAQbdceefftrrxhjo SFS[D(5,3)(3,1)] gLLMQbcdefefhjkmpvg reducible gLLAQaddeeffbmahrjo SFS[D(2,1)(2,1)] gLLAQaddeeffjmahrjo toroidal gLLAQaddeeffnmahrjo SFS[D(2,1)(2,1)] gLLAQaddeeffjiahrjo SFS[D(5,2)(2,1)] gLLAQadedeffbuhdsjo SFS[D(2,1)(2,1)] gLLAQadedeffjuhdsjo toroidal gLLAQadedeffnuhdsjo SFS[D(2,1)(2,1)] gLLAQadedeffjphtgjo SFS[D(5,2)(2,1)] gLLAQbdceeffxjoaqfo reducible gLLAQbdceeffejoaqfo reducible gLLAQbdceeffdkoeico reducible gLLAQbddefefaffalvg T2xI gLLMQbcdfeefxcrxmfg reducible gLLAQaddeeffbaaeono SFS[D(2,1)(2,1)] gLLMQadedeffbaauvvv T2xI gLLAQbdceeffhfvhxvc reducible gLLAQbdceeffakvhxvc reducible gLLMQbcdefefaokmpvg reducible gLLAQaddeeffbaqefno reducible gLLAQbdceeffevolmgo reducible gLLAQbdceeffevnlmgo SFS[D(5,3)(3,1)] gLLAQbdceeffevrlmgo SFS[D(5,2)(3,1)] gLLAQbdceeffdwoxhjo reducible gLLAQbdceeffdwnxhjo toroidal gLLAQbdceeffdwrxhjo toroidal gLLAQbdceeffxvolmgo reducible gLLAQaddeeffjpuhcjo SFS[D(5,2)(2,1)] gLLAQaddeeffbuahwjo SFS[D(2,1)(2,1)] gLLAQaddeeffjuahwjo toroidal gLLAQaddeeffnuahwjo SFS[D(2,1)(2,1)] gLLAQadedeffjihlsjo SFS[D(5,2)(2,1)] gLLAQadedeffbmhlsjo SFS[D(2,1)(2,1)] gLLAQadedeffjmhlsjo toroidal gLLAQadedeffnmhlsjo SFS[D(2,1)(2,1)] gLLMQbcedeffajhoxjo reducible gLLMQbcedeffajhrxjo SFS[D(3,1)(2,1)] gLLMQbcedeffajhnxjo SFS[D(3,1)(2,1)] gLLAQaddeeffjaqhjjo SFS[D(2,1)(2,1)] gLLAQadedeffjahasjo SFS[D(2,1)(2,1)] gLLAQbdceeffevoaqfo reducible gLLAQbdceeffevnaqfo SFS[D(4,3)(3,1)] gLLAQbdceeffevraqfo SFS[D(4,1)(3,1)] gLLAQbdceeffdwoeico reducible gLLAQbdceeffdwneico SFS[D(5,3)(3,1)] gLLAQbdceeffdwreico SFS[D(5,2)(3,1)] gLLAQbdceeffxvoaqfo reducible gLLAQaddeeffjpxhcjo SFS[D(4,1)(2,1)] gLLAQaddeeffjuehwjo SFS[D(5,2)(2,1)] gLLAQadedeffjihtsjo SFS[D(4,1)(2,1)] gLLAQadedeffjmhtsjo SFS[D(5,2)(2,1)] gLLAQbdceeffajoxhjo reducible gLLAQbdceeffajnxhjo SFS[D(3,1)(2,1)] gLLAQbdceeffajrxhjo SFS[D(3,1)(2,1)] gLLAQaddeeffjaahsjo SFS[D(2,1)(2,1)] gLLAQadedeffjahqjjo SFS[D(2,1)(2,1)] gLLAQbdceeffabvlmoc reducible gLLAQadedeffbaeucno reducible gLLAQadedeffbaelkno SFS[D(2,1)(2,1)] gLLAQbdceeffhvvhxvc reducible gLLMQbceedffhnducsv reducible gLLMQbceedffhnqacnv reducible gLLMQbceedffhntpcgv reducible gLLAQbdceefflvoeuco reducible gLLAQbdceefftvoeuco reducible gLLMQbcdefefxboxxgg reducible gLLAQbdceefflvomawo reducible gLLAQbdceefftvomawo reducible gLLMQbcdefefxbcllgg reducible gLLMQbcdefefmjctugc reducible gLLAQbdceeffmrotdvo reducible gLLAQbdeceffanmbhwc reducible gLLMQbcdefefxrcaufc reducible gLLAQbdceeffhgvilbc reducible gLLAQaedefefbmaxrro SFS[D(2,1)(2,1)] gLLAQbdceeffhgvlhoc reducible gLLMQbcdefefajcmuvc reducible gLLMQbcdefefajcmusc SFS[D(3,1)(2,1)] gLLMQbcdefefajcmuwc SFS[D(3,1)(2,1)] gLLAQbdceeffhgvhivc reducible gLLMQaddeeffnapxjfv SFS[D(2,1)(2,1)] gLLAQaedefefjaaerro SFS[D(2,1)(2,1)] gLLMQbcdefefabcmlbg reducible gLLAQbdceefflroeuco reducible gLLAQbdceefftroeuco reducible gLLMQbcdfeefhjblavg reducible gLLAQbdceeffxjotdvo reducible gLLAQbdceeffejotdvo reducible gLLAQbdceeffdkomawo reducible gLLMQbcdefefxcjapfg reducible gLLAQbdceeffhfvilbc reducible gLLAQbdceeffakvilbc reducible gLLMQbcdfeefaoblavg reducible gLLAQbddefefmkgepvg reducible gLLAQbdceeffmvvqxgo reducible gLLMQbcedeffajtomwo reducible gLLMQbcedeffajtrmwo SFS[D(3,1)(2,1)] gLLMQbcedeffajtnmwo SFS[D(3,1)(2,1)] gLLAQaddeeffjapdjjo SFS[D(2,1)(2,1)] gLLAQadedeffjailsjo SFS[D(2,1)(2,1)] gLLAQbdceeffevotdvo reducible gLLAQbdceeffdwomawo reducible gLLAQbdceeffxvotdvo reducible gLLAQbdceeffevoaifo reducible gLLAQbdceeffdwoeuco reducible gLLAQbdceeffxvoaifo reducible gLLAQbdceeffajoeuco reducible gLLAQcbdeeffibsitsc reducible gLLAQcbdeeffibfuqsc reducible gLLAQbddefefebgupfg reducible gLLAQbddefefdfgqpbg reducible gLLAQbdedfeftvqcuvc reducible gLLAQbdedfeftvqcusc reducible gLLAQbdedfeftvqcuwc reducible gLLAQbdedfeflvqcuvc reducible gLLAQbdedfeflvqcusc reducible gLLAQbdedfeflvqcuwc reducible gLLAQbdedfeftvacunc reducible gLLAQbdedfeflvacunc reducible gLLAQaedefefjtaprvo reducible gLLAQaedefefjlamrgo reducible gLLAQaedefefblaxrgo SFS[D(2,1)(2,1)] gLLAQbdceeffabvhivc reducible gLLAQbdceeffhvvilbc reducible gLLMQbceedffhneucsv reducible gLLMQbceedffhnmacnv reducible gLLMQbceedffhnxpcgv reducible gLLAQbdceeffavneqvb SFS[D(3,1)(2,1)] gLLAQbdceeffavreqvb SFS[D(3,1)(2,1)] gLLAQbdceefflvoeqvb SFS[D(3,1)(2,1)] gLLAQbdceefflvneqvb reducible gLLAQbdceefflvreqvb SFS[D(3,1)(2,1)] gLLAQbdceefftvoeqvb SFS[D(3,1)(2,1)] gLLAQbdceefftvneqvb SFS[D(3,1)(2,1)] gLLAQbdceefftvreqvb toroidal gLLMQacdeeffbkarojo reducible gLLMQacdeeffbkasojo SFS[D(3,1)(2,1)] gLLAQaddeeffjaepcfc SFS[D(2,1)(2,1)] gLLAQaddeeffjmepcfc SFS[D(7,3)(2,1)] gLLAQaddeeffnmepcfc SFS[D(8,3)(2,1)] gLLAQaddeeffbiepcfc reducible gLLAQaddeeffjiepcfc toroidal gLLAQaddeeffniepcfc toroidal gLLAQadedeffjalubog SFS[D(2,1)(2,1)] gLLAQadedeffbulpvog SFS[D(2,1)(2,1)] gLLAQadedeffjulpvog SFS[D(5,1)(2,1)] gLLAQadedeffnulpvog SFS[D(7,2)(2,1)] gLLAQadedeffjplaoog SFS[D(7,2)(2,1)] gLLAQadedeffnplaoog toroidal gLLAQbdceefftvrmtbb SFS[D(2,1)(2,1)] gLLAQaddeeffbidpcfc reducible gLLAQaddeeffjidpcfc SFS[D(3,1)(2,1)] gLLAQaddeeffnidpcfc SFS[D(3,1)(2,1)] gLLAQadedeffnplloog SFS[D(2,1)(2,1)] gLLAQbdceefftvrxdob SFS[D(2,1)(2,1)] gLLAQaddeeffbiapcfc reducible gLLAQaddeeffjiapcfc SFS[D(3,1)(2,1)] gLLAQaddeeffniapcfc SFS[D(3,1)(2,1)] gLLAQadedeffnpltoog SFS[D(2,1)(2,1)] gLLAQbdceeffmrolerb reducible gLLAQbdceeffxrolerb SFS[D(3,1)(2,1)] gLLAQbdceefferolerb SFS[D(3,1)(2,1)] gLLAQbdceeffernlerb toroidal gLLAQbdceefferrlerb SFS[D(3,1)(2,1)] gLLMQacdeeffbkannjr SFS[D(3,1)(2,1)] gLLMQacdeeffbkannjn SFS[D(3,1)(2,1)] gLLAQbdceeffdooxdob SFS[D(3,1)(2,1)] gLLAQbdceeffdonxdob SFS[D(3,1)(2,1)] gLLAQbdceeffdorxdob reducible gLLAQaddeeffjpuprfc SFS[D(7,2)(2,1)] gLLAQaddeeffnpuprfc toroidal gLLAQaddeeffjappkfc SFS[D(2,1)(2,1)] gLLAQaddeeffbuapffc SFS[D(2,1)(2,1)] gLLAQaddeeffjuapffc SFS[D(5,1)(2,1)] gLLAQaddeeffnuapffc SFS[D(7,2)(2,1)] gLLAQadedeffbillwog reducible gLLAQadedeffjillwog toroidal gLLAQadedeffnillwog toroidal gLLAQadedeffjallwog SFS[D(2,1)(2,1)] gLLAQadedeffjmllwog SFS[D(7,3)(2,1)] gLLAQadedeffnmllwog SFS[D(8,3)(2,1)] gLLMQacdeeffbkanvoo SFS[D(2,1)(2,1)] gLLAQadedeffbetpfwg SFS[D(2,1)(2,1)] gLLAQbdceeffhgviqgf SFS[D(2,1)(2,1)] gLLAQaddeeffbeaqggc SFS[D(2,1)(2,1)] gLLAQaeedeffbpuicjc reducible gLLAQaeedeffbpxicjc reducible gLLAQaeedeffbadirjc reducible gLLAQaddeeffbaeqjgc reducible gLLAQaddeeffbadqjgc reducible gLLAQaddeeffbaaqjgc reducible gLLAQaedeeffbamxfsg reducible gLLAQadedeffbatlcwg reducible gLLAQbdceefflromtbb SFS[D(2,1)(2,1)] gLLMQacdeeffbkqvnjo SFS[D(2,1)(2,1)] gLLAQbdceeffejnlerb SFS[D(2,1)(2,1)] gLLAQaddeeffnpupsfc SFS[D(2,1)(2,1)] gLLAQadedeffbillvog reducible gLLAQadedeffjillvog SFS[D(3,1)(2,1)] gLLAQadedeffnillvog SFS[D(3,1)(2,1)] gLLAQaedeeffbpmmvsg reducible gLLAQadedeffbatlfwg reducible gLLMQacdeeffbkqvvoo reducible gLLAQbdceeffevnlerb SFS[D(2,1)(2,1)] gLLAQaddeeffnpupcfc SFS[D(2,1)(2,1)] gLLAQadedeffbillsog reducible gLLAQadedeffjillsog SFS[D(3,1)(2,1)] gLLAQadedeffnillsog SFS[D(3,1)(2,1)] gLLAQbdceeffdwomtbb SFS[D(2,1)(2,1)] gLLAQbdceeffxvothcb SFS[D(2,1)(2,1)] gLLAQadedeffbatlbwg reducible gLLAQbdceeffabviqgf reducible gLLAQaedeeffbpmmssg reducible gLLAQadedeffblhaoog SFS[D(2,1)(2,1)] gLLAQcbdeeffibrhiwb SFS[D(2,1)(2,1)] gLLAQcbdeeffanjaljb SFS[D(2,1)(2,1)] gLLAQcbdeeffanrxibf SFS[D(2,1)(2,1)] gLLAQaedefefbptdnsg reducible gLLAQaedefefbmtxnkg SFS[D(3,1)(2,1)] gLLAQaedefefbitxnkg SFS[D(3,1)(2,1)] gLLAQaedefefbatxnkg reducible gLLAQaedefefjatxnkg SFS[D(3,1)(2,1)] gLLAQaedefefnatxnkg SFS[D(3,1)(2,1)] gLLAQaedefefbqtinbg SFS[D(3,1)(2,1)] gLLAQbddefefmvreavo SFS[D(2,1)(2,1)] gLLAQbdceeffmkvqakf SFS[D(2,1)(2,1)] gLLAQbdceeffasoemsf reducible gLLAQbdceefflsoemsf SFS[D(3,1)(2,1)] gLLAQbdceefftsoemsf SFS[D(3,1)(2,1)] gLLMQacdeeffbsaonno reducible gLLMQacdeeffbsaknno SFS[D(3,1)(2,1)] gLLMQacdeeffbsaknnr reducible gLLMQacdeeffbsaknnn SFS[D(3,1)(2,1)] gLLAQaddeeffjhxuwgc SFS[D(7,3)(2,1)] gLLAQaddeeffnhxuwgc SFS[D(8,3)(2,1)] gLLAQadedeffbxeankg SFS[D(2,1)(2,1)] gLLAQadedeffjxeankg SFS[D(5,1)(2,1)] gLLAQadedeffnxeankg SFS[D(7,2)(2,1)] gLLAQbddefefxjruafo SFS[D(2,1)(2,1)] gLLAQbdceeffarvihob reducible gLLMQacdeeffbsmvvoo reducible gLLAQadedeffbmhasog reducible gLLAQbdeceffdwxblbb reducible gLLAQcbdeeffqnsaljb SFS[D(4,1)(2,1)] gLLAQcbdeeffqjsaljb SFS[D(5,2)(2,1)] gLLAQcbdeeffhjrqibf SFS[D(5,2)(2,1)] gLLAQcbdeeffhnrqibf SFS[D(4,1)(2,1)] gLLAQaedefefbttdnog SFS[D(2,1)(2,1)] gLLAQaedefefbxtxnng SFS[D(2,1)(2,1)] gLLAQadedeffbautbwg reducible gLLMQacdeeffbsxfcwo reducible gLLMQacdeeffbsxfcfo reducible gLLAQbdeceffabxbxnf reducible gLLAQbdceeffdvomxnf SFS[D(2,1)(2,1)] gLLMQacdeeffbsxkknr SFS[D(2,1)(2,1)] gLLAQbdceeffxsotlof SFS[D(2,1)(2,1)] gLLAQaddeeffnaquwgc SFS[D(2,1)(2,1)] gLLAQadedeffbaeakkg reducible gLLAQadedeffjaeakkg SFS[D(3,1)(2,1)] gLLAQadedeffnaeakkg SFS[D(3,1)(2,1)] gLLAQbdeceffawmbpgb reducible gLLAQaeedfefbptacwc reducible gLLAQaddeeffbeadffc T2xI gLLAQbddefefhoohaoo SFS[D(2,1)(2,1)] gLLAQcbdeeffdbcadcb T2xI gLLMQacdeeffbbanrbo reducible gLLAQadedeffbxxarwg SFS[D(2,1)(2,1)] gLLAQbddefefevoeavo SFS[D(2,1)(2,1)] gLLAQbddefefevoeawo SFS[D(5,1)(2,1)] gLLAQbddefefevoeaso SFS[D(7,2)(2,1)] gLLAQbddefefdwodano SFS[D(7,2)(2,1)] gLLAQbddefefdwodaro toroidal gLLMQacdeeffbbarrwr SFS[D(2,1)(2,1)] gLLAQbddefefevoiako SFS[D(8,3)(2,1)] gLLAQbddefefevoiaro SFS[D(7,3)(2,1)] gLLAQbddefefdwouabo reducible gLLAQbddefefdwouajo toroidal gLLAQbddefefdwouano toroidal gLLMQacdeeffbbarrrw SFS[D(2,1)(2,1)] gLLAQadedeffbldhckg T2xI gLLAQbddefefmvomavo T2xI gLLAQaedefefbmaxgrg SFS[D(3,1)(2,1)] gLLAQaedefefjmaxgrg reducible gLLAQaedefefnmaxgrg SFS[D(3,1)(2,1)] gLLAQaedefefbiaxgrg SFS[D(3,1)(2,1)] gLLAQaedefefjiaxgrg SFS[D(3,1)(2,1)] gLLAQaedefefniaxgrg toroidal gLLAQaedefefbaaxgrg reducible gLLAQaedefefjaaxgrg SFS[D(3,1)(2,1)] gLLAQaedefefnaaxgrg SFS[D(3,1)(2,1)] gLLAQaedefefbqaigog SFS[D(3,1)(2,1)] gLLMQacdeeffbbdsrwn SFS[D(2,1)(2,1)] gLLMQacdeeffbbdsrrc reducible gLLMQacdeeffbbdsrrj SFS[D(3,1)(2,1)] gLLMQacdeeffbbdsrrw SFS[D(3,1)(2,1)] gLLAQaedefefniamgrg SFS[D(2,1)(2,1)] gLLMQacdeeffbbesrwn SFS[D(2,1)(2,1)] gLLMQacdeeffbbesrrc reducible gLLMQacdeeffbbesrrj SFS[D(3,1)(2,1)] gLLMQacdeeffbbesrrw SFS[D(3,1)(2,1)] gLLAQaedefefniaegrg SFS[D(2,1)(2,1)] gLLAQbddefefajoqajo SFS[D(2,1)(2,1)] gLLAQbdedfeflsqoaso SFS[D(7,3)(2,1)] gLLAQbdedfeflsqoawo SFS[D(8,3)(2,1)] gLLAQbdedfeftsqoavo reducible gLLAQbdedfeftsqoaso toroidal gLLAQbdedfeftsqoawo toroidal gLLAQbdceeffassahsf SFS[D(2,1)(2,1)] gLLAQbdedfeflsaoabo SFS[D(2,1)(2,1)] gLLAQbdedfeflsaoano SFS[D(7,2)(2,1)] gLLAQbdedfeflsaoajo SFS[D(5,1)(2,1)] gLLAQbdedfeftsaoano toroidal gLLAQbdedfeftsaoajo SFS[D(7,2)(2,1)] gLLAQaedefefbaaqgwg reducible gLLAQaedefefjaaqgwg SFS[D(3,1)(2,1)] gLLAQaedefefnaaqgwg SFS[D(3,1)(2,1)] gLLAQaedefefblamgcg SFS[D(3,1)(2,1)] gLLAQaedefefjlamgcg SFS[D(3,1)(2,1)] gLLAQaedefefnlamgcg reducible gLLAQaedefefbtapgjg SFS[D(3,1)(2,1)] gLLAQaedefefjtapgjg toroidal gLLAQaedefefntapgjg SFS[D(3,1)(2,1)] gLLAQaedefefbxamgcg SFS[D(3,1)(2,1)] gLLAQadedeffbldankg T2xI gLLMQacdeeffbbaonsg T2xI gLLAQbdeceffarxbabb reducible gLLAQaedefefbiamgvg SFS[D(2,1)(2,1)] gLLAQaedefefbqaqggg SFS[D(2,1)(2,1)] gLLAQbdedfeftwqgivo reducible gLLAQbdedfeftwqgiso SFS[D(3,1)(2,1)] gLLAQbdedfeftwqgiwo SFS[D(3,1)(2,1)] gLLAQbdedfeftwagino SFS[D(2,1)(2,1)] gLLAQaedefefjtapgrg SFS[D(2,1)(2,1)] gLLAQadedeffbaitsog reducible gLLAQadedeffbaxabwg reducible gLLAQbdedfeftvqcmvo reducible gLLAQbdedfeftvqcmso SFS[D(3,1)(2,1)] gLLAQbdedfeftvqcmwo SFS[D(3,1)(2,1)] gLLAQbdedfeftvacmno SFS[D(2,1)(2,1)] gLLAQaedefefjtapgvg SFS[D(2,1)(2,1)] gLLAQaedefefbtadgvg SFS[D(2,1)(2,1)] gLLAQaedefefbxaxggg SFS[D(2,1)(2,1)] gLLAQbdceeffawvhisb reducible gLLAQaeedfefbaapncg reducible gLLAQaeedfefbiapncg reducible gLLAQaeedfefbmapncg reducible gLLAQaeedfefbplpnjg reducible gLLAQaeedfefbqtpnwg reducible gLLAQaddeeffbxxickg reducible gLLAQbdecefflrmbhfb SFS[D(2,1)(2,1)] gLLAQbdceeffafvaufb T2xI gLLAQbdceeffafviprb SFS[D(2,1)(2,1)] gLLAQaddeeffbaadowg SFS[D(2,1)(2,1)] gLLAQbdeceffaftbakb T2xI gLLAQaddeeffbhainkg T2xI gLLMQacdeeffbjlvvoo reducible gLLAQbdeceffdwmbhfb SFS[D(2,1)(2,1)] gLLAQaeedfefbtdpnjg reducible gLLAQaddeeffbmqxsog reducible gLLAQaeedfefbxxpncg reducible gLLAQaddeeffbmaxjog SFS[D(2,1)(2,1)] gLLAQaddeeffbpudowg reducible gLLAQaddeeffbapdbwg reducible gLLAQaddeeffbuadvwg reducible gLLAQbdceeffxfvxdjb T2xI gLLAQaddeeffbaqikkg reducible gLLAQbdceefflvvqtrb reducible gLLAQbdceefflvsqtrb SFS[D(3,1)(2,1)] gLLAQbdceefflvwqtrb SFS[D(3,1)(2,1)] gLLAQbdecefflvantrb SFS[D(2,1)(2,1)] gLLAQaedefefjtmpcvc SFS[D(2,1)(2,1)] gLLAQbdceeffavstdfb SFS[D(2,1)(2,1)] gLLAQbdeceffavpjdfb SFS[D(2,1)(2,1)] gLLAQaedefefjamicfc SFS[D(3,1)(2,1)] gLLAQaedefefnamicfc SFS[D(3,1)(2,1)] gLLAQaeedeffbpllwsg reducible gLLMQacdeeffbvqcrsg reducible gLLMQacdeeffbvqoocg reducible gLLMQacdeeffbvafgbo reducible gLLAQaeedeffbahlbsg reducible gLLAQaddeeffbimmsog reducible gLLAQaddeeffbampbwg reducible gLLAQbddefeftvgtivc reducible gLLAQaeedeffbpllssg reducible gLLAQcbdeeffqbwilcb reducible gLLAQbdceeffmkoqmbf reducible gLLAQbdedfefevuvigg reducible gLLAQbdedfefevuvikg SFS[D(3,1)(3,2)] gLLAQbdedfefevuvijg SFS[D(3,1)(3,1)] gLLAQbdedfefdwqvivg reducible gLLAQbdedfefdwqvisg SFS[D(3,1)(3,1)] gLLAQbdedfefdwqviwg SFS[D(3,1)(3,2)] gLLMQacdeeffbrurrno reducible gLLMQacdeeffbrurrnn reducible gLLMQacdeeffbrurrnr reducible gLLAQbdceeffhgoihff reducible gLLAQaddeeffjpuuckg SFS[D(3,1)(2,1)] gLLAQaddeeffjuauwkg SFS[D(3,1)(2,1)] gLLAQaddeeffjapujkg reducible gLLAQadedeffjielsgc SFS[D(3,1)(2,1)] gLLAQadedeffjmelsgc SFS[D(3,1)(2,1)] gLLAQadedeffjaelsgc reducible gLLAQaeedfefbpuqgng reducible gLLAQaeedfefbplqgcg reducible gLLAQbdeceffarmbpfb SFS[D(2,1)(2,1)] gLLAQaddeeffbaaenog SFS[D(2,1)(2,1)] gLLAQaddeeffbuaunkg SFS[D(2,1)(2,1)] gLLAQbdeceffhrtblkb SFS[D(2,1)(2,1)] gLLMQacdeeffbrtwvoo reducible gLLMQacdeeffbrtwvon toroidal gLLMQacdeeffbrtwvor toroidal gLLMQacdeeffbrtvvoo reducible gLLMQacdeeffbrtvvon SFS[D(3,1)(2,1)] gLLMQacdeeffbrtvvor SFS[D(3,1)(2,1)] gLLMQacdeeffbrtsvoo reducible gLLMQacdeeffbrtsvon SFS[D(3,1)(2,1)] gLLMQacdeeffbrtsvor SFS[D(3,1)(2,1)] gLLAQaeedeffjlutksg toroidal gLLAQaeedeffnlutksg SFS[D(5,2)(2,1)] gLLAQaeedeffjahtbsg SFS[D(2,1)(2,1)] gLLAQaeedeffjtetssg SFS[D(2,1)(2,1)] gLLAQcbdeeffljchijb toroidal gLLAQcbdeefflnchijb SFS[D(5,2)(2,1)] gLLAQcbdeeffajchijb SFS[D(2,1)(2,1)] gLLAQcbdeefftjchijb SFS[D(2,1)(2,1)] gLLAQaddeeffbpuenog reducible gLLAQaddeeffbapesog reducible gLLAQaddeeffbuaegog reducible gLLAQbdeceffhwmbpfb SFS[D(2,1)(2,1)] gLLAQaddeeffbaqhbwg reducible gLLMQacdeeffbrdfcno reducible gLLMQacdeeffbrdfcwo reducible gLLMQacdeeffbrdbrno reducible gLLAQaddeeffbmauckg SFS[D(2,1)(2,1)] gLLAQbdeceffdvmblrf SFS[D(2,1)(2,1)] gLLAQbdceeffawvihrb SFS[D(2,1)(2,1)] gLLAQaddeeffbaahwwg SFS[D(2,1)(2,1)] gLLAQbdceefflvvhtfb reducible gLLAQbdceefflvvptfb reducible gLLAQadedeffbethfvo T2xI gLLAQaedeeffbpmewwo reducible gLLAQcbdeeffqbwhhbb reducible gLLMQacedfffbgioocf SFS[D(2,1)(2,1)] gLLAQbdceeffmkotenf reducible gLLMQacefdffbgxwbgs reducible gLLMQacefdffbgxwbgn reducible gLLMQacefdffbgxwbgg reducible gLLAQbdceeffhgomdrf reducible gLLMQacedfffbgiookj reducible gLLAQbdceeffarvhtfb reducible gLLAQbdceefflrvhtfb reducible gLLAQbdceefftrvhtfb reducible gLLAQaeedeffbplhvso reducible gLLMQacefdffbgtvbgg reducible gLLMQacedfffbglookj reducible gLLAQbdceeffevvqejb reducible gLLAQbdceeffdwvidkb reducible gLLAQcbdeeffabneenf reducible gLLAQbdceeffevvmhbb reducible gLLAQbdceeffdwvhtfb reducible gLLAQcbdeeffabnuenf reducible gLLAQbdceeffevvpunb reducible gLLAQbdceeffdwvlqrb reducible gLLAQcbdeeffabnhenf reducible gLLAQbdceeffljvhtfb reducible gLLAQcbdeeffabbehbb reducible gLLAQcbdeeffabbuhbb reducible gLLAQcbdeefflbbhhbb reducible gLLAQcbdeefftbbhhbb reducible gLLAQbdceeffabviqff reducible gLLMQacefdffbghwbkj reducible gLLMQacefdffbghsbkj reducible gLLMQacefdffbghwbgr reducible gLLAQaddeeffbutqvoo reducible gLLMQacedfffbghookj reducible gLLMQacefdffbgesbvv reducible gLLMQacefdffbgusbgg reducible gLLAQbdceeffesvphjf reducible gLLAQbdceeffdvvltkf reducible gLLMQacefdffbghsbff reducible gLLAQbdeceffawxbqrb reducible gLLMQacefdffbghfbsn reducible gLLMQacefdffbghcbvf reducible gLLAQaedefefbitujco SFS[D(3,1)(2,1)] gLLAQaedefefbmtujco SFS[D(3,1)(2,1)] gLLAQaedefefbptejjo reducible gLLAQaedefefbqthjwo SFS[D(3,1)(2,1)] gLLAQbdceefflvvihkb reducible gLLAQaedefefbptpjso reducible gLLAQaedefefbxtpjso SFS[D(3,1)(2,1)] gLLAQaedefefbltpjso SFS[D(3,1)(2,1)] gLLAQaedefefbttqjbo SFS[D(3,1)(2,1)] gLLAQcbdeeffqbwupbb reducible gLLMQacedfffboiorvn SFS[D(2,1)(2,1)] gLLAQbdceeffmkolabf reducible gLLAQbddefefevrhigg reducible gLLAQbddefefdwrtivg reducible gLLMQacefdffbodwbvv reducible gLLAQbdceeffhgoxeff reducible gLLAQbdceeffhgnxeff SFS[D(3,1)(3,2)] gLLAQbdceeffhgrxeff SFS[D(3,1)(3,1)] gLLAQaddeeffjhaugoo SFS[D(3,1)(2,1)] gLLAQadedeffjxehcfo SFS[D(3,1)(2,1)] gLLAQadedeffbxedcfo SFS[D(2,1)(2,1)] gLLMQacefdffboxcbvv reducible gLLAQcbdeeffabfupbb reducible gLLAQbdceeffarvihkb reducible gLLAQbdceefflrvihkb reducible gLLAQbdceefftrvihkb reducible gLLAQaddeeffbmahrko SFS[D(2,1)(2,1)] gLLAQaedefefbitijso SFS[D(2,1)(2,1)] gLLAQaedefefbqtdjko SFS[D(2,1)(2,1)] gLLAQcbdeeffabgilgb reducible gLLAQcbdeeffangilgb reducible gLLAQcbdeeffajgilgb reducible gLLAQcbdeeffajolisf reducible gLLAQaedefefjatmjoo reducible gLLAQbddefefaffaavg T2xI gLLAQcbdeeffhbblpbb reducible gLLAQcbdeeffhjblpbb reducible gLLAQcbdeeffhnblpbb reducible gLLAQaeedeffjqtdfso reducible gLLMQacedfffbolrrvn reducible gLLAQaddeeffbaaeowo SFS[D(2,1)(2,1)] gLLMQacefdffboavbvv reducible gLLMQacefdffbotcbvv reducible gLLAQcbdeeffabcupbb reducible gLLAQaddeeffbaqefwo reducible gLLMQacedfffbotorvv reducible gLLAQbdceeffevvqmjb reducible gLLAQbdceeffdwvihkb reducible gLLAQcbdeeffabnelnf reducible gLLAQaddeeffbuahwko SFS[D(2,1)(2,1)] gLLAQaedefefbttijjo SFS[D(2,1)(2,1)] gLLAQaedefefbxtdjco SFS[D(2,1)(2,1)] gLLAQbdceeffevvmpbb reducible gLLAQbdceeffdwvhlfb reducible gLLAQcbdeeffabnulnf reducible gLLAQbdceeffevvpqnb reducible gLLAQbdceeffdwvlirb reducible gLLAQcbdeeffabnhlnf reducible gLLAQbdceeffljvihkb reducible gLLAQcbdeeffhbgplgb reducible gLLAQcbdeeffhngplgb reducible gLLAQcbdeeffhjgplgb reducible gLLAQcbdeeffqjflisf reducible gLLAQaedefefjqtdjoo reducible gLLAQcbdeeffabbepbb reducible gLLAQcbdeefflbbupbb reducible gLLAQcbdeefftbbupbb reducible gLLAQcbdeeffajbupbb reducible gLLAQcbdeeffanbupbb reducible gLLAQaeedeffjaidfso reducible gLLMQacedfffbourrvv reducible gLLAQcbdeeffabbhpbb reducible gLLAQbdceeffabvlmkf reducible gLLAQadedeffbaeucfo reducible gLLMQacefdffbouwbbo reducible gLLMQacefdffbousbbo reducible gLLMQacefdffbouwbcv reducible gLLMQacefdffboesbvv reducible gLLAQbdceeffesvmlnf reducible gLLAQbdceeffdvvhxrf reducible gLLMQacefdffbousbgg reducible gLLMQacefdffbohsbff reducible gLLAQbdeceffawmbpkb reducible gLLMQacefdffboufbjr reducible gLLMQacefdffboucbgf reducible gLLAQbdceefflvvlurb reducible gLLAQbdceeffavoxpkb reducible gLLAQbdceeffavnxpkb reducible gLLAQbdceeffavrxpkb reducible gLLAQaddeeffjaadcko reducible gLLAQadedeffjaiqbgo reducible gLLMQacefdffbcxjbff reducible gLLAQcbdeeffqbwedbb reducible gLLAQcbdeeffqbwxtvb reducible gLLAQbdceeffmkoamjf reducible gLLMQacefdffbciwbcf reducible gLLMQacefdffbciwbbf reducible gLLMQacefdffbciwbff reducible gLLAQbdceeffhgoehkf reducible gLLAQaeedeffbpuucno reducible gLLAQaeedeffbluucno reducible gLLAQaeedeffbteujno reducible gLLAQaeedeffbahuwno reducible gLLAQaeedeffbxuucno reducible gLLAQadedeffblddcfo SFS[D(2,1)(2,1)] gLLAQbdeceffmktbmjf SFS[D(2,1)(2,1)] gLLAQaedefefbaaucwo reducible gLLAQaedefefbiaucwo SFS[D(3,1)(2,1)] gLLAQaedefefbmaucwo SFS[D(3,1)(2,1)] gLLAQaedefefbpaecco reducible gLLAQaedefefbqahcjo SFS[D(3,1)(2,1)] gLLAQadedeffbxxdwvo SFS[D(2,1)(2,1)] gLLAQbdceeffarvlurb reducible gLLAQbdceefflrvlurb reducible gLLAQbdceefftrvlurb reducible gLLAQadedeffbaiungo reducible gLLAQaddeeffbaadrko SFS[D(2,1)(2,1)] gLLAQcbdeeffabgmtgb reducible gLLAQcbdeeffhbbtdbb reducible gLLMQacefdffbclvbff reducible gLLMQacefdffbclvjff reducible gLLMQacefdffbclvnff reducible gLLMQacedfffbclwnff reducible gLLAQaedefefjaamcvo reducible gLLAQaddeeffbpuxkwo reducible gLLAQaddeeffbapxfwo reducible gLLAQaddeeffbuaxrwo reducible gLLMQacedfffbcaorff reducible gLLAQbdeceffhrablfb SFS[D(2,1)(2,1)] gLLAQbdceeffevvqxjb reducible gLLAQbdceeffdwvipkb reducible gLLAQcbdeeffabneqnf reducible gLLAQaddeeffbhadwko SFS[D(2,1)(2,1)] gLLAQbdceeffevvmdbb reducible gLLAQbdceeffdwvhafb reducible gLLAQcbdeeffabnuqnf reducible gLLAQbdceeffevvpinb reducible gLLAQbdceeffdwvlurb reducible gLLAQcbdeeffabnhqnf reducible gLLAQbdceeffljvlurb reducible gLLAQcbdeeffhbgdtgb reducible gLLAQbddefefebgumfg reducible gLLAQbdedfefejhcivc reducible gLLAQbdedfefdktcioc reducible gLLAQcbdeeffajbedbb reducible gLLAQcbdeeffanbedbb reducible gLLAQbddefefdfgqmbg reducible gLLAQaeedeffjalpfso reducible gLLMQacedfffbcerrff reducible gLLAQcbdeeffabbudbb reducible gLLAQcbdeeffabbhdbb reducible gLLAQbdedfeftvtcioc reducible gLLAQbdedfeftvdcibc reducible gLLMQacefdffbcewbsf reducible gLLAQaeedeffbiducno reducible gLLAQaddeeffbuxivoo reducible gLLAQaeedeffbqxuwno reducible gLLAQadedeffbmducfo reducible gLLAQbdedfeftvmcivc reducible gLLAQbdceeffabvhirf reducible gLLAQbdceeffesvqpbf reducible gLLAQbdceeffdvvilff reducible gLLMQacefdffbcesbvv reducible gLLAQaddeeffbuaicoo SFS[D(2,1)(2,1)] gLLAQaedefefbtaicco SFS[D(2,1)(2,1)] gLLAQaedefefbxadcwo SFS[D(2,1)(2,1)] gLLMQacefdffbcusbgg reducible gLLMQacefdffbchsbff reducible gLLAQbddefefakgtmvg reducible gLLMQacefdffbcefbbc reducible gLLMQacefdffbcecbvg reducible gLLAQadedeffbaxuwvo reducible gLLAQaddeeffbaaxkwo SFS[D(2,1)(2,1)] gLLAQbdceeffavrllvb SFS[D(3,1)(2,1)] gLLAQbdceeffavnllvb SFS[D(3,1)(2,1)] gLLAQbdceefflvollvb SFS[D(3,1)(2,1)] gLLAQbdceefftvollvb SFS[D(3,1)(2,1)] gLLMQacdeeffbgarogv reducible gLLMQacdeeffbgasogv SFS[D(3,1)(2,1)] gLLAQaddeeffjaexbcc SFS[D(2,1)(2,1)] gLLAQadedeffjaxucrg SFS[D(2,1)(2,1)] gLLAQbdceeffmroqqrb reducible gLLAQbdceeffxroqqrb SFS[D(3,1)(2,1)] gLLAQbdceeffxrrqqrb reducible gLLAQbdceeffxrnqqrb SFS[D(3,1)(2,1)] gLLAQbdceefferoqqrb SFS[D(3,1)(2,1)] gLLAQbdceeffdooiiob SFS[D(3,1)(2,1)] gLLAQaddeeffjhaxccc SFS[D(7,3)(2,1)] gLLAQaddeeffnhaxccc SFS[D(8,3)(2,1)] gLLAQadedeffbxxhrrg SFS[D(2,1)(2,1)] gLLAQadedeffjxxhrrg SFS[D(5,1)(2,1)] gLLAQadedeffnxxhrrg SFS[D(7,2)(2,1)] gLLMQacdeeffbganvbv SFS[D(2,1)(2,1)] gLLAQcbdeeffqbwhqrb SFS[D(2,1)(2,1)] gLLAQbdceeffhgvdmgf SFS[D(2,1)(2,1)] gLLAQbdceeffhgsdmgf SFS[D(5,1)(2,1)] gLLAQbdceeffhgwdmgf SFS[D(7,2)(2,1)] gLLAQbddefefhgfuajo SFS[D(8,3)(2,1)] gLLAQbddefefhgfuano SFS[D(7,3)(2,1)] gLLAQadedeffbldhncg T2xI gLLAQbdceeffmkvmtkf T2xI gLLAQaedeeffbladcbg SFS[D(3,1)(2,1)] gLLAQaedeeffbtaijbg SFS[D(3,1)(2,1)] gLLAQaedeeffbaaxwbg reducible gLLAQaedeeffbxadcbg SFS[D(3,1)(2,1)] gLLAQaedeeffjxadcbg reducible gLLAQaedeeffnxadcbg SFS[D(3,1)(2,1)] gLLAQbdceeffassqxsf SFS[D(2,1)(2,1)] gLLAQbddefefasfaaso SFS[D(2,1)(2,1)] gLLAQaedeeffbaaqrbg reducible gLLAQaedeeffjaaqrbg SFS[D(3,1)(2,1)] gLLAQaedeeffnaaqrbg SFS[D(3,1)(2,1)] gLLAQaedeeffbmaqrbg SFS[D(3,1)(2,1)] gLLAQaedeeffbiaqrbg SFS[D(3,1)(2,1)] gLLAQaedeeffbqapobg SFS[D(3,1)(2,1)] gLLAQadedeffbldaccg T2xI gLLMQacdeeffbgaoncg T2xI gLLAQbdceeffarrhhbb SFS[D(2,1)(2,1)] gLLAQbdceefflrohhbb SFS[D(2,1)(2,1)] gLLMQacdeeffbgqvngv SFS[D(2,1)(2,1)] gLLAQaddeeffnaaxncc SFS[D(2,1)(2,1)] gLLAQadedeffbaxqrrg reducible gLLAQadedeffjaxqrrg SFS[D(3,1)(2,1)] gLLAQadedeffnaxqrrg SFS[D(3,1)(2,1)] gLLAQbdceeffhfsqxsf SFS[D(4,1)(2,1)] gLLAQbdceeffhfwqxsf SFS[D(5,2)(2,1)] gLLAQbdeceffhfanxsf SFS[D(5,2)(2,1)] gLLAQbdeceffhfajxsf SFS[D(4,1)(2,1)] gLLAQaedeeffbtaunbg SFS[D(2,1)(2,1)] gLLAQaedeeffbxahrbg SFS[D(2,1)(2,1)] gLLMQacdeeffbgqvvbv reducible gLLAQbdceeffdwohhbb SFS[D(2,1)(2,1)] gLLAQbdceeffxvommcb SFS[D(2,1)(2,1)] gLLAQaddeeffjhexgcc SFS[D(4,1)(2,1)] gLLAQaddeeffnhexgcc SFS[D(5,2)(2,1)] gLLAQadedeffjxxdcrg SFS[D(4,1)(2,1)] gLLAQadedeffnxxdcrg SFS[D(5,2)(2,1)] gLLAQcbdeeffabnetkf reducible gLLAQcbdeeffabbhqrb reducible gLLAQbdceeffabvdmgf reducible gLLAQbdceeffabsdmgf SFS[D(3,1)(2,1)] gLLAQbdceeffabwdmgf SFS[D(3,1)(2,1)] gLLAQbdeceffabunmgf SFS[D(2,1)(2,1)] gLLAQaedeeffjaaucbg SFS[D(2,1)(2,1)] gLLAQaedeeffbiaucbg SFS[D(2,1)(2,1)] gLLAQaedeeffbqahwbg SFS[D(2,1)(2,1)] gLLAQbdeceffabmnenf SFS[D(3,1)(2,1)] gLLAQbdeceffabmjenf SFS[D(3,1)(2,1)] gLLAQaeedfefjaeuofc SFS[D(2,1)(2,1)] gLLAQbdceeffabwlenf SFS[D(2,1)(2,1)] gLLAQbdceeffawnxpsb SFS[D(2,1)(2,1)] gLLAQaddeeffnaadwsc SFS[D(2,1)(2,1)] gLLAQadedeffbaiqksg reducible gLLAQadedeffjaiqksg SFS[D(3,1)(2,1)] gLLAQadedeffnaiqksg SFS[D(3,1)(2,1)] gLLAQadedeffbltawrg SFS[D(2,1)(2,1)] gLLAQcbdeeffibvhhkf SFS[D(2,1)(2,1)] gLLAQaedefefbpmdowg reducible gLLAQaedefefblmdowg SFS[D(3,1)(2,1)] gLLAQaedefefbtmiocg SFS[D(3,1)(2,1)] gLLAQaedefefbamxojg reducible gLLAQaedefefbxmdowg SFS[D(3,1)(2,1)] gLLAQcbdeeffdbcdafb T2xI gLLMQacdeeffboanrvv reducible gLLAQaddeeffbiepksc reducible gLLAQaddeeffbiapksc reducible gLLAQaddeeffbidpksc reducible gLLAQbdedfefevhgavo SFS[D(2,1)(2,1)] gLLAQaddeeffbeaqwrc SFS[D(2,1)(2,1)] gLLAQaeedfefbpxionc reducible gLLAQaeedfefbpuionc reducible gLLAQbddefeftsctavo reducible gLLAQaeedfefbadiowc reducible gLLAQaddeeffbaeqsrc reducible gLLMQacdeeffboakncg SFS[D(2,1)(2,1)] gLLAQaddeeffbaaqsrc reducible gLLAQaddeeffbadqsrc reducible gLLAQaddeeffbuapjsc SFS[D(2,1)(2,1)] gLLAQbddefeftwotivo reducible gLLAQadedeffbutqwrg reducible gLLAQbdceeffdwvldbb reducible gLLAQaedefefbimuowg SFS[D(2,1)(2,1)] gLLAQaedefefbqmhojg SFS[D(2,1)(2,1)] gLLAQcbdeeffabbeurb reducible gLLAQbddefeftvgtmvo reducible gLLAQbdceeffabrhqnf SFS[D(2,1)(2,1)] gLLAQaddeeffnaaqcrc SFS[D(2,1)(2,1)] gLLAQadedeffbaaqbcg reducible gLLAQadedeffjaaqbcg SFS[D(3,1)(2,1)] gLLAQadedeffnaaqbcg SFS[D(3,1)(2,1)] gLLMQacdeeffboxkkcg reducible gLLAQbdceefflvviavb SFS[D(2,1)(2,1)] gLLAQaeedfefbptdbsc reducible gLLAQaddeeffbeaeccc T2xI gLLAQbdceeffervmirb reducible gLLAQbdedfeflravabo SFS[D(2,1)(2,1)] gLLAQcbdeeffdbctirb SFS[D(2,1)(2,1)] gLLAQbdceeffmkvemkf SFS[D(2,1)(2,1)] gLLAQbddefefmkbuafo SFS[D(2,1)(2,1)] gLLAQbdceeffasolisf reducible gLLAQbdceefflsolisf SFS[D(3,1)(2,1)] gLLAQbdceefftsolisf SFS[D(3,1)(2,1)] gLLMQacdeeffbcaonfv reducible gLLMQacdeeffbcaknfv SFS[D(3,1)(2,1)] gLLAQbddefefhfbdaoo SFS[D(2,1)(2,1)] gLLAQbddefefdfbuabo reducible gLLAQaedeeffbatxcvg reducible gLLAQcbdeeffabfuirb reducible gLLMQacdeeffbcdogsf reducible gLLMQacdeeffbceogsf reducible gLLAQbdceeffarvduob reducible gLLAQbdceeffejvmirb reducible gLLAQaedeeffbptmvvg reducible gLLAQcbdeeffabcuirb reducible gLLMQacdeeffbcmvvbv reducible gLLMQacdeeffbcmvvbw SFS[D(3,1)(2,1)] gLLMQacdeeffbcmvvbs SFS[D(3,1)(2,1)] gLLAQaeedeffjahtbvc SFS[D(2,1)(2,1)] gLLAQcbdeeffajchirb SFS[D(2,1)(2,1)] gLLAQbdceeffevvmirb reducible gLLAQcbdeeffabbuirb reducible gLLMQacdeeffbcxfcwv reducible gLLMQacdeeffbcxfcnv reducible gLLAQbdceeffdvohlnf SFS[D(2,1)(2,1)] gLLAQbdceeffxsompof SFS[D(2,1)(2,1)] gLLAQaedeeffbptmwvg reducible gLLAQbdeceffawtblgb reducible gLLAQaeedfefbaalofg reducible gLLAQaeedfefbttlovg reducible gLLAQaeedfefblllogg reducible gLLAQaeedfefbpllogg reducible gLLAQaeedfefbxllogg reducible gLLAQbdceeffhgvatbf reducible gLLAQbdecefflrtbtcb SFS[D(2,1)(2,1)] gLLAQbddefefafbaivc SFS[D(2,1)(2,1)] gLLAQbdceeffafvdqcb SFS[D(2,1)(2,1)] gLLAQbdeceffafmbdjb T2xI gLLAQaddeeffbaamosg T2xI gLLAQbdceeffxbvxerf T2xI gLLMQbcdfeefaoolivv reducible gLLAQaeedfefbillorg reducible gLLAQbdceeffdwvudwb reducible gLLAQaeedfefbqaloog reducible gLLAQbdeceffdwtbtcb SFS[D(2,1)(2,1)] gLLAQbdedfeftjasabg SFS[D(2,1)(2,1)] gLLAQaddeeffbhamjsg T2xI gLLAQbdeceffefdbhvb reducible gLLAQcbdeeffabbplrb reducible gLLAQbdeceffdcabtwb reducible gLLAQbddefefabjqajc SFS[D(5,2)(2,1)] gLLAQbddefefabjqanc SFS[D(4,1)(2,1)] gLLAQaedefefjaeqofc SFS[D(5,2)(2,1)] gLLAQaedefefnaeqofc SFS[D(4,1)(2,1)] gLLAQbdceeffabnxqvf SFS[D(5,2)(2,1)] gLLAQbdceeffabrxqvf SFS[D(4,1)(2,1)] gLLAQbdeceffabdjqvf toroidal gLLAQbdeceffabdnqvf SFS[D(5,2)(2,1)] gLLAQaeedeffjaeicbg SFS[D(4,1)(2,1)] gLLAQaeedeffnaeicbg SFS[D(5,2)(2,1)] gLLAQbdceeffabwuqvf SFS[D(5,2)(2,1)] gLLAQbdceeffabsuqvf toroidal gLLAQaedefefjaeiofc toroidal gLLAQaedefefnaeiofc toroidal gLLAQadedeffjaaqcrc SFS[D(5,2)(2,1)] gLLAQadedeffnaaqcrc SFS[D(4,1)(2,1)] gLLAQbdeceffabenqvf SFS[D(4,1)(2,1)] gLLAQbdeceffabejqvf SFS[D(5,2)(2,1)] gLLAQbdceeffabwpdof SFS[D(4,1)(2,1)] gLLAQbdceeffabspdof SFS[D(5,2)(2,1)] gLLAQaedefefjaeuofc SFS[D(4,1)(2,1)] gLLAQaedefefnaeuofc SFS[D(5,2)(2,1)] gLLMQaddeeffbaqpkcg reducible gLLAQbdeceffavdjhwb SFS[D(2,1)(2,1)] gLLAQbdceeffavsuhwb SFS[D(2,1)(2,1)] gLLAQaedefefjatibcc SFS[D(3,1)(2,1)] gLLAQaedefefnatibcc SFS[D(3,1)(2,1)] gLLAQcbdeeffqbwupfb reducible gLLAQbdceeffmkolasf reducible gLLAQbddefefevrhmgc reducible gLLAQbddefefdwrtmvc reducible gLLMQbcdefefasrupoo reducible gLLAQbdceeffhgoxevf reducible gLLAQbdceeffhgnxevf SFS[D(3,1)(3,2)] gLLAQbdceeffhgrxevf SFS[D(3,1)(3,1)] gLLAQaddeeffjhaugcg SFS[D(3,1)(2,1)] gLLAQadedeffjxehcrc SFS[D(3,1)(2,1)] gLLAQaeedeffbpuqcbg reducible gLLAQaeedeffbplqnbg reducible gLLAQbddefefawfqijc SFS[D(5,2)(2,1)] gLLAQbddefefawfqinc SFS[D(4,1)(2,1)] gLLAQbdceeffarvaijb SFS[D(2,1)(2,1)] gLLAQaedefefjatqbsc SFS[D(5,2)(2,1)] gLLAQaedefefnatqbsc SFS[D(4,1)(2,1)] gLLAQbdeceffartblcb SFS[D(2,1)(2,1)] gLLAQbdceeffarwplcb SFS[D(4,1)(2,1)] gLLAQbdceeffarsplcb SFS[D(5,2)(2,1)] gLLAQaedefefjatubsc SFS[D(4,1)(2,1)] gLLAQaedefefnatubsc SFS[D(5,2)(2,1)] gLLAQbdceeffarnxhwb SFS[D(5,2)(2,1)] gLLAQbdceeffarrxhwb SFS[D(4,1)(2,1)] gLLAQbdeceffardjhwb toroidal gLLAQbdeceffardnhwb SFS[D(5,2)(2,1)] gLLAQaeedfefjaetong SFS[D(4,1)(2,1)] gLLAQaeedfefnaetong SFS[D(5,2)(2,1)] gLLAQbdceeffarwuhwb SFS[D(5,2)(2,1)] gLLAQbdceeffarsuhwb toroidal gLLAQaedefefjatibsc toroidal gLLAQaedefefnatibsc toroidal gLLAQadedeffjahqncc SFS[D(5,2)(2,1)] gLLAQadedeffnahqncc SFS[D(4,1)(2,1)] gLLAQbdeceffarenhwb SFS[D(4,1)(2,1)] gLLAQbdeceffarejhwb SFS[D(5,2)(2,1)] gLLMQaddeeffbualncg SFS[D(2,1)(2,1)] gLLAQbdeceffhrmbpjb SFS[D(2,1)(2,1)] gLLAQaeedeffjqedsvg SFS[D(4,1)(2,1)] gLLAQaeedeffnqedsvg SFS[D(5,2)(2,1)] gLLAQbdceeffhrwlpjb SFS[D(4,1)(2,1)] gLLAQbdceeffhrslpjb SFS[D(5,2)(2,1)] gLLMQbcdefeflokmxvv reducible gLLMQbcdefefaokmxvv reducible gLLMQbcdefeftokmxvv reducible gLLAQbdeceffmvhjpfb SFS[D(4,1)(2,1)] gLLAQbdeceffmvhnpfb SFS[D(5,2)(2,1)] gLLAQbdeceffhwtblcb SFS[D(2,1)(2,1)] gLLAQcbdeefflnkmlkb SFS[D(5,2)(2,1)] gLLAQcbdeeffljkmlkb toroidal gLLAQcbdeeffajkmlkb SFS[D(2,1)(2,1)] gLLAQcbdeefftjkmlkb SFS[D(2,1)(2,1)] gLLAQbdceeffmvwxpfb SFS[D(5,2)(2,1)] gLLAQbdceeffmvsxpfb SFS[D(4,1)(2,1)] gLLAQbdceeffhwwplcb SFS[D(4,1)(2,1)] gLLAQbdceeffhwsplcb SFS[D(5,2)(2,1)] gLLAQcbedeffubusikf reducible gLLAQcbedeffujusikf toroidal gLLAQcbedeffunusikf toroidal gLLAQcbdeeffabnpikf reducible gLLAQcbdeeffajnpikf SFS[D(3,1)(2,1)] gLLAQcbdeeffannpikf SFS[D(3,1)(2,1)] gLLAQcbedeffpbagikf reducible gLLAQcbedeffpjagikf SFS[D(3,1)(2,1)] gLLAQcbedeffpnagikf SFS[D(3,1)(2,1)] gLLAQaedefefjqtubjc SFS[D(4,1)(2,1)] gLLAQaedefefnqtubjc SFS[D(5,2)(2,1)] gLLAQaedefefjmtebwc SFS[D(5,2)(2,1)] gLLAQaedefefnmtebwc toroidal gLLAQaedefefnatebwc SFS[D(2,1)(2,1)] gLLAQaedefefnitebwc SFS[D(2,1)(2,1)] gLLAQbdeceffajdjhwb SFS[D(2,1)(2,1)] gLLAQbdceeffajsuhwb SFS[D(2,1)(2,1)] gLLAQaedefefjatibrc SFS[D(3,1)(2,1)] gLLAQaedefefnatibrc SFS[D(3,1)(2,1)] gLLAQcbdeeffabbxarb reducible gLLAQbdedfeftvarabg SFS[D(2,1)(2,1)] gLLAQbdeceffabdjevf SFS[D(2,1)(2,1)] gLLMQccdfeefpvviibf reducible gLLMQccdfeefpvvuibb reducible gLLMQccdfeefqbvlibg reducible gLLAQbdceeffabsuevf SFS[D(2,1)(2,1)] gLLAQaedefefjadiofc SFS[D(3,1)(2,1)] gLLAQaedefefnadiofc SFS[D(3,1)(2,1)] gLLAQbdeceffdvtbxof SFS[D(2,1)(2,1)] gLLAQbdceeffawsqawb SFS[D(5,2)(2,1)] gLLAQbdceeffawwqawb SFS[D(4,1)(2,1)] gLLAQbddefefakkaavc SFS[D(2,1)(2,1)] gLLAQaedeeffjaqqkvc SFS[D(5,2)(2,1)] gLLAQaedeeffnaqqkvc SFS[D(4,1)(2,1)] gLLAQbdceeffawrhpjb SFS[D(5,2)(2,1)] gLLAQbdceeffawnhpjb SFS[D(4,1)(2,1)] gLLAQbdceeffawstpjb toroidal gLLAQbdceeffawwtpjb SFS[D(5,2)(2,1)] gLLAQaeedeffjaedjvg SFS[D(4,1)(2,1)] gLLAQaeedeffnaedjvg SFS[D(5,2)(2,1)] gLLAQbdeceffawpnpjb SFS[D(5,2)(2,1)] gLLAQbdeceffawpjpjb toroidal gLLAQaedeeffjaqikvc toroidal gLLAQaedeeffnaqikvc toroidal gLLAQadedeffjauqwsc SFS[D(5,2)(2,1)] gLLAQadedeffnauqwsc SFS[D(4,1)(2,1)] gLLAQbdceeffawwlpjb SFS[D(4,1)(2,1)] gLLAQbdceeffawslpjb SFS[D(5,2)(2,1)] gLLAQbdceeffawvducb SFS[D(2,1)(2,1)] gLLAQbdeceffawunucb SFS[D(4,1)(2,1)] gLLAQbdeceffawujucb SFS[D(5,2)(2,1)] gLLAQaedeeffjaqukvc SFS[D(4,1)(2,1)] gLLAQaedeeffnaqukvc SFS[D(5,2)(2,1)] gLLAQbdceefflvvlujb reducible gLLAQaeedeffbplpsvg reducible gLLAQaddeeffbimiscg reducible gLLAQaddeeffbamxbsg reducible gLLMQbcdfeefmcbpdgv reducible gLLAQaeedeffbahpbvg reducible gLLAQbdceeffevvdigb reducible gLLAQcbdeeffabbltrb reducible gLLAQbdedfeftvqcavg reducible gLLAQbdedfeftvqcasg SFS[D(3,1)(2,1)] gLLAQbdedfeftvqcawg SFS[D(3,1)(2,1)] gLLAQbdedfeftvacang SFS[D(2,1)(2,1)] gLLAQaedefefjtapovc SFS[D(2,1)(2,1)] gLLAQbdeceffabdjlvf SFS[D(2,1)(2,1)] gLLAQbdceeffabsulvf SFS[D(2,1)(2,1)] gLLAQaedefefjaaiofc SFS[D(3,1)(2,1)] gLLAQaedefefnaaiofc SFS[D(3,1)(2,1)] gLLAQaeedeffbplpwvg reducible gLLAQbdceefflvvthcb reducible gLLAQcbdeeffqbwmtbb reducible gLLAQaddeeffbxqdrvo reducible gLLAQbdceeffmkomarf reducible gLLMQacefdffbkirbjr reducible gLLMQacefdffbkirbjv reducible gLLMQacefdffbkirbjj reducible gLLAQbdceeffhgoheof reducible gLLAQaeedfefbpuucno reducible gLLAQaeedfefbmhucro reducible gLLAQaeedfefbihucro reducible gLLAQaeedfefbahucro reducible gLLAQaeedfefbqeucoo reducible gLLAQadedeffblddnoo SFS[D(2,1)(2,1)] gLLAQbdceeffmkvparf SFS[D(2,1)(2,1)] gLLAQaedeeffbaaurno reducible gLLAQaedeeffbtahono SFS[D(3,1)(2,1)] gLLAQaedeeffblaenno SFS[D(3,1)(2,1)] gLLAQaedeeffbpaenno reducible gLLAQaedeeffbxaenno SFS[D(3,1)(2,1)] gLLMQacefdffbkxfbjj reducible gLLAQcbdeeffabfmtbb reducible gLLAQbdeceffxwtbivb SFS[D(2,1)(2,1)] gLLAQbddefefanramvg SFS[D(2,1)(2,1)] gLLAQbdceeffarvthcb reducible gLLAQbdceefflrvthcb reducible gLLAQbdceefftrvthcb reducible gLLAQbdceeffarvlhcb reducible gLLAQcbdeeffabgedgb reducible gLLAQcbdeeffhbbdtbb reducible gLLMQacefdffbkhobjj reducible gLLAQaddeeffbhadrvo SFS[D(2,1)(2,1)] gLLMQacefdffbkufbjj reducible gLLAQcbdeeffabcmtbb reducible gLLMQacedfffbkuvwjc reducible gLLMQacedfffbkuvwjj reducible gLLMQacedfffbkuvwjw reducible gLLAQadedeffbaiafwo reducible gLLAQbdceeffevveqvb reducible gLLAQbdceeffdwvdiwb reducible gLLAQcbdeeffabnadnf reducible gLLAQbdceeffevvhmfb reducible gLLAQbdceeffdwvthcb reducible gLLAQcbdeeffabnidnf reducible gLLAQbdceeffevvupgb reducible gLLAQbdceeffevsupgb reducible gLLAQbdceeffevwupgb reducible gLLAQbdceeffdwvqljb reducible gLLAQbdceeffdwsqljb SFS[D(3,1)(3,1)] gLLAQbdceeffdwwqljb SFS[D(3,1)(3,2)] gLLAQcbdeeffabnmdnf reducible gLLAQcbdeeffannmdnf SFS[D(3,1)(3,2)] gLLAQcbdeeffajnmdnf SFS[D(3,1)(3,1)] gLLAQbdeceffhwabljb SFS[D(2,1)(2,1)] gLLAQbdeceffevdnpgb reducible gLLAQbdeceffdwanljb SFS[D(3,1)(2,1)] gLLAQcbdeeffajkptnb SFS[D(3,1)(2,1)] gLLAQaedefefjmpegro reducible gLLAQaedefefjipegro SFS[D(3,1)(2,1)] gLLAQaedefefjapegro SFS[D(3,1)(2,1)] gLLAQbdceeffljvthcb reducible gLLAQcbdeeffhbgtdgb reducible gLLAQcbdeeffabbatbb reducible gLLAQcbdeeffabbitbb reducible gLLAQcbdeefflbbmtbb reducible gLLAQcbdeefflnbmtbb SFS[D(3,1)(3,1)] gLLAQcbdeeffljbmtbb SFS[D(3,1)(3,2)] gLLAQcbdeefftbbmtbb reducible gLLAQcbdeefftnbmtbb SFS[D(3,1)(3,2)] gLLAQcbdeefftjbmtbb SFS[D(3,1)(3,1)] gLLAQcbdeeffanbmtbb reducible gLLAQcbdeeffajbmtbb reducible gLLMQacedfffbktwwjc SFS[D(3,1)(2,1)] gLLMQacedfffbktwwjw SFS[D(3,1)(2,1)] gLLMQacedfffbktwwjj reducible gLLAQaedeeffjmuefso SFS[D(3,1)(2,1)] gLLAQaedeeffjiuefso SFS[D(3,1)(2,1)] gLLAQaedeeffjauefso reducible gLLAQbdceeffabvdmvf reducible gLLAQbdceeffabsdmvf SFS[D(3,1)(2,1)] gLLAQbdceeffabwdmvf SFS[D(3,1)(2,1)] gLLAQbdeceffabunmvf SFS[D(2,1)(2,1)] gLLAQaedeeffjaaucno SFS[D(2,1)(2,1)] gLLAQbdeceffabmneof SFS[D(3,1)(2,1)] gLLAQbdeceffabmjeof SFS[D(3,1)(2,1)] gLLMQacefdffbktrbkg reducible gLLMQacefdffbktrjkg reducible gLLMQacefdffbktrnkg reducible gLLMQacefdffbktnbkg reducible gLLMQacefdffbktnjkg reducible gLLMQacefdffbktnnkg reducible gLLMQacefdffbktojkg reducible gLLMQacefdffbktonkg reducible gLLMQacefdffbktojjg SFS[D(3,1)(2,1)] gLLMQacefdffbktonjg SFS[D(3,1)(2,1)] gLLMQacefdffbktrbjs reducible gLLAQaeedfefjaeucfo SFS[D(2,1)(2,1)] gLLAQaeedfefbtuucvo reducible gLLAQaeedfefjtuucvo reducible gLLAQaeedfefntuucvo reducible gLLAQaddeeffjmaicfo reducible gLLAQaddeeffnmaicfo reducible gLLMQacedfffbktvvkg reducible gLLMQacedfffbktwvkg reducible gLLMQacedfffbktsvkg reducible gLLAQaeedfefjlhucgo SFS[D(2,1)(2,1)] gLLAQaeedfefbxhucgo reducible gLLAQbdceeffabwleof SFS[D(2,1)(2,1)] gLLAQaedeeffjiaicno reducible gLLAQaedeeffniaicno reducible gLLAQadedeffbuddvoo reducible gLLAQadedeffjuddvoo reducible gLLAQadedeffnuddvoo reducible gLLMQacedfffbktoskg reducible gLLMQacedfffbktrskg reducible gLLMQacedfffbktnskg reducible gLLMQacedfffbktrsjg SFS[D(2,1)(2,1)] gLLMQacefdffbkanbnn reducible gLLMQacefdffbkanjnn SFS[D(3,1)(3,2)] gLLMQacefdffbkannnn SFS[D(3,1)(3,1)] gLLMQacedfffbkawvnn SFS[D(3,1)(2,1)] gLLAQaedeeffjaaxkno SFS[D(3,1)(2,1)] gLLMQacefdffbklnbjj reducible gLLMQacefdffbklnjjj reducible gLLMQacefdffbklnnjj reducible gLLMQacedfffbklwvjj reducible gLLAQaedeeffjaamkno reducible gLLAQbdceeffesvulcf reducible gLLAQbdceeffessulcf SFS[D(3,1)(3,2)] gLLAQbdceeffeswulcf SFS[D(3,1)(3,1)] gLLAQbdceeffdvvqxbf reducible gLLAQbdceeffdvsqxbf toroidal gLLAQbdceeffdvwqxbf toroidal gLLMQacefdffbktnbbb reducible gLLMQacefdffbktnjbb SFS[D(3,1)(3,1)] gLLMQacefdffbktnnbb SFS[D(3,1)(3,2)] gLLAQbdeceffesdnlcf SFS[D(3,1)(2,1)] gLLAQbdeceffdvabxbf SFS[D(2,1)(2,1)] gLLAQbdeceffdvanxbf toroidal gLLAQbdeceffdvajxbf SFS[D(2,1)(2,1)] gLLMQacedfffbktwvbb SFS[D(3,1)(2,1)] gLLAQaedeeffjmaekno SFS[D(3,1)(2,1)] gLLAQaedeeffbiaekno SFS[D(2,1)(2,1)] gLLAQaedeeffjiaekno toroidal gLLAQaedeeffniaekno SFS[D(2,1)(2,1)] gLLAQaedeeffjaaekno SFS[D(3,1)(2,1)] gLLAQaedeeffbqaubno SFS[D(2,1)(2,1)] gLLAQbdceeffawvauwb SFS[D(2,1)(2,1)] gLLAQbdeceffawdbpcb reducible gLLMQacefdffbktcbrv reducible gLLMQacefdffbktfbnb reducible gLLAQbdeceffawebpcb reducible gLLAQbdceefflvvqtjb reducible gLLAQbdceefflvsqtjb SFS[D(3,1)(2,1)] gLLAQbdceefflvwqtjb SFS[D(3,1)(2,1)] gLLAQbdecefflvantjb SFS[D(2,1)(2,1)] gLLAQaedefefjtmpgvo SFS[D(2,1)(2,1)] gLLAQaedefefbtmhgvo SFS[D(3,1)(2,1)] gLLAQaedefefblmeggo SFS[D(3,1)(2,1)] gLLAQaedefefbpmeggo reducible gLLAQaedefefbxmeggo SFS[D(3,1)(2,1)] gLLAQaedefefbpmpgwo reducible gLLAQaedefefbqmqgco SFS[D(3,1)(2,1)] gLLAQaedefefbmmmgjo SFS[D(3,1)(2,1)] gLLAQaedefefbimmgjo SFS[D(3,1)(2,1)] gLLAQcbdeeffqbwaabb reducible gLLAQadedeffbxlljwo SFS[D(2,1)(2,1)] gLLAQbdceeffmkopecf reducible gLLMQacefdffbbxrbcb reducible gLLMQacefdffbbxrbfb reducible gLLMQacefdffbbxrbbb reducible gLLAQbdceeffhgoldbf reducible gLLAQbdceeffhgvlqof SFS[D(2,1)(2,1)] gLLAQbdceeffarvqtjb reducible gLLAQbdceeffarsqtjb SFS[D(3,1)(2,1)] gLLAQbdceeffarwqtjb SFS[D(3,1)(2,1)] gLLAQbdceefflrvqtjb reducible gLLAQbdceefflrsqtjb toroidal gLLAQbdceefflrwqtjb toroidal gLLAQbdceefftrvqtjb reducible gLLAQbdceefftrsqtjb SFS[D(3,1)(2,1)] gLLAQbdceefftrwqtjb SFS[D(3,1)(2,1)] gLLAQbddefefanoamwg SFS[D(2,1)(2,1)] gLLAQbdecefflrabtjb SFS[D(2,1)(2,1)] gLLAQbdecefflrantjb toroidal gLLAQbdecefflrajtjb SFS[D(2,1)(2,1)] gLLAQbdecefftrantjb SFS[D(2,1)(2,1)] gLLAQaedefefjamqgno SFS[D(2,1)(2,1)] gLLAQaedefefbtmpgro SFS[D(2,1)(2,1)] gLLAQaedefefjtmpgro toroidal gLLAQaedefefntmpgro SFS[D(2,1)(2,1)] gLLAQaedefefjlmmgoo SFS[D(2,1)(2,1)] gLLAQaedefefbxmmgoo SFS[D(2,1)(2,1)] gLLAQbdceeffafvaqwb SFS[D(2,1)(2,1)] gLLAQaddeeffbaapovo T2xI gLLMQacefdffbbuobbb reducible gLLMQacedfffbbevwbb reducible gLLAQadedeffballfwo reducible gLLAQbdceeffevveuvb reducible gLLAQbdceeffevseuvb reducible gLLAQbdceeffevweuvb reducible gLLAQbdceeffdwvdqwb reducible gLLAQbdceeffdwsdqwb SFS[D(3,1)(3,1)] gLLAQbdceeffdwwdqwb SFS[D(3,1)(3,2)] gLLAQcbdeeffabnainf reducible gLLAQcbdeeffannainf SFS[D(3,1)(3,2)] gLLAQcbdeeffajnainf SFS[D(3,1)(3,1)] gLLAQbddefefevgiakg reducible gLLAQbddefefdwguajg SFS[D(3,1)(2,1)] gLLAQcbdeeffajkxlnb SFS[D(3,1)(2,1)] gLLAQaedefefjmmxgro reducible gLLAQaedefefjimxgro SFS[D(3,1)(2,1)] gLLAQaedefefjamxgro SFS[D(3,1)(2,1)] gLLAQbdceeffevvhefb reducible gLLAQbdceeffevshefb SFS[D(3,1)(3,1)] gLLAQbdceeffevwhefb SFS[D(3,1)(3,2)] gLLAQbdceeffdwvtdcb reducible gLLAQbdceeffdwstdcb SFS[D(3,1)(3,2)] gLLAQbdceeffdwwtdcb SFS[D(3,1)(3,1)] gLLAQcbdeeffabniinf reducible gLLAQcbdeeffanniinf reducible gLLAQcbdeeffajniinf reducible gLLAQbdeceffevxnefb SFS[D(3,1)(2,1)] gLLAQbdeceffdwpndcb SFS[D(3,1)(2,1)] gLLAQcbdeeffajkllnb reducible gLLAQaedefefjmmmgro SFS[D(3,1)(2,1)] gLLAQaedefefjimmgro SFS[D(3,1)(2,1)] gLLAQaedefefjammgro reducible gLLAQbdceeffevvuhgb reducible gLLAQbdceeffevsuhgb SFS[D(3,1)(3,2)] gLLAQbdceeffevwuhgb SFS[D(3,1)(3,1)] gLLAQbdceeffdwvqtjb reducible gLLAQbdceeffdwsqtjb toroidal gLLAQbdceeffdwwqtjb toroidal gLLAQcbdeeffabnminf reducible gLLAQcbdeeffannminf SFS[D(3,1)(3,1)] gLLAQcbdeeffajnminf SFS[D(3,1)(3,2)] gLLAQbdeceffevdnhgb SFS[D(3,1)(2,1)] gLLAQbdeceffdwabtjb SFS[D(2,1)(2,1)] gLLAQbdeceffdwantjb toroidal gLLAQbdeceffdwajtjb SFS[D(2,1)(2,1)] gLLAQcbdeeffajkplnb SFS[D(3,1)(2,1)] gLLAQaedefefjmmegro SFS[D(3,1)(2,1)] gLLAQaedefefbimegro SFS[D(2,1)(2,1)] gLLAQaedefefjimegro toroidal gLLAQaedefefnimegro SFS[D(2,1)(2,1)] gLLAQaedefefjamegro SFS[D(3,1)(2,1)] gLLAQaedefefbqmugoo SFS[D(2,1)(2,1)] gLLAQbdceeffljvqtjb reducible gLLAQbdceeffljsqtjb SFS[D(3,1)(2,1)] gLLAQbdceeffljwqtjb SFS[D(3,1)(2,1)] gLLAQbdeceffljantjb SFS[D(2,1)(2,1)] gLLAQaedefefjtmpgjo SFS[D(2,1)(2,1)] gLLAQbddefefejgeavg reducible gLLAQbddefefdkgdaog reducible gLLAQcbdeeffanbaabb reducible gLLAQcbdeeffajbaabb reducible gLLMQacedfffbbawwbb reducible gLLAQaedeeffjaxxfso reducible gLLAQcbdeeffabbiabb reducible gLLAQcbdeeffabbmabb reducible gLLAQbddefeftvgdaog reducible gLLAQbddefeftvgqabg reducible gLLMQacefdffbbarbbr reducible gLLAQbdceeffabvtqof reducible gLLAQbdceeffabvlqof reducible gLLAQbdceeffesvehsf reducible gLLAQbdceeffdvvdtvf reducible gLLMQacefdffbbanbnn reducible gLLMQacefdffbbanjnn SFS[D(3,1)(3,1)] gLLMQacefdffbbannnn SFS[D(3,1)(3,2)] gLLMQacedfffbbawvnn SFS[D(3,1)(2,1)] gLLAQaedeeffjaexkno SFS[D(3,1)(2,1)] gLLMQacefdffbblnbjj reducible gLLMQacefdffbbtnbbb reducible gLLAQbddefefargqabg reducible gLLAQbddefefargqajg SFS[D(3,1)(2,1)] gLLAQbddefefargqang SFS[D(3,1)(2,1)] gLLMQacefdffbbacbcf reducible gLLMQacefdffbbafbjn reducible gLLAQbdceeffawwaqwb SFS[D(2,1)(2,1)] gLLAQaedeeffjaxqjso SFS[D(2,1)(2,1)] gLLAQbdceeffavohpcb reducible gLLAQbdceeffavrhpcb reducible gLLAQbdceeffavnhpcb reducible gLLAQaddeeffjaaebgo reducible gLLAQadedeffjauqcko reducible gLLAQbdceefflvvduwb reducible gLLAQaddeeffbutevgo reducible gLLMQacefdffbsxkbnn reducible gLLMQacefdffbsxkjnn reducible gLLMQacefdffbsxknnn reducible gLLAQaddeeffjaqewgo reducible gLLAQadedeffjauakko reducible gLLAQcbdeeffqbwilbb reducible gLLAQcbdeeffdbclivb T2xI gLLAQaedeeffbptesso reducible gLLAQbdceeffmkoqmsf reducible gLLAQbdedfefevuvmgc reducible gLLAQbdedfefevuvmkc SFS[D(3,1)(3,2)] gLLAQbdedfefevuvmjc SFS[D(3,1)(3,1)] gLLAQbdedfefdwqvmvc reducible gLLAQbdedfefdwqvmsc SFS[D(3,1)(3,1)] gLLAQbdedfefdwqvmwc SFS[D(3,1)(3,2)] gLLMQacefdffbsdrbnn reducible gLLMQacefdffbsdrjnn reducible gLLMQacefdffbsdrnnn reducible gLLAQbdceeffhgoihvf reducible gLLAQaddeeffjpuucfo SFS[D(3,1)(2,1)] gLLAQaddeeffjuauwfo SFS[D(3,1)(2,1)] gLLAQaddeeffjapujfo reducible gLLAQadedeffjielsoo SFS[D(3,1)(2,1)] gLLAQadedeffjmelsoo SFS[D(3,1)(2,1)] gLLAQadedeffjaelsoo reducible gLLAQadedeffbietsoo SFS[D(2,1)(2,1)] gLLAQadedeffbuehwoo reducible gLLAQbdceeffarvduwb reducible gLLAQbdceefflrvduwb reducible gLLAQbdceefftrvduwb reducible gLLAQcbdeeffabgupgb reducible gLLAQcbdeeffajgupgb reducible gLLAQcbdeeffangupgb reducible gLLAQaeedfefjaidjoo reducible gLLAQcbdeeffajoemsf reducible gLLAQcbdeeffhbbplbb reducible gLLAQaeedeffbpltvwo reducible gLLMQacefdffbseobnn reducible gLLMQacefdffbseojnn reducible gLLMQacefdffbseonnn reducible gLLAQaeedfefjalqcvo reducible gLLMQacedfffbsersnn reducible gLLAQadedeffbuehsoo reducible gLLAQbdceeffevveivb reducible gLLAQbdceeffdwvduwb reducible gLLAQcbdeeffabnaxnf reducible gLLAQbdceeffevvhxfb reducible gLLAQbdceeffdwvtpcb reducible gLLAQcbdeeffabnixnf reducible gLLAQbdceeffevvudgb reducible gLLAQbdceeffevsudgb SFS[D(3,1)(3,1)] gLLAQbdceeffevwudgb SFS[D(3,1)(3,2)] gLLAQbdceeffdwvqajb reducible gLLAQbdceeffdwsqajb SFS[D(3,1)(3,2)] gLLAQbdceeffdwwqajb SFS[D(3,1)(3,1)] gLLAQcbdeeffabnmxnf reducible gLLAQcbdeeffannmxnf reducible gLLAQcbdeeffajnmxnf reducible gLLAQbdeceffevdndgb SFS[D(3,1)(2,1)] gLLAQbdeceffdwanajb SFS[D(3,1)(2,1)] gLLAQcbdeeffajkpanb reducible gLLAQaedefefjmqegro SFS[D(3,1)(2,1)] gLLAQaedefefjiqegro SFS[D(3,1)(2,1)] gLLAQaedefefjaqegro reducible gLLAQbdceeffljvduwb reducible gLLAQcbdeeffhbglpgb reducible gLLAQcbdeeffabbalbb reducible gLLAQbdeceffefubqvb reducible gLLAQcbdeefflbbilbb reducible gLLAQcbdeefftbbilbb reducible gLLAQbdeceffdcqbiwb reducible gLLAQcbdeeffabbmlbb reducible gLLAQbdceeffabvqibf reducible gLLAQbdceeffabsqibf SFS[D(3,1)(2,1)] gLLAQbdceeffabwqibf SFS[D(3,1)(2,1)] gLLAQbddefefavjaawg SFS[D(2,1)(2,1)] gLLAQaedeeffjadqcno SFS[D(2,1)(2,1)] gLLMQacefdffbslrbfw reducible gLLMQacefdffbslnbfw reducible gLLMQacefdffbslrbcn reducible gLLMQacedfffbslvvfw reducible gLLAQadedeffbuehvoo reducible gLLMQacefdffbsanbnn reducible gLLMQacefdffbsanjnn reducible gLLMQacefdffbsannnn reducible gLLMQacedfffbsawvnn reducible gLLAQaedeeffjadxkno reducible gLLAQbdceeffesvhprf reducible gLLAQbdceeffdvvtlof reducible gLLMQacefdffbslnbjj reducible gLLMQacefdffbstnbbb reducible gLLAQbdeceffawtbljb reducible gLLMQacefdffbslcbgs reducible gLLMQacefdffbslfbjb reducible gLLAQbdeceffavmbhov reducible gLLAQbdecefflvmbhov reducible gLLAQbdecefftvmbhov reducible gLLAQbdceeffanvipgf reducible gLLAQbdeceffasmbegb reducible gLLAQbdeceffarmbhov reducible gLLAQbdecefflrmbhov reducible gLLAQbdecefftrmbhov reducible gLLAQbdceeffafoeusf reducible gLLAQbdceefftfoeusf reducible gLLAQbdceefflfoeusf reducible gLLMQacdfffebjqknnf reducible gLLMQacdfffebjqkfnf reducible gLLAQbdceeffafvipgf reducible gLLAQbdeceffaftbanf reducible gLLAQbddefefxfruhfo reducible gLLAQbdeceffakmbegb reducible gLLMQacdfffebjdkkof reducible gLLAQbddefefdwkqebo reducible gLLAQbdeceffevtbmrv reducible gLLAQbdeceffdwmbhov reducible gLLAQcbdeeffabkhdof reducible gLLAQbdeceffdweblbv reducible gLLAQadedeffbuxuwog reducible gLLAQbdeceffajmbhov reducible gLLAQbdecefftjmbhov reducible gLLAQbdeceffljmbhov reducible gLLAQaddeeffbuadvgc reducible gLLAQaddeeffbuedvgc reducible gLLAQbdceeffxfotdof reducible gLLAQbdceeffdcomanf reducible gLLAQbdceeffdcvhanf reducible gLLAQaddeeffbuddvgc reducible gLLAQbdeceffdcxbanf reducible gLLAQbdecefftbmbegb reducible gLLAQbdecefflbmbegb reducible gLLAQaedeeffbdadwsg SFS[D(2,1)(2,1)] gLLAQaedeeffbpadssg reducible gLLAQaedeeffbpapssg reducible gLLAQbdceeffmsoplob reducible gLLMQacdfffebjhrrcf reducible gLLAQbdceeffpvvqxnb reducible gLLAQbdceeffpvsqxnb SFS[A(3,1)] gLLAQbdceeffpvwqxnb SFS[A(3,1)] gLLAQaeedfefbpxuwwc reducible gLLAQbdeceffpvabxnb T2xI gLLAQbdeceffpvanxnb SFS[A(2,1)] gLLAQbdeceffpvajxnb T2xI gLLAQaedeeffbdaubsg T2xI gLLAQaedeeffjdaubsg SFS[A(2,1)] gLLAQaedeeffndaubsg T2xI gLLAQbdceeffawvipgf reducible gLLMQacdfffebjhcrof reducible gLLMQacdfffebjhcsof reducible gLLAQaddeeffbiadwgc SFS[D(2,1)(2,1)] gLLAQbdceeffavsqtbv reducible gLLAQbdceefflvsqtbv SFS[D(3,1)(2,1)] gLLAQbdceefftvsqtbv SFS[D(3,1)(2,1)] gLLAQbddefefabcauso reducible gLLAQbdecefflvajtbv SFS[D(3,1)(2,1)] gLLAQbdecefftvajtbv SFS[D(3,1)(2,1)] gLLAQaedefefbamqnfg reducible gLLAQaedefefjamqnfg reducible gLLAQaedefefnamqnfg reducible gLLAQaedefefbtmpnvg reducible gLLAQaedefefjtmpnvg SFS[D(3,1)(3,2)] gLLAQaedefefntmpnvg SFS[D(3,1)(3,1)] gLLAQaedefefblmmngg reducible gLLAQaedefefjlmmngg SFS[D(3,1)(3,1)] gLLAQaedefefnlmmngg SFS[D(3,1)(3,2)] gLLAQaedefefbpmmngg reducible gLLAQaedefefbxmmngg reducible gLLAQbdceeffavrhdov reducible gLLAQaddeeffnaambfc reducible gLLAQadedeffbatqcog reducible gLLAQadedeffjatqcog reducible gLLAQadedeffnatqcog reducible gLLAQbdeceffavxnqvv reducible gLLAQaeedfefnaahccc reducible gLLAQbdceeffavvhqvv reducible gLLAQbdceeffavwhqvv reducible gLLAQbdceeffavshqvv reducible gLLAQcbdeeffajjhhof SFS[D(2,1)(2,1)] gLLAQaeedfefnahhckc SFS[D(2,1)(2,1)] gLLAQcbdeeffabrhhwb reducible gLLAQcbdeeffajrhhwb SFS[D(3,1)(2,1)] gLLAQcbdeeffanrhhwb SFS[D(3,1)(2,1)] gLLAQbdeceffanxbtnf reducible gLLAQbdecefftnxbtnf reducible gLLAQbdecefflnxbtnf reducible gLLAQbdceeffhgvhtsb reducible gLLAQbdceeffasvhtsb reducible gLLAQbdceeffarvhqvv reducible gLLAQbddefefafoqhjo reducible gLLAQbdceeffafsaqsf reducible gLLAQaedeeffbaxqggg reducible gLLAQaedeeffjaxqggg reducible gLLAQaedeeffnaxqggg reducible gLLAQbdceeffafnxdgf reducible gLLAQaddeeffnaapogc reducible gLLAQadedeffbalqokg reducible gLLAQadedeffjalqokg reducible gLLAQadedeffnalqokg reducible gLLAQbdceeffafwhtnf reducible gLLAQbdceefftfwhtnf SFS[D(3,1)(2,1)] gLLAQbdceefflfwhtnf SFS[D(3,1)(2,1)] gLLAQaeedeffnaalgjc reducible gLLAQaeedeffnlllvjc SFS[D(3,1)(2,1)] gLLAQaeedeffnttlfjc SFS[D(3,1)(2,1)] gLLAQbdeceffafxbtnf reducible gLLAQbdeceffafxntnf reducible gLLAQbdeceffafxjtnf reducible gLLAQbdecefftfxbtnf reducible gLLAQbdecefftfxntnf SFS[D(3,1)(3,2)] gLLAQbdecefftfxjtnf SFS[D(3,1)(3,1)] gLLAQbdecefflfxbtnf reducible gLLAQbdecefflfxntnf SFS[D(3,1)(3,1)] gLLAQbdecefflfxjtnf SFS[D(3,1)(3,2)] gLLAQbdceeffxbvqeob reducible gLLAQbdceeffakvhtsb reducible gLLAQcbdeeffancaanv reducible gLLMQacdffefbrqrrww reducible gLLAQaedeeffbaxxbgg reducible gLLAQaedeeffjaxxbgg reducible gLLAQaedeeffnaxxbgg reducible gLLAQbddefefdwguebo reducible gLLAQbdeceffdwmbdov reducible gLLAQbdeceffdwpbdov reducible gLLAQaedefefbimmnrg reducible gLLAQbdceeffdwvldov reducible gLLAQaedefefbqmqnog reducible gLLAQbdeceffdwabtbv reducible gLLAQbdecefftjabtbv SFS[D(2,1)(2,1)] gLLAQbdceeffajvhqvv reducible gLLAQcbedefftbqkhwb reducible gLLAQcbedefflbqkhwb reducible gLLAQbdeceffdcdbdgf reducible gLLAQbdeceffdcebdgf reducible gLLAQadedeffbhlqjkg reducible gLLAQbdeceffdcmbqsf reducible gLLAQbdeceffeflbhof reducible gLLAQcbdeeffabbeusv reducible gLLAQbdeceffdcxbtnf reducible gLLAQbdceefftbvhtsb reducible gLLAQbdceefflbvhtsb reducible gLLMQacdffefbrlnwgv reducible gLLMQacdffefbrlnfgv reducible gLLAQaeedfefbptiwwc reducible gLLAQaddeeffbeaqfvc T2xI gLLAQaedeeffbpepssg reducible gLLMQacdffefbrlkkgv reducible gLLAQadedeffbeaqcwg reducible gLLAQbdceeffmsopeob reducible gLLAQbdeceffawxbtnf reducible gLLAQbdecefflwxbtnf reducible gLLAQbdecefftwxbtnf reducible gLLAQaeedfefbpudcsc reducible gLLAQbdedfefdwqvpwo SFS[D(2,1)(2,1)] gLLAQaddeeffbuauwvc reducible gLLAQaddeeffjuauwvc SFS[D(3,1)(2,1)] gLLAQaddeeffnuauwvc SFS[D(3,1)(2,1)] gLLAQadedeffnmelswg SFS[D(2,1)(2,1)] gLLMQacdffefbvpkwvw reducible gLLAQaddeeffbuaeofc reducible gLLAQaeedeffbadtgjc reducible gLLAQaddeeffbaehogc reducible gLLAQaeedeffbaetgjc reducible gLLAQbdceeffafvuhgf reducible gLLAQaddeeffbadhogc reducible gLLAQbdceeffafvplnf reducible gLLAQbdeceffdfabinb reducible gLLAQaeedeffbputkjc reducible gLLAQadedeffbuuiwog reducible gLLAQbdeceffdwmbpov reducible gLLAQbdeceffdwababv reducible gLLAQaddeeffbuahvgc reducible gLLAQbdeceffdcqbisf reducible gLLAQbdeceffdcxblnf reducible gLLMQacdfffebvlowbf SFS[D(2,1)(2,1)] gLLAQbdceeffmsoqmwb reducible gLLAQbdceeffpvohlgb T2xI gLLAQaeedfefbpuqwwc reducible gLLAQaedeeffbpdpssg reducible gLLAQbdceeffmsopqob reducible gLLAQbddefefavnqhjc reducible gLLAQbddefefavnqhnc reducible gLLAQbdceeffavwlqkv reducible gLLAQbdceeffavslqkv reducible gLLAQbdceefflvoeqkv SFS[D(3,1)(2,1)] gLLAQbdceefftvoeqkv SFS[D(3,1)(2,1)] gLLMQbcdefefmbnxhgc reducible gLLMQbcdefefxbnxhgc SFS[D(3,1)(2,1)] gLLAQaeedfefjadlnfg reducible gLLAQaeedfefnadlnfg reducible gLLAQaddeeffjaepcog reducible gLLAQaddeeffnaepcog reducible gLLAQaddeeffjmepcog SFS[D(4,3)(3,1)] gLLAQaddeeffnmepcog SFS[D(5,3)(3,1)] gLLAQaddeeffjiepcog SFS[D(4,1)(3,1)] gLLAQaddeeffniepcog SFS[D(5,2)(3,1)] gLLAQaedefefjaxqccc reducible gLLAQaedefefnaxqccc reducible gLLAQadedeffjalubfc reducible gLLAQadedeffnalubfc reducible gLLAQadedeffjulpvfc SFS[D(4,1)(3,1)] gLLAQadedeffnulpvfc SFS[D(5,2)(3,1)] gLLAQadedeffjplaofc SFS[D(4,3)(3,1)] gLLAQadedeffnplaofc SFS[D(5,3)(3,1)] gLLAQbdceeffavnmtrv reducible gLLAQbdceeffavrmtrv reducible gLLAQbdceeffavwhtrv reducible gLLAQbdceeffavshtrv reducible gLLAQbdceefflvnmtrv toroidal gLLAQbdceefflvrmtrv SFS[D(5,2)(3,1)] gLLAQbdceefflvwhtrv SFS[D(5,2)(3,1)] gLLAQbdceefflvshtrv SFS[D(4,1)(3,1)] gLLAQbdceefftvnmtrv toroidal gLLAQbdceefftvrmtrv SFS[D(5,3)(3,1)] gLLAQbdceefftvwhtrv SFS[D(5,3)(3,1)] gLLAQbdceefftvshtrv SFS[D(4,3)(3,1)] gLLAQaddeeffjadpcog reducible gLLAQaddeeffnadpcog reducible gLLAQbdceeffavwptrv reducible gLLAQbdceeffavsptrv reducible gLLAQaddeeffjmdpcog SFS[D(5,3)(3,1)] gLLAQaddeeffnmdpcog toroidal gLLAQbdceefflvwptrv SFS[D(4,3)(3,1)] gLLAQbdceefflvsptrv SFS[D(5,3)(3,1)] gLLAQaddeeffjidpcog SFS[D(5,2)(3,1)] gLLAQaddeeffnidpcog toroidal gLLAQbdceefftvwptrv SFS[D(4,1)(3,1)] gLLAQbdceefftvsptrv SFS[D(5,2)(3,1)] gLLAQaddeeffblqpwog SFS[D(2,1)(2,1)] gLLAQcbdeeffibvxxwb SFS[D(2,1)(2,1)] gLLAQaedefefjaxuccc reducible gLLAQaedefefnaxuccc reducible gLLAQbdeceffavxntrv reducible gLLAQbdeceffavxjtrv reducible gLLAQaedefefjixuccc SFS[D(4,1)(3,1)] gLLAQaedefefnixuccc SFS[D(5,2)(3,1)] gLLAQadedeffjulhvfc toroidal gLLAQadedeffnulhvfc toroidal gLLAQbdecefflvxntrv SFS[D(5,3)(3,1)] gLLAQbdecefflvxjtrv SFS[D(4,3)(3,1)] gLLAQaedefefjmxuccc SFS[D(4,3)(3,1)] gLLAQaedefefnmxuccc SFS[D(5,3)(3,1)] gLLAQadedeffjpllofc toroidal gLLAQadedeffnpllofc toroidal gLLAQbdecefftvxntrv SFS[D(5,2)(3,1)] gLLAQbdecefftvxjtrv SFS[D(4,1)(3,1)] gLLAQbdceeffavnxdfv reducible gLLAQbdceeffavrxdfv reducible gLLAQbdeceffavdjdfv reducible gLLAQbdeceffavdndfv reducible gLLAQbdceefflvnxdfv SFS[D(5,2)(3,1)] gLLAQbdceefflvrxdfv SFS[D(4,1)(3,1)] gLLAQbdceefftvnxdfv SFS[D(5,3)(3,1)] gLLAQbdceefftvrxdfv SFS[D(4,3)(3,1)] gLLAQaeedfefjaelnfg reducible gLLAQaeedfefnaelnfg reducible gLLAQbdceeffavwudfv reducible gLLAQbdceeffavsudfv reducible gLLAQaddeeffbmapcog SFS[D(3,1)(2,1)] gLLAQaddeeffbiapcog SFS[D(3,1)(2,1)] gLLAQadedeffjalqbfc reducible gLLAQadedeffnalqbfc reducible gLLAQbdeceffavendfv reducible gLLAQbdeceffavejdfv reducible gLLAQadedeffjuldvfc SFS[D(5,3)(3,1)] gLLAQadedeffnuldvfc SFS[D(4,3)(3,1)] gLLAQadedeffjpltofc SFS[D(5,2)(3,1)] gLLAQadedeffnpltofc SFS[D(4,1)(3,1)] gLLAQbdceeffmrolebv reducible gLLAQbdceeffxrolebv SFS[D(3,1)(2,1)] gLLAQbdceefferolebv SFS[D(3,1)(2,1)] gLLAQbdceeffernlebv toroidal gLLAQbdceefferrlebv m003(0,0) gLLMQbcdefefaknuhnc toroidal gLLMQbcdefefaknuhrc toroidal gLLAQcbdeeffanjaaof SFS[D(5,2)(2,1)] gLLAQcbdeeffajjaaof SFS[D(4,1)(2,1)] gLLAQcbdeeffajreejb SFS[D(4,1)(2,1)] gLLAQcbdeeffanreejb SFS[D(5,2)(2,1)] gLLAQbdceeffdooxdfv SFS[D(3,1)(2,1)] gLLAQbdceeffdonxdfv toroidal gLLAQbdceeffdorxdfv SFS[D(3,1)(2,1)] gLLAQaddeeffjpuprog m006(0,0) gLLAQaddeeffnpuprog m016(0,0) gLLAQaeedfefjallnjg SFS[D(5,2)(2,1)] gLLAQaeedfefnallnjg SFS[D(4,1)(2,1)] gLLAQaddeeffjappkog toroidal gLLAQaddeeffnappkog SFS[D(5,2)(2,1)] gLLAQaddeeffbuapfog SFS[D(3,1)(2,1)] gLLAQaddeeffjuapfog SFS[D(3,1)(2,1)] gLLAQaddeeffnuapfog toroidal gLLAQadedeffjillwfc m011(0,0) gLLAQadedeffnillwfc m019(0,0) gLLAQaedefefjaxxckc SFS[D(5,2)(2,1)] gLLAQaedefefnaxxckc SFS[D(4,1)(2,1)] gLLAQadedeffjallwfc toroidal gLLAQadedeffnallwfc SFS[D(5,2)(2,1)] gLLAQadedeffjmllwfc toroidal gLLAQadedeffnmllwfc toroidal gLLAQcbedeffujtkejb m016(0,0) gLLAQcbedeffuntkejb m006(0,0) gLLAQcbedeffpbmfejb SFS[D(3,1)(2,1)] gLLAQcbedeffpjmfejb toroidal gLLAQcbedeffpnmfejb SFS[D(3,1)(2,1)] gLLAQcbdeeffajrhejb SFS[D(5,2)(2,1)] gLLAQcbdeeffanrhejb toroidal gLLAQaeedfefbpulnwg reducible gLLAQaeedfefblulnwg SFS[D(3,1)(2,1)] gLLAQaeedfefjlulnwg m003(0,0) gLLAQaeedfefnlulnwg toroidal gLLAQaeedfefbtelncg SFS[D(3,1)(2,1)] gLLAQaeedfefjtelncg SFS[D(3,1)(2,1)] gLLAQaeedfefntelncg toroidal gLLAQaeedfefbahlnjg reducible gLLAQaeedfefjahlnjg toroidal gLLAQaeedfefnahlnjg toroidal gLLAQaeedfefbxulnwg SFS[D(3,1)(2,1)] gLLAQcbdeeffljjhubf m019(0,0) gLLAQcbdeefflnjhubf m011(0,0) gLLAQcbdeefftjjhubf toroidal gLLAQcbdeefftnjhubf toroidal gLLAQcbdeeffajjhubf SFS[D(5,2)(2,1)] gLLAQcbdeeffanjhubf toroidal gLLAQcbdeeffabruejb SFS[D(2,1)(2,1)] gLLAQbdeceffhotbtrv SFS[D(3,1)(2,1)] gLLAQbdceeffxrvxhnv SFS[D(3,1)(2,1)] gLLAQaeedfefjailnjg SFS[D(4,1)(2,1)] gLLAQaeedfefnailnjg SFS[D(5,2)(2,1)] gLLAQcbdeeffajjeubf SFS[D(4,1)(2,1)] gLLAQcbdeeffanjeubf SFS[D(5,2)(2,1)] gLLMQbcdefefhvnuhoc SFS[D(2,1)(2,1)] gLLAQaeedeffbidhkgg SFS[D(2,1)(2,1)] gLLAQaddeeffbuxmckg SFS[D(2,1)(2,1)] gLLAQaeedeffbqxhbgg SFS[D(2,1)(2,1)] gLLAQadedeffbhtpfgc SFS[D(2,1)(2,1)] gLLAQbdeceffanmbdrf SFS[D(3,1)(2,1)] gLLAQbdecefftnmbdrf SFS[D(3,1)(2,1)] gLLAQbdecefflnmbdrf reducible gLLAQaddeeffbaamwkg SFS[D(3,1)(2,1)] gLLAQbdceeffhgviqrb SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqgwg reducible gLLAQaddeeffbeaqgwg SFS[D(3,1)(2,1)] gLLAQaddeeffbuaqgwg SFS[D(3,1)(2,1)] gLLAQaedefefbiexwrc reducible gLLAQadedeffbuaiwvc reducible gLLAQaedefefbqeiwoc reducible gLLAQbdceeffxkvphbb SFS[D(3,1)(2,1)] gLLMQbcdefeflsbxuvc SFS[D(2,1)(2,1)] gLLMQbcdefeftsbxuvc toroidal gLLMQbcdefeftsbxuwc SFS[D(3,1)(2,1)] gLLMQbcdefeftsbxusc SFS[D(3,1)(2,1)] gLLMQbcdefefasbxuvc SFS[D(2,1)(2,1)] gLLAQbdceeffpgvltfb SFS[D(3,1)(2,1)] gLLAQaeedeffjluicsg SFS[D(4,1)(2,1)] gLLAQaeedeffnluicsg SFS[D(5,2)(2,1)] gLLAQaeedeffjteijsg toroidal gLLAQaeedeffnteijsg toroidal gLLAQaeedeffjahiwsg SFS[D(4,1)(2,1)] gLLAQaeedeffnahiwsg SFS[D(5,2)(2,1)] gLLMQadedeffniehsnf SFS[D(4,1)(2,1)] gLLMQadedeffjiehsnf SFS[D(5,2)(2,1)] gLLMQadedeffnmehsnf toroidal gLLMQadedeffjmehsnf toroidal gLLMQadedeffnaehsnf SFS[D(4,1)(2,1)] gLLMQadedeffjaehsnf SFS[D(5,2)(2,1)] gLLMQaddeeffbpupcog T2xI gLLMQaddeeffbuapwog SFS[A(2,1)] gLLMQaddeeffbappjog T2xI gLLAQadedeffbuapgvc SFS[D(2,1)(2,1)] gLLMQaddeeffbxqpnog SFS[D(2,1)(2,1)] gLLAQbdceeffasviqrb SFS[D(3,1)(2,1)] gLLMQbcdefefhwselbg SFS[D(2,1)(2,1)] gLLAQaddeeffbaaqjwg SFS[D(3,1)(2,1)] gLLAQaddeeffbuamvkg reducible gLLAQbdeceffewtnenf m017(0,0) gLLAQbdeceffewtjenf m016(0,0) gLLAQbdeceffdsmbdrf SFS[D(3,1)(2,1)] gLLAQbdeceffdsmndrf m003(0,0) gLLAQbdeceffdsmjdrf toroidal gLLAQcbdeeffajfhhnv SFS[D(4,1)(2,1)] gLLAQcbdeeffanfhhnv SFS[D(5,2)(2,1)] gLLAQaeedeffjluhjgg m017(0,0) gLLAQaeedeffnluhjgg m016(0,0) gLLAQaeedeffjtehwgg m011(0,0) gLLAQaeedeffntehwgg m019(0,0) gLLAQaeedeffjahhcgg SFS[D(5,2)(2,1)] gLLAQaeedeffnahhcgg SFS[D(4,1)(2,1)] gLLAQbdceeffewwpenf m016(0,0) gLLAQbdceeffewspenf m017(0,0) gLLAQbdceeffdswldrf m006(0,0) gLLAQbdceeffdssldrf m016(0,0) gLLAQbdceeffxwvuhjf SFS[D(3,1)(2,1)] gLLAQbdceeffpsvqtkf SFS[D(3,1)(2,1)] gLLAQbdceeffpssqtkf toroidal gLLAQbdceeffpswqtkf SFS[D(3,1)(2,1)] gLLMQbcdefeftvsmlvg reducible gLLAQbdeceffpsabtkf SFS[D(3,1)(2,1)] gLLAQbdeceffpsantkf SFS[D(3,1)(2,1)] gLLAQbdeceffpsajtkf toroidal gLLAQaedeeffjdmuvjc toroidal gLLAQaedeeffndmuvjc toroidal gLLAQbdceefflromtrv SFS[D(2,1)(2,1)] gLLAQbdceefflrvhtrv SFS[D(2,1)(2,1)] gLLMQbcdfeefhjoaivf SFS[D(2,1)(2,1)] gLLAQcbdeeffqbgxxwb SFS[D(2,1)(2,1)] gLLAQcbdeeffhbjlubf SFS[D(2,1)(2,1)] gLLAQbdceeffarvidfv SFS[D(3,1)(2,1)] gLLAQaddeeffbaaprog SFS[D(3,1)(2,1)] gLLAQaddeeffbmaprog reducible gLLAQaddeeffbiaprog SFS[D(3,1)(2,1)] gLLAQbdceeffejnlebv m016(0,0) gLLAQbdceeffejrlebv m017(0,0) gLLMQbcdfeefaccmprf SFS[D(4,1)(2,1)] gLLMQbcdfeefaccmpnf SFS[D(5,2)(2,1)] gLLAQbdceeffdknxdfv m019(0,0) gLLAQbdceeffdkrxdfv m011(0,0) gLLAQaddeeffjpupsog m016(0,0) gLLAQaddeeffnpupsog m017(0,0) gLLAQaddeeffjappgog SFS[D(5,2)(2,1)] gLLAQaddeeffnappgog SFS[D(4,1)(2,1)] gLLAQaddeeffbuapnog SFS[D(3,1)(2,1)] gLLAQaddeeffjuapnog toroidal gLLAQaddeeffnuapnog m003(0,0) gLLAQadedeffjillvfc m017(0,0) gLLAQadedeffnillvfc m016(0,0) gLLAQadedeffjmllvfc m016(0,0) gLLAQadedeffnmllvfc m006(0,0) gLLAQcbedeffpbmvejb reducible gLLAQbdeceffpktbtrv SFS[D(3,1)(2,1)] gLLAQbdeceffpktjtrv toroidal gLLAQbdeceffpktntrv SFS[D(3,1)(2,1)] gLLAQbdceeffxjvxhnv SFS[D(3,1)(2,1)] gLLAQcbedeffpbavxwb reducible gLLAQbdceeffpkvptrv SFS[D(3,1)(2,1)] gLLAQbdceeffpkwptrv SFS[D(3,1)(2,1)] gLLAQbdceeffpksptrv toroidal gLLAQaedefefjdxucnc toroidal gLLAQaedefefndxucnc toroidal gLLAQbdceeffafsqtkf reducible gLLAQbdceeffafwqtkf reducible gLLAQbddefefafbtuwc reducible gLLAQbddefefafbtusc reducible gLLAQbdceefftfsqtkf SFS[D(5,2)(3,1)] gLLAQbdceefftfwqtkf SFS[D(4,1)(3,1)] gLLAQbdecefftfentkf toroidal gLLAQbdecefftfejtkf SFS[D(5,2)(3,1)] gLLAQbdceefflfsqtkf SFS[D(5,3)(3,1)] gLLAQbdceefflfwqtkf SFS[D(4,3)(3,1)] gLLAQbdecefflfentkf toroidal gLLAQbdecefflfejtkf SFS[D(5,3)(3,1)] gLLMQbcdfeefmccmiff SFS[D(2,1)(2,1)] gLLAQcbdeeffibouhnv SFS[D(2,1)(2,1)] gLLAQaeedeffjadhggg reducible gLLAQaeedeffnadhggg reducible gLLAQaddeeffjaemokg reducible gLLAQaddeeffnaemokg reducible gLLAQaeedeffjmdhggg SFS[D(5,3)(3,1)] gLLAQaeedeffnmdhggg toroidal gLLAQaddeeffjpmmvkg SFS[D(4,3)(3,1)] gLLAQaddeeffnpmmvkg SFS[D(5,3)(3,1)] gLLAQaeedeffjidhggg SFS[D(5,2)(3,1)] gLLAQaeedeffnidhggg toroidal gLLAQaddeeffjuxmbkg SFS[D(4,1)(3,1)] gLLAQaddeeffnuxmbkg SFS[D(5,2)(3,1)] gLLAQaedeeffjamqgjc reducible gLLAQaedeeffnamqgjc reducible gLLAQadedeffjatuogc reducible gLLAQadedeffnatuogc reducible gLLAQaedeeffjlmmvjc SFS[D(5,3)(3,1)] gLLAQaedeeffnlmmvjc SFS[D(4,3)(3,1)] gLLAQadedeffjituogc SFS[D(4,1)(3,1)] gLLAQadedeffnituogc SFS[D(5,2)(3,1)] gLLAQbdceefftfwitkf toroidal gLLAQbdceefftfsitkf toroidal gLLAQaedeeffjtmpfjc SFS[D(5,2)(3,1)] gLLAQaedeeffntmpfjc SFS[D(4,1)(3,1)] gLLAQadedeffjmtuogc SFS[D(4,3)(3,1)] gLLAQadedeffnmtuogc SFS[D(5,3)(3,1)] gLLAQbdceefflfwitkf toroidal gLLAQbdceefflfsitkf toroidal gLLAQbdceeffafriqff reducible gLLAQbdceeffafniqff reducible gLLAQbdeceffafxnqff reducible gLLAQbdeceffafxjqff reducible gLLAQbdecefftfxnqff SFS[D(5,2)(3,1)] gLLAQbdecefftfxjqff SFS[D(4,1)(3,1)] gLLAQbdecefflfxnqff SFS[D(5,3)(3,1)] gLLAQbdecefflfxjqff SFS[D(4,3)(3,1)] gLLAQaddeeffjadmokg reducible gLLAQaddeeffnadmokg reducible gLLAQbdeceffafunqff reducible gLLAQbdeceffafujqff reducible gLLAQaeedeffbmahggg SFS[D(3,1)(2,1)] gLLAQaeedeffbiahggg SFS[D(3,1)(2,1)] gLLAQaeedeffbqthfgg SFS[D(3,1)(2,1)] gLLAQaeedeffbplhvgg reducible gLLAQaedeeffjamugjc reducible gLLAQaedeeffnamugjc reducible gLLAQbdceeffafwhqff reducible gLLAQbdceeffafshqff reducible gLLAQbdceefftfwhqff SFS[D(5,3)(3,1)] gLLAQbdceefftfshqff SFS[D(4,3)(3,1)] gLLAQbdceefflfwhqff SFS[D(5,2)(3,1)] gLLAQbdceefflfshqff SFS[D(4,1)(3,1)] gLLAQbdceeffafrhdrf reducible gLLAQbdceeffafnhdrf reducible gLLAQbdceeffafstdrf reducible gLLAQbdceeffafwtdrf reducible gLLAQbdecefftfmbdrf SFS[D(3,1)(2,1)] gLLAQbdecefflfmbdrf SFS[D(3,1)(2,1)] gLLAQaeedeffjaehggg reducible gLLAQaeedeffnaehggg reducible gLLAQbdeceffafpndrf reducible gLLAQbdeceffafpjdrf reducible gLLAQaeedeffjmehggg SFS[D(4,3)(3,1)] gLLAQaeedeffnmehggg SFS[D(5,3)(3,1)] gLLAQaeedeffjiehggg SFS[D(4,1)(3,1)] gLLAQaeedeffniehggg SFS[D(5,2)(3,1)] gLLAQadedeffjatqogc reducible gLLAQadedeffnatqogc reducible gLLAQbdceeffafwldrf reducible gLLAQbdceeffafsldrf reducible gLLAQbdceefftfwldrf SFS[D(4,1)(3,1)] gLLAQbdceefftfsldrf SFS[D(5,2)(3,1)] gLLAQbdceefflfwldrf SFS[D(4,3)(3,1)] gLLAQbdceefflfsldrf SFS[D(5,3)(3,1)] gLLAQbdceeffebnlunb SFS[D(5,2)(2,1)] gLLAQbdceeffebrlunb SFS[D(4,1)(2,1)] gLLMQbcdfeefagcmprf SFS[D(5,2)(2,1)] gLLMQbcdfeefagcmpnf SFS[D(4,1)(2,1)] gLLAQbdceeffdfnxqrb toroidal gLLAQbdceeffdfrxqrb toroidal gLLAQaddeeffbpuqbwg SFS[D(2,1)(2,1)] gLLAQaddeeffbapqvwg SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqowg SFS[D(3,1)(2,1)] gLLAQaddeeffbeaqowg SFS[D(3,1)(2,1)] gLLAQaddeeffbuaqowg toroidal gLLAQaddeeffjuaqowg SFS[D(3,1)(2,1)] gLLAQaddeeffnuaqowg SFS[D(3,1)(2,1)] gLLAQadedeffjialgvc SFS[D(5,2)(2,1)] gLLAQadedeffnialgvc SFS[D(4,1)(2,1)] gLLAQadedeffjaalgvc SFS[D(5,2)(2,1)] gLLAQadedeffnaalgvc SFS[D(4,1)(2,1)] gLLAQadedeffjmalgvc toroidal gLLAQadedeffnmalgvc toroidal gLLAQbdceeffxbvphbb reducible gLLMQcdcfeeflcoqavf SFS[D(3,1)(2,1)] gLLAQbdceeffpfvltfb SFS[D(3,1)(2,1)] gLLAQaddeeffbxxqbwg SFS[D(2,1)(2,1)] gLLAQaedefefbxepwfc reducible gLLAQaedefefbteqwgc reducible gLLAQbdeceffdfmbtfb reducible gLLAQbdeceffebhbejb T2xI gLLMQbcdefefaggmivf T2xI gLLAQbdeceffdftbdkb SFS[A(2,1)] gLLMQbcdfeefxocmiff SFS[D(2,1)(2,1)] gLLMQadedeffbuemsnf SFS[D(2,1)(2,1)] gLLAQbdceeffakviqrb SFS[D(3,1)(2,1)] gLLAQaddeeffbaaqnwg SFS[D(3,1)(2,1)] gLLMQaddeeffbhxpkog SFS[D(2,1)(2,1)] gLLAQbdceeffmnoqubf reducible gLLAQbdceeffhroiqff SFS[D(3,1)(2,1)] gLLAQbdedfefenuvpgg SFS[D(3,1)(2,1)] gLLAQbdedfefenuvpkg toroidal gLLAQbdedfefenuvpjg m003(0,0) gLLMQbcdfeefaocmpof reducible gLLMQbcdfeefaocmprf toroidal gLLMQbcdfeefaocmpnf toroidal gLLAQbdedfefdrqvpvg SFS[D(3,1)(2,1)] gLLAQbdedfefdrqvpsg toroidal gLLAQbdedfefdrqvpwg SFS[D(3,1)(2,1)] gLLAQaddeeffjpumkkg m006(0,0) gLLAQaddeeffnpumkkg m016(0,0) gLLAQaddeeffjapmfkg toroidal gLLAQaddeeffnapmfkg SFS[D(5,2)(2,1)] gLLAQaddeeffbuamrkg SFS[D(3,1)(2,1)] gLLAQaddeeffjuamrkg SFS[D(3,1)(2,1)] gLLAQaddeeffnuamrkg toroidal gLLAQadedeffjitlfgc m011(0,0) gLLAQadedeffnitlfgc m019(0,0) gLLAQadedeffjatlfgc toroidal gLLAQadedeffnatlfgc SFS[D(5,2)(2,1)] gLLAQadedeffjmtlfgc toroidal gLLAQadedeffnmtlfgc toroidal gLLAQbdeceffentnenf m016(0,0) gLLAQbdeceffentjenf m006(0,0) gLLAQbdeceffdrmbdrf SFS[D(3,1)(2,1)] gLLAQbdeceffdrmndrf toroidal gLLAQbdeceffdrmjdrf SFS[D(3,1)(2,1)] gLLMQbcdfeefaooalrf SFS[D(4,1)(2,1)] gLLMQbcdfeefaooalnf SFS[D(5,2)(2,1)] gLLAQcbdeeffajchhnv SFS[D(5,2)(2,1)] gLLAQcbdeeffanchhnv toroidal gLLAQaeedeffbpuhkgg reducible gLLAQaeedeffbluhkgg SFS[D(3,1)(2,1)] gLLAQaeedeffjluhkgg m003(0,0) gLLAQaeedeffnluhkgg toroidal gLLAQaeedeffbtehsgg SFS[D(3,1)(2,1)] gLLAQaeedeffjtehsgg SFS[D(3,1)(2,1)] gLLAQaeedeffntehsgg toroidal gLLAQaeedeffjahhbgg toroidal gLLAQaeedeffnahhbgg toroidal gLLAQaddeeffjammfkg SFS[D(5,2)(2,1)] gLLAQaddeeffnammfkg SFS[D(4,1)(2,1)] gLLAQcbdeeffajcllsv SFS[D(4,1)(2,1)] gLLAQcbdeeffancllsv SFS[D(5,2)(2,1)] gLLAQaeedeffbxuhkgg SFS[D(3,1)(2,1)] gLLAQbdceeffenwpenf m019(0,0) gLLAQbdceeffenspenf m011(0,0) gLLAQbdceeffdrwldrf toroidal gLLAQbdceeffdrsldrf toroidal gLLAQaedeeffjammbjc SFS[D(4,1)(2,1)] gLLAQaedeeffnammbjc SFS[D(5,2)(2,1)] gLLMQadedeffnahhfjf SFS[D(5,2)(2,1)] gLLMQadedeffjahhfjf toroidal gLLMQbcdefefaogxirf SFS[D(5,2)(2,1)] gLLMQbcdefefaogxinf SFS[D(4,1)(2,1)] gLLAQbdceeffxnvuhjf SFS[D(3,1)(2,1)] gLLAQbdeceffhrabtkf SFS[D(3,1)(2,1)] gLLAQaddeeffbaqmfkg SFS[D(2,1)(2,1)] gLLAQadedeffjatafgc SFS[D(5,2)(2,1)] gLLAQadedeffnatafgc SFS[D(4,1)(2,1)] gLLAQbdceeffevnlebv SFS[D(5,2)(2,1)] gLLAQbdceeffevrlebv SFS[D(4,1)(2,1)] gLLAQbdceeffdwnxdfv toroidal gLLAQbdceeffdwrxdfv toroidal gLLMQbcedeffajarmbg SFS[D(5,2)(2,1)] gLLMQbcedeffajanmbg SFS[D(4,1)(2,1)] gLLAQaddeeffbhapwog SFS[D(3,1)(2,1)] gLLAQaddeeffjuapwog SFS[D(3,1)(2,1)] gLLAQaddeeffnuapwog SFS[D(3,1)(2,1)] gLLAQaddeeffbeapwog SFS[D(3,1)(2,1)] gLLAQadedeffjillsfc SFS[D(5,2)(2,1)] gLLAQadedeffnillsfc SFS[D(4,1)(2,1)] gLLAQadedeffjmllsfc toroidal gLLAQadedeffnmllsfc toroidal gLLAQadedeffjallsfc SFS[D(5,2)(2,1)] gLLAQadedeffnallsfc SFS[D(4,1)(2,1)] gLLAQbdceeffdwomtrv SFS[D(2,1)(2,1)] gLLAQbdceeffdwvhtrv SFS[D(2,1)(2,1)] gLLAQbdceeffxvothnv SFS[D(2,1)(2,1)] gLLAQaddeeffbudpwog reducible gLLAQbdceeffxvvxhnv reducible gLLAQbdeceffdwxbtrv reducible gLLAQbdeceffxvlbhnv reducible gLLAQbdceeffpwvlqkv SFS[D(3,1)(2,1)] gLLAQcbedeffpbmgejb SFS[D(3,1)(2,1)] gLLAQaddeeffbuepwog reducible gLLAQbdeceffdwmbqkv reducible gLLAQaddeeffbiepsog SFS[D(2,1)(2,1)] gLLAQaeedfefbidlnwg SFS[D(2,1)(2,1)] gLLAQaddeeffbuxpgog SFS[D(2,1)(2,1)] gLLAQaeedfefbqxlnjg SFS[D(2,1)(2,1)] gLLAQbdceeffajvidfv SFS[D(3,1)(2,1)] gLLAQcbedefftbmkejb reducible gLLAQcbedefflbmkejb SFS[D(3,1)(2,1)] gLLAQaddeeffbaapsog SFS[D(3,1)(2,1)] gLLAQaddeeffbiapsog toroidal gLLAQaddeeffbmapsog SFS[D(3,1)(2,1)] gLLAQcbdeeffhbrlejb SFS[D(2,1)(2,1)] gLLAQaddeeffbidpsog SFS[D(2,1)(2,1)] gLLAQbdecefftjxbtrv SFS[D(2,1)(2,1)] gLLAQbddefefdfjqebc reducible gLLAQaddeeffbuamjkg SFS[D(3,1)(2,1)] gLLAQaddeeffbeamjkg SFS[D(3,1)(2,1)] gLLAQadedeffbutivgc reducible gLLAQbdceeffxfvuhjf reducible gLLAQbdeceffdcebtkf reducible gLLAQaeedeffbxxhggg SFS[D(2,1)(2,1)] gLLAQaeedeffbtdhvgg SFS[D(2,1)(2,1)] gLLAQaddeeffbmqmckg SFS[D(2,1)(2,1)] gLLAQadedeffbxtpogc reducible gLLAQadedeffbutuvgc reducible gLLAQbdeceffhcmbdrf SFS[D(3,1)(2,1)] gLLAQbdeceffpcmbdrf SFS[D(3,1)(2,1)] gLLAQbdeceffdcmndrf SFS[D(3,1)(2,1)] gLLAQbdeceffdcmjdrf SFS[D(3,1)(2,1)] gLLAQaeedeffjluhggg SFS[D(4,1)(2,1)] gLLAQaeedeffnluhggg SFS[D(5,2)(2,1)] gLLAQaeedeffjahhfgg SFS[D(4,1)(2,1)] gLLAQaeedeffnahhfgg SFS[D(5,2)(2,1)] gLLAQaeedeffjtehvgg toroidal gLLAQaeedeffntehvgg toroidal gLLAQbdceeffefwpenf SFS[D(4,1)(2,1)] gLLAQbdceeffefspenf SFS[D(5,2)(2,1)] gLLMQadedeffnahhcjf SFS[D(4,1)(2,1)] gLLMQadedeffjahhcjf SFS[D(5,2)(2,1)] gLLAQbdceeffdcwldrf toroidal gLLAQbdceeffdcsldrf toroidal gLLAQaeedeffbdxiwsg SFS[D(2,1)(2,1)] gLLAQbdceefftbviqrb reducible gLLAQbdceefflbviqrb reducible gLLMQccdfeefpvjqhoc SFS[D(3,1)(2,1)] gLLMQccdfeefubjthof SFS[D(3,1)(2,1)] gLLAQaddeeffbiaqbwg SFS[D(3,1)(2,1)] gLLAQaddeeffbmaqbwg SFS[D(3,1)(2,1)] gLLAQaddeeffbuuqvwg reducible gLLAQaddeeffbppqowg reducible gLLAQaedefefbmeiwfc reducible gLLAQaedefefbieiwfc reducible gLLAQaedefefbtedwvc reducible gLLAQaedefefbqedwvc reducible gLLAQaedefefbdedwvc reducible gLLAQaedefefblexwgc reducible gLLAQaedefefbpexwgc reducible gLLAQaedefefbxexwgc reducible gLLMQccdfeefdvbmeof SFS[D(2,1)(2,1)] gLLAQbdceeffmsolunb reducible gLLAQbddefefpvjdeoc T2xI gLLAQaddeeffbhaqcwg SFS[D(3,1)(2,1)] gLLAQaddeeffbuaqcwg SFS[D(3,1)(2,1)] gLLAQaeedeffbdaibsg T2xI gLLAQbdceeffpvvuqrb T2xI gLLAQaedefefbpedwwc reducible gLLAQbddefefpvjheoc T2xI gLLAQbdceeffmsotejb reducible gLLMQccdfeefajjuhob SFS[D(2,1)(2,1)] gLLAQbdeceffpvtbdkb SFS[A(2,1)] gLLAQbdeceffpvtjdkb toroidal gLLAQbdeceffpvtndkb SFS[A(2,1)] gLLAQaeedeffbpxissg reducible gLLAQaddeeffbaqqwwg SFS[D(2,1)(2,1)] gLLAQbdceeffpvvpdkb SFS[A(2,1)] gLLAQbdceeffpvwpdkb SFS[A(2,1)] gLLAQbdceeffpvspdkb toroidal gLLAQadedeffblaprvc reducible gLLAQbdeceffmslbejb reducible gLLAQaedefefbdeuwcc reducible gLLAQaedefefjdeuwcc toroidal gLLAQaedefefndeuwcc toroidal gLLAQbdceeffxsvphbb SFS[D(3,1)(2,1)] gLLAQbdceeffpvoetfb T2xI gLLAQbdeceffpvqbtfb T2xI gLLMQccdfeefugbleoo SFS[D(3,1)(2,1)] gLLAQaeedeffbpuissg reducible gLLAQbdceeffpvvatfb T2xI gLLAQaedefefbpepwwc reducible gLLAQadedeffbeaqfvc T2xI gLLAQbdecefftwebtkf SFS[D(2,1)(2,1)] gLLAQaddeeffbhxmfkg SFS[D(2,1)(2,1)] gLLAQadedeffbituwgc SFS[D(2,1)(2,1)] gLLAQbdeceffawmbdrf SFS[D(3,1)(2,1)] gLLAQbdecefflwmbdrf SFS[D(3,1)(2,1)] gLLAQbdecefftwmbdrf toroidal gLLAQaddeeffbaamkkg SFS[D(3,1)(2,1)] gLLAQaddeeffbiamkkg SFS[D(3,1)(2,1)] gLLAQaddeeffbmamkkg reducible gLLMQccdfeeftwbeeoc SFS[D(2,1)(2,1)] gLLAQcbdeeffpbflhnv SFS[D(2,1)(2,1)] gLLMQbcedeffxoiolcf SFS[D(2,1)(2,1)] gLLAQbdecefftwxbqff SFS[D(2,1)(2,1)] gLLAQbddefefavrihbc reducible gLLAQaedefefbidxwrc reducible gLLAQaedefefbqdiwoc reducible gLLAQadedeffbauiogc reducible gLLAQaedefefbxdpwfc reducible gLLAQaedefefbtdqwgc reducible gLLAQaddeeffbuahwog reducible gLLAQaddeeffbudhwog reducible gLLAQbdeceffdwxblrv reducible gLLAQbdeceffxvlbpnv reducible gLLAQaddeeffbuehwog reducible gLLAQaddeeffbiahsog SFS[D(2,1)(2,1)] gLLAQbddefefdfkqebc reducible gLLAQbdeceffdcebakf reducible gLLAQadedeffbxupogc reducible gLLAQadedeffbuuuvgc reducible gLLAQbdeceffdcmbprf reducible gLLAQaedefefbmdiwfc reducible gLLAQaedefefbidiwfc reducible gLLAQaedefefbtddwvc reducible gLLAQaedefefbqddwvc reducible gLLAQaedefefbdddwvc reducible gLLAQaedefefbldxwgc reducible gLLAQaedefefbpdxwgc reducible gLLAQaedefefbxdxwgc reducible gLLAQaedefefbpddwwc reducible gLLAQbdceeffmsotljb reducible gLLAQbdeceffpvtbxkb T2xI gLLAQbdeceffpvtjxkb SFS[A(2,1)] gLLAQbdeceffpvtnxkb T2xI gLLAQaeedeffbpxqssg reducible gLLAQbdceeffpvvpxkb T2xI gLLAQbdceeffpvwpxkb T2xI gLLAQbdceeffpvspxkb SFS[A(2,1)] gLLAQadedeffbleprvc reducible gLLAQbdeceffmslbljb reducible gLLAQaedefefbdduwcc reducible gLLAQaedefefjdduwcc SFS[A(3,1)] gLLAQaedefefndduwcc SFS[A(3,1)] gLLAQaedefefbpdpwwc reducible gLLAQbdecefftwmbprf SFS[D(2,1)(2,1)] gLLAQbddefefavoihbc reducible gLLAQaedefefbiaxwrc reducible gLLAQaedefefbqaiwoc reducible gLLAQadedeffbaxiogc reducible gLLAQaedefefbxapwfc reducible gLLAQaedefefbtaqwgc reducible gLLAQaddeeffbuadwog reducible gLLAQaddeeffbuddwog reducible gLLAQbdeceffdwxbarv reducible gLLAQbdeceffxvlbdnv reducible gLLAQaddeeffbuedwog reducible gLLAQaddeeffbiadsog SFS[D(2,1)(2,1)] gLLAQbddefefdfgqebc reducible gLLAQbdeceffdceblkf reducible gLLAQadedeffbxxpogc reducible gLLAQadedeffbuxuvgc reducible gLLAQbdeceffdcmbhrf reducible gLLAQaedefefbmaiwfc reducible gLLAQaedefefbiaiwfc reducible gLLAQaedefefbtadwvc reducible gLLAQaedefefbqadwvc reducible gLLAQaedefefbdadwvc reducible gLLAQaedefefblaxwgc reducible gLLAQaedefefbpaxwgc reducible gLLAQaedefefbxaxwgc reducible gLLAQaedefefbpadwwc reducible gLLAQbdceeffmsotqjb reducible gLLAQbdeceffpvtbikb T2xI gLLAQbdeceffpvtjikb SFS[A(2,1)] gLLAQbdeceffpvtnikb T2xI gLLAQaeedeffbpxussg reducible gLLAQbdceeffpvvpikb T2xI gLLAQbdceeffpvwpikb T2xI gLLAQbdceeffpvspikb SFS[A(2,1)] gLLAQadedeffbldprvc reducible gLLAQbdeceffmslbqjb reducible gLLAQaedefefbdauwcc reducible gLLAQaedefefjdauwcc SFS[A(3,1)] gLLAQaedefefndauwcc SFS[A(3,1)] gLLAQaedefefbpapwwc reducible gLLAQbdecefftwmbhrf SFS[D(2,1)(2,1)] gLLAQbdeceffavmbhrv reducible gLLAQbdecefflvmbhrv reducible gLLAQbdecefftvmbhrv reducible gLLAQbdceeffanvipff reducible gLLAQbdeceffasmbekb reducible gLLAQbdeceffarmbhrv reducible gLLAQbdecefflrmbhrv reducible gLLAQbdecefftrmbhrv reducible gLLAQbdceeffafoeukf reducible gLLAQbdceefftfoeukf reducible gLLAQbdceefflfoeukf reducible gLLMQbcdefefxcrxmgf reducible gLLMQbcdefefmcrxmgf reducible gLLAQbdceeffafvipff reducible gLLAQbdeceffaftbarf reducible gLLAQbddefefxfrupfg reducible gLLAQbdeceffakmbekb reducible gLLMQbcdfeefaokalvf reducible gLLAQbddefefdwkqlbg reducible gLLAQbdeceffevtbmnv reducible gLLAQbdeceffdwmbhrv reducible gLLAQcbdeeffabkhdnf reducible gLLAQbdeceffdweblkv reducible gLLAQadedeffbuxuwgo reducible gLLAQbdeceffajmbhrv reducible gLLAQbdecefftjmbhrv reducible gLLAQbdeceffljmbhrv reducible gLLAQaddeeffbuadvoo reducible gLLAQaddeeffbuedvoo reducible gLLAQbdceeffxfotdnf reducible gLLAQbdceeffdcomarf reducible gLLAQbdceeffdcvharf reducible gLLAQaddeeffbuddvoo reducible gLLAQbdeceffdcxbarf reducible gLLAQbdecefftbmbekb reducible gLLAQbdecefflbmbekb reducible gLLAQaedeeffbdadwwo SFS[D(2,1)(2,1)] gLLAQaedeeffbpadswo reducible gLLAQaedeeffbpapswo reducible gLLAQbdceeffmsoplbb reducible gLLMQccdefefajvetof reducible gLLAQbdceeffpvvqxfb reducible gLLAQbdceeffpvsqxfb SFS[A(3,1)] gLLAQbdceeffpvwqxfb SFS[A(3,1)] gLLAQaeedfefbpxuswo reducible gLLAQbdeceffpvabxfb T2xI gLLAQbdeceffpvanxfb SFS[A(2,1)] gLLAQbdeceffpvajxfb T2xI gLLAQaedeeffbdaubwo T2xI gLLAQaedeeffjdaubwo SFS[A(2,1)] gLLAQaedeeffndaubwo T2xI gLLAQbdceeffawvipff reducible gLLMQccdefeflwveeoo reducible gLLMQccdefeftwveeoo reducible gLLAQaddeeffbiadwoo SFS[D(2,1)(2,1)] gLLAQbddefefabctxvg reducible gLLAQbdecefflvebtkv reducible gLLAQbdecefftvebtkv reducible gLLAQadedeffbatucgo reducible gLLAQadedeffbmtucgo reducible gLLAQadedeffbitucgo reducible gLLAQaeedfefbiahgco SFS[D(3,1)(2,1)] gLLAQaeedfefbmahgco SFS[D(3,1)(2,1)] gLLAQaeedfefbplhgjo reducible gLLAQaeedfefbqthgwo SFS[D(3,1)(2,1)] gLLAQaddeeffbuamcko SFS[D(3,1)(2,1)] gLLAQaddeeffbaqmwko SFS[D(2,1)(2,1)] gLLAQbdeceffhoabtkv SFS[D(3,1)(2,1)] gLLAQaeedfefbpuhgso reducible gLLAQaeedfefbxuhgso SFS[D(3,1)(2,1)] gLLAQaeedfefbluhgso SFS[D(3,1)(2,1)] gLLAQaeedfefbtehgbo SFS[D(3,1)(2,1)] gLLAQbdceeffanvlqkf reducible gLLAQadedeffbaluwfo reducible gLLAQaddeeffbaapkoo SFS[D(3,1)(2,1)] gLLAQaddeeffbiapkoo SFS[D(3,1)(2,1)] gLLAQaddeeffbmapkoo reducible gLLMQaddeeffbxqqjwv SFS[D(2,1)(2,1)] gLLAQaddeeffbhaqwwo SFS[D(3,1)(2,1)] gLLAQaddeeffbpuqcwo SFS[D(2,1)(2,1)] gLLAQaddeeffbuaqwwo toroidal gLLAQaddeeffbapqjwo SFS[D(2,1)(2,1)] gLLAQaddeeffbeaqwwo SFS[D(3,1)(2,1)] gLLAQaddeeffbxxqcwo SFS[D(2,1)(2,1)] gLLAQbddefefasctxvg reducible gLLAQadedeffbaaujvo reducible gLLAQaddeeffbaaqswo SFS[D(3,1)(2,1)] gLLMQaddeeffbhxpwov SFS[D(2,1)(2,1)] gLLAQaddeeffbuapjoo SFS[D(3,1)(2,1)] gLLAQbdceeffxwvxhnf SFS[D(3,1)(2,1)] gLLAQbdceeffpsvptrf SFS[D(3,1)(2,1)] gLLMQaddeeffbuaqvwv reducible gLLAQbddefefanotpvg reducible gLLAQbdecefflrebtkv reducible gLLAQbdecefftrebtkv reducible gLLAQaeedfefbidhgso SFS[D(2,1)(2,1)] gLLAQaddeeffbuxmsko SFS[D(2,1)(2,1)] gLLAQaeedfefbqxhgko SFS[D(2,1)(2,1)] gLLAQadedeffbaturgo reducible gLLAQadedeffbmturgo reducible gLLAQadedeffbiturgo reducible gLLAQaddeeffbaamnko SFS[D(3,1)(2,1)] gLLAQaddeeffbuamoko reducible gLLAQbdeceffpkabtkv SFS[D(3,1)(2,1)] gLLAQbdceeffafvlqkf reducible gLLAQadedeffbaluofo reducible gLLAQbdeceffafdbdff reducible gLLAQaddeeffbiapooo SFS[D(3,1)(2,1)] gLLAQaddeeffbmapooo SFS[D(3,1)(2,1)] gLLAQbdeceffafebdff reducible gLLAQbdceeffafomtrf reducible gLLAQbdceefftfomtrf reducible gLLAQbdceefflfomtrf reducible gLLMQbcdefefxccligf reducible gLLMQbcdefefmccligf reducible gLLAQaddeeffblqpvoo SFS[D(2,1)(2,1)] gLLMQaddeeffblqqvwv SFS[D(2,1)(2,1)] gLLAQaedeeffbaxugco reducible gLLAQaedeeffbmxugco reducible gLLAQaedeeffbixugco reducible gLLAQaedeeffbqxhfco reducible gLLAQaedeeffbpxevco reducible gLLAQaddeeffbhaqnwo reducible gLLAQaddeeffbuaqnwo SFS[D(3,1)(2,1)] gLLAQaddeeffbeaqnwo SFS[D(3,1)(2,1)] gLLAQbdeceffebdbebb T2xI gLLMQaddeeffbappvov T2xI gLLAQbdeceffdfabdfb SFS[A(2,1)] gLLAQbdeceffxbtbujb reducible gLLAQadedeffbxadbvo reducible gLLAQbddefefawotpvg reducible gLLAQadedeffbaaunvo reducible gLLAQaddeeffbaaqrwo SFS[D(3,1)(2,1)] gLLMQaddeeffbxqpgov SFS[D(2,1)(2,1)] gLLMQbcdefefaoopmvf reducible gLLAQaddeeffbuaproo SFS[D(3,1)(2,1)] gLLAQadedeffballffo reducible gLLAQbdceeffxnvxhnf SFS[D(3,1)(2,1)] gLLAQaeedeffbpulkno reducible gLLAQaeedeffbxulkno SFS[D(3,1)(2,1)] gLLAQaeedeffblulkno SFS[D(3,1)(2,1)] gLLAQaeedeffbahlbno reducible gLLAQaeedeffbtelsno SFS[D(3,1)(2,1)] gLLAQbddefefdwgqlbg reducible gLLAQaddeeffbeamgko SFS[D(3,1)(2,1)] gLLAQaddeeffbuamgko SFS[D(3,1)(2,1)] gLLAQadedeffbutiwgo reducible gLLAQbdeceffdwmbdrv reducible gLLAQadedeffbutqwgo reducible gLLAQbdeceffevabhjv reducible gLLAQbdeceffdwebtkv reducible gLLAQcbdeeffabkuhnf reducible gLLAQaeedfefbtdhgjo SFS[D(2,1)(2,1)] gLLAQaddeeffbmqmsko SFS[D(2,1)(2,1)] gLLAQaeedfefbxxhgco SFS[D(2,1)(2,1)] gLLAQadedeffbptpcgo reducible gLLAQadedeffbutuwgo reducible gLLAQadedeffbatajgo reducible gLLAQbddefefajgtlvg reducible gLLAQbdecefftjebtkv reducible gLLAQbdeceffljebtkv reducible gLLAQaddeeffbhxmwko SFS[D(2,1)(2,1)] gLLAQadedeffbatusgo reducible gLLAQadedeffbitusgo reducible gLLAQadedeffbmtusgo reducible gLLAQaddeeffbaamjko SFS[D(3,1)(2,1)] gLLAQaddeeffbmamjko reducible gLLAQaddeeffbiamjko SFS[D(3,1)(2,1)] gLLAQbdceeffxfolebf reducible gLLAQbdceeffdcoxdff reducible gLLAQbdceeffdcnxdff reducible gLLAQbdceeffdcrxdff reducible gLLAQbdceeffdcvidff reducible gLLAQaddeeffbhapvoo SFS[D(3,1)(2,1)] gLLAQaddeeffbeapvoo SFS[D(3,1)(2,1)] gLLAQaddeeffjuapvoo reducible gLLAQaddeeffnuapvoo reducible gLLAQaedeeffbxxdgco reducible gLLAQaedeeffbtxivco reducible gLLAQadedeffbmllcfo reducible gLLAQadedeffjmllcfo reducible gLLAQadedeffnmllcfo reducible gLLAQaddeeffbuepvoo reducible gLLAQbdceeffxfvxhnf reducible gLLAQaddeeffbudpvoo reducible gLLAQbdecefftbebdfb reducible gLLAQbdecefflbebdfb reducible gLLAQaeedfefbdxisvo SFS[D(2,1)(2,1)] gLLAQadedeffbiaubvo reducible gLLAQadedeffbmaubvo reducible gLLAQaddeeffbppqwwo reducible gLLAQaddeeffbuuqjwo reducible gLLAQaddeeffbmaqcwo SFS[D(3,1)(2,1)] gLLAQaddeeffbiaqcwo SFS[D(3,1)(2,1)] gLLAQbdceeffmsoqhnb reducible gLLMQccdefefajbudof reducible gLLAQbdceeffpvvdtrb reducible gLLAQaddeeffbhaqfwo SFS[D(3,1)(2,1)] gLLAQaeedfefbdaisco T2xI gLLAQbddefefpogulbg T2xI gLLAQaddeeffbuaqfwo SFS[D(3,1)(2,1)] gLLAQaedeeffbpedswo reducible gLLAQadedeffbaalwvo reducible gLLAQbdceeffpvvhtrb reducible gLLAQaeedfefbpuiswo reducible gLLAQbdeceffpvpbqkb T2xI gLLAQaeedfefbpxiswo reducible gLLAQaddeeffbaqqkwo SFS[D(2,1)(2,1)] gLLAQbdeceffpvabdfb SFS[A(2,1)] gLLAQbdceeffawvlqkf reducible gLLAQbdedfeflkdcebc reducible gLLAQbdedfeftkdcebc reducible gLLAQaeedeffbidlkno SFS[D(2,1)(2,1)] gLLAQaddeeffbuxpcoo SFS[D(2,1)(2,1)] gLLAQaeedeffbqxlbno SFS[D(2,1)(2,1)] gLLAQaddeeffbiepwoo SFS[D(2,1)(2,1)] gLLAQadedeffbalukfo reducible gLLAQadedeffbilukfo reducible gLLAQadedeffbmlukfo reducible gLLAQaddeeffbidpwoo SFS[D(2,1)(2,1)] gLLAQaddeeffbaapwoo SFS[D(3,1)(2,1)] gLLAQaddeeffbmapwoo SFS[D(3,1)(2,1)] gLLAQaddeeffbiapwoo toroidal gLLAQbdceeffavvqakv reducible gLLAQbdceeffavsqakv reducible gLLAQbdceeffavwqakv reducible gLLAQbddefefabbaxwg reducible gLLAQaedefefjaqqjfo reducible gLLAQbdceeffavohprv reducible gLLAQbdceeffavrhprv reducible gLLAQbdceeffavnhprv reducible gLLAQaddeeffjaaebko reducible gLLAQadedeffjauqcgo reducible gLLAQbdeceffavxbufv reducible gLLAQbdeceffavxnufv reducible gLLAQbdeceffavxjufv reducible gLLAQbdecefflvxbufv reducible gLLAQbdecefflvxnufv SFS[D(3,1)(3,1)] gLLAQbdecefflvxjufv SFS[D(3,1)(3,2)] gLLAQbdecefftvxbufv reducible gLLAQbdecefftvxnufv SFS[D(3,1)(3,2)] gLLAQbdecefftvxjufv SFS[D(3,1)(3,1)] gLLAQaeedfefjaadgco reducible gLLAQaeedfefjiadgco SFS[D(3,1)(2,1)] gLLAQaeedfefjmadgco SFS[D(3,1)(2,1)] gLLAQbdceeffavwhufv reducible gLLAQbdceefflvwhufv SFS[D(3,1)(2,1)] gLLAQbdceefftvwhufv SFS[D(3,1)(2,1)] gLLMQbcdefefakgxuoc reducible gLLMQbcdefefakgxurc reducible gLLMQbcdefefakgxunc reducible gLLAQaddeeffjaqewko reducible gLLAQadedeffjauakgo reducible gLLAQbdceeffanvhlrf reducible gLLAQbddefefhgbqxbg reducible gLLAQbdeceffasxbhrb reducible gLLAQbdeceffarxbufv reducible gLLAQbdecefflrxbufv reducible gLLAQbdecefftrxbufv reducible gLLAQbddefefafnqpbg reducible gLLAQbddefefafnqpjg reducible gLLAQbddefefafnqpng reducible gLLAQbdceeffafwaikf reducible gLLAQaedeeffjatqgco reducible gLLAQbdceeffafoxhff reducible gLLAQbdceeffafnxhff reducible gLLAQbdceeffafrxhff reducible gLLAQbdceefftfoxhff reducible gLLAQbdceefftfnxhff SFS[D(3,1)(3,1)] gLLAQbdceefftfrxhff SFS[D(3,1)(3,2)] gLLAQbdceefflfoxhff reducible gLLAQbdceefflfnxhff SFS[D(3,1)(3,2)] gLLAQbdceefflfrxhff SFS[D(3,1)(3,1)] gLLMQbcdfeefxcjapgf reducible gLLMQbcdfeefmcjapgf reducible gLLAQaddeeffjaahooo reducible gLLAQaddeeffjiahooo SFS[D(3,1)(2,1)] gLLAQaddeeffjmahooo SFS[D(3,1)(2,1)] gLLAQadedeffjahqofo reducible gLLAQadedeffjphtvfo SFS[D(3,1)(2,1)] gLLAQadedeffjuhdbfo SFS[D(3,1)(2,1)] gLLAQbdceeffafvhlrf reducible gLLAQbdceeffafwhlrf reducible gLLAQbdceeffafshlrf reducible gLLAQaeedeffjaatgno reducible gLLAQbdeceffafxnlrf reducible gLLAQbdeceffxbabqbb reducible gLLAQbdeceffakxbhrb reducible gLLMQbcdefefaobxivf reducible gLLMQbcdefefaobxiwf SFS[D(3,1)(2,1)] gLLMQbcdefefaobxisf SFS[D(3,1)(2,1)] gLLAQaeedeffjahtbno SFS[D(2,1)(2,1)] gLLAQcbdeeffajchibv SFS[D(2,1)(2,1)] gLLAQbddefefevjulfg reducible gLLAQbddefefdwjqlbg reducible gLLAQcbdeeffabkepnf reducible gLLAQbdeceffdwmbprv reducible gLLAQbdceeffxvvhxnv reducible gLLAQbdeceffdwebakv reducible gLLAQadedeffbuuuwgo reducible gLLAQbdeceffajxbufv reducible gLLAQbdecefftjxbufv reducible gLLAQbdeceffljxbufv reducible gLLAQaddeeffbuahvoo reducible gLLAQbdceeffxfoaqjf reducible gLLAQbdceeffdcoeikf reducible gLLAQbdceeffdcvlikf reducible gLLAQaddeeffbuehvoo reducible gLLAQbdeceffdcmbikf reducible gLLAQaddeeffbudhvoo reducible gLLAQbdecefftbxbhrb reducible gLLAQbdecefflbxbhrb reducible gLLMQccdfeefpvfihob reducible gLLMQccdfeefubflhov reducible gLLAQaedeeffbpddswo reducible gLLAQbdceeffmsompjb reducible gLLMQccdfeefajfqhof reducible gLLAQbdceeffpvvtlkb reducible gLLAQaeedfefbpxqswo reducible gLLAQbdeceffpvabifb T2xI gLLAQbdceeffawvhlrf reducible gLLMQbddefeflkgxxbg reducible gLLMQbddefeftkgxxbg reducible gLLAQaddeeffbiahwoo SFS[D(2,1)(2,1)] gLLAQbdeceffavtbtov reducible gLLAQbdecefflvtbtov reducible gLLAQbdecefftvtbtov reducible gLLAQbdceeffanvdqgf reducible gLLAQbdeceffastbdgb reducible gLLAQbdeceffartbtov reducible gLLAQbdecefflrtbtov reducible gLLAQbdecefftrtbtov reducible gLLAQbdceeffafoltsf reducible gLLAQbdceefftfoltsf reducible gLLAQbdceefflfoltsf reducible gLLMQbcdfeefxcchdgf reducible gLLMQbcdfeefmcchdgf reducible gLLAQbdceeffafvdqgf reducible gLLAQbdeceffafmbdnf reducible gLLAQbddefefhsbdxoo reducible gLLAQbdeceffaktbdgb reducible gLLMQbcdfeefaooeivf reducible gLLAQbdeceffdwdbdvv reducible gLLAQbdeceffdwebdvv reducible gLLAQbdeceffevhbhrv reducible gLLAQbdeceffdwtbtov reducible gLLAQcbdeeffabkmarf reducible gLLAQbdeceffdwqbqbv reducible gLLAQbdeceffajtbtov reducible gLLAQbdecefftjtbtov reducible gLLAQbdeceffljtbtov reducible gLLAQbddefefdfjulbo reducible gLLAQbdeceffdcabtsf reducible gLLAQbdceeffxfomeof reducible gLLAQbdceeffdcohdnf reducible gLLAQbdceeffdcvtdnf reducible gLLAQbdeceffdcpbdnf reducible gLLAQadedeffbutqvcg reducible gLLAQbdecefftbtbdgb reducible gLLAQbdecefflbtbdgb reducible gLLAQaeedeffbptisvc reducible gLLAQaddeeffbeaqcsc T2xI gLLAQaedefefbpehvwg reducible gLLAQbdceeffmsoahob reducible gLLMQccdfeefajbmqof reducible gLLAQbdceeffpvvltnb reducible gLLAQbdecefftwabtsf SFS[D(2,1)(2,1)] gLLAQbdceeffawvdqgf reducible gLLMQccdfeeflwblqoo reducible gLLMQccdfeeftwblqoo reducible gLLAQbddefefavrqpjo reducible gLLAQbdceeffavsaibv reducible gLLAQaedefefbatqocg reducible gLLAQaedefefjatqocg reducible gLLAQaedefefnatqocg reducible gLLAQaedefefbitqocg reducible gLLAQaedefefbmtqocg reducible gLLAQaedefefbptmojg reducible gLLAQaedefefbqtpowg reducible gLLAQbdceeffavwhlov reducible gLLAQaeedfefnaatbfc reducible gLLAQbdeceffavxblov reducible gLLAQbdeceffavxnlov reducible gLLAQbdeceffavxjlov reducible gLLAQbdceeffavnxhvv reducible gLLAQaddeeffnaahccc reducible gLLAQadedeffbahqbrg reducible gLLAQadedeffjahqbrg reducible gLLAQadedeffnahqbrg reducible gLLAQadedeffbahawrg reducible gLLAQbdceeffanrhpnf SFS[D(3,1)(2,1)] gLLAQaddeeffnaaewrc SFS[D(3,1)(2,1)] gLLAQadedeffbauqkcg reducible gLLAQadedeffjauqkcg SFS[D(3,1)(3,1)] gLLAQadedeffnauqkcg SFS[D(3,1)(3,2)] gLLAQadedeffbiuqkcg reducible gLLAQadedeffbmuqkcg reducible gLLAQbdceeffhgnxesb SFS[D(2,1)(2,1)] gLLAQaddeeffnhaugsc SFS[D(2,1)(2,1)] gLLAQadedeffbxehcsg reducible gLLAQadedeffjxehcsg SFS[D(3,1)(2,1)] gLLAQadedeffnxehcsg SFS[D(3,1)(2,1)] gLLAQbdceeffasnxesb SFS[D(3,1)(2,1)] gLLAQaddeeffnaaujsc SFS[D(3,1)(2,1)] gLLAQadedeffbaeqssg reducible gLLAQadedeffjaeqssg SFS[D(3,1)(3,2)] gLLAQadedeffnaeqssg SFS[D(3,1)(3,1)] gLLAQbdceeffarnxhvv SFS[D(3,1)(2,1)] gLLAQaddeeffnaahrcc SFS[D(3,1)(2,1)] gLLAQadedeffbahqnrg reducible gLLAQadedeffjahqnrg SFS[D(3,1)(3,2)] gLLAQadedeffnahqnrg SFS[D(3,1)(3,1)] gLLAQbdceeffafsqasf reducible gLLAQbddefefaffaxso reducible gLLAQaedeeffbaqqgbg reducible gLLAQaedeeffjaqqgbg reducible gLLAQaedeeffnaqqgbg reducible gLLAQbdeceffafxnugf reducible gLLAQaeedeffnaadgoc reducible gLLAQbdceeffafvhugf reducible gLLAQbdceeffafwhugf reducible gLLAQbdceeffafshugf reducible gLLAQbdceeffafrhpnf reducible gLLAQaddeeffnaaeorc reducible gLLAQadedeffbauqocg reducible gLLAQadedeffjauqocg reducible gLLAQadedeffnauqocg reducible gLLAQadedeffbiuqocg reducible gLLAQadedeffbmuqocg reducible gLLAQbdceeffxbnatob reducible gLLAQaddeeffnxxubsc reducible gLLAQadedeffbheqnsg reducible gLLAQadedeffjheqnsg reducible gLLAQadedeffnheqnsg reducible gLLAQbdceeffaknxesb SFS[D(3,1)(2,1)] gLLAQaddeeffnaaunsc SFS[D(3,1)(2,1)] gLLAQadedeffbaeqrsg reducible gLLAQadedeffjaeqrsg SFS[D(3,1)(3,1)] gLLAQadedeffnaeqrsg SFS[D(3,1)(3,2)] gLLAQaedeeffbaqxbbg reducible gLLAQaddeeffbuahwcc reducible gLLAQbdeceffdwtblov reducible gLLAQbdeceffxvhjprv SFS[D(2,1)(2,1)] gLLAQaddeeffbudhwcc reducible gLLAQbdceeffxvsxprv SFS[D(2,1)(2,1)] gLLAQaedefefbttuojg reducible gLLAQadedeffbmhasrg reducible gLLAQaedefefbxthocg reducible gLLAQaedefefjxthocg SFS[D(3,1)(2,1)] gLLAQaedefefnxthocg SFS[D(3,1)(2,1)] gLLAQaddeeffbuehwcc reducible gLLAQbdceeffajnxhvv SFS[D(3,1)(2,1)] gLLAQaddeeffnaahscc SFS[D(3,1)(2,1)] gLLAQaddeeffbiahscc SFS[D(2,1)(2,1)] gLLAQadedeffbahqjrg reducible gLLAQadedeffjahqjrg SFS[D(3,1)(3,1)] gLLAQadedeffnahqjrg SFS[D(3,1)(3,2)] gLLAQadedeffbmhqjrg reducible gLLAQadedeffbihqjrg reducible gLLAQadedeffbuuivcg reducible gLLAQbdeceffxfandwf reducible gLLAQbdeceffdcebasf reducible gLLAQaeedeffnxxdgoc reducible gLLAQbdceeffxfvqdwf reducible gLLAQbdceeffxfwqdwf reducible gLLAQbdceeffxfsqdwf reducible gLLAQadedeffbuuuvcg reducible gLLAQadedeffbpudocg reducible gLLAQadedeffbautbcg reducible gLLAQadedeffbuuqvcg reducible gLLAQbdceefftbnxesb reducible gLLAQbdceefflbnxesb reducible gLLMQccdfeefpvvidok SFS[D(3,1)(2,1)] gLLMQccdfeefdvvidof SFS[D(2,1)(2,1)] gLLMQccdfeefubvldoj SFS[D(3,1)(2,1)] gLLAQaddeeffniaubsc reducible gLLAQaddeeffnmaubsc reducible gLLAQaddeeffnuuuvsc SFS[D(3,1)(2,1)] gLLAQaddeeffnppuosc SFS[D(3,1)(2,1)] gLLAQadedeffbpetwsg reducible gLLAQadedeffjpetwsg reducible gLLAQadedeffnpetwsg reducible gLLAQadedeffbuedjsg reducible gLLAQadedeffjuedjsg reducible gLLAQadedeffnuedjsg reducible gLLAQadedeffbmeqcsg reducible gLLAQadedeffjmeqcsg SFS[D(3,1)(3,2)] gLLAQadedeffnmeqcsg SFS[D(3,1)(3,1)] gLLAQadedeffbieqcsg reducible gLLAQadedeffjieqcsg SFS[D(3,1)(3,1)] gLLAQadedeffnieqcsg SFS[D(3,1)(3,2)] gLLAQbdceeffmsolawb reducible gLLMQccdfeefajvqdow SFS[D(2,1)(2,1)] gLLAQbdceeffpvomxgb T2xI gLLAQaeedeffbpxqsvc reducible gLLAQaddeeffnaquwsc SFS[D(2,1)(2,1)] gLLAQbdceeffpvvpxgb T2xI gLLAQaedefefbpdhvwg reducible gLLAQadedeffbaeaksg reducible gLLAQadedeffjaeaksg SFS[D(3,1)(2,1)] gLLAQadedeffnaeaksg SFS[D(3,1)(2,1)] gLLAQbdeceffpvxbxgb reducible gLLAQbdceeffmsoatob reducible gLLAQbdceeffawrhpnf SFS[D(3,1)(2,1)] gLLAQaddeeffnaaekrc SFS[D(3,1)(2,1)] gLLAQadedeffbauqwcg reducible gLLAQadedeffjauqwcg SFS[D(3,1)(3,2)] gLLAQadedeffnauqwcg SFS[D(3,1)(3,1)] gLLAQadedeffbmuqwcg reducible gLLAQadedeffbiuqwcg reducible gLLAQaeedfefbpuabwc reducible gLLMQbcdfeeftsgainc SFS[D(2,1)(2,1)] gLLMQaddeeffbuaxwrf reducible gLLMQaddeeffnuaxwrf SFS[D(3,1)(2,1)] gLLMQaddeeffjuaxwrf SFS[D(3,1)(2,1)] gLLAQaedefefniaevrg SFS[D(2,1)(2,1)] gLLAQaddeeffbuaxvrc reducible gLLAQcbedeffpbavdfb reducible gLLAQaeedeffbadpgoc reducible gLLAQaddeeffbaexorc reducible gLLAQaddeeffbadxorc reducible gLLAQbdeceffafubigf reducible gLLAQaeedeffbaepgoc reducible gLLAQbdeceffafpbhnf reducible gLLAQaddeeffbuaiosc reducible gLLAQaeedeffbpupkoc reducible gLLAQaddeeffbuadwcc reducible gLLAQbdeceffdwtbaov reducible gLLAQbdeceffdwmbubv reducible gLLAQbddefefdfgqlbo reducible gLLAQbdeceffdcablsf reducible gLLAQadedeffbuxqvcg reducible gLLAQaedefefbdahvvg SFS[D(2,1)(2,1)] gLLAQaedefefbpadvwg reducible gLLAQaedefefbpahvwg reducible gLLAQbdceeffmsoamob reducible gLLAQaeedeffbpuusvc reducible gLLAQaedefefbdaqvcg T2xI gLLAQbdceeffavsqlsv reducible gLLAQbdceeffavwqlsv reducible gLLAQbddefefabfttwc reducible gLLAQbddefefabfttsc reducible gLLAQbdceefflvollsv SFS[D(3,1)(2,1)] gLLAQbdceefftvollsv SFS[D(3,1)(2,1)] gLLMQbcdefefmjfxdgg reducible gLLMQbcdefefhkfpdvg SFS[D(3,1)(2,1)] gLLAQaeedfefjadpocg reducible gLLAQaeedfefnadpocg reducible gLLAQaddeeffjaexbrg reducible gLLAQaddeeffnaexbrg reducible gLLAQbdecefflvablsv SFS[D(3,1)(2,1)] gLLAQbdecefftvablsv SFS[D(3,1)(2,1)] gLLAQaedefefjapqbfc reducible gLLAQaedefefnapqbfc reducible gLLAQadedeffjaxuccc reducible gLLAQadedeffnaxuccc reducible gLLAQbdceeffavrhhnv reducible gLLAQbdceeffavnhhnv reducible gLLAQbdceeffavsthnv reducible gLLAQbdceeffavwthnv reducible gLLAQaeedfefjaepocg reducible gLLAQaeedfefnaepocg reducible gLLAQbdeceffavpnhnv reducible gLLAQbdeceffavpjhnv reducible gLLAQadedeffjaxqccc reducible gLLAQadedeffnaxqccc reducible gLLAQbdceeffavwlhnv reducible gLLAQbdceeffavslhnv reducible gLLAQbdceeffavriigv reducible gLLAQbdceeffavniigv reducible gLLAQbdeceffavxnigv reducible gLLAQbdeceffavxjigv reducible gLLAQaddeeffjadxbrg reducible gLLAQaddeeffnadxbrg reducible gLLAQbdeceffavunigv reducible gLLAQbdeceffavujigv reducible gLLAQaddeeffblqxorg SFS[D(2,1)(2,1)] gLLAQcbdeeffibrxtkf SFS[D(2,1)(2,1)] gLLAQaedefefjapubfc reducible gLLAQaedefefnapubfc reducible gLLAQbdceeffavwhigv reducible gLLAQbdceeffavshigv reducible gLLAQbdceeffmroqqkv reducible gLLAQbdceeffxroqqkv SFS[D(3,1)(2,1)] gLLAQbdceeffxrrqqkv toroidal gLLAQbdceeffxrnqqkv SFS[D(3,1)(2,1)] gLLAQbdceefferoqqkv SFS[D(3,1)(2,1)] gLLAQbdceeffdooiigv SFS[D(3,1)(2,1)] gLLAQaddeeffbhaxcrg SFS[D(3,1)(2,1)] gLLAQaddeeffjhaxcrg SFS[D(3,1)(2,1)] gLLAQaddeeffnhaxcrg toroidal gLLAQadedeffjxxhrcc toroidal gLLAQadedeffnxxhrcc toroidal gLLAQcbedeffpbtfdkb SFS[D(3,1)(2,1)] gLLAQbdeceffdoablsv SFS[D(3,1)(2,1)] gLLAQcbdeeffabridkb SFS[D(2,1)(2,1)] gLLAQbdeceffhombhnv SFS[D(3,1)(2,1)] gLLAQbdeceffhomnhnv toroidal gLLAQbdeceffhomjhnv SFS[D(3,1)(2,1)] gLLAQaeedfefbpuposg reducible gLLAQaeedfefbmhpokg SFS[D(3,1)(2,1)] gLLAQaeedfefbihpokg SFS[D(3,1)(2,1)] gLLAQaeedfefbahpokg reducible gLLAQaeedfefbqepobg SFS[D(3,1)(2,1)] gLLAQaeedfefjqepobg SFS[D(3,1)(2,1)] gLLAQaeedfefnqepobg toroidal gLLAQadedeffbaxtkcc reducible gLLAQbdceeffhowlhnv toroidal gLLAQbdceeffhoslhnv toroidal gLLAQbddefefakfqtjc SFS[D(5,3)(3,1)] gLLAQbddefefakfqtnc SFS[D(4,3)(3,1)] gLLMQbcdefefxrfddfg SFS[D(2,1)(2,1)] gLLAQbdceeffanvaubf SFS[D(3,1)(2,1)] gLLAQaedeeffjauqkoc SFS[D(5,2)(3,1)] gLLAQaedeeffnauqkoc SFS[D(4,1)(3,1)] gLLAQbdceeffannxpvf SFS[D(5,3)(3,1)] gLLAQbdceeffanrxpvf SFS[D(4,3)(3,1)] gLLAQbdeceffandjpvf toroidal gLLAQbdeceffandnpvf SFS[D(5,3)(3,1)] gLLAQaeedeffjaeajbg SFS[D(4,1)(3,1)] gLLAQaeedeffnaeajbg SFS[D(5,2)(3,1)] gLLAQbdceeffanwupvf SFS[D(5,2)(3,1)] gLLAQbdceeffansupvf toroidal gLLAQaeedeffbtuacbg SFS[D(2,1)(2,1)] gLLAQbdceefflnvupvf SFS[D(2,1)(2,1)] gLLAQaeedeffbxhawbg SFS[D(2,1)(2,1)] gLLAQaedeeffjauikoc toroidal gLLAQaedeeffnauikoc toroidal gLLAQadedeffjaiqwrc SFS[D(5,2)(3,1)] gLLAQadedeffnaiqwrc SFS[D(4,1)(3,1)] gLLAQbdeceffanenpvf SFS[D(4,3)(3,1)] gLLAQbdeceffanejpvf SFS[D(5,3)(3,1)] gLLAQbdeceffantbaof SFS[D(3,1)(2,1)] gLLAQbdecefftntbaof SFS[D(3,1)(2,1)] gLLAQbdecefflntbaof reducible gLLAQbdceeffanwpaof SFS[D(4,1)(3,1)] gLLAQbdceeffanspaof SFS[D(5,2)(3,1)] gLLAQaedeeffjauukoc SFS[D(4,3)(3,1)] gLLAQaedeeffnauukoc SFS[D(5,3)(3,1)] gLLAQbdceeffhgvdmcb SFS[D(2,1)(2,1)] gLLAQaddeeffbpuicsg T2xI gLLAQaddeeffbuaiwsg SFS[A(2,1)] gLLAQaddeeffbapijsg T2xI gLLAQbddefefhgfutjc SFS[D(4,1)(2,1)] gLLAQbddefefhgfutnc SFS[D(5,2)(2,1)] gLLAQaedeeffjxadcvc SFS[D(4,1)(2,1)] gLLAQaedeeffnxadcvc SFS[D(5,2)(2,1)] gLLAQbdceeffmksulvb SFS[D(4,1)(2,1)] gLLAQbdceeffmkwulvb SFS[D(5,2)(2,1)] gLLAQbdceeffxkvulvb SFS[D(3,1)(2,1)] gLLAQbdceeffxksulvb m003(0,0) gLLAQbdceeffxkwulvb toroidal gLLAQbdceeffeksulvb m017(0,0) gLLAQbdceeffekwulvb m016(0,0) gLLMQbcdefeflskmqvc SFS[D(2,1)(2,1)] gLLMQbcdefeftskmqvc toroidal gLLMQbcdefeftskmqsc SFS[D(3,1)(2,1)] gLLMQbcdefeftskmqwc SFS[D(3,1)(2,1)] gLLMQbcdefefaskmqvc SFS[D(2,1)(2,1)] gLLAQbdceeffhgsqxwb SFS[D(5,2)(2,1)] gLLAQbdceeffhgwqxwb toroidal gLLAQbdceeffpgvqxwb SFS[D(3,1)(2,1)] gLLAQbdceeffpgsqxwb toroidal gLLAQbdceeffpgwqxwb SFS[D(3,1)(2,1)] gLLAQbdceeffdgsqxwb m016(0,0) gLLAQbdceeffdgwqxwb m006(0,0) gLLAQbdeceffmkdnlvb SFS[D(5,2)(2,1)] gLLAQbdeceffmkdjlvb SFS[D(4,1)(2,1)] gLLAQbdeceffxkdnlvb m011(0,0) gLLAQbdeceffxkdjlvb m019(0,0) gLLAQbdeceffekdnlvb m017(0,0) gLLAQbdeceffekdjlvb m016(0,0) gLLMQaddeeffnipxsrg SFS[D(4,1)(2,1)] gLLMQaddeeffjipxsrg SFS[D(5,2)(2,1)] gLLMQaddeeffnmpxsrg toroidal gLLMQaddeeffjmpxsrg toroidal gLLMQaddeeffnapxsrg SFS[D(4,1)(2,1)] gLLMQaddeeffjapxsrg SFS[D(5,2)(2,1)] gLLAQbdeceffhgabxwb reducible gLLAQbdeceffhganxwb toroidal gLLAQbdeceffhgajxwb toroidal gLLAQbdeceffpgabxwb SFS[D(3,1)(2,1)] gLLAQbdeceffpganxwb SFS[D(3,1)(2,1)] gLLAQbdeceffpgajxwb toroidal gLLAQbdeceffdgabxwb SFS[D(3,1)(2,1)] gLLAQbdeceffdganxwb m003(0,0) gLLAQbdeceffdgajxwb toroidal gLLAQaedeeffjqaujvc m006(0,0) gLLAQaedeeffnqaujvc m016(0,0) gLLAQaedeeffjmaewvc m016(0,0) gLLAQaedeeffnmaewvc m017(0,0) gLLAQaedeeffjlahcvc SFS[D(4,1)(2,1)] gLLAQaedeeffnlahcvc SFS[D(5,2)(2,1)] gLLAQaedeeffjtaujvc toroidal gLLAQaedeeffntaujvc toroidal gLLAQaedeeffjaaewvc SFS[D(4,1)(2,1)] gLLAQaedeeffnaaewvc SFS[D(5,2)(2,1)] gLLAQaedeeffjxahcvc SFS[D(5,2)(2,1)] gLLAQaedeeffnxahcvc toroidal gLLAQaedeeffjdaujvc toroidal gLLAQaedeeffndaujvc toroidal gLLAQaedeeffjiaewvc m019(0,0) gLLAQaedeeffniaewvc m011(0,0) gLLAQbdceeffhgrhejb SFS[D(5,2)(2,1)] gLLAQbdceeffhgnhejb SFS[D(4,1)(2,1)] gLLAQbdceeffhgstejb SFS[D(4,1)(2,1)] gLLAQbdceeffhgwtejb SFS[D(5,2)(2,1)] gLLAQbdeceffhgmnejb toroidal gLLAQbdeceffhgmjejb toroidal gLLAQaeedfefjqeuvog toroidal gLLAQaeedfefnqeuvog SFS[D(5,2)(2,1)] gLLAQbdeceffhgpnejb SFS[D(5,2)(2,1)] gLLAQbdeceffhgpjejb SFS[D(4,1)(2,1)] gLLAQadedeffbmdtssc reducible gLLMQadedeffbudlwrf reducible gLLAQadedeffjhdqgsc SFS[D(5,2)(2,1)] gLLAQadedeffnhdqgsc SFS[D(4,1)(2,1)] gLLAQbdceeffhgwlejb toroidal gLLAQbdceeffhgslejb SFS[D(5,2)(2,1)] gLLAQbdceeffassqxwb SFS[D(5,2)(3,1)] gLLAQbdceeffaswqxwb SFS[D(4,1)(3,1)] gLLAQbddefefasfatvc SFS[D(3,1)(2,1)] gLLAQaedeeffjaaqrvc SFS[D(5,3)(3,1)] gLLAQaedeeffnaaqrvc SFS[D(4,3)(3,1)] gLLAQbdceeffasrhejb SFS[D(5,2)(3,1)] gLLAQbdceeffasnhejb SFS[D(4,1)(3,1)] gLLAQbdceeffasstejb toroidal gLLAQbdceeffaswtejb SFS[D(5,2)(3,1)] gLLAQaeedfefjaeuvwg SFS[D(4,3)(3,1)] gLLAQaeedfefnaeuvwg SFS[D(5,3)(3,1)] gLLAQbdeceffaspnejb SFS[D(5,3)(3,1)] gLLAQbdeceffaspjejb toroidal gLLAQaedeeffjaairvc toroidal gLLAQaedeeffnaairvc toroidal gLLAQadedeffjadqjsc SFS[D(5,3)(3,1)] gLLAQadedeffnadqjsc SFS[D(4,3)(3,1)] gLLAQbdceeffaswlejb SFS[D(4,1)(3,1)] gLLAQbdceeffasslejb SFS[D(5,2)(3,1)] gLLAQbdceeffasvdmcb SFS[D(3,1)(2,1)] gLLMQbcdefefhwkmtbg SFS[D(2,1)(2,1)] gLLAQbdeceffasunmcb SFS[D(4,3)(3,1)] gLLAQbdeceffasujmcb SFS[D(5,3)(3,1)] gLLAQaddeeffbxqinsg SFS[D(2,1)(2,1)] gLLAQaedeeffjaaurvc SFS[D(4,1)(3,1)] gLLAQaedeeffnaaurvc SFS[D(5,2)(3,1)] gLLAQaedeeffbtahovc SFS[D(2,1)(2,1)] gLLAQaedeeffbxaenvc SFS[D(2,1)(2,1)] gLLAQaddeeffbeadjcg SFS[D(3,1)(2,1)] gLLAQbdeceffdstbaof SFS[D(3,1)(2,1)] gLLMQaddeeffbuadvcg reducible gLLAQbdceeffxwvpicf SFS[D(3,1)(2,1)] gLLAQbdceeffxwwpicf toroidal gLLAQbdceeffxwspicf m003(0,0) gLLAQbdceeffpsvlubf SFS[D(3,1)(2,1)] gLLMQbcdefeftvkxtvg reducible gLLAQaeedeffjqeavbg m006(0,0) gLLAQaeedeffnqeavbg m016(0,0) gLLAQbdeceffxwtnicf m011(0,0) gLLAQbdeceffxwtjicf m019(0,0) gLLAQbdceeffarsqlsv SFS[D(5,2)(3,1)] gLLAQbdceeffarwqlsv SFS[D(4,1)(3,1)] gLLAQbddefefanradvc SFS[D(3,1)(2,1)] gLLAQbdecefflrablsv reducible gLLAQbdecefftrablsv SFS[D(3,1)(2,1)] gLLAQaedefefjapqbnc SFS[D(5,3)(3,1)] gLLAQaedefefnapqbnc SFS[D(4,3)(3,1)] gLLAQbdceeffarrhhnv SFS[D(5,2)(3,1)] gLLAQbdceeffarnhhnv SFS[D(4,1)(3,1)] gLLAQbdceeffarsthnv toroidal gLLAQbdceeffarwthnv SFS[D(5,2)(3,1)] gLLAQbdceefflrohhnv SFS[D(2,1)(2,1)] gLLAQbdceefflrvthnv SFS[D(2,1)(2,1)] gLLMQbcdfeefhjkdlvf SFS[D(2,1)(2,1)] gLLAQaeedfefjaeposg SFS[D(4,3)(3,1)] gLLAQaeedfefnaeposg SFS[D(5,3)(3,1)] gLLAQbdeceffarpnhnv SFS[D(5,3)(3,1)] gLLAQbdeceffarpjhnv toroidal gLLAQaedefefjapibnc toroidal gLLAQaedefefnapibnc toroidal gLLAQadedeffjaxqrcc SFS[D(5,3)(3,1)] gLLAQadedeffnaxqrcc SFS[D(4,3)(3,1)] gLLAQbdceeffarwlhnv SFS[D(4,1)(3,1)] gLLAQbdceeffarslhnv SFS[D(5,2)(3,1)] gLLAQbdceeffarvdigv SFS[D(3,1)(2,1)] gLLAQbdeceffarunigv SFS[D(4,3)(3,1)] gLLAQbdeceffarujigv SFS[D(5,3)(3,1)] gLLAQaddeeffbxqxgrg SFS[D(2,1)(2,1)] gLLAQaedefefjapubnc SFS[D(4,1)(3,1)] gLLAQaedefefnapubnc SFS[D(5,2)(3,1)] gLLAQbdceeffxjrqqkv m016(0,0) gLLAQbdceeffxjnqqkv m006(0,0) gLLAQaddeeffbhaxorg SFS[D(3,1)(2,1)] gLLAQaddeeffjhaxorg m003(0,0) gLLAQaddeeffnhaxorg toroidal gLLAQaddeeffbuaxorg reducible gLLAQaddeeffbeaxorg SFS[D(3,1)(2,1)] gLLAQadedeffjxxhscc m019(0,0) gLLAQadedeffnxxhscc m011(0,0) gLLAQcbedeffpbtvdkb reducible gLLAQbdeceffdkablsv SFS[D(3,1)(2,1)] gLLAQbdeceffpkmbhnv SFS[D(3,1)(2,1)] gLLAQbddefefafrqdjc reducible gLLAQbddefefafrqdnc reducible gLLAQbdceeffafwlubf reducible gLLAQbdceeffafslubf reducible gLLAQcbdeeffiboitrv SFS[D(2,1)(2,1)] gLLMQbcdefefmcrdtff SFS[D(2,1)(2,1)] gLLAQaeedeffjadagbg reducible gLLAQaeedeffnadagbg reducible gLLAQaddeeffjaedocg reducible gLLAQaddeeffnaedocg reducible gLLAQaedeeffjauqgoc reducible gLLAQaedeeffnauqgoc reducible gLLAQadedeffjaiuorc reducible gLLAQadedeffnaiuorc reducible gLLAQbdceeffafnxpvf reducible gLLAQbdceeffafrxpvf reducible gLLAQbdeceffafdjpvf reducible gLLAQbdeceffafdnpvf reducible gLLAQaeedeffjaeagbg reducible gLLAQaeedeffnaeagbg reducible gLLAQbdceeffafwupvf reducible gLLAQbdceeffafsupvf reducible gLLAQadedeffjaiqorc reducible gLLAQadedeffnaiqorc reducible gLLAQbdeceffafenpvf reducible gLLAQbdeceffafejpvf reducible gLLAQbdceeffafnmaof reducible gLLAQbdceeffafrmaof reducible gLLAQbdceeffafwhaof reducible gLLAQbdceeffafshaof reducible gLLAQbdecefftftbaof SFS[D(3,1)(2,1)] gLLAQbdecefflftbaof SFS[D(3,1)(2,1)] gLLAQaddeeffjaddocg reducible gLLAQaddeeffnaddocg reducible gLLAQbdceeffafwpaof reducible gLLAQbdceeffafspaof reducible gLLAQaeedeffbllavbg SFS[D(3,1)(2,1)] gLLAQaeedeffbttafbg SFS[D(3,1)(2,1)] gLLAQaeedeffbxlavbg SFS[D(3,1)(2,1)] gLLAQaeedeffbplavbg reducible gLLAQaedeeffjauugoc reducible gLLAQaedeeffnauugoc reducible gLLAQbdeceffafxnaof reducible gLLAQbdeceffafxjaof reducible gLLAQbdceeffxbrqtfb SFS[D(5,2)(2,1)] gLLAQbdceeffxbnqtfb toroidal gLLAQbdceeffxbsetfb SFS[D(4,1)(2,1)] gLLAQbdceeffxbwetfb SFS[D(5,2)(2,1)] gLLAQaeedfefjxtuvfg SFS[D(4,1)(2,1)] gLLAQaeedfefnxtuvfg SFS[D(5,2)(2,1)] gLLAQaddeeffjhainsg toroidal gLLAQaddeeffnhainsg toroidal gLLAQbddefefxfridkc SFS[D(5,2)(2,1)] gLLAQbddefefxfridrc SFS[D(4,1)(2,1)] gLLAQadedeffjxdhbsc SFS[D(5,2)(2,1)] gLLAQadedeffnxdhbsc toroidal gLLAQbdceeffxbwmtfb SFS[D(4,1)(2,1)] gLLAQbdceeffxbsmtfb SFS[D(5,2)(2,1)] gLLAQadedeffbudiosc reducible gLLAQbdceeffdfvhmcb reducible gLLAQbdceeffmbsulvb SFS[D(4,1)(2,1)] gLLAQbdceeffmbwulvb SFS[D(5,2)(2,1)] gLLAQbdceeffxbvulvb reducible gLLAQbdceeffxbsulvb toroidal gLLAQbdceeffxbwulvb toroidal gLLAQbdceeffebsulvb SFS[D(5,2)(2,1)] gLLAQbdceeffebwulvb SFS[D(4,1)(2,1)] gLLMQcdcfeeftwoilvk m016(0,0) gLLMQcdcfeeftwoilvr m017(0,0) gLLMQcdcfeeflwoilvf SFS[D(3,1)(2,1)] gLLMQcdcfeeflwoilvk toroidal gLLMQcdcfeeflwoilvr m003(0,0) gLLMQbcdfeefagkdijf SFS[D(5,2)(2,1)] gLLMQbcdfeefagkdinf SFS[D(4,1)(2,1)] gLLAQbdceeffhfsqxwb m019(0,0) gLLAQbdceeffhfwqxwb m011(0,0) gLLAQbdceeffpfvqxwb SFS[D(3,1)(2,1)] gLLAQbdceeffpfsqxwb toroidal gLLAQbdceeffpfwqxwb SFS[D(3,1)(2,1)] gLLAQbdceeffdfsqxwb toroidal gLLAQbdceeffdfwqxwb toroidal gLLAQbdeceffmbdnlvb SFS[D(5,2)(2,1)] gLLAQbdeceffmbdjlvb SFS[D(4,1)(2,1)] gLLAQbdeceffxbdnlvb toroidal gLLAQbdeceffxbdjlvb SFS[D(5,2)(2,1)] gLLAQbdeceffebdblvb SFS[D(2,1)(2,1)] gLLMQaddeeffnipxvrg m016(0,0) gLLMQaddeeffjipxvrg m017(0,0) gLLMQaddeeffnmpxvrg m006(0,0) gLLMQaddeeffjmpxvrg m016(0,0) gLLMQaddeeffbapxvrg SFS[D(2,1)(2,1)] gLLAQbdeceffhfabxwb SFS[D(3,1)(2,1)] gLLAQbdeceffhfanxwb toroidal gLLAQbdeceffhfajxwb m003(0,0) gLLAQbdeceffpfabxwb SFS[D(3,1)(2,1)] gLLAQbdeceffpfanxwb SFS[D(3,1)(2,1)] gLLAQbdeceffpfajxwb toroidal gLLAQbdeceffdfabxwb toroidal gLLAQbdeceffdfanxwb SFS[D(3,1)(2,1)] gLLAQbdeceffdfajxwb SFS[D(3,1)(2,1)] gLLAQaedeeffjqaunvc toroidal gLLAQaedeeffnqaunvc SFS[D(5,2)(2,1)] gLLAQaedeeffjmaeovc SFS[D(5,2)(2,1)] gLLAQaedeeffnmaeovc SFS[D(4,1)(2,1)] gLLAQaedeeffjlahrvc m017(0,0) gLLAQaedeeffnlahrvc m016(0,0) gLLAQaedeeffjtaunvc m011(0,0) gLLAQaedeeffntaunvc m019(0,0) gLLAQaedeeffjaaeovc SFS[D(5,2)(2,1)] gLLAQaedeeffnaaeovc SFS[D(4,1)(2,1)] gLLAQaedeeffjxahrvc m016(0,0) gLLAQaedeeffnxahrvc m006(0,0) gLLAQaedeeffjdaunvc toroidal gLLAQaedeeffndaunvc toroidal gLLAQaedeeffjiaeovc toroidal gLLAQaedeeffniaeovc toroidal gLLAQbdceeffxbshagb SFS[D(5,2)(2,1)] gLLAQbdceeffxbwhagb SFS[D(4,1)(2,1)] gLLAQbdeceffebtbagb T2xI gLLMQbcdefefagfxqvf T2xI gLLAQbdeceffdfmbejb SFS[A(2,1)] gLLAQbdeceffxbxbagb SFS[D(2,1)(2,1)] gLLAQaedeeffjqaqnvc SFS[D(5,2)(2,1)] gLLAQaedeeffnqaqnvc SFS[D(4,1)(2,1)] gLLAQbdceeffaksqxwb SFS[D(5,3)(3,1)] gLLAQbdceeffakwqxwb SFS[D(4,3)(3,1)] gLLMQbcdefefxordtff SFS[D(2,1)(2,1)] gLLAQbddefefawradvc SFS[D(3,1)(2,1)] gLLAQaddeeffbhxiksg SFS[D(2,1)(2,1)] gLLAQaedeeffjaaqsvc SFS[D(5,2)(3,1)] gLLAQaedeeffnaaqsvc SFS[D(4,1)(3,1)] gLLAQaedeeffbiaqsvc SFS[D(2,1)(2,1)] gLLAQaedeeffbqapkvc SFS[D(2,1)(2,1)] gLLAQbdceeffakrhejb SFS[D(5,3)(3,1)] gLLAQbdceeffaknhejb SFS[D(4,3)(3,1)] gLLAQbdceeffakstejb toroidal gLLAQbdceeffakwtejb SFS[D(5,3)(3,1)] gLLAQaeedfefjaeuvng SFS[D(4,1)(3,1)] gLLAQaeedfefnaeuvng SFS[D(5,2)(3,1)] gLLAQbdeceffakpnejb SFS[D(5,2)(3,1)] gLLAQbdeceffakpjejb toroidal gLLAQaedeeffjaaisvc toroidal gLLAQaedeeffnaaisvc toroidal gLLAQadedeffjadqnsc SFS[D(5,2)(3,1)] gLLAQadedeffnadqnsc SFS[D(4,1)(3,1)] gLLAQbdceeffakwlejb SFS[D(4,3)(3,1)] gLLAQbdceeffakslejb SFS[D(5,3)(3,1)] gLLAQbdceeffakvdmcb SFS[D(3,1)(2,1)] gLLAQbdeceffakunmcb SFS[D(4,1)(3,1)] gLLAQbdeceffakujmcb SFS[D(5,2)(3,1)] gLLAQaedeeffjaausvc SFS[D(4,3)(3,1)] gLLAQaedeeffnaausvc SFS[D(5,3)(3,1)] gLLAQbdceeffmnolxsf reducible gLLAQbdceeffhroxpvf SFS[D(3,1)(2,1)] gLLAQbdceeffhrnxpvf toroidal gLLAQbdceeffhrrxpvf SFS[D(3,1)(2,1)] gLLAQbddefefenrhdgc SFS[D(3,1)(2,1)] gLLMQbcdefefaorutof reducible gLLAQbddefefdrrtdvc SFS[D(3,1)(2,1)] gLLAQaddeeffbhadrcg SFS[D(3,1)(2,1)] gLLAQaddeeffjhadrcg SFS[D(3,1)(2,1)] gLLAQaddeeffnhadrcg toroidal gLLMQaddeeffbaqdfcg SFS[D(2,1)(2,1)] gLLAQadedeffjxihkrc toroidal gLLAQadedeffnxihkrc toroidal gLLAQcbdeeffabcuqkv reducible gLLAQbdeceffdrtbaof SFS[D(3,1)(2,1)] gLLMQaddeeffbuadrcg SFS[D(3,1)(2,1)] gLLAQbdceeffxnvpicf SFS[D(3,1)(2,1)] gLLAQbdceeffxnwpicf toroidal gLLAQbdceeffxnspicf SFS[D(3,1)(2,1)] gLLAQaeedeffbpuakbg reducible gLLAQaeedeffbmhabbg SFS[D(3,1)(2,1)] gLLAQaeedeffbihabbg SFS[D(3,1)(2,1)] gLLAQaeedeffbqeasbg SFS[D(3,1)(2,1)] gLLAQaeedeffjqeasbg SFS[D(3,1)(2,1)] gLLAQaeedeffnqeasbg toroidal gLLAQbdeceffxntnicf toroidal gLLAQbdeceffxntjicf toroidal gLLAQbdceeffxvrqqkv SFS[D(5,2)(2,1)] gLLAQbdceeffxvnqqkv toroidal gLLAQbddefefdwkuqbc reducible gLLAQaddeeffbhaxgrg reducible gLLAQaddeeffjhaxgrg toroidal gLLAQaddeeffnhaxgrg toroidal gLLAQadedeffbuxiwcc reducible gLLAQadedeffjxxhccc SFS[D(5,2)(2,1)] gLLAQadedeffnxxhccc toroidal gLLAQbdceeffdwohhnv SFS[D(2,1)(2,1)] gLLAQbdceeffdwvthnv SFS[D(2,1)(2,1)] gLLAQbdceeffxvommov SFS[D(2,1)(2,1)] gLLAQbdeceffdwpbhnv reducible gLLAQaddeeffjhexgrg SFS[D(4,1)(2,1)] gLLAQaddeeffnhexgrg SFS[D(5,2)(2,1)] gLLAQadedeffbuxqwcc reducible gLLAQadedeffjxxdccc SFS[D(4,1)(2,1)] gLLAQadedeffnxxdccc SFS[D(5,2)(2,1)] gLLAQbdceeffmvsupwv SFS[D(4,1)(2,1)] gLLAQbdceeffmvwupwv SFS[D(5,2)(2,1)] gLLAQbdceeffhwsqlsv m019(0,0) gLLAQbdceeffhwwqlsv m011(0,0) gLLAQcbedeffunhsdkb m016(0,0) gLLAQcbedeffujhsdkb m017(0,0) gLLAQbdceeffevsupwv SFS[D(5,2)(2,1)] gLLAQbdceeffevwupwv SFS[D(4,1)(2,1)] gLLAQbdceeffdwsqlsv toroidal gLLAQbdceeffdwwqlsv toroidal gLLAQcbdeeffannmdkb SFS[D(5,2)(2,1)] gLLAQcbdeeffajnmdkb SFS[D(4,1)(2,1)] gLLAQbdceeffxvrppwv SFS[D(4,1)(2,1)] gLLAQbdceeffxvnppwv SFS[D(5,2)(2,1)] gLLAQbdceeffxvsupwv toroidal gLLAQbdceeffxvwupwv toroidal gLLAQbdeceffxvanpwv SFS[D(5,2)(2,1)] gLLAQbdeceffxvajpwv SFS[D(4,1)(2,1)] gLLAQbdceeffpwvqlsv SFS[D(3,1)(2,1)] gLLAQbdceeffpwsqlsv toroidal gLLAQbdceeffpwwqlsv SFS[D(3,1)(2,1)] gLLAQcbedeffpbtgdkb SFS[D(3,1)(2,1)] gLLAQcbedeffpntgdkb toroidal gLLAQcbedeffpjtgdkb m003(0,0) gLLAQbdeceffmvdnpwv SFS[D(5,2)(2,1)] gLLAQbdeceffmvdjpwv SFS[D(4,1)(2,1)] gLLAQbdeceffhwablsv SFS[D(3,1)(2,1)] gLLAQbdeceffhwanlsv toroidal gLLAQbdeceffhwajlsv m003(0,0) gLLAQcbdeeffljkptkf m016(0,0) gLLAQcbdeefflnkptkf m017(0,0) gLLAQbdeceffdwanlsv SFS[D(3,1)(2,1)] gLLAQbdeceffdwajlsv SFS[D(3,1)(2,1)] gLLAQaddeeffjhdxgrg SFS[D(5,2)(2,1)] gLLAQaddeeffnhdxgrg SFS[D(4,1)(2,1)] gLLAQbdeceffxvdnpwv toroidal gLLAQbdeceffxvdjpwv SFS[D(5,2)(2,1)] gLLAQbdeceffpwablsv SFS[D(3,1)(2,1)] gLLAQbdeceffpwanlsv SFS[D(3,1)(2,1)] gLLAQbdeceffpwajlsv toroidal gLLAQcbdeefftjkptkf m006(0,0) gLLAQcbdeefftnkptkf m016(0,0) gLLAQaedefefjxphbnc m016(0,0) gLLAQaedefefnxphbnc m006(0,0) gLLAQaedefefjlphbnc m017(0,0) gLLAQaedefefnlphbnc m016(0,0) gLLAQaedefefjmpebrc SFS[D(5,2)(2,1)] gLLAQaedefefnmpebrc SFS[D(4,1)(2,1)] gLLAQaedefefjipebrc toroidal gLLAQaedefefnipebrc toroidal gLLAQaedefefjapebrc SFS[D(5,2)(2,1)] gLLAQaedefefnapebrc SFS[D(4,1)(2,1)] gLLAQaedefefjqpuboc toroidal gLLAQaedefefnqpuboc SFS[D(5,2)(2,1)] gLLAQbdceeffxvwqpwv SFS[D(5,2)(2,1)] gLLAQbdceeffxvsqpwv SFS[D(4,1)(2,1)] gLLAQaedefefjdpuboc toroidal gLLAQaedefefndpuboc toroidal gLLAQaedefefjtpuboc m011(0,0) gLLAQaedefefntpuboc m019(0,0) gLLAQbdceeffajsqlsv SFS[D(5,3)(3,1)] gLLAQbdceeffajwqlsv SFS[D(4,3)(3,1)] gLLAQbddefefajkaqvc SFS[D(3,1)(2,1)] gLLAQbdecefftjablsv toroidal gLLAQbdeceffljablsv SFS[D(3,1)(2,1)] gLLAQaedefefjapqbwc SFS[D(5,2)(3,1)] gLLAQaedefefnapqbwc SFS[D(4,1)(3,1)] gLLAQbdceeffajvdigv SFS[D(3,1)(2,1)] gLLAQcbedefftbtkdkb reducible gLLAQcbedefflbtkdkb SFS[D(3,1)(2,1)] gLLAQbdeceffajunigv SFS[D(4,1)(3,1)] gLLAQbdeceffajujigv SFS[D(5,2)(3,1)] gLLAQbdecefftjubigv SFS[D(2,1)(2,1)] gLLAQaedefefjapubwc SFS[D(4,3)(3,1)] gLLAQaedefefnapubwc SFS[D(5,3)(3,1)] gLLAQbdceeffajrhhnv SFS[D(5,3)(3,1)] gLLAQbdceeffajnhhnv SFS[D(4,3)(3,1)] gLLAQbdceeffajsthnv toroidal gLLAQbdceeffajwthnv SFS[D(5,3)(3,1)] gLLAQcbdeeffhbrpdkb SFS[D(2,1)(2,1)] gLLAQaeedfefjaeporg SFS[D(4,1)(3,1)] gLLAQaeedfefnaeporg SFS[D(5,2)(3,1)] gLLAQbdeceffajpnhnv SFS[D(5,2)(3,1)] gLLAQbdeceffajpjhnv toroidal gLLAQbdecefftjpbhnv SFS[D(2,1)(2,1)] gLLAQaeedfefbtupoog SFS[D(2,1)(2,1)] gLLAQcbdeeffpbgqtkf SFS[D(2,1)(2,1)] gLLAQaeedfefbxhpong SFS[D(2,1)(2,1)] gLLAQaedefefjapibwc toroidal gLLAQaedefefnapibwc toroidal gLLAQadedeffjaxqscc SFS[D(5,2)(3,1)] gLLAQadedeffnaxqscc SFS[D(4,1)(3,1)] gLLAQbdceeffajwlhnv SFS[D(4,3)(3,1)] gLLAQbdceeffajslhnv SFS[D(5,3)(3,1)] gLLAQadedeffbixqscc SFS[D(2,1)(2,1)] gLLAQadedeffbxxtncc SFS[D(2,1)(2,1)] gLLAQbdceeffxfwqxsf SFS[D(5,2)(2,1)] gLLAQbdceeffxfsqxsf SFS[D(4,1)(2,1)] gLLAQbdeceffdcdbpvf reducible gLLAQaeedeffbqaawbg SFS[D(2,1)(2,1)] gLLAQaeedeffbilacbg SFS[D(2,1)(2,1)] gLLAQbdceeffdcvupvf SFS[D(2,1)(2,1)] gLLAQbddefefhkkhqrc SFS[D(5,2)(2,1)] gLLAQbddefefhkkhqnc SFS[D(4,1)(2,1)] gLLAQbdeceffdcebpvf reducible gLLAQbdceeffxfvpicf reducible gLLAQbdceeffxfwpicf toroidal gLLAQbdceeffxfspicf toroidal gLLAQbdeceffdcqbubf reducible gLLAQaeedeffjqeawbg toroidal gLLAQaeedeffnqeawbg SFS[D(5,2)(2,1)] gLLAQbdeceffxftnicf toroidal gLLAQbdeceffxftjicf SFS[D(5,2)(2,1)] gLLAQbdeceffdcmbubf reducible gLLAQbdeceffmfhjdrf SFS[D(4,1)(2,1)] gLLAQbdeceffmfhndrf SFS[D(5,2)(2,1)] gLLAQbdeceffxfhjdrf SFS[D(5,2)(2,1)] gLLAQbdeceffxfhndrf toroidal gLLAQbdceeffxfwmdrf SFS[D(4,1)(2,1)] gLLAQbdceeffxfsmdrf SFS[D(5,2)(2,1)] gLLAQcbdeefflnbmtrv m017(0,0) gLLAQcbdeeffljbmtrv m016(0,0) gLLAQcbdeefftnbmtrv m016(0,0) gLLAQcbdeefftjbmtrv m006(0,0) gLLAQbdeceffhctbaof SFS[D(3,1)(2,1)] gLLAQbdeceffhctjaof m003(0,0) gLLAQbdeceffhctnaof toroidal gLLAQbdeceffpctbaof SFS[D(3,1)(2,1)] gLLAQbdeceffpctjaof toroidal gLLAQbdeceffpctnaof SFS[D(3,1)(2,1)] gLLAQbdeceffdctjaof SFS[D(3,1)(2,1)] gLLAQbdeceffdctnaof SFS[D(3,1)(2,1)] gLLAQbdceeffmfwxdrf SFS[D(5,2)(2,1)] gLLAQbdceeffmfsxdrf SFS[D(4,1)(2,1)] gLLAQaeedeffjqdawbg SFS[D(5,2)(2,1)] gLLAQaeedeffnqdawbg SFS[D(4,1)(2,1)] gLLAQaddeeffjxtdocg SFS[D(4,1)(2,1)] gLLAQaddeeffnxtdocg SFS[D(5,2)(2,1)] gLLAQbdceeffxfwxdrf toroidal gLLAQbdceeffxfsxdrf toroidal gLLAQbdceeffefwxdrf SFS[D(4,1)(2,1)] gLLAQbdceeffefsxdrf SFS[D(5,2)(2,1)] gLLMQaddeeffnpudwcg m017(0,0) gLLMQaddeeffjpudwcg m016(0,0) gLLMQaddeeffbuadjcg SFS[D(3,1)(2,1)] gLLMQaddeeffnuadjcg m003(0,0) gLLMQaddeeffjuadjcg toroidal gLLMQaddeeffnapdccg SFS[D(4,1)(2,1)] gLLMQaddeeffjapdccg SFS[D(5,2)(2,1)] gLLAQbdceeffhcwpaof m011(0,0) gLLAQbdceeffhcspaof m019(0,0) gLLAQbdceeffpcvpaof SFS[D(3,1)(2,1)] gLLAQbdceeffpcwpaof SFS[D(3,1)(2,1)] gLLAQbdceeffpcspaof toroidal gLLAQbdceeffdcwpaof toroidal gLLAQbdceeffdcspaof toroidal gLLAQaedeeffjxuhgoc SFS[D(5,2)(2,1)] gLLAQaedeeffnxuhgoc toroidal gLLAQadedeffjhiujrc SFS[D(4,1)(2,1)] gLLAQadedeffnhiujrc SFS[D(5,2)(2,1)] gLLAQaedeeffjluhgoc SFS[D(4,1)(2,1)] gLLAQaedeeffnluhgoc SFS[D(5,2)(2,1)] gLLAQaedeeffjmuefoc m016(0,0) gLLAQaedeeffnmuefoc m017(0,0) gLLAQaedeeffjiuefoc m019(0,0) gLLAQaedeeffniuefoc m011(0,0) gLLAQaedeeffjauefoc SFS[D(4,1)(2,1)] gLLAQaedeeffnauefoc SFS[D(5,2)(2,1)] gLLAQaedeeffjquuvoc m006(0,0) gLLAQaedeeffnquuvoc m016(0,0) gLLAQaedeeffjduuvoc toroidal gLLAQaedeeffnduuvoc toroidal gLLAQaedeeffjtuuvoc toroidal gLLAQaedeeffntuuvoc toroidal gLLAQbdceefftbsqxwb SFS[D(5,2)(3,1)] gLLAQbdceefftbwqxwb SFS[D(4,1)(3,1)] gLLAQbdceefflbsqxwb SFS[D(5,3)(3,1)] gLLAQbdceefflbwqxwb SFS[D(4,3)(3,1)] gLLAQbddefeftvkqqjc SFS[D(5,3)(3,1)] gLLAQbddefeftvkqqnc toroidal gLLAQbddefeflvkqqjc SFS[D(5,2)(3,1)] gLLAQbddefeflvkqqnc toroidal gLLAQbdecefftbabxwb SFS[D(3,1)(2,1)] gLLAQbdecefflbabxwb SFS[D(3,1)(2,1)] gLLAQbddefeftvkaqvc reducible gLLAQbddefeftvkaqwc toroidal gLLAQbddefeftvkaqsc toroidal gLLAQbddefeflvkaqvc reducible gLLAQbddefeflvkaqwc toroidal gLLAQbddefeflvkaqsc toroidal gLLAQaedeeffjlamjvc SFS[D(5,3)(3,1)] gLLAQaedeeffnlamjvc SFS[D(4,3)(3,1)] gLLAQaedeeffjtapwvc SFS[D(5,2)(3,1)] gLLAQaedeeffntapwvc SFS[D(4,1)(3,1)] gLLAQaedeeffjiaqcvc SFS[D(5,2)(3,1)] gLLAQaedeeffniaqcvc toroidal gLLAQaedeeffbdapwvc SFS[D(2,1)(2,1)] gLLAQaedeeffjmaqcvc SFS[D(5,3)(3,1)] gLLAQaedeeffnmaqcvc toroidal gLLAQbdceefftbvdmcb reducible gLLAQbdceefftbsdmcb toroidal gLLAQbdceefftbwdmcb toroidal gLLAQbdceefflbvdmcb reducible gLLAQbdceefflbsdmcb toroidal gLLAQbdceefflbwdmcb toroidal gLLMQccdfeefpvwupoc SFS[D(3,1)(2,1)] gLLMQccdfeefubwapof SFS[D(3,1)(2,1)] gLLAQbdecefftbunmcb toroidal gLLAQbdecefftbujmcb SFS[D(5,2)(3,1)] gLLAQbdecefflbunmcb toroidal gLLAQbdecefflbujmcb SFS[D(5,3)(3,1)] gLLMQaddeeffnutxvrg SFS[D(4,3)(3,1)] gLLMQaddeeffjutxvrg SFS[D(5,3)(3,1)] gLLMQaddeeffnpqxorg SFS[D(4,1)(3,1)] gLLMQaddeeffjpqxorg SFS[D(5,2)(3,1)] gLLAQaedeeffjlaejvc toroidal gLLAQaedeeffnlaejvc SFS[D(5,3)(3,1)] gLLAQaedeeffjtahwvc toroidal gLLAQaedeeffntahwvc SFS[D(5,2)(3,1)] gLLAQaedeeffjiaucvc SFS[D(4,1)(3,1)] gLLAQaedeeffniaucvc SFS[D(5,2)(3,1)] gLLAQaedeeffbdahwvc SFS[D(2,1)(2,1)] gLLAQaedeeffjmaucvc SFS[D(4,3)(3,1)] gLLAQaedeeffnmaucvc SFS[D(5,3)(3,1)] gLLAQbdceefftbrhejb SFS[D(5,3)(3,1)] gLLAQbdceefftbnhejb toroidal gLLAQbdceefftbstejb SFS[D(4,3)(3,1)] gLLAQbdceefftbwtejb SFS[D(5,3)(3,1)] gLLAQbdceefflbrhejb SFS[D(5,2)(3,1)] gLLAQbdceefflbnhejb toroidal gLLAQbdceefflbstejb SFS[D(4,1)(3,1)] gLLAQbdceefflbwtejb SFS[D(5,2)(3,1)] gLLMQbdedfeftvxfdng SFS[D(5,2)(3,1)] gLLMQbdedfeftvxfdrg SFS[D(4,1)(3,1)] gLLMQbdedfeftvefdjg SFS[D(4,3)(3,1)] gLLMQbdedfeftvefdng SFS[D(5,3)(3,1)] gLLMQbdedfeftvmfdwg toroidal gLLMQbdedfeftvmfdsg toroidal gLLMQccdefefdvvltof SFS[D(2,1)(2,1)] gLLMQbdedfeflvxfdng SFS[D(5,3)(3,1)] gLLMQbdedfeflvxfdrg SFS[D(4,3)(3,1)] gLLMQbdedfeflvefdjg SFS[D(4,1)(3,1)] gLLMQbdedfeflvefdng SFS[D(5,2)(3,1)] gLLMQbdedfeflvmfdwg toroidal gLLMQbdedfeflvmfdsg toroidal gLLAQaeedfefjmeuvfg SFS[D(4,3)(3,1)] gLLAQaeedfefnmeuvfg SFS[D(5,3)(3,1)] gLLAQaddeeffjppiwsg toroidal gLLAQaddeeffnppiwsg toroidal gLLAQbdecefftbpnejb SFS[D(5,2)(3,1)] gLLAQbdecefftbpjejb SFS[D(4,1)(3,1)] gLLAQaeedfefjieuvfg SFS[D(4,1)(3,1)] gLLAQaeedfefnieuvfg SFS[D(5,2)(3,1)] gLLAQaddeeffjuuijsg toroidal gLLAQaddeeffnuuijsg toroidal gLLAQbdecefflbpnejb SFS[D(5,3)(3,1)] gLLAQbdecefflbpjejb SFS[D(4,3)(3,1)] gLLAQaeedfefjtuuvvg toroidal gLLAQaeedfefntuuvvg SFS[D(5,2)(3,1)] gLLMQaddeeffnuxxvrg SFS[D(5,2)(3,1)] gLLMQaddeeffjuxxvrg SFS[D(4,1)(3,1)] gLLAQaeedfefbduuvvg SFS[D(2,1)(2,1)] gLLAQaeedfefjlhuvgg toroidal gLLAQaeedfefnlhuvgg SFS[D(5,3)(3,1)] gLLMQaddeeffnpmxorg SFS[D(5,3)(3,1)] gLLMQaddeeffjpmxorg SFS[D(4,3)(3,1)] gLLAQadedeffjidqbsc SFS[D(5,2)(3,1)] gLLAQadedeffnidqbsc toroidal gLLAQbdceefftbwlejb SFS[D(4,1)(3,1)] gLLAQbdceefftbslejb SFS[D(5,2)(3,1)] gLLAQadedeffjmdqbsc SFS[D(5,3)(3,1)] gLLAQadedeffnmdqbsc toroidal gLLAQbdceefflbwlejb SFS[D(4,3)(3,1)] gLLAQbdceefflbslejb SFS[D(5,3)(3,1)] gLLAQadedeffjuddvsc SFS[D(5,3)(3,1)] gLLAQadedeffnuddvsc SFS[D(4,3)(3,1)] gLLMQadedeffnmdpcrf toroidal gLLMQadedeffjmdpcrf SFS[D(5,3)(3,1)] gLLAQadedeffjpdtosc SFS[D(5,2)(3,1)] gLLAQadedeffnpdtosc SFS[D(4,1)(3,1)] gLLMQadedeffnidpcrf toroidal gLLMQadedeffjidpcrf SFS[D(5,2)(3,1)] gLLAQadedeffbldtosc SFS[D(2,1)(2,1)] gLLMQadedeffblduwrf SFS[D(2,1)(2,1)] gLLAQbdceeffmsoqtfb reducible gLLMQccdefefajsxaon SFS[D(5,2)(2,1)] gLLMQccdefefajsxaoj SFS[D(4,1)(2,1)] gLLAQbddefefpokqqbc T2xI gLLAQaeedfefbptuvwg reducible gLLMQaddeeffbaqxwrg SFS[D(2,1)(2,1)] gLLAQaddeeffbeaifsg SFS[A(2,1)] gLLAQaedeeffjaaxkvc SFS[D(5,2)(2,1)] gLLAQaedeeffnaaxkvc SFS[D(4,1)(2,1)] gLLAQaedeeffbdaibvc T2xI gLLAQbdceeffmsomagb reducible gLLMQccdfeefajwipob SFS[D(2,1)(2,1)] gLLAQbdeceffpvmbejb SFS[A(2,1)] gLLAQaeedfefbpuuvwg reducible gLLMQaddeeffnamxwrg SFS[D(4,1)(2,1)] gLLMQaddeeffjamxwrg SFS[D(5,2)(2,1)] gLLAQaddeeffbeeifsg T2xI gLLAQaedeeffjaamkvc SFS[D(4,1)(2,1)] gLLAQaedeeffnaamkvc SFS[D(5,2)(2,1)] gLLAQaedeeffbdaqbvc T2xI gLLAQbdceeffmssulvb toroidal gLLAQbdceeffmswulvb toroidal gLLAQbdceeffhvsqxwb toroidal gLLAQbdceeffhvwqxwb toroidal gLLMQccdefefpkvlxos m006(0,0) gLLMQccdefefpkvlxow m016(0,0) gLLAQbdceeffessulvb m011(0,0) gLLAQbdceeffeswulvb m019(0,0) gLLAQbdceeffdvsqxwb toroidal gLLAQbdceeffdvwqxwb toroidal gLLMQccdefefajvlhoj SFS[D(5,2)(2,1)] gLLMQccdefefajvlhow SFS[D(4,1)(2,1)] gLLMQccdefefajvlmon toroidal gLLMQccdefefajvlmoj SFS[D(5,2)(2,1)] gLLAQbdceeffxsvulvb SFS[D(3,1)(2,1)] gLLAQbdceeffxssulvb SFS[D(3,1)(2,1)] gLLAQbdceeffxswulvb toroidal gLLAQbdceeffpvolxwb T2xI gLLAQbdeceffpvebxwb T2xI gLLMQccdefefugvleoo SFS[D(3,1)(2,1)] gLLMQccdefefugvleor SFS[D(3,1)(2,1)] gLLMQccdefefugvleon toroidal gLLAQbdeceffmsdnlvb toroidal gLLAQbdeceffmsdjlvb toroidal gLLAQbdeceffhvabxwb SFS[D(3,1)(2,1)] gLLAQbdeceffhvanxwb toroidal gLLAQbdeceffhvajxwb SFS[D(3,1)(2,1)] gLLMQaddeeffnipxwrg m019(0,0) gLLMQaddeeffjipxwrg m011(0,0) gLLAQbdeceffesdnlvb m016(0,0) gLLAQbdeceffesdjlvb m006(0,0) gLLAQbdeceffdvabxwb SFS[D(3,1)(2,1)] gLLAQbdeceffdvanxwb toroidal gLLAQbdeceffdvajxwb SFS[D(3,1)(2,1)] gLLAQaeedfefjaiuvjg SFS[D(4,1)(2,1)] gLLAQaeedfefnaiuvjg SFS[D(5,2)(2,1)] gLLMQaddeeffnapxwrg SFS[D(5,2)(2,1)] gLLMQaddeeffjapxwrg toroidal gLLAQbdeceffxsdnlvb toroidal gLLAQbdeceffxsdjlvb toroidal gLLAQaeedfefbdduvcg T2xI gLLAQaddeeffbedifsg T2xI gLLMQaddeeffnmpxwrg toroidal gLLMQaddeeffjmpxwrg toroidal gLLAQaedeeffjpahsvc SFS[D(3,1)(2,1)] gLLAQaedeeffnpahsvc SFS[D(3,1)(2,1)] gLLAQaedeeffbxahsvc SFS[D(3,1)(2,1)] gLLAQaedeeffjxahsvc toroidal gLLAQaedeeffnxahsvc SFS[D(3,1)(2,1)] gLLAQaedeeffblahsvc SFS[D(3,1)(2,1)] gLLAQaedeeffjlahsvc m003(0,0) gLLAQaedeeffnlahsvc toroidal gLLAQaedeeffbmaekvc SFS[D(3,1)(2,1)] gLLAQaedeeffjmaekvc toroidal gLLAQaedeeffnmaekvc m003(0,0) gLLAQaedeeffbiaekvc SFS[D(3,1)(2,1)] gLLAQaedeeffjiaekvc toroidal gLLAQaedeeffniaekvc SFS[D(3,1)(2,1)] gLLAQaedeeffjaaekvc toroidal gLLAQaedeeffnaaekvc toroidal gLLAQadedeffjadawsc SFS[D(5,2)(2,1)] gLLAQadedeffnadawsc SFS[D(4,1)(2,1)] gLLMQadedeffnadekrf SFS[D(4,1)(2,1)] gLLMQadedeffjadekrf SFS[D(5,2)(2,1)] gLLAQaedeeffbqaubvc SFS[D(3,1)(2,1)] gLLAQaedeeffjqaubvc SFS[D(3,1)(2,1)] gLLAQaedeeffnqaubvc toroidal gLLAQadedeffbeducsc T2xI gLLAQbdceeffpvvixwb T2xI gLLAQaedeeffbtaubvc SFS[D(3,1)(2,1)] gLLAQaedeeffjtaubvc SFS[D(3,1)(2,1)] gLLAQaedeeffntaubvc toroidal gLLAQbddefefarkqqjc SFS[D(5,2)(3,1)] gLLAQbddefefarkqqnc SFS[D(4,1)(3,1)] gLLAQbddefeflrkqqbc SFS[D(2,1)(2,1)] gLLAQbdceeffawvaubf SFS[D(3,1)(2,1)] gLLAQbdedfeflkarqbg SFS[D(3,1)(2,1)] gLLAQbdedfeftkarqbg reducible gLLAQaedeeffjauqjoc SFS[D(5,3)(3,1)] gLLAQaedeeffnauqjoc SFS[D(4,3)(3,1)] gLLAQbdeceffawtbaof SFS[D(3,1)(2,1)] gLLAQbdecefflwtbaof SFS[D(3,1)(2,1)] gLLAQbdecefftwtbaof toroidal gLLAQbdceeffawwpaof SFS[D(4,3)(3,1)] gLLAQbdceeffawspaof SFS[D(5,3)(3,1)] gLLAQaedeeffjauujoc SFS[D(4,1)(3,1)] gLLAQaedeeffnauujoc SFS[D(5,2)(3,1)] gLLAQbdceeffawnxpvf SFS[D(5,2)(3,1)] gLLAQbdceeffawrxpvf SFS[D(4,1)(3,1)] gLLAQbdeceffawdjpvf toroidal gLLAQbdeceffawdnpvf SFS[D(5,2)(3,1)] gLLMQccdefeftwvlqoc SFS[D(2,1)(2,1)] gLLAQcbdeeffpbfptrv SFS[D(2,1)(2,1)] gLLMQbcedeffxouopbf SFS[D(2,1)(2,1)] gLLAQbdecefftwdbpvf SFS[D(2,1)(2,1)] gLLAQaeedeffjaeakbg SFS[D(4,3)(3,1)] gLLAQaeedeffnaeakbg SFS[D(5,3)(3,1)] gLLAQbdceeffawwupvf SFS[D(5,3)(3,1)] gLLAQbdceeffawsupvf toroidal gLLMQaddeeffbhxdfcg SFS[D(2,1)(2,1)] gLLAQaedeeffjauijoc toroidal gLLAQaedeeffnauijoc toroidal gLLAQadedeffjaiqkrc SFS[D(5,3)(3,1)] gLLAQadedeffnaiqkrc SFS[D(4,3)(3,1)] gLLAQbdeceffawenpvf SFS[D(4,1)(3,1)] gLLAQbdeceffawejpvf SFS[D(5,2)(3,1)] gLLAQcbdeeffqbkuqkv SFS[D(2,1)(2,1)] gLLAQbdecefftwebpvf SFS[D(2,1)(2,1)] gLLAQadedeffbaticcc reducible gLLAQadedeffbattkcc reducible gLLAQadedeffbmatssc reducible gLLAQbddefefafoidbc reducible gLLAQbdceeffdfvhtcb reducible gLLAQcbdeeffabcuukv reducible gLLAQbddefefdwguqbc reducible gLLAQbdeceffdwpbdnv reducible gLLAQadedeffbutqwcc reducible gLLAQbdeceffdwabtsv reducible gLLAQbdecefftjabtsv SFS[D(2,1)(2,1)] gLLAQbdeceffdcdbdvf reducible gLLAQbdeceffdcebdvf reducible gLLAQbdeceffdcqbqbf reducible gLLAQbdeceffdctbtof reducible gLLAQaeedfefbptivwg reducible gLLAQaddeeffbeaqfsg T2xI gLLAQbdceeffmsomugb reducible gLLAQbdeceffpvmbqjb T2xI gLLAQbdecefftwtbtof SFS[D(2,1)(2,1)] gLLAQadedeffbauiccc reducible gLLAQadedeffbautkcc reducible gLLAQadedeffbmetssc reducible gLLAQbddefefafnidbc reducible gLLAQbdceeffdfvhhcb reducible gLLAQcbdeeffabcuikv reducible gLLAQbddefefdwjuqbc reducible gLLAQbdeceffdwpbpnv reducible gLLAQadedeffbuuqwcc reducible gLLAQbdeceffdwabasv reducible gLLAQbdecefftjabasv SFS[D(2,1)(2,1)] gLLAQbdeceffdcdbhvf reducible gLLAQbdeceffdcebhvf reducible gLLAQbdeceffdcqbibf reducible gLLAQbdeceffdctblof reducible gLLAQaeedfefbptqvwg reducible gLLAQaddeeffbeaufsg T2xI gLLAQbdceeffmsompgb reducible gLLAQbdeceffpvmbljb T2xI gLLAQbdecefftwtblof SFS[D(2,1)(2,1)] gLLAQbdeceffavtbtnv reducible gLLAQbdecefflvtbtnv reducible gLLAQbdecefftvtbtnv reducible gLLAQbdceeffanvdqvf reducible gLLAQbdeceffastbdjb reducible gLLAQbdeceffartbtnv reducible gLLAQbdecefflrtbtnv reducible gLLAQbdecefftrtbtnv reducible gLLAQbdceeffafoltbf reducible gLLAQbdceefftfoltbf reducible gLLAQbdceefflfoltbf reducible gLLMQacefdffbjurboj reducible gLLMQacefdffbjurbbj reducible gLLAQbdceeffafvdqvf reducible gLLAQbdeceffafmbdof reducible gLLAQbddefefhsbdtog reducible gLLAQbdeceffaktbdjb reducible gLLMQacefdffbjenbjj reducible gLLAQbdeceffdwdbdgv reducible gLLAQbdeceffdwebdgv reducible gLLAQbdeceffevhbhov reducible gLLAQbdeceffdwtbtnv reducible gLLAQcbdeeffabkmanf reducible gLLAQbdeceffdwqbqsv reducible gLLAQbdeceffajtbtnv reducible gLLAQbdecefftjtbtnv reducible gLLAQbdeceffljtbtnv reducible gLLAQbddefefdfjuqbg reducible gLLAQbdeceffdcabtbf reducible gLLAQbdceeffxfomerf reducible gLLAQbdceeffdcohdof reducible gLLAQbdceeffdcvtdof reducible gLLAQbdeceffdcpbdof reducible gLLAQadedeffbutqvoo reducible gLLAQbdecefftbtbdjb reducible gLLAQbdecefflbtbdjb reducible gLLAQaeedeffbptiswo reducible gLLAQaddeeffbeaqcvo T2xI gLLAQaedefefbpehswo reducible gLLAQbdceeffmsoahvb reducible gLLMQacefdffbjmbbnn reducible gLLAQbdceeffpvvltwb reducible gLLAQbdecefftwabtbf SFS[D(2,1)(2,1)] gLLAQbdceeffawvdqvf reducible gLLMQacefdffbjmnbfn reducible gLLMQacefdffbjmnbfw reducible gLLAQaeedfefbtttjvo SFS[D(3,1)(2,1)] gLLAQaeedfefblltjgo SFS[D(3,1)(2,1)] gLLAQaeedfefbpltjgo reducible gLLAQaeedfefbxltjgo SFS[D(3,1)(2,1)] gLLAQbdeceffavdbhgv reducible gLLAQbdecefflvdbhgv reducible gLLAQbdecefftvdbhgv reducible gLLAQbdeceffavebhgv reducible gLLAQbdecefflvebhgv reducible gLLAQbdecefftvebhgv reducible gLLAQcbdeeffabrxinb SFS[D(2,1)(2,1)] gLLAQaddeeffbhahfgo SFS[D(3,1)(2,1)] gLLAQaeedfefbputjwo reducible gLLAQaeedfefbqetjco SFS[D(3,1)(2,1)] gLLAQaeedfefbmhtjjo SFS[D(3,1)(2,1)] gLLAQaeedfefbihtjjo SFS[D(3,1)(2,1)] gLLAQcbedeffpbafinb SFS[D(3,1)(2,1)] gLLAQbddefefarradvg SFS[D(3,1)(2,1)] gLLAQbdecefftnababf SFS[D(3,1)(2,1)] gLLAQbdecefflnababf reducible gLLAQaddeeffbxqejfo SFS[D(2,1)(2,1)] gLLAQbdceeffanvtpof reducible gLLAQbdceeffanvlpof reducible gLLAQbdceeffhgvamwb SFS[D(2,1)(2,1)] gLLAQbdceeffxkvxlgb SFS[D(3,1)(2,1)] gLLMQacedfffbvdvwjc SFS[D(2,1)(2,1)] gLLMQacedfffbvdvwjw toroidal gLLMQacedfffbvdvwjj SFS[D(2,1)(2,1)] gLLAQbdceeffpgvpxjb SFS[D(3,1)(2,1)] gLLAQbdceeffasvamwb SFS[D(3,1)(2,1)] gLLAQaddeeffbhxuwvo SFS[D(2,1)(2,1)] gLLAQbdeceffasdbecb reducible gLLAQbdeceffasebecb reducible gLLAQaddeeffbhaevfo SFS[D(3,1)(2,1)] gLLAQaddeeffbeaevfo SFS[D(3,1)(2,1)] gLLAQaddeeffbuaevfo reducible gLLAQbdeceffdsababf SFS[D(3,1)(2,1)] gLLAQbdceeffarvaisv SFS[D(3,1)(2,1)] gLLAQbdeceffardbhgv reducible gLLAQbdecefflrdbhgv reducible gLLAQbdecefftrdbhgv reducible gLLAQaeedfefbtutjro SFS[D(2,1)(2,1)] gLLAQbdceefflrvuhgv SFS[D(2,1)(2,1)] gLLAQaeedfefbxhtjoo SFS[D(2,1)(2,1)] gLLAQbdeceffarebhgv reducible gLLAQbdecefflrebhgv reducible gLLAQbdecefftrebhgv reducible gLLAQaddeeffbeahngo SFS[D(3,1)(2,1)] gLLAQcbedeffpbavinb reducible gLLAQbddefefaffttvg reducible gLLAQbdecefftfababf SFS[D(3,1)(2,1)] gLLAQbdecefflfababf SFS[D(3,1)(2,1)] gLLAQadedeffbauuooo reducible gLLAQbdceeffafoiuvf reducible gLLAQbdceefftfoiuvf reducible gLLAQbdceefflfoiuvf reducible gLLMQacefdffbverbbw reducible gLLMQacefdffbverbbn reducible gLLAQaddeeffblqevfo SFS[D(2,1)(2,1)] gLLAQcbdeeffiboxabv SFS[D(2,1)(2,1)] gLLAQaedeeffbaqugno reducible gLLAQaedeeffblqevno reducible gLLAQaedeeffbtqhfno reducible gLLAQaedeeffbxqevno reducible gLLAQaedeeffbpqevno reducible gLLAQbdceeffafvtpof reducible gLLAQbdceeffafvlpof reducible gLLAQaddeeffbpuubvo T2xI gLLAQaddeeffbapuvvo T2xI gLLAQaddeeffbuauovo SFS[A(2,1)] gLLAQbdeceffxbubtvb reducible gLLAQbdeceffxbtbtvb reducible gLLAQbdceeffxbvxlgb reducible gLLMQacedfffbvhvwjw SFS[D(3,1)(2,1)] gLLAQbdceeffpfvpxjb SFS[D(3,1)(2,1)] gLLAQbdceeffakvamwb SFS[D(3,1)(2,1)] gLLAQaddeeffbxqugvo SFS[D(2,1)(2,1)] gLLAQbdeceffakdbecb reducible gLLAQbdeceffakebecb reducible gLLAQaddeeffbhaerfo SFS[D(3,1)(2,1)] gLLAQaeedeffbpudkco reducible gLLAQaeedeffbqedsco SFS[D(3,1)(2,1)] gLLAQaeedeffbmhdbco SFS[D(3,1)(2,1)] gLLAQaeedeffbahdbco reducible gLLAQaeedeffbihdbco SFS[D(3,1)(2,1)] gLLMQacefdffbvhnbbb reducible gLLAQbdeceffdrababf SFS[D(3,1)(2,1)] gLLMQacedfffbvhosbb reducible gLLAQbdeceffevebmkv reducible gLLAQbdeceffdwdbhgv reducible gLLAQcbdeeffabkalnf reducible gLLAQaeedfefbiltjro SFS[D(2,1)(2,1)] gLLAQbdceeffdwvuhgv SFS[D(2,1)(2,1)] gLLAQaeedfefbqatjoo SFS[D(2,1)(2,1)] gLLAQbdeceffevabmkv reducible gLLAQbdeceffdwebhgv reducible gLLAQcbdeeffabkuisf reducible gLLAQbdeceffdwtblnv reducible gLLAQbdceeffpwvplnv SFS[D(3,1)(2,1)] gLLAQcbedeffpbaginb SFS[D(3,1)(2,1)] gLLAQbdeceffdwxblnv reducible gLLAQbdeceffdwqbisv reducible gLLAQbdeceffdwmbisv reducible gLLAQbdceeffajvaisv SFS[D(3,1)(2,1)] gLLAQbdedfeftjarqbc reducible gLLAQbdedfefljarqbc SFS[D(3,1)(2,1)] gLLAQbdeceffajdbhgv reducible gLLAQbdecefftjdbhgv reducible gLLAQbdeceffljdbhgv reducible gLLAQcbdeeffhbrqinb SFS[D(2,1)(2,1)] gLLAQbdeceffajebhgv reducible gLLAQbdecefftjebhgv reducible gLLAQbdeceffljebhgv reducible gLLAQaddeeffbhaejfo reducible gLLAQbddefefdfkuqbg reducible gLLAQbdceeffxfopdcf reducible gLLAQbdceeffdcolabf reducible gLLAQbdceeffdcvqabf reducible gLLAQbdceeffdcsqabf reducible gLLAQbdceeffdcwqabf reducible gLLAQbdeceffhcababf SFS[D(3,1)(2,1)] gLLAQbdeceffpcababf SFS[D(3,1)(2,1)] gLLAQbdeceffdcanabf reducible gLLAQbdeceffdcajabf reducible gLLAQaedeeffbqquwno reducible gLLAQaedeeffbiqecno reducible gLLAQaedeeffjiqecno reducible gLLAQaedeeffniqecno reducible gLLAQbdceeffdcviabf reducible gLLAQbdeceffdcpbpof reducible gLLAQbdceefftbvamwb reducible gLLAQbdceefflbvamwb reducible gLLAQbdedfeftvarqbc SFS[D(3,1)(2,1)] gLLAQbdedfeflvarqbc SFS[D(3,1)(2,1)] gLLAQbdecefftbdbecb reducible gLLAQbdecefflbdbecb reducible gLLAQaeedeffbduqwwo SFS[D(2,1)(2,1)] gLLAQbdecefftbebecb reducible gLLAQbdecefflbebecb reducible gLLAQaeedeffbptqswo reducible gLLMQacedfffbvqvwbb SFS[D(2,1)(2,1)] gLLAQaddeeffbeaucvo SFS[A(2,1)] gLLAQbdceeffmsotlgb reducible gLLMQacefdffbvpbbjj reducible gLLAQbdceeffpvvhxjb reducible gLLAQbdceeffxsvxlgb SFS[D(3,1)(2,1)] gLLAQaeedeffbddqbwo T2xI gLLAQaddeeffbeducvo T2xI gLLMQacedfffbvpvwjw SFS[D(3,1)(2,1)] gLLAQaedefefbpdhswo reducible gLLMQacedfffbvpovjj reducible gLLAQadedeffbeeufwo reducible gLLAQaeedeffbpuqswo reducible gLLAQaddeeffbeeucvo T2xI gLLAQbddefefakkaqvg SFS[D(3,1)(2,1)] gLLAQbdecefflwababf SFS[D(3,1)(2,1)] gLLAQbdecefftwababf toroidal gLLAQbdceeffawvtpof reducible gLLMQacefdffbvpnbjg reducible gLLMQacefdffbvpnbkg reducible gLLAQaeedeffbtudcco SFS[D(2,1)(2,1)] gLLAQcbdeeffpbfqabv SFS[D(2,1)(2,1)] gLLAQaeedeffbxhdwco SFS[D(2,1)(2,1)] gLLAQbdecefftwpbpof SFS[D(2,1)(2,1)] gLLAQbdceeffawvlpof reducible gLLMQacedfffbvposjg reducible gLLMQacedfffbvposkg reducible gLLAQbdecefftwubuvf SFS[D(2,1)(2,1)] gLLAQbddefefavoqdbg reducible gLLAQbddefefavoqdjg reducible gLLAQbddefefavoqdng reducible gLLAQbddefeftvoqdbg reducible gLLAQbddefeflvoqdbg reducible gLLAQbdceeffavwausv reducible gLLAQaedefefjauqgco reducible gLLAQbdceeffavvhanv reducible gLLAQbdceeffavwhanv reducible gLLAQbdceeffavshanv reducible gLLAQaeedfefjaaajfo reducible gLLAQbdeceffavxnanv reducible gLLAQbdceeffavoxpgv reducible gLLAQbdceeffavnxpgv reducible gLLAQbdceeffavrxpgv reducible gLLAQaddeeffjaadcgo reducible gLLAQadedeffjaiqbko reducible gLLMQacefdffbrdkbnn reducible gLLAQbdceeffanvqlbf reducible gLLAQbdceeffansqlbf SFS[D(3,1)(3,2)] gLLAQbdceeffanwqlbf SFS[D(3,1)(3,1)] gLLAQbddefefaroadwg SFS[D(3,1)(2,1)] gLLAQaedeeffjapqjno SFS[D(3,1)(2,1)] gLLAQbdeceffhgqbhwb reducible gLLAQbdeceffhgqjhwb reducible gLLAQbdeceffhgqnhwb reducible gLLAQbdceeffhgwahwb reducible gLLAQaedefefjqaqsoo reducible gLLAQbddefefajoqdbg reducible gLLAQbddefefajoqdjg SFS[D(3,1)(3,1)] gLLAQbddefefajoqdng SFS[D(3,1)(3,2)] gLLAQbdceeffaswahwb SFS[D(3,1)(2,1)] gLLAQaedefefjaaqswo SFS[D(3,1)(2,1)] gLLAQbddefefawcqtbg reducible gLLAQbddefefawcqtjg SFS[D(3,1)(3,1)] gLLAQbddefefawcqtng SFS[D(3,1)(3,2)] gLLAQbddefeftwcqtbg reducible gLLAQbddefeflwcqtbg reducible gLLAQbdceeffarwausv SFS[D(3,1)(2,1)] gLLAQaedefefjauqgso SFS[D(3,1)(2,1)] gLLAQbdceeffafvqlbf reducible gLLAQbdceeffafsqlbf reducible gLLAQbdceeffafwqlbf reducible gLLAQbddefefafcatwg reducible gLLAQaedeeffjapqgno reducible gLLAQbdeceffafxbivf reducible gLLAQbdeceffafxnivf reducible gLLAQbdeceffafxjivf reducible gLLAQaeedeffjaapgco reducible gLLAQbdceeffafwhivf reducible gLLAQbdceeffafohhof reducible gLLAQbdceeffafrhhof reducible gLLAQbdceeffafnhhof reducible gLLAQbdceefftfohhof reducible gLLAQbdceefflfohhof reducible gLLMQacefdffbrhrbkn reducible gLLMQacefdffbrhrbjn reducible gLLAQaddeeffjaaxofo reducible gLLAQadedeffjaxqooo reducible gLLAQbdeceffxbhbqgb reducible gLLAQbdeceffxbhjqgb SFS[D(3,1)(2,1)] gLLAQbdeceffxbhnqgb SFS[D(3,1)(2,1)] gLLAQbdceeffxbwxqgb SFS[D(2,1)(2,1)] gLLAQaedefefjxahsfo SFS[D(2,1)(2,1)] gLLAQbddefefancqtbg reducible gLLAQbddefefancqtjg SFS[D(3,1)(3,2)] gLLAQbddefefancqtng SFS[D(3,1)(3,1)] gLLAQbdceeffakwahwb SFS[D(3,1)(2,1)] gLLAQaedefefjaaqsno SFS[D(3,1)(2,1)] gLLMQacefdffbrunbnn reducible gLLAQbdeceffdwdbpgv reducible gLLAQbdceeffxvvqxkv reducible gLLAQbdceeffxvwqxkv reducible gLLAQbdceeffxvsqxkv reducible gLLAQaeedfefjqaajoo reducible gLLAQbdeceffdwebpgv reducible gLLAQbddefefhgghqrg reducible gLLAQbdeceffdwtbanv reducible gLLAQbdeceffevubiwv reducible gLLAQbdeceffdwqbusv reducible gLLAQcbdeeffabkitnf reducible gLLAQbddefefasgqqbg reducible gLLAQbddefefasgqqjg SFS[D(3,1)(3,2)] gLLAQbddefefasgqqng SFS[D(3,1)(3,1)] gLLAQbddefeflsgqqbg reducible gLLAQbddefeftsgqqbg reducible gLLAQbdceeffajwausv SFS[D(3,1)(2,1)] gLLAQaedefefjauqgro SFS[D(3,1)(2,1)] gLLAQbdceeffxfoqqsf reducible gLLAQbdceeffxfrqqsf SFS[D(3,1)(2,1)] gLLAQbdceeffxfnqqsf SFS[D(3,1)(2,1)] gLLAQbdceeffdcoiivf reducible gLLAQbdceeffdcvdivf reducible gLLAQaddeeffjhaxjfo SFS[D(2,1)(2,1)] gLLAQbddefefdfguqbg reducible gLLAQadedeffjxxhooo SFS[D(2,1)(2,1)] gLLAQadedeffbuxivoo reducible gLLAQbdeceffdcablbf reducible gLLAQbdeceffdcpbhof reducible gLLAQbddefeflbgqqbg reducible gLLAQbddefeflbgqqjg SFS[D(3,1)(3,1)] gLLAQbddefeflbgqqng SFS[D(3,1)(3,2)] gLLAQbddefeftbgqqbg reducible gLLAQbddefeftbgqqjg SFS[D(3,1)(3,2)] gLLAQbddefeftbgqqng SFS[D(3,1)(3,1)] gLLAQbdedfeftvqcqvc reducible gLLAQbdedfeftvqcqsc reducible gLLAQbdedfeftvqcqwc reducible gLLAQbdedfeflvqcqvc reducible gLLAQbdedfeflvqcqsc reducible gLLAQbdedfeflvqcqwc reducible gLLAQbdceefftbwahwb SFS[D(3,1)(2,1)] gLLAQbdceefflbwahwb SFS[D(3,1)(2,1)] gLLAQbdedfeftvacqnc reducible gLLAQbdedfeflvacqnc reducible gLLAQaedefefjmaqsfo SFS[D(3,1)(2,1)] gLLAQaedefefjiaqsfo SFS[D(3,1)(2,1)] gLLAQaedefefjtapsvo reducible gLLAQaedefefbdapsvo SFS[D(2,1)(2,1)] gLLAQaedefefjlamsgo reducible gLLAQbdceeffmsolpfb reducible gLLMQacefdffbrqbbbb reducible gLLMQacefdffbrqbjbb SFS[D(3,1)(2,1)] gLLMQacefdffbrqbnbb SFS[D(3,1)(2,1)] gLLAQbdceeffpvvilcb reducible gLLAQaeedeffbptuswo reducible gLLMQacedfffbrqwwbb SFS[D(2,1)(2,1)] gLLAQaddeeffbeaicvo T2xI gLLAQaedefefjaaxsjo SFS[D(2,1)(2,1)] gLLAQaedefefbdaisco T2xI gLLAQaedefefbpahswo reducible gLLAQaedefefbpapswo reducible gLLAQbdceeffawvqlbf reducible gLLAQbdceeffawsqlbf SFS[D(3,1)(3,1)] gLLAQbdceeffawwqlbf SFS[D(3,1)(3,2)] gLLAQbddefeflkgqqbg reducible gLLAQbddefeftkgqqbg reducible gLLAQbddefefakgaqwg SFS[D(3,1)(2,1)] gLLAQbdecefftwablbf SFS[D(2,1)(2,1)] gLLAQaedeeffjapqkno SFS[D(3,1)(2,1)] gLLMQaceedffbkxkbcc reducible gLLMQaceedffbkxkjcc reducible gLLMQaceedffbkxkncc reducible gLLMQaceedffbktkbcc reducible gLLMQaceedffbktkjcc reducible gLLMQaceedffbktkncc reducible gLLMQaceedffbkukbcc reducible gLLMQaceedffbkukjcc reducible gLLMQaceedffbkukncc reducible gLLMQacedeffbkxwccc reducible gLLMQacedeffbktwccc reducible gLLMQacedeffbkuwccc reducible gLLMQacedeffbkxrncc reducible gLLMQacdfeefbjhbkfw reducible gLLMQacdfeefbjhgkfr reducible gLLMQacedeffbktrncc reducible gLLMQacdfeefbjhrkfg reducible gLLMQacdfeefbjhrkfk reducible gLLMQacdfeefbjhrkfj reducible gLLMQacedeffbkurncc reducible gLLMQacdefefbbmwsgg reducible gLLMQacdefefbbmvsgg reducible gLLMQacdfeefbrpnngg reducible gLLMQacedeffbkavcnr SFS[D(2,1)(2,1)] gLLMQacedeffbkavcvw SFS[D(2,1)(2,1)] gLLMQacedeffbkavckg reducible gLLMQacedeffbkavckj SFS[D(3,1)(2,1)] gLLMQacedeffbkavckk SFS[D(3,1)(2,1)] gLLMQacdfeefbrprngg reducible gLLMQacdfeefbrhgngo reducible gLLMQacdefefbgtwngg reducible gLLMQacdefefbgtsngg reducible gLLMQacdefefbcmsngw SFS[D(3,1)(2,1)] gLLMQacdefefbcmsngs SFS[D(3,1)(2,1)] gLLMQacdefefbcmsvgk SFS[D(2,1)(2,1)] gLLMQacdefefbcmscgk SFS[D(2,1)(2,1)] gLLMQacdefefboakwkv SFS[D(2,1)(2,1)] gLLMQacdefefboacwsv SFS[D(3,1)(2,1)] gLLMQacdefefboacwwv SFS[D(3,1)(2,1)] gLLMQacdefefboanwkv SFS[D(2,1)(2,1)] gLLMQacdefefbrlssgg reducible gLLMQacedeffbbtvcgo reducible gLLMQacdfeefbrqgggg reducible gLLMQaceedffbbawjwg reducible gLLMQaceedffbbawnwg reducible gLLMQacedeffbbawbwg reducible gLLMQacdefefjoqfjff reducible gLLMQacdefefboakgrg SFS[D(3,1)(2,1)] gLLMQacdefefboakgkg SFS[D(3,1)(2,1)] gLLMQaceedffbbagjvc SFS[D(3,1)(2,1)] gLLMQaceedffbbagnvc SFS[D(3,1)(2,1)] gLLMQacdefefbgabgkg SFS[D(3,1)(2,1)] gLLMQacdefefbgabgjg SFS[D(3,1)(2,1)] gLLMQacedeffbbevcwr SFS[D(3,1)(2,1)] gLLMQacedeffbbevcwn SFS[D(3,1)(2,1)] gLLMQacedeffbbevcrj SFS[D(2,1)(2,1)] gLLMQacdefefnoacgvg SFS[D(2,1)(2,1)] gLLMQacdefefboacgsg SFS[D(2,1)(2,1)] gLLMQacedeffbbavcfr SFS[D(3,1)(2,1)] gLLMQacedeffbbavcfn SFS[D(3,1)(2,1)] gLLMQacdefefjjucjvc SFS[D(2,1)(2,1)] gLLMQacedeffbbawrvc SFS[D(2,1)(2,1)] gLLMQacdfeefjjuvggg SFS[D(2,1)(2,1)] gLLMQacdefefbgawgrg SFS[D(2,1)(2,1)] gLLMQacdefefboangjg SFS[D(2,1)(2,1)] gLLMQacedeffbbarwvc SFS[D(2,1)(2,1)] gLLMQacdefefbgargwg SFS[D(2,1)(2,1)] gLLMQacdfeefbrpnnjg reducible gLLMQacdfeefbrpnnkg reducible gLLMQacdfeefbrpncwg reducible gLLMQacdfeefbrpnkrg reducible gLLMQaceedffbjxsjrg SFS[D(3,1)(2,1)] gLLMQaceedffbjxsnrg SFS[D(3,1)(2,1)] gLLMQacedeffbjxwjrg SFS[D(2,1)(2,1)] gLLMQacdefefjbacwvo SFS[D(2,1)(2,1)] gLLMQaceedffbjikjfn SFS[D(3,1)(3,1)] gLLMQaceedffbjikjfr SFS[D(3,1)(3,2)] gLLMQaceedffbjiknfn SFS[D(3,1)(3,2)] gLLMQaceedffbjiknfr SFS[D(3,1)(3,1)] gLLMQaceedffbjikjsj SFS[D(3,1)(2,1)] gLLMQaceedffbjiknsj SFS[D(3,1)(2,1)] gLLMQacdefefjkakjrc SFS[D(3,1)(2,1)] gLLMQacdefefjkakjkc SFS[D(3,1)(2,1)] gLLMQacedeffbjiwcfn SFS[D(3,1)(2,1)] gLLMQacedeffbjiwcfr SFS[D(3,1)(2,1)] gLLMQacedeffbjiwcsj SFS[D(2,1)(2,1)] gLLMQacdefefjkacjsc SFS[D(2,1)(2,1)] gLLMQacedeffbjqvcfn SFS[D(2,1)(2,1)] gLLMQacedeffbjqvcsk SFS[D(2,1)(2,1)] gLLMQacdefefjsacjvc SFS[D(3,1)(2,1)] gLLMQacdefefnsacjvc SFS[D(3,1)(2,1)] gLLMQacdefefjkakwro SFS[D(3,1)(2,1)] gLLMQacdefefjkakwko SFS[D(3,1)(2,1)] gLLMQacdefefjkacwso SFS[D(2,1)(2,1)] gLLMQacdefefjkanjjc SFS[D(2,1)(2,1)] gLLMQaceedffbjecjsj SFS[D(4,1)(3,1)] gLLMQaceedffbjecjsk SFS[D(5,2)(3,1)] gLLMQaceedffbjecnsj SFS[D(4,3)(3,1)] gLLMQaceedffbjecnsk SFS[D(5,3)(3,1)] gLLMQacdefefjcasvvr SFS[D(4,3)(3,1)] gLLMQacdefefncasvvr SFS[D(5,3)(3,1)] gLLMQacdefefjcasvvk SFS[D(4,1)(3,1)] gLLMQacdefefncasvvk SFS[D(5,2)(3,1)] gLLMQacedeffbjewksj SFS[D(4,1)(2,1)] gLLMQacedeffbjewksk SFS[D(5,2)(2,1)] gLLMQacdefefjcasnvs SFS[D(4,1)(2,1)] gLLMQacdefefncasnvs SFS[D(5,2)(2,1)] gLLMQacdefefjcawnfs SFS[D(4,1)(2,1)] gLLMQacdefefjcawnfw SFS[D(5,2)(2,1)] gLLMQacdefefjcascvj SFS[D(4,1)(2,1)] gLLMQacdefefjcawcfk SFS[D(5,2)(2,1)] gLLMQaceedffbjdcjcg SFS[D(3,1)(2,1)] gLLMQaceedffbjdcncg SFS[D(3,1)(2,1)] gLLMQacedeffbvqvrkg reducible gLLMQacedeffbvdvowg reducible gLLMQacedeffbjdwkcg SFS[D(2,1)(2,1)] gLLMQacedeffbjdrvcg SFS[D(2,1)(2,1)] gLLMQacdefefbjlknso SFS[D(2,1)(2,1)] gLLMQacdefefbjlcnko SFS[D(3,1)(2,1)] gLLMQacdefefbjlcnro SFS[D(3,1)(2,1)] gLLMQacdefefbjlvnjo SFS[D(2,1)(2,1)] gLLMQacdfeefbjhgoko SFS[D(3,1)(2,1)] gLLMQacdfeefbjhgoro SFS[D(3,1)(2,1)] gLLMQacdfeefbjhgjjo SFS[D(2,1)(2,1)] gLLMQacdefefjjhgovc SFS[D(2,1)(2,1)] gLLMQacdefefbjdcvfk reducible gLLMQacdefefbjdcvfj reducible gLLMQacdefefbjdckfw reducible gLLMQacdefefbjdckfj reducible gLLMQacdefefbjpccfr reducible gLLMQacdefefbjpccfn reducible gLLMQacdefefbjpckfw reducible gLLMQacdefefbjpckfj reducible gLLMQacdefefbjhcwfj reducible gLLMQacdefefbjhcwfw reducible gLLMQacdefefbjhcvfk reducible gLLMQacdefefbjhcvfj reducible gLLMQacdefefbjhcofj reducible gLLMQacdefefbjhcofw reducible gLLMQacdefefbjhccfr reducible gLLMQacdefefbjhccfn reducible gLLMQacdefefbjhcrfn reducible gLLMQacdefefbjhcrfr reducible gLLMQacdefefbjhcffj reducible gLLMQacdefefbjhcffk reducible gLLMQacedeffbvmvjgn SFS[D(2,1)(2,1)] gLLMQacedeffbvmvjrk SFS[D(2,1)(2,1)] gLLMQacdefefjstgovc SFS[D(3,1)(2,1)] gLLMQacdefefnstgovc SFS[D(3,1)(2,1)] gLLMQacdfeefbrhgnjo SFS[D(3,1)(2,1)] gLLMQacdfeefbrhgnko SFS[D(3,1)(2,1)] gLLMQacdfeefbrhgcwo SFS[D(2,1)(2,1)] gLLMQacdfeefbrhgkro SFS[D(2,1)(2,1)] gLLMQacdefefbcqwfgv reducible gLLMQacedeffbvivcfn SFS[D(5,2)(2,1)] gLLMQacedeffbvivcfr SFS[D(4,1)(2,1)] gLLMQacdefefjkecjvc SFS[D(5,2)(2,1)] gLLMQacdefefnkecjvc SFS[D(4,1)(2,1)] gLLMQacedeffbvqvcnn SFS[D(5,2)(2,1)] gLLMQacedeffbvqvcnr SFS[D(4,1)(2,1)] gLLMQacedeffbvqvcfn toroidal gLLMQacedeffbvqvcfr SFS[D(5,2)(2,1)] gLLMQacedeffbvqvcbj SFS[D(4,1)(2,1)] gLLMQacedeffbvqvcbk SFS[D(5,2)(2,1)] gLLMQacedeffbvqvcsj SFS[D(5,2)(2,1)] gLLMQacedeffbvqvcsk toroidal gLLMQacdefefjsecjvc toroidal gLLMQacdefefnsecjvc toroidal gLLMQacedeffbvqvcvj SFS[D(5,2)(2,1)] gLLMQacedeffbvqvcvw SFS[D(4,1)(2,1)] gLLMQacedeffbvqvcrj SFS[D(4,1)(2,1)] gLLMQacedeffbvqvcrw SFS[D(5,2)(2,1)] gLLMQacedeffbvuvcsj SFS[D(4,1)(2,1)] gLLMQacedeffbvuvcsk SFS[D(5,2)(2,1)] gLLMQacdefefjbecjvc SFS[D(4,1)(2,1)] gLLMQacdefefnbecjvc SFS[D(5,2)(2,1)] gLLMQacedeffbvdvojg reducible gLLMQacedeffbvqowkg reducible gLLMQacedeffbvpvwvn SFS[D(2,1)(2,1)] gLLMQacedeffbvpvwck SFS[D(2,1)(2,1)] gLLMQacdefefjsxgovc SFS[D(3,1)(2,1)] gLLMQacdefefnsxgovc SFS[D(3,1)(2,1)] gLLMQacdefefbsxcwfw reducible gLLMQacdefefbsxcgfg reducible gLLMQacdefefbsxcgfk reducible gLLMQacdefefbsxcgfj reducible gLLMQacdefefbsxbcro reducible gLLMQacedeffbvevnog reducible gLLMQaceedffbrikjsg SFS[D(3,1)(2,1)] gLLMQaceedffbriknsg SFS[D(3,1)(2,1)] gLLMQacedeffbriwcsg SFS[D(2,1)(2,1)] gLLMQacedeffbrqvcfn SFS[D(2,1)(2,1)] gLLMQacedeffbrqvcsk SFS[D(2,1)(2,1)] gLLMQacdefefjsdcjvc SFS[D(3,1)(2,1)] gLLMQacdefefnsdcjvc SFS[D(3,1)(2,1)] gLLMQacdefefjkdcwvo SFS[D(2,1)(2,1)] gLLPQacedeffbktvkfb reducible gLLPQacedeffjktvkfb reducible gLLPQacedeffnktvkfb reducible gLLMQaceedffbsxgbko reducible gLLMQaceedffbsxgbkr reducible gLLMQaceedffbsxgbkn reducible gLLPQacedeffbgiwcfb reducible gLLMQaceedffbsxgbcj reducible gLLMQacdefefjkmkwvo reducible gLLMQacdefefjkmswgo reducible gLLMQacdefefbsmswgo reducible gLLMQacdefefbrhwsgo reducible gLLMQacdefefbctvrgv reducible gLLMQaceedffbjpgbog reducible gLLPQacedeffbguvcfb reducible gLLMQacdfeefbjpoofg reducible gLLPQacdfeefbjisofg reducible gLLMQaceedffbcxgbjv reducible gLLMQaceedffbrdgbko reducible gLLMQaceedffbrqvboo reducible gLLMQaceedffbcevbbv reducible gLLPQacedeffbgmvkfb reducible gLLMQaceedffbcewbbv reducible gLLMQaceedffbslsbgo reducible gLLMQaceedffbrqsboo reducible gLLMQaceedffbvqvbwg reducible gLLMQaceedffbrefbwo reducible gLLMQaceedffbclfbnv reducible gLLMQaceedffbsevboo reducible gLLPQacedeffbsqvkfb reducible gLLMQaceedffbclfbwv reducible gLLPQacedeffbcqvbvb reducible gLLMQacedeffbbivngo reducible gLLMQaceedffbbisbgo reducible gLLMQaceedffbrmfbkg reducible gLLPQacedeffbcivcfb reducible gLLPQacedeffbcivcfn SFS[D(3,1)(2,1)] gLLPQacedeffbcivcfj SFS[D(3,1)(2,1)] gLLPQacedeffbbdvkfb reducible gLLMQaceedffbslfbwo reducible gLLMQaceedffbvxfbwo reducible gLLMQacedeffbvxorwo reducible gLLMQacedeffboivknv reducible gLLMQaceedffboifbnv reducible gLLPQacedeffbcivcsr SFS[D(2,1)(2,1)] gLLMQacdefefjopbvff SFS[D(2,1)(2,1)] gLLMQacdefefbombofg reducible gLLMQacdefefbcabfgv reducible gLLMQaceedffbkdvboo reducible gLLMQaceedffjkdvboo reducible gLLMQaceedffnkdvboo reducible gLLMQaceedffbkdvbor reducible gLLMQaceedffjkdvbor reducible gLLMQaceedffnkdvbor reducible gLLMQaceedffbkdvbon reducible gLLMQaceedffjkdvbon reducible gLLMQaceedffnkdvbon reducible gLLPQacedeffbkmvsgb reducible gLLPQacedeffbkmssgb reducible gLLPQacedeffbkmwsgb reducible gLLPQacedeffjkmvsgb reducible gLLPQacedeffjkmssgb reducible gLLPQacedeffjkmwsgb reducible gLLPQacedeffnkmvsgb reducible gLLPQacedeffnkmssgb reducible gLLPQacedeffnkmwsgb reducible gLLPQaceedffbcdgjgb reducible gLLPQaceedffbcdgngb reducible gLLPQaceedffbcdgjgn reducible gLLPQaceedffbcdgngn reducible gLLPQaceedffbcdgjgj reducible gLLPQaceedffbcdgngj reducible gLLMQacdefefbjuknfo reducible gLLMQacdefefjjuknfo reducible gLLMQacdefefnjuknfo reducible gLLMQacdefefbjuknro reducible gLLMQacdefefjjuknro reducible gLLMQacdefefnjuknro reducible gLLMQacdefefbjuknko reducible gLLMQacdefefjjuknko reducible gLLMQacdefefnjuknko reducible gLLPQacedeffbcdwcgb reducible gLLPQacedeffbcdscgb reducible gLLPQacedeffbcdwcgn reducible gLLPQacedeffbcdscgn reducible gLLPQacedeffbcdwcgj reducible gLLPQacedeffbcdscgj reducible gLLPQacedeffbcdvsgb reducible gLLPQacedeffbcdwsgb reducible gLLPQacedeffbcdssgb reducible gLLPQacedeffbcdvsgn reducible gLLPQacedeffbcdwsgn reducible gLLPQacedeffbcdssgn reducible gLLPQacedeffbcdvsgj reducible gLLPQacedeffbcdwsgj reducible gLLPQacedeffbcdssgj reducible gLLMQacdefefngakffv reducible gLLMQacdefefjgakffv reducible gLLMQacdefefngakfrv reducible gLLMQacdefefjgakfrv reducible gLLMQacdefefngakfkv reducible gLLMQacdefefjgakfkv reducible gLLMQaceedffbkdkbfo reducible gLLMQaceedffjkdkbfo reducible gLLMQaceedffnkdkbfo reducible gLLMQaceedffbkdkjfo reducible gLLMQaceedffjkdkjfo reducible gLLMQaceedffnkdkjfo reducible gLLMQaceedffbkdknfo reducible gLLMQaceedffjkdknfo reducible gLLMQaceedffnkdknfo reducible gLLMQacdfeefbjucvfo reducible gLLMQacdfeefjjucvfo reducible gLLMQacdfeefnjucvfo reducible gLLMQacdfeefbjucvfn reducible gLLMQacdfeefjjucvfn reducible gLLMQacdfeefnjucvfn reducible gLLMQacdfeefbjucvfr reducible gLLMQacdfeefjjucvfr reducible gLLMQacdfeefnjucvfr reducible gLLPQacedeffboqvcfb reducible gLLPQacedeffboqvcfn SFS[D(3,1)(2,1)] gLLPQacedeffboqvcfj SFS[D(3,1)(2,1)] gLLPQacedeffbcxwksf SFS[D(2,1)(2,1)] gLLMQacdefefnoacfvv SFS[D(2,1)(2,1)] gLLMQaceedffbkdvbsj reducible gLLMQaceedffjkdvbsj reducible gLLMQaceedffnkdvbsj reducible gLLPQacedeffbouwcfb reducible gLLPQacedeffbouwcfn reducible gLLPQacedeffbouwcfj reducible gLLPQacedeffbouvcnn SFS[D(3,1)(2,1)] gLLPQacedeffbouvcnj SFS[D(3,1)(2,1)] gLLPQacedeffbouwcnn reducible gLLPQacedeffbouwcnj reducible gLLPQacedeffbouscnn SFS[D(3,1)(2,1)] gLLPQacedeffbouscnj SFS[D(3,1)(2,1)] gLLMQacdefefjjucnvo SFS[D(2,1)(2,1)] gLLMQacdefefbjucnso reducible gLLMQacdefefjjucnso reducible gLLMQacdefefnjucnso reducible gLLMQacdefefjjucnwo SFS[D(2,1)(2,1)] gLLPQacedeffbcdwcrr reducible gLLPQacedeffbcdscrr reducible gLLPQacedeffbcdvsrr reducible gLLPQacedeffbcdwsrr reducible gLLPQacedeffbcdssrr reducible gLLMQacdefefngacfsv reducible gLLMQacdefefjgacfsv reducible gLLMQacedeffbkdwcfo reducible gLLMQacedeffjkdwcfo reducible gLLMQacedeffnkdwcfo reducible gLLMQacdfeefjjuvvfg SFS[D(2,1)(2,1)] gLLMQacdfeefbjuvvfj reducible gLLMQacdfeefjjuvvfj reducible gLLMQacdfeefnjuvvfj reducible gLLMQacdfeefjjuvvfk SFS[D(2,1)(2,1)] gLLMQacdefefjkmbsfg reducible gLLMQacdefefjkmbsfj reducible gLLMQacdefefjkmbsfk reducible gLLMQacdefefjkmbvfc reducible gLLMQacdefefjkmbvfw reducible gLLMQacdefefjkmbvfj reducible gLLMQacdefefbkmbwfn SFS[D(3,1)(2,1)] gLLMQacdefefbkmbwfr SFS[D(3,1)(2,1)] gLLMQacdefefjkmbwfn reducible gLLMQacdefefjkmbwfr reducible gLLMQacdefefnkmbwfn SFS[D(3,1)(2,1)] gLLMQacdefefnkmbwfr SFS[D(3,1)(2,1)] gLLMQacdefefbkmbbfj SFS[D(2,1)(2,1)] gLLMQacdefefbjunnjo reducible gLLMQacdefefjjunnjo reducible gLLMQacdefefjkmbbfk reducible gLLMQacdefefjjunnko SFS[D(2,1)(2,1)] gLLMQacdefefjkmbjfw reducible gLLMQacdefefjkmbjfj reducible gLLMQacdefefjkmbnfo reducible gLLMQacdefefjkmbnfn reducible gLLMQacdefefjkmbnfr reducible gLLMQacdefefjkmbkfk reducible gLLMQacdefefjganfjv reducible gLLMQacdefefjkmbffo reducible gLLMQacdefefjkmbffr reducible gLLMQacdefefjkmbffn reducible gLLMQacdefefbkmbrfj SFS[D(2,1)(2,1)] gLLMQacdefefjkmbrfc reducible gLLMQacdefefjkmbrfj reducible gLLMQacdefefjkmbrfw reducible gLLMQacdefefnkmbrfj SFS[D(2,1)(2,1)] gLLPQacedeffbkxvbvb reducible gLLPQacedeffjkxvbvb reducible gLLPQacedeffnkxvbvb reducible gLLMQaceedffbgdvbbv reducible gLLMQaceedffbjivboo reducible gLLMQaceedffbbifbwo reducible gLLMQaceedffbbifbwr reducible gLLMQaceedffbbifbwn reducible gLLPQacedeffbcqwcfb reducible gLLMQaceedffbbifbrj reducible gLLMQacdfeefjkacfvo reducible gLLPQacdfeefbjpsvfv reducible gLLMQacdfeefjkacggo reducible gLLMQacdfeefbsacggo reducible gLLMQacdfeefbsacgjo SFS[D(3,1)(2,1)] gLLMQacdfeefbsacgko SFS[D(3,1)(2,1)] gLLPQacedeffboxvkfb reducible gLLPQacedeffboxvkfn reducible gLLPQacedeffboxvkfj reducible gLLPQacedeffbcqwcsf reducible gLLMQacdfeefjkacjfo reducible gLLMQacdfeefbsacwwo SFS[D(2,1)(2,1)] gLLMQaceedffbsekbfo reducible gLLMQaceedffbsekjfo reducible gLLMQaceedffbseknfo reducible gLLMQacedeffbsewcfo reducible gLLMQacdfeefjkacrfo reducible gLLMQacdfeefbsacrro SFS[D(2,1)(2,1)] gLLPQacedeffbcevkfb reducible gLLMQaceedffbsxbbvo reducible gLLMQacdefefbsmbsfg reducible gLLMQacdefefbsmbsfj SFS[D(3,1)(2,1)] gLLMQacdefefbsmbsfk SFS[D(3,1)(2,1)] gLLMQacdefefbsmbjfw SFS[D(2,1)(2,1)] gLLMQacdefefbsmbffr SFS[D(2,1)(2,1)] gLLMQacedeffbbaoffn SFS[D(3,1)(2,1)] gLLMQacedeffbbaoffr SFS[D(3,1)(2,1)] gLLMQacedeffbkaofkg reducible gLLMQacedeffbkaofkj SFS[D(3,1)(2,1)] gLLMQacedeffbkaofkk SFS[D(3,1)(2,1)] gLLMQaceedffbgukbbk reducible gLLMQaceedffbgukbbr reducible gLLMQaceedffbgukjbk SFS[D(4,1)(3,1)] gLLMQaceedffbgukjbr SFS[D(5,2)(3,1)] gLLMQaceedffbguknbk SFS[D(4,3)(3,1)] gLLMQaceedffbguknbr SFS[D(5,3)(3,1)] gLLMQacedeffjkxonrg reducible gLLMQacedeffnkxonrg reducible gLLMQacedeffjkxrnrg SFS[D(4,3)(3,1)] gLLMQacedeffnkxrnrg SFS[D(5,3)(3,1)] gLLMQacedeffjkxnnrg SFS[D(4,1)(3,1)] gLLMQacedeffnkxnnrg SFS[D(5,2)(3,1)] gLLMQacdfeefjjurggo SFS[D(2,1)(2,1)] gLLMQacedeffbguwcgv SFS[D(2,1)(2,1)] gLLMQacedeffbguwcbk SFS[D(4,1)(2,1)] gLLMQacedeffbguwcbr SFS[D(5,2)(2,1)] gLLMQacedeffbguwcwk SFS[D(4,1)(2,1)] gLLMQacedeffbguwcwj SFS[D(5,2)(2,1)] gLLMQacdefefjjuojfc SFS[D(2,1)(2,1)] gLLMQacedeffbgurngv SFS[D(2,1)(2,1)] gLLMQacedeffbgurnbk SFS[D(4,1)(2,1)] gLLMQacedeffbgurnbr SFS[D(5,2)(2,1)] gLLMQacedeffbgurnwk SFS[D(4,1)(2,1)] gLLMQacedeffbgurnwj SFS[D(5,2)(2,1)] gLLMQacedeffjoaofjf reducible gLLMQacedeffnvxvncc reducible gLLMQaceedffbghwbwg reducible gLLMQaceedffbghwbwk reducible gLLMQaceedffbghwbwj reducible gLLMQacedeffbcaofcg reducible gLLMQacedeffbciogsg reducible gLLMQacdefefbbakfko SFS[D(2,1)(2,1)] gLLMQacdefefbbacfso SFS[D(3,1)(2,1)] gLLMQacdefefbbacfwo SFS[D(3,1)(2,1)] gLLMQacdefefbbanfko SFS[D(2,1)(2,1)] gLLMQacdefefbrqbbgg reducible gLLMQacdefefbrqbbgk reducible gLLMQacdefefbrqbbgj reducible gLLMQacedeffjkeofkg reducible gLLMQacedeffnkeofkg reducible gLLMQaceedffbgesbnk reducible gLLMQaceedffbgesbnr reducible gLLMQacedeffbkiorsg reducible gLLMQacdefefbrqbwgr reducible gLLMQacdefefbrqbrgw reducible gLLMQaceedffbgdkbwv reducible gLLMQaceedffbgdkbww reducible gLLMQaceedffbgdkbws reducible gLLMQaceedffbgdkjwv reducible gLLMQaceedffbgdkjww SFS[D(3,1)(3,1)] gLLMQaceedffbgdkjws SFS[D(3,1)(3,2)] gLLMQaceedffbgdknwv reducible gLLMQaceedffbgdknww SFS[D(3,1)(3,2)] gLLMQaceedffbgdknws SFS[D(3,1)(3,1)] gLLMQaceedffbgdkbrk reducible gLLMQaceedffbgdkjrk SFS[D(3,1)(2,1)] gLLMQaceedffbgdknrk SFS[D(3,1)(2,1)] gLLMQacdefefjkabngo reducible gLLMQacdefefjkabngr SFS[D(3,1)(2,1)] gLLMQacdefefjkabngn SFS[D(3,1)(2,1)] gLLMQacdefefbsabngo reducible gLLMQacdefefbsabngr SFS[D(3,1)(2,1)] gLLMQacdefefbsabngn SFS[D(3,1)(2,1)] gLLMQacdefefbbabbgk SFS[D(3,1)(2,1)] gLLMQacdefefbbabbgj SFS[D(3,1)(2,1)] gLLMQacedeffbgdwcwv reducible gLLMQacedeffbgdwcww SFS[D(3,1)(2,1)] gLLMQacedeffbgdwcws SFS[D(3,1)(2,1)] gLLMQacedeffbgdwcrk SFS[D(2,1)(2,1)] gLLMQacdefefjkabvgj SFS[D(2,1)(2,1)] gLLMQacdefefbsabvgj SFS[D(2,1)(2,1)] gLLMQacdefefbbabwgr SFS[D(2,1)(2,1)] gLLMQacdefefjkakffo reducible gLLMQacdefefjkakfro SFS[D(3,1)(2,1)] gLLMQacdefefjkakfko SFS[D(3,1)(2,1)] gLLMQacdefefjkacfso SFS[D(2,1)(2,1)] gLLMQacdefefjkabkgj SFS[D(2,1)(2,1)] gLLMQacdefefbsabkgj SFS[D(2,1)(2,1)] gLLMQacdefefbbabrgw SFS[D(2,1)(2,1)] gLLMQacedeffjkdofkg reducible gLLMQacedeffnkdofkg reducible gLLMQaceedffbbagbrw reducible gLLMQaceedffbbagbrj reducible gLLMQacdfeefjjuoggc reducible gLLMQacdfeefnjuoggc reducible gLLMQaceedffbbagbwn reducible gLLMQaceedffbbagbwr reducible gLLMQacedeffjkdoocg reducible gLLMQacedeffnkdoocg reducible gLLMQacdefefjjubjgc reducible gLLMQacdefefnjubjgc reducible gLLMQacedeffjktovwg reducible gLLMQacedeffnktovwg reducible gLLMQacedeffjktovwj SFS[D(5,3)(3,1)] gLLMQacedeffnktovwj SFS[D(4,3)(3,1)] gLLMQacedeffjktovwk SFS[D(5,2)(3,1)] gLLMQacedeffnktovwk SFS[D(4,1)(3,1)] gLLMQaceedffbktfbsw reducible gLLMQaceedffbktfbsj reducible gLLMQaceedffboukjkw SFS[D(4,1)(3,1)] gLLMQaceedffboukjks SFS[D(5,2)(3,1)] gLLMQaceedffbouknkw SFS[D(4,3)(3,1)] gLLMQaceedffbouknks SFS[D(5,3)(3,1)] gLLMQaceedffboukjjw toroidal gLLMQaceedffboukjjs toroidal gLLMQaceedffbouknjw toroidal gLLMQaceedffbouknjs toroidal gLLMQacdfeefjjhbngc reducible gLLMQacdfeefnjhbngc reducible gLLMQacdfeefjjhbnjc toroidal gLLMQacdfeefnjhbnjc SFS[D(5,3)(3,1)] gLLMQacdfeefjjhbnkc toroidal gLLMQacdfeefnjhbnkc SFS[D(5,2)(3,1)] gLLMQaceedffbktfbon reducible gLLMQaceedffbktfbor reducible gLLMQaceedffboukjck SFS[D(5,3)(3,1)] gLLMQaceedffboukjcr SFS[D(4,3)(3,1)] gLLMQaceedffbouknck SFS[D(5,2)(3,1)] gLLMQaceedffboukncr SFS[D(4,1)(3,1)] gLLMQacedeffjktonrg reducible gLLMQacedeffnktonrg reducible gLLMQacedeffjktrnrg SFS[D(5,2)(3,1)] gLLMQacedeffnktrnrg SFS[D(4,1)(3,1)] gLLMQacedeffjktnnrg SFS[D(5,3)(3,1)] gLLMQacedeffnktnnrg SFS[D(4,3)(3,1)] gLLMQacdefefjjhvwgc reducible gLLMQacdefefnjhvwgc reducible gLLMQacdefefjjhvwgj toroidal gLLMQacdefefnjhvwgj SFS[D(5,2)(3,1)] gLLMQacdefefjjhvwgw toroidal gLLMQacdefefnjhvwgw SFS[D(5,3)(3,1)] gLLMQacedeffbotvckv reducible gLLMQacedeffbotvckw SFS[D(3,1)(2,1)] gLLMQacedeffbotvcks SFS[D(3,1)(2,1)] gLLMQacedeffbotvcck SFS[D(2,1)(2,1)] gLLMQacdefefjctvkgf SFS[D(2,1)(2,1)] gLLMQacedeffbouwcgw SFS[D(5,2)(2,1)] gLLMQacedeffbouwcgs SFS[D(4,1)(2,1)] gLLMQacedeffbouwckw SFS[D(4,1)(2,1)] gLLMQacedeffbouwcks SFS[D(5,2)(2,1)] gLLMQacedeffbouvcjw SFS[D(3,1)(2,1)] gLLMQacedeffbouvcjs SFS[D(3,1)(2,1)] gLLMQacedeffbouwcjw toroidal gLLMQacedeffbouwcjs toroidal gLLMQacedeffbouscjw SFS[D(3,1)(2,1)] gLLMQacedeffbouscjs SFS[D(3,1)(2,1)] gLLMQacdfeefjjhbcvc SFS[D(2,1)(2,1)] gLLMQacdfeefjjhbcwc toroidal gLLMQacdfeefnjhbcwc SFS[D(5,2)(2,1)] gLLMQacdfeefjjhbcsc SFS[D(2,1)(2,1)] gLLMQacedeffbouwcck SFS[D(5,2)(2,1)] gLLMQacedeffbouwccr SFS[D(4,1)(2,1)] gLLMQacedeffbouwcwk SFS[D(5,2)(2,1)] gLLMQacedeffbouwcwj SFS[D(4,1)(2,1)] gLLMQacdefefjjhvggg SFS[D(2,1)(2,1)] gLLMQacdefefjjhvggk toroidal gLLMQacdefefnjhvggk SFS[D(5,2)(2,1)] gLLMQacdefefjjhvggj SFS[D(2,1)(2,1)] gLLMQacedeffbourngw SFS[D(5,2)(2,1)] gLLMQacedeffbourngs SFS[D(4,1)(2,1)] gLLMQacedeffbournkw SFS[D(4,1)(2,1)] gLLMQacedeffbournks SFS[D(5,2)(2,1)] gLLMQacedeffbouonjw SFS[D(3,1)(2,1)] gLLMQacedeffbouonjs SFS[D(3,1)(2,1)] gLLMQacedeffbournjw toroidal gLLMQacedeffbournjs toroidal gLLMQacedeffbounnjw SFS[D(3,1)(2,1)] gLLMQacedeffbounnjs SFS[D(3,1)(2,1)] gLLMQacdfeefjjhbkfc SFS[D(2,1)(2,1)] gLLMQacdfeefjjhbkrc toroidal gLLMQacdfeefnjhbkrc SFS[D(5,2)(2,1)] gLLMQacdfeefjjhbkkc SFS[D(2,1)(2,1)] gLLMQacedeffbournck SFS[D(5,2)(2,1)] gLLMQacedeffbourncr SFS[D(4,1)(2,1)] gLLMQacedeffbournwk SFS[D(5,2)(2,1)] gLLMQacedeffbournwj SFS[D(4,1)(2,1)] gLLMQacdefefjjhvrgo SFS[D(2,1)(2,1)] gLLMQacdefefjjhvrgn toroidal gLLMQacdefefnjhvrgn SFS[D(5,2)(2,1)] gLLMQacdefefjjhvrgr SFS[D(2,1)(2,1)] gLLMQaceedffboisbkv reducible gLLMQaceedffboisbkw reducible gLLMQaceedffboisbks reducible gLLMQaceedffboisbck reducible gLLMQacdefefjktvsgo reducible gLLMQacdefefbstvsgo reducible gLLMQacdefefbstvsgr SFS[D(3,1)(2,1)] gLLMQacdefefbstvsgn SFS[D(3,1)(2,1)] gLLMQacedeffboivnkv reducible gLLMQacedeffboivnkw reducible gLLMQacedeffboivnks reducible gLLMQacedeffboivnck reducible gLLMQacdefefjktvcgo reducible gLLMQacdefefbstvogj SFS[D(2,1)(2,1)] gLLMQacdefefbstvfgj SFS[D(2,1)(2,1)] gLLMQacedeffbkuovwg reducible gLLMQaceedffboesbnk reducible gLLMQaceedffboesbnr reducible gLLMQacedeffjklorsg reducible gLLMQacedeffnklorsg reducible gLLMQacedeffboevcnv reducible gLLMQacdefefbrpvvgg reducible gLLMQacedeffjkxovwg reducible gLLMQacedeffnkxovwg reducible gLLMQaceedffbbtfbgw reducible gLLMQaceedffbbtfbgj reducible gLLMQacedeffbkaoocg reducible gLLMQaceedffboxfbsf reducible gLLMQaceedffboxfjsf reducible gLLMQaceedffboxfnsf reducible gLLMQacedeffjouovnf reducible gLLMQacedeffnvpvosc reducible gLLMQaceedffboufbsf reducible gLLMQaceedffboufjsf reducible gLLMQaceedffboufnsf reducible gLLMQaceedffboucbkg reducible gLLMQaceedffboucbkk reducible gLLMQaceedffboucbkj reducible gLLMQaceedffbotfbsf reducible gLLMQaceedffbotfjsf reducible gLLMQaceedffbotfnsf reducible gLLMQacedeffboxwosf reducible gLLMQacedeffbouwosf reducible gLLMQacedeffbotwosf reducible gLLMQacedeffboxrjsf reducible gLLMQacedeffbourjsf reducible gLLMQacedeffbotrjsf reducible gLLMQacdfeefbrloogg reducible gLLMQacedeffjklogog reducible gLLMQacedeffnklogog reducible gLLMQacedeffjklogoj toroidal gLLMQacedeffnklogoj SFS[D(5,3)(3,1)] gLLMQacedeffjklogok toroidal gLLMQacedeffnklogok SFS[D(5,2)(3,1)] gLLMQaceedffbcukbbk reducible gLLMQaceedffbcukbbr reducible gLLMQaceedffbcukjbk SFS[D(5,2)(3,1)] gLLMQaceedffbcukjbr toroidal gLLMQaceedffbcuknbk SFS[D(5,3)(3,1)] gLLMQaceedffbcuknbr toroidal gLLMQacedeffbkuonrg reducible gLLMQacedeffbkurnrg reducible gLLMQacedeffjkurnrg toroidal gLLMQacedeffnkurnrg toroidal gLLMQacedeffbkunnrg reducible gLLMQacedeffjkunnrg toroidal gLLMQacedeffnkunnrg toroidal gLLMQacedeffbcuvcgw SFS[D(2,1)(2,1)] gLLMQacedeffbcuwcgw toroidal gLLMQacedeffbcuwcgs SFS[D(5,2)(2,1)] gLLMQacedeffbcuscgw SFS[D(2,1)(2,1)] gLLMQacedeffbcuvcbr SFS[D(2,1)(2,1)] gLLMQacedeffbcuwcbk SFS[D(5,2)(2,1)] gLLMQacedeffbcuwcbr toroidal gLLMQacedeffbcuscbr SFS[D(2,1)(2,1)] gLLMQacedeffbcuvcwg reducible gLLMQacedeffbcuvcwk SFS[D(3,1)(2,1)] gLLMQacedeffbcuvcwj SFS[D(3,1)(2,1)] gLLMQacedeffbcuwcwg reducible gLLMQacedeffbcuwcwk toroidal gLLMQacedeffbcuwcwj toroidal gLLMQacedeffbcuscwg reducible gLLMQacedeffbcuscwk SFS[D(3,1)(2,1)] gLLMQacedeffbcuscwj SFS[D(3,1)(2,1)] gLLMQacdfeefbjarvfg reducible gLLMQacedeffbcuongw SFS[D(2,1)(2,1)] gLLMQacedeffbcurngw toroidal gLLMQacedeffbcurngs SFS[D(5,2)(2,1)] gLLMQacedeffbcunngw SFS[D(2,1)(2,1)] gLLMQacedeffbcuonbr SFS[D(2,1)(2,1)] gLLMQacedeffbcurnbk SFS[D(5,2)(2,1)] gLLMQacedeffbcurnbr toroidal gLLMQacedeffbcunnbr SFS[D(2,1)(2,1)] gLLMQacedeffbcuonwg reducible gLLMQacedeffbcuonwk SFS[D(3,1)(2,1)] gLLMQacedeffbcuonwj SFS[D(3,1)(2,1)] gLLMQacedeffbcurnwg reducible gLLMQacedeffbcurnwk toroidal gLLMQacedeffbcurnwj toroidal gLLMQacedeffbcunnwg reducible gLLMQacedeffbcunnwk SFS[D(3,1)(2,1)] gLLMQacedeffbcunnwj SFS[D(3,1)(2,1)] gLLMQaceedffbclwbkv reducible gLLMQaceedffbclsbkv reducible gLLMQacedeffjkhogog reducible gLLMQacedeffnkhogog reducible gLLMQacedeffjkhogoj SFS[D(5,3)(3,1)] gLLMQacedeffnkhogoj SFS[D(4,3)(3,1)] gLLMQacedeffjkhogok SFS[D(5,2)(3,1)] gLLMQacedeffnkhogok SFS[D(4,1)(3,1)] gLLMQaceedffbcesbow reducible gLLMQaceedffbcesbos reducible gLLMQacdefefjjtsvgc reducible gLLMQacdefefnjtsvgc reducible gLLMQaceedffbcesjnf SFS[D(3,1)(2,1)] gLLMQaceedffbcesnnf SFS[D(3,1)(2,1)] gLLMQaceedffbcesbsk reducible gLLMQaceedffbcesbsr reducible gLLMQacedeffjkhorsg reducible gLLMQacedeffnkhorsg reducible gLLMQacedeffjkhrrsg SFS[D(5,2)(3,1)] gLLMQacedeffnkhrrsg SFS[D(4,1)(3,1)] gLLMQacedeffjkhnrsg SFS[D(5,3)(3,1)] gLLMQacedeffnkhnrsg SFS[D(4,3)(3,1)] gLLMQacdfeefjjtcogc reducible gLLMQacdfeefnjtcogc reducible gLLMQacdfeefbrtjogo reducible gLLMQacedeffbcewjvw SFS[D(5,2)(2,1)] gLLMQacedeffbcewjvs SFS[D(4,1)(2,1)] gLLMQacedeffbcewjnf SFS[D(2,1)(2,1)] gLLMQacedeffbcewjkk SFS[D(5,2)(2,1)] gLLMQacedeffbcewjkj SFS[D(4,1)(2,1)] gLLMQacdefefbgmwogg reducible gLLMQacedeffbcaookg reducible gLLMQacedeffbcerovw SFS[D(5,2)(2,1)] gLLMQacedeffbcerovs SFS[D(4,1)(2,1)] gLLMQacedeffbceronf SFS[D(2,1)(2,1)] gLLMQacdefefbgmvogg reducible gLLMQacedeffbcerokk SFS[D(5,2)(2,1)] gLLMQacedeffbcerokj SFS[D(4,1)(2,1)] gLLMQacedeffjoiogbf reducible gLLMQaceedffbcekbwv reducible gLLMQaceedffbcekjwv reducible gLLMQaceedffbceknwv reducible gLLMQacedeffbvxoggo reducible gLLMQacedeffbvxoggn reducible gLLMQacedeffbvxoggr reducible gLLMQacedeffnvuvrrc reducible gLLMQaceedffbcejbog reducible gLLMQaceedffbcejbok reducible gLLMQaceedffbcejboj reducible gLLMQacedeffbcewcwv reducible gLLMQacedeffbcewcnv reducible gLLMQacedeffbcavccg reducible gLLMQacedeffbceowfw reducible gLLMQacdefefjktfrfo reducible gLLMQacdefefjktgrvo reducible gLLMQacedeffbceowjr reducible gLLMQacedeffbceowog reducible gLLMQacedeffbceowok reducible gLLMQacedeffbceowoj reducible gLLMQacedeffbkiogog reducible gLLMQacedeffbkiogoj SFS[D(3,1)(2,1)] gLLMQacedeffbkiogok SFS[D(3,1)(2,1)] gLLMQaceedffbblvbfw reducible gLLMQaceedffbblvbfj reducible gLLMQaceedffbchbjjk SFS[D(4,1)(3,1)] gLLMQaceedffbchbjjr SFS[D(5,2)(3,1)] gLLMQaceedffbchbnjk SFS[D(4,3)(3,1)] gLLMQaceedffbchbnjr SFS[D(5,3)(3,1)] gLLMQacedeffjkeoocg reducible gLLMQacedeffnkeoocg reducible gLLMQacedeffjkerocg SFS[D(4,3)(3,1)] gLLMQacedeffnkerocg SFS[D(5,3)(3,1)] gLLMQacedeffjkenocg SFS[D(4,1)(3,1)] gLLMQacedeffnkenocg SFS[D(5,2)(3,1)] gLLMQacedeffbchwwfv SFS[D(2,1)(2,1)] gLLMQacedeffbchwwjk SFS[D(4,1)(2,1)] gLLMQacedeffbchwwjr SFS[D(5,2)(2,1)] gLLMQacedeffbchwwok SFS[D(4,1)(2,1)] gLLMQacedeffbchwwoj SFS[D(5,2)(2,1)] gLLMQacedeffbciorfw SFS[D(2,1)(2,1)] gLLMQacedeffbciorjr SFS[D(2,1)(2,1)] gLLMQacedeffbciorog reducible gLLMQacedeffbciorok SFS[D(3,1)(2,1)] gLLMQacedeffbcioroj SFS[D(3,1)(2,1)] gLLMQacedeffbchrrfv SFS[D(2,1)(2,1)] gLLMQacedeffbchrrjk SFS[D(4,1)(2,1)] gLLMQacedeffbchrrjr SFS[D(5,2)(2,1)] gLLMQacedeffbchrrok SFS[D(4,1)(2,1)] gLLMQacedeffbchrroj SFS[D(5,2)(2,1)] gLLMQaceedffbcxbbov reducible gLLMQaceedffbcxbbow reducible gLLMQaceedffbcxbbos reducible gLLMQaceedffbcxbbsk reducible gLLMQacdefefjktfvfg reducible gLLMQacdefefbstfvfg reducible gLLMQacedeffbcuvokg reducible gLLMQacdefefbbtwvgg reducible gLLMQacedeffbcuovrg reducible gLLMQacdefefbbtsvgg reducible gLLMQacedeffbvpvskr SFS[D(3,1)(2,1)] gLLMQacedeffbvpvskn SFS[D(3,1)(2,1)] gLLMQacedeffnvpvsfc reducible gLLMQacedeffnvpvsfj SFS[D(3,1)(2,1)] gLLMQacedeffnvpvsfw SFS[D(3,1)(2,1)] gLLMQaceedffbktjbog reducible gLLMQaceedffbktjbok reducible gLLMQaceedffbktjboj reducible gLLMQaceedffjktjbog reducible gLLMQaceedffjktjbok SFS[D(3,1)(3,2)] gLLMQaceedffjktjboj SFS[D(3,1)(3,1)] gLLMQaceedffnktjbog reducible gLLMQaceedffnktjbok SFS[D(3,1)(3,1)] gLLMQaceedffnktjboj SFS[D(3,1)(3,2)] gLLMQacedeffjouoncf reducible gLLMQacedeffjourncf SFS[D(3,1)(2,1)] gLLMQacedeffjounncf SFS[D(3,1)(2,1)] gLLPQacedeffbjmvcjs SFS[D(2,1)(2,1)] gLLMQacedeffnvpvsok SFS[D(2,1)(2,1)] gLLMQacdefefjjhgcvo SFS[D(2,1)(2,1)] gLLPQacdfeefbrivcwg reducible gLLPQacdfeefnrivcwg SFS[D(3,1)(2,1)] gLLPQacdfeefjrivcwg SFS[D(3,1)(2,1)] gLLPQacedeffbjmvcsj SFS[D(2,1)(2,1)] gLLMQacdfeefjsxbcvc SFS[D(3,1)(2,1)] gLLMQacdfeefnsxbcvc SFS[D(3,1)(2,1)] gLLMQacedeffjousccf SFS[D(2,1)(2,1)] gLLMQacdfeefjjhnwfg SFS[D(2,1)(2,1)] gLLMQacedeffjktsooo SFS[D(2,1)(2,1)] gLLMQacedeffjktojoo reducible gLLMQacedeffjktnjoo SFS[D(3,1)(2,1)] gLLMQacedeffjktrjoo SFS[D(3,1)(2,1)] gLLMQaceedffjktfjoo SFS[D(2,1)(2,1)] gLLPQacedeffjsavcjb SFS[D(3,1)(2,1)] gLLPQacedeffnsavcjb SFS[D(3,1)(2,1)] gLLPQacedeffbjqwjwg SFS[D(2,1)(2,1)] gLLMQacdfeefjbxcwfc SFS[D(2,1)(2,1)] gLLMQacedeffbvdvsrg reducible gLLMQacedeffbvdvsrk SFS[D(3,1)(2,1)] gLLMQacedeffbvdvsrj SFS[D(3,1)(2,1)] gLLMQacedeffbvqvbcg reducible gLLMQacedeffbvdvsgr SFS[D(2,1)(2,1)] gLLMQacdefefnotgsvv SFS[D(2,1)(2,1)] gLLMQaceedffbvhjbrk reducible gLLMQaceedffbvhjbrj reducible gLLMQaceedffbvhjbgo reducible gLLMQacdefefnctgovf reducible gLLMQacdefefjctgovf reducible gLLMQaceedffbvdjbrg reducible gLLMQaceedffbvdjbgr reducible gLLMQaceedffbvdjbgn reducible gLLMQacdefefnotgovf reducible gLLMQacdefefjotgovf reducible gLLMQacedeffjktvsfc reducible gLLMQacedeffnktvsfc reducible gLLMQacedeffjktvsfj SFS[D(5,2)(3,1)] gLLMQacedeffnktvsfj SFS[D(4,1)(3,1)] gLLMQacedeffjktvsfw SFS[D(5,3)(3,1)] gLLMQacedeffnktvsfw SFS[D(4,3)(3,1)] gLLMQaceedffbvpjbrk reducible gLLMQaceedffbvpjbrj reducible gLLMQacdefefjjhgvvg reducible gLLMQacdefefnjhgvvg reducible gLLMQaceedffjvpjbog SFS[D(3,1)(2,1)] gLLMQaceedffnvpjbog SFS[D(3,1)(2,1)] gLLMQaceedffbvpjbgr reducible gLLMQaceedffbvpjbgn reducible gLLMQacedeffjktvosc reducible gLLMQacedeffnktvosc reducible gLLMQacedeffjktwosc SFS[D(5,3)(3,1)] gLLMQacedeffnktwosc SFS[D(4,3)(3,1)] gLLMQacedeffjktsosc SFS[D(5,2)(3,1)] gLLMQacedeffnktsosc SFS[D(4,1)(3,1)] gLLMQacdfeefjjhnrvg reducible gLLMQacdfeefnjhnrvg reducible gLLMQacedeffjktvsok SFS[D(5,2)(2,1)] gLLMQacedeffnktvsok SFS[D(4,1)(2,1)] gLLPQacdfeefnrikcvv SFS[D(2,1)(2,1)] gLLMQacedeffjktnjsc SFS[D(5,2)(2,1)] gLLMQacedeffnktnjsc SFS[D(4,1)(2,1)] gLLMQacedeffjktvsjn SFS[D(5,2)(2,1)] gLLMQacedeffnktvsjn SFS[D(4,1)(2,1)] gLLMQacedeffnouvckv SFS[D(2,1)(2,1)] gLLMQaceedffjktfnsc SFS[D(5,2)(2,1)] gLLMQaceedffnktfnsc SFS[D(4,1)(2,1)] gLLPQacedeffbrmvcjs SFS[D(2,1)(2,1)] gLLPQacedeffbrmvcsj SFS[D(2,1)(2,1)] gLLMQacdefefjsmkjvc SFS[D(3,1)(2,1)] gLLMQacdefefnsmkjvc SFS[D(3,1)(2,1)] gLLMQaceedffbruwbck reducible gLLMQaceedffbruwbcj reducible gLLMQacdefefjomkrvf reducible gLLMQacdefefnomkrvf reducible gLLMQaceedffbriwbvr reducible gLLMQaceedffbriwbvn reducible gLLMQacdefefjcmkrvf reducible gLLMQacdefefncmkrvf reducible gLLMQacedeffjkhvkvc reducible gLLMQacedeffnkhvkvc reducible gLLMQaceedffbrqwbck reducible gLLMQaceedffbrqwbcj reducible gLLMQacdfeefjjtonvg reducible gLLMQacdfeefnjtonvg reducible gLLMQaceedffbrqwbvr reducible gLLMQaceedffbrqwbvn reducible gLLMQacedeffjkhvncc reducible gLLMQacedeffnkhvncc reducible gLLMQacdefefjjtksvg reducible gLLMQacdefefnjtksvg reducible gLLMQacedeffbvevksg reducible gLLMQacedeffbvevksk SFS[D(3,1)(2,1)] gLLMQacedeffbvevksj SFS[D(3,1)(2,1)] gLLMQacedeffbvevkfr SFS[D(2,1)(2,1)] gLLMQacdefefncugsvv SFS[D(2,1)(2,1)] gLLMQacedeffbbivkwr reducible gLLMQacedeffbbivkwn reducible gLLPQacedeffjkivcjb SFS[D(3,1)(2,1)] gLLPQacedeffnkivcjb SFS[D(3,1)(2,1)] gLLMQacedeffbbivkrj reducible gLLPQacedeffbrpwcog SFS[D(2,1)(2,1)] gLLMQacdfeefjkagjfg reducible gLLMQacdfeefjkewjfc SFS[D(2,1)(2,1)] gLLMQacedeffnvxvkvc reducible gLLMQaceedffbbawbwg reducible gLLMQaceedffbbawbwk reducible gLLMQaceedffbbawbwj reducible gLLMQacedeffjoaoosf reducible gLLPQacedeffbvivcjs SFS[D(5,2)(2,1)] gLLPQacedeffbvivcjw SFS[D(4,1)(2,1)] gLLMQacdfeefjkewfvc SFS[D(5,2)(2,1)] gLLMQacdfeefnkewfvc SFS[D(4,1)(2,1)] gLLMQacedeffjoevbnf SFS[D(5,2)(2,1)] gLLMQacedeffnoevbnf SFS[D(4,1)(2,1)] gLLPQacedeffbvmvcjs toroidal gLLPQacedeffbvmvcjw SFS[D(5,2)(2,1)] gLLPQacdfeefnravcvg SFS[D(4,1)(2,1)] gLLPQacdfeefjravcvg SFS[D(5,2)(2,1)] gLLPQacedeffbvmvcsk SFS[D(5,2)(2,1)] gLLPQacedeffbvmvcsj toroidal gLLMQacdefefbjdccfo reducible gLLMQacdfeefjsewfvc toroidal gLLMQacdfeefnsewfvc toroidal gLLPQacdfeefjrlnfvg SFS[D(5,2)(2,1)] gLLPQacdfeefnrlnfvg SFS[D(4,1)(2,1)] gLLMQacedeffnoxvccf SFS[D(4,1)(2,1)] gLLMQacedeffjoxvccf SFS[D(5,2)(2,1)] gLLPQacedeffbvavcsk SFS[D(4,1)(2,1)] gLLPQacedeffbvavcsj SFS[D(5,2)(2,1)] gLLMQacdfeefjbewfvc SFS[D(4,1)(2,1)] gLLMQacdfeefnbewfvc SFS[D(5,2)(2,1)] gLLMQacdefefbjlcsfg reducible gLLMQacdefefbjlcnfo reducible gLLMQacedeffbruwbvo SFS[D(2,1)(2,1)] gLLMQaceedffbruwbvo reducible gLLMQaceedffbruwnvo SFS[D(3,1)(2,1)] gLLMQaceedffbruwjvo SFS[D(3,1)(2,1)] gLLMQacdfeefjopbjff SFS[D(2,1)(2,1)] gLLMQacedeffnvuvbgc reducible gLLMQaceedffbslcbkg reducible gLLMQaceedffbslcbkk reducible gLLMQaceedffbslcbkj reducible gLLMQacedeffjoiorrf reducible gLLPQacdefefbjucofg reducible gLLMQaceedffbjxcbsg reducible gLLPQacedeffbvpvjbs SFS[D(2,1)(2,1)] gLLPQacedeffbvpvjrj SFS[D(2,1)(2,1)] gLLMQacdefefjspjvvc SFS[D(3,1)(2,1)] gLLMQacdefefnspjvvc SFS[D(3,1)(2,1)] gLLMQacedeffbbevcwo reducible gLLMQacdefefbcxgswv reducible gLLMQacdefefbcxwsgv reducible gLLMQacdefefbcxwskv reducible gLLMQacdefefbcxwsjv reducible gLLMQacdefefbcxbsrv reducible gLLMQaceedffbjecbsk reducible gLLMQaceedffbjecbsj reducible gLLMQaceedffbjecbfo reducible gLLMQacdefefncasvvf reducible gLLMQacdefefjcasvvf reducible gLLMQaceedffbjxcbfr reducible gLLMQaceedffbjxcbfn reducible gLLMQacdefefnoasvvf reducible gLLMQacdefefjoasvvf reducible gLLMQacedeffjkdvbgc reducible gLLMQacedeffnkdvbgc reducible gLLMQaceedffbjmcbsk reducible gLLMQaceedffbjmcbsj reducible gLLMQacdefefjjusbvg reducible gLLMQacdefefnjusbvg reducible gLLMQaceedffbjmcbfr reducible gLLMQaceedffbjmcbfn reducible gLLMQacedeffjkdvrrc reducible gLLMQacedeffnkdvrrc reducible gLLMQacdfeefjjugfvg reducible gLLMQacdfeefnjugfvg reducible gLLPQacdefefbjekfsv SFS[D(2,1)(2,1)] gLLMQacedeffbjewkfo SFS[D(2,1)(2,1)] gLLPQacdefefbjecfkv SFS[D(3,1)(2,1)] gLLPQacdefefbjecfrv SFS[D(3,1)(2,1)] gLLMQaceedffbjecnfo SFS[D(3,1)(2,1)] gLLMQaceedffbjecjfo SFS[D(3,1)(2,1)] gLLMQacdefefjcajvgf SFS[D(2,1)(2,1)] gLLMQacdefefjcawvff SFS[D(2,1)(2,1)] gLLPQacdfeefbjmkokv SFS[D(3,1)(2,1)] gLLPQacdfeefbjmkorv SFS[D(3,1)(2,1)] gLLMQaceedffbjhgngo SFS[D(3,1)(2,1)] gLLMQaceedffbjhgjgo SFS[D(3,1)(2,1)] gLLMQacdefefjjujbgg SFS[D(2,1)(2,1)] gLLMQacdefefjjuwbfg SFS[D(2,1)(2,1)] gLLMQacdfeefjjuwfvc SFS[D(2,1)(2,1)] gLLMQacdfeefjjusfvo SFS[D(2,1)(2,1)] gLLPQacdefefbjecofj reducible gLLPQacdefefbjecofk reducible gLLPQacdefefbjecffv reducible gLLMQacdefefncarvvf reducible gLLMQacdefefjcarvvf reducible gLLPQacdefefbjucffw reducible gLLPQacdefefbjucffs reducible gLLMQacdefefnoarvvf reducible gLLMQacdefefjoarvvf reducible gLLMQacedeffjkdvbnc reducible gLLMQacedeffnkdvbnc reducible gLLPQacdefefbjhcofj reducible gLLPQacdefefbjhcofk reducible gLLMQacdefefjjurbvg reducible gLLMQacdefefnjurbvg reducible gLLPQacdefefbjhcffw reducible gLLPQacdefefbjhcffs reducible gLLMQacedeffjkdvsrc reducible gLLMQacedeffnkdvsrc reducible gLLMQacdfeefjjuffvg reducible gLLMQacdfeefnjuffvg reducible gLLPQacedeffbvqvwns SFS[D(2,1)(2,1)] gLLPQacedeffbvqvwcj SFS[D(2,1)(2,1)] gLLMQacdfeefjsaowvc SFS[D(3,1)(2,1)] gLLMQacdfeefnsaowvc SFS[D(3,1)(2,1)] gLLMQaceedffbriwbcg reducible gLLMQaceedffbsekjwo reducible gLLMQaceedffbseknwo reducible gLLMQacedeffbsewcwo reducible gLLMQacdfeefjkaorfc reducible gLLMQacedeffbkavbwg reducible gLLMQacedeffjkavbwg SFS[D(3,1)(2,1)] gLLMQacedeffnkavbwg SFS[D(3,1)(2,1)] gLLPQacdfeefbrmkcwv SFS[D(2,1)(2,1)] gLLMQacdefefbjpcvfg reducible gLLMQacedeffjkxojsc SFS[D(2,1)(2,1)] gLLMQacdefefbrpsvgg reducible gLLMQaceedffbsekbwo reducible gLLMQacedeffbbivkwo reducible gLLPQacedeffbkivcjb reducible gLLPQacedeffbkivcjj SFS[D(3,1)(2,1)] gLLPQacedeffbkivcjn SFS[D(3,1)(2,1)] gLLPQacedeffbkivcsw SFS[D(2,1)(2,1)] gLLMQacdefefboakgfg reducible gLLMQacdefefboakgfk SFS[D(3,1)(2,1)] gLLMQacdefefboakgfj SFS[D(3,1)(2,1)] gLLMQacdefefboakrfr SFS[D(2,1)(2,1)] gLLMQacdefefboakwfw SFS[D(2,1)(2,1)] gLLMQacdefefjodkrff SFS[D(2,1)(2,1)] gLLMQaceedffbjikbfo reducible gLLMQaceedffbjikbfn reducible gLLMQaceedffbjikbfr reducible gLLMQaceedffbjikbsj reducible gLLPQacdefefbjpkfrv reducible gLLPQacdefefbjpkfkv reducible gLLMQaceedffbjikjfo reducible gLLMQaceedffbjiknfo reducible gLLMQacdefefjkakjfc reducible gLLPQacdefefbjpkffv reducible gLLPQacdefefbjpkffs reducible gLLPQacdefefbjpkffw reducible gLLPQacdefefbjpcfsv reducible gLLMQacedeffbjiwcfo reducible gLLMQaceedffbrikbsg reducible gLLPQacdefefbjpkofk reducible gLLMQacdefefjkajngo reducible gLLMQacdefefjkakwfo reducible gLLMQacdefefjkakrfc reducible gLLMQaceedffbrqkbfo reducible gLLMQaceedffbrdbbvo reducible gLLMQaceedffbvxsbgo reducible gLLPQacedeffbbavcgj SFS[D(3,1)(2,1)] gLLPQacedeffbbavcgn SFS[D(3,1)(2,1)] gLLMQacdefefbgtfrfs SFS[D(3,1)(2,1)] gLLMQacdefefbgtfrfw SFS[D(3,1)(2,1)] gLLMQacdfeefjjhjcvo SFS[D(2,1)(2,1)] gLLMQacdefefjjhfgfg SFS[D(2,1)(2,1)] gLLMQacdefefbgtfbfk SFS[D(2,1)(2,1)] gLLMQacdefefbgtfwfk SFS[D(2,1)(2,1)] gLLMQacdefefbotfnfg reducible gLLMQacdefefbotfnfk SFS[D(3,1)(2,1)] gLLMQacdefefbotfnfj SFS[D(3,1)(2,1)] gLLMQacdefefbotfkfr SFS[D(2,1)(2,1)] gLLMQacdefefbotfcfw SFS[D(2,1)(2,1)] gLLMQaceedffbrdbbvn reducible gLLMQaceedffbrdbbvr reducible gLLMQaceedffbrqkjfo reducible gLLMQaceedffbrqknfo reducible gLLMQaceedffbvdbbcg reducible gLLMQaceedffbrdbbcj reducible gLLMQacedeffbrqwcfo reducible gLLMQacdefefjktfwfc reducible gLLMQacdefefjktfcfo reducible gLLPQacedeffbbmvcjb reducible gLLPQacedeffbbmvcjj SFS[D(3,1)(2,1)] gLLPQacedeffbbmvcjn SFS[D(3,1)(2,1)] gLLPQacedeffbbmvcsw SFS[D(2,1)(2,1)] gLLMQacdefefjctfkff SFS[D(2,1)(2,1)] gLLPQacedeffbsavcjb reducible gLLMQacdfeefbjlnrfg reducible gLLMQaceedffbresbgo reducible gLLMQacdefefbcmsngv reducible gLLMQacdefefbrtwwgo reducible gLLMQaceedffbjxsbrg reducible gLLMQaceedffbvxsbgn reducible gLLMQaceedffbvxsbgr reducible gLLMQaceedffbvxsbrj reducible gLLPQacdfeefbjuvrfg reducible gLLMQacdefefjktgsvo reducible gLLMQaceedffbsewboo reducible gLLPQacdefefbrmwrgv reducible gLLMQacdfeefbkaswvr reducible gLLMQacdefefbkpjnvr reducible gLLMQacdfeefbkewjrc reducible gLLMQacdfeefbkaowvw reducible gLLMQacdefefbkpjvvw reducible gLLMQacdfeefbkewfwc reducible gLLMQacdefefjoenrgf reducible gLLMQacdefefjcpjcvg reducible gLLMQacdefefbkpjkvj reducible gLLMQacdefefbkpjkvk reducible gLLMQacdefefjodnrgf reducible gLLMQacdefefnodnrgf reducible gLLMQacdefefbbacfvr SFS[D(3,1)(2,1)] gLLMQacdefefbbacfvn SFS[D(3,1)(2,1)] gLLMQacdefefbbacjvj SFS[D(2,1)(2,1)] gLLMQacdefefbbacsvj SFS[D(2,1)(2,1)] gLLMQacdefefbbmwfgr reducible gLLMQacdefefbbmwjgw reducible gLLMQacdefefbbmwsgj reducible gLLMQacdefefbbmwsgk reducible gLLMQacdfeefbjhgkrr SFS[D(3,1)(2,1)] gLLMQacdfeefbjhgkkr SFS[D(3,1)(2,1)] gLLMQacdfeefbjhrkrj SFS[D(3,1)(3,2)] gLLMQacdfeefbjhrkrk SFS[D(3,1)(3,1)] gLLMQacdfeefbjhrkkj SFS[D(3,1)(3,1)] gLLMQacdfeefbjhrkkk SFS[D(3,1)(3,2)] gLLMQacdfeefbjhbkrw SFS[D(3,1)(2,1)] gLLMQacdfeefbjhbkkw SFS[D(3,1)(2,1)] gLLMQacdfeefbjhjcvn SFS[D(2,1)(2,1)] gLLMQacdfeefbjhgcsr SFS[D(2,1)(2,1)] gLLMQacdfeefbjhrcsj SFS[D(3,1)(2,1)] gLLMQacdfeefbjhrcsk SFS[D(3,1)(2,1)] gLLMQacdfeefbjhocvk SFS[D(2,1)(2,1)] gLLMQacdfeefbjhfcvj SFS[D(3,1)(2,1)] gLLMQacdfeefbjhfcvw SFS[D(3,1)(2,1)] gLLMQacdfeefbjhbcsw SFS[D(2,1)(2,1)] gLLMQacdfeefbjhgnjr SFS[D(2,1)(2,1)] gLLMQacdfeefbjhrnjj SFS[D(3,1)(2,1)] gLLMQacdfeefbjhrnjk SFS[D(3,1)(2,1)] gLLMQacdfeefbjhbnjw SFS[D(2,1)(2,1)] gLLMQacdfeefbjlnrrg SFS[D(3,1)(2,1)] gLLMQacdfeefbjlnrkg SFS[D(3,1)(2,1)] gLLMQacdfeefbjlnwsg SFS[D(2,1)(2,1)] gLLMQacdfeefbjlngjg SFS[D(2,1)(2,1)] gLLMQacdefefbjhcrrn SFS[D(5,2)(3,1)] gLLMQacdefefbjhcrrr SFS[D(4,1)(3,1)] gLLMQacdefefbjhcrkn SFS[D(5,3)(3,1)] gLLMQacdefefbjhcrkr SFS[D(4,3)(3,1)] gLLMQacdefefbjhcgrg SFS[D(3,1)(2,1)] gLLMQacdefefbjhcgkg SFS[D(3,1)(2,1)] gLLMQacdefefbjhcwrj SFS[D(5,3)(3,1)] gLLMQacdefefbjhcwrw SFS[D(4,3)(3,1)] gLLMQacdefefbjhcwkj SFS[D(5,2)(3,1)] gLLMQacdefefbjhcwkw SFS[D(4,1)(3,1)] gLLMQacdefefbjhkrsn SFS[D(5,2)(2,1)] gLLMQacdefefbjhkrsr SFS[D(4,1)(2,1)] gLLMQacdefefbjhkgsg SFS[D(2,1)(2,1)] gLLMQacdefefbjhkwsj SFS[D(5,2)(2,1)] gLLMQacdefefbjhkwsw SFS[D(4,1)(2,1)] gLLMQacdefefbjhvrjn SFS[D(5,2)(2,1)] gLLMQacdefefbjhvrjr SFS[D(4,1)(2,1)] gLLMQacdefefbjhvgjg SFS[D(2,1)(2,1)] gLLMQacdefefbjhvwjj SFS[D(5,2)(2,1)] gLLMQacdefefbjhvwjw SFS[D(4,1)(2,1)] gLLMQacdefefbvqkkkg reducible gLLMQacdefefbvqckvg reducible gLLMQacdefefbvqcksg reducible gLLMQacdefefbvqckwg reducible gLLMQacdefefbvqnkkg reducible gLLMQacdefefbricwvn SFS[D(2,1)(2,1)] gLLMQacdefefbricbvk SFS[D(2,1)(2,1)] gLLMQacdefefbricrvj SFS[D(3,1)(2,1)] gLLMQacdefefbricrvw SFS[D(3,1)(2,1)] gLLMQacdefefbrawwgn reducible gLLMQacdefefbrawwgr reducible gLLMQacdefefbrawbgg reducible gLLMQacdefefbrawrgj reducible gLLMQacdefefbrawrgw reducible gLLMQacdefefbrlwfgn reducible gLLMQacdefefbrlwfgr reducible gLLMQacdefefbrlwwgn reducible gLLMQacdefefbrlwwgr reducible gLLMQacdefefbrlwbgj reducible gLLMQacdefefbrlwbgk reducible gLLMQacdefefbrlwjgj reducible gLLMQacdefefbrlwjgw reducible gLLMQacdefefbrtwbgj reducible gLLMQacdefefbrtwbgk reducible gLLMQacdefefbrtwrgj reducible gLLMQacdefefbrtwrgw reducible gLLMQacdefefbrhbgrg SFS[D(2,1)(2,1)] gLLMQacdefefbrhggwg SFS[D(2,1)(2,1)] gLLMQacdefefbrhwgjg SFS[D(3,1)(2,1)] gLLMQacdefefbrhwgkg SFS[D(3,1)(2,1)] gLLMQacdefefbgtwcgw reducible gLLMQacdefefbgtscgw reducible gLLMQacdefefbgtwkgr reducible gLLMQacdefefbgtskgr reducible gLLMQacdefefbgtwngk reducible gLLMQacdefefbgtwngj reducible gLLMQacdefefbgtsngk reducible gLLMQacdefefbgtsngj reducible gLLMQacdefefbodkwrs SFS[D(2,1)(2,1)] gLLMQacdefefbodcwws SFS[D(2,1)(2,1)] gLLMQacdefefbodnwgs reducible gLLMQacdefefbodnwjs SFS[D(3,1)(2,1)] gLLMQacdefefbodnwks SFS[D(3,1)(2,1)] gLLMQacdefefbodkrrf reducible gLLMQacdefefbodkrrk SFS[D(3,1)(2,1)] gLLMQacdefefbodkrrr SFS[D(3,1)(2,1)] gLLMQacdefefbodcrwf reducible gLLMQacdefefbodcrwk SFS[D(3,1)(2,1)] gLLMQacdefefbodcrwr SFS[D(3,1)(2,1)] gLLMQacdefefbodnrgf reducible gLLMQacdefefbodnrjf reducible gLLMQacdefefbodnrkf reducible gLLMQacdefefbodnrgk reducible gLLMQacdefefbodnrjk SFS[D(3,1)(3,1)] gLLMQacdefefbodnrkk SFS[D(3,1)(3,2)] gLLMQacdefefbodnrgr reducible gLLMQacdefefbodnrjr SFS[D(3,1)(3,2)] gLLMQacdefefbodnrkr SFS[D(3,1)(3,1)] gLLMQacdefefbodkgrj SFS[D(2,1)(2,1)] gLLMQacdefefbodcgwj SFS[D(2,1)(2,1)] gLLMQacdefefbodnggj reducible gLLMQacdefefbodngjj SFS[D(3,1)(2,1)] gLLMQacdefefbodngkj SFS[D(3,1)(2,1)] gLLMQacdefefbbmvsgj reducible gLLMQacdefefbbmvsgk reducible gLLMQacdefefbbmvjgw reducible gLLMQacdefefbbmvfgr reducible gLLMQacdefefboakwrw SFS[D(7,2)(2,1)] gLLMQacdefefboakwkw SFS[D(5,1)(2,1)] gLLMQacdefefboakwrs toroidal gLLMQacdefefboakwks SFS[D(7,2)(2,1)] gLLMQacdefefboacwvw SFS[D(3,1)(2,1)] gLLMQacdefefboacwsw reducible gLLMQacdefefboacwww SFS[D(3,1)(2,1)] gLLMQacdefefboacwvs SFS[D(3,1)(2,1)] gLLMQacdefefboacwss SFS[D(3,1)(2,1)] gLLMQacdefefboacwws toroidal gLLMQacdefefboanwjw SFS[D(8,3)(2,1)] gLLMQacdefefboanwkw SFS[D(7,3)(2,1)] gLLMQacdefefbkpskkg reducible gLLMQacdefefboanwjs toroidal gLLMQacdefefboanwks toroidal gLLMQacdefefboakrrf reducible gLLMQacdefefboakrrk toroidal gLLMQacdefefboakrkk SFS[D(8,3)(2,1)] gLLMQacdefefboakrrr toroidal gLLMQacdefefboakrkr SFS[D(7,3)(2,1)] gLLMQacdefefboacrwf reducible gLLMQacdefefboacrvk SFS[D(2,1)(2,1)] gLLMQacdefefboacrsk SFS[D(7,3)(2,1)] gLLMQacdefefboacrwk toroidal gLLMQacdefefboacrsr SFS[D(8,3)(2,1)] gLLMQacdefefboacrwr toroidal gLLMQacdefefbkpjkvg reducible gLLMQacdefefboanrjf reducible gLLMQacdefefboanrkf reducible gLLMQacdefefbkpjkwg reducible gLLMQacdefefboanrjk toroidal gLLMQacdefefboanrkk toroidal gLLMQacdefefbkpjksg reducible gLLMQacdefefboanrjr toroidal gLLMQacdefefboanrkr toroidal gLLMQacdefefboakgrk SFS[D(3,1)(2,1)] gLLMQacdefefboakgkk reducible gLLMQacdefefboakgrj toroidal gLLMQacdefefboakgkj SFS[D(3,1)(2,1)] gLLMQacdefefboacgvk SFS[D(2,1)(2,1)] gLLMQacdefefboacgsk SFS[D(5,1)(2,1)] gLLMQacdefefboacgwk SFS[D(7,2)(2,1)] gLLMQacdefefboacgsj SFS[D(7,2)(2,1)] gLLMQacdefefboacgwj toroidal gLLMQacdefefboangjk SFS[D(7,3)(2,1)] gLLMQacdefefboangkk SFS[D(8,3)(2,1)] gLLMQacdefefbkpfkkg reducible gLLMQacdefefboangjj toroidal gLLMQacdefefboangkj toroidal gLLMQacdefefbcpfnkw SFS[D(2,1)(2,1)] gLLMQacdefefbcpfvkr SFS[D(2,1)(2,1)] gLLMQacdefefbcpfckg reducible gLLMQacdefefbcpfckk SFS[D(3,1)(2,1)] gLLMQacdefefbcpfckj SFS[D(3,1)(2,1)] gLLMQacdefefbcpjnvw reducible gLLMQacdefefbcpjnsw SFS[D(3,1)(2,1)] gLLMQacdefefbcpjnww SFS[D(3,1)(2,1)] gLLMQacdefefbcpjvvr reducible gLLMQacdefefbcpjvsr SFS[D(3,1)(2,1)] gLLMQacdefefbcpjvwr SFS[D(3,1)(2,1)] gLLMQacdefefbcpjcvg reducible gLLMQacdefefbcpjcvk reducible gLLMQacdefefbcpjcvj reducible gLLMQacdefefbcpjcsg reducible gLLMQacdefefbcpjcsk SFS[D(3,1)(3,1)] gLLMQacdefefbcpjcsj SFS[D(3,1)(3,2)] gLLMQacdefefbcpjcwg reducible gLLMQacdefefbcpjcwk SFS[D(3,1)(3,2)] gLLMQacdefefbcpjcwj SFS[D(3,1)(3,1)] gLLMQacdefefbcpsnkw SFS[D(2,1)(2,1)] gLLMQacdefefbcpsvkr SFS[D(2,1)(2,1)] gLLMQacdefefbcpsckg reducible gLLMQacdefefbcpsckk SFS[D(3,1)(2,1)] gLLMQacdefefbcpsckj SFS[D(3,1)(2,1)] gLLMQacdfeefbrprnjg reducible gLLMQacdfeefbrprnkg reducible gLLMQacdfeefbrprcwg reducible gLLMQacdfeefbrprkrg reducible gLLPQacdfeefbjuvrrg SFS[D(3,1)(2,1)] gLLPQacdfeefbjuvrkg SFS[D(3,1)(2,1)] gLLPQacdfeefbjuvwsg SFS[D(2,1)(2,1)] gLLMQacdefefjbacsvg SFS[D(2,1)(2,1)] gLLPQacdefefbjpkfrs SFS[D(3,1)(3,1)] gLLPQacdefefbjpkfrw SFS[D(3,1)(3,2)] gLLPQacdefefbjpkfks SFS[D(3,1)(3,2)] gLLPQacdefefbjpkfkw SFS[D(3,1)(3,1)] gLLPQacdefefbjpkork SFS[D(3,1)(2,1)] gLLPQacdefefbjpkokk SFS[D(3,1)(2,1)] gLLMQacdefefjkakrrc SFS[D(3,1)(2,1)] gLLMQacdefefjkakrkc SFS[D(3,1)(2,1)] gLLPQacdefefbjpcfss SFS[D(3,1)(2,1)] gLLPQacdefefbjpcfsw SFS[D(3,1)(2,1)] gLLPQacdefefbjpcosk SFS[D(2,1)(2,1)] gLLMQacdefefjkacrsc SFS[D(2,1)(2,1)] gLLPQacdefefbjlcfvs SFS[D(2,1)(2,1)] gLLPQacdefefbjlcovj SFS[D(2,1)(2,1)] gLLMQacdefefjsacrvc SFS[D(3,1)(2,1)] gLLMQacdefefnsacrvc SFS[D(3,1)(2,1)] gLLMQacdefefjkajngr SFS[D(3,1)(2,1)] gLLMQacdefefjkajngn SFS[D(3,1)(2,1)] gLLMQacdefefjkacssg SFS[D(2,1)(2,1)] gLLMQacdefefjkajkgj SFS[D(2,1)(2,1)] gLLPQacdefefbjecork SFS[D(4,1)(3,1)] gLLPQacdefefbjecorj SFS[D(5,2)(3,1)] gLLPQacdefefbjecokk SFS[D(4,3)(3,1)] gLLPQacdefefbjecokj SFS[D(5,3)(3,1)] gLLMQacdefefjcarvvr SFS[D(4,3)(3,1)] gLLMQacdefefncarvvr SFS[D(5,3)(3,1)] gLLMQacdefefjcarvvk SFS[D(4,1)(3,1)] gLLMQacdefefncarvvk SFS[D(5,2)(3,1)] gLLPQacdefefbjekosk SFS[D(4,1)(2,1)] gLLPQacdefefbjekosj SFS[D(5,2)(2,1)] gLLMQacdefefjcarnvs SFS[D(4,1)(2,1)] gLLMQacdefefncarnvs SFS[D(5,2)(2,1)] gLLMQacdefefjcajngs SFS[D(4,1)(2,1)] gLLMQacdefefjcajngw SFS[D(5,2)(2,1)] gLLMQacdefefjcajcgj SFS[D(4,1)(2,1)] gLLMQacdefefjcajcgk SFS[D(5,2)(2,1)] gLLMQacedeffjviowsg SFS[D(3,1)(2,1)] gLLMQacedeffnviowsg SFS[D(3,1)(2,1)] gLLPQacdefefbjakbsg SFS[D(2,1)(2,1)] gLLMQacedeffnodvcog SFS[D(2,1)(2,1)] gLLMQacdfeefbjhrnjg reducible gLLPQacdfeefbrikcvs SFS[D(2,1)(2,1)] gLLMQacdfeefbjhrcsg reducible gLLPQacdfeefbrivcvj SFS[D(2,1)(2,1)] gLLMQacdefefjgtkkvf SFS[D(3,1)(2,1)] gLLMQacdefefngtkkvf SFS[D(3,1)(2,1)] gLLMQacdfeefbjhrkrg reducible gLLMQacdfeefbjhrkkg reducible gLLMQacdefefbrhwggg reducible gLLMQacedeffjoxojsf SFS[D(2,1)(2,1)] gLLMQacedeffnvqvcvc SFS[D(2,1)(2,1)] gLLPQacdefefbrawrgs reducible gLLPQacdefefbrawrgw reducible gLLPQacdefefbrawbgg reducible gLLPQacdefefbrawbjg SFS[D(3,1)(2,1)] gLLPQacdefefbrawbkg SFS[D(3,1)(2,1)] gLLMQacdefefjkxkkvc reducible gLLMQacdefefnkxkkvc reducible gLLMQacedeffjouvkgf reducible gLLMQacedeffnouvkgf reducible gLLPQacdefefbriwrgs reducible gLLPQacdefefbriwrgw reducible gLLPQacdefefbriwbgk reducible gLLPQacdefefbriwbgj reducible gLLPQacdefefbriwjgj reducible gLLPQacdefefbriwjgk reducible gLLPQacdefefbrmwbgk reducible gLLPQacdefefbrmwbgj reducible gLLMQacdefefjbxkkvc reducible gLLMQacdefefnbxkkvc reducible gLLMQacdfeefbvdrnkg reducible gLLMQacdfeefbvdrcvg reducible gLLMQacdfeefbvdrcwg reducible gLLMQacdfeefbvdrcsg reducible gLLMQacdfeefbvdrkkg reducible gLLPQacdefefbvxkckg reducible gLLPQacdefefbvxccvg reducible gLLPQacdefefbvxccsg reducible gLLPQacdefefbvxccwg reducible gLLMQacdfeefnkqncgg reducible gLLMQacedeffjkavckj toroidal gLLMQacedeffjkavckk SFS[D(9,2)(2,1)] gLLMQacedeffnkavckk SFS[D(6,1)(2,1)] gLLMQacedeffjkavcvj toroidal gLLMQacedeffnkavcvj SFS[D(5,2)(2,1)] gLLMQacedeffjkavcnr toroidal gLLMQacedeffjkavcnn toroidal gLLMQacedeffjkxnncc SFS[D(11,3)(2,1)] gLLMQacedeffnkavcnn SFS[D(10,3)(2,1)] gLwMQacdfeefjgxrbjg SFS[D(4,1)(2,1)] gLwMQacdfeefjgqwbgk SFS[D(5,2)(2,1)] gLwMQacdfeefjgqwbgj toroidal gLLMQacedeffjkxsccc SFS[D(4,1)(2,1)] gLLMQacedeffjkxwccc toroidal gLLMQacedeffnkxsccc SFS[D(5,2)(2,1)] gLLMQacedeffnkxwccc toroidal gLLMQaceedffjkxkjcc toroidal gLLMQaceedffjkxkncc toroidal gLLMQaceedffnkxkncc toroidal gLLMQacedeffjvqvckj toroidal gLLMQacedeffjvqvckk SFS[D(5,2)(2,1)] gLLMQacedeffnvqvckk SFS[D(4,1)(2,1)] gLLMQacedeffjvqvcvw SFS[D(5,2)(2,1)] gLLMQacedeffjvqvcvj toroidal gLLMQacedeffjvqvcnr toroidal gLLMQacedeffjoxwosf toroidal gLLMQacedeffnoxsosf SFS[D(5,2)(2,1)] gLLMQacedeffjoxsosf SFS[D(4,1)(2,1)] gLLPQacdefefnrawbkg SFS[D(6,1)(2,1)] gLLPQacdefefjrawbkg SFS[D(9,2)(2,1)] gLLPQacdefefjrawbjg toroidal gLLMQacedeffnoxnjsf SFS[D(10,3)(2,1)] gLLMQacedeffnoxrjsf toroidal gLLMQacedeffjoxnjsf SFS[D(11,3)(2,1)] gLLMQacedeffjoxrjsf toroidal gLLMQaceedffnoxfnsf toroidal gLLMQaceedffjoxfnsf toroidal gLLMQaceedffjoxfjsf toroidal gLLMQacedeffjktvwwj SFS[D(2,1)(2,1)] gLLMQacedeffjktvwgj SFS[D(2,1)(2,1)] gLLMQacedeffjktrncc SFS[D(3,1)(2,1)] gLLMQacedeffjktvwbn SFS[D(3,1)(2,1)] gLwMQacdefefjgmnkgj SFS[D(2,1)(2,1)] gLLMQacedeffjktwccc SFS[D(3,1)(2,1)] gLLMQacedeffnktwccc SFS[D(3,1)(2,1)] gLLMQaceedffjktkjcc SFS[D(3,1)(3,1)] gLLMQaceedffjktkncc SFS[D(3,1)(3,2)] gLLMQaceedffnktkncc SFS[D(3,1)(3,1)] gLLMQacedeffjvpvwwj SFS[D(2,1)(2,1)] gLLMQacedeffjvpvwgj SFS[D(2,1)(2,1)] gLLMQacedeffjvpvwbr SFS[D(3,1)(2,1)] gLLMQacedeffjouwosf SFS[D(3,1)(2,1)] gLLPQacdefefjriwbjg SFS[D(2,1)(2,1)] gLLMQacedeffnourjsf SFS[D(3,1)(2,1)] gLLMQacedeffjourjsf SFS[D(3,1)(2,1)] gLLMQaceedffnoufnsf SFS[D(3,1)(3,1)] gLLMQaceedffjoufnsf SFS[D(3,1)(3,2)] gLLMQaceedffjoufjsf SFS[D(3,1)(3,1)] gLLMQacedeffjklvjoj SFS[D(2,1)(2,1)] gLLMQacedeffjklvjfj SFS[D(2,1)(2,1)] gLLMQacedeffjklvjjr SFS[D(3,1)(2,1)] gLLMQacedeffjklvjjn SFS[D(3,1)(2,1)] gLwMQacdfeefjgpojgj SFS[D(2,1)(2,1)] gLLMQacedeffjkuwccc SFS[D(3,1)(2,1)] gLLMQacedeffnkuwccc SFS[D(3,1)(2,1)] gLLMQaceedffjkukjcc SFS[D(3,1)(3,1)] gLLMQaceedffjkukncc SFS[D(3,1)(3,2)] gLLMQaceedffnkukncc SFS[D(3,1)(3,1)] gLLMQacedeffjvmvjoj SFS[D(2,1)(2,1)] gLLMQacedeffjvmvjfj SFS[D(2,1)(2,1)] gLLMQacedeffjvmvjjr SFS[D(3,1)(2,1)] gLLMQacedeffjotwosf SFS[D(3,1)(2,1)] gLLPQacdefefjrmwbjg SFS[D(2,1)(2,1)] gLLMQacedeffnotrjsf SFS[D(3,1)(2,1)] gLLMQacedeffjotrjsf SFS[D(3,1)(2,1)] gLLMQaceedffnotfnsf SFS[D(3,1)(3,1)] gLLMQaceedffjotfnsf SFS[D(3,1)(3,2)] gLLMQaceedffjotfjsf SFS[D(3,1)(3,1)] gLLPQacedeffjjavcsg SFS[D(2,1)(2,1)] gLLPQacedeffjjqvjwg SFS[D(2,1)(2,1)] gLLMQacdfeefjgxbcvf SFS[D(3,1)(2,1)] gLLMQacdfeefjgqfwvf SFS[D(3,1)(2,1)] gLLPQacedeffjrivcsg SFS[D(5,2)(2,1)] gLLPQacedeffnrivcsg SFS[D(4,1)(2,1)] gLLMQacdefefncdcrvf SFS[D(5,2)(2,1)] gLLMQacdefefjcdcrvf SFS[D(4,1)(2,1)] gLLPQacedeffjkivcsj toroidal gLLPQacedeffjvivcjw SFS[D(5,2)(2,1)] gLLPQacedeffjkivcjn SFS[D(9,2)(2,1)] gLLPQacedeffjkivcjj toroidal gLLPQacedeffnkivcjn SFS[D(6,1)(2,1)] gLLPQacedeffnkivcjj SFS[D(9,2)(2,1)] gLLMQacdefefnodkrrf toroidal gLLMQacdefefjodkrrf toroidal gLLMQacdefefnodkrkf SFS[D(10,3)(2,1)] gLLMQacdefefjodkrkf SFS[D(11,3)(2,1)] gLLPQacedeffjvivcsk SFS[D(5,2)(2,1)] gLLPQacedeffnvivcsk SFS[D(4,1)(2,1)] gLLPQacedeffjvivcsj toroidal gLLPQacedeffnvivcsj SFS[D(5,2)(2,1)] gLLPQacedeffnrpvcog SFS[D(4,1)(2,1)] gLLPQacedeffjrpvcog SFS[D(5,2)(2,1)] gLLPQacedeffnrpscog SFS[D(5,2)(2,1)] gLLPQacedeffjrpscog toroidal gLLMQacdefefnodcrvf SFS[D(4,1)(2,1)] gLLMQacdefefjodcrvf SFS[D(5,2)(2,1)] gLLMQacdefefnodcrsf SFS[D(5,2)(2,1)] gLLMQacdefefjodcrsf SFS[D(4,1)(2,1)] gLLMQacdefefnodcrwf toroidal gLLMQacdefefjodcrwf toroidal gLLMQacedeffjkxvccc SFS[D(5,2)(2,1)] gLLMQacedeffnkxvccc SFS[D(4,1)(2,1)] gLLPQacedeffjjivcsg toroidal gLLPQacedeffnjivcsg SFS[D(5,2)(2,1)] gLLMQacdefefjjicsvg SFS[D(4,1)(2,1)] gLLMQacdefefnjicsvg SFS[D(5,2)(2,1)] gLLPQacedeffnjpvcog SFS[D(5,2)(2,1)] gLLPQacedeffjjpvcog toroidal gLLMQacdefefngdcrvf toroidal gLLMQacdefefjgdcrvf toroidal gLLMQacedeffjkavcvc SFS[D(5,2)(2,1)] gLLMQacedeffnkavcvc SFS[D(4,1)(2,1)] gLLMQacdfeefjjpocvg SFS[D(4,1)(2,1)] gLLMQacdfeefnjpocvg SFS[D(5,2)(2,1)] gLLMQacdfeefjkewfwc toroidal gLLMQacdfeefjkewfsc SFS[D(4,1)(2,1)] gLLMQacdfeefnkewfwc toroidal gLLMQacdfeefnkewfsc SFS[D(5,2)(2,1)] gLLMQacdfeefjkewjkc SFS[D(11,3)(2,1)] gLLMQacdfeefjkewjrc toroidal gLLMQacdfeefnkewjkc SFS[D(10,3)(2,1)] gLLMQacdfeefnkewjrc toroidal gLLMQacdefefnodnrjf toroidal gLLMQacdefefjodnrjf toroidal gLLMQacdefefnodnrkf toroidal gLLMQacdefefjodnrkf toroidal gLLPQacedeffjjmvcsg SFS[D(2,1)(2,1)] gLLPQacedeffjjmvwkg SFS[D(2,1)(2,1)] gLLMQacdefefngtjkvf SFS[D(3,1)(2,1)] gLLMQacdefefjgtjkvf SFS[D(3,1)(2,1)] gLLPQacedeffjjdvwcg SFS[D(2,1)(2,1)] gLLPQacedeffjjlvcog SFS[D(2,1)(2,1)] gLLMQacdefefjgpjvvf SFS[D(3,1)(2,1)] gLLMQacdefefjgecrvf SFS[D(3,1)(2,1)] gLLPQacedeffjkdvwcj SFS[D(2,1)(2,1)] gLLPQacedeffjkdvwnj SFS[D(2,1)(2,1)] gLLMQacdefefnoakrrf SFS[D(3,1)(2,1)] gLLMQacdefefjoakrrf SFS[D(3,1)(2,1)] gLLPQacedeffjvxvjrj SFS[D(2,1)(2,1)] gLLPQacedeffjrxscog SFS[D(2,1)(2,1)] gLLMQacdefefnoacrwf SFS[D(3,1)(2,1)] gLLMQacdefefjoacrwf SFS[D(3,1)(2,1)] gLLPQacedeffjjxvjrg SFS[D(2,1)(2,1)] gLLPQacedeffjjxvcog SFS[D(2,1)(2,1)] gLLMQacdefefngacrvf SFS[D(3,1)(2,1)] gLLMQacdefefjgacrvf SFS[D(3,1)(2,1)] gLLMQacdefefjkpjvvw SFS[D(3,1)(2,1)] gLLMQacdefefnkpjvvw SFS[D(3,1)(2,1)] gLLMQacdefefjkpjnvr SFS[D(3,1)(2,1)] gLLMQacdefefnkpjnvr SFS[D(3,1)(2,1)] gLLMQacdefefjkpjkvk SFS[D(3,1)(3,2)] gLLMQacdefefjkpjkvj SFS[D(3,1)(3,1)] gLLMQacdefefnkpjkvk SFS[D(3,1)(3,1)] gLLMQacdefefjoanrkf SFS[D(3,1)(3,2)] gLLPQacedeffjkxsbfc SFS[D(2,1)(2,1)] gLLPQacedeffjvdvwcj SFS[D(2,1)(2,1)] gLLMQacdfeefjkaowvw SFS[D(3,1)(2,1)] gLLMQacdfeefnkaowvw SFS[D(3,1)(2,1)] gLLPQacedeffjkxvjbj SFS[D(2,1)(2,1)] gLLPQacedeffjrlscog SFS[D(2,1)(2,1)] gLLMQacdfeefjkaswvr SFS[D(3,1)(2,1)] gLLMQacdfeefnkaswvr SFS[D(3,1)(2,1)] gLLMQacdefefjcpjnvw SFS[D(3,1)(2,1)] gLLMQacdefefjoekrrf SFS[D(3,1)(2,1)] gLLMQacdefefjcpjvvr SFS[D(3,1)(2,1)] gLLMQacdefefjoecrwf SFS[D(3,1)(2,1)] gLLMQacdefefjcpjcvk SFS[D(3,1)(3,2)] gLLMQacdefefjcpjcvj SFS[D(3,1)(3,1)] gLLMQacdefefjoenrjf SFS[D(3,1)(3,1)] gLLMQacdefefjoenrkf SFS[D(3,1)(3,2)] gLLAQbddeeffakklxcj m052(0,0) gLLAQbddeeffasklxcj m118(0,0) gLLAQbddeeffawflpcj m052(0,0) gLLAQbddeeffxvrmmvj toroidal gLLAQcdceeffawritbj m100(0,0) gLLMQacdfeffjkxccnn m082(0,0) gLLMQacdfeffjkxccjb m143(0,0) gLLMQacdfeffjkxccjk m121(0,0) gLLMQacdfeffjkxccjs m147(0,0) gLLAQbcedefftjhfajn m229(0,0) gLLAQbcedeffajhfajn m029(0,0) gLLAQbcedeffljhfajn m185(0,0) gLLMQacdfeffjkxccgb SFS[D(5,3)(3,1)] gLLMQacdfeffjkxccgk SFS[D(4,3)(3,1)] gLLMQacdfeffjkxcjjj toroidal gLLAQcdceeffawrmtbj toroidal gLLMQacdfeffjkxcnjj toroidal gLLMQacdfeffjkxnnjs s919(0,0) gLLAQbddeeffdrnhewj s836(0,0) gLLAQbcedeffaoewljj toroidal gLLAQbddeeffennmavj s875(0,0) gLLMQacdfeffjkqffjk s319(0,0) gLLAQbcdeeffajcmajn SFS[D(11,3)(2,1)] gLLMQacdfeffjkqffgk m224(0,0) gLLAQbcdeeffagcahcj SFS[D(3,1)(2,1)] gLLAQbcdeeffaccahcj SFS[D(3,1)(2,1)] gLLAQbcdeeffaocahcj toroidal gLLAQbcedeffmsxjmfj toroidal gLLAQbcdeeffarwpljj SFS[D(3,1)(2,1)] gLLAQbcedefftsajljj m052(0,0) gLLAQbcedeffasajljj SFS[D(3,1)(2,1)] gLLAQbcedefflsajljj m026(0,0) gLLAQbcdeeffacculjj toroidal gLLAQbcdeeffaoculjj toroidal gLLAQbddeeffdwnhtwj s239(0,0) gLLAQbcdeeffajwpljj SFS[D(9,2)(2,1)] gLLAQbddeeffevnmhvj m192(0,0) gLLAQbcdeeffagculjj toroidal gLLAQbddeeffabjiqjj reducible gLLAQbddeeffafbitjj toroidal gLLAQbcdeeffeccxqvj m247(0,0) gLLAQbcdeeffdbcpiwj s455(0,0) gLLAQbcdeeffmccxqvj toroidal gLLAQbcdeeffhbcpiwj s458(0,0) gLLAQbcdeeffxccxqvj m249(0,0) gLLAQbcdeeffabjuuwn SFS[D(9,2)(2,1)] gLLAQbcdeeffaccpiwj SFS[D(3,1)(2,1)] gLLAQbcdeeffaocpiwj toroidal gLLAQbcdeeffmrwxpgj toroidal gLLAQbcdeeffhgjuuwn s403(0,0) gLLAQcdceeffuosxdoj m192(0,0) gLLAQbcedeffaoucajn SFS[D(9,2)(2,1)] gLLAQcdceeffporidoj s239(0,0) gLLMQacdfeffjkaknjs m202(0,0)(0,0) gLLMQacdefffjkpvjjj SFS[D(3,1)(2,1)] gLLMQacdfeffjkefwjj SFS[D(3,1)(2,1)] gLLAQbcedeffhgabxbk m340(0,0) gLLAQbcdeeffaoopmvk SFS[D(3,1)(2,1)] gLLMQacdfeffjkakcjj SFS[A(3,1)] gLLAQcdceeffaovxdoj reducible gLLMQacdfeffjkavcjs m367(0,0)(0,0) gLLMQacdfeffjkaggjg m026(0,0) gLLAQbcdeeffaooaeok SFS[D(3,1)(2,1)] gLLMQacdfeffjkaggkg m052(0,0) gLLAQbddeeffhoklhcj s081(0,0) gLLAQbddeeffhgflecj SFS[D(7,5)(3,1)] gLLAQbddeeffxfrpifj s386(0,0) gLLAQbcdeeffabrxxbk m006(0,0) gLLAQbddeeffhcrlucj s004(0,0) gLLAQbddeeffavklhcj SFS[D(3,1)(3,1)] gLLAQbddeeffajklhcj m036(0,0) gLLAQbddeeffarklhcj m033(0,0) gLLAQbddeeffabflecj SFS[D(3,1)(3,1)] gLLAQbddeeffanrlucj m033(0,0) gLLAQbcedeffhnqkhcj m015(0,0) gLLAQbcedeffhvefpcn m148(0,0) gLLAQbddeeffxnrmdvj s488(0,0) gLLAQbcedeffaodkljj toroidal gLLAQbddeeffhrrhawj s733(0,0) gLLAQbddeeffabfixjj reducible gLLAQbddeeffafripjj toroidal gLLAQbcedeffhbtkiwj s489(0,0) gLLAQbcedeffxchkqvj s732(0,0) gLLAQbddeeffxsfqlgj m016(0,0) gLLAQbddeeffxwrqxgj m017(0,0) gLLAQbcedeffabmfuwn m032(0,0) gLLAQbddeeffhsripjj m149(0,0) gLLAQbddeeffavkhiwj SFS[D(3,1)(3,2)] gLLAQbddeeffasfhmwj m036(0,0) gLLAQbddeeffabfhmwj SFS[D(3,1)(3,2)] gLLAQbddeeffakfhmwj m007(0,0) gLLAQbddeeffawrhawj m007(0,0) gLLAQbcdeeffhvrmmvk s387(0,0) gLLAQbcdeeffxsrttsk s005(0,0) gLLAQbcedeffaoakljj toroidal gLLAQbcdeeffhvnmmvk s502(0,0) gLLAQbcedeffaodwljj toroidal gLLAQbcdeeffhvommvk m236(0,0) gLLAQccdeeffaovhqvj SFS[D(3,1)(3,2)] gLLAQccdeeffakvhqvj m007(0,0) gLLAQbcedeffhgmfuwn m015(0,0) gLLAQccdeeffawvhqvj m036(0,0) gLLAQbcedefftsxfajn m016(0,0) gLLAQbcedeffasxfajn m006(0,0) gLLAQccdeeffhwvlqvj m017(0,0) gLLAQccdeeffpwvlqvj m016(0,0) gLLAQbcedeffhvafpcn m081(0,0) gLLAQccdeeffqfjeqvj toroidal gLLAQbcedeffhvdfpcn m403(0,0) gLLAQccdeeffqfreqvj toroidal gLLMQacdefffjkajkbb SFS[D(3,1)(3,1)] gLLMQacdefffjkankbb m033(0,0) gLLAQbcdeeffhgrxxbk s005(0,0) gLLMQacdefffjkabkbb m036(0,0) gLLAQccdeeffqvvuqvj m016(0,0) gLLMQacdefffjkanrnv SFS[D(7,2)(3,1)] gLLAQccdeeffhkvaqvj m032(0,0) gLLAQccdeeffqgvuqvj m006(0,0) gLLMQacdefffjkanjnv s081(0,0) gLLMQacdefffjkajrjj toroidal gLLMQacdefffjkajjjj SFS[D(3,1)(3,1)] gLLAQccdeeffakveqvj SFS[D(3,1)(3,2)] gLLMQacdefffjkabrjj SFS[D(3,1)(3,2)] gLLMQacdefffjkabjjj reducible gLLAQccdeeffawveqvj SFS[D(3,1)(3,1)] gLLMQacdefffjkanrjj SFS[D(3,1)(3,1)] gLLMQacdefffjkanjjj SFS[D(3,1)(3,2)] gLLAQccdeefftoveqvj SFS[D(3,1)(3,2)] gLLAQccdeeffloveqvj SFS[D(3,1)(3,1)] gLLAQbcdeeffebraark SFS[D(3,1)(3,1)] gLLAQbcdeeffmbraark m036(0,0) gLLAQbcdeeffxbraark m033(0,0) gLLAQbcdeeffdfreeok SFS[D(3,1)(3,2)] gLLAQbcdeeffhfreeok m007(0,0) gLLAQbcdeeffpfreeok m036(0,0) gLLMQacdefffjkajkjs SFS[D(7,2)(3,1)] gLLMQacdefffjkankjn SFS[D(7,5)(3,1)] gLLMQacdefffjkankjg SFS[D(7,2)(3,1)] gLLAQbcdeefftsreeok s081(0,0) gLLAQbcdeeffasreeok m032(0,0) gLLAQbcdeefflsreeok SFS[D(7,2)(3,1)] gLLMQacdefffjkankkn s004(0,0) gLLMQacdefffjkankkg s081(0,0) gLLMQacdefffjkankks SFS[D(7,5)(3,1)] gLLMQacdefffjkabkjs SFS[D(7,5)(3,1)] gLLAQccdeeffaojeqvj reducible gLLMQacdefffjkenkjs toroidal gLLAQccdeeffaoreqvj reducible gLLMQacdefffjkdnkjs toroidal gLLAQbddeeffhgghawj toroidal gLLAQbddeeffabghawj SFS[D(5,2)(2,1)] gLLAQbddeeffanchiwj toroidal gLLAQbddeeffajohmwj m016(0,0) gLLAQbddeeffarohmwj toroidal gLLAQbddeeffavohmwj SFS[D(5,2)(2,1)] gLLAQcdceeffqkseqvj s943(0,0) gLLMQacdefffjkqvkbb m180(0,0) gLLMQacdefffjkqskbb m170(0,0) gLLMQacdefffjkqgkjj toroidal gLLAQcdceeffakjeqvj toroidal gLLMQacdefffjkqgsjj toroidal gLLMQacdefffjkqvkjn m082(0,0) gLLMQacdefffjkqvkjg s087(0,0) gLLMQacdefffjkqvkjs s396(0,0) gLLAQbcdeefftjgeeok m118(0,0) gLLAQbcdeeffajgeeok m053(0,0) gLLAQbcdeeffljgeeok s536(0,0) gLLMQacdefffjkqvkkn toroidal gLLMQacdefffjkqvkkg SFS[D(8,3)(3,1)] gLLMQacdefffjkqvkks SFS[D(7,5)(3,1)] gLLAQbcedefftoaoljj s709(0,0) gLLAQbcedeffaoaoljj toroidal gLLAQbcedeffloaoljj s615(0,0) gLLAQbcedeffaoawljj reducible gLLMQacdefffjkxwgjg s140(0,0) gLLAQbcedeffajaseok SFS[D(7,3)(2,1)] gLLMQacdefffjkxwgkg m162(0,0) gLLAQbddeeffabktxcj SFS[D(5,2)(2,1)] gLLAQbddeeffakktxcj toroidal gLLAQbddeeffasktxcj m016(0,0) gLLAQbddeeffawftpcj toroidal gLLAQbddeeffavrtlcj SFS[D(5,2)(2,1)] gLLAQbddeeffxvremvj SFS[D(5,2)(4,1)] gLLAQcdceeffawrilbj SFS[D(3,1)(2,1)] gLLMQacdfeffjsxccjb SFS[D(5,3)(3,1)] gLLMQacdfeffjsxccjk toroidal gLLAQbcedefftjhfljn SFS[D(5,2)(3,1)] gLLAQbcedeffajhfljn toroidal gLLMQacdfeffjsxccgb reducible gLLMQacdfeffjsxccgk reducible gLLMQacdfeffjsxfjjj SFS[D(4,1)(2,1)] gLLMQacdfeffjsxcjjj m017(0,0) gLLAQcdceeffawrmlbj m003(0,0) gLLMQacdfeffjsxcbjj SFS[D(4,1)(2,1)] gLLMQacdfeffjsxcnjj m003(0,0) gLLMQacdfeffjsxnnjs m027(0,0) gLLAQbcedefftsajajj toroidal gLLAQbcedeffasajajj toroidal gLLAQbcedefflsajajj toroidal gLLMQacdfeffjsaggjg toroidal gLLAQbcdeeffaooalok reducible gLLMQacdfeffjsaggkg toroidal gLLAQbddeeffavkthcj SFS[D(3,1)(3,2)] gLLAQbddeeffajkthcj m036(0,0) gLLAQbddeeffarkthcj m007(0,0) gLLAQbddeeffabftecj SFS[D(3,1)(3,2)] gLLAQbddeeffanrtucj m007(0,0) gLLAQbddeeffxnredvj m078(0,0) gLLAQccdeeffaovhivj reducible gLLAQccdeeffakvhivj SFS[D(3,1)(3,2)] gLLAQccdeeffawvhivj SFS[D(3,1)(3,1)] gLLAQccdeeffifveivj SFS[D(5,2)(2,1)] gLLAQccdeeffufveivj SFS[D(4,1)(2,1)] gLLAQbcedefftsxfljn toroidal gLLAQbcedeffasxfljn toroidal gLLAQccdeeffhwvlivj SFS[D(5,2)(2,1)] gLLAQccdeeffpwvlivj SFS[D(4,1)(2,1)] gLLMQacdefffjsajrjj SFS[D(3,1)(3,1)] gLLMQacdefffjsajjjj toroidal gLLAQccdeeffakveivj m007(0,0) gLLAQccdeeffawveivj toroidal gLLAQccdeeffaoveivj SFS[D(3,1)(3,1)] gLLMQacdefffjsankjs SFS[D(7,3)(3,1)] gLLAQbcedefftoaoajj toroidal gLLAQbcedeffaoaoajj reducible gLLAQbcedeffloaoajj toroidal gLLMQacdefffjsxwgjg toroidal gLLAQbcedeffajaslok SFS[D(2,1)(2,1)] gLLMQacdefffjsxwgkg toroidal gLLAQbddeeffakkaxcj toroidal gLLAQbddeeffaskaxcj SFS[D(8,3)(2,1)] gLLAQbddeeffawfapcj toroidal gLLAQbddeeffxvrxmvj SFS[D(5,3)(5,2)] gLLAQcdceeffawriabj m054(0,0) gLLMQacdfeffjbxccnn m046(0,0) gLLMQacdfeffjbxccjb m035(0,0) gLLMQacdfeffjbxccjk m171(0,0) gLLMQacdfeffjbxccjs m154(0,0) gLLAQbcedefftjhftjn m142(0,0) gLLAQbcedeffajhftjn m081(0,0) gLLAQbcedeffljhftjn m178(0,0) gLLMQacdfeffjbxccgb SFS[D(5,2)(3,1)] gLLMQacdfeffjbxccgk SFS[D(4,1)(3,1)] gLLMQacdfeffjbxcjjj m141(0,0) gLLAQcdceeffawrmabj m116(0,0) gLLMQacdfeffjbxcnjj m116(0,0) gLLMQacdfeffjbxnnjs s861(0,0) gLLAQbcedefftsajtjj toroidal gLLAQbcedeffasajtjj SFS[D(3,1)(2,1)] gLLAQbcedefflsajtjj toroidal gLLMQacdfeffjbaggjg m030(0,0) gLLAQbcdeeffaooaqok SFS[D(3,1)(2,1)] gLLMQacdfeffjbaggkg m100(0,0) gLLAQbddeeffavkahcj reducible gLLAQbddeeffajkahcj toroidal gLLAQbddeeffarkahcj toroidal gLLAQbddeeffabfaecj reducible gLLAQbddeeffanraucj toroidal gLLAQbddeeffxnrxdvj s345(0,0) gLLAQccdeeffaovhuvj SFS[D(3,1)(3,1)] gLLAQccdeeffakvhuvj m010(0,0) gLLAQccdeeffawvhuvj m033(0,0) gLLAQccdeeffifveuvj toroidal gLLAQccdeeffufveuvj SFS[D(5,2)(2,1)] gLLAQbcedefftsxftjn toroidal gLLAQbcedeffasxftjn toroidal gLLAQccdeeffhwvluvj m011(0,0) gLLAQccdeeffpwvluvj m019(0,0) gLLMQacdefffjbajrjj SFS[D(3,1)(3,2)] gLLMQacdefffjbajjjj m007(0,0) gLLAQccdeeffakveuvj m010(0,0) gLLAQccdeeffawveuvj m007(0,0) gLLAQccdeeffaoveuvj SFS[D(3,1)(3,2)] gLLMQacdefffjbankjs SFS[D(7,4)(3,1)] gLLAQbcedefftoaotjj s450(0,0) gLLAQbcedeffaoaotjj toroidal gLLAQbcedeffloaotjj s599(0,0) gLLMQacdefffjbxwgjg s124(0,0) gLLAQbcedeffajasqok toroidal gLLMQacdefffjbxwgkg m155(0,0) gLLMQacdfeffjjpncjj SFS[D(5,2)(4,1)] gLLAQccdeeffakvhhos SFS[D(4,1)(4,1)] gLLAQccdeeffawvhhos SFS[D(5,2)(4,1)] gLLAQccdeeffaojhhos SFS[D(4,1)(2,1)] gLLMQacdfeffjjhccjk SFS[D(2,1)(2,1)] gLLAQbcedeffajafdjn SFS[D(2,1)(2,1)] gLLMQacdfeffjjhccgk toroidal gLLMQacdfeffjjdncjj toroidal gLLAQccdeeffakrhhos SFS[D(5,2)(4,1)] gLLAQccdeeffawrhhos toroidal gLLAQccdeeffakrhhfj SFS[D(5,3)(4,1)] gLLAQccdeeffawrhhfj toroidal gLLMQacdfeffjjlnnjj toroidal gLLAQbcedefflsaftbk SFS[D(4,1)(2,1)] gLLMQacdfeffjjufwjj reducible gLLMQacdfeffjjugwjj toroidal gLLAQccdeeffakvllbs toroidal gLLAQccdeeffawvllbs toroidal gLLAQbcedefflsaftwn SFS[D(4,1)(2,1)] gLLAQccdeeffakvllrj toroidal gLLAQccdeeffawvllrj toroidal gLLMQacdefffjjursjj reducible gLLMQacdefffjjussjj toroidal gLLAQccdeeffakviikj SFS[D(5,2)(4,1)] gLLAQccdeeffawviikj SFS[D(4,1)(4,1)] gLLMQacdefffjjqssjj SFS[D(4,1)(4,1)] gLLAQccdeeffakvhhfj SFS[D(4,3)(4,1)] gLLAQccdeeffawvhhfj SFS[D(5,3)(4,1)] gLLMQacdefffjjissjj SFS[D(5,3)(4,1)] gLLMQacdefffjjajsjj SFS[D(4,3)(4,1)] gLLAQccdeeffakviivs SFS[D(5,3)(4,1)] gLLAQccdeeffawviivs SFS[D(4,3)(4,1)] gLLAQccdeeffaojhhfj SFS[D(4,1)(2,1)] gLLMQacdefffjjhwgjg SFS[D(2,1)(2,1)] gLLAQbcedeffajafdok SFS[D(2,1)(2,1)] gLLMQacdefffjjhwgkg toroidal gLLMQacdfeffjvhccjk m070(0,0) gLLAQbcedeffajafhjn SFS[D(7,3)(2,1)] gLLMQacdfeffjvhccgk m006(0,0) gLLMQacdfeffjvdrcjj SFS[D(3,1)(2,1)] gLLMQacdfeffjvdrcjv SFS[D(6,1)(2,1)] gLLMQacdfeffjvdrcjr SFS[D(9,2)(2,1)] gLLAQccdeeffaoviqkj SFS[D(3,1)(2,1)] gLLMQacdefffjvqnkjs SFS[D(7,2)(2,1)] gLLMQacdefffjvqnvjj SFS[D(3,1)(2,1)] gLLAQbcdeeffaknllvk SFS[D(5,1)(2,1)] gLLMQacdefffjvdsojj SFS[D(3,1)(2,1)] gLLMQacdefffjvhwgjg m043(0,0) gLLAQbcedeffajafpok SFS[D(7,2)(2,1)] gLLMQacdefffjvhwgkg toroidal gLLMQacdfeffjrhccjk m026(0,0) gLLAQbcedeffajafpjn toroidal gLLMQacdfeffjrhccgk SFS[D(3,1)(2,1)] gLLMQacdfeffjrlnfjv toroidal gLLMQacdfeffjrlnfjr SFS[D(10,3)(2,1)] gLLMQacdfeffjrtfcjj SFS[D(5,2)(2,1)] gLLAQbddeeffavkhacj SFS[D(3,1)(2,1)] gLLAQbddeeffavoqlgj SFS[D(3,1)(2,1)] gLLMQacdefffjragrjs SFS[D(3,1)(2,1)] gLLAQccdeeffqfviqvs SFS[D(5,2)(2,1)] gLLAQbcdeeffaknllcn SFS[D(7,3)(2,1)] gLLMQacdefffjrhwgjg m069(0,0) gLLAQbcedeffajafhok SFS[D(5,1)(2,1)] gLLMQacdefffjrhwgkg m011(0,0) gLLAQbddeeffabklxnj SFS[D(3,1)(2,1)] gLLAQbddeeffakklxnj m003(0,0) gLLAQbddeeffasklxnj toroidal gLLAQbddeeffawflpnj m003(0,0) gLLAQbddeeffavrllnj SFS[D(3,1)(2,1)] gLLAQbddeeffxvrmmkj toroidal gLLAQcdceeffawritrs m017(0,0) gLLMQbdedeffasqfxfk m016(0,0) gLLMQbdedeffpgdfmrk SFS[D(5,2)(2,1)] gLLPQbdedeffdwdflrr m034(0,0) gLLMQbdedeffxkeftnk m168(0,0) gLLAQbcedefftjhfaok m019(0,0) gLLAQbcedeffajhfaok m004(0,0) gLLAQbcedeffljhfaok m275(0,0) gLLMQbdedeffhgdfmrk toroidal gLLPQbdedeffevefpnr SFS[D(4,1)(3,1)] gLLMQbdedeffmkeftnk SFS[D(5,3)(3,1)] gLLMQbddeeffajklhnk SFS[D(5,2)(2,1)] gLLAQcdceeffawrmtrs SFS[D(4,1)(2,1)] gLLMQbddeeffanrlunk SFS[D(4,1)(2,1)] gLLMQbddeeffxnrmdkk m305(0,0) gLLAQbddeeffdrnhegj m019(0,0) gLLAQbcedeffaoewlss toroidal gLLAQbddeeffennmakj toroidal gLLPQbdedeffdwdbxrr SFS[D(5,2)(3,1)] gLLPQbdedeffeveblnr SFS[D(4,1)(3,1)] gLLAQbcdeeffaccahns SFS[D(7,2)(2,1)] gLLAQbcdeeffaocahns toroidal gLLAQbcedeffmsxjmos toroidal gLLAQbcedefftsajlss m220(0,0) gLLAQbcedeffasajlss SFS[D(7,2)(2,1)] gLLAQbcedefflsajlss m137(0,0) gLLAQbcdeeffacculss toroidal gLLAQbcdeeffaoculss toroidal gLLAQbddeeffdwnhtgj m115(0,0) gLLAQbcdeeffajwplss SFS[D(5,2)(2,1)] gLLAQbddeeffevnmhkj m034(0,0) gLLAQbcdeeffagculss toroidal gLLAQbddeeffafbitsj toroidal gLLAQbcdeeffeccxqks m249(0,0) gLLAQbcdeeffdbcpigs m036(0,0) gLLAQbcdeeffmccxqks toroidal gLLAQbcdeeffhbcpigs m036(0,0) gLLAQbcdeeffxccxqks m247(0,0) gLLAQbcdeeffabjuubk SFS[D(5,2)(2,1)] gLLAQbcdeeffaocpigs toroidal gLLAQbcdeeffmrwxpws toroidal gLLAQbcdeeffhgjuubk m289(0,0) gLLAQcdceeffuosxdfs m034(0,0) gLLAQbcedeffaoucaok SFS[D(5,2)(2,1)] gLLAQcdceeffporidfs m115(0,0) gLLMQbdedeffxvesenk m203(0,0)(0,0) gLLAQbcedeffhgabxwn m310(0,0) gLLMQbddeeffavgldnk T2xI gLLMQbddeeffxvgmukk m125(0,0)(0,0) gLLPQbddeeffdroedww m137(0,0) gLLAQbcdeeffaooaejn SFS[D(7,2)(2,1)] gLLPQbddeeffenoaevw m220(0,0) gLLAQbddeeffhoklhnj m036(0,0) gLLAQbddeeffhgflenj SFS[D(3,1)(3,1)] gLLAQbddeeffxfrpioj m148(0,0) gLLAQbcdeeffabrxxwn m015(0,0) gLLAQbddeeffhcrlunj m033(0,0) gLLAQbddeeffajklhnj m016(0,0) gLLAQbddeeffarklhnj m006(0,0) gLLAQbddeeffanrlunj m006(0,0) gLLAQbcedeffhnqkhns m059(0,0) gLLAQbcedeffhvefpvk m262(0,0) gLLAQbddeeffxnrmdkj m372(0,0) gLLAQbcedeffaodklss toroidal gLLAQbddeeffhrrhagj m285(0,0) gLLAQbddeeffafripsj toroidal gLLAQbcedeffhbtkigs m373(0,0) gLLAQbcedeffxchkqks m286(0,0) gLLAQbddeeffxvkqpwj SFS[D(5,3)(3,1)] gLLAQbddeeffxsfqlwj m115(0,0) gLLAQbddeeffxwrqxwj m058(0,0) gLLAQbcedeffabmfubk m007(0,0) gLLAQbddeeffhsripsj m261(0,0) gLLAQbddeeffasfhmgj m016(0,0) gLLAQbddeeffakfhmgj m017(0,0) gLLAQbddeeffawrhagj m017(0,0) gLLAQbcdeeffhvrmmcn m149(0,0) gLLAQbcdeeffxsrttfn m032(0,0) gLLAQbcedeffaoaklss toroidal gLLAQbcdeeffhvnmmcn m160(0,0) gLLAQbcedeffaodwlss toroidal gLLAQbcdeeffhvommcn SFS[D(3,1)(3,2)] gLLAQccdeeffakvhqks m017(0,0) gLLAQbcedeffhgmfubk m059(0,0) gLLAQccdeeffawvhqks m016(0,0) gLLAQccdeeffqgveqks SFS[D(5,2)(3,1)] gLLAQccdeeffqvveqks SFS[D(5,3)(3,1)] gLLAQccdeeffifveqks SFS[D(5,3)(3,1)] gLLAQccdeeffufveqks SFS[D(5,2)(3,1)] gLLAQbcedefftsxfaok m115(0,0) gLLAQbcedeffasxfaok m015(0,0) gLLAQbcedefflsxfaok SFS[D(5,2)(3,1)] gLLAQccdeeffhwvlqks m058(0,0) gLLAQccdeeffpwvlqks m115(0,0) gLLAQccdeeffdwvlqks SFS[D(5,3)(3,1)] gLLAQbcedeffhvafpvk m117(0,0) gLLAQccdeeffqfjeqks SFS[D(5,3)(3,1)] gLLAQbcedeffhvdfpvk m034(0,0) gLLAQccdeeffqfreqks SFS[D(5,2)(3,1)] gLLMQbddeeffajriisk m006(0,0) gLLAQbcdeeffhgrxxwn m032(0,0) gLLMQbddeeffanfiask m016(0,0) gLLAQccdeeffqfvuqks SFS[D(5,2)(3,1)] gLLAQccdeeffqvvuqks m115(0,0) gLLMQbddeeffxvrqqwk SFS[D(3,1)(3,2)] gLLAQccdeeffhkvaqks m007(0,0) gLLAQccdeeffqgvuqks m015(0,0) gLLMQbddeeffxjrqqwk m036(0,0) gLLMQbddeeffabklxnk SFS[D(2,1)(2,1)] gLLAQbcdeeffmbraagn m016(0,0) gLLAQbcdeeffxbraagn m006(0,0) gLLAQbcdeeffhfreejn m017(0,0) gLLAQbcdeeffpfreejn m016(0,0) gLLMQbddeeffxrrmmkk SFS[D(3,1)(3,2)] gLLMQbddeeffpwrhhgk SFS[D(3,1)(3,1)] gLLPQbddeeffdgkeeww SFS[D(3,1)(3,2)] gLLAQbcdeefftsreejn m036(0,0) gLLAQbcdeeffasreejn m007(0,0) gLLAQbcdeefflsreejn SFS[D(3,1)(3,2)] gLLMQbddeeffhwrhhgk m033(0,0) gLLPQbddeeffekkaavw m036(0,0) gLLMQbddeeffmvrmmkk SFS[D(3,1)(3,1)] gLLMQbddeeffxjrmmkk SFS[D(3,1)(3,1)] gLLMQbddeeffxvnmmkk SFS[D(3,1)(3,1)] gLLMQbddeeffxvommkk SFS[D(3,1)(3,2)] gLLAQbddeeffhgghagj toroidal gLLAQbddeeffanchigj m016(0,0) gLLAQbddeeffajohmgj m017(0,0) gLLAQbddeeffarohmgj m016(0,0) gLLAQcdceeffqkseqks m168(0,0) gLLMQbddeeffasbiisk m011(0,0) gLLMQbddeeffakbiisk m019(0,0) gLLMQbddeeffasbllnk SFS[D(5,2)(2,1)] gLLAQcdceeffakjeqks SFS[D(4,1)(2,1)] gLLMQbddeeffawnlxnk SFS[D(4,1)(2,1)] gLLMQbddeeffpgbhhgk m007(0,0) gLLPQbddeeffdwveeww SFS[D(3,1)(3,2)] gLLMQbddeeffxkbmmkk m010(0,0) gLLAQbcdeefftjgeejn m036(0,0) gLLAQbcdeeffajgeejn SFS[D(3,1)(3,1)] gLLAQbcdeeffljgeejn m033(0,0) gLLMQbddeeffhgbhhgk SFS[D(3,1)(3,2)] gLLPQbddeeffevvaavw reducible gLLMQbddeeffmkbmmkk SFS[D(3,1)(3,1)] gLLAQbcedefftoaolss m221(0,0) gLLAQbcedeffaoaolss toroidal gLLAQbcedeffloaolss m345(0,0) gLLAQbcedeffaoawlss reducible gLLPQbddeeffdwsedww m137(0,0) gLLAQbcedeffajasejn SFS[D(5,1)(2,1)] gLLPQbddeeffevsaevw m038(0,0) gLLAQbddeeffabktxnj toroidal gLLAQbddeeffakktxnj toroidal gLLAQbddeeffasktxnj toroidal gLLAQbddeeffawftpnj toroidal gLLAQbddeeffavrtlnj toroidal gLLAQbddeeffxvremkj toroidal gLLMQbdedeffabmfxfk SFS[D(5,2)(2,1)] gLLAQcdceeffawrilrs toroidal gLLMQbdedeffasmfxfk SFS[D(5,2)(2,1)] gLLPQbdedeffdwhflrr toroidal gLLMQbdedeffxkaftnk SFS[D(5,2)(3,1)] gLLAQbcedeffajhflok toroidal gLLAQbcedeffljhflok SFS[D(5,3)(3,1)] gLLPQbdedeffevmfpnr reducible gLLMQbdedeffmkaftnk reducible gLLMQbddeeffavkxhnk SFS[D(4,1)(2,1)] gLLMQbddeeffajkxhnk m016(0,0) gLLAQcdceeffawrmlrs m019(0,0) gLLMQbddeeffabfxenk SFS[D(4,1)(2,1)] gLLMQbddeeffanrxunk m019(0,0) gLLMQbddeeffxnradkk m210(0,0) gLLAQbcedefftsajass s318(0,0) gLLAQbcedeffasajass toroidal gLLAQbcedefflsajass m232(0,0) gLLPQbddeeffdrohdww s584(0,0) gLLAQbcdeeffaooaljn SFS[D(8,3)(2,1)] gLLPQbddeeffenomevw s538(0,0) gLLAQbddeeffajkthnj m118(0,0) gLLAQbddeeffarkthnj m070(0,0) gLLAQbddeeffanrtunj m070(0,0) gLLAQbddeeffxnredkj s917(0,0) gLLAQccdeeffakvhiks toroidal gLLAQccdeeffawvhiks toroidal gLLAQccdeeffifveiks m143(0,0) gLLAQccdeeffufveiks m079(0,0) gLLAQccdeeffqfveiks SFS[D(5,2)(3,1)] gLLAQbcedefftsxflok m239(0,0) gLLAQbcedeffasxflok m146(0,0) gLLAQbcedefflsxflok SFS[D(5,3)(3,1)] gLLAQccdeeffhwvliks toroidal gLLAQccdeeffpwvliks toroidal gLLAQccdeeffdwvliks reducible gLLMQbddeeffakkxxnk m037(0,0) gLLAQccdeeffakveiks m082(0,0) gLLAQccdeeffawveiks m037(0,0) gLLMQbddeeffxvramkk toroidal gLLAQbcedefftoaoass toroidal gLLAQbcedeffaoaoass reducible gLLAQbcedeffloaoass toroidal gLLPQbddeeffdwshdww toroidal gLLAQbcedeffajasljn SFS[D(2,1)(2,1)] gLLPQbddeeffevsmevw toroidal gLLAQbddeeffabkaxnj SFS[D(3,1)(2,1)] gLLAQbddeeffakkaxnj SFS[D(3,1)(2,1)] gLLAQbddeeffaskaxnj reducible gLLAQbddeeffawfapnj SFS[D(3,1)(2,1)] gLLAQbddeeffavralnj SFS[D(3,1)(2,1)] gLLAQbddeeffxvrxmkj toroidal gLLAQcdceeffawriars m185(0,0) gLLMQbdedeffaspfxfk m147(0,0) gLLMQbdedeffpgafmrk toroidal gLLPQbdedeffdwpflrr m189(0,0) gLLMQbdedeffxkdftnk m300(0,0) gLLAQbcedefftjhftok m011(0,0) gLLAQbcedeffajhftok m117(0,0) gLLAQbcedeffljhftok m346(0,0) gLLMQbdedeffhgafmrk toroidal gLLPQbdedeffevxfpnr SFS[D(4,3)(3,1)] gLLMQbdedeffmkdftnk SFS[D(5,2)(3,1)] gLLMQbddeeffajkphnk m147(0,0) gLLAQcdceeffawrmars m154(0,0) gLLMQbddeeffanrpunk m154(0,0) gLLMQbddeeffxnridkk s850(0,0) gLLAQbcedefftsajtss SFS[D(5,3)(5,2)] gLLAQbcedefflsajtss SFS[D(5,3)(4,1)] gLLPQbddeeffdroudww m145(0,0) gLLAQbcdeeffaooaqjn toroidal gLLPQbddeeffenoievw m119(0,0) gLLAQbddeeffajkahnj SFS[D(8,3)(2,1)] gLLAQbddeeffarkahnj SFS[D(7,3)(2,1)] gLLAQbddeeffanraunj SFS[D(7,3)(2,1)] gLLAQbddeeffxnrxdkj s450(0,0) gLLAQccdeeffakvhuks m141(0,0) gLLAQccdeeffawvhuks m180(0,0) gLLAQccdeeffifveuks m035(0,0) gLLAQccdeeffufveuks m143(0,0) gLLAQccdeeffqfveuks SFS[D(5,3)(3,1)] gLLAQbcedefftsxftok SFS[D(5,2)(3,1)] gLLAQbcedeffasxftok SFS[D(5,3)(3,1)] gLLAQbcedefflsxftok reducible gLLAQccdeeffhwvluks m142(0,0) gLLAQccdeeffpwvluks m229(0,0) gLLAQccdeeffdwvluks SFS[D(5,2)(3,1)] gLLMQbddeeffakkpxnk m082(0,0) gLLAQccdeeffakveuks m046(0,0) gLLAQccdeeffawveuks m082(0,0) gLLMQbddeeffxvrimkk toroidal gLLAQbcedefftoaotss s345(0,0) gLLAQbcedeffaoaotss toroidal gLLAQbcedeffloaotss s650(0,0) gLLPQbddeeffdwsudww s213(0,0) gLLAQbcedeffajasqjn SFS[D(7,2)(2,1)] gLLPQbddeeffevsievw m195(0,0) gLLAQbddeeffxvrxqgr m170(0,0) gLLAQbddeeffxrrxqgr m009(0,0) gLLAQbddeeffxjrxqgr s471(0,0) gLLAQbddeeffakfamrw SFS[D(4,1)(4,1)] gLLAQbddeeffajrahwr SFS[D(5,2)(4,1)] gLLAQbddeeffarrahwr SFS[D(4,1)(4,1)] gLLAQbddeeffhgfuekw m100(0,0) gLLAQbddeeffavrulcr SFS[D(3,1)(2,1)] gLLAQbddeeffxvrdmvr toroidal gLLAQbddeeffavrpdjr SFS[D(5,2)(2,1)] gLLAQbddeeffxvrxegr toroidal gLLAQbddeeffxrrxegr SFS[D(5,1)(3,1)] gLLAQbddeeffxjrxegr SFS[D(7,4)(3,1)] gLLAQbddeeffavgairw SFS[D(4,1)(2,1)] gLLAQbddeeffhgcuekw m030(0,0) gLLAQbddeeffavruqcr toroidal gLLAQbddeeffxvrdhvr m026(0,0) gLLAQbddeeffxvrxlgr toroidal gLLAQbddeeffxrrxlgr m078(0,0) gLLAQbddeeffxjrxlgr s235(0,0) gLLAQbddeeffakbamrw SFS[D(5,2)(4,1)] gLLAQbddeeffajramwr toroidal gLLAQbddeeffarramwr SFS[D(5,2)(4,1)] gLLAQbddeeffhgbuekw SFS[D(3,1)(2,1)] gLLAQbddeeffavruecr SFS[D(3,1)(2,1)] gLLAQbddeeffxvrdtvr SFS[D(3,1)(2,1)] gLLMQacefeffnkxfcfn SFS[D(3,1)(2,1)] gLLAQbddeeffxsfxlbw toroidal gLLAQbddeeffxvkxpbw m017(0,0) gLLAQbddeeffxwrxxbw m141(0,0) gLLMQacefeffnkxkckf SFS[D(5,2)(4,1)] gLLAQccdeeffakvhhcn SFS[D(4,1)(4,1)] gLLAQccdeeffawvhhcn SFS[D(5,2)(4,1)] gLLMQacefeffnkxgcro m016(0,0) gLLAQbcedeffxoughwr SFS[D(6,1)(2,1)] gLLAQbcedeffxouousn SFS[D(3,1)(2,1)] gLLAQbddeeffxvgxpbw SFS[D(4,1)(2,1)] gLLAQbcdeeffdjgtdgj SFS[D(3,1)(2,1)] gLLAQbcdeeffpjgtdgj SFS[D(6,1)(2,1)] gLLAQbcdeeffhjgtdgj SFS[D(9,2)(2,1)] gLLAQccdeeffaojhhcn SFS[D(4,1)(2,1)] gLLMQacefeffnktgcro SFS[D(5,2)(2,1)] gLLMQacefeffnktgcjo SFS[D(4,1)(2,1)] gLLMQacefeffnkufcfn SFS[D(3,1)(2,1)] gLLAQccdeeffqfrehcn SFS[D(3,1)(2,1)] gLLAQbddeeffxsbxlbw toroidal gLLAQbddeeffxvjxpbw m003(0,0) gLLAQbddeeffxwnxxbw m116(0,0) gLLMQacefeffnkukckf toroidal gLLAQccdeeffakrhhcn SFS[D(5,2)(4,1)] gLLAQccdeeffawrhhcn toroidal gLLMQacefeffnkugcro toroidal gLLAQbddeeffabfpxfw SFS[D(3,1)(2,1)] gLLAQbcedeffabakqbw SFS[D(3,1)(2,1)] gLLAQbcdeeffavfpqbw SFS[D(9,4)(2,1)] gLLAQbcdeeffaoruqbw toroidal gLLAQccdeeffaojuhcn SFS[D(5,2)(2,1)] gLLAQbcdeeffxordhrw m161(0,0) gLLAQbddeeffmkcdtnw m074(0,0) gLLAQbcdeeffaoratow SFS[D(3,1)(2,1)] gLLAQbcdeeffmvfxucw m094(0,0) gLLAQbcdeeffhvbmtbn m062(0,0) gLLAQbcdeeffaogtdgj SFS[D(9,4)(2,1)] gLLAQbcdeeffhvnmdnr toroidal gLLAQbcdeeffxgrxesw SFS[D(7,3)(3,1)] gLLAQbcdeeffxcrxesw SFS[D(3,1)(2,1)] gLLAQbddeeffabbpxfw SFS[D(3,1)(2,1)] gLLAQbddeeffajnamrw SFS[D(5,3)(4,1)] gLLAQbddeeffakbatwr SFS[D(4,3)(4,1)] gLLAQbddeeffarnamrw SFS[D(4,3)(4,1)] gLLAQbcdeeffdowxdon s514(0,0) gLLAQbcdeefferwlern s400(0,0) gLLAQbddeeffabbahwr SFS[D(4,1)(2,1)] gLLAQbddeeffxvjxpgr m019(0,0) gLLAQbddeeffxsbxlgr SFS[D(4,1)(2,1)] gLLAQbddeeffxwnxxgr m154(0,0) gLLAQbddeeffajramrw toroidal gLLAQbddeeffakbamwr SFS[D(5,3)(4,1)] gLLAQbddeeffarramrw SFS[D(5,3)(4,1)] gLLAQbddeeffhgbuecr SFS[D(3,1)(2,1)] gLLAQccdeeffqfrehvn toroidal gLLAQbddeeffxrrxlbw s085(0,0) gLLAQbddeeffxvrxlbw m100(0,0) gLLAQbddeeffxjrxlbw s287(0,0) gLLAQccdeeffakrhhvn SFS[D(5,3)(4,1)] gLLAQccdeeffawrhhvn toroidal gLLMQacefeffnklknkf toroidal gLLAQbddeeffmvndtnw m074(0,0) gLLAQbcdeefftsohtow s718(0,0) gLLAQbcdeeffajoxdon toroidal gLLAQbcdeefflsohtow m307(0,0) gLLAQbddeeffxvrdtnw m054(0,0) gLLMQaceffefnkljfcf toroidal gLLAQbcedefflsaftnj SFS[D(4,1)(2,1)] gLLAQbddeeffakbatrw SFS[D(4,1)(4,1)] gLLAQbddeeffajnamwr SFS[D(5,2)(4,1)] gLLAQbddeeffarnamwr SFS[D(4,1)(4,1)] gLLAQbcdeefferwlegn s173(0,0) gLLAQbcdeeffdowxdjn s385(0,0) gLLAQbddeeffmvndtvr m023(0,0) gLLMQacefeffnkdkjkn reducible gLLMQacefeffnkdkjkg toroidal gLLAQccdeeffakvlljn toroidal gLLAQccdeeffawvlljn toroidal gLLAQbcedeffababqbw reducible gLLAQbcdeeffavvpqbw SFS[D(3,1)(2,1)] gLLAQbcdeeffaoouqbw SFS[D(3,1)(2,1)] gLLAQbcdeeffaooatow reducible gLLAQbcdeeffaogadgj SFS[D(3,1)(2,1)] gLLAQbddeeffxvkxpgr m016(0,0) gLLAQbddeeffxsfxlgr SFS[D(5,2)(2,1)] gLLAQbddeeffxwrxxgr m147(0,0) gLLAQbddeeffajrahrw SFS[D(5,3)(4,1)] gLLAQbddeeffakfamwr SFS[D(4,3)(4,1)] gLLAQbddeeffarrahrw SFS[D(4,3)(4,1)] gLLAQbddeeffhgfuecr toroidal gLLAQbcedefflsaftcj SFS[D(4,1)(2,1)] gLLAQccdeeffakvllon toroidal gLLAQccdeeffawvllon toroidal gLLMQacefeffnkdkskv reducible gLLMQacefeffnkdkrkv toroidal gLLAQbcedeffabtfqjj m009(0,0) gLLAQbcdeeffdfgedgj SFS[D(3,1)(2,1)] gLLAQccdeeffakviibn SFS[D(5,2)(4,1)] gLLAQccdeeffawviibn SFS[D(4,1)(4,1)] gLLMQacefeffnkekrkv SFS[D(4,1)(4,1)] gLLAQccdeeffqfvehvn SFS[D(5,2)(2,1)] gLLAQbddeeffxrrxqbw m045(0,0) gLLAQbddeeffxvrxqbw m052(0,0) gLLAQbddeeffxjrxqbw s417(0,0) gLLAQccdeeffakvhhvn SFS[D(4,3)(4,1)] gLLAQccdeeffawvhhvn SFS[D(5,3)(4,1)] gLLMQacefeffnkakrkv SFS[D(5,3)(4,1)] gLLAQbddeeffxvrdmnw toroidal gLLMQaceffefnkajfwv toroidal gLLAQbddeeffabbahrw SFS[D(4,1)(2,1)] gLLAQbcdeefftsohtsr s479(0,0) gLLAQbcdeeffajoxdjn m035(0,0) gLLAQbcdeefflsohtsr m135(0,0) gLLAQbcedeffabtfqsj m045(0,0) gLLMQacefeffnkikwkv SFS[D(4,3)(4,1)] gLLAQccdeeffakviiwn SFS[D(5,3)(4,1)] gLLAQccdeeffawviiwn SFS[D(4,3)(4,1)] gLLAQccdeeffdwvdiwn SFS[D(5,2)(2,1)] gLLAQbcedeffabasqbw SFS[D(3,1)(2,1)] gLLAQbcdeeffavgpqbw SFS[D(12,5)(2,1)] gLLAQbcdeeffaonuqbw toroidal gLLAQbcdeeffaonatow SFS[D(3,1)(2,1)] gLLAQbcdeeffaogldgj SFS[D(12,5)(2,1)] gLLAQbcdeeffaooatsr SFS[D(8,3)(2,1)] gLLAQbcdeeffaonatsr toroidal gLLAQbcdeeffmvfxukr m077(0,0) gLLAQbcdeeffhvbmtwn m067(0,0) gLLAQbddeeffxvgxpgr SFS[D(4,1)(2,1)] gLLAQbddeeffavgaiwr SFS[D(4,1)(2,1)] gLLAQbddeeffhgcuecr m003(0,0) gLLAQbddeeffmkcdtvr m023(0,0) gLLAQbcdeeffaogadwj SFS[D(7,2)(2,1)] gLLAQbcdeeffaogldwj toroidal gLLAQbcdeeffxordhwr m200(0,0) gLLAQccdeeffqfjehvn SFS[D(5,2)(2,1)] gLLAQbddeeffavruqkw SFS[D(5,2)(2,1)] gLLAQbddeeffxrrxebw SFS[D(7,3)(3,1)] gLLAQbddeeffxvrxebw toroidal gLLAQbddeeffxjrxebw SFS[D(5,4)(3,1)] gLLAQccdeeffaojhhvn SFS[D(4,1)(2,1)] gLLAQbcdeeffhjgtdwj toroidal gLLAQbcdeeffpjgtdwj SFS[D(10,3)(2,1)] gLLAQbcdeeffaogtdwj SFS[D(11,4)(2,1)] gLLAQbcdeeffavvpqgr SFS[D(7,2)(2,1)] gLLAQbcedeffababqgr SFS[D(8,3)(2,1)] gLLAQbcdeeffaoouqgr toroidal gLLAQbcdeeffavgpqgr toroidal gLLAQbcedeffabasqgr toroidal gLLAQbcdeeffaonuqgr toroidal gLLAQbcdeeffavfpqgr SFS[D(11,4)(2,1)] gLLAQbcdeeffaoruqgr toroidal gLLAQbcedeffxoughrw SFS[D(10,3)(2,1)] gLLAQbddeeffxvrdhnw m116(0,0) gLLMQaceffefnktjfjg toroidal gLLMQaceffefnktjgjg SFS[D(4,1)(2,1)] gLLMQaceffefnktjvjg SFS[D(5,2)(2,1)] gLLAQbcdeeffxgrxeor SFS[D(5,1)(3,1)] gLLAQbcdeeffxcrxeor SFS[D(3,1)(2,1)] gLLAQbcdeeffhvnmdvw SFS[D(7,2)(3,1)] gLLAQbcdeefftsohhow m178(0,0) gLLAQbcdeeffajoxhon m011(0,0) gLLAQbcdeefflsohhow toroidal gLLAQbcdeeffaooahow SFS[D(3,1)(2,1)] gLLAQbcdeefftsohmsr m300(0,0) gLLAQbcdeeffajoxpjn SFS[D(5,2)(3,1)] gLLAQbcdeefflsohmsr m168(0,0) gLLAQbddeeffabfqekw SFS[D(3,1)(2,1)] gLLAQccdeeffaovudcn SFS[D(3,1)(2,1)] gLLAQbcdeefftsohmow s844(0,0) gLLAQbcdeeffajoxpon toroidal gLLAQbcdeefflsohmow m400(0,0) gLLAQbcdeeffaooamow SFS[D(3,1)(2,1)] gLLAQbcdeefftsohhsr m346(0,0) gLLAQbcdeeffajoxhjn m142(0,0) gLLAQbcdeefflsohhsr m146(0,0) gLLAQbcdeeffaooahsr toroidal gLLAQbddeeffxvrmmbk toroidal gLLMQacefeffnjpgcro SFS[D(5,2)(3,1)] gLLAQbddeeffavrtljr SFS[D(5,2)(2,1)] gLLAQbddeeffxvrembk SFS[D(5,3)(4,1)] gLLAQbddeeffavrtlrk SFS[D(5,2)(2,1)] gLLAQbddeefflvrtlrk toroidal gLLAQbcdeeffhkkhpow m006(0,0) gLLAQbcdeeffmjkmxrw SFS[D(3,1)(2,1)] gLLMQacefeffnvpkcjo SFS[D(4,1)(3,1)] gLLAQbcedeffajhflnr SFS[D(4,3)(3,1)] gLLMQacefeffnvpgcro reducible gLLMQacefeffnvpgcjo reducible gLLAQbcdeeffagrqiow SFS[D(4,3)(3,1)] gLLAQbcdeeffxgrhpsw toroidal gLLAQbcdeeffpjgplwj m045(0,0) gLLAQbcedeffabafhgr SFS[D(7,2)(2,1)] gLLMQaceffefnvprrrg SFS[D(5,2)(2,1)] gLLMQaceffefnvpkgjg SFS[D(5,3)(4,1)] gLLMQaceffefnvpjgjg SFS[D(4,3)(4,1)] gLLAQbcedeffabawhgr toroidal gLLAQbddeeffxvrxmbk SFS[D(5,2)(5,2)] gLLMQacefeffnrpgcro SFS[D(5,3)(3,1)] gLLAQbddeeffavjpucr SFS[D(4,1)(2,1)] gLLAQbddeeffabbphfk SFS[D(4,1)(2,1)] gLLAQbddeeffabbaqrk SFS[D(3,1)(2,1)] gLLPQacefeffnghgckv SFS[D(3,1)(2,1)] gLLAQbcedeffajafdsj SFS[D(3,1)(2,1)] gLLPQacefeffnghjckv toroidal gLLMQbdedeffakafucs SFS[D(2,1)(2,1)] gLLAQccdeeffawrhhsr SFS[D(2,1)(2,1)] gLLAQccdeeffawrhhsn SFS[D(2,1)(2,1)] gLLMQbdedeffakafucw SFS[D(2,1)(2,1)] gLLMQbdedeffabarqcw reducible gLLMQbdedeffakawxcs SFS[D(3,1)(2,1)] gLLAQccdeeffakvllgr SFS[D(3,1)(2,1)] gLLAQccdeeffawvllgr SFS[D(3,1)(2,1)] gLLAQccdeeffakvllgn SFS[D(3,1)(2,1)] gLLAQccdeeffawvllgn SFS[D(3,1)(2,1)] gLLMQbdedeffabarqcs reducible gLLMQbdedeffakawxcw SFS[D(3,1)(2,1)] gLLPQacefeffjghgckv SFS[D(3,1)(2,1)] gLLAQbcedeffajafdsw SFS[D(3,1)(2,1)] gLLPQacefeffjghjckv toroidal gLLPQacefeffnchgckv toroidal gLLAQbcedeffajafhsj reducible gLLPQacefeffnchjckv toroidal gLLPQacefeffjoegbon SFS[D(5,2)(2,1)] gLLPQacefeffjoegbcn toroidal gLLAQccdeeffqfviqnn SFS[D(5,2)(2,1)] gLLMQbddeeffxvrllvw SFS[D(7,3)(2,1)] gLLAQbddeeffavoqlrr SFS[D(2,1)(2,1)] gLLAQbddeeffavkhakn SFS[D(2,1)(2,1)] gLLMQbddeeffabbmhcw SFS[D(5,2)(2,1)] gLLAQbcdeeffaknllnw SFS[D(3,1)(2,1)] gLLPQacefeffjohgckv SFS[D(3,1)(2,1)] gLLAQbcedeffajafpsw toroidal gLLPQacefeffjohjckv SFS[D(3,1)(2,1)] gLLPQacefeffnohgckv m003(0,0) gLLAQbcedeffajafpsj SFS[D(3,1)(2,1)] gLLPQacefeffnohjckv toroidal gLLMQbdedeffabdvecs SFS[D(2,1)(2,1)] gLLMQbddeeffabbmhcs SFS[D(4,1)(2,1)] gLLAQccdeeffaoviqnr SFS[D(2,1)(2,1)] gLLMQbddeeffxvrllvs SFS[D(8,3)(2,1)] gLLAQccdeeffqfviqnr SFS[D(4,1)(2,1)] gLLMQbddeeffavjiicw SFS[D(2,1)(2,1)] gLLAQbcdeeffaknllnj reducible gLLMQbddeeffavjiqcw SFS[D(2,1)(2,1)] gLLPQacefeffjchgckv toroidal gLLAQbcedeffajafhsw SFS[D(3,1)(2,1)] gLLPQacefeffjchjckv m003(0,0) gLLAQbddeeffxvrmmjj SFS[D(3,1)(2,1)] gLLAQbcdeeffabbhhbj SFS[D(3,1)(2,1)] gLLAQbcdeeffagbahbj SFS[D(3,1)(2,1)] gLLAQbcdeeffagrqisk SFS[D(5,2)(3,1)] gLLAQbddeefflvrtlgr SFS[D(5,2)(2,1)] gLLAQbcdeeffmjkmxwn toroidal gLLAQbcdeeffhkkhpsn m019(0,0) gLLAQbddeefftvrtlgr SFS[D(4,1)(2,1)] gLLMQacefeffnoujcgb SFS[D(5,3)(3,1)] gLLAQbcedeffajhflgn SFS[D(5,2)(3,1)] gLLMQacefeffnoukcgb reducible gLLMQacefeffnoukcob reducible gLLAQbcdeeffxgrhpok toroidal gLLAQbcedeffabawhbj SFS[D(3,1)(2,1)] gLLAQccdeeffdwvlion reducible gLLAQbcedeffabafhbj reducible gLLAQbcedeffabanhbj SFS[D(3,1)(2,1)] gLLAQbcdeeffpjgplgn m032(0,0) gLLAQbcdeeffaknulnk SFS[D(3,1)(2,1)] gLLMQaceffefnoujkjk SFS[D(5,2)(5,2)] gLLMQaceffefnougkjk SFS[D(5,2)(4,1)] gLLAQbddeeffabbaqgr SFS[D(2,1)(2,1)] gLLAQbddeeffabbphsr SFS[D(5,2)(2,1)] gLLAQbddeeffavjpukj SFS[D(5,2)(2,1)] gLLAQbcedefftsajtgn SFS[D(5,2)(4,1)] gLLAQbcedefflsajtgn SFS[D(4,1)(4,1)] gLLAQbcedefftsxftgn SFS[D(4,3)(3,1)] gLLAQbcedeffasxftgn SFS[D(4,1)(3,1)] gLLAQbcedefflsxftgn reducible gLLAQbcdeeffdfbedbj SFS[D(3,1)(2,1)] gLLMQbdedeffakafxrs SFS[D(5,2)(5,2)] gLLAQccdeeffakvhhrs SFS[D(5,2)(4,1)] gLLAQccdeeffawvhhrs SFS[D(5,2)(5,2)] gLLAQccdeeffaojhhrs SFS[D(5,2)(2,1)] gLLPQacefeffnjmkcgb SFS[D(5,2)(2,1)] gLLMQbdedeffakafurs toroidal gLLAQccdeeffakrhhrs SFS[D(5,2)(5,2)] gLLAQccdeeffawrhhrs toroidal gLLAQccdeeffakrhhwn SFS[D(5,3)(5,2)] gLLAQccdeeffawrhhwn toroidal gLLMQbdedeffakafuwk toroidal gLLAQbcedefflsaftsk SFS[D(5,2)(2,1)] gLLMQbdedeffabarqwk reducible gLLMQbdedeffakawxrs toroidal gLLAQccdeeffakvllks toroidal gLLAQccdeeffawvllks toroidal gLLAQbcedefflsaftoj SFS[D(5,2)(2,1)] gLLAQccdeeffakvllcn toroidal gLLAQccdeeffawvllcn toroidal gLLMQbdedeffabarqrs reducible gLLMQbdedeffakawxwk toroidal gLLAQccdeeffakviijn SFS[D(5,2)(5,2)] gLLAQccdeeffawviijn SFS[D(5,2)(4,1)] gLLMQbdedeffakanxwk SFS[D(5,2)(4,1)] gLLAQccdeeffakvhhwn SFS[D(5,3)(4,1)] gLLAQccdeeffawvhhwn SFS[D(5,3)(5,2)] gLLMQbdedeffakafxwk SFS[D(5,3)(5,2)] gLLMQbdedeffakanxrs SFS[D(5,3)(4,1)] gLLAQccdeeffakviifs SFS[D(5,3)(5,2)] gLLAQccdeeffawviifs SFS[D(5,3)(4,1)] gLLAQccdeeffaojhhwn SFS[D(5,2)(2,1)] gLLPQaceffefnjmgkjk SFS[D(5,2)(2,1)] gLLAQbddeeffmvjepkr toroidal gLLAQbcedefftsafask m119(0,0) gLLAQbcedeffasafask SFS[D(7,2)(2,1)] gLLAQbddeeffhgjdmgr SFS[D(5,2)(2,1)] gLLAQbcedefflsafask m019(0,0) gLLAQbddeeffmkjetkr toroidal gLLAQbcedeffhnakhvs s394(0,0) gLLMQbddeeffhgceegw SFS[D(3,1)(2,1)] gLLAQbcdeeffmjvmmfw SFS[D(8,3)(3,1)] gLLAQbcdeeffhkvhhcw toroidal gLLAQbcdeeffavvhhcw SFS[D(7,2)(2,1)] gLLAQbcdeeffaccdlos SFS[D(8,3)(2,1)] gLLAQbcedefftsafloj m052(0,0) gLLAQbcedeffasafloj toroidal gLLAQbcedefflsafloj toroidal gLLAQbcedeffmsxfmsj m192(0,0) gLLAQbcdeeffaccqhvs toroidal gLLAQbddeeffmvjepnj toroidal gLLAQbcedefftsaflsk m060(0,0) gLLAQbcedeffasaflsk toroidal gLLAQbcedefflsaflsk toroidal gLLAQbcdeeffaccdlsn SFS[D(7,2)(2,1)] gLLAQbcdeeffaccqhnn toroidal gLLAQbcedeffmsxfmok m224(0,0) gLLAQbcedeffhnakhnn s438(0,0) gLLAQbcdeeffavvhhnn SFS[D(8,3)(2,1)] gLLAQbcdeeffhkvhhnn toroidal gLLAQbcdeeffmjvmmon SFS[D(7,5)(3,1)] gLLAQbddeeffhgjdmrj SFS[D(5,2)(2,1)] gLLAQbcedefftsafaoj m118(0,0) gLLAQbcedeffasafaoj SFS[D(8,3)(2,1)] gLLAQbcedefflsafaoj m016(0,0) gLLAQbddeeffmkjetnj toroidal gLLMQbddeeffhgceewk SFS[D(7,2)(2,1)] gLLAQbddeeffabklxkr SFS[D(2,1)(2,1)] gLLAQbddeeffakklxkr m043(0,0) gLLAQbddeeffasklxkr m069(0,0) gLLAQbddeeffawflpkr m043(0,0) gLLAQbddeeffavrllkr SFS[D(2,1)(2,1)] gLLAQbddeeffxvrmmnr toroidal gLLAQcdceeffawritwn m145(0,0) gLLMQbdedeffasqfxjs m130(0,0) gLLMQbdedeffpgdfmws m034(0,0) gLLPQacefeffnkagckv SFS[D(5,2)(2,1)] gLLMQbdedeffxkeftvs m168(0,0) gLLAQbcedefftjhfasj m189(0,0) gLLAQbcedeffajhfasj toroidal gLLAQbcedeffljhfasj m300(0,0) gLLMQbdedeffhgdfmws toroidal gLLMQbdedeffmkeftvs SFS[D(5,2)(3,1)] gLLMQbddeeffajklhcw SFS[D(5,2)(2,1)] gLLAQcdceeffawrmtwn SFS[D(4,1)(2,1)] gLLMQbddeeffanrlucw SFS[D(4,1)(2,1)] gLLMQbddeeffxnrmdvw s554(0,0) gLLAQbddeeffdrnherr s493(0,0) gLLAQbcedeffaoewlon toroidal gLLAQbddeeffennmanr s703(0,0) gLLPQacefeffnkqgbkw m199(0,0) gLLAQbcdeeffajcmasj SFS[D(6,1)(2,1)] gLLPQacefeffnkqjbkw m120(0,0) gLLAQbcdeeffaccahvn SFS[D(8,3)(2,1)] gLLAQbcdeeffaocahvn toroidal gLLAQbcedeffmsxjmsn toroidal gLLAQbcedefftsajlon s183(0,0) gLLAQbcedeffasajlon SFS[D(8,3)(2,1)] gLLAQbcedefflsajlon m175(0,0) gLLAQbcdeeffacculon toroidal gLLAQbcdeeffaoculon toroidal gLLAQbddeeffdwnhtrr s275(0,0) gLLAQbcdeeffajwplon SFS[D(10,3)(2,1)] gLLAQbddeeffevnmhnr m201(0,0) gLLAQbcdeeffagculon toroidal gLLAQbddeeffafbitfr toroidal gLLAQbcdeeffeccxqcn s313(0,0) gLLAQbcdeeffdbcpibn s445(0,0) gLLAQbcdeeffmccxqcn toroidal gLLAQbcdeeffhbcpibn s440(0,0) gLLAQbcdeeffxccxqcn s297(0,0) gLLAQbcdeeffabjuugj SFS[D(10,3)(2,1)] gLLAQbcdeeffaocpibn toroidal gLLAQbcdeeffmrwxprn toroidal gLLAQbcdeeffhgjuugj s523(0,0) gLLAQcdceeffuosxdjn m201(0,0) gLLAQbcedeffaoucasj SFS[D(10,3)(2,1)] gLLAQcdceeffporidjn s275(0,0) gLLMQbdedeffxvesevs m328(0,0)(0,0) gLLAQbcedeffhgabxgw s519(0,0) gLLMQbddeeffavgldcw T2xI gLLMQbddeeffxvgmuvw m359(0,0)(0,0) gLLPQaceffefnkxgjoj m175(0,0) gLLAQbcdeeffaooaesw SFS[D(8,3)(2,1)] gLLPQaceffefnkxkjoj s183(0,0) gLLAQbddeeffhoklhkr s085(0,0) gLLAQbddeeffhgflekr SFS[D(7,4)(3,1)] gLLAQbddeeffxfrpijr s412(0,0) gLLAQbcdeeffabrxxgw m035(0,0) gLLAQbddeeffhcrlukr s015(0,0) gLLAQbddeeffajklhkr m082(0,0) gLLAQbddeeffarklhkr m046(0,0) gLLAQbddeeffanrlukr m046(0,0) gLLAQbcedeffhnqkhvn m080(0,0) gLLAQbcedeffhvefpnj m320(0,0) gLLAQbddeeffxnrmdnr s707(0,0) gLLAQbcedeffaodklon toroidal gLLAQbddeeffhrrharr s789(0,0) gLLAQbddeeffafripfr toroidal gLLAQbcedeffhbtkibn s708(0,0) gLLAQbcedeffxchkqcn s788(0,0) gLLAQbddeeffxvkqpbr SFS[D(5,2)(3,1)] gLLAQbddeeffxsfqlbr m143(0,0) gLLAQbddeeffxwrqxbr m079(0,0) gLLAQbcedeffabmfugj m045(0,0) gLLAQbddeeffhsripfr m319(0,0) gLLAQbddeeffasfhmrr m082(0,0) gLLAQbddeeffakfhmrr m037(0,0) gLLAQbddeeffawrharr m037(0,0) gLLAQbcdeeffhvrmmnw s413(0,0) gLLAQbcdeeffxsrttow s012(0,0) gLLAQbcedeffaoaklon toroidal gLLAQbcdeeffhvnmmnw s345(0,0) gLLAQbcedeffaodwlon toroidal gLLAQbcdeeffhvommnw m183(0,0) gLLAQccdeeffakvhqcn m037(0,0) gLLAQbcedeffhgmfugj m080(0,0) gLLAQccdeeffawvhqcn m082(0,0) gLLAQccdeeffqgveqcn SFS[D(5,3)(3,1)] gLLAQccdeeffqvveqcn SFS[D(5,2)(3,1)] gLLAQccdeeffifveqcn SFS[D(5,2)(3,1)] gLLAQccdeeffufveqcn SFS[D(5,3)(3,1)] gLLAQbcedefftsxfasj m143(0,0) gLLAQbcedeffasxfasj m035(0,0) gLLAQbcedefflsxfasj SFS[D(5,3)(3,1)] gLLAQccdeeffhwvlqcn m079(0,0) gLLAQccdeeffpwvlqcn m143(0,0) gLLAQccdeeffdwvlqcn SFS[D(5,2)(3,1)] gLLAQbcedeffhvafpnj m011(0,0) gLLAQccdeeffqfjeqcn SFS[D(5,2)(3,1)] gLLAQbcedeffhvdfpnj m356(0,0) gLLAQccdeeffqfreqcn SFS[D(5,3)(3,1)] gLLMQbddeeffajriijw m046(0,0) gLLAQbcdeeffhgrxxgw s012(0,0) gLLMQbddeeffanfiajw m082(0,0) gLLAQccdeeffqfvuqcn SFS[D(5,3)(3,1)] gLLAQccdeeffqvvuqcn m143(0,0) gLLMQbddeeffxvrqqgw SFS[D(7,3)(3,1)] gLLAQccdeeffhkvaqcn m045(0,0) gLLAQccdeeffqgvuqcn m035(0,0) gLLMQbddeeffxjrqqgw s085(0,0) gLLMQbddeeffabklxcw SFS[D(2,1)(2,1)] gLLAQbcdeeffmbraaww m082(0,0) gLLAQbcdeeffxbraaww m046(0,0) gLLAQbcdeeffhfreesw m037(0,0) gLLAQbcdeeffpfreesw m082(0,0) gLLMQbddeeffxrrmmvw SFS[D(7,3)(3,1)] gLLMQbddeeffpwrhhww SFS[D(7,4)(3,1)] gLLPQaceffefnkxgjnk SFS[D(7,3)(3,1)] gLLAQbcdeefftsreesw s085(0,0) gLLAQbcdeeffasreesw m045(0,0) gLLAQbcdeefflsreesw SFS[D(7,3)(3,1)] gLLMQbddeeffhwrhhww s015(0,0) gLLPQaceffefnkxkjnk s085(0,0) gLLMQbddeeffmvrmmvw SFS[D(7,4)(3,1)] gLLMQbddeeffxjrmmvw SFS[D(7,4)(3,1)] gLLMQbddeeffxvnmmvw SFS[D(7,2)(3,1)] gLLMQbddeeffxvommvw SFS[D(7,5)(3,1)] gLLAQbddeeffhggharr toroidal gLLAQbddeeffabgharr SFS[D(4,1)(2,1)] gLLAQbddeeffanchirr m019(0,0) gLLAQbddeeffajohmrr m016(0,0) gLLAQbddeeffarohmrr m019(0,0) gLLAQbddeeffavohmrr SFS[D(4,1)(2,1)] gLLAQcdceeffqkseqcn s746(0,0) gLLMQbddeeffasbiijw m147(0,0) gLLMQbddeeffakbiijw m154(0,0) gLLMQbddeeffasbllcw SFS[D(5,2)(2,1)] gLLAQcdceeffakjeqcn SFS[D(4,1)(2,1)] gLLMQbddeeffawnlxcw SFS[D(4,1)(2,1)] gLLMQbddeeffpgbhhww toroidal gLLPQaceffefnkqgjvk m078(0,0) gLLMQbddeeffxkbmmvw s235(0,0) gLLAQbcdeefftjgeesw m170(0,0) gLLAQbcdeeffajgeesw m009(0,0) gLLAQbcdeeffljgeesw s471(0,0) gLLMQbddeeffhgbhhww toroidal gLLPQaceffefnkqkjvk SFS[D(5,1)(3,1)] gLLMQbddeeffmkbmmvw SFS[D(7,4)(3,1)] gLLAQbcedefftoaolon m247(0,0) gLLAQbcedeffaoaolon toroidal gLLAQbcedeffloaolon m249(0,0) gLLAQbcedeffaoawlon reducible gLLPQaceffefnkagjjj toroidal gLLAQbcedeffajasesw reducible gLLPQaceffefnkakjjj toroidal gLLAQbddeeffabktxkr toroidal gLLAQbddeeffakktxkr toroidal gLLAQbddeeffasktxkr m011(0,0) gLLAQbddeeffawftpkr toroidal gLLAQbddeeffavrtlkr toroidal gLLAQbddeeffxvremnr toroidal gLLMQbdedeffabmfxjs SFS[D(5,2)(2,1)] gLLAQcdceeffawrilwn toroidal gLLMQbdedeffasmfxjs SFS[D(5,2)(2,1)] gLLMQbdedeffpgefmws SFS[D(4,1)(3,1)] gLLPQacefeffnbagckv toroidal gLLMQbdedeffxkaftvs SFS[D(5,3)(3,1)] gLLAQbcedefftjhflsj SFS[D(4,3)(3,1)] gLLAQbcedeffajhflsj toroidal gLLAQbcedeffljhflsj SFS[D(5,2)(3,1)] gLLMQbdedeffhgefmws reducible gLLMQbdedeffmkaftvs reducible gLLMQbddeeffajkxhcw m017(0,0) gLLAQcdceeffawrmlwn m016(0,0) gLLMQbddeeffanrxucw m016(0,0) gLLMQbddeeffxnradvw m232(0,0) gLLAQbcedefftsajaon s249(0,0) gLLAQbcedeffasajaon toroidal gLLAQbcedefflsajaon m210(0,0) gLLPQaceffefnbxgjoj s534(0,0) gLLAQbcdeeffaooalsw SFS[D(7,2)(2,1)] gLLPQaceffefnbxkjoj s507(0,0) gLLAQbddeeffajkthkr m180(0,0) gLLAQbddeeffarkthkr m141(0,0) gLLAQbddeeffanrtukr m141(0,0) gLLAQbddeeffxnrednr s903(0,0) gLLAQccdeeffakvhicn toroidal gLLAQccdeeffawvhicn toroidal gLLAQccdeeffifveicn m115(0,0) gLLAQccdeeffufveicn m058(0,0) gLLAQccdeeffqfveicn SFS[D(5,3)(3,1)] gLLAQbcedefftsxflsj m229(0,0) gLLAQbcedeffasxflsj m142(0,0) gLLAQbcedefflsxflsj SFS[D(5,2)(3,1)] gLLAQccdeeffhwvlicn toroidal gLLAQccdeeffpwvlicn toroidal gLLAQccdeeffdwvlicn reducible gLLMQbddeeffakkxxcw m017(0,0) gLLAQccdeeffakveicn m016(0,0) gLLAQccdeeffawveicn m017(0,0) gLLMQbddeeffxvramvw toroidal gLLAQbcedefftoaoaon toroidal gLLAQbcedeffaoaoaon reducible gLLAQbcedeffloaoaon toroidal gLLPQaceffefnbagjjj toroidal gLLAQbcedeffajaslsw SFS[D(3,1)(2,1)] gLLPQaceffefnbakjjj toroidal gLLAQbddeeffabkaxkr SFS[D(2,1)(2,1)] gLLAQbddeeffakkaxkr SFS[D(7,2)(2,1)] gLLAQbddeeffaskaxkr SFS[D(5,1)(2,1)] gLLAQbddeeffawfapkr SFS[D(7,2)(2,1)] gLLAQbddeeffavralkr SFS[D(2,1)(2,1)] gLLAQbddeeffxvrxmnr toroidal gLLAQcdceeffawriawn m119(0,0) gLLMQbdedeffaspfxjs m069(0,0) gLLMQbdedeffpgafmws m004(0,0) gLLPQacefeffnsagckv m019(0,0) gLLMQbdedeffxkdftvs m275(0,0) gLLAQbcedefftjhftsj m117(0,0) gLLAQbcedeffajhftsj m011(0,0) gLLAQbcedeffljhftsj m346(0,0) gLLMQbdedeffhgafmws toroidal gLLMQbdedeffmkdftvs SFS[D(5,3)(3,1)] gLLMQbddeeffajkphcw m011(0,0) gLLAQcdceeffawrmawn m019(0,0) gLLMQbddeeffanrpucw m019(0,0) gLLMQbddeeffxnridvw m322(0,0) gLLAQbcedefftsajton SFS[D(5,2)(5,2)] gLLAQbcedefflsajton SFS[D(5,2)(4,1)] gLLPQaceffefnsxgjoj m017(0,0) gLLAQbcdeeffaooaqsw toroidal gLLPQaceffefnsxkjoj m185(0,0) gLLAQbddeeffajkahkr SFS[D(7,3)(2,1)] gLLAQbddeeffarkahkr SFS[D(8,3)(2,1)] gLLAQbddeeffanraukr SFS[D(8,3)(2,1)] gLLAQbddeeffxnrxdnr m149(0,0) gLLAQccdeeffakvhucn m070(0,0) gLLAQccdeeffawvhucn m118(0,0) gLLAQccdeeffifveucn m015(0,0) gLLAQccdeeffufveucn m115(0,0) gLLAQccdeeffqfveucn SFS[D(5,2)(3,1)] gLLAQbcedefftsxftsj SFS[D(5,3)(3,1)] gLLAQbcedeffasxftsj SFS[D(5,2)(3,1)] gLLAQbcedefflsxftsj reducible gLLAQccdeeffhwvlucn m146(0,0) gLLAQccdeeffpwvlucn m239(0,0) gLLAQccdeeffdwvlucn SFS[D(5,3)(3,1)] gLLMQbddeeffakkpxcw m016(0,0) gLLAQccdeeffakveucn m006(0,0) gLLAQccdeeffawveucn m016(0,0) gLLMQbddeeffxvrimvw toroidal gLLAQbcedefftoaoton m160(0,0) gLLAQbcedeffaoaoton toroidal gLLAQbcedeffloaoton s481(0,0) gLLPQaceffefnsagjjj m055(0,0) gLLAQbcedeffajasqsw SFS[D(3,1)(2,1)] gLLPQaceffefnsakjjj m027(0,0) gLLAQbddeeffabklxcw SFS[D(2,1)(2,1)] gLLAQbddeeffakklxcw m026(0,0) gLLAQbddeeffasklxcw m070(0,0) gLLAQbddeeffawflpcw m026(0,0) gLLAQbddeeffavrllcw SFS[D(2,1)(2,1)] gLLAQbddeeffxvrmmvw toroidal gLLAQcdceeffawritbn m030(0,0) gLLMQacdfeffnkxccnn m037(0,0) gLLMQacdfeffnkxccjb m121(0,0) gLLMQacdfeffnkxccjk m143(0,0) gLLMQacdfeffnkxccjs m147(0,0) gLLAQbcedefftjhfajj m171(0,0) gLLAQbcedeffajhfajj m035(0,0) gLLAQbcedeffljhfajj m154(0,0) gLLMQacdfeffnkxccgb toroidal gLLMQacdfeffnkxccgk SFS[D(5,3)(3,1)] gLLMQacdfeffnkxcjjj toroidal gLLAQcdceeffawrmtbn toroidal gLLMQacdfeffnkxcnjj toroidal gLLMQacdfeffnkxnnjs s905(0,0) gLLAQbddeeffdrnheww s761(0,0) gLLAQbcedeffaoewljn SFS[D(10,3)(2,1)] gLLAQbddeeffennmavw s841(0,0) gLLMQacdfeffnkqffjk s275(0,0) gLLAQbcdeeffajcmajj SFS[D(10,3)(2,1)] gLLMQacdfeffnkqffgk m201(0,0) gLLAQbcdeeffagcahcn SFS[D(3,1)(2,1)] gLLAQbcdeeffaccahcn reducible gLLAQbcdeeffaocahcn SFS[D(3,1)(2,1)] gLLAQbcedeffmsxjmfn m004(0,0) gLLAQbcdeeffarwpljn SFS[D(3,1)(2,1)] gLLAQbcedefftsajljn toroidal gLLAQbcedeffasajljn reducible gLLAQbcedefflsajljn toroidal gLLAQbcdeeffacculjn SFS[D(3,1)(2,1)] gLLAQbcdeeffaoculjn toroidal gLLAQbddeeffdwnhtww m199(0,0) gLLAQbcdeeffajwpljn SFS[D(6,1)(2,1)] gLLAQbddeeffevnmhvw m120(0,0) gLLAQbcdeeffagculjn SFS[D(9,2)(2,1)] gLLAQbddeeffabjiqjw reducible gLLAQbddeeffafbitjw toroidal gLLAQbcdeeffeccxqvn m160(0,0) gLLAQbcdeeffdbcpiwn m288(0,0) gLLAQbcdeeffmccxqvn SFS[D(3,1)(3,2)] gLLAQbcdeeffhbcpiwn m294(0,0) gLLAQbcdeeffxccxqvn m149(0,0) gLLAQbcdeeffabjuuwj SFS[D(6,1)(2,1)] gLLAQbcdeeffaccpiwn SFS[D(3,1)(2,1)] gLLAQbcdeeffaocpiwn SFS[D(9,2)(2,1)] gLLAQbcdeeffmrwxpgn m004(0,0) gLLAQbcdeeffhgjuuwj m140(0,0) gLLAQcdceeffuosxdon m120(0,0) gLLAQbcedeffaoucajj SFS[D(6,1)(2,1)] gLLAQcdceeffporidon m199(0,0) gLLMQacdfeffnkaknjs m125(0,0)(0,0) gLLMQacdefffnkpvjjj SFS[D(3,1)(2,1)] gLLMQacdfeffnkefwjj SFS[D(3,1)(2,1)] gLLAQbcedeffhgabxbr m148(0,0) gLLAQbcdeeffaoopmvr SFS[D(3,1)(2,1)] gLLMQacdfeffnkakcjj SFS[A(3,1)] gLLAQcdceeffaovxdon reducible gLLMQacdfeffnkavcjs m295(0,0)(0,0) gLLMQacdfeffnkaggjg toroidal gLLAQbcdeeffaooaeor reducible gLLMQacdfeffnkaggkg toroidal gLLAQbddeeffhoklhcw m078(0,0) gLLAQbddeeffhgflecw SFS[D(5,4)(3,1)] gLLAQbddeeffxfrpifw m235(0,0) gLLAQbcdeeffabrxxbr toroidal gLLAQbddeeffhcrlucw m040(0,0) gLLAQbddeeffavklhcw SFS[D(3,1)(3,2)] gLLAQbddeeffajklhcw m007(0,0) gLLAQbddeeffarklhcw m010(0,0) gLLAQbddeeffabflecw SFS[D(3,1)(3,2)] gLLAQbddeeffanrlucw m010(0,0) gLLAQbcedeffhnqkhcn SFS[D(4,1)(2,1)] gLLAQbcedeffhvefpcj m009(0,0) gLLAQbddeeffxnrmdvw m234(0,0) gLLAQbcedeffaodkljn toroidal gLLAQbddeeffhrrhaww m370(0,0) gLLAQbddeeffabfixjw reducible gLLAQbddeeffafripjw toroidal gLLAQbcedeffhbtkiwn m235(0,0) gLLAQbcedeffxchkqvn m369(0,0) gLLAQbddeeffxsfqlgw SFS[D(5,2)(2,1)] gLLAQbddeeffxwrqxgw SFS[D(4,1)(2,1)] gLLAQbcedeffabmfuwj m009(0,0) gLLAQbddeeffhsripjw m010(0,0) gLLAQbddeeffavkhiww SFS[D(3,1)(3,1)] gLLAQbddeeffasfhmww m007(0,0) gLLAQbddeeffabfhmww SFS[D(3,1)(3,1)] gLLAQbddeeffakfhmww toroidal gLLAQbddeeffawrhaww toroidal gLLAQbcdeeffhvrmmvr m234(0,0) gLLAQbcdeeffxsrttsr m039(0,0) gLLAQbcedeffaoakljn SFS[D(7,3)(2,1)] gLLAQbcdeeffhvnmmvr s450(0,0) gLLAQbcedeffaodwljn SFS[D(11,3)(2,1)] gLLAQbcdeeffhvommvr m211(0,0) gLLAQccdeeffaovhqvn SFS[D(3,1)(3,1)] gLLAQccdeeffakvhqvn toroidal gLLAQbcedeffhgmfuwj SFS[D(4,1)(2,1)] gLLAQccdeeffawvhqvn m007(0,0) gLLAQbcedefftsxfajj SFS[D(5,2)(2,1)] gLLAQbcedeffasxfajj toroidal gLLAQccdeeffhwvlqvn SFS[D(4,1)(2,1)] gLLAQccdeeffpwvlqvn SFS[D(5,2)(2,1)] gLLAQbcedeffhvafpcj m142(0,0) gLLAQccdeeffqfjeqvn toroidal gLLAQbcedeffhvdfpcj m378(0,0) gLLAQccdeeffqfreqvn toroidal gLLMQacdefffnkajkbb SFS[D(3,1)(3,2)] gLLMQacdefffnkankbb m010(0,0) gLLAQbcdeeffhgrxxbr m039(0,0) gLLMQacdefffnkabkbb m007(0,0) gLLAQccdeeffqvvuqvn SFS[D(5,2)(2,1)] gLLMQacdefffnkanrnv SFS[D(5,1)(3,1)] gLLAQccdeeffhkvaqvn m009(0,0) gLLAQccdeeffqgvuqvn toroidal gLLMQacdefffnkanjnv m078(0,0) gLLMQacdefffnkajrjj toroidal gLLMQacdefffnkajjjj SFS[D(3,1)(3,2)] gLLAQccdeeffakveqvn SFS[D(3,1)(3,1)] gLLMQacdefffnkabrjj SFS[D(3,1)(3,1)] gLLMQacdefffnkabjjj reducible gLLAQccdeeffawveqvn SFS[D(3,1)(3,2)] gLLMQacdefffnkanrjj SFS[D(3,1)(3,2)] gLLMQacdefffnkanjjj SFS[D(3,1)(3,1)] gLLAQccdeefftoveqvn SFS[D(3,1)(3,1)] gLLAQccdeeffloveqvn SFS[D(3,1)(3,2)] gLLAQbcdeeffebraarr SFS[D(3,1)(3,2)] gLLAQbcdeeffmbraarr m007(0,0) gLLAQbcdeeffxbraarr m010(0,0) gLLAQbcdeeffdfreeor SFS[D(3,1)(3,1)] gLLAQbcdeeffhfreeor toroidal gLLAQbcdeeffpfreeor m007(0,0) gLLMQacdefffnkajkjs SFS[D(5,1)(3,1)] gLLMQacdefffnkankjn SFS[D(5,4)(3,1)] gLLMQacdefffnkankjg SFS[D(5,1)(3,1)] gLLAQbcdeefftsreeor m078(0,0) gLLAQbcdeeffasreeor m009(0,0) gLLAQbcdeefflsreeor SFS[D(5,1)(3,1)] gLLMQacdefffnkankkn m040(0,0) gLLMQacdefffnkankkg m078(0,0) gLLMQacdefffnkankks SFS[D(5,4)(3,1)] gLLMQacdefffnkabkjs SFS[D(5,4)(3,1)] gLLAQccdeeffaojeqvn reducible gLLMQacdefffnkenkjs toroidal gLLAQccdeeffaoreqvn reducible gLLMQacdefffnkdnkjs toroidal gLLAQbddeeffhgghaww toroidal gLLAQbddeeffabghaww SFS[D(4,1)(2,1)] gLLAQbddeeffanchiww m003(0,0) gLLAQbddeeffajohmww m017(0,0) gLLAQbddeeffarohmww m003(0,0) gLLAQbddeeffavohmww SFS[D(4,1)(2,1)] gLLAQcdceeffqkseqvn s923(0,0) gLLMQacdefffnkqvkbb m141(0,0) gLLMQacdefffnkqskbb m116(0,0) gLLMQacdefffnkqgkjj toroidal gLLAQcdceeffakjeqvn toroidal gLLMQacdefffnkqgsjj toroidal gLLMQacdefffnkqvkjn m100(0,0) gLLMQacdefffnkqvkjg s085(0,0) gLLMQacdefffnkqvkjs s287(0,0) gLLAQbcdeefftjgeeor m052(0,0) gLLAQbcdeeffajgeeor m045(0,0) gLLAQbcdeeffljgeeor s417(0,0) gLLMQacdefffnkqvkkn toroidal gLLMQacdefffnkqvkkg SFS[D(7,3)(3,1)] gLLMQacdefffnkqvkks SFS[D(5,4)(3,1)] gLLAQbcedefftoaoljn s686(0,0) gLLAQbcedeffaoaoljn SFS[D(8,3)(2,1)] gLLAQbcedeffloaoljn s652(0,0) gLLMQacdefffnkxwgjg s183(0,0) gLLAQbcedeffajaseor SFS[D(8,3)(2,1)] gLLMQacdefffnkxwgkg m175(0,0) gLLAQbddeeffabktxcw toroidal gLLAQbddeeffakktxcw SFS[D(3,1)(2,1)] gLLAQbddeeffasktxcw m006(0,0) gLLAQbddeeffawftpcw SFS[D(3,1)(2,1)] gLLAQbddeeffavrtlcw toroidal gLLAQbddeeffxvremvw toroidal gLLAQcdceeffawrilbn SFS[D(3,1)(2,1)] gLLMQacdfeffnsxccjb SFS[D(4,3)(3,1)] gLLMQacdfeffnsxccjk SFS[D(5,3)(3,1)] gLLAQbcedefftjhfljj SFS[D(4,1)(3,1)] gLLAQbcedeffajhfljj SFS[D(5,2)(3,1)] gLLMQacdfeffnsxccgb reducible gLLMQacdfeffnsxccgk reducible gLLMQacdfeffnsxfjjj SFS[D(5,2)(2,1)] gLLMQacdfeffnsxcjjj m016(0,0) gLLAQcdceeffawrmlbn toroidal gLLMQacdfeffnsxcbjj SFS[D(5,2)(2,1)] gLLMQacdfeffnsxcnjj toroidal gLLMQacdfeffnsxnnjs toroidal gLLAQbcedefftsajajn m055(0,0) gLLAQbcedeffasajajn SFS[D(3,1)(2,1)] gLLAQbcedefflsajajn m027(0,0) gLLMQacdfeffnsaggjg m170(0,0) gLLAQbcdeeffaooalor SFS[D(3,1)(2,1)] gLLMQacdfeffnsaggkg m116(0,0) gLLAQbddeeffavkthcw SFS[D(3,1)(3,1)] gLLAQbddeeffajkthcw m033(0,0) gLLAQbddeeffarkthcw m010(0,0) gLLAQbddeeffabftecw SFS[D(3,1)(3,1)] gLLAQbddeeffanrtucw m010(0,0) gLLAQbddeeffxnredvw s235(0,0) gLLAQccdeeffaovhivn reducible gLLAQccdeeffakvhivn SFS[D(3,1)(3,1)] gLLAQccdeeffawvhivn SFS[D(3,1)(3,2)] gLLAQccdeeffifveivn m016(0,0) gLLAQccdeeffufveivn m017(0,0) gLLAQbcedefftsxfljj m019(0,0) gLLAQbcedeffasxfljj m011(0,0) gLLAQccdeeffhwvlivn SFS[D(4,1)(2,1)] gLLAQccdeeffpwvlivn SFS[D(5,2)(2,1)] gLLMQacdefffnsajrjj SFS[D(3,1)(3,2)] gLLMQacdefffnsajjjj m007(0,0) gLLAQccdeeffakveivn m036(0,0) gLLAQccdeeffawveivn m007(0,0) gLLAQccdeeffaoveivn SFS[D(3,1)(3,2)] gLLMQacdefffnsankjs toroidal gLLAQbcedefftoaoajn SFS[D(8,3)(3,1)] gLLAQbcedeffloaoajn SFS[D(7,3)(3,1)] gLLMQacdefffnsxwgjg SFS[D(5,2)(5,2)] gLLMQacdefffnsxwgkg SFS[D(5,2)(4,1)] gLLAQbddeeffabkaxcw SFS[D(2,1)(2,1)] gLLAQbddeeffakkaxcw toroidal gLLAQbddeeffaskaxcw SFS[D(7,3)(2,1)] gLLAQbddeeffawfapcw toroidal gLLAQbddeeffavralcw SFS[D(2,1)(2,1)] gLLAQbddeeffxvrxmvw toroidal gLLAQcdceeffawriabn m100(0,0) gLLMQacdfeffnbxccnn m082(0,0) gLLMQacdfeffnbxccjb m029(0,0) gLLMQacdfeffnbxccjk m229(0,0) gLLMQacdfeffnbxccjs m185(0,0) gLLAQbcedefftjhftjj m081(0,0) gLLAQbcedeffajhftjj m142(0,0) gLLAQbcedeffljhftjj m178(0,0) gLLMQacdfeffnbxccgb toroidal gLLMQacdfeffnbxccgk SFS[D(5,2)(3,1)] gLLMQacdfeffnbxcjjj m180(0,0) gLLAQcdceeffawrmabn m170(0,0) gLLMQacdfeffnbxcnjj m170(0,0) gLLMQacdfeffnbxnnjs s908(0,0) gLLAQbcedefftsajtjn toroidal gLLAQbcedeffasajtjn SFS[D(3,1)(2,1)] gLLAQbcedefflsajtjn toroidal gLLMQacdfeffnbaggjg m100(0,0) gLLAQbcdeeffaooaqor SFS[D(3,1)(2,1)] gLLMQacdfeffnbaggkg m054(0,0) gLLAQbddeeffavkahcw reducible gLLAQbddeeffajkahcw toroidal gLLAQbddeeffarkahcw toroidal gLLAQbddeeffabfaecw reducible gLLAQbddeeffanraucw toroidal gLLAQbddeeffxnrxdvw s448(0,0) gLLAQccdeeffaovhuvn SFS[D(3,1)(3,2)] gLLAQccdeeffakvhuvn m007(0,0) gLLAQccdeeffawvhuvn m036(0,0) gLLAQccdeeffifveuvn m006(0,0) gLLAQccdeeffufveuvn m016(0,0) gLLAQbcedefftsxftjj toroidal gLLAQbcedeffasxftjj toroidal gLLAQccdeeffhwvluvn toroidal gLLAQccdeeffpwvluvn toroidal gLLMQacdefffnbajrjj SFS[D(3,1)(3,1)] gLLMQacdefffnbajjjj m036(0,0) gLLAQccdeeffakveuvn m033(0,0) gLLAQccdeeffawveuvn m036(0,0) gLLAQccdeeffaoveuvn SFS[D(3,1)(3,1)] gLLMQacdefffnbankjs toroidal gLLAQbcedefftoaotjn s502(0,0) gLLAQbcedeffaoaotjn SFS[D(7,3)(2,1)] gLLAQbcedeffloaotjn s723(0,0) gLLMQacdefffnbxwgjg s249(0,0) gLLAQbcedeffajasqor toroidal gLLMQacdefffnbxwgkg m210(0,0) gLLMQacdfeffnjpncjj SFS[D(5,2)(5,2)] gLLAQccdeeffakvhhow SFS[D(5,2)(4,1)] gLLAQccdeeffawvhhow SFS[D(5,2)(5,2)] gLLAQccdeeffaojhhow SFS[D(5,2)(2,1)] gLLMQacdfeffnjhccgk SFS[D(5,2)(2,1)] gLLMQacdfeffnjdncjj toroidal gLLAQccdeeffakrhhow SFS[D(5,2)(5,2)] gLLAQccdeeffawrhhow toroidal gLLAQccdeeffakrhhfn SFS[D(5,3)(5,2)] gLLAQccdeeffawrhhfn toroidal gLLMQacdfeffnjlnnjj toroidal gLLAQbcedefflsaftbr SFS[D(5,2)(2,1)] gLLMQacdfeffnjufwjj reducible gLLMQacdfeffnjugwjj toroidal gLLAQccdeeffakvllbw toroidal gLLAQccdeeffawvllbw toroidal gLLAQbcedefflsaftwj SFS[D(5,2)(2,1)] gLLAQccdeeffakvllrn toroidal gLLAQccdeeffawvllrn toroidal gLLMQacdefffnjursjj reducible gLLMQacdefffnjussjj toroidal gLLAQccdeeffakviikn SFS[D(5,2)(5,2)] gLLAQccdeeffawviikn SFS[D(5,2)(4,1)] gLLMQacdefffnjqssjj SFS[D(5,2)(4,1)] gLLAQccdeeffakvhhfn SFS[D(5,3)(4,1)] gLLAQccdeeffawvhhfn SFS[D(5,3)(5,2)] gLLMQacdefffnjissjj SFS[D(5,3)(5,2)] gLLMQacdefffnjajsjj SFS[D(5,3)(4,1)] gLLAQccdeeffakviivw SFS[D(5,3)(5,2)] gLLAQccdeeffawviivw SFS[D(5,3)(4,1)] gLLAQccdeeffaojhhfn SFS[D(5,2)(2,1)] gLLMQacdefffnjhwgkg SFS[D(5,2)(2,1)] gLLMQacdfeffnvhccjk m118(0,0) gLLAQbcedeffajafhjj SFS[D(8,3)(2,1)] gLLMQacdfeffnvhccgk m016(0,0) gLLMQacdfeffnvdrcjj SFS[D(3,1)(2,1)] gLLMQacdfeffnvdrcjv SFS[D(9,2)(2,1)] gLLMQacdfeffnvdrcjr toroidal gLLAQccdeeffaoviqkn SFS[D(3,1)(2,1)] gLLMQacdefffnvqnkjs SFS[D(5,1)(2,1)] gLLMQacdefffnvqnvjj SFS[D(3,1)(2,1)] gLLAQbddeeffavoqlww SFS[D(2,1)(2,1)] gLLAQbddeeffavkhank SFS[D(2,1)(2,1)] gLLAQbcdeeffaknllvr SFS[D(7,2)(2,1)] gLLMQacdefffnvdsojj SFS[D(3,1)(2,1)] gLLMQacdefffnvhwgjg m060(0,0) gLLAQbcedeffajafpor toroidal gLLMQacdefffnvhwgkg toroidal gLLMQacdfeffnrhccjk m052(0,0) gLLAQbcedeffajafpjj toroidal gLLMQacdfeffnrhccgk toroidal gLLMQacdfeffnrlnfjj SFS[D(2,1)(2,1)] gLLMQacdfeffnrlnfjv toroidal gLLMQacdfeffnrlnfjr SFS[D(11,3)(2,1)] gLLMQacdfeffnrtfcjj SFS[D(4,1)(2,1)] gLLAQbddeeffavkhacw SFS[D(3,1)(2,1)] gLLAQbddeeffavoqlgk SFS[D(3,1)(2,1)] gLLAQccdeeffaoviqvw SFS[D(2,1)(2,1)] gLLMQacdefffnragrjs reducible gLLAQccdeeffqfviqvw SFS[D(4,1)(2,1)] gLLMQacdefffnrawrjj SFS[D(2,1)(2,1)] gLLAQbcdeeffaknllcj SFS[D(8,3)(2,1)] gLLMQacdefffnrlwrjj SFS[D(2,1)(2,1)] gLLMQacdefffnrhwgjg m119(0,0) gLLAQbcedeffajafhor SFS[D(7,2)(2,1)] gLLMQacdefffnrhwgkg m019(0,0) gLLAQbddeeffxvrmmjw SFS[D(3,1)(2,1)] gLLAQbcdeeffagbahbn SFS[D(3,1)(2,1)] gLLAQbcdeeffabbhhbn SFS[D(3,1)(2,1)] gLLAQbddeefftvrtlgn SFS[D(5,2)(2,1)] gLLAQbddeefflvrtlgn toroidal gLLAQbcdeeffhkkhpsr m011(0,0) gLLAQbcdeeffmjkmxwr toroidal gLLMQacefeffjoujcgb SFS[D(4,3)(3,1)] gLLAQbcedeffajhflgj SFS[D(4,1)(3,1)] gLLMQacefeffjoukcgb reducible gLLMQacefeffjoukcob reducible gLLAQbcdeeffagrqisr SFS[D(4,1)(3,1)] gLLAQbcdeeffxgrhpor SFS[D(3,1)(2,1)] gLLAQccdeeffdwvlior reducible gLLAQbcdeeffpjgplgj m009(0,0) gLLAQbcedeffabafhbw SFS[D(3,1)(2,1)] gLLAQbcedeffabanhbw SFS[D(3,1)(2,1)] gLLMQaceffefjoujkjk SFS[D(5,2)(4,1)] gLLMQaceffefjougkjk SFS[D(4,1)(4,1)] gLLAQbcdeeffaknulnr SFS[D(3,1)(2,1)] gLLAQbcedeffabawhbw toroidal gLLAQbddeeffavjpukw SFS[D(4,1)(2,1)] gLLAQbddeeffabbphsn SFS[D(4,1)(2,1)] gLLAQbcedefftsajtgr SFS[D(5,2)(5,2)] gLLAQbcedefflsajtgr SFS[D(5,2)(4,1)] gLLAQbcedefftsxftgj SFS[D(5,3)(3,1)] gLLAQbcedeffasxftgj SFS[D(5,2)(3,1)] gLLAQbcedefflsxftgj reducible gLLAQbcdeeffdfbedbn SFS[D(3,1)(2,1)] gLLMQacdefffjgdrrgg SFS[D(3,1)(2,1)] gLLMQacdefffjgdsrgg toroidal gLLAQccdeeffakvhhbj toroidal gLLAQccdeeffawvhhbj toroidal gLLAQccdeeffaovhhbj SFS[D(3,1)(2,1)] gLLMQacdefffjgtgkgg SFS[D(3,1)(2,1)] gLLAQccdeeffakjhhbj SFS[D(3,1)(2,1)] gLLAQccdeeffawjhhbj SFS[D(3,1)(2,1)] gLLAQccdeeffaojhhbj toroidal gLLMQacdfeffjgqffgg SFS[D(3,1)(2,1)] gLLMQacdfeffjgqfngg toroidal gLLAQccdeeffakrhhbj toroidal gLLAQccdeeffawrhhbj toroidal gLLAQccdeeffaorhhbj SFS[D(3,1)(2,1)] gLLAQccdeeffaorhhbn SFS[D(3,1)(2,1)] gLLAQccdeeffakrhhbn toroidal gLLAQccdeeffawrhhbn toroidal gLLMQacdfeffjgxccgg SFS[D(3,1)(2,1)] gLLMQacdfeffjgxfcgg toroidal gLLAQbcedefftsaftfn SFS[D(3,1)(2,1)] gLLAQbcedeffasaftfn SFS[D(3,1)(2,1)] gLLAQbcedefflsaftfn toroidal gLLMQacdefffjgarrgg reducible gLLMQacdefffjgasrgg toroidal gLLAQccdeeffakvllvj toroidal gLLAQccdeeffawvllvj toroidal gLLAQbcedefftsaftfj SFS[D(3,1)(2,1)] gLLAQbcedeffasaftfj SFS[D(3,1)(2,1)] gLLAQbcedefflsaftfj toroidal gLLAQccdeeffakvllvn toroidal gLLAQccdeeffawvllvn toroidal gLLMQacdefffngarrgg reducible gLLMQacdefffngasrgg toroidal gLLAQccdeeffaoviion SFS[D(3,1)(2,1)] gLLAQccdeeffakviion toroidal gLLAQccdeeffawviion toroidal gLLMQacdefffjgpjjgg SFS[D(3,1)(2,1)] gLLMQacdefffjgpjrgg toroidal gLLAQccdeeffaovhhbn SFS[D(3,1)(2,1)] gLLAQccdeeffakvhhbn toroidal gLLAQccdeeffawvhhbn toroidal gLLMQacdefffngdrrgg SFS[D(3,1)(2,1)] gLLMQacdefffngdsrgg toroidal gLLMQacdefffjgerrgg SFS[D(3,1)(2,1)] gLLMQacdefffjgesrgg toroidal gLLAQccdeeffakviioj toroidal gLLAQccdeeffawviioj toroidal gLLAQccdeeffaoviioj SFS[D(3,1)(2,1)] gLLAQccdeeffaojhhbn toroidal gLLAQccdeeffakjhhbn SFS[D(3,1)(2,1)] gLLAQccdeeffawjhhbn SFS[D(3,1)(2,1)] gLLMQacdefffngtgkgg SFS[D(3,1)(2,1)] gLLAQbddeeffmvjepcw SFS[D(3,1)(2,1)] gLLAQbddeeffabjdmbw reducible gLLAQbcedefftsafafn toroidal gLLAQbcedeffasafafn SFS[D(3,1)(2,1)] gLLAQbddeeffhgjdmbw toroidal gLLAQbcedefflsafafn m003(0,0) gLLAQbddeeffmkjetcw SFS[D(3,1)(2,1)] gLLAQbcedeffhnakhkj m117(0,0) gLLMQacdefffjcancfo toroidal gLLAQccdeeffaovpavj reducible gLLAQbcedeffdfafafn SFS[D(3,1)(3,1)] gLLAQbcedeffebdfdbn SFS[D(3,1)(3,2)] gLLAQbcdeeffmjvmmjr reducible gLLAQbcdeeffhkvhhkr SFS[D(3,1)(3,2)] gLLAQbcdeeffavvhhkr SFS[D(3,1)(2,1)] gLLAQbcdeeffacctirj SFS[D(3,1)(2,1)] gLLAQbddeeffavniloj reducible gLLAQbcdeeffarwilfj SFS[D(3,1)(2,1)] gLLAQbcdeeffaccdlfj reducible gLLAQbcedefftsaflfj m003(0,0) gLLAQbcedeffasaflfj SFS[D(3,1)(2,1)] gLLAQbcedefflsaflfj toroidal gLLAQbcedeffmsxfmjj m034(0,0) gLLAQbcdeeffaccqhkj SFS[D(3,1)(2,1)] gLLAQbddeeffmvjepcj toroidal gLLAQbcedefftsaflfn SFS[D(3,1)(2,1)] gLLAQbcedeffasaflfn toroidal gLLAQbcedefflsaflfn SFS[D(3,1)(2,1)] gLLAQbcdeeffaccdlfn SFS[D(3,1)(2,1)] gLLAQbcdeeffarwilfn SFS[D(3,1)(2,1)] gLLAQbcdeeffacctirn SFS[D(3,1)(2,1)] gLLAQbddeeffavnilow reducible gLLAQbcdeeffaccqhkn toroidal gLLAQbcedeffmsxfmjn SFS[D(4,1)(3,1)] gLLAQbcedeffhnakhkn toroidal gLLAQbcdeeffavvhhkk reducible gLLAQccdeeffaovpavn reducible gLLAQbcedeffebdfdbj SFS[D(3,1)(3,1)] gLLAQbcedeffdfafafj SFS[D(3,1)(3,2)] gLLAQbcdeeffhkvhhkk toroidal gLLAQbcdeeffmjvmmjk SFS[D(3,1)(3,1)] gLLAQbddeeffhgjdmbj toroidal gLLAQbcedefftsafafj toroidal gLLAQbcedeffasafafj reducible gLLAQbcedefflsafafj toroidal gLLAQbddeeffmkjetcj toroidal gLLMQacdefffncancfo toroidal gLLAQbddeeffabjdmbj reducible gLLAQbddeeffxvrmmrw toroidal gLLMQbdedeffhgdfmoj SFS[D(5,3)(3,1)] gLLAQbddeeffavrtlbw SFS[D(5,2)(2,1)] gLLAQbddeefflvrtlbw toroidal gLLAQbcdeeffmjkmxbn SFS[D(3,1)(2,1)] gLLAQbcdeeffhkkhpfn m003(0,0) gLLAQbddeefftvrtlbw SFS[D(4,1)(2,1)] gLLAQbddeeffxvremrw SFS[D(5,2)(4,1)] gLLAQbddeeffavrtloj SFS[D(5,2)(2,1)] gLLMQbdedeffhgefmoj reducible gLLMQbdedeffmkaftrj reducible gLLAQbcdeeffxgrhpjn toroidal gLLAQbcedeffabawhrj toroidal gLLAQccdeeffdwvlibs reducible gLLAQbcedeffabafhrj SFS[D(8,3)(2,1)] gLLMQbddeeffabjmqbr SFS[D(5,2)(2,1)] gLLAQbcdeeffpjgplrk m007(0,0) gLLAQbddeeffxvrxmrw SFS[D(5,3)(5,2)] gLLMQbdedeffhgafmoj SFS[D(5,2)(3,1)] gLLAQbddeeffabbaqbw SFS[D(2,1)(2,1)] gLLAQbcedefftsajtks SFS[D(5,3)(4,1)] gLLAQbcedefflsajtks SFS[D(4,3)(4,1)] gLLAQbcedefftsxftkj SFS[D(4,1)(3,1)] gLLAQbcedeffasxftkj SFS[D(4,3)(3,1)] gLLAQbcedefflsxftkj reducible gLLAQbddeeffabklxnk SFS[D(3,1)(2,1)] gLLAQbddeeffakklxnk SFS[D(3,1)(2,1)] gLLAQbddeeffasklxnk toroidal gLLAQbddeeffawflpnk SFS[D(3,1)(2,1)] gLLAQbddeeffavrllnk SFS[D(3,1)(2,1)] gLLAQbddeeffxvrmmkk toroidal gLLAQcdceeffawritrw m011(0,0) gLLMQbdedeffasqfxfr m019(0,0) gLLMQbdedeffpgdfmrr m016(0,0) gLLPQbdedeffdwdflrk m115(0,0) gLLMQbdedeffxkeftnr m188(0,0) gLLAQbcedefftjhfaor toroidal gLLAQbcedeffajhfaor m015(0,0) gLLAQbcedeffljhfaor m223(0,0) gLLMQbdedeffhgdfmrr toroidal gLLPQbdedeffevefpnk SFS[D(5,2)(3,1)] gLLMQbdedeffmkeftnr SFS[D(4,3)(3,1)] gLLMQbddeeffajklhnj toroidal gLLAQcdceeffawrmtrw toroidal gLLMQbddeeffanrlunj toroidal gLLMQbddeeffxnrmdkj m410(0,0) gLLAQbddeeffdrnhegk m275(0,0) gLLAQbcedeffaoewlsw SFS[D(5,2)(2,1)] gLLAQbddeeffennmakk m223(0,0) gLLPQbdedeffdwdbxrk m115(0,0) gLLAQbcdeeffajcmaor SFS[D(5,2)(2,1)] gLLPQbdedeffeveblnk m034(0,0) gLLAQbcdeeffagcahnw SFS[D(2,1)(2,1)] gLLAQbcdeeffaccahnw SFS[D(5,1)(2,1)] gLLAQbcdeeffaocahnw SFS[D(7,2)(2,1)] gLLAQbcedeffmsxjmow m004(0,0) gLLAQbcdeeffarwplsw SFS[D(2,1)(2,1)] gLLAQbcedefftsajlsw m137(0,0) gLLAQbcedeffasajlsw SFS[D(5,1)(2,1)] gLLAQbcedefflsajlsw m038(0,0) gLLAQbcdeeffacculsw SFS[D(7,2)(2,1)] gLLAQbcdeeffaoculsw toroidal gLLAQbddeeffdwnhtgk SFS[D(5,2)(3,1)] gLLAQbddeeffevnmhkk SFS[D(4,1)(3,1)] gLLAQbddeeffabjiqsk reducible gLLAQbddeeffafbitsk toroidal gLLAQbcdeeffeccxqkw m149(0,0) gLLAQbcdeeffdbcpigw m010(0,0) gLLAQbcdeeffmccxqkw SFS[D(3,1)(3,2)] gLLAQbcdeeffhbcpigw m007(0,0) gLLAQbcdeeffxccxqkw m160(0,0) gLLAQbcdeeffaccpigw SFS[D(2,1)(2,1)] gLLAQbcdeeffmrwxpww m004(0,0) gLLAQbcdeeffhgjuubr m015(0,0) gLLAQcdceeffuosxdfw SFS[D(4,1)(3,1)] gLLAQcdceeffporidfw SFS[D(5,2)(3,1)] gLLMQbdedeffxvesenr m129(0,0)(0,0) gLLMQbddeeffabblqnj SFS[D(2,1)(2,1)] gLLMQbddeeffabflqnj SFS[D(2,1)(2,1)] gLLAQbcedeffhgabxwj m038(0,0) gLLAQbcdeeffaoopmcj SFS[D(2,1)(2,1)] gLLMQbddeeffavgldnj SFS[A(2,1)] gLLAQcdceeffaovxdfw reducible gLLMQbddeeffxvgmukj toroidal gLLPQbddeeffdroedwj m038(0,0) gLLAQbcdeeffaooaejj SFS[D(5,1)(2,1)] gLLPQbddeeffenoaevj m137(0,0) gLLAQbddeeffhoklhnk SFS[D(3,1)(3,2)] gLLAQbddeeffhgflenk reducible gLLAQbddeeffxfrpiok toroidal gLLAQbcdeeffabrxxwj m004(0,0) gLLAQbddeeffhcrlunk SFS[D(3,1)(3,1)] gLLAQbddeeffavklhnk SFS[D(3,1)(2,1)] gLLAQbddeeffajklhnk toroidal gLLAQbddeeffarklhnk SFS[D(3,1)(2,1)] gLLAQbddeeffabflenk SFS[D(3,1)(2,1)] gLLAQbddeeffanrlunk SFS[D(3,1)(2,1)] gLLAQbcedeffhnqkhnw m023(0,0) gLLAQbcedeffhvefpvr m135(0,0) gLLAQbddeeffxnrmdkk m206(0,0) gLLAQbcedeffaodklsw toroidal gLLAQbddeeffhrrhagk m022(0,0) gLLAQbddeeffabfixsk reducible gLLAQbddeeffafripsk toroidal gLLAQbcedeffhbtkigw m207(0,0) gLLAQbcedeffxchkqkw m023(0,0) gLLAQbddeeffxvkqpwk SFS[D(4,3)(3,1)] gLLAQbddeeffxsfqlwk m034(0,0) gLLAQbddeeffxwrqxwk m022(0,0) gLLAQbcedeffabmfubr SFS[D(3,1)(3,1)] gLLAQbddeeffhsripsk m136(0,0) gLLAQbddeeffavkhigk SFS[D(3,1)(2,1)] gLLAQbddeeffasfhmgk toroidal gLLAQbddeeffabfhmgk SFS[D(3,1)(2,1)] gLLAQbddeeffakfhmgk m003(0,0) gLLAQbddeeffawrhagk m003(0,0) gLLAQbcdeeffhvrmmcj toroidal gLLAQbcdeeffxsrttfj SFS[D(3,1)(2,1)] gLLAQbcedeffaoaklsw SFS[D(8,3)(2,1)] gLLAQbcdeeffhvnmmcj m149(0,0) gLLAQbcedeffaodwlsw SFS[D(4,1)(2,1)] gLLAQbcdeeffhvommcj m010(0,0) gLLAQccdeeffaovhqkw SFS[D(3,1)(2,1)] gLLAQccdeeffakvhqkw m003(0,0) gLLAQbcedeffhgmfubr m023(0,0) gLLAQccdeeffawvhqkw toroidal gLLAQccdeeffqgveqkw SFS[D(4,1)(3,1)] gLLAQccdeeffqvveqkw SFS[D(4,3)(3,1)] gLLAQccdeeffifveqkw SFS[D(4,3)(3,1)] gLLAQccdeeffufveqkw SFS[D(4,1)(3,1)] gLLAQbcedefftsxfaor m034(0,0) gLLAQbcedeffasxfaor m004(0,0) gLLAQbcedefflsxfaor SFS[D(4,1)(3,1)] gLLAQccdeeffhwvlqkw m022(0,0) gLLAQccdeeffpwvlqkw m034(0,0) gLLAQccdeeffdwvlqkw SFS[D(4,3)(3,1)] gLLAQbcedeffhvafpvr m146(0,0) gLLAQccdeeffqfjeqkw toroidal gLLAQbcedeffhvdfpvr m168(0,0) gLLAQccdeeffqfreqkw toroidal gLLMQbddeeffabkimsj SFS[D(3,1)(2,1)] gLLMQbddeeffajriisj SFS[D(3,1)(2,1)] gLLAQbcdeeffhgrxxwj SFS[D(3,1)(2,1)] gLLMQbddeeffanfiasj toroidal gLLAQccdeeffqfvuqkw SFS[D(4,1)(3,1)] gLLAQccdeeffqvvuqkw m034(0,0) gLLMQbddeeffxvrqqwj reducible gLLAQccdeeffhkvaqkw SFS[D(3,1)(3,1)] gLLAQccdeeffqgvuqkw m004(0,0) gLLMQbddeeffxjrqqwj SFS[D(3,1)(3,2)] gLLMQbddeeffabklxnj toroidal gLLMQbddeeffakklxnj SFS[D(3,1)(2,1)] gLLAQccdeeffakveqkw SFS[D(3,1)(2,1)] gLLMQbddeeffanflpnj SFS[D(3,1)(2,1)] gLLMQbddeeffafflpnj reducible gLLAQccdeeffawveqkw SFS[D(3,1)(2,1)] gLLMQbddeeffajrllnj SFS[D(3,1)(2,1)] gLLMQbddeeffarrllnj SFS[D(3,1)(2,1)] gLLAQccdeefftoveqkw SFS[D(3,1)(2,1)] gLLAQccdeeffloveqkw SFS[D(3,1)(2,1)] gLLAQbcdeeffebraagj SFS[D(3,1)(2,1)] gLLAQbcdeeffmbraagj toroidal gLLAQbcdeeffxbraagj SFS[D(3,1)(2,1)] gLLAQbcdeeffdfreejj SFS[D(3,1)(2,1)] gLLAQbcdeeffhfreejj m003(0,0) gLLAQbcdeeffpfreejj toroidal gLLMQbddeeffxrrmmkj reducible gLLMQbddeeffpwrhhgj reducible gLLPQbddeeffdgkeewj reducible gLLAQbcdeefftsreejj SFS[D(3,1)(3,2)] gLLAQbcdeeffasreejj SFS[D(3,1)(3,1)] gLLAQbcdeefflsreejj reducible gLLMQbddeeffhwrhhgj SFS[D(3,1)(3,1)] gLLPQbddeeffekkaavj SFS[D(3,1)(3,2)] gLLMQbddeeffmvrmmkj reducible gLLMQbddeeffxjrmmkj reducible gLLAQccdeeffaojeqkw reducible gLLMQbddeeffxvnmmkj toroidal gLLAQccdeeffaoreqkw reducible gLLMQbddeeffxvommkj toroidal gLLAQbddeeffhgghagk toroidal gLLAQbddeeffanchigk m006(0,0) gLLAQbddeeffajohmgk m016(0,0) gLLAQbddeeffarohmgk m006(0,0) gLLAQcdceeffqkseqkw m376(0,0) gLLMQbddeeffasbiisj toroidal gLLMQbddeeffakbiisj toroidal gLLMQbddeeffasbllnj toroidal gLLAQcdceeffakjeqkw toroidal gLLMQbddeeffawnlxnj toroidal gLLMQbddeeffpgbhhgj m036(0,0) gLLPQbddeeffdwveewj m036(0,0) gLLMQbddeeffxkbmmkj toroidal gLLAQbcdeefftjgeejj m033(0,0) gLLAQbcdeeffajgeejj m007(0,0) gLLAQbcdeeffljgeejj toroidal gLLMQbddeeffhgbhhgj SFS[D(3,1)(3,1)] gLLPQbddeeffevvaavj SFS[D(3,1)(3,2)] gLLMQbddeeffmkbmmkj reducible gLLAQbcedefftoaolsw m345(0,0) gLLAQbcedeffaoaolsw SFS[D(7,3)(2,1)] gLLAQbcedeffloaolsw m389(0,0) gLLPQbddeeffdwsedwj m220(0,0) gLLAQbcedeffajasejj SFS[D(7,2)(2,1)] gLLPQbddeeffevsaevj m137(0,0) gLLAQbddeeffabktxnk toroidal gLLAQbddeeffakktxnk SFS[D(3,1)(2,1)] gLLAQbddeeffasktxnk m003(0,0) gLLAQbddeeffawftpnk SFS[D(3,1)(2,1)] gLLAQbddeeffavrtlnk toroidal gLLAQbddeeffxvremkk toroidal gLLMQbdedeffabmfxfr SFS[D(4,1)(2,1)] gLLAQcdceeffawrilrw toroidal gLLMQbdedeffasmfxfr SFS[D(4,1)(2,1)] gLLPQbdedeffdwhflrk SFS[D(5,2)(3,1)] gLLMQbdedeffxkaftnr SFS[D(4,1)(3,1)] gLLAQbcedeffajhflor SFS[D(5,3)(3,1)] gLLAQbcedeffljhflor SFS[D(4,3)(3,1)] gLLPQbdedeffevmfpnk reducible gLLMQbdedeffmkaftnr reducible gLLMQbddeeffavkxhnj SFS[D(5,2)(2,1)] gLLMQbddeeffajkxhnj m017(0,0) gLLAQcdceeffawrmlrw m011(0,0) gLLMQbddeeffabfxenj SFS[D(5,2)(2,1)] gLLMQbddeeffanrxunj m011(0,0) gLLMQbddeeffxnradkj m155(0,0) gLLAQbcedefftsajasw s213(0,0) gLLAQbcedeffasajasw SFS[D(7,2)(2,1)] gLLAQbcedefflsajasw m195(0,0) gLLPQbddeeffdrohdwj s525(0,0) gLLAQbcdeeffaooaljj SFS[D(7,3)(2,1)] gLLPQbddeeffenomevj s460(0,0) gLLAQbddeeffavkthnk SFS[D(3,1)(2,1)] gLLAQbddeeffajkthnk m052(0,0) gLLAQbddeeffarkthnk m026(0,0) gLLAQbddeeffabftenk SFS[D(3,1)(2,1)] gLLAQbddeeffanrtunk m026(0,0) gLLAQbddeeffxnredkk s873(0,0) gLLAQccdeeffaovhikw reducible gLLAQccdeeffakvhikw toroidal gLLAQccdeeffawvhikw toroidal gLLAQccdeeffifveikw m121(0,0) gLLAQccdeeffufveikw m073(0,0) gLLAQccdeeffqfveikw SFS[D(4,1)(3,1)] gLLAQbcedefftsxflor m189(0,0) gLLAQbcedeffasxflor m117(0,0) gLLAQbcedefflsxflor SFS[D(4,3)(3,1)] gLLAQccdeeffhwvlikw toroidal gLLAQccdeeffpwvlikw toroidal gLLAQccdeeffdwvlikw reducible gLLMQbddeeffabkxxnj SFS[D(3,1)(2,1)] gLLMQbddeeffakkxxnj m030(0,0) gLLAQccdeeffakveikw m100(0,0) gLLAQccdeeffawveikw m030(0,0) gLLAQccdeeffaoveikw SFS[D(3,1)(2,1)] gLLMQbddeeffxvramkj toroidal gLLAQbcedefftoaoasw SFS[D(7,4)(3,1)] gLLAQbcedeffloaoasw SFS[D(8,3)(3,1)] gLLPQbddeeffdwshdwj SFS[D(5,3)(5,2)] gLLPQbddeeffevsmevj SFS[D(5,3)(4,1)] gLLAQbddeeffabkaxnk SFS[D(3,1)(2,1)] gLLAQbddeeffakkaxnk toroidal gLLAQbddeeffaskaxnk SFS[D(3,1)(2,1)] gLLAQbddeeffawfapnk toroidal gLLAQbddeeffavralnk SFS[D(3,1)(2,1)] gLLAQbddeeffxvrxmkk toroidal gLLAQcdceeffawriarw m178(0,0) gLLMQbdedeffaspfxfr m154(0,0) gLLMQbdedeffpgafmrr m006(0,0) gLLPQbdedeffdwpflrk m239(0,0) gLLMQbdedeffxkdftnr m291(0,0) gLLAQbcedefftjhftor toroidal gLLAQbcedeffajhftor m146(0,0) gLLAQbcedeffljhftor m303(0,0) gLLMQbdedeffhgafmrr toroidal gLLPQbdedeffevxfpnk SFS[D(5,3)(3,1)] gLLMQbdedeffmkdftnr SFS[D(4,1)(3,1)] gLLMQbddeeffajkphnj m185(0,0) gLLAQcdceeffawrmarw m178(0,0) gLLMQbddeeffanrpunj m178(0,0) gLLMQbddeeffxnridkj s901(0,0) gLLAQbcedefftsajtsw toroidal gLLAQbcedeffasajtsw SFS[D(2,1)(2,1)] gLLAQbcedefflsajtsw toroidal gLLPQbddeeffdroudwj m159(0,0) gLLAQbcdeeffaooaqjj toroidal gLLPQbddeeffenoievj m060(0,0) gLLAQbddeeffavkahnk reducible gLLAQbddeeffajkahnk toroidal gLLAQbddeeffarkahnk toroidal gLLAQbddeeffabfaenk reducible gLLAQbddeeffanraunk toroidal gLLAQbddeeffxnrxdkk s502(0,0) gLLAQccdeeffaovhukw SFS[D(3,1)(2,1)] gLLAQccdeeffakvhukw m116(0,0) gLLAQccdeeffawvhukw m170(0,0) gLLAQccdeeffifveukw m029(0,0) gLLAQccdeeffufveukw m121(0,0) gLLAQccdeeffqfveukw SFS[D(4,3)(3,1)] gLLAQbcedefftsxftor toroidal gLLAQbcedeffasxftor toroidal gLLAQbcedefflsxftor reducible gLLAQccdeeffhwvlukw m081(0,0) gLLAQccdeeffpwvlukw m171(0,0) gLLAQccdeeffdwvlukw SFS[D(4,1)(3,1)] gLLMQbddeeffabkpxnj SFS[D(3,1)(2,1)] gLLMQbddeeffakkpxnj m100(0,0) gLLAQccdeeffakveukw m054(0,0) gLLAQccdeeffawveukw m100(0,0) gLLAQccdeeffaoveukw SFS[D(3,1)(2,1)] gLLMQbddeeffxvrimkj toroidal gLLAQbcedefftoaotsw s448(0,0) gLLAQbcedeffaoaotsw SFS[D(8,3)(2,1)] gLLAQbcedeffloaotsw s698(0,0) gLLPQbddeeffdwsudwj s318(0,0) gLLAQbcedeffajasqjj toroidal gLLPQbddeeffevsievj m232(0,0) gLLAQbddeeffxvrmmrj toroidal gLLMQbdedeffhgdfmok SFS[D(4,3)(3,1)] gLLAQbcdeeffagbahrw SFS[D(2,1)(2,1)] gLLAQbcdeeffabbhhrw SFS[D(2,1)(2,1)] gLLAQbddeeffavrtlok SFS[D(4,1)(2,1)] gLLAQbddeeffxvremrj SFS[D(4,1)(4,1)] gLLAQbddeeffavrtlbj SFS[D(4,1)(2,1)] gLLAQbddeefftvrtlbj SFS[D(5,2)(2,1)] gLLAQbddeefflvrtlbj toroidal gLLAQbcdeeffhkkhpfj toroidal gLLAQbcdeeffmjkmxbj toroidal gLLMQbdedeffhgefmok reducible gLLMQbdedeffmkaftrk reducible gLLAQbcdeeffxgrhpjj SFS[D(3,1)(2,1)] gLLAQccdeeffdwvlibw reducible gLLAQbcdeeffpjgplrr SFS[D(3,1)(3,1)] gLLAQbcedeffabafhrn SFS[D(7,3)(2,1)] gLLMQbddeeffabjmqbk SFS[D(4,1)(2,1)] gLLAQbcedeffabanhrn SFS[D(2,1)(2,1)] gLLAQbcdeeffaknulkj SFS[D(2,1)(2,1)] gLLAQbcedeffabawhrn toroidal gLLAQbddeeffxvrxmrj SFS[D(5,3)(4,1)] gLLMQbdedeffhgafmok SFS[D(4,1)(3,1)] gLLAQbcedefftsajtkw SFS[D(5,3)(5,2)] gLLAQbcedefflsajtkw SFS[D(5,3)(4,1)] gLLAQbcedefftsxftkn SFS[D(5,2)(3,1)] gLLAQbcedeffasxftkn SFS[D(5,3)(3,1)] gLLAQbcedefflsxftkn reducible gLLAQbcdeeffdfbedrw SFS[D(2,1)(2,1)] gLLAQbddeeffxvrxqrk m033(0,0) gLLAQbddeeffxrrxqrk m007(0,0) gLLAQbddeeffxjrxqrk toroidal gLLAQbddeeffhgfuevj m007(0,0) gLLAQbddeeffxvrdmck toroidal gLLAQbddeeffavrpdok SFS[D(4,1)(2,1)] gLLAQbddeeffxvrxerk SFS[D(3,1)(3,1)] gLLAQbddeeffxrrxerk SFS[D(3,1)(3,2)] gLLAQbddeeffxjrxerk reducible gLLAQbddeeffhgcuevj toroidal gLLAQbddeeffavruqvk SFS[D(5,2)(2,1)] gLLAQbddeeffxvrdhck m007(0,0) gLLAQbddeeffxvrxlrk m036(0,0) gLLAQbddeeffxrrxlrk m036(0,0) gLLAQbddeeffxjrxlrk toroidal gLLAQbddeeffajrambk SFS[D(2,1)(2,1)] gLLAQbddeeffhgbuevj SFS[D(3,1)(3,1)] gLLAQbddeeffxvrdtck m033(0,0) gLLAQccdeeffqfvehns SFS[D(5,2)(2,1)] gLLAQbddeeffxsfxlrj SFS[D(5,2)(2,1)] gLLAQbddeeffxvkxprj m017(0,0) gLLAQbddeeffxwrxxrj m011(0,0) gLLMQbddeeffhgkpmok m011(0,0) gLLAQbcedeffxoughbn SFS[D(5,2)(2,1)] gLLAQccdeeffqfjehns SFS[D(5,2)(2,1)] gLLAQbcdeeffpjgtdrk SFS[D(5,2)(2,1)] gLLAQbcdeeffhjgtdrk toroidal gLLMQbddeeffhgjpmok toroidal gLLMQbddeeffmkjxtrk SFS[D(5,2)(2,1)] gLLAQccdeeffqfrehns toroidal gLLAQbddeeffxsbxlrj SFS[D(4,1)(2,1)] gLLAQbddeeffxvjxprj m016(0,0) gLLAQbddeeffxwnxxrj m019(0,0) gLLMQbdedeffakafuor SFS[D(2,1)(2,1)] gLLAQccdeeffawrhhns SFS[D(2,1)(2,1)] gLLMQbddeeffhggpmok toroidal gLLAQbcdeeffavfpqrj SFS[D(4,1)(2,1)] gLLAQbcdeeffaoruqrj SFS[D(5,2)(2,1)] gLLAQccdeeffaojuhns SFS[D(4,1)(2,1)] gLLAQbcdeeffxordhbj m007(0,0) gLLAQbddeeffmkcdtcj SFS[D(4,1)(2,1)] gLLAQbcdeeffmvfxunj SFS[D(4,1)(2,1)] gLLAQbcdeeffhvbmtrs toroidal gLLAQbcdeeffaogtdrk SFS[D(4,1)(2,1)] gLLAQbcdeeffhvnmdkn SFS[D(3,1)(3,1)] gLLAQbcdeeffxgrxejj reducible gLLAQbcdeeffxcrxejj SFS[D(3,1)(3,2)] gLLAQbcdeeffdowxdfs SFS[D(5,3)(3,1)] gLLAQbcdeefferwlebs toroidal gLLAQbddeeffabbpxok SFS[D(2,1)(2,1)] gLLAQbddeeffxvjxprk m006(0,0) gLLAQbddeeffxsbxlrk toroidal gLLAQbddeeffxwnxxrk toroidal gLLAQbddeeffajrambj SFS[D(2,1)(2,1)] gLLAQbddeeffhgbuevk SFS[D(3,1)(3,2)] gLLAQccdeeffqfrehnw toroidal gLLAQbddeeffavruevj SFS[D(2,1)(2,1)] gLLAQbddeeffxrrxlrj SFS[D(3,1)(3,2)] gLLAQbddeeffxvrxlrj m007(0,0) gLLAQbddeeffxjrxlrj m010(0,0) gLLAQccdeeffawrhhnw SFS[D(2,1)(2,1)] gLLMQbdedeffakafuok SFS[D(2,1)(2,1)] gLLAQbddeeffmvndtcj SFS[D(4,1)(2,1)] gLLAQbcdeefftsohtfj m289(0,0) gLLAQbcdeeffajoxdfs m015(0,0) gLLAQbcdeefflsohtfj m009(0,0) gLLMQbddeeffavoulvj SFS[D(2,1)(2,1)] gLLAQbddeeffxvrdtcj m010(0,0) gLLMQbddeeffhggpmoj toroidal gLLAQbcdeefferwlebw m117(0,0) gLLAQbcdeeffdowxdfw m146(0,0) gLLAQbddeeffmvndtck m015(0,0) gLLMQbdedeffabarqok reducible gLLMQbdedeffakawxor SFS[D(3,1)(2,1)] gLLAQccdeeffakvllss SFS[D(3,1)(2,1)] gLLAQccdeeffawvllss SFS[D(3,1)(2,1)] gLLAQbcedeffababqrj SFS[D(7,2)(2,1)] gLLAQbcdeeffavvpqrj SFS[D(8,3)(2,1)] gLLAQbcdeeffaoouqrj toroidal gLLAQbcdeeffaooatfj SFS[D(7,2)(2,1)] gLLAQbcdeeffaogadrk SFS[D(8,3)(2,1)] gLLAQbddeeffabfpxok SFS[D(2,1)(2,1)] gLLAQbddeeffxvkxprk m016(0,0) gLLAQbddeeffxsfxlrk toroidal gLLAQbddeeffxwrxxrk toroidal gLLAQbddeeffhgfuevk m036(0,0) gLLAQccdeeffakvllsw SFS[D(3,1)(2,1)] gLLAQccdeeffawvllsw SFS[D(3,1)(2,1)] gLLMQbdedeffabarqor reducible gLLMQbdedeffakawxok SFS[D(3,1)(2,1)] gLLAQbcedeffabtfqfr m007(0,0) gLLAQccdeeffdwvdigw SFS[D(5,2)(2,1)] gLLAQccdeeffqfvehnw SFS[D(4,1)(2,1)] gLLAQbddeeffavrulvj SFS[D(2,1)(2,1)] gLLAQbddeeffxrrxqrj SFS[D(3,1)(3,1)] gLLAQbddeeffxvrxqrj m036(0,0) gLLAQbddeeffxjrxqrj m033(0,0) gLLMQbddeeffavrulvj SFS[D(2,1)(2,1)] gLLAQbddeeffxvrdmcj toroidal gLLMQbddeeffhgkpmoj m019(0,0) gLLAQbcdeefftsohtfn m340(0,0) gLLAQbcdeeffajoxdfw m004(0,0) gLLAQbcdeefflsohtfn m148(0,0) gLLAQbcedeffabtfqfk SFS[D(3,1)(3,1)] gLLAQbcdeeffdfgedrr SFS[D(2,1)(2,1)] gLLAQccdeeffdwvdigs SFS[D(4,1)(2,1)] gLLAQbcedeffabasqrj toroidal gLLAQbcdeeffavgpqrj toroidal gLLAQbcdeeffaonuqrj toroidal gLLAQbcdeeffaonatfj toroidal gLLAQbcdeeffaogldrk toroidal gLLAQbcdeeffaooatfn SFS[D(5,1)(2,1)] gLLAQbcdeeffaonatfn SFS[D(7,2)(2,1)] gLLAQbcdeeffmvfxunn m004(0,0) gLLAQbcdeeffhvbmtrw SFS[D(3,1)(3,1)] gLLAQbddeeffhgcuevk m007(0,0) gLLAQbcedeffxououjw SFS[D(2,1)(2,1)] gLLAQbddeeffmkcdtck m015(0,0) gLLAQbcdeeffaoratfn SFS[D(2,1)(2,1)] gLLAQbcdeeffaogadrr SFS[D(7,3)(2,1)] gLLAQbcdeeffaogldrr SFS[D(8,3)(2,1)] gLLAQccdeeffaojuhnw SFS[D(5,2)(2,1)] gLLAQbcdeeffxordhbn SFS[D(3,1)(3,2)] gLLAQccdeeffqfjehnw SFS[D(4,1)(2,1)] gLLAQbddeeffavruqvj toroidal gLLAQbddeeffxrrxerj reducible gLLAQbddeeffxvrxerj SFS[D(3,1)(3,2)] gLLAQbddeeffxjrxerj SFS[D(3,1)(3,1)] gLLAQbcdeeffdjgtdrr SFS[D(2,1)(2,1)] gLLAQbcdeeffavvpqrn SFS[D(7,3)(2,1)] gLLAQbcedeffababqrn SFS[D(5,1)(2,1)] gLLAQbcdeeffaoouqrn toroidal gLLAQbcdeeffavgpqrn SFS[D(8,3)(2,1)] gLLAQbcedeffabasqrn SFS[D(7,2)(2,1)] gLLAQbcdeeffaonuqrn toroidal gLLAQbcedeffabakqrn SFS[D(2,1)(2,1)] gLLAQbddeeffxvrdhcj m010(0,0) gLLAQbddeeffavrpdoj SFS[D(5,2)(2,1)] gLLMQbddeeffhgjpmoj SFS[D(5,2)(2,1)] gLLMQbddeeffmkjxtrj SFS[D(4,1)(2,1)] gLLAQbcdeeffxgrxejn SFS[D(3,1)(3,2)] gLLAQbcdeeffxcrxejn SFS[D(3,1)(3,1)] gLLAQbcdeeffhvnmdkj toroidal gLLAQbcdeefftsohhfj m346(0,0) gLLAQbcdeeffajoxhfs m146(0,0) gLLAQbcdeefflsohhfj m142(0,0) gLLAQbcdeeffaooahfj toroidal gLLAQbddeeffabfqevk SFS[D(2,1)(2,1)] gLLAQccdeeffaovudnw SFS[D(2,1)(2,1)] gLLAQbcdeefftsohmfn s849(0,0) gLLAQbcdeeffajoxpfw toroidal gLLAQbcdeefflsohmfn m403(0,0) gLLAQbcdeeffaooamfn SFS[D(2,1)(2,1)] gLLAQbcdeefftsohmfj s758(0,0) gLLAQbcdeeffajoxpfs SFS[D(5,3)(3,1)] gLLAQbcdeefflsohmfj m378(0,0) gLLAQbcdeefftsohhfn m303(0,0) gLLAQbcdeeffajoxhfw m117(0,0) gLLAQbcdeefflsohhfn m081(0,0) gLLAQbcdeeffaooahfn SFS[D(7,2)(2,1)] gLLMQbdedeffabafxrw SFS[D(2,1)(2,1)] gLLMQbdedeffakafxrw toroidal gLLAQccdeeffakvhhrw toroidal gLLAQccdeeffawvhhrw toroidal gLLAQccdeeffaovhhrw SFS[D(2,1)(2,1)] gLLMQbdedeffakaftrw SFS[D(2,1)(2,1)] gLLAQccdeeffakjhhrw SFS[D(2,1)(2,1)] gLLAQccdeeffawjhhrw SFS[D(2,1)(2,1)] gLLAQccdeeffaojhhrw toroidal gLLPQacefeffjjmkcgb SFS[D(4,1)(2,1)] gLLMQbdedeffabafurw SFS[D(2,1)(2,1)] gLLMQbdedeffakafurw toroidal gLLAQccdeeffakrhhrw toroidal gLLAQccdeeffawrhhrw toroidal gLLAQccdeeffaorhhrw SFS[D(2,1)(2,1)] gLLAQccdeeffaorhhwr SFS[D(2,1)(2,1)] gLLAQccdeeffakrhhwr toroidal gLLAQccdeeffawrhhwr toroidal gLLMQbdedeffabafuwr SFS[D(2,1)(2,1)] gLLMQbdedeffakafuwr toroidal gLLAQbcedefftsaftsr SFS[D(2,1)(2,1)] gLLAQbcedeffasaftsr SFS[D(2,1)(2,1)] gLLAQbcedefflsaftsr toroidal gLLMQbdedeffabarqwr reducible gLLMQbdedeffakawxrw toroidal gLLAQccdeeffakvllkw toroidal gLLAQccdeeffawvllkw toroidal gLLAQbcedefftsaftow SFS[D(2,1)(2,1)] gLLAQbcedeffasaftow SFS[D(2,1)(2,1)] gLLAQbcedefflsaftow toroidal gLLAQccdeeffakvllcr toroidal gLLAQccdeeffawvllcr toroidal gLLMQbdedeffabarqrw reducible gLLMQbdedeffakawxwr toroidal gLLAQccdeeffaoviijr SFS[D(2,1)(2,1)] gLLAQccdeeffakviijr toroidal gLLAQccdeeffawviijr toroidal gLLMQbdedeffabanxwr SFS[D(2,1)(2,1)] gLLMQbdedeffakanxwr toroidal gLLAQccdeeffaovhhwr SFS[D(2,1)(2,1)] gLLAQccdeeffakvhhwr toroidal gLLAQccdeeffawvhhwr toroidal gLLMQbdedeffabafxwr SFS[D(2,1)(2,1)] gLLMQbdedeffakafxwr toroidal gLLMQbdedeffabanxrw SFS[D(2,1)(2,1)] gLLMQbdedeffakanxrw toroidal gLLAQccdeeffakviifw toroidal gLLAQccdeeffawviifw toroidal gLLAQccdeeffaoviifw SFS[D(2,1)(2,1)] gLLAQccdeeffaojhhwr toroidal gLLAQccdeeffakjhhwr SFS[D(2,1)(2,1)] gLLAQccdeeffawjhhwr SFS[D(2,1)(2,1)] gLLMQbdedeffakaftwr SFS[D(2,1)(2,1)] gLLPQaceffefjjmgkjk SFS[D(4,1)(2,1)] gLLAQbddeeffmvjepkn toroidal gLLAQbddeeffabjdmgn reducible gLLAQbcedefftsafasr m069(0,0) gLLAQbcedeffasafasr SFS[D(5,1)(2,1)] gLLAQbddeeffhgjdmgn toroidal gLLAQbcedefflsafasr m011(0,0) gLLAQbddeeffmkjetkn toroidal gLLAQbcedeffhnakhvw s173(0,0) gLLMQbddeeffhgceegs toroidal gLLAQccdeeffaovpakw reducible gLLAQbcedeffdfafasr SFS[D(3,1)(2,1)] gLLAQbcedeffebdfdwr SFS[D(3,1)(2,1)] gLLAQbcdeeffmjvmmfj SFS[D(7,4)(3,1)] gLLAQbcdeeffhkvhhcj toroidal gLLAQbcdeeffavvhhcj SFS[D(5,1)(2,1)] gLLAQbcdeeffacctibw SFS[D(2,1)(2,1)] gLLAQbddeeffavnilfk reducible gLLAQbcdeeffarwilow SFS[D(2,1)(2,1)] gLLAQbcdeeffaccdlow SFS[D(7,3)(2,1)] gLLAQbcedefftsaflow m026(0,0) gLLAQbcedeffasaflow toroidal gLLAQbcedefflsaflow SFS[D(3,1)(2,1)] gLLAQbcedeffmsxfmsw m120(0,0) gLLAQbcdeeffaccqhvw toroidal gLLAQbddeeffmvjepnk SFS[D(3,1)(2,1)] gLLAQbcedefftsaflsr m043(0,0) gLLAQbcedeffasaflsr SFS[D(7,2)(2,1)] gLLAQbcedefflsaflsr toroidal gLLAQbcdeeffaccdlsr SFS[D(5,1)(2,1)] gLLAQbcdeeffarwilsr SFS[D(2,1)(2,1)] gLLAQbcdeeffacctigr SFS[D(2,1)(2,1)] gLLAQbddeeffavnilsn reducible gLLAQbcdeeffaccqhnr SFS[D(7,2)(2,1)] gLLAQbcedeffmsxfmor m201(0,0) gLLAQbcedeffhnakhnr s400(0,0) gLLAQbcdeeffavvhhnj SFS[D(7,3)(2,1)] gLLAQccdeeffaovpacr reducible gLLAQbcedeffebdfdrw SFS[D(3,1)(2,1)] gLLAQbcedeffdfafaow SFS[D(3,1)(2,1)] gLLAQbcdeeffhkvhhnj SFS[D(7,5)(3,1)] gLLAQbcdeeffmjvmmoj SFS[D(5,4)(3,1)] gLLAQbddeeffhgjdmrk toroidal gLLAQbcedefftsafaow m070(0,0) gLLAQbcedeffasafaow SFS[D(7,3)(2,1)] gLLAQbcedefflsafaow m006(0,0) gLLAQbddeeffmkjetnk SFS[D(3,1)(2,1)] gLLMQbddeeffhgceewj toroidal gLLAQbddeeffabjdmrk reducible gLLAQbddeeffakklxkn m060(0,0) gLLAQbddeeffasklxkn m119(0,0) gLLAQbddeeffawflpkn m060(0,0) gLLAQbddeeffxvrmmnn toroidal gLLAQcdceeffawritwr m159(0,0) gLLMQbdedeffasqfxjw m145(0,0) gLLMQbdedeffpgdfmww m115(0,0) gLLPQacefeffjkagckv m016(0,0) gLLMQbdedeffxkeftvw m188(0,0) gLLAQbcedefftjhfasw m239(0,0) gLLAQbcedeffajhfasw m006(0,0) gLLAQbcedeffljhfasw m291(0,0) gLLMQbdedeffhgdfmww SFS[D(5,2)(3,1)] gLLMQbdedeffmkeftvw SFS[D(4,1)(3,1)] gLLMQbddeeffajklhcs toroidal gLLAQcdceeffawrmtwr toroidal gLLMQbddeeffanrlucs toroidal gLLMQbddeeffxnrmdvs s855(0,0) gLLAQbddeeffdrnhern s745(0,0) gLLAQbcedeffaoewlor toroidal gLLAQbddeeffennmann s860(0,0) gLLPQacefeffjkqgbkw s239(0,0) gLLAQbcdeeffajcmasw SFS[D(9,2)(2,1)] gLLPQacefeffjkqjbkw m192(0,0) gLLAQbcdeeffagcahvr SFS[D(2,1)(2,1)] gLLAQbcdeeffaccahvr SFS[D(7,3)(2,1)] gLLAQbcdeeffaocahvr toroidal gLLAQbcedeffmsxjmsr toroidal gLLAQbcdeeffarwplor SFS[D(2,1)(2,1)] gLLAQbcedefftsajlor s140(0,0) gLLAQbcedeffasajlor SFS[D(7,3)(2,1)] gLLAQbcedefflsajlor m162(0,0) gLLAQbcdeeffacculor toroidal gLLAQbcdeeffaoculor toroidal gLLAQbddeeffdwnhtrn s319(0,0) gLLAQbcdeeffajwplor SFS[D(11,3)(2,1)] gLLAQbddeeffevnmhnn m224(0,0) gLLAQbcdeeffagculor toroidal gLLAQbddeeffabjiqfn reducible gLLAQbddeeffafbitfn toroidal gLLAQbcdeeffeccxqcr s297(0,0) gLLAQbcdeeffdbcpibr s499(0,0) gLLAQbcdeeffmccxqcr toroidal gLLAQbcdeeffhbcpibr s497(0,0) gLLAQbcdeeffxccxqcr s313(0,0) gLLAQbcdeeffabjuugw SFS[D(11,3)(2,1)] gLLAQbcdeeffaccpibr SFS[D(2,1)(2,1)] gLLAQbcdeeffaocpibr toroidal gLLAQbcdeeffmrwxprr toroidal gLLAQbcdeeffhgjuugw s537(0,0) gLLAQcdceeffuosxdjr m224(0,0) gLLAQbcedeffaoucasw SFS[D(11,3)(2,1)] gLLAQcdceeffporidjr s319(0,0) gLLMQbdedeffxvesevw m329(0,0)(0,0) gLLMQbddeeffabblqcs SFS[D(2,1)(2,1)] gLLMQbddeeffabflqcs SFS[D(2,1)(2,1)] gLLAQbcedeffhgabxgj s526(0,0) gLLAQbcdeeffaoopmnj SFS[D(2,1)(2,1)] gLLMQbddeeffavgldcs SFS[A(2,1)] gLLAQcdceeffaovxdjr reducible gLLMQbddeeffxvgmuvs m391(0,0)(0,0) gLLPQaceffefjkxgjoj m162(0,0) gLLAQbcdeeffaooaesj SFS[D(7,3)(2,1)] gLLPQaceffefjkxkjoj s140(0,0) gLLAQbddeeffhoklhkn s087(0,0) gLLAQbddeeffhgflekn SFS[D(8,3)(3,1)] gLLAQbddeeffxfrpijn s435(0,0) gLLAQbcdeeffabrxxgj m029(0,0) gLLAQbddeeffhcrlukn s019(0,0) gLLAQbddeeffavklhkn SFS[D(3,1)(2,1)] gLLAQbddeeffajklhkn m100(0,0) gLLAQbddeeffarklhkn m054(0,0) gLLAQbddeeffabflekn SFS[D(3,1)(2,1)] gLLAQbddeeffanrlukn m054(0,0) gLLAQbcedeffhnqkhvr m074(0,0) gLLAQbcedeffhvefpnw m307(0,0) gLLAQbddeeffxnrmdnn s721(0,0) gLLAQbcedeffaodklor toroidal gLLAQbddeeffhrrharn s837(0,0) gLLAQbddeeffabfixfn reducible gLLAQbddeeffafripfn toroidal gLLAQbcedeffhbtkibr s722(0,0) gLLAQbcedeffxchkqcr s838(0,0) gLLAQbddeeffxvkqpbn SFS[D(4,1)(3,1)] gLLAQbddeeffxsfqlbn m121(0,0) gLLAQbddeeffxwrqxbn m073(0,0) gLLAQbcedeffabmfugw m053(0,0) gLLAQbddeeffhsripfn m306(0,0) gLLAQbddeeffavkhirn SFS[D(3,1)(2,1)] gLLAQbddeeffasfhmrn m100(0,0) gLLAQbddeeffabfhmrn SFS[D(3,1)(2,1)] gLLAQbddeeffakfhmrn m030(0,0) gLLAQbddeeffawrharn m030(0,0) gLLAQbcdeeffhvrmmnj s436(0,0) gLLAQbcdeeffxsrttoj s018(0,0) gLLAQbcedeffaoaklor toroidal gLLAQbcdeeffhvnmmnj s448(0,0) gLLAQbcedeffaodwlor toroidal gLLAQbcdeeffhvommnj m227(0,0) gLLAQccdeeffaovhqcr SFS[D(3,1)(2,1)] gLLAQccdeeffakvhqcr m030(0,0) gLLAQbcedeffhgmfugw m074(0,0) gLLAQccdeeffawvhqcr m100(0,0) gLLAQccdeeffqgveqcr SFS[D(4,3)(3,1)] gLLAQccdeeffqvveqcr SFS[D(4,1)(3,1)] gLLAQccdeeffifveqcr SFS[D(4,1)(3,1)] gLLAQccdeeffufveqcr SFS[D(4,3)(3,1)] gLLAQbcedefftsxfasw m121(0,0) gLLAQbcedeffasxfasw m029(0,0) gLLAQbcedefflsxfasw SFS[D(4,3)(3,1)] gLLAQccdeeffhwvlqcr m073(0,0) gLLAQccdeeffpwvlqcr m121(0,0) gLLAQccdeeffdwvlqcr SFS[D(4,1)(3,1)] gLLAQbcedeffhvafpnw toroidal gLLAQccdeeffqfjeqcr toroidal gLLAQbcedeffhvdfpnw m400(0,0) gLLAQccdeeffqfreqcr toroidal gLLMQbddeeffabkimjs SFS[D(3,1)(2,1)] gLLMQbddeeffajriijs m054(0,0) gLLAQbcdeeffhgrxxgj s018(0,0) gLLMQbddeeffanfiajs m100(0,0) gLLAQccdeeffqfvuqcr SFS[D(4,3)(3,1)] gLLAQccdeeffqvvuqcr m121(0,0) gLLMQbddeeffxvrqqgs SFS[D(8,3)(3,1)] gLLAQccdeeffhkvaqcr m053(0,0) gLLAQccdeeffqgvuqcr m029(0,0) gLLMQbddeeffxjrqqgs s087(0,0) gLLMQbddeeffabklxcs toroidal gLLMQbddeeffakklxcs SFS[D(3,1)(2,1)] gLLAQccdeeffakveqcr SFS[D(3,1)(2,1)] gLLMQbddeeffanflpcs SFS[D(3,1)(2,1)] gLLMQbddeeffafflpcs reducible gLLAQccdeeffawveqcr SFS[D(3,1)(2,1)] gLLMQbddeeffajrllcs SFS[D(3,1)(2,1)] gLLMQbddeeffarrllcs SFS[D(3,1)(2,1)] gLLAQccdeefftoveqcr SFS[D(3,1)(2,1)] gLLAQccdeeffloveqcr SFS[D(3,1)(2,1)] gLLAQbcdeeffebraawj SFS[D(3,1)(2,1)] gLLAQbcdeeffmbraawj m100(0,0) gLLAQbcdeeffxbraawj m054(0,0) gLLAQbcdeeffdfreesj SFS[D(3,1)(2,1)] gLLAQbcdeeffhfreesj m030(0,0) gLLAQbcdeeffpfreesj m100(0,0) gLLMQbddeeffxrrmmvs SFS[D(8,3)(3,1)] gLLMQbddeeffpwrhhws SFS[D(8,3)(3,1)] gLLPQaceffefjkxgjnk SFS[D(8,3)(3,1)] gLLAQbcdeefftsreesj s087(0,0) gLLAQbcdeeffasreesj m053(0,0) gLLAQbcdeefflsreesj SFS[D(8,3)(3,1)] gLLMQbddeeffhwrhhws s019(0,0) gLLPQaceffefjkxkjnk s087(0,0) gLLMQbddeeffmvrmmvs SFS[D(8,3)(3,1)] gLLMQbddeeffxjrmmvs SFS[D(8,3)(3,1)] gLLAQccdeeffaojeqcr reducible gLLMQbddeeffxvnmmvs toroidal gLLAQccdeeffaoreqcr reducible gLLMQbddeeffxvommvs toroidal gLLAQbddeeffhggharn toroidal gLLAQbddeeffabgharn SFS[D(5,2)(2,1)] gLLAQbddeeffanchirn m011(0,0) gLLAQbddeeffajohmrn m017(0,0) gLLAQbddeeffarohmrn m011(0,0) gLLAQbddeeffavohmrn SFS[D(5,2)(2,1)] gLLAQcdceeffqkseqcr s918(0,0) gLLMQbddeeffasbiijs m185(0,0) gLLMQbddeeffakbiijs m178(0,0) gLLMQbddeeffasbllcs toroidal gLLAQcdceeffakjeqcr toroidal gLLMQbddeeffawnlxcs toroidal gLLMQbddeeffpgbhhws m016(0,0) gLLPQaceffefjkqgjvk s081(0,0) gLLMQbddeeffxkbmmvs s391(0,0) gLLAQbcdeefftjgeesj m180(0,0) gLLAQbcdeeffajgeesj m032(0,0) gLLAQbcdeeffljgeesj s559(0,0) gLLMQbddeeffhgbhhws toroidal gLLPQaceffefjkqkjvk SFS[D(7,2)(3,1)] gLLMQbddeeffmkbmmvs SFS[D(8,3)(3,1)] gLLAQbcedefftoaolor s495(0,0) gLLAQbcedeffaoaolor toroidal gLLAQbcedeffloaolor s313(0,0) gLLAQbcedeffaoawlor reducible gLLPQaceffefjkagjjj m052(0,0) gLLAQbcedeffajasesj SFS[D(3,1)(2,1)] gLLPQaceffefjkakjjj m026(0,0) gLLAQbddeeffabktxkn SFS[D(5,2)(2,1)] gLLAQbddeeffakktxkn toroidal gLLAQbddeeffasktxkn m019(0,0) gLLAQbddeeffawftpkn toroidal gLLAQbddeeffavrtlkn SFS[D(5,2)(2,1)] gLLAQbddeeffxvremnn SFS[D(5,3)(4,1)] gLLMQbdedeffabmfxjw SFS[D(4,1)(2,1)] gLLAQcdceeffawrilwr toroidal gLLMQbdedeffasmfxjw SFS[D(4,1)(2,1)] gLLMQbdedeffpgefmww SFS[D(5,2)(3,1)] gLLPQacefeffjbagckv toroidal gLLMQbdedeffxkaftvw SFS[D(4,3)(3,1)] gLLAQbcedefftjhflsw SFS[D(5,3)(3,1)] gLLAQbcedeffajhflsw toroidal gLLAQbcedeffljhflsw SFS[D(4,1)(3,1)] gLLMQbdedeffhgefmww reducible gLLMQbdedeffmkaftvw reducible gLLMQbddeeffajkxhcs m016(0,0) gLLAQcdceeffawrmlwr m006(0,0) gLLMQbddeeffanrxucs m006(0,0) gLLMQbddeeffxnradvs m195(0,0) gLLAQbcedefftsajaor s124(0,0) gLLAQbcedeffasajaor toroidal gLLAQbcedefflsajaor m155(0,0) gLLPQaceffefjbxgjoj s377(0,0) gLLAQbcdeeffaooalsj SFS[D(5,1)(2,1)] gLLPQaceffefjbxkjoj s381(0,0) gLLAQbddeeffavkthkn SFS[D(3,1)(2,1)] gLLAQbddeeffajkthkn m170(0,0) gLLAQbddeeffarkthkn m116(0,0) gLLAQbddeeffabftekn SFS[D(3,1)(2,1)] gLLAQbddeeffanrtukn m116(0,0) gLLAQbddeeffxnrednn s820(0,0) gLLAQccdeeffaovhicr reducible gLLAQccdeeffakvhicr toroidal gLLAQccdeeffawvhicr toroidal gLLAQccdeeffifveicr m034(0,0) gLLAQccdeeffufveicr m022(0,0) gLLAQccdeeffqfveicr SFS[D(4,3)(3,1)] gLLAQbcedefftsxflsw m171(0,0) gLLAQbcedeffasxflsw m081(0,0) gLLAQbcedefflsxflsw SFS[D(4,1)(3,1)] gLLAQccdeeffhwvlicr toroidal gLLAQccdeeffpwvlicr toroidal gLLAQccdeeffdwvlicr reducible gLLMQbddeeffabkxxcs SFS[D(3,1)(2,1)] gLLMQbddeeffakkxxcs m003(0,0) gLLAQccdeeffakveicr toroidal gLLAQccdeeffawveicr m003(0,0) gLLAQccdeeffaoveicr SFS[D(3,1)(2,1)] gLLMQbddeeffxvramvs SFS[D(8,3)(3,1)] gLLAQbcedefftoaoaor toroidal gLLAQbcedeffaoaoaor reducible gLLAQbcedeffloaoaor toroidal gLLPQaceffefjbagjjj toroidal gLLAQbcedeffajaslsj SFS[D(3,1)(2,1)] gLLPQaceffefjbakjjj toroidal gLLAQbddeeffakkaxkn toroidal gLLAQbddeeffaskaxkn SFS[D(7,2)(2,1)] gLLAQbddeeffawfapkn toroidal gLLAQbddeeffxvrxmnn SFS[D(5,2)(5,2)] gLLAQcdceeffawriawr m060(0,0) gLLMQbdedeffaspfxjw m043(0,0) gLLMQbdedeffpgafmww m015(0,0) gLLPQacefeffjsagckv toroidal gLLMQbdedeffxkdftvw m223(0,0) gLLAQbcedefftjhftsw m146(0,0) gLLAQbcedeffajhftsw toroidal gLLAQbcedeffljhftsw m303(0,0) gLLMQbdedeffhgafmww SFS[D(5,3)(3,1)] gLLMQbdedeffmkdftvw SFS[D(4,3)(3,1)] gLLMQbddeeffajkphcs toroidal gLLAQcdceeffawrmawr toroidal gLLMQbddeeffanrpucs toroidal gLLMQbddeeffxnridvs m285(0,0) gLLAQbcedefftsajtor toroidal gLLAQbcedeffasajtor SFS[D(2,1)(2,1)] gLLAQbcedefflsajtor toroidal gLLPQaceffefjsxgjoj m011(0,0) gLLAQbcdeeffaooaqsj toroidal gLLPQaceffefjsxkjoj m178(0,0) gLLAQbddeeffavkahkn reducible gLLAQbddeeffajkahkn toroidal gLLAQbddeeffarkahkn toroidal gLLAQbddeeffabfaekn reducible gLLAQbddeeffanraukn toroidal gLLAQbddeeffxnrxdnn m160(0,0) gLLAQccdeeffaovhucr SFS[D(3,1)(2,1)] gLLAQccdeeffakvhucr m026(0,0) gLLAQccdeeffawvhucr m052(0,0) gLLAQccdeeffifveucr m004(0,0) gLLAQccdeeffufveucr m034(0,0) gLLAQccdeeffqfveucr SFS[D(4,1)(3,1)] gLLAQbcedefftsxftsw toroidal gLLAQbcedeffasxftsw toroidal gLLAQbcedefflsxftsw reducible gLLAQccdeeffhwvlucr m117(0,0) gLLAQccdeeffpwvlucr m189(0,0) gLLAQccdeeffdwvlucr SFS[D(4,3)(3,1)] gLLMQbddeeffabkpxcs SFS[D(3,1)(2,1)] gLLMQbddeeffakkpxcs toroidal gLLAQccdeeffakveucr SFS[D(3,1)(2,1)] gLLAQccdeeffawveucr toroidal gLLAQccdeeffaoveucr SFS[D(3,1)(2,1)] gLLMQbddeeffxvrimvs SFS[D(8,3)(3,1)] gLLAQbcedefftoaotor m149(0,0) gLLAQbcedeffaoaotor toroidal gLLAQbcedeffloaotor s297(0,0) gLLPQaceffefjsagjjj toroidal gLLAQbcedeffajasqsj toroidal gLLPQaceffefjsakjjj toroidal gLLAQbddeeffxvrxqgn m180(0,0) gLLAQbddeeffxrrxqgn m032(0,0) gLLAQbddeeffxjrxqgn s559(0,0) gLLAQbddeeffakfamrj SFS[D(5,2)(4,1)] gLLAQbddeeffajrahwn SFS[D(5,2)(5,2)] gLLAQbddeeffarrahwn SFS[D(5,2)(4,1)] gLLAQbddeeffhgfuekj m082(0,0) gLLAQbddeeffavrulcn SFS[D(3,1)(2,1)] gLLAQbddeeffxvrdmvn SFS[D(7,3)(2,1)] gLLAQbddeeffavrpdjn SFS[D(4,1)(2,1)] gLLAQbddeeffxvrxegn toroidal gLLAQbddeeffxrrxegn SFS[D(7,2)(3,1)] gLLAQbddeeffxjrxegn SFS[D(8,3)(3,1)] gLLAQbddeeffavgairj SFS[D(5,2)(2,1)] gLLAQbddeeffhgcuekj m037(0,0) gLLAQbddeeffavruqcn toroidal gLLAQbddeeffxvrdhvn m070(0,0) gLLAQbddeeffxvrxlgn m016(0,0) gLLAQbddeeffxrrxlgn s081(0,0) gLLAQbddeeffxjrxlgn s391(0,0) gLLAQbddeeffakbamrj SFS[D(5,2)(5,2)] gLLAQbddeeffajramwn toroidal gLLAQbddeeffarramwn SFS[D(5,2)(5,2)] gLLAQbddeeffavruecn SFS[D(3,1)(2,1)] gLLAQbddeeffxvrdtvn m006(0,0) gLLMQacefeffjkxfcfn SFS[D(3,1)(2,1)] gLLAQbddeeffxsfxlbj toroidal gLLAQbddeeffxvkxpbj m016(0,0) gLLAQbddeeffxwrxxbj m180(0,0) gLLMQacefeffjkxkckf SFS[D(5,2)(5,2)] gLLAQccdeeffakvhhcj SFS[D(5,2)(4,1)] gLLAQccdeeffawvhhcj SFS[D(5,2)(5,2)] gLLMQacefeffjkxgcro m006(0,0) gLLAQbcedeffxoughwk SFS[D(9,2)(2,1)] gLLAQbcedeffxouousj SFS[D(3,1)(2,1)] gLLAQbddeeffxvgxpbj SFS[D(5,2)(2,1)] gLLAQbcdeeffdjgtdgn SFS[D(3,1)(2,1)] gLLAQbcdeeffpjgtdgn SFS[D(9,2)(2,1)] gLLAQbcdeeffhjgtdgn toroidal gLLAQccdeeffaojhhcj SFS[D(5,2)(2,1)] gLLMQacefeffjktgcro toroidal gLLMQacefeffjktgcjo SFS[D(5,2)(2,1)] gLLMQacefeffjkufcfn SFS[D(3,1)(2,1)] gLLAQccdeeffqfrehcj SFS[D(3,1)(2,1)] gLLAQbddeeffxsbxlbj toroidal gLLAQbddeeffxvjxpbj toroidal gLLAQbddeeffxwnxxbj m170(0,0) gLLMQacefeffjkukckf toroidal gLLAQccdeeffakrhhcj SFS[D(5,2)(5,2)] gLLAQccdeeffawrhhcj toroidal gLLMQacefeffjkugcro SFS[D(3,1)(2,1)] gLLAQbddeeffabfpxfj SFS[D(3,1)(2,1)] gLLAQbcedeffabakqbj SFS[D(3,1)(2,1)] gLLAQbcdeeffavfpqbj SFS[D(12,5)(2,1)] gLLAQbcdeeffaoruqbj toroidal gLLAQccdeeffaojuhcj SFS[D(4,1)(2,1)] gLLAQbcdeeffxordhrj m209(0,0) gLLAQbddeeffmkcdtnj m080(0,0) gLLAQbcdeeffaoratoj SFS[D(3,1)(2,1)] gLLAQbcdeeffmvfxucj m111(0,0) gLLAQbcdeeffhvbmtbj m085(0,0) gLLAQbcdeeffaogtdgn SFS[D(12,5)(2,1)] gLLAQbcdeeffhvnmdnk toroidal gLLAQbcdeeffxgrxesj SFS[D(8,3)(3,1)] gLLAQbddeeffabbpxfj SFS[D(3,1)(2,1)] gLLAQbddeeffajnamrj SFS[D(5,3)(5,2)] gLLAQbddeeffakbatwn SFS[D(5,3)(4,1)] gLLAQbddeeffarnamrj SFS[D(5,3)(4,1)] gLLAQbcdeeffdowxdoj s563(0,0) gLLAQbcdeefferwlerj s438(0,0) gLLAQbddeeffabbahwn SFS[D(5,2)(2,1)] gLLAQbddeeffabbpxjn SFS[D(2,1)(2,1)] gLLAQbddeeffxvjxpgn m011(0,0) gLLAQbddeeffxsbxlgn toroidal gLLAQbddeeffxwnxxgn m178(0,0) gLLAQbddeeffajramrj toroidal gLLAQbddeeffakbamwn SFS[D(5,3)(5,2)] gLLAQbddeeffarramrj SFS[D(5,3)(5,2)] gLLAQccdeeffqfrehvr toroidal gLLAQbddeeffavruekj SFS[D(2,1)(2,1)] gLLAQbddeeffxrrxlbj s087(0,0) gLLAQbddeeffxvrxlbj m082(0,0) gLLAQbddeeffxjrxlbj s396(0,0) gLLAQccdeeffakrhhvr SFS[D(5,3)(5,2)] gLLAQccdeeffawrhhvr toroidal gLLMQacefeffjklknkf toroidal gLLAQbddeeffmvndtnj m080(0,0) gLLAQbcdeefftsohtoj s751(0,0) gLLAQbcdeeffajoxdoj m006(0,0) gLLAQbcdeefflsohtoj m320(0,0) gLLMQaceffefjklrrof SFS[D(2,1)(2,1)] gLLAQbddeeffxvrdtnj m046(0,0) gLLMQaceffefjkljfcf SFS[D(3,1)(2,1)] gLLAQbcedefflsaftnn SFS[D(5,2)(2,1)] gLLAQbddeeffakbatrj SFS[D(5,2)(4,1)] gLLAQbddeeffajnamwn SFS[D(5,2)(5,2)] gLLAQbddeeffarnamwn SFS[D(5,2)(4,1)] gLLAQbcdeefferwlegr s394(0,0) gLLAQbcdeeffdowxdjr s521(0,0) gLLAQbddeeffmvndtvn m059(0,0) gLLMQacefeffjkdkjkn reducible gLLMQacefeffjkdkjkg toroidal gLLAQccdeeffakvlljj toroidal gLLAQccdeeffawvlljj toroidal gLLAQbcedeffababqbj SFS[D(3,1)(2,1)] gLLAQbcdeeffavvpqbj reducible gLLAQbcdeeffaoouqbj SFS[D(3,1)(2,1)] gLLAQbcdeeffaooatoj SFS[D(3,1)(2,1)] gLLAQbcdeeffaogadgn reducible gLLAQbddeeffabfpxjn SFS[D(2,1)(2,1)] gLLAQbddeeffxvkxpgn m017(0,0) gLLAQbddeeffxsfxlgn toroidal gLLAQbddeeffxwrxxgn m185(0,0) gLLAQbddeeffajrahrj SFS[D(5,3)(5,2)] gLLAQbddeeffakfamwn SFS[D(5,3)(4,1)] gLLAQbddeeffarrahrj SFS[D(5,3)(4,1)] gLLAQbddeeffhgfuecn m016(0,0) gLLAQbcedefflsaftcw SFS[D(5,2)(2,1)] gLLAQccdeeffakvllor toroidal gLLAQccdeeffawvllor toroidal gLLMQacefeffjkdkskv reducible gLLMQacefeffjkdkrkv toroidal gLLAQbcedeffabtfqjw m032(0,0) gLLAQbcdeeffdfgedgn SFS[D(3,1)(2,1)] gLLAQccdeeffakviibr SFS[D(5,2)(5,2)] gLLAQccdeeffawviibr SFS[D(5,2)(4,1)] gLLMQacefeffjkekrkv SFS[D(5,2)(4,1)] gLLAQccdeeffqfvehvr SFS[D(4,1)(2,1)] gLLAQbddeeffavrulkj SFS[D(2,1)(2,1)] gLLAQbddeeffxrrxqbj m053(0,0) gLLAQbddeeffxvrxqbj m118(0,0) gLLAQbddeeffxjrxqbj s536(0,0) gLLAQccdeeffakvhhvr SFS[D(5,3)(4,1)] gLLAQccdeeffawvhhvr SFS[D(5,3)(5,2)] gLLMQacefeffjkakrkv SFS[D(5,3)(5,2)] gLLMQaceffefjkarrnv SFS[D(2,1)(2,1)] gLLAQbddeeffxvrdmnj SFS[D(8,3)(2,1)] gLLMQaceffefjkajfwv m003(0,0) gLLAQbddeeffabbahrj SFS[D(5,2)(2,1)] gLLAQbcdeefftsohtsk s572(0,0) gLLAQbcdeeffajoxdjr m029(0,0) gLLAQbcdeefflsohtsk m262(0,0) gLLAQbcedeffabtfqsn m053(0,0) gLLMQacefeffjkikwkv SFS[D(5,3)(4,1)] gLLAQccdeeffakviiwj SFS[D(5,3)(5,2)] gLLAQccdeeffawviiwj SFS[D(5,3)(4,1)] gLLAQbcdeeffdfgedww SFS[D(2,1)(2,1)] gLLAQccdeeffdwvdiwj SFS[D(4,1)(2,1)] gLLAQbcedeffabasqbj toroidal gLLAQbcdeeffavgpqbj toroidal gLLAQbcdeeffaonuqbj toroidal gLLAQbcdeeffaonatoj toroidal gLLAQbcdeeffaogldgn toroidal gLLAQbcdeeffaooatsk SFS[D(7,3)(2,1)] gLLAQbcdeeffaonatsk toroidal gLLAQbcdeeffmvfxukk m105(0,0) gLLAQbcdeeffhvbmtwr m090(0,0) gLLAQbddeeffxvgxpgn SFS[D(5,2)(2,1)] gLLAQbddeeffavgaiwn SFS[D(5,2)(2,1)] gLLAQbddeeffhgcuecn m017(0,0) gLLAQbcedeffxououfr SFS[D(2,1)(2,1)] gLLAQbddeeffmkcdtvn m059(0,0) gLLAQbcdeeffaoratsk SFS[D(2,1)(2,1)] gLLAQbcdeeffaogadww SFS[D(5,1)(2,1)] gLLAQbcdeeffaogldww toroidal gLLAQbcdeeffxordhwk m228(0,0) gLLAQccdeeffqfjehvr SFS[D(4,1)(2,1)] gLLAQbddeeffavruqkj toroidal gLLAQbddeeffxrrxebj SFS[D(8,3)(3,1)] gLLAQbddeeffxvrxebj toroidal gLLAQbddeeffxjrxebj SFS[D(7,5)(3,1)] gLLAQccdeeffaojhhvr SFS[D(5,2)(2,1)] gLLAQbcdeeffdjgtdww SFS[D(2,1)(2,1)] gLLAQbcdeeffhjgtdww toroidal gLLAQbcdeeffpjgtdww SFS[D(11,3)(2,1)] gLLAQbcdeeffaogtdww SFS[D(13,5)(2,1)] gLLAQbcdeeffavvpqgk SFS[D(5,1)(2,1)] gLLAQbcedeffababqgk SFS[D(7,3)(2,1)] gLLAQbcdeeffaoouqgk toroidal gLLAQbcdeeffavgpqgk toroidal gLLAQbcedeffabasqgk toroidal gLLAQbcdeeffaonuqgk toroidal gLLAQbcdeeffavfpqgk SFS[D(13,5)(2,1)] gLLAQbcedeffabakqgk SFS[D(2,1)(2,1)] gLLAQbcdeeffaoruqgk toroidal gLLAQbcedeffxoughrj SFS[D(11,3)(2,1)] gLLAQbddeeffxvrdhnj m141(0,0) gLLMQaceffefjktjfjg toroidal gLLMQaceffefjktjgjg SFS[D(5,2)(2,1)] gLLMQaceffefjktjvjg SFS[D(4,1)(2,1)] gLLAQbcdeeffxgrxeok SFS[D(7,2)(3,1)] gLLAQbcdeeffhvnmdvj toroidal gLLAQbcdeefftsohhoj m178(0,0) gLLAQbcdeeffajoxhoj toroidal gLLAQbcdeefflsohhoj m011(0,0) gLLAQbcdeeffaooahoj toroidal gLLAQbddeeffabfqecn SFS[D(2,1)(2,1)] gLLAQccdeeffaovudvr SFS[D(2,1)(2,1)] gLLAQbcdeefftsohmsk m189(0,0) gLLAQbcdeeffajoxpjr toroidal gLLAQbcdeefflsohmsk m034(0,0) gLLAQbcdeeffaooamsk SFS[D(2,1)(2,1)] gLLAQbddeeffabfqekj SFS[D(3,1)(2,1)] gLLAQccdeeffaovudcj SFS[D(3,1)(2,1)] gLLAQbcdeefftsohmoj s690(0,0) gLLAQbcdeeffajoxpoj toroidal gLLAQbcdeefflsohmoj m356(0,0) gLLAQbcdeeffaooamoj SFS[D(3,1)(2,1)] gLLAQbcdeefftsohhsk m303(0,0) gLLAQbcdeeffajoxhjr m081(0,0) gLLAQbcdeefflsohhsk m117(0,0) gLLAQbcdeeffaooahsk toroidal gLLAQbddeeffxvrmmbj toroidal gLLMQacefeffjjpgcro SFS[D(4,1)(3,1)] gLLAQbcdeeffagbahwr SFS[D(2,1)(2,1)] gLLAQbcdeeffabbhhwr SFS[D(2,1)(2,1)] gLLAQbddeeffavrtljn SFS[D(4,1)(2,1)] gLLAQbddeeffxvrembj SFS[D(4,3)(4,1)] gLLAQbddeeffavrtlrj SFS[D(4,1)(2,1)] gLLAQbddeefflvrtlrj SFS[D(5,2)(2,1)] gLLAQbcdeeffhkkhpos m016(0,0) gLLAQbcdeeffmjkmxrs toroidal gLLMQacefeffjvpkcjo SFS[D(5,2)(3,1)] gLLAQbcedeffajhflnk SFS[D(5,3)(3,1)] gLLMQacefeffjvpgcro reducible gLLMQacefeffjvpgcjo reducible gLLAQbcdeeffagrqioj SFS[D(5,3)(3,1)] gLLAQbcdeeffxgrhpsj toroidal gLLAQbcdeeffpjgplww m053(0,0) gLLAQbcedeffabafhgk SFS[D(5,1)(2,1)] gLLMQaceffefjvprrrg SFS[D(4,1)(2,1)] gLLAQbcedeffabanhgk SFS[D(2,1)(2,1)] gLLMQaceffefjvpkgjg SFS[D(5,3)(5,2)] gLLMQaceffefjvpjgjg SFS[D(5,3)(4,1)] gLLAQbcdeeffaknulvj SFS[D(2,1)(2,1)] gLLAQbcedeffabawhgk SFS[D(7,2)(2,1)] gLLAQbddeeffxvrxmbj SFS[D(5,2)(4,1)] gLLMQacefeffjrpgcro SFS[D(4,3)(3,1)] gLLAQbddeeffavjpucn SFS[D(5,2)(2,1)] gLLAQbddeeffabbphfj SFS[D(5,2)(2,1)] gLLAQbcdeeffdfbedwr SFS[D(2,1)(2,1)] gLLAQbddeeffabbaqrj SFS[D(3,1)(2,1)] gLLAQbddeeffxrrxqgo SFS[D(3,1)(2,1)] gLLAQbddeeffavrulco reducible gLLAQbddeeffxvrdmvo SFS[D(2,1)(2,1)] gLLAQbddeeffxrrxego SFS[D(3,1)(2,1)] gLLAQbddeeffavruqco reducible gLLAQbddeeffxvrdhvo SFS[D(2,1)(2,1)] gLLAQbddeeffxvrxlgo SFS[D(5,2)(2,1)] gLLAQbddeeffxrrxlgo toroidal gLLAQbddeeffxjrxlgo SFS[D(4,1)(2,1)] gLLAQbddeeffajramwo SFS[D(2,1)(2,1)] gLLAQbddeeffavrueco reducible gLLAQbddeeffxvrdtvo toroidal gLLMQacefeffbkxfcfn reducible gLLAQccdeeffqfvehcb SFS[D(2,1)(2,1)] gLLAQbcedeffxoughwf SFS[D(3,1)(2,1)] gLLAQccdeeffqfjehcb SFS[D(2,1)(2,1)] gLLAQbcedeffxouousb reducible gLLAQbcdeeffdjgtdgb reducible gLLAQbcdeeffpjgtdgb SFS[D(3,1)(2,1)] gLLAQbcdeeffhjgtdgb SFS[D(3,1)(2,1)] gLLMQacefeffbktgcvo SFS[D(2,1)(2,1)] gLLMQacefeffbkufcfn reducible gLLAQccdeeffqfrehcb toroidal gLLAQbddeeffxsbxlbc reducible gLLAQbddeeffxvjxpbc SFS[D(3,1)(2,1)] gLLAQbddeeffxwnxxbc SFS[D(3,1)(2,1)] gLLMQacefeffbkukckf SFS[D(2,1)(2,1)] gLLAQccdeeffawrhhcb SFS[D(2,1)(2,1)] gLLMQacefeffbkugcro SFS[D(3,1)(2,1)] gLLAQbddeeffabfpxfc reducible gLLAQbcedeffabakqbc reducible gLLAQbcdeeffavfpqbc SFS[D(3,1)(2,1)] gLLAQbcdeeffaoruqbc SFS[D(3,1)(2,1)] gLLAQbcdeeffxordhrc SFS[D(3,1)(2,1)] gLLAQbcdeeffaoratoc reducible gLLAQbcdeeffmvfxucc SFS[D(3,1)(2,1)] gLLAQbcdeeffhvbmtbb SFS[D(3,1)(2,1)] gLLAQbcdeeffaogtdgb SFS[D(3,1)(2,1)] gLLAQbcdeeffhvnmdnf reducible gLLAQbddeeffabbpxfc reducible gLLAQbcdeeffdowxdob SFS[D(2,1)(2,1)] gLLAQbddeeffxsbxlgo SFS[D(4,1)(2,1)] gLLAQbddeeffajramrc SFS[D(2,1)(2,1)] gLLAQbddeeffxjrxlbc reducible gLLAQccdeeffawrhhvo SFS[D(2,1)(2,1)] gLLMQacefeffbklknkf SFS[D(2,1)(2,1)] gLLAQbcdeefftsohtoc SFS[D(3,1)(2,1)] gLLAQbcdeeffajoxdob SFS[D(3,1)(2,1)] gLLAQbcdeefflsohtoc reducible gLLMQaceffefbkljfcf SFS[D(3,1)(2,1)] gLLAQbcdeefferwlego SFS[D(4,1)(2,1)] gLLAQbcdeeffdowxdjo SFS[D(5,2)(2,1)] gLLAQbddeeffmvndtvo toroidal gLLMQacefeffbkdkjkn reducible gLLMQacefeffbkdkjkg SFS[D(3,1)(2,1)] gLLAQccdeeffakvlljb SFS[D(3,1)(2,1)] gLLAQccdeeffawvlljb SFS[D(3,1)(2,1)] gLLAQbcedeffababqbc SFS[D(3,1)(2,1)] gLLAQbcdeeffavvpqbc SFS[D(3,1)(2,1)] gLLAQbcdeeffaoouqbc toroidal gLLAQbcdeeffaooatoc SFS[D(3,1)(2,1)] gLLAQbcdeeffaogadgb SFS[D(3,1)(2,1)] gLLAQbddeeffxsfxlgo SFS[D(5,2)(2,1)] gLLAQbddeeffhgfueco SFS[D(5,2)(2,1)] gLLAQccdeeffakvlloo SFS[D(3,1)(2,1)] gLLAQccdeeffawvlloo SFS[D(3,1)(2,1)] gLLMQacefeffbkdkskv reducible gLLMQacefeffbkdkrkv SFS[D(3,1)(2,1)] gLLAQbcedeffabtfqjc SFS[D(3,1)(2,1)] gLLAQbcdeeffdfgedgb reducible gLLAQccdeeffdwvdibo SFS[D(2,1)(2,1)] gLLAQbddeeffxjrxqbc SFS[D(3,1)(2,1)] gLLMQaceffefbkajfwv SFS[D(3,1)(2,1)] gLLAQbcdeefftsohtsf SFS[D(5,2)(2,1)] gLLAQbcdeefflsohtsf SFS[D(4,1)(2,1)] gLLAQbcedeffabasqbc SFS[D(3,1)(2,1)] gLLAQbcdeeffavgpqbc reducible gLLAQbcdeeffaonuqbc SFS[D(3,1)(2,1)] gLLAQbcdeeffaonatoc SFS[D(3,1)(2,1)] gLLAQbcdeeffaogldgb reducible gLLAQbcdeeffaonatsf reducible gLLAQbcdeeffmvfxukf toroidal gLLAQbcdeeffhvbmtwo SFS[D(4,1)(2,1)] gLLAQbddeeffhgcueco SFS[D(4,1)(2,1)] gLLAQbddeeffmkcdtvo toroidal gLLAQbcdeeffaogadwc SFS[D(2,1)(2,1)] gLLAQbcdeeffaogldwc reducible gLLAQccdeeffaojuhvo SFS[D(2,1)(2,1)] gLLAQbddeeffxjrxebc SFS[D(3,1)(2,1)] gLLAQbcdeeffhjgtdwc reducible gLLAQbcdeeffaogtdwc SFS[D(2,1)(2,1)] gLLAQbcdeeffavvpqgf SFS[D(2,1)(2,1)] gLLAQbcdeeffavgpqgf reducible gLLAQbcedeffabasqgf reducible gLLAQbcdeeffaonuqgf reducible gLLAQbcdeeffavfpqgf SFS[D(2,1)(2,1)] gLLAQbddeeffavrpdfc SFS[D(2,1)(2,1)] gLLMQaceffefbktjfjg reducible gLLAQbcdeeffxgrxeof SFS[D(3,1)(2,1)] gLLAQbcdeeffhokxpjo SFS[D(4,1)(2,1)] gLLAQbcdeeffajkxpjo SFS[D(2,1)(2,1)] gLLMQacefeffbsxkckb reducible gLLMQacefeffbsxkckf SFS[D(3,1)(2,1)] gLLAQccdeeffakvhpcb SFS[D(3,1)(2,1)] gLLAQccdeeffawvhpcb SFS[D(3,1)(2,1)] gLLAQccdeeffaovhpcb reducible gLLMQacefeffbsxkcvn SFS[D(3,1)(2,1)] gLLAQcdceeffqwbiqbo SFS[D(3,1)(2,1)] gLLMQacefeffbsxkrvn reducible gLLAQbcedeffxouoqsb SFS[D(3,1)(2,1)] gLLAQbcdeeffhfoemsf reducible gLLAQccdeeffqfrepcb SFS[D(3,1)(2,1)] gLLAQbcedeffagtwlbb SFS[D(2,1)(2,1)] gLLAQccdeeffqfvhpcb reducible gLLAQccdeeffqgvhpcb SFS[D(3,1)(2,1)] gLLAQccdeeffqvvhpcb SFS[D(3,1)(2,1)] gLLMQaceffefbsxkkwn reducible gLLMQaceffefbsxkkfn SFS[D(3,1)(2,1)] gLLMQaceffefbsxkkfo reducible gLLMQaceffefbsxkkfr SFS[D(3,1)(2,1)] gLLMQaceffefbsxkknn SFS[D(3,1)(2,1)] gLLAQbcdeeffaorahoc SFS[D(3,1)(2,1)] gLLAQbcdeeffhvnmxnf SFS[D(3,1)(2,1)] gLLAQbcdeeffargxegf SFS[D(3,1)(2,1)] gLLAQbcdeeffavgxegf reducible gLLAQbcdeefftsollbc SFS[D(3,1)(2,1)] gLLAQbcdeeffajgxegf SFS[D(3,1)(2,1)] gLLAQbcdeefflsollbc reducible gLLAQbcdeefftsohhoc toroidal gLLAQbcdeeffajoxhob SFS[D(3,1)(2,1)] gLLAQbcdeefflsohhoc SFS[D(3,1)(2,1)] gLLAQbcdeefftsghpgb SFS[D(3,1)(2,1)] gLLAQbcdeeffasghpgb reducible gLLAQbcdeefflsghpgb SFS[D(3,1)(2,1)] gLLMQaceffefbshkkgn SFS[D(2,1)(2,1)] gLLAQbcdeeffdwgmxnf SFS[D(2,1)(2,1)] gLLMQaceffefbshkkoo SFS[D(2,1)(2,1)] gLLAQbcdeeffdnnhxnf toroidal gLLAQbcdeeffdvoiivc SFS[D(2,1)(2,1)] gLLAQbcdeeffeboqqsc SFS[D(2,1)(2,1)] gLLAQbcdeeffmrwlxgo toroidal gLLAQbcdeefftsoumsf SFS[D(5,2)(2,1)] gLLAQbcdeefflsoumsf SFS[D(4,1)(2,1)] gLLAQbddeeffabfiqkc reducible gLLAQbcedeffabablbc SFS[D(3,1)(2,1)] gLLAQbcdeeffavvplbc reducible gLLAQbcdeeffaooulbc SFS[D(3,1)(2,1)] gLLAQbcdeeffaooahoc SFS[D(3,1)(2,1)] gLLAQbcdeeffaogapgb reducible gLLAQbcdeeffxrwpmrb SFS[D(2,1)(2,1)] gLLAQbcdeeffaootmsf reducible gLLAQbddeeffxsfelgo SFS[D(4,1)(2,1)] gLLAQbddeeffajrlhrc SFS[D(2,1)(2,1)] gLLAQbcdeeffhjotmsf SFS[D(2,1)(2,1)] gLLAQccdeeffqfvxtoo reducible gLLAQbcedeffebhfqgc reducible gLLAQbcdeeffpkohivb SFS[D(3,1)(2,1)] gLLAQbcdeeffxjomqsb SFS[D(3,1)(2,1)] gLLAQbcdeeffacndxnf SFS[D(3,1)(2,1)] gLLAQbddeeffxjrmqbc reducible gLLAQccdeeffawvhdvo SFS[D(2,1)(2,1)] gLLMQacefeffbsakrkv SFS[D(2,1)(2,1)] gLLMQaceffefbsdrrnv reducible gLLAQbddeeffxvnpmnc reducible gLLAQbcdeefftsrhhoc SFS[D(3,1)(2,1)] gLLAQbcdeeffajolhob SFS[D(3,1)(2,1)] gLLAQbcdeefflsrhhoc reducible gLLAQbcdeeffhnndxnf SFS[D(3,1)(2,1)] gLLMQaceffefbsajfwv SFS[D(3,1)(2,1)] gLLAQbddeeffdwodxjo SFS[D(5,2)(2,1)] gLLAQbddeeffevoelgo SFS[D(4,1)(2,1)] gLLAQbddeeffajotmwo SFS[D(2,1)(2,1)] gLLAQbddeefflrotmwo toroidal gLLAQbddeefflwnlerc SFS[D(5,2)(2,1)] gLLAQbddeefflvotmwo SFS[D(5,2)(2,1)] gLLAQbddeefflvjlurc SFS[D(4,1)(2,1)] gLLAQbcdeeffajoeuco SFS[D(2,1)(2,1)] gLLAQbcdeefftsohmsf toroidal gLLAQbcdeefflsohmsf SFS[D(5,2)(2,1)] gLLAQbcdeeffaonahoc reducible gLLAQbcdeeffdfbilbb reducible gLLAQbcdeeffaocaivb reducible gLLAQbcdeeffagbplbb reducible gLLAQbcdeefftsnhhoc SFS[D(3,1)(2,1)] gLLAQbcdeeffajophob reducible gLLAQbcdeefflsnhhoc SFS[D(3,1)(2,1)] gLLAQbcdeeffmsnqqsc SFS[D(3,1)(2,1)] gLLAQbddeeffxvrptvo SFS[D(5,2)(2,1)] gLLAQccdeeffifvedcb SFS[D(3,1)(2,1)] gLLAQbcedefftsxfisb toroidal gLLAQccdeeffhwvldcb SFS[D(3,1)(2,1)] gLLAQbcedeffajhfujc SFS[D(2,1)(2,1)] gLLAQbcedefflsxfisb SFS[D(2,1)(2,1)] gLLAQbddeeffabfqekc reducible gLLAQbddeeffanrqukc SFS[D(3,1)(2,1)] gLLAQbddeeffajkqhkc SFS[D(3,1)(2,1)] gLLAQbddeeffarkqhkc SFS[D(3,1)(2,1)] gLLAQbddeeffavkqhkc reducible gLLAQbcedeffxouoisb SFS[D(3,1)(2,1)] gLLAQccdeeffqfredcb SFS[D(3,1)(2,1)] gLLMQaceffefbbxrrwb reducible gLLAQccdeeffakvudcb SFS[D(3,1)(2,1)] gLLMQaceffefbbxrrwf SFS[D(3,1)(2,1)] gLLAQccdeeffaovudcb reducible gLLAQccdeeffawvudcb SFS[D(3,1)(2,1)] gLLAQbddeeffxnrhdnc SFS[D(3,1)(2,1)] gLLAQbcdeeffaoramoc SFS[D(3,1)(2,1)] gLLAQbcdeeffhvnminf SFS[D(3,1)(2,1)] gLLAQbcdeefftojhujc SFS[D(3,1)(2,1)] gLLAQbcdeeffaojhujc reducible gLLAQbcdeefflojhujc SFS[D(3,1)(2,1)] gLLAQbcdeeffmccmdcb SFS[D(2,1)(2,1)] gLLAQbcdeefftsohmoc SFS[D(3,1)(2,1)] gLLAQbcdeeffajoxpob reducible gLLAQbcdeefflsohmoc SFS[D(3,1)(2,1)] gLLAQbcdeeffxrwpmgo SFS[D(2,1)(2,1)] gLLAQbddeeffxvnpmvo SFS[D(2,1)(2,1)] gLLAQbcdeeffxrwxmgo SFS[D(2,1)(2,1)] gLLAQbddeeffxvnphvo SFS[D(2,1)(2,1)] gLLAQbcdeeffxrwlmgo toroidal gLLAQbddeeffxvnptvo toroidal gLLMQacefeffbbdfjfj reducible gLLAQccdeeffqfvxtjb SFS[D(2,1)(2,1)] gLLAQcdceeffaovpaoo T2xI gLLAQbcedeffecdcdfc SFS[A(2,1)] gLLAQbcedeffdbacacc T2xI gLLAQccdeeffqfjxtjb SFS[D(2,1)(2,1)] gLLAQbcedeffxoxoisb reducible gLLMQacefeffbbefjfj reducible gLLAQccdeeffqfrxtjb toroidal gLLAQbcdeeffhjotmoc SFS[D(2,1)(2,1)] gLLAQbcdeeffaootmoc reducible gLLAQbcdeeffavvpebc SFS[D(3,1)(2,1)] gLLAQbcdeeffaoouebc SFS[D(3,1)(2,1)] gLLAQbcdeeffhjoamoc SFS[D(2,1)(2,1)] gLLAQbcedeffabpbmoc SFS[D(3,1)(2,1)] gLLAQbcdeeffavvumoc SFS[D(3,1)(2,1)] gLLAQbcedefftoaopob reducible gLLAQbcdeefftooamoc SFS[D(3,1)(2,1)] gLLAQbcdeefflooamoc SFS[D(3,1)(2,1)] gLLAQbcedeffloaopob reducible gLLAQbddeeffabcddfc T2xI gLLAQbcdeeffdfbaabb SFS[A(2,1)] gLLAQbcdeeffebbddcb T2xI gLLAQbddeeffafodqfc SFS[D(2,1)(2,1)] gLLAQbcdeeffacgahgb SFS[D(3,1)(2,1)] gLLAQbcdeeffaogahgb SFS[D(3,1)(2,1)] gLLAQbcdeeffhvnainf reducible gLLAQbcdeeffhjolmoc toroidal gLLAQbcdeeffaoolmoc reducible gLLAQbddeeffasfhxjo SFS[D(2,1)(2,1)] gLLAQbddeeffhgfhxjo SFS[D(5,2)(2,1)] gLLAQbddeeffhffhxjo SFS[D(4,1)(2,1)] gLLAQbcdeeffakfmlwo T2xI gLLAQbddeeffhgfieco SFS[D(4,1)(2,1)] gLLAQbddeeffhvkqxkc SFS[D(4,1)(2,1)] gLLAQbddeeffxbfptvo SFS[D(4,1)(2,1)] gLLAQbddeeffxsfptvo SFS[D(5,2)(2,1)] gLLAQbcdeeffaccdabb T2xI gLLAQbcdeeffacbdabb SFS[A(2,1)] gLLMQacefeffbbafrfk SFS[D(2,1)(2,1)] gLLAQbcedefftjhfisb reducible gLLAQbcedeffljhfisb reducible gLLMQacefeffbbaorfj SFS[D(3,1)(2,1)] gLLAQcdceeffqwsmqwb SFS[D(3,1)(2,1)] gLLMQacefeffbbaorfv reducible gLLAQbddeeffawfqpkc SFS[D(2,1)(2,1)] gLLAQbddeeffakkqxkc SFS[D(2,1)(2,1)] gLLAQbcdeeffacfdabb T2xI gLLAQbddeeffxjreqbc SFS[D(3,1)(2,1)] gLLMQacefeffbbagrrb reducible gLLAQbcdeeffavvllgf T2xI gLLAQbcdeeffavgllgf SFS[A(2,1)] gLLMQaceffefbbabrwb reducible gLLMQaceffefbbabrws SFS[D(3,1)(2,1)] gLLMQaceffefbbabrwk SFS[D(3,1)(2,1)] gLLAQbcdeeffavfllgf T2xI gLLAQcdceeffawraqwb SFS[D(2,1)(2,1)] gLLMQaceffefbbarrfv SFS[D(2,1)(2,1)] gLLAQbddeeffhgkterc SFS[D(3,1)(2,1)] gLLAQbcdeeffaofqpob SFS[D(2,1)(2,1)] gLLAQbddeeffavrdifc SFS[D(2,1)(2,1)] gLLAQbddeeffaffdafc T2xI gLLMQaceffefbbajfwv reducible gLLAQbddeeffajohxjo SFS[D(2,1)(2,1)] gLLAQbcdeeffajoxhjo SFS[D(2,1)(2,1)] gLLAQbcedeffxotoisb SFS[D(3,1)(2,1)] gLLAQccdeeffqfrmqwb SFS[D(3,1)(2,1)] gLLAQbcdeeffaonamoc SFS[D(3,1)(2,1)] gLLAQbcdeeffhvniinf SFS[D(3,1)(2,1)] gLLAQbddeeffhrnterc SFS[D(3,1)(2,1)] gLLAQbcedefftoaohjo SFS[D(3,1)(2,1)] gLLAQbcdeeffaooahsf reducible gLLAQbcedeffloaohjo SFS[D(3,1)(2,1)] gLLAQbcedefftsajpob toroidal gLLAQbcedeffajasmoc SFS[D(2,1)(2,1)] gLLAQbcedefflsajpob SFS[D(2,1)(2,1)] gLLAQbcdeeffpbbpabb SFS[A(2,1)] gLLAQbddeeffxvrmmbg SFS[D(3,1)(2,1)] gLLAQbcdeeffacodmsb SFS[D(3,1)(2,1)] gLLAQbcdeeffaoodmsb reducible gLLAQbcdeeffabkppjc SFS[D(3,1)(2,1)] gLLAQbcedeffagtcanf SFS[D(3,1)(2,1)] gLLAQbcdeeffacndmsb SFS[D(3,1)(2,1)] gLLAQbcedeffmvufxgc SFS[D(3,1)(2,1)] gLLAQbcdeeffacrdmsb reducible gLLAQbcedeffxvpfifc reducible gLLAQbcdeeffarfxxoc SFS[D(3,1)(2,1)] gLLAQbcdeeffxcrulob reducible gLLAQbcdeeffacrdmbc reducible gLLAQbcdeeffarciawc SFS[D(3,1)(2,1)] gLLAQbcdeeffebollrc SFS[D(3,1)(2,1)] gLLAQbcdeefflsommbc SFS[D(2,1)(2,1)] gLLAQbcdeefflkommbc SFS[D(2,1)(2,1)] gLLAQbcdeefftbommbc SFS[D(3,1)(2,1)] gLLAQbcdeeffabommbc SFS[D(3,1)(2,1)] gLLAQbcdeefflbommbc toroidal gLLAQbcdeeffebottcc SFS[D(3,1)(2,1)] gLLAQbcdeeffeboaasc reducible gLLAQbcdeeffebodtcc reducible gLLAQbcedeffaoavxoc reducible gLLAQbcdeeffeboqtcc SFS[D(3,1)(2,1)] gLLMQacefeffbjikjkn reducible gLLMQacefeffbjikjsn SFS[D(3,1)(2,1)] gLLMQacefeffbjikjbn SFS[D(3,1)(2,1)] gLLAQbcdeeffakjhucc SFS[D(2,1)(2,1)] gLLAQbddeeffabgltrg reducible gLLMQaceffefbjikkgw reducible gLLMQaceffefbjikwgw SFS[D(3,1)(2,1)] gLLMQaceffefbjikogw SFS[D(3,1)(2,1)] gLLMQaceffefbjurrgs reducible gLLAQbcedeffdfasxnb SFS[D(3,1)(2,1)] gLLAQbcedeffebdslob SFS[D(3,1)(2,1)] gLLAQbddeeffdwolqrg toroidal gLLAQbcdeeffajouhov SFS[D(2,1)(2,1)] gLLAQbddeeffevopung SFS[D(2,1)(2,1)] gLLAQbddeeffdscldrg SFS[D(3,1)(2,1)] gLLAQbddeeffdvgltrg SFS[D(3,1)(2,1)] gLLAQbcdeeffakrmmsb SFS[D(2,1)(2,1)] gLLAQbcedeffxktfifc SFS[D(2,1)(2,1)] gLLAQbcdeefftkommsb SFS[D(3,1)(2,1)] gLLAQbcdeefftsommsb toroidal gLLAQbcdeeffajrxpjc SFS[D(2,1)(2,1)] gLLAQbcdeefflsommsb SFS[D(2,1)(2,1)] gLLAQbcdeefftbommsb SFS[D(3,1)(2,1)] gLLAQbcdeeffakcmivv SFS[D(2,1)(2,1)] gLLAQbddeeffabblerg reducible gLLAQbcdeeffxkrllob SFS[D(2,1)(2,1)] gLLAQbcdeeffakrmmbc SFS[D(2,1)(2,1)] gLLMQaceffefbjurrwj reducible gLLAQbcdeeffdfoxxnb SFS[D(3,1)(2,1)] gLLAQbcdeeffebollob SFS[D(3,1)(2,1)] gLLAQbddeeffdvgltjo SFS[D(5,2)(2,1)] gLLAQbddeeffesgphgo toroidal gLLAQbddeeffewcpego SFS[D(2,1)(2,1)] gLLAQbddeeffevopugo SFS[D(2,1)(2,1)] gLLAQbcedeffebdvpfo SFS[D(5,2)(2,1)] gLLAQbcedeffdfavlco SFS[D(4,1)(2,1)] gLLAQbcdeeffhwgxxnb SFS[D(3,1)(2,1)] gLLAQbcdeeffdfoamsb SFS[D(5,2)(2,1)] gLLAQbcdeeffebodtwb SFS[D(4,1)(2,1)] gLLMQacefeffbjpgkrj SFS[D(3,1)(2,1)] gLLAQbcedeffhbagxnb SFS[D(3,1)(2,1)] gLLAQbddeeffmkjutjg SFS[D(3,1)(2,1)] gLLAQbcdeeffmjvmpkb SFS[D(3,1)(2,1)] gLLAQbddeeffmkgutjg reducible gLLMQacefeffbvhkcsb SFS[D(2,1)(2,1)] gLLAQbcdeeffmjgmpkb SFS[D(3,1)(2,1)] gLLMQacefeffbvpocwb reducible gLLMQacefeffbvpocwc SFS[D(3,1)(2,1)] gLLAQbcdeefftcrdhsb SFS[D(2,1)(2,1)] gLLMQacefeffbvpocwf SFS[D(3,1)(2,1)] gLLAQbcdeeffmbkaqwf SFS[D(3,1)(2,1)] gLLAQbcedeffdnqrisf SFS[D(2,1)(2,1)] gLLAQbcedeffmourqwf SFS[D(3,1)(2,1)] gLLAQbcedefftsxruvv SFS[D(2,1)(2,1)] gLLAQbddeeffmkkutjg SFS[D(3,1)(2,1)] gLLAQbddeefftvrtlrg SFS[D(2,1)(2,1)] gLLAQbcdeeffmjkmxrv SFS[D(3,1)(2,1)] gLLAQbcdeeffmjfmpkb reducible gLLAQbcdeeffacciaco T2xI gLLMQacefeffbvignvj SFS[D(2,1)(2,1)] gLLAQbcedeffagtclwc reducible gLLAQbcdeeffmgommcc T2xI gLLAQbcdeeffabkphgf reducible gLLAQbcdeeffaoodhbc reducible gLLAQbcdeeffacodhbc reducible gLLMQaceffefbvqkwgw SFS[D(2,1)(2,1)] gLLAQccdeeffdwvaigo SFS[D(3,1)(2,1)] gLLAQbddeeffmvkupjg SFS[D(3,1)(2,1)] gLLAQbddeeffmvgupjg reducible gLLAQbcedeffmvpvxrv reducible gLLAQbddeeffmvjupjg SFS[D(3,1)(2,1)] gLLAQbcedeffmouvpkb SFS[D(3,1)(2,1)] gLLAQbcdeeffmccpxrv SFS[D(2,1)(2,1)] gLLAQbcdeeffegnmmcc SFS[D(2,1)(2,1)] gLLAQbcedeffmoioigo T2xI gLLAQbddeefftvgtdrg reducible gLLMQacefeffbvpgkvj SFS[D(2,1)(2,1)] gLLAQbcedeffabafhgf SFS[D(2,1)(2,1)] gLLAQbcedefftsanhgf SFS[D(2,1)(2,1)] gLLAQbcedeffdnaoabv SFS[D(2,1)(2,1)] gLLAQbcdeeffebndmcc reducible gLLAQbddeeffdogtdrg SFS[D(2,1)(2,1)] gLLAQcdceeffiokmanv SFS[D(3,1)(2,1)] gLLMQacefeffbrdkckb reducible gLLMQacefeffbrdkcsb SFS[D(3,1)(2,1)] gLLMQacefeffbrdkcbb SFS[D(3,1)(2,1)] gLLMQaceffefbrdkkwn reducible gLLAQbddeeffpkjpuco toroidal gLLAQbcdeeffdfoitsb SFS[D(5,2)(2,1)] gLLAQbcdeeffeboqhwb SFS[D(4,1)(2,1)] gLLMQacefeffbrmgbrn SFS[D(3,1)(2,1)] gLLAQbcedeffhbavdoc SFS[D(3,1)(2,1)] gLLAQbddeeffxrrxhbg SFS[D(4,1)(2,1)] gLLAQbddeeffpcfpqfg toroidal gLLAQbcdeeffpjfpqvv toroidal gLLAQbcdeeffxgrxhwb SFS[D(4,1)(2,1)] gLLAQbddeeffarraqrg SFS[D(2,1)(2,1)] gLLAQbddeeffanfadrg SFS[D(2,1)(2,1)] gLLAQcdceeffhojhaso reducible gLLAQbcdeeffxcrdukb SFS[D(3,1)(2,1)] gLLAQbcdeeffaonaqgb SFS[D(2,1)(2,1)] gLLAQbddeeffxvrdung SFS[D(3,1)(2,1)] gLLAQbcdeeffaofadov SFS[D(2,1)(2,1)] gLLAQbcdeeffhkvhqvc reducible gLLAQbcdeeffagraqgb SFS[D(2,1)(2,1)] gLLAQbddeeffasfaqjo reducible gLLAQbddeeffxrgxqbg SFS[D(2,1)(2,1)] gLLAQbddeeffpkgpifg SFS[D(2,1)(2,1)] gLLAQbddeeffhgfudwo SFS[D(3,1)(2,1)] gLLAQbcdeeffpjgtqsf SFS[D(3,1)(2,1)] gLLMQacefeffbrqgrrb SFS[D(2,1)(2,1)] gLLAQbcedeffhnqgqgb SFS[D(3,1)(2,1)] gLLAQbcdeeffxrrdhvc SFS[D(3,1)(2,1)] gLLAQbcdeeffxckxhvc reducible gLLAQbcedeffaoqfqgb SFS[D(3,1)(2,1)] gLLAQbcdeeffaogqdgf SFS[D(3,1)(2,1)] gLLAQbcedeffxvqvhcv reducible gLLAQbcedeffxoifhcc SFS[D(3,1)(2,1)] gLLAQbcdeeffebrdhcc reducible gLLAQbcdeeffmbrdhcc SFS[D(3,1)(2,1)] gLLAQbcdeeffxbrdhcc SFS[D(3,1)(2,1)] gLLAQbcedeffaoafdoc reducible gLLAQbcedeffagqgqgb reducible gLLAQbcedeffaopfqvc SFS[D(3,1)(2,1)] gLLAQbcdeeffabruqvc SFS[D(3,1)(2,1)] gLLAQbcedeffaomfqvc reducible gLLAQbddeeffajoaqjo reducible gLLAQbddeeffpccpico SFS[D(2,1)(2,1)] gLLAQbddeeffxvoxmfo SFS[D(3,1)(2,1)] gLLAQbcdeeffebgpegc reducible gLLAQbcdeeffacrhtsb reducible gLLAQbcedeffxvhfuwf reducible gLLAQbcdeeffargxdoc SFS[D(3,1)(2,1)] gLLAQbcdeeffxcnuerc reducible gLLAQbcdeeffacndtbc reducible gLLAQccdeeffivvxpgv SFS[D(3,1)(2,1)] gLLMQacefeffbrdkkkg reducible gLLAQbddeeffabbaqrg reducible gLLAQbddeeffasbaqrg SFS[D(3,1)(2,1)] gLLAQbddeeffavjadrg reducible gLLAQbddeeffawnatrg SFS[D(3,1)(2,1)] gLLAQbddeeffakbaqrg SFS[D(3,1)(2,1)] gLLAQbcdeeffaknmtbc SFS[D(2,1)(2,1)] gLLAQccdeeffaovxpgv reducible gLLAQbddeeffxfbxdjo reducible gLLAQbcdeefflccdtvo reducible gLLAQbcdeefflrwitvo reducible gLLAQbddeeffafbaufo reducible gLLAQbcdeeffeccueco reducible gLLAQbcdeeffdbcqdbo reducible gLLAQbcdeeffmccueco reducible gLLAQbcdeeffxccueco reducible gLLAQbcedeffebifuoc SFS[D(2,1)(2,1)] gLLAQbcdeeffakjmqnc reducible gLLAQbddeeffxfrxujo reducible gLLMQbddeeffxvrxevv T2xI gLLAQcdceeffaojllgo SFS[D(5,2)(2,1)] gLLMQbdedeffajasqcv toroidal gLLMQbdedeffarasqcv SFS[D(5,2)(2,1)] gLLAQcdceeffaojhhso SFS[D(4,1)(2,1)] gLLMQbdedeffajasecv SFS[D(5,2)(2,1)] gLLMQbdedeffarasecv SFS[D(4,1)(2,1)] gLLAQccdeeffqfvllgo T2xI gLLPQacefeffbgigsko reducible gLLAQbcdeeffajrudsc reducible gLLPQacefeffbgijsko reducible gLLMQbddeeffavgaicv T2xI gLLMQbddeeffabcamcv SFS[D(2,1)(2,1)] gLLAQbddeeffafcaifo reducible gLLAQcdceeffakvhhso toroidal gLLMQbddeeffafcaicv toroidal gLLAQbcdeeffdfbmtvo SFS[D(2,1)(2,1)] gLLAQbcdeefflsbmtvo SFS[D(2,1)(2,1)] gLLMQbdedeffajabqcv SFS[D(5,2)(2,1)] gLLAQcdceeffakjllgo SFS[D(4,1)(2,1)] gLLMQbdedeffarabqcv SFS[D(4,1)(2,1)] gLLAQbcdeeffaknxqnc reducible gLLMQbddeeffabfatcv T2xI gLLMQbddeeffavkaqcv SFS[D(2,1)(2,1)] gLLPQacefeffbchgkoj SFS[D(4,1)(2,1)] gLLPQacefeffbchgkcj SFS[D(5,2)(2,1)] gLLPQacefeffbohgckw SFS[D(5,2)(2,1)] gLLPQacefeffbohgckv toroidal gLLAQbcedeffajafpsc SFS[D(3,1)(2,1)] gLLPQacefeffbohjckv SFS[D(3,1)(2,1)] gLLPQacefeffbohgcks SFS[D(4,1)(2,1)] gLLAQbcdeeffaknxlnc SFS[D(3,1)(2,1)] gLLAQbcdeeffmccqxco toroidal gLLPQacefeffbcpgcoo SFS[D(5,2)(2,1)] gLLPQacefeffbcpgcco SFS[D(4,1)(2,1)] gLLMQbddeeffakgiacv SFS[D(4,1)(2,1)] gLLMQbddeeffajjmucv SFS[D(5,2)(2,1)] gLLMQbddeeffarjmucv SFS[D(4,1)(2,1)] gLLAQbcdeeffakoxenc SFS[D(3,1)(2,1)] gLLPQacefeffbcpgckv toroidal gLLAQbcedeffajhbxsc SFS[D(3,1)(2,1)] gLLPQacefeffbcpjckv SFS[D(3,1)(2,1)] gLLPQacefeffbcpgcks SFS[D(4,1)(2,1)] gLLPQacefeffbcpgckw SFS[D(5,2)(2,1)] gLLAQbcdeeffaggulgc reducible gLLAQbcdeeffmccimco reducible gLLAQbcedeffabajhbo reducible gLLAQbcdeeffakjmunc SFS[D(3,1)(2,1)] gLLAQbcdeeffakjaunc reducible gLLMQbdedeffabdwtcv SFS[D(2,1)(2,1)] gLLAQccdeeffaojltgo SFS[D(2,1)(2,1)] gLLPQacefeffbougjkf reducible gLLAQbcedeffajawpsc reducible gLLPQacefeffboujjkf reducible gLLAQbcdeeffakjiunc SFS[D(3,1)(2,1)] gLLAQbcedeffebdfpkc SFS[D(2,1)(2,1)] gLLAQbddeefflvkdtko SFS[D(2,1)(2,1)] gLLPQacefeffbcigsko toroidal gLLAQbcdeeffajruhsc SFS[D(3,1)(2,1)] gLLPQacefeffbcijsko SFS[D(3,1)(2,1)] gLLPQacefeffbcigrko SFS[D(5,2)(2,1)] gLLAQccdeeffugvltgo SFS[D(4,1)(2,1)] gLLPQaceffefbcigvwo SFS[D(5,2)(2,1)] gLLPQaceffefbcigfwo toroidal gLLAQbcdeeffaknplnc reducible gLLPQacefeffbcdgkkk reducible gLLAQbcdeeffajsuhsc reducible gLLPQacefeffbcdjkkk reducible gLLMQbddeeffavgiqcv SFS[D(2,1)(2,1)] gLLMQbddeeffabcitcv SFS[D(2,1)(2,1)] gLLPQacefeffbcxgbkw toroidal gLLAQbcdeeffajcuhsc SFS[D(3,1)(2,1)] gLLPQacefeffbcxjbkw SFS[D(3,1)(2,1)] gLLPQacefeffbcxgnkw SFS[D(4,1)(2,1)] gLLAQccdeeffugrltgo SFS[D(5,2)(2,1)] gLLPQaceffefbcxgvcw SFS[D(4,1)(2,1)] gLLPQaceffefbcxgfcw SFS[D(5,2)(2,1)] gLLAQbddeefflvkhako SFS[D(2,1)(2,1)] gLLAQbcdeeffakjminc SFS[D(3,1)(2,1)] gLLAQccdeeffugvlago SFS[D(5,2)(2,1)] gLLPQacefeffboigsko toroidal gLLAQbcdeeffajrupsc SFS[D(3,1)(2,1)] gLLPQacefeffboijsko SFS[D(3,1)(2,1)] gLLPQacefeffboigrko SFS[D(4,1)(2,1)] gLLAQbcedeffebefdkc SFS[D(2,1)(2,1)] gLLAQbcdeeffakgminc SFS[D(3,1)(2,1)] gLLAQccdeeffugviuno SFS[D(4,1)(2,1)] gLLPQacefeffboqgsko toroidal gLLAQbcdeeffajgiisc SFS[D(3,1)(2,1)] gLLPQacefeffboqjsko SFS[D(3,1)(2,1)] gLLPQacefeffboqgrko SFS[D(5,2)(2,1)] gLLAQbcedeffxkafdkc reducible gLLAQbcdeeffakkminc reducible gLLPQacefeffbougsko reducible gLLAQbcdeeffajfiisc reducible gLLPQacefeffboujsko reducible gLLPQaceffefbcigvgf SFS[D(5,2)(2,1)] gLLPQaceffefbcigfgf SFS[D(4,1)(2,1)] gLLPQaceffefbcxgvvg toroidal gLLPQaceffefbcxgfvg SFS[D(5,2)(2,1)] gLLAQbcdeeffakrxenc reducible gLLAQbcdeeffxkklpkc reducible gLLPQacefeffbcdgckv reducible gLLAQbcedeffajhkxsc reducible gLLPQacefeffbcdjckv reducible gLLAQbcdeeffebnmmkc SFS[D(2,1)(2,1)] gLLAQbcdeeffebbmiro SFS[D(2,1)(2,1)] gLLPQacefeffbcpgkoj SFS[D(5,2)(2,1)] gLLPQacefeffbcpgkcj toroidal gLLPQacefeffboegwko SFS[D(4,1)(2,1)] gLLPQacefeffboegwkg toroidal gLLAQbcedeffajanpsc SFS[D(3,1)(2,1)] gLLPQacefeffboejwkg SFS[D(3,1)(2,1)] gLLPQacefeffboegwkc SFS[D(5,2)(2,1)] gLLAQbcdeeffaknllnc SFS[D(3,1)(2,1)] gLLAQbcdeeffaobauoo reducible gLLAQbcdeeffebbaqro SFS[D(2,1)(2,1)] gLLMQbdedeffajesqcv SFS[D(5,2)(2,1)] gLLAQcdceeffaojltgo SFS[D(4,1)(2,1)] gLLMQbdedeffaresqcv SFS[D(4,1)(2,1)] gLLPQacefeffbchgcoo toroidal gLLPQacefeffbchgcco SFS[D(5,2)(2,1)] gLLAQbcdeeffaknxenc SFS[D(3,1)(2,1)] gLLAQbcdeeffebnatkc SFS[D(2,1)(2,1)] gLLPQacefeffbchgckv toroidal gLLAQbcedeffajafhsc SFS[D(3,1)(2,1)] gLLPQacefeffbchjckv SFS[D(3,1)(2,1)] gLLPQacefeffbchgcks SFS[D(5,2)(2,1)] gLLPQacefeffbchgckw SFS[D(4,1)(2,1)] gLLMQacefeffbgxwcwf reducible gLLAQbcdeeffdfjeunb SFS[D(3,1)(2,1)] gLLAQbcdeeffebjaiob SFS[D(3,1)(2,1)] gLLAQbcdeefftrwiiob SFS[D(3,1)(2,1)] gLLAQbcedefftsxjiob toroidal gLLAQbcedeffajafuoc SFS[D(2,1)(2,1)] gLLAQbcedefflsxjiob SFS[D(2,1)(2,1)] gLLAQbcdeefftccdiob SFS[D(3,1)(2,1)] gLLAQbcdeeffaroiiob SFS[D(3,1)(2,1)] gLLAQbcedeffhwlfunb SFS[D(3,1)(2,1)] gLLAQbddeeffavnhhkc reducible gLLAQbcdeeffarwhhbb SFS[D(2,1)(2,1)] gLLAQbcdeeffavfmmjc SFS[D(3,1)(2,1)] gLLAQbcdeeffmvfttgc SFS[D(3,1)(2,1)] gLLAQbcdeeffaojauoc reducible gLLAQbcdeeffdfbhhbb reducible gLLAQbcdeeffhbjlunb SFS[D(3,1)(2,1)] gLLMQaceffefbglgwcw SFS[D(3,1)(2,1)] gLLAQbddeefflvnllgo SFS[D(5,2)(2,1)] gLLAQbddeefftvnllgo SFS[D(4,1)(2,1)] gLLAQbcedefflsxjino SFS[D(2,1)(2,1)] gLLAQbcdeefflccdino SFS[D(2,1)(2,1)] gLLAQbcdeefftrwiino SFS[D(5,2)(2,1)] gLLAQbcdeefflrwiino toroidal gLLMQacefeffbgdjjjf reducible gLLMQacefeffbgdjjrf SFS[D(3,1)(2,1)] gLLMQacefeffbgdjjvf SFS[D(3,1)(2,1)] gLLMQaceffefbgdjjgn reducible gLLMQaceffefbgdjngn SFS[D(3,1)(2,1)] gLLMQaceffefbgdjbgn SFS[D(3,1)(2,1)] gLLAQbcedeffabtbmjc SFS[D(3,1)(2,1)] gLLAQbcdeeffavvmmjc SFS[D(3,1)(2,1)] gLLAQbcdeeffaoohmjc reducible gLLAQbcdeeffagnaenf SFS[D(3,1)(2,1)] gLLAQbcdeeffakrmmgf SFS[D(2,1)(2,1)] gLLAQbcedeffxktfiob SFS[D(2,1)(2,1)] gLLAQbcedefflkafpbc SFS[D(2,1)(2,1)] gLLAQbcedefftbafpbc SFS[D(3,1)(2,1)] gLLAQbcedeffabafpbc SFS[D(3,1)(2,1)] gLLAQbcedefflbafpbc toroidal gLLAQbcedefflsafpbc SFS[D(2,1)(2,1)] gLLAQbcedeffebxfirc SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbehbb SFS[D(3,1)(2,1)] gLLAQbcdeeffdfneenf reducible gLLAQbcdeeffxkrllfc SFS[D(2,1)(2,1)] gLLAQbcdeeffakrmmjc SFS[D(2,1)(2,1)] gLLAQbcdeeffakneenf SFS[D(3,1)(2,1)] gLLAQbddeeffhgghakc SFS[D(3,1)(2,1)] gLLAQbcdeeffavgmmgf reducible gLLAQbcedeffxctsiob reducible gLLAQbcdeeffxvgllfc reducible gLLAQbcdeeffavgmmjc reducible gLLAQbcdeeffebbmmwo SFS[D(5,2)(2,1)] gLLAQbcdeeffdfbhhso SFS[D(4,1)(2,1)] gLLAQccdeeffaovldkb reducible gLLAQbcedeffdfpfunb SFS[D(3,1)(2,1)] gLLAQbcedeffebxfiob SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbuhbb SFS[D(3,1)(2,1)] gLLAQbcedefftsafpsb toroidal gLLAQbcedeffajhsmjc SFS[D(2,1)(2,1)] gLLAQbcedefflsafpsb SFS[D(2,1)(2,1)] gLLAQbcedefftbafpsb SFS[D(3,1)(2,1)] gLLAQbcedefftkafpsb SFS[D(3,1)(2,1)] gLLAQbddeeffavkhqkc reducible gLLAQbcdeeffaknxxcc SFS[D(2,1)(2,1)] gLLAQbcedeffeberdko SFS[D(2,1)(2,1)] gLLAQbcdeeffajflisf SFS[D(2,1)(2,1)] gLLAQbcdeeffhwkhpso SFS[D(5,2)(2,1)] gLLAQbcdeeffhokhpso SFS[D(4,1)(2,1)] gLLAQbcdeeffhwkiuno SFS[D(4,1)(2,1)] gLLAQbcdeeffarkiuno SFS[D(2,1)(2,1)] gLLAQbcdeeffavvihgf SFS[D(2,1)(2,1)] gLLAQbcdeeffarwiuob SFS[D(2,1)(2,1)] gLLAQbddeeffavntlfc reducible gLLAQbcedefftrqfhbc reducible gLLAQbcdeeffargihgf SFS[D(3,1)(2,1)] gLLAQbcedefflrqfhbc SFS[D(3,1)(2,1)] gLLAQbcedefftcerhbc SFS[D(3,1)(2,1)] gLLAQbcdeeffavgihgf toroidal gLLAQbcedefflcerhbc SFS[D(3,1)(2,1)] gLLAQbcdeefftsklhbc SFS[D(3,1)(2,1)] gLLAQbcdeeffajgihgf SFS[D(3,1)(2,1)] gLLAQbcdeefflsklhbc reducible gLLAQbcdeeffaroiuob toroidal gLLAQbddeeffavotlfc reducible gLLAQbcdeeffakgmlgb SFS[D(3,1)(2,1)] gLLMQacefeffbotjcrv SFS[D(2,1)(2,1)] gLLAQbcdeeffavfihgf SFS[D(2,1)(2,1)] gLLAQbcedeffhwlfinb reducible gLLAQbcedeffeourqrc reducible gLLAQbcedeffdnqrioc reducible gLLAQbcdeeffarkiuob SFS[D(2,1)(2,1)] gLLAQbcedeffhwifhbc SFS[D(3,1)(2,1)] gLLAQbcedeffagtrlgb SFS[D(2,1)(2,1)] gLLAQbcdeeffxjfmpof reducible gLLAQbcdeeffxgrhpof SFS[D(3,1)(2,1)] gLLAQbcedeffhwhflvc SFS[D(3,1)(2,1)] gLLMQaceffefboxccwv reducible gLLAQbcedeffebdkqfc reducible gLLAQbcedeffdfakicc reducible gLLMQaceffefbotccwv reducible gLLAQbcedeffebekqfc reducible gLLAQbcedeffdfdkicc reducible gLLAQbcedeffebakqfc reducible gLLAQbcedeffdfekicc reducible gLLAQbcedeffajifhsb SFS[D(2,1)(2,1)] gLLAQbcedefflkawhbc SFS[D(2,1)(2,1)] gLLAQbcedefftbawhbc SFS[D(3,1)(2,1)] gLLAQbcedeffabawhbc SFS[D(3,1)(2,1)] gLLAQbcedefflbawhbc toroidal gLLAQbcedefflsawhbc SFS[D(2,1)(2,1)] gLLAQbcedeffebxwqrc SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbhpbb SFS[D(3,1)(2,1)] gLLAQbcdeeffdfnhlnf reducible gLLAQbcdeeffaknhlnf SFS[D(3,1)(2,1)] gLLAQbddeefflvntlgo toroidal gLLAQbddeefftvntlgo SFS[D(5,2)(2,1)] gLLAQbcdeefftrwiuno SFS[D(4,1)(2,1)] gLLAQbcdeefflrwiuno SFS[D(5,2)(2,1)] gLLMQacefeffbodwjwg reducible gLLAQcdceeffaojlhbo SFS[D(3,1)(2,1)] gLLMQacefeffbodwnwg SFS[D(3,1)(2,1)] gLLAQcdceeffaojlhkb SFS[D(3,1)(2,1)] gLLMQacefeffbodwnwn reducible gLLAQbcdeeffebjaqrc SFS[D(2,1)(2,1)] gLLAQbcdeeffavvmhjc SFS[D(3,1)(2,1)] gLLAQbcdeeffaobapbb SFS[A(2,1)] gLLAQbcdeeffacnalnf SFS[D(3,1)(2,1)] gLLMQaceffefboejngn SFS[D(2,1)(2,1)] gLLAQbcedefftbafhbc reducible gLLAQbcedeffabafhbc SFS[D(3,1)(2,1)] gLLAQbcedefflbafhbc SFS[D(3,1)(2,1)] gLLAQbcedeffebxfqrc reducible gLLAQbcdeeffdfbepbb SFS[D(3,1)(2,1)] gLLAQbcdeeffdfnelnf SFS[D(3,1)(2,1)] gLLAQbcdeeffaknelnf SFS[D(3,1)(2,1)] gLLAQbddeeffasgdaso reducible gLLAQbddeefflvotlgo SFS[D(5,2)(2,1)] gLLAQbddeefftvotlgo SFS[D(4,1)(2,1)] gLLAQbcedefflsxvuno SFS[D(2,1)(2,1)] gLLAQbcdeefflcbduno SFS[D(2,1)(2,1)] gLLAQbcdeefftroiuno SFS[D(5,2)(2,1)] gLLAQbcdeefflroiuno toroidal gLLAQbcdeeffmccqdsb SFS[D(2,1)(2,1)] gLLAQbddeeffabctego reducible gLLAQbcdeeffebbaxwo SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbepso SFS[D(3,1)(2,1)] gLLAQbcdeefftkbmuno SFS[D(3,1)(2,1)] gLLAQbcdeeffakbmuno reducible gLLAQbcdeefflkbmuno SFS[D(3,1)(2,1)] gLLAQbddeeffdwgtdgo SFS[D(3,1)(2,1)] gLLAQbcedeffajavpso reducible gLLAQbddeeffevgheko SFS[D(3,1)(2,1)] gLLAQbddeeffabctqgo reducible gLLAQbcdeeffebbixwo SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbupso SFS[D(3,1)(2,1)] gLLAQbcdeefftkbauno SFS[D(3,1)(2,1)] gLLAQbcdeeffakbauno reducible gLLAQbcdeefflkbauno SFS[D(3,1)(2,1)] gLLAQbddeeffajgdqso reducible gLLAQbcedeffevivdko SFS[D(3,1)(2,1)] gLLAQbcedeffdwuvago SFS[D(3,1)(2,1)] gLLAQbddeeffabctlgo reducible gLLAQbcdeeffebbmxwo toroidal gLLAQbcdeeffdfbhpso toroidal gLLAQbcdeeffebbqioo SFS[D(5,2)(2,1)] gLLAQbcdeeffdfbiuno SFS[D(4,1)(2,1)] gLLAQbcdeefftsbiuno SFS[D(5,2)(2,1)] gLLAQbcdeefflsbiuno SFS[D(4,1)(2,1)] gLLAQbcdeefftbbiuno SFS[D(4,1)(2,1)] gLLAQbcdeefflbbiuno SFS[D(5,2)(2,1)] gLLAQbcdeefftkbiuno toroidal gLLAQbcdeeffakbiuno reducible gLLAQbcdeefflkbiuno toroidal gLLAQbcdeeffebbpdko SFS[D(4,1)(2,1)] gLLAQbcdeeffdfblago SFS[D(5,2)(2,1)] gLLAQbcedefftbanhbc SFS[D(3,1)(2,1)] gLLAQbcedeffabanhbc reducible gLLAQbcedefflbanhbc SFS[D(3,1)(2,1)] gLLAQbcedeffebxnqrc SFS[D(3,1)(2,1)] gLLAQbcdeeffevsiqrc SFS[D(3,1)(2,1)] gLLMQacefeffbouwkwn SFS[D(2,1)(2,1)] gLLMQacefeffbouwowg SFS[D(2,1)(2,1)] gLLAQbcdeeffeogdqrc toroidal gLLAQbcdeeffdngaioc SFS[D(2,1)(2,1)] gLLAQbddeeffabctqfc SFS[D(2,1)(2,1)] gLLAQbcdeeffdfbupbb toroidal gLLAQbcdeeffebbixcb SFS[D(2,1)(2,1)] gLLAQbcdeeffaggplgb reducible gLLAQbcdeeffdfnulnf SFS[D(3,1)(2,1)] gLLMQaceffefbouccjf SFS[D(2,1)(2,1)] gLLAQbcdeeffmsnxqfc SFS[D(3,1)(2,1)] gLLAQbcdeefftsnahjc SFS[D(3,1)(2,1)] gLLAQbcdeeffajsphsb reducible gLLAQbcdeefflsnahjc SFS[D(3,1)(2,1)] gLLAQbcedeffmcigmgc SFS[A(2,1)] gLLAQbcdeeffpjgplgb SFS[D(3,1)(2,1)] gLLAQbcdeeffaknulnf reducible gLLAQbcdeeffhwkiqno SFS[D(5,2)(2,1)] gLLAQcdceeffiokmafb SFS[D(3,1)(2,1)] gLLMQacefeffbcxjcjv reducible gLLMQacefeffbcxjcrv SFS[D(3,1)(2,1)] gLLMQacefeffbcxjcvv SFS[D(3,1)(2,1)] gLLMQacefeffbctbcns SFS[D(2,1)(2,1)] gLLAQbcdeeffaroiqob SFS[D(3,1)(2,1)] gLLAQbcdeeffdjbtdbb reducible gLLAQbcedeffhwlfqnb SFS[D(3,1)(2,1)] gLLMQaceffefbcxjjwf reducible gLLAQbcdeeffebcmewo SFS[D(5,2)(2,1)] gLLAQbcdeeffdfchdso SFS[D(4,1)(2,1)] gLLAQbddeeffpcnpekc toroidal gLLAQbcdeeffdfbhdbb SFS[D(3,1)(2,1)] gLLAQbcdeeffaccldso reducible gLLAQbcedefftsavtvb SFS[D(3,1)(2,1)] gLLAQbcedeffasavtvb reducible gLLAQbcedefflsavtvb SFS[D(3,1)(2,1)] gLLAQbcedefflsakdsf SFS[D(2,1)(2,1)] gLLAQbcdeefflcctdso SFS[D(2,1)(2,1)] gLLAQbddeeffmvndpko toroidal gLLAQbcdeefftrwhdso SFS[D(5,2)(2,1)] gLLAQbcdeefflrwhdso toroidal gLLAQbddeeffhknalgo SFS[D(4,1)(2,1)] gLLAQbcdeeffebkxewb SFS[D(2,1)(2,1)] gLLAQbcdeeffdnctdso SFS[D(2,1)(2,1)] gLLAQbcdeeffdgkpdsb SFS[D(5,2)(2,1)] gLLAQbcdeeffdwwhdso toroidal gLLAQbcdeefferwmewo SFS[D(4,1)(2,1)] gLLAQbcdeeffdowhdso SFS[D(5,2)(2,1)] gLLAQbcdeefftrwltgo SFS[D(4,1)(2,1)] gLLAQbcdeefflrwltgo SFS[D(5,2)(2,1)] gLLAQbddeeffpknphso toroidal gLLAQbcdeeffhwkaqob SFS[D(4,1)(2,1)] gLLAQbcdeeffmrwquoo toroidal gLLAQbcedeffdfurqob toroidal gLLAQbcedeffebirurb SFS[D(5,2)(2,1)] gLLAQbcdeefftskuqnb SFS[D(5,2)(2,1)] gLLAQbcdeefflskuqnb SFS[D(4,1)(2,1)] gLLAQbcedefftcprqnb toroidal gLLAQbcedefflcprqnb SFS[D(5,2)(2,1)] gLLAQbcdeeffmvfdhkf toroidal gLLAQbcedeffdfuktgf SFS[D(5,2)(2,1)] gLLAQbcedeffebikhkf SFS[D(4,1)(2,1)] gLLAQbcdeeffavvatgf T2xI gLLAQbcdeeffarwaqob SFS[D(2,1)(2,1)] gLLAQbddeeffavnaqfc reducible gLLAQbcdeeffavgatgf reducible gLLAQbcdeeffaroaqob toroidal gLLAQbddeeffavoaqfc reducible gLLAQbcdeefftsgatgb SFS[D(3,1)(2,1)] gLLAQbcdeeffasgatgb reducible gLLAQbcdeefflsgatgb SFS[D(3,1)(2,1)] gLLAQbcdeeffavfatgf T2xI gLLAQbcedeffhwafqnb reducible gLLAQbcdeeffarkaqob SFS[D(2,1)(2,1)] gLLAQbddeeffaffadfc T2xI gLLAQbcdeeffebjlecc SFS[D(2,1)(2,1)] gLLAQbcdeefftbjmtvc SFS[D(2,1)(2,1)] gLLAQbcdeeffaccadbb T2xI gLLAQbcdeeffavvmtjc reducible gLLAQbcdeeffacbadbb SFS[A(2,1)] gLLMQaceffefbcecccf T2xI gLLMQaceffefbceccok SFS[D(2,1)(2,1)] gLLAQbcedefftcardsb SFS[D(2,1)(2,1)] gLLMQaceffefbcevcon reducible gLLAQbcedeffdfartvb SFS[D(2,1)(2,1)] gLLAQbcdeeffacfadbb T2xI gLLAQbcdeeffebfaewo SFS[D(3,1)(2,1)] gLLAQbcdeeffdffedso SFS[D(3,1)(2,1)] gLLAQbcdeeffebfiewo SFS[D(3,1)(2,1)] gLLAQbcdeeffdffudso SFS[D(3,1)(2,1)] gLLAQbcdeefftkbxtvb SFS[D(2,1)(2,1)] gLLAQbddeeffpcrpdso SFS[D(2,1)(2,1)] gLLAQbcdeeffdfbmqob reducible gLLAQbcdeeffebfmewo toroidal gLLAQbcdeeffdffhdso toroidal gLLAQbcdeeffascxtvb SFS[D(2,1)(2,1)] gLLAQbcedefftbafdbc SFS[D(3,1)(2,1)] gLLAQbcedefflbafdbc SFS[D(3,1)(2,1)] gLLAQccdeeffdwvupbo SFS[D(2,1)(2,1)] gLLAQbcedeffebxfurc SFS[D(3,1)(2,1)] gLLAQbcdeefftkbmqob SFS[D(2,1)(2,1)] gLLAQbcedefflkpfqoc SFS[D(2,1)(2,1)] gLLAQbcedefftbpfqoc SFS[D(3,1)(2,1)] gLLAQbcedeffabpfqoc SFS[D(3,1)(2,1)] gLLAQbcedefflbpfqoc toroidal gLLAQbcedefflspfqoc SFS[D(2,1)(2,1)] gLLAQbcdeeffavruqoc SFS[D(3,1)(2,1)] gLLAQbcdeeffaokaqoc reducible gLLAQbcdeeffpfbedbb SFS[D(3,1)(2,1)] gLLAQbcdeeffhfbedbb SFS[D(3,1)(2,1)] gLLAQbcedeffdwlvdbb reducible gLLAQbcedeffdnqodbb reducible gLLAQbcdeeffdgbedbb SFS[D(3,1)(2,1)] gLLAQbcdeeffdvbedbb SFS[D(3,1)(2,1)] gLLAQbddeeffafoaufc SFS[D(2,1)(2,1)] gLLAQbcdeefftcgdtgb reducible gLLAQbcdeeffacgdtgb SFS[D(3,1)(2,1)] gLLAQbcdeefflcgdtgb SFS[D(3,1)(2,1)] gLLAQbcdeeffdfneqnf SFS[D(3,1)(2,1)] gLLAQbcedeffastftvc SFS[D(2,1)(2,1)] gLLMQaceffefbceccwg SFS[D(2,1)(2,1)] gLLMQaceffefbceccfc T2xI gLLAQbcedeffecdfefc SFS[A(2,1)] gLLAQbcedeffdbafdcc T2xI gLLAQbcdeeffarsldsb SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbxtvb reducible gLLAQbcdeefftkbedbb toroidal gLLAQbcdeeffakbedbb SFS[D(3,1)(2,1)] gLLAQbcdeefflkbedbb SFS[D(3,1)(2,1)] gLLAQbcdeefftbbedbb SFS[D(3,1)(2,1)] gLLAQbcdeefflbbedbb SFS[D(3,1)(2,1)] gLLAQbcdeefftsbedbb SFS[D(3,1)(2,1)] gLLAQbcdeeffasbedbb SFS[D(3,1)(2,1)] gLLAQbcdeefflsbedbb reducible gLLAQbcdeeffhngdtgb SFS[D(3,1)(2,1)] gLLAQbcdeeffakneqnf reducible gLLAQbddeeffpkopmkc SFS[D(2,1)(2,1)] gLLAQbcdeeffdowedbb SFS[D(2,1)(2,1)] gLLAQbcdeeffaromqob SFS[D(3,1)(2,1)] gLLAQbcedeffhwlnqoc SFS[D(3,1)(2,1)] gLLAQbcedeffebhshgc reducible gLLAQbddeeffmkcdpko toroidal gLLAQbcdeeffebbmewo SFS[D(4,1)(2,1)] gLLAQbcdeeffdfbhdso SFS[D(5,2)(2,1)] gLLAQccdeeffivvxpkb SFS[D(3,1)(2,1)] gLLMQacefeffbcxjkjk reducible gLLAQbcdeeffdfbudbb SFS[D(3,1)(2,1)] gLLAQbcdeeffaknmtjc SFS[D(2,1)(2,1)] gLLAQccdeeffaovxpkb reducible gLLAQbcedefftsentsf SFS[D(2,1)(2,1)] gLLAQbcedeffdndodvv SFS[D(2,1)(2,1)] gLLAQbcdeeffhwkuqgo SFS[D(3,1)(2,1)] gLLAQbcdeeffackdqgf SFS[D(3,1)(2,1)] gLLAQbcedeffdgmfdnf SFS[D(3,1)(2,1)] gLLAQbcedeffdvmfdnf SFS[D(3,1)(2,1)] gLLAQbcdeeffebkaesc reducible gLLMQbddeeffawbupwg SFS[D(2,1)(2,1)] gLLAQbcedeffevifhrc SFS[D(3,1)(2,1)] gLLAQcdceeffawrplco SFS[D(2,1)(2,1)] gLLAQbcedeffeodrhrc toroidal gLLAQbcedeffdnartoc SFS[D(2,1)(2,1)] gLLAQbcdeeffebkxhrc SFS[D(3,1)(2,1)] gLLAQbcedefftsxnqgf SFS[D(2,1)(2,1)] gLLAQbcdeeffacgdqgf SFS[D(3,1)(2,1)] gLLAQbcedeffdnqoqbv SFS[D(2,1)(2,1)] gLLAQbcedeffevxfucc SFS[D(3,1)(2,1)] gLLAQbcedeffmvxfucc SFS[D(3,1)(2,1)] gLLAQbcedeffeoirucc SFS[D(3,1)(2,1)] gLLAQbcdeeffebkducc reducible gLLAQbddeeffhwgplrg SFS[D(2,1)(2,1)] gLLAQbcedefftgtotov reducible gLLAQbcedeffagtotov SFS[D(3,1)(2,1)] gLLAQbcedefflgtotov SFS[D(3,1)(2,1)] gLLAQbcedefftoartoc SFS[D(3,1)(2,1)] gLLAQbcedeffaoartoc reducible gLLAQbcedeffloartoc SFS[D(3,1)(2,1)] gLLAQbcdeefflsbmtov SFS[D(2,1)(2,1)] gLLAQbcdeefflkkptoc SFS[D(2,1)(2,1)] gLLAQbcdeefftbkptoc SFS[D(3,1)(2,1)] gLLAQbcdeeffabkptoc SFS[D(3,1)(2,1)] gLLAQbcdeefflbkptoc toroidal gLLAQbcedeffdgmndnf reducible gLLAQbcedeffdvmndnf SFS[D(3,1)(2,1)] gLLAQbcdeeffebkiesc SFS[D(3,1)(2,1)] gLLAQbcdeeffacjdqgf reducible gLLMQbdedeffakafurv SFS[D(2,1)(2,1)] gLLAQbcedeffdgmwdnf SFS[D(3,1)(2,1)] gLLAQccdeeffawrhhrv SFS[D(2,1)(2,1)] gLLAQbcedeffdvmwdnf toroidal gLLAQbcedeffdnmrdvc SFS[D(2,1)(2,1)] gLLAQbcdeeffebkmesc SFS[D(3,1)(2,1)] gLLAQbcedefftsmfdnf SFS[D(3,1)(2,1)] gLLAQbcedeffasmfdnf SFS[D(3,1)(2,1)] gLLAQbcedefflsmfdnf reducible gLLAQbcedefftsakqjc SFS[D(3,1)(2,1)] gLLAQbcedeffajisqsb reducible gLLAQbcedefflsakqjc SFS[D(3,1)(2,1)] gLLMQbddeeffhrbupwg SFS[D(2,1)(2,1)] gLLAQbcedefftspktcc SFS[D(3,1)(2,1)] gLLAQbcedeffajivdvv SFS[D(3,1)(2,1)] gLLAQbcedefflspktcc reducible gLLAQbcdeeffarfutcc SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbmtov SFS[D(2,1)(2,1)] gLLAQbcedeffdwhvtov SFS[D(2,1)(2,1)] gLLAQbddeeffanopprg SFS[D(2,1)(2,1)] gLLAQbcedeffdntotov toroidal gLLAQbcedeffdvakqjc SFS[D(2,1)(2,1)] gLLAQbddeeffargplrg SFS[D(2,1)(2,1)] gLLAQbcedefftsmndnf toroidal gLLAQbcedeffasmndnf SFS[D(3,1)(2,1)] gLLAQbcedefflsmndnf SFS[D(3,1)(2,1)] gLLAQbcedefftsmwdnf SFS[D(3,1)(2,1)] gLLAQbcedeffasmwdnf reducible gLLAQbcedefflsmwdnf SFS[D(3,1)(2,1)] gLLAQbcedefftsawtoc SFS[D(3,1)(2,1)] gLLAQbcedeffasawtoc reducible gLLAQbcedefflsawtoc SFS[D(3,1)(2,1)] gLLAQbcedefftsdwtoc SFS[D(3,1)(2,1)] gLLAQbcedeffasdwtoc SFS[D(3,1)(2,1)] gLLAQbcedefflsdwtoc reducible gLLAQbcedefftsxwqbc SFS[D(3,1)(2,1)] gLLAQbcedeffajdfqgf SFS[D(3,1)(2,1)] gLLAQbcedefflsxwqbc reducible gLLAQbcdeeffarciqbc SFS[D(3,1)(2,1)] gLLAQbcdeeffacjdqbc reducible gLLAQbcedefftsewtoc toroidal gLLAQbcedeffasewtoc SFS[D(3,1)(2,1)] gLLAQbcedefflsewtoc SFS[D(3,1)(2,1)] gLLAQbcdeeffdfkhdnf SFS[D(2,1)(2,1)] gLLAQbcedeffdwtfdnf SFS[D(2,1)(2,1)] gLLAQccdeeffawrhhwo SFS[D(2,1)(2,1)] gLLAQbcedeffdnmrdnf toroidal gLLAQbcedeffdvmwdvc SFS[D(2,1)(2,1)] gLLMQbdedeffakafuwf SFS[D(2,1)(2,1)] gLLAQbcedefftsmwdvc SFS[D(3,1)(2,1)] gLLAQbcedeffasmwdvc reducible gLLAQbcedefflsmwdvc SFS[D(3,1)(2,1)] gLLAQbcedefftoavqjc SFS[D(3,1)(2,1)] gLLAQbcdeeffaooiqsb reducible gLLAQbcedeffloavqjc SFS[D(3,1)(2,1)] gLLAQbcedefftsantsf SFS[D(2,1)(2,1)] gLLAQbcedeffdnaodvv SFS[D(2,1)(2,1)] gLLMQbdedeffabarqwf reducible gLLMQbdedeffakawxrv SFS[D(3,1)(2,1)] gLLAQccdeeffakvllkv SFS[D(3,1)(2,1)] gLLAQccdeeffawvllkv SFS[D(3,1)(2,1)] gLLAQbcedefftoavqsb SFS[D(3,1)(2,1)] gLLAQbddeeffxnrxtko SFS[D(3,1)(2,1)] gLLAQccdeeffakvllco SFS[D(3,1)(2,1)] gLLAQccdeeffawvllco SFS[D(3,1)(2,1)] gLLMQbdedeffabarqrv reducible gLLMQbdedeffakawxwf SFS[D(3,1)(2,1)] gLLAQccdeeffaovaijo reducible gLLAQccdeeffakvaijo SFS[D(3,1)(2,1)] gLLAQccdeeffawvaijo SFS[D(3,1)(2,1)] gLLMQbddeeffavjuhwg reducible gLLMQbddeeffarjuhwg SFS[D(3,1)(2,1)] gLLAQbddeeffpggpmrg SFS[D(3,1)(2,1)] gLLAQbddeeffdggpmrg SFS[D(3,1)(2,1)] gLLAQbddeeffhggpmrg reducible gLLAQbcedefftseftoc SFS[D(2,1)(2,1)] gLLAQbcedeffdnqrdnf SFS[D(2,1)(2,1)] gLLMQbddeeffhgbuewg reducible gLLAQbddeeffavopirg reducible gLLAQbddeeffawcparg SFS[D(3,1)(2,1)] gLLAQbddeeffasgpmrg SFS[D(3,1)(2,1)] gLLAQbddeeffakgpmrg SFS[D(3,1)(2,1)] gLLAQbddeeffabgpmrg reducible gLLAQbcedeffasdftsf SFS[D(2,1)(2,1)] gLLAQbddeeffasguxso SFS[D(2,1)(2,1)] gLLAQbcedefftsdntsf toroidal gLLAQbcedefflsdntsf SFS[D(5,2)(2,1)] gLLAQbcdeeffdfbldvv SFS[D(5,2)(2,1)] gLLAQbcdeeffebbpesv SFS[D(4,1)(2,1)] gLLAQbcedeffdneodvv toroidal gLLAQbcedeffdvavdno SFS[D(5,2)(2,1)] gLLAQbddeeffajgaukg SFS[D(2,1)(2,1)] gLLAQbcedeffajtvqbv SFS[D(2,1)(2,1)] gLLAQbcedefftsavdno SFS[D(5,2)(2,1)] gLLAQbcedefflsavdno SFS[D(4,1)(2,1)] gLLAQbcedefftsdwtsf SFS[D(5,2)(2,1)] gLLAQbcedefflsdwtsf SFS[D(4,1)(2,1)] gLLAQbddeeffxnrxtng SFS[D(3,1)(2,1)] gLLMQbddeeffhgbuegv SFS[D(3,1)(2,1)] gLLAQbcedeffdgajdvv SFS[D(5,2)(2,1)] gLLAQbcedeffdwuvdno toroidal gLLAQbcdeeffdfbpdno SFS[D(2,1)(2,1)] gLLAQbcedeffdnaodno SFS[D(2,1)(2,1)] gLLAQbcedefftspjqbv SFS[D(5,2)(2,1)] gLLAQbcedefflspjqbv SFS[D(4,1)(2,1)] gLLAQbddeeffajgauno SFS[D(2,1)(2,1)] gLLAQbcedeffajtvqgo SFS[D(2,1)(2,1)] gLLAQbcedeffdgakqsb SFS[D(5,2)(2,1)] gLLAQbcedeffdwhvtso toroidal gLLAQbcdeeffdfbmtso SFS[D(2,1)(2,1)] gLLAQbcedeffdntotso SFS[D(2,1)(2,1)] gLLAQbcdeefftkkptsf SFS[D(5,2)(2,1)] gLLAQbcdeefflkkptsf toroidal gLLAQbcedefftgartsf SFS[D(4,1)(2,1)] gLLAQbcedefflgartsf SFS[D(5,2)(2,1)] gLLAQbcedeffajhvtso SFS[D(2,1)(2,1)] gLLAQbcdeefflsbmtso SFS[D(2,1)(2,1)] gLLAQbcdeefflbkptsf SFS[D(2,1)(2,1)] gLLAQbcedeffdgardvv SFS[D(4,1)(2,1)] gLLAQbcedeffdwivdno SFS[D(5,2)(2,1)] gLLAQbcedefftsprqbv toroidal gLLAQbcedefflsprqbv SFS[D(5,2)(2,1)] gLLAQbcdeeffdfkaqgf SFS[D(5,2)(2,1)] gLLAQbcdeeffebkdukf SFS[D(4,1)(2,1)] gLLAQbddeeffajguhso SFS[D(2,1)(2,1)] gLLAQbcedeffdnurqgf toroidal gLLAQbcedeffeoirukf SFS[D(5,2)(2,1)] gLLAQbcedefftspktnb SFS[D(5,2)(2,1)] gLLAQbcedefflspktnb SFS[D(4,1)(2,1)] gLLAQbcdeeffhwkuqbv SFS[D(3,1)(2,1)] gLLAQbcedefftsentoc SFS[D(2,1)(2,1)] gLLAQbcedeffdnprdnf SFS[D(2,1)(2,1)] gLLMQbddeeffhrbupgv SFS[D(3,1)(2,1)] gLLAQbcedeffdnartsf SFS[D(2,1)(2,1)] gLLAQbcedefftsardvv SFS[D(2,1)(2,1)] gLLMQbdedeffabdrewf reducible gLLMQbdedeffakefxrv SFS[D(3,1)(2,1)] gLLAQccdeeffakvhprv SFS[D(3,1)(2,1)] gLLAQccdeeffawvhprv SFS[D(3,1)(2,1)] gLLAQccdeeffaovhprv reducible gLLMQbddeeffxrrpqfg SFS[D(3,1)(2,1)] gLLAQcdceeffqwbiqjo SFS[D(3,1)(2,1)] gLLMQbddeeffxvrpqfg reducible gLLAQccdeeffqfvhprv reducible gLLAQccdeeffqgvhprv SFS[D(3,1)(2,1)] gLLAQccdeeffqvvhprv SFS[D(3,1)(2,1)] gLLMQbddeeffavkmisv reducible gLLMQbddeeffajrihjg SFS[D(3,1)(2,1)] gLLMQbddeeffabfmmsv reducible gLLMQbddeeffakfmmsv SFS[D(3,1)(2,1)] gLLMQbddeeffarrihjg SFS[D(3,1)(2,1)] gLLAQbddeeffavjhlrg reducible gLLAQbddeeffajjtuno SFS[D(2,1)(2,1)] gLLAQbddeeffhojtuno SFS[D(4,1)(2,1)] gLLMQbddeeffhgblicg SFS[D(3,1)(2,1)] gLLAQbddeeffhfglakg reducible gLLMQbddeeffakbihjg SFS[D(2,1)(2,1)] gLLMQbddeeffarommsv SFS[D(2,1)(2,1)] gLLAQbcedeffasafasf SFS[D(2,1)(2,1)] gLLAQbcedeffhnakhvv SFS[D(4,1)(2,1)] gLLAQbcedefftsanasf toroidal gLLAQbcedefflsanasf SFS[D(5,2)(2,1)] gLLAQbcdeeffdfbphvv SFS[D(5,2)(2,1)] gLLAQbcdeeffebbxmsv SFS[D(4,1)(2,1)] gLLAQbcedeffdnaohvv toroidal gLLAQbcedeffdvajpno SFS[D(5,2)(2,1)] gLLAQbddeeffajglqkg SFS[D(2,1)(2,1)] gLLAQbcedeffajavibv SFS[D(2,1)(2,1)] gLLAQbcedefftsajpno SFS[D(5,2)(2,1)] gLLAQbcedefflsajpno SFS[D(4,1)(2,1)] gLLAQbcedefftsawasf SFS[D(5,2)(2,1)] gLLAQbcedefflsawasf SFS[D(4,1)(2,1)] gLLAQbcedeffmsejxoo toroidal gLLMQbddeeffhgceegv SFS[D(3,1)(2,1)] gLLAQbcdeeffhkvhhcc reducible gLLAQbcdeeffavvhhcc SFS[D(2,1)(2,1)] gLLAQbcedefftsafloc SFS[D(3,1)(2,1)] gLLAQbcedeffasafloc reducible gLLAQbcedefflsafloc SFS[D(3,1)(2,1)] gLLAQbcedeffmsxfmsc SFS[D(3,1)(2,1)] gLLAQbcedefftsdfloc SFS[D(3,1)(2,1)] gLLAQbcedeffasdfloc SFS[D(3,1)(2,1)] gLLAQbcedefflsdfloc reducible gLLAQbcedeffhnqspnf SFS[D(3,1)(2,1)] gLLAQbcedefftsxfibc SFS[D(3,1)(2,1)] gLLAQbcedeffajhfugf SFS[D(3,1)(2,1)] gLLAQbcedefflsxfibc reducible gLLAQbcdeeffarriibc SFS[D(3,1)(2,1)] gLLAQbcdeeffackdibc reducible gLLAQbcedefftsefloc toroidal gLLAQbcedeffasefloc SFS[D(3,1)(2,1)] gLLAQbcedefflsefloc SFS[D(3,1)(2,1)] gLLAQbcdeeffdfkepnf SFS[D(2,1)(2,1)] gLLAQbcedeffdwlfpnf SFS[D(2,1)(2,1)] gLLAQccdeeffawvhdwo SFS[D(2,1)(2,1)] gLLAQbcedeffdnqrpnf toroidal gLLAQbcedeffdvmfhvc SFS[D(2,1)(2,1)] gLLMQbdedeffakdfxwf SFS[D(2,1)(2,1)] gLLAQbcedefftsmfhvc SFS[D(3,1)(2,1)] gLLAQbcedeffasmfhvc reducible gLLAQbcedefflsmfhvc SFS[D(3,1)(2,1)] gLLAQbcdeeffaccqhvv reducible gLLAQbcdeeffebrppgc reducible gLLAQbcdeeffmbrppgc SFS[D(3,1)(2,1)] gLLAQbcdeeffxbrppgc SFS[D(3,1)(2,1)] gLLAQbcdeeffabriiwc SFS[D(3,1)(2,1)] gLLAQbcedeffaodsloc SFS[D(3,1)(2,1)] gLLAQbcedeffhvqfpnf SFS[D(3,1)(2,1)] gLLAQbcdeeffebgdqcc reducible gLLAQbcedeffaoasloc reducible gLLAQbcdeeffacjhugf reducible gLLAQbcdeeffaojhugf SFS[D(3,1)(2,1)] gLLAQbcdeeffabgiibc SFS[D(3,1)(2,1)] gLLAQbcedeffaoesloc SFS[D(3,1)(2,1)] gLLAQbcedeffaomshvc reducible gLLAQbcdeeffxrgppgc SFS[D(3,1)(2,1)] gLLAQbcdeeffaocaibv reducible gLLAQbcedeffaoasasf reducible gLLAQbcedeffhvavhvv SFS[D(2,1)(2,1)] gLLAQccdeeffaojaqjo reducible gLLAQbddeeffhgghqrg reducible gLLMQbddeeffhgbhqwg reducible gLLAQbcdeeffhvnhhcc SFS[D(2,1)(2,1)] gLLAQbddeeffmvkepng SFS[D(3,1)(2,1)] gLLMQbddeeffmkkltfg SFS[D(3,1)(2,1)] gLLAQbcedeffmvpvicv reducible gLLAQbddeeffmvgepng reducible gLLAQbcedeffmouvmob SFS[D(3,1)(2,1)] gLLAQbddeeffmvjepng SFS[D(3,1)(2,1)] gLLAQbddeefflnnleno SFS[D(2,1)(2,1)] gLLAQbcdeeffmccpicv SFS[D(2,1)(2,1)] gLLAQbcdeeffaccdlso SFS[D(2,1)(2,1)] gLLAQbcedefftsanlsf SFS[D(2,1)(2,1)] gLLAQbcedeffdnaopvv SFS[D(2,1)(2,1)] gLLAQbddeefflvnltno reducible gLLAQbcdeefftrwuigo SFS[D(2,1)(2,1)] gLLMQbdedeffmkljeff SFS[D(2,1)(2,1)] gLLAQbcdeeffebjdicc reducible gLLAQbcdeeffmgoiagc T2xI gLLAQbcdeeffmjvmmob SFS[D(3,1)(2,1)] gLLAQbddeeffmkjetng SFS[D(3,1)(2,1)] gLLAQbcedeffebefdrc SFS[D(2,1)(2,1)] gLLAQbcdeeffmjgmmob SFS[D(3,1)(2,1)] gLLAQbddeeffmkgetng reducible gLLAQbcdeeffmjfmmob reducible gLLAQbcedeffeblficc SFS[D(2,1)(2,1)] gLLAQbcdeeffmjkmicv SFS[D(3,1)(2,1)] gLLAQbcedefftsefaoc SFS[D(2,1)(2,1)] gLLAQbddeeffmkketng SFS[D(3,1)(2,1)] gLLAQbcdeeffmbkamof SFS[D(3,1)(2,1)] gLLAQbcedeffdnqrhnf SFS[D(2,1)(2,1)] gLLAQbcedeffmourmof SFS[D(3,1)(2,1)] gLLAQccdeeffdkvtpwo reducible gLLAQbcdeefftcrdigb SFS[D(2,1)(2,1)] gLLAQccdeeffdovtpwo SFS[D(3,1)(2,1)] gLLAQccdeeffdwvtpwo SFS[D(3,1)(2,1)] gLLAQbcedeffmoaomoo T2xI gLLAQbcdeeffabkplsf reducible gLLAQbcedeffaoarlsf reducible gLLAQbcedeffagtolso reducible gLLAQbcdeeffebbaqko SFS[D(2,1)(2,1)] gLLMQbdedeffmkhjejv SFS[D(2,1)(2,1)] gLLAQbcdeeffacgdubc reducible gLLAQbcedeffabavpvv T2xI gLLAQbddeeffxvrmmno SFS[D(3,1)(2,1)] gLLMQbdedeffpgdfmwv SFS[D(5,2)(2,1)] gLLPQacefeffbkagckv toroidal gLLMQbdedeffxkeftvv SFS[D(4,1)(2,1)] gLLAQbcedeffajhfasc SFS[D(3,1)(2,1)] gLLPQacefeffbkajckv SFS[D(3,1)(2,1)] gLLMQbddeeffajklhcv SFS[D(5,2)(2,1)] gLLAQcdceeffawrmtwo SFS[D(4,1)(2,1)] gLLMQbddeeffanrlucv SFS[D(4,1)(2,1)] gLLMQbddeeffxnrmdvv SFS[D(4,1)(2,1)] gLLAQbddeeffdrnhero SFS[D(3,1)(3,1)] gLLAQbcedeffaoewloo reducible gLLAQbddeeffennmano SFS[D(3,1)(3,2)] gLLPQacefeffbkqgbkw toroidal gLLAQbcdeeffajcmasc SFS[D(3,1)(2,1)] gLLPQacefeffbkqjbkw SFS[D(3,1)(2,1)] gLLAQbcdeeffaocahvo reducible gLLAQbcdeeffacculoo reducible gLLAQbcdeeffaoculoo reducible gLLAQbcdeeffagculoo reducible gLLAQbddeeffafbitfo reducible gLLAQbcdeeffeccxqco reducible gLLAQbcdeeffdbcpibo reducible gLLAQbcdeeffmccxqco reducible gLLAQbcdeeffhbcpibo reducible gLLAQbcdeeffxccxqco reducible gLLAQbcdeeffaocpibo reducible gLLMQbdedeffxvesevv T2xI gLLMQbddeeffavgldcv T2xI gLLMQbddeeffxvgmuvv T2xI gLLAQbddeeffxfrpijo reducible gLLAQbcedeffhvefpnc reducible gLLAQbddeeffxnrmdno reducible gLLAQbcedeffaodkloo reducible gLLAQbddeeffhrrharo reducible gLLAQbddeeffafripfo reducible gLLAQbcedeffhbtkibo reducible gLLAQbcedeffxchkqco reducible gLLAQbddeeffhsripfo reducible gLLAQbcdeeffhvrmmnc reducible gLLAQbcedeffaoakloo reducible gLLAQbcdeeffhvnmmnc SFS[D(3,1)(2,1)] gLLAQbcedeffaodwloo reducible gLLAQbcdeeffhvommnc SFS[D(3,1)(2,1)] gLLAQbcedeffhvafpnc SFS[D(3,1)(2,1)] gLLAQbcedeffhvdfpnc SFS[D(3,1)(2,1)] gLLMQbddeeffabklxcv SFS[D(2,1)(2,1)] gLLAQbddeeffhggharo SFS[D(3,1)(2,1)] gLLAQcdceeffqkseqco SFS[D(4,1)(2,1)] gLLMQbddeeffasbllcv SFS[D(5,2)(2,1)] gLLAQcdceeffakjeqco SFS[D(4,1)(2,1)] gLLMQbddeeffawnlxcv SFS[D(4,1)(2,1)] gLLMQbddeeffpgbhhwv SFS[D(5,2)(2,1)] gLLPQaceffefbkqgjvk toroidal gLLMQbddeeffxkbmmvv SFS[D(4,1)(2,1)] gLLAQbcdeeffajgeesc SFS[D(3,1)(2,1)] gLLPQaceffefbkqkjvk SFS[D(3,1)(2,1)] gLLAQbcedefftoaoloo SFS[D(3,1)(3,1)] gLLAQbcedeffaoaoloo reducible gLLAQbcedeffloaoloo SFS[D(3,1)(3,2)] gLLAQbcedeffaoawloo reducible gLLPQaceffefbkagjjj toroidal gLLAQbcedeffajasesc SFS[D(3,1)(2,1)] gLLPQaceffefbkakjjj SFS[D(3,1)(2,1)] gLLMQbdedeffxvakqvv SFS[D(2,1)(2,1)] gLLMQbddeeffavkxhcv SFS[D(2,1)(2,1)] gLLMQbddeeffxvkaqvv SFS[D(2,1)(2,1)] gLLAQbddeeffhrndero SFS[D(3,1)(3,1)] gLLMQbddeeffancxhcv SFS[D(4,1)(2,1)] gLLMQbddeeffajoxecv SFS[D(5,2)(2,1)] gLLMQbddeeffaroxecv SFS[D(4,1)(2,1)] gLLMQbddeeffpwoemwv SFS[D(5,2)(2,1)] gLLPQaceffefbbqgjoo toroidal gLLAQbcdeeffasohlsc SFS[D(2,1)(2,1)] gLLPQaceffefbbqkjoo SFS[D(2,1)(2,1)] gLLAQbcedefftsajaoo SFS[D(3,1)(2,1)] gLLAQbcedeffasajaoo reducible gLLAQbcedefflsajaoo SFS[D(3,1)(2,1)] gLLAQbcdeeffmccmico toroidal gLLPQaceffefbbxgjoj toroidal gLLAQbcdeeffaooalsc SFS[D(2,1)(2,1)] gLLPQaceffefbbxkjoj SFS[D(2,1)(2,1)] gLLAQbddeeffxnredno SFS[D(3,1)(3,1)] gLLAQbcedeffaoakaoo reducible gLLAQbcdeeffhvnmhnc SFS[D(3,1)(2,1)] gLLAQccdeeffifveico SFS[D(5,2)(2,1)] gLLAQccdeeffufveico toroidal gLLAQbcedeffasxflsc SFS[D(2,1)(2,1)] gLLAQccdeeffpwvlico SFS[D(2,1)(2,1)] gLLAQbcedeffhvafhnc SFS[D(3,1)(2,1)] gLLMQbddeeffakkxxcv SFS[D(4,1)(2,1)] gLLAQccdeeffakveico SFS[D(5,2)(2,1)] gLLAQccdeeffawveico SFS[D(4,1)(2,1)] gLLAQbddeeffdwodmro SFS[D(3,1)(2,1)] gLLAQbcdeeffajoxaoo reducible gLLAQbddeeffevoetno SFS[D(3,1)(2,1)] gLLAQcdceeffukseico toroidal gLLAQbcedeffaoxslsc SFS[D(2,1)(2,1)] gLLAQcdceeffpkrlico SFS[D(2,1)(2,1)] gLLAQbcedeffhvanhnc reducible gLLAQbcedefftoaoaoo reducible gLLAQbddeeffdroddro reducible gLLAQbddeeffenoeeno reducible gLLAQbcedeffloaoaoo reducible gLLAQbcdeeffhvnahnc reducible gLLAQbcedeffhvawhnc SFS[D(3,1)(2,1)] gLLAQbcedeffaoawaoo reducible gLLAQccdeeffqfjxhjo SFS[D(2,1)(2,1)] gLLMQbddeeffabjxtcv T2xI gLLMQbddeeffxvnahvv SFS[D(2,1)(2,1)] gLLAQbcdeeffhvnihnc SFS[D(3,1)(2,1)] gLLAQbddeeffaskaxko SFS[D(2,1)(2,1)] gLLMQbdedeffaspfxjv SFS[D(2,1)(2,1)] gLLMQbdedeffpgafmwv SFS[D(4,1)(2,1)] gLLPQacefeffbsagckv toroidal gLLMQbdedeffxkdftvv SFS[D(5,2)(2,1)] gLLAQbcedeffajhftsc SFS[D(3,1)(2,1)] gLLPQacefeffbsajckv SFS[D(3,1)(2,1)] gLLMQbddeeffajkphcv toroidal gLLAQcdceeffawrmawo SFS[D(5,2)(2,1)] gLLMQbddeeffanrpucv SFS[D(5,2)(2,1)] gLLMQbddeeffxnridvv SFS[D(5,2)(2,1)] gLLAQbddeeffprnpero toroidal gLLMQbdedeffprasmwv toroidal gLLMQbddeeffprcuiwv toroidal gLLAQbcedefftsavtoo SFS[D(3,1)(2,1)] gLLAQbcedeffasavtoo reducible gLLAQbcedefflsavtoo SFS[D(3,1)(2,1)] gLLAQbcedefflsakdgc SFS[D(2,1)(2,1)] gLLAQbcdeeffebkxeoc SFS[D(2,1)(2,1)] gLLAQbddeeffprbpuro reducible gLLAQbcdeeffmcceuco reducible gLLPQacefeffbsigckv reducible gLLAQbcedeffajhwtsc reducible gLLPQacefeffbsijckv reducible gLLMQbddeeffabfpqcv SFS[D(2,1)(2,1)] gLLPQaceffefbsxgjoj SFS[D(5,2)(2,1)] gLLPQaceffefbsdgjrb toroidal gLLAQbcdeeffaonaqsc SFS[D(2,1)(2,1)] gLLPQaceffefbsdkjrb SFS[D(2,1)(2,1)] gLLAQbcdeeffakkpdnc reducible gLLMQbddeeffavgphcv SFS[D(2,1)(2,1)] gLLAQbddeeffajkahko SFS[D(2,1)(2,1)] gLLAQbddeeffxnrxdno SFS[D(3,1)(3,2)] gLLAQbddeeffproparo reducible gLLAQbcedefftoaktoo reducible gLLAQbddeeffxnoxdno reducible gLLAQbcedeffaoaktoo reducible gLLAQbcedeffloaktoo reducible gLLAQbcdeeffhvnmtnc reducible gLLAQbddeeffxnnxdno SFS[D(3,1)(3,1)] gLLAQccdeeffakvhuco SFS[D(2,1)(2,1)] gLLAQccdeeffifveuco SFS[D(4,1)(2,1)] gLLAQccdeeffufveuco SFS[D(5,2)(2,1)] gLLAQbcedefflspfqgc SFS[D(2,1)(2,1)] gLLAQbcedeffdwlvdvo reducible gLLAQbcedeffdnqodvo reducible gLLAQbcedeffhvafdnc reducible gLLAQccdeeffqfjeuco SFS[D(2,1)(2,1)] gLLMQbddeeffabjpxcv SFS[D(2,1)(2,1)] gLLAQccdeeffifreuco SFS[D(5,2)(2,1)] gLLAQccdeeffufreuco toroidal gLLAQbcedeffastftsc SFS[D(2,1)(2,1)] gLLAQccdeeffpwrluco SFS[D(2,1)(2,1)] gLLAQccdeeffakvmawo SFS[D(5,2)(2,1)] gLLAQccdeeffawvmawo SFS[D(4,1)(2,1)] gLLMQbddeeffakgpxcv SFS[D(4,1)(2,1)] gLLMQbddeeffakkpxcv SFS[D(5,2)(2,1)] gLLAQccdeeffakveuco toroidal gLLAQccdeeffawveuco SFS[D(5,2)(2,1)] gLLAQccdeeffaojeuco SFS[D(2,1)(2,1)] gLLPQaceffefbsigjjj reducible gLLAQbcedeffajakqsc reducible gLLPQaceffefbsikjjj reducible gLLMQbddeeffxvnimvv SFS[D(2,1)(2,1)] gLLMQbddeeffakkpucv SFS[D(4,1)(2,1)] gLLAQccdeeffakreuco SFS[D(5,2)(2,1)] gLLAQccdeeffawreuco SFS[D(4,1)(2,1)] gLLAQbddeeffprcpiro toroidal gLLAQbddeeffxvoxmno SFS[D(3,1)(2,1)] gLLAQcdceeffikseuco toroidal gLLMQbdedeffpgafpwv SFS[D(5,2)(2,1)] gLLPQacefeffbsmgckv toroidal gLLMQbdedeffxkdfxvv SFS[D(4,1)(2,1)] gLLAQbcedeffajdftsc SFS[D(3,1)(2,1)] gLLPQacefeffbsmjckv SFS[D(3,1)(2,1)] gLLMQbddeeffanrpxcv SFS[D(4,1)(2,1)] gLLMQbddeeffajkppcv SFS[D(5,2)(2,1)] gLLAQcdceeffakrmawo SFS[D(4,1)(2,1)] gLLMQbddeeffprnuewv toroidal gLLMQbddeeffajjphcv SFS[D(5,2)(2,1)] gLLAQcdceeffawreuco SFS[D(4,1)(2,1)] gLLMQbddeeffannpucv SFS[D(4,1)(2,1)] gLLMQbddeeffxnnidvv SFS[D(4,1)(2,1)] gLLAQbcedefftoaotoo SFS[D(3,1)(3,2)] gLLAQbcedeffaoaotoo reducible gLLAQbcedeffloaotoo SFS[D(3,1)(3,1)] gLLAQbcedefftoawtoo SFS[D(3,1)(3,1)] gLLAQbcedeffaoawtoo reducible gLLAQbcedeffloawtoo SFS[D(3,1)(3,2)] gLLPQaceffefbsagjjj toroidal gLLAQbcedeffajasqsc SFS[D(3,1)(2,1)] gLLPQaceffefbsakjjj SFS[D(3,1)(2,1)] gLLPQaceffefbsmgjjj toroidal gLLAQbcedeffajabqsc SFS[D(3,1)(2,1)] gLLPQaceffefbsmkjjj SFS[D(3,1)(2,1)] gLLAQbddeeffakklxcc SFS[D(3,1)(2,1)] gLLAQbddeeffawflpcc SFS[D(3,1)(2,1)] gLLAQbddeeffxvrmmvc SFS[D(3,1)(2,1)] gLLAQcdceeffawritbb SFS[D(3,1)(2,1)] gLLMQacdfeffbkxccjs reducible gLLAQbcedeffljhfajb SFS[D(3,1)(2,1)] gLLMQacdfeffbkxccgs SFS[D(3,1)(2,1)] gLLAQcdceeffawrmtbb reducible gLLMQacdfeffbkxcnjj reducible gLLMQacdfeffbkxnnjs reducible gLLAQbddeeffennmavc SFS[D(3,1)(2,1)] gLLAQbcdeeffagcahcb reducible gLLAQbcdeeffaccahcb SFS[D(3,1)(2,1)] gLLAQbcdeeffaocahcb SFS[D(3,1)(2,1)] gLLAQbcedeffmsxjmfb m004(0,0) gLLAQbcdeeffarwpljb reducible gLLAQbcedefftsajljb toroidal gLLAQbcedeffasajljb SFS[D(3,1)(2,1)] gLLAQbcedefflsajljb SFS[D(3,1)(2,1)] gLLAQbcdeeffacculjb SFS[D(3,1)(2,1)] gLLAQbcdeeffaoculjb toroidal gLLAQbddeeffdwnhtwc toroidal gLLAQbcdeeffajwpljb SFS[D(3,1)(2,1)] gLLAQbddeeffevnmhvc SFS[D(3,1)(2,1)] gLLAQbcdeeffagculjb SFS[D(3,1)(2,1)] gLLAQbddeeffabjiqjc reducible gLLAQbddeeffafbitjc toroidal gLLAQbcdeeffeccxqvb toroidal gLLAQbcdeeffdbcpiwb toroidal gLLAQbcdeeffmccxqvb SFS[D(3,1)(3,2)] gLLAQbcdeeffhbcpiwb SFS[D(3,1)(3,1)] gLLAQbcdeeffxccxqvb SFS[D(3,1)(3,1)] gLLAQbcdeeffabjuuwb SFS[D(3,1)(2,1)] gLLAQbcdeeffaccpiwb reducible gLLAQbcdeeffaocpiwb SFS[D(3,1)(2,1)] gLLAQbcdeeffmrwxpgb m004(0,0) gLLAQbcdeeffhgjuuwb m004(0,0) gLLAQcdceeffuosxdob SFS[D(3,1)(2,1)] gLLAQbcedeffaoucajb SFS[D(3,1)(2,1)] gLLAQcdceeffporidob toroidal gLLMQacdfeffbkaknjs SFS[A(2,1)] gLLMQacdefffbkpvjjj reducible gLLMQacdfeffbkefwjj reducible gLLAQbcedeffhgabxbf m004(0,0) gLLAQbcdeeffaoopmvf reducible gLLMQacdfeffbkakcjj reducible gLLAQcdceeffaovxdob reducible gLLMQacdfeffbkavcjs SFS[A(2,1)] gLLMQacdfeffbkaggjg SFS[D(3,1)(2,1)] gLLAQbcdeeffaooaeof SFS[D(3,1)(2,1)] gLLMQacdfeffbkaggkg toroidal gLLAQbddeeffhoklhcc toroidal gLLAQbddeeffhgflecc SFS[D(3,1)(2,1)] gLLAQbddeeffxfrpifc toroidal gLLAQbcdeeffabrxxbf SFS[D(3,1)(2,1)] gLLAQbddeeffhcrlucc m003(0,0) gLLAQbddeeffavklhcc reducible gLLAQbddeeffajklhcc SFS[D(3,1)(3,2)] gLLAQbddeeffarklhcc SFS[D(3,1)(3,1)] gLLAQbddeeffabflecc reducible gLLAQbddeeffanrlucc SFS[D(3,1)(3,1)] gLLAQbcedeffhnqkhcb m004(0,0) gLLAQbcedeffhvefpcb toroidal gLLAQbddeeffxnrmdvc SFS[D(3,1)(2,1)] gLLAQbcedeffaodkljb toroidal gLLAQbddeeffhrrhawc SFS[D(3,1)(2,1)] gLLAQbddeeffabfixjc reducible gLLAQbddeeffafripjc toroidal gLLAQbcedeffhbtkiwb SFS[D(3,1)(3,1)] gLLAQbcedeffxchkqvb SFS[D(3,1)(3,1)] gLLAQbddeeffxvkqpgc SFS[D(3,1)(2,1)] gLLAQbddeeffxsfqlgc toroidal gLLAQbddeeffxwrqxgc m003(0,0) gLLAQbcedeffabmfuwb SFS[D(3,1)(2,1)] gLLAQbddeeffhsripjc toroidal gLLAQbddeeffavkhiwc reducible gLLAQbddeeffasfhmwc SFS[D(3,1)(3,2)] gLLAQbddeeffabfhmwc reducible gLLAQbddeeffakfhmwc SFS[D(3,1)(3,1)] gLLAQbddeeffawrhawc SFS[D(3,1)(3,1)] gLLAQbcdeeffhvrmmvf toroidal gLLAQbcdeeffxsrttsf m004(0,0) gLLAQbcedeffaoakljb SFS[D(2,1)(2,1)] gLLAQbcdeeffhvnmmvf SFS[D(2,1)(2,1)] gLLAQbcedeffaodwljb SFS[D(2,1)(2,1)] gLLAQbcdeeffhvommvf SFS[D(2,1)(2,1)] gLLAQccdeeffaovhqvb reducible gLLAQccdeeffakvhqvb SFS[D(3,1)(3,1)] gLLAQbcedeffhgmfuwb m004(0,0) gLLAQccdeeffawvhqvb SFS[D(3,1)(3,2)] gLLAQccdeeffqgveqvb SFS[D(3,1)(2,1)] gLLAQccdeeffqvveqvb SFS[D(3,1)(2,1)] gLLAQccdeeffifveqvb SFS[D(3,1)(2,1)] gLLAQccdeeffufveqvb SFS[D(3,1)(2,1)] gLLAQbcedefftsxfajb toroidal gLLAQbcedeffasxfajb SFS[D(3,1)(2,1)] gLLAQbcedefflsxfajb SFS[D(3,1)(2,1)] gLLAQccdeeffhwvlqvb m003(0,0) gLLAQccdeeffpwvlqvb toroidal gLLAQccdeeffdwvlqvb SFS[D(3,1)(2,1)] gLLAQbcedeffhvafpcb SFS[D(2,1)(2,1)] gLLAQccdeeffqfjeqvb reducible gLLAQbcedeffhvdfpcb SFS[D(2,1)(2,1)] gLLAQccdeeffqfreqvb reducible gLLMQacdefffbkajkbb reducible gLLMQacdefffbkankbb SFS[D(3,1)(3,1)] gLLAQbcdeeffhgrxxbf m004(0,0) gLLMQacdefffbkabkbb SFS[D(3,1)(3,2)] gLLAQccdeeffqfvuqvb SFS[D(3,1)(2,1)] gLLAQccdeeffqvvuqvb toroidal gLLMQacdefffbkanrnv SFS[D(3,1)(2,1)] gLLAQccdeeffhkvaqvb SFS[D(3,1)(2,1)] gLLAQccdeeffqgvuqvb SFS[D(3,1)(2,1)] gLLMQacdefffbkanjnv toroidal gLLMQacdefffbkajrjj reducible gLLMQacdefffbkajjjj reducible gLLAQccdeeffakveqvb reducible gLLMQacdefffbkabrjj reducible gLLMQacdefffbkabjjj reducible gLLAQccdeeffawveqvb reducible gLLMQacdefffbkanrjj reducible gLLMQacdefffbkanjjj reducible gLLAQccdeefftoveqvb reducible gLLAQccdeeffloveqvb reducible gLLAQbcdeeffebraarf reducible gLLAQbcdeeffmbraarf SFS[D(3,1)(3,2)] gLLAQbcdeeffxbraarf SFS[D(3,1)(3,1)] gLLAQbcdeeffdfreeof reducible gLLAQbcdeeffhfreeof SFS[D(3,1)(3,1)] gLLAQbcdeeffpfreeof SFS[D(3,1)(3,2)] gLLMQacdefffbkajkjs SFS[D(3,1)(2,1)] gLLMQacdefffbkankjn SFS[D(3,1)(2,1)] gLLMQacdefffbkankjg SFS[D(3,1)(2,1)] gLLAQbcdeefftsreeof toroidal gLLAQbcdeeffasreeof SFS[D(3,1)(2,1)] gLLAQbcdeefflsreeof SFS[D(3,1)(2,1)] gLLMQacdefffbkankkn m003(0,0) gLLMQacdefffbkankkg toroidal gLLMQacdefffbkankks SFS[D(3,1)(2,1)] gLLMQacdefffbkabkjs SFS[D(3,1)(2,1)] gLLAQccdeeffaojeqvb reducible gLLMQacdefffbkenkjs reducible gLLAQccdeeffaoreqvb reducible gLLMQacdefffbkdnkjs reducible gLLAQbddeeffhgghawc SFS[D(3,1)(2,1)] gLLAQbddeeffanchiwc SFS[D(3,1)(2,1)] gLLAQbddeeffarohmwc SFS[D(3,1)(2,1)] gLLAQcdceeffqkseqvb reducible gLLMQacdefffbkqskbb SFS[D(3,1)(2,1)] gLLAQcdceeffakjeqvb reducible gLLMQacdefffbkqgsjj reducible gLLMQacdefffbkqvkjs reducible gLLAQbcdeeffljgeeof SFS[D(3,1)(2,1)] gLLMQacdefffbkqvkks SFS[D(3,1)(2,1)] gLLAQbcedeffloaoljb SFS[D(3,1)(2,1)] gLLAQbddeeffhrftpcc SFS[D(3,1)(2,1)] gLLAQbddeeffxvrhpfc SFS[D(3,1)(2,1)] gLLAQbddeeffakktxcc SFS[D(3,1)(2,1)] gLLAQbddeeffawftpcc SFS[D(3,1)(2,1)] gLLAQbddeeffakkqmjc SFS[D(3,1)(2,1)] gLLAQbddeeffxkkutgc reducible gLLAQbcedeffljlfiwb SFS[D(3,1)(2,1)] gLLAQbddeeffmkkutgc SFS[D(3,1)(2,1)] gLLAQbddeeffxjruqgc SFS[D(2,1)(2,1)] gLLAQbddeeffakkdewc reducible gLLAQbddeeffawfduwc reducible gLLAQbddeeffajrdhwc reducible gLLAQbcedeffdnqriwb reducible gLLAQbcedeffeourqvb reducible gLLAQbcedefferpfqvb SFS[D(3,1)(2,1)] gLLAQbcedeffdolfiwb SFS[D(3,1)(2,1)] gLLMQacdfeffbsxccjs SFS[D(3,1)(2,1)] gLLAQbcedeffljhfljb SFS[D(3,1)(2,1)] gLLAQbcedeffagtrljb SFS[D(2,1)(2,1)] gLLMQacdfeffbsxnjbb SFS[D(3,1)(2,1)] gLLAQbcedefftjifhcb SFS[D(2,1)(2,1)] gLLAQbcedeffajifhcb SFS[D(2,1)(2,1)] gLLMQacdfeffbsxcjrb SFS[D(3,1)(2,1)] gLLAQbcedeffljifhcb toroidal gLLMQacdfeffbsxcjrv SFS[D(3,1)(2,1)] gLLMQacdfeffbsxcbnv SFS[D(2,1)(2,1)] gLLAQcdceeffhwrplbb reducible gLLAQcdceeffawrmlbb SFS[D(3,1)(2,1)] gLLMQacdfeffbsxcnjj SFS[D(3,1)(2,1)] gLLMQacdfeffbsxnnjs SFS[D(3,1)(2,1)] gLLAQbddeeffarjduwc reducible gLLAQbddeeffasbdhwc reducible gLLAQbddeeffanndewc reducible gLLAQbcedefftsabibf toroidal gLLAQbcedeffasabibf SFS[D(3,1)(2,1)] gLLAQbcedefflsabibf SFS[D(3,1)(2,1)] gLLAQbcdeeffagcapcb SFS[D(3,1)(2,1)] gLLAQbcdeeffaccapcb SFS[D(3,1)(2,1)] gLLAQbddeeffdrbtdcc SFS[D(3,1)(2,1)] gLLAQbcdeeffaocapcb toroidal gLLAQbddeeffenbhefc SFS[D(3,1)(2,1)] gLLAQbcdeeffarwupcb reducible gLLAQbcedefftsajajb toroidal gLLAQbcedeffasajajb SFS[D(3,1)(2,1)] gLLAQbcedefflsajajb SFS[D(3,1)(2,1)] gLLAQbddeeffmvnehvc SFS[D(3,1)(2,1)] gLLAQbcedefftsujuwb reducible gLLAQbcedeffajawiwb reducible gLLAQbcedefflsujuwb reducible gLLAQbddeeffabjddwc reducible gLLAQbcedeffebdjdgb reducible gLLAQbcedeffdfajajb reducible gLLAQbddeeffakjddwc reducible gLLAQbcedeffesdjdgb SFS[D(3,1)(3,2)] gLLAQbcedeffdvajajb SFS[D(3,1)(3,1)] gLLAQbddeeffasjddwc reducible gLLAQbcedeffekdjdgb SFS[D(3,1)(3,1)] gLLAQbcedeffdgajajb SFS[D(3,1)(3,2)] gLLAQbddeeffanbdqwc reducible gLLAQbddeeffafbdqwc reducible gLLAQbcdeeffeccidgb reducible gLLAQbcdeeffdbcuajb reducible gLLAQbddeeffawbdqwc reducible gLLAQbddeeffajndtwc reducible gLLAQbddeeffarndtwc reducible gLLAQbcdeefferwxdgb SFS[D(3,1)(3,1)] gLLAQbcdeeffdowpajb SFS[D(3,1)(3,2)] gLLAQbddeeffavndtwc reducible gLLMQacdfeffbsakngs SFS[A(2,1)] gLLAQbcedefftoachcb SFS[D(3,1)(2,1)] gLLAQbcdeeffaoophvf SFS[D(3,1)(2,1)] gLLAQbcedeffloachcb toroidal gLLMQacdfeffbsafoks SFS[D(3,1)(2,1)] gLLMQacdfeffbsaggjg toroidal gLLAQbcdeeffaooalof SFS[D(3,1)(2,1)] gLLMQacdfeffbsaggkg m003(0,0) gLLAQbddeeffhgftecc SFS[D(3,1)(2,1)] gLLAQbddeeffxnrhifc SFS[D(3,1)(2,1)] gLLAQbddeeffavkthcc reducible gLLAQbddeeffajkthcc SFS[D(3,1)(3,1)] gLLAQbddeeffarkthcc SFS[D(3,1)(3,2)] gLLAQbddeeffabftecc reducible gLLAQbddeeffanrtucc SFS[D(3,1)(3,2)] gLLAQbddeeffxnredvc toroidal gLLAQbddeeffabfqxjc reducible gLLAQbddeeffajkqljc SFS[D(3,1)(3,2)] gLLAQbddeeffanrqpjc SFS[D(3,1)(3,1)] gLLAQbddeeffpwkqljc SFS[D(3,1)(2,1)] gLLAQbcedefftjhruwb SFS[D(3,1)(2,1)] gLLAQbddeeffxvkupgc toroidal gLLAQbcedefftsmfiwb toroidal gLLAQbcedeffajhruwb SFS[D(3,1)(2,1)] gLLAQbcedefflsmfiwb SFS[D(3,1)(2,1)] gLLAQbddeeffhwkqljc m003(0,0) gLLAQbcedeffljhruwb toroidal gLLAQbddeeffmvkupgc SFS[D(3,1)(2,1)] gLLAQbddeeffxsfulgc SFS[D(3,1)(2,1)] gLLAQbddeeffxfruxgc reducible gLLAQbddeeffxnruxgc SFS[D(3,1)(2,1)] gLLAQbddeeffxwruxgc SFS[D(3,1)(2,1)] gLLAQbddeeffavkdiwc reducible gLLAQbddeeffajkdiwc reducible gLLAQbddeeffarkdiwc reducible gLLAQbddeeffasfdmwc reducible gLLAQbddeeffabfdmwc reducible gLLAQbddeeffakfdmwc reducible gLLAQbddeeffawrdawc reducible gLLAQbddeeffanrdawc reducible gLLAQbddeeffafrdawc reducible gLLAQbcdeeffdkrhiwb toroidal gLLAQbcdeeffejrmqvb toroidal gLLAQbcedeffebtfqvb reducible gLLAQbcedeffdfmfiwb reducible gLLAQbcedeffdgmfiwb SFS[D(3,1)(3,2)] gLLAQbcedeffektfqvb SFS[D(3,1)(3,1)] gLLAQbcdeeffdjktiwb SFS[D(3,1)(3,1)] gLLAQbcdeeffegkhqvb SFS[D(3,1)(3,2)] gLLAQbcedeffestfqvb SFS[D(3,1)(3,2)] gLLAQbcedeffdvmfiwb SFS[D(3,1)(3,1)] gLLAQbcdeeffarriljb reducible gLLAQbcdeeffackdljb SFS[D(3,1)(2,1)] gLLAQccdeeffifveivb toroidal gLLAQccdeeffufveivb m003(0,0) gLLAQccdeeffqfveivb SFS[D(3,1)(2,1)] gLLAQbcedefftsxfljb toroidal gLLAQbcedeffasxfljb SFS[D(3,1)(2,1)] gLLAQbcedefflsxfljb SFS[D(3,1)(2,1)] gLLAQccdeeffhwvlivb toroidal gLLAQccdeeffpwvlivb toroidal gLLMQacdefffbsajkbb reducible gLLMQacdefffbsabsbb SFS[D(3,1)(3,2)] gLLMQacdefffbsajsbb SFS[D(3,1)(3,1)] gLLAQccdeeffifvuivb SFS[D(3,1)(2,1)] gLLAQbcedefftsefhcb reducible gLLAQccdeeffhwvaivb SFS[D(3,1)(2,1)] gLLAQbcedefftjhkhvf toroidal gLLAQbcedeffajhkhvf reducible gLLAQbcedeffljhkhvf toroidal gLLAQccdeeffqfvuivb SFS[D(3,1)(2,1)] gLLAQbcedefflsefhcb reducible gLLAQccdeeffdwvaivb SFS[D(3,1)(2,1)] gLLAQccdeeffhovaivb reducible gLLMQacdefffbsanrnv toroidal gLLAQccdeeffhkvaivb SFS[D(3,1)(2,1)] gLLMQacdefffbsanjnv SFS[D(3,1)(2,1)] gLLMQacdefffbsajrjj reducible gLLMQacdefffbsajjjj SFS[D(3,1)(3,1)] gLLAQccdeeffakveivb SFS[D(3,1)(3,2)] gLLAQccdeeffawveivb SFS[D(3,1)(3,1)] gLLAQccdeeffaoveivb reducible gLLMQacdefffbsankjs SFS[D(3,1)(2,1)] gLLAQbddeeffasgdawc reducible gLLAQbddeeffancdiwc reducible gLLAQbddeeffarodmwc reducible gLLAQbcedefflsxvuwb SFS[D(2,1)(2,1)] gLLAQbddeeffdwgtdcc SFS[D(3,1)(2,1)] gLLAQbcedeffajavpcb reducible gLLAQbddeeffevghefc SFS[D(3,1)(2,1)] gLLAQbcdeeffabbupcb SFS[D(2,1)(2,1)] gLLAQbcedeffloagibf SFS[D(3,1)(2,1)] gLLAQbddeeffmkcehvc SFS[D(3,1)(2,1)] gLLAQbcedeffloaoajb SFS[D(3,1)(2,1)] gLLAQbcedefftououwb SFS[D(2,1)(2,1)] gLLAQbcdeeffaogaiwb SFS[D(2,1)(2,1)] gLLAQbcedefflououwb toroidal gLLAQbddeeffajgdqwc reducible gLLAQbcedeffevivdgb SFS[D(3,1)(2,1)] gLLAQbcedeffdwuvajb SFS[D(3,1)(2,1)] gLLAQbddeeffakcdtwc reducible gLLAQbddeeffawoddwc reducible gLLAQbcedeffegdodgb SFS[D(3,1)(2,1)] gLLAQbcedeffdjaoajb SFS[D(3,1)(2,1)] gLLMQacdefffbsxkkgs SFS[A(2,1)] gLLMQacdefffbsxsfks SFS[D(3,1)(2,1)] gLLAQbcedefflsawhcb SFS[D(2,1)(2,1)] gLLAQbddeeffakkaxcc reducible gLLAQbddeeffawfapcc reducible gLLAQcdceeffawriabb SFS[D(3,1)(2,1)] gLLMQacdfeffbbxccjs SFS[D(3,1)(2,1)] gLLAQbcedefftjhftjb SFS[D(2,1)(2,1)] gLLAQbcedeffajhftjb SFS[D(2,1)(2,1)] gLLAQbcedeffljhftjb toroidal gLLMQacdfeffbbxccgs SFS[D(3,1)(2,1)] gLLAQcdceeffawrmabb SFS[D(3,1)(2,1)] gLLMQacdfeffbbxcnjj SFS[D(3,1)(2,1)] gLLMQacdfeffbbxnnjs SFS[D(3,1)(2,1)] gLLAQbcdeefftojhtjb SFS[D(2,1)(2,1)] gLLAQbcdeeffaojhtjb SFS[D(2,1)(2,1)] gLLAQbcdeefflojhtjb toroidal gLLAQbcdeefftsohqof SFS[D(3,1)(2,1)] gLLAQbcdeeffasohqof reducible gLLAQbcdeefflsohqof SFS[D(3,1)(2,1)] gLLAQbcdeeffagcadcb SFS[D(3,1)(2,1)] gLLAQbcdeeffaocadcb SFS[D(3,1)(2,1)] gLLAQbddeeffafbadcc reducible gLLAQbcdeeffeccdefb SFS[A(3,1)] gLLAQbcdeeffdbcadcb SFS[A(3,1)] gLLAQbddeeffxvnxhvc toroidal gLLAQbcdeeffxooxhsf toroidal gLLAQbddeeffxvnxtvc SFS[D(2,1)(2,1)] gLLAQbcdeeffxonxhsf SFS[D(2,1)(2,1)] gLLAQbddeeffxvnxmvc SFS[D(2,1)(2,1)] gLLAQbcdeeffxorxhsf SFS[D(2,1)(2,1)] gLLMQacdfeffbbawwgb toroidal gLLAQbddeeffavoaqcc reducible gLLMQacdefffbbpjjgb SFS[D(2,1)(2,1)] gLLAQbddeeffavraqcc reducible gLLMQacdfeffbbewwgb SFS[D(2,1)(2,1)] gLLMQacdfeffbbafcbb reducible gLLAQbcedeffebdbecf SFS[A(3,1)] gLLAQbcedeffdfabdbf SFS[A(3,1)] gLLMQacdfeffbbaggbb toroidal gLLAQbcedeffabubtvf SFS[D(3,1)(2,1)] gLLAQbcdeeffaooptvf SFS[D(3,1)(2,1)] gLLAQbcdeeffhjoaqof toroidal gLLAQbcdeeffacoaqof SFS[D(3,1)(2,1)] gLLAQbcdeeffagoaqof SFS[D(3,1)(2,1)] gLLMQacdfeffbbaggjg SFS[D(3,1)(2,1)] gLLAQbcdeefftooaqof SFS[D(3,1)(2,1)] gLLAQbcdeefflooaqof SFS[D(3,1)(2,1)] gLLMQacdfeffbbaggkg SFS[D(3,1)(2,1)] gLLAQbcdeeffhjolqof SFS[D(2,1)(2,1)] gLLAQbcdeeffaonaqof reducible gLLAQbcdeeffhjotqof SFS[D(2,1)(2,1)] gLLAQbcdeeffaootqof reducible gLLAQbddeeffxvkdmfc SFS[D(3,1)(2,1)] gLLAQbddeeffhgfaecc reducible gLLAQbcdeeffabfedcb SFS[A(2,1)] gLLAQbddeeffxsfdafc toroidal gLLAQbddeeffxwrdifc m003(0,0) gLLAQbddeeffavkahcc reducible gLLAQbddeeffajkahcc reducible gLLAQbddeeffarkahcc reducible gLLAQbddeeffasfaecc reducible gLLAQbddeefflbfaecc SFS[A(3,1)] gLLAQbddeefftbfaecc SFS[A(3,1)] gLLAQbddeeffakfaecc reducible gLLAQbddeeffawraucc reducible gLLAQbddeeffanraucc reducible gLLAQbddeeffafraucc reducible gLLAQbddeeffxrkxqvc SFS[D(3,1)(2,1)] gLLAQbddeeffxjkxqvc SFS[D(3,1)(2,1)] gLLAQbddeeffxvkxqvc toroidal gLLAQbddeeffpgfpmwc SFS[D(3,1)(2,1)] gLLAQbddeeffxkfxtvc SFS[D(3,1)(2,1)] gLLAQbddeeffdgfpmwc toroidal gLLAQbddeeffekfxtvc toroidal gLLAQbddeeffhgfpmwc SFS[D(3,1)(2,1)] gLLAQbddeeffmkfxtvc SFS[D(3,1)(2,1)] gLLAQbddeeffxbfxtvc reducible gLLAQbddeeffxnrxdvc SFS[D(3,1)(2,1)] gLLAQbddeeffabfuxjc reducible gLLAQbddeeffasfuxjc SFS[D(3,1)(3,2)] gLLAQbcdeeffmkftuvb m004(0,0) gLLAQbddeeffakfuxjc SFS[D(3,1)(3,1)] gLLAQbddeeffxvkipgc SFS[D(3,1)(2,1)] gLLAQbddeeffhgfuxjc SFS[D(3,1)(2,1)] gLLAQbddeeffhffuxjc toroidal gLLAQbddeeffxsfilgc SFS[D(3,1)(2,1)] gLLAQbcdeeffakfmqwb SFS[A(2,1)] gLLAQbddeeffhvfuxjc SFS[D(3,1)(2,1)] gLLAQbddeeffxwrixgc toroidal gLLAQbddeeffavkpiwc reducible gLLAQbddeeffasfpmwc SFS[D(3,1)(3,1)] gLLAQbddeeffabfpmwc reducible gLLAQbddeeffakfpmwc SFS[D(3,1)(3,2)] gLLAQbddeeffawrpawc SFS[D(3,1)(3,2)] gLLAQccdeeffaovhuvb reducible gLLAQccdeeffakvhuvb SFS[D(3,1)(3,2)] gLLAQbcedeffmktfuvb m004(0,0) gLLAQccdeeffawvhuvb SFS[D(3,1)(3,1)] gLLAQccdeeffhkvluvb SFS[D(3,1)(2,1)] gLLAQccdeeffhovluvb reducible gLLAQccdeeffifveuvb SFS[D(3,1)(2,1)] gLLAQccdeeffufveuvb toroidal gLLAQccdeeffqfveuvb SFS[D(3,1)(2,1)] gLLAQccdeeffhwvluvb SFS[D(3,1)(2,1)] gLLAQccdeeffpwvluvb toroidal gLLAQccdeeffdwvluvb SFS[D(3,1)(2,1)] gLLMQacdefffbbarrgb toroidal gLLMQacdefffbbarjgb SFS[D(3,1)(2,1)] gLLMQacdefffbbasjgb SFS[D(3,1)(2,1)] gLLAQbcedeffabafdcb T2xI gLLAQbcedeffabdfdcb T2xI gLLMQacdefffbbajkbb reducible gLLMQacdefffbbabbbb PxS^1 gLLAQccdeeffqfvuuvb reducible gLLAQbcedeffabefdcb SFS[A(2,1)] gLLMQacdefffbbanrnv SFS[D(3,1)(2,1)] gLLAQccdeeffhkvauvb toroidal gLLMQacdefffbbanjnv m003(0,0) gLLMQacdefffbbajrjj reducible gLLMQacdefffbbajjjj SFS[D(3,1)(3,2)] gLLAQccdeeffakveuvb SFS[D(3,1)(3,1)] gLLAQccdeeffawveuvb SFS[D(3,1)(3,2)] gLLAQccdeeffaoveuvb reducible gLLMQacdefffbbajskn SFS[D(3,1)(2,1)] gLLAQbcedeffaoqfqof SFS[A(2,1)] gLLMQacdefffbbankjs SFS[D(3,1)(2,1)] gLLAQbcdeeffabbedcb T2xI gLLAQbcdeeffabcedcb T2xI gLLAQbddeeffancahcc reducible gLLAQbddeeffaroaecc reducible gLLAQbcdeefftjoxtjb SFS[D(2,1)(2,1)] gLLAQbcdeeffajoxtjb SFS[D(2,1)(2,1)] gLLAQbddeeffhwopmwc SFS[D(3,1)(2,1)] gLLAQbcdeeffljoxtjb toroidal gLLAQbddeeffmvoxtvc SFS[D(3,1)(2,1)] gLLAQbddeeffanculjc SFS[D(3,1)(2,1)] gLLAQbddeeffancpiwc SFS[D(3,1)(2,1)] gLLAQbddeeffaropmwc SFS[D(3,1)(2,1)] gLLMQacdefffbbqsskn SFS[D(3,1)(2,1)] gLLAQbcedefftoaotjb SFS[D(2,1)(2,1)] gLLAQbcedeffaoaotjb SFS[D(2,1)(2,1)] gLLAQbcedeffloaotjb toroidal gLLMQacdefffbbxwgjg SFS[D(3,1)(2,1)] gLLAQbcedeffajasqof reducible gLLMQacdefffbbxwgkg SFS[D(3,1)(2,1)] gLLAQbcedeffmcagecf SFS[D(2,1)(2,1)] gLLAQbcedefftsentbf SFS[D(2,1)(2,1)] gLLAQbcedeffdndodgv SFS[D(2,1)(2,1)] gLLAQbcdeeffhwkuqjb SFS[D(3,1)(2,1)] gLLAQbcdeeffackdqvf SFS[D(3,1)(2,1)] gLLAQbcedeffdgmfdof SFS[D(3,1)(2,1)] gLLAQbcedeffdvmfdof SFS[D(3,1)(2,1)] gLLAQbcdeeffebkaegb reducible gLLMQacdfeffbjhbcnn SFS[D(2,1)(2,1)] gLLAQbcedeffevifhvb SFS[D(3,1)(2,1)] gLLAQcdceeffawrplrb SFS[D(2,1)(2,1)] gLLAQbcedeffeodrhvb toroidal gLLAQbcedeffdnartwb SFS[D(2,1)(2,1)] gLLAQbcdeeffebkxhvb SFS[D(3,1)(2,1)] gLLAQbcedefftsxnqvf SFS[D(2,1)(2,1)] gLLAQbcdeeffacgdqvf SFS[D(3,1)(2,1)] gLLAQbcedeffdnqoqsv SFS[D(2,1)(2,1)] gLLAQbcedeffevxfufb SFS[D(3,1)(2,1)] gLLAQbcedeffmvxfufb SFS[D(3,1)(2,1)] gLLAQbcedeffeoirufb SFS[D(3,1)(2,1)] gLLAQbcdeeffebkdufb reducible gLLAQbddeeffhwgplng SFS[D(2,1)(2,1)] gLLAQbcedefftgtotnv reducible gLLAQbcedeffagtotnv SFS[D(3,1)(2,1)] gLLAQbcedefflgtotnv SFS[D(3,1)(2,1)] gLLAQbcedefftoartwb SFS[D(3,1)(2,1)] gLLAQbcedeffaoartwb reducible gLLAQbcedeffloartwb SFS[D(3,1)(2,1)] gLLAQbcdeefflsbmtnv SFS[D(2,1)(2,1)] gLLAQbcdeefflkkptwb SFS[D(2,1)(2,1)] gLLAQbcdeefftbkptwb SFS[D(3,1)(2,1)] gLLAQbcdeeffabkptwb SFS[D(3,1)(2,1)] gLLAQbcdeefflbkptwb toroidal gLLAQbcedeffdgmndof reducible gLLAQbcedeffdvmndof SFS[D(3,1)(2,1)] gLLAQbcdeeffebkiegb SFS[D(3,1)(2,1)] gLLAQbcdeeffacjdqvf reducible gLLMQacdfeffbjdncjj SFS[D(2,1)(2,1)] gLLAQbcedeffdgmwdof SFS[D(3,1)(2,1)] gLLAQccdeeffawrhhov SFS[D(2,1)(2,1)] gLLAQbcedeffdvmwdof toroidal gLLAQbcedeffdnmrdjb SFS[D(2,1)(2,1)] gLLAQbcdeeffebkmegb SFS[D(3,1)(2,1)] gLLAQbcedefftsmfdof SFS[D(3,1)(2,1)] gLLAQbcedeffasmfdof SFS[D(3,1)(2,1)] gLLAQbcedefflsmfdof reducible gLLAQbcedefftsakqvf SFS[D(3,1)(2,1)] gLLAQbcedeffajisqcb reducible gLLAQbcedefflsakqvf SFS[D(3,1)(2,1)] gLLMQacdfeffbjhbnnv SFS[D(2,1)(2,1)] gLLAQbcedefftspktbf SFS[D(3,1)(2,1)] gLLAQbcedeffajivdgv SFS[D(3,1)(2,1)] gLLAQbcedefflspktbf reducible gLLAQbcdeeffarfutbf SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbmtnv SFS[D(2,1)(2,1)] gLLAQbcedeffdwhvtnv SFS[D(2,1)(2,1)] gLLAQbddeeffanoppng SFS[D(2,1)(2,1)] gLLAQbcedeffdntotnv toroidal gLLAQbcedeffdvakqvf SFS[D(2,1)(2,1)] gLLAQbddeeffargplng SFS[D(2,1)(2,1)] gLLAQbcedefftsmndof toroidal gLLAQbcedeffasmndof SFS[D(3,1)(2,1)] gLLAQbcedefflsmndof SFS[D(3,1)(2,1)] gLLAQbcedefftsmwdof SFS[D(3,1)(2,1)] gLLAQbcedeffasmwdof reducible gLLAQbcedefflsmwdof SFS[D(3,1)(2,1)] gLLAQbcedefftsawtwb SFS[D(3,1)(2,1)] gLLAQbcedeffasawtwb reducible gLLAQbcedefflsawtwb SFS[D(3,1)(2,1)] gLLAQbcedefftsdwtwb SFS[D(3,1)(2,1)] gLLAQbcedeffasdwtwb SFS[D(3,1)(2,1)] gLLAQbcedefflsdwtwb reducible gLLAQbcedefftsxwqcb SFS[D(3,1)(2,1)] gLLAQbcedeffajdfqvf SFS[D(3,1)(2,1)] gLLAQbcedefflsxwqcb reducible gLLAQbcdeeffarciqcb SFS[D(3,1)(2,1)] gLLAQbcdeeffacjdqcb reducible gLLAQbcedefftsewtwb toroidal gLLAQbcedeffasewtwb SFS[D(3,1)(2,1)] gLLAQbcedefflsewtwb SFS[D(3,1)(2,1)] gLLAQbcdeeffdfkhdof SFS[D(2,1)(2,1)] gLLAQbcedeffdwtfdof SFS[D(2,1)(2,1)] gLLAQccdeeffawrhhfb SFS[D(2,1)(2,1)] gLLAQbcedeffdnmrdof toroidal gLLAQbcedeffdvmwdjb SFS[D(2,1)(2,1)] gLLMQacdfeffbjlnnjj SFS[D(2,1)(2,1)] gLLAQbcedefftsmwdjb SFS[D(3,1)(2,1)] gLLAQbcedeffasmwdjb reducible gLLAQbcedefflsmwdjb SFS[D(3,1)(2,1)] gLLAQbcedefftoavqvf SFS[D(3,1)(2,1)] gLLAQbcdeeffaooiqcb reducible gLLAQbcedeffloavqvf SFS[D(3,1)(2,1)] gLLAQbcedefftsantbf SFS[D(2,1)(2,1)] gLLAQbcedeffdnaodgv SFS[D(2,1)(2,1)] gLLMQacdfeffbjufwjj reducible gLLMQacdfeffbjugwjj SFS[D(3,1)(2,1)] gLLAQccdeeffakvllbv SFS[D(3,1)(2,1)] gLLAQccdeeffawvllbv SFS[D(3,1)(2,1)] gLLAQbcedefftoavqcb SFS[D(3,1)(2,1)] gLLAQbddeeffxnrxtfc SFS[D(3,1)(2,1)] gLLAQccdeeffakvllrb SFS[D(3,1)(2,1)] gLLAQccdeeffawvllrb SFS[D(3,1)(2,1)] gLLMQacdefffbjursjj reducible gLLMQacdefffbjussjj SFS[D(3,1)(2,1)] gLLAQccdeeffaovaikb reducible gLLAQccdeeffakvaikb SFS[D(3,1)(2,1)] gLLAQccdeeffawvaikb SFS[D(3,1)(2,1)] gLLMQacdefffbjqrvnn reducible gLLMQacdefffbjqsvnn SFS[D(3,1)(2,1)] gLLAQbddeeffpggpmng SFS[D(3,1)(2,1)] gLLAQbddeeffdggpmng SFS[D(3,1)(2,1)] gLLAQbddeeffhggpmng reducible gLLAQbcedefftseftwb SFS[D(2,1)(2,1)] gLLAQbcedeffdnqrdof SFS[D(2,1)(2,1)] gLLMQacdefffbjqnrnv reducible gLLAQbddeeffavoping reducible gLLAQbddeeffawcpang SFS[D(3,1)(2,1)] gLLAQbddeeffasgpmng SFS[D(3,1)(2,1)] gLLAQbddeeffakgpmng SFS[D(3,1)(2,1)] gLLAQbddeeffabgpmng reducible gLLAQbcedeffasdftbf SFS[D(2,1)(2,1)] gLLAQbddeeffasguxwc SFS[D(2,1)(2,1)] gLLAQbcedefftsdntbf toroidal gLLAQbcedefflsdntbf SFS[D(5,2)(2,1)] gLLAQbcdeeffdfbldgv SFS[D(5,2)(2,1)] gLLAQbcdeeffebbpekv SFS[D(4,1)(2,1)] gLLAQbcedeffdneodgv toroidal gLLAQbcedeffdvavdwb SFS[D(5,2)(2,1)] gLLAQbddeeffajgausg SFS[D(2,1)(2,1)] gLLAQbcedeffajtvqsv SFS[D(2,1)(2,1)] gLLAQbcedefftsavdwb SFS[D(5,2)(2,1)] gLLAQbcedefflsavdwb SFS[D(4,1)(2,1)] gLLAQbcedefftsdwtbf SFS[D(5,2)(2,1)] gLLAQbcedefflsdwtbf SFS[D(4,1)(2,1)] gLLAQbddeeffxnrxtog SFS[D(3,1)(2,1)] gLLMQacdefffbjavrrb SFS[D(3,1)(2,1)] gLLAQbcedeffdgajdgv SFS[D(5,2)(2,1)] gLLAQbcedeffdwuvdwb toroidal gLLAQbcdeeffdfbpdwb SFS[D(2,1)(2,1)] gLLAQbcedeffdnaodwb SFS[D(2,1)(2,1)] gLLAQbcedefftspjqsv SFS[D(5,2)(2,1)] gLLAQbcedefflspjqsv SFS[D(4,1)(2,1)] gLLAQbddeeffajgaujc SFS[D(2,1)(2,1)] gLLAQbcedeffajtvqjb SFS[D(2,1)(2,1)] gLLAQbcedeffdgakqcb SFS[D(5,2)(2,1)] gLLAQbcedeffdwhvtcb toroidal gLLAQbcdeeffdfbmtcb SFS[D(2,1)(2,1)] gLLAQbcedeffdntotcb SFS[D(2,1)(2,1)] gLLAQbcdeefftkkptbf SFS[D(5,2)(2,1)] gLLAQbcdeefflkkptbf toroidal gLLAQbcedefftgartbf SFS[D(4,1)(2,1)] gLLAQbcedefflgartbf SFS[D(5,2)(2,1)] gLLAQbcedeffajhvtcb SFS[D(2,1)(2,1)] gLLAQbcdeefflsbmtcb SFS[D(2,1)(2,1)] gLLAQbcdeefflbkptbf SFS[D(2,1)(2,1)] gLLAQbcedeffdgardgv SFS[D(4,1)(2,1)] gLLAQbcedeffdwivdwb SFS[D(5,2)(2,1)] gLLAQbcedefftsprqsv toroidal gLLAQbcedefflsprqsv SFS[D(5,2)(2,1)] gLLAQbcdeeffdfkaqvf SFS[D(5,2)(2,1)] gLLAQbcdeeffebkdusf SFS[D(4,1)(2,1)] gLLAQbddeeffajguhwc SFS[D(2,1)(2,1)] gLLAQbcedeffdnurqvf toroidal gLLAQbcedeffeoirusf SFS[D(5,2)(2,1)] gLLAQbcedefftspktwb SFS[D(5,2)(2,1)] gLLAQbcedefflspktwb SFS[D(4,1)(2,1)] gLLAQbcdeeffhwkuqsv SFS[D(3,1)(2,1)] gLLAQbcedefftsentwb SFS[D(2,1)(2,1)] gLLAQbcedeffdnprdof SFS[D(2,1)(2,1)] gLLMQacdefffbjhvwrb SFS[D(3,1)(2,1)] gLLAQbcedeffdnartbf SFS[D(2,1)(2,1)] gLLAQbcedefftsardgv SFS[D(2,1)(2,1)] gLLAQbcdeeffdffeisv SFS[D(3,1)(2,1)] gLLAQbcdeeffebfaqwv SFS[D(3,1)(2,1)] gLLAQbcedefftsxnuvf SFS[D(2,1)(2,1)] gLLAQbcedeffdnqoisv SFS[D(2,1)(2,1)] gLLAQbcdeefftrciuvf SFS[D(3,1)(2,1)] gLLAQbcdeeffarciuvf reducible gLLAQbcdeefflrciuvf SFS[D(3,1)(2,1)] gLLMQacdfeffbvdrcjj reducible gLLMQacdfeffbvdrcjv SFS[D(3,1)(2,1)] gLLMQacdfeffbvdrcjr SFS[D(3,1)(2,1)] gLLAQbddeeffabbddcc T2xI gLLAQbddeeffafndqcc SFS[D(2,1)(2,1)] gLLAQbcdeeffaoolmwb reducible gLLAQcdceeffaovupov T2xI gLLAQbcdeeffaccdacb T2xI gLLAQbcdeeffaccipwb SFS[D(2,1)(2,1)] gLLAQbcdeeffavvllvf T2xI gLLAQbcdeeffaooilvf SFS[D(2,1)(2,1)] gLLAQbcdeeffxrwpmkv SFS[D(2,1)(2,1)] gLLAQbcdeeffaootmwb reducible gLLAQbddeeffabfthjc reducible gLLAQbcdeeffhjotmwb SFS[D(2,1)(2,1)] gLLAQccdeeffqfvxtrb SFS[D(2,1)(2,1)] gLLAQccdeeffqgvmqkb SFS[D(3,1)(2,1)] gLLAQccdeeffaoviqkb reducible gLLAQccdeeffqfviqkb SFS[D(2,1)(2,1)] gLLMQacdefffbvunsbb reducible gLLAQbddeeffxvnpmwg SFS[D(2,1)(2,1)] gLLMQacdefffbvqnkjs SFS[D(2,1)(2,1)] gLLMQacdefffbvqnvjj reducible gLLAQbddeeffafcdacc T2xI gLLAQbddeeffavodicc SFS[D(2,1)(2,1)] gLLAQbddeeffavjlusg SFS[D(2,1)(2,1)] gLLMQacdefffbvassbb SFS[D(2,1)(2,1)] gLLMQacdefffbvtvjjj SFS[D(2,1)(2,1)] gLLAQbcdeeffabbaacb T2xI gLLAQbddeeffabcthjc reducible gLLAQbcdeeffebbpxvb reducible gLLAQbcdeeffdfblpwb reducible gLLAQbcedeffababecb T2xI gLLMQacdefffbvpsgbb reducible gLLAQbcdeeffaknaiof SFS[D(2,1)(2,1)] gLLAQbcdeeffaknllvf SFS[D(2,1)(2,1)] gLLAQbcedeffabavhgv SFS[D(2,1)(2,1)] gLLMQacdefffbvdsojj reducible gLLAQbcedeffdnarabf SFS[D(2,1)(2,1)] gLLAQbcedefftsarhgv SFS[D(2,1)(2,1)] gLLAQbcdeeffavkhijb SFS[D(3,1)(2,1)] gLLAQbcedeffdfxfivf reducible gLLAQbcdeeffmjkmqgb SFS[D(3,1)(2,1)] gLLAQbcdeeffhkkhijb SFS[D(3,1)(2,1)] gLLAQbcdeeffacjqlbf reducible gLLAQbcedefftsxfivf SFS[D(3,1)(2,1)] gLLAQbcedeffajhfucb SFS[D(3,1)(2,1)] gLLAQbcedefflsxfivf reducible gLLAQbcedeffhnqkusv SFS[D(3,1)(2,1)] gLLAQbcedefftsxnivf toroidal gLLAQbcedeffajpfucb SFS[D(3,1)(2,1)] gLLAQbcedefflsxnivf SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbeusv SFS[D(2,1)(2,1)] gLLAQbddeeffanoqugg SFS[D(2,1)(2,1)] gLLAQbcedeffdnqousv toroidal gLLAQbcedeffeouoiwv SFS[D(2,1)(2,1)] gLLAQbcedeffdwlvusv SFS[D(2,1)(2,1)] gLLAQbddeeffargqhgg SFS[D(2,1)(2,1)] gLLAQbddeeffdwgdlng SFS[D(3,1)(2,1)] gLLAQbcedeffajhvanv SFS[D(3,1)(2,1)] gLLAQbddeeffevgepog reducible gLLAQbcedeffagarawb reducible gLLAQbcdeeffakkpawb SFS[D(3,1)(2,1)] gLLMQacdfeffbrhccjk SFS[D(3,1)(2,1)] gLLAQbcedeffajafpjb reducible gLLMQacdfeffbrhccgk SFS[D(3,1)(2,1)] gLLAQbcedefftsxwivf SFS[D(3,1)(2,1)] gLLAQbcedeffajdfucb reducible gLLAQbcedefflsxwivf SFS[D(3,1)(2,1)] gLLAQbcedeffmrefifb SFS[D(3,1)(2,1)] gLLAQbcdeeffhvchijb SFS[D(3,1)(2,1)] gLLAQbcdeeffaojpucb SFS[D(3,1)(2,1)] gLLAQbcdeeffacchanv reducible gLLAQbcdeeffagchanv SFS[D(3,1)(2,1)] gLLAQbcdeeffaochanv SFS[D(3,1)(2,1)] gLLAQbcdeeffaojapjb reducible gLLAQbcdeeffaojhucb SFS[D(3,1)(2,1)] gLLAQbcdeeffhjjhucb SFS[D(3,1)(2,1)] gLLAQbcdeeffaojducb reducible gLLMQacdfeffbrlnfjv reducible gLLAQbcdeeffxrwpmvb SFS[D(2,1)(2,1)] gLLAQbddeeffxvnpmgc reducible gLLMQacdfeffbrukwnn reducible gLLAQccdeeffqfvxtbv reducible gLLAQbcdeeffhjotmbf SFS[D(2,1)(2,1)] gLLAQbcdeeffaootmbf reducible gLLAQbcdeeffaojahof reducible gLLAQbddeeffabfiqwc reducible gLLAQbddeeffavkhacc reducible gLLAQbddeeffasfhicc SFS[D(3,1)(2,1)] gLLAQbddeeffabfhicc reducible gLLAQbddeeffakfhicc SFS[D(3,1)(2,1)] gLLAQbddeeffawrhmcc SFS[D(3,1)(2,1)] gLLAQbddeeffhggqxgg reducible gLLAQbddeeffhvgqxgg SFS[D(3,1)(2,1)] gLLAQbddeeffhfgqxgg SFS[D(3,1)(2,1)] gLLAQbddeeffavoqlgg reducible gLLAQbddeeffasgqxgg SFS[D(3,1)(2,1)] gLLAQbddeeffawcqpgg SFS[D(3,1)(2,1)] gLLAQbddeeffabgqxgg reducible gLLAQbddeeffakgqxgg SFS[D(3,1)(2,1)] gLLAQccdeeffhkvdukb SFS[D(3,1)(2,1)] gLLMQacdefffbrqrrgb reducible gLLMQacdefffbrqsrgb SFS[D(3,1)(2,1)] gLLAQbddeeffanchacc SFS[D(2,1)(2,1)] gLLAQbddeeffarohicc SFS[D(2,1)(2,1)] gLLAQbddeeffhcchacc reducible gLLMQacdefffbragrjs SFS[D(3,1)(2,1)] gLLMQacdefffbrawrrb SFS[D(4,1)(2,1)] gLLAQccdeeffakvaqvv SFS[D(2,1)(2,1)] gLLAQbcdeeffabbilcb SFS[D(2,1)(2,1)] gLLAQbcdeeffxbbpmvb reducible gLLAQbddeeffhgclhjc SFS[D(3,1)(2,1)] gLLAQbcedeffmrdstcf toroidal gLLAQbcedefftsajpgv SFS[D(5,2)(2,1)] gLLAQbcedefflsajpgv SFS[D(4,1)(2,1)] gLLAQbcedeffhnaslbf SFS[D(4,1)(2,1)] gLLAQbcedeffajtsmbf SFS[D(2,1)(2,1)] gLLAQbcedefftsaklcb SFS[D(5,2)(2,1)] gLLAQbcedefflsaklcb SFS[D(4,1)(2,1)] gLLAQbcdeeffdfkplbf SFS[D(5,2)(2,1)] gLLAQbcdeeffebkxpcf SFS[D(4,1)(2,1)] gLLAQbcedeffdnarlbf toroidal gLLAQbcedeffeodrpcf SFS[D(5,2)(2,1)] gLLMQacdefffbrhwgbb SFS[D(2,1)(2,1)] gLLAQbcedefftsarpgv toroidal gLLAQbcedefflsarpgv SFS[D(5,2)(2,1)] gLLAQbcedeffajafhof SFS[D(2,1)(2,1)] gLLAQccdeeffdwrlhbb SFS[A(2,1)] gLLAQbddeeffavnpibc reducible gLLAQbddeeffpcbpabc SFS[D(3,1)(2,1)] gLLAQbcdeefftccdtfb SFS[D(3,1)(2,1)] gLLAQbddeeffxfbxdcc reducible gLLAQbcdeeffaccdtfb SFS[D(3,1)(2,1)] gLLAQbcdeefflccdtfb toroidal gLLAQbcdeefftrwitfb SFS[D(3,1)(2,1)] gLLAQbcdeeffarwitfb SFS[D(3,1)(2,1)] gLLAQbcdeefflrwitfb toroidal gLLAQbddeeffafbauvc reducible gLLAQbcdeeffeccuejb reducible gLLAQbcdeeffdbcqdkb reducible gLLAQbcdeeffmccuejb SFS[D(3,1)(3,2)] gLLAQbcdeeffxccuejb SFS[D(3,1)(3,1)] gLLAQbddeeffavkaqvc reducible gLLAQbcdeeffarwhqrb reducible gLLAQbddeeffavnuloc reducible gLLAQbcedeffdfufqrb SFS[D(3,1)(3,1)] gLLAQbcedeffebifunb SFS[D(3,1)(3,2)] gLLAQbcdeeffarwldkb SFS[D(3,1)(2,1)] gLLMQacdefffbgajjvv reducible gLLAQccdeeffdwvilvb SFS[A(2,1)] gLLAQccdeeffivvxlvb toroidal gLLAQbcdeeffakjmqrb reducible gLLAQbddeeffavkudoc reducible gLLAQbddeeffpkkptbc SFS[D(3,1)(2,1)] gLLAQbddeeffxfrxucc reducible gLLAQccdeefftovllvb SFS[A(3,1)] gLLAQccdeefflovllvb SFS[A(3,1)] gLLAQbcdeeffebjaejb reducible gLLAQbcdeeffdfjedkb reducible gLLAQcdceeffiokiiob SFS[D(3,1)(2,1)] gLLMQacdefffbganjgr SFS[A(2,1)] gLLAQbcdeeffaooqqff SFS[A(2,1)] gLLAQbcedeffhgaftfb m004(0,0) gLLAQccdeeffaovplvb reducible gLLAQbcedeffdfaftfb SFS[D(3,1)(3,2)] gLLAQbcedeffebdfhbb SFS[D(3,1)(3,1)] gLLAQbcdeeffmgohhjf m004(0,0) gLLAQbcedeffabmbtkf SFS[D(3,1)(2,1)] gLLAQbddeeffavkptbc reducible gLLAQbddeefftvkptbc SFS[D(3,1)(3,1)] gLLAQbddeefflvkptbc SFS[D(3,1)(3,2)] gLLAQccdeeffqfvllvb SFS[A(2,1)] gLLMQacdefffbgarcgj reducible gLLAQbcdeeffajrudkb reducible gLLMQacdefffbgarckj reducible gLLMQacdefffbgascgj SFS[D(3,1)(2,1)] gLLAQbcdeeffagkadkb SFS[D(3,1)(2,1)] gLLMQacdefffbgasckj toroidal gLLAQccdeeffugvllvb SFS[D(3,1)(2,1)] gLLAQbcdeeffarvidrf SFS[D(3,1)(2,1)] gLLAQccdeeffpkvqlvb toroidal gLLAQccdeeffivvllvb SFS[D(3,1)(2,1)] gLLMQacdefffbganogg reducible gLLMQacdefffbgajcgg reducible gLLMQacdefffbgajcgs reducible gLLMQacdefffbgajcgn reducible gLLMQacdefffbgabggg reducible gLLAQccdeeffdwvhiob T2xI gLLAQccdeeffdwvlhbb T2xI gLLAQbcdeeffdfbmtfb SFS[D(2,1)(2,1)] gLLAQbcdeefflsbmtfb SFS[D(2,1)(2,1)] gLLAQccdeeffdwjlhbb T2xI gLLAQbcdeeffdfnetkf SFS[D(2,1)(2,1)] gLLMQacdefffbgtvkjk reducible gLLMQacdefffbgtskjk reducible gLLAQbcdeeffpbrpdrf SFS[D(2,1)(2,1)] gLLAQbcdeeffhwkilfb SFS[D(2,1)(2,1)] gLLAQbcdeeffarkilfb reducible gLLAQbcedeffhwlfpkb SFS[D(2,1)(2,1)] gLLAQbcdeeffakrmirf reducible gLLAQbcdeeffdfbeurb SFS[D(2,1)(2,1)] gLLMQacdfeffbcxvcff reducible gLLAQbcedefferufdbb SFS[D(3,1)(2,1)] gLLAQbcedeffdoqfafb SFS[D(3,1)(2,1)] gLLAQcdceeffawrupbb reducible gLLAQbddeeffmvjepcc SFS[D(3,1)(2,1)] gLLAQbddeeffabbiqoc reducible gLLAQbcdeeffebciqnb reducible gLLAQbcdeeffdfcuirb reducible gLLAQbcedeffagtwlfb SFS[D(2,1)(2,1)] gLLAQbddeeffarjihoc reducible gLLAQbddeeffanniuoc reducible gLLAQccdeeffaorpavb reducible gLLAQbcedeffebdwdbb reducible gLLAQbcedeffdfawafb reducible gLLMQacdfeffbcqfcjr SFS[D(3,1)(2,1)] gLLAQbcdeeffhwwilfb toroidal gLLAQbcdeeffmrwqpbb m004(0,0) gLLAQbddeeffavnhibc reducible gLLAQbddeefflvnhibc SFS[D(3,1)(3,1)] gLLAQbddeefftvnhibc SFS[D(3,1)(3,2)] gLLAQbcedefftsaflfb toroidal gLLAQbcedeffasaflfb SFS[D(3,1)(2,1)] gLLAQbcedefflsaflfb SFS[D(3,1)(2,1)] gLLAQbcdeefftccdlfb m003(0,0) gLLAQbcdeeffaccdlfb SFS[D(3,1)(2,1)] gLLAQbcdeefflccdlfb toroidal gLLAQbddeeffdwnhibc toroidal gLLAQbcdeeffajrplfb SFS[D(3,1)(2,1)] gLLAQbddeeffevnmqcc SFS[D(3,1)(2,1)] gLLAQbcdeefftrwilfb SFS[D(3,1)(2,1)] gLLAQbddeeffdonhibc SFS[D(3,1)(2,1)] gLLAQbddeeffernmqcc SFS[D(3,1)(2,1)] gLLAQbcdeefflrwilfb SFS[D(3,1)(2,1)] gLLAQbddeeffdknhibc m003(0,0) gLLAQbcdeeffagkulfb SFS[D(3,1)(2,1)] gLLAQbddeeffejnmqcc toroidal gLLAQbcdeeffmkfxxjb m004(0,0) gLLAQbddeeffavktqvc reducible gLLAQbddeefflvnlhvc SFS[D(3,1)(3,2)] gLLAQbddeefflvktqvc SFS[D(3,1)(3,1)] gLLAQbcedefftsmjirb toroidal gLLAQbcedeffajarurb SFS[D(3,1)(2,1)] gLLAQbcedefflsmjirb SFS[D(3,1)(2,1)] gLLAQbcdeefftcctirb toroidal gLLAQbcdeeffacctirb reducible gLLAQbcdeefflcctirb toroidal gLLAQbddeeffmkfuurc SFS[D(3,1)(2,1)] gLLAQbcdeefftrwhirb toroidal gLLAQbcdeeffarwhirb SFS[D(3,1)(2,1)] gLLAQbcdeefflrwhirb m003(0,0) gLLAQbddeeffhkniloc toroidal gLLAQbddeeffabjixoc reducible gLLAQbcedeffebtjqnb reducible gLLAQbcedeffdfmjirb reducible gLLAQbddeeffakjixoc reducible gLLAQbcedeffestjqnb SFS[D(3,1)(3,2)] gLLAQbcedeffdvmjirb SFS[D(3,1)(3,1)] gLLAQbddeeffasjixoc reducible gLLAQbcedeffektjqnb SFS[D(3,1)(3,1)] gLLAQbcedeffdgmjirb SFS[D(3,1)(3,2)] gLLAQbddeeffanbipoc reducible gLLAQbcdeeffeochqnb SFS[D(3,1)(3,1)] gLLAQbcdeeffdnctirb SFS[D(3,1)(3,2)] gLLAQbddeeffafbipoc reducible gLLAQbcdeeffecchqnb toroidal gLLAQbcdeeffdbctirb toroidal gLLAQbddeeffawbipoc reducible gLLAQbcdeeffegchqnb SFS[D(3,1)(3,2)] gLLAQbcdeeffdjctirb SFS[D(3,1)(3,1)] gLLAQbddeeffajniloc reducible gLLAQbcdeeffevwmqnb SFS[D(3,1)(3,2)] gLLAQbcdeeffdwwhirb SFS[D(3,1)(3,1)] gLLAQbddeeffarniloc reducible gLLAQbcdeefferwmqnb SFS[D(3,1)(3,1)] gLLAQbcdeeffdowhirb SFS[D(3,1)(3,2)] gLLAQbcdeeffejwmqnb reducible gLLAQbcdeeffdkwhirb reducible gLLAQbcedeffdfufirb reducible gLLAQbcedeffebifqnb reducible gLLAQbcedefftsejhkb reducible gLLAQbcedeffajakhkf reducible gLLAQbcedefflsejhkb reducible gLLAQbcdeefftccqhkb SFS[D(3,1)(2,1)] gLLAQbcdeeffaccqhkb SFS[D(3,1)(2,1)] gLLAQbcdeefflccqhkb toroidal gLLAQbcdeefftrwlhkb SFS[D(3,1)(2,1)] gLLAQbcdeeffarwlhkb SFS[D(3,1)(2,1)] gLLAQbcdeefflrwlhkb toroidal gLLAQbddeeffpknlhvc SFS[D(3,1)(2,1)] gLLAQcdceeffaovauob reducible gLLMQacdefffboajjvv reducible gLLAQbcdeeffebjldbb reducible gLLAQbcdeeffdfjxafb reducible gLLAQccdeeffivvxtvb SFS[D(3,1)(2,1)] gLLAQbcdeefftsjmurb reducible gLLAQbcdeeffajrairb reducible gLLAQbcdeefflsjmurb reducible gLLAQbcdeefftkjmurb SFS[D(3,1)(2,1)] gLLAQbcdeeffakjmurb SFS[D(3,1)(2,1)] gLLAQbcdeefflkjmurb toroidal gLLAQbcdeefftbjmurb SFS[D(3,1)(2,1)] gLLAQbcdeeffabjmurb SFS[D(3,1)(2,1)] gLLAQbcdeefflbjmurb toroidal gLLAQbddeeffavkqdoc reducible gLLAQbcdeeffebjtinb SFS[D(3,1)(3,1)] gLLAQbcdeeffdfjmurb SFS[D(3,1)(3,2)] gLLAQbcdeeffabfaafb SFS[A(2,1)] gLLAQbcedeffhwlwpkb toroidal gLLAQbcedeffmsxfmjb m004(0,0) gLLAQccdeeffaovltvb reducible gLLAQbcdeeffebjaxjb SFS[D(3,1)(3,2)] gLLAQbcdeeffdfjepkb SFS[D(3,1)(3,1)] gLLAQbcdeeffakrairf reducible gLLMQacdefffbouskvv reducible gLLAQbcdeeffabbaafb T2xI gLLAQbcdeeffaknairf SFS[D(2,1)(2,1)] gLLMQacdfeffbcejwff reducible gLLAQbcdeeffabcaafb T2xI gLLAQbcdeeffakoairf SFS[D(2,1)(2,1)] gLLAQbcedeffabebeff SFS[A(2,1)] gLLAQbcedeffmktbtjf m004(0,0) gLLAQccdeeffaovptvb reducible gLLAQbcedeffdfaflfb SFS[D(3,1)(3,1)] gLLAQbcedeffebdfpbb SFS[D(3,1)(3,2)] gLLAQbddeeffabfddbc reducible gLLAQbddeeffavkdtbc reducible gLLAQbddeefftvkdtbc toroidal gLLAQbddeefflvkdtbc toroidal gLLAQbddeeffafrdqbc toroidal gLLAQccdeeffdwvqtvb SFS[D(3,1)(2,1)] gLLMQacdefffboarcgj toroidal gLLAQbcdeeffajruhkb SFS[D(3,1)(2,1)] gLLMQacdefffboarckj SFS[D(3,1)(2,1)] gLLMQacdefffboascgj toroidal gLLAQbcdeeffagkahkb reducible gLLMQacdefffboasckj toroidal gLLAQccdeeffugvltvb toroidal gLLAQbcdeeffarvixrf SFS[D(3,1)(2,1)] gLLAQccdeeffpkvqtvb m003(0,0) gLLAQccdeeffhovqtvb toroidal gLLMQacdefffboajcgg reducible gLLMQacdefffboajcgs SFS[D(3,1)(3,2)] gLLMQacdefffboajcgn SFS[D(3,1)(3,1)] gLLAQbcedeffababeff T2xI gLLAQbcedeffabdbeff T2xI gLLAQbddeeffavkhtbc reducible gLLAQbddeefflvkhtbc SFS[D(3,1)(3,1)] gLLAQbddeefftvkhtbc SFS[D(3,1)(3,2)] gLLAQbcdeeffakjxlfb reducible gLLAQbddeeffavklqvc reducible gLLAQbcedeffhnakhkb m004(0,0) gLLAQbcdeeffarwhurb SFS[D(3,1)(2,1)] gLLAQbddeeffavkidoc reducible gLLAQbcdeeffebfiqnb reducible gLLAQbcdeeffdffuirb reducible gLLAQbddeeffafritoc reducible gLLAQbcedefftrurhkb SFS[D(3,1)(2,1)] gLLAQbcdeeffarvhhkf SFS[D(3,1)(2,1)] gLLAQbcedefflrurhkb toroidal gLLAQbcdeefftsfphkb reducible gLLAQbcdeeffajvhhkf reducible gLLAQbcdeefflsfphkb reducible gLLAQbddeeffpcrldvc SFS[D(3,1)(2,1)] gLLAQbcedefftcakhkb SFS[D(3,1)(2,1)] gLLAQbddeeffxfrpesc reducible gLLAQbcdeeffavvhhkf SFS[D(3,1)(2,1)] gLLAQbcedefflcakhkb toroidal gLLAQbcdeeffebfmqnb SFS[D(3,1)(2,1)] gLLAQbcdeeffdffhirb SFS[D(3,1)(2,1)] gLLAQbcdeeffebfaqnb SFS[D(3,1)(2,1)] gLLAQbcdeeffdffeirb SFS[D(3,1)(2,1)] gLLAQbcdeeffdkvhhkf toroidal gLLAQbcdeeffejvmmjf toroidal gLLAQbcdeeffpkvhhkf SFS[D(3,1)(3,2)] gLLAQbcdeeffxjvmmjf SFS[D(3,1)(3,1)] gLLAQbcdeeffhkvhhkf SFS[D(3,1)(3,1)] gLLAQbcdeeffmjvmmjf SFS[D(3,1)(3,2)] gLLAQccdeeffakvpavb reducible gLLAQbcedeffekdfdbb SFS[D(3,1)(3,1)] gLLAQbcedeffdgafafb SFS[D(3,1)(3,2)] gLLAQccdeeffawvpavb reducible gLLAQbcedeffesdfdbb SFS[D(3,1)(3,2)] gLLAQbcedeffdvafafb SFS[D(3,1)(3,1)] gLLMQacdefffbcarcff reducible gLLAQbcdeeffevrxdbb SFS[D(3,1)(3,2)] gLLAQbcdeeffdwrpafb SFS[D(3,1)(3,1)] gLLMQacdefffbcaroff reducible gLLMQacdefffbcargff reducible gLLMQacdefffbcascff reducible gLLAQbcdeeffeokidbb SFS[D(3,1)(3,1)] gLLAQbcdeeffdnkuafb SFS[D(3,1)(3,2)] gLLMQacdefffbcasoff reducible gLLMQacdefffbcasgff reducible gLLAQbcedefftkufurb SFS[D(3,1)(2,1)] gLLAQbcdeeffakjmirb SFS[D(3,1)(2,1)] gLLAQbcedefflkufurb toroidal gLLAQccdeeffivvxavb SFS[D(3,1)(2,1)] gLLAQbcedefftbufurb SFS[D(3,1)(2,1)] gLLAQbcedeffabufurb SFS[D(3,1)(2,1)] gLLAQbcedefflbufurb toroidal gLLAQccdeeffhoviavb reducible gLLAQbcedefftsufurb reducible gLLAQbcedeffajhwirb reducible gLLAQbcedefflsufurb reducible gLLAQbddeeffavnqloc reducible gLLAQbcedeffebifinb SFS[D(3,1)(3,1)] gLLAQbcedeffdfufurb SFS[D(3,1)(3,2)] gLLAQbcdeefftrwiafb toroidal gLLAQbcdeeffarwiafb SFS[D(3,1)(2,1)] gLLAQbcdeefflrwiafb m003(0,0) gLLAQbcdeefftccdafb toroidal gLLAQbcdeefflccdafb toroidal gLLAQbddeeffhgjdmbc reducible gLLAQbcedefftsafafb toroidal gLLAQbcedeffasafafb SFS[D(3,1)(2,1)] gLLAQbcedefflsafafb SFS[D(3,1)(2,1)] gLLAQbddeeffmkjetcc SFS[D(3,1)(2,1)] gLLAQccdeeffaovlavb reducible gLLAQbcdeeffdfjehkb SFS[D(3,1)(3,2)] gLLAQbcdeeffebjamjb SFS[D(3,1)(3,1)] gLLAQccdeeffugvlavb SFS[D(3,1)(2,1)] gLLAQbcdeefftrviirf SFS[D(3,1)(2,1)] gLLAQbcdeeffarviirf toroidal gLLAQbcdeefflrviirf SFS[D(3,1)(2,1)] gLLAQccdeeffpkvqavb SFS[D(3,1)(2,1)] gLLAQbcdeefftcodirf m003(0,0) gLLAQbcdeeffacodirf SFS[D(3,1)(2,1)] gLLAQbcdeefflcodirf toroidal gLLAQbcedefftspfpkb toroidal gLLAQbcedeffaspfpkb SFS[D(3,1)(2,1)] gLLAQbcedefflspfpkb SFS[D(3,1)(2,1)] gLLMQacdefffbcarcgj toroidal gLLAQbcdeeffajrupkb SFS[D(3,1)(2,1)] gLLMQacdefffbcarckj SFS[D(3,1)(2,1)] gLLAQbcdeeffagodirf SFS[D(3,1)(2,1)] gLLAQbcdeeffarrupkb reducible gLLMQacdefffbcascgj m003(0,0) gLLAQbcdeeffagkapkb SFS[D(3,1)(2,1)] gLLMQacdefffbcasckj toroidal gLLAQbcdeeffaokapkb reducible gLLAQbcdeeffackapkb SFS[D(3,1)(2,1)] gLLAQbcedefftrukeff toroidal gLLAQbcdeeffarvllff SFS[D(3,1)(2,1)] gLLAQbcedefflrukeff m003(0,0) gLLAQbcedefftcafeff toroidal gLLAQbcedefflcafeff toroidal gLLMQacdefffbcancfo reducible gLLAQbcdeefftsrpeff toroidal gLLAQbcdeeffajvllff SFS[D(3,1)(2,1)] gLLAQbcdeefflsrpeff SFS[D(3,1)(2,1)] gLLMQacdefffbcancco SFS[D(3,1)(2,1)] gLLMQacdefffbcajjvv reducible gLLAQbcdeeffxsritjf m004(0,0) gLLAQbcdeeffarwlpkb reducible gLLAQbddeeffavndibc reducible gLLAQbddeeffafbdabc toroidal gLLAQbcdeeffdbcdafb SFS[A(3,1)] gLLAQbcdeeffeccedbb SFS[A(3,1)] gLLAQbddeeffabjdmbc reducible gLLAQbcdeeffakjehkb SFS[D(3,1)(2,1)] gLLMQacdefffbcajcgg reducible gLLMQacdefffbcajcgn SFS[D(3,1)(3,2)] gLLMQacdefffbcajcgs SFS[D(3,1)(3,1)] gLLAQbcdeeffhwoilfb SFS[D(2,1)(2,1)] gLLAQbcdeeffaroilfb reducible gLLAQbcedeffhwlnpkb SFS[D(2,1)(2,1)] gLLAQbcdeeffakriirf reducible gLLAQcdceeffakjpavb reducible gLLAQbcedeffegdsdbb SFS[D(3,1)(2,1)] gLLAQbcedeffdjasafb SFS[D(3,1)(2,1)] gLLMQacdefffbcqgoff reducible gLLMQacdefffbcqvcco SFS[D(3,1)(2,1)] gLLAQbcdeeffeboqqnf SFS[D(2,1)(2,1)] gLLAQbddeeffabciqoc reducible gLLAQbcdeeffebbiqnb reducible gLLAQbcdeeffdfbuirb reducible gLLAQbcdeeffabbilfb SFS[D(2,1)(2,1)] gLLAQbddeeffmkcqprc SFS[D(3,1)(2,1)] gLLAQbddeeffakciloc reducible gLLAQbddeeffawoixoc reducible gLLAQccdeeffaojpavb reducible gLLAQbcedeffebdndbb reducible gLLAQbcedeffdfanafb reducible gLLAQbddeeffxvrmmrc SFS[D(3,1)(2,1)] gLLAQbcdeeffacodmrb SFS[D(3,1)(2,1)] gLLAQbcdeeffaoodmrb reducible gLLAQbcdeeffabkpprb SFS[D(3,1)(2,1)] gLLAQbcedeffagtcarf SFS[D(3,1)(2,1)] gLLAQbcdeeffacndmrb SFS[D(3,1)(2,1)] gLLAQbcedeffmvufxnb SFS[D(3,1)(2,1)] gLLAQbcdeeffacrdmrb reducible gLLAQbcedeffxvpfibb reducible gLLAQbcdeeffarfxxkf SFS[D(3,1)(2,1)] gLLAQbcdeeffxcrulbb reducible gLLAQbcdeeffacrdmff reducible gLLAQbcdeeffarciakb SFS[D(3,1)(2,1)] gLLAQbcdeeffebolljf SFS[D(3,1)(2,1)] gLLAQbcdeefflsommff SFS[D(2,1)(2,1)] gLLAQbcdeefflkommff SFS[D(2,1)(2,1)] gLLAQbcdeefftbommff SFS[D(3,1)(2,1)] gLLAQbcdeeffabommff SFS[D(3,1)(2,1)] gLLAQbcdeefflbommff toroidal gLLAQbcdeeffebottbf SFS[D(3,1)(2,1)] gLLAQbcdeeffeboaanf reducible gLLAQbcdeeffebodtbf reducible gLLAQbcedeffaoavxkf reducible gLLAQbcdeeffeboqtbf SFS[D(3,1)(2,1)] gLLMQbddeeffabclqbg reducible gLLPQacdfeffbjpwwgo SFS[D(3,1)(2,1)] gLLPQacdfeffbjpwwgc SFS[D(3,1)(2,1)] gLLAQbcdeeffakjhufb SFS[D(2,1)(2,1)] gLLAQbddeeffabgltog reducible gLLMQbddeeffabclqof reducible gLLPQacdfeffbjpnogn SFS[D(3,1)(2,1)] gLLPQacdfeffbjpnogs SFS[D(3,1)(2,1)] gLLMQbddeeffabciibf reducible gLLAQbcedeffdfasxfb SFS[D(3,1)(2,1)] gLLAQbcedeffebdslbb SFS[D(3,1)(2,1)] gLLAQbddeeffdwolqog toroidal gLLAQbcdeeffajouhrv SFS[D(2,1)(2,1)] gLLAQbddeeffevopurg SFS[D(2,1)(2,1)] gLLAQbddeeffdscldog SFS[D(3,1)(2,1)] gLLAQbddeeffdvgltog SFS[D(3,1)(2,1)] gLLAQbcdeeffakrmmrb SFS[D(2,1)(2,1)] gLLAQbcedeffxktfibb SFS[D(2,1)(2,1)] gLLAQbcdeefftkommrb SFS[D(3,1)(2,1)] gLLAQbcdeefftsommrb toroidal gLLAQbcdeeffajrxprb SFS[D(2,1)(2,1)] gLLAQbcdeefflsommrb SFS[D(2,1)(2,1)] gLLAQbcdeefftbommrb SFS[D(3,1)(2,1)] gLLAQbcdeeffakcmifv SFS[D(2,1)(2,1)] gLLAQbddeeffabbleog reducible gLLAQbcdeeffxkrllbb SFS[D(2,1)(2,1)] gLLAQbcdeeffakrmmff SFS[D(2,1)(2,1)] gLLMQbddeeffabkipbf reducible gLLAQbcdeeffdfoxxfb SFS[D(3,1)(2,1)] gLLAQbcdeeffebollbb SFS[D(3,1)(2,1)] gLLAQbddeeffdvgltbc SFS[D(5,2)(2,1)] gLLAQbddeeffesgphcc toroidal gLLAQbddeeffewcpecc SFS[D(2,1)(2,1)] gLLAQbddeeffevopucc SFS[D(2,1)(2,1)] gLLAQbcedeffebdvpnb SFS[D(5,2)(2,1)] gLLAQbcedeffdfavlrb SFS[D(4,1)(2,1)] gLLAQbcdeeffhwgxxfb SFS[D(3,1)(2,1)] gLLAQbcdeeffdfoamrb SFS[D(5,2)(2,1)] gLLAQbcdeeffebodtnb SFS[D(4,1)(2,1)] gLLMQbdedeffhgdjdog SFS[D(3,1)(2,1)] gLLAQbcedeffhbagxfb SFS[D(3,1)(2,1)] gLLAQbcdeeffaofapfb reducible gLLAQbcdeeffaoflpfb SFS[D(3,1)(2,1)] gLLAQbcdeeffacrqifb reducible gLLAQbcdeeffaoftpfb SFS[D(3,1)(2,1)] gLLAQbcdeeffagrqifb SFS[D(3,1)(2,1)] gLLAQbcedeffhgmrpfb reducible gLLAQbcdeeffhjftpfb SFS[D(3,1)(2,1)] gLLAQbddeefflvrtlbc reducible gLLAQbcdeeffmjkmxbb SFS[D(3,1)(2,1)] gLLAQbcdeeffhkkhpfb SFS[D(3,1)(2,1)] gLLAQbcdeeffaofqakv SFS[D(3,1)(2,1)] gLLAQbcdeeffaofdukb reducible gLLAQbddeeffxjruqcg SFS[D(2,1)(2,1)] gLLAQbcdeeffpjftprv SFS[D(3,1)(2,1)] gLLAQbcdeeffxgrhpjb SFS[D(3,1)(2,1)] gLLAQbcdeeffxcrhpjb reducible gLLAQbcdeeffhvkmlkb SFS[D(3,1)(2,1)] gLLMQbddeeffxsftlcf SFS[D(2,1)(2,1)] gLLMQbddeeffpsrmpbf SFS[D(2,1)(2,1)] gLLAQbddeeffajrdhvg reducible gLLAQbddeeffxvrhprg SFS[D(3,1)(2,1)] gLLAQbcdeeffakcmukb SFS[D(3,1)(2,1)] gLLAQbcedeffagawarb reducible gLLAQbcedeffhbawarb reducible gLLAQbcedeffdfqfikf reducible gLLAQbcedeffabawhrb reducible gLLAQbcedeffhgawhrb reducible gLLAQccdeeffivvalov SFS[D(2,1)(2,1)] gLLMQbddeeffxvotecf SFS[D(3,1)(2,1)] gLLAQbddeeffasbdhvg reducible gLLAQbcdeeffarwxarb SFS[D(2,1)(2,1)] gLLAQbddeeffabgqqbg reducible gLLMQbdedeffabmwtvg reducible gLLAQcdceeffaojlhwb SFS[D(3,1)(2,1)] gLLMQbdedeffajmsqbf SFS[D(3,1)(2,1)] gLLAQcdceeffaojlhvv SFS[D(3,1)(2,1)] gLLMQbdedeffabmwtbf reducible gLLAQbddeeffpfgqqbg SFS[D(3,1)(2,1)] gLLMQbddeeffavjxdbg reducible gLLAQbddeeffabbqxbg reducible gLLAQbddeeffpsnqpbg SFS[D(3,1)(2,1)] gLLAQccdeeffaovmlcb reducible gLLAQbcdeeffdfoelkb SFS[D(3,1)(2,1)] gLLAQbcdeeffeboapjb SFS[D(3,1)(2,1)] gLLAQbcdeeffxcbudnb SFS[D(3,1)(2,1)] gLLAQbddeeffxvrulcg SFS[D(3,1)(2,1)] gLLAQbcedeffebdsqjf SFS[D(5,2)(2,1)] gLLAQbcedeffdfasikf SFS[D(4,1)(2,1)] gLLAQcdceeffiokuibv toroidal gLLAQbcedeffaoafifb SFS[D(2,1)(2,1)] gLLAQbcdeeffabbupfb SFS[D(2,1)(2,1)] gLLAQbcdeeffxbbdijb reducible gLLAQbddeeffhgcqdvc SFS[D(3,1)(2,1)] gLLAQbcdeeffaogaikf SFS[D(2,1)(2,1)] gLLMQbdedeffakmjqvg SFS[D(2,1)(2,1)] gLLMQbdedeffakmjqbf SFS[D(2,1)(2,1)] gLLAQbddeeffxjguhcg reducible gLLAQbcdeeffxcgxpjb SFS[D(3,1)(2,1)] gLLAQbcedeffhnagifb SFS[D(4,1)(2,1)] gLLMQbddeeffxsjtucf SFS[D(4,1)(2,1)] gLLMQbddeeffpfjmqbf toroidal gLLAQbcdeeffpjgplrf toroidal gLLAQbddeeffavraqbc reducible gLLAQbddeeffxvnxmsg SFS[D(2,1)(2,1)] gLLAQbddeeffxvrilsc SFS[D(2,1)(2,1)] gLLAQbddeeffavrpmoc reducible gLLMQbdedeffhgafqog SFS[D(2,1)(2,1)] gLLAQbcdeeffhjotqkb SFS[D(2,1)(2,1)] gLLMQbddeeffxvjdpsg SFS[D(2,1)(2,1)] gLLMQbdedeffabpfuvg reducible gLLMQbdedeffhoabivf SFS[D(3,1)(2,1)] gLLAQbcdeeffxorxhbf SFS[D(2,1)(2,1)] gLLAQbcdeeffaootqkb reducible gLLAQbddeeffabgpevg reducible gLLAQbddeeffafnaubc SFS[D(2,1)(2,1)] gLLAQbddeeffabbphoc SFS[D(2,1)(2,1)] gLLMQbddeeffafcaabf T2xI gLLMQbddeeffabkapvg SFS[D(2,1)(2,1)] gLLAQbddeeffavjpuvg SFS[D(2,1)(2,1)] gLLAQbcdeeffaccadfb T2xI gLLAQbddeeffavnaqbc reducible gLLAQbcdeeffarwaqkb SFS[D(2,1)(2,1)] gLLAQbcdeeffarwedfb SFS[D(2,1)(2,1)] gLLAQbcdeeffaccitrb SFS[D(2,1)(2,1)] gLLAQbddeeffavnpmoc reducible gLLAQbcedeffdnardff SFS[D(2,1)(2,1)] gLLAQbcedefftsartkv SFS[D(2,1)(2,1)] gLLAQbcdeeffavvatff T2xI gLLAQbddeeffabgpdvg reducible gLLAQbcedeffdfavtkv reducible gLLAQbcedeffebdvhjv reducible gLLAQbcdeeffdffedrv SFS[D(3,1)(2,1)] gLLAQbcdeeffebfaenv SFS[D(3,1)(2,1)] gLLAQbcedeffdnqodrv SFS[D(2,1)(2,1)] gLLAQbcedefftsuftkb SFS[D(2,1)(2,1)] gLLAQccdeeffaoviacb reducible gLLAQbcedeffebufubb SFS[D(3,1)(2,1)] gLLAQbcedeffdfqfqfb SFS[D(3,1)(2,1)] gLLAQbcdeefftrcitrf SFS[D(3,1)(2,1)] gLLAQbcdeeffarcitrf reducible gLLAQbcdeefflrcitrf SFS[D(3,1)(2,1)] gLLAQbddeeffafcadbc T2xI gLLMQbddeeffabbadbf T2xI gLLMQbddeeffafnaqbf SFS[D(2,1)(2,1)] gLLAQbcdeeffaonaqrf reducible gLLAQbcdeeffabbedfb T2xI gLLAQbcedeffaoavdfb SFS[D(2,1)(2,1)] gLLAQbcedeffabafdff T2xI gLLAQbcedeffagmgqrf SFS[D(2,1)(2,1)] gLLAQbcedefftsekxwb toroidal gLLAQbcedefflsekxwb SFS[D(7,2)(2,1)] gLLAQbddeeffabklxng reducible gLLAQbcdeeffdfkxpvf toroidal gLLAQbcdeeffebklxsf toroidal gLLAQbddeeffakklxng toroidal gLLAQbcedeffdndrpvf toroidal gLLAQbcedeffdvmrhnv toroidal gLLAQbddeeffasklxng toroidal gLLAQbcedeffdwifpvf toroidal gLLAQbcedeffdgmrhnv reducible gLLAQbddeeffawflpng toroidal gLLAQbcedefftserlsv toroidal gLLAQbcedeffaserlsv toroidal gLLAQbcedefflserlsv toroidal gLLAQbcdeeffhwkiigv toroidal gLLAQbcedefftsxrigv toroidal gLLAQbcedeffajlfubf SFS[D(5,2)(2,1)] gLLAQbcdeeffarkiigv toroidal gLLAQbcdeeffebkaicf SFS[D(2,1)(2,1)] gLLAQcdceeffawritrv SFS[D(5,2)(2,1)] gLLAQbcedeffdnqrubf toroidal gLLMQbdedeffasqfxff SFS[D(4,1)(2,1)] gLLAQbcedeffdwlfubf SFS[D(5,2)(2,1)] gLLAQbcedeffhwlfubf toroidal gLLAQbcdeefftkkmaof toroidal gLLAQbcdeeffakkmaof SFS[D(5,2)(2,1)] gLLAQbcdeefflkkmaof SFS[D(4,1)(2,1)] gLLMQbdedeffpgdfmrf toroidal gLLPQbdedeffdwdflrf SFS[D(5,2)(2,1)] gLLMQbdedeffxkeftnf SFS[D(4,1)(2,1)] gLLAQbcedefftjhfaof toroidal gLLAQbcedeffajhfaof SFS[D(4,1)(2,1)] gLLAQbcedeffljhfaof SFS[D(5,2)(2,1)] gLLAQbcedefftgtraof reducible gLLAQbcedefftotraof toroidal gLLAQbcedeffaotraof SFS[D(2,1)(2,1)] gLLAQbcedefflotraof SFS[D(7,3)(2,1)] gLLAQbcdeefftskmaof toroidal gLLAQbcdeeffaskmaof toroidal gLLAQbcdeefflskmaof toroidal gLLAQbcdeefftbkmaof toroidal gLLAQbcdeefflbkmaof SFS[D(8,3)(2,1)] gLLAQbcedefflsxkmcb SFS[D(2,1)(2,1)] gLLAQbcdeeffdfkmaof SFS[D(8,3)(2,1)] gLLAQbcdeeffebktdrf SFS[D(7,3)(2,1)] gLLMQbddeeffajklhng SFS[D(5,2)(2,1)] gLLAQbcedeffdwhfaof SFS[D(4,1)(2,1)] gLLAQcdceeffawrmtrv SFS[D(4,1)(2,1)] gLLAQbcedeffdntraof toroidal gLLAQbcedeffdvmkejb SFS[D(8,3)(2,1)] gLLMQbddeeffanrlung SFS[D(4,1)(2,1)] gLLAQbcedefftsmkejb SFS[D(7,2)(2,1)] gLLAQbcedeffasmkejb SFS[D(2,1)(2,1)] gLLAQbcedefflsmkejb SFS[D(5,1)(2,1)] gLLMQbddeeffxnrmdkg toroidal gLLAQbcedeffmsewxsf m004(0,0) gLLAQbddeeffhgbhhgg SFS[A(3,1)] gLLAQbddeeffdrnhegg m004(0,0) gLLAQbcedeffaoewlsv SFS[D(4,1)(2,1)] gLLAQbddeeffennmakg m015(0,0) gLLAQbcdeeffhgciigv m009(0,0) gLLAQbcdeeffabciigv SFS[D(4,1)(2,1)] gLLAQbcdeeffaojlubf SFS[D(5,2)(2,1)] gLLAQbddeeffabbhhgg T2xI gLLMQbdedeffafqsxff toroidal gLLAQbcdeeffdbjlubf m007(0,0) gLLAQbcdeeffecjpicf SFS[D(3,1)(3,1)] gLLAQbcdeeffmcjpicf SFS[D(3,1)(3,2)] gLLAQbcdeeffxcjpicf toroidal gLLAQbcdeeffhbjlubf m010(0,0) gLLAQbcedefftstwaof SFS[D(7,2)(2,1)] gLLAQbcedeffastwaof SFS[D(2,1)(2,1)] gLLAQbcedefflstwaof SFS[D(5,1)(2,1)] gLLPQbdedeffdwdbxrf m015(0,0) gLLAQbcdeeffajcmaof SFS[D(4,1)(2,1)] gLLPQbdedeffeveblnf m004(0,0) gLLAQbcdeeffagjhaof SFS[D(5,2)(2,1)] gLLAQbcdeeffaojhaof toroidal gLLAQbcedeffxvublvb toroidal gLLAQbcdeeffacjipvf SFS[D(2,1)(2,1)] gLLAQbcdeeffmrctdrf m004(0,0) gLLMQbddeeffhgghagg toroidal gLLAQbcedefftomvejb SFS[D(5,1)(2,1)] gLLAQbcedeffaomvejb SFS[D(2,1)(2,1)] gLLAQbcedefflomvejb SFS[D(7,2)(2,1)] gLLAQbcdeeffaccahnv SFS[D(2,1)(2,1)] gLLAQbcedeffmsxjmov m004(0,0) gLLAQbcedefftsajlsv SFS[D(7,2)(2,1)] gLLAQbcedeffasajlsv SFS[D(2,1)(2,1)] gLLAQbcedefflsajlsv SFS[D(5,1)(2,1)] gLLAQbcdeeffaoculsv toroidal gLLAQbddeeffdwnhtgg m015(0,0) gLLAQbcdeeffajwplsv SFS[D(4,1)(2,1)] gLLAQbddeeffevnmhkg m004(0,0) gLLAQbcdeeffagculsv SFS[D(5,2)(2,1)] gLLAQbddeeffafbitsg toroidal gLLAQbcdeeffeccxqkv SFS[D(3,1)(3,1)] gLLAQbcdeeffdbcpigv m007(0,0) gLLAQbcdeeffmccxqkv SFS[D(3,1)(3,2)] gLLAQbcdeeffhbcpigv m010(0,0) gLLAQbcdeeffxccxqkv toroidal gLLAQbcdeeffabjuubf SFS[D(4,1)(2,1)] gLLAQbcdeeffaocpigv SFS[D(5,2)(2,1)] gLLAQbcdeeffmrwxpwv m004(0,0) gLLAQbddeeffxvnpaog SFS[D(3,1)(3,2)] gLLAQbcedeffhnaspvf SFS[D(3,1)(3,1)] gLLAQbcdeeffxccpmov reducible gLLAQbcdeeffxrwamov SFS[D(3,1)(3,2)] gLLAQbcedefflsavlsv SFS[D(2,1)(2,1)] gLLAQbcdeeffhjchigv SFS[D(4,1)(2,1)] gLLAQbcdeeffabguubf SFS[D(5,2)(2,1)] gLLAQbcdeeffaochigv toroidal gLLAQbcedefftsakxwb SFS[D(7,2)(2,1)] gLLAQbcedeffasakxwb SFS[D(2,1)(2,1)] gLLAQbcedefflsakxwb SFS[D(5,1)(2,1)] gLLAQbcdeeffdfkppvf SFS[D(8,3)(2,1)] gLLAQbcdeeffebkxxsf SFS[D(7,3)(2,1)] gLLAQbddeeffakjlxng SFS[D(4,1)(2,1)] gLLAQbcedeffdnarpvf toroidal gLLAQbcedeffdvmjhnv SFS[D(8,3)(2,1)] gLLAQbddeeffasjlxng SFS[D(5,2)(2,1)] gLLAQbcedeffdwufpvf SFS[D(4,1)(2,1)] gLLAQbddeeffawblpng SFS[D(4,1)(2,1)] gLLAQbcedefftsarlsv toroidal gLLAQbcedefflsarlsv SFS[D(7,2)(2,1)] gLLAQbcdeeffhncdigv m009(0,0) gLLAQbcedefflsxjigv SFS[D(2,1)(2,1)] gLLAQbcdeeffxccupwv SFS[A(3,1)] gLLAQbcdeeffhgjuubf m009(0,0) gLLAQcdceeffuosxdfv m004(0,0) gLLAQbcedeffaoucaof SFS[D(4,1)(2,1)] gLLAQcdceeffporidfv m015(0,0) gLLMQbdedeffxvesenf SFS[A(3,1)] gLLMQbddeeffhvbidsg SFS[D(3,1)(3,1)] gLLAQcdceeffqobuqkv SFS[D(3,1)(3,2)] gLLMQbddeeffhgbidsg toroidal gLLAQbcdeeffhvjhubf m010(0,0) gLLAQbddeeffavolqng SFS[D(2,1)(2,1)] gLLAQbcedeffhvpvhnv SFS[D(5,2)(2,1)] gLLAQbcedeffmsxvmov SFS[D(4,1)(2,1)] gLLAQbcedeffaousaof SFS[D(5,2)(2,1)] gLLAQbcedeffmrdficf SFS[D(4,1)(2,1)] gLLAQbcdeeffhfjeubf SFS[D(4,1)(2,1)] gLLAQbcdeeffpfjeubf SFS[D(5,2)(2,1)] gLLAQbddeeffxvrqewg reducible gLLAQbcdeefftsjeubf m007(0,0) gLLAQbcdeeffajkaigv toroidal gLLAQbcdeefflsjeubf SFS[D(3,1)(3,1)] gLLAQbddeeffmvrqewg SFS[D(3,1)(3,2)] gLLAQbcedeffmsxrmov m015(0,0) gLLAQbcedeffmsxkagb m004(0,0) gLLAQbcedeffhgabxwb toroidal gLLMQbddeeffavgldng T2xI gLLMQbddeeffxvgmukg toroidal gLLPQbddeeffdroedwc SFS[D(5,1)(2,1)] gLLAQbcdeeffaooaejb SFS[D(2,1)(2,1)] gLLPQbddeeffenoaevc SFS[D(7,2)(2,1)] gLLMQbddeeffabbidsg SFS[D(2,1)(2,1)] gLLMQbddeeffmkcqqwg m004(0,0) gLLAQbddeeffhggltng SFS[D(2,1)(2,1)] gLLAQbcdeeffmkgddrf m015(0,0) gLLAQbcdeeffxrvaagb m007(0,0) gLLMQbddeeffhgbhtgg SFS[D(3,1)(3,1)] gLLAQbcedeffhgmbejb T2xI gLLAQbcdeeffacraejb T2xI gLLAQbddeeffhoklhng m007(0,0) gLLAQbddeeffhgfleng SFS[D(3,1)(3,2)] gLLAQbddeeffxfrpiog m009(0,0) gLLAQbcdeeffabrxxwb SFS[D(4,1)(2,1)] gLLAQbddeeffhcrlung m010(0,0) gLLAQbddeeffajklhng SFS[D(5,2)(2,1)] gLLAQbddeeffarklhng toroidal gLLAQbddeeffanrlung toroidal gLLAQbcedeffhnqkhnv toroidal gLLAQbcedeffhvefpvf SFS[D(4,1)(2,1)] gLLAQbddeeffxnrmdkg toroidal gLLAQbcedeffaodklsv toroidal gLLAQbddeeffhrrhagg m009(0,0) gLLAQbddeeffafripsg toroidal gLLAQbcedeffhbtkigv toroidal gLLAQbcedeffxchkqkv m010(0,0) gLLAQbddeeffxsfqlwg SFS[D(5,2)(2,1)] gLLAQbddeeffxwrqxwg toroidal gLLAQbcedeffabmfubf toroidal gLLAQbddeeffhsripsg SFS[D(4,1)(2,1)] gLLAQbddeeffasfhmgg SFS[D(5,2)(2,1)] gLLAQbddeeffakfhmgg SFS[D(4,1)(2,1)] gLLAQbddeeffawrhagg SFS[D(4,1)(2,1)] gLLAQbcdeeffhvrmmcb m010(0,0) gLLAQbcdeeffxsrttfb m009(0,0) gLLAQbcdeefftsfuhnv m015(0,0) gLLAQbcdeeffasfuhnv SFS[D(4,1)(2,1)] gLLAQbcdeefflsfuhnv m004(0,0) gLLAQbcdeeffabnxxwb SFS[D(5,2)(2,1)] gLLAQbcedeffhnpkhnv m007(0,0) gLLAQbcedeffhnukigv toroidal gLLAQbcdeeffavshubf SFS[D(4,1)(2,1)] gLLAQbcdeeffhvnmmcb SFS[D(3,1)(3,2)] gLLAQbcedeffhnaklsv SFS[D(3,1)(3,1)] gLLAQbcedeffhbaklsv reducible gLLAQbddeeffmkfppog m004(0,0) gLLAQbcdeeffxrcpxsf SFS[D(3,1)(3,2)] gLLAQbcedeffhnmkhnv SFS[D(3,1)(3,1)] gLLAQbcdeeffxcjuxsf reducible gLLAQbcedeffaodwlsv SFS[D(5,2)(2,1)] gLLAQbcdeeffhvcmigv m010(0,0) gLLAQbcdeeffabfiigv SFS[D(5,2)(2,1)] gLLAQbcdeeffaojtubf toroidal gLLAQbcdeeffmkfppwv m015(0,0) gLLAQbcdeeffhvommcb m007(0,0) gLLAQccdeeffakvhqkv SFS[D(4,1)(2,1)] gLLAQbcedeffhgmfubf toroidal gLLAQccdeeffawvhqkv SFS[D(5,2)(2,1)] gLLAQbcedefftsxfaof SFS[D(5,2)(2,1)] gLLAQbcedeffasxfaof SFS[D(4,1)(2,1)] gLLAQccdeeffhwvlqkv toroidal gLLAQccdeeffpwvlqkv SFS[D(5,2)(2,1)] gLLAQccdeeffqgvpdfv SFS[D(5,2)(2,1)] gLLAQccdeeffdkvudfv SFS[D(4,1)(2,1)] gLLAQccdeeffqvvpdfv toroidal gLLAQccdeeffdovudfv SFS[D(5,2)(2,1)] gLLAQbcedefflsafpvf SFS[D(2,1)(2,1)] gLLMQbddeeffmvnqqwg m004(0,0) gLLMQbddeeffmjnqqwg m015(0,0) gLLAQbcdeeffhkshubf toroidal gLLAQbcdeeffmjsmicf SFS[D(5,2)(2,1)] gLLAQbcedefftspfubf SFS[D(5,2)(2,1)] gLLAQbcedeffajhvigv SFS[D(4,1)(2,1)] gLLAQbcdeeffarruubf SFS[D(5,2)(2,1)] gLLAQbcdeeffebbamov SFS[D(2,1)(2,1)] gLLAQbddeeffajglhng SFS[D(4,1)(2,1)] gLLAQbcedeffdwlvhnv SFS[D(5,2)(2,1)] gLLAQbddeeffanolung SFS[D(5,2)(2,1)] gLLAQbcedeffdnqohnv toroidal gLLAQbddeeffarglhng SFS[D(5,2)(2,1)] gLLAQbcedefftsufaof toroidal gLLAQbcedeffasufaof SFS[D(5,2)(2,1)] gLLAQbcdeeffxbnaagb SFS[D(5,2)(2,1)] gLLAQbcdeeffmbnaagb SFS[D(4,1)(2,1)] gLLAQbcdeeffmknaagb m015(0,0) gLLAQbcdeeffmsnaagb m004(0,0) gLLAQccdeeffqfvatrv SFS[D(2,1)(2,1)] gLLAQbcdeeffhjjtubf SFS[D(4,1)(2,1)] gLLAQbcedeffmsefxsf SFS[D(4,1)(2,1)] gLLAQbcedeffhvdfpvf SFS[D(5,2)(2,1)] gLLAQbddeeffavjlhng SFS[D(2,1)(2,1)] gLLAQbcedefflstfaof SFS[D(2,1)(2,1)] gLLMQbddeeffajriisg toroidal gLLAQbcdeeffhgrxxwb m009(0,0) gLLMQbddeeffanfiasg SFS[D(5,2)(2,1)] gLLAQccdeeffqvvuqkv SFS[D(5,2)(2,1)] gLLMQbddeeffxvrqqwg SFS[D(3,1)(3,1)] gLLAQccdeeffhkvaqkv toroidal gLLAQccdeeffqgvuqkv SFS[D(4,1)(2,1)] gLLMQbddeeffxjrqqwg m007(0,0) gLLMQbddeeffabklxng SFS[D(2,1)(2,1)] gLLAQbcdeeffmbraagb SFS[D(5,2)(2,1)] gLLAQbcdeeffxbraagb toroidal gLLAQbcdeeffhfreejb SFS[D(4,1)(2,1)] gLLAQbcdeeffpfreejb SFS[D(5,2)(2,1)] gLLMQbddeeffxrrmmkg SFS[D(3,1)(3,1)] gLLMQbddeeffpwrhhgg SFS[D(3,1)(3,2)] gLLPQbddeeffdgkeewc SFS[D(3,1)(3,1)] gLLAQbcdeefftsreejb m007(0,0) gLLAQbcdeeffasreejb toroidal gLLAQbcdeefflsreejb SFS[D(3,1)(3,1)] gLLMQbddeeffhwrhhgg m010(0,0) gLLPQbddeeffekkaavc m007(0,0) gLLMQbddeeffmvrmmkg SFS[D(3,1)(3,2)] gLLMQbddeeffxjrmmkg SFS[D(3,1)(3,2)] gLLMQbddeeffanfitsg SFS[D(4,1)(2,1)] gLLAQbcedeffegdflvb m015(0,0) gLLAQbcedeffdjafxwb m004(0,0) gLLMQbddeeffajniisg SFS[D(5,2)(2,1)] gLLMQbddeeffanbiasg SFS[D(4,1)(2,1)] gLLMQbddeeffxvrqewg reducible gLLAQbddeeffhgcleng SFS[D(3,1)(3,1)] gLLAQbddeeffhoglhng toroidal gLLAQbddeeffhcolung m007(0,0) gLLMQbddeeffxvnmmkg SFS[D(3,1)(3,2)] gLLMQbddeeffabgimsg SFS[D(2,1)(2,1)] gLLMQbddeeffxvrqlwg SFS[D(3,1)(3,2)] gLLAQbddeeffhgbleng toroidal gLLAQbddeeffhojlhng SFS[D(3,1)(3,1)] gLLAQbddeeffhcnlung SFS[D(3,1)(3,2)] gLLMQbddeeffxvommkg SFS[D(3,1)(3,1)] gLLAQbddeeffxsgpiog toroidal gLLAQbddeeffhvglung SFS[D(4,1)(2,1)] gLLAQbddeeffhfglung SFS[D(5,2)(2,1)] gLLAQbddeeffxwcpmog m007(0,0) gLLAQbddeeffxvopaog SFS[D(3,1)(3,1)] gLLAQbddeeffakglung toroidal gLLAQbcedeffhvqvhnv SFS[D(4,1)(2,1)] gLLAQbcedeffhnespvf toroidal gLLAQbddeeffasglung SFS[D(5,2)(2,1)] gLLAQbddeeffawclhng toroidal gLLAQbcedefftsdvlsv SFS[D(5,2)(2,1)] gLLAQbddeeffxkgmdkg toroidal gLLAQbcedeffasdvlsv SFS[D(4,1)(2,1)] gLLAQbddeeffekgmdkg SFS[D(5,2)(2,1)] gLLAQbddeeffakgipsg SFS[D(5,2)(2,1)] gLLAQbddeeffasgipsg SFS[D(4,1)(2,1)] gLLAQbcedeffhgtvigv toroidal gLLAQbddeeffhvgipsg SFS[D(5,2)(2,1)] gLLAQbddeeffxbgqxwg SFS[D(4,1)(2,1)] gLLAQbcedeffabtvigv toroidal gLLAQbddeeffhfgipsg toroidal gLLAQbcdeeffpkgmmcb SFS[D(5,2)(2,1)] gLLAQbcdeeffhkgmmcb toroidal gLLAQbcdeeffxjgttfb SFS[D(4,1)(2,1)] gLLAQbcdeeffmjgttfb SFS[D(5,2)(2,1)] gLLAQbddeeffavohmgg SFS[D(2,1)(2,1)] gLLAQbddeeffhvglxng SFS[D(5,2)(2,1)] gLLAQbddeeffmsgplog SFS[D(4,1)(2,1)] gLLAQbcedefflsdkxwb SFS[D(2,1)(2,1)] gLLAQbddeeffhfglxng toroidal gLLAQbddeeffmbgplog SFS[D(5,2)(2,1)] gLLAQbddeeffmwcpxog m015(0,0) gLLAQbddeeffmvoppog m004(0,0) gLLAQbcdeeffebkpxsf SFS[D(2,1)(2,1)] gLLAQbddeeffakglxng SFS[D(5,2)(2,1)] gLLAQbcedeffdnerpvf toroidal gLLAQbddeeffasglxng SFS[D(4,1)(2,1)] gLLAQbcedeffdwqfpvf SFS[D(5,2)(2,1)] gLLAQbddeeffawclpng SFS[D(5,2)(2,1)] gLLAQbcedefftsdrlsv toroidal gLLAQbcedeffasdrlsv SFS[D(5,2)(2,1)] gLLAQbcdeeffhkkmigv toroidal gLLAQbcdeeffmjktqkv SFS[D(5,2)(2,1)] gLLAQbcedefftsxvigv SFS[D(5,2)(2,1)] gLLAQbcedeffajtfubf SFS[D(4,1)(2,1)] gLLAQbcdeeffaroiigv SFS[D(5,2)(2,1)] gLLAQbcdeeffhkfmmcb SFS[D(5,2)(2,1)] gLLAQbcdeeffmjfttfb SFS[D(4,1)(2,1)] gLLAQbcdeeffmrfttfb m004(0,0) gLLAQbcdeeffmvfttfb m015(0,0) gLLAQcdceeffakvhqkv toroidal gLLAQbcedeffxctsicf m010(0,0) gLLAQbcedeffhbmsubf toroidal gLLAQcdceeffqkseqkv m009(0,0) gLLAQbcedeffaoxsaof toroidal gLLAQcdceeffhkrlqkv toroidal gLLAQbcdeeffavfmmcb SFS[D(5,2)(2,1)] gLLAQbcdeefftsgxpvf m015(0,0) gLLAQbcdeeffajfmmcb SFS[D(4,1)(2,1)] gLLAQbcdeefflsgxpvf m004(0,0) gLLAQbcedeffhnqsubf toroidal gLLAQbcdeeffavkmigv SFS[D(4,1)(2,1)] gLLAQbcedeffhndspvf m007(0,0) gLLAQbcdeeffxrfaagb SFS[D(3,1)(3,2)] gLLAQbcdeeffxcrpagb reducible gLLAQbcedeffhntsaof SFS[D(3,1)(3,1)] gLLMQbddeeffasbiisg toroidal gLLAQbcdeeffxvgllvb m009(0,0) gLLMQbddeeffakbiisg SFS[D(5,2)(2,1)] gLLMQbddeeffhgbiisg SFS[D(3,1)(3,2)] gLLAQcdceeffhkvaqkv m009(0,0) gLLAQbcdeeffavgmmcb SFS[D(4,1)(2,1)] gLLAQcdceeffqkbuqkv m010(0,0) gLLMQbddeeffhvbiisg m007(0,0) gLLMQbddeeffasbllng SFS[D(5,2)(2,1)] gLLAQcdceeffakjeqkv SFS[D(4,1)(2,1)] gLLAQbcdeeffxrgaagb m010(0,0) gLLAQbcdeeffhogeejb m009(0,0) gLLMQbddeeffawnlxng SFS[D(4,1)(2,1)] gLLMQbddeeffhojhugg SFS[D(3,1)(3,1)] gLLMQbddeeffpgbhhgg SFS[D(3,1)(3,2)] gLLPQbddeeffdwveewc m007(0,0) gLLMQbddeeffxkbmmkg m010(0,0) gLLAQbcdeefftjgeejb SFS[D(3,1)(3,1)] gLLAQbcdeeffajgeejb toroidal gLLAQbcdeeffljgeejb m007(0,0) gLLPQbddeeffevvaavc SFS[D(3,1)(3,1)] gLLMQbddeeffmkbmmkg SFS[D(3,1)(3,2)] gLLMQbddeeffhcnhegg SFS[D(3,1)(3,2)] gLLMQbddeeffasbixsg SFS[D(5,2)(2,1)] gLLMQbddeeffakbixsg SFS[D(4,1)(2,1)] gLLMQbddeeffakfiisg SFS[D(4,1)(2,1)] gLLAQbcdeeffdofxxwb m015(0,0) gLLAQbcdeefferfllvb m004(0,0) gLLMQbddeeffhgbixsg SFS[D(3,1)(3,1)] gLLAQcdceeffqwbuqkv m007(0,0) gLLMQbddeeffhvbixsg toroidal gLLAQbddeeffxvrpaog reducible gLLMQbddeeffhgbhmgg SFS[D(3,1)(3,2)] gLLAQbddeeffevgpeog SFS[D(2,1)(2,1)] gLLAQbddeeffajgldng toroidal gLLAQbcedeffdganpvf reducible gLLAQbcedeffdwavhnv toroidal gLLAQbddeeffargldng toroidal gLLAQbddeeffabclqng reducible gLLAQbcdeeffebbimov toroidal gLLAQbcdeeffdfbuhnv toroidal gLLAQbddeeffanoltng toroidal gLLAQbcedeffdvanpvf toroidal gLLAQbcedeffdnpohnv toroidal gLLAQbcdeefftkbplsv toroidal gLLAQbcdeeffakbplsv SFS[D(5,2)(2,1)] gLLAQbcdeefflkbplsv SFS[D(4,1)(2,1)] gLLAQbcedefftgaolsv reducible gLLAQbddeeffpwghqgg toroidal gLLAQbcedefftjuvlsv toroidal gLLAQbddeeffdwghqgg SFS[D(5,2)(2,1)] gLLAQbcedeffajuvlsv SFS[D(4,1)(2,1)] gLLAQbddeeffhwghqgg SFS[D(4,1)(2,1)] gLLAQbcedeffljuvlsv SFS[D(5,2)(2,1)] gLLAQbcdeefftsbplsv toroidal gLLAQbcdeeffasbplsv toroidal gLLAQbcdeefflsbplsv toroidal gLLAQbcdeefftbbplsv toroidal gLLAQbcdeefflbbplsv SFS[D(8,3)(2,1)] gLLAQbcedefftoaolsv toroidal gLLAQbcedeffaoaolsv SFS[D(2,1)(2,1)] gLLAQbcedeffloaolsv SFS[D(7,3)(2,1)] gLLAQbcdeeffebbdqkv SFS[D(2,1)(2,1)] gLLAQbddeeffajgitsg SFS[D(4,1)(2,1)] gLLAQbcedeffdwpvigv SFS[D(5,2)(2,1)] gLLAQbcedeffhwpvigv toroidal gLLAQbddeeffanoiqsg SFS[D(5,2)(2,1)] gLLAQbcedeffdnuoigv toroidal gLLAQbcdeeffarsuubf toroidal gLLAQbcedefftspnubf toroidal gLLAQbcedeffajpvigv SFS[D(5,2)(2,1)] gLLAQbddeeffajghqgg SFS[D(5,2)(2,1)] gLLAQbcedeffdwuvlsv SFS[D(4,1)(2,1)] gLLAQbddeeffarghqgg SFS[D(4,1)(2,1)] gLLAQbcdeeffebbxpwv SFS[D(7,3)(2,1)] gLLAQbcdeeffdfbplsv SFS[D(8,3)(2,1)] gLLAQbddeeffanohdgg SFS[D(4,1)(2,1)] gLLAQbcedeffeodopwv SFS[D(8,3)(2,1)] gLLAQbcedeffdnaolsv toroidal gLLAQbddeeffajglpng SFS[D(5,2)(2,1)] gLLAQbcedeffdwtvhnv SFS[D(4,1)(2,1)] gLLAQbddeeffarglpng SFS[D(4,1)(2,1)] gLLAQbcdeeffebbmmov SFS[D(7,3)(2,1)] gLLAQbcdeeffdfbhhnv SFS[D(8,3)(2,1)] gLLAQbddeeffanolxng SFS[D(4,1)(2,1)] gLLAQbcedeffdvawpvf SFS[D(8,3)(2,1)] gLLAQbcedeffdnmohnv toroidal gLLAQbcdeeffpfcaigv SFS[D(5,2)(2,1)] gLLAQbcdeeffhfcaigv SFS[D(4,1)(2,1)] gLLAQbcedeffmrevqkv SFS[D(4,1)(2,1)] gLLAQbcedefflspwubf SFS[D(2,1)(2,1)] gLLAQbcedeffxvuvpwv T2xI gLLAQbcdeeffhwsuubf toroidal gLLAQbcedefftsunaof toroidal gLLAQbcedeffasunaof toroidal gLLAQbcedefflsunaof toroidal gLLAQbcdeeffhnjaubf m009(0,0) gLLAQbcdeefftscaigv m007(0,0) gLLAQbcdeeffajseubf toroidal gLLAQbddeeffhgbidsg reducible gLLAQbcdeefflscaigv SFS[D(3,1)(3,1)] gLLAQbddeeffmkbqewg SFS[D(3,1)(3,2)] gLLAQbcedeffmsenxsf m015(0,0) gLLAQbcedefftstnaof toroidal gLLAQbcedefflstnaof SFS[D(7,2)(2,1)] gLLAQbcedefftsanpvf toroidal gLLAQbcedefflsanpvf SFS[D(7,2)(2,1)] gLLPQbddeeffdwsedwc SFS[D(7,2)(2,1)] gLLAQbcedeffajasejb SFS[D(2,1)(2,1)] gLLPQbddeeffevsaevc SFS[D(5,1)(2,1)] gLLMQbddeeffhrbhqgg toroidal gLLAQbcedefftsawpvf SFS[D(7,2)(2,1)] gLLAQbcedeffajdsmcb SFS[D(2,1)(2,1)] gLLAQbcedefflsawpvf SFS[D(5,1)(2,1)] gLLAQbcedeffmrestfb m004(0,0) gLLAQbcdeeffxcjxdrf SFS[A(3,1)] gLLAQbcedeffagmgejb T2xI gLLAQbcedefftsekiwb SFS[D(2,1)(2,1)] gLLAQbddeeffabktxng reducible gLLAQbcdeeffdfkxhvf SFS[D(3,1)(2,1)] gLLAQbcdeeffebklmsf SFS[D(3,1)(2,1)] gLLAQbddeeffakktxng SFS[D(3,1)(2,1)] gLLAQbcedeffdndrhvf toroidal gLLAQbcedeffdvmrpnv SFS[D(3,1)(2,1)] gLLAQbddeeffasktxng SFS[D(3,1)(2,1)] gLLAQbcedeffdwifhvf SFS[D(3,1)(2,1)] gLLAQbcedeffdgmrpnv reducible gLLAQbddeeffawftpng SFS[D(3,1)(2,1)] gLLAQbcedefftserasv toroidal gLLAQbcedeffaserasv SFS[D(2,1)(2,1)] gLLAQbcedefflserasv SFS[D(2,1)(2,1)] gLLAQbcdeeffhwkiugv SFS[D(2,1)(2,1)] gLLAQbcedefftsxrugv SFS[D(2,1)(2,1)] gLLAQbcdeeffarkiugv SFS[D(2,1)(2,1)] gLLAQbcedeffdnqribf SFS[D(2,1)(2,1)] gLLAQbcedeffhwlfibf SFS[D(2,1)(2,1)] gLLAQbcdeefftkkmlof SFS[D(3,1)(2,1)] gLLMQbdedeffpgefmrf SFS[D(3,1)(2,1)] gLLAQbcedefftjhflof SFS[D(3,1)(2,1)] gLLAQbcedefftgtrlof reducible gLLAQbcedefftotrlof SFS[D(3,1)(2,1)] gLLAQbcdeefftskmlof toroidal gLLAQbcdeeffaskmlof SFS[D(2,1)(2,1)] gLLAQbcdeefflskmlof SFS[D(2,1)(2,1)] gLLAQbcdeefftbkmlof SFS[D(3,1)(2,1)] gLLAQbcedeffdntrlof SFS[D(2,1)(2,1)] gLLMQbddeeffxnradkg SFS[D(3,1)(2,1)] gLLAQbcedeffdnarhvf SFS[D(2,1)(2,1)] gLLAQbcedefftsarasv SFS[D(2,1)(2,1)] gLLAQbddeeffarkthng SFS[D(2,1)(2,1)] gLLAQbddeeffanrtung SFS[D(2,1)(2,1)] gLLAQbddeeffxnredkg SFS[D(2,1)(2,1)] gLLAQccdeeffhwvlikv SFS[D(2,1)(2,1)] gLLAQbcedeffdnqopnv SFS[D(2,1)(2,1)] gLLAQbcedefftsuflof SFS[D(2,1)(2,1)] gLLMQbddeeffxvramkg reducible gLLAQbddeeffakgtung SFS[D(2,1)(2,1)] gLLAQbddeeffawcthng SFS[D(2,1)(2,1)] gLLAQbddeeffxkgedkg SFS[D(2,1)(2,1)] gLLAQbcedeffdnerhvf SFS[D(2,1)(2,1)] gLLAQbcedefftsdrasv SFS[D(2,1)(2,1)] gLLAQcdceeffhkrlikv SFS[D(2,1)(2,1)] gLLMQbddeeffhgbehgg reducible gLLAQbddeeffajgtdng SFS[D(3,1)(2,1)] gLLAQbcedeffdganhvf reducible gLLAQbcedeffdwavpnv SFS[D(3,1)(2,1)] gLLAQbddeeffargtdng SFS[D(3,1)(2,1)] gLLAQbddeeffabctqng reducible gLLAQbcdeeffebbixov SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbupnv SFS[D(3,1)(2,1)] gLLAQbddeeffanottng SFS[D(3,1)(2,1)] gLLAQbcedeffdvanhvf SFS[D(3,1)(2,1)] gLLAQbcedeffdnpopnv toroidal gLLAQbcdeefftkbpasv SFS[D(3,1)(2,1)] gLLAQbcedefftgaoasv reducible gLLAQbddeeffpwgdqgg SFS[D(3,1)(2,1)] gLLAQbcedefftjuvasv SFS[D(3,1)(2,1)] gLLAQbcdeefftsbpasv toroidal gLLAQbcdeeffasbpasv SFS[D(2,1)(2,1)] gLLAQbcdeefflsbpasv SFS[D(2,1)(2,1)] gLLAQbcdeefftbbpasv SFS[D(3,1)(2,1)] gLLAQbcedefftoaoasv SFS[D(3,1)(2,1)] gLLAQbcedeffhwpvugv SFS[D(2,1)(2,1)] gLLAQbcedeffdnuougv SFS[D(2,1)(2,1)] gLLAQbcdeeffarsuibf SFS[D(2,1)(2,1)] gLLAQbcedefftspnibf SFS[D(2,1)(2,1)] gLLAQbcedeffdnaoasv SFS[D(2,1)(2,1)] gLLAQbcedeffdnmopnv SFS[D(2,1)(2,1)] gLLAQbcdeeffhwsuibf SFS[D(2,1)(2,1)] gLLAQbcedefftsunlof toroidal gLLAQbcedeffasunlof SFS[D(2,1)(2,1)] gLLAQbcedefflsunlof SFS[D(2,1)(2,1)] gLLAQbcedefftstnlof SFS[D(2,1)(2,1)] gLLAQbcedefftsanhvf SFS[D(2,1)(2,1)] gLLMQbddeeffhrbeqgg SFS[D(3,1)(2,1)] gLLAQbcedefftsekdwb SFS[D(2,1)(2,1)] gLLAQbddeeffabkaxng reducible gLLAQbcdeeffdfkxdvf SFS[D(3,1)(2,1)] gLLAQbcdeeffebklesf SFS[D(3,1)(2,1)] gLLAQbddeeffakkaxng SFS[D(3,1)(2,1)] gLLAQbcedeffdndrdvf toroidal gLLAQbcedeffdvmrdnv SFS[D(3,1)(2,1)] gLLAQbddeeffaskaxng SFS[D(3,1)(2,1)] gLLAQbcedeffdwifdvf SFS[D(3,1)(2,1)] gLLAQbcedeffdgmrdnv reducible gLLAQbddeeffawfapng SFS[D(3,1)(2,1)] gLLAQbcedefftsertsv toroidal gLLAQbcedeffasertsv SFS[D(2,1)(2,1)] gLLAQbcedefflsertsv SFS[D(2,1)(2,1)] gLLAQbcdeeffhwkiqgv SFS[D(2,1)(2,1)] gLLAQbcedefftsxrqgv SFS[D(2,1)(2,1)] gLLAQbcdeeffarkiqgv SFS[D(2,1)(2,1)] gLLAQbcedeffdnqrqbf SFS[D(2,1)(2,1)] gLLAQbcedeffhwlfqbf SFS[D(2,1)(2,1)] gLLAQbcdeefftkkmtof SFS[D(3,1)(2,1)] gLLMQbdedeffpgafmrf SFS[D(3,1)(2,1)] gLLAQbcedefftjhftof SFS[D(3,1)(2,1)] gLLAQbcedefftgtrtof reducible gLLAQbcedefftotrtof SFS[D(3,1)(2,1)] gLLAQbcdeefftskmtof toroidal gLLAQbcdeeffaskmtof SFS[D(2,1)(2,1)] gLLAQbcdeefflskmtof SFS[D(2,1)(2,1)] gLLAQbcdeefftbkmtof SFS[D(3,1)(2,1)] gLLAQbcedeffdntrtof SFS[D(2,1)(2,1)] gLLMQbddeeffxnridkg SFS[D(3,1)(2,1)] gLLAQbcedeffdnardvf SFS[D(2,1)(2,1)] gLLAQbcedefftsartsv SFS[D(2,1)(2,1)] gLLAQbddeeffarkahng SFS[D(2,1)(2,1)] gLLAQbddeeffanraung SFS[D(2,1)(2,1)] gLLAQbddeeffxnrxdkg SFS[D(2,1)(2,1)] gLLAQccdeeffhwvlukv SFS[D(2,1)(2,1)] gLLAQbcedeffdnqodnv SFS[D(2,1)(2,1)] gLLAQbcedefftsuftof SFS[D(2,1)(2,1)] gLLMQbddeeffxvrimkg reducible gLLAQbddeeffakgaung SFS[D(2,1)(2,1)] gLLAQbddeeffawcahng SFS[D(2,1)(2,1)] gLLAQbddeeffxkgxdkg SFS[D(2,1)(2,1)] gLLAQbcedeffdnerdvf SFS[D(2,1)(2,1)] gLLAQbcedefftsdrtsv SFS[D(2,1)(2,1)] gLLAQcdceeffhkrlukv SFS[D(2,1)(2,1)] gLLMQbddeeffhgbuhgg reducible gLLAQbddeeffajgadng SFS[D(3,1)(2,1)] gLLAQbcedeffdgandvf reducible gLLAQbcedeffdwavdnv SFS[D(3,1)(2,1)] gLLAQbddeeffargadng SFS[D(3,1)(2,1)] gLLAQbddeeffabcaqng reducible gLLAQbcdeeffebbieov SFS[D(3,1)(2,1)] gLLAQbcdeeffdfbudnv SFS[D(3,1)(2,1)] gLLAQbddeeffanoatng SFS[D(3,1)(2,1)] gLLAQbcedeffdvandvf SFS[D(3,1)(2,1)] gLLAQbcedeffdnpodnv toroidal gLLAQbcdeefftkbptsv SFS[D(3,1)(2,1)] gLLAQbcedefftgaotsv reducible gLLAQbddeeffpwgpqgg SFS[D(3,1)(2,1)] gLLAQbcedefftjuvtsv SFS[D(3,1)(2,1)] gLLAQbcdeefftsbptsv toroidal gLLAQbcdeeffasbptsv SFS[D(2,1)(2,1)] gLLAQbcdeefflsbptsv SFS[D(2,1)(2,1)] gLLAQbcdeefftbbptsv SFS[D(3,1)(2,1)] gLLAQbcedefftoaotsv SFS[D(3,1)(2,1)] gLLAQbcedeffhwpvqgv SFS[D(2,1)(2,1)] gLLAQbcedeffdnuoqgv SFS[D(2,1)(2,1)] gLLAQbcdeeffarsuqbf SFS[D(2,1)(2,1)] gLLAQbcedefftspnqbf SFS[D(2,1)(2,1)] gLLAQbcedeffdnaotsv SFS[D(2,1)(2,1)] gLLAQbcedeffdnmodnv SFS[D(2,1)(2,1)] gLLAQbcdeeffhwsuqbf SFS[D(2,1)(2,1)] gLLAQbcedefftsuntof toroidal gLLAQbcedeffasuntof SFS[D(2,1)(2,1)] gLLAQbcedefflsuntof SFS[D(2,1)(2,1)] gLLAQbcedefftstntof SFS[D(2,1)(2,1)] gLLAQbcedefftsandvf SFS[D(2,1)(2,1)] gLLMQbddeeffhrbuqgg SFS[D(3,1)(2,1)] gLLAQbddeeffpcfplog m015(0,0) gLLAQbddeeffxvrxlrg SFS[D(3,1)(3,2)] gLLAQbddeeffxrrxlrg m007(0,0) gLLAQbddeeffxjrxlrg m010(0,0) gLLAQbddeeffakbambg SFS[D(5,2)(2,1)] gLLAQbddeeffajrambg toroidal gLLAQbddeeffarrambg SFS[D(5,2)(2,1)] gLLAQbddeeffhgbuevg reducible gLLAQbcdeeffpjflqkv m004(0,0) gLLAQbddeeffxvrdtcg SFS[D(3,1)(3,1)] gLLAQbcdeeffeboahbb SFS[D(2,1)(2,1)] gLLAQbcedeffxvpbhbb SFS[D(2,1)(2,1)] gLLAQbddeeffxsbxlrg SFS[D(4,1)(2,1)] gLLAQbddeeffpsnppog SFS[D(4,1)(2,1)] gLLAQbddeeffxwnxxrg SFS[D(5,2)(2,1)] gLLAQbcedeffaomrdrf SFS[D(2,1)(2,1)] gLLAQbcdeeffacriqrb SFS[D(2,1)(2,1)] gLLAQbcdeeffxorphbb SFS[D(3,1)(3,2)] gLLAQbcdeeffxgrphbb SFS[D(3,1)(3,1)] gLLAQbcdeeffxcjuhjf toroidal gLLAQbcdeeffxcrqunb SFS[D(3,1)(3,2)] gLLAQbcdeeffxcrmejb SFS[D(3,1)(3,1)] gLLAQbddeeffpcbpaog SFS[D(5,2)(2,1)] gLLAQbddeeffxfbxdrg SFS[D(4,1)(2,1)] gLLAQbddeeffafbaubg toroidal gLLAQbcdeeffeccuebv SFS[D(3,1)(3,1)] gLLAQbcdeeffdbcqdfv m007(0,0) gLLAQbcdeeffmccuebv SFS[D(3,1)(3,2)] gLLAQbcdeeffxccuebv reducible gLLAQbcedeffhnagqrb SFS[D(3,1)(3,1)] gLLAQbcdeeffxccxhnv toroidal gLLAQbcdeeffxrwdhnv SFS[D(3,1)(3,2)] gLLAQbddeeffxsjxurg m007(0,0) gLLAQbddeeffpfjpqog m015(0,0) gLLAQbddeeffxwbxhrg m010(0,0) gLLAQbddeeffxvnxerg SFS[D(3,1)(3,2)] gLLAQbcdeeffpjgpqff m004(0,0) gLLAQbddeeffxnbxprg m009(0,0) gLLAQbddeeffakbatbg SFS[D(4,1)(2,1)] gLLAQbddeeffajnambg SFS[D(5,2)(2,1)] gLLAQbddeeffarnambg SFS[D(4,1)(2,1)] gLLAQbcdeefferwlebv m004(0,0) gLLAQbcdeeffdowxdfv m015(0,0) gLLAQbcdeeffxccpujv SFS[A(3,1)] gLLAQbcdeeffaccidfv T2xI gLLAQbddeeffmvndtcg m004(0,0) gLLAQccdeeffivvxlsv SFS[D(4,1)(2,1)] gLLAQbcdeeffakjmqff SFS[D(4,1)(2,1)] gLLAQbddeeffpkkptog m015(0,0) gLLAQbddeeffxfrxurg m009(0,0) gLLAQcdceeffiokiigv m004(0,0) gLLMQbddeeffxvrxerg SFS[A(3,1)] gLLAQbcedeffhbactkf SFS[D(3,1)(3,2)] gLLMQbdedeffhgujdbf reducible gLLAQbddeeffpkgptog SFS[D(4,1)(2,1)] gLLAQbddeeffxjgxhrg SFS[D(5,2)(2,1)] gLLAQbddeeffxrgxhrg SFS[D(4,1)(2,1)] gLLAQcdceeffaojllsv SFS[D(5,2)(2,1)] gLLMQbdedeffajasqof toroidal gLLMQbdedeffarasqof SFS[D(5,2)(2,1)] gLLMQbddeeffavouqvg SFS[D(2,1)(2,1)] gLLAQbcdeeffdfoutfb SFS[D(7,2)(2,1)] gLLAQbcdeeffeboihbb SFS[D(5,1)(2,1)] gLLMQbddeeffabgutvg SFS[D(2,1)(2,1)] gLLAQbddeeffakbuqvg SFS[D(5,2)(2,1)] gLLAQbddeeffasbuqvg toroidal gLLAQbddeeffawnutvg SFS[D(5,2)(2,1)] gLLAQbddeeffpsnpqog m004(0,0) gLLAQbddeeffpkjptog m004(0,0) gLLAQbddeeffpgbpdog SFS[D(3,1)(3,2)] gLLAQbddeeffdgbpdog SFS[D(3,1)(3,1)] gLLAQbddeeffhgbpdog toroidal gLLAQbcdeefftscatrv m007(0,0) gLLAQbcdeeffascatrv toroidal gLLAQbcdeefflscatrv SFS[D(3,1)(3,1)] gLLAQbddeeffxkbxerg m010(0,0) gLLAQbddeeffekbxerg m007(0,0) gLLAQbddeeffmkbxerg SFS[D(3,1)(3,2)] gLLAQcdceeffaojhhnv SFS[D(4,1)(2,1)] gLLAQbcdeeffdocudrf m015(0,0) gLLAQbcdeeffercienf m004(0,0) gLLMQbdedeffajaseof SFS[D(5,2)(2,1)] gLLMQbdedeffaraseof SFS[D(4,1)(2,1)] gLLAQbcedeffdfaftkf SFS[D(2,1)(2,1)] gLLAQbddeefftvkptog SFS[D(7,2)(2,1)] gLLAQbddeefflvkptog toroidal gLLAQccdeeffqfvllsv T2xI gLLPQbddeeffdwgaivc SFS[D(8,3)(2,1)] gLLAQbcdeeffajrudrf SFS[D(4,1)(2,1)] gLLPQbddeeffevgdqsc toroidal gLLPQbddeeffdkgaivc SFS[D(7,3)(2,1)] gLLPQbddeeffejgdqsc SFS[D(8,3)(2,1)] gLLAQbcdeeffarvidkb SFS[D(5,2)(2,1)] gLLAQccdeeffpkvqlsv SFS[D(4,1)(2,1)] gLLMQbddeeffavgaibg T2xI gLLMQbddeeffabcambg SFS[D(2,1)(2,1)] gLLPQbddeefflvgaivc SFS[D(5,1)(2,1)] gLLPQbddeefflvratvc SFS[D(7,2)(2,1)] gLLAQbcedeffababqrb SFS[D(2,1)(2,1)] gLLAQbcdeeffaooatfb SFS[D(2,1)(2,1)] gLLAQbcedeffhgabqrb SFS[D(2,1)(2,1)] gLLAQbddeefftvgptog SFS[D(2,1)(2,1)] gLLMQbddeeffhgcpdog SFS[D(3,1)(3,1)] gLLAQbcdeeffxcoxejb SFS[D(3,1)(3,1)] gLLMQbddeeffhggutvg toroidal gLLAQbddeeffabbpdog SFS[D(2,1)(2,1)] gLLAQbddeeffavjptog SFS[D(2,1)(2,1)] gLLAQbddeefftvjptog SFS[D(5,1)(2,1)] gLLAQbddeefflvjptog SFS[D(7,2)(2,1)] gLLAQbcdeeffacjadrf T2xI gLLMQbddeeffmkcxqrg m004(0,0) gLLAQbcedeffhgtbdkb toroidal gLLAQbcdeefftsfitrv m015(0,0) gLLAQbcdeeffasfitrv SFS[D(4,1)(2,1)] gLLAQbcdeefflsfitrv m004(0,0) gLLAQbcedeffabmvqkv toroidal gLLAQbcedeffhbmkqkv toroidal gLLAQbcdeeffxcruunb reducible gLLAQbddeeffxsfxlrg SFS[D(5,2)(2,1)] gLLAQbddeeffpsrppog SFS[D(5,2)(2,1)] gLLAQbddeeffxwrxxrg toroidal gLLAQbddeeffajrahbg SFS[D(5,2)(2,1)] gLLAQbddeeffakfambg SFS[D(4,1)(2,1)] gLLAQbddeeffarrahbg SFS[D(4,1)(2,1)] gLLAQbddeeffhgfuevg SFS[D(3,1)(3,2)] gLLAQbcedeffabtfqff toroidal gLLAQbcedeffxkhfubf SFS[D(4,1)(2,1)] gLLAQbcedeffhgmvqkv toroidal gLLAQbcdeeffargidkb SFS[D(4,1)(2,1)] gLLAQbcdeeffxgrhhbb toroidal gLLAQbcdeeffxorhhbb m007(0,0) gLLAQbcdeeffxckuhjf SFS[D(3,1)(3,1)] gLLAQbcdeeffpjftqkv SFS[D(4,1)(2,1)] gLLAQbddeeffxrrxqrg toroidal gLLAQbddeeffpcfpaog SFS[D(4,1)(2,1)] gLLAQbddeeffxvrxqrg SFS[D(3,1)(3,1)] gLLAQbddeeffxjrxqrg m007(0,0) gLLAQbcdeefftonqqrb m004(0,0) gLLAQbcdeeffaonqqrb SFS[D(4,1)(2,1)] gLLAQbcdeefflonqqrb m015(0,0) gLLAQbcdeeffakrhtfb SFS[D(4,1)(2,1)] gLLAQbcdeeffhwgidkb toroidal gLLAQbcdeeffaorqqrb SFS[D(5,2)(2,1)] gLLAQbcdeeffabrxqrb SFS[D(4,1)(2,1)] gLLAQbcedeffxoufhbb SFS[D(5,2)(2,1)] gLLAQbcdeeffmbrahbb SFS[D(5,2)(2,1)] gLLAQbcdeeffxbrahbb toroidal gLLAQbcdeeffaofqdfv SFS[D(4,1)(2,1)] gLLAQbddeeffxvrdmcg reducible gLLAQbcdeeffxcreejb SFS[D(3,1)(3,2)] gLLAQbcdeeffebopunb SFS[D(2,1)(2,1)] gLLAQbddeeffpfgppog SFS[D(5,2)(2,1)] gLLAQbddeeffxbgxxrg SFS[D(4,1)(2,1)] gLLAQbcdeeffakchqkv SFS[D(4,1)(2,1)] gLLAQbddeeffpfguuvg SFS[D(4,1)(2,1)] gLLAQbcdeeffakohtfb SFS[D(5,2)(2,1)] gLLAQbcdeefflkohtfb SFS[D(4,1)(2,1)] gLLAQbddeeffhggaabg T2xI gLLAQbcdeefftbohtfb SFS[D(7,3)(2,1)] gLLAQbcdeefflbohtfb SFS[D(8,3)(2,1)] gLLAQbcdeefftsohtfb SFS[D(8,3)(2,1)] gLLAQbcdeeffajoxdfv SFS[D(4,1)(2,1)] gLLAQbcdeefflsohtfb toroidal gLLAQbcdeeffdfohtfb toroidal gLLAQbcdeeffebomhbb SFS[D(7,2)(2,1)] gLLAQbddeeffpsnpmog m015(0,0) gLLAQbddeeffxbbxqrg m009(0,0) gLLAQcdceeffakvhhnv toroidal gLLAQbcdeeffdbjldrf m007(0,0) gLLAQbcdeeffecjpenf SFS[D(3,1)(3,1)] gLLAQbcdeeffxcjpenf reducible gLLAQbcdeeffmcjpenf SFS[D(3,1)(3,2)] gLLAQbddeeffpsnaebg m004(0,0) gLLAQbddeeffhgbahbg SFS[A(3,1)] gLLMQbddeeffavjaubg SFS[D(2,1)(2,1)] gLLAQbcdeeffdfoidkb SFS[D(7,2)(2,1)] gLLAQbcdeeffeboqejb SFS[D(5,1)(2,1)] gLLMQbddeeffabbahbg T2xI gLLAQbcdeeffhkgpqrb toroidal gLLAQbcdeeffmjgxunb SFS[D(5,2)(2,1)] gLLAQbcdeeffhjnuqrb SFS[D(5,2)(2,1)] gLLAQbddeeffxrgxdrg SFS[D(5,2)(2,1)] gLLAQbddeeffpkgpaog SFS[D(5,2)(2,1)] gLLAQbddeeffxjgxdrg toroidal gLLAQbcdeeffhkfpqrb SFS[D(5,2)(2,1)] gLLAQbcdeeffmjfxunb SFS[D(4,1)(2,1)] gLLAQbcdeeffxgriunb toroidal gLLAQbcdeeffhjruqrb SFS[D(4,1)(2,1)] gLLAQbcdeeffmvfxunb m015(0,0) gLLAQbcdeeffhvbmtrv m007(0,0) gLLAQbcdeeffmrfxunb m004(0,0) gLLAQbcdeeffxcriunb SFS[D(3,1)(3,1)] gLLAQbcdeeffpkkpdfv SFS[D(5,2)(2,1)] gLLAQbcdeeffxjkxebv SFS[D(4,1)(2,1)] gLLAQbcdeeffhkkpdfv toroidal gLLAQbcdeeffmjkxebv SFS[D(5,2)(2,1)] gLLAQbcdeeffpjfudfv SFS[D(4,1)(2,1)] gLLAQbcdeeffhjfudfv SFS[D(5,2)(2,1)] gLLAQbddeeffhoruqvg SFS[D(4,1)(2,1)] gLLAQbddeeffhoguhvg toroidal gLLAQbddeeffpcfudvg SFS[D(4,1)(2,1)] gLLAQbddeeffhcfudvg SFS[D(5,2)(2,1)] gLLAQbddeeffhgcuevg SFS[D(3,1)(3,1)] gLLAQbddeeffhcouuvg m007(0,0) gLLAQbddeeffxrgdqcg SFS[D(5,2)(2,1)] gLLAQbddeeffmrgdqcg SFS[D(4,1)(2,1)] gLLAQbddeeffpkgaibg SFS[D(5,2)(2,1)] gLLAQbddeeffxjgdqcg toroidal gLLAQbddeeffhkgaibg SFS[D(4,1)(2,1)] gLLAQbddeeffmjgdqcg SFS[D(5,2)(2,1)] gLLAQbddeeffmkcdtcg m004(0,0) gLLAQbddeeffmfoddcg m015(0,0) gLLMQbdedeffhgujibf SFS[D(3,1)(3,2)] gLLAQbcdeeffpjghqff SFS[D(4,1)(2,1)] gLLAQbddeeffxvoxerg SFS[D(3,1)(3,1)] gLLAQbddeeffxwcxhrg m007(0,0) gLLAQbddeeffxsgxurg toroidal gLLAQbddeeffpfgpqog SFS[D(4,1)(2,1)] gLLMQbdedeffajabqof SFS[D(5,2)(2,1)] gLLAQcdceeffakjllsv SFS[D(4,1)(2,1)] gLLMQbdedeffarabqof SFS[D(4,1)(2,1)] gLLMQbddeeffhgbpdog reducible gLLAQbcdeeffaogldrf SFS[D(4,1)(2,1)] gLLAQbcdeeffxgrdhbb m007(0,0) gLLMQbddeeffasfuqvg SFS[D(5,2)(2,1)] gLLMQbddeeffawrutvg SFS[D(4,1)(2,1)] gLLAQbcdeeffxordhbb m010(0,0) gLLAQbcdeeffhnratfb m009(0,0) gLLMQbddeeffakfuqvg SFS[D(4,1)(2,1)] gLLAQbcdeeffdofutfb m015(0,0) gLLAQbcdeefferfihbb m004(0,0) gLLAQbcdeeffpjgqtkf m004(0,0) gLLAQbcdeeffxcguhjf SFS[D(3,1)(3,2)] gLLMQbdedeffhgujxbf SFS[D(3,1)(3,1)] gLLAQcdceeffqwbxlsv m007(0,0) gLLMQbdedeffhvufqbf SFS[D(4,1)(2,1)] gLLMQbdedeffhvujxbf toroidal gLLMQbdedeffpfufqbf SFS[D(4,1)(2,1)] gLLMQbdedeffhfufqbf SFS[D(5,2)(2,1)] gLLAQbcdeeffpjfaqkv m015(0,0) gLLAQbddeeffajruqvg toroidal gLLAQbcdeeffxvkiujv m009(0,0) gLLAQbddeeffanfudvg SFS[D(5,2)(2,1)] gLLAQbddeeffarruqvg SFS[D(5,2)(2,1)] gLLAQbcdeeffpjgdqff m015(0,0) gLLAQbddeeffxrrxerg SFS[D(3,1)(3,1)] gLLAQbddeeffpcfptog m004(0,0) gLLAQbddeeffpwrpdog SFS[D(3,1)(3,2)] gLLAQbddeeffdwrpdog m007(0,0) gLLAQbddeeffhwrpdog m010(0,0) gLLAQbcdeefftjkatrv SFS[D(3,1)(3,1)] gLLAQbcdeeffajkatrv toroidal gLLAQbcdeeffljkatrv m007(0,0) gLLAQbddeeffevrxerg SFS[D(3,1)(3,1)] gLLAQbddeeffmvrxerg SFS[D(3,1)(3,2)] gLLAQbddeeffxwfxhrg SFS[D(3,1)(3,2)] gLLAQbddeeffxskxurg SFS[D(3,1)(3,1)] gLLAQbddeeffxjrxerg SFS[D(3,1)(3,2)] gLLAQbcdeefftofptrv m004(0,0) gLLAQbcdeeffaofptrv SFS[D(4,1)(2,1)] gLLAQbcdeefflofptrv m015(0,0) gLLAQbddeeffpfkpqog m004(0,0) gLLAQbcdeeffmjsmenf SFS[D(5,2)(2,1)] gLLAQbcdeeffxjsmenf SFS[D(4,1)(2,1)] gLLAQbcdeeffhkshdrf toroidal gLLAQbcdeeffpkshdrf SFS[D(5,2)(2,1)] gLLAQbcdeeffhjgtdrf SFS[D(5,2)(2,1)] gLLAQbcdeeffpjgtdrf SFS[D(4,1)(2,1)] gLLMQbddeeffhgfpdog SFS[D(3,1)(3,2)] gLLMQbddeeffxfrxurg m009(0,0) gLLAQbcdeeffagrpdkb SFS[D(4,1)(2,1)] gLLMQbddeeffhcrpqog m010(0,0) gLLMQbddeeffhokptog m007(0,0) gLLAQbcdeeffaogtdrf SFS[D(5,2)(2,1)] gLLMQbddeeffpkkptog m015(0,0) gLLAQbcdeeffavgpqrb SFS[D(4,1)(2,1)] gLLAQbcdeeffaonuqrb SFS[D(5,2)(2,1)] gLLAQbcedeffhbastkf reducible gLLAQbcdeeffxrodhnv m007(0,0) gLLAQbcdeeffxcbxhnv SFS[D(3,1)(3,1)] gLLAQbcedeffhnegqrb toroidal gLLAQbcdeeffxcnxejb SFS[D(3,1)(3,2)] gLLAQbcdeeffavfpqrb SFS[D(5,2)(2,1)] gLLMQbddeeffhrrutvg m009(0,0) gLLAQbcdeeffaoruqrb toroidal gLLAQbcdeefftsnxqrb m015(0,0) gLLAQbcdeeffajfpqrb SFS[D(4,1)(2,1)] gLLAQbcdeefflsnxqrb m004(0,0) gLLAQbcdeeffabnxqrb SFS[D(5,2)(2,1)] gLLAQbcdeeffhvkptkf m007(0,0) gLLAQbcedeffhbartkf SFS[D(3,1)(3,1)] gLLAQbcedeffxoughbb SFS[D(4,1)(2,1)] gLLAQbcedeffhnqgtfb toroidal gLLAQbcdeeffmknahbb m015(0,0) gLLAQbcdeeffmsnahbb m004(0,0) gLLAQbcdeeffmbnahbb SFS[D(4,1)(2,1)] gLLAQbcdeeffxbnahbb SFS[D(5,2)(2,1)] gLLAQbddeeffxrrdhcg m007(0,0) gLLAQbddeeffpcfaqbg m015(0,0) gLLAQbddeeffxjrdhcg m010(0,0) gLLAQbcdeeffavkpdfv SFS[D(4,1)(2,1)] gLLAQbddeeffhkratbg m009(0,0) gLLAQbcdeeffaofudfv SFS[D(5,2)(2,1)] gLLAQbddeeffxvrdhcg SFS[D(3,1)(3,2)] gLLAQbcdeeffpjfptrv m004(0,0) gLLAQbddeeffarrpdog SFS[D(4,1)(2,1)] gLLAQbcdeeffhokatrv m009(0,0) gLLAQbcdeeffxrkdhnv m010(0,0) gLLAQbcdeeffxcfxhnv SFS[D(3,1)(3,2)] gLLAQbcedeffhndgqrb m007(0,0) gLLAQbddeeffajrpdog SFS[D(5,2)(2,1)] gLLAQbddeeffanfptog SFS[D(4,1)(2,1)] gLLAQbddeefftnfptog m004(0,0) gLLAQbddeefflnfptog m015(0,0) gLLMQbddeeffpcbpaog SFS[D(5,2)(2,1)] gLLMQbddeeffxfbxdrg SFS[D(4,1)(2,1)] gLLMQbddeeffhcbpaog toroidal gLLMQbddeeffmfbxdrg SFS[D(5,2)(2,1)] gLLMQbddeeffmvnxqrg m004(0,0) gLLMQbddeeffhonpiog SFS[D(5,2)(2,1)] gLLMQbddeeffmrnxqrg SFS[D(4,1)(2,1)] gLLAQcdceeffdwvqlsv m015(0,0) gLLAQbcdeeffxgrxejb SFS[D(3,1)(3,1)] gLLAQbcdeeffxrfdejb SFS[D(3,1)(3,2)] gLLMQbddeeffafbaubg toroidal gLLPQbddeefflfvapvc SFS[D(3,1)(3,1)] gLLPQbddeefflfkatvc m007(0,0) gLLAQbcdeeffdbrpdkb m007(0,0) gLLAQbcdeeffpbrpdkb SFS[D(3,1)(3,2)] gLLAQbcdeeffhbrpdkb m010(0,0) gLLAQbcdeeffecrxejb SFS[D(3,1)(3,1)] gLLAQbcdeeffmcrxejb SFS[D(3,1)(3,2)] gLLAQbcedeffhntgdkb SFS[D(3,1)(3,1)] gLLAQbcdeeffhvnmdkb SFS[D(3,1)(3,2)] gLLAQbcdeeffxcrxljb reducible gLLAQbcdeeffdfohmfb SFS[D(2,1)(2,1)] gLLAQbcdeefflsohmfb SFS[D(2,1)(2,1)] gLLAQbddeefflvkdtog SFS[D(2,1)(2,1)] gLLPQbddeeffevgtqsc SFS[D(2,1)(2,1)] gLLAQbddeefflvkhtog SFS[D(2,1)(2,1)] gLLPQbddeeffevgqqsc SFS[D(2,1)(2,1)] gLLAQbcdeeffhwgiikb SFS[D(3,1)(2,1)] gLLAQbcdeefflsohhfb SFS[D(2,1)(2,1)] gLLAQbcdeeffdfohhfb SFS[D(2,1)(2,1)] gLLAQbcdeeffhwgixkb SFS[D(3,1)(2,1)] gLLAQbcdeeffxcrxqjb reducible gLALQbbcdfffpugkxaa toroidal gLALQbbcdfffdegkplx SFS[A(2,1)] gLALQbbcdfffatsjqtd T2xI gLALQbbcdfffadjkplx T2xI gLALQbbcdfffpugkxxe SFS[A(3,1)] gLALQbbcdfffpugkxdx toroidal gLALQbbcdfffpugkxix toroidal gLALQbbcdfffpugkxxm SFS[A(3,1)] gLALQbbcdfffpugkqqx SFS[A(2,1)] gLALQbbcdfffpugkuxx toroidal gLALQbbcdfffaifnttu toroidal gLALQbbcdfffamfnttu toroidal gLALQbbcdfffaqonttu toroidal gLALQbbcdfffaqkjqmp SFS[D(2,1)(2,1)] gLALQbbcdfffaifnxtu toroidal gLALQbbcdfffamfnxtu toroidal gLALQbbcdfffaicjqmp SFS[D(3,1)(2,1)] gLALQbbcdfffamcjqmp SFS[D(3,1)(2,1)] gLALQbbcdfffddfjqmp reducible gLALQbbcdfffddbnxtu reducible gLALQbbcdfffhhcjqmp reducible gLALQbbcdfffaqonxtu toroidal gLALQbbcdfffaifnutu toroidal gLALQbbcdfffamfnutu toroidal gLALQbbcdfffaqonutu toroidal gLALQbbcdfffpugkhxh toroidal gLALQbbcdfffpugktxx toroidal gLALQbbcffefpugqqja toroidal gLALQbbcffefdegltjt toroidal gLALQbbcffefadjltkt SFS[A(3,1)] gLALQbbcffefadjltjt SFS[A(3,1)] gLALQbbcffefpugeeke SFS[A(3,1)] gLALQbbcffefpugaika toroidal gLALQbbcffefpugaija toroidal gLALQbbcffefpugddkd SFS[A(3,1)] gLALQbbcffefxawiajm SFS[D(3,1)(2,1)] gLALQbbcffefddkiikm SFS[D(3,1)(3,1)] gLALQbbcffefddkiajm SFS[D(3,1)(3,2)] gLALQbbcffeflagiikm SFS[D(3,1)(3,2)] gLALQbbcffeflagiajm SFS[D(3,1)(3,1)] gLALQbbcffefaigiajm SFS[D(3,1)(3,2)] gLALQbbcffefaigiikm SFS[D(3,1)(3,1)] gLALQbbcffefaqriajm SFS[D(3,1)(2,1)] gLALQbbcffefhhgiajm SFS[D(3,1)(2,1)] gLALQbbcffefxawiakm SFS[D(3,1)(2,1)] gLALQbbcffefddkiakm SFS[D(3,1)(3,1)] gLALQbbcffefddkiijm SFS[D(3,1)(3,2)] gLALQbbcffeflagiakm SFS[D(3,1)(3,2)] gLALQbbcffeflagiijm SFS[D(3,1)(3,1)] gLALQbbcffefaigiijm SFS[D(3,1)(3,2)] gLALQbbcffefaigiakm SFS[D(3,1)(3,1)] gLALQbbcffefaqriakm SFS[D(3,1)(2,1)] gLALQbbcffefhhgiakm SFS[D(3,1)(2,1)] gLALQbbcffefxawimjm toroidal gLALQbbcffefddkimkm toroidal gLALQbbcffefddkimjm toroidal gLALQbbcffeflagimkm toroidal gLALQbbcffeflagimjm toroidal gLALQbbcffefaigimjm reducible gLALQbbcffefaigimkm reducible gLALQbbcffefaqrimjm reducible gLALQbbcffefhhgimjm toroidal gLALQbbcffefpugqqka SFS[A(2,1)] gLALQbbcffefpugeeje toroidal gLALQbbcffefpugahjh toroidal gLALQbbcffefpugddjd toroidal gLALQbbcdfffpugrqqx toroidal gLALQbbcdfffdegrplx toroidal gLALQbbcdfffatsnqtd SFS[A(2,1)] gLALQbbcdfffadjrplx SFS[A(2,1)] gLALQbbcdfffaqknqmp toroidal gLALQbbcdfffaifjxtu toroidal gLALQbbcdfffamfjxtu toroidal gLALQbbcdfffaicnqmp toroidal gLALQbbcdfffamcnqmp toroidal gLALQbbcdfffddfnqmp reducible gLALQbbcdfffddbjxtu reducible gLALQbbcdfffhhcnqmp reducible gLALQbbcdfffaqojxtu toroidal gLALQbbcdfffpugruxx SFS[A(3,1)] gLALQbbcdfffpugrxix toroidal gLALQbbcdfffpugrxdx toroidal gLALQbbcdfffpugrtxx SFS[A(3,1)] gLALQbbcdfffpugrxaa SFS[A(2,1)] gLALQbbcdfffaqknmmp SFS[D(2,1)(2,1)] gLALQbbcdfffaifjttu toroidal gLALQbbcdfffamfjttu toroidal gLALQbbcdfffaicnmmp SFS[D(3,1)(2,1)] gLALQbbcdfffamcnmmp SFS[D(3,1)(2,1)] gLALQbbcdfffddfnmmp SFS[D(3,1)(2,1)] gLALQbbcdfffddbjttu SFS[D(3,1)(2,1)] gLALQbbcdfffhhcnmmp SFS[D(2,1)(2,1)] gLALQbbcdfffaqojttu toroidal gLALQbbcdfffpugrxxe toroidal gLALQbbcdfffaqknpmp SFS[D(2,1)(2,1)] gLALQbbcdfffaifjutu toroidal gLALQbbcdfffamfjutu toroidal gLALQbbcdfffaicnpmp SFS[D(3,1)(2,1)] gLALQbbcdfffamcnpmp SFS[D(3,1)(2,1)] gLALQbbcdfffddfnpmp SFS[D(3,1)(2,1)] gLALQbbcdfffddbjutu SFS[D(3,1)(2,1)] gLALQbbcdfffhhcnpmp SFS[D(2,1)(2,1)] gLALQbbcdfffaqojutu toroidal gLALQbbcdfffpugrhxh toroidal gLALQbbcdfffpugrxxm toroidal gLALQbbcdfffdegfiip SFS[D(2,1)(2,1)] gLALQbbcdfffaqkbmmd SFS[D(2,1)(2,1)] gLALQbbcdfffaifbtte SFS[D(3,1)(2,1)] gLALQbbcdfffamfbtte SFS[D(3,1)(2,1)] gLALQbbcdfffaicbmmd SFS[D(3,1)(2,1)] gLALQbbcdfffamcbmmd SFS[D(3,1)(2,1)] gLALQbbcdfffddfbmmd reducible gLALQbbcdfffddbbtte reducible gLALQbbcdfffhhcbmmd reducible gLALQbbcdfffaqobtte SFS[D(2,1)(2,1)] gLALQbbcdfffpugfxaa SFS[A(2,1)] gLALQbbcdfffpugflxp PxS^1 gLALQbbcdfffdegfplx SFS[A(2,1)] gLALQbbcdfffatsbqtd T2xI gLALQbbcdfffadjfplx T2xI gLALQbbcdfffaqkbdqt SFS[A(2,1)] gLALQbbcdfffaifbexm SFS[A(3,1)] gLALQbbcdfffamfbexm SFS[A(3,1)] gLALQbbcdfffaicbdqt SFS[A(3,1)] gLALQbbcdfffamcbdqt SFS[A(3,1)] gLALQbbcdfffddfbdqt reducible gLALQbbcdfffddbbexm reducible gLALQbbcdfffhhcbdqt reducible gLALQbbcdfffaqobexm SFS[A(2,1)] gLALQbbcdfffaqkbtxu SFS[D(2,1)(2,1)] gLALQbbcdfffaifbmqp SFS[D(3,1)(2,1)] gLALQbbcdfffamfbmqp SFS[D(3,1)(2,1)] gLALQbbcdfffaicbtxu SFS[D(3,1)(2,1)] gLALQbbcdfffamcbtxu SFS[D(3,1)(2,1)] gLALQbbcdfffddfbtxu reducible gLALQbbcdfffddbbmqp reducible gLALQbbcdfffhhcbtxu reducible gLALQbbcdfffaqobmqp SFS[D(2,1)(2,1)] gLALQbbcdfffpugfqle SFS[A(2,1)] gLALQbbcdfffdegfxut SFS[D(2,1)(2,1)] gLALQbbcdfffdegfpup SFS[D(3,1)(2,1)] gLALQbbcdfffpugfxxe SFS[A(3,1)] gLALQbbcdfffaqkbdxd SFS[D(3,1)(2,1)] gLALQbbcdfffaifbeqe SFS[D(3,1)(3,2)] gLALQbbcdfffamfbeqe SFS[D(3,1)(3,1)] gLALQbbcdfffaicbdxd SFS[D(3,1)(3,1)] gLALQbbcdfffamcbdxd SFS[D(3,1)(3,2)] gLALQbbcdfffddfbdxd reducible gLALQbbcdfffddbbeqe reducible gLALQbbcdfffhhcbdxd reducible gLALQbbcdfffaqobeqe SFS[D(3,1)(2,1)] gLALQbbcdfffdegfqpp reducible gLALQbbcdfffpugfxdx reducible gLALQbbcdfffaqkbedd reducible gLALQbbcdfffaifbdee reducible gLALQbbcdfffamfbdee reducible gLALQbbcdfffaicbedd reducible gLALQbbcdfffamcbedd reducible gLALQbbcdfffaqobdee reducible gLALQbbcdfffdegfmpp reducible gLALQbbcdfffpugfxix reducible gLALQbbcdfffaqkbadd reducible gLALQbbcdfffaifbaee reducible gLALQbbcdfffamfbaee reducible gLALQbbcdfffaicbadd reducible gLALQbbcdfffamcbadd reducible gLALQbbcdfffaqobaee reducible gLALQbbcdfffdegfpap SFS[D(3,1)(2,1)] gLALQbbcdfffpugfxxm SFS[A(3,1)] gLALQbbcdfffaqkbdid SFS[D(3,1)(2,1)] gLALQbbcdfffaifbele SFS[D(3,1)(3,1)] gLALQbbcdfffamfbele SFS[D(3,1)(3,2)] gLALQbbcdfffaicbdid SFS[D(3,1)(3,2)] gLALQbbcdfffamcbdid SFS[D(3,1)(3,1)] gLALQbbcdfffddfbdid reducible gLALQbbcdfffddbbele reducible gLALQbbcdfffhhcbdid reducible gLALQbbcdfffaqobele SFS[D(3,1)(2,1)] gLALQbbcdfffaqgbpll SFS[D(2,1)(2,1)] gLALQbbcdfffaqbbuii SFS[D(2,1)(2,1)] gLALQbbcdfffamwbuii SFS[D(3,1)(2,1)] gLALQbbcdfffaiwbuii SFS[D(3,1)(2,1)] gLALQbbcdfffaisfiid reducible gLALQbbcdfffamsfiid reducible gLALQbbcdfffamrbpll SFS[D(3,1)(2,1)] gLALQbbcdfffairbpll SFS[D(3,1)(2,1)] gLALQbbcdfffduwbuii SFS[D(3,1)(2,1)] gLALQbbcdfffhuwbuii SFS[D(3,1)(2,1)] gLALQbbcdfffdurbpll SFS[D(3,1)(2,1)] gLALQbbcdfffderbpll toroidal gLALQbbcdfffdhrbpll SFS[D(3,1)(2,1)] gLALQbbcdfffadsbuii SFS[D(2,1)(2,1)] gLALQbbcdfffadobpll SFS[D(2,1)(2,1)] gLALQbbcdfffdugfiid SFS[D(3,1)(2,1)] gLALQbbcdfffdhwbuii SFS[D(3,1)(2,1)] gLALQbbcdfffaqjfiid reducible gLALQbbcdfffdejbmmh reducible gLALQbbcdfffdtfbmmh SFS[D(2,1)(2,1)] gLALQbbcdfffdesfmqm reducible gLALQbbcdfffpugfmqm T2xI gLALQbbcdfffhqjbada SFS[D(2,1)(2,1)] gLALQbbcdfffpujbaea T2xI gLALQbbcdfffpucbaea SFS[A(2,1)] gLALQbbcdfffdecbaea SFS[A(2,1)] gLALQbbcdfffadbbaea T2xI gLALQbbcdfffadcbada T2xI gLALQbbcdfffhqvbaea SFS[D(2,1)(2,1)] gLALQbbcdfffpugftaa T2xI gLALQbbcdfffaqgbplp SFS[D(2,1)(2,1)] gLALQbbcdfffaqbbuiu SFS[D(2,1)(2,1)] gLALQbbcdfffamwbuiu SFS[D(3,1)(2,1)] gLALQbbcdfffaiwbuiu SFS[D(3,1)(2,1)] gLALQbbcdfffaisfidd reducible gLALQbbcdfffamsfidd reducible gLALQbbcdfffamrbplp SFS[D(3,1)(2,1)] gLALQbbcdfffairbplp SFS[D(3,1)(2,1)] gLALQbbcdfffduwbuiu SFS[D(3,1)(2,1)] gLALQbbcdfffhuwbuiu SFS[D(3,1)(2,1)] gLALQbbcdfffdurbplp SFS[D(3,1)(2,1)] gLALQbbcdfffderbplp toroidal gLALQbbcdfffdhrbplp SFS[D(3,1)(2,1)] gLALQbbcdfffadsbuiu SFS[D(2,1)(2,1)] gLALQbbcdfffadobplp SFS[D(2,1)(2,1)] gLALQbbcdfffdugfidd SFS[D(3,1)(2,1)] gLALQbbcdfffdhwbuiu SFS[D(3,1)(2,1)] gLALQbbcdfffaqjfidd reducible gLALQbbcdfffdejbmhh reducible gLALQbbcdfffdtfbmhh SFS[D(2,1)(2,1)] gLALQbbcdfffdesfqqm reducible gLALQbbcdfffpugfqqm T2xI gLALQbbcdfffhqjbdda SFS[D(2,1)(2,1)] gLALQbbcdfffpujbeea T2xI gLALQbbcdfffpucbeea SFS[A(2,1)] gLALQbbcdfffdecbeea SFS[A(2,1)] gLALQbbcdfffadbbeea T2xI gLALQbbcdfffadcbdda T2xI gLALQbbcdfffhqvbeea SFS[D(2,1)(2,1)] gLALQbbcdfffpugftat T2xI gLALQbbcdfffddjbplx reducible gLALQbbcdfffddgbuiq reducible gLALQbbcdfffainfixd reducible gLALQbbcdfffaikbplx reducible gLALQbbcdfffaijbuiq reducible gLALQbbcdfffamjbuiq reducible gLALQbbcdfffaqgbplx reducible gLALQbbcdfffhhjbuiq reducible gLALQbbcdfffaqkbuiq reducible gLALQbbcdfffaifbplx reducible gLALQbbcdfffamfbplx reducible gLALQbbcdfffaicbuiq reducible gLALQbbcdfffamcbuiq reducible gLALQbbcdfffddfbuiq reducible gLALQbbcdfffddbbplx reducible gLALQbbcdfffhhcbuiq reducible gLALQbbcdfffaqbbuiq reducible gLALQbbcdfffaqcbplx reducible gLALQbbcdfffamwbuiq reducible gLALQbbcdfffaiwbuiq reducible gLALQbbcdfffaisfixd reducible gLALQbbcdfffamsfixd reducible gLALQbbcdfffamrbplx reducible gLALQbbcdfffairbplx reducible gLALQbbcdfffduwbuiq reducible gLALQbbcdfffhuwbuiq reducible gLALQbbcdffflqsbuiq reducible gLALQbbcdfffaqsbuiq reducible gLALQbbcdfffldjfixd reducible gLALQbbcdffflqobplx reducible gLALQbbcdfffeivbuiq reducible gLALQbbcdfffltjfixd reducible gLALQbbcdfffdurbplx reducible gLALQbbcdfffderbplx reducible gLALQbbcdfffdhrbplx reducible gLALQbbcdfffeinbplx reducible gLALQbbcdfffadsbuiq reducible gLALQbbcdfffemnbplx reducible gLALQbbcdfffaqobplx reducible gLALQbbcdfffadobplx reducible gLALQbbcdfffatobplx reducible gLALQbbcdfffdugfixd reducible gLALQbbcdfffdhwbuiq reducible gLALQbbcdfffaqjfixd reducible gLALQbbcdfffdegfixd reducible gLALQbbcdfffatsbuiq reducible gLALQbbcdfffadjfixd reducible gLALQbbcdfffdhgfixd reducible gLALQbbcdfffemkfixd reducible gLALQbbcdfffatjfixd reducible gLALQbbcdfffhtgbmth reducible gLALQbbcdfffltkbmth reducible gLALQbbcdfffmmjbtmh reducible gLALQbbcdfffaqkbmth reducible gLALQbbcdfffdejbmth reducible gLALQbbcdfffadgbtmh reducible gLALQbbcdfffadkbmth reducible gLALQbbcdfffatkbmth reducible gLALQbbcdfffaifbtmh reducible gLALQbbcdfffamfbtmh reducible gLALQbbcdfffaicbmth reducible gLALQbbcdfffamcbmth reducible gLALQbbcdfffddfbmth reducible gLALQbbcdfffdqfbmth reducible gLALQbbcdfffdtfbmth reducible gLALQbbcdfffddbbtmh reducible gLALQbbcdfffeubbmth reducible gLALQbbcdfffehbbmth reducible gLALQbbcdfffhhcbmth reducible gLALQbbcdfffltbbmth reducible gLALQbbcdfffmawfpqm reducible gLALQbbcdfffatbbmth reducible gLALQbbcdfffdesfpqm reducible gLALQbbcdfffeawfpqm reducible gLALQbbcdfffadvfpqm reducible gLALQbbcdfffmuobtmh reducible gLALQbbcdfffpugfpqm reducible gLALQbbcdfffaqobtmh reducible gLALQbbcdfffhqjbeda reducible gLALQbbcdfffpujbdea reducible gLALQbbcdfffltgbeda reducible gLALQbbcdfffatgbeda reducible gLALQbbcdfffmmgbdea reducible gLALQbbcdfffpucbdea reducible gLALQbbcdfffdecbdea reducible gLALQbbcdfffadbbdea reducible gLALQbbcdfffadcbeda reducible gLALQbbcdfffhqvbdea reducible gLALQbbcdfffpugftal reducible gLALQbbcdfffdegftal reducible gLALQbbcdfffatsbdea reducible gLALQbbcdfffadjftal reducible gLALQbbcdfffaqkbudu SFS[D(2,1)(2,1)] gLALQbbcdfffaifbpep SFS[D(3,1)(2,1)] gLALQbbcdfffamfbpep SFS[D(3,1)(2,1)] gLALQbbcdfffaicbudu SFS[D(3,1)(2,1)] gLALQbbcdfffamcbudu SFS[D(3,1)(2,1)] gLALQbbcdfffddfbudu reducible gLALQbbcdfffddbbpep reducible gLALQbbcdfffhhcbudu reducible gLALQbbcdfffaqobpep SFS[D(2,1)(2,1)] gLALQbbcdfffpugfqqx SFS[A(2,1)] gLALQbbcdfffdegftpt SFS[D(2,1)(2,1)] gLALQbbcdfffpugfqqe T2xI gLALQbbcdfffpugfhet T2xI gLALQbbcdfffpugfmuh T2xI gLALQbbcdfffdegfpuh reducible gLALQbbcdfffpugfuxe reducible gLALQbbcdfffaqkbdxp reducible gLALQbbcdfffaifbequ reducible gLALQbbcdfffamfbequ reducible gLALQbbcdfffaicbdxp reducible gLALQbbcdfffamcbdxp reducible gLALQbbcdfffddfbdxp reducible gLALQbbcdfffddbbequ reducible gLALQbbcdfffhhcbdxp reducible gLALQbbcdfffaqobequ reducible gLALQbbcdfffdegfpph SFS[D(3,1)(2,1)] gLALQbbcdfffpugfuxx SFS[A(3,1)] gLALQbbcdfffaqkbddp SFS[D(3,1)(2,1)] gLALQbbcdfffaifbeeu SFS[D(3,1)(3,1)] gLALQbbcdfffamfbeeu SFS[D(3,1)(3,2)] gLALQbbcdfffaicbddp SFS[D(3,1)(3,2)] gLALQbbcdfffamcbddp SFS[D(3,1)(3,1)] gLALQbbcdfffddfbddp reducible gLALQbbcdfffddbbeeu reducible gLALQbbcdfffhhcbddp reducible gLALQbbcdfffaqobeeu SFS[D(3,1)(2,1)] gLALQbbcdfffdegfpah SFS[D(3,1)(2,1)] gLALQbbcdfffpugfuxm SFS[A(3,1)] gLALQbbcdfffaqkbdip SFS[D(3,1)(2,1)] gLALQbbcdfffaifbelu SFS[D(3,1)(3,2)] gLALQbbcdfffamfbelu SFS[D(3,1)(3,1)] gLALQbbcdfffaicbdip SFS[D(3,1)(3,1)] gLALQbbcdfffamcbdip SFS[D(3,1)(3,2)] gLALQbbcdfffddfbdip reducible gLALQbbcdfffddbbelu reducible gLALQbbcdfffhhcbdip reducible gLALQbbcdfffaqobelu SFS[D(3,1)(2,1)] gLALQbbcdfffpugfuaa T2xI gLALQbbcdfffdegflih SFS[D(2,1)(2,1)] gLALQbbcdfffaqkbqmp SFS[D(2,1)(2,1)] gLALQbbcdfffaifbxtu SFS[D(3,1)(2,1)] gLALQbbcdfffamfbxtu SFS[D(3,1)(2,1)] gLALQbbcdfffaicbqmp SFS[D(3,1)(2,1)] gLALQbbcdfffamcbqmp SFS[D(3,1)(2,1)] gLALQbbcdfffddfbqmp reducible gLALQbbcdfffddbbxtu reducible gLALQbbcdfffhhcbqmp reducible gLALQbbcdfffaqobxtu SFS[D(2,1)(2,1)] gLALQbbcdfffpugfupa SFS[A(2,1)] gLALQbbcdfffpugfuua T2xI gLALQbbcdfffpugfqee T2xI gLALQbbcdfffpugfhxh reducible gLALQbbcdfffdegfpee reducible gLALQbbcdfffaqkbdll reducible gLALQbbcdfffaifbeii reducible gLALQbbcdfffamfbeii reducible gLALQbbcdfffaicbdll reducible gLALQbbcdfffamcbdll reducible gLALQbbcdfffaqobeii reducible gLALQbbcdfffdegfpud SFS[D(3,1)(2,1)] gLALQbbcdfffpugftxe SFS[A(3,1)] gLALQbbcdfffaqkbdxh SFS[D(3,1)(2,1)] gLALQbbcdfffaifbeqh SFS[D(3,1)(3,1)] gLALQbbcdfffamfbeqh SFS[D(3,1)(3,2)] gLALQbbcdfffaicbdxh SFS[D(3,1)(3,2)] gLALQbbcdfffamcbdxh SFS[D(3,1)(3,1)] gLALQbbcdfffddfbdxh reducible gLALQbbcdfffddbbeqh reducible gLALQbbcdfffhhcbdxh reducible gLALQbbcdfffaqobeqh SFS[D(3,1)(2,1)] gLALQbbcdfffdegfppd SFS[D(3,1)(2,1)] gLALQbbcdfffpugftxx SFS[A(3,1)] gLALQbbcdfffaqkbddh SFS[D(3,1)(2,1)] gLALQbbcdfffaifbeeh SFS[D(3,1)(3,2)] gLALQbbcdfffamfbeeh SFS[D(3,1)(3,1)] gLALQbbcdfffaicbddh SFS[D(3,1)(3,1)] gLALQbbcdfffamcbddh SFS[D(3,1)(3,2)] gLALQbbcdfffddfbddh reducible gLALQbbcdfffddbbeeh reducible gLALQbbcdfffhhcbddh reducible gLALQbbcdfffaqobeeh SFS[D(3,1)(2,1)] gLALQbbcdfffdegfpad toroidal gLALQbbcdfffatsbuta SFS[D(2,1)(2,1)] gLALQbbcdfffadjfpad SFS[D(2,1)(2,1)] gLALQbbcdfffpugftxm toroidal gLALQbbcdfffaqkbdih toroidal gLALQbbcdfffaifbelh toroidal gLALQbbcdfffamfbelh toroidal gLALQbbcdfffaicbdih toroidal gLALQbbcdfffamcbdih toroidal gLALQbbcdfffddfbdih reducible gLALQbbcdfffddbbelh reducible gLALQbbcdfffhhcbdih reducible gLALQbbcdfffaqobelh toroidal gLALQbbcffefddklqgt reducible gLALQbbcffefddkldgt reducible gLALQbbcffefaigldgt reducible gLALQbbcffefaiglqgt reducible gLALQbbcffefaqrldgt reducible gLALQbbcffefhhgldgt reducible gLALQbbcffefddkltga reducible gLALQbbcffefddkltgl reducible gLALQbbcffefaigltgl reducible gLALQbbcffefaigltga reducible gLALQbbcffefaqrltga reducible gLALQbbcffefhhgltga reducible gLALQbbcffefpusltgt toroidal gLALQbbcffefltvltgt toroidal gLALQbbcffefatvltgt PxS^1 gLALQbbcffefpunltgt PxS^1 gLALQbbcffefmioltgt reducible gLALQbbcffefmaoltgt reducible gLALQbbcffefhqwltgt toroidal gLALQbbcffefpugltgt PxS^1 gLALQbbcffefdegltgt reducible gLALQbbcffefadjltgt reducible gLALQbbcffefddkddgp reducible gLALQbbcffefddkuagt reducible gLALQbbcffefaiguagt reducible gLALQbbcffefaigddgp reducible gLALQbbcffefaqrddgp reducible gLALQbbcffefhhgddgp reducible gLALQbbcffefddkpagt reducible gLALQbbcffefddkeegx reducible gLALQbbcffefaigeegx reducible gLALQbbcffefaigpagt reducible gLALQbbcffefaqreegx reducible gLALQbbcffefhhgeegx reducible gLALQbbcffefhqwaiga reducible gLALQbbcffefpusaiga reducible gLALQbbcffefltvaiga reducible gLALQbbcffefatvaiga reducible gLALQbbcffefatvamga reducible gLALQbbcffefpunaiga reducible gLALQbbcffefmioaiga reducible gLALQbbcffefmaoamga reducible gLALQbbcffefmaoaiga reducible gLALQbbcffefhqwamga reducible gLALQbbcffefpugaiga reducible gLALQbbcffefhqwaugd SFS[D(2,1)(2,1)] gLALQbbcffefpusaegp SFS[A(2,1)] gLALQbbcffefltvaegp SFS[A(2,1)] gLALQbbcffefatvaugd T2xI gLALQbbcffefatvaegp T2xI gLALQbbcffefpunaegp T2xI gLALQbbcffefhqwaegp SFS[D(2,1)(2,1)] gLALQbbcffefpugaegp T2xI gLALQbbcffefhqwdagx SFS[D(2,1)(2,1)] gLALQbbcffefpusdagx SFS[A(2,1)] gLALQbbcffefltvdagx SFS[A(2,1)] gLALQbbcffefatvdagx T2xI gLALQbbcffefatvuugd T2xI gLALQbbcffefpundagx T2xI gLALQbbcffefhqwuugd SFS[D(2,1)(2,1)] gLALQbbcffefpugdagx T2xI gLALQbbcffefamniagm SFS[D(3,1)(3,1)] gLALQbbcffefainiagm SFS[D(3,1)(3,2)] gLALQbbcffefddoiagm SFS[D(3,1)(3,2)] gLALQbbcffefeeriagm SFS[D(3,1)(3,1)] gLALQbbcffefamsiigm SFS[D(3,1)(3,2)] gLALQbbcffefhtoiagm m004(0,0) gLALQbbcffefmhviigm m004(0,0) gLALQbbcffefaisiigm SFS[D(3,1)(3,1)] gLALQbbcffefpqoiagm m004(0,0) gLALQbbcffeflqviigm SFS[D(3,1)(2,1)] gLALQbbcffefpesiagm SFS[D(3,1)(2,1)] gLALQbbcffefdusiigm toroidal gLALQbbcffefaqviigm SFS[D(3,1)(2,1)] gLALQbbcffefeiwiigm m003(0,0) gLALQbbcffefdusiagm toroidal gLALQbbcffefdhsiagm toroidal gLALQbbcffefdesiagm toroidal gLALQbbcffeflqviagm SFS[D(3,1)(2,1)] gLALQbbcffefldviagm SFS[D(3,1)(2,1)] gLALQbbcffefdhsiigm toroidal gLALQbbcffefemwiigm toroidal gLALQbbcffefaqviagm SFS[D(3,1)(2,1)] gLALQbbcffefadviagm SFS[D(3,1)(2,1)] gLALQbbcffefpesiigm SFS[D(3,1)(2,1)] gLALQbbcffefldviigm SFS[D(3,1)(2,1)] gLALQbbcffefdesiigm toroidal gLALQbbcffefadviigm SFS[D(3,1)(2,1)] gLALQbbcffefeawiigm SFS[D(3,1)(2,1)] gLALQbbcffefeiwiagm m003(0,0) gLALQbbcffefemwiagm toroidal gLALQbbcffefeawiagm SFS[D(3,1)(2,1)] gLALQbbcffefmejiagm SFS[D(3,1)(3,2)] gLALQbbcffefhdkiagm SFS[D(3,1)(3,1)] gLALQbbcffefhdkiigm SFS[D(3,1)(3,1)] gLALQbbcffefmejiigm SFS[D(3,1)(3,2)] gLALQbbcffefdtkiigm SFS[D(3,1)(3,2)] gLALQbbcffefdqkiagm SFS[D(3,1)(3,1)] gLALQbbcffeflmgiigm SFS[D(3,1)(3,1)] gLALQbbcffefligiagm SFS[D(3,1)(3,2)] gLALQbbcffefdqkiigm SFS[D(3,1)(3,1)] gLALQbbcffefdtkiagm SFS[D(3,1)(3,2)] gLALQbbcffefligiigm SFS[D(3,1)(3,2)] gLALQbbcffeflmgiagm SFS[D(3,1)(3,1)] gLALQbbcffefduniagm SFS[D(3,1)(2,1)] gLALQbbcffefhuniagm SFS[D(3,1)(2,1)] gLALQbbcffefduniigm SFS[D(3,1)(2,1)] gLALQbbcffefeioiigm SFS[D(3,1)(2,1)] gLALQbbcffefhuniigm SFS[D(3,1)(2,1)] gLALQbbcffefeioiagm SFS[D(3,1)(2,1)] gLALQbbcffefpeniagm toroidal gLALQbbcffefdeniagm toroidal gLALQbbcffefheniagm toroidal gLALQbbcffefdhniigm m003(0,0) gLALQbbcffefadriagm SFS[D(3,1)(2,1)] gLALQbbcffefemoiigm toroidal gLALQbbcffefhhniigm SFS[D(3,1)(2,1)] gLALQbbcffefeaoiagm SFS[D(3,1)(2,1)] gLALQbbcffefpeniigm toroidal gLALQbbcffefdhniagm m003(0,0) gLALQbbcffefhhniagm SFS[D(3,1)(2,1)] gLALQbbcffefdeniigm toroidal gLALQbbcffefadriigm SFS[D(3,1)(2,1)] gLALQbbcffefeaoiigm SFS[D(3,1)(2,1)] gLALQbbcffefheniigm toroidal gLALQbbcffefemoiagm toroidal gLALQbbcffefddoiigm SFS[D(3,1)(3,2)] gLALQbbcffefeeriigm SFS[D(3,1)(3,1)] gLALQbbcffefaisiagm SFS[D(3,1)(3,1)] gLALQbbcffefamsiagm SFS[D(3,1)(3,2)] gLALQbbcffefamniigm SFS[D(3,1)(3,1)] gLALQbbcffefhtoiigm m004(0,0) gLALQbbcffefainiigm SFS[D(3,1)(3,2)] gLALQbbcffefpqoiigm m004(0,0) gLALQbbcffefmhviagm m004(0,0) gLALQbbcffeflqjiigm toroidal gLALQbbcffeflqjiagm toroidal gLALQbbcffefdugiigm SFS[D(3,1)(2,1)] gLALQbbcffefaqjiigm SFS[D(3,1)(2,1)] gLALQbbcffefeikiigm toroidal gLALQbbcffefhugiigm SFS[D(3,1)(2,1)] gLALQbbcffeftqjiigm m003(0,0) gLALQbbcffefltjiagm toroidal gLALQbbcffefhugiagm SFS[D(3,1)(2,1)] gLALQbbcffefltjiigm toroidal gLALQbbcffeftqjiagm m003(0,0) gLALQbbcffefdhgiigm SFS[D(3,1)(2,1)] gLALQbbcffefatjiigm SFS[D(3,1)(2,1)] gLALQbbcffefemkiigm toroidal gLALQbbcffefmmkiagm SFS[D(3,1)(2,1)] gLALQbbcffefmmkiigm SFS[D(3,1)(2,1)] gLALQbbcffefdugiagm SFS[D(3,1)(2,1)] gLALQbbcffefeikiagm toroidal gLALQbbcffefaqjiagm SFS[D(3,1)(2,1)] gLALQbbcffefdhgiagm SFS[D(3,1)(2,1)] gLALQbbcffefemkiagm toroidal gLALQbbcffefatjiagm SFS[D(3,1)(2,1)] gLALQbbcffefhqwpugd reducible gLALQbbcffefpusedgl reducible gLALQbbcffefltvedgl reducible gLALQbbcffefatvpugd reducible gLALQbbcffefatvedgl reducible gLALQbbcffefpunedgl reducible gLALQbbcffefmioedgl reducible gLALQbbcffefmaoedgl reducible gLALQbbcffefmaopugd reducible gLALQbbcffefhqwedgl reducible gLALQbbcffefpugedgl reducible gLALQbbcffefdegedgl reducible gLALQbbcffefadjpugd reducible gLALQbbcffefadjedgl reducible gLALQbbcffeflqvimgm reducible gLALQbbcffefpesimgm reducible gLALQbbcffefdusimgm reducible gLALQbbcffefaqvimgm reducible gLALQbbcffefeiwimgm reducible gLALQbbcffefdhsimgm reducible gLALQbbcffefdesimgm reducible gLALQbbcffefldvimgm reducible gLALQbbcffefadvimgm reducible gLALQbbcffefeawimgm reducible gLALQbbcffefemwimgm reducible gLALQbbcffefmejimgm reducible gLALQbbcffefhdkimgm reducible gLALQbbcffefdqkimgm reducible gLALQbbcffefdtkimgm reducible gLALQbbcffefligimgm reducible gLALQbbcffeflmgimgm reducible gLALQbbcffefdunimgm reducible gLALQbbcffefhunimgm reducible gLALQbbcffefeioimgm reducible gLALQbbcffefpenimgm reducible gLALQbbcffefdhnimgm reducible gLALQbbcffefhhnimgm reducible gLALQbbcffefdenimgm reducible gLALQbbcffefadrimgm reducible gLALQbbcffefeaoimgm reducible gLALQbbcffefhenimgm reducible gLALQbbcffefemoimgm reducible gLALQbbcffefddoimgm reducible gLALQbbcffefeerimgm reducible gLALQbbcffefaisimgm reducible gLALQbbcffefamsimgm reducible gLALQbbcffefamnimgm reducible gLALQbbcffefhtoimgm reducible gLALQbbcffefainimgm reducible gLALQbbcffefpqoimgm reducible gLALQbbcffefmhvimgm reducible gLALQbbcffeflqjimgm reducible gLALQbbcffefdugimgm reducible gLALQbbcffefaqjimgm reducible gLALQbbcffefeikimgm reducible gLALQbbcffefhugimgm reducible gLALQbbcffeftqjimgm reducible gLALQbbcffefltjimgm reducible gLALQbbcffefmmkimgm reducible gLALQbbcffefdhgimgm reducible gLALQbbcffefemkimgm reducible gLALQbbcffefatjimgm reducible gLALQbbcffefddkxigm reducible gLALQbbcffefddkqdgt reducible gLALQbbcffefaigqdgt reducible gLALQbbcffefaigxigm reducible gLALQbbcffefaqrqdgt reducible gLALQbbcffefhhgqdgt reducible gLALQbbcffefhqwqqga toroidal gLALQbbcffefpusqqga toroidal gLALQbbcffefltvqqga toroidal gLALQbbcffefatvqqga SFS[A(2,1)] gLALQbbcffefatvxagx SFS[A(2,1)] gLALQbbcffefpunqqga SFS[A(2,1)] gLALQbbcffefmioqqga reducible gLALQbbcffefmaoxagx reducible gLALQbbcffefmaoqqga reducible gLALQbbcffefhqwxagx toroidal gLALQbbcffefpugqqga SFS[A(2,1)] gLALQbbcffefdegqqga reducible gLALQbbcffefadjqqga reducible gLALQbbcffefadjxagx reducible gLALQbbcffefddkahgp reducible gLALQbbcffefddkahgd reducible gLALQbbcffefaigahgd reducible gLALQbbcffefaigahgp reducible gLALQbbcffefaqrahgd reducible gLALQbbcffefhhgahgd reducible gLALQbbcffefddkxagm reducible gLALQbbcffefddkqqgt reducible gLALQbbcffefaigqqgt reducible gLALQbbcffefaigxagm reducible gLALQbbcffefaqrqqgt reducible gLALQbbcffefhhgqqgt reducible gLALQbbcffefddkxmgm reducible gLALQbbcffefddkqtgt reducible gLALQbbcffefaigqtgt reducible gLALQbbcffefaigxmgm reducible gLALQbbcffefaqrqtgt reducible gLALQbbcffefhhgqtgt reducible gLALQbbcffefddkdigm reducible gLALQbbcffefddkuegh reducible gLALQbbcffefaiguegh reducible gLALQbbcffefaigdigm reducible gLALQbbcffefaqrdigm reducible gLALQbbcffefhhgdigm reducible gLALQbbcffefhqwiige SFS[D(2,1)(2,1)] gLALQbbcffefpusiagx SFS[A(2,1)] gLALQbbcffefltviagx SFS[A(2,1)] gLALQbbcffefatviige T2xI gLALQbbcffefatviagx T2xI gLALQbbcffefpuniagx T2xI gLALQbbcffefhqwiagx SFS[D(2,1)(2,1)] gLALQbbcffefpugiagx T2xI gLALQbbcffefddkaugp reducible gLALQbbcffefddkaegd reducible gLALQbbcffefaigaegd reducible gLALQbbcffefaigaugp reducible gLALQbbcffefaqraegd reducible gLALQbbcffefhhgaegd reducible gLALQbbcffefddkdagm reducible gLALQbbcffefddkuugh reducible gLALQbbcffefaiguugh reducible gLALQbbcffefaigdagm reducible gLALQbbcffefaqrdagm reducible gLALQbbcffefhhgdagm reducible gLALQbbcffefddkdmgm reducible gLALQbbcffefddkuhgh reducible gLALQbbcffefaiguhgh reducible gLALQbbcffefaigdmgm reducible gLALQbbcffefaqrdmgm reducible gLALQbbcffefhhgdmgm reducible gLALQbbcffefhqwiqgp SFS[D(2,1)(2,1)] gLALQbbcffefpusiqgp SFS[A(2,1)] gLALQbbcffefltviqgp SFS[A(2,1)] gLALQbbcffefatviqgp T2xI gLALQbbcffefatvitgh T2xI gLALQbbcffefpuniqgp T2xI gLALQbbcffefhqwitgh SFS[D(2,1)(2,1)] gLALQbbcffefpugiqgp T2xI gLALQbbcffefddkxtgh reducible gLALQbbcffefddkqugx reducible gLALQbbcffefaigqugx reducible gLALQbbcffefaigxtgh reducible gLALQbbcffefaqrqugx reducible gLALQbbcffefhhgqugx reducible gLALQbbcffefddkluge reducible gLALQbbcffefddklhge reducible gLALQbbcffefaiglhge reducible gLALQbbcffefaigluge reducible gLALQbbcffefaqrlhge reducible gLALQbbcffefhhglhge reducible gLALQbbcffefddkuigl reducible gLALQbbcffefddkdtgh reducible gLALQbbcffefaigdtgh reducible gLALQbbcffefaiguigl reducible gLALQbbcffefaqrdtgh reducible gLALQbbcffefhhgdtgh reducible gLALQbbcffefpuslege reducible gLALQbbcffefltvlege reducible gLALQbbcffefatvlege reducible gLALQbbcffefpunlege reducible gLALQbbcffefmiolege reducible gLALQbbcffefmaolege reducible gLALQbbcffefhqwlege reducible gLALQbbcffefpuglege reducible gLALQbbcffefdeglege reducible gLALQbbcffefadjlege reducible gLALQbbcffefddkxdgh reducible gLALQbbcffefddkqegx reducible gLALQbbcffefaigqegx reducible gLALQbbcffefaigxdgh reducible gLALQbbcffefaqrqegx reducible gLALQbbcffefhhgqegx reducible gLALQbbcffefddkidgh reducible gLALQbbcffefddkidgp reducible gLALQbbcffefaigidgp reducible gLALQbbcffefaigidgh reducible gLALQbbcffefaqridgh reducible gLALQbbcffefhhgidgh reducible gLALQbbcffefddkaigl reducible gLALQbbcffefddkamgt reducible gLALQbbcffefaigamgt reducible gLALQbbcffefaigaigl reducible gLALQbbcffefaqraigl reducible gLALQbbcffefhhgaigl reducible gLALQbbcffefddkddgh reducible gLALQbbcffefddkuagl reducible gLALQbbcffefaiguagl reducible gLALQbbcffefaigddgh reducible gLALQbbcffefaqrddgh reducible gLALQbbcffefhhgddgh reducible gLALQbbcffefhqwpaga toroidal gLALQbbcffefpuseege toroidal gLALQbbcffefltveege toroidal gLALQbbcffefatvpaga SFS[A(3,1)] gLALQbbcffefatveege SFS[A(3,1)] gLALQbbcffefpuneege SFS[A(3,1)] gLALQbbcffefmioeege reducible gLALQbbcffefmaoeege reducible gLALQbbcffefmaopaga reducible gLALQbbcffefhqweege toroidal gLALQbbcffefpugeege SFS[A(3,1)] gLALQbbcffefdegeege reducible gLALQbbcffefadjpaga reducible gLALQbbcffefadjeege reducible gLALQbbcffefddkxqgh reducible gLALQbbcffefddkqhgx reducible gLALQbbcffefaigqhgx reducible gLALQbbcffefaigxqgh reducible gLALQbbcffefaqrqhgx reducible gLALQbbcffefhhgqhgx reducible gLALQbbcffefddkiqgh reducible gLALQbbcffefddkitgp reducible gLALQbbcffefaigitgp reducible gLALQbbcffefaigiqgh reducible gLALQbbcffefaqriqgh reducible gLALQbbcffefhhgiqgh reducible gLALQbbcffefddkpigl reducible gLALQbbcffefddkehgm reducible gLALQbbcffefaigehgm reducible gLALQbbcffefaigpigl reducible gLALQbbcffefaqrehgm reducible gLALQbbcffefhhgehgm reducible gLALQbbcffefddkdqgh reducible gLALQbbcffefddkumgl reducible gLALQbbcffefaigumgl reducible gLALQbbcffefaigdqgh reducible gLALQbbcffefaqrdqgh reducible gLALQbbcffefhhgdqgh reducible gLALQbbcffefhqwxdgd toroidal gLALQbbcffefpusqege toroidal gLALQbbcffefltvqege toroidal gLALQbbcffefatvxdgd SFS[A(3,1)] gLALQbbcffefatvqege SFS[A(3,1)] gLALQbbcffefpunqege SFS[A(3,1)] gLALQbbcffefmioqege reducible gLALQbbcffefmaoqege reducible gLALQbbcffefmaoxdgd reducible gLALQbbcffefhqwqege toroidal gLALQbbcffefpugqege SFS[A(3,1)] gLALQbbcffefdegqege reducible gLALQbbcffefadjxdgd reducible gLALQbbcffefadjqege reducible gLALQbbcffefddkedga reducible gLALQbbcffefddkpugp reducible gLALQbbcffefaigpugp reducible gLALQbbcffefaigedga reducible gLALQbbcffefaqredga reducible gLALQbbcffefhhgedga reducible gLALQbbcffefhqwimgx toroidal gLALQbbcffefpusimge toroidal gLALQbbcffefltvimge toroidal gLALQbbcffefatvimgx SFS[A(2,1)] gLALQbbcffefatvimge SFS[A(2,1)] gLALQbbcffefpunimge SFS[A(2,1)] gLALQbbcffefmioimge reducible gLALQbbcffefmaoimge reducible gLALQbbcffefmaoimgx reducible gLALQbbcffefhqwimge toroidal gLALQbbcffefpugimge SFS[A(2,1)] gLALQbbcffefdegimge reducible gLALQbbcffefadjimgx reducible gLALQbbcffefadjimge reducible gLALQbbcffefddkpugh reducible gLALQbbcffefddkedgt reducible gLALQbbcffefaigedgt reducible gLALQbbcffefaigpugh reducible gLALQbbcffefaqredgt reducible gLALQbbcffefhhgedgt reducible gLALQbbcffefddkpegh reducible gLALQbbcffefddkeqgt reducible gLALQbbcffefaigeqgt reducible gLALQbbcffefaigpegh reducible gLALQbbcffefaqreqgt reducible gLALQbbcffefhhgeqgt reducible gLALQbbcffefddkphgh reducible gLALQbbcffefddketgt reducible gLALQbbcffefaigetgt reducible gLALQbbcffefaigphgh reducible gLALQbbcffefaqretgt reducible gLALQbbcffefhhgetgt reducible gLALQbbcffefddkdage reducible gLALQbbcffefddkuugp reducible gLALQbbcffefaiguugp reducible gLALQbbcffefaigdage reducible gLALQbbcffefaqrdage reducible gLALQbbcffefhhgdage reducible gLALQbbcffefhqwiigx SFS[D(2,1)(2,1)] gLALQbbcffefpusiage SFS[A(2,1)] gLALQbbcffefltviage SFS[A(2,1)] gLALQbbcffefatviigx T2xI gLALQbbcffefatviage T2xI gLALQbbcffefpuniage T2xI gLALQbbcffefhqwiage SFS[D(2,1)(2,1)] gLALQbbcffefpugiage T2xI gLALQbbcffefddkaugh reducible gLALQbbcffefddkaegh reducible gLALQbbcffefaigaegh reducible gLALQbbcffefaigaugh reducible gLALQbbcffefaqraegh reducible gLALQbbcffefhhgaegh reducible gLALQbbcffefddkxage reducible gLALQbbcffefddkqqgl reducible gLALQbbcffefaigqqgl reducible gLALQbbcffefaigxage reducible gLALQbbcffefaqrqqgl reducible gLALQbbcffefhhgqqgl reducible gLALQbbcffefpusahgh reducible gLALQbbcffefltvahgh reducible gLALQbbcffefatvahgh reducible gLALQbbcffefpunahgh reducible gLALQbbcffefmioahgh reducible gLALQbbcffefmaoahgh reducible gLALQbbcffefhqwahgh reducible gLALQbbcffefpugahgh reducible gLALQbbcffefddklegm reducible gLALQbbcffefddklegx reducible gLALQbbcffefaiglegx reducible gLALQbbcffefaiglegm reducible gLALQbbcffefaqrlegm reducible gLALQbbcffefhhglegm reducible gLALQbbcffefddkqegm reducible gLALQbbcffefddkxdgp reducible gLALQbbcffefaigxdgp reducible gLALQbbcffefaigqegm reducible gLALQbbcffefaqrqegm reducible gLALQbbcffefhhgqegm reducible gLALQbbcffefddkamgl reducible gLALQbbcffefddkaigt reducible gLALQbbcffefaigaigt reducible gLALQbbcffefaigamgl reducible gLALQbbcffefaqraigt reducible gLALQbbcffefhhgaigt reducible gLALQbbcffefddkeegm reducible gLALQbbcffefddkpagl reducible gLALQbbcffefaigpagl reducible gLALQbbcffefaigeegm reducible gLALQbbcffefaqreegm reducible gLALQbbcffefhhgeegm reducible gLALQbbcffefhqwuaga toroidal gLALQbbcffefpusddgd toroidal gLALQbbcffefltvddgd toroidal gLALQbbcffefatvuaga SFS[A(3,1)] gLALQbbcffefatvddgd SFS[A(3,1)] gLALQbbcffefpunddgd SFS[A(3,1)] gLALQbbcffefmioddgd reducible gLALQbbcffefmaoddgd reducible gLALQbbcffefmaouaga reducible gLALQbbcffefhqwddgd toroidal gLALQbbcffefpugddgd SFS[A(3,1)] gLALQbbcffefdegddgd reducible gLALQbbcffefadjuaga reducible gLALQbbcffefadjddgd reducible gLALQbbcffefddkiqgd reducible gLALQbbcffefddkitgd reducible gLALQbbcffefaigitgd reducible gLALQbbcffefaigiqgd reducible gLALQbbcffefaqriqgd reducible gLALQbbcffefhhgiqgd reducible gLALQbbcffefddkpmgl reducible gLALQbbcffefddkeugm reducible gLALQbbcffefaigeugm reducible gLALQbbcffefaigpmgl reducible gLALQbbcffefaqreugm reducible gLALQbbcffefhhgeugm reducible gLALQbbcffefpusidgd toroidal gLALQbbcffefltvidgd toroidal gLALQbbcffefatvidgd toroidal gLALQbbcffefpunidgd toroidal gLALQbbcffefmioidgd reducible gLALQbbcffefmaoidgd reducible gLALQbbcffefhqwidgd toroidal gLALQbbcffefpugidgd toroidal gLALQbbcffefdegidgd reducible gLALQbbcffefadjidgd reducible gLALQccbffefdecqtfe reducible gLALQccbffefdecimca reducible gLALQccbffefaljxxgd SFS[D(2,1)(2,1)] gLALQccbffefalfahkd SFS[D(3,1)(2,1)] gLALQccbffefalfahjd SFS[D(3,1)(2,1)] gLALQccbffefalfahrl SFS[D(2,1)(2,1)] gLALQccbffefalciegp SFS[D(3,1)(2,1)] gLALQccbffefalfetox SFS[D(3,1)(2,1)] gLALQccbffefalcimgd T2xI gLALQccbffefalcimgh T2xI gLALQccbffefalwimgh T2xI gLALQccbffefaljimgh SFS[A(2,1)] gLALQccbffefalfltkl SFS[A(3,1)] gLALQccbffefalfltjl SFS[A(3,1)] gLALQccbffefalfltod T2xI gLALQccbffefalfltnd T2xI gLALQccbffefalfltrd SFS[A(2,1)] gLALQccbffefalfltoi T2xI gLALQccbffefaljupgl SFS[D(2,1)(2,1)] gLALQccbffefalfimkm SFS[D(3,1)(2,1)] gLALQccbffefalfimjm SFS[D(3,1)(2,1)] gLALQccbffefalfimru SFS[D(2,1)(2,1)] gLALQccbffefalcixgp SFS[D(3,1)(2,1)] gLALQccbffefalfqtox SFS[D(3,1)(2,1)] gLALQccbffefaikuuci reducible gLALQccbffefaiceawd reducible gLALQccbffefaiceajd reducible gLALQccbffefaiceakm reducible gLALQccbffefaicadkt reducible gLALQccbffefaicadje reducible gLALQccbffefaicadwe reducible gLALQccbffefaikauci reducible gLALQccbffefalcplgd SFS[D(2,1)(2,1)] gLALQccbffefalfidoq SFS[D(2,1)(2,1)] gLALQccbffefaljalgd SFS[D(3,1)(2,1)] gLALQccbffefairaefd SFS[D(3,1)(3,2)] gLALQccbffefaikaefd SFS[D(3,1)(3,1)] gLALQccbffefaijapfl SFS[D(3,1)(2,1)] gLALQccbffefalwltge reducible gLALQccbffefaljltge reducible gLALQccbffefalwdegp reducible gLALQccbffefaljdegp reducible gLALQccbffefalfedkt reducible gLALQccbffefalfedjt reducible gLALQccbffefalfedka reducible gLALQccbffefalfedja reducible gLALQccbffefalfednx reducible gLALQccbffefalfedrx reducible gLALQccbffefalfedni reducible gLALQccbffefalfedri reducible gLALQccbffefaljahgl SFS[D(2,1)(2,1)] gLALQccbffefalfxakm SFS[D(3,1)(2,1)] gLALQccbffefalfxajm SFS[D(3,1)(2,1)] gLALQccbffefalfxaru SFS[D(2,1)(2,1)] gLALQccbffefalcdmgp SFS[D(3,1)(2,1)] gLALQccbffefalfldox SFS[D(3,1)(2,1)] gLALQccbffefalcdxgp SFS[D(3,1)(2,1)] gLALQccbffefalfqdox SFS[D(3,1)(2,1)] gLALQccbffefalcxegp SFS[D(3,1)(2,1)] gLALQccbffefalfeqox SFS[D(3,1)(2,1)] gLALQccbffefaljupga SFS[D(2,1)(2,1)] gLALQccbffefalfpukd SFS[D(3,1)(2,1)] gLALQccbffefalfpujd SFS[D(3,1)(2,1)] gLALQccbffefalfpurl SFS[D(2,1)(2,1)] gLALQccbffefalcxmgp SFS[D(3,1)(2,1)] gLALQccbffefalflqox SFS[D(3,1)(2,1)] gLALQccbffefaljqagm reducible gLALQccbffefalfqqkl reducible gLALQccbffefalfqqjl reducible gLALQccbffefalfqqrd reducible gLALQccbffefalcplgh SFS[D(2,1)(2,1)] gLALQccbffefalfeuoa SFS[D(2,1)(2,1)] gLALQccbffefaijppfl SFS[D(3,1)(2,1)] gLALQccbffefaikdafe SFS[D(3,1)(3,1)] gLALQccbffefairdafe SFS[D(3,1)(3,2)] gLALQccbffefalfaird SFS[D(3,1)(2,1)] gLALQccbffefalcdpge SFS[D(2,1)(2,1)] gLALQccbffefalwdpge SFS[D(2,1)(2,1)] gLALQccbffefaljdpge toroidal gLALQccbffefalclegt SFS[D(2,1)(2,1)] gLALQccbffefalfuikl toroidal gLALQccbffefalfuijl toroidal gLALQccbffefalfuioi SFS[D(2,1)(2,1)] gLALQccbffefalfuiod SFS[D(2,1)(2,1)] gLALQccbffefalfuind SFS[D(2,1)(2,1)] gLALQccbffefalfuird toroidal gLALQccbffefdhcdefp reducible gLALQccbffefdhcdefh reducible gLALQccbffefdecdeci reducible gLALQccbffefdecdecm reducible gLALQccbffefdecdewm reducible gLALQccbffefdecdejm reducible gLALQccbffefdecdekd reducible gLALQccbffefairpuci reducible gLALQccbffefaikpuci reducible gLALQccbffefaicdefp reducible gLALQccbffefaicdewa reducible gLALQccbffefaicdeja reducible gLALQccbffefaicdefh reducible gLALQccbffefaicderh reducible gLALQccbffefaicdekh reducible gLALQccbffefimcdesl reducible gLALQccbffefimcdeja reducible gLALQccbffefimcdejm reducible gLALQccbffefhucdefh reducible gLALQccbffefhucdefp reducible gLALQccbffefaxcltou reducible gLALQccbffefaxfedga reducible gLALQccbffefaxfedka reducible gLALQccbffefaxfedja reducible gLALQccbffefaxfedrx reducible gLALQccbffefaxfednx reducible gLALQccbffefaxfedgt reducible gLALQccbffefaxcltge reducible gLALQccbffefaxjltge reducible gLALQccbffefaxjupod reducible gLALQccbffefdhfedch reducible gLALQccbffefdhfedcu reducible gLALQccbffefimcelvu reducible gLALQccbffefimcpdvi reducible gLALQccbffefalcltou reducible gLALQccbffefapfedga reducible gLALQccbffefapfedka reducible gLALQccbffefapfedja reducible gLALQccbffefalredox reducible gLALQccbffefalkedox reducible gLALQccbffefapfedgt reducible gLALQccbffefalcupod reducible gLALQccbffefalwupod reducible gLALQccbffefaljupod reducible gLALQccbffefimcdxvq reducible gLALQccbffefimcxevq reducible gLALQccbffefimcltvp reducible gLALQccbffefimcltsp reducible gLALQccbffefimcltwp reducible gLALQccbffefimcltvu reducible gLALQccbffefimcltkt reducible gLALQccbffefimcltjt reducible gLALQccbffefimcupvd reducible gLALQccbffefimcupvi reducible gLALQccbffefimcupsi reducible gLALQccbffefimcupwi reducible gLALQccbffefhufedch reducible gLALQccbffefhufedcu reducible gLALQccbffefdufedch reducible gLALQccbffefdufedcu reducible gLALQccbffefalcdeoe reducible gLALQccbffefalcdene reducible gLALQccbffefalcdere reducible gLALQccbffefimcllvu reducible gLALQccbffefalcdejp reducible gLALQccbffefalcdekp reducible gLALQccbffefalcdeoq reducible gLALQccbffefimcppvi reducible gLALQccbffefimcppsi reducible gLALQccbffefimcppwi reducible gLALQccbffefaxcdegd reducible gLALQccbffefaxcdegh reducible gLALQccbffefaxcdejh reducible gLALQccbffefaxcdekh reducible gLALQccbffefimcxxji reducible gLALQccbffefdpcltgt reducible gLALQccbffefdpcltva reducible gLALQccbffefaicupfl reducible gLALQccbffefaiwupfl reducible gLALQccbffefaijupfl reducible gLALQccbffefimcpavl reducible gLALQccbffefaikedfa reducible gLALQccbffefairedfa reducible gLALQccbffefaicltfm reducible gLALQccbffefimcalve reducible gLALQccbffefimcalse reducible gLALQccbffefimcalwe reducible gLALQccbffefdpcdegm reducible gLALQccbffefdpcdekm reducible gLALQccbffefdpcdejm reducible gLALQccbffefdpcdega reducible gLALQccbffefimcplji reducible gLALQccbffefdecetfe reducible gLALQccbffefaxfdmop reducible gLALQccbffefaxfphol reducible gLALQccbffefaxfltoi reducible gLALQccbffefaxfltod reducible gLALQccbffefaxfltgl reducible gLALQccbffefaxcimgp reducible gLALQccbffefaxfpuoe reducible gLALQccbffefaicqafm reducible gLALQccbffefaxcahgt reducible gLALQccbffefaxfahgd reducible gLALQccbffefaxfetox reducible gLALQccbffefaxfimou reducible gLALQccbffefaxfimop reducible gLALQccbffefaxfuhol reducible gLALQccbffefaxflqox reducible gLALQccbffefaxfiiop reducible gLALQccbffefaxcahod reducible gLALQccbffefaicahfl reducible gLALQccbffefaxfaiod reducible gLALQccbffefaxfidoq reducible gLALQccbffefaxfeuoa reducible gLALQccbffefdecdmfd reducible gLALQccbffefdecelfe reducible gLALQccbffefaxfdiop reducible gLALQccbffefalcahod reducible gLALQccbffefapfltgl reducible gLALQccbffefalcimol reducible gLALQccbffefapfahgd reducible gLALQccbffefalcqaou reducible gLALQccbffefdecdxfd reducible gLALQccbffefaxfeqox reducible gLALQccbffefaxfiqol reducible gLALQccbffefaxflhoa reducible gLALQccbffefdhfxtcm SFS[D(3,1)(2,1)] gLALQccbffefdecihct T2xI gLALQccbffefdecihfe reducible gLALQccbffefdecihfm reducible gLALQccbffefdlfimgd reducible gLALQccbffefdlfimvp reducible gLALQccbffefdufxtcm SFS[D(3,1)(2,1)] gLALQccbffefaifxtfd reducible gLALQccbffefaifxtfh reducible gLALQccbffefaifqufe reducible gLALQccbffefaifitfp reducible gLALQccbffefhlfedsi reducible gLALQccbffefhlfedwi reducible gLALQccbffefdlfedge reducible gLALQccbffefdlfedgh reducible gLALQccbffefdlfedjh reducible gLALQccbffefdlfedkh reducible gLALQccbffefdlfedvx reducible gLALQccbffefdlfedsx reducible gLALQccbffefdlfedwx reducible gLALQccbffefdlfedvd reducible gLALQccbffefaxfquop reducible gLALQccbffefaxfitoe reducible gLALQccbffefdhflhcq SFS[D(3,1)(2,1)] gLALQccbffefhlfeqvi SFS[D(3,1)(2,1)] gLALQccbffefdlfpmgu reducible gLALQccbffefdlfpmvi reducible gLALQccbffefaiflhfe reducible gLALQccbffefaiflhfx reducible gLALQccbffefhlfxqve SFS[D(2,1)(2,1)] gLALQccbffefdlfumgu reducible gLALQccbffefdlfumvi reducible gLALQccbffefhlfqdvi SFS[D(3,1)(2,1)] gLALQccbffefdlfpugm reducible gLALQccbffefdlfpuve reducible gLALQccbffefduflhcq SFS[D(3,1)(2,1)] gLALQccbffefhlfqhvp SFS[D(2,1)(2,1)] gLALQccbffefdlfpigu reducible gLALQccbffefdlfpivi reducible gLALQccbffefaifiqfd reducible gLALQccbffefaiflufm reducible gLALQccbffefdpcihgd SFS[D(2,1)(2,1)] gLALQccbffefdpcihvp SFS[D(2,1)(2,1)] gLALQccbffefdlfuigu reducible gLALQccbffefdlfuivi reducible gLALQccbffefdhcplfd reducible gLALQccbffefdecemft reducible gLALQccbffefdecplca reducible gLALQccbffefaifuice reducible gLALQccbffefaicutfd reducible gLALQccbffefaljemga reducible gLALQccbffefalfpmkl reducible gLALQccbffefalfpmjl reducible gLALQccbffefalfpmrd reducible gLALQccbffefimcutve reducible gLALQccbffefimcutse reducible gLALQccbffefimcutwe reducible gLALQccbffefimcutvl reducible gLALQccbffefimcutji reducible gLALQccbffefhucplfd reducible gLALQccbffefaxfleou reducible gLALQccbffefaxfpmgl reducible gLALQccbffefaxcplgp reducible gLALQccbffefaxfdtoe reducible gLALQccbffefdhfpmce reducible gLALQccbffefiucelgx reducible gLALQccbffefapfpmgl reducible gLALQccbffefalcplol reducible gLALQccbffefiucdxgp reducible gLALQccbffefiucutgd reducible gLALQccbffefhpcplvq reducible gLALQccbffefiucemga reducible gLALQccbffefaifpmft reducible gLALQccbffefaifpmce reducible gLALQccbffefiucatgd reducible gLALQccbffefaifpmfl reducible gLALQccbffefhxcplvq reducible gLALQccbffefiuculol reducible gLALQccbffefhpcutgi reducible gLALQccbffefhpcutvq reducible gLALQccbffefiucptol reducible gLALQccbffefimcemvd reducible gLALQccbffefimfpmvi reducible gLALQccbffefiucltgx reducible gLALQccbffefimcidvp reducible gLALQccbffefhufpmce reducible gLALQccbffefdufpmce reducible gLALQccbffefalcutol reducible gLALQccbffefiucllgx reducible gLALQccbffefaxcutgp reducible gLALQccbffefdpcplgi reducible gLALQccbffefhpcplgi reducible gLALQccbffefaifdtfp reducible gLALQccbffefaicplfd reducible gLALQccbffefiucalgd reducible gLALQccbffefaiflefm reducible gLALQccbffefdpcutgi reducible gLALQccbffefaifahci reducible gLALQccbffefaifahfp reducible gLALQccbffefaifahfd reducible gLALQccbffefaifdmfe reducible gLALQccbffefaifetfa reducible gLALQccbffefaifphfd reducible gLALQccbffefaifxmfe reducible gLALQccbffefaifltce reducible gLALQccbffefaifltfl reducible gLALQccbffefaifltft reducible gLALQccbffefdecatfh reducible gLALQccbffefaifuhfd reducible gLALQccbffefaifimct reducible gLALQccbffefaifimfe reducible gLALQccbffefaifimfm reducible gLALQccbffefaifqtfa reducible gLALQccbffefaifpace reducible gLALQccbffefaicuafd reducible gLALQccbffefaicatfd reducible gLALQccbffefaifidfh reducible gLALQccbffefaifeefm reducible gLALQccbffefaifuaft reducible gLALQccbffefaicalfd reducible gLALQccbffefaifaejm SFS[D(3,1)(2,1)] gLALQccbffefaifaekd SFS[D(3,1)(3,2)] gLALQccbffefaifaerd SFS[D(3,1)(3,1)] gLALQccbffefalfamrd SFS[D(3,1)(2,1)] gLALQccbffefaifdajt SFS[D(3,1)(2,1)] gLALQccbffefaifdake SFS[D(3,1)(3,2)] gLALQccbffefaifdare SFS[D(3,1)(3,1)] gLALQccbffefaljatgd SFS[D(3,1)(2,1)] gLALQccbffefaifedch reducible gLALQccbffefaifedwh reducible gLALQccbffefaifedjh reducible gLALQccbffefaifedcu reducible gLALQccbffefaifedka reducible gLALQccbffefaifedra reducible gLALQccbffefimcuavl reducible gLALQccbffefimcatve reducible gLALQccbffefimcatse reducible gLALQccbffefimcatwe reducible gLALQccbffefaifpefd reducible gLALQccbffefaifxact reducible gLALQccbffefaifxafe reducible gLALQccbffefaifxafm reducible gLALQccbffefaxfamod reducible gLALQccbffefaifldfa reducible gLALQccbffefaifuefd reducible gLALQccbffefaifiafe reducible gLALQccbffefaifiafm reducible gLALQccbffefaifqdfa reducible gLALQccbffefaifamce reducible gLALQccbffefaifamfl reducible gLALQccbffefaifaufp reducible gLALQccbffefaifaufd reducible gLALQccbffefaifdife reducible gLALQccbffefaifeqfa reducible gLALQccbffefaifpuci reducible gLALQccbffefaifpufp reducible gLALQccbffefaifpufd reducible gLALQccbffefaifxife reducible gLALQccbffefaiflqfa reducible gLALQccbffefaifuufp reducible gLALQccbffefaifuufd reducible gLALQccbffefaifiife reducible gLALQccbffefaifiifm reducible gLALQccbffefaifqqfl reducible gLALQccbffefaifqqft reducible gLALQccbffefaifeufx reducible gLALQccbffefaifaice reducible gLALQccbffefaicpafd reducible gLALQccbffefaifaifl reducible gLALQccbffefaifpaft reducible gLALQccbffefaifuift reducible gLALQccbffefaifuifl reducible gLALQccbffefdecqxfl reducible gLALQccbffefalcqxgt SFS[D(2,1)(2,1)] gLALQccbffefalfqhoa SFS[D(2,1)(2,1)] gLALQccbffefalfxqoq SFS[D(2,1)(2,1)] gLALQccbffefalcxhge SFS[D(2,1)(2,1)] gLALQccbffefhxcdeve reducible gLALQccbffefhxcdevl reducible gLALQccbffefaxfqhoa reducible gLALQccbffefaifqhfx reducible gLALQccbffefhxcptvq reducible gLALQccbffefhxculvq reducible gLALQccbffefaifxqfh reducible gLALQccbffefaxfdqoe reducible gLALQccbffefaxfumgl reducible gLALQccbffefaxfumod reducible gLALQccbffefhuculfd reducible gLALQccbffefdhfpice reducible gLALQccbffefdhculfd reducible gLALQccbffefdhcptfd reducible gLALQccbffefdecexft reducible gLALQccbffefdecptca reducible gLALQccbffefdecdhfm reducible gLALQccbffefhufpice reducible gLALQccbffefhpcltgt reducible gLALQccbffefpuculfd reducible gLALQccbffefhpcltva reducible gLALQccbffefdufpice reducible gLALQccbffefaifpifl reducible gLALQccbffefpxfamge reducible gLALQccbffefaifpice reducible gLALQccbffefaifpift reducible gLALQccbffefaifqefm reducible gLALQccbffefppcptgi reducible gLALQccbffefaiculfd reducible gLALQccbffefaifehfx reducible gLALQccbffefaljexga SFS[D(3,1)(2,1)] gLALQccbffefalfumkl SFS[D(3,1)(3,1)] gLALQccbffefalfumjl SFS[D(3,1)(3,2)] gLALQccbffefalfumrd SFS[D(3,1)(2,1)] gLALQccbffefalfpird SFS[D(3,1)(2,1)] gLALQccbffefalfpijl SFS[D(3,1)(3,1)] gLALQccbffefalfpikl SFS[D(3,1)(3,2)] gLALQccbffefaljdhge SFS[D(3,1)(2,1)] gLALQccbffefhpcdegm reducible gLALQccbffefhpcdekm reducible gLALQccbffefhpcdejm reducible gLALQccbffefhpcdega reducible gLALQccbffefimcptji reducible gLALQccbffefimcptki reducible gLALQccbffefhpcdeve reducible gLALQccbffefhpcdevl reducible gLALQccbffefhpcdewl reducible gLALQccbffefhpcdesl reducible gLALQccbffefhucptfd reducible gLALQccbffefaxfpiod reducible gLALQccbffefaxfpigl reducible gLALQccbffefaxcptgp reducible gLALQccbffefaxfehoa reducible gLALQccbffefdhfumce reducible gLALQccbffeflpfpigl reducible gLALQccbffefapfpigl reducible gLALQccbffefalculol reducible gLALQccbffefpxfeqgu reducible gLALQccbffefaifumft reducible gLALQccbffefaifumce reducible gLALQccbffefpxfpagh reducible gLALQccbffefaifumfl reducible gLALQccbffefhpcptgi reducible gLALQccbffefhpcptvq reducible gLALQccbffefalcptol reducible gLALQccbffefapfumgl reducible gLALQccbffeflpfumgl reducible gLALQccbffefpxfqdgu reducible gLALQccbffefhpcupge reducible gLALQccbffefimfpivi reducible gLALQccbffefpucptfd reducible gLALQccbffefhpcupvx reducible gLALQccbffefhufumce reducible gLALQccbffefdufumce reducible gLALQccbffefpxfiigq reducible gLALQccbffefpxfuugi reducible gLALQccbffefaxcptol reducible gLALQccbffefhpculgi reducible gLALQccbffefhpculvq reducible gLALQccbffefaifdqfp reducible gLALQccbffefaicptfd reducible gLALQccbffefppculgi reducible gLALQccbffefaifxdfh reducible gLALQccbffefdpcptgi reducible gLALQccbffefdpcptvq reducible gLALQccbffefdecltfx reducible gLALQccbffefdecltfe reducible gLALQccbffefdecphfa reducible gLALQccbffefdecixfd reducible gLALQccbffefdecllfe reducible gLALQccbffefaicimfd reducible gLALQccbffefdecalfh reducible gLALQccbffefdecdpfm reducible gLALQbccdffftajwahh SFS[D(3,1)(2,1)] gLALQbccdffftpkwmum toroidal gLALQbccdffftugwtpt SFS[D(9,2)(2,1)] gLALQbccdfffdigrmum toroidal gLALQbccdfffdagrmum reducible gLALQbccdfffdmgrmum toroidal gLALQbccdfffeikjtit toroidal gLALQbccdfffeakjtit toroidal gLALQbccdfffemkjtit toroidal gLALQbccdfffaawwahh toroidal gLALQbccdfffaanwxxq toroidal gLALQbccdfffaajwahh SFS[D(3,1)(2,1)] gLALQbccdfffapkwmum toroidal gLALQbccdfffaugwtpt SFS[D(3,1)(2,1)] gLALQbccdfffapcwldd reducible gLALQbccdfffaaswxxq toroidal gLALQbccdfffaurwiei toroidal gLALQbccdfffaacwahh SFS[D(3,1)(2,1)] gLALQbccdfffaagwxxq reducible gLALQbccdffflajwahh toroidal gLALQbccdffflpkwmum toroidal gLALQbccdffflugwtpt toroidal gLALQbccdfffxavjdea SFS[A(3,1)] gLALQbccdfffxxvjxpl toroidal gLALQbccdfffahgwplx SFS[A(2,1)] gLALQbccdfffaxcwxpl SFS[A(3,1)] gLALQbccdfffaacwdea SFS[A(3,1)] gLALQbccdfffaagwuiq SFS[A(2,1)] gLALQbccdfffhagruiq SFS[A(2,1)] gLALQbccdfffhhgrplx toroidal gLALQbccdffftagwpua SFS[D(2,1)(2,1)] gLALQbccdfffaacwqtd reducible gLALQbccdfffaicwqtd reducible gLALQbccdfffamcwqtd reducible gLALQbccdfffaagwilh SFS[D(2,1)(2,1)] gLALQbccdfffaagwpua SFS[D(2,1)(2,1)] gLALQbccdffflagwpua toroidal gLALQbccdfffaagwplq reducible gLALQbccdfffaagwpeq SFS[D(3,1)(2,1)] gLALQbccdffftajwata SFS[D(3,1)(3,2)] gLALQbccdffftpkwuuh SFS[D(12,7)(3,1)] gLALQbccdffftugwmpp SFS[D(9,5)(3,1)] gLALQbccdfffdigrtuu SFS[D(11,7)(3,1)] gLALQbccdfffdagrtuu SFS[D(3,1)(2,1)] gLALQbccdfffdmgrtuu SFS[D(13,8)(3,1)] gLALQbccdfffeikjhii SFS[D(13,8)(3,1)] gLALQbccdfffeakjhii SFS[D(5,4)(3,1)] gLALQbccdfffemkjhii toroidal gLALQbccdfffaawwata reducible gLALQbccdfffaanwpqq SFS[D(5,4)(3,1)] gLALQbccdfffaajwata SFS[D(3,1)(3,1)] gLALQbccdfffapkwuuh reducible gLALQbccdfffaugwmpp SFS[D(3,1)(3,2)] gLALQbccdfffapcwlla SFS[D(3,1)(2,1)] gLALQbccdfffaaswpqq SFS[D(7,5)(3,1)] gLALQbccdfffaurweeu SFS[D(5,4)(3,1)] gLALQbccdfffaacwata SFS[D(3,1)(3,2)] gLALQbccdfffaagwpqq SFS[D(3,1)(2,1)] gLALQbccdffflajwata reducible gLALQbccdffflpkwuuh toroidal gLALQbccdffflugwmpp SFS[D(12,7)(3,1)] gLALQbccdffftajwaam reducible gLALQbccdffftpkwtuu toroidal gLALQbccdffftugwpph toroidal gLALQbccdfffdigruuh SFS[D(11,3)(3,1)] gLALQbccdfffdagruuh SFS[D(3,1)(2,1)] gLALQbccdfffdmgruuh toroidal gLALQbccdfffeikjiim toroidal gLALQbccdfffeakjiim toroidal gLALQbccdfffemkjiim toroidal gLALQbccdfffaawwaam toroidal gLALQbccdfffaanwqlq toroidal gLALQbccdfffaajwaam toroidal gLALQbccdfffapkwtuu toroidal gLALQbccdfffaugwpph reducible gLALQbccdfffapcwlel SFS[D(3,1)(2,1)] gLALQbccdfffaaswqlq SFS[D(7,4)(3,1)] gLALQbccdfffaurwqee toroidal gLALQbccdfffaacwaam reducible gLALQbccdfffaagwqlq SFS[D(3,1)(2,1)] gLALQbccdffflajwaam toroidal gLALQbccdffflpkwtuu toroidal gLALQbccdffflugwpph toroidal gLALQbccdffftajwaai reducible gLALQbccdffftpkwxuu toroidal gLALQbccdffftugwppd toroidal gLALQbccdfffdigruue SFS[D(11,8)(3,1)] gLALQbccdfffdagruue SFS[D(3,1)(2,1)] gLALQbccdfffdmgruue toroidal gLALQbccdfffeikjiia toroidal gLALQbccdfffeakjiia toroidal gLALQbccdfffemkjiia toroidal gLALQbccdfffaawwaai toroidal gLALQbccdfffaanwqeq toroidal gLALQbccdfffaajwaai toroidal gLALQbccdfffapkwxuu toroidal gLALQbccdfffaugwppd reducible gLALQbccdfffapcwlql SFS[D(3,1)(2,1)] gLALQbccdfffaaswqeq SFS[D(7,3)(3,1)] gLALQbccdfffaurwlee toroidal gLALQbccdfffaacwaai reducible gLALQbccdfffaagwqeq SFS[D(3,1)(2,1)] gLALQbccdffflajwaai toroidal gLALQbccdffflpkwxuu toroidal gLALQbccdffflugwppd toroidal gLALQbccdfffaagwmlq SFS[D(3,1)(2,1)] gLALQbccdfffaagwmeq toroidal gLALQbccdffftajwala SFS[D(3,1)(3,1)] gLALQbccdffftpkwuue SFS[D(12,5)(3,1)] gLALQbccdffftugwqpp SFS[D(9,4)(3,1)] gLALQbccdfffdigrxuu SFS[D(11,4)(3,1)] gLALQbccdfffdagrxuu SFS[D(3,1)(2,1)] gLALQbccdfffdmgrxuu SFS[D(13,5)(3,1)] gLALQbccdfffeikjlii SFS[D(13,5)(3,1)] gLALQbccdfffeakjlii SFS[D(5,1)(3,1)] gLALQbccdfffemkjlii toroidal gLALQbccdfffaawwala reducible gLALQbccdfffaanwmqq SFS[D(5,1)(3,1)] gLALQbccdfffaajwala SFS[D(3,1)(3,2)] gLALQbccdfffapkwuue reducible gLALQbccdfffaugwqpp SFS[D(3,1)(3,1)] gLALQbccdfffapcwllt SFS[D(3,1)(2,1)] gLALQbccdfffaaswmqq SFS[D(7,2)(3,1)] gLALQbccdfffaurweeh SFS[D(5,1)(3,1)] gLALQbccdfffaacwala SFS[D(3,1)(3,1)] gLALQbccdfffaagwmqq SFS[D(3,1)(2,1)] gLALQbccdffflajwala reducible gLALQbccdffflpkwuue toroidal gLALQbccdffflugwqpp SFS[D(12,5)(3,1)] gLALQbccdfffeafjimm SFS[D(3,1)(2,1)] gLALQbccdfffamgwmam SFS[D(3,1)(2,1)] gLALQbccdfffeafjimi SFS[D(3,1)(2,1)] gLALQbccdfffamgwmaa SFS[D(3,1)(2,1)] gLALQbccdfffdacruhe SFS[D(3,1)(2,1)] gLALQbccdfffeafjima toroidal gLALQbccdfffaacwpdh SFS[D(3,1)(2,1)] gLALQbccdfffaacwelq SFS[D(3,1)(2,1)] gLALQbccdfffaigwmai reducible gLALQbccdfffaagwmai reducible gLALQbccdfffamgwmai reducible gLALQbccdffftajwqaq SFS[D(3,1)(2,1)] gLALQbccdffftpkwllu SFS[D(12,5)(2,1)] gLALQbccdffftugwpee SFS[D(9,4)(2,1)] gLALQbccdfffdigrudd SFS[D(11,4)(2,1)] gLALQbccdfffdagrudd SFS[D(2,1)(2,1)] gLALQbccdfffdmgrudd SFS[D(13,5)(2,1)] gLALQbccdfffeikjiee SFS[D(13,5)(2,1)] gLALQbccdfffeakjiee SFS[D(5,1)(2,1)] gLALQbccdfffemkjiee toroidal gLALQbccdfffaawwqaq reducible gLALQbccdfffaanwqaa SFS[D(5,1)(2,1)] gLALQbccdfffaajwqaq SFS[D(3,1)(2,1)] gLALQbccdfffapkwllu reducible gLALQbccdfffaugwpee SFS[D(3,1)(2,1)] gLALQbccdfffapcwuul SFS[D(2,1)(2,1)] gLALQbccdfffaaswqaa SFS[D(7,2)(2,1)] gLALQbccdfffaurwppe SFS[D(5,1)(2,1)] gLALQbccdfffaacwqaq SFS[D(3,1)(2,1)] gLALQbccdfffaagwqaa SFS[D(2,1)(2,1)] gLALQbccdffflajwqaq reducible gLALQbccdffflpkwllu toroidal gLALQbccdffflugwpee SFS[D(12,5)(2,1)] gLALQbccdfffaicwqtq SFS[D(2,1)(2,1)] gLALQbccdffflagwpaa SFS[D(2,1)(2,1)] gLALQbccdfffaacwuta toroidal gLALQbccdffftajwuaa SFS[D(3,1)(3,1)] gLALQbccdffftpkwupu toroidal gLALQbccdffftugwpap SFS[D(9,7)(3,1)] gLALQbccdfffdigruau toroidal gLALQbccdfffdagruau reducible gLALQbccdfffdmgruau toroidal gLALQbccdfffeikjidi toroidal gLALQbccdfffeakjidi toroidal gLALQbccdfffemkjidi toroidal gLALQbccdfffaawwuaa toroidal gLALQbccdfffaanwqqd toroidal gLALQbccdfffaajwuaa SFS[D(3,1)(3,2)] gLALQbccdfffapkwupu toroidal gLALQbccdfffaugwpap SFS[D(3,1)(3,1)] gLALQbccdfffapcwill reducible gLALQbccdfffaaswqqd toroidal gLALQbccdfffaurwexe toroidal gLALQbccdfffaacwuaa SFS[D(3,1)(3,1)] gLALQbccdfffaagwqqd reducible gLALQbccdffflajwuaa toroidal gLALQbccdffflpkwupu toroidal gLALQbccdffflugwpap toroidal gLALQbccdfffaacwula SFS[D(3,1)(3,2)] gLALQbccdfffpagruxt reducible gLALQbccdfffpawrpdh reducible gLALQbccdfffaacwuhe reducible gLALQbccdfffaagwheu reducible gLALQbccdfffaicwqtt SFS[D(2,1)(2,1)] gLALQbccdffflagwppa SFS[D(2,1)(2,1)] gLALQbccdffftajwxxa reducible gLALQbccdffftpkwudd toroidal gLALQbccdffftugwiip toroidal gLALQbccdfffdigrllu SFS[D(11,3)(2,1)] gLALQbccdfffdagrllu SFS[D(2,1)(2,1)] gLALQbccdfffdmgrllu toroidal gLALQbccdfffeikjppi toroidal gLALQbccdfffeakjppi toroidal gLALQbccdfffemkjppi toroidal gLALQbccdfffaawwxxa toroidal gLALQbccdfffaanwhqh toroidal gLALQbccdfffaajwxxa toroidal gLALQbccdfffapkwudd toroidal gLALQbccdfffaugwiip reducible gLALQbccdfffapcwmlm SFS[D(2,1)(2,1)] gLALQbccdfffaaswhqh SFS[D(7,3)(2,1)] gLALQbccdfffaurwett toroidal gLALQbccdfffaacwxxa reducible gLALQbccdfffaagwhqh SFS[D(2,1)(2,1)] gLALQbccdffflajwxxa toroidal gLALQbccdffflpkwudd toroidal gLALQbccdffflugwiip toroidal gLALQbccdfffaacwpta SFS[D(3,1)(3,1)] gLALQbccdffftajwpaa SFS[D(3,1)(3,2)] gLALQbccdffftpkwuau toroidal gLALQbccdffftugwpup SFS[D(9,2)(3,1)] gLALQbccdfffdigrupu toroidal gLALQbccdfffdagrupu reducible gLALQbccdfffdmgrupu toroidal gLALQbccdfffeikjixi toroidal gLALQbccdfffeakjixi toroidal gLALQbccdfffemkjixi toroidal gLALQbccdfffaawwpaa toroidal gLALQbccdfffaanwqqt toroidal gLALQbccdfffaajwpaa SFS[D(3,1)(3,1)] gLALQbccdfffapkwuau toroidal gLALQbccdfffaugwpup SFS[D(3,1)(3,2)] gLALQbccdfffapcwhll reducible gLALQbccdfffaaswqqt toroidal gLALQbccdfffaurweme toroidal gLALQbccdfffaacwpaa SFS[D(3,1)(3,2)] gLALQbccdfffaagwqqt reducible gLALQbccdffflajwpaa toroidal gLALQbccdffflpkwuau toroidal gLALQbccdffflugwpup toroidal gLALQbccdfffaacwpla reducible gLALQbccffefapcahkl reducible gLALQbccfffeeikqaik toroidal gLALQbccfffedigahuk toroidal gLALQbccfffedigqqmr SFS[D(5,2)(2,1)] gLALQbccfffeeikxxtr toroidal gLALQbccffeftpkahku toroidal gLALQbccffefapkahku toroidal gLALQbccffeflpkahku toroidal gLALQbccffefaawxxkh toroidal gLALQbccffefaawahra toroidal gLALQbccffefaajxxkh toroidal gLALQbccffeflajxxkh toroidal gLALQbccffeftajxxkh reducible gLALQbccffefaajahra SFS[D(7,2)(2,1)] gLALQbccffeflajahra toroidal gLALQbccffefaacxxkh reducible gLALQbccffefapkxxjm toroidal gLALQbccffeflpkxxjm toroidal gLALQbccffeftpkxxjm toroidal gLALQbccffefaxcimkh SFS[A(2,1)] gLALQbccffefxxvimkh toroidal gLALQbccffefxavimrh T2xI gLALQbccffefxavimkh SFS[A(2,1)] gLALQbccffefaacimkh SFS[A(2,1)] gLALQbccffefaacimrh T2xI gLALQbccffefaxcimjh T2xI gLALQbccffefxxvimjh SFS[A(3,1)] gLALQbccffefamcltkx SFS[D(2,1)(2,1)] gLALQbccffefaicltkx toroidal gLALQbccffefaacupka SFS[D(2,1)(2,1)] gLALQbccffefaacltkx SFS[D(2,1)(2,1)] gLALQbccffefdacedkt reducible gLALQbccffefaacderp reducible gLALQbccffefeafdekh reducible gLALQbccffefaacutkh reducible gLALQbccffefaacptkh SFS[D(3,1)(2,1)] gLALQbccffefapceeka SFS[D(3,1)(2,1)] gLALQbccfffedigammr SFS[D(5,2)(3,1)] gLALQbccfffeeikuatr SFS[D(4,1)(3,1)] gLALQbccffeftpkeekh SFS[D(4,1)(3,1)] gLALQbccffefapkeekh SFS[D(8,3)(3,1)] gLALQbccffeflpkeekh toroidal gLALQbccffefaawatkh SFS[D(7,5)(3,1)] gLALQbccffefaaweert SFS[D(8,3)(3,1)] gLALQbccffefaajatkh SFS[D(5,4)(3,1)] gLALQbccffeflajatkh SFS[D(7,5)(3,1)] gLALQbccffeftajatkh SFS[D(3,1)(2,1)] gLALQbccffefaajeert SFS[D(7,4)(3,1)] gLALQbccffeflajeert SFS[D(8,3)(3,1)] gLALQbccffefaacatkh SFS[D(3,1)(2,1)] gLALQbccffefapkatjm SFS[D(7,5)(3,1)] gLALQbccffeflpkatjm toroidal gLALQbccffefapcpakd SFS[D(3,1)(2,1)] gLALQbccfffeeikaltk toroidal gLALQbccfffediguamk toroidal gLALQbccfffedigpamr toroidal gLALQbccfffeeikattr toroidal gLALQbccffeftpkpakm toroidal gLALQbccffefapkpakm SFS[D(8,3)(3,1)] gLALQbccffeflpkpakm toroidal gLALQbccffefaawuakh SFS[D(7,4)(3,1)] gLALQbccffefaawparh SFS[D(8,3)(3,1)] gLALQbccffefaajuakh toroidal gLALQbccffeflajuakh SFS[D(7,4)(3,1)] gLALQbccffeftajuakh SFS[D(3,1)(2,1)] gLALQbccffefaajparh toroidal gLALQbccffeflajparh SFS[D(8,3)(3,1)] gLALQbccffefaacuakh SFS[D(3,1)(2,1)] gLALQbccffefapkuajm SFS[D(7,4)(3,1)] gLALQbccffeflpkuajm toroidal gLALQbccffeftpkuajm toroidal gLALQbccffefapcuakd SFS[D(3,1)(2,1)] gLALQbccfffeeikattk toroidal gLALQbccfffedigpamk toroidal gLALQbccfffediguamr toroidal gLALQbccfffeeikaltr toroidal gLALQbccffeftpkuakm toroidal gLALQbccffefapkuakm SFS[D(8,3)(3,1)] gLALQbccffeflpkuakm toroidal gLALQbccffefaawpakh SFS[D(7,3)(3,1)] gLALQbccffefaawuarh SFS[D(8,3)(3,1)] gLALQbccffefaajpakh toroidal gLALQbccffeflajpakh SFS[D(7,3)(3,1)] gLALQbccffeftajpakh SFS[D(3,1)(2,1)] gLALQbccffefaajuarh toroidal gLALQbccffeflajuarh SFS[D(8,3)(3,1)] gLALQbccffefaacpakh SFS[D(3,1)(2,1)] gLALQbccffefapkpajm SFS[D(7,3)(3,1)] gLALQbccffeflpkpajm toroidal gLALQbccffeftpkpajm toroidal gLALQbccffefaaculkh SFS[D(3,1)(2,1)] gLALQbccffefaacplkh toroidal gLALQbccffefapcddke SFS[D(3,1)(2,1)] gLALQbccfffedigaimr SFS[D(5,3)(3,1)] gLALQbccfffeeikpatr SFS[D(4,3)(3,1)] gLALQbccffeftpkddkt SFS[D(4,3)(3,1)] gLALQbccffefapkddkt SFS[D(8,3)(3,1)] gLALQbccffeflpkddkt toroidal gLALQbccffefaawalkh SFS[D(7,2)(3,1)] gLALQbccffefaawddrm SFS[D(8,3)(3,1)] gLALQbccffefaajalkh SFS[D(5,1)(3,1)] gLALQbccffeflajalkh SFS[D(7,2)(3,1)] gLALQbccffeftajalkh SFS[D(3,1)(2,1)] gLALQbccffefaajddrm SFS[D(7,3)(3,1)] gLALQbccffeflajddrm SFS[D(8,3)(3,1)] gLALQbccffefaacalkh SFS[D(3,1)(2,1)] gLALQbccffefapkaljm SFS[D(7,2)(3,1)] gLALQbccffeflpkaljm toroidal gLALQbccffefalcupjt reducible gLALQbccffefalcupkt reducible gLALQbccffefpawpurh SFS[D(3,1)(2,1)] gLALQbccffefpawpukh SFS[D(3,1)(2,1)] gLALQbccffefaacdekd reducible gLALQbccffefaacderd reducible gLALQbccffefapcxxkd SFS[D(2,1)(2,1)] gLALQbccfffedigahur SFS[D(5,2)(2,1)] gLALQbccfffeeikqair SFS[D(4,1)(2,1)] gLALQbccffeftpkxxkm SFS[D(4,1)(2,1)] gLALQbccffefapkxxkm SFS[D(8,3)(2,1)] gLALQbccffeflpkxxkm toroidal gLALQbccffefaawahka SFS[D(7,2)(2,1)] gLALQbccffefaawxxrh SFS[D(8,3)(2,1)] gLALQbccffefaajahka SFS[D(5,1)(2,1)] gLALQbccffeflajahka SFS[D(7,2)(2,1)] gLALQbccffeftajahka SFS[D(2,1)(2,1)] gLALQbccffefaajxxrh SFS[D(7,3)(2,1)] gLALQbccffeflajxxrh SFS[D(8,3)(2,1)] gLALQbccffefaacahka SFS[D(2,1)(2,1)] gLALQbccffefapkahju SFS[D(7,2)(2,1)] gLALQbccffeflpkahju toroidal gLALQbccffefaicllkx SFS[D(2,1)(2,1)] gLALQbccffefeafeakm SFS[D(2,1)(2,1)] gLALQbccffefapcatkd reducible gLALQbccfffeeikuatk toroidal gLALQbccfffedigammk toroidal gLALQbccfffedigddtr SFS[D(5,2)(3,1)] gLALQbccfffeeikddhr toroidal gLALQbccffeftpkatkm toroidal gLALQbccffefapkatkm toroidal gLALQbccffeflpkatkm toroidal gLALQbccffefaaweekt toroidal gLALQbccffefaawatrh toroidal gLALQbccffefaajeekt toroidal gLALQbccffeflajeekt toroidal gLALQbccffeftajeekt reducible gLALQbccffefaajatrh SFS[D(7,5)(3,1)] gLALQbccffeflajatrh toroidal gLALQbccffefaaceekt reducible gLALQbccffefapkeejh toroidal gLALQbccffeflpkeejh toroidal gLALQbccffeftpkeejh toroidal gLALQbccffefaacdekp reducible gLALQbccffefeafderh reducible gLALQbccffefdacedrt reducible gLALQbccffefaicltrx SFS[D(2,1)(2,1)] gLALQbccffefaiclakx SFS[D(2,1)(2,1)] gLALQbccffefeafadkt SFS[D(2,1)(2,1)] gLALQbccffefapcqakm SFS[D(2,1)(2,1)] gLALQbccfffeeikahpk toroidal gLALQbccfffedigxalk toroidal gLALQbccfffedigxalr toroidal gLALQbccfffeeikahpr toroidal gLALQbccffeftpkqakd toroidal gLALQbccffefapkqakd SFS[D(8,3)(2,1)] gLALQbccffeflpkqakd toroidal gLALQbccffefaawqakx SFS[D(7,3)(2,1)] gLALQbccffefaawqarx SFS[D(8,3)(2,1)] gLALQbccffefaajqakx toroidal gLALQbccffeflajqakx SFS[D(7,3)(2,1)] gLALQbccffeftajqakx SFS[D(2,1)(2,1)] gLALQbccffefaajqarx toroidal gLALQbccffeflajqarx SFS[D(8,3)(2,1)] gLALQbccffefaacqakx SFS[D(2,1)(2,1)] gLALQbccffefapkqajd SFS[D(7,3)(2,1)] gLALQbccffeflpkqajd toroidal gLALQbccffeftpkqajd toroidal gLALQbccffefaacplrh SFS[D(2,1)(2,1)] gLALQbccffefapcalkd reducible gLALQbccfffeeikpatk toroidal gLALQbccfffedigaimk toroidal gLALQbccfffedigeehr SFS[D(5,3)(3,1)] gLALQbccfffeeikeemr toroidal gLALQbccffeftpkalkm toroidal gLALQbccffefapkalkm toroidal gLALQbccffeflpkalkm toroidal gLALQbccffefaawddkm toroidal gLALQbccffefaawalrh toroidal gLALQbccffefaajddkm toroidal gLALQbccffeflajddkm toroidal gLALQbccffeftajddkm reducible gLALQbccffefaajalrh SFS[D(7,2)(3,1)] gLALQbccffeflajalrh toroidal gLALQbccffefaacddkm reducible gLALQbccffefapkddjt toroidal gLALQbccffeflpkddjt toroidal gLALQbccffeftpkddjt toroidal gLALQbccdffftajjqaq SFS[D(3,1)(2,1)] gLALQbccdffftpkjllu toroidal gLALQbccdffftugjpee toroidal gLALQbccdfffdigkudd toroidal gLALQbccdfffdmgkudd toroidal gLALQbccdfffeikwiee toroidal gLALQbccdfffeakwiee SFS[D(7,2)(2,1)] gLALQbccdfffemkwiee toroidal gLALQbccdfffaawjqaq SFS[D(3,1)(2,1)] gLALQbccdfffaanjqaa SFS[D(7,2)(2,1)] gLALQbccdfffaajjqaq toroidal gLALQbccdfffapkjllu SFS[D(3,1)(2,1)] gLALQbccdfffaugjpee SFS[D(3,1)(2,1)] gLALQbccdfffaasjqaa toroidal gLALQbccdfffaurjppe SFS[D(7,2)(2,1)] gLALQbccdfffaacjqaq SFS[D(3,1)(2,1)] gLALQbccdffflajjqaq SFS[D(3,1)(2,1)] gLALQbccdffflpkjllu toroidal gLALQbccdffflugjpee toroidal gLALQbccdfffxavwdea SFS[A(3,1)] gLALQbccdfffxxvwxpl toroidal gLALQbccdfffahgjplx T2xI gLALQbccdfffaxcjxpl SFS[A(3,1)] gLALQbccdfffaacjdea SFS[A(3,1)] gLALQbccdfffaagjuiq T2xI gLALQbccdfffhagkuiq T2xI gLALQbccdfffhhgkplx SFS[A(3,1)] gLALQbccdfffpagkuxt reducible gLALQbccdfffpawkpdh reducible gLALQbccdfffaegjpqm SFS[D(2,1)(2,1)] gLALQbccdfffalcjtal SFS[D(2,1)(2,1)] gLALQbccdfffaacjuhe reducible gLALQbccdfffaagjheu reducible gLALQbccdffftajjuaa SFS[D(3,1)(3,2)] gLALQbccdffftpkjupu SFS[D(9,7)(3,1)] gLALQbccdffftugjpap SFS[D(6,5)(3,1)] gLALQbccdfffdigkuau SFS[D(10,7)(3,1)] gLALQbccdfffdmgkuau SFS[D(11,8)(3,1)] gLALQbccdfffeikwidi SFS[D(11,8)(3,1)] gLALQbccdfffeakwidi SFS[D(7,4)(3,1)] gLALQbccdfffemkwidi toroidal gLALQbccdfffaawjuaa SFS[D(3,1)(3,1)] gLALQbccdfffaanjqqd SFS[D(7,4)(3,1)] gLALQbccdfffaajjuaa reducible gLALQbccdfffapkjupu SFS[D(3,1)(3,1)] gLALQbccdfffaugjpap SFS[D(3,1)(3,2)] gLALQbccdfffaasjqqd SFS[D(8,3)(3,1)] gLALQbccdfffaurjexe SFS[D(7,4)(3,1)] gLALQbccdfffaacjuaa SFS[D(3,1)(3,2)] gLALQbccdffflajjuaa SFS[D(3,1)(3,1)] gLALQbccdffflpkjupu toroidal gLALQbccdffflugjpap SFS[D(9,7)(3,1)] gLALQbccdffftajjaai reducible gLALQbccdffftpkjxuu toroidal gLALQbccdffftugjppd toroidal gLALQbccdfffdigkuue SFS[D(10,7)(3,1)] gLALQbccdfffdmgkuue toroidal gLALQbccdfffeikwiia toroidal gLALQbccdfffeakwiia toroidal gLALQbccdfffemkwiia toroidal gLALQbccdfffaawjaai toroidal gLALQbccdfffaanjqeq toroidal gLALQbccdfffaajjaai toroidal gLALQbccdfffapkjxuu toroidal gLALQbccdfffaugjppd reducible gLALQbccdfffaasjqeq SFS[D(8,3)(3,1)] gLALQbccdfffaurjlee toroidal gLALQbccdfffaacjaai reducible gLALQbccdffflajjaai toroidal gLALQbccdffflpkjxuu toroidal gLALQbccdffflugjppd toroidal gLALQbccdffftajjaam reducible gLALQbccdffftpkjtuu toroidal gLALQbccdffftugjpph toroidal gLALQbccdfffdigkuuh SFS[D(10,3)(3,1)] gLALQbccdfffdmgkuuh toroidal gLALQbccdfffeikwiim toroidal gLALQbccdfffeakwiim toroidal gLALQbccdfffemkwiim toroidal gLALQbccdfffaawjaam toroidal gLALQbccdfffaanjqlq toroidal gLALQbccdfffaajjaam toroidal gLALQbccdfffapkjtuu toroidal gLALQbccdfffaugjpph reducible gLALQbccdfffaasjqlq SFS[D(8,3)(3,1)] gLALQbccdfffaurjqee toroidal gLALQbccdfffaacjaam reducible gLALQbccdffflajjaam toroidal gLALQbccdffflpkjtuu toroidal gLALQbccdffflugjpph toroidal gLALQbccdffftajjpaa SFS[D(3,1)(3,1)] gLALQbccdffftpkjuau SFS[D(9,2)(3,1)] gLALQbccdffftugjpup SFS[D(6,1)(3,1)] gLALQbccdfffdigkupu SFS[D(10,3)(3,1)] gLALQbccdfffdmgkupu SFS[D(11,3)(3,1)] gLALQbccdfffeikwixi SFS[D(11,3)(3,1)] gLALQbccdfffeakwixi SFS[D(7,3)(3,1)] gLALQbccdfffemkwixi toroidal gLALQbccdfffaawjpaa SFS[D(3,1)(3,2)] gLALQbccdfffaanjqqt SFS[D(7,3)(3,1)] gLALQbccdfffaajjpaa reducible gLALQbccdfffapkjuau SFS[D(3,1)(3,2)] gLALQbccdfffaugjpup SFS[D(3,1)(3,1)] gLALQbccdfffaasjqqt SFS[D(8,3)(3,1)] gLALQbccdfffaurjeme SFS[D(7,3)(3,1)] gLALQbccdfffaacjpaa SFS[D(3,1)(3,1)] gLALQbccdffflajjpaa SFS[D(3,1)(3,2)] gLALQbccdffflpkjuau toroidal gLALQbccdffflugjpup SFS[D(9,2)(3,1)] gLALQbccdfffeafwimi SFS[D(3,1)(2,1)] gLALQbccdfffamgjmaa SFS[D(3,1)(2,1)] gLALQbccdfffeafwimm SFS[D(3,1)(2,1)] gLALQbccdfffamgjmam SFS[D(3,1)(2,1)] gLALQbccdfffdackuhe SFS[D(3,1)(2,1)] gLALQbccdfffeafwima toroidal gLALQbccdfffaacjelq SFS[D(3,1)(2,1)] gLALQbccdfffaacjpdh SFS[D(3,1)(2,1)] gLALQbccdfffaigjmai reducible gLALQbccdfffaagjmai reducible gLALQbccdfffamgjmai reducible gLALQbccdffftajjahh SFS[D(3,1)(2,1)] gLALQbccdffftpkjmum SFS[D(9,2)(2,1)] gLALQbccdffftugjtpt SFS[D(6,1)(2,1)] gLALQbccdfffdigkmum SFS[D(10,3)(2,1)] gLALQbccdfffdmgkmum SFS[D(11,3)(2,1)] gLALQbccdfffeikwtit SFS[D(11,3)(2,1)] gLALQbccdfffeakwtit SFS[D(7,3)(2,1)] gLALQbccdfffemkwtit toroidal gLALQbccdfffaawjahh SFS[D(3,1)(2,1)] gLALQbccdfffaanjxxq SFS[D(7,3)(2,1)] gLALQbccdfffaajjahh reducible gLALQbccdfffapkjmum SFS[D(3,1)(2,1)] gLALQbccdfffaugjtpt SFS[D(3,1)(2,1)] gLALQbccdfffaasjxxq SFS[D(8,3)(2,1)] gLALQbccdfffaurjiei SFS[D(7,3)(2,1)] gLALQbccdfffaacjahh SFS[D(3,1)(2,1)] gLALQbccdffflajjahh SFS[D(3,1)(2,1)] gLALQbccdffflpkjmum toroidal gLALQbccdffflugjtpt SFS[D(9,2)(2,1)] gLALQbccdfffaacjuta toroidal gLALQbccdffftajjata SFS[D(3,1)(3,1)] gLALQbccdffftpkjuuh toroidal gLALQbccdffftugjmpp toroidal gLALQbccdfffdigktuu toroidal gLALQbccdfffdmgktuu toroidal gLALQbccdfffeikwhii toroidal gLALQbccdfffeakwhii SFS[D(7,5)(3,1)] gLALQbccdfffemkwhii toroidal gLALQbccdfffaawjata SFS[D(3,1)(3,2)] gLALQbccdfffaanjpqq SFS[D(7,5)(3,1)] gLALQbccdfffaajjata toroidal gLALQbccdfffapkjuuh SFS[D(3,1)(3,2)] gLALQbccdfffaugjmpp SFS[D(3,1)(3,1)] gLALQbccdfffaasjpqq toroidal gLALQbccdfffaurjeeu SFS[D(7,5)(3,1)] gLALQbccdfffaacjata SFS[D(3,1)(3,1)] gLALQbccdffflajjata SFS[D(3,1)(3,2)] gLALQbccdffflpkjuuh toroidal gLALQbccdffflugjmpp toroidal gLALQbccdfffaacjpta SFS[D(3,1)(3,2)] gLALQbccdfffaacjqtd reducible gLALQbccdfffaicjqtd reducible gLALQbccdfffamcjqtd reducible gLALQbccdffflagjpua SFS[D(2,1)(2,1)] gLALQbccdffftajjxxa reducible gLALQbccdffftpkjudd toroidal gLALQbccdffftugjiip toroidal gLALQbccdfffdigkllu SFS[D(10,3)(2,1)] gLALQbccdfffdmgkllu toroidal gLALQbccdfffeikwppi toroidal gLALQbccdfffeakwppi toroidal gLALQbccdfffemkwppi toroidal gLALQbccdfffaawjxxa toroidal gLALQbccdfffaanjhqh toroidal gLALQbccdfffaajjxxa toroidal gLALQbccdfffapkjudd toroidal gLALQbccdfffaugjiip reducible gLALQbccdfffaasjhqh SFS[D(8,3)(2,1)] gLALQbccdfffaurjett toroidal gLALQbccdfffaacjxxa reducible gLALQbccdffflajjxxa toroidal gLALQbccdffflpkjudd toroidal gLALQbccdffflugjiip toroidal gLALQbccdfffaacjula SFS[D(3,1)(3,1)] gLALQbccdfffaagjmeq SFS[D(2,1)(2,1)] gLALQbccdffftajjala SFS[D(3,1)(3,2)] gLALQbccdffftpkjuue toroidal gLALQbccdffftugjqpp toroidal gLALQbccdfffdigkxuu toroidal gLALQbccdfffdmgkxuu toroidal gLALQbccdfffeikwlii toroidal gLALQbccdfffeakwlii SFS[D(7,2)(3,1)] gLALQbccdfffemkwlii toroidal gLALQbccdfffaawjala SFS[D(3,1)(3,1)] gLALQbccdfffaanjmqq SFS[D(7,2)(3,1)] gLALQbccdfffaajjala toroidal gLALQbccdfffapkjuue SFS[D(3,1)(3,1)] gLALQbccdfffaugjqpp SFS[D(3,1)(3,2)] gLALQbccdfffaasjmqq toroidal gLALQbccdfffaurjeeh SFS[D(7,2)(3,1)] gLALQbccdfffaacjala SFS[D(3,1)(3,2)] gLALQbccdffflajjala SFS[D(3,1)(3,1)] gLALQbccdffflpkjuue toroidal gLALQbccdffflugjqpp toroidal gLALQbccdfffaacjpla reducible gLALQbccffefaljimgp T2xI gLALQbccffefplcltga T2xI gLALQbccffefalcimgp T2xI gLALQbccffefpljltga reducible gLALQbccffefdljltga T2xI gLALQbccffefhljltga T2xI gLALQbccffefelgimgd T2xI gLALQbccffefalcimgd T2xI gLALQbccffefxlvimgh reducible gLALQbccffefalwimgp SFS[A(2,1)] gLALQbccffefllwimgp T2xI gLALQbccffeftlwimgp T2xI gLALQbccffefplwltga T2xI gLALQbccffefamcimfh T2xI gLALQbccffefapcimgh T2xI gLALQbccfffeeikimxf SFS[A(5,2)] gLALQbccfffedigltpf SFS[A(4,1)] gLALQbccffefxmvimfh SFS[A(5,2)] gLALQbccffefpmwltft toroidal gLALQbccffefxpvimgh SFS[A(3,1)] gLALQbccffefahkimca SFS[A(2,1)] gLALQbccffefaxcimgh T2xI gLALQbccffefehjimci toroidal gLALQbccffefdhkltcu SFS[A(5,2)] gLALQbccffefhhkltcu SFS[A(4,1)] gLALQbccffefphkltcu toroidal gLALQbccffefxxvimgh SFS[A(3,1)] gLALQbccffefhpkltgu SFS[A(3,1)] gLALQbccffefpiwltft toroidal gLALQbccffeftpkimga SFS[A(5,2)] gLALQbccffefapkimga T2xI gLALQbccffeflpkimga toroidal gLALQbccffefxivimfh SFS[A(4,1)] gLALQbccffefaicimfh SFS[A(2,1)] gLALQbccffefhajltfa reducible gLALQbccffefaawimfp T2xI gLALQbccffefaajimfp SFS[A(2,1)] gLALQbccffeflajimfp T2xI gLALQbccffeftajimfp T2xI gLALQbccffefxavimfh T2xI gLALQbccffefaacimfh T2xI gLALQbccffefdacltfa reducible gLALQbccffefeafimfd reducible gLALQbccffefaacimfp T2xI gLALQbccffefpljpagt reducible gLALQbccffefpljuagt reducible gLALQbccffefxlvpagd reducible gLALQbccffefalweegl reducible gLALQbccffefalwddgx reducible gLALQbccffefxlvuagd reducible gLALQbccfffeeikaltf reducible gLALQbccfffediguamf reducible gLALQbccffefxmvatfp reducible gLALQbccffefxpvpagd reducible gLALQbccffefahkeece reducible gLALQbccffefehjalcm reducible gLALQbccffefdhkuach reducible gLALQbccffefhhkuach reducible gLALQbccffefxxvpagd reducible gLALQbccffefxpvuagd reducible gLALQbccfffedigpamf reducible gLALQbccfffeeikattf reducible gLALQbccffefxmvalfp reducible gLALQbccffefhpkddgi reducible gLALQbccffeftpkpagm reducible gLALQbccffeflpkpagm reducible gLALQbccffefxivalfp reducible gLALQbccffefaicalfp reducible gLALQbccffefhajddfd reducible gLALQbccffefhajeefe reducible gLALQbccffefaajuafh reducible gLALQbccffefaajpafh reducible gLALQbccffefahkddcd reducible gLALQbccffefdhkpach reducible gLALQbccffefhhkpach reducible gLALQbccffefehjatcm reducible gLALQbccffefxxvuagd reducible gLALQbccffefaicatfp reducible gLALQbccffeflpkuagm reducible gLALQbccffeftpkuagm reducible gLALQbccffefxivatfp reducible gLALQbccffefhpkeegq reducible gLALQbccffefhlcdagx reducible gLALQbccffefhlcaegp reducible gLALQbccffefpljdagx reducible gLALQbccffefpljiigm reducible gLALQbccffefpljiagm reducible gLALQbccffefpljaegp reducible gLALQbccffefdlwdagx reducible gLALQbccffefelvadgl reducible gLALQbccffefelveagx reducible gLALQbccffefdlwaegp reducible gLALQbccfffedusuutc SFS[D(2,1)(2,1)] gLALQbccffefxmfppfl SFS[D(3,1)(2,1)] gLALQbccfffedunuutc toroidal gLALQbccfffeeuollhc SFS[D(5,2)(2,1)] gLALQbccffefxpglage SFS[D(5,2)(2,1)] gLALQbccffefpmwdafe SFS[D(3,1)(2,1)] gLALQbccffefpmwiifx SFS[D(3,1)(2,1)] gLALQbccfffeduguutc SFS[D(2,1)(2,1)] gLALQbccffefhhraeca SFS[D(3,1)(2,1)] gLALQbccffefthrapch SFS[D(5,2)(2,1)] gLALQbccffeflhrapch SFS[D(4,1)(2,1)] gLALQbccffefxxglage SFS[D(4,1)(2,1)] gLALQbccffefehjapch SFS[D(2,1)(2,1)] gLALQbccffefphkiact SFS[D(3,1)(2,1)] gLALQbccffefehjeacd SFS[D(2,1)(2,1)] gLALQbccffefphkaeca SFS[D(3,1)(2,1)] gLALQbccffefaxwlage SFS[D(2,1)(2,1)] gLALQbccfffedugautc SFS[D(2,1)(2,1)] gLALQbccfffeeuolahc SFS[D(5,2)(2,1)] gLALQbccfffedunautc toroidal gLALQbccffefxpgllge SFS[D(5,2)(2,1)] gLALQbccffefpmwiafx SFS[D(3,1)(2,1)] gLALQbccffefpmwaefd SFS[D(3,1)(2,1)] gLALQbccfffedusautc SFS[D(2,1)(2,1)] gLALQbccffefxmfapfl SFS[D(3,1)(2,1)] gLALQbccffefapfadgu SFS[D(2,1)(2,1)] gLALQbccffefepblagt SFS[D(4,1)(2,1)] gLALQbccffefdpfaugm SFS[D(5,2)(2,1)] gLALQbccffefhpfaugm SFS[D(4,1)(2,1)] gLALQbccffefpiwiafx SFS[D(3,1)(2,1)] gLALQbccffeflpklagt SFS[D(2,1)(2,1)] gLALQbccffefpiwaefd SFS[D(3,1)(2,1)] gLALQbccffeflpkadgu SFS[D(2,1)(2,1)] gLALQbccffefxifapfl SFS[D(3,1)(2,1)] gLALQbccffefxafppfl reducible gLALQbccffefxafapfl reducible gLALQbccffefhhrdacd SFS[D(3,1)(2,1)] gLALQbccffefphkdacd SFS[D(3,1)(2,1)] gLALQbccffefehjadce SFS[D(2,1)(2,1)] gLALQbccffefphkiict SFS[D(3,1)(2,1)] gLALQbccffefehjppch SFS[D(2,1)(2,1)] gLALQbccffeflhrppch SFS[D(4,1)(2,1)] gLALQbccffefthrppch SFS[D(5,2)(2,1)] gLALQbccffefxxgllge SFS[D(4,1)(2,1)] gLALQbccffefaxwllge SFS[D(2,1)(2,1)] gLALQbccffefxifppfl SFS[D(3,1)(2,1)] gLALQbccffefdpfuugm SFS[D(5,2)(2,1)] gLALQbccffefepbllgt SFS[D(4,1)(2,1)] gLALQbccffefhpfuugm SFS[D(4,1)(2,1)] gLALQbccffeflpkeagq SFS[D(2,1)(2,1)] gLALQbccffefpiwdafe SFS[D(3,1)(2,1)] gLALQbccffeflpkllgt SFS[D(2,1)(2,1)] gLALQbccffefpiwiifx SFS[D(3,1)(2,1)] gLALQbccffefapfeagq SFS[D(2,1)(2,1)] gLALQbccffefaekllcq SFS[D(2,1)(2,1)] gLALQbccffefaeklacq SFS[D(2,1)(2,1)] gLALQbccffefmejlacq toroidal gLALQbccffefmejllcq toroidal gLALQbccffefaefeacd T2xI gLALQbccffefaefadce T2xI gLALQbccffefplcedgl reducible gLALQbccffefdlcedgl reducible gLALQbccffefhlcedgl reducible gLALQbccffefelfdegp reducible gLALQbccffeftljupgt reducible gLALQbccffefaljupgt reducible gLALQbccffeflljupgt reducible gLALQbccffefxlfltge reducible gLALQbccffefplcimgm reducible gLALQbccffefaljltge reducible gLALQbccffefmlfupgt reducible gLALQbccffefpljedgl reducible gLALQbccffefdljedgl reducible gLALQbccffefhljedgl reducible gLALQbccffefelgdegp reducible gLALQbccffeftlcupgt reducible gLALQbccffefllcupgt reducible gLALQbccffefxlgltge reducible gLALQbccffefmlgltge reducible gLALQbccffefpljimgm reducible gLALQbccffefdljimgm reducible gLALQbccffefhljimgm reducible gLALQbccffefelgupgt reducible gLALQbccffefalwltge reducible gLALQbccffefllwltge reducible gLALQbccffeftlwltge reducible gLALQbccffefplwimgm reducible gLALQbccffefelvdegp reducible gLALQbccffefmlvdegp reducible gLALQbccffefxlvdegp reducible gLALQbccffefdlwedgl reducible gLALQbccffefhlwedgl reducible gLALQbccffefplwedgl reducible gLALQbccffefalwupgt reducible gLALQbccffefllwupgt reducible gLALQbccffeftlwupgt reducible gLALQbccffefxlvltge reducible gLALQbccffefppcpugd reducible gLALQbccfffedusputc reducible gLALQbccffefamcupfl reducible gLALQbccfffeeuwlthc reducible gLALQbccffefxpfltge reducible gLALQbccffefamcdefd reducible gLALQbccffefapjltge reducible gLALQbccffefxmfupfl reducible gLALQbccffefppjpugd reducible gLALQbccfffedunputc reducible gLALQbccffefamjupfl reducible gLALQbccfffeeuolthc reducible gLALQbccffefxpgltge reducible gLALQbccffefapcltge reducible gLALQbccfffeeikupmf reducible gLALQbccfffedigimhf reducible gLALQbccffefxmvdefd reducible gLALQbccffefpmwedfa reducible gLALQbccffefapcdegp reducible gLALQbccfffeeikdeuf reducible gLALQbccfffedigedqf reducible gLALQbccffefxmvupfl reducible gLALQbccffefpmwimfx reducible gLALQbccffefxpvdegp reducible gLALQbccffefppwpugd reducible gLALQbccfffedugputc reducible gLALQbccffefamwupfl reducible gLALQbccfffeeuklthc reducible gLALQbccffefxpvltge reducible gLALQbccffefapwltge reducible gLALQbccffefxmgupfl reducible gLALQbccffefpxcpugd reducible gLALQbccffefthkupch reducible gLALQbccffefahkupch reducible gLALQbccffeflhkupch reducible gLALQbccffefxxfltge reducible gLALQbccffefahkltcq reducible gLALQbccffefaxjltge reducible gLALQbccffefhhredce reducible gLALQbccffefpxjpugd reducible gLALQbccffefthrupch reducible gLALQbccffefahrupch reducible gLALQbccffeflhrupch reducible gLALQbccffefxxgltge reducible gLALQbccffefaxcltge reducible gLALQbccffefehjupch reducible gLALQbccffefdhkimct reducible gLALQbccffefhhkimct reducible gLALQbccffefphkimct reducible gLALQbccffefaxcdegp reducible gLALQbccffefehjdeca reducible gLALQbccffefdhkedce reducible gLALQbccffefhhkedce reducible gLALQbccffefphkedce reducible gLALQbccffefxxvdegp reducible gLALQbccffefpxwpugd reducible gLALQbccffefthfupch reducible gLALQbccffefahfupch reducible gLALQbccffeflhfupch reducible gLALQbccffefxxvltge reducible gLALQbccffefaxwltge reducible gLALQbccffefhhfedce reducible gLALQbccffefaiwupfl reducible gLALQbccffefepjltgt reducible gLALQbccffefdpkpugm reducible gLALQbccffefhpkpugm reducible gLALQbccffefppkpugm reducible gLALQbccffefhpkimgd reducible gLALQbccffefxigupfl reducible gLALQbccffefapfdegi reducible gLALQbccffefaijupfl reducible gLALQbccffefepbltgt reducible gLALQbccffefdpfpugm reducible gLALQbccffefhpfpugm reducible gLALQbccffefppfpugm reducible gLALQbccffefpiwimfx reducible gLALQbccffeftpkltgt reducible gLALQbccffefapkltgt reducible gLALQbccffeflpkltgt reducible gLALQbccffefxivupfl reducible gLALQbccffefpiwedfa reducible gLALQbccffeftpkdegi reducible gLALQbccffefapkdegi reducible gLALQbccffeflpkdegi reducible gLALQbccffefxivdefd reducible gLALQbccffefaicdefd reducible gLALQbccffefaicupfl reducible gLALQbccffefepnltgt reducible gLALQbccffefdprpugm reducible gLALQbccffefhprpugm reducible gLALQbccffefpprpugm reducible gLALQbccffefxifupfl reducible gLALQbccffefaprdegi reducible gLALQbccffefaawdefd reducible gLALQbccffeflawdefd reducible gLALQbccffeftawdefd reducible gLALQbccffefmagdefd reducible gLALQbccffefeagltfm reducible gLALQbccffefdajpufh reducible gLALQbccffefhajpufh reducible gLALQbccffefpajpufh reducible gLALQbccffefaawltfm reducible gLALQbccffefxagupfl reducible gLALQbccffefhajimfx reducible gLALQbccffefaajdefd reducible gLALQbccffeflajdefd reducible gLALQbccffeftajdefd reducible gLALQbccffefxavdefd reducible gLALQbccffefeavltfm reducible gLALQbccffefmavltfm reducible gLALQbccffefdawpufh reducible gLALQbccffefhawpufh reducible gLALQbccffefaajltfm reducible gLALQbccffeflajltfm reducible gLALQbccffeftajltfm reducible gLALQbccffefxavupfl reducible gLALQbccffefdacimfx reducible gLALQbccffefxafupfl reducible gLALQbccffefeafupfl reducible gLALQbccffefmafupfl reducible gLALQbccffeftacdefd reducible gLALQbccffeflacdefd reducible gLALQbccffefpacpufh reducible gLALQbccffefdacpufh reducible gLALQbccffefhacpufh reducible gLALQbccffefeafltfm reducible gLALQbccffefaekltcq reducible gLALQbccffefpekpuci reducible gLALQbccffefaerupch reducible gLALQbccffefmejltcq reducible gLALQbccffefaefdeca reducible gLALQbccffefpljahgp reducible gLALQbccffefpljqqgt reducible gLALQbccffefxlvxxgd reducible gLALQbccffefalwqage SFS[D(2,1)(2,1)] gLALQbccffefxlvahgl reducible gLALQbccffefalwahgt SFS[D(2,1)(2,1)] gLALQbccfffeeikxxtf SFS[D(5,2)(2,1)] gLALQbccfffedigqqmf SFS[D(4,1)(2,1)] gLALQbccffefxmvqafe SFS[D(5,2)(2,1)] gLALQbccffefpmwahfd toroidal gLALQbccffefxpvxxgd SFS[D(3,1)(2,1)] gLALQbccffefahkqacq SFS[D(2,1)(2,1)] gLALQbccffefehjxxcm toroidal gLALQbccffefdhkqqch SFS[D(5,2)(2,1)] gLALQbccffefhhkqqch SFS[D(4,1)(2,1)] gLALQbccffefphkqqch toroidal gLALQbccffefxxvxxgd SFS[D(3,1)(2,1)] gLALQbccffefxpvahgl SFS[D(3,1)(2,1)] gLALQbccffefpmwqqfl toroidal gLALQbccfffedigahuf SFS[D(4,1)(2,1)] gLALQbccfffeeikqaif SFS[D(5,2)(2,1)] gLALQbccffefxmvxxfp SFS[D(5,2)(2,1)] gLALQbccffefhpkxagd SFS[D(3,1)(2,1)] gLALQbccffefpiwqqfl toroidal gLALQbccffeftpkxxgm SFS[D(5,2)(2,1)] gLALQbccffeflpkxxgm toroidal gLALQbccffefxivxxfp SFS[D(4,1)(2,1)] gLALQbccffefaicxxfp SFS[D(2,1)(2,1)] gLALQbccffefhajxafx reducible gLALQbccffefhajahfh reducible gLALQbccffefaajahfa SFS[D(2,1)(2,1)] gLALQbccffefaajxxfh SFS[D(2,1)(2,1)] gLALQbccffefeafahfl reducible gLALQbccffefdacxafx reducible gLALQbccffefdacahfh reducible gLALQbccffefeafqafm reducible gLALQbccffefahkahch SFS[D(2,1)(2,1)] gLALQbccffefphkahca toroidal gLALQbccffefdhkahca SFS[D(5,2)(2,1)] gLALQbccffefhhkahca SFS[D(4,1)(2,1)] gLALQbccffefehjqacd toroidal gLALQbccffefxxvahgl SFS[D(3,1)(2,1)] gLALQbccffefaicqafe SFS[D(2,1)(2,1)] gLALQbccffeflpkahgu toroidal gLALQbccffeftpkahgu SFS[D(5,2)(2,1)] gLALQbccffefxivqafe SFS[D(4,1)(2,1)] gLALQbccffefpiwahfd toroidal gLALQbccffefhpkahgm SFS[D(3,1)(2,1)] gLALQbccffefalcixgh SFS[D(3,1)(2,1)] gLALQbccffefalcuhgt SFS[D(3,1)(2,1)] gLALQbccffefaacdmfd SFS[D(3,1)(2,1)] gLALQbccffefaaciefd SFS[D(3,1)(2,1)] gLALQbccffefpljaugp reducible gLALQbccffefpljuugh reducible gLALQbccffefpmwaufd SFS[D(3,1)(2,1)] gLALQbccffefehjllct SFS[D(2,1)(2,1)] gLALQbccffefphkuucm SFS[D(3,1)(2,1)] gLALQbccffefpmwuufp SFS[D(3,1)(2,1)] gLALQbccffefpiwuufp SFS[D(3,1)(2,1)] gLALQbccffeflpkppgh SFS[D(2,1)(2,1)] gLALQbccffefphkauca SFS[D(3,1)(2,1)] gLALQbccffefehjlacd SFS[D(2,1)(2,1)] gLALQbccffeflpkapgu SFS[D(2,1)(2,1)] gLALQbccffefpiwaufd SFS[D(3,1)(2,1)] gLALQbccffefalcqlgm SFS[D(3,1)(2,1)] gLALQbccffefalcudgt SFS[D(3,1)(2,1)] gLALQbccffefaacdxfd SFS[D(3,1)(2,1)] gLALQbccffefaacxefd SFS[D(3,1)(2,1)] gLALQbccffefpljluge reducible gLALQbccffefpljqugx reducible gLALQbccffefpmwlufm SFS[D(3,1)(2,1)] gLALQbccffefehjlxce SFS[D(2,1)(2,1)] gLALQbccffefphkqucd SFS[D(3,1)(2,1)] gLALQbccffefpmwqufe SFS[D(3,1)(2,1)] gLALQbccffefpiwqufe SFS[D(3,1)(2,1)] gLALQbccffeflpkxpgq SFS[D(2,1)(2,1)] gLALQbccffefphklucq SFS[D(3,1)(2,1)] gLALQbccffefehjlmcu SFS[D(2,1)(2,1)] gLALQbccffeflpkipgd SFS[D(2,1)(2,1)] gLALQbccffefpiwlufm SFS[D(3,1)(2,1)] gLALQbccffefpljdtgh reducible gLALQbccffefalwplgp reducible gLALQbccffefxlvemga reducible gLALQbccfffeeikidhf reducible gLALQbccfffedigdttf reducible gLALQbccffefxmvidfx reducible gLALQbccffefxpvemga reducible gLALQbccffefahkplca reducible gLALQbccffefehjidct reducible gLALQbccffefdhkdtcm reducible gLALQbccffefhhkdtcm reducible gLALQbccffefxxvemga reducible gLALQbccffefhpkuigu reducible gLALQbccffeftpkemgh reducible gLALQbccffeflpkemgh reducible gLALQbccffefxividfx reducible gLALQbccffefaicidfx reducible gLALQbccffefhajuifa reducible gLALQbccffefaajemft reducible gLALQbccffefdacuifa reducible gLALQbccffefeafplfd reducible gLALQbccffefpljddgh reducible gLALQbccffefpljamgt reducible gLALQbccffefxlvatgd reducible gLALQbccffefalwalgp SFS[D(3,1)(2,1)] gLALQbccffefalwpagp SFS[D(3,1)(2,1)] gLALQbccffefxlveega reducible gLALQbccfffeeikuatf SFS[D(5,3)(3,1)] gLALQbccfffedigammf SFS[D(4,3)(3,1)] gLALQbccffefxmvddfx SFS[D(5,2)(3,1)] gLALQbccffefpmwddfp toroidal gLALQbccffefxpvatgd SFS[D(3,1)(3,2)] gLALQbccffefahkalca SFS[D(3,1)(2,1)] gLALQbccffefehjuacm toroidal gLALQbccffefdhkamch SFS[D(5,3)(3,1)] gLALQbccffefhhkamch SFS[D(4,1)(3,1)] gLALQbccffefphkamch toroidal gLALQbccffefxxvatgd SFS[D(3,1)(3,1)] gLALQbccffefxpveega SFS[D(3,1)(3,1)] gLALQbccffefpmwamfl toroidal gLALQbccfffedigddtf SFS[D(4,1)(3,1)] gLALQbccfffeeikddhf SFS[D(5,2)(3,1)] gLALQbccffefxmvuafp SFS[D(5,3)(3,1)] gLALQbccffefhpkaigu SFS[D(3,1)(3,2)] gLALQbccffefpiwamfl toroidal gLALQbccffeftpkatgm SFS[D(5,2)(3,1)] gLALQbccffeflpkatgm toroidal gLALQbccffefxivuafp SFS[D(4,3)(3,1)] gLALQbccffefaicuafp SFS[D(3,1)(2,1)] gLALQbccffefhajaifa reducible gLALQbccffefhajuafa reducible gLALQbccffefaajeeft SFS[D(3,1)(2,1)] gLALQbccffefaajatfh SFS[D(3,1)(2,1)] gLALQbccffefeafpafd reducible gLALQbccffefdacaifa reducible gLALQbccffefdacuafa reducible gLALQbccffefeafalfd reducible gLALQbccffefahkpaca SFS[D(3,1)(2,1)] gLALQbccffefphkddcm toroidal gLALQbccffefdhkddcm SFS[D(5,2)(3,1)] gLALQbccffefhhkddcm SFS[D(4,3)(3,1)] gLALQbccffefehjddct toroidal gLALQbccffefxxveega SFS[D(3,1)(3,2)] gLALQbccffefaicddfx SFS[D(3,1)(2,1)] gLALQbccffeflpkeegh toroidal gLALQbccffeftpkeegh SFS[D(5,3)(3,1)] gLALQbccffefxivddfx SFS[D(4,1)(3,1)] gLALQbccffefpiwddfp toroidal gLALQbccffefhpkuagu SFS[D(3,1)(3,1)] gLALQbccffefalcqxgl SFS[D(2,1)(2,1)] gLALQbccffefalcxhgm SFS[D(2,1)(2,1)] gLALQbccffefaacqxfl SFS[D(2,1)(2,1)] gLALQbccffefaacxhfm SFS[D(2,1)(2,1)] gLALQbccffefpljdqgh reducible gLALQbccffefpljehgm reducible gLALQbccffefxlvdhge reducible gLALQbccffefalwulgp SFS[D(3,1)(2,1)] gLALQbccffefalwptgp SFS[D(3,1)(2,1)] gLALQbccffefxlvexga reducible gLALQbccfffeeikqemf SFS[D(5,2)(3,1)] gLALQbccfffedigehhf SFS[D(4,1)(3,1)] gLALQbccffefxmvxdfx SFS[D(5,3)(3,1)] gLALQbccffefpmwdqfp toroidal gLALQbccffefxpvdhge SFS[D(3,1)(3,1)] gLALQbccffefahkulca SFS[D(3,1)(2,1)] gLALQbccffefehjqech toroidal gLALQbccffefdhkehct SFS[D(5,2)(3,1)] gLALQbccffefhhkehct SFS[D(4,3)(3,1)] gLALQbccffefphkehct toroidal gLALQbccffefxxvdhge SFS[D(3,1)(3,2)] gLALQbccffefxpvexga SFS[D(3,1)(3,2)] gLALQbccffefpmwehfx toroidal gLALQbccfffedigdqtf SFS[D(4,3)(3,1)] gLALQbccfffeeikxdhf SFS[D(5,3)(3,1)] gLALQbccffefxmvqefl SFS[D(5,2)(3,1)] gLALQbccffefhpkpigu SFS[D(3,1)(3,1)] gLALQbccffefpiwehfx toroidal gLALQbccffeftpkdhgt SFS[D(5,3)(3,1)] gLALQbccffeflpkdhgt toroidal gLALQbccffefxivqefl SFS[D(4,1)(3,1)] gLALQbccffefaicqefl SFS[D(3,1)(2,1)] gLALQbccffefhajpifa reducible gLALQbccffefhajumfa reducible gLALQbccffefaajexft SFS[D(3,1)(2,1)] gLALQbccffefaajdhfm SFS[D(3,1)(2,1)] gLALQbccffefeafptfd reducible gLALQbccffefdacpifa reducible gLALQbccffefdacumfa reducible gLALQbccffefeafulfd reducible gLALQbccffefahkptca SFS[D(3,1)(2,1)] gLALQbccffefphkdqcm toroidal gLALQbccffefdhkdqcm SFS[D(5,3)(3,1)] gLALQbccffefhhkdqcm SFS[D(4,1)(3,1)] gLALQbccffefehjxdct toroidal gLALQbccffefxxvexga SFS[D(3,1)(3,1)] gLALQbccffefaicxdfx SFS[D(3,1)(2,1)] gLALQbccffeflpkexgh toroidal gLALQbccffeftpkexgh SFS[D(5,2)(3,1)] gLALQbccffefxivxdfx SFS[D(4,3)(3,1)] gLALQbccffefpiwdqfp toroidal gLALQbccffefhpkumgu SFS[D(3,1)(3,2)] gLALQbccffefpljpugh reducible gLALQbccffefpljpugp reducible gLALQbccffefxlvupgl reducible gLALQbccffefalwdegh SFS[D(2,1)(2,1)] gLALQbccffefalwdegd SFS[D(2,1)(2,1)] gLALQbccffefxlvupga reducible gLALQbccfffeeikltif SFS[D(5,2)(2,1)] gLALQbccfffedigpuuf SFS[D(4,1)(2,1)] gLALQbccffefxmvltfx SFS[D(5,2)(2,1)] gLALQbccffefpmwpufp toroidal gLALQbccffefxpvupgl SFS[D(3,1)(2,1)] gLALQbccffefahkdecm SFS[D(2,1)(2,1)] gLALQbccffefehjltcd toroidal gLALQbccffefdhkpuca SFS[D(5,2)(2,1)] gLALQbccffefhhkpuca SFS[D(4,1)(2,1)] gLALQbccffefphkpuca toroidal gLALQbccffefxxvupgl SFS[D(3,1)(2,1)] gLALQbccffefxpvupga SFS[D(3,1)(2,1)] gLALQbccffefpmwpufd toroidal gLALQbccfffedigputf SFS[D(4,1)(2,1)] gLALQbccfffeeiklthf SFS[D(5,2)(2,1)] gLALQbccffefxmvltfe SFS[D(5,2)(2,1)] gLALQbccffefhpkedgh SFS[D(3,1)(2,1)] gLALQbccffefpiwpufd toroidal gLALQbccffeftpkupgu SFS[D(5,2)(2,1)] gLALQbccffeflpkupgu toroidal gLALQbccffefxivltfe SFS[D(4,1)(2,1)] gLALQbccffefaicltfe SFS[D(2,1)(2,1)] gLALQbccffefhajedft reducible gLALQbccffefhajedfl reducible gLALQbccffefaajupft SFS[D(2,1)(2,1)] gLALQbccffefaajupfa SFS[D(2,1)(2,1)] gLALQbccffefeafdefh reducible gLALQbccffefdacedft reducible gLALQbccffefdacedfl reducible gLALQbccffefeafdefp reducible gLALQbccffefahkdeci SFS[D(2,1)(2,1)] gLALQbccffefphkpucm toroidal gLALQbccffefdhkpucm SFS[D(5,2)(2,1)] gLALQbccffefhhkpucm SFS[D(4,1)(2,1)] gLALQbccffefehjltct toroidal gLALQbccffefxxvupga SFS[D(3,1)(2,1)] gLALQbccffefaicltfx SFS[D(2,1)(2,1)] gLALQbccffeflpkupgh toroidal gLALQbccffeftpkupgh SFS[D(5,2)(2,1)] gLALQbccffefxivltfx SFS[D(4,1)(2,1)] gLALQbccffefpiwpufp toroidal gLALQbccffefhpkedge SFS[D(3,1)(2,1)] gLALQbccffefalciegh SFS[D(3,1)(2,1)] gLALQbccffefalcqtgm SFS[D(3,1)(2,1)] gLALQbccffefaacxmfd SFS[D(3,1)(2,1)] gLALQbccffefaacixfd SFS[D(3,1)(2,1)] gLALQbccffefpljaugh reducible gLALQbccffefpljuugp reducible gLALQbccffefpmwaufp SFS[D(3,1)(2,1)] gLALQbccffefehjllcd SFS[D(2,1)(2,1)] gLALQbccffefphkuuca SFS[D(3,1)(2,1)] gLALQbccffefpmwuufd SFS[D(3,1)(2,1)] gLALQbccffefpiwuufd SFS[D(3,1)(2,1)] gLALQbccffeflpkppgu SFS[D(2,1)(2,1)] gLALQbccffefphkaucm SFS[D(3,1)(2,1)] gLALQbccffefehjlact SFS[D(2,1)(2,1)] gLALQbccffeflpkapgh SFS[D(2,1)(2,1)] gLALQbccffefpiwaufp SFS[D(3,1)(2,1)] gLALQbccffefpljxage reducible gLALQbccffefxlvqagm reducible gLALQbccffefalwxxgp reducible gLALQbccfffeeikahpf reducible gLALQbccfffedigxalf reducible gLALQbccffefxmvahft reducible gLALQbccffefxpvqagm reducible gLALQbccffefahkxxca reducible gLALQbccffefehjahcu reducible gLALQbccffefdhkxacq reducible gLALQbccffefhhkxacq reducible gLALQbccffefxxvqagm reducible gLALQbccffefhpkqqgu reducible gLALQbccffeftpkqagd reducible gLALQbccffeflpkqagd reducible gLALQbccffefxivahft reducible gLALQbccffefaicahft reducible gLALQbccffefhajqqfa reducible gLALQbccffefaajqafx reducible gLALQbccffefalcemgl SFS[D(2,1)(2,1)] gLALQbccffefalcemgt SFS[D(2,1)(2,1)] gLALQbccffefaacplfp SFS[D(2,1)(2,1)] gLALQbccffefaacplfh SFS[D(2,1)(2,1)] gLALQbccffefpljeegm reducible gLALQbccffefpljaigt reducible gLALQbccffefxlvalgd reducible gLALQbccffefalwatgp SFS[D(3,1)(2,1)] gLALQbccffefalwuagp SFS[D(3,1)(2,1)] gLALQbccffefxlvddge reducible gLALQbccfffeeikpatf SFS[D(5,2)(3,1)] gLALQbccfffedigaimf SFS[D(4,1)(3,1)] gLALQbccffefxmveefl SFS[D(5,3)(3,1)] gLALQbccffefpmweefx toroidal gLALQbccffefxpvalgd SFS[D(3,1)(3,1)] gLALQbccffefahkatca SFS[D(3,1)(2,1)] gLALQbccffefehjpacm toroidal gLALQbccffefdhkaich SFS[D(5,2)(3,1)] gLALQbccffefhhkaich SFS[D(4,3)(3,1)] gLALQbccffefphkaich toroidal gLALQbccffefxxvalgd SFS[D(3,1)(3,2)] gLALQbccffefxpvddge SFS[D(3,1)(3,2)] gLALQbccffefpmwaifl toroidal gLALQbccfffedigeehf SFS[D(4,3)(3,1)] gLALQbccfffeeikeemf SFS[D(5,3)(3,1)] gLALQbccffefxmvpafp SFS[D(5,2)(3,1)] gLALQbccffefhpkamgu SFS[D(3,1)(3,1)] gLALQbccffefpiwaifl toroidal gLALQbccffeftpkalgm SFS[D(5,3)(3,1)] gLALQbccffeflpkalgm toroidal gLALQbccffefxivpafp SFS[D(4,1)(3,1)] gLALQbccffefaicpafp SFS[D(3,1)(2,1)] gLALQbccffefhajamfa reducible gLALQbccffefhajpafa reducible gLALQbccffefaajddfm SFS[D(3,1)(2,1)] gLALQbccffefaajalfh SFS[D(3,1)(2,1)] gLALQbccffefeafuafd reducible gLALQbccffefdacamfa reducible gLALQbccffefdacpafa reducible gLALQbccffefeafatfd reducible gLALQbccffefahkuaca SFS[D(3,1)(2,1)] gLALQbccffefphkeect toroidal gLALQbccffefdhkeect SFS[D(5,3)(3,1)] gLALQbccffefhhkeect SFS[D(4,1)(3,1)] gLALQbccffefehjeech toroidal gLALQbccffefxxvddge SFS[D(3,1)(3,1)] gLALQbccffefaiceefl SFS[D(3,1)(2,1)] gLALQbccffeflpkddgt toroidal gLALQbccffeftpkddgt SFS[D(5,2)(3,1)] gLALQbccffefxiveefl SFS[D(4,3)(3,1)] gLALQbccffefpiweefx toroidal gLALQbccffefhpkpagu SFS[D(3,1)(3,2)] gLALQbccffefaljutgp SFS[D(2,1)(2,1)] gLALQbccffefplceugm SFS[D(2,1)(2,1)] gLALQbccffefalclegt SFS[D(2,1)(2,1)] gLALQbccffefalcutgp SFS[D(2,1)(2,1)] gLALQbccffefpljeugm reducible gLALQbccffefdljeugm SFS[D(2,1)(2,1)] gLALQbccffefhljeugm SFS[D(2,1)(2,1)] gLALQbccffefelglegt SFS[D(2,1)(2,1)] gLALQbccffefalwutgp toroidal gLALQbccffefllwutgp SFS[D(2,1)(2,1)] gLALQbccffeftlwutgp SFS[D(2,1)(2,1)] gLALQbccffefplweugm SFS[D(2,1)(2,1)] gLALQbccffefxlvdpge reducible gLALQbccffefamclefl SFS[D(2,1)(2,1)] gLALQbccffefapcdpge SFS[D(2,1)(2,1)] gLALQbccfffeeiklemf toroidal gLALQbccfffedigeuhf toroidal gLALQbccffefxmvlefl toroidal gLALQbccffefpmweufx toroidal gLALQbccffefxpvdpge toroidal gLALQbccffefahkutca toroidal gLALQbccffefaxcdpge SFS[D(2,1)(2,1)] gLALQbccffefehjlech toroidal gLALQbccffefdhkeuct toroidal gLALQbccffefhhkeuct toroidal gLALQbccffefphkeuct toroidal gLALQbccffefxxvdpge toroidal gLALQbccffefhpkpmgu toroidal gLALQbccffefpiweufx toroidal gLALQbccffeftpkdpgt toroidal gLALQbccffefapkdpgt SFS[D(2,1)(2,1)] gLALQbccffeflpkdpgt toroidal gLALQbccffefxivlefl toroidal gLALQbccffefaiclefl toroidal gLALQbccffefhajpmfa reducible gLALQbccffefaawdpfm SFS[D(2,1)(2,1)] gLALQbccffefaajdpfm toroidal gLALQbccffeflajdpfm SFS[D(2,1)(2,1)] gLALQbccffeftajdpfm SFS[D(2,1)(2,1)] gLALQbccffefxavlefl SFS[D(2,1)(2,1)] gLALQbccffefdacpmfa reducible gLALQbccffefeafutfd reducible gLALQbccffefaacdpfm SFS[D(2,1)(2,1)] gLALQbccffefaaclefl SFS[D(2,1)(2,1)] gLALQbccdfffpagfhqh reducible gLALQbccdfffpawfxxa reducible gLALQbccdffftaccqaq SFS[D(3,1)(2,1)] gLALQbccdffftajcqaq reducible gLALQbccdffftpkcllu SFS[D(3,1)(2,1)] gLALQbccdffftugcpee SFS[D(3,1)(2,1)] gLALQbccdffftawcqaq SFS[D(3,1)(2,1)] gLALQbccdfffxavcahh reducible gLALQbccdfffxxvcqqx reducible gLALQbccdfffdmgfudd SFS[D(2,1)(2,1)] gLALQbccdfffeikciee SFS[D(2,1)(2,1)] gLALQbccdfffeakciee SFS[D(2,1)(2,1)] gLALQbccdfffemkciee toroidal gLALQbccdfffaawcqaq SFS[D(3,1)(2,1)] gLALQbccdfffapfcllu toroidal gLALQbccdfffauncpee SFS[D(3,1)(2,1)] gLALQbccdfffaancqaa SFS[D(2,1)(2,1)] gLALQbccdfffaefcdmm SFS[A(2,1)] gLALQbccdfffalwcpee SFS[D(2,1)(2,1)] gLALQbccdfffaajcqaq SFS[D(3,1)(2,1)] gLALQbccdfffapkcllu SFS[D(3,1)(2,1)] gLALQbccdfffaugcpee reducible gLALQbccdfffaurcppe SFS[D(2,1)(2,1)] gLALQbccdfffaxcchxh reducible gLALQbccdfffaprcllu SFS[D(3,1)(2,1)] gLALQbccdfffauscpee SFS[D(3,1)(2,1)] gLALQbccdfffaiccqaq reducible gLALQbccdfffamccqaq reducible gLALQbccdfffamgcqaa reducible gLALQbccdfffahkcqaq SFS[D(2,1)(2,1)] gLALQbccdfffamgcllu reducible gLALQbccdfffhhffxxa SFS[D(2,1)(2,1)] gLALQbccdfffhajfxxa reducible gLALQbccdfffhpkfudd SFS[D(3,1)(2,1)] gLALQbccdfffhugfiip SFS[D(3,1)(2,1)] gLALQbccdfffhhgfiip SFS[D(3,1)(2,1)] gLALQbccdfffhegfiip toroidal gLALQbccdffflagcqaa SFS[D(2,1)(2,1)] gLALQbccdffflaccqaq SFS[D(3,1)(2,1)] gLALQbccdffflajcqaq SFS[D(3,1)(2,1)] gLALQbccdffflpkcllu toroidal gLALQbccdffflugcpee SFS[D(3,1)(2,1)] gLALQbccdffflawcqaq reducible gLALQbccdfffmagcahh reducible gLALQbccdfffamgcqam reducible gLALQbccdfffaigcqai SFS[D(3,1)(2,1)] gLALQbccdfffaagcqai SFS[D(3,1)(2,1)] gLALQbccdfffamgcqai reducible gLALQbccdfffamgcqua reducible gLALQbccdfffamgcqum reducible gLALQbccdfffpagfqui reducible gLALQbccdfffpawfead reducible gLALQbccdffftagciqu T2xI gLALQbccdffftaccdea SFS[A(3,1)] gLALQbccdffftajcdea reducible gLALQbccdffftpkcuiq SFS[A(3,1)] gLALQbccdffftugclxp SFS[A(3,1)] gLALQbccdffftlwclxp T2xI gLALQbccdffftawcdea SFS[A(3,1)] gLALQbccdfffxavcdea reducible gLALQbccdfffxxvcxpl reducible gLALQbccdfffdigfiqu T2xI gLALQbccdfffdagfiqu T2xI gLALQbccdfffdmgfiqu SFS[A(2,1)] gLALQbccdfffeikcqui SFS[A(2,1)] gLALQbccdfffeakcqui SFS[A(2,1)] gLALQbccdfffemkcqui toroidal gLALQbccdfffaawcdea SFS[A(3,1)] gLALQbccdfffapfcuiq toroidal gLALQbccdfffaunclxp SFS[A(3,1)] gLALQbccdfffaefcade PxS^1 gLALQbccdfffalwclxp SFS[A(2,1)] gLALQbccdfffaanciqu SFS[A(2,1)] gLALQbccdfffahgcplx T2xI gLALQbccdfffaajcdea SFS[A(3,1)] gLALQbccdfffapkcuiq SFS[A(3,1)] gLALQbccdfffaugclxp reducible gLALQbccdfffaegcxpl T2xI gLALQbccdfffaxccxpl reducible gLALQbccdfffalcclxp T2xI gLALQbccdfffapccplx T2xI gLALQbccdfffaasciqu T2xI gLALQbccdfffaurcead SFS[A(2,1)] gLALQbccdfffaprcuiq SFS[A(3,1)] gLALQbccdfffausclxp SFS[A(3,1)] gLALQbccdfffaiccdea reducible gLALQbccdfffamccdea reducible gLALQbccdfffaljclxp T2xI gLALQbccdfffaigcuiq T2xI gLALQbccdfffahkcdea SFS[A(2,1)] gLALQbccdfffaagcuiq T2xI gLALQbccdfffamgcuiq reducible gLALQbccdfffaigciqu T2xI gLALQbccdfffaagciqu T2xI gLALQbccdfffamgciqu reducible gLALQbccdfffhagfuiq T2xI gLALQbccdfffhhffead SFS[A(2,1)] gLALQbccdfffhajfead reducible gLALQbccdfffhpkfiqu SFS[A(3,1)] gLALQbccdfffhugfplx SFS[A(3,1)] gLALQbccdfffhhgfplx SFS[A(3,1)] gLALQbccdfffhegfplx toroidal gLALQbccdffflagciqu SFS[A(2,1)] gLALQbccdffflaccdea SFS[A(3,1)] gLALQbccdffflajcdea SFS[A(3,1)] gLALQbccdffflpkcuiq toroidal gLALQbccdffflugclxp SFS[A(3,1)] gLALQbccdfffllwclxp T2xI gLALQbccdffflawcdea reducible gLALQbccdfffmagcdea reducible gLALQbccdfffamgcqpa reducible gLALQbccdfffpagfuxt reducible gLALQbccdfffpawfpdh reducible gLALQbccdffftaccuhe SFS[D(3,1)(2,1)] gLALQbccdffftajcuhe reducible gLALQbccdffftpkcqpm SFS[D(3,1)(2,1)] gLALQbccdffftugctal SFS[D(3,1)(2,1)] gLALQbccdffftawcuhe SFS[D(3,1)(2,1)] gLALQbccdfffxavcqtd reducible gLALQbccdfffxxvclih reducible gLALQbccdfffdmgfmai SFS[D(2,1)(2,1)] gLALQbccdfffeikctdq SFS[D(2,1)(2,1)] gLALQbccdfffeakctdq SFS[D(2,1)(2,1)] gLALQbccdfffemkctdq toroidal gLALQbccdfffaawcuhe SFS[D(3,1)(2,1)] gLALQbccdfffapfcqpm toroidal gLALQbccdfffaunctal SFS[D(3,1)(2,1)] gLALQbccdfffalwctal SFS[D(2,1)(2,1)] gLALQbccdfffaancxid SFS[D(2,1)(2,1)] gLALQbccdfffaefclat SFS[A(2,1)] gLALQbccdfffaajcuhe SFS[D(3,1)(2,1)] gLALQbccdfffapkcqpm SFS[D(3,1)(2,1)] gLALQbccdfffaugctal reducible gLALQbccdfffaurcdxi SFS[D(2,1)(2,1)] gLALQbccdfffaxccpqm reducible gLALQbccdfffaprcqpm SFS[D(3,1)(2,1)] gLALQbccdfffausctal SFS[D(3,1)(2,1)] gLALQbccdfffaiccuhe reducible gLALQbccdfffamccuhe reducible gLALQbccdfffahkcuhe SFS[D(2,1)(2,1)] gLALQbccdfffamgcqpm reducible gLALQbccdfffamgcxid reducible gLALQbccdfffhhffpdh SFS[D(2,1)(2,1)] gLALQbccdfffhajfpdh reducible gLALQbccdfffhpkfmai SFS[D(3,1)(2,1)] gLALQbccdfffhugfxut SFS[D(3,1)(2,1)] gLALQbccdfffhhgfxut SFS[D(3,1)(2,1)] gLALQbccdfffhegfxut toroidal gLALQbccdffflagcxid SFS[D(2,1)(2,1)] gLALQbccdffflaccuhe SFS[D(3,1)(2,1)] gLALQbccdffflajcuhe SFS[D(3,1)(2,1)] gLALQbccdffflpkcqpm toroidal gLALQbccdffflugctal SFS[D(3,1)(2,1)] gLALQbccdffflawcuhe reducible gLALQbccdfffmagcqtd reducible gLALQbccdfffaigcqpi SFS[D(3,1)(2,1)] gLALQbccdfffaagcqpi SFS[D(3,1)(2,1)] gLALQbccdfffamgcqpi reducible gLALQbccdfffamgcxpu reducible gLALQbccdfffamgctpu reducible gLALQbccdfffpagfqqt reducible gLALQbccdfffpawfpaa reducible gLALQbccdffftaccuaa SFS[D(3,1)(3,2)] gLALQbccdffftajcuaa reducible gLALQbccdffftpkcupu SFS[D(3,1)(3,1)] gLALQbccdffftugcpap SFS[D(3,1)(3,2)] gLALQbccdffftawcuaa SFS[D(3,1)(3,1)] gLALQbccdfffxavcata reducible gLALQbccdfffxxvcxix reducible gLALQbccdfffdmgfuau SFS[D(3,1)(2,1)] gLALQbccdfffeikcidi SFS[D(3,1)(2,1)] gLALQbccdfffeakcidi SFS[D(3,1)(2,1)] gLALQbccdfffemkcidi toroidal gLALQbccdfffaawcuaa SFS[D(3,1)(3,2)] gLALQbccdfffapfcupu toroidal gLALQbccdfffauncpap SFS[D(3,1)(3,1)] gLALQbccdfffaancqqd SFS[D(3,1)(2,1)] gLALQbccdfffaefcddt SFS[A(3,1)] gLALQbccdfffalwcpap SFS[D(3,1)(2,1)] gLALQbccdfffaajcuaa SFS[D(3,1)(3,1)] gLALQbccdfffapkcupu SFS[D(3,1)(3,2)] gLALQbccdfffaugcpap reducible gLALQbccdfffaurcexe SFS[D(3,1)(2,1)] gLALQbccdfffaxccxxm reducible gLALQbccdfffaprcupu SFS[D(3,1)(3,1)] gLALQbccdfffauscpap SFS[D(3,1)(3,2)] gLALQbccdfffaiccuaa reducible gLALQbccdfffamccuaa reducible gLALQbccdfffamgcqqd reducible gLALQbccdfffahkcuaa SFS[D(3,1)(2,1)] gLALQbccdfffamgcupu reducible gLALQbccdfffhhffpaa SFS[D(3,1)(2,1)] gLALQbccdfffhajfpaa reducible gLALQbccdfffhpkfuau SFS[D(3,1)(3,2)] gLALQbccdfffhugfpup SFS[D(3,1)(3,1)] gLALQbccdfffhhgfpup SFS[D(3,1)(3,2)] gLALQbccdfffhegfpup toroidal gLALQbccdffflagcqqd SFS[D(3,1)(2,1)] gLALQbccdffflaccuaa SFS[D(3,1)(3,1)] gLALQbccdffflajcuaa SFS[D(3,1)(3,2)] gLALQbccdffflpkcupu toroidal gLALQbccdffflugcpap SFS[D(3,1)(3,1)] gLALQbccdffflawcuaa reducible gLALQbccdfffmagcata reducible gLALQbccdffftaccaai reducible gLALQbccdffftajcaai reducible gLALQbccdffftpkcxuu reducible gLALQbccdffftugcppd reducible gLALQbccdffftawcaai reducible gLALQbccdfffdmgfuue reducible gLALQbccdfffeikciia reducible gLALQbccdfffeakciia reducible gLALQbccdfffemkciia reducible gLALQbccdfffaawcaai reducible gLALQbccdfffapfcxuu reducible gLALQbccdfffauncppd reducible gLALQbccdfffaancqeq reducible gLALQbccdfffaefcdhd reducible gLALQbccdfffalwcppd reducible gLALQbccdfffaajcaai reducible gLALQbccdfffapkcxuu reducible gLALQbccdfffaugcppd reducible gLALQbccdfffaurclee reducible gLALQbccdfffaprcxuu reducible gLALQbccdfffauscppd reducible gLALQbccdfffamgcqeq reducible gLALQbccdfffahkcaai reducible gLALQbccdfffamgcxuu reducible gLALQbccdfffhhffala reducible gLALQbccdfffhajfala reducible gLALQbccdfffhpkfuue reducible gLALQbccdfffhugfqpp reducible gLALQbccdfffhhgfqpp reducible gLALQbccdfffhegfqpp reducible gLALQbccdffflagcqeq reducible gLALQbccdffflaccaai reducible gLALQbccdffflajcaai reducible gLALQbccdffflpkcxuu reducible gLALQbccdffflugcppd reducible gLALQbccdffflawcaai reducible gLALQbccdfffmagcaam reducible gLALQbccdffftaccaam reducible gLALQbccdffftajcaam reducible gLALQbccdffftpkctuu reducible gLALQbccdffftugcpph reducible gLALQbccdffftawcaam reducible gLALQbccdfffdmgfuuh reducible gLALQbccdfffeikciim reducible gLALQbccdfffeakciim reducible gLALQbccdfffemkciim reducible gLALQbccdfffaawcaam reducible gLALQbccdfffapfctuu reducible gLALQbccdfffauncpph reducible gLALQbccdfffaancqlq reducible gLALQbccdfffaefcdpd reducible gLALQbccdfffalwcpph reducible gLALQbccdfffaajcaam reducible gLALQbccdfffapkctuu reducible gLALQbccdfffaugcpph reducible gLALQbccdfffaurcqee reducible gLALQbccdfffaprctuu reducible gLALQbccdfffauscpph reducible gLALQbccdfffamgcqlq reducible gLALQbccdfffahkcaam reducible gLALQbccdfffamgctuu reducible gLALQbccdfffhhffata reducible gLALQbccdfffhajfata reducible gLALQbccdfffhpkfuuh reducible gLALQbccdfffhugfmpp reducible gLALQbccdfffhhgfmpp reducible gLALQbccdfffhegfmpp reducible gLALQbccdffflagcqlq reducible gLALQbccdffflaccaam reducible gLALQbccdffflajcaam reducible gLALQbccdffflpkctuu reducible gLALQbccdffflugcpph reducible gLALQbccdffflawcaam reducible gLALQbccdfffmagcaai reducible gLALQbccdfffamgcxau reducible gLALQbccdfffaigctau SFS[D(2,1)(2,1)] gLALQbccdfffaagctau SFS[D(2,1)(2,1)] gLALQbccdfffamgctau reducible gLALQbccdfffpagfqqd reducible gLALQbccdfffpawfuaa reducible gLALQbccdffftaccpaa SFS[D(3,1)(3,1)] gLALQbccdffftajcpaa reducible gLALQbccdffftpkcuau SFS[D(3,1)(3,2)] gLALQbccdffftugcpup SFS[D(3,1)(3,1)] gLALQbccdffftawcpaa SFS[D(3,1)(3,2)] gLALQbccdfffxavcala reducible gLALQbccdfffxxvcxdx reducible gLALQbccdfffdmgfupu SFS[D(3,1)(2,1)] gLALQbccdfffeikcixi SFS[D(3,1)(2,1)] gLALQbccdfffeakcixi SFS[D(3,1)(2,1)] gLALQbccdfffemkcixi toroidal gLALQbccdfffaawcpaa SFS[D(3,1)(3,1)] gLALQbccdfffapfcuau toroidal gLALQbccdfffauncpup SFS[D(3,1)(3,2)] gLALQbccdfffaancqqt SFS[D(3,1)(2,1)] gLALQbccdfffaefcddq SFS[A(3,1)] gLALQbccdfffalwcpup SFS[D(3,1)(2,1)] gLALQbccdfffaajcpaa SFS[D(3,1)(3,2)] gLALQbccdfffapkcuau SFS[D(3,1)(3,1)] gLALQbccdfffaugcpup reducible gLALQbccdfffaurceme SFS[D(3,1)(2,1)] gLALQbccdfffaxccxxe reducible gLALQbccdfffaprcuau SFS[D(3,1)(3,2)] gLALQbccdfffauscpup SFS[D(3,1)(3,1)] gLALQbccdfffaiccpaa reducible gLALQbccdfffamccpaa reducible gLALQbccdfffamgcqqt reducible gLALQbccdfffahkcpaa SFS[D(3,1)(2,1)] gLALQbccdfffamgcuau reducible gLALQbccdfffhhffuaa SFS[D(3,1)(2,1)] gLALQbccdfffhajfuaa reducible gLALQbccdfffhpkfupu SFS[D(3,1)(3,1)] gLALQbccdfffhugfpap SFS[D(3,1)(3,2)] gLALQbccdfffhhgfpap SFS[D(3,1)(3,1)] gLALQbccdfffhegfpap toroidal gLALQbccdffflagcqqt SFS[D(3,1)(2,1)] gLALQbccdffflaccpaa SFS[D(3,1)(3,2)] gLALQbccdffflajcpaa SFS[D(3,1)(3,1)] gLALQbccdffflpkcuau toroidal gLALQbccdffflugcpup SFS[D(3,1)(3,2)] gLALQbccdffflawcpaa reducible gLALQbccdfffmagcala reducible gLALQbccdfffpljftaa reducible gLALQbccdfffpigfppm SFS[D(3,1)(2,1)] gLALQbccdfffphkfuhu SFS[D(3,1)(2,1)] gLALQbccdfffpmgfppm SFS[D(3,1)(2,1)] gLALQbccdfffpiwfltt SFS[D(3,1)(2,1)] gLALQbccdfffpmwfltt SFS[D(3,1)(2,1)] gLALQbccdfffpxffheh SFS[D(3,1)(2,1)] gLALQbccdfffpenfmqm reducible gLALQbccdfffpxwfiid SFS[D(2,1)(2,1)] gLALQbccdfffphgfiid SFS[D(2,1)(2,1)] gLALQbccdffftmgcmaa SFS[D(3,1)(2,1)] gLALQbccdffftmscmaa SFS[D(3,1)(2,1)] gLALQbccdffftxwcuut SFS[D(3,1)(2,1)] gLALQbccdffftincmaa SFS[D(2,1)(2,1)] gLALQbccdffftancmaa SFS[D(2,1)(2,1)] gLALQbccdffftmncmaa toroidal gLALQbccdffftefcpph SFS[D(3,1)(2,1)] gLALQbccdfffxxfctut SFS[D(3,1)(2,1)] gLALQbccdfffxmwcmam reducible gLALQbccdfffxencphh SFS[D(3,1)(2,1)] gLALQbccdfffxafcimi SFS[D(3,1)(2,1)] gLALQbccdfffxxnclee SFS[D(2,1)(2,1)] gLALQbccdfffxakclee SFS[D(2,1)(2,1)] gLALQbccdfffxxgctut SFS[D(3,1)(2,1)] gLALQbccdfffxagcimi SFS[D(3,1)(2,1)] gLALQbccdfffxpjcxxt reducible gLALQbccdfffxukchdd SFS[D(3,1)(2,1)] gLALQbccdfffdugftaa SFS[D(2,1)(2,1)] gLALQbccdfffdlwftaa reducible gLALQbccdfffdeffltt T2xI gLALQbccdfffdurfxxi reducible gLALQbccdfffeagcimi SFS[D(3,1)(2,1)] gLALQbccdfffepjcxxt SFS[D(3,1)(2,1)] gLALQbccdfffeukchdd toroidal gLALQbccdfffeaoclee SFS[D(2,1)(2,1)] gLALQbccdfffelvchdd reducible gLALQbccdfffeebcphh SFS[A(2,1)] gLALQbccdfffeavcimi SFS[D(3,1)(2,1)] gLALQbccdfffepbcxxt reducible gLALQbccdfffeuochdd SFS[D(3,1)(2,1)] gLALQbccdfffemkclee SFS[D(2,1)(2,1)] gLALQbccdfffemkcxxt SFS[D(2,1)(2,1)] gLALQbccdfffehjcimi SFS[D(2,1)(2,1)] gLALQbccdfffeifcimi reducible gLALQbccdfffemfcimi reducible gLALQbccdfffepncxxt SFS[D(3,1)(2,1)] gLALQbccdfffeuwchdd SFS[D(3,1)(2,1)] gLALQbccdfffeuncllq reducible gLALQbccdfffexfctut reducible gLALQbccdfffapfclle SFS[D(2,1)(2,1)] gLALQbccdfffamwcqlq SFS[D(2,1)(2,1)] gLALQbccdfffapfcmaa SFS[D(2,1)(2,1)] gLALQbccdfffahncuut SFS[D(2,1)(2,1)] gLALQbccdfffaxwcuut SFS[D(3,1)(2,1)] gLALQbccdfffamncmaa SFS[D(3,1)(2,1)] gLALQbccdfffaefcimm T2xI gLALQbccdfffaefcqlq T2xI gLALQbccdfffaxkclle SFS[D(2,1)(2,1)] gLALQbccdfffamscmaa SFS[D(3,1)(2,1)] gLALQbccdfffaercpph SFS[D(3,1)(2,1)] gLALQbccdfffalrcmaa SFS[D(2,1)(2,1)] gLALQbccdfffaxjcuut SFS[D(3,1)(2,1)] gLALQbccdfffaekcpph SFS[D(3,1)(2,1)] gLALQbccdfffhlcftaa reducible gLALQbccdfffhisfppm SFS[D(3,1)(2,1)] gLALQbccdfffhhrfuhu SFS[D(3,1)(2,1)] gLALQbccdfffhasfppm reducible gLALQbccdfffhmsfppm SFS[D(3,1)(2,1)] gLALQbccdfffhhsfiid SFS[D(2,1)(2,1)] gLALQbccdfffhegftaa SFS[D(2,1)(2,1)] gLALQbccdfffhegfiid SFS[D(2,1)(2,1)] gLALQbccdffflmgcmaa SFS[D(3,1)(2,1)] gLALQbccdffflmscmaa reducible gLALQbccdffflpkclle SFS[D(2,1)(2,1)] gLALQbccdffflpkcmaa SFS[D(2,1)(2,1)] gLALQbccdffflhgcuut SFS[D(2,1)(2,1)] gLALQbccdffflxwcuut reducible gLALQbccdffflmncmaa SFS[D(3,1)(2,1)] gLALQbccdffflefcpph SFS[D(3,1)(2,1)] gLALQbccdfffmxfctut SFS[D(3,1)(2,1)] gLALQbccdfffmafcimi SFS[D(3,1)(2,1)] gLALQbccdfffmejcphh SFS[D(3,1)(2,1)] gLALQbccdfffmavcimi SFS[D(3,1)(2,1)] gLALQbccdfffmiocmam T2xI gLALQbccdfffmaocmam T2xI gLALQbccdfffmmocmam SFS[A(2,1)] gLALQbccdfffmpjcxxt SFS[D(3,1)(2,1)] gLALQbccdfffmukchdd SFS[D(3,1)(2,1)] gLALQbccdfffpljftat reducible gLALQbccdfffpigfmpm SFS[D(3,1)(2,1)] gLALQbccdfffphkfuhh SFS[D(3,1)(2,1)] gLALQbccdfffpmgfmpm SFS[D(3,1)(2,1)] gLALQbccdfffpiwfllt SFS[D(3,1)(2,1)] gLALQbccdfffpmwfllt SFS[D(3,1)(2,1)] gLALQbccdfffpxffhee SFS[D(3,1)(2,1)] gLALQbccdfffpenfqqm reducible gLALQbccdfffpxwfidd SFS[D(2,1)(2,1)] gLALQbccdfffphgfidd SFS[D(2,1)(2,1)] gLALQbccdffftmgcmam SFS[D(3,1)(2,1)] gLALQbccdffftmscmam SFS[D(3,1)(2,1)] gLALQbccdffftxwctut SFS[D(3,1)(2,1)] gLALQbccdffftincmam SFS[D(2,1)(2,1)] gLALQbccdffftancmam SFS[D(2,1)(2,1)] gLALQbccdffftmncmam toroidal gLALQbccdffftefcphh SFS[D(3,1)(2,1)] gLALQbccdfffxxfcuut SFS[D(3,1)(2,1)] gLALQbccdfffxmwcmaa reducible gLALQbccdfffxencpph SFS[D(3,1)(2,1)] gLALQbccdfffxafcimm SFS[D(3,1)(2,1)] gLALQbccdfffxxnclle SFS[D(2,1)(2,1)] gLALQbccdfffxakclle SFS[D(2,1)(2,1)] gLALQbccdfffxxgcuut SFS[D(3,1)(2,1)] gLALQbccdfffxagcimm SFS[D(3,1)(2,1)] gLALQbccdfffxpjctxt reducible gLALQbccdfffxukchdh SFS[D(3,1)(2,1)] gLALQbccdfffdugftat SFS[D(2,1)(2,1)] gLALQbccdfffdlwftat reducible gLALQbccdfffdeffllt T2xI gLALQbccdfffdurfixi reducible gLALQbccdfffeagcimm SFS[D(3,1)(2,1)] gLALQbccdfffepjctxt SFS[D(3,1)(2,1)] gLALQbccdfffeukchdh toroidal gLALQbccdfffeaoclle SFS[D(2,1)(2,1)] gLALQbccdfffelvchdh reducible gLALQbccdfffeebcpph SFS[A(2,1)] gLALQbccdfffeavcimm SFS[D(3,1)(2,1)] gLALQbccdfffepbctxt reducible gLALQbccdfffeuochdh SFS[D(3,1)(2,1)] gLALQbccdfffemkclle SFS[D(2,1)(2,1)] gLALQbccdfffemkctxt SFS[D(2,1)(2,1)] gLALQbccdfffehjcimm SFS[D(2,1)(2,1)] gLALQbccdfffeifcimm reducible gLALQbccdfffemfcimm reducible gLALQbccdfffepnctxt SFS[D(3,1)(2,1)] gLALQbccdfffeuwchdh SFS[D(3,1)(2,1)] gLALQbccdfffeuncqlq reducible gLALQbccdfffexfcuut reducible gLALQbccdfffapfclee SFS[D(2,1)(2,1)] gLALQbccdfffamwcllq SFS[D(2,1)(2,1)] gLALQbccdfffapfcmam SFS[D(2,1)(2,1)] gLALQbccdfffahnctut SFS[D(2,1)(2,1)] gLALQbccdfffaxwctut SFS[D(3,1)(2,1)] gLALQbccdfffamncmam SFS[D(3,1)(2,1)] gLALQbccdfffaefcimi T2xI gLALQbccdfffaefcllq T2xI gLALQbccdfffaxkclee SFS[D(2,1)(2,1)] gLALQbccdfffamscmam SFS[D(3,1)(2,1)] gLALQbccdfffaercphh SFS[D(3,1)(2,1)] gLALQbccdfffalrcmam SFS[D(2,1)(2,1)] gLALQbccdfffaxjctut SFS[D(3,1)(2,1)] gLALQbccdfffaekcphh SFS[D(3,1)(2,1)] gLALQbccdfffhlcftat reducible gLALQbccdfffhisfmpm SFS[D(3,1)(2,1)] gLALQbccdfffhhrfuhh SFS[D(3,1)(2,1)] gLALQbccdfffhasfmpm reducible gLALQbccdfffhmsfmpm SFS[D(3,1)(2,1)] gLALQbccdfffhhsfidd SFS[D(2,1)(2,1)] gLALQbccdfffhegftat SFS[D(2,1)(2,1)] gLALQbccdfffhegfidd SFS[D(2,1)(2,1)] gLALQbccdffflmgcmam SFS[D(3,1)(2,1)] gLALQbccdffflmscmam reducible gLALQbccdffflpkclee SFS[D(2,1)(2,1)] gLALQbccdffflpkcmam SFS[D(2,1)(2,1)] gLALQbccdffflhgctut SFS[D(2,1)(2,1)] gLALQbccdffflxwctut reducible gLALQbccdffflmncmam SFS[D(3,1)(2,1)] gLALQbccdffflefcphh SFS[D(3,1)(2,1)] gLALQbccdfffmxfcuut SFS[D(3,1)(2,1)] gLALQbccdfffmafcimm SFS[D(3,1)(2,1)] gLALQbccdfffmejcpph SFS[D(3,1)(2,1)] gLALQbccdfffmavcimm SFS[D(3,1)(2,1)] gLALQbccdfffmiocmaa T2xI gLALQbccdfffmaocmaa T2xI gLALQbccdfffmmocmaa SFS[A(2,1)] gLALQbccdfffmpjctxt SFS[D(3,1)(2,1)] gLALQbccdfffmukchdh SFS[D(3,1)(2,1)] gLALQbccdfffpasfheu reducible gLALQbccdfffplcftal reducible gLALQbccdfffpacfuhe reducible gLALQbccdfffpesfpqm reducible gLALQbccdfffpagfxid reducible gLALQbccdfffpagfheu reducible gLALQbccdfffpljftal reducible gLALQbccdfffpigfqpm reducible gLALQbccdfffphkfuhe reducible gLALQbccdfffpmgfqpm reducible gLALQbccdfffpawfuhe reducible gLALQbccdfffpiwflat reducible gLALQbccdfffpmwflat reducible gLALQbccdfffpxffheu reducible gLALQbccdfffpenfpqm reducible gLALQbccdfffpawfdxi reducible gLALQbccdfffpxwfixd reducible gLALQbccdfffppwfpqm reducible gLALQbccdfffpanfheu reducible gLALQbccdfffpufflat reducible gLALQbccdfffplwftal reducible gLALQbccdfffpajfuhe reducible gLALQbccdfffppkfqpm reducible gLALQbccdfffpugftal reducible gLALQbccdfffpegfpqm reducible gLALQbccdfffphgfixd reducible gLALQbccdffftigcmai reducible gLALQbccdffftagcmai reducible gLALQbccdffftmgcmai reducible gLALQbccdffftagcuxt reducible gLALQbccdffftaccelq reducible gLALQbccdffftaccpdh reducible gLALQbccdffftiscmai reducible gLALQbccdffftascmai reducible gLALQbccdffftmscmai reducible gLALQbccdffftajcelq reducible gLALQbccdffftpkclqe reducible gLALQbccdffftugcqle reducible gLALQbccdffftajcpdh reducible gLALQbccdffftpkcmai reducible gLALQbccdffftugcxut reducible gLALQbccdfffthgcxut reducible gLALQbccdffftegcxut reducible gLALQbccdffftlwcxut reducible gLALQbccdffftpwcxut reducible gLALQbccdffftxwcxut reducible gLALQbccdffftincmai reducible gLALQbccdffftancmai reducible gLALQbccdffftmncmai reducible gLALQbccdfffthfcpdh reducible gLALQbccdffftufcpdh reducible gLALQbccdffftefcpdh reducible gLALQbccdffftlwcqle reducible gLALQbccdffftawcelq reducible gLALQbccdffftiwcelq reducible gLALQbccdffftmwcelq reducible gLALQbccdffftawcpdh reducible gLALQbccdfffxiwcmai reducible gLALQbccdfffxawcmai reducible gLALQbccdfffxxfcxut reducible gLALQbccdfffxmwcmai reducible gLALQbccdfffxencpdh reducible gLALQbccdfffxafcima reducible gLALQbccdfffxxnclqe reducible gLALQbccdfffxakclqe reducible gLALQbccdfffxxgcxut reducible gLALQbccdfffxavcpdh reducible gLALQbccdfffxivcpdh reducible gLALQbccdfffxmvcpdh reducible gLALQbccdfffxxbcmai reducible gLALQbccdfffxeocxut reducible gLALQbccdfffxavcelq reducible gLALQbccdfffxxvcqle reducible gLALQbccdfffxlvchdp reducible gLALQbccdfffxpvchdp reducible gLALQbccdfffxaocuxt reducible gLALQbccdfffxubcima reducible gLALQbccdfffxxvchdp reducible gLALQbccdfffxagcima reducible gLALQbccdfffxpjcuxt reducible gLALQbccdfffxukchdp reducible gLALQbccdfffxljcuxt reducible gLALQbccdfffxxjcuxt reducible gLALQbccdfffdajfuhe reducible gLALQbccdfffdpkfqpm reducible gLALQbccdfffdugftal reducible gLALQbccdfffdhgfixd reducible gLALQbccdfffdegfpqm reducible gLALQbccdfffdanfxid reducible gLALQbccdfffdlwftal reducible gLALQbccdfffdefflat reducible gLALQbccdfffdawfuhe reducible gLALQbccdfffdpffqpm reducible gLALQbccdfffdunftal reducible gLALQbccdfffdigfxid reducible gLALQbccdfffdagfxid reducible gLALQbccdfffdmgfxid reducible gLALQbccdfffdljftal reducible gLALQbccdfffdigfqpm reducible gLALQbccdfffdagfqpm reducible gLALQbccdfffdmgfqpm reducible gLALQbccdfffdhkfuhe reducible gLALQbccdfffdicfuhe reducible gLALQbccdfffdmcfuhe reducible gLALQbccdfffdprfqpm reducible gLALQbccdfffdusftal reducible gLALQbccdfffdpcfixd reducible gLALQbccdfffdasfxid reducible gLALQbccdfffdurfdxi reducible gLALQbccdfffdlcftal reducible gLALQbccdfffdxcfpqm reducible gLALQbccdfffeagcima reducible gLALQbccdfffepjcuxt reducible gLALQbccdfffeukchdp reducible gLALQbccdfffehkcqle reducible gLALQbccdfffeekcxut reducible gLALQbccdfffeaoclqe reducible gLALQbccdfffelvchdp reducible gLALQbccdfffeebcpdh reducible gLALQbccdfffeavcima reducible gLALQbccdfffepbcuxt reducible gLALQbccdfffeuochdp reducible gLALQbccdfffeikclqe reducible gLALQbccdfffeakclqe reducible gLALQbccdfffemkclqe reducible gLALQbccdfffelgchdp reducible gLALQbccdfffeikcuxt reducible gLALQbccdfffeakcuxt reducible gLALQbccdfffemkcuxt reducible gLALQbccdfffehjcima reducible gLALQbccdfffeifcima reducible gLALQbccdfffemfcima reducible gLALQbccdfffepncuxt reducible gLALQbccdfffeuwchdp reducible gLALQbccdfffepfcqle reducible gLALQbccdfffeawclqe reducible gLALQbccdfffeuncelq reducible gLALQbccdfffelfchdp reducible gLALQbccdfffexfcxut reducible gLALQbccdfffaawcelq reducible gLALQbccdfffapfclqe reducible gLALQbccdfffauncqle reducible gLALQbccdfffaiwcelq reducible gLALQbccdfffamwcelq reducible gLALQbccdfffalfcuxt reducible gLALQbccdfffaxfcuxt reducible gLALQbccdfffaawcpdh reducible gLALQbccdfffapfcmai reducible gLALQbccdfffauncxut reducible gLALQbccdfffahncxut reducible gLALQbccdfffaencxut reducible gLALQbccdfffalwcxut reducible gLALQbccdfffaincmai reducible gLALQbccdfffahfcpdh reducible gLALQbccdfffapwcxut reducible gLALQbccdfffaancmai reducible gLALQbccdfffaufcpdh reducible gLALQbccdfffaxwcxut reducible gLALQbccdfffamncmai reducible gLALQbccdfffaancuxt reducible gLALQbccdfffaefcima reducible gLALQbccdfffalwcqle reducible gLALQbccdfffaefcelq reducible gLALQbccdfffaajcelq reducible gLALQbccdfffapkclqe reducible gLALQbccdfffaugcqle reducible gLALQbccdfffaijcelq reducible gLALQbccdfffalkclqe reducible gLALQbccdfffamjcelq reducible gLALQbccdfffaxkclqe reducible gLALQbccdfffaegcqle reducible gLALQbccdfffahgchdp reducible gLALQbccdfffaegchdp reducible gLALQbccdfffaajcpdh reducible gLALQbccdfffapkcmai reducible gLALQbccdfffaugcxut reducible gLALQbccdfffahgcxut reducible gLALQbccdfffalccxut reducible gLALQbccdfffaiscmai reducible gLALQbccdfffahrcpdh reducible gLALQbccdfffapccxut reducible gLALQbccdfffaascmai reducible gLALQbccdfffaurcpdh reducible gLALQbccdfffamscmai reducible gLALQbccdfffaercpdh reducible gLALQbccdfffapcchdp reducible gLALQbccdfffaascuxt reducible gLALQbccdfffaurcima reducible gLALQbccdfffaxcchdp reducible gLALQbccdfffalccqle reducible gLALQbccdfffaxccqle reducible gLALQbccdfffaprclqe reducible gLALQbccdfffauscqle reducible gLALQbccdfffaiccelq reducible gLALQbccdfffamccelq reducible gLALQbccdfffaprcmai reducible gLALQbccdfffauscxut reducible gLALQbccdfffaiccpdh reducible gLALQbccdfffalrcmai reducible gLALQbccdfffahscxut reducible gLALQbccdfffamccpdh reducible gLALQbccdfffaxrcmai reducible gLALQbccdfffaescxut reducible gLALQbccdfffaljcxut reducible gLALQbccdfffahkcpdh reducible gLALQbccdfffapjcxut reducible gLALQbccdfffaukcpdh reducible gLALQbccdfffaxjcxut reducible gLALQbccdfffaekcpdh reducible gLALQbccdfffaljcqle reducible gLALQbccdfffahkcelq reducible gLALQbccdfffhlcftal reducible gLALQbccdfffhisfqpm reducible gLALQbccdfffhhrfuhe reducible gLALQbccdfffhasfqpm reducible gLALQbccdfffhmsfqpm reducible gLALQbccdfffhacfuhe reducible gLALQbccdfffhhsfixd reducible gLALQbccdfffhagfheu reducible gLALQbccdfffhljftal reducible gLALQbccdfffhigfqpm reducible gLALQbccdfffhhkfuhe reducible gLALQbccdfffhagfqpm reducible gLALQbccdfffhmgfqpm reducible gLALQbccdfffhawfuhe reducible gLALQbccdfffhhnfixd reducible gLALQbccdfffhhffdxi reducible gLALQbccdfffhlwftal reducible gLALQbccdfffhinfqpm reducible gLALQbccdfffhhffuhe reducible gLALQbccdfffhanfqpm reducible gLALQbccdfffhmnfqpm reducible gLALQbccdfffhajfuhe reducible gLALQbccdfffhpkfqpm reducible gLALQbccdfffhugftal reducible gLALQbccdfffhhgftal reducible gLALQbccdfffhegftal reducible gLALQbccdfffhajfdxi reducible gLALQbccdfffhpkfxid reducible gLALQbccdfffhugfixd reducible gLALQbccdfffhhgfixd reducible gLALQbccdfffhegfixd reducible gLALQbccdfffligcmai reducible gLALQbccdffflagcmai reducible gLALQbccdffflmgcmai reducible gLALQbccdffflagcuxt reducible gLALQbccdffflaccelq reducible gLALQbccdffflaccpdh reducible gLALQbccdfffliscmai reducible gLALQbccdffflascmai reducible gLALQbccdffflmscmai reducible gLALQbccdffflajcelq reducible gLALQbccdffflpkclqe reducible gLALQbccdffflugcqle reducible gLALQbccdffflajcpdh reducible gLALQbccdffflpkcmai reducible gLALQbccdffflugcxut reducible gLALQbccdffflhgcxut reducible gLALQbccdffflegcxut reducible gLALQbccdfffllwcxut reducible gLALQbccdffflpwcxut reducible gLALQbccdffflxwcxut reducible gLALQbccdffflincmai reducible gLALQbccdffflancmai reducible gLALQbccdffflmncmai reducible gLALQbccdffflhfcpdh reducible gLALQbccdffflufcpdh reducible gLALQbccdffflefcpdh reducible gLALQbccdfffllwcqle reducible gLALQbccdffflawcelq reducible gLALQbccdfffliwcelq reducible gLALQbccdffflmwcelq reducible gLALQbccdffflawcpdh reducible gLALQbccdfffmxfcxut reducible gLALQbccdfffmawcuxt reducible gLALQbccdfffmafcima reducible gLALQbccdfffmewcxut reducible gLALQbccdfffmakclqe reducible gLALQbccdfffmejcpdh reducible gLALQbccdfffmavcima reducible gLALQbccdfffmlbclqe reducible gLALQbccdfffmhbcelq reducible gLALQbccdfffmiocmai reducible gLALQbccdfffmaocmai reducible gLALQbccdfffmmocmai reducible gLALQbccdfffmlvchdp reducible gLALQbccdfffmpjcuxt reducible gLALQbccdfffmukchdp reducible gLALQbccdfffmagcpdh reducible gLALQbccdfffmagcelq reducible gLALQbccdfffamgcmua reducible gLALQbccdfffpagfxxq reducible gLALQbccdfffpawfahh reducible gLALQbccdffftaccahh SFS[D(3,1)(2,1)] gLALQbccdffftajcahh reducible gLALQbccdffftpkcmum SFS[D(3,1)(2,1)] gLALQbccdffftugctpt SFS[D(3,1)(2,1)] gLALQbccdffftawcahh SFS[D(3,1)(2,1)] gLALQbccdfffxavcqaq reducible gLALQbccdfffxxvchxh reducible gLALQbccdfffdmgfmum SFS[D(2,1)(2,1)] gLALQbccdfffeikctit SFS[D(2,1)(2,1)] gLALQbccdfffeakctit SFS[D(2,1)(2,1)] gLALQbccdfffemkctit toroidal gLALQbccdfffaawcahh SFS[D(3,1)(2,1)] gLALQbccdfffapfcmum toroidal gLALQbccdfffaunctpt SFS[D(3,1)(2,1)] gLALQbccdfffalwctpt SFS[D(2,1)(2,1)] gLALQbccdfffaancxxq SFS[D(2,1)(2,1)] gLALQbccdfffaefclld SFS[A(2,1)] gLALQbccdfffaajcahh SFS[D(3,1)(2,1)] gLALQbccdfffapkcmum SFS[D(3,1)(2,1)] gLALQbccdfffaugctpt reducible gLALQbccdfffaurciei SFS[D(2,1)(2,1)] gLALQbccdfffaxccqqx reducible gLALQbccdfffaprcmum SFS[D(3,1)(2,1)] gLALQbccdfffausctpt SFS[D(3,1)(2,1)] gLALQbccdfffaiccahh reducible gLALQbccdfffamccahh reducible gLALQbccdfffahkcahh SFS[D(2,1)(2,1)] gLALQbccdfffamgcmum reducible gLALQbccdfffamgcxxq reducible gLALQbccdfffhhffahh SFS[D(2,1)(2,1)] gLALQbccdfffhajfahh reducible gLALQbccdfffhpkfmum SFS[D(3,1)(2,1)] gLALQbccdfffhugftpt SFS[D(3,1)(2,1)] gLALQbccdfffhhgftpt SFS[D(3,1)(2,1)] gLALQbccdfffhegftpt toroidal gLALQbccdffflagcxxq SFS[D(2,1)(2,1)] gLALQbccdffflaccahh SFS[D(3,1)(2,1)] gLALQbccdffflajcahh SFS[D(3,1)(2,1)] gLALQbccdffflpkcmum toroidal gLALQbccdffflugctpt SFS[D(3,1)(2,1)] gLALQbccdffflawcahh reducible gLALQbccdfffmagcqaq reducible gLALQbccdfffaigcmui SFS[D(3,1)(2,1)] gLALQbccdfffaagcmui SFS[D(3,1)(2,1)] gLALQbccdfffamgcmui reducible gLALQbccdfffamgcmpa reducible gLALQbccdfffemkctdt SFS[D(2,1)(2,1)] gLALQbccdfffapfcmpm SFS[D(2,1)(2,1)] gLALQbccdfffaefcllt T2xI gLALQbccdfffamgcmpm reducible gLALQbccdfffamgcxxd reducible gLALQbccdfffhegftut SFS[D(2,1)(2,1)] gLALQbccdffflpkcmpm SFS[D(2,1)(2,1)] gLALQbccdfffaigcmpi SFS[D(3,1)(2,1)] gLALQbccdfffaagcmpi SFS[D(3,1)(2,1)] gLALQbccdfffamgcmpi reducible gLALQbccdfffemkcpld SFS[D(2,1)(2,1)] gLALQbccdfffapfcped SFS[D(2,1)(2,1)] gLALQbccdfffaefcuti T2xI gLALQbccdfffamgcped reducible gLALQbccdfffamgchdm reducible gLALQbccdfffhegfude SFS[D(2,1)(2,1)] gLALQbccdffflpkcped SFS[D(2,1)(2,1)] gLALQbccdfffemkcxph SFS[D(2,1)(2,1)] gLALQbccdfffapfchda SFS[D(2,1)(2,1)] gLALQbccdfffaefcqxu T2xI gLALQbccdfffamgchda reducible gLALQbccdfffamgctph reducible gLALQbccdfffhegfhea SFS[D(2,1)(2,1)] gLALQbccdffflpkchda SFS[D(2,1)(2,1)] gLALQbccdfffpagfqlt reducible gLALQbccdfffpawfpam reducible gLALQbccdffftaccuta reducible gLALQbccdffftajcuta reducible gLALQbccdffftpkcuph reducible gLALQbccdffftugcmap reducible gLALQbccdffftawcuta reducible gLALQbccdfffxavcuta reducible gLALQbccdfffxxvcxim reducible gLALQbccdfffdmgftau reducible gLALQbccdfffeikchdi reducible gLALQbccdfffeakchdi reducible gLALQbccdfffemkchdi reducible gLALQbccdfffaawcuta reducible gLALQbccdfffapfcuph reducible gLALQbccdfffauncmap reducible gLALQbccdfffaancpqd reducible gLALQbccdfffaefcxdt reducible gLALQbccdfffalwcmap reducible gLALQbccdfffaajcuta reducible gLALQbccdfffapkcuph reducible gLALQbccdfffaugcmap reducible gLALQbccdfffaurcexu reducible gLALQbccdfffaxccxim reducible gLALQbccdfffaprcuph reducible gLALQbccdfffauscmap reducible gLALQbccdfffaiccuta reducible gLALQbccdfffamccuta reducible gLALQbccdfffamgcpqd reducible gLALQbccdfffahkcuta reducible gLALQbccdfffamgcuph reducible gLALQbccdfffhhffpam reducible gLALQbccdfffhajfpam reducible gLALQbccdfffhpkftau reducible gLALQbccdfffhugfpuh reducible gLALQbccdfffhhgfpuh reducible gLALQbccdfffhegfpuh reducible gLALQbccdffflagcpqd reducible gLALQbccdffflaccuta reducible gLALQbccdffflajcuta reducible gLALQbccdffflpkcuph reducible gLALQbccdffflugcmap reducible gLALQbccdffflawcuta reducible gLALQbccdfffmagcuta reducible gLALQbccdfffamgcpeq reducible gLALQbccdfffamgcplq reducible gLALQbccdfffpagfqlq reducible gLALQbccdfffpawfaam reducible gLALQbccdffftaccata SFS[D(3,1)(3,1)] gLALQbccdffftajcata reducible gLALQbccdffftpkcuuh SFS[D(3,1)(3,2)] gLALQbccdffftugcmpp SFS[D(3,1)(3,1)] gLALQbccdffftawcata SFS[D(3,1)(3,2)] gLALQbccdfffxavcuaa reducible gLALQbccdfffxxvcxxm reducible gLALQbccdfffdmgftuu SFS[D(3,1)(2,1)] gLALQbccdfffeikchii SFS[D(3,1)(2,1)] gLALQbccdfffeakchii SFS[D(3,1)(2,1)] gLALQbccdfffemkchii toroidal gLALQbccdfffaawcata SFS[D(3,1)(3,1)] gLALQbccdfffapfcuuh toroidal gLALQbccdfffauncmpp SFS[D(3,1)(3,2)] gLALQbccdfffaancpqq SFS[D(3,1)(2,1)] gLALQbccdfffaefcxdd SFS[A(3,1)] gLALQbccdfffalwcmpp SFS[D(3,1)(2,1)] gLALQbccdfffaajcata SFS[D(3,1)(3,2)] gLALQbccdfffapkcuuh SFS[D(3,1)(3,1)] gLALQbccdfffaugcmpp reducible gLALQbccdfffaurceeu SFS[D(3,1)(2,1)] gLALQbccdfffaxccxix reducible gLALQbccdfffaprcuuh SFS[D(3,1)(3,2)] gLALQbccdfffauscmpp SFS[D(3,1)(3,1)] gLALQbccdfffaiccata reducible gLALQbccdfffamccata reducible gLALQbccdfffamgcpqq reducible gLALQbccdfffahkcata SFS[D(3,1)(2,1)] gLALQbccdfffamgcuuh reducible gLALQbccdfffhhffaam SFS[D(3,1)(2,1)] gLALQbccdfffhajfaam reducible gLALQbccdfffhpkftuu SFS[D(3,1)(3,1)] gLALQbccdfffhugfpph SFS[D(3,1)(3,2)] gLALQbccdfffhhgfpph SFS[D(3,1)(3,1)] gLALQbccdfffhegfpph toroidal gLALQbccdffflagcpqq SFS[D(3,1)(2,1)] gLALQbccdffflaccata SFS[D(3,1)(3,2)] gLALQbccdffflajcata SFS[D(3,1)(3,1)] gLALQbccdffflpkcuuh toroidal gLALQbccdffflugcmpp SFS[D(3,1)(3,2)] gLALQbccdffflawcata reducible gLALQbccdfffmagcuaa reducible gLALQbccdfffaigcpet SFS[D(2,1)(2,1)] gLALQbccdfffaagcpet SFS[D(2,1)(2,1)] gLALQbccdfffamgcpet reducible gLALQbccdfffamgcplt reducible gLALQbccdfffpagfqld reducible gLALQbccdfffpawfuam reducible gLALQbccdffftaccpta SFS[D(3,1)(3,2)] gLALQbccdffftajcpta reducible gLALQbccdffftpkcuah SFS[D(3,1)(3,1)] gLALQbccdffftugcmup SFS[D(3,1)(3,2)] gLALQbccdffftawcpta SFS[D(3,1)(3,1)] gLALQbccdfffxavcula reducible gLALQbccdfffxxvcxdm reducible gLALQbccdfffdmgftpu SFS[D(3,1)(2,1)] gLALQbccdfffeikchxi SFS[D(3,1)(2,1)] gLALQbccdfffeakchxi SFS[D(3,1)(2,1)] gLALQbccdfffemkchxi toroidal gLALQbccdfffaawcpta SFS[D(3,1)(3,2)] gLALQbccdfffapfcuah toroidal gLALQbccdfffauncmup SFS[D(3,1)(3,1)] gLALQbccdfffaancpqt SFS[D(3,1)(2,1)] gLALQbccdfffaefcxdq SFS[A(3,1)] gLALQbccdfffalwcmup SFS[D(3,1)(2,1)] gLALQbccdfffaajcpta SFS[D(3,1)(3,1)] gLALQbccdfffapkcuah SFS[D(3,1)(3,2)] gLALQbccdfffaugcmup reducible gLALQbccdfffaurcemu SFS[D(3,1)(2,1)] gLALQbccdfffaxccxie reducible gLALQbccdfffaprcuah SFS[D(3,1)(3,1)] gLALQbccdfffauscmup SFS[D(3,1)(3,2)] gLALQbccdfffaiccpta reducible gLALQbccdfffamccpta reducible gLALQbccdfffamgcpqt reducible gLALQbccdfffahkcpta SFS[D(3,1)(2,1)] gLALQbccdfffamgcuah reducible gLALQbccdfffhhffuam SFS[D(3,1)(2,1)] gLALQbccdfffhajfuam reducible gLALQbccdfffhpkftpu SFS[D(3,1)(3,2)] gLALQbccdfffhugfpah SFS[D(3,1)(3,1)] gLALQbccdfffhhgfpah SFS[D(3,1)(3,2)] gLALQbccdfffhegfpah toroidal gLALQbccdffflagcpqt SFS[D(3,1)(2,1)] gLALQbccdffflaccpta SFS[D(3,1)(3,1)] gLALQbccdffflajcpta SFS[D(3,1)(3,2)] gLALQbccdffflpkcuah toroidal gLALQbccdffflugcmup SFS[D(3,1)(3,1)] gLALQbccdffflawcpta reducible gLALQbccdfffmagcula reducible gLALQbccdfffemkchee SFS[D(2,1)(2,1)] gLALQbccdfffapfcllh SFS[D(2,1)(2,1)] gLALQbccdfffaefcxmm T2xI gLALQbccdfffamgcpaa reducible gLALQbccdfffamgcllh reducible gLALQbccdfffhegfiih SFS[D(2,1)(2,1)] gLALQbccdffflpkcllh SFS[D(2,1)(2,1)] gLALQbccdfffamgcpam reducible gLALQbccdfffaigcpai SFS[D(3,1)(2,1)] gLALQbccdfffaagcpai SFS[D(3,1)(2,1)] gLALQbccdfffamgcpai reducible gLALQbccdfffpagfilh reducible gLALQbccdfffpawfxem reducible gLALQbccdffftaccqtd SFS[D(3,1)(2,1)] gLALQbccdffftajcqtd reducible gLALQbccdffftpkcilh SFS[D(3,1)(2,1)] gLALQbccdffftugcmex SFS[D(3,1)(2,1)] gLALQbccdffftawcqtd SFS[D(3,1)(2,1)] gLALQbccdfffxavcuhe reducible gLALQbccdfffxxvcpqm reducible gLALQbccdfffdmgftdq SFS[D(2,1)(2,1)] gLALQbccdfffeikcheu SFS[D(2,1)(2,1)] gLALQbccdfffeakcheu SFS[D(2,1)(2,1)] gLALQbccdfffemkcheu toroidal gLALQbccdfffaawcqtd SFS[D(3,1)(2,1)] gLALQbccdfffapfcilh toroidal gLALQbccdfffauncmex SFS[D(3,1)(2,1)] gLALQbccdfffaancpua SFS[D(2,1)(2,1)] gLALQbccdfffaefcxem SFS[A(2,1)] gLALQbccdfffalwcmex SFS[D(2,1)(2,1)] gLALQbccdfffaajcqtd SFS[D(3,1)(2,1)] gLALQbccdfffapkcilh SFS[D(3,1)(2,1)] gLALQbccdfffaugcmex reducible gLALQbccdfffaurcapu SFS[D(2,1)(2,1)] gLALQbccdfffaxcclih reducible gLALQbccdfffaprcilh SFS[D(3,1)(2,1)] gLALQbccdfffauscmex SFS[D(3,1)(2,1)] gLALQbccdfffaiccqtd reducible gLALQbccdfffamccqtd reducible gLALQbccdfffamgcpua reducible gLALQbccdfffahkcqtd SFS[D(2,1)(2,1)] gLALQbccdfffamgcilh reducible gLALQbccdfffhhffxem SFS[D(2,1)(2,1)] gLALQbccdfffhajfxem reducible gLALQbccdfffhpkftdq SFS[D(3,1)(2,1)] gLALQbccdfffhugflih SFS[D(3,1)(2,1)] gLALQbccdfffhhgflih SFS[D(3,1)(2,1)] gLALQbccdfffhegflih toroidal gLALQbccdffflagcpua SFS[D(2,1)(2,1)] gLALQbccdffflaccqtd SFS[D(3,1)(2,1)] gLALQbccdffflajcqtd SFS[D(3,1)(2,1)] gLALQbccdffflpkcilh toroidal gLALQbccdffflugcmex SFS[D(3,1)(2,1)] gLALQbccdffflawcqtd reducible gLALQbccdfffmagcuhe reducible gLALQbccdfffamgcpum reducible gLALQbccdfffaigcpui SFS[D(3,1)(2,1)] gLALQbccdfffaagcpui SFS[D(3,1)(2,1)] gLALQbccdfffamgcpui reducible gLALQbccdfffemkcheh SFS[D(2,1)(2,1)] gLALQbccdfffapfchlh SFS[D(2,1)(2,1)] gLALQbccdfffaefcxxm T2xI gLALQbccdfffamgcppa reducible gLALQbccdfffamgchlh reducible gLALQbccdfffhegfhih SFS[D(2,1)(2,1)] gLALQbccdffflpkchlh SFS[D(2,1)(2,1)] gLALQbccdfffemkctdd SFS[D(2,1)(2,1)] gLALQbccdfffapfcppm SFS[D(2,1)(2,1)] gLALQbccdfffaefcltt T2xI gLALQbccdfffamgcppm reducible gLALQbccdfffamgcxdd reducible gLALQbccdfffhegfuut SFS[D(2,1)(2,1)] gLALQbccdffflpkcppm SFS[D(2,1)(2,1)] gLALQbccdffftaccxxa reducible gLALQbccdffftajcxxa reducible gLALQbccdffftpkcudd reducible gLALQbccdffftugciip reducible gLALQbccdffftawcxxa reducible gLALQbccdfffdmgfllu reducible gLALQbccdfffeikcppi reducible gLALQbccdfffeakcppi reducible gLALQbccdfffemkcppi reducible gLALQbccdfffaawcxxa reducible gLALQbccdfffapfcudd reducible gLALQbccdfffaunciip reducible gLALQbccdfffaefcudu reducible gLALQbccdfffalwciip reducible gLALQbccdfffaanchqh reducible gLALQbccdfffaajcxxa reducible gLALQbccdfffapkcudd reducible gLALQbccdfffaugciip reducible gLALQbccdfffaurcett reducible gLALQbccdfffaprcudd reducible gLALQbccdfffausciip reducible gLALQbccdfffahkcxxa reducible gLALQbccdfffamgcudd reducible gLALQbccdfffamgchqh reducible gLALQbccdfffhhffqaq reducible gLALQbccdfffhajfqaq reducible gLALQbccdfffhpkfllu reducible gLALQbccdfffhugfpee reducible gLALQbccdfffhhgfpee reducible gLALQbccdfffhegfpee reducible gLALQbccdffflagchqh reducible gLALQbccdffflaccxxa reducible gLALQbccdffflajcxxa reducible gLALQbccdffflpkcudd reducible gLALQbccdffflugciip reducible gLALQbccdffflawcxxa reducible gLALQbccdfffmagcxxa reducible gLALQbccdfffamgcxpe reducible gLALQbccdfffaigctpe SFS[D(2,1)(2,1)] gLALQbccdfffaagctpe SFS[D(2,1)(2,1)] gLALQbccdfffamgctpe reducible gLALQbccdfffpagfqet reducible gLALQbccdfffpawfpai reducible gLALQbccdffftaccula SFS[D(3,1)(3,1)] gLALQbccdffftajcula reducible gLALQbccdffftpkcupe SFS[D(3,1)(3,2)] gLALQbccdffftugcqap SFS[D(3,1)(3,1)] gLALQbccdffftawcula SFS[D(3,1)(3,2)] gLALQbccdfffxavcpta reducible gLALQbccdfffxxvcxie reducible gLALQbccdfffdmgfxau SFS[D(3,1)(2,1)] gLALQbccdfffeikcldi SFS[D(3,1)(2,1)] gLALQbccdfffeakcldi SFS[D(3,1)(2,1)] gLALQbccdfffemkcldi toroidal gLALQbccdfffaawcula SFS[D(3,1)(3,1)] gLALQbccdfffapfcupe toroidal gLALQbccdfffauncqap SFS[D(3,1)(3,2)] gLALQbccdfffaancmqd SFS[D(3,1)(2,1)] gLALQbccdfffaefcidt SFS[A(3,1)] gLALQbccdfffalwcqap SFS[D(3,1)(2,1)] gLALQbccdfffaajcula SFS[D(3,1)(3,2)] gLALQbccdfffapkcupe SFS[D(3,1)(3,1)] gLALQbccdfffaugcqap reducible gLALQbccdfffaurcexh SFS[D(3,1)(2,1)] gLALQbccdfffaxccxdm reducible gLALQbccdfffaprcupe SFS[D(3,1)(3,2)] gLALQbccdfffauscqap SFS[D(3,1)(3,1)] gLALQbccdfffaiccula reducible gLALQbccdfffamccula reducible gLALQbccdfffamgcmqd reducible gLALQbccdfffahkcula SFS[D(3,1)(2,1)] gLALQbccdfffamgcupe reducible gLALQbccdfffhhffpai SFS[D(3,1)(2,1)] gLALQbccdfffhajfpai reducible gLALQbccdfffhpkfxau SFS[D(3,1)(3,1)] gLALQbccdfffhugfpud SFS[D(3,1)(3,2)] gLALQbccdfffhhgfpud SFS[D(3,1)(3,1)] gLALQbccdfffhegfpud toroidal gLALQbccdffflagcmqd SFS[D(3,1)(2,1)] gLALQbccdffflaccula SFS[D(3,1)(3,2)] gLALQbccdffflajcula SFS[D(3,1)(3,1)] gLALQbccdffflpkcupe toroidal gLALQbccdffflugcqap SFS[D(3,1)(3,2)] gLALQbccdffflawcula reducible gLALQbccdfffmagcpta reducible gLALQbccdfffaigcmeq SFS[D(2,1)(2,1)] gLALQbccdfffaagcmeq SFS[D(2,1)(2,1)] gLALQbccdfffamgcmeq reducible gLALQbccdfffamgcmlq reducible gLALQbccdfffpagfqeq reducible gLALQbccdfffpawfaai reducible gLALQbccdffftaccala SFS[D(3,1)(3,2)] gLALQbccdffftajcala reducible gLALQbccdffftpkcuue SFS[D(3,1)(3,1)] gLALQbccdffftugcqpp SFS[D(3,1)(3,2)] gLALQbccdffftawcala SFS[D(3,1)(3,1)] gLALQbccdfffxavcpaa reducible gLALQbccdfffxxvcxxe reducible gLALQbccdfffdmgfxuu SFS[D(3,1)(2,1)] gLALQbccdfffeikclii SFS[D(3,1)(2,1)] gLALQbccdfffeakclii SFS[D(3,1)(2,1)] gLALQbccdfffemkclii toroidal gLALQbccdfffaawcala SFS[D(3,1)(3,2)] gLALQbccdfffapfcuue toroidal gLALQbccdfffauncqpp SFS[D(3,1)(3,1)] gLALQbccdfffaancmqq SFS[D(3,1)(2,1)] gLALQbccdfffaefcidd SFS[A(3,1)] gLALQbccdfffalwcqpp SFS[D(3,1)(2,1)] gLALQbccdfffaajcala SFS[D(3,1)(3,1)] gLALQbccdfffapkcuue SFS[D(3,1)(3,2)] gLALQbccdfffaugcqpp reducible gLALQbccdfffaurceeh SFS[D(3,1)(2,1)] gLALQbccdfffaxccxdx reducible gLALQbccdfffaprcuue SFS[D(3,1)(3,1)] gLALQbccdfffauscqpp SFS[D(3,1)(3,2)] gLALQbccdfffaiccala reducible gLALQbccdfffamccala reducible gLALQbccdfffamgcmqq reducible gLALQbccdfffahkcala SFS[D(3,1)(2,1)] gLALQbccdfffamgcuue reducible gLALQbccdfffhhffaai SFS[D(3,1)(2,1)] gLALQbccdfffhajfaai reducible gLALQbccdfffhpkfxuu SFS[D(3,1)(3,2)] gLALQbccdfffhugfppd SFS[D(3,1)(3,1)] gLALQbccdfffhhgfppd SFS[D(3,1)(3,2)] gLALQbccdfffhegfppd toroidal gLALQbccdffflagcmqq SFS[D(3,1)(2,1)] gLALQbccdffflaccala SFS[D(3,1)(3,1)] gLALQbccdffflajcala SFS[D(3,1)(3,2)] gLALQbccdffflpkcuue toroidal gLALQbccdffflugcqpp SFS[D(3,1)(3,1)] gLALQbccdffflawcala reducible gLALQbccdfffmagcpaa reducible gLALQbccdfffamgclxm reducible gLALQbccdfffamgclxa reducible gLALQbccdfffpagfqed reducible gLALQbccdfffpawfuai reducible gLALQbccdffftagcmqt SFS[D(2,1)(2,1)] gLALQbccdffftaccpla toroidal gLALQbccdffftajcpla reducible gLALQbccdffftpkcuae toroidal gLALQbccdffftugcqup toroidal gLALQbccdffftlwcqup SFS[D(2,1)(2,1)] gLALQbccdffftawcpla toroidal gLALQbccdfffxavcpla reducible gLALQbccdfffxxvcxde reducible gLALQbccdfffdigfxpu SFS[D(2,1)(2,1)] gLALQbccdfffdagfxpu SFS[D(2,1)(2,1)] gLALQbccdfffdmgfxpu toroidal gLALQbccdfffeikclxi toroidal gLALQbccdfffeakclxi toroidal gLALQbccdfffemkclxi toroidal gLALQbccdfffaawcpla toroidal gLALQbccdfffapfcuae toroidal gLALQbccdfffauncqup toroidal gLALQbccdfffaancmqt toroidal gLALQbccdfffaefcidq toroidal gLALQbccdfffalwcqup toroidal gLALQbccdfffaajcpla toroidal gLALQbccdfffapkcuae toroidal gLALQbccdfffaugcqup reducible gLALQbccdfffaegcxde SFS[D(2,1)(2,1)] gLALQbccdfffahgchlt SFS[D(2,1)(2,1)] gLALQbccdfffapcchlt SFS[D(2,1)(2,1)] gLALQbccdfffaascmqt SFS[D(2,1)(2,1)] gLALQbccdfffaurcemh toroidal gLALQbccdfffaxccxde reducible gLALQbccdfffalccqup SFS[D(2,1)(2,1)] gLALQbccdfffaprcuae toroidal gLALQbccdfffauscqup toroidal gLALQbccdfffaiccpla reducible gLALQbccdfffamccpla reducible gLALQbccdfffaigcmqt SFS[D(2,1)(2,1)] gLALQbccdfffaagcmqt SFS[D(2,1)(2,1)] gLALQbccdfffamgcmqt reducible gLALQbccdfffaljcqup SFS[D(2,1)(2,1)] gLALQbccdfffaigcuae SFS[D(2,1)(2,1)] gLALQbccdfffahkcpla toroidal gLALQbccdfffaagcuae SFS[D(2,1)(2,1)] gLALQbccdfffamgcuae reducible gLALQbccdfffhagfhim SFS[D(2,1)(2,1)] gLALQbccdfffhhffuai toroidal gLALQbccdfffhajfuai reducible gLALQbccdfffhpkfxpu toroidal gLALQbccdfffhugfpad toroidal gLALQbccdfffhhgfpad toroidal gLALQbccdfffhegfpad toroidal gLALQbccdffflagcmqt toroidal gLALQbccdffflaccpla toroidal gLALQbccdffflajcpla toroidal gLALQbccdffflpkcuae toroidal gLALQbccdffflugcqup toroidal gLALQbccdfffllwcqup SFS[D(2,1)(2,1)] gLALQbccdffflawcpla reducible gLALQbccdfffmagcpla reducible gLLAQadddfffjeapjgk toroidal gLLAQadddfffjeapkgk m009(0,0) gLLAQadddfffjeapggk m009(0,0) gLLAQadddfffjaaabob SFS[D(3,1)(3,1)] gLLAQadddfffjaaabvb SFS[D(3,1)(3,2)] gLLAQadddfffjaaabbk SFS[D(3,1)(3,2)] gLLAQadddfffjaaabbs SFS[D(3,1)(3,1)] gLLAQadddfffjaaajsb SFS[D(3,1)(2,1)] gLLAQadddfffjaaajgb SFS[D(3,1)(2,1)] gLLAQadddfffjaaajns SFS[D(3,1)(2,1)] gLLAQadddfffjaaajss toroidal gLLAQadddfffjaaajgs SFS[D(3,1)(2,1)] gLLAQadddfffjaaajnk SFS[D(3,1)(2,1)] gLLAQadddfffjaaajsk SFS[D(3,1)(2,1)] gLLAQadddfffjaaajgk reducible gLLAQadddfffjaaaknb toroidal gLLAQadddfffjaaaksb toroidal gLLAQadddfffjaaakgb toroidal gLLAQadddfffjaaakns m003(0,0) gLLAQadddfffjaaakss SFS[D(3,1)(2,1)] gLLAQadddfffjaaakgs toroidal gLLAQadddfffjaaaknk SFS[D(3,1)(2,1)] gLLAQadddfffjaaaksk SFS[D(3,1)(2,1)] gLLAQadddfffjaaakgk reducible gLLAQadddfffjaaagnb toroidal gLLAQadddfffjaaagsb m003(0,0) gLLAQadddfffjaaaggb SFS[D(3,1)(2,1)] gLLAQadddfffjaaagns toroidal gLLAQadddfffjaaagss SFS[D(3,1)(2,1)] gLLAQadddfffjaaaggs SFS[D(3,1)(2,1)] gLLAQadddfffjaaagnk toroidal gLLAQadddfffjaaagsk toroidal gLLAQadddfffjaaaggk reducible gLLAQadddfffjaaajcj reducible gLLAQadddfffjaaajjr reducible gLLAQadddfffjaaagjj toroidal gLLAQadddfffjaaakjj toroidal gLLAQadddfffjaaabww SFS[D(3,1)(2,1)] gLLAQadddfffjaaafjf reducible gLLAQadddfffjaaaccn SFS[D(3,1)(2,1)] gLLAQadddfffjaaangn SFS[D(3,1)(3,2)] gLLAQadddfffjaaansn SFS[D(3,1)(3,1)] gLLAQadddfffjaaannf SFS[D(3,1)(3,1)] gLLAQadddfffjaaannw SFS[D(3,1)(3,2)] gLLAQadddfffjhahjnb m329(0,0)(0,0) gLLAQadddfffjialooj toroidal gLLAQadddfffjialjss toroidal gLLAQadddfffjialjcj SFS[D(9,5)(3,1)] gLLAQadddfffjialjwj SFS[D(9,4)(3,1)] gLLAQadddfffjialjjr toroidal gLLAQadddfffjialjjv toroidal gLLAQadddfffjialgjj toroidal gLLAQadddfffjialkjj toroidal gLLAQadddfffjialfjf SFS[D(9,4)(2,1)] gLLAQadddfffjaatfjf SFS[D(3,1)(2,1)] gLLAQadddfffjaatjss SFS[D(3,1)(2,1)] gLLAQadddfffjaatjjv SFS[D(3,1)(3,1)] gLLAQadddfffjaatjjr SFS[D(3,1)(3,2)] gLLAQadddfffjaatjwj SFS[D(3,1)(3,2)] gLLAQadddfffjaatjcj SFS[D(3,1)(3,1)] gLLAQadddfffjaatgjj SFS[D(3,1)(3,2)] gLLAQadddfffjaatkjj SFS[D(3,1)(3,1)] gLLAQadddfffjaatooj SFS[D(3,1)(2,1)] gLLAQadddfffjiatjss toroidal gLLAQadddfffjiatjcj toroidal gLLAQadddfffjiatjjr toroidal gLLAQadddfffjiatgjj toroidal gLLAQadddfffjiatkjj toroidal gLLAQadddfffjiatfjf toroidal gLLAQadddfffjamqjjv toroidal gLLAQadddfffjamqjjr toroidal gLLAQadddfffjamqooj toroidal gLLAQadddfffjputooj SFS[D(11,4)(2,1)] gLLAQadddfffjputjss toroidal gLLAQadddfffjputjcj toroidal gLLAQadddfffjputjwj toroidal gLLAQadddfffjputjjr SFS[D(11,7)(3,1)] gLLAQadddfffjputjjv SFS[D(11,4)(3,1)] gLLAQadddfffjputgjj toroidal gLLAQadddfffjputkjj toroidal gLLAQadddfffjputfjf toroidal gLLAQadddfffjpxtjss toroidal gLLAQadddfffjpxtjcj toroidal gLLAQadddfffjpxtjjr toroidal gLLAQadddfffjpxtgjj toroidal gLLAQadddfffjpxtkjj toroidal gLLAQadddfffjpxtfjf toroidal gLLAQadddfffjuadjss toroidal gLLAQadddfffjuadjcj toroidal gLLAQadddfffjuadjjr toroidal gLLAQadddfffjuadgjj toroidal gLLAQadddfffjuadkjj toroidal gLLAQadddfffjuadfjf toroidal gLLAQadddfffjaqqbob SFS[D(7,5)(3,1)] gLLAQadddfffjaqqbvb SFS[D(7,2)(3,1)] gLLAQadddfffjaqqbbk toroidal gLLAQadddfffjaqqbbs toroidal gLLAQadddfffjaqqjsb toroidal gLLAQadddfffjaqqjgb toroidal gLLAQadddfffjaqqjns toroidal gLLAQadddfffjaqqjss toroidal gLLAQadddfffjaqqjgs m060(0,0) gLLAQadddfffjaqqjnk toroidal gLLAQadddfffjaqqjsk m064(0,0) gLLAQadddfffjaqqjgk toroidal gLLAQadddfffjaqqknb toroidal gLLAQadddfffjaqqksb toroidal gLLAQadddfffjaqqkgb m055(0,0) gLLAQadddfffjaqqkns m019(0,0) gLLAQadddfffjaqqkss SFS[D(7,2)(2,1)] gLLAQadddfffjaqqkgs m119(0,0) gLLAQadddfffjaqqknk toroidal gLLAQadddfffjaqqksk SFS[D(7,2)(2,1)] gLLAQadddfffjaqqkgk SFS[D(8,3)(2,1)] gLLAQadddfffjaqqgnb toroidal gLLAQadddfffjaqqgsb m052(0,0) gLLAQadddfffjaqqggb toroidal gLLAQadddfffjaqqgns SFS[D(5,2)(2,1)] gLLAQadddfffjaqqgnk m016(0,0) gLLAQadddfffjaqqgsk m118(0,0) gLLAQadddfffjaqqggk SFS[D(8,3)(2,1)] gLLAQadddfffjaqqjcj SFS[D(8,3)(3,1)] gLLAQadddfffjaqqjjr SFS[D(8,3)(3,1)] gLLAQadddfffjaqqgjj toroidal gLLAQadddfffjaqqkjj toroidal gLLAQadddfffjaqqbww SFS[D(7,2)(2,1)] gLLAQadddfffjaqqfjf SFS[D(8,3)(2,1)] gLLAQadddfffjaqqngn toroidal gLLAQadddfffjaqqnsn toroidal gLLAQadddfffjapqooj SFS[D(7,2)(2,1)] gLLAQadddfffjapqjss SFS[D(7,2)(2,1)] gLLAQadddfffjapqjcj toroidal gLLAQadddfffjapqjwj toroidal gLLAQadddfffjapqjjr SFS[D(7,2)(3,1)] gLLAQadddfffjapqjjv SFS[D(7,5)(3,1)] gLLAQadddfffjapqgjj SFS[D(7,2)(3,1)] gLLAQadddfffjapqkjj SFS[D(7,5)(3,1)] gLLAQadddfffjapqfjf toroidal gLLAQadddfffjxqhjnb s864(0,0)(0,0) gLLAQadddfffjmaljss toroidal gLLAQadddfffjmaljcj SFS[D(12,7)(3,1)] gLLAQadddfffjmaljjr SFS[D(12,5)(3,1)] gLLAQadddfffjmalgjj toroidal gLLAQadddfffjmalkjj toroidal gLLAQadddfffjmalfjf SFS[D(12,5)(2,1)] gLLAQadddfffjaalfjf SFS[D(3,1)(2,1)] gLLAQadddfffjaaljss SFS[D(3,1)(2,1)] gLLAQadddfffjaaljjv SFS[D(3,1)(3,2)] gLLAQadddfffjaaljjr SFS[D(3,1)(3,1)] gLLAQadddfffjaaljwj SFS[D(3,1)(3,1)] gLLAQadddfffjaaljcj SFS[D(3,1)(3,2)] gLLAQadddfffjaalgjj SFS[D(3,1)(3,1)] gLLAQadddfffjaalkjj SFS[D(3,1)(3,2)] gLLAQadddfffjaalooj SFS[D(3,1)(2,1)] gLLAQadddfffjexijgk toroidal gLLAQadddfffjexikgk m045(0,0) gLLAQadddfffjexiggk m045(0,0) gLLAQaeeefffnaeegfv SFS[D(5,2)(2,1)] gLLAQaeeefffnalqcrs toroidal gLLAQaeeefffnalqcss SFS[D(7,3)(2,1)] gLLAQaeeefffnalqccs SFS[D(7,3)(2,1)] gLLAQaeeefffnaiqjvr toroidal gLLAQaeeefffnaiqjvv SFS[D(2,1)(2,1)] gLLAQaeeefffnaiqjvj SFS[D(2,1)(2,1)] gLLAQaeeefffnahqrkf toroidal gLLAQaeeefffnaiujvr SFS[D(5,2)(2,1)] gLLAQaeeefffnxhhrkf SFS[A(2,1)] gLLAQaeeefffnieegfv toroidal gLLAQaeeefffnieegvv SFS[D(2,1)(2,1)] gLLAQaeeefffnieeggv SFS[D(2,1)(2,1)] gLLAQaeeefffnduufcb toroidal gLLAQaeeefffnduubcb SFS[D(5,1)(2,1)] gLLAQaeeefffnduuccb SFS[D(5,1)(2,1)] gLLAQbecefffhhrximn s647(0,0)(0,0) gLLAQbecefffpdrxupg toroidal gLLAQbecefffpdrxapg SFS[D(3,1)(3,1)] gLLAQbecefffpdrxppg SFS[D(3,1)(3,1)] gLLAQbecefffdprxatj toroidal gLLAQbecefffdprxalj toroidal gLLAQbecefffdprxuaj toroidal gLLAQbecefffdprxpaj toroidal gLLAQbecefffdprxqas toroidal gLLAQbecefffdprxahf toroidal gLLAQbecefffainhxxs SFS[D(2,1)(2,1)] gLLAQbecefffainhals toroidal gLLAQbecefffainhats toroidal gLLAQbecefffainhddg SFS[D(3,1)(2,1)] gLLAQbecefffainheen SFS[D(3,1)(2,1)] gLLAQbecefffainhpas SFS[D(3,1)(2,1)] gLLAQbecefffainhuas SFS[D(3,1)(2,1)] gLLAQbecefffainhqaj SFS[D(2,1)(2,1)] gLLAQbecefffainhaho toroidal gLLAQbecefffdunealc toroidal gLLAQbecefffduneatc toroidal gLLAQbecefffdunepac toroidal gLLAQbecefffduneuac toroidal gLLAQbecefffduneqan toroidal gLLAQbecefffduneahk toroidal gLLAQbecefffelnapaf toroidal gLLAQbecefffelnauaf toroidal gLLAQbecefffelnaqao toroidal gLLAQbecefffaanheeo SFS[D(7,4)(3,1)] gLLAQbecefffaanhddk SFS[D(7,3)(3,1)] gLLAQbecefffaanhatw SFS[D(7,5)(3,1)] gLLAQbecefffaanhalw SFS[D(7,2)(3,1)] gLLAQbecefffaanhals SFS[D(5,1)(3,1)] gLLAQbecefffaanhats SFS[D(5,4)(3,1)] gLLAQbecefffaanhpas toroidal gLLAQbecefffaanhuas toroidal gLLAQbecefffaanhqtj toroidal gLLAQbecefffaanhuhr toroidal gLLAQbecefffaanhiev SFS[D(3,1)(2,1)] gLLAQbecefffaanhqaj toroidal gLLAQbecefffaanhudr m026(0,0) gLLAQbecefffaanhixv SFS[D(3,1)(2,1)] gLLAQbecefffaanhqlj m027(0,0) gLLAQbecefffaanhupr toroidal gLLAQbecefffaanhxmv toroidal gLLAQbecefffaanhltj toroidal gLLAQbecefffaanhphr m044(0,0) gLLAQbecefffaanhxev m006(0,0) gLLAQbecefffaanhlaj SFS[D(7,3)(2,1)] gLLAQbecefffaanhpdr m070(0,0) gLLAQbecefffaanhxxv toroidal gLLAQbecefffaanhllj SFS[D(7,3)(2,1)] gLLAQbecefffaanhppr SFS[D(5,1)(2,1)] gLLAQbecefffaanhdmv toroidal gLLAQbecefffaanhetj m043(0,0) gLLAQbecefffaanhahr SFS[D(7,2)(2,1)] gLLAQbecefffaanhdev toroidal gLLAQbecefffaanheaj SFS[D(2,1)(2,1)] gLLAQbecefffaanhadr SFS[D(2,1)(2,1)] gLLAQbecefffaanhdxv m011(0,0) gLLAQbecefffaanhelj m069(0,0) gLLAQbecefffaanhapr SFS[D(5,1)(2,1)] gLLAQbecefffaanheer toroidal gLLAQbecefffaanhddj toroidal gLLAQbecefffaanhatv SFS[D(3,1)(2,1)] gLLAQbecefffaanhalv SFS[D(3,1)(2,1)] gLLAQbecefffaanhqag SFS[D(7,3)(2,1)] gLLAQbecefffaanhaho SFS[D(5,1)(2,1)] gLLAQbecefffaanhahn SFS[D(2,1)(2,1)] gLLAQbecefffairxahf SFS[D(7,2)(2,1)] gLLAQbecefffairxddr SFS[D(7,4)(3,1)] gLLAQbecefffairxeev SFS[D(7,3)(3,1)] gLLAQbecefffairxalj SFS[D(7,5)(3,1)] gLLAQbecefffairxatj SFS[D(7,2)(3,1)] gLLAQbecefffairxuaj SFS[D(7,3)(3,1)] gLLAQbecefffairxpaj SFS[D(7,4)(3,1)] gLLAQbecefffairxqas SFS[D(7,3)(2,1)] gLLAQbecefffairxxxj SFS[D(7,3)(2,1)] gLLAQbecefffdpnxalj SFS[D(8,3)(3,1)] gLLAQbecefffdpnxatj SFS[D(8,3)(3,1)] gLLAQbecefffdpnxpaj toroidal gLLAQbecefffdpnxuaj toroidal gLLAQbecefffdpnxqas toroidal gLLAQbecefffdpnxahf SFS[D(8,3)(2,1)] gLLAQbecefffdureahk toroidal gLLAQbecefffdureddf SFS[D(4,3)(3,1)] gLLAQbecefffdureeeb SFS[D(4,1)(3,1)] gLLAQbecefffdurealc toroidal gLLAQbecefffdureatc toroidal gLLAQbecefffdureuac toroidal gLLAQbecefffdurepac toroidal gLLAQbecefffdureqan toroidal gLLAQbecefffdurexxc SFS[D(4,1)(2,1)] gLLAQbecefffairhaho toroidal gLLAQbecefffairhals toroidal gLLAQbecefffairhats toroidal gLLAQbecefffelraatf SFS[D(5,3)(3,1)] gLLAQbecefffelraalf SFS[D(5,2)(3,1)] gLLAQbecefffelrauaf toroidal gLLAQbecefffelrapaf toroidal gLLAQbecefffelraqao toroidal gLLAQbecefffelraahj SFS[D(5,2)(2,1)] gLLAQbecefffhhnximn s785(0,0)(0,0) gLLAQbecefffainxahf toroidal gLLAQbecefffainxeev SFS[D(8,3)(3,1)] gLLAQbecefffainxddr SFS[D(8,3)(3,1)] gLLAQbecefffainxatj toroidal gLLAQbecefffainxalj toroidal gLLAQbecefffainxpaj SFS[D(8,3)(3,1)] gLLAQbecefffainxuaj SFS[D(8,3)(3,1)] gLLAQbecefffainxqas SFS[D(8,3)(2,1)] gLLAQbecefffainxxxj SFS[D(8,3)(2,1)] gLLAQbecefffaanxatb toroidal gLLAQbecefffaanxalb toroidal gLLAQbecefffaanxalj SFS[D(7,5)(3,1)] gLLAQbecefffaanxatj SFS[D(7,2)(3,1)] gLLAQbecefffaanxpaj toroidal gLLAQbecefffaanxuaj toroidal gLLAQbecefffaanxqts toroidal gLLAQbecefffaanxuhg toroidal gLLAQbecefffaanxien toroidal gLLAQbecefffaanxqas toroidal gLLAQbecefffaanxudg m055(0,0) gLLAQbecefffaanxixn toroidal gLLAQbecefffaanxqls m052(0,0) gLLAQbecefffaanxupg toroidal gLLAQbecefffaanxxmn toroidal gLLAQbecefffaanxlts SFS[D(5,2)(2,1)] gLLAQbecefffaanxphg m019(0,0) gLLAQbecefffaanxxen m060(0,0) gLLAQbecefffaanxpdg m119(0,0) gLLAQbecefffaanxxxn toroidal gLLAQbecefffaanxppg SFS[D(7,2)(2,1)] gLLAQbecefffaanxdmn toroidal gLLAQbecefffaanxets m016(0,0) gLLAQbecefffaanxahg toroidal gLLAQbecefffaanxden toroidal gLLAQbecefffaanxeas SFS[D(8,3)(2,1)] gLLAQbecefffaanxadg SFS[D(8,3)(2,1)] gLLAQbecefffaanxdxn m064(0,0) gLLAQbecefffaanxels m118(0,0) gLLAQbecefffaanxapg SFS[D(7,2)(2,1)] gLLAQbecefffaanxeeg toroidal gLLAQbecefffaanxdds toroidal gLLAQbecefffaanxatn SFS[D(8,3)(3,1)] gLLAQbecefffaanxaln SFS[D(8,3)(3,1)] gLLAQbecefffaanxahf SFS[D(7,2)(2,1)] gLLAQbecefffaanxahv SFS[D(8,3)(2,1)] gLLAQbecefffpdnxupg toroidal gLLAQbecefffpdnxppg m007(0,0) gLLAQbecefffpdnxapg m007(0,0) gLLAQaeeefffjaeegfv SFS[D(4,1)(2,1)] gLLAQaeeefffjieegfv SFS[D(5,2)(2,1)] gLLAQaeeefffjxhhrkf toroidal gLLAQaeeefffjaiqjvr SFS[D(5,2)(2,1)] gLLAQaeeefffjalqcrs toroidal gLLAQaeeefffjalqcss SFS[D(8,3)(2,1)] gLLAQaeeefffjalqccs SFS[D(8,3)(2,1)] gLLAQaeeefffjahqrkf toroidal gLLAQaeeefffjaiujvr SFS[D(4,1)(2,1)] gLLAQaeeefffjduufcb toroidal gLLAQaeeefffjduuccb SFS[D(7,2)(2,1)] gLLAQaeeefffjduubcb SFS[D(7,2)(2,1)] gLLAQadddfffneapjgk toroidal gLLAQadddfffneapkgk m032(0,0) gLLAQadddfffneapggk m032(0,0) gLLAQadddfffnaaabob SFS[D(3,1)(3,2)] gLLAQadddfffnaaabvb SFS[D(3,1)(3,1)] gLLAQadddfffnaaabbk SFS[D(3,1)(3,1)] gLLAQadddfffnaaabbs SFS[D(3,1)(3,2)] gLLAQadddfffnaaajsb toroidal gLLAQadddfffnaaajgb toroidal gLLAQadddfffnaaajns SFS[D(3,1)(2,1)] gLLAQadddfffnaaajss SFS[D(3,1)(2,1)] gLLAQadddfffnaaajgs toroidal gLLAQadddfffnaaajnk SFS[D(3,1)(2,1)] gLLAQadddfffnaaajsk m003(0,0) gLLAQadddfffnaaajgk toroidal gLLAQadddfffnaaaknb SFS[D(3,1)(2,1)] gLLAQadddfffnaaaksb toroidal gLLAQadddfffnaaakgb m003(0,0) gLLAQadddfffnaaakns SFS[D(3,1)(2,1)] gLLAQadddfffnaaakss SFS[D(3,1)(2,1)] gLLAQadddfffnaaakgs toroidal gLLAQadddfffnaaaknk toroidal gLLAQadddfffnaaaksk SFS[D(3,1)(2,1)] gLLAQadddfffnaaakgk SFS[D(3,1)(2,1)] gLLAQadddfffnaaagnb SFS[D(3,1)(2,1)] gLLAQadddfffnaaagsb toroidal gLLAQadddfffnaaaggb SFS[D(3,1)(2,1)] gLLAQadddfffnaaagns reducible gLLAQadddfffnaaagss reducible gLLAQadddfffnaaaggs reducible gLLAQadddfffnaaagnk SFS[D(3,1)(2,1)] gLLAQadddfffnaaagsk toroidal gLLAQadddfffnaaaggk SFS[D(3,1)(2,1)] gLLAQadddfffnaaajcj SFS[D(3,1)(3,1)] gLLAQadddfffnaaajjr SFS[D(3,1)(3,2)] gLLAQadddfffnaaagjj SFS[D(3,1)(3,2)] gLLAQadddfffnaaakjj SFS[D(3,1)(3,1)] gLLAQadddfffnaaabww SFS[D(3,1)(2,1)] gLLAQadddfffnaaafjf SFS[D(3,1)(2,1)] gLLAQadddfffnaaaccn reducible gLLAQadddfffnaaangn toroidal gLLAQadddfffnaaansn toroidal gLLAQadddfffnaaannf reducible gLLAQadddfffnaaannw reducible gLLAQadddfffnhahjnb m357(0,0)(0,0) gLLAQadddfffnialooj toroidal gLLAQadddfffnialjss SFS[D(12,5)(2,1)] gLLAQadddfffnialjcj SFS[D(12,7)(3,1)] gLLAQadddfffnialjwj SFS[D(12,5)(3,1)] gLLAQadddfffnialjjr toroidal gLLAQadddfffnialjjv toroidal gLLAQadddfffnialgjj SFS[D(12,5)(3,1)] gLLAQadddfffnialkjj SFS[D(12,7)(3,1)] gLLAQadddfffnialfjf SFS[D(12,5)(2,1)] gLLAQadddfffnaatfjf SFS[D(3,1)(2,1)] gLLAQadddfffnaatjss SFS[D(3,1)(2,1)] gLLAQadddfffnaatjjv SFS[D(3,1)(3,2)] gLLAQadddfffnaatjjr SFS[D(3,1)(3,1)] gLLAQadddfffnaatjwj SFS[D(3,1)(3,1)] gLLAQadddfffnaatjcj SFS[D(3,1)(3,2)] gLLAQadddfffnaatgjj SFS[D(3,1)(3,1)] gLLAQadddfffnaatkjj SFS[D(3,1)(3,2)] gLLAQadddfffnaatooj SFS[D(3,1)(2,1)] gLLAQadddfffniatjss SFS[D(9,4)(2,1)] gLLAQadddfffniatjcj toroidal gLLAQadddfffniatjjr toroidal gLLAQadddfffniatgjj SFS[D(9,4)(3,1)] gLLAQadddfffniatkjj SFS[D(9,5)(3,1)] gLLAQadddfffniatfjf toroidal gLLAQadddfffnamqfjf SFS[D(2,1)(2,1)] gLLAQadddfffnamqjss SFS[D(2,1)(2,1)] gLLAQadddfffnamqjjv toroidal gLLAQadddfffnamqjjr toroidal gLLAQadddfffnamqjwj SFS[D(3,1)(2,1)] gLLAQadddfffnamqjcj SFS[D(3,1)(2,1)] gLLAQadddfffnamqgjj SFS[D(3,1)(2,1)] gLLAQadddfffnamqkjj SFS[D(3,1)(2,1)] gLLAQadddfffnamqooj toroidal gLLAQadddfffnputooj SFS[D(13,5)(2,1)] gLLAQadddfffnputjss SFS[D(13,5)(2,1)] gLLAQadddfffnputjcj toroidal gLLAQadddfffnputjwj toroidal gLLAQadddfffnputjjr SFS[D(13,8)(3,1)] gLLAQadddfffnputjjv SFS[D(13,5)(3,1)] gLLAQadddfffnputgjj SFS[D(13,5)(3,1)] gLLAQadddfffnputkjj SFS[D(13,8)(3,1)] gLLAQadddfffnputfjf toroidal gLLAQadddfffnpxtjss SFS[D(11,4)(2,1)] gLLAQadddfffnpxtjcj toroidal gLLAQadddfffnpxtjjr toroidal gLLAQadddfffnpxtgjj SFS[D(11,4)(3,1)] gLLAQadddfffnpxtkjj SFS[D(11,7)(3,1)] gLLAQadddfffnpxtfjf toroidal gLLAQadddfffnuadjss toroidal gLLAQadddfffnuadjcj toroidal gLLAQadddfffnuadjjr toroidal gLLAQadddfffnuadgjj toroidal gLLAQadddfffnuadkjj toroidal gLLAQadddfffnuadfjf toroidal gLLAQadddfffnaqqbob SFS[D(5,4)(3,1)] gLLAQadddfffnaqqbvb SFS[D(5,1)(3,1)] gLLAQadddfffnaqqbbk toroidal gLLAQadddfffnaqqbbs toroidal gLLAQadddfffnaqqjsb toroidal gLLAQadddfffnaqqjgb toroidal gLLAQadddfffnaqqjns toroidal gLLAQadddfffnaqqjss SFS[D(7,2)(2,1)] gLLAQadddfffnaqqjgs m043(0,0) gLLAQadddfffnaqqjnk toroidal gLLAQadddfffnaqqjsk m044(0,0) gLLAQadddfffnaqqjgk toroidal gLLAQadddfffnaqqknb SFS[D(3,1)(2,1)] gLLAQadddfffnaqqksb toroidal gLLAQadddfffnaqqkgb m027(0,0) gLLAQadddfffnaqqkns m011(0,0) gLLAQadddfffnaqqkss SFS[D(5,1)(2,1)] gLLAQadddfffnaqqkgs m069(0,0) gLLAQadddfffnaqqknk toroidal gLLAQadddfffnaqqksk SFS[D(5,1)(2,1)] gLLAQadddfffnaqqkgk SFS[D(7,3)(2,1)] gLLAQadddfffnaqqgnb SFS[D(3,1)(2,1)] gLLAQadddfffnaqqgsb m026(0,0) gLLAQadddfffnaqqggb toroidal gLLAQadddfffnaqqgns toroidal gLLAQadddfffnaqqgss SFS[D(2,1)(2,1)] gLLAQadddfffnaqqggs SFS[D(2,1)(2,1)] gLLAQadddfffnaqqgnk m006(0,0) gLLAQadddfffnaqqgsk m070(0,0) gLLAQadddfffnaqqggk SFS[D(7,3)(2,1)] gLLAQadddfffnaqqjcj SFS[D(7,3)(3,1)] gLLAQadddfffnaqqjjr SFS[D(7,4)(3,1)] gLLAQadddfffnaqqgjj SFS[D(7,2)(3,1)] gLLAQadddfffnaqqkjj SFS[D(7,5)(3,1)] gLLAQadddfffnaqqbww SFS[D(5,1)(2,1)] gLLAQadddfffnaqqfjf SFS[D(7,3)(2,1)] gLLAQadddfffnaqqccn SFS[D(2,1)(2,1)] gLLAQadddfffnaqqngn toroidal gLLAQadddfffnaqqnsn toroidal gLLAQadddfffnaqqnnf SFS[D(3,1)(2,1)] gLLAQadddfffnaqqnnw SFS[D(3,1)(2,1)] gLLAQadddfffnapqooj SFS[D(5,1)(2,1)] gLLAQadddfffnapqjss SFS[D(5,1)(2,1)] gLLAQadddfffnapqjcj toroidal gLLAQadddfffnapqjwj toroidal gLLAQadddfffnapqjjr SFS[D(5,1)(3,1)] gLLAQadddfffnapqjjv SFS[D(5,4)(3,1)] gLLAQadddfffnapqgjj SFS[D(5,1)(3,1)] gLLAQadddfffnapqkjj SFS[D(5,4)(3,1)] gLLAQadddfffnapqfjf toroidal gLLAQadddfffnxqhjnb s843(0,0)(0,0) gLLAQadddfffnmaljss toroidal gLLAQadddfffnmaljcj toroidal gLLAQadddfffnmaljjr toroidal gLLAQadddfffnmalgjj toroidal gLLAQadddfffnmalkjj toroidal gLLAQadddfffnmalfjf toroidal gLLAQadddfffnaalfjf reducible gLLAQadddfffnaaljss reducible gLLAQadddfffnaaljjv toroidal gLLAQadddfffnaaljjr toroidal gLLAQadddfffnaaljwj reducible gLLAQadddfffnaaljcj reducible gLLAQadddfffnaalgjj reducible gLLAQadddfffnaalkjj reducible gLLAQadddfffnaalooj toroidal gLLAQadddfffnexijgk toroidal gLLAQadddfffnexikgk m053(0,0) gLLAQadddfffnexiggk m053(0,0) gLLAQbecefffalsadeo toroidal gLLAQbecefffalsaadk SFS[D(3,1)(2,1)] gLLAQbecefffalsaeaw SFS[D(3,1)(2,1)] gLLAQbecefffaasldev SFS[D(5,2)(2,1)] gLLAQbecefffapwaltn toroidal gLLAQbecefffapwalan SFS[D(3,1)(2,1)] gLLAQbecefffapwalln SFS[D(3,1)(2,1)] gLLAQbecefffauwpltg SFS[D(4,1)(2,1)] gLLAQbecefffalwadeo reducible gLLAQbecefffalwaeaw reducible gLLAQbecefffalwaadk reducible gLLAQbecefffaxwaimc SFS[A(2,1)] gLLAQbecefffaxsaimc toroidal gLLAQbecefffauspltg SFS[D(5,2)(2,1)] gLLAQbecefffapsaltn toroidal gLLAQbecefffapsalan SFS[D(3,1)(2,1)] gLLAQbecefffapsalln SFS[D(3,1)(2,1)] gLLAQbecefffaasults SFS[D(4,1)(2,1)] gLLAQbecefffdpoxalj SFS[D(4,1)(3,1)] gLLAQbecefffdpoxatj SFS[D(4,3)(3,1)] gLLAQbecefffdpoxpaj reducible gLLAQbecefffdpoxuaj reducible gLLAQbecefffdpoxqas reducible gLLAQbecefffdpoxahf SFS[D(4,1)(2,1)] gLLAQbecefffhhohals SFS[D(4,3)(3,1)] gLLAQbecefffhhohats SFS[D(4,1)(3,1)] gLLAQbecefffhhohpas reducible gLLAQbecefffhhohuas reducible gLLAQbecefffhhohqaj reducible gLLAQbecefffhhohaho SFS[D(4,1)(2,1)] gLLAQbecefffdqoeahk SFS[D(4,1)(2,1)] gLLAQbecefffdqoeddf SFS[D(4,3)(3,1)] gLLAQbecefffdqoeeeb SFS[D(4,1)(3,1)] gLLAQbecefffdqoealc SFS[D(4,1)(3,1)] gLLAQbecefffdqoeatc SFS[D(4,3)(3,1)] gLLAQbecefffdqoeuac reducible gLLAQbecefffdqoepac reducible gLLAQbecefffdqoeqan reducible gLLAQbecefffdqoexxc SFS[D(4,1)(2,1)] gLLAQbecefffexoaxxf SFS[D(5,2)(2,1)] gLLAQbecefffexoaatf SFS[D(5,3)(3,1)] gLLAQbecefffexoaalf SFS[D(5,2)(3,1)] gLLAQbecefffexoaeec SFS[D(5,2)(3,1)] gLLAQbecefffexoaddb SFS[D(5,3)(3,1)] gLLAQbecefffexoauaf reducible gLLAQbecefffexoapaf reducible gLLAQbecefffexoaqao reducible gLLAQbecefffexoaahj SFS[D(5,2)(2,1)] gLLAQbecefffduoeahk SFS[D(5,2)(2,1)] gLLAQbecefffduoeddf SFS[D(5,3)(3,1)] gLLAQbecefffduoeeeb SFS[D(5,2)(3,1)] gLLAQbecefffduoealc SFS[D(5,2)(3,1)] gLLAQbecefffduoeatc SFS[D(5,3)(3,1)] gLLAQbecefffduoeuac reducible gLLAQbecefffduoepac reducible gLLAQbecefffduoeqan reducible gLLAQbecefffduoexxc SFS[D(5,2)(2,1)] gLLAQbecefffeloaatf toroidal gLLAQbecefffeloaalf toroidal gLLAQbecefffeloauaf reducible gLLAQbecefffeloapaf reducible gLLAQbecefffeloaqao reducible gLLAQbecefffeloaahj toroidal gLLAQbecefffaeomxhg SFS[D(2,1)(2,1)] gLLAQbecefffaeomimv T2xI gLLAQbecefffaeomims SFS[A(2,1)] gLLAQbecefffaeomupn SFS[A(2,1)] gLLAQbecefffaeomapn T2xI gLLAQbecefffaeomppn T2xI gLLAQbecefffaeomqxr SFS[D(2,1)(2,1)] gLLAQbecefffaeomimw T2xI gLLAQbecefffddohimv T2xI gLLAQbecefffedomims T2xI gLLAQbecefffmdolupk reducible gLLAQbecefffhioeimg T2xI gLLAQbecefffmdomatw SFS[D(3,1)(2,1)] gLLAQbecefffmdomalw SFS[D(3,1)(2,1)] gLLAQbecefffmdomuaw reducible gLLAQbecefffmdompaw reducible gLLAQbecefffmdomies SFS[D(3,1)(2,1)] gLLAQbecefffmdomixs SFS[D(3,1)(2,1)] gLLAQbecefffmdomqtg SFS[D(3,1)(2,1)] gLLAQbecefffmdomqag reducible gLLAQbecefffmdomqlg SFS[D(3,1)(2,1)] gLLAQbecefffmdomuhn SFS[D(3,1)(2,1)] gLLAQbecefffmdomudn SFS[D(3,1)(2,1)] gLLAQbecefffmdomupn toroidal gLLAQbecefffmdomapn SFS[D(2,1)(2,1)] gLLAQbecefffmdomppn SFS[D(2,1)(2,1)] gLLAQbecefffmdomahr SFS[D(2,1)(2,1)] gLLAQbecefffapoiimb T2xI gLLAQbecefffdtolimo SFS[A(5,2)] gLLAQbecefffeiopimr toroidal gLLAQbecefffahomims T2xI gLLAQbecefffdqoiimb SFS[A(4,1)] gLLAQbecefffexoqimc SFS[A(5,2)] gLLAQbecefffhhoximn SFS[A(4,1)] gLLAQbecefffdlolimo SFS[A(4,1)] gLLAQbecefffaeolupk reducible gLLAQbecefffapoeimg T2xI gLLAQbecefffaaohats SFS[D(3,1)(2,1)] gLLAQbecefffaaohals SFS[D(3,1)(2,1)] gLLAQbecefffaaohuas reducible gLLAQbecefffaaohpas reducible gLLAQbecefffaaohiev SFS[D(3,1)(2,1)] gLLAQbecefffaaohixv SFS[D(3,1)(2,1)] gLLAQbecefffaaohqtj SFS[D(3,1)(2,1)] gLLAQbecefffaaohqaj reducible gLLAQbecefffaaohqlj SFS[D(3,1)(2,1)] gLLAQbecefffaaohuhr SFS[D(3,1)(2,1)] gLLAQbecefffaaohudr SFS[D(3,1)(2,1)] gLLAQbecefffaaohupr toroidal gLLAQbecefffaaohapr SFS[D(2,1)(2,1)] gLLAQbecefffaaohppr SFS[D(2,1)(2,1)] gLLAQbecefffaaohaho SFS[D(2,1)(2,1)] gLLAQbecefffpdoxupg toroidal gLLAQbecefffpdoxppg toroidal gLLAQbecefffpdoxapg toroidal gLLAQaeeefffbqeprkf SFS[A(3,1)] gLLAQaeeefffbdddfcb SFS[A(2,1)] gLLAQaeeefffbdddccb T2xI gLLAQaeeefffbdddbcb T2xI gLLAQaeeefffbtddrww reducible gLLAQaeeefffbtddggr SFS[D(2,1)(2,1)] gLLAQaeeefffbtddbrb SFS[D(2,1)(2,1)] gLLAQaeeefffbtddrrj SFS[D(3,1)(2,1)] gLLAQaeeefffbtddrrv SFS[D(3,1)(2,1)] gLLAQaeeefffbtddrcr SFS[D(3,1)(2,1)] gLLAQaeeefffbtddrsr SFS[D(3,1)(2,1)] gLLAQaeeefffbtddnrr reducible gLLAQaeeefffbtddorr reducible gLLAQaeeefffbmaxrww reducible gLLAQaeeefffbmaxggr SFS[D(3,1)(2,1)] gLLAQaeeefffbmaxbrb SFS[D(3,1)(2,1)] gLLAQaeeefffbmaxrrj SFS[D(3,1)(3,2)] gLLAQaeeefffbmaxrrv SFS[D(3,1)(3,1)] gLLAQaeeefffbmaxrcr SFS[D(3,1)(3,1)] gLLAQaeeefffbmaxrsr SFS[D(3,1)(3,2)] gLLAQaeeefffbmaxnrr reducible gLLAQaeeefffbmaxorr reducible gLLAQaeeefffbmeegfv SFS[D(2,1)(2,1)] gLLAQaeeefffbaexfrk T2xI gLLAQaeeefffbaaxrww reducible gLLAQaeeefffbaaxggr reducible gLLAQaeeefffbaaxbrb reducible gLLAQaeeefffbaaxrrj reducible gLLAQaeeefffbaaxrrv reducible gLLAQaeeefffbaaxrcr reducible gLLAQaeeefffbaaxrsr reducible gLLAQaeeefffbaaxnrr reducible gLLAQaeeefffbaaxorr reducible gLLAQaeeefffbadeoof reducible gLLAQaeeefffbadeffn reducible gLLAQaeeefffbadeffw reducible gLLAQaeeefffbadefgf reducible gLLAQaeeefffbadefvf reducible gLLAQaeeefffbadejfj reducible gLLAQaeeefffbaeerkf T2xI gLLAQaeeefffbaeekfr T2xI gLLAQaeeefffbaeejos SFS[D(2,1)(2,1)] gLLAQaeeefffbaeefrk SFS[A(2,1)] gLLAQaeeefffbaeefcb SFS[A(2,1)] gLLAQaeeefffbaeeccb T2xI gLLAQaeeefffbaeebcb T2xI gLLAQaeeefffbaeeosj SFS[D(2,1)(2,1)] gLLAQaeeefffbaaeoof reducible gLLAQaeeefffbaaeffn reducible gLLAQaeeefffbaaeffw reducible gLLAQaeeefffbaaefgf reducible gLLAQaeeefffbaaefvf reducible gLLAQaeeefffbaaejfj reducible gLLAQaeeefffbaemfrk T2xI gLLAQaeeefffbaamnkn reducible gLLAQaeeefffbaamkkb reducible gLLAQaeeefffbaamkks reducible gLLAQaeeefffbaamkok reducible gLLAQaeeefffbaamkwk reducible gLLAQaeeefffbaamcck reducible gLLAQaeeefffbiaxrww reducible gLLAQaeeefffbiaxggr SFS[D(3,1)(2,1)] gLLAQaeeefffbiaxbrb SFS[D(3,1)(2,1)] gLLAQaeeefffbiaxrrj SFS[D(3,1)(3,1)] gLLAQaeeefffbiaxrrv SFS[D(3,1)(3,2)] gLLAQaeeefffbiaxrcr SFS[D(3,1)(3,2)] gLLAQaeeefffbiaxrsr SFS[D(3,1)(3,1)] gLLAQaeeefffbiaxnrr reducible gLLAQaeeefffbiaxorr reducible gLLAQaeeefffbpxxoof SFS[D(2,1)(2,1)] gLLAQaeeefffbpxxffn SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxffw SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxfgf SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxfvf SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxbff reducible gLLAQaeeefffbpxxcff reducible gLLAQaeeefffbpxxjfj SFS[D(2,1)(2,1)] gLLAQaeeefffbpxxfrs SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxfrb SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxfsk SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxfss reducible gLLAQaeeefffbpxxfsb SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxfck SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxfcs SFS[D(3,1)(2,1)] gLLAQaeeefffbpxxfcb toroidal gLLAQaeeefffbpxxccb SFS[D(2,1)(2,1)] gLLAQaeeefffbpxxbcb SFS[D(2,1)(2,1)] gLLAQaeeefffbptxfrk reducible gLLAQaeeefffbpuxfrk reducible gLLAQaeeefffbpumrkf reducible gLLAQaeeefffbpuekfr reducible gLLAQaeeefffbxxxrww reducible gLLAQaeeefffbxxxggr SFS[D(2,1)(2,1)] gLLAQaeeefffbxxxbrb SFS[D(2,1)(2,1)] gLLAQaeeefffbxxxrrj SFS[D(3,1)(2,1)] gLLAQaeeefffbxxxrrv SFS[D(3,1)(2,1)] gLLAQaeeefffbxxxrcr SFS[D(3,1)(2,1)] gLLAQaeeefffbxxxrsr SFS[D(3,1)(2,1)] gLLAQaeeefffbxxxnrr reducible gLLAQaeeefffbxxxorr reducible gLLAQaeeefffbltegfv SFS[D(2,1)(2,1)] gLLAQaeeefffbpldrww reducible gLLAQaeeefffbpldggr reducible gLLAQaeeefffbpldbrb reducible gLLAQaeeefffbpldrrj reducible gLLAQaeeefffbpldrrv reducible gLLAQaeeefffbpldrcr reducible gLLAQaeeefffbpldrsr reducible gLLAQaeeefffbpldnrr reducible gLLAQaeeefffbpldorr reducible gLLAQaeeefffbpihjvr reducible gLLAQaeeefffbphhrkf T2xI gLLAQaeeefffbphhjvr reducible gLLAQaeeefffbphhjkb SFS[D(2,1)(2,1)] gLLAQaeeefffbphhfcb reducible gLLAQaeeefffbplhjvr reducible gLLAQaeeefffbplpkfr reducible gLLAQaeeefffblhhrkf T2xI gLLAQaeeefffblipbsk SFS[D(2,1)(2,1)] gLLAQaeeefffbxhhrkf SFS[A(2,1)] gLLAQaeeefffbmiibsk SFS[D(2,1)(2,1)] gLLAQaeeefffbmhqrkf SFS[A(3,1)] gLLAQaeeefffbihqrkf SFS[A(3,1)] gLLAQaeeefffbaiiokw reducible gLLAQaeeefffbaiikfr T2xI gLLAQaeeefffbaiifcb reducible gLLAQaeeefffbaiiocr SFS[D(2,1)(2,1)] gLLAQaeeefffbaliokw reducible gLLAQaeeefffbahiokw reducible gLLAQaeeefffbahqrkf reducible gLLAQaeeefffbahunkn reducible gLLAQaeeefffbahukkb reducible gLLAQaeeefffbahukks reducible gLLAQaeeefffbahukok reducible gLLAQaeeefffbahukwk reducible gLLAQaeeefffbahucck reducible gLLAQaeeefffbqtirww reducible gLLAQaeeefffbqtiggr SFS[D(3,1)(2,1)] gLLAQaeeefffbqtibrb SFS[D(3,1)(2,1)] gLLAQaeeefffbqtirrj SFS[D(3,1)(3,1)] gLLAQaeeefffbqtirrv SFS[D(3,1)(3,2)] gLLAQaeeefffbqtircr SFS[D(3,1)(3,2)] gLLAQaeeefffbqtirsr SFS[D(3,1)(3,1)] gLLAQaeeefffbqtinrr reducible gLLAQaeeefffbqtiorr reducible gLLAQaeeefffbtuurkf SFS[A(2,1)] gLLAQaeeefffbduufcb toroidal gLLAQaeeefffbduuccb SFS[D(2,1)(2,1)] gLLAQaeeefffbduubcb SFS[D(2,1)(2,1)] gLLAQadddfffbxxabob SFS[D(3,1)(2,1)] gLLAQadddfffbxxabvb SFS[D(3,1)(2,1)] gLLAQadddfffbxxabbk reducible gLLAQadddfffbxxabbs reducible gLLAQadddfffbxxaggb reducible gLLAQadddfffbxxabww SFS[D(2,1)(2,1)] gLLAQadddfffbeapjgk toroidal gLLAQadddfffbeapkgk SFS[D(3,1)(2,1)] gLLAQadddfffbeapggk SFS[D(3,1)(2,1)] gLLAQadddfffbadabbk reducible gLLAQadddfffbadabbs reducible gLLAQadddfffbadabvb reducible gLLAQadddfffbadabob reducible gLLAQadddfffbadaggb reducible gLLAQadddfffbadarbr reducible gLLAQadddfffbaaabok SFS[D(3,1)(3,2)] gLLAQadddfffbaaabvk SFS[D(3,1)(3,1)] gLLAQadddfffbaaabos SFS[D(3,1)(3,1)] gLLAQadddfffbaaabvs SFS[D(3,1)(3,2)] gLLAQadddfffbaaacvb SFS[D(3,1)(3,1)] gLLAQadddfffbaaafob SFS[D(3,1)(3,1)] gLLAQadddfffbaaacob SFS[D(3,1)(3,2)] gLLAQadddfffbaaajsb SFS[D(3,1)(2,1)] gLLAQadddfffbaaajgb SFS[D(3,1)(2,1)] gLLAQadddfffbaaajns toroidal gLLAQadddfffbaaajss SFS[D(3,1)(2,1)] gLLAQadddfffbaaajgs m003(0,0) gLLAQadddfffbaaajnk toroidal gLLAQadddfffbaaajsk toroidal gLLAQadddfffbaaajgk toroidal gLLAQadddfffbaaaknb SFS[D(3,1)(2,1)] gLLAQadddfffbaaakgb SFS[D(3,1)(2,1)] gLLAQadddfffbaaakns toroidal gLLAQadddfffbaaakgs toroidal gLLAQadddfffbaaaknk SFS[D(3,1)(2,1)] gLLAQadddfffbaaakgk SFS[D(3,1)(2,1)] gLLAQadddfffbaaagnb SFS[D(3,1)(2,1)] gLLAQadddfffbaaagsb SFS[D(3,1)(2,1)] gLLAQadddfffbaaagns toroidal gLLAQadddfffbaaagss SFS[D(3,1)(2,1)] gLLAQadddfffbaaaggs SFS[D(3,1)(2,1)] gLLAQadddfffbaaagnk m003(0,0) gLLAQadddfffbaaagsk toroidal gLLAQadddfffbaaaggk SFS[D(3,1)(2,1)] gLLAQadddfffbaaajcj SFS[D(3,1)(3,2)] gLLAQadddfffbaaajjr SFS[D(3,1)(3,1)] gLLAQadddfffbaaagjj SFS[D(3,1)(3,1)] gLLAQadddfffbaaagcv m004(0,0) gLLAQadddfffbaaakjj SFS[D(3,1)(3,2)] gLLAQadddfffbaaakcr m004(0,0) gLLAQadddfffbaaabwn SFS[D(3,1)(2,1)] gLLAQadddfffbaaabcn SFS[D(3,1)(2,1)] gLLAQadddfffbaaabjw SFS[D(3,1)(2,1)] gLLAQadddfffbaaabcw SFS[D(3,1)(2,1)] gLLAQadddfffbaaabjf SFS[D(3,1)(2,1)] gLLAQadddfffbaaabwf SFS[D(3,1)(2,1)] gLLAQadddfffbaaafjn toroidal gLLAQadddfffbaaafwn toroidal gLLAQadddfffbaaafcn toroidal gLLAQadddfffbaaafjw m003(0,0) gLLAQadddfffbaaafww SFS[D(3,1)(2,1)] gLLAQadddfffbaaafcw toroidal gLLAQadddfffbaaafjf SFS[D(3,1)(2,1)] gLLAQadddfffbaaafwf SFS[D(3,1)(2,1)] gLLAQadddfffbaaacjn toroidal gLLAQadddfffbaaacwn m003(0,0) gLLAQadddfffbaaaccn SFS[D(3,1)(2,1)] gLLAQadddfffbaaacjw toroidal gLLAQadddfffbaaacww SFS[D(3,1)(2,1)] gLLAQadddfffbaaaccw SFS[D(3,1)(2,1)] gLLAQadddfffbaaacjf toroidal gLLAQadddfffbaaacwf toroidal gLLAQadddfffbaaangn SFS[D(3,1)(3,1)] gLLAQadddfffbaaansn SFS[D(3,1)(3,2)] gLLAQadddfffbaaannf SFS[D(3,1)(3,2)] gLLAQadddfffbaaannw SFS[D(3,1)(3,1)] gLLAQadddfffbaaaogf m004(0,0) gLLAQadddfffbaaaosw m004(0,0) gLLAQadddfffbaeabbk reducible gLLAQadddfffbaeabbs reducible gLLAQadddfffbaeabvb reducible gLLAQadddfffbaeabob reducible gLLAQadddfffbaeaggb reducible gLLAQadddfffbaearbr reducible gLLAQadddfffbaminbj T2xI gLLAQadddfffbhadfwn reducible gLLAQadddfffbhadfww reducible gLLAQadddfffbhadfwf reducible gLLAQadddfffbeahnor toroidal gLLAQadddfffbeahror SFS[D(3,1)(2,1)] gLLAQadddfffbeahoor SFS[D(3,1)(2,1)] gLLAQadddfffbhahbob reducible gLLAQadddfffbhahbvb reducible gLLAQadddfffbhahbbk SFS[A(3,1)] gLLAQadddfffbhahbbs SFS[A(3,1)] gLLAQadddfffbhahcvb SFS[D(3,1)(3,1)] gLLAQadddfffbhahfob SFS[D(3,1)(3,1)] gLLAQadddfffbhahcob SFS[D(3,1)(3,2)] gLLAQadddfffbhahjnb SFS[A(2,1)] gLLAQadddfffbhahggb SFS[A(2,1)] gLLAQadddfffbhahgcv m004(0,0) gLLAQadddfffbhahbww reducible gLLAQadddfffbhahfwn toroidal gLLAQadddfffbhahfww SFS[D(3,1)(2,1)] gLLAQadddfffbhahfwf SFS[D(3,1)(2,1)] gLLAQadddfffbhahcjw toroidal gLLAQadddfffbhahcww SFS[D(3,1)(2,1)] gLLAQadddfffbhahccw SFS[D(3,1)(2,1)] gLLAQadddfffbhahogf m004(0,0) gLLAQadddfffbialooj SFS[D(3,1)(2,1)] gLLAQadddfffbialjss SFS[D(3,1)(2,1)] gLLAQadddfffbialjcj SFS[D(3,1)(3,2)] gLLAQadddfffbialjwj SFS[D(3,1)(3,1)] gLLAQadddfffbialjjr SFS[D(3,1)(3,1)] gLLAQadddfffbialjjv SFS[D(3,1)(3,2)] gLLAQadddfffbialgjj SFS[D(3,1)(3,1)] gLLAQadddfffbialkjj SFS[D(3,1)(3,2)] gLLAQadddfffbialfjf SFS[D(3,1)(2,1)] gLLAQadddfffbaatcjn SFS[D(3,1)(2,1)] gLLAQadddfffbaatfjn SFS[D(3,1)(2,1)] gLLAQadddfffbaatbcn toroidal gLLAQadddfffbaatccn SFS[D(3,1)(2,1)] gLLAQadddfffbaatfcn m003(0,0) gLLAQadddfffbaatbwn toroidal gLLAQadddfffbaatcwn toroidal gLLAQadddfffbaatfwn toroidal gLLAQadddfffbaatbjw SFS[D(3,1)(2,1)] gLLAQadddfffbaatcjw reducible gLLAQadddfffbaatfjw SFS[D(3,1)(2,1)] gLLAQadddfffbaatbcw toroidal gLLAQadddfffbaatccw reducible gLLAQadddfffbaatfcw toroidal gLLAQadddfffbaatbww SFS[D(3,1)(2,1)] gLLAQadddfffbaatcww reducible gLLAQadddfffbaatfww SFS[D(3,1)(2,1)] gLLAQadddfffbaatbjf SFS[D(3,1)(2,1)] gLLAQadddfffbaatcjf SFS[D(3,1)(2,1)] gLLAQadddfffbaatfjf toroidal gLLAQadddfffbaatbcf toroidal gLLAQadddfffbaatccf SFS[D(3,1)(2,1)] gLLAQadddfffbaatfcf SFS[D(3,1)(2,1)] gLLAQadddfffbaatbwf m003(0,0) gLLAQadddfffbaatcwf toroidal gLLAQadddfffbaatfwf SFS[D(3,1)(2,1)] gLLAQadddfffbaatfbb SFS[D(3,1)(3,1)] gLLAQadddfffbaatcbb SFS[D(3,1)(3,2)] gLLAQadddfffbaatbbk SFS[D(3,1)(3,2)] gLLAQadddfffbaatbbs SFS[D(3,1)(3,1)] gLLAQadddfffbaatbvb SFS[D(3,1)(3,2)] gLLAQadddfffbaatbob SFS[D(3,1)(3,1)] gLLAQadddfffbaatjss reducible gLLAQadddfffbaatknk SFS[D(3,1)(2,1)] gLLAQadddfffbaatggb SFS[D(3,1)(2,1)] gLLAQadddfffbaatjjv reducible gLLAQadddfffbaatjjr reducible gLLAQadddfffbaatjwj toroidal gLLAQadddfffbaatjcj toroidal gLLAQadddfffbaatgjj reducible gLLAQadddfffbaatkjj reducible gLLAQadddfffbaatrbr SFS[D(3,1)(2,1)] gLLAQadddfffbaatooj reducible gLLAQadddfffbaatnvv SFS[D(3,1)(2,1)] gLLAQadddfffbaatngn SFS[D(3,1)(3,2)] gLLAQadddfffbaatnsn SFS[D(3,1)(3,1)] gLLAQadddfffbaatonn SFS[D(3,1)(3,1)] gLLAQadddfffbaatrnn SFS[D(3,1)(3,2)] gLLAQadddfffbaatnnf SFS[D(3,1)(3,1)] gLLAQadddfffbaatnnw SFS[D(3,1)(3,2)] gLLAQadddfffbiatjss SFS[D(3,1)(2,1)] gLLAQadddfffbiatjcj SFS[D(3,1)(3,1)] gLLAQadddfffbiatjjr SFS[D(3,1)(3,2)] gLLAQadddfffbiatgjj SFS[D(3,1)(3,2)] gLLAQadddfffbiatkjj SFS[D(3,1)(3,1)] gLLAQadddfffbiatfjf SFS[D(3,1)(2,1)] gLLAQadddfffbhxqksb toroidal gLLAQadddfffbhxqkss SFS[D(2,1)(2,1)] gLLAQadddfffbhxqksk SFS[D(2,1)(2,1)] gLLAQadddfffbputooj SFS[D(2,1)(2,1)] gLLAQadddfffbputjss SFS[D(2,1)(2,1)] gLLAQadddfffbputjcj reducible gLLAQadddfffbputjwj reducible gLLAQadddfffbputjjr SFS[D(3,1)(2,1)] gLLAQadddfffbputjjv SFS[D(3,1)(2,1)] gLLAQadddfffbputgjj SFS[D(3,1)(2,1)] gLLAQadddfffbputkjj SFS[D(3,1)(2,1)] gLLAQadddfffbputfjf reducible gLLAQadddfffbeedbcf SFS[A(2,1)] gLLAQadddfffbeedccf T2xI gLLAQadddfffbeedfcf T2xI gLLAQadddfffbuadjss toroidal gLLAQadddfffbuadjcj reducible gLLAQadddfffbuadjjr reducible gLLAQadddfffbuadgjj toroidal gLLAQadddfffbuadkjj toroidal gLLAQadddfffbuadfjf reducible gLLAQadddfffbeadbcf toroidal gLLAQadddfffbeadccf SFS[A(2,1)] gLLAQadddfffbeadfcf SFS[A(2,1)] gLLAQadddfffbaqqbob SFS[D(3,1)(2,1)] gLLAQadddfffbaqqbvb SFS[D(3,1)(2,1)] gLLAQadddfffbaqqbbk reducible gLLAQadddfffbaqqbbs reducible gLLAQadddfffbaqqjsb SFS[D(3,1)(2,1)] gLLAQadddfffbaqqjgb SFS[D(3,1)(2,1)] gLLAQadddfffbaqqknb SFS[D(3,1)(2,1)] gLLAQadddfffbaqqksb toroidal gLLAQadddfffbaqqkgb SFS[D(3,1)(2,1)] gLLAQadddfffbaqqkss SFS[D(2,1)(2,1)] gLLAQadddfffbaqqksk SFS[D(2,1)(2,1)] gLLAQadddfffbaqqgnb SFS[D(3,1)(2,1)] gLLAQadddfffbaqqgsb SFS[D(3,1)(2,1)] gLLAQadddfffbaqqggb reducible gLLAQadddfffbaqqbww SFS[D(2,1)(2,1)] gLLAQadddfffbapqooj SFS[D(2,1)(2,1)] gLLAQadddfffbapqjss SFS[D(2,1)(2,1)] gLLAQadddfffbapqjcj reducible gLLAQadddfffbapqjwj reducible gLLAQadddfffbapqjjr SFS[D(3,1)(2,1)] gLLAQadddfffbapqjjv SFS[D(3,1)(2,1)] gLLAQadddfffbapqgjj SFS[D(3,1)(2,1)] gLLAQadddfffbapqkjj SFS[D(3,1)(2,1)] gLLAQadddfffbapqfjf reducible gLLAQadddfffbaqunvv SFS[D(2,1)(2,1)] gLLAQadddfffbaquknk SFS[D(2,1)(2,1)] gLLAQadddfffbaquccn reducible gLLAQadddfffbaqungn SFS[D(3,1)(2,1)] gLLAQadddfffbaqunsn SFS[D(3,1)(2,1)] gLLAQadddfffbaqunnf reducible gLLAQadddfffbaqunnw reducible gLLAQadddfffbaquonn SFS[D(3,1)(2,1)] gLLAQadddfffbaqurnn SFS[D(3,1)(2,1)] gLLAQadddfffbapuobv SFS[A(2,1)] gLLAQadddfffbapuovv T2xI gLLAQadddfffbapuoov T2xI gLLAQadddfffbxqhjnb SFS[A(2,1)] gLLAQadddfffbmaljss toroidal gLLAQadddfffbmaljcj reducible gLLAQadddfffbmaljjr reducible gLLAQadddfffbmalgjj toroidal gLLAQadddfffbmalkjj toroidal gLLAQadddfffbmalfjf reducible gLLAQadddfffbaalcjn SFS[D(3,1)(2,1)] gLLAQadddfffbaalfjn SFS[D(3,1)(2,1)] gLLAQadddfffbaalbcn SFS[D(3,1)(2,1)] gLLAQadddfffbaalccn toroidal gLLAQadddfffbaalfcn SFS[D(3,1)(2,1)] gLLAQadddfffbaalbwn SFS[D(3,1)(2,1)] gLLAQadddfffbaalcwn SFS[D(3,1)(2,1)] gLLAQadddfffbaalfwn reducible gLLAQadddfffbaalbjw toroidal gLLAQadddfffbaalcjw toroidal gLLAQadddfffbaalfjw toroidal gLLAQadddfffbaalbcw m003(0,0) gLLAQadddfffbaalccw SFS[D(3,1)(2,1)] gLLAQadddfffbaalfcw toroidal gLLAQadddfffbaalbww SFS[D(3,1)(2,1)] gLLAQadddfffbaalcww SFS[D(3,1)(2,1)] gLLAQadddfffbaalfww reducible gLLAQadddfffbaalbjf toroidal gLLAQadddfffbaalcjf m003(0,0) gLLAQadddfffbaalfjf SFS[D(3,1)(2,1)] gLLAQadddfffbaalbcf toroidal gLLAQadddfffbaalccf SFS[D(3,1)(2,1)] gLLAQadddfffbaalfcf SFS[D(3,1)(2,1)] gLLAQadddfffbaalbwf toroidal gLLAQadddfffbaalcwf toroidal gLLAQadddfffbaalfwf reducible gLLAQadddfffbaalfbb SFS[D(3,1)(3,2)] gLLAQadddfffbaalcbb SFS[D(3,1)(3,1)] gLLAQadddfffbaalbbk SFS[D(3,1)(3,1)] gLLAQadddfffbaalbbs SFS[D(3,1)(3,2)] gLLAQadddfffbaalbvb SFS[D(3,1)(3,1)] gLLAQadddfffbaalbob SFS[D(3,1)(3,2)] gLLAQadddfffbaaljss SFS[D(3,1)(2,1)] gLLAQadddfffbaalknk reducible gLLAQadddfffbaalggb SFS[D(3,1)(2,1)] gLLAQadddfffbaaljjv SFS[D(3,1)(3,1)] gLLAQadddfffbaaljjr SFS[D(3,1)(3,2)] gLLAQadddfffbaaljwj SFS[D(3,1)(3,2)] gLLAQadddfffbaaljcj SFS[D(3,1)(3,1)] gLLAQadddfffbaalgjj SFS[D(3,1)(3,2)] gLLAQadddfffbaalkjj SFS[D(3,1)(3,1)] gLLAQadddfffbaalrbr SFS[D(3,1)(2,1)] gLLAQadddfffbaalooj SFS[D(3,1)(2,1)] gLLAQadddfffbaalnvv reducible gLLAQadddfffbaalngn reducible gLLAQadddfffbaalnsn reducible gLLAQadddfffbaalonn reducible gLLAQadddfffbaalrnn reducible gLLAQadddfffbaalnnf toroidal gLLAQadddfffbaalnnw toroidal gLLAQbecefffaivuimj T2xI gLLAQbecefffalvaatg SFS[A(3,1)] gLLAQbecefffalvaalg SFS[A(3,1)] gLLAQbecefffalvaees reducible gLLAQbecefffalvaddn reducible gLLAQbecefffalvauag reducible gLLAQbecefffalvaqes SFS[D(3,1)(3,1)] gLLAQbecefffalvaidn SFS[D(3,1)(3,2)] gLLAQbecefffalvapag reducible gLLAQbecefffalvales SFS[D(3,1)(3,2)] gLLAQbecefffalvaxdn SFS[D(3,1)(3,1)] gLLAQbecefffalvaimc SFS[A(2,1)] gLLAQbecefffalvaahb SFS[A(2,1)] gLLAQbecefffalvalmb m004(0,0) gLLAQbecefffalvaups toroidal gLLAQbecefffalvaaps SFS[D(3,1)(2,1)] gLLAQbecefffalvaxxg reducible gLLAQbecefffalvaltn toroidal gLLAQbecefffalvalan SFS[D(3,1)(2,1)] gLLAQbecefffalvalln SFS[D(3,1)(2,1)] gLLAQbecefffalvapps SFS[D(3,1)(2,1)] gLLAQbecefffalvalxk m004(0,0) gLLAQbecefffalvaqaw reducible gLLAQbecefffalvadeo toroidal gLLAQbecefffalvaeaw SFS[D(3,1)(2,1)] gLLAQbecefffalvaadk SFS[D(3,1)(2,1)] gLLAQbecefffalvaltw toroidal gLLAQbecefffalvalaw SFS[D(3,1)(2,1)] gLLAQbecefffalvallw SFS[D(3,1)(2,1)] gLLAQbecefffahvpimw T2xI gLLAQbecefffaevpimw T2xI gLLAQbecefffdhvlupo reducible gLLAQbecefffdhvlppo reducible gLLAQbecefffdhvlapo reducible gLLAQbecefffaxvaihw m004(0,0) gLLAQbecefffaxvaimc SFS[A(2,1)] gLLAQbecefffaxvaxxc SFS[A(2,1)] gLLAQbecefffaxvaalc reducible gLLAQbecefffaxvaatc reducible gLLAQbecefffaxvaddf SFS[A(3,1)] gLLAQbecefffaxvaeeb SFS[A(3,1)] gLLAQbecefffaxvapac reducible gLLAQbecefffaxvaplc SFS[D(3,1)(3,2)] gLLAQbecefffaxvaptc SFS[D(3,1)(3,1)] gLLAQbecefffaxvauac reducible gLLAQbecefffaxvaulc SFS[D(3,1)(3,1)] gLLAQbecefffaxvautc SFS[D(3,1)(3,2)] gLLAQbecefffaxvaqan reducible gLLAQbecefffaxvaltn toroidal gLLAQbecefffaxvalan SFS[D(3,1)(2,1)] gLLAQbecefffaxvalln SFS[D(3,1)(2,1)] gLLAQbecefffaxvadeg toroidal gLLAQbecefffaxvaean SFS[D(3,1)(2,1)] gLLAQbecefffaxvaads SFS[D(3,1)(2,1)] gLLAQbecefffaxvaqms m004(0,0) gLLAQbecefffaxvadeo toroidal gLLAQbecefffaxvaupk toroidal gLLAQbecefffaxvappk SFS[D(3,1)(2,1)] gLLAQbecefffaxvaahk reducible gLLAQbecefffaxvaapk SFS[D(3,1)(2,1)] gLLAQbecefffaxvaadk SFS[D(3,1)(2,1)] gLLAQbecefffaxvaeaw SFS[D(3,1)(2,1)] gLLAQbecefffamvuimj T2xI gLLAQbecefffapvhimb SFS[A(2,1)] gLLAQbecefffemvqimr toroidal gLLAQbecefffeivqimr SFS[A(2,1)] gLLAQbecefffepvmltw toroidal gLLAQbecefffepvmlaw SFS[D(3,1)(2,1)] gLLAQbecefffepvmllw SFS[D(3,1)(2,1)] gLLAQbecefffeqvpupr toroidal gLLAQbecefffeqvpapr SFS[D(3,1)(2,1)] gLLAQbecefffeqvpppr SFS[D(3,1)(2,1)] gLLAQbecefffaxvhden toroidal gLLAQbecefffaxvhadg SFS[D(2,1)(2,1)] gLLAQbecefffaxvheas SFS[D(2,1)(2,1)] gLLAQbecefffdtviimo T2xI gLLAQbecefffauvpimw SFS[A(2,1)] gLLAQbecefffauvpupo SFS[A(2,1)] gLLAQbecefffauvpapo T2xI gLLAQbecefffauvpppo T2xI gLLAQbecefffauvpxhk SFS[D(2,1)(2,1)] gLLAQbecefffauvpims T2xI gLLAQbecefffauvpqxn SFS[D(2,1)(2,1)] gLLAQbecefffauvpimv T2xI gLLAQbecefffdlviimo SFS[A(2,1)] gLLAQbecefffapvaimc toroidal gLLAQbecefffapvaupb toroidal gLLAQbecefffapvaapb SFS[A(2,1)] gLLAQbecefffapvappb SFS[A(2,1)] gLLAQbecefffapvaxhf toroidal gLLAQbecefffapvaimg SFS[A(2,1)] gLLAQbecefffapvaltn reducible gLLAQbecefffapvalan reducible gLLAQbecefffapvalln reducible gLLAQbecefffapvaqxs toroidal gLLAQbecefffapvaimo SFS[A(2,1)] gLLAQbecefffapvadeo reducible gLLAQbecefffapvaadk reducible gLLAQbecefffapvaeaw reducible gLLAQbecefffauviimo T2xI gLLAQbecefffamvlimw SFS[A(2,1)] gLLAQbecefffaavlims SFS[A(2,1)] gLLAQbecefffaavlltg SFS[A(2,1)] gLLAQbecefffaavllag T2xI gLLAQbecefffaavlllg T2xI gLLAQbecefffaavlqxn SFS[D(2,1)(2,1)] gLLAQbecefffaavlimv T2xI gLLAQbecefffaavlxhk SFS[D(2,1)(2,1)] gLLAQbecefffaavlimw T2xI gLLAQbecefffaivlimw T2xI gLLAQbecefffdivhlts toroidal gLLAQbecefffdivhlas SFS[D(3,1)(2,1)] gLLAQbecefffdivhlls SFS[D(3,1)(2,1)] gLLPQcbeeeffaneeetk reducible gLLPQcbeeeffaneeeen reducible gLLMQcbeefefpjamlpj s652(0,0) gLLMQcbeefefpjamlpk s615(0,0) gLLMQcbeefefpjamupw s313(0,0) gLLMQcbeefefpjamups m249(0,0) gLLMQcbeefefpjammpr m389(0,0) gLLMQcbeefefpjammpk m345(0,0) gLLMQcbeefefujumhpw s821(0,0) gLLMQcbeefefujumhpj s753(0,0) gLLMQcbeefefpjaqupw s297(0,0) gLLMQcbeefefpnaqupw m149(0,0) gLLMQcbeefefpjaqmpr s698(0,0) gLLMQcbeefefpnaqmpr s448(0,0) gLLPQcbeeeffanmqmlr SFS[D(7,5)(3,1)] gLLPQcbeeeffajmqmlr SFS[D(5,4)(3,1)] gLLPQcbeefefajpmppj reducible gLLPQcbeefefajpmppn SFS[D(3,1)(3,1)] gLLMQcbeefefpjapmpr SFS[D(8,3)(3,1)] gLLMQcbeefefpnapmpr SFS[D(7,4)(3,1)] gLLPQcbeeeffajxxxak reducible gLLPQcbeeeffajxxxar reducible gLLPQcbeeeffajxxxxj reducible gLLPQcbeeeffajxxxxn reducible gLLPQcbeeeffajxxxhj reducible gLLPQcbeeeffajxxxhw reducible gLLMQcbeeeffajaxxxn SFS[D(7,2)(2,1)] gLLMQcbeeeffajaxxxr SFS[D(5,1)(2,1)] gLLMQcbeeeffajaxxaj reducible gLLMQcbeeeffajaxxak SFS[D(3,1)(2,1)] gLLMQcbeeeffajaxxqw SFS[D(7,3)(2,1)] gLLMQcbeefefpjaplpj SFS[D(7,3)(3,1)] gLLMQcbeefefpjaplpk toroidal gLLMQcbeefefpjapupw toroidal gLLMQcbeefefpjapups toroidal gLLMQcbeefefpjapmpk toroidal gLLMQcbeefefujuphpw SFS[D(7,4)(3,1)] gLLMQcbeefefujuphpj toroidal gLLMQcbeefefpnapupw toroidal gLLMQcbeefefujupxpj toroidal gLLPQcbeeeffajmmmdw reducible gLLPQcbeeeffajmmmlr reducible gLLPQcbeefefajppppj reducible gLLPQcbeefefajppppn reducible gLLPQcbeefefajppepj reducible gLLPQcbeefefajppepw reducible gLLMQcbeefefpjaqlpj s723(0,0) gLLMQcbeefefpjaqlpk s599(0,0) gLLMQcbeefefpjaqups s481(0,0) gLLMQcbeefefpjaqmpk s650(0,0) gLLMQcbeefefujuqhpw s893(0,0) gLLMQcbeefefujuqhpj s835(0,0) gLLMQcbeefefpnamupw s495(0,0) gLLMQcbeefefujuqxpk s889(0,0) gLLMQcbeefefujuqxpj s840(0,0) gLLPQcbeeeffanmpmlr SFS[D(7,2)(3,1)] gLLPQcbeeeffajmpmlr SFS[D(5,1)(3,1)] gLLPQcbeefefajpqppn SFS[D(3,1)(3,2)] gLLMQcbeefefujupxpk SFS[D(8,3)(3,1)] gLLMQcbeefefunupxpk SFS[D(7,3)(3,1)] gLLMQcbeeeffajxaxaj SFS[D(2,1)(2,1)] gLLMQcbeefefajaxaar SFS[D(3,1)(2,1)] gLLMQcbeefefajaxaan SFS[D(3,1)(2,1)] gLLMQcbeefefajaxhaj SFS[D(2,1)(2,1)] gLLMQcbeeeffajxaxqj SFS[D(14,3)(2,1)] gLLMQcbeeeffanxaxqj toroidal gLLPQcbeeeffhjqqqxn toroidal gLLPQcbeeeffhjqqqxj toroidal gLLMQcbeefefanaxhaw toroidal gLLMQcbeeeffajaxxqj SFS[D(8,3)(2,1)] gLLMQcbeeeffanaxxqj toroidal gLLPQcbeeeffajxqqxn toroidal gLLPQcbeeeffajxqqxj toroidal gLLMQcbeefefajxahaw SFS[D(7,3)(2,1)] gLLMQcbeefefanxahaw toroidal gLLPQcbeeeffajeeepw reducible gLLPQcbeeeffaneeepw reducible gLLQPaeeddffjaiiiiw reducible gLLQPaeeddffjaiiiis reducible gLLPQcbeeeffajeeepj reducible gLLPQcbeeeffaneeepj reducible gLLMQcbeefefanaxaan toroidal gLLMQcbeeeffanxaxak toroidal gLLMQcbeeeffajxaxak SFS[D(7,2)(2,1)] gLLPQcbeeeffanxxxhw reducible gLLPQcbeeeffanxxxxn reducible gLLPQcbeeeffanxxxak reducible gLLPQcbeeeffanxxxar reducible gLLMQcbeefefpnapups toroidal gLLMQcbeefefpnaplpj SFS[D(8,3)(3,1)] gLLMQcbeefefpnaplpk toroidal gLLMQcbeefefunuphpw SFS[D(8,3)(3,1)] gLLMQcbeefefunuphpj toroidal gLLPQcbeefefanppepw reducible gLLPQcbeefefanppppn reducible gLLPQcbeeeffajmmmdj reducible gLLPQcbeeeffajmmmlk reducible gLLMQcbeeeffanaxxak toroidal gLLMQcbeeeffanaxxxn toroidal gLLMQcbeeeffanaxxxr SFS[D(7,2)(2,1)] gLLMQcbeefefpnammpk m221(0,0) gLLMQcbeefefpnamups m247(0,0) gLLMQcbeefefpnamlpj s686(0,0) gLLMQcbeefefpnamlpk s709(0,0) gLLMQcbeefefpnaqmpk s345(0,0) gLLMQcbeefefpnaqups m160(0,0) gLLMQcbeefefunumhpw s845(0,0) gLLMQcbeefefunumhpj s826(0,0) gLLMQcbeefefpnapmpk toroidal gLLPQcbeefefanpmppn toroidal gLLPQcbeeeffanmqmlk toroidal gLLPQcbeeeffajmqmlk SFS[D(7,5)(3,1)] gLLMQcbeefefajxahaj SFS[D(8,3)(2,1)] gLLMQcbeefefanxahaj toroidal gLLPQcbeeeffanxqqxn toroidal gLLMQcbeeeffanaxxqw toroidal gLLMQcbeefefanaxhaj toroidal gLLPQcbeeeffhnqqqxj toroidal gLLMQcbeeeffajxaxqw SFS[D(13,3)(2,1)] gLLMQcbeeeffanxaxqw toroidal gLLMQcbeefefpnaqlpj s502(0,0) gLLMQcbeefefpnaqlpk s450(0,0) gLLMQcbeefefunuqxpj s646(0,0) gLLMQcbeefefunuqhpw s863(0,0) gLLMQcbeefefunuqhpj s798(0,0) gLLMQcbeefefunupxpj toroidal gLLPQcbeeeffanmpmlk toroidal gLLPQcbeeeffajmpmlk SFS[D(7,2)(3,1)] gLLPQcbeeeffajeeetr reducible gLLPQcbeeeffajeeetk reducible gLLPQcbeeeffajeeeej reducible gLLPQcbeeeffajeeeen reducible gLLMQcbeeeffanxaxxn toroidal gLLMQcbeefefanxaxak toroidal gLLPQcbeeeffajmpmmj reducible gLLPQcbeeeffajmmmmj reducible gLLPQcbeeeffajmmmmn reducible gLLPQcbeefefajaaaaj reducible gLLPQcbeefefajaaaan reducible gLLPQcbeeeffljmqmmj s813(0,0) gLLPQcbeeeffljmqmmn s881(0,0) gLLPQcbeeeffanmpmmn toroidal gLLPQcbeeeffajmqmmn SFS[D(3,1)(3,1)] gLLPQcbeeeffljmpmmj s763(0,0) gLLPQcbeeeffljmpmmn s813(0,0) gLLMQcbeeeffajxaxxr SFS[D(7,1)(2,1)] gLLMQcbeeeffajxaxxn SFS[D(11,2)(2,1)] gLLMQcbeefefajxaxaj reducible gLLMQcbeefefajxaxak SFS[D(3,1)(2,1)] gLLPQcbeeeffajmpmmn SFS[D(3,1)(3,2)] gLLPQcbeeefflnmqmmj s772(0,0) gLLMQcbefeeftbqmlug SFS[D(2,1)(2,1)] gLLPQcbefeefibxuxhg reducible gLLPQcbeeeffqbeeepg reducible gLLPQcbefeefablpxhf SFS[D(3,1)(2,1)] gLLPQcbeeeffabhxhxb reducible gLLMQcbeefefabaualo SFS[D(3,1)(2,1)] gLLMQcbeefeftbaudlg SFS[D(2,1)(2,1)] gLLMQcbeeeffabqxhag SFS[D(2,1)(2,1)] gLLMQcbeeeffpbapemv reducible gLLMQcbeeeffubupexo reducible gLLPQcbeeeffabppeeb reducible gLLMQcbefeefpbauxhg SFS[D(3,1)(2,1)] gLLMQcbefeefabdaihc reducible gLLPQcbefeefdbhqhlf T2xI gLLPQcbefeefdbipihf reducible gLLPQcbefeefdbilihb reducible gLLPQcbefeefdbitihc T2xI gLLPQcbefeefibxuihg reducible gLLMQcbefeefdbeeihf reducible gLLPQcbefeefabhplif T2xI gLLPQcbefeefablxihc reducible gLLPQcbefeefabllihb reducible gLLPQcbefeefabiphlf T2xI gLLMQcbefeefibqmihg reducible gLLPQcbeeeffhbqmexb reducible gLLMQcbefeefabeaihc reducible gLLPQcbeeeffabxmexb reducible gLLMQcbefeefdbdeihf reducible gLLMQcbeefefabauuao T2xI gLLMQcbeefefabaupao T2xI gLLMQcbeeeffabamelg SFS[D(2,1)(2,1)] gLLMQcbeeeffabametg SFS[D(2,1)(2,1)] gLLMQcbeeefflbameic reducible gLLMQcbefeeftbamihg reducible gLLMQcbeefefpbauuav reducible gLLPQcbeefefabpupab reducible gLLMQcbeeeffpbameuf reducible gLLMQcbeeeffhbamedg SFS[D(2,1)(2,1)] gLLMQcbeeeffhbamepg SFS[D(2,1)(2,1)] gLLMQcbefeefpbauihg reducible gLLMQcbefeeftbxmhtg SFS[D(2,1)(2,1)] gLLPQcbefeefibxudhg reducible gLLPQcbeeeffablqemb reducible gLLPQcbefeefablpdhf SFS[D(3,1)(2,1)] gLLPQcbeeeffabaedxb reducible gLLMQcbeeeffabxedag SFS[D(2,1)(2,1)] gLLMQcbeeeffanxedag SFS[D(7,2)(2,1)] gLLMQcbeeeffajxedag SFS[D(5,1)(2,1)] gLLMQcbeefefabauato SFS[D(3,1)(2,1)] gLLMQcbeefefabauatr reducible gLLMQcbeefefabauatn SFS[D(3,1)(2,1)] gLLMQcbeeefftjeqquc SFS[D(8,3)(2,1)] gLLMQcbeeefftneqquc SFS[D(7,3)(2,1)] gLLMQcbeeefftbaqelg SFS[D(2,1)(2,1)] gLLMQcbeefefubdqauo reducible gLLMQcbeefefundqauo toroidal gLLMQcbeefefujdqauo toroidal gLLMQcbefeefpbaudhg SFS[D(3,1)(2,1)] gLLMQcbefeefpbaudhk toroidal gLLMQcbefeefpbaudhj SFS[D(3,1)(2,1)] gLLMQcbefeefpbaddhk toroidal gLLMQcbefeefpbaddhr SFS[D(7,2)(2,1)] gLLMQcbeefefpbxquuv reducible gLLMQcbeefefpnxquuv SFS[D(3,1)(2,1)] gLLMQcbeefefpjxquuv SFS[D(3,1)(2,1)] gLLMQcbefeefubuadhj SFS[D(2,1)(2,1)] gLLMQcbefeeftjaeqlc SFS[D(2,1)(2,1)] gLLPQcbeefefabiqpub reducible gLLPQcbeefefaniqpub SFS[D(3,1)(2,1)] gLLPQcbeefefajiqpub SFS[D(3,1)(2,1)] gLLPQcbeeeffajlqelf SFS[D(2,1)(2,1)] gLLMQcbefeeftjaellc SFS[D(2,1)(2,1)] gLLMQcbeeeffabdxixn SFS[D(2,1)(2,1)] gLLMQcbeeeffabdxiak SFS[D(2,1)(2,1)] gLLMQcbeeeffabdxiqj SFS[D(3,1)(2,1)] gLLMQcbeeeffabdxiqw SFS[D(3,1)(2,1)] gLLMQcbefeeftbamltg SFS[D(3,1)(2,1)] gLLPQcbefeefablxlac reducible gLLPQcbefeefablllab reducible gLLMQcbeeeffabexixn SFS[D(2,1)(2,1)] gLLMQcbeeeffabexiak SFS[D(2,1)(2,1)] gLLMQcbeeeffabexiqj SFS[D(3,1)(2,1)] gLLMQcbeeeffabexiqw SFS[D(3,1)(2,1)] gLLPQcbeeeffabxxdxb reducible gLLMQcbeeeffabaxixn toroidal gLLMQcbeeeffabaxixr SFS[D(7,2)(2,1)] gLLMQcbeeeffabaxdag SFS[D(3,1)(2,1)] gLLMQcbeeeffabaxiaj SFS[D(3,1)(2,1)] gLLMQcbeeeffabaxiak toroidal gLLMQcbeeeffabaxiqj toroidal gLLMQcbeeeffabaxiqw toroidal gLLMQcbefeeftbamlag SFS[D(3,1)(2,1)] gLLMQcbeefefpbamlpj SFS[D(8,3)(2,1)] gLLMQcbeefefpbamlpk toroidal gLLMQcbeefefpbamupv reducible gLLMQcbeefefpbamupw toroidal gLLMQcbeefefpbamups toroidal gLLMQcbeefefpbammpf SFS[D(2,1)(2,1)] gLLMQcbeefefpbammpr SFS[D(7,3)(2,1)] gLLMQcbeefefpbammpk toroidal gLLMQcbeefefubumhpj SFS[D(3,1)(2,1)] gLLMQcbeefefpbaqupv reducible gLLMQcbeefefpjaqupv SFS[D(3,1)(3,1)] gLLMQcbeefefpnaqupv SFS[D(3,1)(3,2)] gLLMQcbeefefpnaqmpf SFS[D(3,1)(2,1)] gLLPQcbeeeffajmqmlf SFS[D(3,1)(2,1)] gLLPQcbeefefabpmppb reducible gLLPQcbeefefabpmppj SFS[D(3,1)(3,1)] gLLPQcbeefefabpmppn SFS[D(3,1)(3,2)] gLLMQcbeefefpnapmpf SFS[D(3,1)(2,1)] gLLPQcbeeeffpbixxeb reducible gLLPQcbeeeffpbixxej reducible gLLPQcbeeeffpbixxen reducible gLLMQcbefeeftjamllg reducible gLLMQcbefeeftnamllg reducible gLLPQcbeeeffablqehc reducible gLLPQcbeeeffajlqehc reducible gLLPQcbeeeffanlqehc reducible gLLPQcbeeeffabhtmhc reducible gLLPQcbeeeffqbxxxpg reducible gLLPQcbefeefabhtlic T2xI gLLPQcbefeefabiuhlc T2xI gLLMQcbefeefpbuuiig SFS[D(2,1)(2,1)] gLLMQcbefeefpbpuhhg SFS[D(2,1)(2,1)] gLLPQcbeeeffpbhmmxb reducible gLLPQcbeeeffpbleexb reducible gLLPQcbeeeffabxxxar reducible gLLPQcbeeeffabxxxxj reducible gLLPQcbeeeffabxxxxn reducible gLLPQcbeeeffabxxxhw reducible gLLMQcbeeeffabaxxxr SFS[D(2,1)(2,1)] gLLMQcbeeeffabaxxaj SFS[D(3,1)(2,1)] gLLMQcbeeeffabaxxak SFS[D(3,1)(2,1)] gLLMQcbeeeffabaxxqw SFS[D(2,1)(2,1)] gLLMQcbeefeftjtaaao SFS[D(2,1)(2,1)] gLLMQcbefeeftbamllj SFS[D(3,1)(2,1)] gLLMQcbefeeftbamllk SFS[D(3,1)(2,1)] gLLMQcbefeeftbadllw SFS[D(2,1)(2,1)] gLLMQcbeeeffhbaxxpg SFS[D(2,1)(2,1)] gLLMQcbeeeffhbaxxdg SFS[D(2,1)(2,1)] gLLMQcbeefefpbaplpk reducible gLLMQcbeefefpbapupw reducible gLLMQcbeefefpbapups reducible gLLMQcbeefefpbapmpk reducible gLLMQcbeefefubuphpj reducible gLLMQcbeefefpjapupv reducible gLLMQcbeefefpnapupv reducible gLLMQcbeefefubupxpj reducible gLLPQcbeeeffajmmmlf reducible gLLPQcbeefefabppppj reducible gLLPQcbeefefabppppn reducible gLLPQcbeefefabppepw reducible gLLMQcbefeefpbaxllg SFS[D(2,1)(2,1)] gLLMQcbefeefpbatllg SFS[D(2,1)(2,1)] gLLPQcbeeefflbimmdc SFS[D(2,1)(2,1)] gLLPQcbefeefablxltc reducible gLLMQcbefeefpbxuxig SFS[D(2,1)(2,1)] gLLMQcbeeeffabaxdxo SFS[D(2,1)(2,1)] gLLMQcbeeeffabaxdxn SFS[D(7,2)(2,1)] gLLMQcbeeeffabaxdxr SFS[D(5,1)(2,1)] gLLMQcbeeeffabaxdaj reducible gLLMQcbeeeffabaxdak SFS[D(3,1)(2,1)] gLLMQcbeeeffabaxdqj SFS[D(8,3)(2,1)] gLLMQcbeeeffabaxdqw SFS[D(7,3)(2,1)] gLLMQcbeefefpbaqlpg SFS[D(2,1)(2,1)] gLLMQcbeefefpbaqlpj SFS[D(7,3)(2,1)] gLLMQcbeefefpbaqlpk toroidal gLLMQcbeefefpbaqupw toroidal gLLMQcbeefefpbaqups toroidal gLLMQcbeefefpbaqmpr SFS[D(8,3)(2,1)] gLLMQcbeefefpbaqmpk toroidal gLLMQcbeefefubuqhpj SFS[D(3,1)(2,1)] gLLMQcbeefefpjamupv SFS[D(3,1)(3,2)] gLLMQcbeefefpnamupv SFS[D(3,1)(3,1)] gLLMQcbeefefubuqxpj SFS[D(3,1)(2,1)] gLLPQcbeeeffajmpmlf SFS[D(3,1)(2,1)] gLLPQcbeefefabpqppj SFS[D(3,1)(3,2)] gLLPQcbeefefabpqppn SFS[D(3,1)(3,1)] gLLMQcbeefefunupxpg SFS[D(3,1)(2,1)] gLLMQcbefeeftbummag SFS[D(2,1)(2,1)] gLLMQcbefeeftbpmeug SFS[D(2,1)(2,1)] gLLPQcbefeefdbhxmac SFS[D(2,1)(2,1)] gLLPQcbefeefdbitxpc SFS[D(2,1)(2,1)] gLLPQcbefeefibxlxpw reducible gLLPQcbefeefibxuxpk reducible gLLPQcbefeefibxuxpj reducible gLLPQcbefeefibxdxpr reducible gLLMQcbeeeffqbqpltg reducible gLLPQcbeeeffibxtxdg reducible gLLPQcbeeeffibmqmdg reducible gLLPQcbeeeffijmqmdg reducible gLLPQcbeeeffinmqmdg reducible gLLMQcbefeefpjauxpg reducible gLLMQcbefeefpnauxpg reducible gLLPQcbeeefflblpldc reducible gLLPQcbeeefflblpldw reducible gLLPQcbeeefflblpldj reducible gLLPQcbeeefflblpleb reducible gLLPQcbefeefabluxpc reducible gLLPQcbefeefabilmab reducible gLLPQcbefeefablixpn reducible gLLPQcbefeefablixpj reducible gLLPQcbefeefablpxpr reducible gLLPQcbefeefablpxpk reducible gLLPQcbefeefabltxpc reducible gLLPQcbefeefabltxpw reducible gLLPQcbefeefabltxpj reducible gLLPQcbefeefabhleub reducible gLLPQcbeeeffabmaixb reducible gLLPQcbeeeffabeuhxb reducible gLLPQcbeeefflbiaixb reducible gLLPQcbeeefflbhuhxb reducible gLLMQcbeeeffajxaiag SFS[D(2,1)(2,1)] gLLMQcbeefefabaxalr SFS[D(3,1)(2,1)] gLLMQcbeefefabaxaln SFS[D(3,1)(2,1)] gLLMQcbeefefabaxhlj SFS[D(2,1)(2,1)] gLLMQcbefeeftbapxpg SFS[D(2,1)(2,1)] gLLMQcbefeeftbaqxpg SFS[D(2,1)(2,1)] gLLMQcbeefefpbaxplv reducible gLLMQcbeefefpbaxalv reducible gLLMQcbeefefpbumuiv reducible gLLMQcbeefefpbpeuhv reducible gLLPQcbeefefabampib reducible gLLPQcbeeeffibueepg reducible gLLMQcbeeeffhbapldg T2xI gLLMQcbeeeffhbaplpg T2xI gLLMQcbeefefujdmaio SFS[D(2,1)(2,1)] gLLMQcbefeefpbauxpk SFS[D(3,1)(2,1)] gLLMQcbefeefpbauxpj SFS[D(3,1)(2,1)] gLLMQcbefeefpbadxpr SFS[D(2,1)(2,1)] gLLMQcbefeeftbxmmlg SFS[D(2,1)(2,1)] gLLPQcbefeefibxuipg reducible gLLPQcbeeeffablmlhc reducible gLLPQcbeeeffablmlmb reducible gLLPQcbefeefablpipf SFS[D(3,1)(2,1)] gLLPQcbeeeffabaaxxb reducible gLLMQcbeeeffabxaxag SFS[D(2,1)(2,1)] gLLMQcbeeeffanxaxag SFS[D(7,2)(2,1)] gLLMQcbeeeffajxaxag SFS[D(5,1)(2,1)] gLLMQcbeefefabaxaao SFS[D(3,1)(2,1)] gLLMQcbeefefabaxaar reducible gLLMQcbeefefabaxaan SFS[D(3,1)(2,1)] gLLMQcbeefefabaxhaw SFS[D(8,3)(2,1)] gLLMQcbeefefabaxhaj SFS[D(7,3)(2,1)] gLLMQcbeeefftbamllg SFS[D(2,1)(2,1)] gLLMQcbeefefubdpaio reducible gLLMQcbeefefundpaio toroidal gLLMQcbeefefujdpaio toroidal gLLMQcbefeefpbauipg SFS[D(3,1)(2,1)] gLLMQcbefeefpbauipk toroidal gLLMQcbefeefpbauipj SFS[D(3,1)(2,1)] gLLMQcbefeefpbadipk toroidal gLLMQcbefeefpbadipr SFS[D(7,2)(2,1)] gLLMQcbeefefpbxpuiv reducible gLLMQcbeefefpnxpuiv SFS[D(3,1)(2,1)] gLLMQcbeefefpjxpuiv SFS[D(3,1)(2,1)] gLLMQcbefeefubuaipj SFS[D(2,1)(2,1)] gLLMQcbefeefubuqipj SFS[D(2,1)(2,1)] gLLPQcbeefefabippib reducible gLLPQcbeefefanippib SFS[D(3,1)(2,1)] gLLPQcbeefefajippib SFS[D(3,1)(2,1)] gLLPQcbeeeffajlmllf SFS[D(2,1)(2,1)] gLLPQcbefeefabptipw SFS[D(2,1)(2,1)] gLLMQcbeefefabdxxtk SFS[D(2,1)(2,1)] gLLMQcbeefefabdxatn SFS[D(2,1)(2,1)] gLLMQcbeeefflbdqquc reducible gLLMQcbeeeffljdqquc SFS[D(3,1)(2,1)] gLLMQcbeeefflndqquc SFS[D(3,1)(2,1)] gLLPQcbefeefibxudpg reducible gLLPQcbefeefablpdpf SFS[D(3,1)(2,1)] gLLMQcbeefefabexxtk SFS[D(2,1)(2,1)] gLLMQcbeeeffanaqlmo SFS[D(2,1)(2,1)] gLLMQcbeeefflbaqquc reducible gLLMQcbeeeffljaqquc SFS[D(3,1)(2,1)] gLLMQcbeeefflnaqquc SFS[D(3,1)(2,1)] gLLMQcbeeeffanxadag toroidal gLLMQcbeeeffajxadag SFS[D(7,2)(2,1)] gLLMQcbeefefabaxato SFS[D(3,1)(2,1)] gLLMQcbeefefabaxatr SFS[D(3,1)(2,1)] gLLMQcbeefefabaxatn toroidal gLLMQcbeeefflbeqquc reducible gLLMQcbeeeffljeqquc toroidal gLLMQcbeeefflneqquc toroidal gLLMQcbeefefundqaio SFS[D(8,3)(2,1)] gLLMQcbeefefujdqaio SFS[D(7,3)(2,1)] gLLMQcbefeefpbaudpg SFS[D(3,1)(2,1)] gLLMQcbefeefpbaudpk SFS[D(3,1)(2,1)] gLLMQcbefeefpbaudpj reducible gLLMQcbefeefljaeelc SFS[D(7,2)(2,1)] gLLMQcbefeeflnaeelc SFS[D(5,1)(2,1)] gLLMQcbefeeftbamqtg reducible gLLMQcbeeeffdbepqif reducible gLLPQcbefeefdbipeaf reducible gLLPQcbefeefdbileab reducible gLLPQcbefeefibxueag reducible gLLMQcbeeeffpbeuiqf reducible gLLMQcbefeefpbauqtg reducible gLLPQcbefeefablxeac reducible gLLPQcbefeefablleab reducible gLLMQcbefeefibqmeag reducible gLLMQcbeeeffdbapqif reducible gLLPQcbeeeffhbqtdxb reducible gLLMQcbeeeffpbduiqf reducible gLLPQcbeeeffabxtdxb reducible gLLMQcbeeeffabauixr SFS[D(2,1)(2,1)] gLLMQcbeeeffabauiaj SFS[D(3,1)(2,1)] gLLMQcbeeeffabauiak SFS[D(3,1)(2,1)] gLLMQcbeeeffabauiqw SFS[D(2,1)(2,1)] gLLMQcbeeefflbauiic reducible gLLMQcbeeeffdbdpqif reducible gLLMQcbefeeftbameag reducible gLLMQcbeeeffpbauiqf reducible gLLMQcbeeeffpbauiuf reducible gLLMQcbeeeffhbauiqr SFS[D(2,1)(2,1)] gLLMQcbeeeffhbauihj SFS[D(3,1)(2,1)] gLLMQcbeeeffhbauihk SFS[D(3,1)(2,1)] gLLMQcbeeeffdnuqhif SFS[D(2,1)(2,1)] gLLMQcbeeeffdntpmqf reducible gLLMQcbeefefpbamuhv reducible gLLMQcbeefefpbamuhw reducible gLLMQcbeefefpbamuhs reducible gLLMQcbeefefdnammpf reducible gLLMQcbeeeffdntqmqf reducible gLLMQcbeefefpbaqudv reducible gLLMQcbeefefpjaqudv reducible gLLMQcbeefefpnaqudv reducible gLLMQcbeefefdnaqmpf reducible gLLMQcbeeeffdntmmqf reducible gLLPQcbeefefabpmphb reducible gLLPQcbeefefabpmphj reducible gLLPQcbeefefabpmphn reducible gLLMQcbeefefdnapmpf reducible gLLMQcbefeefpbaueag reducible gLLMQcbefeeftbamqlg SFS[D(3,1)(2,1)] gLLPQcbefeefablxelc reducible gLLPQcbefeefabllelb reducible gLLPQcbeeeffabxtxxb reducible gLLMQcbeeeffabatxag SFS[D(3,1)(2,1)] gLLMQcbefeeftbamelg SFS[D(3,1)(2,1)] gLLMQcbefeeflbaeelc SFS[D(2,1)(2,1)] gLLMQcbeefefpbapuhv reducible gLLMQcbeefefpbapudv reducible gLLPQcbeefefabpppdb reducible gLLMQcbefeeftbamqag SFS[D(3,1)(2,1)] gLLMQcbeeeffqbqpllg reducible gLLMQcbeeeffqbteelg SFS[D(2,1)(2,1)] gLLMQcbeefefqbtuxqg SFS[D(2,1)(2,1)] gLLPQcbefeefablxetc reducible gLLPQcbefeefablletb reducible gLLPQcbeeeffabxtixb reducible gLLMQcbeeeffabatiag SFS[D(3,1)(2,1)] gLLMQcbeefefabqtaio SFS[D(2,1)(2,1)] gLLMQcbefeeftbametg SFS[D(3,1)(2,1)] gLLMQcbeeeffpbauddg SFS[D(2,1)(2,1)] gLLMQcbeefefpbaquhv reducible gLLMQcbeefefpbamudv reducible gLLPQcbeefefabpmpdb reducible gLLPQcbefeefibxuxdg reducible gLLPQcbefeefablpxdf SFS[D(3,1)(2,1)] gLLMQcbeefefabatalo SFS[D(3,1)(2,1)] gLLMQcbeefeflbattlc SFS[D(2,1)(2,1)] gLLMQcbefeefpbauxdg SFS[D(3,1)(2,1)] gLLMQcbefeeftbqmqig SFS[D(2,1)(2,1)] gLLPQcbefeefibxuidg reducible gLLPQcbeeeffpbixxaf reducible gLLPQcbeeeffpbleeaf reducible gLLPQcbefeefablpidf SFS[D(3,1)(2,1)] gLLPQcbeeeffabhtmxb reducible gLLMQcbeefefabataao SFS[D(3,1)(2,1)] gLLMQcbeefeftbatdag SFS[D(2,1)(2,1)] gLLMQcbeeeffabqtmag SFS[D(2,1)(2,1)] gLLMQcbeeeffpbamqmv reducible gLLMQcbeeeffubumqxo reducible gLLPQcbeeeffabpmqeb reducible gLLMQcbefeefpbauidg SFS[D(3,1)(2,1)] gLLPQcbefeefibxuddg reducible gLLMQcbeeeffabdxiqc reducible gLLMQcbefeefibqmddg reducible gLLMQcbeeeffanxaxqc reducible gLLPQcbeeeffhbqqqxb reducible gLLPQcbeeeffhbqqqxn reducible gLLPQcbeeeffhbqqqxj reducible gLLMQcbeefefanaxhac reducible gLLMQcbeeeffabaxiqc reducible gLLMQcbeeeffanaxxqc reducible gLLPQcbeeeffabxqqxb reducible gLLPQcbeeeffabxqqxn reducible gLLPQcbeeeffabxqqxj reducible gLLMQcbeefefanxahac reducible gLLMQcbeeeffajxddag SFS[D(2,1)(2,1)] gLLMQcbeefefabatatr SFS[D(3,1)(2,1)] gLLMQcbeefefabatatn SFS[D(3,1)(2,1)] gLLMQcbeeeffaneqquc SFS[D(2,1)(2,1)] gLLMQcbeeefflbaqqic reducible gLLMQcbefeefanadidc SFS[D(2,1)(2,1)] gLLMQcbefeeftbamddg reducible gLLMQcbefeeftbamddk SFS[D(3,1)(2,1)] gLLMQcbefeeftbamddj SFS[D(3,1)(2,1)] gLLMQcbeefeftjtqaqo SFS[D(2,1)(2,1)] gLLMQcbeeeffabexiqc reducible gLLMQcbeeeffpbaqquf reducible gLLMQcbeefefujdqaqo SFS[D(2,1)(2,1)] gLLMQcbefeefpbauddg reducible gLLMQcbefeefpbauddk SFS[D(3,1)(2,1)] gLLMQcbefeefpbauddj SFS[D(3,1)(2,1)] gLLMQcbefeefanaeelc SFS[D(2,1)(2,1)] gLLMQcbeeeffqbdmmtg SFS[D(2,1)(2,1)] gLLPQcbefeefablxqac reducible gLLMQcbefeefpbxudug SFS[D(2,1)(2,1)] gLLMQcbeeeffabatixo SFS[D(2,1)(2,1)] gLLMQcbeeeffabatixn SFS[D(7,2)(2,1)] gLLMQcbeeeffabatixr SFS[D(5,1)(2,1)] gLLMQcbeeeffabatiaj reducible gLLMQcbeeeffabatiak SFS[D(3,1)(2,1)] gLLMQcbeeeffabatiqj SFS[D(8,3)(2,1)] gLLMQcbeeeffabatiqw SFS[D(7,3)(2,1)] gLLMQcbeeeffqbhpmtg SFS[D(2,1)(2,1)] gLLMQcbeeeffqjhpmtg SFS[D(7,3)(2,1)] gLLMQcbeeeffqnhpmtg toroidal gLLMQcbeefefpbamudw toroidal gLLMQcbeefefpbamuds toroidal gLLMQcbeefefhjammpf SFS[D(8,3)(2,1)] gLLMQcbeefefhnammpf toroidal gLLMQcbeeeffqnhqmtg SFS[D(3,1)(2,1)] gLLMQcbeefefpjaquhv SFS[D(3,1)(3,2)] gLLMQcbeefefpnaquhv SFS[D(3,1)(3,1)] gLLMQcbeefefhnaqmpf SFS[D(3,1)(2,1)] gLLMQcbeeeffqnhmmtg SFS[D(3,1)(2,1)] gLLPQcbeefefabpmpdj SFS[D(3,1)(3,2)] gLLPQcbeefefabpmpdn SFS[D(3,1)(3,1)] gLLMQcbeefefhnapmpf SFS[D(3,1)(2,1)] gLLPQcbeeeffabltxtf SFS[D(2,1)(2,1)] gLLMQcbefeefpbquhpg SFS[D(2,1)(2,1)] gLLPQcbefeefablxqlc reducible gLLMQcbeefefabqxauo SFS[D(2,1)(2,1)] gLLMQcbeeeffpbatxdg SFS[D(2,1)(2,1)] gLLMQcbefeefabdaqtc reducible gLLMQcbefeefibtqlig SFS[D(2,1)(2,1)] gLLPQcbefeefdbipqtf reducible gLLMQcbefeefibdphlg SFS[D(2,1)(2,1)] gLLPQcbefeefibxuqtg reducible gLLMQcbefeefdbeeqtf reducible gLLMQcbefeefibdqiig SFS[D(2,1)(2,1)] gLLPQcbefeefablxqtc reducible gLLMQcbefeefibtphhg SFS[D(2,1)(2,1)] gLLMQcbefeefibqmqtg reducible gLLMQcbefeefabeaqtc reducible gLLMQcbefeefdbdeqtf reducible gLLMQcbeeeffabatdtg T2xI gLLMQcbeeeffabatdlg T2xI gLLMQcbeeefflbatdic reducible gLLMQcbeeeffibpddtg SFS[D(2,1)(2,1)] gLLMQcbeefefabaqudo SFS[D(2,1)(2,1)] gLLMQcbeeeffpbatduf reducible gLLMQcbeeeffhbatdpg T2xI gLLMQcbeeeffhbatddg T2xI gLLPQceefedfiilpucc reducible gLLPQcbeeeffaneeepc reducible gLLQPaeeddffbaiiiis reducible gLLPQcbefeefijxuxpg reducible gLLPQcbefeefinxuxpg reducible gLLPQcbefeefijmumag reducible gLLPQcbeefefineueug reducible gLLPQceefedfadaxpjc reducible gLLPQceefedfadaxpwc reducible gLLPQcbeeeffineeehg reducible gLLPQcbefeefabixmac reducible gLLPQcbefeefabhxeuc reducible gLLPQcbefeefajhxeuc reducible gLLPQcbefeefanhxeuc reducible gLLPQceefedfadexpcj reducible gLLPQcbeeeffinhuhhg reducible gLLQPaeeddffbphihqr reducible gLLQPaeeddffbphihqn reducible gLLPQcbeefefinueehg reducible gLLPQcbeeefflbiaipc reducible gLLPQcbeeefflbhuhpc reducible gLLPQcbeefefanhelhc reducible gLLPQceefedfadaxpcw reducible gLLPQceefedfadaxpcj reducible gLLPQcbeeeffanhuhpc reducible gLLPQcbeeeffqbmmmhg reducible gLLPQcbeeeffqbeeehg reducible gLLMQcbeefefanxqmic SFS[D(2,1)(2,1)] gLLMQcbeeeffanaqlic SFS[D(2,1)(2,1)] gLLMQcbeeeffljaqqic SFS[D(3,1)(2,1)] gLLMQcbeeefflnaqqic SFS[D(3,1)(2,1)] gLLPQcefeedfadahecc reducible gLLPQceefedfidapecc reducible gLLPQcefeedfdddlecc reducible gLLPQceefedfiidpmcc reducible gLLPQcefeedfdiddmcc reducible gLLMQcbeeeffpjaqquf SFS[D(3,1)(2,1)] gLLMQcbeeeffpnaqquf SFS[D(3,1)(2,1)] gLLMQcbeefefanaqmpc SFS[D(2,1)(2,1)] gLLMQcbeeeffanxqmic SFS[D(2,1)(2,1)] gLLMQcbeeeffqbdaiag reducible gLLMQcbeeeffqbtuhag reducible gLLPQcbeeeffpbhmmlf reducible gLLPQcbeeeffpbleelf reducible gLLPQceefedfiadpacc reducible gLLPQcbefeefdblilib reducible gLLMQcbeeeffpbqeemv reducible gLLPQcbefeefabhplir SFS[A(2,1)] gLLPQcbefeefabhplik T2xI gLLPQcbefeefabhtlij T2xI gLLPQcbefeefabhtliw SFS[A(2,1)] gLLPQcbefeefabhilib reducible gLLPQcbefeefabhilij SFS[A(3,1)] gLLPQcbefeefabhilin SFS[A(3,1)] gLLPQcbeeeffabueeeb reducible gLLPQcbeeeffabeeetr reducible gLLPQcbeeeffabeeepw reducible gLLPQcbeeeffabeeeej reducible gLLPQcbeeeffabeeeen reducible gLLPQcbeeeffabheeeb reducible gLLPQcbeeeffabexmmb reducible gLLPQcbeeeffdbaeeeb reducible gLLMQcbefeeftbpphhg reducible gLLMQcbeeeffabpuhxn SFS[D(5,2)(2,1)] gLLMQcbeeeffabpuhxr SFS[D(4,1)(2,1)] gLLMQcbeeeffabpuhqj SFS[D(5,2)(2,1)] gLLMQcbeeeffabpuhqw SFS[D(4,1)(2,1)] gLLPQcbeefefhbluluw reducible gLLPQcbeefefajludlf reducible gLLPQcbeeeffabieieb reducible gLLPQcbeeeffanieieb reducible gLLPQcbeeeffajieieb reducible gLLPQcbeeeffdbtummb reducible gLLPQcbeeeffabuummb reducible gLLMQcbeeeffanxqttg SFS[D(5,2)(2,1)] gLLMQcbeeeffajxqttg SFS[D(4,1)(2,1)] gLLMQcbeeeffdjaqqmv SFS[D(5,2)(2,1)] gLLMQcbeeeffdnaqqmv SFS[D(4,1)(2,1)] gLLPQcbeeefftbheeeb reducible gLLPQcbeeeffabheleb reducible gLLPQcbefeeflbhhhdb reducible gLLPQcbefeefabhhhdb reducible gLLPQcbefeeflbhhhpb reducible gLLMQcbeeeffabqellg reducible gLLMQcbeeeffabqeltg reducible gLLPQcbeeefflbueqeb reducible gLLPQcbeeeffabueqeb reducible gLLPQcbeeefftbueqeb reducible gLLPQcbeeeffabeeleb reducible gLLPQcbeeeffabheqeb reducible gLLPQcbeeefflbeeeeb reducible gLLPQcbeeeffabueleb reducible gLLPQcbeeefflbueleb reducible gLLPQcbeeefflbheeeb reducible gLLPQcbeefefpbleadb reducible gLLMQcbeefeftbqudug reducible gLLMQcbeeefftbmeetg reducible gLLMQcbefeeftbuqiig reducible gLLMQcbefeeftbpqhhg reducible gLLPQcbeeeffabhtmtf reducible gLLPQcbeefefpblaadb reducible gLLMQcbefeefabqqhhg reducible gLLMQcbeefefabmudug reducible gLLMQcbeeeffabxpmtg reducible gLLMQcbeeeffajxpmtg SFS[D(3,1)(2,1)] gLLMQcbeeeffanxpmtg SFS[D(3,1)(2,1)] gLLMQcbeeeffujuqqxo SFS[D(2,1)(2,1)] gLLMQcbeefefabpuaqr SFS[D(2,1)(2,1)] gLLMQcbeefefabqtxij SFS[D(4,1)(2,1)] gLLMQcbeefefabqtxik SFS[D(5,2)(2,1)] gLLMQcbeeeffhjeqqmv SFS[D(5,2)(2,1)] gLLMQcbeeeffhneqqmv SFS[D(4,1)(2,1)] gLLMQcbeeeffabmtttj SFS[D(2,1)(2,1)] gLLMQcbeeeffabmttij SFS[D(2,1)(2,1)] gLLMQcbeeeffabmtter SFS[D(3,1)(2,1)] gLLMQcbeeeffabmtten SFS[D(3,1)(2,1)] gLLMQcbeeeffabpxtaj SFS[D(2,1)(2,1)] gLLMQcbeeeffabpxtqj SFS[D(2,1)(2,1)] gLLMQcbeeeffabpxtxo reducible gLLMQcbeeeffabpxtxr SFS[D(3,1)(2,1)] gLLMQcbeeeffabpxtxn SFS[D(3,1)(2,1)] gLLMQcbeeeffabqttaj SFS[D(2,1)(2,1)] gLLMQcbeeeffabqttqj SFS[D(2,1)(2,1)] gLLMQcbeeeffabqttxo reducible gLLMQcbeeeffabqttxr SFS[D(3,1)(2,1)] gLLMQcbeeeffabqttxn SFS[D(3,1)(2,1)] gLLMQcbeeeffabpeelg reducible gLLMQcbeeeffabpeetg reducible gLLMQcbeeefftbtddtg reducible gLLMQcbeefefabqaudo reducible gLLMQcbeeeffundqhxo SFS[D(5,2)(2,1)] gLLMQcbeeeffujdqhxo SFS[D(4,1)(2,1)] gLLMQcbeefefqbtuaqn SFS[D(5,2)(2,1)] gLLMQcbeefefqbtuaqr SFS[D(4,1)(2,1)] gLLPQcbefeefdbhqhlr SFS[A(2,1)] gLLPQcbefeefdbhqhlk T2xI gLLPQcbefeefdbhhhlb reducible gLLPQcbefeefdbhhhlj SFS[A(3,1)] gLLMQcbefeefubdaiij reducible gLLMQcbefeefubdqiij reducible gLLMQcbefeefpbxliiv reducible gLLMQcbefeefpjxliiv reducible gLLMQcbefeefpnxliiv reducible gLLMQcbeefefubdphij SFS[D(2,1)(2,1)] gLLMQcbeefefubdpxij SFS[D(2,1)(2,1)] gLLMQcbeefefubdpain SFS[D(3,1)(2,1)] gLLMQcbeefefubdpair SFS[D(3,1)(2,1)] gLLMQcbeefeftbtahaw SFS[D(2,1)(2,1)] gLLMQcbeefeftbtaaar SFS[D(2,1)(2,1)] gLLMQcbeefeftbtaxak SFS[D(3,1)(2,1)] gLLMQcbeefeftbtaxaj SFS[D(3,1)(2,1)] gLLPQcbeeeffqnmmmmv SFS[D(2,1)(2,1)] gLLPQcbeefefabipeiw SFS[D(2,1)(2,1)] gLLPQcbeefefabippij SFS[D(3,1)(2,1)] gLLPQcbeefefabippin SFS[D(3,1)(2,1)] gLLPQcbeeeffabmmmdw reducible gLLPQcbeeeffabmmmmj reducible gLLPQcbeeeffabammlr SFS[D(3,1)(2,1)] gLLPQcbeeeffabammdw SFS[D(3,1)(2,1)] gLLPQcbeeeffabammmb reducible gLLPQcbeeeffabammmj SFS[D(3,1)(3,1)] gLLPQcbeeeffabammmn SFS[D(3,1)(3,2)] gLLPQcbeeeffabimmlr SFS[D(3,1)(2,1)] gLLPQcbeeeffabimmdw SFS[D(3,1)(2,1)] gLLPQcbeeeffabimmmb reducible gLLPQcbeeeffabimmmj SFS[D(3,1)(3,2)] gLLPQcbeeeffabimmmn SFS[D(3,1)(3,1)] gLLPQcbeeeffajxxxaf reducible gLLPQcbeefefabaaaaj reducible gLLPQcbeefefabiaxar SFS[D(3,1)(2,1)] gLLPQcbeeeffajlxxaf SFS[D(3,1)(2,1)] gLLPQcbeefefabiaaab reducible gLLPQcbeefefabiaaaj SFS[D(3,1)(3,1)] gLLPQcbeefefabiaaan SFS[D(3,1)(3,2)] gLLMQcbefeefpbxuiik reducible gLLMQcbefeefpbxdiik reducible gLLMQcbefeefpbxliiw reducible gLLMQcbefeefpbxliis reducible gLLMQcbeefefpbxplik toroidal gLLMQcbeefefpbxplij SFS[D(5,2)(2,1)] gLLMQcbeefefpbxpmir SFS[D(5,2)(2,1)] gLLMQcbeefefpbxpmik toroidal gLLMQcbeefefpbxpuiw toroidal gLLMQcbeefefpbxpuis toroidal gLLMQcbeeeffabuaiqj SFS[D(5,2)(2,1)] gLLMQcbeeeffabuaiqw SFS[D(4,1)(2,1)] gLLMQcbeeeffabuaixn SFS[D(5,2)(2,1)] gLLMQcbeeeffabuaixr SFS[D(4,1)(2,1)] gLLPQcbeeeffabieitr reducible gLLPQcbeeeffabieipw reducible gLLPQcbeeeffabieiej reducible gLLPQcbeeeffabieien reducible gLLPQcbeeeffhbdexeb reducible gLLMQcbeeeffdjaqqpg SFS[D(5,2)(2,1)] gLLMQcbeeeffdnaqqpg SFS[D(4,1)(2,1)] gLLMQcbeeeffanxqtlg SFS[D(5,2)(2,1)] gLLMQcbeeeffajxqtlg SFS[D(4,1)(2,1)] gLLPQcbeeeffabipmmb reducible gLLPQcbeefeftbiaalb reducible gLLPQcbeefefabiaalb reducible gLLMQcbefeefpjexllg SFS[D(3,1)(2,1)] gLLPQcbefeefabipxir SFS[D(3,1)(2,1)] gLLPQcbefeefabiidib reducible gLLPQcbefeefabiixin SFS[D(3,1)(3,1)] gLLPQcbefeefabiixij SFS[D(3,1)(3,2)] gLLMQcbeeeffabxpmlg reducible gLLMQcbeefefpjamlpg SFS[D(3,1)(2,1)] gLLMQcbeefefujuqhpc SFS[D(3,1)(2,1)] gLLPQcbeeefflbmqmmb reducible gLLPQcbeeefflbmqmmj SFS[D(3,1)(3,2)] gLLPQcbeeefflbmqmmn SFS[D(3,1)(3,1)] gLLMQcbeefefpjaplpg SFS[D(3,1)(2,1)] gLLPQcbeeeffabmpmlr SFS[D(3,1)(2,1)] gLLPQcbeeeffabmpmmb reducible gLLPQcbeeeffabmpmmn SFS[D(3,1)(3,1)] gLLPQcbeeeffabmpmmj SFS[D(3,1)(3,2)] gLLMQcbeefefpjaqlpg toroidal gLLMQcbeefefpnaqlpg SFS[D(2,1)(2,1)] gLLPQcbeeefflbmpmmb reducible gLLPQcbeeefflbmpmmj toroidal gLLMQcbeeeffpjaxxpg SFS[D(3,1)(2,1)] gLLPQcbeeefflbammdw SFS[D(3,1)(2,1)] gLLPQcbeeeffabaqmmb reducible gLLPQcbeeeffanaqmmb SFS[D(3,1)(3,2)] gLLPQcbeeeffajaqmmb SFS[D(3,1)(3,1)] gLLMQcbefeefpjaxllg toroidal gLLMQcbefeefpnaxllg SFS[D(2,1)(2,1)] gLLPQcbeeefflbimmdj SFS[D(2,1)(2,1)] gLLPQcbeeefflbimmdw toroidal gLLPQcbeeeffabiqmmb reducible gLLPQcbeeeffaniqmmb toroidal gLLPQcbeeeffajiqmmb toroidal gLLPQcbeeeffabapmmb reducible gLLPQcbeefefabaaalb reducible gLLPQcbeefeflbiaatb reducible gLLMQcbefeefpjdxllg SFS[D(3,1)(2,1)] gLLPQcbeeeffajlxdaf SFS[D(3,1)(2,1)] gLLPQcbeefefabiaatb reducible gLLPQcbeefefaniaatb SFS[D(3,1)(3,2)] gLLPQcbeefefajiaatb SFS[D(3,1)(3,1)] gLLPQcbeefeflbiaalb reducible gLLPQcbeeeffpbpadeb reducible gLLMQcbefeefljpphhg SFS[D(2,1)(2,1)] gLLPQcbeeeffubmmmhk SFS[D(2,1)(2,1)] gLLPQcbeeeffajhthmb SFS[D(3,1)(2,1)] gLLPQcbeeeffanhthmb SFS[D(3,1)(2,1)] gLLMQcbeeeffljaqelg SFS[D(2,1)(2,1)] gLLMQcbeeefftjaqllg SFS[D(2,1)(2,1)] gLLPQcbeeeffpbpadej SFS[D(3,1)(2,1)] gLLPQcbeeeffpbpaden SFS[D(3,1)(2,1)] gLLMQcbeefeftbtaxag reducible gLLPQcbeeeffpbpedeb reducible gLLMQcbefeeftjapllg reducible gLLMQcbefeeftnapllg reducible gLLMQcbefeeftbupiig reducible gLLMQcbefeeftjupiig reducible gLLMQcbefeeftnupiig reducible gLLMQcbefeeftjpphhg reducible gLLMQcbefeeftnpphhg reducible gLLPQcbeeeffpbhmmlk reducible gLLPQcbeeeffpbhmmlr reducible gLLPQcbeeeffanlqemb reducible gLLPQcbeeeffajlqemb reducible gLLPQcbeeeffpbhmmak reducible gLLPQcbeeeffpbhmmar reducible gLLPQcbeeeffpbhmmxn reducible gLLPQcbeeeffpbhmmxj reducible gLLPQcbeeeffpbhmmeb reducible gLLPQcbeeeffpbhmmen reducible gLLPQcbeeeffpbhmmej reducible gLLPQcbeeeffajhtmmb reducible gLLPQcbeeeffanhtmmb reducible gLLMQcbeeefftjaqelg toroidal gLLMQcbeeefftnaqelg SFS[D(2,1)(2,1)] gLLPQcbeeeffpbpedej toroidal gLLMQcbeeefftbxmmlg reducible gLLMQcbefeefabtpiig reducible gLLMQcbefeefabtpiij SFS[D(3,1)(2,1)] gLLMQcbefeefabtpiik SFS[D(3,1)(2,1)] gLLMQcbefeefabteiiw SFS[D(2,1)(2,1)] gLLMQcbefeefabtiiir SFS[D(2,1)(2,1)] gLLMQcbeeeffabuedxo reducible gLLMQcbeeeffabummlg reducible gLLMQcbeeeffabtmmtj SFS[D(2,1)(2,1)] gLLMQcbeeeffabtmmij SFS[D(2,1)(2,1)] gLLMQcbeeeffabtmmer SFS[D(3,1)(2,1)] gLLMQcbeeeffabtmmen SFS[D(3,1)(2,1)] gLLMQcbeeeffabxaxqw SFS[D(4,1)(2,1)] gLLMQcbeeeffabxaxqj SFS[D(5,2)(2,1)] gLLMQcbeeeffabxaxxr SFS[D(4,1)(2,1)] gLLMQcbeeeffabxaxxn SFS[D(5,2)(2,1)] gLLMQcbeeeffabuedaj SFS[D(2,1)(2,1)] gLLMQcbeeeffabuedqj SFS[D(2,1)(2,1)] gLLMQcbeeeffabuedxr SFS[D(3,1)(2,1)] gLLMQcbeeeffabuedxn SFS[D(3,1)(2,1)] gLLMQcbeefefabxaxag reducible gLLMQcbeefefabxaxaj SFS[D(3,1)(2,1)] gLLMQcbeefefabxaxak SFS[D(3,1)(2,1)] gLLMQcbeefefabxahaw SFS[D(2,1)(2,1)] gLLMQcbeeeffajaxxxo SFS[D(2,1)(2,1)] gLLMQcbeeeffajxpmlg SFS[D(3,1)(2,1)] gLLMQcbeeeffanxpmlg SFS[D(3,1)(2,1)] gLLMQcbeeeffujuqquc SFS[D(2,1)(2,1)] gLLMQcbeefefabuaatr SFS[D(2,1)(2,1)] gLLMQcbefeefujqellc SFS[D(3,1)(2,1)] gLLPQcbefeefabipdir SFS[D(3,1)(2,1)] gLLPQcbefeefabiidin SFS[D(3,1)(3,2)] gLLPQcbefeefabiidij SFS[D(3,1)(3,1)] gLLMQcbeefefujumhpc reducible gLLPQcbeeeffljmpmmb reducible gLLMQcbeefefujuphpc SFS[D(3,1)(2,1)] gLLPQcbeeeffabmqmlr SFS[D(3,1)(2,1)] gLLPQcbeeeffabmqmmn SFS[D(3,1)(3,2)] gLLPQcbeeeffabmqmmj SFS[D(3,1)(3,1)] gLLMQcbeeeffujuxxuc reducible gLLPQcbeeefftbammdw reducible gLLPQcbeeeffanapmmb reducible gLLPQcbeeeffajapmmb reducible gLLMQcbefeefujuellc SFS[D(3,1)(2,1)] gLLPQcbeeefftbimmdw SFS[D(3,1)(2,1)] gLLPQcbeeeffanipmmb SFS[D(3,1)(3,1)] gLLPQcbeeeffajipmmb SFS[D(3,1)(3,2)] gLLMQcbefeefujiellc reducible gLLPQcbeeeffajlxiaf reducible gLLPQcbeefefaniaalb reducible gLLPQcbeefefajiaalb reducible gLLMQadedfffjxxenss SFS[D(3,1)(2,1)] gLLMQadedfffjxxenff SFS[D(4,1)(3,1)] gLLMQadedfffjelagvv reducible gLLMQadedfffjexmgss reducible gLLAQcdeefeftcaahan SFS[D(3,1)(2,1)] gLLAQcdeefeftsaahln SFS[D(3,1)(2,1)] gLLAQcdeefeftcaahln SFS[D(7,5)(3,1)] gLLAQcdeefeftraahln SFS[D(5,4)(3,1)] gLLAQcdeefeftcaahtn SFS[D(5,4)(3,1)] gLLAQbdeeeffhgadmmj SFS[D(5,3)(3,1)] gLLAQcdeefefpkhaaps SFS[D(5,2)(5,2)] gLLAQbdeeeffhgddmmj SFS[D(5,2)(3,1)] gLLMQadedfffjaehkgg SFS[D(3,1)(2,1)] gLLAQbdeeeffdwttmij toroidal gLLAQbdeeeffevhhtij SFS[D(9,2)(2,1)] gLLMQadedfffjalekbo m032(0,0) gLLMQadedfffjaluvff SFS[D(3,1)(2,1)] gLLMQadedfffjalukfo m006(0,0) gLLMQadedfffjaihkcg toroidal gLLMQadedfffjaihkcc reducible gLLMQadedfffjaihkco toroidal gLLMQadedfffjalhkcg toroidal gLLMQadedfffjalhkcc toroidal gLLMQadedfffjalhkco toroidal gLLMQadedfffjahhsff toroidal gLLMQadedfffjahhbww toroidal gLLMQadedfffjahhkvv SFS[D(3,1)(2,1)] gLLMQadedfffjahhkvr toroidal gLLMQadedfffjahhkvj SFS[D(3,1)(2,1)] gLLMQadedfffjahhkcg reducible gLLMQadedfffjahhkcc toroidal gLLMQadedfffjahhkco toroidal gLLMQadedfffjahhbgg SFS[D(3,1)(2,1)] gLLMQadedfffjahhsjj reducible gLLMQadedfffjauekff SFS[D(3,1)(2,1)] gLLMQadedfffjauekcf toroidal gLLMQadedfffjauekbf SFS[D(9,2)(2,1)] gLLMQadedfffjategff SFS[D(3,1)(2,1)] gLLMQadedfffjauuvfo SFS[D(3,1)(2,1)] gLLMQadedfffjauuvbo SFS[D(3,1)(2,1)] gLLMQadedfffjauuvco reducible gLLMQadedfffjauukff SFS[D(3,1)(2,1)] gLLMQadedfffjauukcf toroidal gLLMQadedfffjauukbf SFS[D(3,1)(2,1)] gLLMQadedfffjauhkff toroidal gLLMQadedfffjauhkcf toroidal gLLMQadedfffjauhkbf toroidal gLLAQbdeeeffhgedmmj toroidal gLLAQbdeeeffabedmmj reducible gLLAQcedefefuavuppr reducible gLLAQcdeefefukhuppr toroidal gLLMQadedfffjlueobb toroidal gLLMQadedfffjhumvbv SFS[D(7,3)(3,1)] gLLMQadedfffjhumvbb SFS[D(3,1)(2,1)] gLLMQadedfffjhumvbo toroidal gLLAQcdeefeflcaahan SFS[D(3,1)(2,1)] gLLAQcdeefeflsaahln SFS[D(3,1)(2,1)] gLLAQcdeefeflcaahln SFS[D(7,2)(3,1)] gLLAQcdeefeflraahln SFS[D(5,1)(3,1)] gLLAQcdeefeflcaahtn SFS[D(5,1)(3,1)] gLLAQbdeeeffavpulij SFS[D(2,1)(2,1)] gLLAQcedeeffhavuhdj SFS[D(5,2)(3,1)] gLLAQbdeefefdwahilj SFS[D(5,3)(3,1)] gLLAQbdeefefevdmipj reducible gLLAQbdeefefevddiej SFS[D(5,2)(2,1)] gLLAQcdeefefagaaqdk reducible gLLAQcdeefefafaaqdk reducible gLLAQcdeefefavaaqdk reducible gLLAQcdeefefagaaqik reducible gLLAQcdeefefafaaqik reducible gLLAQcdeefefavaaqik reducible gLLAQcdeefefagaaqxk reducible gLLAQcdeefefafaaqxk reducible gLLAQcdeefefavaaqxk reducible gLLAQcdeefefasaahan reducible gLLAQcdeefefacaahan reducible gLLAQcdeefefaraahan reducible gLLAQcdeefefasaahln reducible gLLAQcdeefefacaahln reducible gLLAQcdeefefaraahln reducible gLLAQcdeefefasaahtn reducible gLLAQcdeefefacaahtn reducible gLLAQcdeefefaraahtn reducible gLLAQcedeeffqavqqqw SFS[D(5,1)(2,1)] gLLAQcedeeffqarqqqw SFS[D(2,1)(2,1)] gLLAQcedeeffqajqqqw SFS[D(7,2)(2,1)] gLLAQcedeeffqavqlqw SFS[D(2,1)(2,1)] gLLAQcedeeffqavqeqw SFS[D(7,2)(2,1)] gLLAQbdeeeffmkamtmj SFS[A(5,2)] gLLAQbdeeeffasdaxxj reducible gLLAQbdeeeffabtumxj toroidal gLLAQbdeeeffabqpexj SFS[D(3,1)(3,1)] gLLAQbdeeeffabdaxxj SFS[D(3,1)(3,2)] gLLAQbdeeeffxsuxaxj toroidal gLLAQbdeeeffakdaxxj SFS[D(3,1)(3,1)] gLLAQbdeeeffhgtumxj reducible gLLAQbdeeeffavdallj SFS[D(3,1)(3,2)] gLLAQbdeeeffxvuxmlj m100(0,0) gLLAQbdeeeffanatuuj SFS[D(3,1)(3,1)] gLLAQbdeeeffhcatuuj m170(0,0) gLLAQcdeefeftkadatn SFS[D(3,1)(3,1)] gLLAQcedefefthvdatn toroidal gLLAQcedefeftaveapn toroidal gLLAQcdeefeftkheapn toroidal gLLAQcedefefthvaatn toroidal gLLAQcdeefeftkaaatn SFS[D(3,1)(3,2)] gLLAQcedefefthvaaan toroidal gLLAQcdeefeftkaaaan reducible gLLAQcedefefthvaaln toroidal gLLAQcdeefeftoaaaln reducible gLLAQcdeefeftkhdapn m052(0,0) gLLAQcdeefeftkaaaln SFS[D(3,1)(3,1)] gLLAQcdeefeftwaaaln SFS[D(3,1)(3,2)] gLLAQcedefeftavdapn SFS[D(3,1)(3,1)] gLLMQaddefffjmamwkk toroidal gLLAQcedeeffpasaxus SFS[D(3,1)(2,1)] gLLAQbdeeeffasqqxxj toroidal gLLAQbdeeeffhfqqxxj toroidal gLLAQbdeeeffabqqxxj SFS[D(3,1)(2,1)] gLLAQbdeeeffhvqqxxj m006(0,0) gLLAQbdeeeffakqqxxj SFS[D(3,1)(2,1)] gLLAQbdeeeffhgqqxxj toroidal gLLAQbdeeeffhgttexj SFS[D(5,3)(3,1)] gLLAQbdeeeffhgddmxj SFS[D(4,1)(3,1)] gLLAQbdeeeffavqqllj SFS[D(3,1)(2,1)] gLLAQbdeeeffanqquuj SFS[D(3,1)(2,1)] gLLMQaddefffjaqdkcc SFS[D(3,1)(2,1)] gLLMQaddefffjaqqbww SFS[D(3,1)(2,1)] gLLMQaddefffjaqqvcn SFS[D(3,1)(2,1)] gLLMQaddefffjaqqkcc SFS[D(3,1)(2,1)] gLLMQaddefffjaqqgwr SFS[D(3,1)(2,1)] gLLMQaddefffjaqqsjj toroidal gLLMQaddefffjaqqfjo reducible gLLMQaddefffjaqtkcc toroidal gLLMQaddefffjapmfkk SFS[D(3,1)(2,1)] gLLAQbdeeeffabtlexj SFS[D(3,1)(2,1)] gLLMQaddefffjuaxcvv SFS[D(3,1)(2,1)] gLLAQbdeeeffabtlaxj SFS[D(3,1)(2,1)] gLLAQcdeeeffugataar SFS[D(3,1)(2,1)] gLLAQcedeeffuavulmr SFS[D(3,1)(2,1)] gLLAQcedeeffuasuxar toroidal gLLAQcedefefuawuipr SFS[D(3,1)(2,1)] gLLMQaddefffjhtxwvv SFS[D(5,2)(3,1)] gLLAQbdeeeffaseaxxj reducible gLLAQbdeeeffabxumxj SFS[D(3,1)(3,2)] gLLAQbdeeeffabmpexj reducible gLLAQbdeeeffabeaxxj SFS[D(3,1)(3,1)] gLLAQbdeeeffxstxaxj toroidal gLLAQbdeeeffakeaxxj SFS[D(3,1)(3,2)] gLLAQbdeeeffhgxumxj SFS[D(3,1)(2,1)] gLLAQbdeeeffaveallj SFS[D(3,1)(3,1)] gLLAQbdeeeffxvtxmlj m054(0,0) gLLAQbdeeeffanaluuj SFS[D(3,1)(3,2)] gLLAQbdeeeffhcaluuj m116(0,0) gLLAQcdeefeflkadatn reducible gLLAQcedefeflhvdatn toroidal gLLAQcedefeflaveapn SFS[D(3,1)(3,2)] gLLAQcdeefeflkheapn m116(0,0) gLLAQcedefeflhvaatn m003(0,0) gLLAQcdeefeflkaaatn SFS[D(3,1)(3,1)] gLLAQcedefeflhvaaan toroidal gLLAQcdeefeflkaaaan reducible gLLAQcedefeflhvaaln SFS[D(3,1)(2,1)] gLLAQcdeefefloaaaln reducible gLLAQcdeefeflkhdapn toroidal gLLAQcdeefeflkaaaln SFS[D(3,1)(3,2)] gLLAQcdeefeflwaaaln SFS[D(3,1)(3,1)] gLLAQcedefeflavdapn reducible gLLMQaddefffjiamwkk SFS[D(3,1)(3,2)] gLLAQbdeeeffabpuuxj reducible gLLAQbdeeeffhgadmxj SFS[D(4,3)(3,1)] gLLAQcdeefefpkhaepj SFS[D(5,2)(4,1)] gLLAQbdeeefflsahqxj m249(0,0) gLLAQbdeeeffasahqxj toroidal gLLAQbdeeefftsahqxj m247(0,0) gLLAQcdeeeffhcaqahj SFS[D(3,1)(2,1)] gLLAQbdeeeffabahqxj reducible gLLAQcdeeeffhraqahj SFS[D(3,1)(2,1)] gLLAQbdeeeffakahqxj toroidal gLLAQcdeeeffhsaqahj reducible gLLAQbdeefefdwmuhdj toroidal gLLAQbdeefefevtihej toroidal gLLAQbdeeefflvahdlj toroidal gLLAQbdeeeffavahdlj reducible gLLAQbdeeefftvahdlj toroidal gLLAQbdeefeflwahptj s481(0,0) gLLAQbdeeeffanxaduj toroidal gLLAQbdeefeftwahptj m160(0,0) gLLAQcdeeeffhsapahj SFS[D(3,1)(2,1)] gLLAQcdeeeffhsuauhj toroidal gLLAQcdeeeffhspuphj toroidal gLLAQcdeeeffhsamahj SFS[D(3,1)(2,1)] gLLAQcdeeeffhsueuhj m055(0,0) gLLAQcdeeeffhspxphj m027(0,0) gLLAQbdeeeffasalxxj toroidal gLLAQbdeeeffabalxxj reducible gLLAQbdeeeffakalxxj toroidal gLLAQbdeeeffavalllj reducible gLLAQbdeeeffaneauuj toroidal gLLAQbdeeeffasatxxj toroidal gLLAQbdeeeffabatxxj reducible gLLAQbdeeeffakatxxj toroidal gLLAQbdeeeffavatllj reducible gLLAQbdeeeffandauuj toroidal gLLAQbdeefefevddhej SFS[D(4,1)(2,1)] gLLAQbdeeeffasuumxj toroidal gLLAQbdeeeffasppexj toroidal gLLAQbdeefefljaahhj reducible gLLAQbdeeefflsaaxxj reducible gLLAQbdeeefftsaaxxj reducible gLLAQbdeefeftjaahhj reducible gLLAQbdeeeffxbxxaxj SFS[D(3,1)(2,1)] gLLAQcedeeffaajxhak SFS[D(3,1)(2,1)] gLLAQbdeeeffhfaaxxj reducible gLLAQbdeeeffabuumxj SFS[D(3,1)(3,1)] gLLAQbdeeeffabppexj SFS[D(3,1)(3,2)] gLLAQbdeefeflvaahhj SFS[D(3,1)(3,2)] gLLAQbdeeefflbaaxxj SFS[D(3,1)(3,1)] gLLAQbdeeefftbaaxxj SFS[D(3,1)(3,2)] gLLAQbdeefeftvaahhj SFS[D(3,1)(3,1)] gLLAQbdeeeffxsxxaxj reducible gLLAQcedeeffaarxhak SFS[D(3,1)(2,1)] gLLAQbdeeeffhvaaxxj SFS[D(3,1)(2,1)] gLLAQbdeeeffakuumxj SFS[D(3,1)(3,2)] gLLAQbdeeeffakppexj SFS[D(3,1)(3,1)] gLLAQbdeefeflraahhj SFS[D(3,1)(3,1)] gLLAQbdeeefflkaaxxj SFS[D(3,1)(3,2)] gLLAQbdeeefftkaaxxj SFS[D(3,1)(3,1)] gLLAQbdeefeftraahhj SFS[D(3,1)(3,2)] gLLAQcdeefefawapain SFS[D(3,1)(2,1)] gLLAQbdeefefdwaahhj SFS[D(3,1)(2,1)] gLLAQbdeefefevddhmj toroidal gLLAQbdeeeffdgppexj toroidal gLLAQbdeeeffpgppexj reducible gLLAQbdeeeffhgppexj toroidal gLLAQbdeeeffekxxaxj m003(0,0) gLLAQbdeeeffxkxxaxj SFS[D(3,1)(2,1)] gLLAQbdeeeffmkxxaxj toroidal gLLAQcedeeffaavxhak toroidal gLLAQbdeefefdwuuhlj SFS[D(3,1)(2,1)] gLLAQbdeefefeviihpj SFS[D(3,1)(2,1)] gLLAQbdeeeffdguumxj SFS[D(3,1)(2,1)] gLLAQbdeeeffpguumxj reducible gLLAQbdeeeffhguumxj SFS[D(3,1)(2,1)] gLLAQbdeeeffekiitxj SFS[D(3,1)(2,1)] gLLAQbdeeeffxkiitxj SFS[D(3,1)(2,1)] gLLAQcdeeeffawaptak SFS[D(3,1)(2,1)] gLLAQbdeefefdwpphij toroidal gLLAQbdeefefevxxhqj m003(0,0) gLLAQbdeeeffdgaaxxj SFS[D(3,1)(2,1)] gLLAQbdeeeffpgaaxxj reducible gLLAQbdeeeffhgaaxxj SFS[D(3,1)(2,1)] gLLAQbdeeeffekddlxj toroidal gLLAQbdeeeffxkddlxj toroidal gLLAQbdeeeffmkddlxj toroidal gLLAQbdeeeffavuuilj SFS[D(3,1)(3,1)] gLLAQbdeeeffavpphlj SFS[D(3,1)(3,2)] gLLAQbdeefeflbaaeej SFS[D(3,1)(3,2)] gLLAQbdeeefflvaallj SFS[D(3,1)(3,1)] gLLAQbdeeefftvaallj SFS[D(3,1)(3,2)] gLLAQbdeefeftbaaeej SFS[D(3,1)(3,1)] gLLAQbdeeeffhkaallj SFS[D(3,1)(2,1)] gLLAQbdeeeffxvxxmlj SFS[D(3,1)(2,1)] gLLAQcedeeffaavxmak SFS[D(3,1)(2,1)] gLLAQbdeeeffanppauj SFS[D(3,1)(3,2)] gLLAQbdeeeffanuupuj SFS[D(3,1)(3,1)] gLLAQbdeeefflnaauuj SFS[D(3,1)(3,1)] gLLAQbdeefeflwaappj SFS[D(3,1)(3,2)] gLLAQbdeefeftwaappj SFS[D(3,1)(3,1)] gLLAQbdeeefftnaauuj SFS[D(3,1)(3,2)] gLLAQbdeeeffxnxxduj SFS[D(3,1)(2,1)] gLLAQbdeeeffhcaauuj SFS[D(3,1)(2,1)] gLLAQcedeeffaavxtak SFS[D(3,1)(2,1)] gLLAQbdeefefevddhxj SFS[D(5,2)(2,1)] gLLAQcdeefefawadatn toroidal gLLAQcdeeeffawaaiak reducible gLLAQcedeeffaavdqak toroidal gLLAQcdeefefakadatn SFS[D(3,1)(3,2)] gLLAQcdeeeffaoaaiak reducible gLLAQcedeeffaardqak SFS[D(3,1)(3,1)] gLLAQcdeefefaoadatn SFS[D(3,1)(3,1)] gLLAQcdeeeffakaaiak reducible gLLAQcedeeffaajdqak SFS[D(3,1)(3,2)] gLLAQcedeeffaavuhak SFS[D(3,1)(2,1)] gLLAQcedeeffapvaiak SFS[D(3,1)(2,1)] gLLAQcedeeffauvplak toroidal gLLAQcedeeffatvuhak toroidal gLLAQcedeeffadvaiak reducible gLLAQcedeeffaqvplak toroidal gLLAQcedeeffalvuhak m003(0,0) gLLAQcedeeffahvaiak SFS[D(3,1)(2,1)] gLLAQcedeeffaivplak toroidal gLLAQcdeefefawadaln SFS[D(3,1)(3,2)] gLLAQcdeeeffawaaxak reducible gLLAQcedeeffaavdlak SFS[D(3,1)(3,1)] gLLAQcedeeffahjaxak SFS[D(3,1)(2,1)] gLLAQcdeeeffaoaaxak reducible gLLAQcdeefefakheapn m003(0,0) gLLAQcedeeffahraxak SFS[D(3,1)(2,1)] gLLAQcdeeeffaoxtiak toroidal gLLAQcdeeeffakaaxak reducible gLLAQcedeeffahvaxak reducible gLLAQcdeefefawadaan SFS[D(3,1)(3,1)] gLLAQcdeeeffawaadak reducible gLLAQcedeeffaavdeak SFS[D(3,1)(3,2)] gLLAQcdeeeffakhdeak toroidal gLLAQcdeeeffaoaadak reducible gLLAQcdeeeffakaadak reducible gLLAQcedeeffahvadak SFS[D(3,1)(2,1)] gLLAQcedeeffaavthak SFS[D(3,1)(2,1)] gLLAQcedeeffatvthak SFS[D(3,1)(2,1)] gLLAQcedeeffalvthak toroidal gLLAQcedeeffapvdiak toroidal gLLAQcedeeffadvdiak reducible gLLAQcedeeffahvdiak toroidal gLLAQcedeeffauvqlak m003(0,0) gLLAQcedeeffaqvqlak SFS[D(3,1)(2,1)] gLLAQcedeeffaivqlak toroidal gLLAQcdeefefaoaaatn reducible gLLAQcedeeffaajeqak SFS[D(3,1)(3,1)] gLLAQcdeeeffakadiak SFS[D(3,1)(3,2)] gLLAQcdeefefakaaatn reducible gLLAQcedeeffaareqak SFS[D(3,1)(3,2)] gLLAQcdeeeffaoadiak SFS[D(3,1)(3,1)] gLLAQcdeefefawaaatn reducible gLLAQcedeeffaaveqak toroidal gLLAQcdeeeffawadiak toroidal gLLAQcedeeffaqvqqak reducible gLLAQcdeefefaoaaaan reducible gLLAQcedeeffaqrqqak SFS[D(3,1)(2,1)] gLLAQcdeefefakaaaan reducible gLLAQcdeefefaoxtatn toroidal gLLAQcdeeeffakheeak m003(0,0) gLLAQcedeeffaqjqqak SFS[D(3,1)(2,1)] gLLAQcdeefefawaaaan reducible gLLAQcedeeffaaveeak SFS[D(3,1)(3,1)] gLLAQcdeeeffawaddak SFS[D(3,1)(3,2)] gLLAQcedeeffaqvqeak SFS[D(3,1)(2,1)] gLLAQcdeefefaoaaaln reducible gLLAQcdeefefakhdapn toroidal gLLAQcdeefefakaaaln reducible gLLAQcdeefefawaaaln reducible gLLAQcedeeffaavelak SFS[D(3,1)(3,2)] gLLAQcdeeeffawadxak SFS[D(3,1)(3,1)] gLLAQcedeeffhavuhes SFS[D(4,1)(3,1)] gLLAQbdeefefdwahhlj SFS[D(4,3)(3,1)] gLLAQbdeefefevdmhpj reducible gLLAQbdeeeffasxaaxj reducible gLLAQbdeeeffabxaaxj SFS[D(3,1)(2,1)] gLLAQbdeeeffakxaaxj SFS[D(3,1)(2,1)] gLLAQbdeeeffavxamlj SFS[D(3,1)(2,1)] gLLAQbdeeeffanahmuj SFS[D(3,1)(2,1)] gLLAQbdeeeffabedmxj reducible gLLAQbdeeeffhgedmxj toroidal gLLAQcedefefuavumpw reducible gLLAQcdeefefukhumpw toroidal gLLAQbdeeeffmkamtxj toroidal gLLAQcdeeefficalaiw reducible gLLAQbdeeeffabmitxj SFS[A(3,1)] gLLAQcdeeeffifepear m148(0,0) gLLAQbdeeeffmkamuxj m295(0,0)(0,0) gLLAQbdeeeffmkamxxj m359(0,0)(0,0) gLLAQbdeeeffakatxhj SFS[D(7,4)(3,1)] gLLAQbdeeeffasatxhj SFS[D(8,3)(3,1)] gLLAQbdeeeffandaulj SFS[D(7,4)(3,1)] gLLAQbdeeeffhgadmhj SFS[D(4,1)(3,1)] gLLAQcdeefefpkhapps SFS[D(5,3)(4,1)] gLLAQbdeeeffhgqqxhj SFS[D(5,3)(3,1)] gLLAQbdeeeffhgddmhj SFS[D(4,3)(3,1)] gLLAQbdeeeffakqqxhj SFS[D(7,2)(2,1)] gLLAQbdeeeffhvqqxhj m015(0,0) gLLAQbdeeeffhfqqxhj m146(0,0) gLLAQbdeeeffasqqxhj toroidal gLLAQbdeeeffanqqulj SFS[D(7,2)(2,1)] gLLMQbdeefefhfxxaxk toroidal gLLMQbdeefefasxxaxk SFS[D(7,2)(2,1)] gLLMQbdeefefakxxaxk toroidal gLLMQbdeefefhvxxaxk SFS[D(8,3)(2,1)] gLLMQbdeeeffawxxpik toroidal gLLAQbdeeeffhgedmhj toroidal gLLAQbdeeeffabedmhj reducible gLLAQcedefefuavuupr reducible gLLAQcdeefefukhuupr toroidal gLLAQbdeeeffakalxhj SFS[D(7,3)(3,1)] gLLAQbdeeeffasalxhj SFS[D(8,3)(3,1)] gLLAQbdeeeffaneaulj SFS[D(7,3)(3,1)] gLLAQbdeeeffabpuuhj reducible gLLAQcedeeffhavuhpj SFS[D(4,3)(3,1)] gLLAQbdeefefdwahxlj SFS[D(4,1)(3,1)] gLLAQbdeefefevdmxpj reducible gLLAQbdeeeffakxaahj toroidal gLLAQbdeeeffasxaahj SFS[D(8,3)(2,1)] gLLAQbdeeeffanahmlj toroidal gLLAQbdeeeffhgxumhj toroidal gLLAQbdeeeffakeaxhj toroidal gLLAQbdeeeffxstxahj s183(0,0) gLLAQbdeeeffaseaxhj SFS[D(8,3)(3,1)] gLLAQbdeeeffhcalulj s507(0,0) gLLAQbdeeeffanalulj toroidal gLLAQbdeeeffxvtxmuj m185(0,0) gLLAQcedefeflhvaxtk m019(0,0) gLLAQcedefeflhvaxak m119(0,0) gLLAQcdeefeflkaaxak SFS[D(8,3)(3,1)] gLLAQcedefeflhvaxlk SFS[D(7,2)(2,1)] gLLAQcdeefefloaaxlk SFS[D(8,3)(3,1)] gLLAQcdeefeflkhdxpk SFS[D(3,1)(2,1)] gLLAQcdeefeflkaaxlk toroidal gLLAQcedefeflhvdxtk SFS[D(5,2)(2,1)] gLLAQcdeefeflkhexpk m154(0,0) gLLAQbdeeeffhgtumhj reducible gLLAQbdeeeffakdaxhj toroidal gLLAQbdeeeffxsuxahj m175(0,0) gLLAQbdeeeffabtumhj SFS[D(2,1)(2,1)] gLLAQbdeeeffasdaxhj SFS[D(8,3)(3,1)] gLLAQbdeeeffhcatulj s534(0,0) gLLAQbdeeeffanatulj toroidal gLLAQbdeeeffxvuxmuj m017(0,0) gLLAQcedefefthvaxtk toroidal gLLAQcedefefthvaxak m055(0,0) gLLAQcdeefeftkaaxak SFS[D(8,3)(3,1)] gLLAQcedefefthvaxlk toroidal gLLAQcdeefeftoaaxlk SFS[D(8,3)(3,1)] gLLAQcdeefeftkhdxpk m003(0,0) gLLAQcdeefeftkaaxlk toroidal gLLMQbdeeeffavuehpk SFS[D(2,1)(2,1)] gLLAQcedefefthvdxtk toroidal gLLAQcedefeftavexpk SFS[D(2,1)(2,1)] gLLAQcdeefeftkhexpk SFS[D(4,1)(2,1)] gLLAQcdeeeffawaptxn SFS[D(7,2)(2,1)] gLLAQbdeeeffdgaaxhj SFS[D(7,2)(2,1)] gLLAQbdeeeffekddlhj toroidal gLLAQbdeefefdwppxij m119(0,0) gLLAQbdeeeffpgaaxhj SFS[D(8,3)(2,1)] gLLAQbdeeeffxkddlhj m055(0,0) gLLAQbdeefefevxxxqj m019(0,0) gLLAQbdeeeffhgaaxhj toroidal gLLAQbdeeeffmkddlhj toroidal gLLAQcedeeffaavxhxn toroidal gLLAQbdeeeffdguumhj m064(0,0) gLLAQbdeeeffekiithj toroidal gLLAQbdeefefdwuuxlj m060(0,0) gLLAQbdeeeffpguumhj toroidal gLLAQbdeeeffxkiithj toroidal gLLAQbdeefefeviixpj toroidal gLLAQbdeeeffhguumhj toroidal gLLAQbdeeeffdgppehj m118(0,0) gLLAQbdeeeffekxxahj m052(0,0) gLLAQbdeeeffpgppehj SFS[D(8,3)(2,1)] gLLAQbdeeeffxkxxahj toroidal gLLAQbdeefefevddxmj SFS[D(5,2)(2,1)] gLLAQbdeeeffhgppehj m016(0,0) gLLAQbdeeeffmkxxahj toroidal gLLAQbdeeeffakppehj SFS[D(7,5)(3,1)] gLLAQbdeeeffakuumhj SFS[D(7,2)(3,1)] gLLAQbdeeefflkaaxhj SFS[D(7,2)(3,1)] gLLAQbdeefeflraaxhj toroidal gLLAQbdeefeftraaxhj toroidal gLLAQbdeeefftkaaxhj SFS[D(7,5)(3,1)] gLLAQbdeeeffhvaaxhj SFS[D(7,2)(2,1)] gLLAQbdeeeffxsxxahj SFS[D(8,3)(2,1)] gLLAQbdeeefflbaaxhj toroidal gLLAQbdeeefftbaaxhj toroidal gLLAQbdeeeffhfaaxhj SFS[D(8,3)(2,1)] gLLAQcedeeffaajxhxn SFS[D(7,2)(2,1)] gLLAQbdeeeffasppehj toroidal gLLAQbdeeeffasuumhj toroidal gLLAQbdeeefflsaaxhj SFS[D(8,3)(3,1)] gLLAQbdeefefljaaxhj SFS[D(8,3)(3,1)] gLLAQbdeefeftjaaxhj SFS[D(8,3)(3,1)] gLLAQbdeeefftsaaxhj SFS[D(8,3)(3,1)] gLLAQcedeeffaavxtxn SFS[D(7,2)(2,1)] gLLAQbdeeeffhcaaulj SFS[D(7,2)(2,1)] gLLAQbdeeeffxnxxdlj toroidal gLLAQbdeeeffanuuplj SFS[D(7,5)(3,1)] gLLAQbdeeeffanppalj SFS[D(7,2)(3,1)] gLLAQbdeefeflwaaepj toroidal gLLAQbdeeefflnaaulj SFS[D(7,5)(3,1)] gLLAQbdeeefftnaaulj SFS[D(7,2)(3,1)] gLLAQbdeefeftwaaepj toroidal gLLAQbdeeeffxvxxmuj toroidal gLLAQbdeefeflbaapej toroidal gLLAQbdeefeftbaapej toroidal gLLAQbdeefefevddxej SFS[D(4,1)(2,1)] gLLAQcedeeffaavthxn SFS[D(7,2)(2,1)] gLLAQcedeeffatvthxn SFS[D(7,2)(2,1)] gLLAQcedeeffalvthxn toroidal gLLAQcedeeffapvdixn m119(0,0) gLLAQcedeeffadvdixn SFS[D(8,3)(2,1)] gLLAQcedeeffahvdixn m055(0,0) gLLAQcedeeffauvqlxn m019(0,0) gLLAQcedeeffaqvqlxn toroidal gLLAQcedeeffaivqlxn toroidal gLLAQcdeeeffakadixn SFS[D(7,2)(3,1)] gLLAQcdeefefaoaaxtk reducible gLLAQcedeeffaajeqxn SFS[D(7,5)(3,1)] gLLAQcdeeeffawadixn toroidal gLLAQcdeefefawaaxtk reducible gLLAQcedeeffaaveqxn toroidal gLLAQcedeeffaqvqqxn SFS[D(8,3)(2,1)] gLLAQcdeefefakaaxak reducible gLLAQcdeeeffakheexn m052(0,0) gLLAQcedeeffaqjqqxn toroidal gLLAQcdeefefaoxtxtk toroidal gLLAQcdeeeffawaddxn SFS[D(7,2)(3,1)] gLLAQcdeefefawaaxak reducible gLLAQcedeeffaaveexn SFS[D(7,5)(3,1)] gLLAQcedeeffaqvqexn SFS[D(7,2)(2,1)] gLLAQcdeefefaoaaxlk reducible gLLAQcdeefefakhdxpk toroidal gLLAQcdeefefakaaxlk reducible gLLAQcdeeeffawaaixn reducible gLLAQcedeeffaavdqxn toroidal gLLAQcdeefefawadxtk toroidal gLLAQcdeeeffakaaixn reducible gLLAQcedeeffaajdqxn SFS[D(7,2)(3,1)] gLLAQcdeefefaoadxtk SFS[D(7,5)(3,1)] gLLAQcedeeffauvplxn SFS[D(5,2)(2,1)] gLLAQcedeeffatvuhxn m118(0,0) gLLAQcedeeffadvaixn SFS[D(8,3)(2,1)] gLLAQcedeeffaqvplxn m016(0,0) gLLAQcedeeffalvuhxn m052(0,0) gLLAQcedeeffahvaixn toroidal gLLAQcedeeffaivplxn toroidal gLLAQcedeeffahjaxxn SFS[D(7,2)(2,1)] gLLAQcdeeeffaoaaxxn reducible gLLAQcdeeeffaoxtixn toroidal gLLAQcdeefefakhexpk m019(0,0) gLLAQcedeeffahraxxn toroidal gLLAQcdeeeffakaaxxn reducible gLLAQcedeeffahvaxxn SFS[D(8,3)(2,1)] gLLAQcdeeeffawaadxn reducible gLLAQcedeeffaavdexn SFS[D(7,2)(3,1)] gLLAQcdeefefawadxak SFS[D(7,5)(3,1)] gLLAQcdeeeffakhdexn toroidal gLLAQcdeeeffaoaadxn reducible gLLAQcdeeeffhsaqaxs SFS[D(8,3)(2,1)] gLLAQbdeefefdwmuxdj s183(0,0) gLLAQbdeefefevtixej m175(0,0) gLLAQbdeeeffakahqhj SFS[D(7,3)(2,1)] gLLAQcdeeeffhcaqaxs toroidal gLLAQbdeeefflsahqhj s652(0,0) gLLAQbdeeeffasahqhj SFS[D(8,3)(2,1)] gLLAQbdeeefftsahqhj s686(0,0) gLLAQbdeefeflwahetj s723(0,0) gLLAQbdeeeffanxadlj SFS[D(7,3)(2,1)] gLLAQbdeefeftwahetj s502(0,0) gLLAQbdeeefflvahduj SFS[D(7,3)(3,1)] gLLAQbdeeefftvahduj SFS[D(8,3)(3,1)] gLLAQcdeeeffhsamaxs toroidal gLLAQcdeeeffhsueuxs s249(0,0) gLLAQcdeeeffhspxpxs m210(0,0) gLLAQcdeeeffhsuauxs SFS[D(5,2)(5,2)] gLLAQcdeeeffhspupxs SFS[D(5,2)(4,1)] gLLAQcedeeffuasuxhw SFS[D(2,1)(2,1)] gLLAQbdeeeffmkamuhj m359(0,0)(0,0) gLLAQcdeeeffifepehw s519(0,0) gLLAQbdeeeffabmithj T2xI gLLAQcdeeefficalaer SFS[D(8,3)(2,1)] gLLAQbdeeeffmkamthj toroidal gLLAQbdeeeffmkamxhj m295(0,0)(0,0) gLLAQadedfffjehpojj m009(0,0) gLLAQadedfffjadlnsf SFS[D(5,2)(3,1)] gLLAQadedfffjaeacbb SFS[D(3,1)(2,1)] gLLAQadedfffjallcjs SFS[D(3,1)(2,1)] gLLAQadedfffjahacnn SFS[D(3,1)(2,1)] gLLAQadedfffjahagbb SFS[D(3,1)(2,1)] gLLAQadedfffjahaojj reducible gLLAQadedfffjaulcjj SFS[D(3,1)(2,1)] gLLAQadedfffjaulnjs m011(0,0) gLLAQadedfffjauacjj reducible gLLAQadedfffjautcjj SFS[D(3,1)(2,1)] gLLAQadedfffjattokg SFS[D(3,1)(2,1)] gLLAQadedfffjhtpokg SFS[D(3,1)(2,1)] gLLAQadedfffjidlnsf SFS[D(5,3)(3,1)] gLLAQadedfffjillkfs SFS[D(5,2)(5,2)] gLLAQadedfffjillcjs s764(0,0) gLLAQadedfffjiulcjj toroidal gLLAQadedfffjiulnjs m356(0,0) gLLAQadedfffjiuacjj SFS[D(3,1)(2,1)] gLLAQadedfffjiutcjj toroidal gLLAQadedfffjhiukjv SFS[D(5,3)(4,1)] gLLAQadedfffjhiukjr SFS[D(4,3)(4,1)] gLLAQadedfffjputvjj toroidal gLLAQadedfffjputjjj SFS[D(11,4)(2,1)] gLLAQadedfffjpttvjj SFS[D(11,4)(2,1)] gLLAQadedfffjuxdbjj toroidal gLLAQadedfffjuudbjj toroidal gLLAQadedfffjuudfjj toroidal gLLAQadedfffjuudcjj toroidal gLLAQadedfffjutdbjj toroidal gLLAQadedfffjadqgsn SFS[D(5,2)(2,1)] gLLAQadedfffjaaqswv toroidal gLLAQadedfffjaeqkbb SFS[D(7,2)(2,1)] gLLAQadedfffjaeqkbk SFS[D(7,2)(2,1)] gLLAQadedfffjaeqkbs toroidal gLLAQadedfffjaiqfbf SFS[D(7,2)(3,1)] gLLAQadedfffjaiqfff reducible gLLAQadedfffjaiqfcf SFS[D(7,5)(3,1)] gLLAQadedfffjaiqkjk toroidal gLLAQadedfffjaiqkkk reducible gLLAQadedfffjaiqkgk toroidal gLLAQadedfffjaiqgjj SFS[D(8,3)(2,1)] gLLAQadedfffjaiqgjv m118(0,0) gLLAQadedfffjaiqgjr m016(0,0) gLLAQadedfffjaiqvjr SFS[D(5,2)(2,1)] gLLAQadedfffjaiqfjj toroidal gLLAQadedfffjaiqfjv m052(0,0) gLLAQadedfffjaiqfjr toroidal gLLAQadedfffjalqrrr reducible gLLAQadedfffjalqcfk toroidal gLLAQadedfffjalqkjk SFS[D(7,2)(3,1)] gLLAQadedfffjalqkkk reducible gLLAQadedfffjalqkgk SFS[D(7,5)(3,1)] gLLAQadedfffjahqfff reducible gLLAQadedfffjahqknn toroidal gLLAQadedfffjahqkon m019(0,0) gLLAQadedfffjahqkrn toroidal gLLAQadedfffjahqrrr reducible gLLAQadedfffjahqrbb SFS[D(7,2)(2,1)] gLLAQadedfffjahqfjj SFS[D(8,3)(2,1)] gLLAQadedfffjaiuvjr SFS[D(4,1)(2,1)] gLLAQadedfffjaxqgbb toroidal gLLAQadedfffjaxqgfb m052(0,0) gLLAQadedfffjaxqgcb toroidal gLLAQadedfffjaxqooo reducible gLLAQadedfffjaxqojj SFS[D(8,3)(2,1)] gLLAQadedfffjaxqgjg SFS[D(7,5)(3,1)] gLLAQadedfffjaxqggg reducible gLLAQadedfffjaxqgkg SFS[D(7,2)(3,1)] gLLAQadedfffjauqcbc SFS[D(7,5)(3,1)] gLLAQadedfffjauqccc reducible gLLAQadedfffjauqcfc SFS[D(7,2)(3,1)] gLLAQadedfffjauqojj toroidal gLLAQadedfffjauqojw m019(0,0) gLLAQadedfffjauqojc toroidal gLLAQadedfffjauqkjj SFS[D(8,3)(2,1)] gLLAQadedfffjauqkjw m119(0,0) gLLAQadedfffjauqkjc m055(0,0) gLLAQadedfffjauqwjj SFS[D(7,2)(2,1)] gLLAQadedfffjauqwjw SFS[D(7,2)(2,1)] gLLAQadedfffjauqwjc toroidal gLLAQadedfffjauqgjg toroidal gLLAQadedfffjauqggg reducible gLLAQadedfffjauqgkg toroidal gLLAQadedfffjatqooo reducible gLLAQadedfffjatqrog toroidal gLLAQadedfffjatqccc reducible gLLAQadedfffjatqojj SFS[D(7,2)(2,1)] gLLAQadedfffjxdhgnn SFS[D(5,2)(3,1)] gLLAQadedfffjxdhggn SFS[D(5,3)(3,1)] gLLAQadedfffjxdhgsn reducible gLLAQadedfffjxihgjj m035(0,0) gLLAQadedfffjxihgjv m143(0,0) gLLAQadedfffjxihgjr SFS[D(5,3)(3,1)] gLLAQadedfffjxxhgbb m142(0,0) gLLAQadedfffjxxhgfb m229(0,0) gLLAQadedfffjxxhgcb SFS[D(5,2)(3,1)] gLLAQadedfffjxxhooo SFS[D(8,3)(2,1)] gLLAQadedfffjxxhcnn SFS[D(5,2)(3,1)] gLLAQadedfffjxxhojj m035(0,0) gLLAQadedfffjxxhgjg m082(0,0) gLLAQadedfffjxxhggg SFS[D(7,3)(2,1)] gLLAQadedfffjxxhgkg m180(0,0) gLLAQadedfffjxuhgjg m046(0,0) gLLAQadedfffjxuhggg SFS[D(8,3)(2,1)] gLLAQadedfffjxuhgkg m141(0,0) gLLAQadedfffjmdlkss reducible gLLAQadedfffjmdlnsf toroidal gLLAQadedfffjmllkfs toroidal gLLAQadedfffjmllcjs s832(0,0) gLLAQadedfffjmulcjj SFS[D(12,5)(2,1)] gLLAQadedfffjmulnjs m320(0,0) gLLAQadedfffjmuacjj SFS[D(3,1)(2,1)] gLLAQadedfffjmutcjj SFS[D(9,4)(2,1)] gLLAQadedfffjedissw SFS[A(5,2)] gLLAQadedfffjeaisvv T2xI gLLAQadedfffjehisjj m045(0,0) gLLAQadedfffjeuisjn m080(0,0) gLLAQaddefffjexhcjj m045(0,0) gLLAQaddefffjmaxfjj SFS[D(3,1)(2,1)] gLLAQaddefffjmaegjj SFS[D(3,1)(2,1)] gLLAQaddefffjmaevjj SFS[D(12,5)(2,1)] gLLAQaddefffjmaefjj toroidal gLLAQaddefffjmamfjj SFS[D(12,5)(2,1)] gLLAQaddefffjpuioos toroidal gLLAQaddefffjpuisss SFS[D(3,1)(2,1)] gLLAQaddefffjptefjj toroidal gLLAQaddefffjpuefjj toroidal gLLAQaddefffjpueojs m378(0,0) gLLAQaddefffjpxefjj toroidal gLLAQaddefffjpupsos toroidal gLLAQaddefffjpupfjs s871(0,0) gLLAQaddefffjapibos toroidal gLLAQaddefffjapigss SFS[D(3,1)(2,1)] gLLAQaddefffjaqerjj SFS[D(8,3)(2,1)] gLLAQaddefffjaperjj toroidal gLLAQaddefffjapebjs m142(0,0) gLLAQaddefffjaqhrbb toroidal gLLAQaddefffjaqhfjj SFS[D(8,3)(2,1)] gLLAQaddefffjappgos SFS[D(3,1)(2,1)] gLLAQaddefffjapprjs SFS[D(7,2)(2,1)] gLLAQaddefffjuaivos toroidal gLLAQaddefffjuainss reducible gLLAQaddefffjudekjj SFS[D(7,2)(2,1)] gLLAQaddefffjuaekjj toroidal gLLAQaddefffjuaevjs m009(0,0) gLLAQaddefffjueekjj SFS[D(11,4)(2,1)] gLLAQaddefffjuapnos toroidal gLLAQaddefffjuapkjs s554(0,0) gLLAQaddefffjiaxfjj SFS[D(3,1)(2,1)] gLLAQaddefffjiaegjj SFS[D(3,1)(2,1)] gLLAQaddefffjiaevjj SFS[D(9,4)(2,1)] gLLAQaddefffjiaefjj toroidal gLLAQaddefffjiamfjj SFS[D(9,4)(2,1)] gLLAQaddefffjhaivbb toroidal gLLAQaddefffjhaivbk toroidal gLLAQaddefffjhaxvnn m011(0,0) gLLAQaddefffjhaxvon m019(0,0) gLLAQaddefffjhaxsff toroidal gLLAQaddefffjhaxwbb toroidal gLLAQaddefffjhaxwrr reducible gLLAQaddefffjhaxsjj toroidal gLLAQaddefffjhaxvjk m007(0,0) gLLAQaddefffjhaxvkk toroidal gLLAQaddefffjhaxvgk m033(0,0) gLLAQaddefffjhaevjk m010(0,0) gLLAQaddefffjhaevkk toroidal gLLAQaddefffjhaevgk m010(0,0) gLLAQaddefffjhamvjk SFS[D(3,1)(3,2)] gLLAQaddefffjhamvkk reducible gLLAQaddefffjhamvgk SFS[D(3,1)(3,1)] gLLAQaddefffjhadvjj toroidal gLLAQaddefffjhadvjw SFS[D(5,2)(2,1)] gLLAQaddefffjaaikbb SFS[D(3,1)(2,1)] gLLAQaddefffjaaikbk SFS[D(3,1)(2,1)] gLLAQaddefffjaaikbs toroidal gLLAQaddefffjaaugnn SFS[D(3,1)(2,1)] gLLAQaddefffjaauggn SFS[D(3,1)(2,1)] gLLAQaddefffjaaugsn toroidal gLLAQaddefffjaaqswv toroidal gLLAQaddefffjaaxknn SFS[D(3,1)(2,1)] gLLAQaddefffjaaxkon m003(0,0) gLLAQaddefffjaaxkrn toroidal gLLAQaddefffjaaxfff reducible gLLAQaddefffjaaxrbb SFS[D(3,1)(2,1)] gLLAQaddefffjaaxrrr reducible gLLAQaddefffjaaxfjj reducible gLLAQaddefffjaaxkjk SFS[D(3,1)(3,1)] gLLAQaddefffjaaxkkk reducible gLLAQaddefffjaaxkgk SFS[D(3,1)(3,2)] gLLAQaddefffjaaefbf SFS[D(3,1)(3,2)] gLLAQaddefffjaaefff reducible gLLAQaddefffjaaefcf SFS[D(3,1)(3,1)] gLLAQaddefffjaaernr SFS[D(3,1)(3,1)] gLLAQaddefffjaaerrr reducible gLLAQaddefffjaaeror SFS[D(3,1)(3,2)] gLLAQaddefffjaaegjj reducible gLLAQaddefffjaaegjv toroidal gLLAQaddefffjaaegjr toroidal gLLAQaddefffjaaevjj SFS[D(3,1)(2,1)] gLLAQaddefffjaaevjv SFS[D(3,1)(2,1)] gLLAQaddefffjaaevjr toroidal gLLAQaddefffjaaefjj SFS[D(3,1)(2,1)] gLLAQaddefffjaaefjv m003(0,0) gLLAQaddefffjaaefjr toroidal gLLAQaddefffjaaekjk toroidal gLLAQaddefffjaaekkk reducible gLLAQaddefffjaaekgk toroidal gLLAQaddefffjaamfff reducible gLLAQaddefffjaamcfk toroidal gLLAQaddefffjaamrrr reducible gLLAQaddefffjaamfjj SFS[D(3,1)(2,1)] gLLAQaddefffjaamkjk SFS[D(3,1)(3,2)] gLLAQaddefffjaamkkk reducible gLLAQaddefffjaamkgk SFS[D(3,1)(3,1)] gLLAQaddefffjaedwjc SFS[D(4,1)(2,1)] gLLAQaddefffjaadono SFS[D(3,1)(3,2)] gLLAQaddefffjaadooo reducible gLLAQaddefffjaadoro SFS[D(3,1)(3,1)] gLLAQaddefffjaadcbc SFS[D(3,1)(3,1)] gLLAQaddefffjaadccc reducible gLLAQaddefffjaadcfc SFS[D(3,1)(3,2)] gLLAQaddefffjaadgjg toroidal gLLAQaddefffjaadggg reducible gLLAQaddefffjaadgkg toroidal gLLAQaddefffjaadojj SFS[D(3,1)(2,1)] gLLAQaddefffjaadojw m003(0,0) gLLAQaddefffjaadojc toroidal gLLAQaddefffjaadkjj reducible gLLAQaddefffjaadkjw toroidal gLLAQaddefffjaadkjc toroidal gLLAQaddefffjaadwjj SFS[D(3,1)(2,1)] gLLAQaddefffjaadwjw SFS[D(3,1)(2,1)] gLLAQaddefffjaadwjc toroidal gLLAQaddefffjaapooo reducible gLLAQaddefffjaapccc reducible gLLAQaddefffjaaprog toroidal gLLAQaddefffjaapgjg SFS[D(3,1)(3,2)] gLLAQaddefffjaapggg reducible gLLAQaddefffjaapgkg SFS[D(3,1)(3,1)] gLLAQaddefffjaapojj SFS[D(3,1)(2,1)] gLLAQaddefffjaahooo reducible gLLAQaddefffjaahgbb SFS[D(3,1)(2,1)] gLLAQaddefffjaahgfb m003(0,0) gLLAQaddefffjaahgcb toroidal gLLAQaddefffjaahccc reducible gLLAQaddefffjaahcnn SFS[D(3,1)(2,1)] gLLAQaddefffjaahgjg SFS[D(3,1)(3,1)] gLLAQaddefffjaahggg reducible gLLAQaddefffjaahgkg SFS[D(3,1)(3,2)] gLLAQaddefffjaahojj reducible gLLAQaddefffjaddwjc SFS[D(5,2)(2,1)] gLLAQaddefffjxtdwjw SFS[D(5,2)(4,1)] gLLAQaddefffjxtdwjc SFS[D(4,1)(4,1)] gLLAQaddefffjeaivvs T2xI gLLAQaddefffjeaqvww SFS[A(3,1)] gLLAQaddefffjeaevjb SFS[D(4,1)(2,1)] gLLAQaddefffjeahvjj m009(0,0) gLLMQccdfffepvkqawj SFS[D(5,1)(3,1)] gLLMQbdeefefabeitik SFS[D(3,1)(2,1)] gLLMQccdfffeubktpfj SFS[D(7,2)(3,1)] gLLMQbdeefefavemqak reducible gLLMQbcdeeffabbxpjn SFS[D(8,3)(2,1)] gLLAQbdeeeffdwttmtj toroidal gLLAQbdeeeffevhhttj SFS[D(5,2)(2,1)] gLLMQccdfffeqbvppfj toroidal gLLMQccdfffeibvppfj SFS[D(8,3)(2,1)] gLLMQbcdeeffajkllgr SFS[D(7,2)(2,1)] gLLMQbcdeefftsreecn toroidal gLLMQbcdeefftsneecn toroidal gLLMQbcdeefflsneecn SFS[D(5,2)(2,1)] gLLMQbcdeeffajollgr toroidal gLLMQbcdeefftsoeecn toroidal gLLMQbcdeefflsoeecn toroidal gLLMQbcefeefagttiij SFS[D(7,2)(2,1)] gLLMQbcdeeffhokllgr m015(0,0) gLLMQbcdeeffmrwppkr m007(0,0) gLLMQbcdeeffdfommwn toroidal gLLMQbdeeeffabxxptk reducible gLLMQbcdeeffebottvn toroidal gLLMQbcdeeffdvommwn toroidal gLLMQbdeefefanxxdlk toroidal gLLMQbcdeeffesottvn toroidal gLLMQccdfffeajfhhoj toroidal gLLMQbdeeeffarxxxqk toroidal gLLMQbcdeeffajohhsr SFS[D(7,2)(2,1)] gLLMQbcdeefftsoxxjn toroidal gLLMQbcdeeffdgommwn reducible gLLMQbdeeeffajxxxqk toroidal gLLMQbcdeeffekottvn toroidal gLLMQbdeeeffavxxxqk reducible gLLMQbdeefefabditik toroidal gLLMQbdeefefavdmqak SFS[D(3,1)(2,1)] gLLMQbcdeeffakceicn SFS[D(4,3)(3,1)] gLLAQbdeeeffavpultj SFS[D(2,1)(2,1)] gLLAQcedeeffqavqqxr SFS[D(7,3)(2,1)] gLLAQcedeeffqarqqxr SFS[D(2,1)(2,1)] gLLAQcedeeffqajqqxr toroidal gLLAQcedeeffqavqlxr SFS[D(2,1)(2,1)] gLLAQcedeeffqavqexr toroidal gLLAQcdeeeffhsuaudj SFS[D(5,2)(5,2)] gLLAQcdeeeffhspupdj SFS[D(5,2)(4,1)] gLLAQcdeefeflcaaqak SFS[D(3,1)(2,1)] gLLAQcdeefeflsaaqlk SFS[D(3,1)(2,1)] gLLAQcdeefeflcaaqlk toroidal gLLAQcdeefeflraaqlk SFS[D(7,3)(3,1)] gLLAQcdeefeflcaaqtk SFS[D(7,3)(3,1)] gLLAQcdeefeftcaaqak SFS[D(3,1)(2,1)] gLLAQcdeefeftsaaqlk SFS[D(3,1)(2,1)] gLLAQcdeefeftcaaqlk toroidal gLLAQcdeefeftraaqlk SFS[D(7,4)(3,1)] gLLAQcdeefeftcaaqtk SFS[D(7,4)(3,1)] gLLAQcedeeffauvpltk SFS[D(5,2)(2,1)] gLLAQcdeefefasaaqak reducible gLLAQcdeefefacaaqak reducible gLLAQcdeefefaraaqak reducible gLLAQcdeefefasaaqlk reducible gLLAQcdeefefacaaqlk reducible gLLAQcdeefefaraaqlk reducible gLLAQcdeefefasaaqtk reducible gLLAQcdeefefacaaqtk reducible gLLAQcdeefefaraaqtk reducible gLLAQcdeefefagaahdn reducible gLLAQcdeefefafaahdn reducible gLLAQcdeefefavaahdn reducible gLLAQcdeefefagaahin reducible gLLAQcdeefefafaahin reducible gLLAQcdeefefavaahin reducible gLLAQcdeefefagaahxn reducible gLLAQcdeefefafaahxn reducible gLLAQcdeefefavaahxn reducible gLLAQbdeeeffabedmdj reducible gLLAQbdeeeffhgedmdj SFS[D(2,1)(2,1)] gLLAQcedefefuavutpw reducible gLLAQcdeefefukhutpw SFS[D(2,1)(2,1)] gLLAQbdeeeffmkamtdj T2xI gLLAQaedefffnxaeffv SFS[D(5,3)(3,1)] gLLAQaedefffniaqsss toroidal gLLAQaedefffniaqvvv reducible gLLAQaedefffniaqwww toroidal gLLAQaedefffnidqwww toroidal gLLAQaedefffnieqwww reducible gLLAQaedefffnaaxcvo SFS[D(5,2)(3,1)] gLLAQaedefffnaaxcvn toroidal gLLAQaedefffnaaxssf SFS[D(7,3)(2,1)] gLLAQaedefffnaaxosj m029(0,0) gLLAQaedefffnaaxvvk SFS[D(2,1)(2,1)] gLLAQaedefffnaaxgwb m081(0,0) gLLAQaedefffnaaxwwr toroidal gLLAQaedefffnadxwwr SFS[D(7,3)(2,1)] gLLAQaedefffnaexwwr SFS[D(2,1)(2,1)] gLLAQaedefffnamejjr SFS[D(2,1)(2,1)] gLLAQaedefffnauxooj SFS[D(2,1)(2,1)] gLLAQaedefffnaxxccn SFS[D(2,1)(2,1)] gLLAQaedefffnaxxosf SFS[D(7,2)(2,1)] gLLAQaedefffnaxxooj SFS[D(7,3)(2,1)] gLLAQaedefffnaxxcvk SFS[D(2,1)(2,1)] gLLAQaedefffnaxxggb toroidal gLLAQaedefffnaxxgwr SFS[D(5,1)(2,1)] gLLAQaedefffnatxooj toroidal gLLAQaedefffntaicvs SFS[D(2,1)(2,1)] gLLAQaedefffntaivvf reducible gLLAQaedefffntxiccs reducible gLLAQaedefffntxicvf SFS[D(2,1)(2,1)] gLLAQaedefffnmaqsss toroidal gLLAQaedefffnmaqvvv reducible gLLAQaedefffnmaqwww toroidal gLLAQaedefffnmdqwww toroidal gLLAQaedefffnmeqwww reducible gLLAQaedefffnpapvvo reducible gLLAQaedefffnmmejjr SFS[D(2,1)(2,1)] gLLAQaedefffnqaqssj SFS[D(7,2)(2,1)] gLLAQaedefffnqaqvvn SFS[D(2,1)(2,1)] gLLAQaedefffnqaqwwb SFS[D(5,1)(2,1)] gLLAQaedefffnqdqwwb SFS[D(7,2)(2,1)] gLLAQaedefffnqeqwwb SFS[D(2,1)(2,1)] gLLAQaedefffnlamcvk SFS[D(3,1)(2,1)] gLLAQaedefffnlamssr SFS[D(7,5)(3,1)] gLLAQaedefffnlamwbn m137(0,0) gLLAQaedefffnlamvvw reducible gLLAQaedefffnlamvvn SFS[D(3,1)(2,1)] gLLAQaedefffnlamvvf SFS[D(3,1)(2,1)] gLLAQaedefffnlamwwk SFS[D(5,4)(3,1)] gLLAQaedefffnldmwbn s460(0,0) gLLAQaedefffnldmwwk SFS[D(7,5)(3,1)] gLLAQaedefffnlemwbn m060(0,0) gLLAQaedefffnlemwwk SFS[D(3,1)(2,1)] gLLAQaedefffnlpmbwk m006(0,0) gLLAQaedefffnlpmbbn SFS[D(3,1)(2,1)] gLLAQaedefffnlqmbwk m070(0,0) gLLAQaedefffnlqmbbn SFS[D(5,4)(3,1)] gLLAQaedefffnlmmbwk SFS[D(7,3)(2,1)] gLLAQaedefffnlmmnnj SFS[D(5,4)(3,1)] gLLAQaedefffnlmmojn toroidal gLLAQaedefffnlmmbbn SFS[D(7,5)(3,1)] gLLAQaedefffnlmmjjs SFS[D(3,1)(2,1)] gLLAQaedefffnlmmjjb SFS[D(3,1)(2,1)] gLLAQaedefffnlmmjjk reducible gLLAQaedefffnlumoon reducible gLLAQaedefffnlumjok toroidal gLLAQaedefffnlxmcck SFS[D(3,1)(2,1)] gLLAQaedefffnlxmcvn toroidal gLLAQaedefffntapcvo reducible gLLAQaedefffntapssc SFS[D(7,2)(3,1)] gLLAQaedefffntapwbj m038(0,0) gLLAQaedefffntapvvk SFS[D(3,1)(2,1)] gLLAQaedefffntapvvj toroidal gLLAQaedefffntapvvg SFS[D(3,1)(2,1)] gLLAQaedefffntapwwo SFS[D(5,1)(3,1)] gLLAQaedefffntdpwbj s525(0,0) gLLAQaedefffntdpwwo SFS[D(7,2)(3,1)] gLLAQaedefffntepwbj m159(0,0) gLLAQaedefffntepwwo SFS[D(3,1)(2,1)] gLLAQaedefffntppbwo toroidal gLLAQaedefffntppbbj SFS[D(3,1)(2,1)] gLLAQaedefffntqpbwo m044(0,0) gLLAQaedefffntqpbbj SFS[D(5,1)(3,1)] gLLAQaedefffntmpbwo toroidal gLLAQaedefffntmpnnb SFS[D(5,1)(3,1)] gLLAQaedefffntmpojj m060(0,0) gLLAQaedefffntmpbbj SFS[D(7,2)(3,1)] gLLAQaedefffntmpjjr toroidal gLLAQaedefffntmpjjn SFS[D(3,1)(2,1)] gLLAQaedefffntmpjjo SFS[D(3,1)(2,1)] gLLAQaedefffntupooj SFS[D(3,1)(2,1)] gLLAQaedefffntupjoo toroidal gLLAQaedefffntxpcco toroidal gLLAQaedefffntxpcvj toroidal gLLAQaedefffnaaqrrc SFS[D(7,3)(2,1)] gLLAQaedefffnaaqcrc SFS[D(7,3)(2,1)] gLLAQaedefffnaaqsrc toroidal gLLAQaedefffnaaqrjc m070(0,0) gLLAQaedefffnaaqcjc SFS[D(5,1)(2,1)] gLLAQaedefffnaaqsjc m044(0,0) gLLAQaedefffnaaqrvc m006(0,0) gLLAQaedefffnaaqcvc toroidal gLLAQaedefffnaaqsvc toroidal gLLAQaedefffnaaqrrw toroidal gLLAQaedefffnaaqcrw m027(0,0) gLLAQaedefffnaaqsrw toroidal gLLAQaedefffnaaqrjw m026(0,0) gLLAQaedefffnaaqcjw toroidal gLLAQaedefffnaaqsjw toroidal gLLAQaedefffnaaqrvw SFS[D(3,1)(2,1)] gLLAQaedefffnaaqcvw SFS[D(3,1)(2,1)] gLLAQaedefffnaaqrrj SFS[D(2,1)(2,1)] gLLAQaedefffnaaqcrj m069(0,0) gLLAQaedefffnaaqsrj m043(0,0) gLLAQaedefffnaaqrjj SFS[D(2,1)(2,1)] gLLAQaedefffnaaqcjj SFS[D(5,1)(2,1)] gLLAQaedefffnaaqsjj SFS[D(7,2)(2,1)] gLLAQaedefffnaaqrvj toroidal gLLAQaedefffnaaqcvj m011(0,0) gLLAQaedefffnaaqsvj toroidal gLLAQaedefffnaaqssg SFS[D(7,4)(3,1)] gLLAQaedefffnaaqssn SFS[D(7,3)(3,1)] gLLAQaedefffnaaqsks SFS[D(7,3)(3,1)] gLLAQaedefffnaaqrss SFS[D(7,2)(3,1)] gLLAQaedefffnaaqcss SFS[D(7,5)(3,1)] gLLAQaedefffnaaqsbs SFS[D(7,4)(3,1)] gLLAQaedefffnaaqoso SFS[D(7,3)(2,1)] gLLAQaedefffnaaqkkv SFS[D(2,1)(2,1)] gLLAQaedefffnaaqwbb SFS[D(5,1)(2,1)] gLLAQaedefffnaaqvvo SFS[D(3,1)(2,1)] gLLAQaedefffnaaqvvb SFS[D(3,1)(2,1)] gLLAQaedefffnaaqvrv toroidal gLLAQaedefffnaaqfvv SFS[D(3,1)(2,1)] gLLAQaedefffnaaqgvv SFS[D(3,1)(2,1)] gLLAQaedefffnaaqvjv toroidal gLLAQaedefffnaaqgwg SFS[D(5,1)(2,1)] gLLAQaedefffnaaqffs SFS[D(7,3)(2,1)] gLLAQaedefffnaaqvnn SFS[D(2,1)(2,1)] gLLAQaedefffnaaqwwc toroidal gLLAQaedefffnaaqwwj toroidal gLLAQaedefffnaaqwfw SFS[D(5,4)(3,1)] gLLAQaedefffnaaqkww SFS[D(5,1)(3,1)] gLLAQaedefffnaaqoww SFS[D(5,4)(3,1)] gLLAQaedefffnaaqwnw SFS[D(5,1)(3,1)] gLLAQaedefffnadqrrw SFS[D(7,3)(2,1)] gLLAQaedefffnadqwbb SFS[D(7,3)(2,1)] gLLAQaedefffnadqgwg SFS[D(7,2)(2,1)] gLLAQaedefffnadqwwc SFS[D(7,4)(3,1)] gLLAQaedefffnadqwwj SFS[D(7,3)(3,1)] gLLAQaedefffnadqwfw SFS[D(7,5)(3,1)] gLLAQaedefffnadqkww SFS[D(7,4)(3,1)] gLLAQaedefffnadqoww SFS[D(7,3)(3,1)] gLLAQaedefffnadqwnw SFS[D(7,2)(3,1)] gLLAQaedefffnaeqrrw SFS[D(2,1)(2,1)] gLLAQaedefffnaeqwbb toroidal gLLAQaedefffnaeqgwg SFS[D(2,1)(2,1)] gLLAQaedefffnaeqwwc SFS[D(3,1)(2,1)] gLLAQaedefffnaeqwwj SFS[D(3,1)(2,1)] gLLAQaedefffnaeqwfw SFS[D(3,1)(2,1)] gLLAQaedefffnaeqkww toroidal gLLAQaedefffnaeqoww toroidal gLLAQaedefffnaeqwnw SFS[D(3,1)(2,1)] gLLAQaedefffnaaurvj SFS[D(5,2)(2,1)] gLLAQaedefffnapqffw SFS[D(7,3)(2,1)] gLLAQaedefffnapqfww SFS[D(7,3)(2,1)] gLLAQaedefffnapqfnw toroidal gLLAQaedefffnapqcfw m070(0,0) gLLAQaedefffnapqcww SFS[D(5,1)(2,1)] gLLAQaedefffnapqcnw m044(0,0) gLLAQaedefffnapqbfw m006(0,0) gLLAQaedefffnapqbww toroidal gLLAQaedefffnapqbnw toroidal gLLAQaedefffnapqnng SFS[D(7,3)(3,1)] gLLAQaedefffnapqnnn reducible gLLAQaedefffnapqnns SFS[D(7,4)(3,1)] gLLAQaedefffnapqbbo SFS[D(3,1)(2,1)] gLLAQaedefffnapqbbb reducible gLLAQaedefffnapqbbv SFS[D(3,1)(2,1)] gLLAQaedefffnapqjjc toroidal gLLAQaedefffnapqjjj reducible gLLAQaedefffnapqjjw toroidal gLLAQaedefffnaqqbww SFS[D(5,1)(2,1)] gLLAQaedefffnaqqnnn reducible gLLAQaedefffnaqqnvv SFS[D(2,1)(2,1)] gLLAQaedefffnaqqbbb reducible gLLAQaedefffnaqqjsg m043(0,0) gLLAQaedefffnaqqjss SFS[D(7,2)(2,1)] gLLAQaedefffnaqqjsn toroidal gLLAQaedefffnaqqjjc SFS[D(7,3)(3,1)] gLLAQaedefffnaqqjjj reducible gLLAQaedefffnaqqjjw SFS[D(7,4)(3,1)] gLLAQaedefffnamqbww SFS[D(7,3)(2,1)] gLLAQaedefffnamqnnn reducible gLLAQaedefffnamqojb toroidal gLLAQaedefffnamqbbb reducible gLLAQaedefffnamqjjc SFS[D(3,1)(2,1)] gLLAQaedefffnamqjjj reducible gLLAQaedefffnamqjjw SFS[D(3,1)(2,1)] gLLAQaedefffnauqccc reducible gLLAQaedefffnauqccw toroidal gLLAQaedefffnauqccj toroidal gLLAQaedefffnauqooo reducible gLLAQaedefffnauqoov SFS[D(3,1)(2,1)] gLLAQaedefffnauqoob SFS[D(3,1)(2,1)] gLLAQaedefffnauqggg reducible gLLAQaedefffnauqggs SFS[D(7,3)(3,1)] gLLAQaedefffnauqggn SFS[D(7,4)(3,1)] gLLAQaedefffnauqkkw SFS[D(2,1)(2,1)] gLLAQaedefffnauqkww SFS[D(2,1)(2,1)] gLLAQaedefffnauqkow toroidal gLLAQaedefffnauqjkw m069(0,0) gLLAQaedefffnauqjww SFS[D(5,1)(2,1)] gLLAQaedefffnauqjow m011(0,0) gLLAQaedefffnauqgkw m043(0,0) gLLAQaedefffnauqgww SFS[D(7,2)(2,1)] gLLAQaedefffnauqgow toroidal gLLAQaedefffnaxqccc reducible gLLAQaedefffnaxqccw SFS[D(3,1)(2,1)] gLLAQaedefffnaxqccj SFS[D(3,1)(2,1)] gLLAQaedefffnaxqoss SFS[D(7,3)(2,1)] gLLAQaedefffnaxqooo reducible gLLAQaedefffnaxqcvo toroidal gLLAQaedefffnaxqcvb m006(0,0) gLLAQaedefffnaxqcvv toroidal gLLAQaedefffnaxqggg reducible gLLAQaedefffnaxqgww SFS[D(5,1)(2,1)] gLLAQaedefffnatqccc reducible gLLAQaedefffnatqccw SFS[D(7,3)(3,1)] gLLAQaedefffnatqccj SFS[D(7,4)(3,1)] gLLAQaedefffnatqncg toroidal gLLAQaedefffnatqooo reducible gLLAQaedefffnatqggg reducible gLLAQaedefffnatqgww SFS[D(2,1)(2,1)] gLLAQaedefffnxahrrw SFS[D(5,1)(2,1)] gLLAQaedefffnxahrjw m137(0,0) gLLAQaedefffnxahrvw m038(0,0) gLLAQaedefffnxahsss toroidal gLLAQaedefffnxahkkv SFS[D(2,1)(2,1)] gLLAQaedefffnxahvvv reducible gLLAQaedefffnxahffs SFS[D(7,2)(2,1)] gLLAQaedefffnxahwfw m345(0,0) gLLAQaedefffnxahwww toroidal gLLAQaedefffnxahwnw m221(0,0) gLLAQaedefffnxdhwfw s650(0,0) gLLAQaedefffnxdhwww toroidal gLLAQaedefffnxdhwnw s345(0,0) gLLAQaedefffnxehwfw toroidal gLLAQaedefffnxehwww reducible gLLAQaedefffnxehwnw toroidal gLLAQaedefffnxphffw SFS[D(7,2)(2,1)] gLLAQaedefffnxphcfw s213(0,0) gLLAQaedefffnxphbfw m195(0,0) gLLAQaedefffnxuhkkw SFS[D(2,1)(2,1)] gLLAQaedefffnxuhkww toroidal gLLAQaedefffnxuhkow toroidal gLLAQaedefffniaeffc SFS[D(2,1)(2,1)] gLLAQaedefffniaxvvj SFS[D(2,1)(2,1)] gLLAQaedefffniamvvj SFS[D(2,1)(2,1)] gLLAQaedefffnimejjr toroidal gLLAQaedefffnimxjjr SFS[D(2,1)(2,1)] gLLAQaedefffnimmjjr SFS[D(2,1)(2,1)] gLLAQaedefffniteffj SFS[D(2,1)(2,1)] gLLAQaedefffndausvs toroidal gLLAQaedefffndaucbj m038(0,0) gLLAQaedefffndauvvw SFS[A(2,1)] gLLAQaedefffndauffr SFS[D(5,1)(2,1)] gLLAQaedefffndaisvs toroidal gLLAQaedefffndaqsvs m125(0,0)(0,0) gLLAQaeedfffnxllnfj SFS[D(3,1)(3,2)] gLLAQaeedfffnxllnnj SFS[D(3,1)(3,1)] gLLAQaeedfffnxllnwj toroidal gLLAQaeedfffndtabbj reducible gLLAQaeedfffndudffj SFS[D(5,1)(2,1)] gLLAQaeedfffnaluvnf SFS[D(5,3)(3,1)] gLLAQaeedfffnahikkj SFS[D(2,1)(2,1)] gLLAQaeedfffnahikbj toroidal gLLAQaeedfffnahiksj SFS[D(11,3)(2,1)] gLLAQaeedfffnallrwf SFS[D(7,2)(2,1)] gLLAQaeedfffnallnwf SFS[D(2,1)(2,1)] gLLAQaeedfffnallowf SFS[D(5,1)(2,1)] gLLAQaeedfffnallrrj SFS[D(7,3)(2,1)] gLLAQaeedfffnallorj toroidal gLLAQaeedfffnallnrj SFS[D(2,1)(2,1)] gLLAQaeedfffnailrrj SFS[D(2,1)(2,1)] gLLAQaeedfffnailorj toroidal gLLAQaeedfffnailnrj SFS[D(11,3)(2,1)] gLLAQaeedfffnaitrrk SFS[D(2,1)(2,1)] gLLAQaeedfffnahlrrj toroidal gLLAQaeedfffnahlorj toroidal gLLAQaeedfffnahlnrj toroidal gLLAQaeedfffnaldrrf SFS[D(7,3)(2,1)] gLLAQaeedfffnaldrwj m029(0,0) gLLAQaeedfffnaidnwj m053(0,0) gLLAQaeedfffnahpokj toroidal gLLAQaeedfffnahpooj reducible gLLAQaeedfffnahpowj toroidal gLLAQaeedfffnahdokj toroidal gLLAQaeedfffnahdooj toroidal gLLAQaeedfffnahdowj toroidal gLLAQaeedfffnahhrrb toroidal gLLAQaeedfffnahhccn toroidal gLLAQaeedfffnahhffj SFS[D(7,3)(2,1)] gLLAQaeedfffnahhfvj toroidal gLLAQaeedfffnahhfgj SFS[D(2,1)(2,1)] gLLAQaeedfffnahhokj reducible gLLAQaeedfffnahhooj toroidal gLLAQaeedfffnahhowj toroidal gLLAQaeedfffnahhkkn SFS[D(2,1)(2,1)] gLLAQaeedfffnahhggb reducible gLLAQaeedfffnpllnnj toroidal gLLAQaeedfffnqtabbj SFS[D(3,1)(3,2)] gLLAQaeedfffnptissg SFS[D(3,1)(2,1)] gLLAQaeedfffnmluvnf SFS[D(5,2)(3,1)] gLLAQaeedfffnmllnvj SFS[D(5,3)(5,2)] gLLAQaeedfffnqaannv reducible gLLAQaeedfffnqaabbw SFS[D(3,1)(2,1)] gLLAQaeedfffnqaajjs SFS[D(3,1)(2,1)] gLLAQaeedfffnqalnnv SFS[D(3,1)(2,1)] gLLAQaeedfffnqatnnv SFS[D(3,1)(2,1)] gLLAQaeedfffnqdaksj SFS[D(5,3)(4,1)] gLLAQaeedfffnqdakbj SFS[D(4,3)(4,1)] gLLAQaeedfffnllabbn SFS[D(3,1)(3,2)] gLLAQaeedfffnlllnnj SFS[D(3,1)(3,2)] gLLAQaeedfffnlllbbn SFS[D(3,1)(3,1)] gLLAQaeedfffnllljjb reducible gLLAQaeedfffnlltbbn reducible gLLAQaeedfffnttabbj SFS[D(3,1)(3,1)] gLLAQaeedfffnttlnnb SFS[D(3,1)(3,1)] gLLAQaeedfffnttlbbj SFS[D(3,1)(3,2)] gLLAQaeedfffnttljjn reducible gLLAQaeedfffntttbbj reducible gLLAQaeedfffnaeuvfg SFS[D(5,2)(2,1)] gLLAQaeedfffnadakbs SFS[D(4,1)(2,1)] gLLAQaeedfffnaaannn reducible gLLAQaeedfffnaaabbb reducible gLLAQaeedfffnaaajjj reducible gLLAQaeedfffnaalnnn reducible gLLAQaeedfffnaalbbb reducible gLLAQaeedfffnaaljjj reducible gLLAQaeedfffnaatnnn reducible gLLAQaeedfffnaatbbb reducible gLLAQaeedfffnaatjjj reducible gLLAQaeedfffnaapccc reducible gLLAQaeedfffnaapooo reducible gLLAQaeedfffnaapggg reducible gLLAQaeedfffnaadccc reducible gLLAQaeedfffnaadooo reducible gLLAQaeedfffnaadggg reducible gLLAQaeedfffnaahccc reducible gLLAQaeedfffnaahooo reducible gLLAQaeedfffnaahggg reducible gLLAQaeedfffnxtuffg SFS[D(5,3)(3,1)] gLLAQaeedfffnxtugfg SFS[D(5,2)(3,1)] gLLAQaeedfffnxtuvfg reducible gLLAQaeedfffniluvvj reducible gLLAQaeedfffniluvnf toroidal gLLAQaeedfffnillnnf reducible gLLAQaeedfffnillnvj toroidal gLLAQaeedfffndauvwv SFS[A(5,2)] gLLMQbdeeefftvmllms SFS[D(2,1)(2,1)] gLLMQbceeeffagtexhk SFS[D(3,1)(3,1)] gLLMQbcdeeffaccqucw toroidal gLLAQcdeeefftfamahw toroidal gLLAQcedeefftabtdhw toroidal gLLMQbcdeeffaocqucw toroidal gLLMQbcdeeffagcqucw toroidal gLLAQbdeeeffhgadmpr SFS[D(5,2)(3,1)] gLLMQbcdeeffaooeqcw toroidal gLLMQbcdeeffaoreqcw toroidal gLLAQcedefefpqvxmtr m034(0,0) gLLAQcdeefefpkhampr SFS[D(5,3)(5,2)] gLLMQbcdeeffxorthvw s663(0,0) gLLMQbcdeeffaoommww SFS[D(2,1)(2,1)] gLLAQbdeeeffhgddmpr SFS[D(5,3)(3,1)] gLLMQbcdeeffaooeecw SFS[D(5,1)(2,1)] gLLMQbcdeeffaoreecw SFS[D(7,2)(2,1)] gLLMQbcefeefxouummk m117(0,0) gLLMQbcdeeffaoneecw SFS[D(2,1)(2,1)] gLLMQbdeeefftvmmmms SFS[D(2,1)(2,1)] gLLMQbcdeeffaooxxjw SFS[D(7,2)(2,1)] gLLMQbcdeeffabbhhrr SFS[D(2,1)(2,1)] gLLMQbceeeffagaxxhk SFS[D(5,1)(2,1)] gLLMQbcdeeffxorttvw SFS[D(7,3)(2,1)] gLLAQbdeeeffhgedmpr toroidal gLLAQbdeeeffabedmpr reducible gLLMQbcdeeffaooelcw SFS[D(7,3)(2,1)] gLLMQbcdeeffaorelcw SFS[D(8,3)(2,1)] gLLAQcedefefuqvdxtk m262(0,0) gLLAQcdeefefukhuxpk toroidal gLLMQbcdeeffxortmvw s793(0,0) gLLAQcedeefflabtdhw SFS[D(4,1)(2,1)] gLLMQbcdeeffaocqicw SFS[D(5,2)(2,1)] gLLMQbcdeeffagcqicw SFS[D(4,1)(2,1)] gLLAQcedeeffhavuhqk SFS[D(5,3)(3,1)] gLLAQbdeefefdwahuln SFS[D(5,2)(3,1)] gLLAQbdeefefevdmupn reducible gLLAQcedeeffhavxhqk m146(0,0) gLLAQcedeeffhpveiqk m239(0,0) gLLAQcedeeffhuvmlqk SFS[D(5,3)(3,1)] gLLAQcedeeffhajaqqk SFS[D(7,3)(2,1)] gLLAQcedeeffharxhqk SFS[D(5,3)(3,1)] gLLAQcedeeffhajxhqk m015(0,0) gLLAQcedeeffhlvaqqk m016(0,0) gLLAQcedeeffhavaqqk SFS[D(8,3)(2,1)] gLLAQcedeeffhtvaqqk m118(0,0) gLLAQcedeeffhlvaeqk m006(0,0) gLLAQcedeeffhavaeqk SFS[D(7,3)(2,1)] gLLAQcedeeffhtvaeqk m070(0,0) gLLAQcedeeffhavthqk m015(0,0) gLLAQcedeeffhpvdiqk m115(0,0) gLLAQcedeeffhuvqlqk SFS[D(5,2)(3,1)] gLLAQbdeefefevdduen SFS[D(5,2)(2,1)] gLLAQcdeeeffafapahw SFS[D(8,3)(2,1)] gLLAQbdeefefdraaldr SFS[D(8,3)(2,1)] gLLAQbdeefefenddler toroidal gLLAQbdeeeffmviiexr toroidal gLLAQcdeeeffasaqaqj toroidal gLLAQcdeeeffasuduqj m060(0,0) gLLAQcdeeeffasptpqj toroidal gLLAQcdeeeffacaaqqj reducible gLLAQcdeeeffacaqaqj SFS[D(7,2)(2,1)] gLLAQcdeeeffasiaqqj SFS[D(8,3)(3,1)] gLLAQcdeeeffasaaqqj reducible gLLAQcdeeeffasmaqqj SFS[D(8,3)(3,1)] gLLAQcdeeeffariamqj SFS[D(8,3)(3,1)] gLLAQcdeeeffaraamqj reducible gLLAQcdeeeffarmamqj SFS[D(8,3)(3,1)] gLLAQcdeeeffafamahw SFS[D(7,2)(2,1)] gLLAQcdeeeffafueuhw m118(0,0) gLLAQcdeeeffafpxphw m064(0,0) gLLAQcedeeffaabtdhw SFS[D(8,3)(2,1)] gLLAQcedeeffapfamqj SFS[D(8,3)(2,1)] gLLAQcedeeffalbtdhw toroidal gLLAQcdeeeffacaqdqj toroidal gLLAQcdeeeffacmqdqj m016(0,0) gLLAQcdeeeffaciqdqj toroidal gLLAQcdeeeffasiamqj toroidal gLLAQcdeeeffasaamqj reducible gLLAQcdeeeffasmamqj toroidal gLLAQcdeeeffacaapqj reducible gLLAQcdeeeffaglxmhw toroidal gLLAQcdeeeffaraapqj reducible gLLAQcdeeeffacaqeqj SFS[D(8,3)(2,1)] gLLAQcdeeeffaviamhw SFS[D(8,3)(3,1)] gLLAQcdeeeffavaamhw reducible gLLAQcdeeeffavmamhw SFS[D(8,3)(3,1)] gLLAQcdeeeffafiamhw toroidal gLLAQcdeeeffafaamhw reducible gLLAQcdeeeffafmamhw toroidal gLLAQcdeeeffavaqdhw toroidal gLLAQcdeeeffavmqdhw m060(0,0) gLLAQcdeeeffaviqdhw toroidal gLLAQcdeeeffasamaqj SFS[D(7,2)(2,1)] gLLAQcdeeeffasueuqj m119(0,0) gLLAQcdeeeffaspxpqj m019(0,0) gLLAQcedeeffalwtdqj SFS[D(5,2)(2,1)] gLLAQcdeeeffagaaphw reducible gLLAQcdeeeffarlxmqj toroidal gLLAQcdeeeffafiaphw SFS[D(8,3)(3,1)] gLLAQcdeeeffafaaphw reducible gLLAQcdeeeffafmaphw SFS[D(8,3)(3,1)] gLLAQcdeeeffavaaqhw reducible gLLAQcdeeeffafaqahw toroidal gLLAQcdeeeffafuduhw m016(0,0) gLLAQcdeeeffafptphw toroidal gLLAQcdeeeffagaaqhw reducible gLLAQcdeeeffagaqahw SFS[D(8,3)(2,1)] gLLAQcdeeeffavaqahw SFS[D(7,2)(2,1)] gLLAQcedefefalstdtj SFS[D(4,1)(2,1)] gLLAQbdeeeffmkamtpr SFS[A(5,2)] gLLAQbdeeeffavmilxr T2xI gLLAQcedeeffiivpxtj m059(0,0) gLLAQcedeeffiavhttj m007(0,0) gLLAQaedefffjtapwwo SFS[D(7,2)(3,1)] gLLAQaedefffjtapvvj SFS[D(2,1)(2,1)] gLLAQaedefffjtapwbj m137(0,0) gLLAQaedefffjtapssc toroidal gLLAQaedefffjtapcvo reducible gLLAQaedefffjtepwbj m145(0,0) gLLAQaedefffjtdpwwo toroidal gLLAQaedefffjtdpwbj s584(0,0) gLLAQaedefffjtupjoo toroidal gLLAQaedefffjtxpcco SFS[D(2,1)(2,1)] gLLAQaedefffjtxpcvj SFS[D(4,1)(2,1)] gLLAQaedefffjtppbwo toroidal gLLAQaedefffjtqpbwo m064(0,0) gLLAQaedefffjtqpbbj SFS[D(7,2)(3,1)] gLLAQaedefffjtmpbwo toroidal gLLAQaedefffjtmpnnb SFS[D(7,2)(3,1)] gLLAQaedefffjtmpojj m043(0,0) gLLAQaedefffjtmpbbj toroidal gLLAQaedefffjtmpjjr SFS[D(2,1)(2,1)] gLLAQaedefffjaaxwwr toroidal gLLAQaedefffjaaxgwb m142(0,0) gLLAQaedefffjaaxosj m035(0,0) gLLAQaedefffjaaxssf SFS[D(8,3)(2,1)] gLLAQaedefffjaaxcvn SFS[D(5,2)(3,1)] gLLAQaedefffjaaxcvo SFS[D(4,1)(3,1)] gLLAQaedefffjadxwwr SFS[D(8,3)(2,1)] gLLAQaedefffjaxxosf toroidal gLLAQaedefffjaxxooj SFS[D(8,3)(2,1)] gLLAQaedefffjaxxggb toroidal gLLAQaedefffjaxxgwr SFS[D(7,2)(2,1)] gLLAQaedefffjatxooj toroidal gLLAQaedefffjimejjr SFS[D(2,1)(2,1)] gLLAQaedefffjxaeffv SFS[D(4,3)(3,1)] gLLAQaedefffjlamwwk SFS[D(7,5)(3,1)] gLLAQaedefffjlamwbn m220(0,0) gLLAQaedefffjlamssr toroidal gLLAQaedefffjlamcvk toroidal gLLAQaedefffjlemwbn m119(0,0) gLLAQaedefffjldmwwk toroidal gLLAQaedefffjldmwbn s538(0,0) gLLAQaedefffjlumjok SFS[D(5,2)(2,1)] gLLAQaedefffjlxmcvn m019(0,0) gLLAQaedefffjlpmbwk m016(0,0) gLLAQaedefffjlqmbwk m118(0,0) gLLAQaedefffjlqmbbn SFS[D(7,5)(3,1)] gLLAQaedefffjlmmbwk SFS[D(8,3)(2,1)] gLLAQaedefffjlmmnnj SFS[D(7,5)(3,1)] gLLAQaedefffjlmmojn SFS[D(7,2)(2,1)] gLLAQaedefffjlmmbbn toroidal gLLAQaedefffjpapvvo reducible gLLAQaedefffjxahwfw m389(0,0) gLLAQaedefffjxahwww SFS[D(7,3)(2,1)] gLLAQaedefffjxahwnw m345(0,0) gLLAQaedefffjxahffs toroidal gLLAQaedefffjxahsss SFS[D(8,3)(2,1)] gLLAQaedefffjxahrrw SFS[D(7,2)(2,1)] gLLAQaedefffjxahrjw m220(0,0) gLLAQaedefffjxahrvw m137(0,0) gLLAQaedefffjxehwfw SFS[D(8,3)(3,1)] gLLAQaedefffjxehwnw SFS[D(7,4)(3,1)] gLLAQaedefffjxdhwfw s698(0,0) gLLAQaedefffjxdhwww SFS[D(8,3)(2,1)] gLLAQaedefffjxdhwnw s448(0,0) gLLAQaedefffjxuhkww SFS[D(5,3)(5,2)] gLLAQaedefffjxuhkow SFS[D(5,3)(4,1)] gLLAQaedefffjxphffw toroidal gLLAQaedefffjxphcfw s318(0,0) gLLAQaedefffjxphbfw m232(0,0) gLLAQaedefffjmaqwww SFS[D(7,4)(3,1)] gLLAQaedefffjmaqsss SFS[D(8,3)(3,1)] gLLAQaedefffjmdqwww SFS[D(8,3)(3,1)] gLLAQaedefffjiaqwww SFS[D(7,3)(3,1)] gLLAQaedefffjiaqsss SFS[D(8,3)(3,1)] gLLAQaedefffjidqwww SFS[D(8,3)(3,1)] gLLAQaedefffjaaqwwj toroidal gLLAQaedefffjaaqwwc toroidal gLLAQaedefffjaaqkww SFS[D(7,2)(3,1)] gLLAQaedefffjaaqwfw SFS[D(7,5)(3,1)] gLLAQaedefffjaaqwnw SFS[D(7,2)(3,1)] gLLAQaedefffjaaqoww SFS[D(7,5)(3,1)] gLLAQaedefffjaaqffs SFS[D(8,3)(2,1)] gLLAQaedefffjaaqgwg SFS[D(7,2)(2,1)] gLLAQaedefffjaaqvrv toroidal gLLAQaedefffjaaqvjv toroidal gLLAQaedefffjaaqwbb SFS[D(7,2)(2,1)] gLLAQaedefffjaaqoso SFS[D(8,3)(2,1)] gLLAQaedefffjaaqssn SFS[D(8,3)(3,1)] gLLAQaedefffjaaqssg SFS[D(8,3)(3,1)] gLLAQaedefffjaaqrss toroidal gLLAQaedefffjaaqsks SFS[D(8,3)(3,1)] gLLAQaedefffjaaqsbs SFS[D(8,3)(3,1)] gLLAQaedefffjaaqcss toroidal gLLAQaedefffjaaqrvj SFS[D(5,2)(2,1)] gLLAQaedefffjaaqcrj m119(0,0) gLLAQaedefffjaaqcjj SFS[D(7,2)(2,1)] gLLAQaedefffjaaqcvj m019(0,0) gLLAQaedefffjaaqsrj m060(0,0) gLLAQaedefffjaaqsjj toroidal gLLAQaedefffjaaqsvj toroidal gLLAQaedefffjaaqrrw toroidal gLLAQaedefffjaaqrjw m052(0,0) gLLAQaedefffjaaqrvw toroidal gLLAQaedefffjaaqcrw m055(0,0) gLLAQaedefffjaaqcjw toroidal gLLAQaedefffjaaqcvw toroidal gLLAQaedefffjaaqsrw toroidal gLLAQaedefffjaaqsjw toroidal gLLAQaedefffjaaqrrc SFS[D(8,3)(2,1)] gLLAQaedefffjaaqrjc m118(0,0) gLLAQaedefffjaaqrvc m016(0,0) gLLAQaedefffjaaqcrc SFS[D(8,3)(2,1)] gLLAQaedefffjaaqcjc SFS[D(7,2)(2,1)] gLLAQaedefffjaaqcvc toroidal gLLAQaedefffjaaqsrc toroidal gLLAQaedefffjaaqsjc m064(0,0) gLLAQaedefffjaaqsvc toroidal gLLAQaedefffjaeqkww toroidal gLLAQaedefffjaeqoww toroidal gLLAQaedefffjaeqwbb toroidal gLLAQaedefffjadqwwj SFS[D(8,3)(3,1)] gLLAQaedefffjadqwwc SFS[D(8,3)(3,1)] gLLAQaedefffjadqkww SFS[D(8,3)(3,1)] gLLAQaedefffjadqwfw toroidal gLLAQaedefffjadqwnw toroidal gLLAQaedefffjadqoww SFS[D(8,3)(3,1)] gLLAQaedefffjadqgwg toroidal gLLAQaedefffjadqwbb SFS[D(8,3)(2,1)] gLLAQaedefffjadqrrw SFS[D(8,3)(2,1)] gLLAQaedefffjaaurvj SFS[D(4,1)(2,1)] gLLAQaedefffjauqccj toroidal gLLAQaedefffjauqccc reducible gLLAQaedefffjauqccw toroidal gLLAQaedefffjauqggn SFS[D(8,3)(3,1)] gLLAQaedefffjauqggg reducible gLLAQaedefffjauqggs SFS[D(8,3)(3,1)] gLLAQaedefffjauqkow SFS[D(5,2)(2,1)] gLLAQaedefffjauqjkw m119(0,0) gLLAQaedefffjauqjww SFS[D(7,2)(2,1)] gLLAQaedefffjauqjow m019(0,0) gLLAQaedefffjauqgkw m060(0,0) gLLAQaedefffjauqgww toroidal gLLAQaedefffjauqgow toroidal gLLAQaedefffjaxqoss SFS[D(8,3)(2,1)] gLLAQaedefffjaxqooo reducible gLLAQaedefffjaxqcvb m016(0,0) gLLAQaedefffjaxqcvv toroidal gLLAQaedefffjaxqcvo toroidal gLLAQaedefffjaxqggg reducible gLLAQaedefffjaxqgww SFS[D(7,2)(2,1)] gLLAQaedefffjatqccj SFS[D(8,3)(3,1)] gLLAQaedefffjatqccc reducible gLLAQaedefffjatqccw SFS[D(8,3)(3,1)] gLLAQaedefffjatqncg toroidal gLLAQaedefffjatqooo reducible gLLAQaedefffjapqffw SFS[D(8,3)(2,1)] gLLAQaedefffjapqfww SFS[D(8,3)(2,1)] gLLAQaedefffjapqfnw toroidal gLLAQaedefffjapqcfw m118(0,0) gLLAQaedefffjapqcww SFS[D(7,2)(2,1)] gLLAQaedefffjapqcnw m064(0,0) gLLAQaedefffjapqbfw m016(0,0) gLLAQaedefffjapqbww toroidal gLLAQaedefffjapqbnw toroidal gLLAQaedefffjapqnnn reducible gLLAQaedefffjapqnns SFS[D(8,3)(3,1)] gLLAQaedefffjapqnng SFS[D(8,3)(3,1)] gLLAQaedefffjapqjjj reducible gLLAQaedefffjapqjjw toroidal gLLAQaedefffjapqjjc toroidal gLLAQaedefffjaqqbww SFS[D(7,2)(2,1)] gLLAQaedefffjaqqbbb reducible gLLAQaedefffjaqqjsn toroidal gLLAQaedefffjaqqjsg m060(0,0) gLLAQaedefffjaqqjss toroidal gLLAQaedefffjaqqjjj reducible gLLAQaedefffjaqqjjw SFS[D(8,3)(3,1)] gLLAQaedefffjaqqjjc SFS[D(8,3)(3,1)] gLLAQaedefffjamqbww SFS[D(8,3)(2,1)] gLLAQaedefffjamqnnn reducible gLLAQaedefffjamqojb toroidal gLLAQaedefffjamqbbb reducible gLLAQaedefffjqaqwwb SFS[D(7,2)(2,1)] gLLAQaedefffjqaqssj toroidal gLLAQaedefffjqdqwwb toroidal gLLAQaedefffjtaivvf reducible gLLAQaedefffjtaicvs SFS[D(2,1)(2,1)] gLLAQaedefffjtxiccs reducible gLLAQaedefffjtxicvf SFS[D(2,1)(2,1)] gLLAQaedefffjdaisvs toroidal gLLAQaedefffjdauffr SFS[D(7,2)(2,1)] gLLAQaedefffjdauvvw T2xI gLLAQaedefffjdaucbj m310(0,0) gLLAQaedefffjdausvs m125(0,0)(0,0) gLLAQaedefffjdaqsvs toroidal gLLAQaeedfffjqtabbj SFS[D(3,1)(3,1)] gLLAQaeedfffjdudffj SFS[D(7,2)(2,1)] gLLAQaeedfffjdtabbj reducible gLLAQaeedfffjttabbj SFS[D(3,1)(3,2)] gLLAQaeedfffjttlnnb SFS[D(3,1)(3,2)] gLLAQaeedfffjttlbbj toroidal gLLAQaeedfffjttljjn SFS[D(3,1)(3,1)] gLLAQaeedfffjtttbbj SFS[D(3,1)(3,1)] gLLAQaeedfffjmluvnf SFS[D(4,1)(3,1)] gLLAQaeedfffjmllnvj SFS[D(5,3)(4,1)] gLLAQaeedfffjaluvnf SFS[D(4,3)(3,1)] gLLAQaeedfffjahikbj toroidal gLLAQaeedfffjahiksj SFS[D(10,3)(2,1)] gLLAQaeedfffjaidnwj m045(0,0) gLLAQaeedfffjaldrrf SFS[D(8,3)(2,1)] gLLAQaeedfffjaldrwj m035(0,0) gLLAQaeedfffjahpokj toroidal gLLAQaeedfffjahpooj reducible gLLAQaeedfffjahpowj toroidal gLLAQaeedfffjahdokj toroidal gLLAQaeedfffjahdooj toroidal gLLAQaeedfffjahdowj toroidal gLLAQaeedfffjahhrrb toroidal gLLAQaeedfffjahhccn toroidal gLLAQaeedfffjahhffj SFS[D(8,3)(2,1)] gLLAQaeedfffjahhfvj toroidal gLLAQaeedfffjahhokj reducible gLLAQaeedfffjahhooj toroidal gLLAQaeedfffjahhowj toroidal gLLAQaeedfffjahhggb reducible gLLAQaeedfffjailorj toroidal gLLAQaeedfffjailnrj SFS[D(10,3)(2,1)] gLLAQaeedfffjallrwf toroidal gLLAQaeedfffjallowf SFS[D(7,2)(2,1)] gLLAQaeedfffjallrrj SFS[D(8,3)(2,1)] gLLAQaeedfffjallorj toroidal gLLAQaeedfffjahlrrj toroidal gLLAQaeedfffjahlorj toroidal gLLAQaeedfffjahlnrj toroidal gLLAQaeedfffjiluvnf toroidal gLLAQaeedfffjiluvvj reducible gLLAQaeedfffjillnnf reducible gLLAQaeedfffjillnvj toroidal gLLAQaeedfffjpllnnj toroidal gLLAQaeedfffjxllnfj reducible gLLAQaeedfffjxllnnj SFS[D(3,1)(3,2)] gLLAQaeedfffjxllnwj SFS[D(3,1)(3,1)] gLLAQaeedfffjllabbn SFS[D(3,1)(3,1)] gLLAQaeedfffjlllnnj SFS[D(3,1)(3,1)] gLLAQaeedfffjlllbbn toroidal gLLAQaeedfffjllljjb SFS[D(3,1)(3,2)] gLLAQaeedfffjlltbbn SFS[D(3,1)(3,2)] gLLAQaeedfffjptissg SFS[D(3,1)(2,1)] gLLAQaeedfffjxtuffg SFS[D(4,3)(3,1)] gLLAQaeedfffjxtugfg SFS[D(4,1)(3,1)] gLLAQaeedfffjxtuvfg reducible gLLAQaeedfffjaeuvfg SFS[D(4,1)(2,1)] gLLAQaeedfffjaapccc reducible gLLAQaeedfffjaapooo reducible gLLAQaeedfffjaapggg reducible gLLAQaeedfffjaadccc reducible gLLAQaeedfffjaadooo reducible gLLAQaeedfffjaadggg reducible gLLAQaeedfffjaahccc reducible gLLAQaeedfffjaahooo reducible gLLAQaeedfffjaahggg reducible gLLAQaeedfffjadakbs SFS[D(5,2)(2,1)] gLLAQaeedfffjaaannn reducible gLLAQaeedfffjaaabbb reducible gLLAQaeedfffjaaajjj reducible gLLAQaeedfffjaalnnn reducible gLLAQaeedfffjaalbbb reducible gLLAQaeedfffjaaljjj reducible gLLAQaeedfffjaatnnn reducible gLLAQaeedfffjaatbbb reducible gLLAQaeedfffjaatjjj reducible gLLAQaeedfffjqdaksj SFS[D(5,3)(5,2)] gLLAQaeedfffjqdakbj SFS[D(5,3)(4,1)] gLLAQaeedfffjqaannv SFS[D(3,1)(2,1)] gLLAQaeedfffjqaabbw SFS[D(3,1)(2,1)] gLLAQaeedfffjqaajjs toroidal gLLAQaeedfffjqalnnv SFS[D(3,1)(2,1)] gLLAQaeedfffjqatnnv toroidal gLLAQaeedfffjdauvwv SFS[A(4,1)] gLLMQbceeeffagtexhj m007(0,0) gLLAQbdeeeffabddmpn SFS[D(2,1)(2,1)] gLLAQbdeeeffhgddmpn toroidal gLLMQbdeefefhgeeles SFS[D(2,1)(2,1)] gLLMQbcdeeffxorttvs SFS[D(8,3)(2,1)] gLLMQbcdeeffaooxxjs toroidal gLLMQbceeeffagaxxhj SFS[D(7,2)(2,1)] gLLMQbcdeeffaoreecs toroidal gLLMQbcefeefxouummj m146(0,0) gLLMQbcdeeffaooeecs SFS[D(7,2)(2,1)] gLLAQbdeeeffabadmpn SFS[D(2,1)(2,1)] gLLAQbdeeeffhgadmpn toroidal gLLAQcdeefefpkhampk toroidal gLLMQbcdeeffxorthvs s755(0,0) gLLMQbcdeeffaoreqcs toroidal gLLAQcedefefpqvxmtk m168(0,0) gLLMQbcdeeffaooeqcs toroidal gLLMQbcdeeffaoneqcs SFS[D(5,2)(2,1)] gLLMQbcdeeffaccqics SFS[D(2,1)(2,1)] gLLAQcdeeefflfamahj SFS[D(2,1)(2,1)] gLLMQbcdeeffaccqucs SFS[D(7,2)(2,1)] gLLMQbcdeeffaocqucs toroidal gLLAQcdeeefftfamahj SFS[D(7,2)(2,1)] gLLAQcedeefftabtdhj SFS[D(8,3)(2,1)] gLLMQbcdeeffagcqucs SFS[D(8,3)(2,1)] gLLAQcdeeeffasapaqw SFS[D(2,1)(2,1)] gLLAQbdeefefdwaaudr SFS[D(2,1)(2,1)] gLLAQbdeefefevdduer toroidal gLLAQbdeeeffmviiexn toroidal gLLAQcdeeeffafapahj SFS[D(7,3)(2,1)] gLLAQbdeefefdraaldn SFS[D(7,3)(2,1)] gLLAQbdeefefenddlen toroidal gLLAQcdeeeffaviamhj SFS[D(7,3)(3,1)] gLLAQcdeeeffavaamhj reducible gLLAQcdeeeffavmamhj SFS[D(7,4)(3,1)] gLLAQcdeeeffagiamhj SFS[D(3,1)(2,1)] gLLAQcdeeeffagaamhj reducible gLLAQcdeeeffagmamhj SFS[D(3,1)(2,1)] gLLAQcdeeeffafiamhj toroidal gLLAQcdeeeffafaamhj reducible gLLAQcdeeeffafmamhj toroidal gLLAQcdeeeffasamaqw SFS[D(5,1)(2,1)] gLLAQcdeeeffasueuqw m069(0,0) gLLAQcdeeeffaspxpqw m011(0,0) gLLAQcedeeffaasuehj SFS[D(2,1)(2,1)] gLLAQcedeeffapsamhj SFS[D(2,1)(2,1)] gLLAQcedeeffalwtdqw toroidal gLLAQcdeeeffavaqdhj SFS[D(7,2)(2,1)] gLLAQcdeeeffavmqdhj m043(0,0) gLLAQcdeeeffaviqdhj toroidal gLLAQcdeeeffavaaphj reducible gLLAQcdeeeffagaaphj reducible gLLAQcdeeeffarlxmqw toroidal gLLAQcdeeeffafiaphj SFS[D(7,3)(3,1)] gLLAQcdeeeffafaaphj reducible gLLAQcdeeeffafmaphj SFS[D(7,4)(3,1)] gLLAQcdeeeffavaqehj SFS[D(2,1)(2,1)] gLLAQcdeeeffavaaqhj reducible gLLAQcdeeeffafaqahj toroidal gLLAQcdeeeffafuduhj m006(0,0) gLLAQcdeeeffafptphj toroidal gLLAQcdeeeffagaaqhj reducible gLLAQcdeeeffagaqahj SFS[D(7,3)(2,1)] gLLAQcdeeeffafiaqhj SFS[D(3,1)(2,1)] gLLAQcdeeeffafaaqhj reducible gLLAQcdeeeffafmaqhj SFS[D(3,1)(2,1)] gLLAQcdeeeffavaqahj SFS[D(5,1)(2,1)] gLLAQcedefefalstdtw SFS[D(5,2)(2,1)] gLLAQcdeeeffasaqaqw SFS[D(7,2)(2,1)] gLLAQcdeeeffasuduqw m043(0,0) gLLAQcdeeeffasptpqw toroidal gLLAQcdeeeffacaaqqw reducible gLLAQcdeeeffaraqaqw SFS[D(2,1)(2,1)] gLLAQcdeeeffaraaqqw reducible gLLAQcdeeeffacaqaqw SFS[D(5,1)(2,1)] gLLAQcdeeeffasiaqqw SFS[D(7,4)(3,1)] gLLAQcdeeeffasaaqqw reducible gLLAQcdeeeffasmaqqw SFS[D(7,3)(3,1)] gLLAQcdeeeffaciamqw SFS[D(3,1)(2,1)] gLLAQcdeeeffacaamqw reducible gLLAQcdeeeffacmamqw SFS[D(3,1)(2,1)] gLLAQcdeeeffariamqw SFS[D(7,4)(3,1)] gLLAQcdeeeffaraamqw reducible gLLAQcdeeeffarmamqw SFS[D(7,3)(3,1)] gLLAQcdeeeffacaqdqw toroidal gLLAQcdeeeffacmqdqw m006(0,0) gLLAQcdeeeffaciqdqw toroidal gLLAQcdeeeffafamahj SFS[D(5,1)(2,1)] gLLAQcdeeeffafueuhj m070(0,0) gLLAQcdeeeffafpxphj m044(0,0) gLLAQcedeeffaabtdhj SFS[D(7,3)(2,1)] gLLAQcedeeffapfamqw SFS[D(7,3)(2,1)] gLLAQcedeeffalbtdhj toroidal gLLAQcdeeeffasiamqw toroidal gLLAQcdeeeffasaamqw reducible gLLAQcdeeeffasmamqw toroidal gLLAQcdeeeffacaapqw reducible gLLAQcdeeeffaglxmhj toroidal gLLAQcdeeeffaraapqw reducible gLLAQcdeeeffacaqeqw SFS[D(7,3)(2,1)] gLLAQcdeeeffasiapqw SFS[D(3,1)(2,1)] gLLAQcdeeeffasaapqw reducible gLLAQcdeeeffasmapqw SFS[D(3,1)(2,1)] gLLAQcedeeffhavuhqr toroidal gLLAQbdeefefdwahulr toroidal gLLAQbdeefefevdmupr reducible gLLAQcedeeffhavthqr m004(0,0) gLLAQcedeeffhpvdiqr m034(0,0) gLLAQcedeeffhuvqlqr SFS[D(4,1)(3,1)] gLLAQcedeeffhavxhqr m117(0,0) gLLAQcedeeffhpveiqr m189(0,0) gLLAQcedeeffhuvmlqr SFS[D(4,3)(3,1)] gLLAQcedeeffhajaqqr toroidal gLLAQcedeeffharxhqr toroidal gLLAQcedeeffharaqqr reducible gLLAQcedeeffhajxhqr m004(0,0) gLLAQcedeeffhlvaqqr toroidal gLLAQcedeeffhavaqqr toroidal gLLAQcedeeffhtvaqqr m052(0,0) gLLAQcedeeffhlvaeqr SFS[D(3,1)(2,1)] gLLAQcedeeffhavaeqr toroidal gLLAQcedeeffhtvaeqr m026(0,0) gLLAQcedeeffhlvalqr SFS[D(3,1)(2,1)] gLLAQcedeeffhavalqr reducible gLLAQcedeeffhtvalqr SFS[D(3,1)(2,1)] gLLAQbdeeeffabedmpn reducible gLLAQbdeeeffhgedmpn toroidal gLLAQcdeefefukhuxpj toroidal gLLMQbcdeeffxortmvs s594(0,0) gLLMQbcdeeffaorelcs toroidal gLLAQcedefefuqvdxtj m135(0,0) gLLMQbcdeeffaooelcs SFS[D(8,3)(2,1)] gLLMQbcdeeffaonelcs SFS[D(4,1)(2,1)] gLLAQbdeeeffmkamtpn SFS[A(4,1)] gLLAQbdeeeffavmilxn SFS[A(2,1)] gLLAQcedeeffiavhttk SFS[D(3,1)(3,1)] gLLAQcedeeffiivpxtk m023(0,0) gLLAQadedfffnehpojj m032(0,0) gLLAQadedfffnadlkss SFS[D(2,1)(2,1)] gLLAQadedfffnadlnsf toroidal gLLAQadedfffnaeacbb SFS[D(3,1)(2,1)] gLLAQadedfffnallkfs SFS[D(2,1)(2,1)] gLLAQadedfffnallcjs reducible gLLAQadedfffnahacnn toroidal gLLAQadedfffnahagbb SFS[D(3,1)(2,1)] gLLAQadedfffnahaojj SFS[D(3,1)(2,1)] gLLAQadedfffnaulcjj toroidal gLLAQadedfffnaulnjs toroidal gLLAQadedfffnauacjj SFS[D(3,1)(2,1)] gLLAQadedfffnautcjj SFS[D(3,1)(2,1)] gLLAQadedfffnattokg SFS[D(3,1)(2,1)] gLLAQadedfffnhtpokg SFS[D(3,1)(2,1)] gLLAQadedfffnidlkss SFS[D(2,1)(2,1)] gLLAQadedfffnidlnsf toroidal gLLAQadedfffnillkfs toroidal gLLAQadedfffnillcjs s832(0,0) gLLAQadedfffniulcjj toroidal gLLAQadedfffniulnjs m400(0,0) gLLAQadedfffniuacjj SFS[D(3,1)(2,1)] gLLAQadedfffniutcjj toroidal gLLAQadedfffnhiukjv SFS[D(5,3)(5,2)] gLLAQadedfffnhiukjr SFS[D(5,3)(4,1)] gLLAQadedfffnpxtvjj SFS[D(2,1)(2,1)] gLLAQadedfffnputvjj toroidal gLLAQadedfffnputrjj SFS[D(2,1)(2,1)] gLLAQadedfffnputjjj SFS[D(13,5)(2,1)] gLLAQadedfffnpttvjj SFS[D(13,5)(2,1)] gLLAQadedfffnuxdbjj toroidal gLLAQadedfffnuudbjj toroidal gLLAQadedfffnuudfjj toroidal gLLAQadedfffnuudcjj toroidal gLLAQadedfffnutdbjj toroidal gLLAQadedfffnadqgnn SFS[D(2,1)(2,1)] gLLAQadedfffnadqggn SFS[D(2,1)(2,1)] gLLAQadedfffnadqgsn toroidal gLLAQadedfffnaaqswv SFS[A(2,1)] gLLAQadedfffnaeqkbb SFS[D(5,1)(2,1)] gLLAQadedfffnaeqkbk SFS[D(5,1)(2,1)] gLLAQadedfffnaeqkbs toroidal gLLAQadedfffnaiqfbf SFS[D(5,1)(3,1)] gLLAQadedfffnaiqfff reducible gLLAQadedfffnaiqfcf SFS[D(5,4)(3,1)] gLLAQadedfffnaiqrnr SFS[D(3,1)(2,1)] gLLAQadedfffnaiqrrr reducible gLLAQadedfffnaiqror SFS[D(3,1)(2,1)] gLLAQadedfffnaiqkjk SFS[D(7,2)(3,1)] gLLAQadedfffnaiqkkk reducible gLLAQadedfffnaiqkgk SFS[D(7,5)(3,1)] gLLAQadedfffnaiqgjj SFS[D(7,3)(2,1)] gLLAQadedfffnaiqgjv m070(0,0) gLLAQadedfffnaiqgjr m006(0,0) gLLAQadedfffnaiqvjj SFS[D(2,1)(2,1)] gLLAQadedfffnaiqvjv SFS[D(2,1)(2,1)] gLLAQadedfffnaiqvjr toroidal gLLAQadedfffnaiqfjj toroidal gLLAQadedfffnaiqfjv m026(0,0) gLLAQadedfffnaiqfjr SFS[D(3,1)(2,1)] gLLAQadedfffnalqfff reducible gLLAQadedfffnalqrrr reducible gLLAQadedfffnalqcfk SFS[D(3,1)(2,1)] gLLAQadedfffnalqkjk SFS[D(5,1)(3,1)] gLLAQadedfffnalqkkk reducible gLLAQadedfffnalqkgk SFS[D(5,4)(3,1)] gLLAQadedfffnalqfjj SFS[D(2,1)(2,1)] gLLAQadedfffnahqfff reducible gLLAQadedfffnahqknn toroidal gLLAQadedfffnahqkon m011(0,0) gLLAQadedfffnahqkrn SFS[D(3,1)(2,1)] gLLAQadedfffnahqrrr reducible gLLAQadedfffnahqrbb SFS[D(5,1)(2,1)] gLLAQadedfffnahqkjk SFS[D(3,1)(2,1)] gLLAQadedfffnahqkkk reducible gLLAQadedfffnahqkgk SFS[D(3,1)(2,1)] gLLAQadedfffnahqfjj SFS[D(7,3)(2,1)] gLLAQadedfffnaiuvjr SFS[D(5,2)(2,1)] gLLAQadedfffnaxqgbb toroidal gLLAQadedfffnaxqgfb m026(0,0) gLLAQadedfffnaxqgcb SFS[D(3,1)(2,1)] gLLAQadedfffnaxqooo reducible gLLAQadedfffnaxqcnn SFS[D(2,1)(2,1)] gLLAQadedfffnaxqccc reducible gLLAQadedfffnaxqojj SFS[D(7,3)(2,1)] gLLAQadedfffnaxqgjg SFS[D(5,4)(3,1)] gLLAQadedfffnaxqggg reducible gLLAQadedfffnaxqgkg SFS[D(5,1)(3,1)] gLLAQadedfffnauqono SFS[D(3,1)(2,1)] gLLAQadedfffnauqooo reducible gLLAQadedfffnauqoro SFS[D(3,1)(2,1)] gLLAQadedfffnauqcbc SFS[D(5,4)(3,1)] gLLAQadedfffnauqccc reducible gLLAQadedfffnauqcfc SFS[D(5,1)(3,1)] gLLAQadedfffnauqojj toroidal gLLAQadedfffnauqojw m011(0,0) gLLAQadedfffnauqojc SFS[D(3,1)(2,1)] gLLAQadedfffnauqkjj SFS[D(7,3)(2,1)] gLLAQadedfffnauqkjw m069(0,0) gLLAQadedfffnauqkjc m027(0,0) gLLAQadedfffnauqwjj SFS[D(5,1)(2,1)] gLLAQadedfffnauqwjw SFS[D(5,1)(2,1)] gLLAQadedfffnauqwjc toroidal gLLAQadedfffnauqgjg SFS[D(7,5)(3,1)] gLLAQadedfffnauqggg reducible gLLAQadedfffnauqgkg SFS[D(7,2)(3,1)] gLLAQadedfffnatqooo reducible gLLAQadedfffnatqrog SFS[D(3,1)(2,1)] gLLAQadedfffnatqccc reducible gLLAQadedfffnatqojj SFS[D(5,1)(2,1)] gLLAQadedfffnatqgjg SFS[D(3,1)(2,1)] gLLAQadedfffnatqggg reducible gLLAQadedfffnatqgkg SFS[D(3,1)(2,1)] gLLAQadedfffnxdhgnn toroidal gLLAQadedfffnxdhggn toroidal gLLAQadedfffnxdhgsn reducible gLLAQadedfffnxihgjj m029(0,0) gLLAQadedfffnxihgjv m121(0,0) gLLAQadedfffnxihgjr SFS[D(4,3)(3,1)] gLLAQadedfffnxxhgbb m081(0,0) gLLAQadedfffnxxhgfb m171(0,0) gLLAQadedfffnxxhgcb SFS[D(4,1)(3,1)] gLLAQadedfffnxxhooo toroidal gLLAQadedfffnxxhcnn toroidal gLLAQadedfffnxxhccc reducible gLLAQadedfffnxxhojj m029(0,0) gLLAQadedfffnxxhgjg m100(0,0) gLLAQadedfffnxxhggg toroidal gLLAQadedfffnxxhgkg m170(0,0) gLLAQadedfffnxuhgjg m054(0,0) gLLAQadedfffnxuhggg toroidal gLLAQadedfffnxuhgkg m116(0,0) gLLAQadedfffnxthgjg SFS[D(3,1)(2,1)] gLLAQadedfffnxthggg reducible gLLAQadedfffnxthgkg SFS[D(3,1)(2,1)] gLLAQadedfffnmdlkss reducible gLLAQadedfffnmdlnsf toroidal gLLAQadedfffnmllkfs toroidal gLLAQadedfffnmllcjs s773(0,0) gLLAQadedfffnmulcjj toroidal gLLAQadedfffnmulnjs m307(0,0) gLLAQadedfffnmuacjj reducible gLLAQadedfffnmutcjj SFS[D(12,5)(2,1)] gLLAQadedfffnedissw SFS[A(4,1)] gLLAQadedfffneaisvv SFS[A(2,1)] gLLAQadedfffnehisjj m053(0,0) gLLAQadedfffneuisjn m074(0,0) gLLAQaddefffnxmmjgk SFS[D(2,1)(2,1)] gLLAQaddefffnexhcjj m053(0,0) gLLAQaddefffnmaxfjj toroidal gLLAQaddefffnmaegjj toroidal gLLAQaddefffnmaevjj toroidal gLLAQaddefffnmaefjj toroidal gLLAQaddefffnmamfjj toroidal gLLAQaddefffnpuioos toroidal gLLAQaddefffnpuisss SFS[D(3,1)(2,1)] gLLAQaddefffnptefjj toroidal gLLAQaddefffnpuefjj toroidal gLLAQaddefffnpueojs m403(0,0) gLLAQaddefffnpxefjj toroidal gLLAQaddefffnpupsos toroidal gLLAQaddefffnpupfjs s886(0,0) gLLAQaddefffnaqurnn SFS[D(2,1)(2,1)] gLLAQaddefffnapibos toroidal gLLAQaddefffnapigss SFS[D(3,1)(2,1)] gLLAQaddefffnaqerjj SFS[D(7,3)(2,1)] gLLAQaddefffnaperjj toroidal gLLAQaddefffnapebjs m081(0,0) gLLAQaddefffnamerjj SFS[D(2,1)(2,1)] gLLAQaddefffnammfgk SFS[D(2,1)(2,1)] gLLAQaddefffnaqhrbb toroidal gLLAQaddefffnaqhknn SFS[D(2,1)(2,1)] gLLAQaddefffnaqhfjj SFS[D(7,3)(2,1)] gLLAQaddefffnappgos SFS[D(3,1)(2,1)] gLLAQaddefffnapprjs SFS[D(5,1)(2,1)] gLLAQaddefffnuaivos toroidal gLLAQaddefffnuainss reducible gLLAQaddefffnudekjj SFS[D(5,1)(2,1)] gLLAQaddefffnuaekjj toroidal gLLAQaddefffnuaevjs m148(0,0) gLLAQaddefffnueekjj SFS[D(13,5)(2,1)] gLLAQaddefffnuapnos toroidal gLLAQaddefffnuapkjs s702(0,0) gLLAQaddefffniaxfjj SFS[D(3,1)(2,1)] gLLAQaddefffniaegjj SFS[D(3,1)(2,1)] gLLAQaddefffniaevjj SFS[D(12,5)(2,1)] gLLAQaddefffniaefjj toroidal gLLAQaddefffniamfjj SFS[D(12,5)(2,1)] gLLAQaddefffnhaivbb toroidal gLLAQaddefffnhaivbk toroidal gLLAQaddefffnhaxvnn toroidal gLLAQaddefffnhaxvon toroidal gLLAQaddefffnhaxsff toroidal gLLAQaddefffnhaxwbb toroidal gLLAQaddefffnhaxwrr reducible gLLAQaddefffnhaxsjj m006(0,0) gLLAQaddefffnhaxvjk m036(0,0) gLLAQaddefffnhaxvkk toroidal gLLAQaddefffnhaxvgk m036(0,0) gLLAQaddefffnhaevjk m033(0,0) gLLAQaddefffnhaevkk toroidal gLLAQaddefffnhaevgk m007(0,0) gLLAQaddefffnhamvjk SFS[D(3,1)(3,1)] gLLAQaddefffnhamvkk reducible gLLAQaddefffnhamvgk SFS[D(3,1)(3,2)] gLLAQaddefffnhadvjj m006(0,0) gLLAQaddefffnhadvjw m016(0,0) gLLAQaddefffnaaikbb SFS[D(3,1)(2,1)] gLLAQaddefffnaaikbk SFS[D(3,1)(2,1)] gLLAQaddefffnaaikbs toroidal gLLAQaddefffnaaugnn reducible gLLAQaddefffnaauggn reducible gLLAQaddefffnaaugsn reducible gLLAQaddefffnaaqswv SFS[A(2,1)] gLLAQaddefffnaaxknn toroidal gLLAQaddefffnaaxkon SFS[D(3,1)(2,1)] gLLAQaddefffnaaxkrn SFS[D(3,1)(2,1)] gLLAQaddefffnaaxfff reducible gLLAQaddefffnaaxrbb SFS[D(3,1)(2,1)] gLLAQaddefffnaaxrrr reducible gLLAQaddefffnaaxfjj SFS[D(3,1)(2,1)] gLLAQaddefffnaaxkjk reducible gLLAQaddefffnaaxkkk reducible gLLAQaddefffnaaxkgk reducible gLLAQaddefffnaaefbf SFS[D(3,1)(3,1)] gLLAQaddefffnaaefff reducible gLLAQaddefffnaaefcf SFS[D(3,1)(3,2)] gLLAQaddefffnaaernr reducible gLLAQaddefffnaaerrr reducible gLLAQaddefffnaaeror reducible gLLAQaddefffnaaegjj SFS[D(3,1)(2,1)] gLLAQaddefffnaaegjv toroidal gLLAQaddefffnaaegjr SFS[D(3,1)(2,1)] gLLAQaddefffnaaevjj reducible gLLAQaddefffnaaevjv reducible gLLAQaddefffnaaevjr reducible gLLAQaddefffnaaefjj SFS[D(3,1)(2,1)] gLLAQaddefffnaaefjv toroidal gLLAQaddefffnaaefjr SFS[D(3,1)(2,1)] gLLAQaddefffnaaekjk SFS[D(3,1)(3,2)] gLLAQaddefffnaaekkk reducible gLLAQaddefffnaaekgk SFS[D(3,1)(3,1)] gLLAQaddefffnaamfff reducible gLLAQaddefffnaamcfk SFS[D(3,1)(2,1)] gLLAQaddefffnaamrrr reducible gLLAQaddefffnaamfjj reducible gLLAQaddefffnaamkjk SFS[D(3,1)(3,1)] gLLAQaddefffnaamkkk reducible gLLAQaddefffnaamkgk SFS[D(3,1)(3,2)] gLLAQaddefffnaedwjc SFS[D(5,2)(2,1)] gLLAQaddefffnaadono reducible gLLAQaddefffnaadooo reducible gLLAQaddefffnaadoro reducible gLLAQaddefffnaadcbc SFS[D(3,1)(3,2)] gLLAQaddefffnaadccc reducible gLLAQaddefffnaadcfc SFS[D(3,1)(3,1)] gLLAQaddefffnaadgjg SFS[D(3,1)(3,1)] gLLAQaddefffnaadggg reducible gLLAQaddefffnaadgkg SFS[D(3,1)(3,2)] gLLAQaddefffnaadojj toroidal gLLAQaddefffnaadojw SFS[D(3,1)(2,1)] gLLAQaddefffnaadojc SFS[D(3,1)(2,1)] gLLAQaddefffnaadkjj SFS[D(3,1)(2,1)] gLLAQaddefffnaadkjw toroidal gLLAQaddefffnaadkjc m003(0,0) gLLAQaddefffnaadwjj SFS[D(3,1)(2,1)] gLLAQaddefffnaadwjw SFS[D(3,1)(2,1)] gLLAQaddefffnaadwjc toroidal gLLAQaddefffnaapooo reducible gLLAQaddefffnaapccc reducible gLLAQaddefffnaaprog SFS[D(3,1)(2,1)] gLLAQaddefffnaapgjg reducible gLLAQaddefffnaapggg reducible gLLAQaddefffnaapgkg reducible gLLAQaddefffnaapojj SFS[D(3,1)(2,1)] gLLAQaddefffnaahooo reducible gLLAQaddefffnaahgbb SFS[D(3,1)(2,1)] gLLAQaddefffnaahgfb toroidal gLLAQaddefffnaahgcb SFS[D(3,1)(2,1)] gLLAQaddefffnaahccc reducible gLLAQaddefffnaahcnn reducible gLLAQaddefffnaahgjg SFS[D(3,1)(3,2)] gLLAQaddefffnaahggg reducible gLLAQaddefffnaahgkg SFS[D(3,1)(3,1)] gLLAQaddefffnaahojj SFS[D(3,1)(2,1)] gLLAQaddefffnaddwjc SFS[D(4,1)(2,1)] gLLAQaddefffnxtdwjw SFS[D(5,2)(5,2)] gLLAQaddefffnxtdwjc SFS[D(5,2)(4,1)] gLLAQaddefffneaivvs T2xI gLLAQaddefffneaqvww SFS[A(3,1)] gLLAQaddefffneaevjb m015(0,0) gLLAQaddefffneahvjj m032(0,0) gLLMQccdfffepvkqawn SFS[D(7,2)(3,1)] gLLMQccdfffeubktpfn toroidal gLLMQbcdeeffabbxpjr SFS[D(7,3)(2,1)] gLLMQbcdeeffajoiinn SFS[D(2,1)(2,1)] gLLMQccdfffeqbvppfn toroidal gLLMQccdfffeubvppfn SFS[D(2,1)(2,1)] gLLMQccdfffeibvppfn SFS[D(7,3)(2,1)] gLLMQbcdeeffajkllgn SFS[D(5,1)(2,1)] gLLMQbcdeefftsreecr SFS[D(7,2)(2,1)] gLLMQbcdeefflsreecr SFS[D(2,1)(2,1)] gLLMQbcdeeffajwllgn SFS[D(2,1)(2,1)] gLLMQbcdeeffabjuucr SFS[D(2,1)(2,1)] gLLMQbcdeeffajollgn SFS[D(7,2)(2,1)] gLLMQbcdeefftsoeecr toroidal gLLMQbcefeefagttiik SFS[D(5,1)(2,1)] gLLMQbcdeeffhokllgn m004(0,0) gLLMQbcdeeffmrwppkn SFS[D(3,1)(3,1)] gLLMQbcdeeffdfommwr SFS[D(5,2)(2,1)] gLLMQbcdeeffebottvr SFS[D(4,1)(2,1)] gLLMQbcdeeffdvommwr SFS[D(4,1)(2,1)] gLLMQbdeefefanxxdlr SFS[D(8,3)(2,1)] gLLMQbcdeeffesottvr toroidal gLLMQccdfffeajfhhon SFS[D(7,2)(2,1)] gLLMQbdeeeffarxxxqr SFS[D(8,3)(2,1)] gLLMQbcdeeffajohhsn SFS[D(5,1)(2,1)] gLLMQbcdeefftsoxxjr SFS[D(7,2)(2,1)] gLLMQbcdeefflsoxxjr SFS[D(2,1)(2,1)] gLLMQbdeeeffajxxxqr SFS[D(7,3)(2,1)] gLLMQbcdeeffekottvr SFS[D(8,3)(2,1)] gLLMQbcdeeffagbhhrw SFS[D(2,1)(2,1)] gLLMQbdeefefabditij SFS[D(2,1)(2,1)] gLLMQbcdeeffakceicr SFS[D(5,3)(3,1)] gLLAQcedeeffqavqqxn SFS[D(8,3)(2,1)] gLLAQcedeeffqajqqxn toroidal gLLAQcedeeffqavqexn toroidal gLLAQcdeeeffhsuaudk SFS[D(5,2)(4,1)] gLLAQcdeeeffhspupdk SFS[D(4,1)(4,1)] gLLAQcdeefeflcaaqlj toroidal gLLAQcdeefeflraaqlj SFS[D(8,3)(3,1)] gLLAQcdeefeflcaaqtj SFS[D(8,3)(3,1)] gLLAQcdeefeftcaaqlj toroidal gLLAQcdeefeftraaqlj SFS[D(8,3)(3,1)] gLLAQcdeefeftcaaqtj SFS[D(8,3)(3,1)] gLLAQcedeeffauvpltj SFS[D(4,1)(2,1)] gLLAQcdeefefasaaqaj reducible gLLAQcdeefefaraaqaj reducible gLLAQcdeefefacaaqlj reducible gLLAQcdeefefaraaqlj reducible gLLAQcdeefefasaaqtj reducible gLLAQcdeefefacaaqtj reducible gLLAQcdeefefagaahdr reducible gLLAQcdeefefavaahdr reducible gLLAQcdeefefafaahir reducible gLLAQcdeefefavaahir reducible gLLAQcdeefefagaahxr reducible gLLAQcdeefefafaahxr reducible gLLAQbdeeeffabedmdk reducible gLLAQbdeeeffhgedmdk SFS[D(2,1)(2,1)] gLLAQcedefefuavutpj reducible gLLAQcdeefefukhutpj SFS[D(2,1)(2,1)] gLLAQbdeeeffmkamtdk T2xI gLLMQadedfffnxxenff SFS[D(5,2)(3,1)] gLLMQadedfffnelagvv SFS[D(3,1)(2,1)] gLLAQcdeefeftcaahlr toroidal gLLAQcdeefeftraahlr SFS[D(7,5)(3,1)] gLLAQcdeefeftcaahtr SFS[D(7,5)(3,1)] gLLAQbdeeeffhgadmmw SFS[D(4,3)(3,1)] gLLAQcdeefefpkhaapw SFS[D(5,2)(4,1)] gLLAQbdeeeffhgddmmw SFS[D(4,1)(3,1)] gLLMQadedfffnaehkgg SFS[D(3,1)(2,1)] gLLAQbdeeeffdwttmiw SFS[D(9,2)(2,1)] gLLAQbdeeeffevhhtiw SFS[D(6,1)(2,1)] gLLMQadedfffnalekbo m009(0,0) gLLMQadedfffnaluvff reducible gLLMQadedfffnalukfo toroidal gLLMQadedfffnaihkcg SFS[D(10,3)(2,1)] gLLMQadedfffnaihkco SFS[D(11,3)(2,1)] gLLMQadedfffnalhkcg SFS[D(11,3)(2,1)] gLLMQadedfffnalhkcc SFS[D(7,3)(2,1)] gLLMQadedfffnalhkco toroidal gLLMQadedfffnahhsff SFS[D(3,1)(2,1)] gLLMQadedfffnahhbww SFS[D(7,3)(2,1)] gLLMQadedfffnahhkvv reducible gLLMQadedfffnahhkvr SFS[D(3,1)(2,1)] gLLMQadedfffnahhkvj SFS[D(3,1)(2,1)] gLLMQadedfffnahhkcc SFS[D(8,3)(2,1)] gLLMQadedfffnahhkco SFS[D(7,3)(2,1)] gLLMQadedfffnahhbgg SFS[D(3,1)(2,1)] gLLMQadedfffnauekff SFS[D(3,1)(2,1)] gLLMQadedfffnauekcf SFS[D(9,2)(2,1)] gLLMQadedfffnauekbf SFS[D(6,1)(2,1)] gLLMQadedfffnategff SFS[D(3,1)(2,1)] gLLMQadedfffnauuvfo toroidal gLLMQadedfffnauuvbo SFS[D(3,1)(2,1)] gLLMQadedfffnauuvco SFS[D(3,1)(2,1)] gLLMQadedfffnauukff reducible gLLMQadedfffnauukcf SFS[D(3,1)(2,1)] gLLMQadedfffnauukbf SFS[D(3,1)(2,1)] gLLMQadedfffnauhkff SFS[D(3,1)(2,1)] gLLMQadedfffnauhkcf toroidal gLLMQadedfffnauhkbf SFS[D(9,2)(2,1)] gLLAQbdeeeffhgedmmw toroidal gLLAQbdeeeffabedmmw reducible gLLAQcedefefuavuppn reducible gLLAQcdeefefukhuppn toroidal gLLMQadedfffnlueobb SFS[D(2,1)(2,1)] gLLMQadedfffnhumvbv SFS[D(8,3)(3,1)] gLLMQadedfffnhumvbo toroidal gLLAQcdeefeflcaahlr toroidal gLLAQcdeefeflraahlr SFS[D(7,2)(3,1)] gLLAQcdeefeflcaahtr SFS[D(7,2)(3,1)] gLLAQcedeeffhavuhdk SFS[D(4,1)(3,1)] gLLAQbdeefefdwahilk SFS[D(4,3)(3,1)] gLLAQbdeefefevdmipk reducible gLLAQbdeefefevddiek SFS[D(4,1)(2,1)] gLLAQcdeefefagaaqdj reducible gLLAQcdeefefavaaqdj reducible gLLAQcdeefefafaaqij reducible gLLAQcdeefefavaaqij reducible gLLAQcdeefefagaaqxj reducible gLLAQcdeefefafaaqxj reducible gLLAQcdeefefasaahar reducible gLLAQcdeefefaraahar reducible gLLAQcdeefefacaahlr reducible gLLAQcdeefefaraahlr reducible gLLAQcdeefefasaahtr reducible gLLAQcdeefefacaahtr reducible gLLAQcedeeffqavqqqj SFS[D(7,2)(2,1)] gLLAQcedeeffqajqqqj toroidal gLLAQcedeeffqavqeqj toroidal gLLAQbdeeeffmkamtmw SFS[A(4,1)] gLLAQbdeeeffasdaxxk SFS[D(3,1)(3,2)] gLLAQbdeeeffabtumxk toroidal gLLAQbdeeeffabqpexk SFS[D(3,1)(3,2)] gLLAQbdeeeffabdaxxk SFS[D(3,1)(3,1)] gLLAQbdeeeffxsuxaxk m026(0,0) gLLAQbdeeeffakdaxxk toroidal gLLAQbdeeeffhgtumxk reducible gLLAQbdeeeffavdallk SFS[D(3,1)(3,1)] gLLAQbdeeeffxvuxmlk m030(0,0) gLLAQbdeeeffanatuuw toroidal gLLAQbdeeeffhcatuuw toroidal gLLAQcdeefeftkadatr SFS[D(3,1)(3,2)] gLLAQcedefefthvdatr SFS[D(3,1)(2,1)] gLLAQcedefeftaveapr toroidal gLLAQcdeefeftkheapr toroidal gLLAQcedefefthvaatr SFS[D(3,1)(2,1)] gLLAQcdeefeftkaaatr SFS[D(3,1)(3,1)] gLLAQcedefefthvaaar SFS[D(3,1)(2,1)] gLLAQcdeefeftkaaaar SFS[D(3,1)(3,2)] gLLAQcedefefthvaalr reducible gLLAQcdeefeftoaaalr SFS[D(3,1)(3,2)] gLLAQcdeefeftkhdapr m026(0,0) gLLAQcdeefeftkaaalr toroidal gLLAQcdeefeftwaaalr SFS[D(3,1)(3,1)] gLLAQcedefeftavdapr SFS[D(3,1)(3,2)] gLLMQaddefffnmamwkk toroidal gLLAQcedeeffpasaxuw SFS[D(3,1)(2,1)] gLLAQbdeeeffasqqxxk SFS[D(3,1)(2,1)] gLLAQbdeeeffhfqqxxk m011(0,0) gLLAQbdeeeffabqqxxk SFS[D(3,1)(2,1)] gLLAQbdeeeffhvqqxxk toroidal gLLAQbdeeeffakqqxxk reducible gLLAQbdeeeffhgqqxxk toroidal gLLAQbdeeeffhgttexk SFS[D(4,3)(3,1)] gLLAQbdeeeffhgddmxk SFS[D(5,2)(3,1)] gLLAQbdeeeffavqqllk SFS[D(3,1)(2,1)] gLLAQbdeeeffanqquuw reducible gLLMQaddefffnaqdkcc SFS[D(3,1)(2,1)] gLLMQaddefffnaqqbww SFS[D(3,1)(2,1)] gLLMQaddefffnaqqvcn toroidal gLLMQaddefffnaqqkcc reducible gLLMQaddefffnaqqgwr SFS[D(3,1)(2,1)] gLLMQaddefffnaqqsjj SFS[D(3,1)(2,1)] gLLMQaddefffnaqqfjo SFS[D(3,1)(2,1)] gLLMQaddefffnaqtkcc SFS[D(3,1)(2,1)] gLLMQaddefffnapmfkk SFS[D(3,1)(2,1)] gLLAQbdeeeffabtlexk SFS[D(3,1)(2,1)] gLLMQaddefffnuaxcvv SFS[D(3,1)(2,1)] gLLAQbdeeeffabtlaxk SFS[D(3,1)(2,1)] gLLAQcdeeeffugataan SFS[D(3,1)(2,1)] gLLAQcedeeffuavulmn SFS[D(3,1)(2,1)] gLLAQcedeeffuasuxan toroidal gLLAQcedefefuawuipn SFS[D(3,1)(2,1)] gLLMQaddefffnhtxwvv SFS[D(4,1)(3,1)] gLLAQbdeeeffaseaxxk SFS[D(3,1)(3,1)] gLLAQbdeeeffabxumxk SFS[D(3,1)(3,1)] gLLAQbdeeeffabmpexk reducible gLLAQbdeeeffabeaxxk SFS[D(3,1)(3,2)] gLLAQbdeeeffxstxaxk m052(0,0) gLLAQbdeeeffakeaxxk toroidal gLLAQbdeeeffhgxumxk toroidal gLLAQbdeeeffaveallk SFS[D(3,1)(3,2)] gLLAQbdeeeffxvtxmlk m100(0,0) gLLAQbdeeeffanaluuw toroidal gLLAQbdeeeffhcaluuw toroidal gLLAQcdeefeflkadatr reducible gLLAQcedefeflhvdatr toroidal gLLAQcedefeflaveapr SFS[D(3,1)(3,1)] gLLAQcdeefeflkheapr m170(0,0) gLLAQcedefeflhvaatr toroidal gLLAQcdeefeflkaaatr SFS[D(3,1)(3,2)] gLLAQcedefeflhvaaar toroidal gLLAQcdeefeflkaaaar SFS[D(3,1)(3,1)] gLLAQcedefeflhvaalr reducible gLLAQcdeefefloaaalr SFS[D(3,1)(3,1)] gLLAQcdeefeflkhdapr toroidal gLLAQcdeefeflkaaalr toroidal gLLAQcdeefeflwaaalr SFS[D(3,1)(3,2)] gLLAQcedefeflavdapr reducible gLLMQaddefffniamwkk SFS[D(3,1)(3,1)] gLLAQbdeeeffabpuuxk reducible gLLAQbdeeeffhgadmxk SFS[D(5,3)(3,1)] gLLAQcdeefefpkhaepk SFS[D(5,2)(5,2)] gLLAQbdeeefflsahqxk s313(0,0) gLLAQbdeeeffasahqxk toroidal gLLAQbdeeefftsahqxk s495(0,0) gLLAQcdeeeffhcaqahk toroidal gLLAQbdeeeffabahqxk reducible gLLAQcdeeeffhraqahk SFS[D(3,1)(2,1)] gLLAQbdeeeffakahqxk toroidal gLLAQcdeeeffhsaqahk SFS[D(3,1)(2,1)] gLLAQbdeefefdwmuhdw m052(0,0) gLLAQbdeefefevtihew m026(0,0) gLLAQbdeeefflvahdlk toroidal gLLAQbdeeeffavahdlk reducible gLLAQbdeeefftvahdlk toroidal gLLAQbdeefeflwahptk s297(0,0) gLLAQbdeeeffanxaduw toroidal gLLAQbdeefeftwahptk m149(0,0) gLLAQcdeeeffhsapahk SFS[D(3,1)(2,1)] gLLAQcdeeeffhsuauhk toroidal gLLAQcdeeeffhspuphk toroidal gLLAQcdeeeffhsamahk toroidal gLLAQcdeeeffhsueuhk toroidal gLLAQcdeeeffhspxphk toroidal gLLAQbdeeeffasalxxk toroidal gLLAQbdeeeffabalxxk reducible gLLAQbdeeeffakalxxk toroidal gLLAQbdeeeffavalllk reducible gLLAQbdeeeffaneauuw toroidal gLLAQbdeeeffasatxxk toroidal gLLAQbdeeeffabatxxk reducible gLLAQbdeeeffakatxxk toroidal gLLAQbdeeeffavatllk reducible gLLAQbdeeeffandauuw toroidal gLLAQbdeefefevddhew SFS[D(5,2)(2,1)] gLLAQbdeeeffasuumxk SFS[D(3,1)(3,1)] gLLAQbdeeeffasppexk SFS[D(3,1)(3,2)] gLLAQbdeefefljaahhw SFS[D(3,1)(3,2)] gLLAQbdeeefflsaaxxk SFS[D(3,1)(3,1)] gLLAQbdeeefftsaaxxk SFS[D(3,1)(3,2)] gLLAQbdeefeftjaahhw SFS[D(3,1)(3,1)] gLLAQbdeeeffxbxxaxk SFS[D(3,1)(2,1)] gLLAQcedeeffaajxhaj reducible gLLAQbdeeeffhfaaxxk SFS[D(3,1)(2,1)] gLLAQbdeeeffabuumxk SFS[D(3,1)(3,2)] gLLAQbdeeeffabppexk SFS[D(3,1)(3,1)] gLLAQbdeefeflvaahhw SFS[D(3,1)(3,1)] gLLAQbdeeefflbaaxxk SFS[D(3,1)(3,2)] gLLAQbdeeefftbaaxxk SFS[D(3,1)(3,1)] gLLAQbdeefeftvaahhw SFS[D(3,1)(3,2)] gLLAQbdeeeffxsxxaxk SFS[D(3,1)(2,1)] gLLAQcedeeffaarxhaj SFS[D(3,1)(2,1)] gLLAQbdeeeffhvaaxxk reducible gLLAQbdeeeffakuumxk reducible gLLAQbdeeeffakppexk reducible gLLAQbdeefeflraahhw toroidal gLLAQbdeeefflkaaxxk reducible gLLAQbdeeefftkaaxxk reducible gLLAQbdeefeftraahhw toroidal gLLAQcdeefefawapair SFS[D(3,1)(2,1)] gLLAQbdeefefdwaahhw SFS[D(3,1)(2,1)] gLLAQbdeefefevddhmw toroidal gLLAQbdeeeffdgppexk toroidal gLLAQbdeeeffpgppexk SFS[D(3,1)(2,1)] gLLAQbdeeeffhgppexk m003(0,0) gLLAQbdeeeffekxxaxk SFS[D(3,1)(2,1)] gLLAQbdeeeffxkxxaxk toroidal gLLAQbdeeeffmkxxaxk SFS[D(3,1)(2,1)] gLLAQcedeeffaavxhaj SFS[D(3,1)(2,1)] gLLAQbdeefefdwuuhlw m003(0,0) gLLAQbdeefefeviihpw toroidal gLLAQbdeeeffdguumxk toroidal gLLAQbdeeeffpguumxk toroidal gLLAQbdeeeffhguumxk toroidal gLLAQbdeeeffekiitxk SFS[D(3,1)(2,1)] gLLAQbdeeeffxkiitxk SFS[D(3,1)(2,1)] gLLAQcdeeeffawaptaj reducible gLLAQbdeefefdwpphiw toroidal gLLAQbdeefefevxxhqw toroidal gLLAQbdeeeffdgaaxxk reducible gLLAQbdeeeffpgaaxxk SFS[D(3,1)(2,1)] gLLAQbdeeeffhgaaxxk SFS[D(3,1)(2,1)] gLLAQbdeeeffekddlxk reducible gLLAQbdeeeffxkddlxk SFS[D(3,1)(2,1)] gLLAQbdeeeffmkddlxk SFS[D(3,1)(2,1)] gLLAQbdeeeffavuuilk SFS[D(3,1)(3,2)] gLLAQbdeeeffavpphlk SFS[D(3,1)(3,1)] gLLAQbdeefeflbaaeew SFS[D(3,1)(3,1)] gLLAQbdeeefflvaallk SFS[D(3,1)(3,2)] gLLAQbdeeefftvaallk SFS[D(3,1)(3,1)] gLLAQbdeefeftbaaeew SFS[D(3,1)(3,2)] gLLAQbdeeeffhkaallk SFS[D(3,1)(2,1)] gLLAQbdeeeffxvxxmlk SFS[D(3,1)(2,1)] gLLAQcedeeffaavxmaj SFS[D(3,1)(2,1)] gLLAQbdeeeffanppauw reducible gLLAQbdeeeffanuupuw reducible gLLAQbdeeefflnaauuw reducible gLLAQbdeefeflwaappk toroidal gLLAQbdeefeftwaappk toroidal gLLAQbdeeefftnaauuw reducible gLLAQbdeeeffxnxxduw toroidal gLLAQbdeeeffhcaauuw reducible gLLAQcedeeffaavxtaj reducible gLLAQbdeefefevddhxw SFS[D(4,1)(2,1)] gLLAQcdeefefawadatr SFS[D(3,1)(3,2)] gLLAQcdeeeffawaaiaj reducible gLLAQcedeeffaavdqaj SFS[D(3,1)(3,1)] gLLAQcdeefefakadatr SFS[D(3,1)(3,1)] gLLAQcdeeeffaoaaiaj reducible gLLAQcedeeffaardqaj SFS[D(3,1)(3,2)] gLLAQcdeefefaoadatr reducible gLLAQcdeeeffakaaiaj reducible gLLAQcedeeffaajdqaj reducible gLLAQcedeeffaavuhaj SFS[D(3,1)(2,1)] gLLAQcedeeffapvaiaj SFS[D(3,1)(2,1)] gLLAQcedeeffauvplaj toroidal gLLAQcedeeffatvuhaj toroidal gLLAQcedeeffadvaiaj SFS[D(3,1)(2,1)] gLLAQcedeeffaqvplaj m003(0,0) gLLAQcedeeffalvuhaj SFS[D(3,1)(2,1)] gLLAQcedeeffahvaiaj toroidal gLLAQcedeeffaivplaj SFS[D(3,1)(2,1)] gLLAQcdeefefawadalr SFS[D(3,1)(3,1)] gLLAQcdeeeffawaaxaj reducible gLLAQcedeeffaavdlaj SFS[D(3,1)(3,2)] gLLAQcedeeffahjaxaj reducible gLLAQcdeeeffaoaaxaj reducible gLLAQcdeefefakheapr toroidal gLLAQcedeeffahraxaj SFS[D(3,1)(2,1)] gLLAQcdeeeffaoxtiaj SFS[D(3,1)(2,1)] gLLAQcdeeeffakaaxaj reducible gLLAQcedeeffahvaxaj SFS[D(3,1)(2,1)] gLLAQcdeefefawadaar reducible gLLAQcdeeeffawaadaj reducible gLLAQcedeeffaavdeaj reducible gLLAQcdeeeffakhdeaj SFS[D(3,1)(2,1)] gLLAQcdeeeffaoaadaj reducible gLLAQcdeeeffakaadaj reducible gLLAQcedeeffahvadaj SFS[D(3,1)(2,1)] gLLAQcedeeffaavthaj reducible gLLAQcedeeffatvthaj reducible gLLAQcedeeffalvthaj reducible gLLAQcedeeffapvdiaj toroidal gLLAQcedeeffadvdiaj SFS[D(3,1)(2,1)] gLLAQcedeeffahvdiaj SFS[D(3,1)(2,1)] gLLAQcedeeffauvqlaj toroidal gLLAQcedeeffaqvqlaj SFS[D(3,1)(2,1)] gLLAQcedeeffaivqlaj SFS[D(3,1)(2,1)] gLLAQcdeefefaoaaatr reducible gLLAQcedeeffaajeqaj reducible gLLAQcdeeeffakadiaj reducible gLLAQcdeefefakaaatr reducible gLLAQcedeeffaareqaj SFS[D(3,1)(3,1)] gLLAQcdeeeffaoadiaj SFS[D(3,1)(3,2)] gLLAQcdeefefawaaatr reducible gLLAQcedeeffaaveqaj SFS[D(3,1)(3,2)] gLLAQcdeeeffawadiaj SFS[D(3,1)(3,1)] gLLAQcedeeffaqvqqaj SFS[D(3,1)(2,1)] gLLAQcdeefefaoaaaar reducible gLLAQcedeeffaqrqqaj SFS[D(3,1)(2,1)] gLLAQcdeefefakaaaar reducible gLLAQcdeefefaoxtatr SFS[D(3,1)(2,1)] gLLAQcdeeeffakheeaj SFS[D(3,1)(2,1)] gLLAQcedeeffaqjqqaj toroidal gLLAQcdeefefawaaaar reducible gLLAQcedeeffaaveeaj reducible gLLAQcdeeeffawaddaj reducible gLLAQcedeeffaqvqeaj reducible gLLAQcdeefefaoaaalr reducible gLLAQcdeefefakhdapr SFS[D(3,1)(2,1)] gLLAQcdeefefakaaalr reducible gLLAQcdeefefawaaalr reducible gLLAQcedeeffaavelaj SFS[D(3,1)(3,1)] gLLAQcdeeeffawadxaj SFS[D(3,1)(3,2)] gLLAQcedeeffhavuhew SFS[D(5,2)(3,1)] gLLAQbdeefefdwahhlw SFS[D(5,3)(3,1)] gLLAQbdeefefevdmhpw reducible gLLAQbdeeeffasxaaxk SFS[D(3,1)(2,1)] gLLAQbdeeeffabxaaxk SFS[D(3,1)(2,1)] gLLAQbdeeeffakxaaxk toroidal gLLAQbdeeeffavxamlk SFS[D(3,1)(2,1)] gLLAQbdeeeffanahmuw toroidal gLLAQbdeeeffabedmxk reducible gLLAQbdeeeffhgedmxk toroidal gLLAQcedefefuavumpj reducible gLLAQcdeefefukhumpj toroidal gLLAQbdeeeffmkamtxk SFS[A(5,2)] gLLAQcdeeefficalaij SFS[D(3,1)(2,1)] gLLAQbdeeeffabmitxk SFS[A(3,1)] gLLAQcdeeeffifepean m340(0,0) gLLAQbdeeeffmkamuxk m367(0,0)(0,0) gLLAQbdeeeffmkamxxk m391(0,0)(0,0) gLLAQbdeeeffakatxhw toroidal gLLAQbdeeeffabatxhw reducible gLLAQbdeeeffasatxhw toroidal gLLAQbdeeeffandaulk toroidal gLLAQbdeeeffavatluw reducible gLLAQbdeeeffhgadmhw SFS[D(5,2)(3,1)] gLLAQcdeefefpkhappw SFS[D(5,3)(5,2)] gLLAQbdeeeffhgqqxhw toroidal gLLAQbdeeeffhgddmhw SFS[D(5,3)(3,1)] gLLAQbdeeeffakqqxhw SFS[D(5,1)(2,1)] gLLAQbdeeeffhvqqxhw m004(0,0) gLLAQbdeeeffabqqxhw SFS[D(2,1)(2,1)] gLLAQbdeeeffhfqqxhw m117(0,0) gLLAQbdeeeffasqqxhw SFS[D(7,2)(2,1)] gLLAQbdeeeffanqqulk SFS[D(5,1)(2,1)] gLLAQbdeeeffavqqluw SFS[D(2,1)(2,1)] gLLMQbdeeeffaveeqpj SFS[D(2,1)(2,1)] gLLMQbdeefefavxxmlr SFS[D(2,1)(2,1)] gLLMQbdeefefabxxaxr SFS[D(2,1)(2,1)] gLLMQbdeefefhfxxaxr toroidal gLLMQbdeefefasxxaxr SFS[D(5,1)(2,1)] gLLMQbdeefefhgxxaxr SFS[D(2,1)(2,1)] gLLMQbdeefefakxxaxr SFS[D(7,2)(2,1)] gLLMQbdeefefhvxxaxr SFS[D(7,3)(2,1)] gLLMQbdeeeffawxxpir SFS[D(7,2)(2,1)] gLLAQbdeeeffhgedmhw toroidal gLLAQbdeeeffabedmhw reducible gLLAQcedefefuavuupn reducible gLLAQcdeefefukhuupn toroidal gLLAQbdeeeffakalxhw toroidal gLLAQbdeeeffabalxhw reducible gLLAQbdeeeffasalxhw toroidal gLLAQbdeeeffaneaulk toroidal gLLAQbdeeeffavalluw reducible gLLAQbdeeeffabpuuhw reducible gLLAQcedeeffpasaxlk SFS[D(2,1)(2,1)] gLLAQcedeeffhavuhpk SFS[D(5,3)(3,1)] gLLAQbdeefefdwahxlk SFS[D(5,2)(3,1)] gLLAQbdeefefevdmxpk reducible gLLAQbdeeeffakxaahw toroidal gLLAQbdeeeffabxaahw SFS[D(2,1)(2,1)] gLLAQbdeeeffasxaahw SFS[D(7,3)(2,1)] gLLAQbdeeeffanahmlk toroidal gLLAQbdeeeffavxamuw SFS[D(2,1)(2,1)] gLLAQbdeeeffhgxumhw toroidal gLLAQbdeeeffakeaxhw toroidal gLLAQbdeeeffxstxahw s140(0,0) gLLAQbdeeeffabmpehw reducible gLLAQbdeeeffabxumhw SFS[D(3,1)(2,1)] gLLAQbdeeeffabeaxhw SFS[D(3,1)(2,1)] gLLAQbdeeeffaseaxhw SFS[D(7,4)(3,1)] gLLAQbdeeeffhcalulk s381(0,0) gLLAQbdeeeffanalulk toroidal gLLAQbdeeeffxvtxmuw m178(0,0) gLLAQbdeeeffavealuw SFS[D(3,1)(2,1)] gLLAQcedefeflhvaxtj m011(0,0) gLLAQcdeefeflkaaxtj SFS[D(3,1)(2,1)] gLLAQcedefeflhvaxaj m069(0,0) gLLAQcdeefeflkaaxaj SFS[D(7,4)(3,1)] gLLAQcedefeflhvaxlj SFS[D(5,1)(2,1)] gLLAQcdeefefloaaxlj SFS[D(7,4)(3,1)] gLLAQcdeefeflkhdxpj toroidal gLLAQcdeefeflkaaxlj toroidal gLLMQbdeeeffavuhhpj SFS[D(3,1)(2,1)] gLLAQcdeefeflwaaxlj SFS[D(3,1)(2,1)] gLLAQcedefeflavdxpj reducible gLLAQcdeefeflkadxtj reducible gLLAQcedefeflhvdxtj toroidal gLLAQcedefeflavexpj SFS[D(3,1)(2,1)] gLLAQcdeefeflkhexpj m178(0,0) gLLAQbdeeeffhgtumhw reducible gLLAQbdeeeffakdaxhw toroidal gLLAQbdeeeffxsuxahw m162(0,0) gLLAQbdeeeffabqpehw SFS[D(3,1)(2,1)] gLLAQbdeeeffabtumhw toroidal gLLAQbdeeeffabdaxhw SFS[D(3,1)(2,1)] gLLAQbdeeeffasdaxhw SFS[D(7,3)(3,1)] gLLAQbdeeeffhcatulk s377(0,0) gLLAQbdeeeffanatulk toroidal gLLAQbdeeeffxvuxmuw m011(0,0) gLLAQbdeeeffavdaluw SFS[D(3,1)(2,1)] gLLAQcedefefthvaxtj SFS[D(3,1)(2,1)] gLLAQcdeefeftkaaxtj SFS[D(3,1)(2,1)] gLLAQcedefefthvaxaj m027(0,0) gLLAQcdeefeftkaaxaj SFS[D(7,3)(3,1)] gLLAQcedefefthvaxlj toroidal gLLAQcdeefeftoaaxlj SFS[D(7,3)(3,1)] gLLAQcdeefeftkhdxpj SFS[D(3,1)(2,1)] gLLAQcdeefeftkaaxlj toroidal gLLMQbdeeeffavuehpj toroidal gLLAQcdeefeftwaaxlj SFS[D(3,1)(2,1)] gLLAQcedefeftavdxpj SFS[D(3,1)(2,1)] gLLAQcdeefeftkadxtj SFS[D(3,1)(2,1)] gLLAQcedefefthvdxtj SFS[D(3,1)(2,1)] gLLAQcedefeftavexpj toroidal gLLAQcdeefeftkhexpj toroidal gLLAQcdeeeffawaptxr SFS[D(5,1)(2,1)] gLLAQbdeeeffdgaaxhw SFS[D(5,1)(2,1)] gLLAQbdeeeffekddlhw toroidal gLLAQbdeefefdwppxik m069(0,0) gLLAQbdeeeffpgaaxhw SFS[D(7,3)(2,1)] gLLAQbdeeeffxkddlhw m027(0,0) gLLAQbdeefefevxxxqk m011(0,0) gLLAQbdeeeffhgaaxhw toroidal gLLAQbdeeeffmkddlhw SFS[D(3,1)(2,1)] gLLAQcedeeffaavxhxr SFS[D(7,2)(2,1)] gLLAQbdeeeffdguumhw m044(0,0) gLLAQbdeeeffekiithw toroidal gLLAQbdeefefdwuuxlk m043(0,0) gLLAQbdeeeffpguumhw toroidal gLLAQbdeeeffxkiithw toroidal gLLAQbdeefefeviixpk toroidal gLLAQbdeeeffhguumhw toroidal gLLAQcdeefefawapxij SFS[D(2,1)(2,1)] gLLAQbdeeeffdgppehw m070(0,0) gLLAQbdeeeffekxxahw m026(0,0) gLLAQbdeefefdwaaxhk SFS[D(2,1)(2,1)] gLLAQbdeeeffpgppehw SFS[D(7,3)(2,1)] gLLAQbdeeeffxkxxahw toroidal gLLAQbdeefefevddxmk toroidal gLLAQbdeeeffhgppehw m006(0,0) gLLAQbdeeeffmkxxahw SFS[D(3,1)(2,1)] gLLAQbdeeeffakppehw SFS[D(5,4)(3,1)] gLLAQbdeeeffakuumhw SFS[D(5,1)(3,1)] gLLAQbdeeefflkaaxhw SFS[D(5,1)(3,1)] gLLAQbdeefeflraaxhk toroidal gLLAQbdeefeftraaxhk toroidal gLLAQbdeeefftkaaxhw SFS[D(5,4)(3,1)] gLLAQbdeeeffhvaaxhw SFS[D(5,1)(2,1)] gLLAQcedeeffaarxhxr SFS[D(2,1)(2,1)] gLLAQbdeeeffxsxxahw SFS[D(7,3)(2,1)] gLLAQbdeeeffabppehw SFS[D(3,1)(2,1)] gLLAQbdeeeffabuumhw SFS[D(3,1)(2,1)] gLLAQbdeeefflbaaxhw toroidal gLLAQbdeefeflvaaxhk SFS[D(3,1)(2,1)] gLLAQbdeefeftvaaxhk SFS[D(3,1)(2,1)] gLLAQbdeeefftbaaxhw toroidal gLLAQbdeeeffhfaaxhw SFS[D(7,3)(2,1)] gLLAQcedeeffaajxhxr SFS[D(5,1)(2,1)] gLLAQbdeeeffxbxxahw SFS[D(2,1)(2,1)] gLLAQbdeeeffasppehw SFS[D(7,5)(3,1)] gLLAQbdeeeffasuumhw SFS[D(7,2)(3,1)] gLLAQbdeeefflsaaxhw SFS[D(7,4)(3,1)] gLLAQbdeefefljaaxhk SFS[D(7,3)(3,1)] gLLAQbdeefeftjaaxhk SFS[D(7,4)(3,1)] gLLAQbdeeefftsaaxhw SFS[D(7,3)(3,1)] gLLAQcedeeffaavxtxr SFS[D(5,1)(2,1)] gLLAQbdeeeffhcaaulk SFS[D(5,1)(2,1)] gLLAQbdeeeffxnxxdlk toroidal gLLAQbdeeeffanuuplk SFS[D(5,4)(3,1)] gLLAQbdeeeffanppalk SFS[D(5,1)(3,1)] gLLAQbdeefeflwaaepw toroidal gLLAQbdeeefflnaaulk SFS[D(5,4)(3,1)] gLLAQbdeeefftnaaulk SFS[D(5,1)(3,1)] gLLAQbdeefeftwaaepw toroidal gLLAQcedeeffaavxmxr SFS[D(2,1)(2,1)] gLLAQbdeeeffxvxxmuw toroidal gLLAQbdeeeffhkaaluw SFS[D(2,1)(2,1)] gLLAQbdeeeffavpphuw SFS[D(3,1)(2,1)] gLLAQbdeeeffavuuiuw SFS[D(3,1)(2,1)] gLLAQbdeeefflvaaluw SFS[D(3,1)(2,1)] gLLAQbdeefeflbaapek toroidal gLLAQbdeefeftbaapek toroidal gLLAQbdeeefftvaaluw SFS[D(3,1)(2,1)] gLLAQbdeefefevddxek SFS[D(5,2)(2,1)] gLLAQcedeeffaavthxr SFS[D(5,1)(2,1)] gLLAQcedeeffatvthxr SFS[D(5,1)(2,1)] gLLAQcedeeffalvthxr toroidal gLLAQcedeeffapvdixr m069(0,0) gLLAQcedeeffadvdixr SFS[D(7,3)(2,1)] gLLAQcedeeffahvdixr m027(0,0) gLLAQcedeeffauvqlxr m011(0,0) gLLAQcedeeffaqvqlxr toroidal gLLAQcedeeffaivqlxr SFS[D(3,1)(2,1)] gLLAQcdeeeffakadixr SFS[D(5,1)(3,1)] gLLAQcdeefefaoaaxtj reducible gLLAQcedeeffaajeqxr SFS[D(5,4)(3,1)] gLLAQcdeeeffaoadixr SFS[D(3,1)(2,1)] gLLAQcdeefefakaaxtj reducible gLLAQcedeeffaareqxr SFS[D(3,1)(2,1)] gLLAQcdeeeffawadixr SFS[D(7,2)(3,1)] gLLAQcdeefefawaaxtj reducible gLLAQcedeeffaaveqxr SFS[D(7,5)(3,1)] gLLAQcedeeffaqvqqxr SFS[D(7,3)(2,1)] gLLAQcdeefefaoaaxaj reducible gLLAQcedeeffaqrqqxr SFS[D(2,1)(2,1)] gLLAQcdeefefakaaxaj reducible gLLAQcdeeeffakheexr m026(0,0) gLLAQcedeeffaqjqqxr toroidal gLLAQcdeefefaoxtxtj SFS[D(3,1)(2,1)] gLLAQcdeeeffawaddxr SFS[D(5,1)(3,1)] gLLAQcdeefefawaaxaj reducible gLLAQcedeeffaaveexr SFS[D(5,4)(3,1)] gLLAQcedeeffaqvqexr SFS[D(5,1)(2,1)] gLLAQcdeefefaoaaxlj reducible gLLAQcdeefefakhdxpj SFS[D(3,1)(2,1)] gLLAQcdeefefakaaxlj reducible gLLAQcdeeeffawadxxr SFS[D(3,1)(2,1)] gLLAQcdeefefawaaxlj reducible gLLAQcedeeffaavelxr SFS[D(3,1)(2,1)] gLLAQcdeeeffawaaixr reducible gLLAQcedeeffaavdqxr SFS[D(7,2)(3,1)] gLLAQcdeefefawadxtj SFS[D(7,5)(3,1)] gLLAQcdeeeffaoaaixr reducible gLLAQcedeeffaardqxr SFS[D(3,1)(2,1)] gLLAQcdeefefakadxtj SFS[D(3,1)(2,1)] gLLAQcdeeeffakaaixr reducible gLLAQcedeeffaajdqxr SFS[D(5,1)(3,1)] gLLAQcdeefefaoadxtj SFS[D(5,4)(3,1)] gLLAQcedeeffaavuhxr SFS[D(2,1)(2,1)] gLLAQcedeeffapvaixr SFS[D(2,1)(2,1)] gLLAQcedeeffauvplxr toroidal gLLAQcedeeffatvuhxr m070(0,0) gLLAQcedeeffadvaixr SFS[D(7,3)(2,1)] gLLAQcedeeffaqvplxr m006(0,0) gLLAQcedeeffalvuhxr m026(0,0) gLLAQcedeeffahvaixr toroidal gLLAQcedeeffaivplxr SFS[D(3,1)(2,1)] gLLAQcdeeeffawaaxxr reducible gLLAQcedeeffaavdlxr SFS[D(3,1)(2,1)] gLLAQcdeefefawadxlj SFS[D(3,1)(2,1)] gLLAQcedeeffahjaxxr SFS[D(5,1)(2,1)] gLLAQcdeeeffaoaaxxr reducible gLLAQcdeeeffaoxtixr SFS[D(3,1)(2,1)] gLLAQcdeefefakhexpj m011(0,0) gLLAQcedeeffahraxxr toroidal gLLAQcdeeeffakaaxxr reducible gLLAQcedeeffahvaxxr SFS[D(7,3)(2,1)] gLLAQcdeeeffawaadxr reducible gLLAQcedeeffaavdexr SFS[D(5,1)(3,1)] gLLAQcdeefefawadxaj SFS[D(5,4)(3,1)] gLLAQcdeeeffakhdexr SFS[D(3,1)(2,1)] gLLAQcdeeeffaoaadxr reducible gLLAQcdeeeffakaadxr reducible gLLAQcedeeffahvadxr SFS[D(2,1)(2,1)] gLLAQcdeeeffhsaqaxw SFS[D(7,3)(2,1)] gLLAQbdeefefdwmuxdk s140(0,0) gLLAQbdeefefevtixek m162(0,0) gLLAQbdeeeffakahqhw toroidal gLLAQcdeeeffhraqaxw SFS[D(2,1)(2,1)] gLLAQbdeeeffabahqhw reducible gLLAQcdeeeffhcaqaxw toroidal gLLAQbdeeefflsahqhw s615(0,0) gLLAQbdeeeffasahqhw toroidal gLLAQbdeeefftsahqhw s709(0,0) gLLAQbdeefeflwahetw s599(0,0) gLLAQbdeeeffanxadlk toroidal gLLAQbdeefeftwahetw s450(0,0) gLLAQbdeeefflvahduw toroidal gLLAQbdeeeffavahduw reducible gLLAQbdeeefftvahduw toroidal gLLAQcdeeeffhsamaxw toroidal gLLAQcdeeeffhsueuxw s124(0,0) gLLAQcdeeeffhspxpxw m155(0,0) gLLAQcdeeeffhsapaxw SFS[D(2,1)(2,1)] gLLAQcdeeeffhsuauxw toroidal gLLAQcdeeeffhspupxw toroidal gLLMQbcdeeffaccxins SFS[D(2,1)(2,1)] gLLAQbdeeeffabtlehw SFS[D(2,1)(2,1)] gLLAQbdeeeffabtlahw SFS[D(2,1)(2,1)] gLLAQcedeeffuasuxhj toroidal gLLAQcedeeffuavuluj SFS[D(2,1)(2,1)] gLLAQcedefefuawuepj SFS[D(2,1)(2,1)] gLLAQcdeeeffugatahj SFS[D(2,1)(2,1)] gLLAQbdeeeffmkamuhw m391(0,0)(0,0) gLLAQcdeeeffifepehj s526(0,0) gLLAQbdeeeffabmithw SFS[A(2,1)] gLLAQcdeeefficalaen SFS[D(7,3)(2,1)] gLLAQbdeeeffmkamthw SFS[A(5,2)] gLLAQbdeeeffmkamxhw m367(0,0)(0,0) gLLAQbdeefeflvdlupo SFS[D(3,1)(3,1)] gLLAQbdeeeffabetupo reducible gLLAQbdeefeftvdlupo SFS[D(3,1)(3,2)] gLLMQbdeeefferaqqmv SFS[D(3,1)(2,1)] gLLMQbcdeefflskulko SFS[D(3,1)(2,1)] gLLMQbcdeeffagkepcv SFS[D(4,1)(2,1)] gLLMQbdeeeffdkeiimv SFS[D(5,2)(2,1)] gLLMQbdeeeffejaqqmv toroidal gLLMQbdeeefflvxhhmv toroidal gLLMQbdeeeffavxhhmv SFS[D(2,1)(2,1)] gLLMQbdeeefftvxhhmv SFS[D(2,1)(2,1)] gLLMQbdeeefflveiimv SFS[D(5,2)(2,1)] gLLMQbdeeeffakeiqav SFS[D(3,1)(2,1)] gLLMQbcefeefevialmc SFS[D(5,2)(2,1)] gLLMQbcefeefeodulmg toroidal gLLMQbdeefefaweiitv SFS[D(3,1)(2,1)] gLLMQbcefeefdnauxhg SFS[D(3,1)(2,1)] gLLMQbdeeefflveidmv SFS[D(4,1)(2,1)] gLLMQbdeeefflveixmv toroidal gLLMQbdeeeffaveixmv SFS[D(3,1)(2,1)] gLLMQbdeeefftveixmv SFS[D(3,1)(2,1)] gLLMQbdeefefabqxlev SFS[D(2,1)(2,1)] gLLMQccdfffeajvqagb SFS[D(4,1)(2,1)] gLLMQbcefeeftsamipg SFS[D(5,2)(2,1)] gLLMQbcefeeflsamipg SFS[D(4,1)(2,1)] gLLAQbdeeeffmkhutpo SFS[D(2,1)(2,1)] gLLAQbdeeeffavdtlxo SFS[D(2,1)(2,1)] gLLAQbdeeeffmvhuexo toroidal gLLAQbdeeeffabdtupo reducible gLLMQbcefeefmouupqg toroidal gLLMQbceeeffagtexhg toroidal gLLAQbdeeeffhgatupo SFS[D(3,1)(2,1)] gLLAQbdeeeffabatupo reducible gLLMQbcdeeffaofqucv SFS[D(4,1)(2,1)] gLLAQcedeefftabtdhc SFS[D(4,1)(2,1)] gLLMQbcdeeffaocqucv SFS[D(5,2)(2,1)] gLLMQbcdeeffagcqucv SFS[D(4,1)(2,1)] gLLAQcedefefthfaelc SFS[D(3,1)(2,1)] gLLMQbcdeeffaoreqcv SFS[D(5,2)(2,1)] gLLAQcedefefpqvxmtf SFS[D(5,2)(2,1)] gLLMQbcdeeffacneqcv SFS[D(5,2)(2,1)] gLLMQbcdeeffaoneqcv toroidal gLLAQcedefefpaktahf SFS[D(5,2)(2,1)] gLLMQbcdeeffxorthvv SFS[D(5,2)(2,1)] gLLAQbdeeeffmveeexo reducible gLLMQbcdeeffpgjuuro reducible gLLMQbcdeeffebbqqbo SFS[D(2,1)(2,1)] gLLMQbcdeeffaooeecv SFS[D(2,1)(2,1)] gLLMQbdeeefflveelmv SFS[D(2,1)(2,1)] gLLMQbcdeeffescqqbo SFS[D(2,1)(2,1)] gLLMQbcefeefesdmppg reducible gLLMQbdeefefarxxptv reducible gLLMQbcefeefdvamllg reducible gLLMQbdeeeffanxxqxv reducible gLLMQbcdeefftbbhhro SFS[D(2,1)(2,1)] gLLMQbceeeffagaxxhg SFS[D(2,1)(2,1)] gLLMQbcefeeflsxmiig SFS[D(2,1)(2,1)] gLLMQbdeefefabxxliv reducible gLLMQbcdeefftschhro SFS[D(2,1)(2,1)] gLLMQccdfffeajkqqgb SFS[D(2,1)(2,1)] gLLMQbceeeffagmeehg T2xI gLLAQbdeeeffhgedmpo SFS[D(2,1)(2,1)] gLLAQbdeeeffabedmpo reducible gLLMQbcdeeffaorelcv SFS[D(4,1)(2,1)] gLLAQcedefefuqvdxtg SFS[D(4,1)(2,1)] gLLMQbcdeeffacnelcv SFS[D(4,1)(2,1)] gLLMQbcdeeffaonelcv SFS[D(5,2)(2,1)] gLLAQcedefefuakhphg SFS[D(4,1)(2,1)] gLLAQcdeefefukhuxpg SFS[D(2,1)(2,1)] gLLMQbcdeeffxortmvv SFS[D(4,1)(2,1)] gLLMQbcdeeffhnclicv reducible gLLMQbcdeeffajspufo reducible gLLAQbdeeeffdwxidxo reducible gLLAQbdeeeffevlqexo reducible gLLAQbdeeeffxvlqexo reducible gLLAQbdeeeffmvlqexo reducible gLLAQbdeeeffhgelupo reducible gLLMQbcdeeffpfgapro reducible gLLAQbdeefeflvelupo reducible gLLAQbdeeeffabelupo reducible gLLAQbdeefeftvelupo reducible gLLMQbcdeeffhfgapro reducible gLLMQbdeeeffereqqmv reducible gLLMQbcdeefflskuako reducible gLLMQbdeeeffejeqqmv reducible gLLMQbdeeeffakdiqav reducible gLLMQbcdeefftrwliro SFS[D(2,1)(2,1)] gLLMQbcdeeffebnalbo reducible gLLMQbcdeeffebjxibo reducible gLLMQbcdeeffhfjpufo reducible gLLMQbceeeffhgaplag T2xI gLLMQbcefeefeodulxg reducible gLLMQbdeefefawdiitv reducible gLLMQbcefeefdnauxpg reducible gLLMQbcdeeffaoblicv SFS[D(2,1)(2,1)] gLLMQbcefeefxolutdg SFS[D(2,1)(2,1)] gLLMQbdeeefflvdixmv reducible gLLMQbdeeeffavdixmv reducible gLLMQbdeeefftvdixmv reducible gLLMQbcefeefektmaig reducible gLLMQbcdeeffdfkuako reducible gLLMQbcefeefestmaig reducible gLLMQbceeeffajauhic SFS[D(2,1)(2,1)] gLLMQbcdeeffxccmpvv T2xI gLLMQbceeeffagaplhg T2xI gLLMQbcdeeffevompbo SFS[D(2,1)(2,1)] gLLMQbcdeefftsoxmro reducible gLLMQbcdeefftsgapro reducible gLLMQbdeefefhgdiliv reducible gLLMQbcdeeffxobmpvv SFS[D(2,1)(2,1)] gLLMQbceeeffagmuhhg SFS[D(2,1)(2,1)] gLLAQbdeeeffhgdlupo SFS[D(3,1)(2,1)] gLLAQbdeeeffabdlupo reducible gLLMQbcdeeffaofeicv SFS[D(4,1)(2,1)] gLLMQbcdeeffaogahcv SFS[D(4,1)(2,1)] gLLMQbcdeeffaoceicv SFS[D(5,2)(2,1)] gLLMQbcdeeffagceicv SFS[D(4,1)(2,1)] gLLMQbdeefefhgeiliv SFS[D(3,1)(2,1)] gLLAQbdeeeffhgalupo SFS[D(3,1)(2,1)] gLLAQbdeeeffabalupo reducible gLLMQbcdeeffaofqicv SFS[D(5,2)(2,1)] gLLAQcedeefflabtdhc SFS[D(5,2)(2,1)] gLLMQbcdeeffaocqicv toroidal gLLMQbcdeeffagcqicv SFS[D(5,2)(2,1)] gLLAQcedefeflhfaelc SFS[D(3,1)(2,1)] gLLAQbdeeeffabputpo reducible gLLAQbdeeeffawputeo reducible gLLAQbdeeeffarpuqxo reducible gLLAQcedeeffdakuatf reducible gLLAQbdeeeffdwapdxo reducible gLLAQbdeeeffevdxexo reducible gLLAQbdeefefdgaphdo reducible gLLAQbdeeeffpwapdxo reducible gLLAQbdeeeffxvdxexo reducible gLLAQbdeefefekdxheo reducible gLLAQbdeeeffhwapdxo reducible gLLAQbdeeeffmvdxexo reducible gLLAQbdeeeffajapdxo reducible gLLAQbdeeeffajpuqxo reducible gLLAQbdeeeffajuatxo reducible gLLAQbdeeeffavpuqxo reducible gLLAQbdeeeffmkdxtpo SFS[D(2,1)(2,1)] gLLAQbdeeeffakpuxpo reducible gLLAQbdeeeffabpuxpo reducible gLLAQbdeeeffaspuxpo reducible gLLAQbdeeeffpcappeo reducible gLLAQbdeeeffprappeo reducible gLLAQbdeeeffanpuueo reducible gLLAQbdeeeffpvapppo reducible gLLAQbdeeeffafpuxeo reducible gLLAQbdeeeffavpuexo reducible gLLAQcdeeeffdcamaif T2xI gLLAQcdeeeffdvxmxtf T2xI gLLAQcedeeffdakaxtf reducible gLLAQcdeefefdgadaif reducible gLLAQcdeefefdgamatf SFS[D(2,1)(2,1)] gLLAQcdeefefdrapduf SFS[D(2,1)(2,1)] gLLAQcdeefefdvidaxf reducible gLLAQcdeefefdvadaxf reducible gLLAQcdeefefdvmdaxf reducible gLLAQcedeeffdakextf reducible gLLAQcdeeeffdcxmxif T2xI gLLAQcdeeeffdvamatf T2xI gLLAQcedeeffduvxdqf reducible gLLAQcedeeffdurxdqf reducible gLLAQcedeeffdujxdqf reducible gLLAQcedeeffduvqlqf SFS[D(2,1)(2,1)] gLLAQcdeefefdsaddlf reducible gLLAQcdeefefdsamduf SFS[D(2,1)(2,1)] gLLAQcdeefefdriddtf reducible gLLAQcdeefefdraddtf reducible gLLAQcdeefefdrmddtf reducible gLLAQcdeefefdvapatf SFS[D(2,1)(2,1)] gLLAQbdeefefdwadulo SFS[D(2,1)(2,1)] gLLAQcedeeffplsaxtf SFS[D(5,2)(2,1)] gLLAQcedeeffppveiqf SFS[D(2,1)(2,1)] gLLAQcedeeffpajxhqf SFS[D(5,2)(2,1)] gLLAQcedeeffplvaqqf SFS[D(4,1)(2,1)] gLLAQcedeeffplvaeqf SFS[D(5,2)(2,1)] gLLAQcdeefefpruadpf SFS[D(4,1)(2,1)] gLLAQcdeefefprpudaf SFS[D(5,2)(2,1)] gLLMQbdeeefflvuxxmv toroidal gLLMQbdeeeffavuxxmv SFS[D(3,1)(2,1)] gLLMQbdeeefftvuxxmv SFS[D(3,1)(2,1)] gLLAQcedefefplwadpf SFS[D(4,1)(2,1)] gLLAQcdeefefpspmdhf SFS[D(5,2)(2,1)] gLLAQcedeeffpavthqf SFS[D(5,2)(2,1)] gLLAQcedeeffppvdiqf toroidal gLLAQcdeefefpsaddlf SFS[D(3,1)(2,1)] gLLAQbdeefeflvahuto SFS[D(3,1)(2,1)] gLLAQbdeeeffabxadpo reducible gLLAQbdeefeftvahuto SFS[D(3,1)(2,1)] gLLAQcedeeffhlsaxtf toroidal gLLAQcedeeffhasaxtf SFS[D(2,1)(2,1)] gLLAQcedeeffhtsaxtf SFS[D(2,1)(2,1)] gLLAQcedeeffhajaqqf SFS[D(2,1)(2,1)] gLLAQcedeeffhajxhqf SFS[D(4,1)(2,1)] gLLAQcedeeffhlvaqqf SFS[D(5,2)(2,1)] gLLAQcedeeffhlvaeqf toroidal gLLAQcedeeffhavaeqf SFS[D(2,1)(2,1)] gLLAQcedeeffhtvaeqf SFS[D(2,1)(2,1)] gLLAQcdeefefhspudaf SFS[D(2,1)(2,1)] gLLAQcdeefefhcpudaf SFS[D(2,1)(2,1)] gLLAQcdeefefhruadpf SFS[D(5,2)(2,1)] gLLAQcdeefefhrpudaf toroidal gLLAQcdeefefqviipxg toroidal gLLAQcdeefefqvaipxg SFS[D(3,1)(2,1)] gLLAQcdeefefqvmipxg SFS[D(3,1)(2,1)] gLLAQcedefefhlwadpf SFS[D(5,2)(2,1)] gLLAQcdeefefhspmdhf SFS[D(4,1)(2,1)] gLLAQcedeeffhavthqf SFS[D(4,1)(2,1)] gLLAQcedeeffhpvdiqf SFS[D(5,2)(2,1)] gLLAQcdeefefhsaddlf SFS[D(3,1)(2,1)] gLLAQbdeefefdwaludo SFS[D(2,1)(2,1)] gLLAQbdeefeflvalupo SFS[D(3,1)(3,2)] gLLAQbdeeeffabeaupo reducible gLLAQbdeefeftvalupo SFS[D(3,1)(3,1)] gLLAQcedefefluvpthc SFS[D(3,1)(2,1)] gLLAQcedefeflujpthc SFS[D(3,1)(2,1)] gLLAQcedefeflarutic SFS[D(5,2)(2,1)] gLLAQcedefeflpratlc SFS[D(4,1)(2,1)] gLLAQcedefeflurpthc toroidal gLLMQbdeeefflvuhhmv SFS[D(5,2)(2,1)] gLLAQcdeefeflwiatlc SFS[D(4,1)(2,1)] gLLAQcdeeefflsuduqc SFS[D(2,1)(2,1)] gLLAQcdeeefflcaaqqc SFS[D(3,1)(2,1)] gLLAQcdeeefflsiaqqc SFS[D(4,1)(2,1)] gLLAQcdeeefflsiamqc toroidal gLLAQcdeeefflsaamqc SFS[D(3,1)(2,1)] gLLAQcdeeefflsmamqc SFS[D(3,1)(2,1)] gLLAQcdeeefflsiapqc SFS[D(5,2)(2,1)] gLLAQcdeefeflviadxc toroidal gLLAQcdeefeflvaadxc SFS[D(3,1)(2,1)] gLLAQcdeefeflvmadxc SFS[D(3,1)(2,1)] gLLAQcedefeflavttic SFS[D(5,2)(2,1)] gLLAQcdeeefflsueuqc toroidal gLLAQcdeeefflspxpqc SFS[D(5,2)(2,1)] gLLAQbdeefeflvatupo SFS[D(3,1)(3,1)] gLLAQbdeeeffabdaupo reducible gLLAQbdeefeftvatupo SFS[D(3,1)(3,2)] gLLAQcedefeftuvpthc SFS[D(3,1)(2,1)] gLLAQcedefeftujpthc SFS[D(3,1)(2,1)] gLLAQcedefeftarutic SFS[D(4,1)(2,1)] gLLAQcedefeftpratlc SFS[D(5,2)(2,1)] gLLAQcedefefturpthc toroidal gLLMQbdeeefflvuehmv toroidal gLLMQbdeeeffavuehmv SFS[D(2,1)(2,1)] gLLMQbdeeefftvuehmv SFS[D(2,1)(2,1)] gLLAQcdeefeftwiatlc SFS[D(5,2)(2,1)] gLLAQcdeeefftcaaqqc SFS[D(3,1)(2,1)] gLLAQcdeeefftsiaqqc SFS[D(5,2)(2,1)] gLLAQcdeeefftsiamqc toroidal gLLAQcdeeefftsaamqc SFS[D(3,1)(2,1)] gLLAQcdeeefftsmamqc SFS[D(3,1)(2,1)] gLLAQcdeeefftsiapqc SFS[D(4,1)(2,1)] gLLAQcdeefeftviadxc toroidal gLLAQcdeefeftvaadxc SFS[D(3,1)(2,1)] gLLAQcdeefeftvmadxc SFS[D(3,1)(2,1)] gLLAQcedefeftavetpc SFS[D(2,1)(2,1)] gLLAQcedefeftavttic SFS[D(4,1)(2,1)] gLLAQcdeeefftsueuqc SFS[D(5,2)(2,1)] gLLAQcdeeefftspxpqc SFS[D(4,1)(2,1)] gLLAQbdeeeffmkiitpo T2xI gLLAQbdeeeffpsuupeo reducible gLLAQbdeeeffmviiexo reducible gLLAQbdeeeffhgaaupo reducible gLLAQbdeeefflbaaupo reducible gLLAQbdeefeflvaaupo reducible gLLAQbdeefeftvaaupo reducible gLLAQbdeeefftbaaupo reducible gLLAQbdeeeffxbxxdpo reducible gLLAQcedeeffalvtmuc reducible gLLAQcedeeffalrtmuc reducible gLLAQcedeeffaljtmuc reducible gLLAQcedeeffalveluc SFS[D(2,1)(2,1)] gLLAQcdeeeffacaaqqc reducible gLLAQcdeeeffacaqaqc SFS[D(2,1)(2,1)] gLLAQcdeeeffafamahc SFS[D(2,1)(2,1)] gLLAQcdeeeffasiamqc reducible gLLAQcdeeeffasaamqc reducible gLLAQcdeeeffasmamqc reducible gLLAQcdeeeffaraapqc reducible gLLAQcedefefahbadic reducible gLLAQcdeefefasxqedc SFS[D(2,1)(2,1)] gLLAQcdeefefarameuc T2xI gLLAQcdeeeffafiamhc reducible gLLAQcdeeeffafaamhc reducible gLLAQcdeeeffafmamhc reducible gLLAQcdeeeffasamaqc SFS[D(2,1)(2,1)] gLLAQcdeeeffagaaphc reducible gLLAQcdeeeffavaaqhc reducible gLLAQcdeeeffavaqahc SFS[D(2,1)(2,1)] gLLAQcedefefahfaelc reducible gLLAQcdeefefagxqdec SFS[D(2,1)(2,1)] gLLAQcdeefefavamdtc T2xI gLLAQbdeeeffhgahmpo SFS[D(2,1)(2,1)] gLLAQbdeeeffabahmpo reducible gLLAQcdeeeffqkaamtg SFS[D(4,1)(2,1)] gLLAQcedeeffqhvamtg SFS[D(4,1)(2,1)] gLLAQcdeefefqraaqqg SFS[D(4,1)(2,1)] gLLAQcdeefefqraaqig SFS[D(5,2)(2,1)] gLLAQcedefefhaktahf SFS[D(4,1)(2,1)] gLLAQcdeefefhkhampf SFS[D(2,1)(2,1)] gLLAQcdeeeffqkhhmtg SFS[D(4,1)(2,1)] gLLAQbdeefeflveduto SFS[D(3,1)(2,1)] gLLAQbdeeeffabtldpo reducible gLLAQbdeefeftveduto SFS[D(3,1)(2,1)] gLLAQcedeeffulsuxdg toroidal gLLAQcedeeffuasuxdg SFS[D(2,1)(2,1)] gLLAQcedeeffutsuxdg SFS[D(2,1)(2,1)] gLLAQcedeeffuajuqtg SFS[D(2,1)(2,1)] gLLAQcedeeffuajdhtg SFS[D(4,1)(2,1)] gLLAQcedeeffulvuqtg SFS[D(5,2)(2,1)] gLLAQcedeeffulvuetg toroidal gLLAQcedeeffuavuetg SFS[D(2,1)(2,1)] gLLAQcedeeffutvuetg SFS[D(2,1)(2,1)] gLLAQcdeefefusppqag SFS[D(2,1)(2,1)] gLLAQcdeefefucppqag SFS[D(2,1)(2,1)] gLLAQcdeefefuruuqpg SFS[D(5,2)(2,1)] gLLAQcdeefefurppqag toroidal gLLMQbdeeefflvtxxmv toroidal gLLMQbdeeeffavtxxmv SFS[D(3,1)(2,1)] gLLMQbdeeefftvtxxmv SFS[D(3,1)(2,1)] gLLAQcedefefulwuqpg SFS[D(5,2)(2,1)] gLLAQcdeefefusptqhg SFS[D(4,1)(2,1)] gLLAQcedeeffuavhhtg SFS[D(4,1)(2,1)] gLLAQcedeeffupviitg SFS[D(5,2)(2,1)] gLLAQcdeefefusaiqlg SFS[D(3,1)(2,1)] gLLAQbdeeeffmvamexo toroidal gLLAQbdeeeffmkamtpo T2xI gLLAQbdeeeffavmilxo T2xI gLLAQbdeeeffabmiupo reducible gLLAQcedeeffiivpxtg toroidal gLLAQcedeeffiavhttg toroidal gLLAQaedefffbqadfvk SFS[D(7,2)(2,1)] gLLAQaedefffbqadvvk SFS[D(2,1)(2,1)] gLLAQaedefffbqadgvk SFS[D(5,1)(2,1)] gLLAQaedefffbqadkkk SFS[D(2,1)(2,1)] gLLAQaedefffbqadokk SFS[D(7,3)(2,1)] gLLAQaedefffbqadwkk toroidal gLLAQaedefffbqedwkk SFS[D(3,1)(2,1)] gLLAQaedefffbqddwkk SFS[D(3,1)(2,1)] gLLAQaedefffbqapwfo SFS[D(3,1)(2,1)] gLLAQaedefffbqapwwo SFS[D(3,1)(2,1)] gLLAQaedefffbqapwno toroidal gLLAQaedefffbqaprro SFS[D(3,1)(2,1)] gLLAQaedefffbqaprjo SFS[D(3,1)(2,1)] gLLAQaedefffbqaprvo reducible gLLAQaedefffbqepwno SFS[D(2,1)(2,1)] gLLAQaedefffbqdpwno SFS[D(2,1)(2,1)] gLLAQaedefffbqahknr SFS[D(5,1)(2,1)] gLLAQaedefffbqahkkg SFS[D(3,1)(2,1)] gLLAQaedefffbqxhkkr SFS[D(3,1)(2,1)] gLLAQaedefffbdadffb T2xI gLLAQaedefffbdadvvg SFS[D(2,1)(2,1)] gLLAQaedefffbdadcbf toroidal gLLAQaedefffbdadsvo toroidal gLLAQaedefffbdapwwo toroidal gLLAQaedefffbdapvvg SFS[D(2,1)(2,1)] gLLAQaedefffbdapssc SFS[D(2,1)(2,1)] gLLAQaedefffbdapsvn toroidal gLLAQaedefffbdapsvr toroidal gLLAQaedefffbdepwwo SFS[D(2,1)(2,1)] gLLAQaedefffbddpwwo SFS[D(2,1)(2,1)] gLLAQaedefffbdahvwc toroidal gLLAQaedefffbdahwsg reducible gLLAQaedefffbdahsvo toroidal gLLAQaedefffbdehwsg SFS[D(2,1)(2,1)] gLLAQaedefffbddhwsg SFS[D(2,1)(2,1)] gLLAQaedefffbtapwwo SFS[D(3,1)(2,1)] gLLAQaedefffbtapvvj SFS[D(2,1)(2,1)] gLLAQaedefffbtapwbj SFS[D(5,1)(2,1)] gLLAQaedefffbtapcvo reducible gLLAQaedefffbttdrrf SFS[D(2,1)(2,1)] gLLAQaedefffbtxpcco SFS[D(2,1)(2,1)] gLLAQaedefffbtxpcvj SFS[D(4,1)(2,1)] gLLAQaedefffbtqpbbj SFS[D(3,1)(2,1)] gLLAQaedefffbtmpnnb SFS[D(3,1)(2,1)] gLLAQaedefffbtmpjjr SFS[D(2,1)(2,1)] gLLAQaedefffbtmhjjn SFS[D(3,1)(2,1)] gLLAQaedefffbmamvvk SFS[D(3,1)(2,1)] gLLAQaedefffbmamwbk SFS[D(3,1)(2,1)] gLLAQaedefffbmamcvn SFS[D(7,2)(2,1)] gLLAQaedefffbmtxrrc SFS[D(3,1)(2,1)] gLLAQaedefffbmxmccn SFS[D(3,1)(2,1)] gLLAQaedefffbmqmbwn SFS[D(5,2)(2,1)] gLLAQaedefffbmmmjjo SFS[D(3,1)(2,1)] gLLAQaedefffbaaxkfr reducible gLLAQaedefffbaaxkwr SFS[D(3,1)(2,1)] gLLAQaedefffbaaxknr SFS[D(3,1)(2,1)] gLLAQaedefffbaaxwwr reducible gLLAQaedefffbaaxowr SFS[D(3,1)(2,1)] gLLAQaedefffbaaxgwb SFS[D(2,1)(2,1)] gLLAQaedefffbaaxsvn SFS[D(2,1)(2,1)] gLLAQaedefffbaaxsvo SFS[D(2,1)(2,1)] gLLAQaedefffbaaewno reducible gLLAQaedefffbaaecbb T2xI gLLAQaedefffbaaerkf reducible gLLAQaedefffbaaervo SFS[D(2,1)(2,1)] gLLAQaedefffbaeewno reducible gLLAQaedefffbadewno reducible gLLAQaedefffbaamfrk reducible gLLAQaedefffbaamfvk SFS[D(3,1)(2,1)] gLLAQaedefffbaamfjk SFS[D(3,1)(2,1)] gLLAQaedefffbaamgvk SFS[D(3,1)(2,1)] gLLAQaedefffbaamokk SFS[D(3,1)(2,1)] gLLAQaedefffbaamwkk SFS[D(3,1)(2,1)] gLLAQaedefffbaamwbk SFS[D(3,1)(2,1)] gLLAQaedefffbaamwsk reducible gLLAQaedefffbaamckc SFS[D(2,1)(2,1)] gLLAQaedefffbaamcvn SFS[D(2,1)(2,1)] gLLAQaedefffbaxxcsn reducible gLLAQaedefffbaxxcso reducible gLLAQaedefffbaxxggb reducible gLLAQaedefffbaxxjkr SFS[D(2,1)(2,1)] gLLAQaedefffbaxxgwr SFS[D(2,1)(2,1)] gLLAQaedefffbatxrrc reducible gLLAQaedefffbatxooj reducible gLLAQaedefffbaxmccn reducible gLLAQaedefffbaxmbfk SFS[D(2,1)(2,1)] gLLAQaedefffbaxmcvk SFS[D(2,1)(2,1)] gLLAQaedefffbaqmbsk SFS[D(2,1)(2,1)] gLLAQaedefffbaqmckk SFS[D(2,1)(2,1)] gLLAQaedefffbaqmkkc reducible gLLAQaedefffbiamwwn SFS[D(2,1)(2,1)] gLLAQaedefffbiamvvk SFS[D(3,1)(2,1)] gLLAQaedefffbiamwbk reducible gLLAQaedefffbiamcvn SFS[D(5,1)(2,1)] gLLAQaedefffbitxrrc SFS[D(3,1)(2,1)] gLLAQaedefffbixmccn SFS[D(3,1)(2,1)] gLLAQaedefffbimejjr SFS[D(2,1)(2,1)] gLLAQaedefffbiqmbwn SFS[D(4,1)(2,1)] gLLAQaedefffbiqmbbk SFS[D(2,1)(2,1)] gLLAQaedefffbimmnnf SFS[D(2,1)(2,1)] gLLAQaedefffbimmjjo SFS[D(3,1)(2,1)] gLLAQaedefffbpaxffr reducible gLLAQaedefffbpaxffv reducible gLLAQaedefffbpaxgvw SFS[D(2,1)(2,1)] gLLAQaedefffbpaxwkw reducible gLLAQaedefffbpaxcbv SFS[D(2,1)(2,1)] gLLAQaedefffbpexffv reducible gLLAQaedefffbpexwkw reducible gLLAQaedefffbpexrkr reducible gLLAQaedefffbpdxffv reducible gLLAQaedefffbpdxwkw reducible gLLAQaedefffbpdxrkr reducible gLLAQaedefffbpamkfb T2xI gLLAQaedefffbpamkfs T2xI gLLAQaedefffbpamwfk SFS[D(3,1)(2,1)] gLLAQaedefffbpamwwk reducible gLLAQaedefffbpamwnk SFS[D(3,1)(2,1)] gLLAQaedefffbpamofk SFS[D(3,1)(2,1)] gLLAQaedefffbpamwbn SFS[D(2,1)(2,1)] gLLAQaedefffbpamrbv SFS[D(2,1)(2,1)] gLLAQaedefffbpamsvb T2xI gLLAQaedefffbpamrrk reducible gLLAQaedefffbpamrjk SFS[D(3,1)(2,1)] gLLAQaedefffbpamrvk SFS[D(3,1)(2,1)] gLLAQaedefffbpamcvk SFS[D(3,1)(2,1)] gLLAQaedefffbpamsvs T2xI gLLAQaedefffbpaekns SFS[D(2,1)(2,1)] gLLAQaedefffbpaefrn SFS[D(2,1)(2,1)] gLLAQaedefffbpaefrw SFS[D(2,1)(2,1)] gLLAQaedefffbpaekkf reducible gLLAQaedefffbpaekbf SFS[D(3,1)(2,1)] gLLAQaedefffbpaeksf SFS[D(3,1)(2,1)] gLLAQaedefffbpaeosf SFS[D(3,1)(2,1)] gLLAQaedefffbpaewsf reducible gLLAQaedefffbpxmcsk SFS[D(2,1)(2,1)] gLLAQaedefffbpxmbrk SFS[D(2,1)(2,1)] gLLAQaedefffbpxmrrv reducible gLLAQaedefffbpxeowf SFS[D(2,1)(2,1)] gLLAQaedefffbpxenkf SFS[D(2,1)(2,1)] gLLAQaedefffbpxebfn reducible gLLAQaedefffbpxebfw reducible gLLAQaedefffbpxekks reducible gLLAQaedefffbpqmcfk SFS[D(2,1)(2,1)] gLLAQaedefffbpqmbwk SFS[D(2,1)(2,1)] gLLAQaedefffbpqmbbn reducible gLLAQaedefffbpmmnnj reducible gLLAQaedefffbpmmrrw reducible gLLAQaedefffbpmekkv reducible gLLAQaedefffbpmejjb reducible gLLAQaedefffbxamwwk SFS[D(3,1)(2,1)] gLLAQaedefffbxamvvn SFS[D(2,1)(2,1)] gLLAQaedefffbxamwbn SFS[D(5,1)(2,1)] gLLAQaedefffbxamcvk reducible gLLAQaedefffbxtxrrv SFS[D(2,1)(2,1)] gLLAQaedefffbxxmcck SFS[D(2,1)(2,1)] gLLAQaedefffbxxmcvn SFS[D(4,1)(2,1)] gLLAQaedefffbxqmbbn SFS[D(3,1)(2,1)] gLLAQaedefffbxmmnnj SFS[D(3,1)(2,1)] gLLAQaedefffbxmmjjs SFS[D(2,1)(2,1)] gLLAQaedefffbxmejjb SFS[D(3,1)(2,1)] gLLAQaedefffblamwwk SFS[D(3,1)(2,1)] gLLAQaedefffblamwbn SFS[D(7,2)(2,1)] gLLAQaedefffblamcvk SFS[D(3,1)(2,1)] gLLAQaedefffblxmcvn SFS[D(5,2)(2,1)] gLLAQaedefffblqmbbn SFS[D(3,1)(2,1)] gLLAQaedefffblmmnnj SFS[D(3,1)(2,1)] gLLAQaedefffblmejjb SFS[D(3,1)(2,1)] gLLAQaedefffbpadknc SFS[D(3,1)(2,1)] gLLAQaedefffbpadofc SFS[D(3,1)(2,1)] gLLAQaedefffbpahwwc reducible gLLAQaedefffbpahwnw reducible gLLAQaedefffbpahssg reducible gLLAQaedefffbpahrvw SFS[D(2,1)(2,1)] gLLAQaedefffbpahsvc SFS[D(2,1)(2,1)] gLLAQaedefffbpehwwc reducible gLLAQaedefffbpehwnw reducible gLLAQaedefffbpehgng reducible gLLAQaedefffbpdhwwc reducible gLLAQaedefffbpdhwnw reducible gLLAQaedefffbpdhgng reducible gLLAQaedefffbpapwwc reducible gLLAQaedefffbpapvns SFS[D(2,1)(2,1)] gLLAQaedefffbpapvwg SFS[D(2,1)(2,1)] gLLAQaedefffbpapfvo SFS[D(3,1)(2,1)] gLLAQaedefffbpapvro SFS[D(3,1)(2,1)] gLLAQaedefffbpapvjo SFS[D(3,1)(2,1)] gLLAQaedefffbpapgvo SFS[D(3,1)(2,1)] gLLAQaedefffbpapkko reducible gLLAQaedefffbpapkbo SFS[D(3,1)(2,1)] gLLAQaedefffbpapkso SFS[D(3,1)(2,1)] gLLAQaedefffbpapoko SFS[D(3,1)(2,1)] gLLAQaedefffbpaposo SFS[D(3,1)(2,1)] gLLAQaedefffbpapwko SFS[D(3,1)(2,1)] gLLAQaedefffbpapwbo SFS[D(3,1)(2,1)] gLLAQaedefffbpapwso toroidal gLLAQaedefffbpapssg reducible gLLAQaedefffbpapcvj SFS[D(2,1)(2,1)] gLLAQaedefffbpapsvc SFS[D(2,1)(2,1)] gLLAQaedefffbpepwwc reducible gLLAQaedefffbpepvvo reducible gLLAQaedefffbpepwso SFS[D(2,1)(2,1)] gLLAQaedefffbpepssg reducible gLLAQaedefffbpdpwwc reducible gLLAQaedefffbpdpvvo reducible gLLAQaedefffbpdpwso SFS[D(2,1)(2,1)] gLLAQaedefffbpdpssg reducible gLLAQaedefffbptdrrs reducible gLLAQaedefffbpxpccj reducible gLLAQaedefffbpxpcvo SFS[D(2,1)(2,1)] gLLAQaedefffbptpggn reducible gLLAQaedefffbpmdrrb reducible gLLAQaedefffbpqpnns reducible gLLAQaedefffbpqpnvo SFS[D(2,1)(2,1)] gLLAQaedefffbpmpjjw reducible gLLAQaedefffbladknc SFS[D(3,1)(2,1)] gLLAQaedefffblahwfw SFS[D(8,3)(2,1)] gLLAQaedefffblahwnw toroidal gLLAQaedefffblahrjw toroidal gLLAQaedefffblahrvw SFS[D(7,2)(2,1)] gLLAQaedefffblehwnw SFS[D(3,1)(2,1)] gLLAQaedefffbldhwnw SFS[D(3,1)(2,1)] gLLAQaedefffblapfvo toroidal gLLAQaedefffblapvvo SFS[D(3,1)(2,1)] gLLAQaedefffblapgvo SFS[D(3,1)(2,1)] gLLAQaedefffblapkko SFS[D(3,1)(2,1)] gLLAQaedefffblapoko reducible gLLAQaedefffblapwko SFS[D(3,1)(2,1)] gLLAQaedefffblxdnkv SFS[D(5,2)(2,1)] gLLAQaedefffbluhkww SFS[D(2,1)(2,1)] gLLAQaedefffbluproo SFS[D(2,1)(2,1)] gLLAQaedefffblphcfw SFS[D(2,1)(2,1)] gLLAQaedefffblppbko SFS[D(2,1)(2,1)] gLLAQaedefffbxadknc reducible gLLAQaedefffbxadkkv SFS[D(2,1)(2,1)] gLLAQaedefffbxahwfw SFS[D(7,3)(2,1)] gLLAQaedefffbxahwww SFS[D(2,1)(2,1)] gLLAQaedefffbxahwnw toroidal gLLAQaedefffbxahrrw SFS[D(2,1)(2,1)] gLLAQaedefffbxahrjw SFS[D(7,2)(2,1)] gLLAQaedefffbxahrvw SFS[D(5,1)(2,1)] gLLAQaedefffbxehwnw SFS[D(3,1)(2,1)] gLLAQaedefffbxdhwnw SFS[D(3,1)(2,1)] gLLAQaedefffbxapfvo SFS[D(3,1)(2,1)] gLLAQaedefffbxapvvo SFS[D(3,1)(2,1)] gLLAQaedefffbxapgvo reducible gLLAQaedefffbxapkko SFS[D(3,1)(2,1)] gLLAQaedefffbxapoko SFS[D(3,1)(2,1)] gLLAQaedefffbxapwko toroidal gLLAQaedefffbxepwko SFS[D(2,1)(2,1)] gLLAQaedefffbxdpwko SFS[D(2,1)(2,1)] gLLAQaedefffbxxdnkv SFS[D(4,1)(2,1)] gLLAQaedefffbxxdkkc SFS[D(2,1)(2,1)] gLLAQaedefffbmaifvo toroidal gLLAQaedefffbmaigvo SFS[D(7,2)(2,1)] gLLAQaedefffbmaioko SFS[D(8,3)(2,1)] gLLAQaedefffbmaiwko toroidal gLLAQaedefffbmeiwko SFS[D(3,1)(2,1)] gLLAQaedefffbmdiwko SFS[D(3,1)(2,1)] gLLAQaedefffbmaqwfw reducible gLLAQaedefffbmaqwww SFS[D(3,1)(2,1)] gLLAQaedefffbmaqwnw SFS[D(3,1)(2,1)] gLLAQaedefffbmaqrrw SFS[D(3,1)(2,1)] gLLAQaedefffbmaqrjw toroidal gLLAQaedefffbmaqrvw SFS[D(3,1)(2,1)] gLLAQaedefffbmauknc SFS[D(7,2)(2,1)] gLLAQaedefffbmaukkv SFS[D(3,1)(2,1)] gLLAQaedefffbmuiroo SFS[D(2,1)(2,1)] gLLAQaedefffbmuqkww SFS[D(2,1)(2,1)] gLLAQaedefffbmxukkc SFS[D(3,1)(2,1)] gLLAQaedefffbmpibko SFS[D(2,1)(2,1)] gLLAQaedefffbmpqcfw SFS[D(2,1)(2,1)] gLLAQaedefffbiaifvo SFS[D(7,2)(2,1)] gLLAQaedefffbiaivvo SFS[D(2,1)(2,1)] gLLAQaedefffbiaigvo SFS[D(5,1)(2,1)] gLLAQaedefffbiaikko SFS[D(2,1)(2,1)] gLLAQaedefffbiaioko SFS[D(7,3)(2,1)] gLLAQaedefffbiaiwko toroidal gLLAQaedefffbieiwko SFS[D(3,1)(2,1)] gLLAQaedefffbidiwko SFS[D(3,1)(2,1)] gLLAQaedefffbiaqwfw SFS[D(3,1)(2,1)] gLLAQaedefffbiaqwww SFS[D(3,1)(2,1)] gLLAQaedefffbiaqwnw toroidal gLLAQaedefffbiaqrrw SFS[D(3,1)(2,1)] gLLAQaedefffbiaqrjw SFS[D(3,1)(2,1)] gLLAQaedefffbiaqrvw reducible gLLAQaedefffbieqwnw SFS[D(2,1)(2,1)] gLLAQaedefffbidqwnw SFS[D(2,1)(2,1)] gLLAQaedefffbiauknc SFS[D(5,1)(2,1)] gLLAQaedefffbiaukkv SFS[D(3,1)(2,1)] gLLAQaedefffbixukkc SFS[D(3,1)(2,1)] gLLAQaedefffbaaigns reducible gLLAQaedefffbaaigvo SFS[D(2,1)(2,1)] gLLAQaedefffbaaiwko reducible gLLAQaedefffbaaisvw T2xI gLLAQaedefffbaeiwko reducible gLLAQaedefffbadiwko reducible gLLAQaedefffbaaqwwj reducible gLLAQaedefffbaaqwwc reducible gLLAQaedefffbaaqkww SFS[D(3,1)(2,1)] gLLAQaedefffbaaqwfw SFS[D(3,1)(2,1)] gLLAQaedefffbaaqwnw SFS[D(3,1)(2,1)] gLLAQaedefffbaaqoww SFS[D(3,1)(2,1)] gLLAQaedefffbaaqgwg SFS[D(2,1)(2,1)] gLLAQaedefffbaaqwbb SFS[D(2,1)(2,1)] gLLAQaedefffbaaqcjj SFS[D(2,1)(2,1)] gLLAQaedefffbaaqrrw reducible gLLAQaedefffbaaqrjw SFS[D(3,1)(2,1)] gLLAQaedefffbaaqrvw SFS[D(3,1)(2,1)] gLLAQaedefffbaaqcrw SFS[D(3,1)(2,1)] gLLAQaedefffbaaqcjw toroidal gLLAQaedefffbaaqcvw SFS[D(3,1)(2,1)] gLLAQaedefffbaaqsrw SFS[D(3,1)(2,1)] gLLAQaedefffbaaqsjw SFS[D(3,1)(2,1)] gLLAQaedefffbaaqcjc SFS[D(2,1)(2,1)] gLLAQaedefffbaauknc SFS[D(2,1)(2,1)] gLLAQaedefffbaauvws T2xI gLLAQaedefffbaauobb T2xI gLLAQaedefffbaauobv SFS[A(2,1)] gLLAQaedefffbaauwsv SFS[A(2,1)] gLLAQaedefffbaauobo T2xI gLLAQaedefffbaauckn SFS[D(2,1)(2,1)] gLLAQaedefffbaausvw T2xI gLLAQaedefffbaeuwsv T2xI gLLAQaedefffbaduwsv T2xI gLLAQaedefffbauqccj reducible gLLAQaedefffbauqccc reducible gLLAQaedefffbauqccw reducible gLLAQaedefffbauqjww SFS[D(2,1)(2,1)] gLLAQaedefffbaxqggg reducible gLLAQaedefffbaxqgww SFS[D(2,1)(2,1)] gLLAQaedefffbatqooo reducible gLLAQaedefffbauubvv T2xI gLLAQaedefffbaxunkv SFS[D(2,1)(2,1)] gLLAQaedefffbaxukkc reducible gLLAQaedefffbapqcww SFS[D(2,1)(2,1)] gLLAQaedefffbapqjjj reducible gLLAQaedefffbapqjjw reducible gLLAQaedefffbapqjjc reducible gLLAQaedefffbaqqbww SFS[D(2,1)(2,1)] gLLAQaedefffbaqqbbb reducible gLLAQaedefffbamqnnn reducible gLLAQaedefffbapuovv T2xI gLLAQaedefffbaquckv SFS[D(2,1)(2,1)] gLLAQaedefffbaqukkn reducible gLLAQaedefffbqaqwwb SFS[D(2,1)(2,1)] gLLAQaedefffbqaqvvw SFS[D(3,1)(2,1)] gLLAQaedefffbqaqwbw reducible gLLAQaedefffbqaqcvb SFS[D(5,1)(2,1)] gLLAQaedefffbqtirrr SFS[D(3,1)(2,1)] gLLAQaedefffbqxqccb SFS[D(3,1)(2,1)] gLLAQaedefffbqmujjs SFS[D(2,1)(2,1)] gLLAQaedefffbqqqbwb SFS[D(4,1)(2,1)] gLLAQaedefffbqqqbbw SFS[D(2,1)(2,1)] gLLAQaedefffbqmqnnv SFS[D(2,1)(2,1)] gLLAQaedefffbqmqjjk SFS[D(3,1)(2,1)] gLLAQaedefffbtaikns reducible gLLAQaedefffbtaikkf SFS[D(2,1)(2,1)] gLLAQaedefffbtauwfk SFS[D(7,3)(2,1)] gLLAQaedefffbtauwwk SFS[D(2,1)(2,1)] gLLAQaedefffbtauwnk toroidal gLLAQaedefffbtaurrk SFS[D(2,1)(2,1)] gLLAQaedefffbtaurjk SFS[D(7,2)(2,1)] gLLAQaedefffbtaurvk SFS[D(5,1)(2,1)] gLLAQaedefffbteuwnk SFS[D(3,1)(2,1)] gLLAQaedefffbtduwnk SFS[D(3,1)(2,1)] gLLAQaedefffbtaqfvw SFS[D(3,1)(2,1)] gLLAQaedefffbtaqvvw SFS[D(3,1)(2,1)] gLLAQaedefffbtaqgvw reducible gLLAQaedefffbtaqkkw SFS[D(3,1)(2,1)] gLLAQaedefffbtaqokw SFS[D(3,1)(2,1)] gLLAQaedefffbtaqwkw toroidal gLLAQaedefffbteqwkw SFS[D(2,1)(2,1)] gLLAQaedefffbtdqwkw SFS[D(2,1)(2,1)] gLLAQaedefffbtxinkf SFS[D(4,1)(2,1)] gLLAQaedefffbtxikks SFS[D(2,1)(2,1)] gLLAQaedefffbdaiwws SFS[A(2,1)] gLLAQaedefffbdaivvw T2xI gLLAQaedefffbdaissv T2xI gLLAQaedefffbdaisvb toroidal gLLAQaedefffbdaisvk toroidal gLLAQaedefffbdeiwws T2xI gLLAQaedefffbddiwws T2xI gLLAQaedefffbdauffr SFS[D(2,1)(2,1)] gLLAQaedefffbdauvvw T2xI gLLAQaedefffbdaucbj toroidal gLLAQaedefffbdausvs toroidal gLLAQaedefffbdaqvwv toroidal gLLAQaedefffbdaqwsw reducible gLLAQaedefffbdaqsvs toroidal gLLAQaedefffbdeqwsw T2xI gLLAQaedefffbddqwsw T2xI gLLAQaeedfffbqtuvrg SFS[D(3,1)(3,1)] gLLAQaeedfffbqtuvvg reducible gLLAQaeedfffbqtuvjg SFS[D(3,1)(3,2)] gLLAQaeedfffbqtqwwo reducible gLLAQaeedfffbqtqrro reducible gLLAQaeedfffbqxhnsc SFS[A(2,1)] gLLAQaeedfffbqtpook reducible gLLAQaeedfffbqtdccr reducible gLLAQaeedfffbqtabbj reducible gLLAQaeedfffbqtarrj SFS[D(3,1)(2,1)] gLLAQaeedfffbqttjrn SFS[D(3,1)(3,2)] gLLAQaeedfffbqttjjn reducible gLLAQaeedfffbqttjvn SFS[D(3,1)(3,1)] gLLAQaeedfffbdxuvwc SFS[D(2,1)(2,1)] gLLAQaeedfffbdxqvwc SFS[D(2,1)(2,1)] gLLAQaeedfffbdxivwc toroidal gLLAQaeedfffbdxiwsg SFS[D(2,1)(2,1)] gLLAQaeedfffbdxisvo SFS[D(2,1)(2,1)] gLLAQaeedfffbdtuvvg reducible gLLAQaeedfffbdtqwwo reducible gLLAQaeedfffbdudffj SFS[D(2,1)(2,1)] gLLAQaeedfffbdtpook reducible gLLAQaeedfffbdtdccr reducible gLLAQaeedfffbduaffr SFS[D(2,1)(2,1)] gLLAQaeedfffbdtabbj reducible gLLAQaeedfffbdttjjn reducible gLLAQaeedfffbttuvnb SFS[D(3,1)(2,1)] gLLAQaeedfffbttuvvg reducible gLLAQaeedfffbttqwwo reducible gLLAQaeedfffbttpook reducible gLLAQaeedfffbttdncb reducible gLLAQaeedfffbttdccr reducible gLLAQaeedfffbttannb SFS[D(3,1)(3,2)] gLLAQaeedfffbttabbj reducible gLLAQaeedfffbttajjn SFS[D(3,1)(3,1)] gLLAQaeedfffbttlrnb reducible gLLAQaeedfffbttlnfb SFS[D(3,1)(3,1)] gLLAQaeedfffbttlnwb SFS[D(3,1)(3,2)] gLLAQaeedfffbttlonb reducible gLLAQaeedfffbttlcnr reducible gLLAQaeedfffbttlbbj SFS[D(3,1)(3,1)] gLLAQaeedfffbttlnvg SFS[D(3,1)(2,1)] gLLAQaeedfffbttljjn SFS[D(3,1)(3,2)] gLLAQaeedfffbttlkkb SFS[D(3,1)(2,1)] gLLAQaeedfffbtttnnb SFS[D(3,1)(3,1)] gLLAQaeedfffbtttbbj SFS[D(3,1)(3,2)] gLLAQaeedfffbtttjjn reducible gLLAQaeedfffbmiaksb SFS[D(2,1)(2,1)] gLLAQaeedfffbaiicro reducible gLLAQaeedfffbalivwf reducible gLLAQaeedfffbahqgwb reducible gLLAQaeedfffbahqkfr reducible gLLAQaeedfffbahqkwr reducible gLLAQaeedfffbahqknr reducible gLLAQaeedfffbahqwwr reducible gLLAQaeedfffbahqowr reducible gLLAQaeedfffbahikbj reducible gLLAQaeedfffbaihocf reducible gLLAQaeedfffbalhocf reducible gLLAQaeedfffbahpccn reducible gLLAQaeedfffbahpokj reducible gLLAQaeedfffbahpooj reducible gLLAQaeedfffbahpowj reducible gLLAQaeedfffbahpggb reducible gLLAQaeedfffbahdccn reducible gLLAQaeedfffbahdokj reducible gLLAQaeedfffbahdooj reducible gLLAQaeedfffbahdowj reducible gLLAQaeedfffbahdkkn reducible gLLAQaeedfffbahdggb reducible gLLAQaeedfffbahhrrb reducible gLLAQaeedfffbahhnsc reducible gLLAQaeedfffbahhocf reducible gLLAQaeedfffbahhcrn reducible gLLAQaeedfffbahhccn reducible gLLAQaeedfffbahhcsn reducible gLLAQaeedfffbahhfvj reducible gLLAQaeedfffbahhokj reducible gLLAQaeedfffbahhooj reducible gLLAQaeedfffbahhowj reducible gLLAQaeedfffbahhjkn reducible gLLAQaeedfffbahhjkr reducible gLLAQaeedfffbahhgwr reducible gLLAQaeedfffbahhgfb reducible gLLAQaeedfffbahhgvb reducible gLLAQaeedfffbailorj reducible gLLAQaeedfffballowf SFS[D(2,1)(2,1)] gLLAQaeedfffballfwo reducible gLLAQaeedfffballorj reducible gLLAQaeedfffballgsf T2xI gLLAQaeedfffbahlrrj reducible gLLAQaeedfffbahlorj reducible gLLAQaeedfffbahlnrj reducible gLLAQaeedfffbahtjjo reducible gLLAQaeedfffbiluvnf SFS[D(2,1)(2,1)] gLLAQaeedfffbiluvvj reducible gLLAQaeedfffbilqwwn reducible gLLAQaeedfffbilpoog reducible gLLAQaeedfffbildncf reducible gLLAQaeedfffbildcco reducible gLLAQaeedfffbilannf SFS[D(3,1)(2,1)] gLLAQaeedfffbilabbk reducible gLLAQaeedfffbilajjr SFS[D(3,1)(2,1)] gLLAQaeedfffbillrnf reducible gLLAQaeedfffbillnff SFS[D(3,1)(2,1)] gLLAQaeedfffbillnwf SFS[D(3,1)(2,1)] gLLAQaeedfffbillonf reducible gLLAQaeedfffbillcno reducible gLLAQaeedfffbillbbk SFS[D(3,1)(2,1)] gLLAQaeedfffbillnvj SFS[D(2,1)(2,1)] gLLAQaeedfffbilljjr SFS[D(3,1)(2,1)] gLLAQaeedfffbillkkf SFS[D(2,1)(2,1)] gLLAQaeedfffbiltnnf SFS[D(3,1)(2,1)] gLLAQaeedfffbiltbbk SFS[D(3,1)(2,1)] gLLAQaeedfffbiltjjr reducible gLLAQaeedfffbpiivwr reducible gLLAQaeedfffbphikbw reducible gLLAQaeedfffbpluvnj reducible gLLAQaeedfffbplufrf reducible gLLAQaeedfffbpluvrf reducible gLLAQaeedfffbpluvvf reducible gLLAQaeedfffbpluvjf reducible gLLAQaeedfffbplugrf reducible gLLAQaeedfffbplqwwk reducible gLLAQaeedfffbplqrrk reducible gLLAQaeedfffbplicrb reducible gLLAQaeedfffbpihnsr T2xI gLLAQaeedfffbpihfvw reducible gLLAQaeedfffbpihjkb reducible gLLAQaeedfffbpihjvr SFS[D(2,1)(2,1)] gLLAQaeedfffbphhjkb reducible gLLAQaeedfffbplpoow reducible gLLAQaeedfffbpldncj reducible gLLAQaeedfffbpldccs reducible gLLAQaeedfffbplhkkb reducible gLLAQaeedfffbplhjkb reducible gLLAQaeedfffbplhgkb reducible gLLAQaeedfffbpiljbr reducible gLLAQaeedfffbphljbr reducible gLLAQaeedfffbplannj reducible gLLAQaeedfffbplabbn reducible gLLAQaeedfffbplarrn reducible gLLAQaeedfffbplajrb reducible gLLAQaeedfffbplajjb reducible gLLAQaeedfffbplajvb reducible gLLAQaeedfffbpllrnj reducible gLLAQaeedfffbpllnfj reducible gLLAQaeedfffbpllnwj reducible gLLAQaeedfffbpllonj reducible gLLAQaeedfffbpllfwb reducible gLLAQaeedfffbpllcns reducible gLLAQaeedfffbpllbkn reducible gLLAQaeedfffbpllbbn reducible gLLAQaeedfffbpllbsn reducible gLLAQaeedfffbpllorn reducible gLLAQaeedfffbpllorf reducible gLLAQaeedfffbpllnvf reducible gLLAQaeedfffbplljrb reducible gLLAQaeedfffbplljjb reducible gLLAQaeedfffbplljvb reducible gLLAQaeedfffbpllkkj reducible gLLAQaeedfffbpllgsv reducible gLLAQaeedfffbplljbr reducible gLLAQaeedfffbpltnnj reducible gLLAQaeedfffbpltbbn reducible gLLAQaeedfffbpltjrb reducible gLLAQaeedfffbpltjjb reducible gLLAQaeedfffbpltjvb reducible gLLAQaeedfffbxluvnj SFS[D(3,1)(2,1)] gLLAQaeedfffbxluvvf reducible gLLAQaeedfffbxlqwwk reducible gLLAQaeedfffbxlpoow reducible gLLAQaeedfffbxldncj reducible gLLAQaeedfffbxldccs reducible gLLAQaeedfffbxlannj SFS[D(3,1)(3,2)] gLLAQaeedfffbxlabbn reducible gLLAQaeedfffbxlajjb SFS[D(3,1)(3,1)] gLLAQaeedfffbxllrnj reducible gLLAQaeedfffbxllnfj SFS[D(3,1)(3,1)] gLLAQaeedfffbxllnwj SFS[D(3,1)(3,2)] gLLAQaeedfffbxllonj reducible gLLAQaeedfffbxllcns reducible gLLAQaeedfffbxllbbn SFS[D(3,1)(3,1)] gLLAQaeedfffbxllnvf SFS[D(3,1)(2,1)] gLLAQaeedfffbxlljjb SFS[D(3,1)(3,2)] gLLAQaeedfffbxllkkj SFS[D(3,1)(2,1)] gLLAQaeedfffbxltnnj SFS[D(3,1)(3,1)] gLLAQaeedfffbxltbbn SFS[D(3,1)(3,2)] gLLAQaeedfffbxltjjb reducible gLLAQaeedfffblluvnj SFS[D(3,1)(2,1)] gLLAQaeedfffblluvvf reducible gLLAQaeedfffbllqwwk reducible gLLAQaeedfffbllpoow reducible gLLAQaeedfffblldncj reducible gLLAQaeedfffblldccs reducible gLLAQaeedfffbliaksr SFS[D(2,1)(2,1)] gLLAQaeedfffbllannj SFS[D(3,1)(3,1)] gLLAQaeedfffbllabbn reducible gLLAQaeedfffbllajjb SFS[D(3,1)(3,2)] gLLAQaeedfffblllrnj reducible gLLAQaeedfffblllnfj SFS[D(3,1)(3,2)] gLLAQaeedfffblllnwj SFS[D(3,1)(3,1)] gLLAQaeedfffblllonj reducible gLLAQaeedfffblllcns reducible gLLAQaeedfffblllbbn SFS[D(3,1)(3,2)] gLLAQaeedfffblllnvf SFS[D(3,1)(2,1)] gLLAQaeedfffbllljjb SFS[D(3,1)(3,1)] gLLAQaeedfffblllkkj SFS[D(3,1)(2,1)] gLLAQaeedfffblltnnj SFS[D(3,1)(3,2)] gLLAQaeedfffblltbbn SFS[D(3,1)(3,1)] gLLAQaeedfffblltjjb reducible gLLAQaeedfffbpxuvvo reducible gLLAQaeedfffbpxqwwc reducible gLLAQaeedfffbpxigng reducible gLLAQaeedfffbptuvwg SFS[D(2,1)(2,1)] gLLAQaeedfffbptuwwc reducible gLLAQaeedfffbptuvvo reducible gLLAQaeedfffbptussg reducible gLLAQaeedfffbptqvwg SFS[D(2,1)(2,1)] gLLAQaeedfffbptqwwc reducible gLLAQaeedfffbptqvvo reducible gLLAQaeedfffbptqssg reducible gLLAQaeedfffbptiffg reducible gLLAQaeedfffbptifng SFS[D(3,1)(2,1)] gLLAQaeedfffbptifwg SFS[D(3,1)(2,1)] gLLAQaeedfffbptigfg SFS[D(3,1)(2,1)] gLLAQaeedfffbptigwg SFS[D(3,1)(2,1)] gLLAQaeedfffbptivfg SFS[D(3,1)(2,1)] gLLAQaeedfffbptivng SFS[D(3,1)(2,1)] gLLAQaeedfffbptivwg toroidal gLLAQaeedfffbptiwwc reducible gLLAQaeedfffbptiosb SFS[D(2,1)(2,1)] gLLAQaeedfffbptiwso SFS[D(2,1)(2,1)] gLLAQaeedfffbptivvo reducible gLLAQaeedfffbptisjw SFS[D(2,1)(2,1)] gLLAQaeedfffbptisvc SFS[D(2,1)(2,1)] gLLAQaeedfffbptirsg SFS[D(3,1)(2,1)] gLLAQaeedfffbptiskg SFS[D(3,1)(2,1)] gLLAQaeedfffbptisbg SFS[D(3,1)(2,1)] gLLAQaeedfffbpticsg SFS[D(3,1)(2,1)] gLLAQaeedfffbpuuobo reducible gLLAQaeedfffbpuqcjc reducible gLLAQaeedfffbpuigng reducible gLLAQaeedfffbpxpffb SFS[D(2,1)(2,1)] gLLAQaeedfffbpxpoob reducible gLLAQaeedfffbpxdfcj reducible gLLAQaeedfffbpxdccj reducible gLLAQaeedfffbpxdbcj reducible gLLAQaeedfffbpxdffv SFS[D(2,1)(2,1)] gLLAQaeedfffbptposg SFS[D(2,1)(2,1)] gLLAQaeedfffbptpoob reducible gLLAQaeedfffbptdccj reducible gLLAQaeedfffbpupbvv reducible gLLAQaeedfffbpudjww reducible gLLAQaeedfffbpuhnss reducible gLLAQaeedfffbpxaffj SFS[D(2,1)(2,1)] gLLAQaeedfffbpxafbv reducible gLLAQaeedfffbpxabbv reducible gLLAQaeedfffbpxacbv reducible gLLAQaeedfffbpxtffw SFS[D(2,1)(2,1)] gLLAQaeedfffbpxtjjw reducible gLLAQaeedfffbptabbv reducible gLLAQaeedfffbpttjjw reducible gLLAQaeedfffbpttjsg SFS[D(2,1)(2,1)] gLLAQaeedfffbpuaovb reducible gLLAQaeedfffbpulgsn reducible gLLAQaeedfffbputcwj reducible gLLAQaeedfffbltugfg SFS[D(2,1)(2,1)] gLLAQaeedfffbluhnss SFS[A(3,1)] gLLAQaeedfffbxxuvrv SFS[D(3,1)(2,1)] gLLAQaeedfffbxxuvvv reducible gLLAQaeedfffbxxuvjv SFS[D(3,1)(2,1)] gLLAQaeedfffbxxqwww reducible gLLAQaeedfffbxxqrrw reducible gLLAQaeedfffbxxpooo reducible gLLAQaeedfffbxxdccc reducible gLLAQaeedfffbxuhnss SFS[A(3,1)] gLLAQaeedfffbxxabbb reducible gLLAQaeedfffbxxarrb SFS[D(2,1)(2,1)] gLLAQaeedfffbxxtjrj SFS[D(3,1)(2,1)] gLLAQaeedfffbxxtjjj reducible gLLAQaeedfffbxxtjvj SFS[D(3,1)(2,1)] gLLAQaeedfffbmeugfg SFS[D(2,1)(2,1)] gLLAQaeedfffbmauvrv SFS[D(3,1)(3,2)] gLLAQaeedfffbmauvvv reducible gLLAQaeedfffbmauvjv SFS[D(3,1)(3,1)] gLLAQaeedfffbmaqwww reducible gLLAQaeedfffbmaqrrw reducible gLLAQaeedfffbmdhnss T2xI gLLAQaeedfffbmapooo reducible gLLAQaeedfffbmadccc reducible gLLAQaeedfffbmaabbb reducible gLLAQaeedfffbmaarrb SFS[D(3,1)(2,1)] gLLAQaeedfffbmatjrj SFS[D(3,1)(3,1)] gLLAQaeedfffbmatjjj reducible gLLAQaeedfffbmatjvj SFS[D(3,1)(3,2)] gLLAQaeedfffbiauvrv SFS[D(3,1)(3,1)] gLLAQaeedfffbiauvvv reducible gLLAQaeedfffbiauvjv SFS[D(3,1)(3,2)] gLLAQaeedfffbiaqwww reducible gLLAQaeedfffbiaqrrw reducible gLLAQaeedfffbidhnss SFS[A(2,1)] gLLAQaeedfffbiapooo reducible gLLAQaeedfffbiadccc reducible gLLAQaeedfffbiaabbb reducible gLLAQaeedfffbiaarrb SFS[D(3,1)(2,1)] gLLAQaeedfffbiatjrj SFS[D(3,1)(3,2)] gLLAQaeedfffbiatjjj reducible gLLAQaeedfffbiatjvj SFS[D(3,1)(3,1)] gLLAQaeedfffbaduvws T2xI gLLAQaeedfffbadqvws T2xI gLLAQaeedfffbadignn T2xI gLLAQaeedfffbadigns SFS[A(2,1)] gLLAQaeedfffbadivws SFS[A(2,1)] gLLAQaeedfffbadigng T2xI gLLAQaeedfffbadiofj SFS[D(2,1)(2,1)] gLLAQaeedfffbadiwsv T2xI gLLAQaeedfffbadifjo SFS[D(2,1)(2,1)] gLLAQaeedfffbadisvw T2xI gLLAQaeedfffbaeioso reducible gLLAQaeedfffbaeisjj reducible gLLAQaeedfffbaeirss reducible gLLAQaeedfffbaeisks reducible gLLAQaeedfffbaeisbs reducible gLLAQaeedfffbaeicss reducible gLLAQaeedfffbaauvnn reducible gLLAQaeedfffbaaufvv reducible gLLAQaeedfffbaauvrv reducible gLLAQaeedfffbaauvjv reducible gLLAQaeedfffbaaugvv reducible gLLAQaeedfffbaaucvc reducible gLLAQaeedfffbaaqgwg reducible gLLAQaeedfffbaaqwwj reducible gLLAQaeedfffbaaqwwc reducible gLLAQaeedfffbaaqkww reducible gLLAQaeedfffbaaqwfw reducible gLLAQaeedfffbaaqwnw reducible gLLAQaeedfffbaaqoww reducible gLLAQaeedfffbaaqwbb reducible gLLAQaeedfffbaaqrrw reducible gLLAQaeedfffbaaioso reducible gLLAQaeedfffbaaisjj reducible gLLAQaeedfffbaairss reducible gLLAQaeedfffbaaisks reducible gLLAQaeedfffbaaisbs reducible gLLAQaeedfffbaaicss reducible gLLAQaeedfffbadpffo reducible gLLAQaeedfffbadpjfs SFS[D(2,1)(2,1)] gLLAQaeedfffbadhnss T2xI gLLAQaeedfffbaeposs reducible gLLAQaeedfffbaepfsj SFS[D(2,1)(2,1)] gLLAQaeedfffbaedffb T2xI gLLAQaeedfffbaaposs reducible gLLAQaeedfffbaapccc reducible gLLAQaeedfffbaapffo reducible gLLAQaeedfffbaaproo reducible gLLAQaeedfffbaapoko reducible gLLAQaeedfffbaapowo reducible gLLAQaeedfffbaapnoo reducible gLLAQaeedfffbaapjoj reducible gLLAQaeedfffbaapggg reducible gLLAQaeedfffbaadncn reducible gLLAQaeedfffbaadccj reducible gLLAQaeedfffbaadcrc reducible gLLAQaeedfffbaadcsc reducible gLLAQaeedfffbaadccw reducible gLLAQaeedfffbaadcvv reducible gLLAQaeedfffbaadooo reducible gLLAQaeedfffbaadkkc reducible gLLAQaeedfffbaadggg reducible gLLAQaeedfffbaahrrg reducible gLLAQaeedfffbaahccc reducible gLLAQaeedfffbaahooo reducible gLLAQaeedfffbaahgww reducible gLLAQaeedfffbaahgfg reducible gLLAQaeedfffbaahgvg reducible gLLAQaeedfffbadlgss T2xI gLLAQaeedfffbadtofs SFS[D(2,1)(2,1)] gLLAQaeedfffbadtffj reducible gLLAQaeedfffbaeaffc T2xI gLLAQaeedfffbaetfso SFS[D(2,1)(2,1)] gLLAQaeedfffbaetjss reducible gLLAQaeedfffbaaannn reducible gLLAQaeedfffbaaabww reducible gLLAQaeedfffbaaabkb reducible gLLAQaeedfffbaaabsb reducible gLLAQaeedfffbaaarrb reducible gLLAQaeedfffbaaajjj reducible gLLAQaeedfffbaalrnn reducible gLLAQaeedfffbaalnfn reducible gLLAQaeedfffbaalnwn reducible gLLAQaeedfffbaalonn reducible gLLAQaeedfffbaalcnc reducible gLLAQaeedfffbaalbbb reducible gLLAQaeedfffbaalnvv reducible gLLAQaeedfffbaaljjj reducible gLLAQaeedfffbaalkkn reducible gLLAQaeedfffbaatnnn reducible gLLAQaeedfffbaatffj reducible gLLAQaeedfffbaatbbb reducible gLLAQaeedfffbaatojo reducible gLLAQaeedfffbaatjrj reducible gLLAQaeedfffbaatjvj reducible gLLAQaeedfffbaatjjw reducible gLLAQaeedfffbaatjjc reducible gLLAQaeedfffbaatjss reducible gLLAQaeedfffbqauvnv SFS[D(2,1)(2,1)] gLLAQaeedfffbqauvvn reducible gLLAQaeedfffbqaqwwb reducible gLLAQaeedfffbqapoof reducible gLLAQaeedfffbqadncv reducible gLLAQaeedfffbqadcck reducible gLLAQaeedfffbqaannv SFS[D(3,1)(2,1)] gLLAQaeedfffbqaabbw reducible gLLAQaeedfffbqaajjs SFS[D(3,1)(2,1)] gLLAQaeedfffbqalrnv reducible gLLAQaeedfffbqalnfv SFS[D(3,1)(2,1)] gLLAQaeedfffbqalnwv SFS[D(3,1)(2,1)] gLLAQaeedfffbqalonv reducible gLLAQaeedfffbqalcnk reducible gLLAQaeedfffbqalbbw SFS[D(3,1)(2,1)] gLLAQaeedfffbqalnvn SFS[D(2,1)(2,1)] gLLAQaeedfffbqaljjs SFS[D(3,1)(2,1)] gLLAQaeedfffbqalkkv SFS[D(2,1)(2,1)] gLLAQaeedfffbqatnnv SFS[D(3,1)(2,1)] gLLAQaeedfffbqatbbw SFS[D(3,1)(2,1)] gLLAQaeedfffbqatjjs reducible gLLAQaeedfffbtduvrf SFS[D(3,1)(2,1)] gLLAQaeedfffbtduvvf reducible gLLAQaeedfffbtduvjf SFS[D(3,1)(2,1)] gLLAQaeedfffbtdqwwk reducible gLLAQaeedfffbtdqrrk reducible gLLAQaeedfffbtdpoow reducible gLLAQaeedfffbtddccs reducible gLLAQaeedfffbtehnsr SFS[A(3,1)] gLLAQaeedfffbtdabbn reducible gLLAQaeedfffbtdarrn SFS[D(2,1)(2,1)] gLLAQaeedfffbtdtjrb SFS[D(3,1)(2,1)] gLLAQaeedfffbtdtjjb reducible gLLAQaeedfffbtdtjvb SFS[D(3,1)(2,1)] gLLAQaeedfffbdauvwv T2xI gLLAQaeedfffbdaqvwv T2xI gLLAQaeedfffbdaivwv SFS[A(2,1)] gLLAQaeedfffbdaiwsw T2xI gLLAQaeedfffbdaisvs T2xI gLLAQaeedfffbdeuvvw reducible gLLAQaeedfffbdeqwws reducible gLLAQaeedfffbdddfff T2xI gLLAQaeedfffbdepoon reducible gLLAQaeedfffbdedccb reducible gLLAQaeedfffbddaffb T2xI gLLAQaeedfffbdeabbf reducible gLLAQaeedfffbdetjjk reducible gLLAQadedfffbxeavbb SFS[D(2,1)(2,1)] gLLAQadedfffbxalkvv SFS[D(2,1)(2,1)] gLLAQadedfffbxalncv reducible gLLAQadedfffbxllsff SFS[D(2,1)(2,1)] gLLAQadedfffbxhlkgr SFS[D(3,1)(2,1)] gLLAQadedfffbxxlkcv SFS[D(4,1)(2,1)] gLLAQadedfffbxxlncc SFS[D(2,1)(2,1)] gLLAQadedfffbeedbcf SFS[A(2,1)] gLLAQadedfffbedposw SFS[D(2,1)(2,1)] gLLAQadedfffbelpofw reducible gLLAQadedfffbehpojj SFS[D(3,1)(2,1)] gLLAQadedfffbeuhgnn SFS[D(3,1)(2,1)] gLLAQadedfffbeuhgrn reducible gLLAQadedfffbeuhgon SFS[D(3,1)(2,1)] gLLAQadedfffbmdqgnn reducible gLLAQadedfffbmdqggn SFS[D(3,1)(2,1)] gLLAQadedfffbmdqgsn SFS[D(3,1)(2,1)] gLLAQadedfffbmdissk SFS[D(2,1)(2,1)] gLLAQadedfffbmhqknn SFS[D(2,1)(2,1)] gLLAQadedfffbmhqkon SFS[D(2,1)(2,1)] gLLAQadedfffbmhqkrn toroidal gLLAQadedfffbpapvvv T2xI gLLAQadedfffbpepwbb reducible gLLAQadedfffbpepwww SFS[D(2,1)(2,1)] gLLAQadedfffbpupooo T2xI gLLAQadedfffbadlnsw SFS[D(2,1)(2,1)] gLLAQadedfffbaalkcv SFS[D(2,1)(2,1)] gLLAQadedfffbaalccn reducible gLLAQadedfffbaelnbr SFS[D(3,1)(2,1)] gLLAQadedfffbaelcbb SFS[D(3,1)(2,1)] gLLAQadedfffbaelgjj SFS[D(3,1)(2,1)] gLLAQadedfffbaelonn reducible gLLAQadedfffbaaaobv T2xI gLLAQadedfffbaaaovv T2xI gLLAQadedfffbaaaoov SFS[A(2,1)] gLLAQadedfffbaeanbr reducible gLLAQadedfffbaeacob SFS[D(3,1)(2,1)] gLLAQadedfffbaeacvb SFS[D(3,1)(2,1)] gLLAQadedfffbaeacbk reducible gLLAQadedfffbaeacbs reducible gLLAQadedfffbaeakgb SFS[D(2,1)(2,1)] gLLAQadedfffbaeagjj SFS[D(3,1)(2,1)] gLLAQadedfffbaeacww SFS[D(2,1)(2,1)] gLLAQadedfffbaeaonn SFS[D(3,1)(2,1)] gLLAQadedfffbaetnbr SFS[D(3,1)(2,1)] gLLAQadedfffbaetcbb SFS[D(3,1)(2,1)] gLLAQadedfffbaetjnk SFS[D(3,1)(2,1)] gLLAQadedfffbaetgjj reducible gLLAQadedfffbaetbjf reducible gLLAQadedfffbaetonn SFS[D(3,1)(2,1)] gLLAQadedfffballgov SFS[D(3,1)(2,1)] gLLAQadedfffballcjs SFS[D(3,1)(2,1)] gLLAQadedfffbahlncn reducible gLLAQadedfffbahlcnn reducible gLLAQadedfffbaiacgb SFS[D(2,1)(2,1)] gLLAQadedfffbaiangr SFS[D(2,1)(2,1)] gLLAQadedfffbahacnn SFS[D(3,1)(2,1)] gLLAQadedfffbahaojj SFS[D(3,1)(2,1)] gLLAQadedfffbaitrff reducible gLLAQadedfffbaitbof SFS[D(2,1)(2,1)] gLLAQadedfffbaitrgr SFS[D(3,1)(2,1)] gLLAQadedfffbahtcnn SFS[D(3,1)(2,1)] gLLAQadedfffbahtjov SFS[D(3,1)(2,1)] gLLAQadedfffbaxlncv SFS[D(2,1)(2,1)] gLLAQadedfffbaxlkrg SFS[D(3,1)(2,1)] gLLAQadedfffbaxlkcc reducible gLLAQadedfffbaulcjj SFS[D(3,1)(2,1)] gLLAQadedfffbaulnjs SFS[D(3,1)(2,1)] gLLAQadedfffbaulngs reducible gLLAQadedfffbaulnks SFS[D(3,1)(2,1)] gLLAQadedfffbatlcrb SFS[D(3,1)(2,1)] gLLAQadedfffbauabob T2xI gLLAQadedfffbauaboo T2xI gLLAQadedfffbauabov SFS[A(2,1)] gLLAQadedfffbauagnn SFS[D(3,1)(2,1)] gLLAQadedfffbauacjj SFS[D(3,1)(2,1)] gLLAQadedfffbatacrb reducible gLLAQadedfffbatakrg SFS[D(2,1)(2,1)] gLLAQadedfffbautcjj reducible gLLAQadedfffbattrfo SFS[D(2,1)(2,1)] gLLAQadedfffbattcrb SFS[D(3,1)(2,1)] gLLAQadedfffbattgfj reducible gLLAQadedfffbattfkw SFS[D(2,1)(2,1)] gLLAQadedfffbattokn SFS[D(3,1)(2,1)] gLLAQadedfffbattokg reducible gLLAQadedfffbattoks SFS[D(3,1)(2,1)] gLLAQadedfffbudissn SFS[D(2,1)(2,1)] gLLAQadedfffbudunsb SFS[D(3,1)(2,1)] gLLAQadedfffbudunss reducible gLLAQadedfffbudunsk SFS[D(3,1)(2,1)] gLLAQadedfffbuaubvv SFS[A(2,1)] gLLAQadedfffbueujbb reducible gLLAQadedfffbueujww toroidal gLLAQadedfffbulukff reducible gLLAQadedfffbuhurkb SFS[D(3,1)(2,1)] gLLAQadedfffbuhurkk reducible gLLAQadedfffbuhurks SFS[D(3,1)(2,1)] gLLAQadedfffbuxivoo reducible gLLAQadedfffbuxiwcc reducible gLLAQadedfffbuxisgg reducible gLLAQadedfffbuuisgg reducible gLLAQadedfffbuxuwcc reducible gLLAQadedfffbuuuvoo reducible gLLAQadedfffbutqwog reducible gLLAQadedfffbldtjjn toroidal gLLAQadedfffbldtsgn SFS[D(5,2)(2,1)] gLLAQadedfffbldtssn SFS[D(4,1)(2,1)] gLLAQadedfffbldlnss SFS[D(2,1)(2,1)] gLLAQadedfffbldlksf SFS[D(4,1)(2,1)] gLLAQadedfffblllkff SFS[D(2,1)(2,1)] gLLAQadedfffblllnfs reducible gLLAQadedfffblllvgb SFS[D(3,1)(2,1)] gLLAQadedfffbhadnvv SFS[D(2,1)(2,1)] gLLAQadedfffbhadnnn reducible gLLAQadedfffbhedonn reducible gLLAQadedfffbhepjnk SFS[D(3,1)(2,1)] gLLAQadedfffbheponn SFS[D(3,1)(2,1)] gLLAQadedfffbhehcbb reducible gLLAQadedfffbhehgjj SFS[D(3,1)(2,1)] gLLAQadedfffbhehonn SFS[D(3,1)(2,1)] gLLAQadedfffbhudnks SFS[D(3,1)(2,1)] gLLAQadedfffbhtpjnn SFS[D(3,1)(2,1)] gLLAQadedfffbhtpjns SFS[D(3,1)(2,1)] gLLAQadedfffbhtpjng reducible gLLAQadedfffbhtpokn SFS[D(3,1)(2,1)] gLLAQadedfffbhtpokg reducible gLLAQadedfffbhtpoks SFS[D(3,1)(2,1)] gLLAQadedfffbhuhgnn SFS[D(3,1)(2,1)] gLLAQadedfffbihqkrn SFS[D(3,1)(2,1)] gLLAQadedfffbixiscc SFS[D(2,1)(2,1)] gLLAQadedfffbldhgvv SFS[D(2,1)(2,1)] gLLAQadedfffbldhgnn SFS[D(2,1)(2,1)] gLLAQadedfffbldpook toroidal gLLAQadedfffbldpssb SFS[D(5,2)(2,1)] gLLAQadedfffbldpssk SFS[D(4,1)(2,1)] gLLAQadedfffbllhrfs SFS[D(3,1)(2,1)] gLLAQadedfffbluhwgw SFS[D(3,1)(2,1)] gLLAQadedfffbieacbb SFS[D(3,1)(2,1)] gLLAQadedfffbillcjs SFS[D(3,1)(2,1)] gLLAQadedfffbihacnn SFS[D(3,1)(2,1)] gLLAQadedfffbiulcjj SFS[D(3,1)(2,1)] gLLAQadedfffbiulnjs SFS[D(3,1)(2,1)] gLLAQadedfffbiuaobb SFS[D(3,1)(2,1)] gLLAQadedfffbiuagnn SFS[D(3,1)(2,1)] gLLAQadedfffbiuacjj toroidal gLLAQadedfffbiutcjj SFS[D(3,1)(2,1)] gLLAQadedfffbhlubff SFS[D(3,1)(2,1)] gLLAQadedfffbhlusff reducible gLLAQadedfffbhlukff SFS[D(3,1)(2,1)] gLLAQadedfffbhlqvkk reducible gLLAQadedfffbhhqwrr reducible gLLAQadedfffbhhqwbb SFS[D(2,1)(2,1)] gLLAQadedfffbhtukgg SFS[D(3,1)(2,1)] gLLAQadedfffbhtqwog SFS[D(3,1)(2,1)] gLLAQadedfffbpaavbb T2xI gLLAQadedfffbputjjj SFS[D(2,1)(2,1)] gLLAQadedfffbpttvjj SFS[D(2,1)(2,1)] gLLAQadedfffbpuabbb T2xI gLLAQadedfffbuapbbb SFS[A(2,1)] gLLAQadedfffbudhrsf SFS[D(3,1)(2,1)] gLLAQadedfffbulhbnn reducible gLLAQadedfffbulhgnv reducible gLLAQadedfffbuxdbjj reducible gLLAQadedfffbuudbjj reducible gLLAQadedfffbuudfjj reducible gLLAQadedfffbuudcjj reducible gLLAQadedfffbutdbjj reducible gLLAQadedfffbuupobb SFS[A(2,1)] gLLAQadedfffbuuhbnv reducible gLLAQadedfffbuuhgnn reducible gLLAQadedfffbaaqswv SFS[A(2,1)] gLLAQadedfffbaeqkbb SFS[D(2,1)(2,1)] gLLAQadedfffbaeqkbk SFS[D(2,1)(2,1)] gLLAQadedfffbaeqkbs toroidal gLLAQadedfffbaduvsw T2xI gLLAQadedfffbaauobb T2xI gLLAQadedfffbaauoob T2xI gLLAQadedfffbaauovb SFS[A(2,1)] gLLAQadedfffbaauwvs SFS[A(2,1)] gLLAQadedfffbaaucnk SFS[D(2,1)(2,1)] gLLAQadedfffbaauswv T2xI gLLAQadedfffbaaukcn SFS[D(2,1)(2,1)] gLLAQadedfffbaauvsw T2xI gLLAQadedfffbaeuvsw SFS[A(2,1)] gLLAQadedfffbaaiswv T2xI gLLAQadedfffbaiqfbf SFS[D(3,1)(2,1)] gLLAQadedfffbaiqfff reducible gLLAQadedfffbaiqfcf SFS[D(3,1)(2,1)] gLLAQadedfffbaiqfjj reducible gLLAQadedfffbaiqfjv SFS[D(3,1)(2,1)] gLLAQadedfffbaiqfjr SFS[D(3,1)(2,1)] gLLAQadedfffbalqcfk SFS[D(3,1)(2,1)] gLLAQadedfffbalqkjk SFS[D(3,1)(2,1)] gLLAQadedfffbalqkkk reducible gLLAQadedfffbalqkgk SFS[D(3,1)(2,1)] gLLAQadedfffbahqkrn SFS[D(3,1)(2,1)] gLLAQadedfffbahqrrr reducible gLLAQadedfffbahqrbb SFS[D(2,1)(2,1)] gLLAQadedfffbaiurnr SFS[D(3,1)(2,1)] gLLAQadedfffbaiuror SFS[D(3,1)(2,1)] gLLAQadedfffbahuvcn SFS[D(2,1)(2,1)] gLLAQadedfffbahuknn SFS[D(2,1)(2,1)] gLLAQadedfffbaiicor SFS[D(2,1)(2,1)] gLLAQadedfffbaiivjr SFS[D(2,1)(2,1)] gLLAQadedfffbaxqgbb reducible gLLAQadedfffbaxqgfb SFS[D(3,1)(2,1)] gLLAQadedfffbaxqgcb SFS[D(3,1)(2,1)] gLLAQadedfffbaxqgjg SFS[D(3,1)(2,1)] gLLAQadedfffbaxqggg reducible gLLAQadedfffbaxqgkg SFS[D(3,1)(2,1)] gLLAQadedfffbauqcbc SFS[D(3,1)(2,1)] gLLAQadedfffbauqccc reducible gLLAQadedfffbauqcfc SFS[D(3,1)(2,1)] gLLAQadedfffbauqojc SFS[D(3,1)(2,1)] gLLAQadedfffbauqkjc SFS[D(3,1)(2,1)] gLLAQadedfffbauqwjj SFS[D(2,1)(2,1)] gLLAQadedfffbauqwjw SFS[D(2,1)(2,1)] gLLAQadedfffbauqwjc toroidal gLLAQadedfffbatqooo reducible gLLAQadedfffbatqrog SFS[D(3,1)(2,1)] gLLAQadedfffbatqojj SFS[D(2,1)(2,1)] gLLAQadedfffbaxucnn reducible gLLAQadedfffbaxuvkn SFS[D(2,1)(2,1)] gLLAQadedfffbauuvbb T2xI gLLAQadedfffbauuvbv T2xI gLLAQadedfffbauuvbo SFS[A(2,1)] gLLAQadedfffbauuono SFS[D(3,1)(2,1)] gLLAQadedfffbauuoro SFS[D(3,1)(2,1)] gLLAQadedfffbaxisng reducible gLLAQadedfffbaxiscw SFS[D(2,1)(2,1)] gLLAQadedfffbauionb SFS[D(2,1)(2,1)] gLLAQadedfffbauisng reducible gLLAQadedfffbxadcnk reducible gLLAQadedfffbxadvnn SFS[D(2,1)(2,1)] gLLAQadedfffbxxhgbb SFS[D(2,1)(2,1)] gLLAQadedfffbxxhggg SFS[D(2,1)(2,1)] gLLAQadedfffbxxpsns SFS[D(5,2)(2,1)] gLLAQadedfffbxxpsng toroidal gLLAQadedfffbxxpscj SFS[D(5,2)(2,1)] gLLAQadedfffbxxpscw SFS[D(4,1)(2,1)] gLLAQadedfffbxupsng SFS[D(2,1)(2,1)] gLLAQadedfffbxtpsng SFS[D(2,1)(2,1)] gLLAQadedfffbxxdcnn SFS[D(2,1)(2,1)] gLLAQadedfffbxxdvkn SFS[D(4,1)(2,1)] gLLAQadedfffbmdlkss reducible gLLAQadedfffbmdlnsf SFS[D(2,1)(2,1)] gLLAQadedfffbmeacbb SFS[D(3,1)(2,1)] gLLAQadedfffbmllkfs SFS[D(2,1)(2,1)] gLLAQadedfffbmllcjs reducible gLLAQadedfffbmhacnn reducible gLLAQadedfffbmulcjj reducible gLLAQadedfffbmulnjs reducible gLLAQadedfffbmuaobb SFS[D(3,1)(2,1)] gLLAQadedfffbmuagnn reducible gLLAQadedfffbmuacjj SFS[D(3,1)(2,1)] gLLAQadedfffbmutcjj SFS[D(3,1)(2,1)] gLLAQadedfffbedissw T2xI gLLAQadedfffbeaisvv T2xI gLLAQadedfffbeausvv SFS[A(2,1)] gLLAQadedfffbedqwss T2xI gLLAQadedfffbeaqsvv T2xI gLLAQadedfffbeaqwss T2xI gLLAQadedfffbeaqnwv SFS[D(3,1)(2,1)] gLLAQadedfffbeaqfwv SFS[D(3,1)(2,1)] gLLAQadedfffbeaqvww SFS[A(2,1)] gLLAQadedfffbeeqwss SFS[A(2,1)] gLLAQadedfffbelukff SFS[D(3,1)(2,1)] gLLAQadedfffbelqwfk SFS[D(3,1)(2,1)] gLLAQadedfffbetubgg SFS[D(3,1)(2,1)] gLLAQadedfffbetqwog SFS[D(3,1)(2,1)] gLLAQaddefffbmaicjj toroidal gLLAQaddefffbmaiccj SFS[D(3,1)(2,1)] gLLAQaddefffbmaicwj SFS[D(3,1)(2,1)] gLLAQaddefffbmaisjj SFS[D(3,1)(2,1)] gLLAQaddefffbmairjj SFS[D(3,1)(2,1)] gLLAQaddefffbmaicns reducible gLLAQaddefffbmaicss reducible gLLAQaddefffbmaicgs reducible gLLAQaddefffbmairss reducible gLLAQaddefffbmaisss reducible gLLAQaddefffbmauobb SFS[D(3,1)(2,1)] gLLAQaddefffbmauoob toroidal gLLAQaddefffbmauovb SFS[D(3,1)(2,1)] gLLAQaddefffbmaugvj reducible gLLAQaddefffbmaugvv reducible gLLAQaddefffbmaugvr reducible gLLAQaddefffbmaufvj SFS[D(3,1)(3,2)] gLLAQaddefffbmaufvv reducible gLLAQaddefffbmaufvr SFS[D(3,1)(3,1)] gLLAQaddefffbmauvvj SFS[D(3,1)(3,1)] gLLAQaddefffbmauvvv reducible gLLAQaddefffbmauvvr SFS[D(3,1)(3,2)] gLLAQaddefffbmaucjj SFS[D(3,1)(2,1)] gLLAQaddefffbmauccj m003(0,0) gLLAQaddefffbmaucwj toroidal gLLAQaddefffbmaugnn toroidal gLLAQaddefffbmauggn SFS[D(3,1)(2,1)] gLLAQaddefffbmaugsn SFS[D(3,1)(2,1)] gLLAQaddefffbmaqcjj SFS[D(3,1)(2,1)] gLLAQaddefffbmaqccj toroidal gLLAQaddefffbmaqcwj SFS[D(3,1)(2,1)] gLLAQaddefffbmaxknn reducible gLLAQaddefffbmaxkon reducible gLLAQaddefffbmaxkrn reducible gLLAQaddefffbmaxrbb SFS[D(3,1)(2,1)] gLLAQaddefffbmaxrcb SFS[D(3,1)(2,1)] gLLAQaddefffbmaxrfb toroidal gLLAQaddefffbmaxcrj SFS[D(3,1)(3,1)] gLLAQaddefffbmaxcrr reducible gLLAQaddefffbmaxcrv SFS[D(3,1)(3,2)] gLLAQaddefffbmaxrrj SFS[D(3,1)(3,2)] gLLAQaddefffbmaxrrr reducible gLLAQaddefffbmaxrrv SFS[D(3,1)(3,1)] gLLAQaddefffbmaxsrj reducible gLLAQaddefffbmaxsrr reducible gLLAQaddefffbmaxsrv reducible gLLAQaddefffbmaxfjj SFS[D(3,1)(2,1)] gLLAQaddefffbmaxfgj SFS[D(3,1)(2,1)] gLLAQaddefffbmaxfkj toroidal gLLAQaddefffbmaegff reducible gLLAQaddefffbmaefbf SFS[D(3,1)(3,1)] gLLAQaddefffbmaefff reducible gLLAQaddefffbmaefcf SFS[D(3,1)(3,2)] gLLAQaddefffbmaevff reducible gLLAQaddefffbmaegjj SFS[D(3,1)(2,1)] gLLAQaddefffbmaevjj reducible gLLAQaddefffbmaefjj SFS[D(3,1)(2,1)] gLLAQaddefffbmaefgj SFS[D(3,1)(2,1)] gLLAQaddefffbmaefkj toroidal gLLAQaddefffbmamfjj reducible gLLAQaddefffbmamfgj reducible gLLAQaddefffbmamfkj reducible gLLAQaddefffbmepwkw T2xI gLLAQaddefffbmadvfv SFS[D(3,1)(2,1)] gLLAQaddefffbmadcbc SFS[D(3,1)(3,2)] gLLAQaddefffbmadccc reducible gLLAQaddefffbmadcfc SFS[D(3,1)(3,1)] gLLAQaddefffbmadscc reducible gLLAQaddefffbmadrcc reducible gLLAQaddefffbmadrnn reducible gLLAQaddefffbmapwkw SFS[A(2,1)] gLLAQaddefffbmahgbb SFS[D(3,1)(2,1)] gLLAQaddefffbmahsrs SFS[D(3,1)(2,1)] gLLAQaddefffbmahggg reducible gLLAQaddefffbmahvgg reducible gLLAQaddefffbmahfgn reducible gLLAQaddefffbmahfgg reducible gLLAQaddefffbmahfgs reducible gLLAQaddefffbmdpwkw T2xI gLLAQaddefffbpuisjj SFS[D(2,1)(2,1)] gLLAQaddefffbpuiojf SFS[D(2,1)(2,1)] gLLAQaddefffbpuuobb T2xI gLLAQaddefffbpuuoob SFS[A(2,1)] gLLAQaddefffbpuuovb T2xI gLLAQaddefffbpuuvvj SFS[D(3,1)(2,1)] gLLAQaddefffbpuuvvr SFS[D(3,1)(2,1)] gLLAQaddefffbpuqook SFS[A(2,1)] gLLAQaddefffbpuxrrj SFS[D(3,1)(2,1)] gLLAQaddefffbpuxrrv SFS[D(3,1)(2,1)] gLLAQaddefffbpuefjj reducible gLLAQaddefffbpueojs SFS[D(2,1)(2,1)] gLLAQaddefffbpumoow T2xI gLLAQaddefffbpupvbb T2xI gLLAQaddefffbpupvbv SFS[A(2,1)] gLLAQaddefffbpupvbo T2xI gLLAQaddefffbpupsfj SFS[D(2,1)(2,1)] gLLAQaddefffbpupfjs SFS[D(2,1)(2,1)] gLLAQaddefffbpupwkw SFS[A(2,1)] gLLAQaddefffbpupokw T2xI gLLAQaddefffbpupkkw T2xI gLLAQaddefffbaqicbb SFS[D(2,1)(2,1)] gLLAQaddefffbaqicbk toroidal gLLAQaddefffbaqicbs SFS[D(2,1)(2,1)] gLLAQaddefffbaqigjr SFS[D(3,1)(2,1)] gLLAQaddefffbaqijns SFS[D(3,1)(2,1)] gLLAQaddefffbaqijss reducible gLLAQaddefffbaqijgs SFS[D(3,1)(2,1)] gLLAQaddefffbaqionf SFS[D(3,1)(2,1)] gLLAQaddefffbaqunvv reducible gLLAQaddefffbaquonf SFS[D(3,1)(2,1)] gLLAQaddefffbaqunnn SFS[D(2,1)(2,1)] gLLAQaddefffbaqqonn SFS[D(2,1)(2,1)] gLLAQaddefffbaqqonf toroidal gLLAQaddefffbaqqonw SFS[D(2,1)(2,1)] gLLAQaddefffbapigjj SFS[D(2,1)(2,1)] gLLAQaddefffbapibjf SFS[D(2,1)(2,1)] gLLAQaddefffbapubbb T2xI gLLAQaddefffbapubob SFS[A(2,1)] gLLAQaddefffbapubvb T2xI gLLAQaddefffbapuovj SFS[D(3,1)(2,1)] gLLAQaddefffbapuovr SFS[D(3,1)(2,1)] gLLAQaddefffbapqbok SFS[A(2,1)] gLLAQaddefffbamuobj SFS[D(2,1)(2,1)] gLLAQaddefffbaqxgbb SFS[D(2,1)(2,1)] gLLAQaddefffbaqxgrr reducible gLLAQaddefffbaqxngv SFS[D(3,1)(2,1)] gLLAQaddefffbaqeobf SFS[D(3,1)(2,1)] gLLAQaddefffbaqeoff reducible gLLAQaddefffbaqeocf SFS[D(3,1)(2,1)] gLLAQaddefffbaqejcs SFS[D(3,1)(2,1)] gLLAQaddefffbaqmbow SFS[A(2,1)] gLLAQaddefffbapxkrj SFS[D(3,1)(2,1)] gLLAQaddefffbapxkrv SFS[D(3,1)(2,1)] gLLAQaddefffbaperjj reducible gLLAQaddefffbapebjs SFS[D(2,1)(2,1)] gLLAQaddefffbapmbow T2xI gLLAQaddefffbamekrv SFS[D(2,1)(2,1)] gLLAQaddefffbammbow T2xI gLLAQaddefffbammrfw SFS[D(2,1)(2,1)] gLLAQaddefffbammogj reducible gLLAQaddefffbammrgj reducible gLLAQaddefffbaqdkbc SFS[D(3,1)(2,1)] gLLAQaddefffbaqdkcc reducible gLLAQaddefffbaqdkfc SFS[D(3,1)(2,1)] gLLAQaddefffbaqdknn reducible gLLAQaddefffbaqdkrn SFS[D(3,1)(2,1)] gLLAQaddefffbaqdkon SFS[D(3,1)(2,1)] gLLAQaddefffbaqhrbb reducible gLLAQaddefffbaqhrfb SFS[D(3,1)(2,1)] gLLAQaddefffbaqhrcb SFS[D(3,1)(2,1)] gLLAQaddefffbaqhrgn SFS[D(3,1)(2,1)] gLLAQaddefffbaqhrgg reducible gLLAQaddefffbaqhrgs SFS[D(3,1)(2,1)] gLLAQaddefffbappobb T2xI gLLAQaddefffbappobv SFS[A(2,1)] gLLAQaddefffbappobo T2xI gLLAQaddefffbappgfj SFS[D(2,1)(2,1)] gLLAQaddefffbapprjs SFS[D(2,1)(2,1)] gLLAQaddefffbappckw SFS[A(2,1)] gLLAQaddefffbappbkw T2xI gLLAQaddefffbappfkw T2xI gLLAQaddefffbampkrn SFS[D(2,1)(2,1)] gLLAQaddefffbudinjj SFS[D(2,1)(2,1)] gLLAQaddefffbudinss reducible gLLAQaddefffbudubvj reducible gLLAQaddefffbudubvv reducible gLLAQaddefffbudubvr reducible gLLAQaddefffbuainjj toroidal gLLAQaddefffbuaivjf toroidal gLLAQaddefffbuauvbb SFS[A(2,1)] gLLAQaddefffbuauvob toroidal gLLAQaddefffbuauvvb SFS[A(2,1)] gLLAQaddefffbuaubvj reducible gLLAQaddefffbuaubvr reducible gLLAQaddefffbuaqvok toroidal gLLAQaddefffbueinjj SFS[D(2,1)(2,1)] gLLAQaddefffbueinss reducible gLLAQaddefffbueubvj reducible gLLAQaddefffbueubvv reducible gLLAQaddefffbueubvr reducible gLLAQaddefffbudxfrj reducible gLLAQaddefffbudxfrr reducible gLLAQaddefffbudxfrv reducible gLLAQaddefffbudekff reducible gLLAQaddefffbudekjj SFS[D(2,1)(2,1)] gLLAQaddefffbuaxvnn reducible gLLAQaddefffbuaxvon reducible gLLAQaddefffbuaxvrn reducible gLLAQaddefffbuaxfrj reducible gLLAQaddefffbuaxfrv reducible gLLAQaddefffbuaekjj reducible gLLAQaddefffbuaevjs toroidal gLLAQaddefffbuamvow SFS[A(2,1)] gLLAQaddefffbuexfrj reducible gLLAQaddefffbuexfrr reducible gLLAQaddefffbuexfrv reducible gLLAQaddefffbueekff reducible gLLAQaddefffbueekjj SFS[D(2,1)(2,1)] gLLAQaddefffbuddwcc reducible gLLAQaddefffbudhsgg reducible gLLAQaddefffbuadvgc reducible gLLAQaddefffbuapbbb SFS[A(2,1)] gLLAQaddefffbuapbbv toroidal gLLAQaddefffbuapbbo SFS[A(2,1)] gLLAQaddefffbuapsco reducible gLLAQaddefffbuapnfj toroidal gLLAQaddefffbuapwog reducible gLLAQaddefffbuapfnn reducible gLLAQaddefffbuapfrn reducible gLLAQaddefffbuapfon reducible gLLAQaddefffbuapkjs toroidal gLLAQaddefffbuapjkw toroidal gLLAQaddefffbuapvkw SFS[A(2,1)] gLLAQaddefffbuapvgc reducible gLLAQaddefffbuaprkw SFS[A(2,1)] gLLAQaddefffbuahvgc reducible gLLAQaddefffbuedwcc reducible gLLAQaddefffbuehsgg reducible gLLAQaddefffblqpfnn SFS[D(2,1)(2,1)] gLLAQaddefffblqpfrn toroidal gLLAQaddefffblqpfon SFS[D(2,1)(2,1)] gLLAQaddefffbhxicbb SFS[D(2,1)(2,1)] gLLAQaddefffbhxicbk toroidal gLLAQaddefffbhxicbs SFS[D(2,1)(2,1)] gLLAQaddefffbiaicjj SFS[D(3,1)(2,1)] gLLAQaddefffbiaiccj toroidal gLLAQaddefffbiaicwj m003(0,0) gLLAQaddefffbiaisjj SFS[D(3,1)(2,1)] gLLAQaddefffbiairjj reducible gLLAQaddefffbiaicns SFS[D(3,1)(3,2)] gLLAQaddefffbiaicss reducible gLLAQaddefffbiaicgs SFS[D(3,1)(3,1)] gLLAQaddefffbiairss reducible gLLAQaddefffbiaisss reducible gLLAQaddefffbiauobb SFS[D(3,1)(2,1)] gLLAQaddefffbiauoob toroidal gLLAQaddefffbiauovb SFS[D(3,1)(2,1)] gLLAQaddefffbiaugvj SFS[D(3,1)(3,1)] gLLAQaddefffbiaugvv reducible gLLAQaddefffbiaugvr SFS[D(3,1)(3,2)] gLLAQaddefffbiaufvj toroidal gLLAQaddefffbiaufvv reducible gLLAQaddefffbiaufvr toroidal gLLAQaddefffbiauvvj SFS[D(3,1)(3,2)] gLLAQaddefffbiauvvv reducible gLLAQaddefffbiauvvr SFS[D(3,1)(3,1)] gLLAQaddefffbiaucjj reducible gLLAQaddefffbiauccj toroidal gLLAQaddefffbiaucwj toroidal gLLAQaddefffbiaugnn SFS[D(3,1)(2,1)] gLLAQaddefffbiauggn toroidal gLLAQaddefffbiaugsn m003(0,0) gLLAQaddefffbiaqcjj SFS[D(3,1)(2,1)] gLLAQaddefffbiaqccj toroidal gLLAQaddefffbiaqcwj SFS[D(3,1)(2,1)] gLLAQaddefffbiaxknn SFS[D(3,1)(2,1)] gLLAQaddefffbiaxkon toroidal gLLAQaddefffbiaxkrn SFS[D(3,1)(2,1)] gLLAQaddefffbiaxrbb SFS[D(3,1)(2,1)] gLLAQaddefffbiaxrcb toroidal gLLAQaddefffbiaxrfb m003(0,0) gLLAQaddefffbiaxcrj toroidal gLLAQaddefffbiaxcrr reducible gLLAQaddefffbiaxcrv toroidal gLLAQaddefffbiaxrrj SFS[D(3,1)(3,1)] gLLAQaddefffbiaxrrr reducible gLLAQaddefffbiaxrrv SFS[D(3,1)(3,2)] gLLAQaddefffbiaxsrj SFS[D(3,1)(3,2)] gLLAQaddefffbiaxsrr reducible gLLAQaddefffbiaxsrv SFS[D(3,1)(3,1)] gLLAQaddefffbiaxfjj reducible gLLAQaddefffbiaxfgj toroidal gLLAQaddefffbiaxfkj toroidal gLLAQaddefffbiaegff reducible gLLAQaddefffbiaefbf SFS[D(3,1)(3,2)] gLLAQaddefffbiaefff reducible gLLAQaddefffbiaefcf SFS[D(3,1)(3,1)] gLLAQaddefffbiaevff reducible gLLAQaddefffbiaegjj reducible gLLAQaddefffbiaevjj SFS[D(3,1)(2,1)] gLLAQaddefffbiaefjj SFS[D(3,1)(2,1)] gLLAQaddefffbiaefgj toroidal gLLAQaddefffbiaefkj m003(0,0) gLLAQaddefffbiamfjj SFS[D(3,1)(2,1)] gLLAQaddefffbiamfgj toroidal gLLAQaddefffbiamfkj SFS[D(3,1)(2,1)] gLLAQaddefffbiepwkw SFS[A(2,1)] gLLAQaddefffbiadvfv toroidal gLLAQaddefffbiadcbc SFS[D(3,1)(3,1)] gLLAQaddefffbiadccc reducible gLLAQaddefffbiadcfc SFS[D(3,1)(3,2)] gLLAQaddefffbiadscc reducible gLLAQaddefffbiadrcc reducible gLLAQaddefffbiadrnn SFS[D(3,1)(2,1)] gLLAQaddefffbiapwkw toroidal gLLAQaddefffbiahgbb SFS[D(3,1)(2,1)] gLLAQaddefffbiahsrs toroidal gLLAQaddefffbiahggg reducible gLLAQaddefffbiahvgg reducible gLLAQaddefffbiahfgn SFS[D(3,1)(3,1)] gLLAQaddefffbiahfgg reducible gLLAQaddefffbiahfgs SFS[D(3,1)(3,2)] gLLAQaddefffbidpwkw SFS[A(2,1)] gLLAQaddefffbluqook T2xI gLLAQaddefffblxicss reducible gLLAQaddefffblxugvv reducible gLLAQaddefffblxxsrr reducible gLLAQaddefffblxevff reducible gLLAQaddefffblxdrcc reducible gLLAQaddefffblxhfgg reducible gLLAQaddefffbipqbok T2xI gLLAQaddefffbimmkbs SFS[D(2,1)(2,1)] gLLAQaddefffbhauvvk SFS[A(2,1)] gLLAQaddefffbhaukvv reducible gLLAQaddefffbhaunjj SFS[D(3,1)(2,1)] gLLAQaddefffbhauvjf m004(0,0) gLLAQaddefffbhaqvok SFS[A(2,1)] gLLAQaddefffbhaxvnn SFS[D(3,1)(2,1)] gLLAQaddefffbhaxvon toroidal gLLAQaddefffbhaxvrn SFS[D(3,1)(2,1)] gLLAQaddefffbhaxsff reducible gLLAQaddefffbhaxwbb reducible gLLAQaddefffbhaxwrr reducible gLLAQaddefffbhaxsjj SFS[D(3,1)(2,1)] gLLAQaddefffbhaxvjk SFS[D(3,1)(3,2)] gLLAQaddefffbhaxvkk reducible gLLAQaddefffbhaxvgk SFS[D(3,1)(3,1)] gLLAQaddefffbhaejnn SFS[D(3,1)(2,1)] gLLAQaddefffbhaejnw toroidal gLLAQaddefffbhaejnf SFS[D(3,1)(2,1)] gLLAQaddefffbhaernn reducible gLLAQaddefffbhaernw reducible gLLAQaddefffbhaernf reducible gLLAQaddefffbhaevnn SFS[D(3,1)(2,1)] gLLAQaddefffbhaevnw toroidal gLLAQaddefffbhaevnf SFS[D(3,1)(2,1)] gLLAQaddefffbhaesbf reducible gLLAQaddefffbhaesff reducible gLLAQaddefffbhaescf reducible gLLAQaddefffbhaewnr SFS[D(3,1)(3,2)] gLLAQaddefffbhaewrr reducible gLLAQaddefffbhaewor SFS[D(3,1)(3,1)] gLLAQaddefffbhaevjk SFS[D(3,1)(3,1)] gLLAQaddefffbhaevkk reducible gLLAQaddefffbhaevgk SFS[D(3,1)(3,2)] gLLAQaddefffbhamvnn reducible gLLAQaddefffbhamsff reducible gLLAQaddefffbhamnck reducible gLLAQaddefffbhamwrr reducible gLLAQaddefffbhamkkv SFS[A(2,1)] gLLAQaddefffbhamvjk reducible gLLAQaddefffbhamvkb SFS[A(3,1)] gLLAQaddefffbhamvks SFS[A(3,1)] gLLAQaddefffbhamvgk reducible gLLAQaddefffbhadnbc reducible gLLAQaddefffbhadncc reducible gLLAQaddefffbhadnfj SFS[D(3,1)(3,1)] gLLAQaddefffbhadnfc reducible gLLAQaddefffbhadnfw SFS[D(3,1)(3,2)] gLLAQaddefffbhadvjj SFS[D(3,1)(2,1)] gLLAQaddefffbhadvjw toroidal gLLAQaddefffbhadvjc SFS[D(3,1)(2,1)] gLLAQaddefffbhadvkc reducible gLLAQaddefffbhadvgc SFS[D(3,1)(2,1)] gLLAQaddefffbhapsco SFS[D(3,1)(2,1)] gLLAQaddefffbhapwog SFS[D(3,1)(2,1)] gLLAQaddefffbhapvgc toroidal gLLAQaddefffbhahvrv m004(0,0) gLLAQaddefffbhahbbb SFS[A(2,1)] gLLAQaddefffbhahbgg reducible gLLAQaddefffbhahvgc SFS[D(3,1)(2,1)] gLLAQaddefffbppubvv reducible gLLAQaddefffbpmmjow T2xI gLLAQaddefffbppekbf reducible gLLAQaddefffbppekff reducible gLLAQaddefffbppekcf reducible gLLAQaddefffbppdwbc reducible gLLAQaddefffbppdwcc reducible gLLAQaddefffbppdwfc reducible gLLAQaddefffbpphsbb reducible gLLAQaddefffbpphsgg reducible gLLAQaddefffbuuuovv reducible gLLAQaddefffbutqrnf SFS[D(2,1)(2,1)] gLLAQaddefffbuxmcow SFS[A(2,1)] gLLAQaddefffbuuerbf reducible gLLAQaddefffbuuerff reducible gLLAQaddefffbuuercf reducible gLLAQaddefffbuudjbc reducible gLLAQaddefffbuudjcc reducible gLLAQaddefffbuudjfc reducible gLLAQaddefffbuuhnbb reducible gLLAQaddefffbuuhngg reducible gLLAQaddefffbaeiwvs T2xI gLLAQaddefffbaeuwvs T2xI gLLAQaddefffbaeqook T2xI gLLAQaddefffbaeqwok SFS[A(2,1)] gLLAQaddefffbaeqwvs SFS[A(2,1)] gLLAQaddefffbaeqkok T2xI gLLAQaddefffbaeqgbr SFS[D(2,1)(2,1)] gLLAQaddefffbaeqswv T2xI gLLAQaddefffbaeqrgb SFS[D(2,1)(2,1)] gLLAQaddefffbaeqvsw T2xI gLLAQaddefffbaaioos SFS[A(2,1)] gLLAQaddefffbaaiwvs SFS[A(2,1)] gLLAQaddefffbaaigor m004(0,0) gLLAQaddefffbaaicjj SFS[D(3,1)(2,1)] gLLAQaddefffbaaiccj SFS[D(3,1)(2,1)] gLLAQaddefffbaaicwj toroidal gLLAQaddefffbaaisjj reducible gLLAQaddefffbaairjj SFS[D(3,1)(2,1)] gLLAQaddefffbaairjr SFS[D(3,1)(2,1)] gLLAQaddefffbaairjv toroidal gLLAQaddefffbaaicns SFS[D(3,1)(3,1)] gLLAQaddefffbaaicss reducible gLLAQaddefffbaaicgs SFS[D(3,1)(3,2)] gLLAQaddefffbaairns SFS[D(3,1)(3,2)] gLLAQaddefffbaairss reducible gLLAQaddefffbaairgs SFS[D(3,1)(3,1)] gLLAQaddefffbaaissb SFS[A(3,1)] gLLAQaddefffbaaisns reducible gLLAQaddefffbaaisgs reducible gLLAQaddefffbaaissk SFS[A(3,1)] gLLAQaddefffbaaiggf SFS[D(3,1)(2,1)] gLLAQaddefffbaaivgf toroidal gLLAQaddefffbaaifnn SFS[D(3,1)(2,1)] gLLAQaddefffbaaifnf SFS[D(3,1)(2,1)] gLLAQaddefffbaaifgf SFS[D(3,1)(2,1)] gLLAQaddefffbaaifsf reducible gLLAQaddefffbaaifnw toroidal gLLAQaddefffbaaiocn m004(0,0) gLLAQaddefffbaauwvs SFS[A(2,1)] gLLAQaddefffbaaukvk SFS[A(2,1)] gLLAQaddefffbaaugvj SFS[D(3,1)(3,2)] gLLAQaddefffbaaugvv reducible gLLAQaddefffbaaugvr SFS[D(3,1)(3,1)] gLLAQaddefffbaaufvj SFS[D(3,1)(3,1)] gLLAQaddefffbaaufvv reducible gLLAQaddefffbaaufvr SFS[D(3,1)(3,2)] gLLAQaddefffbaauvvj reducible gLLAQaddefffbaauvbv SFS[A(3,1)] gLLAQaddefffbaauvov SFS[A(3,1)] gLLAQaddefffbaauvvr reducible gLLAQaddefffbaaucjj SFS[D(3,1)(2,1)] gLLAQaddefffbaauccj SFS[D(3,1)(2,1)] gLLAQaddefffbaaucwj toroidal gLLAQaddefffbaauccr SFS[D(3,1)(2,1)] gLLAQaddefffbaauccv reducible gLLAQaddefffbaauscr toroidal gLLAQaddefffbaaurcr SFS[D(3,1)(2,1)] gLLAQaddefffbaaurgk m004(0,0) gLLAQaddefffbaaugnn SFS[D(3,1)(2,1)] gLLAQaddefffbaauggn SFS[D(3,1)(2,1)] gLLAQaddefffbaaugsn toroidal gLLAQaddefffbaauvnn reducible gLLAQaddefffbaaufnn SFS[D(3,1)(2,1)] gLLAQaddefffbaaufnf SFS[D(3,1)(2,1)] gLLAQaddefffbaaufnw toroidal gLLAQaddefffbaaukjf m004(0,0) gLLAQaddefffbaaqook SFS[A(2,1)] gLLAQaddefffbaaqwok toroidal gLLAQaddefffbaaqwvs toroidal gLLAQaddefffbaaqkok SFS[A(2,1)] gLLAQaddefffbaaqgbr toroidal gLLAQaddefffbaaqcjj reducible gLLAQaddefffbaaqccj reducible gLLAQaddefffbaaqcwj reducible gLLAQaddefffbaaqswv SFS[A(2,1)] gLLAQaddefffbaaqrgb toroidal gLLAQaddefffbaaqvsw SFS[A(2,1)] gLLAQaddefffbaaqfnn reducible gLLAQaddefffbaaqfnf reducible gLLAQaddefffbaaqfnw reducible gLLAQaddefffbadiwvs T2xI gLLAQaddefffbaduwvs T2xI gLLAQaddefffbadqook T2xI gLLAQaddefffbadqwok SFS[A(2,1)] gLLAQaddefffbadqwvs SFS[A(2,1)] gLLAQaddefffbadqkok T2xI gLLAQaddefffbadqgbr SFS[D(2,1)(2,1)] gLLAQaddefffbadqswv T2xI gLLAQaddefffbadqrgb SFS[D(2,1)(2,1)] gLLAQaddefffbadqvsw T2xI gLLAQaddefffbaexrbb reducible gLLAQaddefffbaexwgb SFS[D(2,1)(2,1)] gLLAQaddefffbaemwow T2xI gLLAQaddefffbaaxorf SFS[D(3,1)(2,1)] gLLAQaddefffbaaxknn SFS[D(3,1)(2,1)] gLLAQaddefffbaaxkon toroidal gLLAQaddefffbaaxkrn SFS[D(3,1)(2,1)] gLLAQaddefffbaaxfbf SFS[D(3,1)(3,1)] gLLAQaddefffbaaxfff reducible gLLAQaddefffbaaxfcf SFS[D(3,1)(3,2)] gLLAQaddefffbaaxvbn m004(0,0) gLLAQaddefffbaaxcbb SFS[D(3,1)(2,1)] gLLAQaddefffbaaxcbs toroidal gLLAQaddefffbaaxcbk m003(0,0) gLLAQaddefffbaaxsbb SFS[D(3,1)(2,1)] gLLAQaddefffbaaxsbs SFS[D(3,1)(2,1)] gLLAQaddefffbaaxsbk toroidal gLLAQaddefffbaaxrbs SFS[D(3,1)(2,1)] gLLAQaddefffbaaxrbk SFS[D(3,1)(2,1)] gLLAQaddefffbaaxrcb SFS[D(3,1)(2,1)] gLLAQaddefffbaaxrfb SFS[D(3,1)(2,1)] gLLAQaddefffbaaxcrj SFS[D(3,1)(3,2)] gLLAQaddefffbaaxcrr reducible gLLAQaddefffbaaxcrv SFS[D(3,1)(3,1)] gLLAQaddefffbaaxrnr reducible gLLAQaddefffbaaxrrj reducible gLLAQaddefffbaaxrrv reducible gLLAQaddefffbaaxror reducible gLLAQaddefffbaaxsrj SFS[D(3,1)(3,1)] gLLAQaddefffbaaxsrr reducible gLLAQaddefffbaaxsrv SFS[D(3,1)(3,2)] gLLAQaddefffbaaxggr toroidal gLLAQaddefffbaaxvgv SFS[D(3,1)(2,1)] gLLAQaddefffbaaxfjj SFS[D(3,1)(2,1)] gLLAQaddefffbaaxfgj m003(0,0) gLLAQaddefffbaaxfkj toroidal gLLAQaddefffbaaxogs m004(0,0) gLLAQaddefffbaaxkjk SFS[D(3,1)(3,2)] gLLAQaddefffbaaxkkk reducible gLLAQaddefffbaaxkgk SFS[D(3,1)(3,1)] gLLAQaddefffbaaxwgb toroidal gLLAQaddefffbaaeonn SFS[D(3,1)(2,1)] gLLAQaddefffbaaeonw toroidal gLLAQaddefffbaaeonf SFS[D(3,1)(2,1)] gLLAQaddefffbaaeoof reducible gLLAQaddefffbaaeorf SFS[D(3,1)(2,1)] gLLAQaddefffbaaewnn reducible gLLAQaddefffbaaewnw reducible gLLAQaddefffbaaewnf reducible gLLAQaddefffbaaeknn SFS[D(3,1)(2,1)] gLLAQaddefffbaaeknw toroidal gLLAQaddefffbaaeknf SFS[D(3,1)(2,1)] gLLAQaddefffbaaegbf SFS[D(3,1)(3,1)] gLLAQaddefffbaaegff reducible gLLAQaddefffbaaegcf SFS[D(3,1)(3,2)] gLLAQaddefffbaaefbn SFS[D(3,1)(3,2)] gLLAQaddefffbaaefbw SFS[D(3,1)(3,1)] gLLAQaddefffbaaeffn toroidal gLLAQaddefffbaaeffw toroidal gLLAQaddefffbaaefcn SFS[D(3,1)(3,1)] gLLAQaddefffbaaefcw SFS[D(3,1)(3,2)] gLLAQaddefffbaaevbf SFS[D(3,1)(3,2)] gLLAQaddefffbaaevff reducible gLLAQaddefffbaaevcf SFS[D(3,1)(3,1)] gLLAQaddefffbaaecbs toroidal gLLAQaddefffbaaecbk toroidal gLLAQaddefffbaaesbb SFS[D(3,1)(2,1)] gLLAQaddefffbaaesbs SFS[D(3,1)(2,1)] gLLAQaddefffbaaesbk toroidal gLLAQaddefffbaaescs SFS[D(3,1)(2,1)] gLLAQaddefffbaaesfs reducible gLLAQaddefffbaaerbb SFS[D(3,1)(2,1)] gLLAQaddefffbaaerbs m003(0,0) gLLAQaddefffbaaerbk toroidal gLLAQaddefffbaaernr SFS[D(3,1)(3,2)] gLLAQaddefffbaaerrr reducible gLLAQaddefffbaaeror SFS[D(3,1)(3,1)] gLLAQaddefffbaaegjj SFS[D(3,1)(2,1)] gLLAQaddefffbaaegjv toroidal gLLAQaddefffbaaegjr m003(0,0) gLLAQaddefffbaaevjj SFS[D(3,1)(2,1)] gLLAQaddefffbaaevjv SFS[D(3,1)(2,1)] gLLAQaddefffbaaevjr toroidal gLLAQaddefffbaaefjj toroidal gLLAQaddefffbaaefjv SFS[D(3,1)(2,1)] gLLAQaddefffbaaefjr SFS[D(3,1)(2,1)] gLLAQaddefffbaaefgj SFS[D(3,1)(2,1)] gLLAQaddefffbaaefkj SFS[D(3,1)(2,1)] gLLAQaddefffbaaekjk SFS[D(3,1)(3,1)] gLLAQaddefffbaaekkk reducible gLLAQaddefffbaaekgk SFS[D(3,1)(3,2)] gLLAQaddefffbaamorf toroidal gLLAQaddefffbaamwow SFS[A(2,1)] gLLAQaddefffbaamknn reducible gLLAQaddefffbaamgbn m004(0,0) gLLAQaddefffbaamfbf SFS[D(3,1)(3,2)] gLLAQaddefffbaamfff reducible gLLAQaddefffbaamfcf SFS[D(3,1)(3,1)] gLLAQaddefffbaamvbw m004(0,0) gLLAQaddefffbaamcbb SFS[D(3,1)(2,1)] gLLAQaddefffbaamcbs toroidal gLLAQaddefffbaamcbk SFS[D(3,1)(2,1)] gLLAQaddefffbaamcck reducible gLLAQaddefffbaamcfk SFS[D(3,1)(2,1)] gLLAQaddefffbaamrbb SFS[D(3,1)(2,1)] gLLAQaddefffbaamrbs toroidal gLLAQaddefffbaamrbk SFS[D(3,1)(2,1)] gLLAQaddefffbaamrnr SFS[D(3,1)(3,1)] gLLAQaddefffbaamrrr reducible gLLAQaddefffbaamror SFS[D(3,1)(3,2)] gLLAQaddefffbaamgkr SFS[D(3,1)(2,1)] gLLAQaddefffbaamvkv SFS[A(2,1)] gLLAQaddefffbaamfjj SFS[D(3,1)(2,1)] gLLAQaddefffbaamfgj toroidal gLLAQaddefffbaamfkj SFS[D(3,1)(2,1)] gLLAQaddefffbaamkjk reducible gLLAQaddefffbaamkkb SFS[A(3,1)] gLLAQaddefffbaamkks SFS[A(3,1)] gLLAQaddefffbaamkgk reducible gLLAQaddefffbadxrbb reducible gLLAQaddefffbadxwgb SFS[D(2,1)(2,1)] gLLAQaddefffbadmwow T2xI gLLAQaddefffbaepwkw T2xI gLLAQaddefffbaehwrb SFS[D(2,1)(2,1)] gLLAQaddefffbaehgbb reducible gLLAQaddefffbaadono SFS[D(3,1)(3,1)] gLLAQaddefffbaadooo reducible gLLAQaddefffbaadoro SFS[D(3,1)(3,2)] gLLAQaddefffbaadgbb SFS[D(3,1)(2,1)] gLLAQaddefffbaadgbv m003(0,0) gLLAQaddefffbaadgbo toroidal gLLAQaddefffbaadfbv toroidal gLLAQaddefffbaadfbo toroidal gLLAQaddefffbaadvbb SFS[D(3,1)(2,1)] gLLAQaddefffbaadvbv SFS[D(3,1)(2,1)] gLLAQaddefffbaadvbo toroidal gLLAQaddefffbaadvfv SFS[D(3,1)(2,1)] gLLAQaddefffbaadvcv reducible gLLAQaddefffbaadcbj SFS[D(3,1)(3,2)] gLLAQaddefffbaadcbw SFS[D(3,1)(3,1)] gLLAQaddefffbaadccj toroidal gLLAQaddefffbaadccw toroidal gLLAQaddefffbaadcfj SFS[D(3,1)(3,1)] gLLAQaddefffbaadcfw SFS[D(3,1)(3,2)] gLLAQaddefffbaadsbc SFS[D(3,1)(3,2)] gLLAQaddefffbaadscc reducible gLLAQaddefffbaadsfc SFS[D(3,1)(3,1)] gLLAQaddefffbaadrbc SFS[D(3,1)(3,1)] gLLAQaddefffbaadrcc reducible gLLAQaddefffbaadrfc SFS[D(3,1)(3,2)] gLLAQaddefffbaadcnn toroidal gLLAQaddefffbaadcns SFS[D(3,1)(2,1)] gLLAQaddefffbaadcng SFS[D(3,1)(2,1)] gLLAQaddefffbaadcrn SFS[D(3,1)(2,1)] gLLAQaddefffbaadcon SFS[D(3,1)(2,1)] gLLAQaddefffbaadrnn SFS[D(3,1)(2,1)] gLLAQaddefffbaadrns toroidal gLLAQaddefffbaadrng m003(0,0) gLLAQaddefffbaadsnn SFS[D(3,1)(2,1)] gLLAQaddefffbaadsns SFS[D(3,1)(2,1)] gLLAQaddefffbaadsng toroidal gLLAQaddefffbaadgjg SFS[D(3,1)(3,2)] gLLAQaddefffbaadggg reducible gLLAQaddefffbaadgkg SFS[D(3,1)(3,1)] gLLAQaddefffbaadojj SFS[D(3,1)(2,1)] gLLAQaddefffbaadojw toroidal gLLAQaddefffbaadojc SFS[D(3,1)(2,1)] gLLAQaddefffbaadkjj SFS[D(3,1)(2,1)] gLLAQaddefffbaadkjw toroidal gLLAQaddefffbaadkjc SFS[D(3,1)(2,1)] gLLAQaddefffbaadkkc reducible gLLAQaddefffbaadkgc SFS[D(3,1)(2,1)] gLLAQaddefffbaadwjj reducible gLLAQaddefffbaadwjw reducible gLLAQaddefffbaadwjc reducible gLLAQaddefffbaapono reducible gLLAQaddefffbaapoob SFS[A(3,1)] gLLAQaddefffbaapoov SFS[A(3,1)] gLLAQaddefffbaaporo reducible gLLAQaddefffbaapgbb SFS[D(3,1)(2,1)] gLLAQaddefffbaapgbv toroidal gLLAQaddefffbaapgbo SFS[D(3,1)(2,1)] gLLAQaddefffbaapfbb SFS[D(3,1)(2,1)] gLLAQaddefffbaapfbv toroidal gLLAQaddefffbaapfbo SFS[D(3,1)(2,1)] gLLAQaddefffbaapffo reducible gLLAQaddefffbaapfco SFS[D(3,1)(2,1)] gLLAQaddefffbaapcbc SFS[D(3,1)(3,2)] gLLAQaddefffbaapccc reducible gLLAQaddefffbaapcfc SFS[D(3,1)(3,1)] gLLAQaddefffbaapsbw m004(0,0) gLLAQaddefffbaaprbj m004(0,0) gLLAQaddefffbaapcnn SFS[D(3,1)(2,1)] gLLAQaddefffbaapcrn toroidal gLLAQaddefffbaapcon SFS[D(3,1)(2,1)] gLLAQaddefffbaaprog SFS[D(3,1)(2,1)] gLLAQaddefffbaapsos SFS[A(2,1)] gLLAQaddefffbaapgjg SFS[D(3,1)(3,1)] gLLAQaddefffbaapggg reducible gLLAQaddefffbaapgkg SFS[D(3,1)(3,2)] gLLAQaddefffbaapojj reducible gLLAQaddefffbaapkgc toroidal gLLAQaddefffbaapwkw SFS[A(2,1)] gLLAQaddefffbaahono SFS[D(3,1)(3,2)] gLLAQaddefffbaahooo reducible gLLAQaddefffbaahoro SFS[D(3,1)(3,1)] gLLAQaddefffbaahwrb toroidal gLLAQaddefffbaahkrv m004(0,0) gLLAQaddefffbaahgbv SFS[D(3,1)(2,1)] gLLAQaddefffbaahgbo SFS[D(3,1)(2,1)] gLLAQaddefffbaahgfb SFS[D(3,1)(2,1)] gLLAQaddefffbaahgcb SFS[D(3,1)(2,1)] gLLAQaddefffbaahfbb SFS[D(3,1)(2,1)] gLLAQaddefffbaahfbv toroidal gLLAQaddefffbaahfbo m003(0,0) gLLAQaddefffbaahvbb SFS[D(3,1)(2,1)] gLLAQaddefffbaahvbv SFS[D(3,1)(2,1)] gLLAQaddefffbaahvbo toroidal gLLAQaddefffbaahcbc SFS[D(3,1)(3,1)] gLLAQaddefffbaahccc reducible gLLAQaddefffbaahcfc SFS[D(3,1)(3,2)] gLLAQaddefffbaahsbj m004(0,0) gLLAQaddefffbaahcnn SFS[D(3,1)(2,1)] gLLAQaddefffbaahcrn m003(0,0) gLLAQaddefffbaahcon toroidal gLLAQaddefffbaahrrg toroidal gLLAQaddefffbaahsrs SFS[D(3,1)(2,1)] gLLAQaddefffbaahgjg reducible gLLAQaddefffbaahggn reducible gLLAQaddefffbaahggs reducible gLLAQaddefffbaahgkg reducible gLLAQaddefffbaahvgn SFS[D(3,1)(3,1)] gLLAQaddefffbaahvgg reducible gLLAQaddefffbaahvgs SFS[D(3,1)(3,2)] gLLAQaddefffbaahfgn SFS[D(3,1)(3,2)] gLLAQaddefffbaahfgg reducible gLLAQaddefffbaahfgs SFS[D(3,1)(3,1)] gLLAQaddefffbaahojj SFS[D(3,1)(2,1)] gLLAQaddefffbaahokj toroidal gLLAQaddefffbaahogj SFS[D(3,1)(2,1)] gLLAQaddefffbaahkgc SFS[D(3,1)(2,1)] gLLAQaddefffbadpwkw T2xI gLLAQaddefffbadhwrb SFS[D(2,1)(2,1)] gLLAQaddefffbadhgbb reducible gLLAQaddefffbxuqook T2xI gLLAQaddefffbxxisss reducible gLLAQaddefffbxxuvvv reducible gLLAQaddefffbxxxrbb SFS[D(2,1)(2,1)] gLLAQaddefffbxxxrrr reducible gLLAQaddefffbxxefbf SFS[D(3,1)(2,1)] gLLAQaddefffbxxefff reducible gLLAQaddefffbxxefcf SFS[D(3,1)(2,1)] gLLAQaddefffbxxdcbc SFS[D(3,1)(2,1)] gLLAQaddefffbxxdccc reducible gLLAQaddefffbxxdcfc SFS[D(3,1)(2,1)] gLLAQaddefffbxxhgbb reducible gLLAQaddefffbxxhggg reducible gLLAQaddefffbmqikns SFS[D(3,1)(2,1)] gLLAQaddefffbmqikss reducible gLLAQaddefffbmqikgs SFS[D(3,1)(2,1)] gLLAQaddefffbmqurvv reducible gLLAQaddefffbmqurnn reducible gLLAQaddefffbmpqbok T2xI gLLAQaddefffbmqxjrr reducible gLLAQaddefffbmqenff reducible gLLAQaddefffbmqdgcc reducible gLLAQaddefffbmqdgnn SFS[D(2,1)(2,1)] gLLAQaddefffbmqhogn SFS[D(3,1)(2,1)] gLLAQaddefffbmqhogg reducible gLLAQaddefffbmqhogs SFS[D(3,1)(2,1)] gLLAQaddefffbeaijvs SFS[D(3,1)(2,1)] gLLAQaddefffbeairvs SFS[D(3,1)(2,1)] gLLAQaddefffbeaisvv SFS[A(3,1)] gLLAQaddefffbeaiwss reducible gLLAQaddefffbeaivww SFS[A(3,1)] gLLAQaddefffbeaujvs SFS[D(3,1)(2,1)] gLLAQaddefffbeaurvs SFS[D(3,1)(2,1)] gLLAQaddefffbeausvv reducible gLLAQaddefffbeauwss SFS[A(3,1)] gLLAQaddefffbeauvww SFS[A(3,1)] gLLAQaddefffbeaqjvs toroidal gLLAQaddefffbeaqrvs toroidal gLLAQaddefffbeaqvbb SFS[A(2,1)] gLLAQaddefffbeaqvok SFS[A(2,1)] gLLAQaddefffbeaqbor m004(0,0) gLLAQaddefffbeaqsvv SFS[A(3,1)] gLLAQaddefffbeaqnjj SFS[D(3,1)(2,1)] gLLAQaddefffbeaqncj toroidal gLLAQaddefffbeaqnwj SFS[D(3,1)(2,1)] gLLAQaddefffbeaqnwr reducible gLLAQaddefffbeaqnwv SFS[D(3,1)(2,1)] gLLAQaddefffbeaqfwv SFS[D(3,1)(2,1)] gLLAQaddefffbeaqwss SFS[A(3,1)] gLLAQaddefffbeaqfgk m004(0,0) gLLAQaddefffbeaqbsw SFS[D(3,1)(2,1)] gLLAQaddefffbeaqknn SFS[D(3,1)(2,1)] gLLAQaddefffbeaqknf toroidal gLLAQaddefffbeaqknw SFS[D(3,1)(2,1)] gLLAQaddefffbeaqkgw reducible gLLAQaddefffbeaqksw SFS[D(3,1)(2,1)] gLLAQaddefffbeaqvjn SFS[D(3,1)(3,2)] gLLAQaddefffbeaqvwn reducible gLLAQaddefffbeaqvcn SFS[D(3,1)(3,1)] gLLAQaddefffbeaqvjw reducible gLLAQaddefffbeaqvcw reducible gLLAQaddefffbeaqvjf SFS[D(3,1)(3,1)] gLLAQaddefffbeaqvwf reducible gLLAQaddefffbeaqvcf SFS[D(3,1)(3,2)] gLLAQaddefffbedefbb T2xI gLLAQaddefffbeaxvnn SFS[D(3,1)(2,1)] gLLAQaddefffbeaxvon toroidal gLLAQaddefffbeaxvrn SFS[D(3,1)(2,1)] gLLAQaddefffbeaxvrw reducible gLLAQaddefffbeaxvrf SFS[D(3,1)(2,1)] gLLAQaddefffbeaxkcn m004(0,0) gLLAQaddefffbeaxnrr reducible gLLAQaddefffbeaevrf SFS[D(3,1)(2,1)] gLLAQaddefffbeaebff reducible gLLAQaddefffbeaefbb SFS[A(2,1)] gLLAQaddefffbeaevjb m004(0,0) gLLAQaddefffbeamvrf toroidal gLLAQaddefffbeamwfk SFS[D(3,1)(2,1)] gLLAQaddefffbeamskr SFS[D(3,1)(2,1)] gLLAQaddefffbeeefbb T2xI gLLAQaddefffbeddbbb T2xI gLLAQaddefffbeadvnb m004(0,0) gLLAQaddefffbeadbbb SFS[A(2,1)] gLLAQaddefffbeadfcc reducible gLLAQaddefffbeadvgc SFS[D(3,1)(2,1)] gLLAQaddefffbeapsco SFS[D(3,1)(2,1)] gLLAQaddefffbeapwog SFS[D(3,1)(2,1)] gLLAQaddefffbeapvgc toroidal gLLAQaddefffbeahnfj m004(0,0) gLLAQaddefffbeahkgg reducible gLLAQaddefffbeahvjj SFS[D(3,1)(2,1)] gLLAQaddefffbeahvkj toroidal gLLAQaddefffbeahvgj SFS[D(3,1)(2,1)] gLLAQaddefffbeahvgw reducible gLLAQaddefffbeahvgc SFS[D(3,1)(2,1)] gLLAQaddefffbeedbbb T2xI gLLMQbceefefajhmtuc SFS[D(3,1)(2,1)] gLLAQbdeefefdwxqtlc SFS[D(3,1)(2,1)] gLLAQbdeefefevlutpc reducible gLLAQbdeeeffavqhmtg SFS[D(2,1)(2,1)] gLLMQccdfffeajkqawb reducible gLLMQccdfffepvjdmwb SFS[D(3,1)(2,1)] gLLMQbceeeffevplmqc SFS[D(3,1)(2,1)] gLLMQbcdeeffackulkv SFS[D(3,1)(2,1)] gLLMQccdfffepvvdmwb reducible gLLMQbceeeffeoulmdg SFS[D(3,1)(2,1)] gLLMQccdfffepvfitwb toroidal gLLMQbdeefefabxhthg SFS[D(2,1)(2,1)] gLLMQccdfffeubfldfb SFS[D(2,1)(2,1)] gLLMQccdfffepvkqawb SFS[D(3,1)(2,1)] gLLMQccdfffepvrdmwb SFS[D(3,1)(2,1)] gLLMQbcdeeffagnpekv reducible gLLMQcdcfffelroterb SFS[D(3,1)(2,1)] gLLMQcdcfffetroterb SFS[D(3,1)(2,1)] gLLAQbdeeeffmvehutg toroidal gLLMQbcdeefftsceuco SFS[D(4,1)(2,1)] gLLMQbcdeefflsceuco SFS[D(5,2)(2,1)] gLLMQbcdeeffdfbmawo SFS[D(5,2)(2,1)] gLLMQbcdeeffebbtdvo SFS[D(4,1)(2,1)] gLLAQbdeeeffendhlqc SFS[D(3,1)(2,1)] gLLAQbdeeeffavtattg T2xI gLLAQcdeeeffpfaqaav reducible gLLAQbdeeeffafadqqc SFS[D(2,1)(2,1)] gLLAQcedeeffpabauav T2xI gLLMQbceefefhwlutuc SFS[D(3,1)(2,1)] gLLMQbcdeeffhwkhhso SFS[D(4,1)(2,1)] gLLMQccdfffeajvaawb SFS[D(2,1)(2,1)] gLLAQbdeefefejuutec SFS[D(2,1)(2,1)] gLLAQbdeefeflvtttqc SFS[D(4,1)(2,1)] gLLAQbdeefeftvtttqc SFS[D(5,2)(2,1)] gLLAQbdeefefdoqqtdc SFS[D(5,2)(2,1)] gLLAQbdeefeferuutec toroidal gLLAQbdeefefevuutec SFS[D(2,1)(2,1)] gLLAQbdeeeffavttttg T2xI gLLMQbcdeeffaggaafv T2xI gLLMQbcdeeffpgneeco toroidal gLLAQbdeeeffmvhhhtg toroidal gLLAQbdeeeffxfuuhqc SFS[D(4,1)(2,1)] gLLAQbdeeeffafddqqc SFS[D(2,1)(2,1)] gLLAQbdeeefflvddxtg SFS[D(2,1)(2,1)] gLLAQbdeeeffljddxtg toroidal gLLAQbdeeefftjddxtg SFS[D(5,2)(2,1)] gLLAQbdeeeffdwttmtg SFS[D(5,2)(2,1)] gLLAQbdeeeffevhhttg SFS[D(4,1)(2,1)] gLLAQbdeeefflrddxtg SFS[D(2,1)(2,1)] gLLAQbdeeeffhrtteqc SFS[D(3,1)(2,1)] gLLMQbceeeffhwleeqc SFS[D(3,1)(2,1)] gLLMQccdfffepvsiiwb reducible gLLMQccdfffeubsllfb reducible gLLMQccdfffeqbvppfb reducible gLLMQbcdeeffagkppkv SFS[D(2,1)(2,1)] gLLMQbcdeeffajkllgo SFS[D(2,1)(2,1)] gLLMQbceeeffhnqeedg SFS[D(3,1)(2,1)] gLLMQbceeeffhwaeeqc reducible gLLMQbdeefefhkmmqqg reducible gLLMQccdfffepvnmmwb SFS[D(2,1)(2,1)] gLLMQbcdeeffdwwiino toroidal gLLMQbcdeeffevwqqoo SFS[D(5,2)(2,1)] gLLMQbcdeefftsneeco SFS[D(5,2)(2,1)] gLLMQbcdeefflsneeco SFS[D(4,1)(2,1)] gLLMQbcdeeffdnciifv SFS[D(2,1)(2,1)] gLLMQbcdeeffdowiino SFS[D(5,2)(2,1)] gLLMQbcdeefferwqqoo SFS[D(4,1)(2,1)] gLLMQbcdeefftbbhhco SFS[D(2,1)(2,1)] gLLMQbcdeefftbneeco toroidal gLLMQbcdeefflbneeco SFS[D(5,2)(2,1)] gLLMQbcdeefftbjuuco SFS[D(2,1)(2,1)] gLLMQbceeeffhwteeqc SFS[D(3,1)(2,1)] gLLMQbcdeeffdwoiino SFS[D(5,2)(2,1)] gLLMQbcdeeffevoqqoo SFS[D(4,1)(2,1)] gLLMQbcdeefftschhco SFS[D(2,1)(2,1)] gLLMQbcdeefftsoeeco toroidal gLLMQbcdeefflsoeeco SFS[D(5,2)(2,1)] gLLMQbcdeefftsguuco SFS[D(2,1)(2,1)] gLLMQbceeeffasmeetg SFS[D(2,1)(2,1)] gLLMQbceeeffestaatg reducible gLLMQbceeeffdvmeetg reducible gLLMQbcdeeffakrxxjo SFS[D(2,1)(2,1)] gLLMQbceeeffxktaatg reducible gLLMQbcefeefagttiig SFS[D(2,1)(2,1)] gLLMQbcdeeffhokllgo SFS[D(4,1)(2,1)] gLLMQbcdeeffhwkllgo SFS[D(5,2)(2,1)] gLLMQbcdeefftrwhhso SFS[D(4,1)(2,1)] gLLMQbcdeefflrwhhso SFS[D(5,2)(2,1)] gLLMQbcdeeffebbqqvo SFS[D(2,1)(2,1)] gLLMQbcdeeffdfnmmwo SFS[D(5,2)(2,1)] gLLMQbcdeeffebnttvo toroidal gLLMQbcdeeffebjddvo SFS[D(2,1)(2,1)] gLLMQbcefeefagatllg T2xI gLLMQbdeefefafeeddf T2xI gLLMQbdeefefpsmmdqf toroidal gLLMQbcdeeffmrwppko toroidal gLLMQccdfffeajjeeob SFS[D(2,1)(2,1)] gLLMQbcdeeffhwwllgo SFS[D(4,1)(2,1)] gLLMQbceeefflsdxxtg SFS[D(2,1)(2,1)] gLLMQbcdeefftrohhso SFS[D(5,2)(2,1)] gLLMQbcdeefflrohhso toroidal gLLMQbcdeeffdfommwo SFS[D(4,1)(2,1)] gLLMQbcdeeffebottvo SFS[D(5,2)(2,1)] gLLMQbcdeefflcbhhrv SFS[D(2,1)(2,1)] gLLMQbcdeefftvohhso SFS[D(4,1)(2,1)] gLLMQbcdeefflvohhso SFS[D(5,2)(2,1)] gLLMQbcdeeffescqqvo SFS[D(2,1)(2,1)] gLLMQbcdeeffdvommwo SFS[D(5,2)(2,1)] gLLMQbcdeeffesottvo toroidal gLLMQbcdeeffesgddvo SFS[D(2,1)(2,1)] gLLMQbcdeeffajohhso SFS[D(2,1)(2,1)] gLLMQbdeeeffajxxxqf SFS[D(2,1)(2,1)] gLLAQbdeefeflvedttc SFS[D(3,1)(2,1)] gLLAQbdeeeffabtlddg reducible gLLAQbdeefeftvedttc SFS[D(3,1)(2,1)] gLLAQbdeeeffavtlttg SFS[A(2,1)] gLLAQcdeeeffufalapo reducible gLLAQbdeeeffafedqqc toroidal gLLMQbdeefefabmittg reducible gLLMQbcdeeffdbcxifv SFS[D(3,1)(2,1)] gLLMQbdeeeffafmiddg reducible gLLMQbcdeeffecclqbv SFS[D(3,1)(2,1)] gLLAQcedeeffuivtlxo reducible gLLAQcedeeffuakutpo reducible gLLAQcedeeffuabuupo reducible gLLAQcedefefuafuldo reducible gLLAQcedefefuafulho reducible gLLAQcedefefuanulpo reducible gLLAQcdeefefucpplao SFS[D(2,1)(2,1)] gLLAQcedefefuafulpo reducible gLLMQbcdeeffxgralbv SFS[D(3,1)(2,1)] gLLMQbceeeffajhaiqc SFS[D(3,1)(2,1)] gLLMQbcefeeftsxqmag SFS[D(3,1)(2,1)] gLLMQbcefeeflsxqmag reducible gLLMQbdeefefabditig SFS[D(2,1)(2,1)] gLLMQbcdeeffpnjpufv SFS[D(3,1)(2,1)] gLLMQccdfffeajkuikb reducible gLLMQbcdeeffacoxmrv SFS[D(3,1)(2,1)] gLLMQbcdeeffacgaprv SFS[D(3,1)(2,1)] gLLMQbcdeeffaooxmrv reducible gLLMQbcdeeffagoxmrv SFS[D(3,1)(2,1)] gLLMQbcdeeffagrxmrv SFS[D(3,1)(2,1)] gLLMQccdfffedvveakb SFS[D(3,1)(2,1)] gLLMQbdeeefflvqllqf reducible gLLMQccdfffehvveakb SFS[D(3,1)(2,1)] gLLMQbcdeeffagnxmrv reducible gLLAQbdeeeffavxqdtg SFS[D(2,1)(2,1)] gLLAQbdeeeffxvahutg SFS[D(4,1)(2,1)] gLLMQbceeeffhnapedg SFS[D(3,1)(2,1)] gLLMQbcdeefftsceico SFS[D(5,2)(2,1)] gLLMQbcdeefflsceico SFS[D(4,1)(2,1)] gLLMQbdeeeffhgxhdtf reducible gLLMQbdeeeffabxhdtf SFS[D(2,1)(2,1)] gLLMQbcdeeffmrgtpko toroidal gLLAQbdeeeffendplqc SFS[D(3,1)(2,1)] gLLAQcedeefflandueo SFS[D(2,1)(2,1)] gLLAQbdeeeffpsappqc SFS[D(2,1)(2,1)] gLLAQbdeeeffabpuudg reducible gLLAQcedeeffdavtmmv SFS[D(3,1)(2,1)] gLLAQcdeeeffdsapadg reducible gLLAQcdeeeffdsuaudg SFS[D(3,1)(2,1)] gLLAQcdeeeffdspupdg SFS[D(3,1)(2,1)] gLLAQcedeeffdlvalmv reducible gLLAQcdeeeffdfapaav reducible gLLAQcdeeeffdfuauav SFS[D(3,1)(2,1)] gLLAQcdeeeffdfpupav SFS[D(3,1)(2,1)] gLLAQcedefefphvqqig SFS[D(3,1)(2,1)] gLLAQbdeeeffljadxtg SFS[D(5,2)(2,1)] gLLAQbdeeefftjadxtg SFS[D(4,1)(2,1)] gLLAQbdeeeffdwpqetg SFS[D(2,1)(2,1)] gLLAQbdeeeffdwutmtg toroidal gLLAQbdeeeffevihttg SFS[D(5,2)(2,1)] gLLAQbdeeeffdwadxtg SFS[D(2,1)(2,1)] gLLAQcdeefefpkhxqig SFS[D(5,2)(2,1)] gLLMQbcdeeffebbupgo SFS[D(2,1)(2,1)] gLLAQcedeeffptnaudg SFS[D(2,1)(2,1)] gLLAQcdeeeffprpmtdg SFS[D(5,2)(2,1)] gLLAQcdeeeffpruxddg toroidal gLLAQcdeeeffpruaudg SFS[D(4,1)(2,1)] gLLAQcdeeeffprpupdg SFS[D(5,2)(2,1)] gLLAQcedeeffqajqqxo reducible gLLAQcedeeffquvdxxo SFS[D(3,1)(2,1)] gLLAQcedeeffqavqexo reducible gLLAQcedeeffqpvtmxo SFS[D(3,1)(2,1)] gLLAQcdeeeffqvaippo SFS[D(3,1)(2,1)] gLLAQcedeeffhawaxdg reducible gLLAQcdeeeffhsaepdg SFS[D(3,1)(2,1)] gLLAQcedeeffqivtlxo SFS[D(3,1)(2,1)] gLLAQcdeeeffhsadpdg SFS[D(3,1)(2,1)] gLLAQcdeefefqredlqo SFS[D(2,1)(2,1)] gLLAQbdeeeffevdputg SFS[D(2,1)(2,1)] gLLAQcdeeeffloiaitg SFS[D(3,1)(2,1)] gLLAQcdeeefflomaitg SFS[D(3,1)(2,1)] gLLAQcdeefeflciaqlg SFS[D(3,1)(2,1)] gLLAQcdeefeflcaaqlg reducible gLLAQcdeefeflcmaqlg SFS[D(3,1)(2,1)] gLLAQcdeefeflcaqqug reducible gLLAQcdeefeflcudqpg SFS[D(3,1)(2,1)] gLLAQcdeefeflcptqag SFS[D(3,1)(2,1)] gLLAQcdeeefflgidmdg SFS[D(2,1)(2,1)] gLLAQbdeeeffabpdddg SFS[D(2,1)(2,1)] gLLAQcdeeefftgapddg SFS[D(2,1)(2,1)] gLLAQbdeeeffdwatqtg SFS[D(5,2)(2,1)] gLLAQbdeeeffevdhutg toroidal gLLAQbdeefefdsatqdg SFS[D(4,1)(2,1)] gLLAQbdeefefewdhqeg SFS[D(5,2)(2,1)] gLLAQcdeeefftoaphtg SFS[D(2,1)(2,1)] gLLAQbdeeeffdwatetg SFS[D(4,1)(2,1)] gLLAQbdeeeffevdhatg SFS[D(5,2)(2,1)] gLLAQcdeeefftgiamdg SFS[D(5,2)(2,1)] gLLAQcdeeefftgmamdg SFS[D(4,1)(2,1)] gLLAQcdeeefftoiaitg toroidal gLLAQcdeeefftomaitg toroidal gLLAQcedeefftavuhtg SFS[D(2,1)(2,1)] gLLAQcdeefeftciaqag SFS[D(4,1)(2,1)] gLLAQcdeefeftcmaqag SFS[D(5,2)(2,1)] gLLAQcdeefeftciaqlg toroidal gLLAQcdeefeftcaaqlg reducible gLLAQcdeefeftcmaqlg toroidal gLLAQcdeefeftcaqqug reducible gLLAQcdeefeftcudqpg toroidal gLLAQcdeefeftcptqag toroidal gLLAQcdeefeftciaqtg SFS[D(5,2)(2,1)] gLLAQcdeefeftcmaqtg SFS[D(4,1)(2,1)] gLLAQcdeeefftgidmdg toroidal gLLAQcdeeefftgmdmdg SFS[D(5,2)(2,1)] gLLAQcdeefeftcueqpg SFS[D(5,2)(2,1)] gLLAQcdeefeftcpxqag SFS[D(4,1)(2,1)] gLLAQbdeefefejddtec reducible gLLAQbdeefeflvpptqc SFS[D(2,1)(2,1)] gLLAQbdeefeferddtec reducible gLLAQbdeeeffmkiiudg T2xI gLLAQbdeeeffevddutg SFS[D(2,1)(2,1)] gLLAQbdeeeffmkiitdg T2xI gLLAQcdeefefaoapuuo T2xI gLLAQbdeefefdfaadec T2xI gLLAQbdeefefebdddac SFS[A(2,1)] gLLAQbdeeeffmjiiqtg SFS[A(2,1)] gLLAQcdeefefakhxuio SFS[D(2,1)(2,1)] gLLAQbdeeeffmviiqtg T2xI gLLAQcdeeeffakhxmtg SFS[D(2,1)(2,1)] gLLAQbdeeeffmriiqtg T2xI gLLAQbdeeeffmwiixqc SFS[A(2,1)] gLLAQbdeeeffmkiixdg SFS[A(2,1)] gLLAQcdeefefagaphto SFS[D(2,1)(2,1)] gLLAQbdeeeffdraaxqc SFS[D(2,1)(2,1)] gLLAQbdeeeffenddlqc toroidal gLLAQcdeeeffaoiaitg SFS[D(3,1)(2,1)] gLLAQcdeeeffaomaitg SFS[D(3,1)(2,1)] gLLAQcedeeffahvqmtg SFS[D(2,1)(2,1)] gLLAQcdeeeffakaqmtg SFS[D(2,1)(2,1)] gLLAQcdeefefaraqqqg SFS[D(2,1)(2,1)] gLLAQcdeefefaraaqag reducible gLLAQcdeefefavlxhxo SFS[D(3,1)(2,1)] gLLAQcdeefefaciaqlg SFS[D(3,1)(2,1)] gLLAQcdeefefacaaqlg reducible gLLAQcdeefefacmaqlg SFS[D(3,1)(2,1)] gLLAQcdeefefacaqqug reducible gLLAQcdeefefacudqpg SFS[D(3,1)(2,1)] gLLAQcdeefefacptqag SFS[D(3,1)(2,1)] gLLAQcdeefefasiaqtg SFS[D(3,1)(2,1)] gLLAQcdeefefasaaqtg reducible gLLAQcdeefefasmaqtg SFS[D(3,1)(2,1)] gLLAQcdeefefagpxhdo SFS[D(3,1)(2,1)] gLLAQcedefefaakthho SFS[D(2,1)(2,1)] gLLAQcedefefapnaqtg SFS[D(2,1)(2,1)] gLLAQcedefefalkthho toroidal gLLAQcdeefefariqqig SFS[D(3,1)(2,1)] gLLAQcdeeeffagidmdg SFS[D(2,1)(2,1)] gLLAQcdeeeffaceueeo SFS[D(2,1)(2,1)] gLLAQcdeefefakaquio reducible gLLAQcedeeffaqvxdtg SFS[D(2,1)(2,1)] gLLAQcedeeffaavtttg T2xI gLLAQcedeeffatvtttg T2xI gLLAQcedeeffalvtttg SFS[A(2,1)] gLLAQcdeefefaoiauao SFS[D(3,1)(2,1)] gLLAQcdeefefaomauao SFS[D(3,1)(2,1)] gLLAQcdeefefaslxqtg SFS[D(3,1)(2,1)] gLLAQcdeefefagiahdo SFS[D(3,1)(2,1)] gLLAQcdeefefagaahdo reducible gLLAQcdeefefagmahdo SFS[D(3,1)(2,1)] gLLAQcdeefefavaqhto SFS[D(2,1)(2,1)] gLLAQcdeefefagpthdo SFS[D(3,1)(2,1)] gLLAQcdeefefavaahio reducible gLLAQcdeefefafaqhho reducible gLLAQcdeefefafmqhho SFS[D(3,1)(2,1)] gLLAQcdeefefafiqhho SFS[D(3,1)(2,1)] gLLAQcdeefefafiahxo SFS[D(3,1)(2,1)] gLLAQcdeefefafaahxo reducible gLLAQcdeefefafmahxo SFS[D(3,1)(2,1)] gLLAQbdeeeffxvaxltg SFS[D(2,1)(2,1)] gLLAQcdeefefqgxadec reducible gLLAQcdeefefqoaatqc SFS[D(3,1)(2,1)] gLLAQcdeeeffqcaaaqc reducible gLLAQcdeeeffqcaaeqc SFS[D(3,1)(2,1)] gLLAQcdeeeffhfamaav reducible gLLAQcdeeeffqcaadqc SFS[D(3,1)(2,1)] gLLAQcedeeffhabtdav SFS[D(3,1)(2,1)] gLLAQcdeefefhsxqidv reducible gLLAQcdeefefqgaadtc reducible gLLAQcdeefefhshaidv SFS[D(2,1)(2,1)] gLLAQcedefefhafaidv reducible gLLAQcedefefuhvltic reducible gLLAQcdeefefukaltic SFS[D(2,1)(2,1)] gLLAQbdeeeffajedxtg SFS[D(2,1)(2,1)] gLLAQcdeefefufaldhc SFS[D(2,1)(2,1)] gLLAQcdeefefukhdtic SFS[D(4,1)(2,1)] gLLAQcedefefuavdtic SFS[D(2,1)(2,1)] gLLAQcdeeeffucpppqc SFS[D(2,1)(2,1)] gLLAQcdeeeffurpttqc SFS[D(4,1)(2,1)] gLLAQcdeeeffuruddqc SFS[D(5,2)(2,1)] gLLAQcdeeeffuruuuqc SFS[D(5,2)(2,1)] gLLAQcdeeeffurpppqc toroidal gLLAQcdeeeffuspppqc SFS[D(2,1)(2,1)] gLLAQbdeeeffasmixdg T2xI gLLAQbdeeeffabmixdg T2xI gLLAQbdeeeffakmixdg SFS[A(2,1)] gLLAQbdeeeffmktqldg SFS[D(3,1)(2,1)] gLLAQbdeeeffmklpadg SFS[D(3,1)(2,1)] gLLAQbdeeeffavmiltg T2xI gLLAQbdeeeffanmiuqc SFS[A(2,1)] gLLAQbdeeeffavmiqtg SFS[A(2,1)] gLLAQbdeeeffavmietg T2xI gLLAQbdeeeffmvamltg T2xI gLLAQcedeeffiivllxo SFS[D(3,1)(2,1)] gLLAQcdeeeffisaqpqc SFS[D(3,1)(2,1)] gLLAQcedeeffiivtlxo SFS[D(3,1)(2,1)] gLLAQcdeeeffivaqppo SFS[D(3,1)(2,1)] gLLMQadedfffbxhhwfo SFS[D(3,1)(2,1)] gLLMQadedfffbxxucbv SFS[D(5,2)(2,1)] gLLMQadedfffbxxucbo toroidal gLLMQadedfffbxxucgn SFS[D(5,2)(2,1)] gLLMQadedfffbxxucgs SFS[D(4,1)(2,1)] gLLMQadedfffbxuucbo SFS[D(2,1)(2,1)] gLLMQadedfffbxtucbo SFS[D(2,1)(2,1)] gLLMQadedfffbxxefss SFS[D(2,1)(2,1)] gLLMQadedfffbxxefff SFS[D(2,1)(2,1)] gLLAQbdeeeffmkhutmc SFS[D(2,1)(2,1)] gLLMQadedfffbeaafff SFS[A(2,1)] gLLMQadedfffbelisjr reducible gLLMQadedfffbehisff SFS[D(3,1)(2,1)] gLLMQadedfffbelagvv SFS[D(3,1)(2,1)] gLLMQadedfffbetavgg SFS[D(3,1)(2,1)] gLLMQadedfffbeumkff SFS[D(3,1)(2,1)] gLLMQadedfffbeumkcf reducible gLLMQadedfffbeumkbf SFS[D(3,1)(2,1)] gLLAQbdeeefftvatlic SFS[D(2,1)(2,1)] gLLAQbdeeeffavatqic SFS[D(3,1)(2,1)] gLLAQbdeeeffhgatumc SFS[D(3,1)(2,1)] gLLAQbdeeeffawdaxag SFS[D(3,1)(2,1)] gLLAQbdeeeffarateic SFS[D(3,1)(2,1)] gLLAQcedeefftasexuo reducible gLLAQcedefeftafehho reducible gLLMQadedfffbmlxwkc reducible gLLAQcedefeftanehpo reducible gLLAQcdeeefftvaapuo SFS[D(3,1)(2,1)] gLLAQcedeefftasdxuo SFS[D(3,1)(2,1)] gLLMQadedfffbmupjbb reducible gLLAQcedefeftufphho SFS[D(3,1)(2,1)] gLLAQcedefeftqfphho reducible gLLAQcedefeftifphho SFS[D(3,1)(2,1)] gLLAQcdeefeftraahlo SFS[D(3,1)(2,1)] gLLAQcedefeftandhpo SFS[D(3,1)(2,1)] gLLMQadedfffbmuxwkk reducible gLLAQcdeefeftcaahto SFS[D(3,1)(2,1)] gLLAQcedefeftafdhho SFS[D(3,1)(2,1)] gLLMQadedfffbmtxcss reducible gLLAQbdeeeffaftaaag T2xI gLLAQbdeeeffavadiic SFS[D(2,1)(2,1)] gLLAQcedeeffpafaxmv SFS[D(2,1)(2,1)] gLLAQcedeeffpanatmv SFS[D(2,1)(2,1)] gLLAQcedefefparaadv SFS[D(2,1)(2,1)] gLLMQadedfffbaaebbc SFS[A(2,1)] gLLAQbdeeefflvqqqic SFS[D(2,1)(2,1)] gLLAQbdeeeffavqqqic SFS[D(2,1)(2,1)] gLLAQbdeeefftvqqqic toroidal gLLAQbdeeeffmkeetmc SFS[D(2,1)(2,1)] gLLAQbdeeeffdsddpag SFS[D(3,1)(2,1)] gLLAQbdeeeffeweexag SFS[D(3,1)(2,1)] gLLAQbdeeefflfttaag T2xI gLLAQbdeeeffafttaag T2xI gLLAQbdeeefftfttaag SFS[A(2,1)] gLLMQadedfffbaeusvv reducible gLLAQbdeeeffavddiic SFS[D(2,1)(2,1)] gLLAQbdeeefftvqqlic SFS[D(3,1)(2,1)] gLLAQbdeeeffawqqxag SFS[D(2,1)(2,1)] gLLAQbdeeeffhrqqxag SFS[D(2,1)(2,1)] gLLAQbdeeefflrqqeic SFS[D(2,1)(2,1)] gLLAQbdeeeffarqqeic SFS[D(2,1)(2,1)] gLLAQbdeeefftrqqeic toroidal gLLMQadedfffbaehkgg reducible gLLAQbdeeeffdwttmic SFS[D(3,1)(2,1)] gLLAQbdeeeffevhhtic SFS[D(3,1)(2,1)] gLLAQbdeeefftjqqeic SFS[D(3,1)(2,1)] gLLAQbdeeefftvqqeic SFS[D(3,1)(2,1)] gLLMQadedfffbaiewff reducible gLLMQadedfffbaiewbf SFS[D(3,1)(2,1)] gLLMQadedfffbaiewcf SFS[D(3,1)(2,1)] gLLMQadedfffbaiewjv SFS[D(3,1)(2,1)] gLLMQadedfffbaiewjj reducible gLLMQadedfffbaiewjr SFS[D(3,1)(2,1)] gLLMQadedfffbalevff reducible gLLMQadedfffbalevbf SFS[D(3,1)(2,1)] gLLMQadedfffbalevcf SFS[D(3,1)(2,1)] gLLMQadedfffbalekbo SFS[D(3,1)(2,1)] gLLMQadedfffbahesff reducible gLLMQadedfffbahesjj SFS[D(2,1)(2,1)] gLLMQadedfffbahevkj SFS[D(3,1)(2,1)] gLLMQadedfffbaiujcg SFS[D(3,1)(2,1)] gLLMQadedfffbaiujco SFS[D(3,1)(2,1)] gLLMQadedfffbaluvff SFS[D(3,1)(2,1)] gLLMQadedfffbaluvbf reducible gLLMQadedfffbaluvcf SFS[D(3,1)(2,1)] gLLMQadedfffbalukfo SFS[D(3,1)(2,1)] gLLMQadedfffbahusff SFS[D(3,1)(2,1)] gLLMQadedfffbahuvkj SFS[D(3,1)(2,1)] gLLMQadedfffbaihvcf SFS[D(2,1)(2,1)] gLLMQadedfffbaihkco SFS[D(2,1)(2,1)] gLLMQadedfffbalhvff SFS[D(3,1)(2,1)] gLLMQadedfffbalhvbf SFS[D(3,1)(2,1)] gLLMQadedfffbalhvcf toroidal gLLMQadedfffbalhgvv SFS[D(3,1)(2,1)] gLLMQadedfffbalhgsv reducible gLLMQadedfffbalhgwv SFS[D(3,1)(2,1)] gLLMQadedfffbalhkcg SFS[D(2,1)(2,1)] gLLMQadedfffbalhkcc SFS[D(2,1)(2,1)] gLLMQadedfffbalhkco toroidal gLLMQadedfffbalhgco SFS[D(2,1)(2,1)] gLLMQadedfffbalhjco SFS[D(2,1)(2,1)] gLLMQadedfffbalhfgg reducible gLLMQadedfffbalhfkg SFS[D(3,1)(2,1)] gLLMQadedfffbalhfjg SFS[D(3,1)(2,1)] gLLMQadedfffbahhsff SFS[D(3,1)(2,1)] gLLMQadedfffbahhvcf SFS[D(2,1)(2,1)] gLLMQadedfffbahhbww SFS[D(2,1)(2,1)] gLLMQadedfffbahhfsw SFS[D(3,1)(2,1)] gLLMQadedfffbahhkvv SFS[D(3,1)(2,1)] gLLMQadedfffbahhkvr SFS[D(3,1)(2,1)] gLLMQadedfffbahhkvj reducible gLLMQadedfffbahhgwr SFS[D(2,1)(2,1)] gLLMQadedfffbahhkco SFS[D(2,1)(2,1)] gLLMQadedfffbahhgbc SFS[D(3,1)(2,1)] gLLMQadedfffbahhgbo SFS[D(3,1)(2,1)] gLLMQadedfffbahhvkj reducible gLLMQadedfffbaxejvs SFS[D(3,1)(2,1)] gLLMQadedfffbaxejss reducible gLLMQadedfffbaxejws SFS[D(3,1)(2,1)] gLLMQadedfffbaxejff reducible gLLMQadedfffbaxejcf SFS[D(3,1)(2,1)] gLLMQadedfffbaxejbf SFS[D(3,1)(2,1)] gLLMQadedfffbauevbo SFS[D(3,1)(2,1)] gLLMQadedfffbauegsn SFS[D(3,1)(2,1)] gLLMQadedfffbauekff reducible gLLMQadedfffbauekcf SFS[D(3,1)(2,1)] gLLMQadedfffbauekbf SFS[D(3,1)(2,1)] gLLMQadedfffbauefkf SFS[D(2,1)(2,1)] gLLMQadedfffbauefkk SFS[D(2,1)(2,1)] gLLMQadedfffbauefkr toroidal gLLMQadedfffbatesco SFS[D(3,1)(2,1)] gLLMQadedfffbategss SFS[D(2,1)(2,1)] gLLMQadedfffbategff reducible gLLMQadedfffbaxuvbo reducible gLLMQadedfffbaxuvgs SFS[D(2,1)(2,1)] gLLMQadedfffbauusbo reducible gLLMQadedfffbauuwbo reducible gLLMQadedfffbauuvfo SFS[D(3,1)(2,1)] gLLMQadedfffbauuvco SFS[D(3,1)(2,1)] gLLMQadedfffbauubwv SFS[D(3,1)(2,1)] gLLMQadedfffbauubsv SFS[D(3,1)(2,1)] gLLMQadedfffbauucwo SFS[D(2,1)(2,1)] gLLMQadedfffbauugsn SFS[D(3,1)(2,1)] gLLMQadedfffbauukff SFS[D(3,1)(2,1)] gLLMQadedfffbauukcf SFS[D(3,1)(2,1)] gLLMQadedfffbauukbf reducible gLLMQadedfffbauufkr SFS[D(3,1)(2,1)] gLLMQadedfffbauusgg SFS[D(3,1)(2,1)] gLLMQadedfffbauusjg toroidal gLLMQadedfffbauuskg SFS[D(3,1)(2,1)] gLLMQadedfffbauuvgs SFS[D(2,1)(2,1)] gLLMQadedfffbauuvjg SFS[D(2,1)(2,1)] gLLMQadedfffbauuwjg SFS[D(2,1)(2,1)] gLLMQadedfffbatuvbo reducible gLLMQadedfffbatufvv reducible gLLMQadedfffbatugff SFS[D(3,1)(2,1)] gLLMQadedfffbatufkk SFS[D(2,1)(2,1)] gLLMQadedfffbatuvgg SFS[D(3,1)(2,1)] gLLMQadedfffbatuvgn SFS[D(3,1)(2,1)] gLLMQadedfffbatuvgs toroidal gLLMQadedfffbaxhwfo SFS[D(3,1)(2,1)] gLLMQadedfffbauhvbo SFS[D(3,1)(2,1)] gLLMQadedfffbauhgsn reducible gLLMQadedfffbauhkff SFS[D(3,1)(2,1)] gLLMQadedfffbauhkcf toroidal gLLMQadedfffbauhkbf SFS[D(3,1)(2,1)] gLLMQadedfffbauhgcf SFS[D(2,1)(2,1)] gLLMQadedfffbauhjcf SFS[D(2,1)(2,1)] gLLMQadedfffbauhfkr SFS[D(3,1)(2,1)] gLLMQadedfffbathgff SFS[D(3,1)(2,1)] gLLAQbdeeeffhgedmmc SFS[D(2,1)(2,1)] gLLAQbdeeeffabedmmc reducible gLLAQbdeeeffaftlaag SFS[A(2,1)] gLLAQbdeeeffavediic toroidal gLLAQbdeeeffavmqlic SFS[D(3,1)(2,1)] gLLAQbdeeeffavxthic SFS[D(3,1)(2,1)] gLLAQbdeeeffevaelic SFS[D(2,1)(2,1)] gLLAQcedefefuqvlppo reducible gLLMQadedfffbulpjww reducible gLLAQcdeefefuwaiplo SFS[D(3,1)(2,1)] gLLAQcedefefuavqppo SFS[D(3,1)(2,1)] gLLMQadedfffbuhpcjj reducible gLLAQcedeeffuanuuxo reducible gLLAQcedeeffuawuxxo reducible gLLAQcedeeffuanuxxo reducible gLLAQcedeeffuafuxxo reducible gLLAQcedeeffuanutxo reducible gLLAQcedefefuavupho reducible gLLAQcedefefuajupho reducible gLLAQcedefefuarupho reducible gLLAQcdeefefuwaqplo SFS[D(3,1)(2,1)] gLLMQadedfffbuupcbb SFS[D(3,1)(2,1)] gLLAQcedefefulvuppo SFS[D(3,1)(2,1)] gLLAQcedefefutvuppo SFS[D(3,1)(2,1)] gLLMQadedfffbuupjwb reducible gLLAQcedefefuajuppo reducible gLLAQcdeefefukhuppo SFS[D(2,1)(2,1)] gLLAQcedefefuaruppo reducible gLLAQcedefefuavdpio SFS[D(2,1)(2,1)] gLLAQcedefefuavupdo reducible gLLAQcedefefuajupdo reducible gLLAQcedefefuarupdo reducible gLLAQcedefefuasullo reducible gLLAQcedefefuabullo reducible gLLAQcedefefuakullo reducible gLLAQcedefefuabulqo reducible gLLAQbdeefefdwelidg SFS[D(5,2)(2,1)] gLLAQbdeefefevapieg SFS[D(4,1)(2,1)] gLLMQadedfffblduvvg toroidal gLLAQbdeeeffhgelumc SFS[D(4,1)(2,1)] gLLAQbdeeeffabelumc SFS[D(2,1)(2,1)] gLLMQadedfffblueobb SFS[D(2,1)(2,1)] gLLMQadedfffbluefbr reducible gLLMQadedfffbluejjf SFS[D(3,1)(2,1)] gLLMQadedfffbhlivff reducible gLLMQadedfffbhhisff reducible gLLMQadedfffbhhisjj SFS[D(2,1)(2,1)] gLLMQadedfffbhlavff SFS[D(3,1)(2,1)] gLLMQadedfffbhlagvv SFS[D(3,1)(2,1)] gLLMQadedfffbhlafgg reducible gLLMQadedfffbhlmvff SFS[D(3,1)(2,1)] gLLMQadedfffbhlmkfo SFS[D(3,1)(2,1)] gLLMQadedfffbhtisco SFS[D(3,1)(2,1)] gLLMQadedfffbhtagff SFS[D(3,1)(2,1)] gLLMQadedfffbhumvfo SFS[D(3,1)(2,1)] gLLMQadedfffbhumvbo reducible gLLMQadedfffbhumvco SFS[D(3,1)(2,1)] gLLMQadedfffbhumkff SFS[D(3,1)(2,1)] gLLMQadedfffbhumkcf SFS[D(3,1)(2,1)] gLLMQadedfffbhumkbf reducible gLLAQbdeeeffavalqic SFS[D(3,1)(2,1)] gLLAQbdeeeffaweaxag SFS[D(3,1)(2,1)] gLLAQbdeeeffaraleic SFS[D(3,1)(2,1)] gLLAQcedeefflasexuo SFS[D(3,1)(2,1)] gLLAQcedefeflafehho SFS[D(3,1)(2,1)] gLLMQadedfffbilxwkc SFS[D(3,1)(2,1)] gLLAQcedefeflanehpo SFS[D(3,1)(2,1)] gLLAQcedeefflavdleo SFS[D(2,1)(2,1)] gLLAQcdeeefflvaapuo SFS[D(3,1)(2,1)] gLLAQcedeefflasdxuo toroidal gLLMQadedfffbiupjbb SFS[D(3,1)(2,1)] gLLAQcedefeflafdhdo SFS[D(2,1)(2,1)] gLLAQcedefeflawdhpo SFS[D(2,1)(2,1)] gLLAQcedefeflafdhpo SFS[D(2,1)(2,1)] gLLAQcedefeflufphho SFS[D(3,1)(2,1)] gLLAQcedefeflqfphho SFS[D(3,1)(2,1)] gLLAQcedefeflifphho reducible gLLAQcdeefeflraahlo SFS[D(3,1)(2,1)] gLLAQcedefeflandhpo toroidal gLLMQadedfffbiuxwkk SFS[D(3,1)(2,1)] gLLAQcdeefeflcaahto SFS[D(3,1)(2,1)] gLLAQcedefeflafdhho toroidal gLLMQadedfffbitxcss SFS[D(3,1)(2,1)] gLLAQbdeefeflvapitg SFS[D(5,2)(2,1)] gLLAQbdeefeftvapitg SFS[D(4,1)(2,1)] gLLAQbdeeeffpfapqmc toroidal gLLAQcedeeffdavuhdg SFS[D(2,1)(2,1)] gLLAQbdeeeffaspuxmc SFS[D(2,1)(2,1)] gLLAQcdeeeffdkhaedg SFS[D(3,1)(2,1)] gLLAQcdeefefdkhaapv SFS[D(3,1)(2,1)] gLLAQcedeeffpavutdg SFS[D(3,1)(2,1)] gLLAQbdeeeffdsadpag reducible gLLAQbdeeeffewdexag SFS[D(3,1)(2,1)] gLLMQadedfffbieusvv SFS[D(3,1)(2,1)] gLLAQbdeeefftvqulic SFS[D(3,1)(2,1)] gLLAQcedeeffptsaxqg SFS[D(3,1)(2,1)] gLLAQcedeeffptvaldg reducible gLLAQcedefefpafxtqg SFS[D(3,1)(2,1)] gLLAQcedefefptnatpg SFS[D(3,1)(2,1)] gLLMQadedfffbihhkvv SFS[D(3,1)(2,1)] gLLMQadedfffbihhkvr toroidal gLLMQadedfffbihhkvj SFS[D(3,1)(2,1)] gLLAQcdeefefpcuatpg SFS[D(2,1)(2,1)] gLLAQcedefefptfxtig SFS[D(2,1)(2,1)] gLLAQcedefefptfatpg reducible gLLAQcedefefptwatpg SFS[D(3,1)(2,1)] gLLAQcedeeffptveldg SFS[D(3,1)(2,1)] gLLAQcdeeeffhgaqaqg SFS[D(2,1)(2,1)] gLLAQbdeeeffawahqag reducible gLLAQbdeeeffarxatic reducible gLLAQbdeeeffavepiic SFS[D(3,1)(2,1)] gLLAQbdeeeffavmulic SFS[D(3,1)(2,1)] gLLAQbdeeeffavxahic reducible gLLAQcdeeeffhglxmqg SFS[D(3,1)(2,1)] gLLAQcedeeffhaveldg SFS[D(3,1)(2,1)] gLLMQadedfffbpauovv T2xI gLLAQcedeefflawxatg SFS[D(2,1)(2,1)] gLLAQbdeeeffaveaqic reducible gLLAQbdeeefflwalxag reducible gLLAQbdeeeffawalxag reducible gLLAQbdeeefftwalxag reducible gLLAQbdeeeffareaeic reducible gLLAQcedefeflakxqmg SFS[D(2,1)(2,1)] gLLAQcedefeflujpdhg SFS[D(2,1)(2,1)] gLLMQadedfffbphhokj SFS[D(2,1)(2,1)] gLLAQcedeefflaftatg T2xI gLLAQcedefeflabtqmg SFS[D(2,1)(2,1)] gLLAQcedefeftavxdig SFS[D(3,1)(2,1)] gLLAQcdeeefftsapatg reducible gLLAQbdeefefdwatidg SFS[D(3,1)(2,1)] gLLAQbdeefefevdhieg SFS[D(3,1)(2,1)] gLLMQadedfffbuaavvv SFS[A(2,1)] gLLAQcedeefftawxatg toroidal gLLAQbdeeeffavdaqic reducible gLLAQbdeefeftvatipg SFS[D(2,1)(2,1)] gLLAQbdeeefflwatxag reducible gLLAQbdeeeffawatxag reducible gLLAQbdeeefftwatxag reducible gLLAQcedefeftasxqmg SFS[D(3,1)(2,1)] gLLAQbdeeeffardaeic reducible gLLAQcedefeftabxqmg SFS[D(3,1)(2,1)] gLLAQbdeeeffdwtuxic SFS[D(3,1)(2,1)] gLLAQbdeeeffevhilic reducible gLLAQbdeefeftsatmlg SFS[D(2,1)(2,1)] gLLAQcedefeftakxqmg toroidal gLLAQcedefeftavudig SFS[D(3,1)(2,1)] gLLAQcedefeftpvadlg reducible gLLAQcedefeftuvpdhg SFS[D(3,1)(2,1)] gLLAQcedefeftajudig SFS[D(3,1)(2,1)] gLLAQcedefeftpjadlg SFS[D(3,1)(2,1)] gLLAQcedefeftujpdhg toroidal gLLAQcedefeftarudig reducible gLLAQcedefeftpradlg SFS[D(3,1)(2,1)] gLLAQcedefefturpdhg SFS[D(3,1)(2,1)] gLLMQadedfffbuhivgj SFS[D(2,1)(2,1)] gLLMQadedfffbuhivjj SFS[D(2,1)(2,1)] gLLMQadedfffbuhivkj toroidal gLLAQcdeefeftwmadlg SFS[D(2,1)(2,1)] gLLAQcedefeftpvqdug SFS[D(2,1)(2,1)] gLLMQadedfffbulagvv reducible gLLAQcedeefftanuatg reducible gLLAQcedeefftpnaptg SFS[D(3,1)(2,1)] gLLAQcedeefftunputg SFS[D(3,1)(2,1)] gLLAQcedefeftabuqmg SFS[D(3,1)(2,1)] gLLAQcedefeftpbaqxg reducible gLLAQcedefeftubpqeg SFS[D(3,1)(2,1)] gLLAQcedefeftavedpg SFS[D(2,1)(2,1)] gLLAQcedefeftavtdig reducible gLLAQcdeeefftcamatg reducible gLLAQcedeefftaftatg reducible gLLAQcedefeftabtqmg toroidal gLLAQcedefeftpbdqxg SFS[D(3,1)(2,1)] gLLAQcedefeftubqqeg SFS[D(3,1)(2,1)] gLLAQbdeeeffmkiitmc T2xI gLLAQcdeeeffavapauo T2xI gLLAQbdeefefdcaaadc T2xI gLLAQbdeefefefddaec SFS[A(2,1)] gLLAQcedeeffaasxauo SFS[D(2,1)(2,1)] gLLAQbdeeeffxvxxhic SFS[D(2,1)(2,1)] gLLAQbdeeeffhkaaqic reducible gLLAQbdeeeffavpptic SFS[D(3,1)(2,1)] gLLAQbdeeeffavuudic SFS[D(3,1)(2,1)] gLLAQbdeeefflvaaqic reducible gLLAQbdeefeflbaamqg SFS[D(3,1)(2,1)] gLLAQbdeefeftbaamqg SFS[D(3,1)(2,1)] gLLAQbdeeefftvaaqic reducible gLLAQbdeeeffxwxxaag SFS[D(2,1)(2,1)] gLLAQcedefefaabxqhg SFS[D(2,1)(2,1)] gLLAQbdeeeffawuumag SFS[D(3,1)(2,1)] gLLAQbdeeeffawppeag SFS[D(3,1)(2,1)] gLLAQbdeefeflnaaahc SFS[D(3,1)(2,1)] gLLAQbdeeefflwaaxag reducible gLLAQbdeeefftwaaxag reducible gLLAQbdeefeftnaaahc SFS[D(3,1)(2,1)] gLLAQbdeeeffhraaxag reducible gLLAQbdeeeffxrxxtic SFS[D(2,1)(2,1)] gLLAQbdeeeffarppmic SFS[D(3,1)(2,1)] gLLAQbdeeeffaruuxic SFS[D(3,1)(2,1)] gLLAQbdeeefflraaeic reducible gLLAQbdeefeflkaamlg SFS[D(3,1)(2,1)] gLLAQbdeefeftkaamlg SFS[D(3,1)(2,1)] gLLAQbdeeefftraaeic reducible gLLAQbdeefefekxxmmg SFS[D(3,1)(2,1)] gLLAQbdeeeffhwaaeic reducible gLLAQbdeeeffmvddaic SFS[D(3,1)(2,1)] gLLAQbdeefefekiimqg SFS[D(3,1)(2,1)] gLLAQbdeeeffhwuuxic SFS[D(3,1)(2,1)] gLLAQcdeefefafapqhg SFS[D(2,1)(2,1)] gLLAQbdeefefdgaamlg SFS[D(2,1)(2,1)] gLLAQbdeefefekddmpg toroidal gLLAQbdeeeffhwppmic SFS[D(3,1)(2,1)] gLLAQbdeeeffmvxxtic SFS[D(3,1)(2,1)] gLLAQcedefefaakxqmg SFS[D(2,1)(2,1)] gLLAQcedeeffalrtmeo SFS[D(2,1)(2,1)] gLLAQcdeeeffawutmeo SFS[D(2,1)(2,1)] gLLAQcedeeffahwaqtg SFS[D(2,1)(2,1)] gLLAQcdeeeffafxqxuo SFS[D(2,1)(2,1)] gLLAQcdeeeffavadpuo SFS[D(3,1)(2,1)] gLLAQcedeeffaasexuo SFS[D(3,1)(2,1)] gLLAQcdeefefavxtqxg SFS[D(3,1)(2,1)] gLLAQcedefefahkaqdg SFS[D(2,1)(2,1)] gLLAQcdeefefavaaqdg reducible gLLAQcdeefefacadhto SFS[D(3,1)(2,1)] gLLAQcdeefefafaaqig reducible gLLAQcedefefaabdqqg SFS[D(3,1)(2,1)] gLLAQcdeefefaghdqqg SFS[D(3,1)(2,1)] gLLAQcdeefefaradhlo SFS[D(3,1)(2,1)] gLLAQcdeefefagaaqxg reducible gLLAQcedefefaakdqlg SFS[D(3,1)(2,1)] gLLAQcedefefalbuqmg SFS[D(3,1)(2,1)] gLLAQcedefefahbaqxg reducible gLLAQcedefefaibpqeg SFS[D(3,1)(2,1)] gLLAQcedeeffatvdleo SFS[D(2,1)(2,1)] gLLAQcedeeffauvpeeo reducible gLLAQcdeeeffaklpqeo SFS[D(2,1)(2,1)] gLLAQcedeeffauvpqeo reducible gLLAQcedeeffaasdxuo SFS[D(3,1)(2,1)] gLLAQcdeeeffasadptg SFS[D(3,1)(2,1)] gLLAQcedeeffaabuauo T2xI gLLAQcedeeffapbapuo T2xI gLLAQcedeeffalftatg SFS[A(2,1)] gLLAQcdeeeffarxqxtg SFS[D(2,1)(2,1)] gLLAQcedeeffahsaquo reducible gLLAQcdeefefasaahao reducible gLLAQcedefefahfahao SFS[D(2,1)(2,1)] gLLAQcdeefefashdhdo SFS[D(3,1)(2,1)] gLLAQcedefefaabtqmg SFS[D(2,1)(2,1)] gLLAQcedefefapfahlo SFS[D(2,1)(2,1)] gLLAQcedefefalbtqmg toroidal gLLAQcedefefahbdqxg SFS[D(3,1)(2,1)] gLLAQcedefefaibqqeg SFS[D(3,1)(2,1)] gLLAQcdeefefaraahlo reducible gLLAQcedefefaakeqlg SFS[D(3,1)(2,1)] gLLAQcdeefefagadqxg SFS[D(3,1)(2,1)] gLLAQcdeefefarxthlo SFS[D(3,1)(2,1)] gLLAQcdeefefagheqqg SFS[D(3,1)(2,1)] gLLAQcedefefahnahto reducible gLLAQcdeefefacaahto reducible gLLAQcedefefaabeqqg SFS[D(3,1)(2,1)] gLLAQcdeefefafadqig SFS[D(3,1)(2,1)] gLLAQbdeeeffxwaxxag reducible gLLAQbdeeeffawxaaag SFS[D(2,1)(2,1)] gLLAQbdeeeffarahiic SFS[D(2,1)(2,1)] gLLAQbdeeeffavahxic SFS[D(2,1)(2,1)] gLLAQcdeefefhkheapv SFS[D(3,1)(2,1)] gLLAQcedeeffqavqqqc SFS[D(2,1)(2,1)] gLLAQcdeefefhkhaahv SFS[D(4,1)(2,1)] gLLAQbdeefeflveditg SFS[D(3,1)(2,1)] gLLAQbdeeeffabtldmc reducible gLLAQbdeefeftveditg SFS[D(3,1)(2,1)] gLLAQbdeefefevaeipg SFS[D(2,1)(2,1)] gLLAQcedeeffuavptqc SFS[D(3,1)(2,1)] gLLAQbdeeeffdsedpag SFS[D(3,1)(2,1)] gLLAQbdeeeffewaexag toroidal gLLMQadedfffbmeusvv SFS[D(3,1)(2,1)] gLLAQbdeefefesaemlg SFS[D(2,1)(2,1)] gLLAQbdeeefftvqilic reducible gLLAQcedeeffulsuxtc SFS[D(2,1)(2,1)] gLLAQcedeeffuasuxtc SFS[D(2,1)(2,1)] gLLAQcedeeffutsuxtc toroidal gLLAQcedeeffutvulqc SFS[D(3,1)(2,1)] gLLAQcedefefuafddqc reducible gLLAQcedefefuafudhc SFS[D(2,1)(2,1)] gLLAQcedefefulnudpc SFS[D(2,1)(2,1)] gLLAQcedefefuanudpc SFS[D(2,1)(2,1)] gLLAQcedefefutnudpc toroidal gLLMQadedfffbmhhkvv reducible gLLMQadedfffbmhhkvr SFS[D(3,1)(2,1)] gLLMQadedfffbmhhkvj SFS[D(3,1)(2,1)] gLLAQcedefefutfudpc SFS[D(3,1)(2,1)] gLLAQcedefefutwudpc SFS[D(3,1)(2,1)] gLLAQcedeeffutvqlqc SFS[D(3,1)(2,1)] gLLAQbdeeeffmvameic SFS[A(2,1)] gLLAQbdeeeffmkamtmc T2xI gLLAQbdeeeffmwamxag SFS[A(2,1)] gLLAQbdeeeffmramqic T2xI gLLAQbdeeeffmvamqic T2xI gLLAQbdeeeffmjamqic SFS[A(2,1)] gLLAQbdeeeffavehiic SFS[D(3,1)(2,1)] gLLAQbdeeeffavxlhic SFS[D(3,1)(2,1)] gLLAQbdeeeffabmiumc T2xI gLLAQbdeeeffmvamlic T2xI gLLAQcedeeffiavulqc SFS[D(3,1)(2,1)] gLLAQcedeeffiavqlqc SFS[D(3,1)(2,1)] gLLMQaddefffbxqqjko SFS[A(2,1)] gLLAQbdeeeffasdaxxg SFS[D(3,1)(3,1)] gLLAQbdeeeffabtumxg reducible gLLAQbdeeeffabqpexg reducible gLLAQbdeeeffabdaxxg reducible gLLAQbdeeeffxsuxaxg SFS[D(3,1)(2,1)] gLLAQbdeeeffakdaxxg SFS[D(3,1)(3,2)] gLLAQbdeeeffhgtumxg reducible gLLAQbdeefeflbateec SFS[D(3,1)(3,1)] gLLAQbdeeefflvdallg SFS[D(3,1)(3,2)] gLLAQbdeeefftvdallg SFS[D(3,1)(3,1)] gLLAQbdeefeftbateec SFS[D(3,1)(3,2)] gLLAQbdeeeffhkdallg SFS[D(3,1)(2,1)] gLLAQbdeeeffajdallg SFS[D(3,1)(3,2)] gLLAQbdeeeffxvuxmlg SFS[D(3,1)(2,1)] gLLAQbdeeeffardallg SFS[D(3,1)(3,1)] gLLAQcedefeftavxaio SFS[D(3,1)(2,1)] gLLAQbdeeeffanatuuc SFS[D(3,1)(3,2)] gLLAQbdeeeffhratuuc SFS[D(3,1)(2,1)] gLLAQbdeeeffawatuuc SFS[D(3,1)(3,1)] gLLAQbdeeeffhcatuuc toroidal gLLAQbdeeeffafpdauc reducible gLLAQbdeeeffafuqpuc reducible gLLAQbdeeeffafatuuc reducible gLLAQbdeeeffhsatuuc SFS[D(3,1)(2,1)] gLLAQbdeeeffhsuqpuc SFS[D(3,1)(2,1)] gLLAQbdeeeffhspdauc reducible gLLAQcedefeftaveaho reducible gLLMQaddefffbmadjbw SFS[D(3,1)(2,1)] gLLAQcdeefeftkadato reducible gLLMQaddefffbmadccc reducible gLLAQcedefeftajeaho reducible gLLMQaddefffbmadcsj SFS[D(3,1)(2,1)] gLLAQcedefeftareaho reducible gLLAQcdeefeftwxxalo SFS[D(3,1)(2,1)] gLLAQcedefefthvdato SFS[D(3,1)(2,1)] gLLMQaddefffbmadwkc toroidal gLLAQcedefeftlveapo toroidal gLLAQcedefeftuvxaao reducible gLLAQcedefeftpvmauo reducible gLLAQcedefefttveapo toroidal gLLMQaddefffbmaqjbw toroidal gLLAQcedefeftajeapo reducible gLLAQcdeefeftkheapo reducible gLLAQcedefeftareapo reducible gLLAQcedefeftavtaio reducible gLLAQcedefeftaveado reducible gLLMQaddefffbmatjbw SFS[D(3,1)(2,1)] gLLAQcedefeftajeado reducible gLLAQcdeefeftoadaao reducible gLLMQaddefffbmatjjj reducible gLLAQcedefeftareado reducible gLLAQcedefeftqvqapo SFS[D(3,1)(2,1)] gLLAQcedefeftavuaqo reducible gLLAQcedefeftpvaato toroidal gLLAQcedefeftuvpado toroidal gLLAQcedefefttvuaqo reducible gLLAQcedefeftdvaato SFS[D(3,1)(2,1)] gLLAQcedefeftqvpado SFS[D(3,1)(2,1)] gLLAQcedefeftlvuaqo reducible gLLAQcedefefthvaato SFS[D(3,1)(2,1)] gLLAQcedefeftivpado SFS[D(3,1)(2,1)] gLLAQcdeefeftoaaato SFS[D(3,1)(3,2)] gLLAQcedefeftardaho SFS[D(3,1)(3,1)] gLLMQaddefffbmaijbb reducible gLLAQcdeefeftkaaato reducible gLLAQcedefeftajdaho reducible gLLMQaddefffbmaicss reducible gLLAQcdeefeftwaaato SFS[D(3,1)(3,1)] gLLAQcedefeftavdaho SFS[D(3,1)(3,2)] gLLMQaddefffbmaiwkk reducible gLLAQcedefeftavuauo SFS[D(3,1)(2,1)] gLLAQcedefeftpvaaao toroidal gLLAQcedefeftuvpapo SFS[D(3,1)(2,1)] gLLAQcedefefttvuauo SFS[D(3,1)(2,1)] gLLAQcedefeftdvaaao SFS[D(3,1)(2,1)] gLLAQcedefeftqvpapo toroidal gLLAQcedefeftlvuauo toroidal gLLAQcedefefthvaaao m003(0,0) gLLAQcedefeftivpapo SFS[D(3,1)(2,1)] gLLAQcdeefeftoaaaao reducible gLLAQcedefeftardado reducible gLLMQaddefffbmaajbb reducible gLLAQcdeefeftkaaaao SFS[D(3,1)(3,1)] gLLAQcedefeftajdado SFS[D(3,1)(3,2)] gLLMQaddefffbmaacss reducible gLLAQcdeefeftwaaaao SFS[D(3,1)(3,2)] gLLAQcedefeftavdado SFS[D(3,1)(3,1)] gLLMQaddefffbmaawkk reducible gLLAQcdeefeftwaqauo SFS[D(3,1)(2,1)] gLLMQaddefffbmamwvv reducible gLLAQcedefeftavuaio SFS[D(3,1)(2,1)] gLLAQcedefeftpvaalo toroidal gLLAQcedefeftuvpaho m003(0,0) gLLAQcedefefttvuaio SFS[D(3,1)(2,1)] gLLAQcedefeftqvpaho SFS[D(3,1)(2,1)] gLLAQcedefeftlvuaio toroidal gLLAQcedefefthvaalo toroidal gLLAQcedefeftivpaho toroidal gLLAQcdeefeftoaaalo SFS[D(3,1)(3,1)] gLLAQcedefeftardapo SFS[D(3,1)(3,2)] gLLMQaddefffbmamjbb reducible gLLAQcdeefeftkhdapo SFS[D(3,1)(2,1)] gLLMQaddefffbmamcck SFS[D(3,1)(2,1)] gLLAQcedefeftajuaio SFS[D(3,1)(2,1)] gLLAQcedefeftpjaalo toroidal gLLAQcedefeftujpaho SFS[D(3,1)(2,1)] gLLAQcedefefttjuaio SFS[D(3,1)(2,1)] gLLAQcedefeftdjaalo SFS[D(3,1)(2,1)] gLLAQcedefeftqjpaho toroidal gLLAQcedefeftljuaio toroidal gLLAQcedefefthjaalo m003(0,0) gLLAQcedefeftijpaho SFS[D(3,1)(2,1)] gLLAQcdeefeftkaaalo SFS[D(3,1)(3,2)] gLLAQcedefeftajdapo SFS[D(3,1)(3,1)] gLLMQaddefffbmamcss reducible gLLAQcdeefeftoxtaao reducible gLLMQaddefffbmamjkn SFS[D(3,1)(2,1)] gLLAQcedefeftaruaio reducible gLLAQcedefeftpraalo toroidal gLLAQcedefefturpaho toroidal gLLAQcedefefttruaio reducible gLLAQcedefeftdraalo SFS[D(3,1)(2,1)] gLLAQcedefeftqrpaho SFS[D(3,1)(2,1)] gLLAQcedefeftlruaio reducible gLLAQcedefefthraalo SFS[D(3,1)(2,1)] gLLAQcedefeftirpaho SFS[D(3,1)(2,1)] gLLAQcdeefeftwiaalo SFS[D(3,1)(3,2)] gLLAQcdeefeftwppaho SFS[D(3,1)(3,1)] gLLAQcdeefeftwuuaio SFS[D(3,1)(3,2)] gLLAQcdeefeftwmaalo SFS[D(3,1)(3,1)] gLLAQcedefeftuvtaao SFS[D(3,1)(3,1)] gLLAQcedefeftlvdapo SFS[D(3,1)(3,2)] gLLAQcedefefttvdapo SFS[D(3,1)(3,1)] gLLAQcedefeftpvqauo SFS[D(3,1)(3,2)] gLLMQaddefffbmamwgk toroidal gLLMQaddefffbmamwkf reducible gLLMQaddefffbmamwkr reducible gLLMQaddefffbmamwjk toroidal gLLAQcedeeffpabuauv T2xI gLLAQbdeefefdfadedc SFS[A(2,1)] gLLAQbdeefefebdeeec T2xI gLLMQaddefffbpulckv SFS[D(2,1)(2,1)] gLLAQbdeeeffhsadquc reducible gLLAQcdeeeffpfxqxuv SFS[D(2,1)(2,1)] gLLAQcedeeffpqsqxuv SFS[D(2,1)(2,1)] gLLAQcedeeffpabatuv SFS[D(3,1)(2,1)] gLLAQcedeeffpasatuv SFS[D(3,1)(2,1)] gLLAQcdeeeffpvapauv T2xI gLLAQcdeeeffpvuauuv SFS[A(2,1)] gLLAQcdeeeffpvpupuv T2xI gLLAQcedeeffpakauuv SFS[D(3,1)(2,1)] gLLAQcedeeffpasauuv SFS[D(3,1)(2,1)] gLLAQcedeeffpasxauv SFS[D(2,1)(2,1)] gLLAQcedeeffpabaxuv SFS[D(3,1)(2,1)] gLLMQaddefffbpumcck SFS[D(2,1)(2,1)] gLLAQcedeeffpakaxuv SFS[D(3,1)(2,1)] gLLAQcdeeeffpfhaxuv reducible gLLAQcedeeffplsaxuv SFS[D(3,1)(2,1)] gLLAQcedeeffpusumuv reducible gLLAQcedeeffppspeuv reducible gLLAQcedeeffptsaxuv SFS[D(3,1)(2,1)] gLLAQbdeeeffasqqxxg SFS[D(3,1)(2,1)] gLLAQbdeeeffhfqqxxg SFS[D(3,1)(2,1)] gLLAQbdeeeffabqqxxg reducible gLLAQbdeeeffhvqqxxg SFS[D(3,1)(2,1)] gLLAQbdeeeffakqqxxg SFS[D(3,1)(2,1)] gLLAQbdeeeffhgqqxxg reducible gLLAQbdeefeflbqqeec reducible gLLAQbdeeefflvqqllg SFS[D(3,1)(2,1)] gLLAQbdeeefftvqqllg SFS[D(3,1)(2,1)] gLLAQbdeefeftbqqeec reducible gLLAQbdeeeffhkqqllg reducible gLLAQbdeeeffajqqllg SFS[D(3,1)(2,1)] gLLAQbdeeeffxvhhmlg SFS[D(2,1)(2,1)] gLLAQbdeeeffarqqllg SFS[D(3,1)(2,1)] gLLMQaddefffbaqpfff SFS[D(2,1)(2,1)] gLLAQbdeeeffanqquuc SFS[D(3,1)(2,1)] gLLAQbdeeeffxnhhduc SFS[D(3,1)(2,1)] gLLAQbdeeeffawqquuc SFS[D(3,1)(2,1)] gLLAQbdeeeffafqquuc reducible gLLMQaddefffbappvvv T2xI gLLAQbdeefefdfddedc SFS[A(2,1)] gLLAQbdeefefebeeeec T2xI gLLMQaddefffbapljkv SFS[D(2,1)(2,1)] gLLAQbdeeeffhsddquc reducible gLLMQaddefffbamlsgf SFS[D(2,1)(2,1)] gLLMQaddefffbaqdbww SFS[D(3,1)(2,1)] gLLMQaddefffbaqdkcc reducible gLLMQaddefffbaqdsjj SFS[D(3,1)(2,1)] gLLMQaddefffbaqdfgg SFS[D(2,1)(2,1)] gLLMQaddefffbaqdfgo toroidal gLLMQaddefffbaqdfgc SFS[D(2,1)(2,1)] gLLMQaddefffbaqdfko SFS[D(3,1)(2,1)] gLLMQaddefffbaqdfjo SFS[D(3,1)(2,1)] gLLMQaddefffbaqqbvw SFS[D(3,1)(2,1)] gLLMQaddefffbaqqbwf reducible gLLMQaddefffbaqqbwn reducible gLLMQaddefffbaqqbsw SFS[D(3,1)(2,1)] gLLMQaddefffbaqqwbw SFS[D(2,1)(2,1)] gLLMQaddefffbaqqvff SFS[D(2,1)(2,1)] gLLMQaddefffbaqqvfn toroidal gLLMQaddefffbaqqvfw SFS[D(2,1)(2,1)] gLLMQaddefffbaqqvbn SFS[D(3,1)(2,1)] gLLMQaddefffbaqqvcn SFS[D(3,1)(2,1)] gLLMQaddefffbaqqkcc SFS[D(3,1)(2,1)] gLLMQaddefffbaqqgvr SFS[D(3,1)(2,1)] gLLMQaddefffbaqqgsr SFS[D(3,1)(2,1)] gLLMQaddefffbaqqgwr reducible gLLMQaddefffbaqqsjj SFS[D(3,1)(2,1)] gLLMQaddefffbaqqbgg SFS[D(2,1)(2,1)] gLLMQaddefffbaqqfgo SFS[D(3,1)(2,1)] gLLMQaddefffbaqqfjo SFS[D(3,1)(2,1)] gLLMQaddefffbaqtbww SFS[D(3,1)(2,1)] gLLMQaddefffbaqtkcc SFS[D(3,1)(2,1)] gLLMQaddefffbaqtsjj reducible gLLMQaddefffbaqtfgo SFS[D(3,1)(2,1)] gLLMQaddefffbaqtfko SFS[D(3,1)(2,1)] gLLMQaddefffbaqtfjo reducible gLLMQaddefffbapdskv SFS[D(2,1)(2,1)] gLLMQaddefffbapdfkc SFS[D(2,1)(2,1)] gLLMQaddefffbamqgsv SFS[D(2,1)(2,1)] gLLMQaddefffbaqifso SFS[D(2,1)(2,1)] gLLMQaddefffbaqijck SFS[D(3,1)(2,1)] gLLMQaddefffbaqijss reducible gLLMQaddefffbaqabwb SFS[D(2,1)(2,1)] gLLMQaddefffbaqawbb reducible gLLMQaddefffbaqawjs SFS[D(3,1)(2,1)] gLLMQaddefffbapivbb SFS[D(3,1)(2,1)] gLLMQaddefffbapifkk SFS[D(3,1)(2,1)] gLLMQaddefffbapabvv T2xI gLLMQaddefffbapabvo SFS[A(2,1)] gLLMQaddefffbapabvb T2xI gLLMQaddefffbapagss SFS[D(3,1)(2,1)] gLLMQaddefffbapafkk SFS[D(3,1)(2,1)] gLLMQaddefffbapmfvv SFS[D(2,1)(2,1)] gLLMQaddefffbapmvbb SFS[D(3,1)(2,1)] gLLMQaddefffbapmjck SFS[D(2,1)(2,1)] gLLMQaddefffbapmgss SFS[D(3,1)(2,1)] gLLMQaddefffbapmskn reducible gLLMQaddefffbapmfgk SFS[D(3,1)(2,1)] gLLMQaddefffbapmfkf reducible gLLMQaddefffbapmfkr reducible gLLMQaddefffbapmfjk SFS[D(3,1)(2,1)] gLLMQaddefffbamagsn SFS[D(2,1)(2,1)] gLLMQaddefffbammcwo T2xI gLLMQaddefffbammvbo SFS[D(2,1)(2,1)] gLLMQaddefffbammsjg reducible gLLMQaddefffbammvjg reducible gLLAQbdeeeffabtlexg reducible gLLAQbdeeeffafedpuc reducible gLLAQbdeeeffhsedpuc SFS[D(2,1)(2,1)] gLLMQaddefffbuaxcvv reducible gLLAQcedeeffuabpaao SFS[A(2,1)] gLLAQbdeefefdfededc toroidal gLLAQbdeefefebaeeec SFS[A(2,1)] gLLMQaddefffbualwkv toroidal gLLAQbdeeeffhsedquc reducible gLLAQbdeeeffabtlaxg reducible gLLAQbdeeeffafedmuc reducible gLLAQbdeeeffhsedmuc SFS[D(2,1)(2,1)] gLLMQaddefffbuddwcc reducible gLLAQcedeeffuqvllmo SFS[D(2,1)(2,1)] gLLMQaddefffbudtcjj reducible gLLAQcdeeeffufxlxao toroidal gLLAQcedeeffuqslxao toroidal gLLAQcedeeffuakhaao reducible gLLAQcedeeffutkhaao reducible gLLAQcedeeffulkhaao reducible gLLAQcdeeeffugataao reducible gLLMQaddefffbuedwcc reducible gLLAQcedefefuqwlipo SFS[D(2,1)(2,1)] gLLMQaddefffbuetcjj reducible gLLAQcedeeffuajuqmo reducible gLLAQcedeeffuaruqmo reducible gLLAQcedeeffuavuqmo reducible gLLAQcedeeffuajuemo reducible gLLAQcedeeffuaruemo reducible gLLAQcedeeffuavuemo reducible gLLAQcedeeffuavdmmo reducible gLLAQcedeeffuajulmo reducible gLLMQaddefffbudmwck SFS[D(2,1)(2,1)] gLLAQcedeeffuarulmo reducible gLLAQcdeeeffukhulmo SFS[D(2,1)(2,1)] gLLAQcedeeffulvulmo SFS[D(3,1)(2,1)] gLLAQcedeeffuuvpimo SFS[D(3,1)(2,1)] gLLAQcedeeffupvahmo SFS[D(3,1)(2,1)] gLLAQcedeeffutvulmo SFS[D(3,1)(2,1)] gLLMQaddefffbuaijvv reducible gLLMQaddefffbuaijwv reducible gLLMQaddefffbuaijsv reducible gLLAQcedeeffuabutao reducible gLLAQcedeeffuasutao reducible gLLAQcdeeeffuvaaaao SFS[A(2,1)] gLLAQcdeeeffuvuuuao toroidal gLLAQcdeeeffuvpppao SFS[A(2,1)] gLLAQcedeeffuakuuao reducible gLLAQcedeeffuasuuao reducible gLLAQcedeeffuasdaao reducible gLLAQcedeeffuabuxao reducible gLLMQaddefffbuamwck toroidal gLLAQcedeeffuakuxao reducible gLLAQcdeeeffufhuxao reducible gLLAQcedeeffulsuxao toroidal gLLAQcedeeffuuspmao reducible gLLAQcedeeffupsaeao reducible gLLAQcedeeffutsuxao toroidal gLLAQcedefefuanuido reducible gLLAQcedefefuafuido reducible gLLAQcedefefuawuido reducible gLLAQcedefefuanuiho reducible gLLAQcedefefuafuiho reducible gLLAQcedefefuawuiho reducible gLLAQcedefefuawdiio reducible gLLAQcedefefuanuipo reducible gLLMQaddefffbuemwck SFS[D(2,1)(2,1)] gLLAQcedefefuafuipo reducible gLLAQcdeefefurhuipo SFS[D(2,1)(2,1)] gLLAQcedefefulwuipo SFS[D(3,1)(2,1)] gLLAQcedefefuuwpiao SFS[D(3,1)(2,1)] gLLAQcedefefupwaiuo SFS[D(3,1)(2,1)] gLLAQcedefefutwuipo SFS[D(3,1)(2,1)] gLLMQaddefffblqqnvv SFS[D(2,1)(2,1)] gLLMQaddefffblqqnsv toroidal gLLMQaddefffblqqnwv SFS[D(2,1)(2,1)] gLLMQaddefffbhxdfgg SFS[D(2,1)(2,1)] gLLMQaddefffbhxdfgo toroidal gLLMQaddefffbhxdfgc SFS[D(2,1)(2,1)] gLLAQbdeeeffaseaxxg SFS[D(3,1)(3,2)] gLLAQbdeeeffabxumxg reducible gLLAQbdeeeffabmpexg reducible gLLAQbdeeeffabeaxxg reducible gLLAQbdeeeffxstxaxg toroidal gLLAQbdeeeffakeaxxg SFS[D(3,1)(3,1)] gLLAQbdeeeffhgxumxg SFS[D(3,1)(2,1)] gLLAQbdeefeflbaleec SFS[D(3,1)(3,2)] gLLAQbdeeefflveallg SFS[D(3,1)(3,1)] gLLAQbdeeefftveallg SFS[D(3,1)(3,2)] gLLAQbdeefeftbaleec SFS[D(3,1)(3,1)] gLLAQbdeeeffhkeallg SFS[D(3,1)(2,1)] gLLAQbdeeeffajeallg SFS[D(3,1)(3,1)] gLLAQbdeeeffxvtxmlg SFS[D(3,1)(2,1)] gLLAQbdeeeffareallg SFS[D(3,1)(3,2)] gLLAQcedefeflavxaio SFS[D(3,1)(2,1)] gLLAQbdeeeffanaluuc SFS[D(3,1)(3,1)] gLLAQbdeeeffhraluuc toroidal gLLAQbdeeeffawaluuc SFS[D(3,1)(3,2)] gLLAQbdeeeffhcaluuc m003(0,0) gLLAQbdeeeffafphauc reducible gLLAQbdeeeffafuipuc reducible gLLAQbdeeeffafaluuc reducible gLLAQbdeeeffhsaluuc SFS[D(3,1)(2,1)] gLLAQbdeeeffhsuipuc reducible gLLAQbdeeeffhsphauc SFS[D(3,1)(2,1)] gLLAQcedefeflaveaho SFS[D(3,1)(3,1)] gLLMQaddefffbiadjbw m003(0,0) gLLAQcdeefeflkadato reducible gLLMQaddefffbiadccc reducible gLLAQcedefeflajeaho reducible gLLMQaddefffbiadcsj toroidal gLLAQcedefeflareaho SFS[D(3,1)(3,2)] gLLAQcdeefeflwxxalo SFS[D(3,1)(2,1)] gLLAQcedefeflhvdato reducible gLLMQaddefffbiadwkc SFS[D(3,1)(2,1)] gLLAQcedefefllveapo SFS[D(3,1)(3,1)] gLLAQcedefefluvxaao SFS[D(3,1)(3,2)] gLLAQcedefeflpvmauo SFS[D(3,1)(3,1)] gLLAQcedefefltveapo SFS[D(3,1)(3,2)] gLLMQaddefffbiaqjbw SFS[D(3,1)(2,1)] gLLAQcedefeflajeapo SFS[D(3,1)(3,2)] gLLAQcdeefeflkheapo SFS[D(3,1)(2,1)] gLLAQcedefeflareapo SFS[D(3,1)(3,1)] gLLAQcedefeflavtaio SFS[D(3,1)(2,1)] gLLAQcedefeflaveado SFS[D(3,1)(3,2)] gLLMQaddefffbiatjbw toroidal gLLAQcedefeflajeado SFS[D(3,1)(3,1)] gLLAQcdeefefloadaao reducible gLLMQaddefffbiatjjj reducible gLLAQcedefeflareado reducible gLLAQcedefeflqvqapo SFS[D(3,1)(2,1)] gLLAQcedefeflavuaqo SFS[D(3,1)(2,1)] gLLAQcedefeflpvaato m003(0,0) gLLAQcedefefluvpado toroidal gLLAQcedefefltvuaqo toroidal gLLAQcedefefldvaato toroidal gLLAQcedefeflqvpado toroidal gLLAQcedefefllvuaqo SFS[D(3,1)(2,1)] gLLAQcedefeflhvaato SFS[D(3,1)(2,1)] gLLAQcedefeflivpado reducible gLLAQcdeefefloaaato SFS[D(3,1)(3,1)] gLLAQcedefeflardaho toroidal gLLMQaddefffbiaijbb SFS[D(3,1)(3,2)] gLLAQcdeefeflkaaato reducible gLLAQcedefeflajdaho reducible gLLMQaddefffbiaicss reducible gLLAQcdeefeflwaaato SFS[D(3,1)(3,2)] gLLAQcedefeflavdaho toroidal gLLMQaddefffbiaiwkk SFS[D(3,1)(3,1)] gLLAQcedefeflavuauo SFS[D(3,1)(2,1)] gLLAQcedefeflpvaaao toroidal gLLAQcedefefluvpapo SFS[D(3,1)(2,1)] gLLAQcedefefltvuauo m003(0,0) gLLAQcedefefldvaaao toroidal gLLAQcedefeflqvpapo SFS[D(3,1)(2,1)] gLLAQcedefefllvuauo toroidal gLLAQcedefeflhvaaao toroidal gLLAQcedefeflivpapo reducible gLLAQcdeefefloaaaao reducible gLLAQcedefeflardado reducible gLLMQaddefffbiaajbb reducible gLLAQcdeefeflkaaaao SFS[D(3,1)(3,2)] gLLAQcedefeflajdado toroidal gLLMQaddefffbiaacss SFS[D(3,1)(3,1)] gLLAQcdeefeflwaaaao SFS[D(3,1)(3,1)] gLLAQcedefeflavdado toroidal gLLMQaddefffbiaawkk SFS[D(3,1)(3,2)] gLLAQcdeefeflwaqauo SFS[D(3,1)(2,1)] gLLMQaddefffbiamwvv SFS[D(3,1)(2,1)] gLLAQcedefeflavuaio toroidal gLLAQcedefeflpvaalo SFS[D(3,1)(2,1)] gLLAQcedefefluvpaho SFS[D(3,1)(2,1)] gLLAQcedefefltvuaio SFS[D(3,1)(2,1)] gLLAQcedefeflqvpaho SFS[D(3,1)(2,1)] gLLAQcedefefllvuaio SFS[D(3,1)(2,1)] gLLAQcedefeflhvaalo SFS[D(3,1)(2,1)] gLLAQcedefeflivpaho reducible gLLAQcdeefefloaaalo SFS[D(3,1)(3,2)] gLLAQcedefeflardapo toroidal gLLMQaddefffbiamjbb SFS[D(3,1)(3,1)] gLLAQcdeefeflkhdapo reducible gLLMQaddefffbiamcck SFS[D(3,1)(2,1)] gLLAQcedefeflajuaio SFS[D(3,1)(2,1)] gLLAQcedefeflpjaalo toroidal gLLAQcedefeflujpaho SFS[D(3,1)(2,1)] gLLAQcedefefltjuaio m003(0,0) gLLAQcedefefldjaalo toroidal gLLAQcedefeflqjpaho SFS[D(3,1)(2,1)] gLLAQcedefeflljuaio toroidal gLLAQcedefeflhjaalo toroidal gLLAQcedefeflijpaho reducible gLLAQcdeefeflkaaalo SFS[D(3,1)(3,1)] gLLAQcedefeflajdapo toroidal gLLMQaddefffbiamcss SFS[D(3,1)(3,2)] gLLAQcdeefefloxtaao SFS[D(3,1)(2,1)] gLLMQaddefffbiamjkn reducible gLLAQcedefeflaruaio SFS[D(3,1)(2,1)] gLLAQcedefeflpraalo m003(0,0) gLLAQcedefeflurpaho toroidal gLLAQcedefefltruaio toroidal gLLAQcedefefldraalo toroidal gLLAQcedefeflqrpaho toroidal gLLAQcedefefllruaio SFS[D(3,1)(2,1)] gLLAQcedefeflhraalo SFS[D(3,1)(2,1)] gLLAQcedefeflirpaho reducible gLLAQcdeefeflwiaalo SFS[D(3,1)(3,1)] gLLAQcdeefeflwppaho SFS[D(3,1)(3,2)] gLLAQcdeefeflwuuaio SFS[D(3,1)(3,1)] gLLAQcdeefeflwmaalo SFS[D(3,1)(3,2)] gLLAQcedefefluvtaao reducible gLLAQcedefefllvdapo reducible gLLAQcedefefltvdapo reducible gLLAQcedefeflpvqauo reducible gLLMQaddefffbiamwgk SFS[D(3,1)(3,2)] gLLMQaddefffbiamwkf SFS[D(3,1)(3,1)] gLLMQaddefffbiamwkr SFS[D(3,1)(3,2)] gLLMQaddefffbiamwjk SFS[D(3,1)(3,1)] gLLAQbdeeeffpoapilg T2xI gLLAQbdeeeffabpuuxg reducible gLLAQbdeeeffafpuxuc reducible gLLAQcdeefefdcadhav reducible gLLAQcdeefefdradhtv reducible gLLAQcdeefefdfadudg reducible gLLAQcdeefefdgaduig reducible gLLAQbdeeeffdwadxlg SFS[D(2,1)(2,1)] gLLAQbdeeefflsahqxg SFS[D(3,1)(3,2)] gLLAQbdeeeffasahqxg reducible gLLAQbdeeefftsahqxg SFS[D(3,1)(3,1)] gLLAQcdeeeffhcaqahg SFS[D(3,1)(2,1)] gLLAQbdeeeffabahqxg reducible gLLAQcdeeeffhraqahg reducible gLLAQbdeeeffakahqxg reducible gLLAQcdeeeffhsaqahg SFS[D(3,1)(2,1)] gLLAQbdeefefdwmuhdc toroidal gLLAQbdeefefevtihec SFS[D(3,1)(2,1)] gLLAQbdeefeflbxaetc SFS[A(3,1)] gLLAQbdeeefflvahdlg reducible gLLAQbdeeefftvahdlg reducible gLLAQbdeefeftbxaetc SFS[A(3,1)] gLLAQbdeeeffhkahdlg SFS[A(2,1)] gLLAQbdeeeffajahdlg reducible gLLAQbdeeeffxvxqulg reducible gLLAQbdeeeffarahdlg reducible gLLAQcdeeeffhsaqehg reducible gLLAQbdeefeflwahptg SFS[D(3,1)(3,1)] gLLAQbdeeeffanxaduc reducible gLLAQbdeefeftwahptg SFS[D(3,1)(3,2)] gLLAQbdeefeflnahptg SFS[D(3,1)(3,2)] gLLAQbdeeeffawxaduc reducible gLLAQbdeefeftnahptg SFS[D(3,1)(3,1)] gLLAQbdeefeflfahptg reducible gLLAQbdeeeffafxaduc reducible gLLAQbdeefeftfahptg reducible gLLAQcdeeeffqvalaao SFS[D(3,1)(2,1)] gLLAQbdeefefdcpipdg toroidal gLLAQbdeefefefxqpeg SFS[D(3,1)(2,1)] gLLAQcdeeeffhsaqdhg SFS[D(3,1)(2,1)] gLLAQbdeefefdculpqg toroidal gLLAQbdeefefefippug SFS[D(3,1)(2,1)] gLLAQcedeeffhawuehg reducible gLLAQbdeefefdcahptg reducible gLLAQbdeefefefdmphg reducible gLLAQcdeeeffhseaxhg SFS[A(2,1)] gLLAQcdeeeffhsxmxhg m004(0,0) gLLAQcdeeeffqgataao SFS[D(3,1)(2,1)] gLLAQcedeeffhafathg reducible gLLAQcdeeeffhshathg SFS[A(2,1)] gLLAQcdeeeffhsamahg SFS[D(3,1)(2,1)] gLLAQcdeeeffhsueuhg toroidal gLLAQcdeeeffhspxphg SFS[D(3,1)(2,1)] gLLAQcdeeeffhsxxphg reducible gLLAQcdeeeffhslxphg SFS[D(3,1)(2,1)] gLLAQcdeeeffqgxtxao SFS[D(3,1)(3,1)] gLLAQcdeeeffqgiqmao reducible gLLAQcdeeeffqgaqmao reducible gLLAQcdeeeffqgmqmao reducible gLLAQcdeeeffqgedeao SFS[D(3,1)(3,2)] gLLAQcdeeeffhslxqhg SFS[D(3,1)(2,1)] gLLAQcdeeeffqfaqqao reducible gLLAQcdeeeffqfaaaao SFS[A(2,1)] gLLAQcdeeeffhsetehg m004(0,0) gLLAQcdeeeffhslxmhg toroidal gLLAQcdeeeffhrlxmhg SFS[D(3,1)(2,1)] gLLAQcdeeeffhclxmhg SFS[D(3,1)(2,1)] gLLAQbdeeeffasalxxg reducible gLLAQbdeeeffabalxxg reducible gLLAQbdeeeffakalxxg reducible gLLAQbdeefeflbeaeec reducible gLLAQbdeefeftbeaeec reducible gLLAQbdeeeffhkalllg reducible gLLAQbdeeeffajalllg reducible gLLAQbdeeeffaralllg reducible gLLAQcedeefflavxmag reducible gLLAQbdeeeffaneauuc reducible gLLAQbdeeeffaweauuc reducible gLLAQbdeeeffafeauuc reducible gLLAQcdeeefflkaadag reducible gLLAQcedeefflhvadag reducible gLLMQaddefffbppaobb reducible gLLAQbdeeeffasatxxg reducible gLLAQbdeeeffabatxxg reducible gLLAQbdeeeffakatxxg reducible gLLAQbdeefeflbdaeec reducible gLLAQbdeefeftbdaeec reducible gLLAQbdeeeffhkatllg reducible gLLAQbdeeeffajatllg reducible gLLAQbdeeeffaratllg reducible gLLAQcedeefftavxmag reducible gLLAQbdeeeffandauuc reducible gLLAQbdeeeffawdauuc reducible gLLAQbdeeeffafdauuc reducible gLLAQcdeeefftkaadag reducible gLLAQcedeeffthvadag reducible gLLAQcedefeftpnamlg SFS[D(2,1)(2,1)] gLLMQaddefffbuuavbb reducible gLLAQbdeefeflbaaeqc reducible gLLAQbdeeefflvaaqlg reducible gLLAQbdeeefftvaaqlg reducible gLLAQbdeefeftbaaeqc reducible gLLAQbdeeeffhkaaqlg reducible gLLAQbdeeeffxvxxhlg reducible gLLAQbdeeeffasuumxg SFS[D(3,1)(3,2)] gLLAQbdeeeffasppexg SFS[D(3,1)(3,1)] gLLAQbdeefefljaahhc SFS[D(3,1)(3,1)] gLLAQbdeeefflsaaxxg SFS[D(3,1)(3,2)] gLLAQbdeeefftsaaxxg SFS[D(3,1)(3,1)] gLLAQbdeefeftjaahhc SFS[D(3,1)(3,2)] gLLAQbdeeeffxbxxaxg reducible gLLAQcedeeffaajxhag SFS[D(3,1)(2,1)] gLLAQbdeeeffhfaaxxg SFS[D(3,1)(2,1)] gLLAQbdeeeffabuumxg reducible gLLAQbdeeeffabppexg reducible gLLAQbdeefeflvaahhc reducible gLLAQbdeeefflbaaxxg toroidal gLLAQbdeeefftbaaxxg toroidal gLLAQbdeefeftvaahhc reducible gLLAQbdeeeffxsxxaxg SFS[D(3,1)(2,1)] gLLAQcedeeffaarxhag reducible gLLAQbdeeeffhvaaxxg SFS[D(3,1)(2,1)] gLLAQbdeeeffakuumxg SFS[D(3,1)(3,1)] gLLAQbdeeeffakppexg SFS[D(3,1)(3,2)] gLLAQbdeefeflraahhc SFS[D(3,1)(3,2)] gLLAQbdeeefflkaaxxg SFS[D(3,1)(3,1)] gLLAQbdeeefftkaaxxg SFS[D(3,1)(3,2)] gLLAQbdeefeftraahhc SFS[D(3,1)(3,1)] gLLAQcdeefefawapaio reducible gLLAQbdeefefdwaahhc reducible gLLAQbdeefefevddhmc reducible gLLAQbdeeeffdgppexg toroidal gLLAQbdeeeffpgppexg SFS[D(3,1)(2,1)] gLLAQbdeeeffhgppexg SFS[D(3,1)(2,1)] gLLAQbdeeeffekxxaxg toroidal gLLAQbdeeeffxkxxaxg SFS[D(3,1)(2,1)] gLLAQbdeeeffmkxxaxg SFS[D(3,1)(2,1)] gLLAQcedeeffaavxhag SFS[D(3,1)(2,1)] gLLAQbdeefefdwuuhlc toroidal gLLAQbdeefefeviihpc SFS[D(3,1)(2,1)] gLLAQbdeeeffdguumxg m003(0,0) gLLAQbdeeeffpguumxg toroidal gLLAQbdeeeffhguumxg SFS[D(3,1)(2,1)] gLLAQbdeeeffekiitxg toroidal gLLAQbdeeeffxkiitxg toroidal gLLAQcdeeeffawaptag SFS[D(3,1)(2,1)] gLLAQbdeefefdwpphic toroidal gLLAQbdeefefevxxhqc SFS[D(3,1)(2,1)] gLLAQbdeeeffdgaaxxg SFS[D(3,1)(2,1)] gLLAQbdeeeffpgaaxxg SFS[D(3,1)(2,1)] gLLAQbdeeeffhgaaxxg toroidal gLLAQbdeeeffekddlxg toroidal gLLAQbdeeeffxkddlxg m003(0,0) gLLAQbdeeeffmkddlxg SFS[D(3,1)(2,1)] gLLAQbdeefeflbppemc SFS[D(3,1)(3,2)] gLLAQbdeeefflvuuilg SFS[D(3,1)(3,1)] gLLAQbdeeefftvuuilg SFS[D(3,1)(3,2)] gLLAQbdeefeftbppemc SFS[D(3,1)(3,1)] gLLAQbdeefeflbuuexc SFS[D(3,1)(3,1)] gLLAQbdeeefflvpphlg SFS[D(3,1)(3,2)] gLLAQbdeeefftvpphlg SFS[D(3,1)(3,1)] gLLAQbdeefeftbuuexc SFS[D(3,1)(3,2)] gLLAQcedeeffaivuiag SFS[D(3,1)(3,2)] gLLAQcedeeffaqvuiag SFS[D(3,1)(3,1)] gLLAQcedeeffahvphag SFS[D(3,1)(3,1)] gLLAQcedeeffadvphag SFS[D(3,1)(3,2)] gLLAQbdeeeffdkpphlg toroidal gLLAQbdeeeffpkpphlg SFS[D(3,1)(2,1)] gLLAQbdeeeffhkpphlg SFS[D(3,1)(2,1)] gLLAQbdeeeffejxxmlg toroidal gLLAQbdeeeffxjxxmlg SFS[D(3,1)(2,1)] gLLAQbdeeeffmjxxmlg SFS[D(3,1)(2,1)] gLLAQcedeeffaajxmag SFS[D(3,1)(2,1)] gLLAQbdeefefdfuuexc toroidal gLLAQbdeefefebiielc SFS[D(3,1)(2,1)] gLLAQbdeeeffdkuuilg m003(0,0) gLLAQbdeeeffpkuuilg toroidal gLLAQbdeeeffhkuuilg SFS[D(3,1)(2,1)] gLLAQbdeeeffejiiqlg toroidal gLLAQbdeeeffxjiiqlg toroidal gLLAQcdeeeffakaphag SFS[D(3,1)(2,1)] gLLAQbdeefefdfppemc toroidal gLLAQbdeefefebxxetc SFS[D(3,1)(2,1)] gLLAQbdeeeffdkaallg SFS[D(3,1)(2,1)] gLLAQbdeeeffpkaallg SFS[D(3,1)(2,1)] gLLAQbdeeeffejddplg toroidal gLLAQbdeeeffxjddplg m003(0,0) gLLAQbdeeeffmjddplg SFS[D(3,1)(2,1)] gLLAQcdeefefakxmaho m004(0,0) gLLAQbdeeeffajuuilg SFS[D(3,1)(3,1)] gLLAQcdeeeffaolmeag m004(0,0) gLLAQbdeeeffajpphlg SFS[D(3,1)(3,2)] gLLAQcdeeeffaoexmag m004(0,0) gLLAQbdeefeflsaaeec SFS[D(3,1)(3,2)] gLLAQbdeeeffljaallg SFS[D(3,1)(3,1)] gLLAQbdeeefftjaallg SFS[D(3,1)(3,2)] gLLAQbdeefeftsaaeec SFS[D(3,1)(3,1)] gLLAQcdeefefakapauo SFS[D(3,1)(2,1)] gLLAQbdeefefdgaaeec SFS[D(3,1)(2,1)] gLLAQbdeefefekddeac toroidal gLLAQbdeeeffdwpphlg toroidal gLLAQbdeeeffpwpphlg SFS[D(3,1)(2,1)] gLLAQbdeeeffhwpphlg m003(0,0) gLLAQbdeeeffevxxmlg SFS[D(3,1)(2,1)] gLLAQbdeeeffmvxxmlg SFS[D(3,1)(2,1)] gLLAQcedeeffaarxmag SFS[D(3,1)(2,1)] gLLAQbdeefefdguuexc m003(0,0) gLLAQbdeefefekiielc toroidal gLLAQbdeeeffdwuuilg toroidal gLLAQbdeeeffpwuuilg toroidal gLLAQbdeeeffhwuuilg toroidal gLLAQbdeeeffeviiqlg SFS[D(3,1)(2,1)] gLLAQbdeeeffxviiqlg SFS[D(3,1)(2,1)] gLLAQbdeefefdgppemc toroidal gLLAQbdeefefekxxetc toroidal gLLAQbdeeeffpwaallg SFS[D(3,1)(2,1)] gLLAQbdeeeffhwaallg SFS[D(3,1)(2,1)] gLLAQbdeeeffxvddplg SFS[D(3,1)(2,1)] gLLAQbdeeeffmvddplg SFS[D(3,1)(2,1)] gLLAQcdeefefaolmaho m004(0,0) gLLAQbdeeeffaruuilg SFS[D(3,1)(3,2)] gLLAQcdeefefaoexaio m004(0,0) gLLAQbdeeeffarpphlg SFS[D(3,1)(3,1)] gLLAQcdeeeffakxmeag m004(0,0) gLLAQbdeefeflkaaeec SFS[D(3,1)(3,1)] gLLAQbdeeefflraallg SFS[D(3,1)(3,2)] gLLAQbdeeefftraallg SFS[D(3,1)(3,1)] gLLAQbdeefeftkaaeec SFS[D(3,1)(3,2)] gLLAQcdeefefawapauo SFS[D(3,1)(2,1)] gLLAQbdeefefdvaaeec SFS[D(3,1)(2,1)] gLLAQbdeefefesddeac toroidal gLLAQbdeeeffdopphlg toroidal gLLAQbdeeeffhopphlg toroidal gLLAQbdeeefferxxmlg m003(0,0) gLLAQbdeeeffxrxxmlg SFS[D(3,1)(2,1)] gLLAQbdeeeffmrxxmlg toroidal gLLAQbdeefefdvuuexc SFS[D(3,1)(2,1)] gLLAQbdeefefesiielc SFS[D(3,1)(2,1)] gLLAQbdeeeffdouuilg SFS[D(3,1)(2,1)] gLLAQbdeeeffhouuilg SFS[D(3,1)(2,1)] gLLAQbdeeefferiiqlg SFS[D(3,1)(2,1)] gLLAQbdeeeffxriiqlg SFS[D(3,1)(2,1)] gLLAQcdeeeffawaphag SFS[D(3,1)(2,1)] gLLAQbdeefefdvppemc toroidal gLLAQbdeefefesxxetc m003(0,0) gLLAQbdeeeffdoaallg SFS[D(3,1)(2,1)] gLLAQbdeeeffhoaallg SFS[D(3,1)(2,1)] gLLAQbdeeefferddplg toroidal gLLAQbdeeeffxrddplg toroidal gLLAQbdeeeffmrddplg toroidal gLLAQbdeeeffanppauc SFS[D(3,1)(3,1)] gLLAQbdeeeffanuupuc SFS[D(3,1)(3,2)] gLLAQbdeeefflnaauuc SFS[D(3,1)(3,2)] gLLAQbdeefeflwaappg SFS[D(3,1)(3,1)] gLLAQbdeefeftwaappg SFS[D(3,1)(3,2)] gLLAQbdeeefftnaauuc SFS[D(3,1)(3,1)] gLLAQbdeeeffhraauuc SFS[D(3,1)(2,1)] gLLAQcedeeffaajxtag reducible gLLAQbdeeeffxnxxduc SFS[D(3,1)(2,1)] gLLAQbdeeeffawppauc SFS[D(3,1)(3,2)] gLLAQbdeeeffawuupuc SFS[D(3,1)(3,1)] gLLAQbdeeefflwaauuc SFS[D(3,1)(3,1)] gLLAQbdeefeflnaappg SFS[D(3,1)(3,2)] gLLAQbdeefeftnaappg SFS[D(3,1)(3,1)] gLLAQbdeeefftwaauuc SFS[D(3,1)(3,2)] gLLAQbdeeeffhcaauuc SFS[D(3,1)(2,1)] gLLAQcedeeffaarxtag SFS[D(3,1)(2,1)] gLLAQbdeeeffxfxxduc reducible gLLAQbdeeeffafppauc reducible gLLAQbdeeeffafuupuc reducible gLLAQbdeeefflfaauuc toroidal gLLAQbdeefeflfaappg reducible gLLAQbdeefeftfaappg reducible gLLAQbdeeefftfaauuc toroidal gLLAQcdeefefawapaqo SFS[D(3,1)(2,1)] gLLAQbdeeeffdsaauuc SFS[D(3,1)(2,1)] gLLAQbdeeeffewddiuc toroidal gLLAQbdeefefdcpppug toroidal gLLAQbdeeeffpsaauuc SFS[D(3,1)(2,1)] gLLAQbdeeeffxwddiuc m003(0,0) gLLAQbdeefefefxxpig SFS[D(3,1)(2,1)] gLLAQbdeeeffhsaauuc toroidal gLLAQbdeeeffmwddiuc SFS[D(3,1)(2,1)] gLLAQcedeeffaavxtag SFS[D(3,1)(2,1)] gLLAQbdeeeffdsuupuc m003(0,0) gLLAQbdeeeffewiixuc toroidal gLLAQbdeefefdcuupag toroidal gLLAQbdeeeffpsuupuc toroidal gLLAQbdeeeffxwiixuc toroidal gLLAQbdeefefefiipdg SFS[D(3,1)(2,1)] gLLAQbdeeeffhsuupuc SFS[D(3,1)(2,1)] gLLAQcdeeeffawapmag reducible gLLAQbdeeeffdsppauc toroidal gLLAQbdeeeffewxxduc toroidal gLLAQbdeefefdcaappg reducible gLLAQbdeeeffpsppauc SFS[D(3,1)(2,1)] gLLAQbdeeeffxwxxduc SFS[D(3,1)(2,1)] gLLAQbdeefefefddpxg reducible gLLAQbdeeeffhsppauc SFS[D(3,1)(2,1)] gLLAQbdeeeffmwxxduc SFS[D(3,1)(2,1)] gLLAQbdeefeflbaaelc reducible gLLAQbdeeefflvaaelg reducible gLLAQbdeeefftvaaelg reducible gLLAQbdeefeftbaaelc reducible gLLAQbdeeeffhkaaelg reducible gLLAQbdeeeffxvxxtlg reducible gLLAQcdeeeffacamamo T2xI gLLAQcdeeeffarxqxmo SFS[D(2,1)(2,1)] gLLAQcedeeffahsaqig reducible gLLAQcdeefefawadato SFS[D(3,1)(3,1)] gLLAQcdeeeffawaaiag reducible gLLAQcedeeffaivtdag m004(0,0) gLLAQcedeeffaavdqag SFS[D(3,1)(3,2)] gLLAQcedeeffadvqtag m004(0,0) gLLAQcdeefefaoamaio SFS[A(2,1)] gLLAQcedeeffahjaiag reducible gLLAQcdeeeffakhdqag toroidal gLLAQcdeefefakadato reducible gLLAQcdeeeffaopplag SFS[A(3,1)] gLLAQcdeeeffaouuhag SFS[A(3,1)] gLLAQcedeeffaardqag reducible gLLAQcdeefefakheaho toroidal gLLAQcedeeffahraiag SFS[D(3,1)(2,1)] gLLAQcdeeeffaoaqtag SFS[A(2,1)] gLLAQcdeeeffaohdqag SFS[D(3,1)(2,1)] gLLAQcdeeeffaoxtdag SFS[D(3,1)(2,1)] gLLAQcdeefefaoadato SFS[D(3,1)(3,2)] gLLAQcdeeeffakaaiag reducible gLLAQcedeeffaajdqag SFS[D(3,1)(3,1)] gLLAQcdeefefawxxalo reducible gLLAQcedeeffatvuhag toroidal gLLAQcedeeffadvaiag SFS[D(3,1)(2,1)] gLLAQcedeeffaqvplag SFS[D(3,1)(2,1)] gLLAQcedeeffalvuhag toroidal gLLAQcedeeffahvaiag SFS[D(3,1)(2,1)] gLLAQcedeeffaivplag SFS[D(3,1)(2,1)] gLLAQcdeeeffawhdqag SFS[D(3,1)(2,1)] gLLAQcdeefefawpqaho SFS[D(3,1)(3,1)] gLLAQcdeefefawidalo SFS[D(3,1)(3,2)] gLLAQcdeefefawmdalo SFS[D(3,1)(3,1)] gLLAQcdeefefawutaio SFS[D(3,1)(3,2)] gLLAQcdeeeffawiaxag reducible gLLAQcdeeeffawppeag toroidal gLLAQcdeeeffawuumag toroidal gLLAQcdeeeffawmaxag reducible gLLAQcedeeffauvtiag SFS[D(3,1)(3,2)] gLLAQcedeeffalvdlag SFS[D(3,1)(3,1)] gLLAQcedeeffatvdlag SFS[D(3,1)(3,2)] gLLAQcedeeffapvqhag SFS[D(3,1)(3,1)] gLLAQcdeefefaoxxaao reducible gLLAQcedeeffaajumag reducible gLLAQcedeeffapjaxag reducible gLLAQcedeeffaujpeag reducible gLLAQcedeeffatjumag toroidal gLLAQcedeeffadjaxag SFS[D(3,1)(2,1)] gLLAQcedeeffaqjpeag SFS[D(3,1)(2,1)] gLLAQcedeeffaljumag toroidal gLLAQcedeeffahjaxag SFS[D(3,1)(2,1)] gLLAQcedeeffaijpeag SFS[D(3,1)(2,1)] gLLAQcdeeeffakhdlag SFS[D(3,1)(2,1)] gLLAQcdeefefakadalo SFS[D(3,1)(3,2)] gLLAQcdeeeffaoaaxag reducible gLLAQcedeeffaardlag SFS[D(3,1)(3,1)] gLLAQcdeefefakheapo SFS[D(3,1)(2,1)] gLLAQcedeeffaarumag SFS[D(3,1)(2,1)] gLLAQcedeeffapraxag SFS[D(3,1)(2,1)] gLLAQcedeeffaurpeag toroidal gLLAQcedeeffatrumag toroidal gLLAQcedeeffadraxag SFS[D(3,1)(2,1)] gLLAQcedeeffaqrpeag m003(0,0) gLLAQcedeeffalrumag SFS[D(3,1)(2,1)] gLLAQcedeeffahraxag toroidal gLLAQcedeeffairpeag SFS[D(3,1)(2,1)] gLLAQcdeeeffaoxtiag SFS[D(3,1)(2,1)] gLLAQcdeefefaoadalo SFS[D(3,1)(3,1)] gLLAQcdeeeffakaaxag reducible gLLAQcedeeffaajdlag SFS[D(3,1)(3,2)] gLLAQcdeefefawamauo SFS[D(3,1)(2,1)] gLLAQcedeeffaavumag SFS[D(3,1)(2,1)] gLLAQcedeeffapvaxag SFS[D(3,1)(2,1)] gLLAQcedeeffauvpeag toroidal gLLAQcedeeffatvumag toroidal gLLAQcedeeffaqvpeag toroidal gLLAQcedeeffalvumag m003(0,0) gLLAQcedeeffahvaxag SFS[D(3,1)(2,1)] gLLAQcedeeffaivpeag toroidal gLLAQcdeeeffawaqhag reducible gLLAQcdeefefawadaao SFS[D(3,1)(3,2)] gLLAQcdeeeffawaadag reducible gLLAQcedeeffaqvtxag m004(0,0) gLLAQcedeeffaavdeag SFS[D(3,1)(3,1)] gLLAQcdeefefaoheado toroidal gLLAQcedeeffahjadag SFS[D(3,1)(2,1)] gLLAQcdeeeffakhdeag SFS[D(3,1)(2,1)] gLLAQcdeeeffakxtxag SFS[D(3,1)(2,1)] gLLAQcdeefefakxqapo toroidal gLLAQcdeefefakadaao SFS[D(3,1)(3,1)] gLLAQcdeefefakhtauo m004(0,0) gLLAQcdeeeffaoaadag reducible gLLAQcedeeffaardeag SFS[D(3,1)(3,2)] gLLAQcdeefefakamaqo SFS[D(3,1)(2,1)] gLLAQcdeefefakxxato toroidal gLLAQcdeefefakheado m003(0,0) gLLAQcedeeffahradag SFS[D(3,1)(2,1)] gLLAQcdeeeffaoxtxag toroidal gLLAQcdeefefaoadaao reducible gLLAQcdeeeffaklpqag SFS[D(3,1)(3,2)] gLLAQcdeeeffakiadag reducible gLLAQcdeeeffakhutag SFS[D(3,1)(3,1)] gLLAQcdeeeffakppqag reducible gLLAQcdeeeffakuutag reducible gLLAQcdeeeffakxpqag SFS[D(3,1)(3,1)] gLLAQcdeeeffakmadag reducible gLLAQcdeeeffakeutag SFS[D(3,1)(3,2)] gLLAQcedeeffaajdeag reducible gLLAQcdeefefawheado SFS[D(3,1)(2,1)] gLLAQcedeeffaavutag SFS[D(3,1)(2,1)] gLLAQcedeeffapvadag SFS[D(3,1)(2,1)] gLLAQcedeeffauvpqag toroidal gLLAQcedeeffatvutag toroidal gLLAQcedeeffadvadag SFS[D(3,1)(2,1)] gLLAQcedeeffaqvpqag m003(0,0) gLLAQcedeeffalvutag SFS[D(3,1)(2,1)] gLLAQcedeeffaivpqag SFS[D(3,1)(2,1)] gLLAQcdeeeffawxtxag SFS[D(3,1)(2,1)] gLLAQcdeefefagamimo T2xI gLLAQcdeefefafxqilo SFS[D(2,1)(2,1)] gLLAQcedefefahwamtg reducible gLLAQcedeeffahwaqmo reducible gLLAQcdeeeffafxqxig SFS[D(2,1)(2,1)] gLLAQcdeeeffagamaig T2xI gLLAQcdeefefawxtalo SFS[D(3,1)(2,1)] gLLAQcdeeeffawheqag SFS[D(3,1)(2,1)] gLLAQcedeeffaavthag SFS[D(3,1)(2,1)] gLLAQcedeeffatvthag SFS[D(3,1)(2,1)] gLLAQcedeeffalvthag toroidal gLLAQcedeeffapvdiag toroidal gLLAQcedeeffadvdiag SFS[D(3,1)(2,1)] gLLAQcedeeffahvdiag m003(0,0) gLLAQcedeeffauvqlag SFS[D(3,1)(2,1)] gLLAQcedeeffaivqlag SFS[D(3,1)(2,1)] gLLAQcdeefefaoaaato reducible gLLAQcedeeffaajeqag SFS[D(3,1)(3,2)] gLLAQcdeeeffakxqlag toroidal gLLAQcdeeeffakadiag SFS[D(3,1)(3,1)] gLLAQcdeeeffakhthag m004(0,0) gLLAQcdeefefakhdaho SFS[D(3,1)(2,1)] gLLAQcdeefefakxtalo SFS[D(3,1)(2,1)] gLLAQcdeeeffaoheqag toroidal gLLAQcedeeffaqrqlag SFS[D(3,1)(2,1)] gLLAQcdeefefaklpado SFS[D(3,1)(3,2)] gLLAQcdeefefakiaato reducible gLLAQcdeefefakhuaqo SFS[D(3,1)(3,1)] gLLAQcdeefefakppado reducible gLLAQcdeefefakuuaqo reducible gLLAQcdeefefakxpado SFS[D(3,1)(3,1)] gLLAQcdeefefakmaato reducible gLLAQcdeefefakeuaqo SFS[D(3,1)(3,2)] gLLAQcedeeffaareqag reducible gLLAQcdeeeffaoadiag reducible gLLAQcdeefefaoxtalo toroidal gLLAQcdeeeffakamtag SFS[D(3,1)(2,1)] gLLAQcdeeeffakxxdag toroidal gLLAQcdeeeffakheqag m003(0,0) gLLAQcedeeffaqjqlag SFS[D(3,1)(2,1)] gLLAQcdeefefawaaato reducible gLLAQcedeeffahvmtag m004(0,0) gLLAQcedeeffaaveqag SFS[D(3,1)(3,1)] gLLAQcdeeeffawadiag SFS[D(3,1)(3,2)] gLLAQcdeefefawhdado SFS[D(3,1)(2,1)] gLLAQcdeeeffawxxxag reducible gLLAQcedeeffapvddag toroidal gLLAQcedeeffadvddag SFS[D(3,1)(2,1)] gLLAQcedeeffahvddag SFS[D(3,1)(2,1)] gLLAQcedeeffauvqqag toroidal gLLAQcedeeffaqvqqag SFS[D(3,1)(2,1)] gLLAQcedeeffaivqqag SFS[D(3,1)(2,1)] gLLAQcdeefefaoppapo SFS[A(3,1)] gLLAQcdeefefaouuauo SFS[A(3,1)] gLLAQcedeeffaajeeag reducible gLLAQcdeeeffakaddag reducible gLLAQcdeefefakhdado toroidal gLLAQcdeeeffaoammag SFS[A(2,1)] gLLAQcedeeffaqrqqag reducible gLLAQcdeefefakaaaao reducible gLLAQcedeeffaareeag SFS[D(3,1)(3,1)] gLLAQcdeeeffaoaddag SFS[D(3,1)(3,2)] gLLAQcdeefefaoaqaqo SFS[A(2,1)] gLLAQcdeefefaohdado SFS[D(3,1)(2,1)] gLLAQcdeefefaoxtato SFS[D(3,1)(2,1)] gLLAQcdeeeffakheeag toroidal gLLAQcedeeffaqjqqag SFS[D(3,1)(2,1)] gLLAQcdeefefawaaaao reducible gLLAQcedeeffaivxxag m004(0,0) gLLAQcedeeffaaveeag SFS[D(3,1)(3,2)] gLLAQcedeeffadvmmag m004(0,0) gLLAQcdeeeffawaddag SFS[D(3,1)(3,1)] gLLAQcdeefefawaqauo reducible gLLAQcdeeeffawamhag SFS[D(3,1)(2,1)] gLLAQcedeeffaavtmag SFS[D(3,1)(2,1)] gLLAQcedeeffatvtmag SFS[D(3,1)(2,1)] gLLAQcedeeffalvtmag toroidal gLLAQcedeeffapvdxag toroidal gLLAQcedeeffahvdxag toroidal gLLAQcedeeffauvqeag m003(0,0) gLLAQcedeeffaqvqeag SFS[D(3,1)(2,1)] gLLAQcedeeffaivqeag toroidal gLLAQcdeefefaoaaalo reducible gLLAQcedeeffaajelag SFS[D(3,1)(3,1)] gLLAQcdeeeffakadxag SFS[D(3,1)(3,2)] gLLAQcdeefefakhdapo SFS[D(3,1)(2,1)] gLLAQcdeeeffaoxxiag reducible gLLAQcedeeffaartmag reducible gLLAQcedeeffatrtmag reducible gLLAQcedeeffalrtmag reducible gLLAQcedeeffaprdxag toroidal gLLAQcedeeffadrdxag SFS[D(3,1)(2,1)] gLLAQcedeeffahrdxag SFS[D(3,1)(2,1)] gLLAQcedeeffaurqeag toroidal gLLAQcedeeffaqrqeag SFS[D(3,1)(2,1)] gLLAQcedeeffairqeag SFS[D(3,1)(2,1)] gLLAQcdeefefakaaalo reducible gLLAQcedeeffaarelag SFS[D(3,1)(3,2)] gLLAQcdeeeffaoadxag SFS[D(3,1)(3,1)] gLLAQcdeefefaoxtaao SFS[D(3,1)(2,1)] gLLAQcdeeeffakhelag SFS[D(3,1)(2,1)] gLLAQcedeeffaajtmag SFS[D(3,1)(2,1)] gLLAQcedeeffatjtmag SFS[D(3,1)(2,1)] gLLAQcedeeffaljtmag toroidal gLLAQcedeeffapjdxag toroidal gLLAQcedeeffadjdxag SFS[D(3,1)(2,1)] gLLAQcedeeffahjdxag m003(0,0) gLLAQcedeeffaujqeag SFS[D(3,1)(2,1)] gLLAQcedeeffaqjqeag toroidal gLLAQcedeeffaijqeag SFS[D(3,1)(2,1)] gLLAQcdeefefawiaalo reducible gLLAQcdeefefawppaho toroidal gLLAQcdeefefawuuaio toroidal gLLAQcdeefefawmaalo reducible gLLAQcedeeffalvelag SFS[D(3,1)(3,2)] gLLAQcedeeffauvxiag SFS[D(3,1)(3,1)] gLLAQcedeeffapvmhag SFS[D(3,1)(3,2)] gLLAQcedeeffatvelag SFS[D(3,1)(3,1)] gLLAQcdeeeffawpqeag SFS[D(3,1)(3,1)] gLLAQcdeeeffawidxag SFS[D(3,1)(3,2)] gLLAQcdeeeffawmdxag SFS[D(3,1)(3,1)] gLLAQcdeeeffawutmag SFS[D(3,1)(3,2)] gLLAQcedefefahsaido reducible gLLAQcdeefefarxqmpg SFS[D(2,1)(2,1)] gLLAQcdeefefacammig T2xI gLLAQbdeeeffasxaaxg SFS[D(3,1)(2,1)] gLLAQbdeeeffabxaaxg reducible gLLAQbdeeeffakxaaxg SFS[D(3,1)(2,1)] gLLAQbdeefeflbaheic reducible gLLAQbdeeefflvxamlg SFS[D(3,1)(2,1)] gLLAQbdeeefftvxamlg SFS[D(3,1)(2,1)] gLLAQbdeefeftbaheic reducible gLLAQbdeeeffhkxamlg reducible gLLAQbdeeeffajxamlg SFS[D(3,1)(2,1)] gLLAQbdeeeffxvaxllg SFS[D(2,1)(2,1)] gLLAQbdeeeffarxamlg SFS[D(3,1)(2,1)] gLLAQcdeefefhsaqhuv SFS[D(2,1)(2,1)] gLLAQbdeeeffanahmuc SFS[D(3,1)(2,1)] gLLAQbdeeeffawahmuc SFS[D(3,1)(2,1)] gLLAQbdeeeffafahmuc reducible gLLAQcdeefefqfaqadc reducible gLLAQcdeefefqgaqaic reducible gLLAQcdeefefhsxxhlv reducible gLLAQcdeefefhshahdv SFS[D(2,1)(2,1)] gLLAQcedefefhafahdv reducible gLLAQcedefefhanahhv reducible gLLAQbdeeeffabedmxg reducible gLLAQbdeeeffhgedmxg SFS[D(2,1)(2,1)] gLLAQbdeeeffaftlauc reducible gLLAQcedefefuavumhc SFS[D(3,1)(2,1)] gLLAQcedefefuajumhc reducible gLLAQcedefefuarumhc SFS[D(3,1)(2,1)] gLLAQcedefefulvumpc reducible gLLAQcedefefuuvpmac SFS[D(3,1)(2,1)] gLLAQcedefefupvamuc SFS[D(3,1)(2,1)] gLLAQcedefefutvumpc reducible gLLMQaddefffbmqqsbw reducible gLLAQcedefefuajumpc SFS[D(3,1)(2,1)] gLLAQcdeefefukhumpc SFS[D(2,1)(2,1)] gLLAQcedefefuarumpc SFS[D(3,1)(2,1)] gLLAQcedefefuavdmic SFS[D(2,1)(2,1)] gLLAQcedefefuavumdc SFS[D(3,1)(2,1)] gLLAQcedefefuajumdc SFS[D(3,1)(2,1)] gLLAQcedefefuarumdc reducible gLLMQaddefffbmqikss reducible gLLAQcedefefuqvlmpc reducible gLLMQaddefffbmqasbb reducible gLLAQbdeeeffmkamtxg T2xI gLLAQbdeeeffmjamqlg T2xI gLLAQbdeeeffmvamqlg T2xI gLLAQbdeeeffmramqlg SFS[A(2,1)] gLLAQbdeeeffmwamxuc T2xI gLLAQcdeeefficalaic SFS[D(3,1)(2,1)] gLLAQbdeeeffabmitxg reducible gLLAQcdeeeffifepeao m004(0,0) gLLAQbdeeeffmkamuxg SFS[A(2,1)] gLLAQbdeeeffmjamelg SFS[A(2,1)] gLLAQbdeeeffmvamelg SFS[A(2,1)] gLLAQbdeeeffmramelg toroidal gLLAQcdeeeffirepeic m004(0,0) gLLAQcdeeeffigalaao SFS[D(3,1)(2,1)] gLLAQbdeeeffafmituc reducible gLLAQbdeeeffmwamuuc SFS[A(2,1)] gLLAQbdeeeffmkamxxg T2xI gLLAQbdeeeffmjamllg T2xI gLLAQbdeeeffmvamllg T2xI gLLAQbdeeeffmramllg SFS[A(2,1)] gLLAQbdeeeffmwamtuc T2xI gLLAQcdeeeffifatdao SFS[D(3,1)(2,1)] gLLAQcedeeffiabheao SFS[D(3,1)(2,1)] gLLAQcdeeeffigiimao SFS[A(3,1)] gLLAQcdeeeffigaimao reducible gLLAQcdeeeffigmimao SFS[A(3,1)] gLLAQcdeeeffifateao SFS[D(3,1)(2,1)] gLLAQcdeeeffifmteao toroidal gLLAQcdeeeffifiteao SFS[D(3,1)(2,1)] gLLAQcdeeeffifataao reducible gLLAQcedeeffiikdpao m004(0,0) gLLAQcdeeeffigataao SFS[D(3,1)(2,1)] gLLAQcdeeeffifaiqao reducible gLLAQcdeeeffivataao SFS[D(3,1)(2,1)] gLLAQcdeeeffivuquao toroidal gLLAQcdeeeffivpdpao SFS[D(3,1)(2,1)] gLLAQcdeeeffisataic SFS[D(3,1)(2,1)] gLLAQcdeeeffisuquic toroidal gLLAQcdeeeffispdpic SFS[D(3,1)(2,1)] gLLAQcedeeffiibpqao m004(0,0) gLLAQcdeeeffirataic reducible gLLAQcdeeeffiraiqic reducible gLLAQcdeeefficataic SFS[D(3,1)(2,1)] gLLAQcdeeefficiimic SFS[A(3,1)] gLLAQcdeeefficaimic reducible gLLAQcdeeefficmimic SFS[A(3,1)] gLLAQcedeeffiakddao SFS[D(3,1)(2,1)] gLLAQcdeeeffiratdic SFS[D(3,1)(2,1)] gLLAQcdeeeffirateic SFS[D(3,1)(2,1)] gLLAQcdeeeffirmteic toroidal gLLAQcdeeeffiriteic SFS[D(3,1)(2,1)] gLLMQbcdeeffaoreinv SFS[D(3,1)(2,1)] gLLMQbceefefxoudlmg SFS[D(3,1)(2,1)] gLLMQbcdeeffaooeinv reducible gLLMQbcdeeffacneinv SFS[D(3,1)(2,1)] gLLMQbcdeeffaoneinv SFS[D(3,1)(2,1)] gLLMQbcdeeffaojmunv SFS[D(3,1)(2,1)] gLLMQbcdeeffaobhanv reducible gLLMQbcdeeffagneinv reducible gLLMQbcdeeffxortpkv SFS[D(3,1)(2,1)] gLLAQbdeeeffmvuehuc toroidal gLLMQbdeeeffxvlampg SFS[D(5,2)(2,1)] gLLMQbcdeefftvoeuco SFS[D(4,1)(2,1)] gLLMQbcdeefflvoeuco SFS[D(5,2)(2,1)] gLLMQbdeefefxvatmpf SFS[D(3,1)(2,1)] gLLMQbcdeeffdowmawo SFS[D(5,2)(2,1)] gLLMQbcdeefferwtdvo SFS[D(4,1)(2,1)] gLLAQbdeeeffakatxhc SFS[D(3,1)(2,1)] gLLAQbdeeeffxnuxdlg SFS[D(3,1)(2,1)] gLLAQbdeeeffandaulg SFS[D(3,1)(2,1)] gLLAQbdeeeffavatquc SFS[D(3,1)(2,1)] gLLAQcedeefftajeqxo reducible gLLAQcedeefftaveexo reducible gLLAQcedeefftasexpo reducible gLLAQcdeeefftkaaixo SFS[D(3,1)(2,1)] gLLAQcedeefftajdqxo SFS[D(3,1)(2,1)] gLLMQbdeefefaruemif reducible gLLAQcedeefftavuhxo SFS[D(2,1)(2,1)] gLLAQcedeeffttvuhxo SFS[D(2,1)(2,1)] gLLAQcedeefftlvuhxo toroidal gLLAQcedeeffthvaixo SFS[D(3,1)(2,1)] gLLAQcedeefftivplxo SFS[D(3,1)(2,1)] gLLAQcdeeefftwaadxo SFS[D(3,1)(2,1)] gLLAQcedeefftavdexo SFS[D(3,1)(2,1)] gLLMQbdeeeffanueaif reducible gLLAQcdeeefftvaappo SFS[D(3,1)(2,1)] gLLAQcedeefftasdxpo SFS[D(3,1)(2,1)] gLLMQbdeefefabueatf reducible gLLAQbdeeeffaftaalg T2xI gLLAQbdeeeffavadiuc SFS[D(2,1)(2,1)] gLLAQcedefefparapdv SFS[D(2,1)(2,1)] gLLAQcedefefpakalev SFS[D(2,1)(2,1)] gLLAQcedefefpasalqv SFS[D(2,1)(2,1)] gLLMQbcdeeffhvbhhso SFS[D(4,1)(2,1)] gLLMQbcdeeffaogaanv SFS[D(2,1)(2,1)] gLLMQbceefefhnaplpg SFS[D(3,1)(2,1)] gLLAQbdeeeffmvuuuuc toroidal gLLMQbcdeeffpgbhhso toroidal gLLMQbcdeeffagciinv SFS[D(2,1)(2,1)] gLLAQbdeeeffavqqquc SFS[D(2,1)(2,1)] gLLAQbdeeeffhgttehc SFS[D(3,1)(2,1)] gLLAQbdeeeffakqqxhc SFS[D(2,1)(2,1)] gLLAQbdeeeffhvqqxhc SFS[D(4,1)(2,1)] gLLMQbceefefagtalag T2xI gLLAQbdeeeffafttalg T2xI gLLMQbcdeeffaofiinv SFS[D(2,1)(2,1)] gLLAQbdeeeffanqqulg SFS[D(2,1)(2,1)] gLLAQbdeeeffxvuupuc SFS[D(4,1)(2,1)] gLLAQbdeeeffxjeequc SFS[D(3,1)(2,1)] gLLAQbdeeeffavddiuc SFS[D(2,1)(2,1)] gLLMQbceefefagmulug SFS[D(2,1)(2,1)] gLLMQbcdeeffhbjuusv SFS[D(3,1)(2,1)] gLLMQbcdeeffhogeeco SFS[D(4,1)(2,1)] gLLMQbdeeeffxvaaupg SFS[D(4,1)(2,1)] gLLMQbdeeeffxjllepg SFS[D(3,1)(2,1)] gLLMQbdeeeffavxxdpg SFS[D(2,1)(2,1)] gLLMQbdeeeffhgmmelg reducible gLLMQbcefeeftjheiic reducible gLLMQbcefeefljheiic reducible gLLMQbdeeeffakxxmlg SFS[D(2,1)(2,1)] gLLMQbcdeeffakfllgo T2xI gLLMQbdeeeffxblltlg reducible gLLMQbdeefefxwaaxxg SFS[D(4,1)(2,1)] gLLMQbdeefefxnllxdg SFS[D(3,1)(2,1)] gLLMQbdeefefawxxxag SFS[D(2,1)(2,1)] gLLMQbdeeeffxvaappg SFS[D(5,2)(2,1)] gLLMQbdeeeffxjllqpg SFS[D(3,1)(2,1)] gLLMQbdeeeffxjlllpg reducible gLLMQccdfffeqbfddkb reducible gLLMQbcdeeffhjgaanv reducible gLLMQbdeefefxvaamef reducible gLLMQbdeefefxrttmqf SFS[D(5,2)(2,1)] gLLMQbdeefefxvaammf SFS[D(3,1)(2,1)] gLLMQbcdeeffagfllgv T2xI gLLMQbdeefefhfxxaxf reducible gLLMQbdeefefasxxaxf SFS[D(2,1)(2,1)] gLLMQbdeefefxsaaaaf reducible gLLMQbdeeeffxfttdif SFS[D(4,1)(2,1)] gLLMQbdeeeffafeeuif SFS[D(2,1)(2,1)] gLLMQbdeeeffxwaaiif SFS[D(3,1)(2,1)] gLLMQbdeefefxrttmif SFS[D(4,1)(2,1)] gLLMQbdeefefareempf SFS[D(2,1)(2,1)] gLLMQbdeefefxvaamxf SFS[D(3,1)(2,1)] gLLMQbdeeeffaneexif SFS[D(2,1)(2,1)] gLLMQbcdeeffaobllgv SFS[D(2,1)(2,1)] gLLMQbcdeeffmrgttvo toroidal gLLMQbdeeeffpcmmeif toroidal gLLAQbdeeeffhgedmhc SFS[D(2,1)(2,1)] gLLAQbdeeeffabedmhc reducible gLLAQbdeeeffaftlalg SFS[A(2,1)] gLLAQbdeeeffavediuc toroidal gLLAQbdeeeffavmqluc SFS[D(3,1)(2,1)] gLLAQbdeeeffavxthuc SFS[D(3,1)(2,1)] gLLAQcedefefuqvlupo reducible gLLMQbdeefefafmixug reducible gLLAQcdeefefuwaiulo SFS[D(3,1)(2,1)] gLLAQcedefefuavqupo SFS[D(3,1)(2,1)] gLLMQbdeeeffavmihpg reducible gLLAQcedeeffuawuueo reducible gLLAQcedeeffuafuueo reducible gLLAQcdeeeffuspppeo SFS[D(2,1)(2,1)] gLLAQcedeeffuawuxeo reducible gLLAQcedeeffuawuteo reducible gLLAQcedefefuavuuho reducible gLLAQcedefefuajuuho reducible gLLAQcedefefuaruuho reducible gLLAQcdeefefuwaqulo SFS[D(3,1)(2,1)] gLLMQbdeefefabtxaxf SFS[D(3,1)(2,1)] gLLAQcedefefulvuupo SFS[D(3,1)(2,1)] gLLAQcedefefutvuupo SFS[D(3,1)(2,1)] gLLMQbdeefefxbutatf reducible gLLAQcedefefuajuupo reducible gLLAQcdeefefukhuupo SFS[D(2,1)(2,1)] gLLAQcedefefuaruupo reducible gLLAQcedefefuavduio SFS[D(2,1)(2,1)] gLLAQcedefefuavuudo reducible gLLAQcedefefuajuudo reducible gLLAQcedefefuaruudo reducible gLLAQcedefefuasuheo reducible gLLAQcedefefuabuheo reducible gLLAQcedefefuakuheo reducible gLLAQcedefefuasuhlo reducible gLLAQcedefefuasuhqo reducible gLLMQbcdeeffagrxmsv SFS[D(3,1)(2,1)] gLLMQccdfffedvveajb SFS[D(3,1)(2,1)] gLLMQbdeeefflvqllpg reducible gLLMQccdfffehvveajb SFS[D(3,1)(2,1)] gLLMQbcdeeffacoxmsv SFS[D(3,1)(2,1)] gLLMQbcdeeffacgapsv SFS[D(3,1)(2,1)] gLLMQbcdeeffaooxmsv reducible gLLMQbcdeeffagoxmsv SFS[D(3,1)(2,1)] gLLMQbcdeeffagnxmsv reducible gLLMQbcdeeffxgralov SFS[D(3,1)(2,1)] gLLMQbceeeffajhaiuc SFS[D(3,1)(2,1)] gLLMQbcefeeftsxpmag SFS[D(3,1)(2,1)] gLLMQbcefeeflsxpmag reducible gLLMQbdeefefabdiaif SFS[D(2,1)(2,1)] gLLMQbcdeeffpnjpunv SFS[D(3,1)(2,1)] gLLMQccdfffeajkuijb reducible gLLMQbceefefhnqelpg SFS[D(3,1)(2,1)] gLLAQbdeeeffdwqhtuc SFS[D(5,2)(2,1)] gLLAQbdeeeffevumhuc SFS[D(4,1)(2,1)] gLLMQbdeeeffxvhampg SFS[D(4,1)(2,1)] gLLMQbdeeeffavqxlpg SFS[D(2,1)(2,1)] gLLMQbdeefefavxhmif SFS[D(2,1)(2,1)] gLLMQbdeefefxvaqmpf reducible gLLMQbcdeeffmrwtpvo toroidal gLLAQbdeeeffakalxhc SFS[D(3,1)(2,1)] gLLAQbdeeeffxntxdlg SFS[D(3,1)(2,1)] gLLAQbdeeeffaneaulg SFS[D(3,1)(2,1)] gLLAQbdeeeffavalquc SFS[D(3,1)(2,1)] gLLAQcedeefflajeqxo SFS[D(3,1)(2,1)] gLLAQcedeefflaveexo SFS[D(3,1)(2,1)] gLLAQcedeefflasexpo SFS[D(3,1)(2,1)] gLLAQcedeefflavdqxo SFS[D(2,1)(2,1)] gLLAQcedeefflardqxo SFS[D(2,1)(2,1)] gLLAQcdeeefflkaaixo SFS[D(3,1)(2,1)] gLLAQcedeefflajdqxo toroidal gLLMQbdeefefaruhmif SFS[D(3,1)(2,1)] gLLAQcedeeffllvuhxo SFS[D(3,1)(2,1)] gLLAQcedeefflhvaixo SFS[D(3,1)(2,1)] gLLAQcedeefflivplxo reducible gLLAQcedeefflavdlxo SFS[D(2,1)(2,1)] gLLAQcdeeefflwaadxo SFS[D(3,1)(2,1)] gLLAQcedeefflavdexo toroidal gLLMQbdeeeffanuhaif SFS[D(3,1)(2,1)] gLLAQcdeeefflvaappo SFS[D(3,1)(2,1)] gLLAQcedeefflasdxpo toroidal gLLMQbdeefefabuhatf SFS[D(3,1)(2,1)] gLLAQcedefeflawdlpo SFS[D(2,1)(2,1)] gLLAQbdeeeffpsapplg SFS[D(2,1)(2,1)] gLLAQbdeeeffabpuuhc reducible gLLAQcdeeeffdfapalg reducible gLLAQcdeeeffdfuaulg SFS[D(3,1)(2,1)] gLLAQcdeeeffdfpuplg SFS[D(3,1)(2,1)] gLLAQcedeeffdlvalpg reducible gLLAQcdeeeffdsapaxv reducible gLLAQcdeeeffdsuauxv SFS[D(3,1)(2,1)] gLLAQcdeeeffdspupxv SFS[D(3,1)(2,1)] gLLAQcedeeffdavtmpg SFS[D(3,1)(2,1)] gLLAQbdeeeffxvuipuc SFS[D(5,2)(2,1)] gLLAQbdeeeffxjexquc SFS[D(3,1)(2,1)] gLLMQbdeeeffhgpmelg SFS[D(3,1)(2,1)] gLLAQcdeeeffpohaqpg SFS[D(5,2)(2,1)] gLLAQbdeeeffavepiuc SFS[D(3,1)(2,1)] gLLAQbdeeeffavmuluc SFS[D(3,1)(2,1)] gLLAQbdeeeffavxahuc reducible gLLAQbdeeeffakxaahc reducible gLLAQbdeeefflnahmlg SFS[D(3,1)(2,1)] gLLAQbdeeeffanahmlg reducible gLLAQbdeeefftnahmlg SFS[D(3,1)(2,1)] gLLAQcdeeeffqcedeeo SFS[D(2,1)(2,1)] gLLAQcedeeffhavelpg SFS[D(3,1)(2,1)] gLLAQcdeefefhslxxtg SFS[D(3,1)(2,1)] gLLAQbdeeeffakeaxhc reducible gLLAQbdeeeffhcalulg SFS[D(2,1)(2,1)] gLLAQbdeeeffanalulg reducible gLLAQbdeeeffxvtxhuc SFS[D(2,1)(2,1)] gLLAQbdeeeffaveaquc reducible gLLAQcedefeflhvaxlg SFS[D(2,1)(2,1)] gLLAQcdeefeflkhdxpg SFS[D(3,1)(2,1)] gLLAQcdeefeflkaaxlg reducible gLLAQcedeefflhwaqlg SFS[D(2,1)(2,1)] gLLMQbcdeeffhjomqgv SFS[D(2,1)(2,1)] gLLMQbcdeeffaoomqgv reducible gLLAQcdeeefflrxqxlg SFS[D(2,1)(2,1)] gLLAQbdeeeffhgtumhc reducible gLLAQbdeeeffakdaxhc reducible gLLAQbdeeeffabtumhc SFS[D(2,1)(2,1)] gLLAQbdeeeffhcatulg toroidal gLLAQbdeeeffanatulg reducible gLLAQbdeeeffxvuxmuc SFS[D(5,2)(2,1)] gLLAQbdeeeffxvuxhuc toroidal gLLAQbdeeeffavdaquc reducible gLLAQcedefefthvaxtg SFS[D(3,1)(2,1)] gLLAQcedefefthvaxag SFS[D(3,1)(2,1)] gLLAQcedefefthvaxlg toroidal gLLAQcdeefeftkhdxpg toroidal gLLAQcdeefeftkaaxlg reducible gLLMQbdeeeffavuehpg SFS[D(2,1)(2,1)] gLLAQcedeeffthwaqlg toroidal gLLMQbcdeeffhjopqgv toroidal gLLAQcedefefthsapdg SFS[D(3,1)(2,1)] gLLAQcedefefthvdxtg SFS[D(3,1)(2,1)] gLLAQcedefeftavexpg SFS[D(2,1)(2,1)] gLLAQcdeefeftkhexpg SFS[D(4,1)(2,1)] gLLMQbcdeeffaoopqgv reducible gLLAQcdeeefftrxqxlg toroidal gLLMQbcdeeffhbnadnv SFS[D(3,1)(2,1)] gLLAQcdeeeffawaptxo SFS[D(2,1)(2,1)] gLLAQbdeeeffdgaaxhc SFS[D(2,1)(2,1)] gLLAQbdeeeffekddlhc toroidal gLLAQbdeeeffxkddlhc SFS[D(3,1)(2,1)] gLLAQbdeeeffmkddlhc SFS[D(3,1)(2,1)] gLLAQbdeeeffekiithc SFS[D(3,1)(2,1)] gLLAQbdeeeffxkiithc SFS[D(3,1)(2,1)] gLLAQbdeeeffekxxahc SFS[D(3,1)(2,1)] gLLAQbdeeeffxkxxahc reducible gLLAQbdeeeffmkxxahc SFS[D(3,1)(2,1)] gLLAQbdeeeffakppehc SFS[D(3,1)(2,1)] gLLAQbdeeeffakuumhc SFS[D(3,1)(2,1)] gLLAQbdeeefflkaaxhc SFS[D(3,1)(2,1)] gLLAQbdeefeflraaxhg reducible gLLAQbdeefeftraaxhg reducible gLLAQbdeeefftkaaxhc SFS[D(3,1)(2,1)] gLLAQbdeeeffhvaaxhc SFS[D(2,1)(2,1)] gLLAQcedeeffaajxhxo SFS[D(2,1)(2,1)] gLLAQcedeeffaavxtxo SFS[D(2,1)(2,1)] gLLAQbdeeeffhcaaulg SFS[D(2,1)(2,1)] gLLAQbdeeeffxnxxdlg reducible gLLAQbdeeeffanuuplg SFS[D(3,1)(2,1)] gLLAQbdeeeffanppalg SFS[D(3,1)(2,1)] gLLAQbdeefeflwaaepc reducible gLLAQbdeeefflnaaulg SFS[D(3,1)(2,1)] gLLAQbdeeefftnaaulg SFS[D(3,1)(2,1)] gLLAQbdeefeftwaaepc reducible gLLAQcdeeeffavapapo T2xI gLLAQbdeefefdcaaedc T2xI gLLAQbdeefefefddeec SFS[A(2,1)] gLLAQcedeeffaasxapo SFS[D(2,1)(2,1)] gLLAQbdeeeffxvxxhuc SFS[D(2,1)(2,1)] gLLAQbdeeeffhkaaquc reducible gLLAQbdeeeffavpptuc SFS[D(3,1)(2,1)] gLLAQbdeeeffavuuduc SFS[D(3,1)(2,1)] gLLAQbdeeefflvaaquc reducible gLLAQbdeefeflbaapqg SFS[D(3,1)(2,1)] gLLAQbdeefeftbaapqg SFS[D(3,1)(2,1)] gLLAQbdeeefftvaaquc reducible gLLAQbdeefefevddxxg SFS[D(2,1)(2,1)] gLLAQbdeeefferddauc reducible gLLAQbdeeeffmviiluc T2xI gLLAQbdeeeffejddauc reducible gLLAQbdeeefflvppmuc SFS[D(2,1)(2,1)] gLLAQcedeeffaavthxo SFS[D(2,1)(2,1)] gLLAQcedeeffatvthxo SFS[D(2,1)(2,1)] gLLAQcedeeffalvthxo toroidal gLLAQcedeeffahvdixo SFS[D(3,1)(2,1)] gLLAQcedeeffaivqlxo SFS[D(3,1)(2,1)] gLLAQcdeeeffakadixo SFS[D(3,1)(2,1)] gLLAQcdeefefaoaaxtg reducible gLLAQcedeeffaajeqxo SFS[D(3,1)(2,1)] gLLAQcdeeeffakheexo SFS[D(3,1)(2,1)] gLLAQcedeeffaqjqqxo reducible gLLAQcdeefefaoxtxtg SFS[D(3,1)(2,1)] gLLAQcdeeeffawaddxo SFS[D(3,1)(2,1)] gLLAQcdeefefawaaxag reducible gLLAQcedeeffaaveexo SFS[D(3,1)(2,1)] gLLAQcedeeffaqvqexo SFS[D(2,1)(2,1)] gLLAQcdeefefakhdxpg SFS[D(3,1)(2,1)] gLLAQcdeefefakaaxlg reducible gLLAQcedeeffahwaqlg SFS[D(2,1)(2,1)] gLLAQcdeeeffafxqxpo SFS[D(2,1)(2,1)] gLLAQcdeeeffavadppo SFS[D(3,1)(2,1)] gLLAQcedeeffaasexpo SFS[D(3,1)(2,1)] gLLAQcdeeeffakaaixo reducible gLLAQcedeeffaajdqxo SFS[D(3,1)(2,1)] gLLAQcdeefefaoadxtg SFS[D(3,1)(2,1)] gLLAQcedeeffalvuhxo SFS[D(3,1)(2,1)] gLLAQcedeeffahvaixo reducible gLLAQcedeeffaivplxo SFS[D(3,1)(2,1)] gLLAQcedeeffahjaxxo SFS[D(2,1)(2,1)] gLLAQcdeeeffaoaaxxo reducible gLLAQcdeeeffaoxtixo SFS[D(3,1)(2,1)] gLLAQcdeeeffawaadxo reducible gLLAQcedeeffaavdexo SFS[D(3,1)(2,1)] gLLAQcdeefefawadxag SFS[D(3,1)(2,1)] gLLAQcdeeeffakhdexo SFS[D(3,1)(2,1)] gLLAQcedeeffaasdxpo SFS[D(3,1)(2,1)] gLLAQcdeeeffasadplg SFS[D(3,1)(2,1)] gLLAQcedeeffaabuapo T2xI gLLAQcedeeffapbappo T2xI gLLAQcedeeffalftalg SFS[A(2,1)] gLLAQcdeeeffarxqxlg SFS[D(2,1)(2,1)] gLLAQcedeeffahsaqpo reducible gLLAQcdeefefavidpxg SFS[D(2,1)(2,1)] gLLAQcdeefefareulqo SFS[D(2,1)(2,1)] gLLAQbdeeeffakahqhc SFS[D(2,1)(2,1)] gLLAQcdeeeffhcaqaxv reducible gLLAQbdeeefflsahqhc SFS[D(3,1)(2,1)] gLLAQbdeefeflwahetc toroidal gLLAQbdeeeffanxadlg SFS[D(2,1)(2,1)] gLLAQbdeefeftwahetc SFS[D(2,1)(2,1)] gLLAQbdeeefflvahduc SFS[D(3,1)(2,1)] gLLAQbdeeefferdmquc SFS[D(2,1)(2,1)] gLLAQbdeeeffevdmquc SFS[D(2,1)(2,1)] gLLAQcedeeffqajpmuc SFS[D(3,1)(2,1)] gLLAQbdeeeffdkahiuc SFS[D(3,1)(2,1)] gLLAQbdeeeffejdmquc toroidal gLLAQbdeeefflvahiuc SFS[D(3,1)(2,1)] gLLAQbdeeefflvpiluc reducible gLLAQbdeeefflvulhuc SFS[D(3,1)(2,1)] gLLAQbdeeefflvahxuc toroidal gLLAQbdeeeffavahxuc SFS[D(2,1)(2,1)] gLLAQbdeeefftvahxuc SFS[D(2,1)(2,1)] gLLAQcdeeeffhsamaxv reducible gLLAQcdeeeffhsueuxv SFS[D(3,1)(2,1)] gLLAQcdeeeffhspxpxv SFS[D(3,1)(2,1)] gLLAQcedeeffqavdmuc SFS[D(3,1)(2,1)] gLLAQcedefefhlbalev SFS[D(3,1)(2,1)] gLLAQcedefefhabalev reducible gLLAQcedefefhtbalev SFS[D(3,1)(2,1)] gLLAQbdeeeffajtlhuc SFS[D(2,1)(2,1)] gLLAQbdeeeffxjemquc reducible gLLAQcedeeffuasuxhc SFS[D(2,1)(2,1)] gLLMQbdeeeffhgqmelg SFS[D(3,1)(2,1)] gLLAQcedeeffuajuquc SFS[D(2,1)(2,1)] gLLAQcdeeeffuohuquc SFS[D(4,1)(2,1)] gLLAQcedeeffuavueuc SFS[D(2,1)(2,1)] gLLAQbdeeeffmkamuhc T2xI gLLAQbdeeeffabmithc T2xI gLLAQbdeeeffmkamthc T2xI gLLAQbdeeeffmwamxlg SFS[A(2,1)] gLLAQbdeeeffmramquc T2xI gLLAQbdeeeffmvamquc T2xI gLLAQbdeeeffmjamquc SFS[A(2,1)] gLLAQbdeeeffavehiuc SFS[D(3,1)(2,1)] gLLAQbdeeeffavxlhuc SFS[D(3,1)(2,1)] gLLAQbdeeeffmkamxhc SFS[A(2,1)] gLLAQcedeeffiavuluc SFS[D(3,1)(2,1)] gLLAQcedeeffiavqluc SFS[D(3,1)(2,1)] gLLAQcbdefffdnnpann m009(0,0) gLLAQbdecffflvtjinn SFS[D(9,2)(2,1)] gLLAQcbdefffangmagn SFS[D(3,1)(2,1)] gLLAQcbdefffangidgg SFS[D(3,1)(2,1)] gLLAQcbdefffanoiaon SFS[D(3,1)(2,1)] gLLAQbeddeffaabghgj toroidal gLLAQcbdefffhngpdgg SFS[D(3,1)(2,1)] gLLAQcbdefffhnjhajj m011(0,0) gLLAQcbdefffhnjhajb toroidal gLLAQcbdefffhnjhajn toroidal gLLAQcbdefffhnnhann toroidal gLLAQbdecffftvtjinn SFS[D(6,1)(2,1)] gLLAQbdcefffebsuajg SFS[D(9,4)(2,1)] gLLAQbdcefffxvseacc SFS[D(4,3)(3,1)] gLLAQbdceffflvsqdvv SFS[D(3,1)(2,1)] gLLAQbdcefffawsqxgg SFS[D(3,1)(2,1)] gLLAQbdcefffansqacc SFS[D(7,2)(2,1)] gLLAQbdcefffansqhck SFS[D(11,2)(2,1)] gLLAQbdcefffassqafo toroidal gLLAQbdcefffabsqafo SFS[D(7,2)(2,1)] gLLAQbdcefffassqqff toroidal gLLAQbdcefffabsqqff SFS[D(3,1)(2,1)] gLLAQbdcefffaksqqff SFS[D(3,1)(2,1)] gLLAQbdcefffabsqdsc SFS[D(3,1)(2,1)] gLLAQbdcefffabsqegf SFS[D(3,1)(2,1)] gLLAQbdcefffabsqugo SFS[D(2,1)(2,1)] gLLAQbdcefffabsqago toroidal gLLAQbdcefffabsqpgo SFS[D(2,1)(2,1)] gLLAQbdcefffabsqagc SFS[D(7,2)(2,1)] gLLAQbdcefffabsqxrg SFS[D(5,2)(2,1)] gLLAQbdcefffabsqdro SFS[D(5,2)(2,1)] gLLAQbdcefffabsqevw SFS[D(5,2)(2,1)] gLLAQbdcefffabsdlrr SFS[D(3,1)(2,1)] gLLAQbdcefffabsdiss SFS[D(3,1)(2,1)] gLLAQbdcefffavsqqfo SFS[D(5,2)(2,1)] gLLAQbdcefffarsqqfo SFS[D(11,2)(2,1)] gLLAQbdcefffajsqqfo toroidal gLLAQbdcefffarsqaoo SFS[D(7,2)(2,1)] gLLAQbdcefffajsqaoo toroidal gLLAQbdcefffavsqlbv SFS[D(5,2)(2,1)] gLLAQbdcefffavsqtbv SFS[D(5,2)(2,1)] gLLAQbdcefffavsqawo SFS[D(7,2)(2,1)] gLLAQbdcefffavsqljr SFS[D(3,1)(2,1)] gLLAQbdcefffavsqtjr SFS[D(3,1)(2,1)] gLLAQbdcefffavsqhkk SFS[D(3,1)(2,1)] gLLAQbdcefffavsqakc SFS[D(7,2)(2,1)] gLLAQbdcefffavsqujb SFS[D(2,1)(2,1)] gLLAQbdcefffavsqako toroidal gLLAQbdcefffavsqpgv SFS[D(2,1)(2,1)] gLLAQbdcefffhcsqann m142(0,0) gLLAQbdcefffhcsqacc toroidal gLLAQbdcefffhgsqabb SFS[D(5,2)(3,1)] gLLAQbdcefffhgsqeff SFS[D(4,1)(3,1)] gLLAQbdcefffhgsqanb m142(0,0) gLLAQbdcefffhgsqdsc m178(0,0) gLLAQbdcefffhgsqegf m081(0,0) gLLAQbdcefffhgsqugo m141(0,0) gLLAQbdcefffhgsqago SFS[D(8,3)(2,1)] gLLAQbdcefffhgsqpgo m046(0,0) gLLAQbdcefffhgsqugc m116(0,0) gLLAQbdcefffhgsqagc toroidal gLLAQbdcefffhgsqpgc m054(0,0) gLLAQbdcefffhgsqajb m035(0,0) gLLAQbdcefffhgsqdrc m154(0,0) gLLAQbdcefffhgsqevf m171(0,0) gLLAQbdcefffhosqaoo SFS[D(8,3)(2,1)] gLLAQbdcefffhosqajj m035(0,0) gLLAQbdcefffdfsqajk SFS[D(12,5)(2,1)] gLLAQbdcefffpssqpss reducible gLLAQbdcefffpcsqacc SFS[D(8,3)(2,1)] gLLAQbdcefffpfsqinn m009(0,0) gLLAQbdcefffpksqajj m045(0,0) gLLAQaeddfffjaqhknn SFS[D(5,2)(3,1)] gLLAQaeddfffjaqhfjj m035(0,0) gLLAQaeddfffjlqhrnn SFS[D(5,2)(3,1)] gLLAQaeddfffjaqhrbb m142(0,0) gLLAQaeddfffjtqhrjj m035(0,0) gLLAQaeddfffjaxikjj m045(0,0) gLLAQaeddfffjdedfjj SFS[D(11,4)(2,1)] gLLAQaeddfffjdddfjj SFS[D(7,2)(2,1)] gLLAQaeddfffjaadccc SFS[D(3,1)(2,1)] gLLAQaeddfffjpadwww SFS[D(3,1)(2,1)] gLLAQaeddfffjdadfjj toroidal gLLAQaeddfffjamdkcc SFS[D(5,2)(3,1)] gLLAQaeddfffjaahccc SFS[D(3,1)(2,1)] gLLAQaeddfffjaahcnn m011(0,0) gLLAQaeddfffjaahooo reducible gLLAQaeddfffjaahojj toroidal gLLAQaeddfffjiahggg SFS[D(3,1)(2,1)] gLLAQaeddfffjiahgjg m154(0,0) gLLAQaeddfffjiahgkg m185(0,0) gLLAQaeddfffjlahgsn m346(0,0) gLLAQaeddfffjlahgnn m011(0,0) gLLAQaeddfffjlahggn m117(0,0) gLLAQaeddfffjaahgcb SFS[D(5,2)(3,1)] gLLAQaeddfffjaahgbb toroidal gLLAQaeddfffjaahgfb SFS[D(4,3)(3,1)] gLLAQaeddfffjtahgjr m300(0,0) gLLAQaeddfffjtahgjj toroidal gLLAQaeddfffjtahgjv m189(0,0) gLLAQaeddfffjmahggg reducible gLLAQaeddfffjmahgjg m147(0,0) gLLAQaeddfffjmahgkg m147(0,0) gLLAQaeddfffjaahggg SFS[D(3,1)(2,1)] gLLAQaeddfffjaqpojn SFS[D(10,3)(2,1)] gLLAQaeddfffjampojn toroidal gLLAQaeddfffjaaancc SFS[D(3,1)(2,1)] gLLAQaeddfffjqaanck SFS[D(7,2)(2,1)] gLLAQaeddfffjqaawrr SFS[D(3,1)(2,1)] gLLAQaeddfffjaaawrg SFS[D(7,2)(2,1)] gLLAQaeddfffjlaavww SFS[D(3,1)(2,1)] gLLAQaeddfffjaaajoo toroidal gLLAQaeddfffjaaavoo SFS[D(3,1)(2,1)] gLLAQaeddfffjaaaroo SFS[D(3,1)(2,1)] gLLAQaeddfffjtaavkk toroidal gLLAQaeddfffjtaavjk SFS[D(2,1)(2,1)] gLLAQaeddfffjtaavgk SFS[D(2,1)(2,1)] gLLAQaeddfffjqaajof toroidal gLLAQaeddfffjqaarof SFS[D(7,2)(2,1)] gLLAQaeddfffjqaavkk SFS[D(3,1)(2,1)] gLLAQaeddfffjdaavkk SFS[D(3,1)(2,1)] gLLAQaeddfffjiaabgg SFS[D(3,1)(2,1)] gLLAQaeddfffjaaakfo SFS[D(7,2)(2,1)] gLLAQaeddfffjaaasfo toroidal gLLAQaeddfffjpaabvv SFS[D(3,1)(2,1)] gLLAQaeddfffjqaabff SFS[D(3,1)(2,1)] gLLAQaeddfffjqaakff SFS[D(3,1)(2,1)] gLLAQaeddfffjqaasff toroidal gLLAQaeddfffjmaabgg toroidal gLLAQaeddfffjmaabjg SFS[D(2,1)(2,1)] gLLAQaeddfffjmaabkg SFS[D(2,1)(2,1)] gLLAQaeddfffjaaabgg SFS[D(3,1)(2,1)] gLLAQaeddfffjamujoo SFS[D(4,1)(3,1)] gLLAQaeddfffjaapccc reducible gLLAQaeddfffjaapsrs SFS[D(8,3)(2,1)] gLLAQaeddfffjaapkjj m009(0,0) gLLAQaeddfffjaapfjn m045(0,0) gLLAQadeefffjahqfff SFS[D(8,3)(2,1)] gLLAQadeefffjuhqrrf toroidal gLLAQadeefffjaumooj SFS[D(4,1)(3,1)] gLLAQadeefffjaumnoj SFS[D(5,2)(3,1)] gLLAQadeefffjahqrrr toroidal gLLAQadeefffjalqrrr SFS[D(8,3)(2,1)] gLLAQadeefffjaapccc reducible gLLAQadeefffjauuffb SFS[D(7,2)(2,1)] gLLAQadeefffjuuubbv SFS[D(3,1)(2,1)] gLLAQadeefffjauuoob SFS[D(3,1)(2,1)] gLLAQadeefffjaeebff SFS[D(3,1)(2,1)] gLLAQadeefffjaeeoon SFS[D(3,1)(2,1)] gLLAQadeefffjmhhooj SFS[D(3,1)(2,1)] gLLAQadeefffjmhhokj toroidal gLLAQadeefffjmhhowj toroidal gLLAQadeefffjphhksj toroidal gLLAQadeefffjphhkbj toroidal gLLAQadeefffjahhffj toroidal gLLAQadeefffjahhfvj SFS[D(7,2)(2,1)] gLLAQadeefffjuhhnrj toroidal gLLAQadeefffjuhhrrj SFS[D(7,2)(2,1)] gLLAQadeefffjuhhorj toroidal gLLAQadeefffjihhooj SFS[D(3,1)(2,1)] gLLAQadeefffjihhokj toroidal gLLAQadeefffjihhowj toroidal gLLAQadeefffjahhooj toroidal gLLAQadeefffjahhokj SFS[D(3,1)(2,1)] gLLAQadeefffjahhowj SFS[D(3,1)(2,1)] gLLAQadeefffjauunss SFS[D(3,1)(2,1)] gLLAQadeefffjahhrrb SFS[D(7,2)(2,1)] gLLAQadeefffjahhggb SFS[D(3,1)(2,1)] gLLAQadeefffjaeebss SFS[D(7,2)(2,1)] gLLAQadeefffjahhccn SFS[D(3,1)(2,1)] gLLAQadeefffjmahooo SFS[D(3,1)(2,1)] gLLAQadeefffjiahooo SFS[D(3,1)(2,1)] gLLAQadeefffjaahooo reducible gLLAQadeefffjatecfj SFS[D(5,2)(3,1)] gLLAQadeefffjateffj SFS[D(4,3)(3,1)] gLLAQadeefffjatebfj toroidal gLLAQadeefffjaahggg SFS[D(3,1)(2,1)] gLLAQadeefffjaahccc SFS[D(3,1)(2,1)] gLLAQadeefffjadmcck SFS[D(5,2)(3,1)] gLLAQadeefffjaadccc SFS[D(3,1)(2,1)] gLLAQadeefffjaiibss SFS[D(3,1)(2,1)] gLLAQadeefffjaiigos SFS[D(3,1)(2,1)] gLLAQbeddeffaabghrr toroidal gLLMQbecfeffaawxhqc m004(0,0) gLLMQbecffefauwdluw SFS[D(2,1)(2,1)] gLLMQbecfefftawxhqs toroidal gLLMQbecfeffaawxhqs m117(0,0) gLLMQbecfefflawxhqs m004(0,0) gLLMQbecffefaawaluc SFS[D(3,1)(3,1)] gLLAQbdceffflvnxdvv SFS[D(2,1)(2,1)] gLLMQbecfeffdawdmdf SFS[D(2,1)(2,1)] gLLMQbecffefpawttiw SFS[D(7,3)(2,1)] gLLMQbecfeffauwdmdw SFS[D(2,1)(2,1)] gLLAQbdcefffdfnxajk SFS[D(8,3)(2,1)] gLLAQbeddeffaabghcn SFS[D(4,3)(3,1)] gLLAQbdcefffhcnxacc toroidal gLLAQbdcefffhcnxann m146(0,0) gLLAQbdcefffhonxaoo SFS[D(7,2)(2,1)] gLLAQbdcefffhonxajj m015(0,0) gLLAQbdcefffhgnxagc toroidal gLLAQbdcefffhgnxugc toroidal gLLAQbdcefffhgnxpgc m060(0,0) gLLAQbdcefffhgnxdsc m303(0,0) gLLAQbdcefffhgnxanb m146(0,0) gLLAQbdcefffhgnxegf toroidal gLLAQbdcefffhgnxdcc SFS[D(4,3)(3,1)] gLLAQbdcefffhgnxabb SFS[D(5,3)(3,1)] gLLAQbdcefffhgnxdrc m223(0,0) gLLAQbdcefffhgnxajb m015(0,0) gLLAQbdcefffhgnxevf toroidal gLLAQbdcefffhgnxago SFS[D(7,2)(2,1)] gLLAQbdcefffhgnxugo toroidal gLLAQbdcefffhgnxpgo m043(0,0) gLLAQbdcefffannxacc SFS[D(8,3)(2,1)] gLLAQbdcefffannxhck SFS[D(14,3)(2,1)] gLLAQbdcefffanrhhkk SFS[D(7,3)(2,1)] gLLAQbdcefffabrhdgo SFS[D(2,1)(2,1)] gLLAQbdcefffabrhenw SFS[D(2,1)(2,1)] gLLAQbdcefffabrhano SFS[D(8,3)(2,1)] gLLAQbdcefffajnxaoo toroidal gLLAQbdcefffakrhaoo SFS[D(8,3)(2,1)] gLLAQbdcefffabrharo toroidal gLLAQbdcefffabrhuro SFS[D(3,1)(2,1)] gLLAQbdcefffabrhpro SFS[D(3,1)(2,1)] gLLAQbdcefffabrhdjc SFS[D(5,2)(2,1)] gLLAQbdcefffabrherf SFS[D(5,2)(2,1)] gLLAQbdcefffajnxqfo toroidal gLLAQbdcefffabrhqof SFS[D(5,2)(2,1)] gLLAQbdcefffakrhqof SFS[D(14,3)(2,1)] gLLAQbdcefffabrharg SFS[D(8,3)(2,1)] gLLAQbdcefffabrhxgg SFS[D(2,1)(2,1)] gLLAQbdcefffabnxagc SFS[D(8,3)(2,1)] gLLAQbdcefffabnxdsc SFS[D(2,1)(2,1)] gLLAQbdcefffabnxegf SFS[D(2,1)(2,1)] gLLAQbdcefffabnxqff SFS[D(2,1)(2,1)] gLLAQbdcefffaknxqff SFS[D(7,3)(2,1)] gLLAQbdcefffajrhqoo toroidal gLLAQbdcefffabnxafo SFS[D(8,3)(2,1)] gLLAQbdcefffajrhafo toroidal gLLAQbdcefffabnxago toroidal gLLAQbdcefffabnxugo SFS[D(3,1)(2,1)] gLLAQbdcefffabnxpgo SFS[D(3,1)(2,1)] gLLAQbdcefffabnxxrg SFS[D(5,2)(2,1)] gLLAQbdcefffabnxdro SFS[D(5,2)(2,1)] gLLAQbdcefffabnxevw SFS[D(5,2)(2,1)] gLLAQbdcefffabnmlrr SFS[D(2,1)(2,1)] gLLAQbdcefffabnmiss SFS[D(2,1)(2,1)] gLLAQbdcefffpcnxacc SFS[D(7,2)(2,1)] gLLAQbdcefffpcriprr SFS[D(5,1)(2,1)] gLLAQbdcefffpfriann m007(0,0) gLLAQbdcefffpfnxinn SFS[D(3,1)(3,1)] gLLAQbeddeffaajoajr SFS[D(5,1)(2,1)] gLLAQbeddeffapospnn SFS[D(2,1)(2,1)] gLLAQbeddeffapjopcr SFS[D(7,2)(2,1)] gLLAQbeddeffdacvlgn SFS[D(5,3)(3,1)] gLLAQbeddeffeacvpkn toroidal gLLMQaeeffefnxhafjf SFS[D(7,2)(2,1)] gLLMQaeeffefjqxajoj SFS[D(2,1)(2,1)] gLLMQaeeffefnduafwf SFS[D(5,1)(2,1)] gLLMQaeeffefjduafwf SFS[D(7,2)(2,1)] gLLAQbdceffflvnuavv SFS[D(2,1)(2,1)] gLLAQbeddeffaaoodjr SFS[D(7,3)(2,1)] gLLAQbeddeffeaccekn SFS[D(2,1)(2,1)] gLLAQbeddeffaaooijr SFS[D(2,1)(2,1)] gLLAQbeddeffaiggmjr SFS[D(2,1)(2,1)] gLLAQbeddeffaaoodjn SFS[D(8,3)(2,1)] gLLAQbeddeffaaoohsn toroidal gLLAQbeddeffdaoomwn SFS[D(2,1)(2,1)] gLLAQbeddeffeaootvn SFS[D(7,3)(2,1)] gLLAQbeddeffapooinn SFS[D(2,1)(2,1)] gLLAQbeddeffdloomwn toroidal gLLAQbeddeffemootvn toroidal gLLAQbeddeffdloomwr toroidal gLLAQbeddeffemootvr toroidal gLLAQbeddeffdtoomwr toroidal gLLAQbeddeffapooecn SFS[D(8,3)(2,1)] gLLAQbeddeffeiootvr toroidal gLLAQbeddeffaaoohsr toroidal gLLAQbeddeffeaootvr SFS[D(8,3)(2,1)] gLLAQbeddeffapooecr SFS[D(7,3)(2,1)] gLLAQbeddeffdtoomwn toroidal gLLAQbeddeffeiootvn toroidal gLLMQaeeffefnalabkn SFS[D(8,3)(2,1)] gLLMQaeeffefnahafof SFS[D(7,3)(2,1)] gLLMQaeeffefjalabkn SFS[D(7,3)(2,1)] gLLMQaeeffefjahafof SFS[D(8,3)(2,1)] gLLMQaeeffefjahajoj SFS[D(2,1)(2,1)] gLLAQbeddeffapjopcn toroidal gLLAQbeddeffaajoajn SFS[D(7,2)(2,1)] gLLAQbeddeffdacvlgr SFS[D(4,3)(3,1)] gLLAQbeddeffeacvpkr SFS[D(5,3)(3,1)] gLLMQaeeffefjxhafjf toroidal gLLAQbdcefffhgnpabb SFS[D(4,3)(3,1)] gLLAQbdcefffabrulkk SFS[D(2,1)(2,1)] gLLAQbdcefffabruigg SFS[D(2,1)(2,1)] gLLAQbdcefffhgrpabb SFS[D(5,3)(3,1)] gLLAQbeddeffaabghcr SFS[D(5,3)(3,1)] gLLMQbecffefaasaluc m007(0,0) gLLAQbdceffflvniinn toroidal gLLMQbecffefpasttiw SFS[D(8,3)(2,1)] gLLAQbeddeffaabghrn SFS[D(5,3)(3,1)] gLLMQbecfefftasxhqs SFS[D(5,3)(3,1)] gLLMQbecfeffaasxhqs m146(0,0) gLLMQbecfefflasxhqs m015(0,0) gLLMQbecfeffaasxhqc m015(0,0) gLLAQbdceffftvniinn SFS[D(5,2)(2,1)] gLLAQbdcefffebrlajg SFS[D(4,1)(2,1)] gLLAQbdcefffannhhkk SFS[D(8,3)(2,1)] gLLAQbdcefffannhakc SFS[D(2,1)(2,1)] gLLAQbdcefffanrxhck SFS[D(13,3)(2,1)] gLLAQbdcefffanrxacc SFS[D(7,3)(2,1)] gLLAQbdcefffabrxagc SFS[D(7,3)(2,1)] gLLAQbdcefffajnhqoo toroidal gLLAQbdcefffakrxqff SFS[D(8,3)(2,1)] gLLAQbdcefffabrxavo SFS[D(2,1)(2,1)] gLLAQbdcefffajnhafo toroidal gLLAQbdcefffabrxafo SFS[D(7,3)(2,1)] gLLAQbdcefffakrxafo SFS[D(2,1)(2,1)] gLLAQbdcefffabrxago toroidal gLLAQbdcefffabrxugo SFS[D(3,1)(2,1)] gLLAQbdcefffabrxpgo SFS[D(3,1)(2,1)] gLLAQbdcefffabrxxrg SFS[D(4,1)(2,1)] gLLAQbdcefffabrxagg SFS[D(2,1)(2,1)] gLLAQbdcefffabrxdro SFS[D(4,1)(2,1)] gLLAQbdcefffabrxevw SFS[D(4,1)(2,1)] gLLAQbdcefffabnhano SFS[D(7,3)(2,1)] gLLAQbdcefffabnhaoo SFS[D(2,1)(2,1)] gLLAQbdcefffaknhaoo SFS[D(7,3)(2,1)] gLLAQbdcefffajrxaoo toroidal gLLAQbdcefffabnharo toroidal gLLAQbdcefffabnhuro SFS[D(3,1)(2,1)] gLLAQbdcefffabnhpro SFS[D(3,1)(2,1)] gLLAQbdcefffabnhdjc SFS[D(4,1)(2,1)] gLLAQbdcefffabnherf SFS[D(4,1)(2,1)] gLLAQbdcefffabnhqof SFS[D(4,1)(2,1)] gLLAQbdcefffaknhqof SFS[D(13,3)(2,1)] gLLAQbdcefffajrxqfo toroidal gLLAQbdcefffabnharg SFS[D(7,3)(2,1)] gLLAQbdcefffabnharc SFS[D(2,1)(2,1)] gLLAQbdcefffhcrxann m117(0,0) gLLAQbdcefffhcrxacc SFS[D(7,2)(2,1)] gLLAQbdcefffhgrxagc SFS[D(7,2)(2,1)] gLLAQbdcefffhgrxugc m019(0,0) gLLAQbdcefffhgrxpgc m119(0,0) gLLAQbdcefffhgrxdsc m346(0,0) gLLAQbdcefffhgrxanb m117(0,0) gLLAQbdcefffhgrxegf m011(0,0) gLLAQbdcefffhgrxdcc SFS[D(5,3)(3,1)] gLLAQbdcefffhgrxabb toroidal gLLAQbdcefffhgrxdrc m275(0,0) gLLAQbdcefffhgrxajb m004(0,0) gLLAQbdcefffhgrxevf m019(0,0) gLLAQbdcefffhgrxago SFS[D(5,1)(2,1)] gLLAQbdcefffhgrxugo m011(0,0) gLLAQbdcefffhgrxpgo m069(0,0) gLLAQbdcefffhgrxagg SFS[D(2,1)(2,1)] gLLAQbdcefffhorxaoo SFS[D(5,1)(2,1)] gLLAQbdcefffhorxajj m004(0,0) gLLAQbdcefffdcrxacc SFS[D(2,1)(2,1)] gLLAQbdcefffdfrxajk toroidal gLLAQbdcefffdwrxawc SFS[D(2,1)(2,1)] gLLAQbdcefffpcniprr SFS[D(7,2)(2,1)] gLLAQbdcefffpcrxacc SFS[D(5,1)(2,1)] gLLAQbdcefffpfrxinn m007(0,0) gLLAQbdcefffpfniann SFS[D(3,1)(3,1)] gLLAQadeefffnphqkkf SFS[D(2,1)(2,1)] gLLAQadeefffnahqfff SFS[D(7,3)(2,1)] gLLAQadeefffnuhqrrf toroidal gLLAQadeefffnaumooj SFS[D(5,2)(3,1)] gLLAQadeefffnaumnoj toroidal gLLAQadeefffnahqrrr toroidal gLLAQadeefffnahqkkk SFS[D(2,1)(2,1)] gLLAQadeefffnalqrrr SFS[D(7,3)(2,1)] gLLAQadeefffnaapccc SFS[D(3,1)(2,1)] gLLAQadeefffnaiqrrr SFS[D(2,1)(2,1)] gLLAQadeefffnauuffb SFS[D(5,1)(2,1)] gLLAQadeefffnuuubbv SFS[D(3,1)(2,1)] gLLAQadeefffnauuoob SFS[D(3,1)(2,1)] gLLAQadeefffnauunoo SFS[D(2,1)(2,1)] gLLAQadeefffnaeebff SFS[D(3,1)(2,1)] gLLAQadeefffnaeeffn SFS[D(2,1)(2,1)] gLLAQadeefffnaeeoon reducible gLLAQadeefffnmeeffw SFS[D(2,1)(2,1)] gLLAQadeefffnmhhooj reducible gLLAQadeefffnmhhokj SFS[D(12,5)(2,1)] gLLAQadeefffnmhhowj toroidal gLLAQadeefffnphhksj SFS[D(11,4)(2,1)] gLLAQadeefffnphhkkj SFS[D(2,1)(2,1)] gLLAQadeefffnphhkbj SFS[D(13,5)(2,1)] gLLAQadeefffnahhfgj SFS[D(2,1)(2,1)] gLLAQadeefffnahhffj SFS[D(7,2)(2,1)] gLLAQadeefffnahhfvj SFS[D(5,1)(2,1)] gLLAQadeefffnuhhnrj SFS[D(13,5)(2,1)] gLLAQadeefffnuhhrrj SFS[D(5,1)(2,1)] gLLAQadeefffnuhhorj toroidal gLLAQadeefffnihhooj SFS[D(3,1)(2,1)] gLLAQadeefffnihhokj SFS[D(9,4)(2,1)] gLLAQadeefffnihhowj SFS[D(12,5)(2,1)] gLLAQadeefffnahhooj SFS[D(3,1)(2,1)] gLLAQadeefffnahhokj SFS[D(3,1)(2,1)] gLLAQadeefffnahhowj reducible gLLAQadeefffnauunss reducible gLLAQadeefffnahhrrb SFS[D(5,1)(2,1)] gLLAQadeefffnahhggb SFS[D(3,1)(2,1)] gLLAQadeefffnaeebss SFS[D(5,1)(2,1)] gLLAQadeefffnahhccn reducible gLLAQadeefffnahhkkn SFS[D(2,1)(2,1)] gLLAQadeefffnmahooo toroidal gLLAQadeefffniahooo SFS[D(3,1)(2,1)] gLLAQadeefffnaahooo SFS[D(3,1)(2,1)] gLLAQadeefffnatecfj SFS[D(4,1)(3,1)] gLLAQadeefffnateffj SFS[D(5,3)(3,1)] gLLAQadeefffnatebfj toroidal gLLAQadeefffnaahggg SFS[D(3,1)(2,1)] gLLAQadeefffnaahccc toroidal gLLAQadeefffnadmcck SFS[D(4,1)(3,1)] gLLAQadeefffnaadccc SFS[D(3,1)(2,1)] gLLAQadeefffnaddnss SFS[D(2,1)(2,1)] gLLAQadeefffnaddkfs SFS[D(2,1)(2,1)] gLLAQadeefffnaiibss SFS[D(3,1)(2,1)] gLLAQadeefffnaiigos SFS[D(3,1)(2,1)] gLLAQaeddfffnaqhknn toroidal gLLAQaeddfffnaqhfjj m029(0,0) gLLAQaeddfffnatigkg SFS[D(2,1)(2,1)] gLLAQaeddfffnaqhrbb m081(0,0) gLLAQaeddfffnlqhrnn toroidal gLLAQaeddfffntqhrjj m029(0,0) gLLAQaeddfffnaxikjj m053(0,0) gLLAQaeddfffnaalvrv SFS[D(2,1)(2,1)] gLLAQaeddfffndedfjj SFS[D(13,5)(2,1)] gLLAQaeddfffnittfjj SFS[D(2,1)(2,1)] gLLAQaeddfffndddfjj SFS[D(5,1)(2,1)] gLLAQaeddfffnattrkg SFS[D(2,1)(2,1)] gLLAQaeddfffnaadccc SFS[D(3,1)(2,1)] gLLAQaeddfffnpadwww SFS[D(3,1)(2,1)] gLLAQaeddfffndadfjj toroidal gLLAQaeddfffnamdkcc SFS[D(4,1)(3,1)] gLLAQaeddfffnaahccc toroidal gLLAQaeddfffnaahcnn toroidal gLLAQaeddfffnaahooo SFS[D(3,1)(2,1)] gLLAQaeddfffnaahojj m006(0,0) gLLAQaeddfffnaahgbb toroidal gLLAQaeddfffnaahgcb SFS[D(4,1)(3,1)] gLLAQaeddfffnaahgfb SFS[D(5,3)(3,1)] gLLAQaeddfffnlahgnn toroidal gLLAQaeddfffnlahgsn m303(0,0) gLLAQaeddfffnlahggn m146(0,0) gLLAQaeddfffnmahgjg m185(0,0) gLLAQaeddfffnmahggg SFS[D(3,1)(2,1)] gLLAQaeddfffnmahgkg m154(0,0) gLLAQaeddfffniahgjg m178(0,0) gLLAQaeddfffniahggg toroidal gLLAQaeddfffniahgkg m178(0,0) gLLAQaeddfffnaahggg SFS[D(3,1)(2,1)] gLLAQaeddfffntahgjj m006(0,0) gLLAQaeddfffntahgjr m291(0,0) gLLAQaeddfffntahgjv m239(0,0) gLLAQaeddfffnaqpojn SFS[D(11,3)(2,1)] gLLAQaeddfffnampojn toroidal gLLAQaeddfffnqaanck SFS[D(2,1)(2,1)] gLLAQaeddfffnaaancc reducible gLLAQaeddfffnaaawrg SFS[D(5,1)(2,1)] gLLAQaeddfffnqaawrr SFS[D(3,1)(2,1)] gLLAQaeddfffnqaarof SFS[D(2,1)(2,1)] gLLAQaeddfffnaaajoo SFS[D(3,1)(2,1)] gLLAQaeddfffnaaavoo SFS[D(3,1)(2,1)] gLLAQaeddfffnaaaroo reducible gLLAQaeddfffnlaavww reducible gLLAQaeddfffniaavjc SFS[D(2,1)(2,1)] gLLAQaeddfffniaavjw SFS[D(2,1)(2,1)] gLLAQaeddfffnaaavkc SFS[D(2,1)(2,1)] gLLAQaeddfffnqaavkk reducible gLLAQaeddfffntaavkk SFS[D(3,1)(2,1)] gLLAQaeddfffndaavkk SFS[D(3,1)(2,1)] gLLAQaeddfffnqaabff reducible gLLAQaeddfffnqaakff SFS[D(3,1)(2,1)] gLLAQaeddfffnqaasff SFS[D(3,1)(2,1)] gLLAQaeddfffnaaabfo SFS[D(2,1)(2,1)] gLLAQaeddfffnaaakfo SFS[D(5,1)(2,1)] gLLAQaeddfffnaaasfo SFS[D(7,2)(2,1)] gLLAQaeddfffnpaabvv SFS[D(3,1)(2,1)] gLLAQaeddfffnlaabsn SFS[D(2,1)(2,1)] gLLAQaeddfffnlaabgn SFS[D(2,1)(2,1)] gLLAQaeddfffnmaabgg SFS[D(3,1)(2,1)] gLLAQaeddfffniaabgg reducible gLLAQaeddfffnaaabgg SFS[D(3,1)(2,1)] gLLAQaeddfffnappofv SFS[D(2,1)(2,1)] gLLAQaeddfffnappojn SFS[D(2,1)(2,1)] gLLAQaeddfffnamujoo SFS[D(5,2)(3,1)] gLLAQaeddfffnaapccc SFS[D(3,1)(2,1)] gLLAQaeddfffnaapsrs SFS[D(7,3)(2,1)] gLLAQaeddfffnaapkjj m032(0,0) gLLAQaeddfffnaapfjn m053(0,0) gLLAQcbdefffdjnpann m032(0,0) gLLAQbdecffflvtninn toroidal gLLAQcbdefffajgmagn reducible gLLAQcbdefffajgidgg SFS[D(3,1)(2,1)] gLLAQcbdefffajoiaon SFS[D(3,1)(2,1)] gLLAQbeddeffaabghgk toroidal gLLAQcbdefffhjgpdgg SFS[D(3,1)(2,1)] gLLAQcbdefffhjjhajj toroidal gLLAQcbdefffhjjhajb toroidal gLLAQcbdefffhjjhajn m006(0,0) gLLAQcbdefffhjnhann m006(0,0) gLLAQbdecffftvtninn SFS[D(9,2)(2,1)] gLLAQbdcefffebwuajg SFS[D(12,5)(2,1)] gLLAQbdcefffxvweacc SFS[D(5,3)(3,1)] gLLAQbdceffflvwqdvv SFS[D(3,1)(2,1)] gLLAQbdcefffawwqarg SFS[D(2,1)(2,1)] gLLAQbdcefffawwqxgg reducible gLLAQbdcefffanwqacc SFS[D(5,1)(2,1)] gLLAQbdcefffanwqhck SFS[D(7,1)(2,1)] gLLAQbdcefffaswqafo SFS[D(7,2)(2,1)] gLLAQbdcefffabwqafo SFS[D(5,1)(2,1)] gLLAQbdcefffakwqafo SFS[D(2,1)(2,1)] gLLAQbdcefffaswqqff SFS[D(3,1)(2,1)] gLLAQbdcefffabwqqff SFS[D(3,1)(2,1)] gLLAQbdcefffakwqqff reducible gLLAQbdcefffabwqavo SFS[D(2,1)(2,1)] gLLAQbdcefffabwqdsc SFS[D(3,1)(2,1)] gLLAQbdcefffabwqegf SFS[D(3,1)(2,1)] gLLAQbdcefffabwqago SFS[D(7,2)(2,1)] gLLAQbdcefffabwqagc SFS[D(5,1)(2,1)] gLLAQbdcefffabwqagg SFS[D(2,1)(2,1)] gLLAQbdcefffabwqxrg SFS[D(4,1)(2,1)] gLLAQbdcefffabwqdro SFS[D(4,1)(2,1)] gLLAQbdcefffabwqevw SFS[D(4,1)(2,1)] gLLAQbdcefffabwdlrr SFS[D(3,1)(2,1)] gLLAQbdcefffabwdiss SFS[D(3,1)(2,1)] gLLAQbdcefffavwqqfo SFS[D(4,1)(2,1)] gLLAQbdcefffarwqqfo SFS[D(7,1)(2,1)] gLLAQbdcefffajwqqfo SFS[D(11,2)(2,1)] gLLAQbdcefffavwqaoo SFS[D(2,1)(2,1)] gLLAQbdcefffarwqaoo SFS[D(5,1)(2,1)] gLLAQbdcefffajwqaoo SFS[D(7,2)(2,1)] gLLAQbdcefffavwqlbv SFS[D(4,1)(2,1)] gLLAQbdcefffavwqtbv SFS[D(4,1)(2,1)] gLLAQbdcefffavwqawo SFS[D(5,1)(2,1)] gLLAQbdcefffavwqljr SFS[D(3,1)(2,1)] gLLAQbdcefffavwqtjr SFS[D(3,1)(2,1)] gLLAQbdcefffavwqhkk SFS[D(3,1)(2,1)] gLLAQbdcefffavwqakc SFS[D(5,1)(2,1)] gLLAQbdcefffavwqako SFS[D(7,2)(2,1)] gLLAQbdcefffavwqakg SFS[D(2,1)(2,1)] gLLAQbdcefffhcwqann m081(0,0) gLLAQbdcefffhcwqacc toroidal gLLAQbdcefffhgwqabb toroidal gLLAQbdcefffhgwqeff SFS[D(5,2)(3,1)] gLLAQbdcefffhgwqanb m081(0,0) gLLAQbdcefffhgwqdsc m178(0,0) gLLAQbdcefffhgwqegf m142(0,0) gLLAQbdcefffhgwqugo m180(0,0) gLLAQbdcefffhgwqago SFS[D(7,3)(2,1)] gLLAQbdcefffhgwqpgo m082(0,0) gLLAQbdcefffhgwqugc m170(0,0) gLLAQbdcefffhgwqagc toroidal gLLAQbdcefffhgwqpgc m100(0,0) gLLAQbdcefffhgwqagg SFS[D(2,1)(2,1)] gLLAQbdcefffhgwqajb m029(0,0) gLLAQbdcefffhgwqdrc m185(0,0) gLLAQbdcefffhgwqevf m229(0,0) gLLAQbdcefffhowqaoo SFS[D(7,3)(2,1)] gLLAQbdcefffhowqajj m029(0,0) gLLAQbdcefffdcwqacc SFS[D(2,1)(2,1)] gLLAQbdcefffdfwqajk toroidal gLLAQbdcefffdwwqawc SFS[D(2,1)(2,1)] gLLAQbdcefffpswqpss SFS[D(3,1)(2,1)] gLLAQbdcefffpcwqacc SFS[D(7,3)(2,1)] gLLAQbdcefffpfwqinn m032(0,0) gLLAQbdcefffpkwqajj m053(0,0) gLLAQbeddeffhhjouro SFS[D(3,1)(2,1)] gLLMQbecffefamvdlic SFS[D(5,2)(2,1)] gLLMQbecffefaavdlic SFS[D(4,1)(2,1)] gLLMQbecefffaavqtpk SFS[D(3,1)(2,1)] gLLMQbecfeffeavxhqb SFS[D(4,1)(2,1)] gLLMQbecfeffxxvxqqv SFS[D(4,1)(2,1)] gLLMQbecfeffaavxmqc SFS[D(5,2)(2,1)] gLLMQbecfeffaavxhqc SFS[D(4,1)(2,1)] gLLMQbecffeflavdlis SFS[D(4,1)(2,1)] gLLMQbecffeflavdltj SFS[D(2,1)(2,1)] gLLMQbecffefapvdldc SFS[D(5,2)(2,1)] gLLMQbecffefaavdllj SFS[D(2,1)(2,1)] gLLMQbecffefapvdlhc toroidal gLLMQbecffefauvdliw SFS[D(2,1)(2,1)] gLLMQbecefffdlvutpg SFS[D(5,2)(2,1)] gLLMQbeceffftpvptpn SFS[D(2,1)(2,1)] gLLMQbecefffapvptpn SFS[D(2,1)(2,1)] gLLMQbecefffluvutpg SFS[D(5,2)(2,1)] gLLMQbeceffflpvptpn toroidal gLLMQbecefffeavitpk SFS[D(3,1)(2,1)] gLLMQbecefffemvitpk toroidal gLLMQbecefffeivitpk SFS[D(3,1)(2,1)] gLLMQbecefffapvttpc SFS[D(4,1)(2,1)] gLLMQbecfefflavxmqs SFS[D(5,2)(2,1)] gLLMQbecfefflavxhqs SFS[D(4,1)(2,1)] gLLMQbecfeffxavxhqv SFS[D(4,1)(2,1)] gLLMQbecfeffaavxdqj SFS[D(3,1)(2,1)] gLLMQbecfeffapvxqqc toroidal gLLMQbecfeffalvxqqc SFS[D(5,2)(2,1)] gLLMQbecfeffaxvxqqc SFS[D(4,1)(2,1)] gLLMQbecfeffauvxtqw SFS[D(3,1)(2,1)] gLLAQbeddeffaagoago T2xI gLLAQbeddeffmagomgo T2xI gLLMQbecffefaavaluc toroidal gLLMQbecffefalvalhc toroidal gLLAQbdceffflnoehnn SFS[D(2,1)(2,1)] gLLAQbdceffflnoeavn reducible gLLAQbdceffflvoehnv SFS[D(2,1)(2,1)] gLLAQbdceffflvoeqnc SFS[D(4,1)(2,1)] gLLAQbdceffflkoeanc SFS[D(4,1)(2,1)] gLLAQbdceffflkoeqnn SFS[D(4,1)(2,1)] gLLAQbdcefffenothkk SFS[D(3,1)(2,1)] gLLAQbdcefffenotakc reducible gLLAQbdcefffevothck SFS[D(3,1)(2,1)] gLLAQbdcefffebolajg SFS[D(5,2)(2,1)] gLLAQbeddeffeaggabo SFS[D(2,1)(2,1)] gLLAQbeddeffeagghgo reducible gLLAQbeddeffhaooqjo reducible gLLAQbeddeffeaoougo reducible gLLAQbeddeffahooqjo reducible gLLAQbeddeffdhoomro reducible gLLAQbeddeffeqootno reducible gLLAQbeddeffphoomro reducible gLLAQbeddeffhhoomro reducible gLLAQbeddeffpaooejo reducible gLLAQbeddeffmaccmgo T2xI gLLAQbeddeffeiccqoo SFS[D(2,1)(2,1)] gLLAQbeddeffeiggdbo SFS[D(2,1)(2,1)] gLLMQbecefffhhvqqqk reducible gLLMQbeceffflavmqqk reducible gLLMQbeceffflivmqqk reducible gLLMQbeceffflmvmqqk reducible gLLMQbecefffeavaqqb SFS[D(2,1)(2,1)] gLLMQbecefffxxvxqqv SFS[D(2,1)(2,1)] gLLMQbecefffxavaqqv SFS[D(2,1)(2,1)] gLLMQbecefffaxvxqqc SFS[D(2,1)(2,1)] gLLMQbecffeftpvtttn reducible gLLMQbecffefapvtttn reducible gLLMQbecffeflpvtttn reducible gLLMQbecffefapvttpc SFS[D(2,1)(2,1)] gLLMQbecfefflavdtds SFS[D(2,1)(2,1)] gLLMQbecfefflavdidj reducible gLLMQbecfeffpavdtdw T2xI gLLAQbdcefffdromhgg SFS[D(3,1)(2,1)] gLLAQbdcefffdromagb reducible gLLAQbdcefffdwomhbg SFS[D(3,1)(2,1)] gLLAQbdcefffdfoxajk SFS[D(4,1)(2,1)] gLLAQbeddeffaijwico reducible gLLAQbeddeffaajwico reducible gLLAQbeddeffaabvigo reducible gLLAQbeddeffainsmgo reducible gLLAQbeddeffplbvhno reducible gLLAQbeddeffplbvejo reducible gLLAQbeddeffmajwmgo SFS[D(2,1)(2,1)] gLLAQbeddeffphbvdgo reducible gLLAQbeddeffdhbvdgo reducible gLLAQbeddeffahbvhfo reducible gLLAQbeddeffeqbveko reducible gLLAQbeddeffhhbvdgo reducible gLLAQbeddeffeajwibo reducible gLLAQbeddeffhabvhfo reducible gLLAQbeddeffeabvmbo reducible gLLAQbeddeffeajwego SFS[D(2,1)(2,1)] gLLAQbeddeffeljwdvo SFS[D(2,1)(2,1)] gLLAQbeddeffelnstbo SFS[D(2,1)(2,1)] gLLAQbeddeffpdbvhco reducible gLLAQbeddeffpdbvhro reducible gLLMQbecffeftivdqtk reducible gLLMQbecffefaivdqtk reducible gLLMQbecffeflivdqtk reducible gLLMQbecffefaivdqic SFS[D(2,1)(2,1)] gLLMQbecefffaavqtdk reducible gLLMQbecefffxxvxtdv T2xI gLLMQbecefffhhvatdc reducible gLLMQbecfeffdavttqf SFS[D(2,1)(2,1)] gLLMQbecfeffdavteqj reducible gLLMQbeceffflavatds SFS[D(2,1)(2,1)] gLLMQbecefffeavitdk reducible gLLMQbecefffemvitdk reducible gLLMQbecefffeivitdk reducible gLLMQbecefffxavatdv T2xI gLLMQbecefffaxvxtdc T2xI gLLMQbecfeffaavtdqj reducible gLLMQbecfeffapvtqqc reducible gLLMQbecfeffauvttqw reducible gLLMQbecfeffpavttqw SFS[D(2,1)(2,1)] gLLAQbeddeffhajohjo SFS[D(2,1)(2,1)] gLLAQbeddeffahjohjo reducible gLLMQbecffefhhvaqak SFS[D(2,1)(2,1)] gLLMQbecffefxxvaqhv SFS[D(4,1)(2,1)] gLLMQbecffefxavaqqv SFS[D(4,1)(2,1)] gLLMQbecffefaxvaqhc SFS[D(4,1)(2,1)] gLLAQbdceffftvoeqnc SFS[D(5,2)(2,1)] gLLAQbdceffftkoeanc SFS[D(5,2)(2,1)] gLLAQbdceffftkoeqnn SFS[D(5,2)(2,1)] gLLAQbdcefffmnopxwg reducible gLLAQbdcefffmnopakn reducible gLLAQbdcefffmnophos reducible gLLAQbdcefffmnopxkk reducible gLLAQbdcefffmnophvk reducible gLLAQbdcefffmnophcn reducible gLLAQbdcefffmnopxcc reducible gLLAQbdcefffmnopavc reducible gLLAQbdcefffmnopxrb reducible gLLAQbdcefffmnophjf reducible gLLAQbdcefffmkopxvc reducible gLLAQbdcefffmrotavr SFS[D(2,1)(2,1)] gLLAQbdcefffmkopxkn reducible gLLAQbdcefffmkoqusk reducible gLLAQbdcefffmkoquss reducible gLLAQbdcefffmkoqusb reducible gLLAQbdcefffmkomqro reducible gLLAQbdcefffmkomarf reducible gLLAQbdcefffmroaawn reducible gLLAQbdcefffmroaunf reducible gLLAQbdcefffmroapfw reducible gLLAQbdcefffmkotxvn reducible gLLAQbdcefffmropakr SFS[D(2,1)(2,1)] gLLAQbdcefffmkotxkc reducible gLLAQbdcefffmkolebk reducible gLLAQbdcefffmkolebb reducible gLLAQbdcefffmkolebs reducible gLLAQbdcefffmkoaawj reducible gLLAQbdcefffmromaff reducible gLLAQbdcefffmromuww reducible gLLAQbdcefffmrompnn reducible gLLAQbdcefffmkoaqgj reducible gLLAQbdcefffewopaff SFS[D(2,1)(2,1)] gLLAQbdcefffenophjf SFS[D(3,1)(3,2)] gLLAQbdcefffewomtvv SFS[D(2,1)(2,1)] gLLAQbdcefffesopakb SFS[D(5,2)(2,1)] gLLAQbdcefffesopakk toroidal gLLAQbdcefffebopakk SFS[D(5,2)(2,1)] gLLAQbdcefffesoqaoo SFS[D(5,2)(2,1)] gLLAQbdcefffesomdkk toroidal gLLAQbdcefffesomeoo SFS[D(5,2)(2,1)] gLLAQbdcefffevopafr SFS[D(2,1)(2,1)] gLLAQbdcefffevoparr SFS[D(2,1)(2,1)] gLLAQbdcefffevopakr toroidal gLLAQbdcefffejopakr SFS[D(5,2)(2,1)] gLLAQbdcefffevopukk SFS[D(5,2)(2,1)] gLLAQbdcefffevopikk SFS[D(4,1)(2,1)] gLLAQbdcefffevopakj SFS[D(5,2)(2,1)] gLLAQbdcefffevoquno SFS[D(4,1)(2,1)] gLLAQbdcefffevoqtcg SFS[D(3,1)(2,1)] gLLAQbdcefffevoqtcc SFS[D(3,1)(2,1)] gLLAQbdcefffevoqlco SFS[D(4,1)(2,1)] gLLAQbdcefffevoqaco SFS[D(5,2)(2,1)] gLLAQbdcefffevoqtco toroidal gLLAQbdcefffevoquro SFS[D(5,2)(2,1)] gLLAQbdcefffevomurr SFS[D(2,1)(2,1)] gLLAQbdcefffevomabf SFS[D(3,1)(2,1)] gLLAQbdcefffevomuww SFS[D(4,1)(2,1)] gLLAQbdceffferomaff SFS[D(3,1)(2,1)] gLLAQbdceffferomuww toroidal gLLAQbdceffferompnn SFS[D(3,1)(2,1)] gLLAQbdcefffejomuww SFS[D(5,2)(2,1)] gLLAQbdcefffhromxsf SFS[D(3,1)(3,1)] gLLAQbdcefffhoomawk SFS[D(4,1)(2,1)] gLLAQbdcefffhoomaww SFS[D(5,2)(2,1)] gLLAQbdcefffhkomaww SFS[D(4,1)(2,1)] gLLAQbdcefffhooxaoo SFS[D(2,1)(2,1)] gLLAQbdcefffhooxajj SFS[D(4,1)(2,1)] gLLAQbdcefffhooelcc SFS[D(5,2)(2,1)] gLLAQbdcefffhooetcc SFS[D(4,1)(2,1)] gLLAQbdcefffhgomawv SFS[D(5,2)(2,1)] gLLAQbdcefffhfomawv SFS[D(4,1)(2,1)] gLLAQbdcefffhgomann SFS[D(2,1)(2,1)] gLLAQbdcefffhgomunn toroidal gLLAQbdcefffhgomiss SFS[D(5,2)(2,1)] gLLAQbdcefffhgompnn SFS[D(2,1)(2,1)] gLLAQbdcefffhgomawf SFS[D(4,1)(2,1)] gLLAQbdcefffhgoxugc SFS[D(5,2)(2,1)] gLLAQbdcefffhgoxegf SFS[D(3,1)(2,1)] gLLAQbdcefffhgoxeff SFS[D(3,1)(2,1)] gLLAQbdcefffhgoxdrc SFS[D(5,2)(2,1)] gLLAQbdcefffhgoxajb SFS[D(4,1)(2,1)] gLLAQbdcefffhgoxevf toroidal gLLAQbdcefffhgoxago SFS[D(2,1)(2,1)] gLLAQbdcefffhgoxugo toroidal gLLAQbdcefffhgoxpgo SFS[D(2,1)(2,1)] gLLAQbdcefffhgoeask SFS[D(3,1)(2,1)] gLLAQbdcefffhgoeuss SFS[D(5,2)(2,1)] gLLAQbdcefffhvoeass SFS[D(3,1)(2,1)] gLLAQbdcefffhvoeuss toroidal gLLAQbdcefffhvoepss SFS[D(3,1)(2,1)] gLLAQbdcefffhfoeuss SFS[D(4,1)(2,1)] gLLAQbdceffftwoltcc SFS[D(2,1)(2,1)] gLLAQbdceffftwoiajj SFS[D(2,1)(2,1)] gLLAQbdceffftsoldnn toroidal gLLAQbdceffftsolagg SFS[D(5,2)(2,1)] gLLAQbdceffftsohaoo SFS[D(3,1)(2,1)] gLLAQbdceffftsoiaon SFS[D(5,2)(2,1)] gLLAQbdceffftkoiqnc SFS[D(5,2)(2,1)] gLLAQbdceffftsoiann toroidal gLLAQbdceffftkoiann SFS[D(5,2)(2,1)] gLLAQbdceffftvolubb SFS[D(2,1)(2,1)] gLLAQbdceffftvolaog SFS[D(5,2)(2,1)] gLLAQbdceffftvolugg SFS[D(4,1)(2,1)] gLLAQbdceffftrolugg SFS[D(5,2)(2,1)] gLLAQbdceffftvohusk SFS[D(4,1)(2,1)] gLLAQbdceffftvohlsv SFS[D(4,1)(2,1)] gLLAQbdceffftvohtsv SFS[D(5,2)(2,1)] gLLAQbdceffftvohaco SFS[D(3,1)(2,1)] gLLAQbdceffftvohusb toroidal gLLAQbdceffftvohprv SFS[D(3,1)(2,1)] gLLAQbdceffftvohuss SFS[D(5,2)(2,1)] gLLAQbdceffftvoiabj SFS[D(2,1)(2,1)] gLLAQbdceffftvoiabb SFS[D(2,1)(2,1)] gLLAQbdceffftvoiabn toroidal gLLAQbdceffftroiabn SFS[D(5,2)(2,1)] gLLAQbdceffftvoiacn SFS[D(5,2)(2,1)] gLLAQbdceffftvoiaww SFS[D(3,1)(2,1)] gLLAQbdceffftvoiunn toroidal gLLAQbdceffftvoiinn SFS[D(4,1)(2,1)] gLLAQbdceffftvoiqnn SFS[D(5,2)(2,1)] gLLAQbdceffftvoipff SFS[D(3,1)(2,1)] gLLAQbdceffflnoihjf SFS[D(3,1)(2,1)] gLLAQbdceffflsoldnn SFS[D(5,2)(2,1)] gLLAQbdceffflsolagg SFS[D(4,1)(2,1)] gLLAQbdceffflsohaoo SFS[D(3,1)(2,1)] gLLAQbdceffflsoiaon SFS[D(4,1)(2,1)] gLLAQbdceffflkoiqnc SFS[D(4,1)(2,1)] gLLAQbdceffflsoiann SFS[D(5,2)(2,1)] gLLAQbdceffflkoiann SFS[D(4,1)(2,1)] gLLAQbdceffflvolaog SFS[D(4,1)(2,1)] gLLAQbdceffflvolajr SFS[D(2,1)(2,1)] gLLAQbdceffflvolugg SFS[D(5,2)(2,1)] gLLAQbdceffflrolajj SFS[D(2,1)(2,1)] gLLAQbdceffflrolugg toroidal gLLAQbdceffflrolpkk SFS[D(2,1)(2,1)] gLLAQbdceffflvohusk SFS[D(5,2)(2,1)] gLLAQbdceffflvohtwv SFS[D(2,1)(2,1)] gLLAQbdceffflvohtvv SFS[D(2,1)(2,1)] gLLAQbdceffflvohlsv SFS[D(5,2)(2,1)] gLLAQbdceffflvohtsv toroidal gLLAQbdceffflvohaco SFS[D(3,1)(2,1)] gLLAQbdceffflvohusb toroidal gLLAQbdceffflvohprv SFS[D(3,1)(2,1)] gLLAQbdceffflvohuss SFS[D(4,1)(2,1)] gLLAQbdceffflvoiabn SFS[D(5,2)(2,1)] gLLAQbdceffflroiabn SFS[D(4,1)(2,1)] gLLAQbdceffflvoiacn SFS[D(4,1)(2,1)] gLLAQbdceffflvoiaww SFS[D(3,1)(2,1)] gLLAQbdceffflvoiunn toroidal gLLAQbdceffflvoiinn SFS[D(5,2)(2,1)] gLLAQbdceffflvoiqnn SFS[D(4,1)(2,1)] gLLAQbdceffflvoipff SFS[D(3,1)(2,1)] gLLAQbdcefffajoetcc SFS[D(2,1)(2,1)] gLLAQbdcefffajoxaoo reducible gLLAQbdcefffaboharo reducible gLLAQbdcefffabohuro reducible gLLAQbdcefffabohpro reducible gLLAQbdcefffajoxqfo reducible gLLAQbdcefffajomawk SFS[D(2,1)(2,1)] gLLAQbdcefffajomqwv SFS[D(2,1)(2,1)] gLLAQbdcefffajolugg SFS[D(2,1)(2,1)] gLLAQbdcefffajohqoo reducible gLLAQbdcefffajohafo reducible gLLAQbdcefffaboxago reducible gLLAQbdcefffaboxugo reducible gLLAQbdcefffaboxpgo reducible gLLAQbdcefffajoiqrn SFS[D(2,1)(2,1)] gLLAQbdcefffajoiabn SFS[D(2,1)(2,1)] gLLAQbdcefffhrolxbb SFS[D(3,1)(2,1)] gLLAQbdcefffhrolabw reducible gLLAQbdcefffhgolxbw SFS[D(3,1)(2,1)] gLLAQbdcefffhkoiafn SFS[D(4,1)(2,1)] gLLAQbdcefffdrolhck SFS[D(3,1)(3,1)] gLLAQbdcefffdvolafg SFS[D(4,1)(2,1)] gLLAQbdcefffdvolagg SFS[D(5,2)(2,1)] gLLAQbdcefffdfolagg SFS[D(4,1)(2,1)] gLLAQbdcefffdvoiavv SFS[D(2,1)(2,1)] gLLAQbdcefffdvoiann SFS[D(4,1)(2,1)] gLLAQbdcefffdvohdgg SFS[D(5,2)(2,1)] gLLAQbdcefffdvohenn SFS[D(4,1)(2,1)] gLLAQbdcefffdwolaog SFS[D(5,2)(2,1)] gLLAQbdcefffdkolaog SFS[D(4,1)(2,1)] gLLAQbdcefffdwolajj SFS[D(2,1)(2,1)] gLLAQbdcefffdwolugg toroidal gLLAQbdcefffdwoligg SFS[D(5,2)(2,1)] gLLAQbdcefffdwolpkk SFS[D(2,1)(2,1)] gLLAQbdcefffdwolakg SFS[D(4,1)(2,1)] gLLAQbdcefffdwoiurn SFS[D(5,2)(2,1)] gLLAQbdcefffdwoitbj SFS[D(3,1)(2,1)] gLLAQbdcefffdwoitbb SFS[D(3,1)(2,1)] gLLAQbdcefffdwoilbn SFS[D(5,2)(2,1)] gLLAQbdcefffdwoiabn SFS[D(4,1)(2,1)] gLLAQbdcefffdwoitbn toroidal gLLAQbdcefffdwoiavw SFS[D(2,1)(2,1)] gLLAQbdcefffdwoiuon toroidal gLLAQbdcefffdwoipbf SFS[D(2,1)(2,1)] gLLAQbdcefffdwohafc SFS[D(3,1)(2,1)] gLLAQbdcefffdwohuss SFS[D(5,2)(2,1)] gLLAQbdcefffdoohacc SFS[D(3,1)(2,1)] gLLAQbdcefffdoohuss toroidal gLLAQbdcefffdoohprr SFS[D(3,1)(2,1)] gLLAQbdcefffdkohuss SFS[D(4,1)(2,1)] gLLAQbdcefffpcoxacc SFS[D(2,1)(2,1)] gLLAQbdcefffpcoiprr SFS[D(2,1)(2,1)] gLLAQbdcefffpfoiann toroidal gLLAQbdcefffpfoxinn toroidal gLLMQaeeffefbdxdcwc SFS[D(2,1)(2,1)] gLLMQaeeffefbduafwf SFS[D(2,1)(2,1)] gLLAQbeddeffpdoohso reducible gLLAQbeddeffdloomwo reducible gLLAQbeddeffhloomwo reducible gLLAQbeddeffemootvo reducible gLLAQbeddeffdhooxjo reducible gLLAQbeddeffhhooxjo reducible gLLAQbeddeffeqoolgo reducible gLLAQbeddeffaaoohso reducible gLLAQbeddeffdtoomwo reducible gLLAQbeddeffhtoomwo reducible gLLAQbeddeffeiootvo reducible gLLMQaeeffefbahxwww reducible gLLMQaeeffefbahabww reducible gLLMQaeeffefbahdswj reducible gLLMQaeeffefbahdvkv reducible gLLMQaeeffefbahtswj reducible gLLMQaeeffefbahqswj reducible gLLMQaeeffefbahmjwj reducible gLLMQaeeffefbahlkwc reducible gLLAQbeddeffdubvino reducible gLLAQbeddeffhubvino reducible gLLAQbeddeffelbvqoo reducible gLLAQbeddeffpdjwuso reducible gLLAQbeddeffpdnseso reducible gLLAQbeddeffaebvmwo reducible gLLAQbeddeffdhbvhso reducible gLLAQbeddeffhhbvhso reducible gLLAQbeddeffeqbvmwo reducible gLLAQbeddeffdpbvhso reducible gLLAQbeddeffhpbvhso reducible gLLAQbeddeffetbvmwo reducible gLLAQbeddeffpabvlgo reducible gLLMQaeeffefbpllvnn reducible gLLMQaeeffefbplmfnf reducible gLLMQaeeffefbpldfno reducible gLLMQaeeffefbplqfno reducible gLLMQaeeffefbpltfno reducible gLLMQaeeffefbpldwjv reducible gLLMQaeeffefbpldsjv reducible gLLMQaeeffefbplajjj reducible gLLMQaeeffefbplagnr reducible gLLMQaeeffefbplxgng reducible gLLAQbeddeffaejouwo SFS[D(2,1)(2,1)] gLLAQbeddeffhljouwo SFS[D(5,2)(2,1)] gLLAQbeddeffhhjoajo SFS[D(4,1)(2,1)] gLLAQbeddeffaajoajo SFS[D(2,1)(2,1)] gLLAQbeddeffhtjouwo SFS[D(4,1)(2,1)] gLLAQbeddeffaebgmwo SFS[D(3,1)(2,1)] gLLMQaeeffefbqxmjwj SFS[D(2,1)(2,1)] gLLMQaeeffefbqxtswj SFS[D(3,1)(2,1)] gLLMQaeeffefbqxabww reducible gLLMQaeeffefbqxlkwc SFS[D(3,1)(2,1)] gLLMQaeeffefbqxxwww SFS[D(2,1)(2,1)] gLLMQaeeffefbqxdswj reducible gLLMQaeeffefbqxajkj SFS[D(2,1)(2,1)] gLLMQaeeffefbqxqswj SFS[D(3,1)(2,1)] gLLMQaeeffefbqtdwwv reducible gLLMQaeeffefbqtdswv reducible gLLMQaeeffefbqtajwj SFS[D(3,1)(2,1)] gLLMQaeeffefbxhdvnv SFS[D(2,1)(2,1)] gLLAQbdceffftfoaawc SFS[D(3,1)(2,1)] gLLAQbdceffftvoudov reducible gLLAQbdceffftvoudfk reducible gLLAQbdceffftvoausg reducible gLLAQbdceffftvoaprk reducible gLLAQbdceffftvoaaww SFS[D(3,1)(2,1)] gLLAQbdcefffmnoihro reducible gLLAQbdcefffmnoihjc reducible gLLAQbdcefffmnoiagf reducible gLLAQbdcefffmnoihnv reducible gLLAQbdcefffmnoihgw reducible gLLAQbdcefffmnoihno reducible gLLAQbdcefffmnoihjw reducible gLLAQbdcefffmnoihkj reducible gLLAQbdcefffmnoihob reducible gLLAQbdcefffmnoihkc reducible gLLAQbdcefffmnoihrb reducible gLLAQbdcefffmnoiakk reducible gLLAQbdcefffmnoihgj reducible gLLAQbdcefffmnoihov reducible gLLAQbdcefffmnoiajr reducible gLLAQbdcefffmkodqon reducible gLLAQbdcefffmroxasc reducible gLLAQbdcefffmroxurs reducible gLLAQbdcefffmroxpcr reducible gLLAQbdcefffmkodaoc reducible gLLAQbdcefffmroduss reducible gLLAQbdcefffmrodacc reducible gLLAQbdcefffmrodprr reducible gLLAQbdcefffmkoxawc reducible gLLAQbdcefffmkoxqwn reducible gLLAQbdcefffmkoiavc reducible gLLAQbdcefffmkoixjf reducible gLLAQbdcefffmkoixjr reducible gLLAQbdcefffmroiabk reducible gLLAQbdcefffmkoiqro reducible gLLAQbdcefffmkoixjk reducible gLLAQbdcefffmkoiqjw reducible gLLAQbdcefffmkoixvo reducible gLLAQbdcefffmkoixvv reducible gLLAQbdcefffmroiass reducible gLLAQbdcefffmkoiarf reducible gLLAQbdcefffmkoixvb reducible gLLAQbdcefffmkoixgf reducible gLLAQbdcefffmroiacr reducible gLLAQbdcefffmkoiqnv reducible gLLAQbdcefffmkoixgr reducible gLLAQbdcefffmkoiasw reducible gLLAQbdcefffmkoixgk reducible gLLAQbdcefffmkoixwo reducible gLLAQbdcefffmroiavg reducible gLLAQbdcefffmkoiaor reducible gLLAQbdcefffmkoixwv reducible gLLAQbdcefffmkoiqkc reducible gLLAQbdcefffmkoixwb reducible gLLAQbdcefffmkoiqob reducible gLLAQbdcefffmkoixkf reducible gLLAQbdcefffmkoiawj reducible gLLAQbdcefffmkoixkr reducible gLLAQbdcefffmkoixkk reducible gLLAQbdcefffmroiaff reducible gLLAQbdcefffmkoiank reducible gLLAQbdcefffmkoixso reducible gLLAQbdcefffmkoiqgj reducible gLLAQbdcefffmkoixsv reducible gLLAQbdcefffmkoixsb reducible gLLAQbdcefffmroiawn reducible gLLAQbdcefffenoihkc SFS[D(4,3)(3,1)] gLLAQbdcefffenoiakk SFS[D(3,1)(2,1)] gLLAQbdcefffenoiagf SFS[D(3,1)(2,1)] gLLAQbdcefffenoihkj SFS[D(5,3)(3,1)] gLLAQbdcefffenoihgj SFS[D(4,3)(3,1)] gLLAQbdcefffesoiaok SFS[D(3,1)(2,1)] gLLAQbdcefffevoddcs reducible gLLAQbdcefffevoddnj reducible gLLAQbdcefffevoiack SFS[D(3,1)(2,1)] gLLAQbdcefffevoihcc reducible gLLAQbdcefffevoihbj reducible gLLAQbdcefffevoihcj SFS[D(3,1)(3,2)] gLLAQbdcefffevoihfj SFS[D(3,1)(3,1)] gLLAQbdcefffevoiabf SFS[D(3,1)(2,1)] gLLAQbdceffferoiaff SFS[D(3,1)(2,1)] gLLAQbdcefffevoihcw SFS[D(3,1)(3,1)] gLLAQbdcefffhsoaagn SFS[D(2,1)(2,1)] gLLAQbdcefffhrouxwb SFS[D(4,1)(3,1)] gLLAQbdcefffhrouaww SFS[D(3,1)(2,1)] gLLAQbdcefffhrouasn SFS[D(3,1)(2,1)] gLLAQbdcefffhrouxsb SFS[D(5,2)(3,1)] gLLAQbdcefffhrouxsk SFS[D(4,1)(3,1)] gLLAQbdcefffhoouawj SFS[D(3,1)(2,1)] gLLAQbdcefffhgoausg reducible gLLAQbdcefffhgoapsg reducible gLLAQbdcefffhgoaann SFS[D(2,1)(2,1)] gLLAQbdcefffhgouawb SFS[D(3,1)(2,1)] gLLAQbdcefffhgouxww reducible gLLAQbdcefffhgouxsn reducible gLLAQbdcefffhgouxsw SFS[D(3,1)(3,1)] gLLAQbdcefffhgouxsf SFS[D(3,1)(3,2)] gLLAQbdcefffhgouask SFS[D(3,1)(2,1)] gLLAQbdcefffhvouass SFS[D(3,1)(2,1)] gLLAQbdcefffhgouxvw SFS[D(3,1)(3,2)] gLLAQbdceffflnophvn SFS[D(4,1)(2,1)] gLLAQbdceffflnopann SFS[D(2,1)(2,1)] gLLAQbdceffflnopajw SFS[D(2,1)(2,1)] gLLAQbdceffflnophfn SFS[D(5,2)(2,1)] gLLAQbdceffflnophfw SFS[D(4,1)(2,1)] gLLAQbdceffflfoaawc SFS[D(3,1)(2,1)] gLLAQbdceffflsopans SFS[D(2,1)(2,1)] gLLAQbdceffflvopanv SFS[D(2,1)(2,1)] gLLAQbdceffflvophvv reducible gLLAQbdceffflvophfr reducible gLLAQbdceffflvophfv SFS[D(3,1)(2,1)] gLLAQbdceffflvophfj SFS[D(3,1)(2,1)] gLLAQbdceffflvopajr SFS[D(2,1)(2,1)] gLLAQbdceffflropajj SFS[D(2,1)(2,1)] gLLAQbdceffflvophgv SFS[D(3,1)(2,1)] gLLAQbdceffflvoausg reducible gLLAQbdceffflvoaprk reducible gLLAQbdceffflvoaaww SFS[D(3,1)(2,1)] gLLAQbdcefffajopqbs SFS[D(2,1)(2,1)] gLLAQbdcefffajopabj SFS[D(2,1)(2,1)] gLLAQbdcefffajouavj SFS[D(2,1)(2,1)] gLLAQbdcefffajouqvs SFS[D(2,1)(2,1)] gLLAQbdcefffaboaurj reducible gLLAQbdcefffaboaprj reducible gLLAQbdcefffaboausg reducible gLLAQbdcefffaboapsg reducible gLLAQbdcefffdcopajw SFS[D(2,1)(2,1)] gLLAQbdcefffdrouhgb SFS[D(4,1)(3,1)] gLLAQbdcefffdrouagg SFS[D(3,1)(2,1)] gLLAQbdcefffdrouajc SFS[D(3,1)(2,1)] gLLAQbdcefffdrouhgk SFS[D(5,2)(3,1)] gLLAQbdcefffdrouhjk SFS[D(4,1)(3,1)] gLLAQbdcefffdvouang SFS[D(3,1)(2,1)] gLLAQbdcefffdwopuns reducible gLLAQbdcefffdwoppfr reducible gLLAQbdcefffdwopajj SFS[D(2,1)(2,1)] gLLAQbdcefffdwouabg SFS[D(3,1)(2,1)] gLLAQbdcefffdwouhbb reducible gLLAQbdcefffdwouhfk reducible gLLAQbdcefffdwouhbk SFS[D(3,1)(3,1)] gLLAQbdcefffdwouhck SFS[D(3,1)(3,2)] gLLAQbdcefffdwouafc SFS[D(3,1)(2,1)] gLLAQbdcefffdoouacc SFS[D(3,1)(2,1)] gLLAQbdcefffdwouhbs SFS[D(3,1)(3,2)] gLLAQbdcefffpoopaoo T2xI gLLAQbdcefffpooaavo T2xI gLLAQadeefffbuhqrrw SFS[D(3,1)(2,1)] gLLAQadeefffbuhqrrf reducible gLLAQadeefffbuhqrrn SFS[D(3,1)(2,1)] gLLAQadeefffbhhqrrw reducible gLLAQadeefffbahqrow SFS[D(3,1)(2,1)] gLLAQadeefffbahqrkw SFS[D(3,1)(2,1)] gLLAQadeefffbahqrww reducible gLLAQadeefffbehqrrw SFS[D(3,1)(2,1)] gLLAQadeefffbmeproo SFS[D(3,1)(2,1)] gLLAQadeefffbpepoko SFS[D(2,1)(2,1)] gLLAQadeefffbaepbfo SFS[D(2,1)(2,1)] gLLAQadeefffbueprjo SFS[D(3,1)(2,1)] gLLAQadeefffbueprro SFS[D(3,1)(2,1)] gLLAQadeefffbueprvo toroidal gLLAQadeefffbieproo SFS[D(3,1)(2,1)] gLLAQadeefffbaeproo reducible gLLAQadeefffbuumrrk reducible gLLAQadeefffbuumbbk SFS[D(2,1)(2,1)] gLLAQadeefffbaumrok SFS[D(3,1)(2,1)] gLLAQadeefffbaumoog SFS[D(2,1)(2,1)] gLLAQadeefffbaumrog toroidal gLLAQadeefffbaumnog SFS[D(2,1)(2,1)] gLLAQadeefffbaumroj SFS[D(3,1)(2,1)] gLLAQadeefffbahqrrv SFS[D(3,1)(2,1)] gLLAQadeefffbahqrrr reducible gLLAQadeefffbahqrrj SFS[D(3,1)(2,1)] gLLAQadeefffbhhqrwr reducible gLLAQadeefffbihqrrv reducible gLLAQadeefffbmhqrrv SFS[D(3,1)(2,1)] gLLAQadeefffbaeprrg SFS[D(3,1)(2,1)] gLLAQadeefffbaumrcf SFS[D(3,1)(2,1)] gLLAQadeefffbaumrrf reducible gLLAQadeefffbaumrsf SFS[D(3,1)(2,1)] gLLAQadeefffbxhqknb SFS[D(3,1)(2,1)] gLLAQadeefffbhlqojw SFS[D(3,1)(2,1)] gLLAQadeefffbhlqorw reducible gLLAQadeefffbhlqovw SFS[D(3,1)(2,1)] gLLAQadeefffbalqoow SFS[D(3,1)(2,1)] gLLAQadeefffbalqokw SFS[D(3,1)(2,1)] gLLAQadeefffbalqoww reducible gLLAQadeefffbmapooo SFS[D(3,1)(2,1)] gLLAQadeefffbpapobo T2xI gLLAQadeefffbaapbvo T2xI gLLAQadeefffbaapbvv T2xI gLLAQadeefffbaapbvb SFS[A(2,1)] gLLAQadeefffbuapovo SFS[A(2,1)] gLLAQadeefffbiapooo SFS[D(3,1)(2,1)] gLLAQadeefffbatmook SFS[D(3,1)(2,1)] gLLAQadeefffbetmovk SFS[D(3,1)(2,1)] gLLAQadeefffbaapggg SFS[D(3,1)(2,1)] gLLAQadeefffbetmnnb SFS[D(3,1)(2,1)] gLLAQadeefffbhlqjjb SFS[D(3,1)(2,1)] gLLAQadeefffbalqjob SFS[D(3,1)(2,1)] gLLAQadeefffbaapccc SFS[D(3,1)(2,1)] gLLAQadeefffbaiqnww reducible gLLAQadeefffbudpnvo reducible gLLAQadeefffbldpvvo SFS[D(2,1)(2,1)] gLLAQadeefffbaiqocr SFS[D(3,1)(2,1)] gLLAQadeefffbaiqnrr SFS[D(2,1)(2,1)] gLLAQadeefffbldpvns SFS[D(4,1)(2,1)] gLLAQadeefffbudpnns SFS[D(2,1)(2,1)] gLLAQadeefffbadpggn SFS[D(2,1)(2,1)] gLLAQadeefffbmdposs SFS[D(3,1)(2,1)] gLLAQadeefffbaxmosc SFS[D(3,1)(2,1)] gLLAQadeefffbutubbv reducible gLLAQadeefffbatuoob reducible gLLAQadeefffbxtuosb SFS[D(2,1)(2,1)] gLLAQadeefffbxtussg reducible gLLAQadeefffbatuosg SFS[D(2,1)(2,1)] gLLAQadeefffbxtugwg SFS[D(3,1)(2,1)] gLLAQadeefffblaefwv SFS[D(3,1)(2,1)] gLLAQadeefffblaefnv SFS[D(3,1)(2,1)] gLLAQadeefffbeuubbv SFS[D(3,1)(2,1)] gLLAQadeefffbmuuoob SFS[D(3,1)(2,1)] gLLAQadeefffbauubgv SFS[D(3,1)(2,1)] gLLAQadeefffbauubfv SFS[D(3,1)(2,1)] gLLAQadeefffbauuffb SFS[D(2,1)(2,1)] gLLAQadeefffbuuurrv SFS[D(2,1)(2,1)] gLLAQadeefffbhuubbv SFS[D(3,1)(2,1)] gLLAQadeefffbiuuoob SFS[D(3,1)(2,1)] gLLAQadeefffbluuwbv SFS[D(2,1)(2,1)] gLLAQadeefffbiuubgv SFS[D(3,1)(2,1)] gLLAQadeefffbiuucfv SFS[D(2,1)(2,1)] gLLAQadeefffbiuuffv SFS[D(2,1)(2,1)] gLLAQadeefffbiuubfv toroidal gLLAQadeefffbiuubvv SFS[D(3,1)(2,1)] gLLAQadeefffbhuuojb reducible gLLAQadeefffbuuufbv reducible gLLAQadeefffbuuucbv reducible gLLAQadeefffbuuubkv SFS[D(3,1)(2,1)] gLLAQadeefffbuuubsv SFS[D(3,1)(2,1)] gLLAQadeefffbauuokb SFS[D(3,1)(2,1)] gLLAQadeefffbauuowb SFS[D(3,1)(2,1)] gLLAQadeefffbauurob reducible gLLAQadeefffbauunob reducible gLLAQadeefffbxuuosb SFS[D(2,1)(2,1)] gLLAQadeefffbmuubgv reducible gLLAQadeefffbmuubfv SFS[D(3,1)(2,1)] gLLAQadeefffbmuubvv SFS[D(3,1)(2,1)] gLLAQadeefffbxeefrf SFS[D(2,1)(2,1)] gLLAQadeefffbeeebkf SFS[D(3,1)(2,1)] gLLAQadeefffbeeebsf SFS[D(3,1)(2,1)] gLLAQadeefffbmeeoon reducible gLLAQadeefffbpeeokf reducible gLLAQadeefffbaeebgf SFS[D(3,1)(2,1)] gLLAQadeefffbaeebvf SFS[D(3,1)(2,1)] gLLAQadeefffbaeebfn reducible gLLAQadeefffbaeebfw reducible gLLAQadeefffbueervf reducible gLLAQadeefffbheebbf SFS[D(3,1)(2,1)] gLLAQadeefffbheebkf SFS[D(3,1)(2,1)] gLLAQadeefffbheebsf reducible gLLAQadeefffbieeoon SFS[D(3,1)(2,1)] gLLAQadeefffbieebff SFS[D(3,1)(2,1)] gLLAQadeefffbpeefvf SFS[D(2,1)(2,1)] gLLAQadeefffbueebbf SFS[D(3,1)(2,1)] gLLAQadeefffbueebkf toroidal gLLAQadeefffbueebsf SFS[D(3,1)(2,1)] gLLAQadeefffbaeeowf SFS[D(2,1)(2,1)] gLLAQadeefffbaeerof SFS[D(2,1)(2,1)] gLLAQadeefffbaeeoon SFS[D(3,1)(2,1)] gLLAQadeefffbaeeokn SFS[D(3,1)(2,1)] gLLAQadeefffbaeeown toroidal gLLAQadeefffbaeeoww SFS[D(2,1)(2,1)] gLLAQadeefffbmeebff SFS[D(3,1)(2,1)] gLLAQadeefffbmeeffn SFS[D(2,1)(2,1)] gLLAQadeefffbehhbbg SFS[D(3,1)(2,1)] gLLAQadeefffbmhhowg SFS[D(2,1)(2,1)] gLLAQadeefffbmhhooj SFS[D(3,1)(2,1)] gLLAQadeefffbmhhokj SFS[D(3,1)(2,1)] gLLAQadeefffbmhhowj toroidal gLLAQadeefffbmhhowk SFS[D(2,1)(2,1)] gLLAQadeefffbphhkbj SFS[D(2,1)(2,1)] gLLAQadeefffbahhbfg SFS[D(3,1)(2,1)] gLLAQadeefffbahhbvg SFS[D(3,1)(2,1)] gLLAQadeefffbahhfvj SFS[D(2,1)(2,1)] gLLAQadeefffbuhhorg SFS[D(2,1)(2,1)] gLLAQadeefffbuhhnrj SFS[D(2,1)(2,1)] gLLAQadeefffbuhhrrj SFS[D(2,1)(2,1)] gLLAQadeefffbuhhorj toroidal gLLAQadeefffbuhhork SFS[D(2,1)(2,1)] gLLAQadeefffbihhooj reducible gLLAQadeefffbihhokj SFS[D(3,1)(2,1)] gLLAQadeefffbihhowj SFS[D(3,1)(2,1)] gLLAQadeefffbihhbfg SFS[D(3,1)(2,1)] gLLAQadeefffbhhhrrg SFS[D(2,1)(2,1)] gLLAQadeefffbuhhbbg SFS[D(3,1)(2,1)] gLLAQadeefffbuhhbkg SFS[D(3,1)(2,1)] gLLAQadeefffbuhhbsg reducible gLLAQadeefffbahhrwg SFS[D(2,1)(2,1)] gLLAQadeefffbahhooj SFS[D(3,1)(2,1)] gLLAQadeefffbahhokj reducible gLLAQadeefffbahhowj SFS[D(3,1)(2,1)] gLLAQadeefffbmhhbfg reducible gLLAQadeefffbxuussg reducible gLLAQadeefffbeuunns reducible gLLAQadeefffbmuuggn reducible gLLAQadeefffbauuncs SFS[D(3,1)(2,1)] gLLAQadeefffbauuors SFS[D(2,1)(2,1)] gLLAQadeefffbauurrs SFS[D(2,1)(2,1)] gLLAQadeefffbauunrs toroidal gLLAQadeefffbauunss SFS[D(3,1)(2,1)] gLLAQadeefffbauuosg SFS[D(2,1)(2,1)] gLLAQadeefffbuuugbn reducible gLLAQadeefffbhuunns SFS[D(3,1)(2,1)] gLLAQadeefffbiuuggn SFS[D(3,1)(2,1)] gLLAQadeefffbhuugbn SFS[D(3,1)(2,1)] gLLAQadeefffbuuunns SFS[D(3,1)(2,1)] gLLAQadeefffbauuggn SFS[D(3,1)(2,1)] gLLAQadeefffbxuugwg SFS[D(3,1)(2,1)] gLLAQadeefffbeuugbn SFS[D(3,1)(2,1)] gLLAQadeefffbaeenrr SFS[D(3,1)(2,1)] gLLAQadeefffbleefwv SFS[D(3,1)(2,1)] gLLAQadeefffbleefnv SFS[D(3,1)(2,1)] gLLAQadeefffbheegbj SFS[D(3,1)(2,1)] gLLAQadeefffbueennr SFS[D(3,1)(2,1)] gLLAQadeefffbaeeggj SFS[D(3,1)(2,1)] gLLAQadeefffbaeegfj reducible gLLAQadeefffbaeegvj SFS[D(3,1)(2,1)] gLLAQadeefffbahhnrc SFS[D(3,1)(2,1)] gLLAQadeefffbahhrrb SFS[D(2,1)(2,1)] gLLAQadeefffbhhhrwb SFS[D(2,1)(2,1)] gLLAQadeefffbihhorc SFS[D(2,1)(2,1)] gLLAQadeefffbihhrrc SFS[D(2,1)(2,1)] gLLAQadeefffbihhnrc toroidal gLLAQadeefffbuhhnnc reducible gLLAQadeefffbuhhnfc SFS[D(3,1)(2,1)] gLLAQadeefffbuhhnwc SFS[D(3,1)(2,1)] gLLAQadeefffbmhhnrc SFS[D(3,1)(2,1)] gLLAQadeefffbauuccj SFS[D(3,1)(2,1)] gLLAQadeefffbuuujjw SFS[D(3,1)(2,1)] gLLAQadeefffbluucvc SFS[D(3,1)(2,1)] gLLAQadeefffbhuucnj SFS[D(3,1)(2,1)] gLLAQadeefffbluuwwc reducible gLLAQadeefffbiuuccj reducible gLLAQadeefffbhuujjw reducible gLLAQadeefffbuuubwc SFS[D(2,1)(2,1)] gLLAQadeefffbauujow reducible gLLAQadeefffbauujkw SFS[D(3,1)(2,1)] gLLAQadeefffbauujww SFS[D(3,1)(2,1)] gLLAQadeefffbmuuccj SFS[D(3,1)(2,1)] gLLAQadeefffbeuujjw SFS[D(3,1)(2,1)] gLLAQadeefffbeeebfb T2xI gLLAQadeefffbeeeffb T2xI gLLAQadeefffbeeecfb SFS[A(2,1)] gLLAQadeefffbaeebss SFS[D(2,1)(2,1)] gLLAQadeefffbaeecrb SFS[D(3,1)(2,1)] gLLAQadeefffbaeecsb SFS[D(3,1)(2,1)] gLLAQadeefffbueejjk reducible gLLAQadeefffbueeffk SFS[D(2,1)(2,1)] gLLAQadeefffbaeejkk SFS[D(3,1)(2,1)] gLLAQadeefffbxhhcvr SFS[D(3,1)(2,1)] gLLAQadeefffbmhhjko SFS[D(3,1)(2,1)] gLLAQadeefffbphhkwo SFS[D(2,1)(2,1)] gLLAQadeefffbahhfco SFS[D(2,1)(2,1)] gLLAQadeefffbahhccn SFS[D(3,1)(2,1)] gLLAQadeefffbuhhjjo SFS[D(3,1)(2,1)] gLLAQadeefffbuhhjro toroidal gLLAQadeefffbuhhjvo SFS[D(3,1)(2,1)] gLLAQadeefffbihhjko SFS[D(3,1)(2,1)] gLLAQadeefffbahhjko reducible gLLAQadeefffbxxuvvv SFS[D(2,1)(2,1)] gLLAQadeefffbaxucvv reducible gLLAQadeefffbuxubbv reducible gLLAQadeefffbaxuoob reducible gLLAQadeefffbxxuosb toroidal gLLAQadeefffbxxuoso SFS[D(5,2)(2,1)] gLLAQadeefffbldevvf SFS[D(2,1)(2,1)] gLLAQadeefffbaihcgg reducible gLLAQadeefffbaihnwg reducible gLLAQadeefffbxxussg reducible gLLAQadeefffbaxuoss SFS[D(3,1)(2,1)] gLLAQadeefffbaxuosn SFS[D(3,1)(2,1)] gLLAQadeefffbaxuosg toroidal gLLAQadeefffbixuggg SFS[D(2,1)(2,1)] gLLAQadeefffbxxugwg toroidal gLLAQadeefffbldefwv toroidal gLLAQadeefffbldefnv toroidal gLLAQadeefffbadeggv SFS[D(2,1)(2,1)] gLLAQadeefffbxxucvc SFS[D(4,1)(2,1)] gLLAQadeefffbaxuccc SFS[D(2,1)(2,1)] gLLAQadeefffbaxugww SFS[D(3,1)(2,1)] gLLAQadeefffbaehcgb SFS[D(2,1)(2,1)] gLLAQadeefffbaehkgg reducible gLLAQadeefffbuuekkf reducible gLLAQadeefffbauekfb SFS[D(3,1)(2,1)] gLLAQadeefffbmhukks SFS[D(3,1)(2,1)] gLLAQadeefffbihukks reducible gLLAQadeefffbahukks SFS[D(3,1)(2,1)] gLLAQadeefffbahukkb SFS[D(3,1)(2,1)] gLLAQadeefffbaehkkc SFS[D(3,1)(2,1)] gLLAQadeefffbauekor SFS[D(3,1)(2,1)] gLLAQadeefffbauekkr reducible gLLAQadeefffbauekwr SFS[D(3,1)(2,1)] gLLAQadeefffbulubbn reducible gLLAQadeefffbaluoow reducible gLLAQadeefffbaluokw SFS[D(3,1)(2,1)] gLLAQadeefffbaluoww SFS[D(3,1)(2,1)] gLLAQadeefffbmahooo SFS[D(3,1)(2,1)] gLLAQadeefffbiahooo reducible gLLAQadeefffbaahooo SFS[D(3,1)(2,1)] gLLAQadeefffbatebfj reducible gLLAQadeefffbateook SFS[D(3,1)(2,1)] gLLAQadeefffbalujwb SFS[D(3,1)(2,1)] gLLAQadeefffbaahccc SFS[D(3,1)(2,1)] gLLAQadeefffbatebso SFS[D(2,1)(2,1)] gLLAQadeefffbaiunww SFS[D(3,1)(2,1)] gLLAQadeefffbudhnvo SFS[D(3,1)(2,1)] gLLAQadeefffbldhoso SFS[D(5,2)(2,1)] gLLAQadeefffbxxeosk SFS[D(5,2)(2,1)] gLLAQadeefffbaiuocr SFS[D(3,1)(2,1)] gLLAQadeefffbldhvns SFS[D(5,2)(2,1)] gLLAQadeefffbmdhoss SFS[D(3,1)(2,1)] gLLAQadeefffbaxeosc SFS[D(3,1)(2,1)] gLLAQadeefffbhtqkkg SFS[D(3,1)(2,1)] gLLAQadeefffbatqkgg reducible gLLAQadeefffbatqkfg SFS[D(3,1)(2,1)] gLLAQadeefffbatqkvg SFS[D(3,1)(2,1)] gLLAQadeefffbaamncv SFS[D(2,1)(2,1)] gLLAQadeefffbhamnnv SFS[D(2,1)(2,1)] gLLAQadeefffbmlpkvf reducible gLLAQadeefffbulpkkf reducible gLLAQadeefffbilpkvf SFS[D(3,1)(2,1)] gLLAQadeefffbhlpkkf SFS[D(3,1)(2,1)] gLLAQadeefffbalpkvf SFS[D(3,1)(2,1)] gLLAQadeefffbelpkkc reducible gLLAQadeefffbelpkkb SFS[D(3,1)(2,1)] gLLAQadeefffbelpkkf SFS[D(3,1)(2,1)] gLLAQadeefffbhtqkvw SFS[D(3,1)(2,1)] gLLAQadeefffbatqkow SFS[D(3,1)(2,1)] gLLAQadeefffbatqkkw SFS[D(3,1)(2,1)] gLLAQadeefffbatqkww reducible gLLAQadeefffbaamcck SFS[D(2,1)(2,1)] gLLAQadeefffbhamcnk SFS[D(2,1)(2,1)] gLLAQadeefffbmlpkko reducible gLLAQadeefffbulpkvo reducible gLLAQadeefffbilpkko SFS[D(3,1)(2,1)] gLLAQadeefffbhlpkvo SFS[D(3,1)(2,1)] gLLAQadeefffbalpkko SFS[D(3,1)(2,1)] gLLAQadeefffbalpkkr reducible gLLAQadeefffbalpkkn SFS[D(3,1)(2,1)] gLLAQadeefffbelpkvo SFS[D(3,1)(2,1)] gLLAQadeefffbhuqojb SFS[D(3,1)(2,1)] gLLAQadeefffbuuqbbv SFS[D(3,1)(2,1)] gLLAQadeefffbauqoob SFS[D(3,1)(2,1)] gLLAQadeefffbaembff SFS[D(3,1)(2,1)] gLLAQadeefffbuuqnns SFS[D(3,1)(2,1)] gLLAQadeefffbauqggn SFS[D(3,1)(2,1)] gLLAQadeefffbaemnrr SFS[D(3,1)(2,1)] gLLAQadeefffbpuqwww SFS[D(2,1)(2,1)] gLLAQadeefffbauqccw SFS[D(2,1)(2,1)] gLLAQadeefffbauqccc SFS[D(2,1)(2,1)] gLLAQadeefffbauqccj toroidal gLLAQadeefffbuuqjjw toroidal gLLAQadeefffbiuqccj SFS[D(3,1)(2,1)] gLLAQadeefffbhuqjjw SFS[D(3,1)(2,1)] gLLAQadeefffbauqjow SFS[D(3,1)(2,1)] gLLAQadeefffbauqjkw SFS[D(3,1)(2,1)] gLLAQadeefffbauqjww reducible gLLAQadeefffbmuqccj SFS[D(3,1)(2,1)] gLLAQadeefffbeuqjjw SFS[D(3,1)(2,1)] gLLAQadeefffbaemcsk SFS[D(2,1)(2,1)] gLLAQadeefffbaemcss SFS[D(2,1)(2,1)] gLLAQadeefffbaemccb SFS[D(3,1)(2,1)] gLLAQadeefffbaemcrb SFS[D(3,1)(2,1)] gLLAQadeefffbaemcsb toroidal gLLAQadeefffbuemjjk SFS[D(3,1)(2,1)] gLLAQadeefffbaemjkk reducible gLLAQadeefffbmhpjko reducible gLLAQadeefffbahpccn SFS[D(3,1)(2,1)] gLLAQadeefffbuhpjjo SFS[D(3,1)(2,1)] gLLAQadeefffbuhpjro SFS[D(3,1)(2,1)] gLLAQadeefffbuhpjvo reducible gLLAQadeefffbihpjko SFS[D(3,1)(2,1)] gLLAQadeefffbahpjko SFS[D(3,1)(2,1)] gLLAQadeefffbaxqnkb SFS[D(3,1)(2,1)] gLLAQadeefffbaipnwg SFS[D(3,1)(2,1)] gLLAQadeefffbaxqggg SFS[D(2,1)(2,1)] gLLAQadeefffbxxqgwg SFS[D(4,1)(2,1)] gLLAQadeefffbaipjvc SFS[D(3,1)(2,1)] gLLAQadeefffbaxqgww reducible gLLAQadeefffbxxqwww SFS[D(2,1)(2,1)] gLLAQadeefffbahiokw SFS[D(2,1)(2,1)] gLLAQadeefffbeedbbb T2xI gLLAQadeefffbmedooo SFS[D(2,1)(2,1)] gLLAQadeefffbauxffk reducible gLLAQadeefffbauxook SFS[D(2,1)(2,1)] gLLAQadeefffbahijkb SFS[D(2,1)(2,1)] gLLAQadeefffbuedjjj SFS[D(2,1)(2,1)] gLLAQadeefffbiuxccr SFS[D(2,1)(2,1)] gLLAQadeefffbuuxbfr reducible gLLAQadeefffbuuxffr reducible gLLAQadeefffbuuxcfr reducible gLLAQadeefffbalioow SFS[D(3,1)(2,1)] gLLAQadeefffbaliokw toroidal gLLAQadeefffbalioww SFS[D(3,1)(2,1)] gLLAQadeefffbxadvvv reducible gLLAQadeefffbeadbbb SFS[A(2,1)] gLLAQadeefffbmadooo toroidal gLLAQadeefffbaadcvv SFS[D(2,1)(2,1)] gLLAQadeefffbiadooo SFS[D(3,1)(2,1)] gLLAQadeefffbaadooo SFS[D(3,1)(2,1)] gLLAQadeefffbatxffk reducible gLLAQadeefffbatxook toroidal gLLAQadeefffbaliggv reducible gLLAQadeefffbaligfv SFS[D(3,1)(2,1)] gLLAQadeefffbaligvv SFS[D(3,1)(2,1)] gLLAQadeefffbmadggg SFS[D(3,1)(2,1)] gLLAQadeefffbaadncn reducible gLLAQadeefffbhadnnn reducible gLLAQadeefffbiadggg reducible gLLAQadeefffbaadggg SFS[D(3,1)(2,1)] gLLAQadeefffbatxggf SFS[D(3,1)(2,1)] gLLAQadeefffbmlikks SFS[D(2,1)(2,1)] gLLAQadeefffbaliccs SFS[D(3,1)(2,1)] gLLAQadeefffbalicrs SFS[D(3,1)(2,1)] gLLAQadeefffbalicss reducible gLLAQadeefffbiliccs SFS[D(3,1)(2,1)] gLLAQadeefffbalijks SFS[D(2,1)(2,1)] gLLAQadeefffbaligkb SFS[D(2,1)(2,1)] gLLAQadeefffbalikkb SFS[D(2,1)(2,1)] gLLAQadeefffbalijkb toroidal gLLAQadeefffbalijkk SFS[D(2,1)(2,1)] gLLAQadeefffbmliccs reducible gLLAQadeefffbxadcvc SFS[D(2,1)(2,1)] gLLAQadeefffbpadwwc reducible gLLAQadeefffbpadwwj reducible gLLAQadeefffbpadwww reducible gLLAQadeefffbaadcrc SFS[D(3,1)(2,1)] gLLAQadeefffbaadcsc SFS[D(3,1)(2,1)] gLLAQadeefffbaadccj reducible gLLAQadeefffbaadccw reducible gLLAQadeefffbuadjjc reducible gLLAQadeefffbuadjjj reducible gLLAQadeefffbuadjjw reducible gLLAQadeefffbhadcnc reducible gLLAQadeefffbiadccc SFS[D(3,1)(2,1)] gLLAQadeefffbaadkkc SFS[D(2,1)(2,1)] gLLAQadeefffbmadccc SFS[D(3,1)(2,1)] gLLAQadeefffbatxccr SFS[D(3,1)(2,1)] gLLAQadeefffbatxcrr reducible gLLAQadeefffbatxcsr SFS[D(3,1)(2,1)] gLLAQadeefffbitxccr toroidal gLLAQadeefffbitxcrr SFS[D(3,1)(2,1)] gLLAQadeefffbitxcsr SFS[D(3,1)(2,1)] gLLAQadeefffbptxrjr SFS[D(2,1)(2,1)] gLLAQadeefffbutxbfr reducible gLLAQadeefffbutxffr reducible gLLAQadeefffbutxcfr reducible gLLAQadeefffbatxkwr SFS[D(2,1)(2,1)] gLLAQadeefffbmtxccr SFS[D(3,1)(2,1)] gLLAQadeefffbmtxcrr SFS[D(3,1)(2,1)] gLLAQadeefffbmtxcsr reducible gLLAQadeefffbaiicgf SFS[D(3,1)(2,1)] gLLAQadeefffbaiibff SFS[D(2,1)(2,1)] gLLAQadeefffbaiiokw SFS[D(2,1)(2,1)] gLLAQadeefffbaiinww SFS[D(3,1)(2,1)] gLLAQadeefffbeddbbb T2xI gLLAQadeefffbmddooo SFS[D(2,1)(2,1)] gLLAQadeefffbaddffb T2xI gLLAQadeefffbuddnvo SFS[D(3,1)(2,1)] gLLAQadeefffblddoso SFS[D(4,1)(2,1)] gLLAQadeefffblddwbv SFS[D(4,1)(2,1)] gLLAQadeefffbuddbbv SFS[D(2,1)(2,1)] gLLAQadeefffbaddoob SFS[D(2,1)(2,1)] gLLAQadeefffbmddcvv SFS[D(3,1)(2,1)] gLLAQadeefffbeddrrb SFS[D(2,1)(2,1)] gLLAQadeefffbaxxcvg SFS[D(3,1)(2,1)] gLLAQadeefffbaxxook SFS[D(2,1)(2,1)] gLLAQadeefffbxxxosk SFS[D(4,1)(2,1)] gLLAQadeefffbaiiocr reducible gLLAQadeefffbaiijvv SFS[D(3,1)(2,1)] gLLAQadeefffbaiijvr reducible gLLAQadeefffbaiigfj SFS[D(2,1)(2,1)] gLLAQadeefffbaiijvj SFS[D(3,1)(2,1)] gLLAQadeefffbeddnns SFS[D(2,1)(2,1)] gLLAQadeefffbmddggn SFS[D(2,1)(2,1)] gLLAQadeefffbaddors reducible gLLAQadeefffbaddnrs reducible gLLAQadeefffbuddjsg SFS[D(3,1)(2,1)] gLLAQadeefffbuddjss reducible gLLAQadeefffbuddjsn SFS[D(3,1)(2,1)] gLLAQadeefffblddgwg SFS[D(5,2)(2,1)] gLLAQadeefffblddffs T2xI gLLAQadeefffblddgwn SFS[D(4,1)(2,1)] gLLAQadeefffbmddoss reducible gLLAQadeefffbxxxssc SFS[D(2,1)(2,1)] gLLAQadeefffbaxxosc reducible gLLAQadeefffbixxorc reducible gLLAQadeefffbixxnrc reducible gLLAQadeefffbuxxnnc SFS[D(2,1)(2,1)] gLLAQadeefffbaxxggb SFS[D(2,1)(2,1)] gLLAQadeefffbxxxgwf SFS[D(5,2)(2,1)] gLLAQadeefffbxxxgwb SFS[D(4,1)(2,1)] gLLAQadeefffbaiigob SFS[D(3,1)(2,1)] gLLAQadeefffbaiijkb SFS[D(2,1)(2,1)] gLLAQadeefffbaiigok SFS[D(3,1)(2,1)] gLLAQadeefffbeddffc T2xI gLLAQadeefffbmddgwc reducible gLLAQadeefffbmddgwj SFS[D(3,1)(2,1)] gLLAQadeefffbmddgww SFS[D(3,1)(2,1)] gLLAQadeefffbuddjjj SFS[D(2,1)(2,1)] gLLAQadeefffblddsjj SFS[D(4,1)(2,1)] gLLAQadeefffblddsjw SFS[D(5,2)(2,1)] gLLAQadeefffblddwwc SFS[D(2,1)(2,1)] gLLAQadeefffbuddbwc reducible gLLAQadeefffbixxccr SFS[D(2,1)(2,1)] gLLAQadeefffbuxxbfr reducible gLLAQadeefffbuxxcfr reducible gLLAQadeefffbaxxgwr reducible gLLAQadeefffbaxxgwn SFS[D(3,1)(2,1)] gLLAQadeefffbaxxgwo SFS[D(3,1)(2,1)] gLLAQadeefffbxxxwwr SFS[D(2,1)(2,1)] gLLAQadeefffbhtirrb SFS[D(3,1)(2,1)] gLLAQadeefffbatirwb SFS[D(3,1)(2,1)] gLLAQadeefffbeldrrg reducible gLLAQadeefffbhtirwg SFS[D(3,1)(2,1)] gLLAQadeefffbhuiojb SFS[D(3,1)(2,1)] gLLAQadeefffbuuibbv SFS[D(3,1)(2,1)] gLLAQadeefffbauioob SFS[D(3,1)(2,1)] gLLAQadeefffbaexbff SFS[D(3,1)(2,1)] gLLAQadeefffbuuinns reducible gLLAQadeefffbauiggn reducible gLLAQadeefffbaexnrr reducible gLLAQadeefffbauiccj SFS[D(3,1)(2,1)] gLLAQadeefffbuuijjw SFS[D(3,1)(2,1)] gLLAQadeefffbiuiccj SFS[D(3,1)(2,1)] gLLAQadeefffbhuijjw SFS[D(3,1)(2,1)] gLLAQadeefffbauigkw SFS[D(2,1)(2,1)] gLLAQadeefffbauikkw SFS[D(2,1)(2,1)] gLLAQadeefffbauijow SFS[D(3,1)(2,1)] gLLAQadeefffbauijkw toroidal gLLAQadeefffbauijww SFS[D(3,1)(2,1)] gLLAQadeefffbmuiccj reducible gLLAQadeefffbeuijjw reducible gLLAQadeefffbaexccb SFS[D(3,1)(2,1)] gLLAQadeefffbaexcrb reducible gLLAQadeefffbaexcsb SFS[D(3,1)(2,1)] gLLAQadeefffbuexjjk SFS[D(3,1)(2,1)] gLLAQadeefffbaexjkk SFS[D(3,1)(2,1)] gLLAQadeefffbmhdjko SFS[D(3,1)(2,1)] gLLAQadeefffbahdccn reducible gLLAQadeefffbuhdjjo reducible gLLAQadeefffbuhdjro SFS[D(3,1)(2,1)] gLLAQadeefffbuhdjvo SFS[D(3,1)(2,1)] gLLAQadeefffbihdgko SFS[D(2,1)(2,1)] gLLAQadeefffbihdkko SFS[D(2,1)(2,1)] gLLAQadeefffbihdjko toroidal gLLAQadeefffbahdjko SFS[D(3,1)(2,1)] gLLAQadeefffbahdkkn SFS[D(2,1)(2,1)] gLLAQadeefffbaidnwg SFS[D(3,1)(2,1)] gLLAQadeefffbxxigwg SFS[D(5,2)(2,1)] gLLAQadeefffbaidocb SFS[D(3,1)(2,1)] gLLAQadeefffbaxigww SFS[D(3,1)(2,1)] gLLAQaeddfffbqqhgbb SFS[D(2,1)(2,1)] gLLAQaeddfffbaqhgbw reducible gLLAQaeddfffbpqhgnk reducible gLLAQaeddfffblqhgnk SFS[D(3,1)(2,1)] gLLAQaeddfffbxqhgnk SFS[D(3,1)(2,1)] gLLAQaeddfffbiqhgnn SFS[D(2,1)(2,1)] gLLAQaeddfffbaqhjnn SFS[D(2,1)(2,1)] gLLAQaeddfffbtqhgoj SFS[D(3,1)(2,1)] gLLAQaeddfffbpqhcbb SFS[D(2,1)(2,1)] gLLAQaeddfffbqqhrbw SFS[D(4,1)(2,1)] gLLAQaeddfffbaqhrbb SFS[D(2,1)(2,1)] gLLAQaeddfffbpqhrnn SFS[D(2,1)(2,1)] gLLAQaeddfffbmqhrkn SFS[D(5,2)(2,1)] gLLAQaeddfffbiqhrkn SFS[D(4,1)(2,1)] gLLAQaeddfffbqalnck SFS[D(2,1)(2,1)] gLLAQaeddfffbaalncc reducible gLLAQaeddfffbaalwcc SFS[D(3,1)(2,1)] gLLAQaeddfffbaalfcc SFS[D(3,1)(2,1)] gLLAQaeddfffbpalnss reducible gLLAQaeddfffblalnss SFS[D(3,1)(2,1)] gLLAQaeddfffbxalnss SFS[D(3,1)(2,1)] gLLAQaeddfffbialnos SFS[D(2,1)(2,1)] gLLAQaeddfffbtalnrr SFS[D(3,1)(2,1)] gLLAQaeddfffbtalvrw SFS[D(5,1)(2,1)] gLLAQaeddfffbmalvoo SFS[D(3,1)(2,1)] gLLAQaeddfffbaalvoo SFS[D(3,1)(2,1)] gLLAQaeddfffbialvoo reducible gLLAQaeddfffbpalvos SFS[D(2,1)(2,1)] gLLAQaeddfffbxalvos SFS[D(5,1)(2,1)] gLLAQaeddfffblalvos SFS[D(7,2)(2,1)] gLLAQaeddfffbpaljww SFS[D(3,1)(2,1)] gLLAQaeddfffbpalvww SFS[D(3,1)(2,1)] gLLAQaeddfffbpalrww reducible gLLAQaeddfffbaalvkc SFS[D(2,1)(2,1)] gLLAQaeddfffbaalrgj SFS[D(2,1)(2,1)] gLLAQaeddfffbaalrkj SFS[D(2,1)(2,1)] gLLAQaeddfffbqalvkk reducible gLLAQaeddfffbpalbvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpalsnw SFS[D(2,1)(2,1)] gLLAQaeddfffbpalsnf SFS[D(2,1)(2,1)] gLLAQaeddfffbaalsgg reducible gLLAQaeddfffbqedrck SFS[D(3,1)(2,1)] gLLAQaeddfffbdedcbb T2xI gLLAQaeddfffbpedcjv reducible gLLAQaeddfffbpedcjr reducible gLLAQaeddfffbpedrwr reducible gLLAQaeddfffbxedrss SFS[D(2,1)(2,1)] gLLAQaeddfffbmedros SFS[D(3,1)(2,1)] gLLAQaeddfffbiedros SFS[D(3,1)(2,1)] gLLAQaeddfffbaedros reducible gLLAQaeddfffbtedrrr SFS[D(2,1)(2,1)] gLLAQaeddfffbdedcrr SFS[D(2,1)(2,1)] gLLAQaeddfffbqedwof SFS[D(4,1)(2,1)] gLLAQaeddfffbtedwrw SFS[D(4,1)(2,1)] gLLAQaeddfffbaedwoo SFS[D(2,1)(2,1)] gLLAQaeddfffbpedwbb T2xI gLLAQaeddfffbxedwos SFS[D(4,1)(2,1)] gLLAQaeddfffbledwos SFS[D(5,2)(2,1)] gLLAQaeddfffbmedwgw SFS[D(5,2)(2,1)] gLLAQaeddfffbiedwgw SFS[D(4,1)(2,1)] gLLAQaeddfffbqedgff SFS[D(2,1)(2,1)] gLLAQaeddfffbdedfff T2xI gLLAQaeddfffbaedgfo reducible gLLAQaeddfffbaedfbb T2xI gLLAQaeddfffbpedfvv SFS[D(2,1)(2,1)] gLLAQaeddfffbpedggw reducible gLLAQaeddfffbledggw SFS[D(3,1)(2,1)] gLLAQaeddfffbxedggw SFS[D(3,1)(2,1)] gLLAQaeddfffbiedggg SFS[D(2,1)(2,1)] gLLAQaeddfffbtedgkv SFS[D(3,1)(2,1)] gLLAQaeddfffbdedfjj SFS[D(2,1)(2,1)] gLLAQaeddfffbtqqwfs SFS[D(3,1)(2,1)] gLLAQaeddfffbiqqwcc SFS[D(2,1)(2,1)] gLLAQaeddfffbpqqwcv reducible gLLAQaeddfffbxqqwcv SFS[D(3,1)(2,1)] gLLAQaeddfffblqqwcv SFS[D(3,1)(2,1)] gLLAQaeddfffbpqqfss SFS[D(2,1)(2,1)] gLLAQaeddfffbaqqwrg reducible gLLAQaeddfffbaqqfon reducible gLLAQaeddfffbaqqfrn reducible gLLAQaeddfffbqqqwrr SFS[D(2,1)(2,1)] gLLAQaeddfffbqddrck SFS[D(3,1)(2,1)] gLLAQaeddfffbdddcbb T2xI gLLAQaeddfffbpddcjv reducible gLLAQaeddfffbpddcjr reducible gLLAQaeddfffbpddrwr reducible gLLAQaeddfffbxddrss SFS[D(2,1)(2,1)] gLLAQaeddfffbmddros SFS[D(3,1)(2,1)] gLLAQaeddfffbiddros SFS[D(3,1)(2,1)] gLLAQaeddfffbaddros reducible gLLAQaeddfffbtddrrr SFS[D(2,1)(2,1)] gLLAQaeddfffbdddcrr SFS[D(2,1)(2,1)] gLLAQaeddfffbtttjcb SFS[D(2,1)(2,1)] gLLAQaeddfffbtttjfk SFS[D(3,1)(2,1)] gLLAQaeddfffbmttjbj SFS[D(3,1)(2,1)] gLLAQaeddfffbittjbj SFS[D(3,1)(2,1)] gLLAQaeddfffbittjcw SFS[D(2,1)(2,1)] gLLAQaeddfffbpttjwv reducible gLLAQaeddfffbxttjjr SFS[D(2,1)(2,1)] gLLAQaeddfffbxttjwv SFS[D(3,1)(2,1)] gLLAQaeddfffblttjwv SFS[D(3,1)(2,1)] gLLAQaeddfffbpttjnb reducible gLLAQaeddfffbqttjnj SFS[D(3,1)(2,1)] gLLAQaeddfffbqttjor SFS[D(2,1)(2,1)] gLLAQaeddfffbaqqvoo SFS[D(2,1)(2,1)] gLLAQaeddfffbpqqvbs reducible gLLAQaeddfffbpqqvbk reducible gLLAQaeddfffbqddwof SFS[D(4,1)(2,1)] gLLAQaeddfffbtddwrw SFS[D(4,1)(2,1)] gLLAQaeddfffbaddwoo SFS[D(2,1)(2,1)] gLLAQaeddfffbpddwbb T2xI gLLAQaeddfffbxddwos SFS[D(4,1)(2,1)] gLLAQaeddfffblddwos SFS[D(5,2)(2,1)] gLLAQaeddfffbmddwgw SFS[D(5,2)(2,1)] gLLAQaeddfffbiddwgw SFS[D(4,1)(2,1)] gLLAQaeddfffbmqqbcv SFS[D(5,2)(2,1)] gLLAQaeddfffbiqqbcv SFS[D(4,1)(2,1)] gLLAQaeddfffbpqqbvv SFS[D(2,1)(2,1)] gLLAQaeddfffbaqqbgg SFS[D(2,1)(2,1)] gLLAQaeddfffbqqqbgr SFS[D(4,1)(2,1)] gLLAQaeddfffbqddgff SFS[D(2,1)(2,1)] gLLAQaeddfffbdddfff T2xI gLLAQaeddfffbaddgfo reducible gLLAQaeddfffbaddfbb T2xI gLLAQaeddfffbpddfvv SFS[D(2,1)(2,1)] gLLAQaeddfffbpddggw reducible gLLAQaeddfffblddggw SFS[D(3,1)(2,1)] gLLAQaeddfffbxddggw SFS[D(3,1)(2,1)] gLLAQaeddfffbiddggg SFS[D(2,1)(2,1)] gLLAQaeddfffbtddgkv SFS[D(3,1)(2,1)] gLLAQaeddfffbdddfjj SFS[D(2,1)(2,1)] gLLAQaeddfffbapqwcj reducible gLLAQaeddfffbapqwcc reducible gLLAQaeddfffbapqwcw reducible gLLAQaeddfffbqadcck SFS[D(2,1)(2,1)] gLLAQaeddfffbqadrck toroidal gLLAQaeddfffbqadsck SFS[D(7,3)(2,1)] gLLAQaeddfffbdadcbb SFS[A(2,1)] gLLAQaeddfffbtadcfs SFS[D(2,1)(2,1)] gLLAQaeddfffbmadccc SFS[D(3,1)(2,1)] gLLAQaeddfffbaadccj reducible gLLAQaeddfffbaadccw reducible gLLAQaeddfffbaadrcc SFS[D(3,1)(2,1)] gLLAQaeddfffbaadscc SFS[D(3,1)(2,1)] gLLAQaeddfffbiadccc SFS[D(3,1)(2,1)] gLLAQaeddfffbpadcjv reducible gLLAQaeddfffbpadcjr reducible gLLAQaeddfffbpadrwr reducible gLLAQaeddfffbxadccv SFS[D(2,1)(2,1)] gLLAQaeddfffbpadcss reducible gLLAQaeddfffbpadrss SFS[D(3,1)(2,1)] gLLAQaeddfffbpadsss SFS[D(3,1)(2,1)] gLLAQaeddfffbladcss SFS[D(3,1)(2,1)] gLLAQaeddfffbladrss SFS[D(3,1)(2,1)] gLLAQaeddfffbladsss reducible gLLAQaeddfffbxadcss SFS[D(3,1)(2,1)] gLLAQaeddfffbxadrss toroidal gLLAQaeddfffbxadsss SFS[D(3,1)(2,1)] gLLAQaeddfffbmadros toroidal gLLAQaeddfffbmadsos SFS[D(8,3)(2,1)] gLLAQaeddfffbiadcos SFS[D(2,1)(2,1)] gLLAQaeddfffbiadros toroidal gLLAQaeddfffbiadsos SFS[D(7,3)(2,1)] gLLAQaeddfffbaadcnn reducible gLLAQaeddfffbaadros reducible gLLAQaeddfffbqadcrr SFS[D(3,1)(2,1)] gLLAQaeddfffbtadcrr SFS[D(3,1)(2,1)] gLLAQaeddfffbtadrrr toroidal gLLAQaeddfffbtadsrr SFS[D(3,1)(2,1)] gLLAQaeddfffbdadcrr toroidal gLLAQaeddfffbautjcj reducible gLLAQaeddfffbautjcc reducible gLLAQaeddfffbautjcw reducible gLLAQaeddfffbppqjjw reducible gLLAQaeddfffbppqjww reducible gLLAQaeddfffbppqjcw reducible gLLAQaeddfffbqadwof toroidal gLLAQaeddfffbdadwnn reducible gLLAQaeddfffbtadorw SFS[D(7,3)(2,1)] gLLAQaeddfffbtadkrw SFS[D(5,1)(2,1)] gLLAQaeddfffbtadwrw toroidal gLLAQaeddfffbmadooo reducible gLLAQaeddfffbmadkoo SFS[D(3,1)(2,1)] gLLAQaeddfffbmadwoo SFS[D(3,1)(2,1)] gLLAQaeddfffbaadooo SFS[D(3,1)(2,1)] gLLAQaeddfffbaadkoo SFS[D(3,1)(2,1)] gLLAQaeddfffbaadwoo toroidal gLLAQaeddfffbiadooo SFS[D(3,1)(2,1)] gLLAQaeddfffbiadkoo reducible gLLAQaeddfffbiadwoo SFS[D(3,1)(2,1)] gLLAQaeddfffbpadkos SFS[D(2,1)(2,1)] gLLAQaeddfffbpadwbb SFS[A(2,1)] gLLAQaeddfffbxadoos SFS[D(7,3)(2,1)] gLLAQaeddfffbxadkos SFS[D(5,1)(2,1)] gLLAQaeddfffbxadwos toroidal gLLAQaeddfffbladoos SFS[D(8,3)(2,1)] gLLAQaeddfffbladkos SFS[D(7,2)(2,1)] gLLAQaeddfffbladwos toroidal gLLAQaeddfffbpadoww SFS[D(3,1)(2,1)] gLLAQaeddfffbpadkww SFS[D(3,1)(2,1)] gLLAQaeddfffbpadwjw reducible gLLAQaeddfffbpadwcw reducible gLLAQaeddfffbladwww SFS[D(3,1)(2,1)] gLLAQaeddfffbxadwww SFS[D(3,1)(2,1)] gLLAQaeddfffbmadwgw toroidal gLLAQaeddfffbiadwgw toroidal gLLAQaeddfffbaadkkc SFS[D(2,1)(2,1)] gLLAQaeddfffbaadwgj SFS[D(2,1)(2,1)] gLLAQaeddfffbaadwkj SFS[D(2,1)(2,1)] gLLAQaeddfffbqadokk SFS[D(3,1)(2,1)] gLLAQaeddfffbqadkkk reducible gLLAQaeddfffbqadwkk SFS[D(3,1)(2,1)] gLLAQaeddfffbtadwkk SFS[D(3,1)(2,1)] gLLAQaeddfffbdadwkk reducible gLLAQaeddfffbputcjw reducible gLLAQaeddfffbputcww reducible gLLAQaeddfffbputccw reducible gLLAQaeddfffbqadgff toroidal gLLAQaeddfffbdadfff reducible gLLAQaeddfffbtadvff reducible gLLAQaeddfffbmadvcv SFS[D(7,2)(2,1)] gLLAQaeddfffbaadgfo reducible gLLAQaeddfffbaadvcv SFS[D(2,1)(2,1)] gLLAQaeddfffbaadfbb SFS[A(2,1)] gLLAQaeddfffbiadvcv SFS[D(5,1)(2,1)] gLLAQaeddfffbpadgvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpadvvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpadfvv toroidal gLLAQaeddfffbxadvvv reducible gLLAQaeddfffbladvvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpadggw reducible gLLAQaeddfffbpadvsf SFS[D(2,1)(2,1)] gLLAQaeddfffbpadfnn reducible gLLAQaeddfffbladggw toroidal gLLAQaeddfffbxadggw toroidal gLLAQaeddfffbmadggg SFS[D(3,1)(2,1)] gLLAQaeddfffbiadggg toroidal gLLAQaeddfffbaadggg SFS[D(3,1)(2,1)] gLLAQaeddfffbaadvgg SFS[D(3,1)(2,1)] gLLAQaeddfffbaadfgg reducible gLLAQaeddfffbqadvgr SFS[D(5,1)(2,1)] gLLAQaeddfffbtadgkv toroidal gLLAQaeddfffbdadfjj reducible gLLAQaeddfffbaqdkcc SFS[D(2,1)(2,1)] gLLAQaeddfffbaqdknn SFS[D(2,1)(2,1)] gLLAQaeddfffbpqdbww SFS[D(2,1)(2,1)] gLLAQaeddfffbpqdonn SFS[D(2,1)(2,1)] gLLAQaeddfffbpxqsss SFS[D(2,1)(2,1)] gLLAQaeddfffbpxqkbb SFS[D(2,1)(2,1)] gLLAQaeddfffbaxqgbb SFS[D(2,1)(2,1)] gLLAQaeddfffbaxqggg SFS[D(2,1)(2,1)] gLLAQaeddfffbauqccc SFS[D(2,1)(2,1)] gLLAQaeddfffbluqsss SFS[D(2,1)(2,1)] gLLAQaeddfffbmuqsos SFS[D(2,1)(2,1)] gLLAQaeddfffbqatnck SFS[D(7,2)(2,1)] gLLAQaeddfffbaatncc SFS[D(3,1)(2,1)] gLLAQaeddfffbaatwcj SFS[D(2,1)(2,1)] gLLAQaeddfffbaatwcc toroidal gLLAQaeddfffbaatwcw SFS[D(2,1)(2,1)] gLLAQaeddfffbaatfcc SFS[D(3,1)(2,1)] gLLAQaeddfffbpatnss SFS[D(3,1)(2,1)] gLLAQaeddfffblatnss toroidal gLLAQaeddfffbxatnss SFS[D(3,1)(2,1)] gLLAQaeddfffbmatnos toroidal gLLAQaeddfffbiatnos SFS[D(7,2)(2,1)] gLLAQaeddfffbtatnrr SFS[D(3,1)(2,1)] gLLAQaeddfffbapdjcc SFS[D(2,1)(2,1)] gLLAQaeddfffblpdgss SFS[D(2,1)(2,1)] gLLAQaeddfffbmpdgos SFS[D(2,1)(2,1)] gLLAQaeddfffbmuqooo SFS[D(2,1)(2,1)] gLLAQaeddfffbluqoos SFS[D(2,1)(2,1)] gLLAQaeddfffbpuqwww SFS[D(2,1)(2,1)] gLLAQaeddfffbtatvrw SFS[D(7,2)(2,1)] gLLAQaeddfffbmatvoo toroidal gLLAQaeddfffbaatvoo SFS[D(3,1)(2,1)] gLLAQaeddfffbiatvoo SFS[D(3,1)(2,1)] gLLAQaeddfffbxatvos SFS[D(7,2)(2,1)] gLLAQaeddfffblatvos toroidal gLLAQaeddfffbpatjjw SFS[D(2,1)(2,1)] gLLAQaeddfffbpatjww toroidal gLLAQaeddfffbpatjcw SFS[D(2,1)(2,1)] gLLAQaeddfffbpatvww SFS[D(3,1)(2,1)] gLLAQaeddfffbpatrww SFS[D(3,1)(2,1)] gLLAQaeddfffbqatvkk SFS[D(3,1)(2,1)] gLLAQaeddfffbmpdboo SFS[D(2,1)(2,1)] gLLAQaeddfffblpdbos SFS[D(2,1)(2,1)] gLLAQaeddfffbppdcww SFS[D(2,1)(2,1)] gLLAQaeddfffbpatbvv SFS[D(3,1)(2,1)] gLLAQaeddfffbaatsgg SFS[D(3,1)(2,1)] gLLAQaeddfffbptlnbj reducible gLLAQaeddfffbptlnsw reducible gLLAQaeddfffbqahrbb reducible gLLAQaeddfffbaahccc SFS[D(3,1)(2,1)] gLLAQaeddfffbaahrbw SFS[D(2,1)(2,1)] gLLAQaeddfffbpahrjj SFS[D(3,1)(2,1)] gLLAQaeddfffbpahrnk SFS[D(2,1)(2,1)] gLLAQaeddfffbpahssb T2xI gLLAQaeddfffbpahssk T2xI gLLAQaeddfffblahrnk SFS[D(7,2)(2,1)] gLLAQaeddfffbxahrnk SFS[D(5,1)(2,1)] gLLAQaeddfffbmahrnn SFS[D(3,1)(2,1)] gLLAQaeddfffbiahrnn reducible gLLAQaeddfffbaahcnn SFS[D(3,1)(2,1)] gLLAQaeddfffbaahrnn SFS[D(3,1)(2,1)] gLLAQaeddfffbaahsnn reducible gLLAQaeddfffbtahroj SFS[D(5,1)(2,1)] gLLAQaeddfffbqahwof SFS[D(5,1)(2,1)] gLLAQaeddfffbaahooo SFS[D(3,1)(2,1)] gLLAQaeddfffbaahkoo reducible gLLAQaeddfffbaahwoo SFS[D(3,1)(2,1)] gLLAQaeddfffbpahkbs T2xI gLLAQaeddfffbpahkbk T2xI gLLAQaeddfffbpahwvk SFS[D(2,1)(2,1)] gLLAQaeddfffbpahwww SFS[D(3,1)(2,1)] gLLAQaeddfffblahwww SFS[D(3,1)(2,1)] gLLAQaeddfffbxahwww reducible gLLAQaeddfffbmahwgw SFS[D(7,2)(2,1)] gLLAQaeddfffbiahwgw SFS[D(5,1)(2,1)] gLLAQaeddfffbaahojj SFS[D(3,1)(2,1)] gLLAQaeddfffbaahwgw SFS[D(2,1)(2,1)] gLLAQaeddfffbtahwkk reducible gLLAQaeddfffbqahgff SFS[D(3,1)(2,1)] gLLAQaeddfffbqahgbw SFS[D(2,1)(2,1)] gLLAQaeddfffbpahgvv reducible gLLAQaeddfffbpahvvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpahfvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpahgnn reducible gLLAQaeddfffbpahvnn SFS[D(3,1)(2,1)] gLLAQaeddfffbpahfnn SFS[D(3,1)(2,1)] gLLAQaeddfffblahgnn SFS[D(3,1)(2,1)] gLLAQaeddfffbxahgnn SFS[D(3,1)(2,1)] gLLAQaeddfffbxahggw SFS[D(2,1)(2,1)] gLLAQaeddfffbmahggg SFS[D(3,1)(2,1)] gLLAQaeddfffbiahggg SFS[D(3,1)(2,1)] gLLAQaeddfffbiahgkn SFS[D(2,1)(2,1)] gLLAQaeddfffbtahgjj SFS[D(3,1)(2,1)] gLLAQaeddfffbtahgkv SFS[D(2,1)(2,1)] gLLAQaeddfffbadavoo reducible gLLAQaeddfffbpdabvv reducible gLLAQaeddfffbtxucfs SFS[D(4,1)(2,1)] gLLAQaeddfffbaxuccc SFS[D(2,1)(2,1)] gLLAQaeddfffbxxuccv SFS[D(4,1)(2,1)] gLLAQaeddfffblxuccv SFS[D(5,2)(2,1)] gLLAQaeddfffbpxucss SFS[D(2,1)(2,1)] gLLAQaeddfffbpxuwww SFS[D(2,1)(2,1)] gLLAQaeddfffbaeavoo reducible gLLAQaeddfffbtxuvff SFS[D(2,1)(2,1)] gLLAQaeddfffbmxuvcv SFS[D(3,1)(2,1)] gLLAQaeddfffbaxuvcv reducible gLLAQaeddfffbixuvcv SFS[D(3,1)(2,1)] gLLAQaeddfffbxxuvvv SFS[D(2,1)(2,1)] gLLAQaeddfffbpxuvsf reducible gLLAQaeddfffbaxufgg SFS[D(2,1)(2,1)] gLLAQaeddfffbqxuvgr SFS[D(3,1)(2,1)] gLLAQaeddfffbpeabvv reducible gLLAQaeddfffbampoco reducible gLLAQaeddfffbampojn reducible gLLAQaeddfffbqaanck SFS[D(5,1)(2,1)] gLLAQaeddfffbdaaffb toroidal gLLAQaeddfffbdaafcb toroidal gLLAQaeddfffbdaafbk toroidal gLLAQaeddfffbdaafbs toroidal gLLAQaeddfffbtaawfs SFS[D(5,1)(2,1)] gLLAQaeddfffbmaawcc SFS[D(3,1)(2,1)] gLLAQaeddfffbaaancc SFS[D(3,1)(2,1)] gLLAQaeddfffbaaawcc SFS[D(3,1)(2,1)] gLLAQaeddfffbaaafbc T2xI gLLAQaeddfffbaaaffc T2xI gLLAQaeddfffbiaawcc reducible gLLAQaeddfffbpaanwr SFS[D(2,1)(2,1)] gLLAQaeddfffbpaawcv SFS[D(2,1)(2,1)] gLLAQaeddfffbpaafjv SFS[D(2,1)(2,1)] gLLAQaeddfffbpaafjr SFS[D(2,1)(2,1)] gLLAQaeddfffbxaawcv SFS[D(5,1)(2,1)] gLLAQaeddfffblaawcv SFS[D(7,2)(2,1)] gLLAQaeddfffbpaanss SFS[D(3,1)(2,1)] gLLAQaeddfffbpaawss SFS[D(3,1)(2,1)] gLLAQaeddfffbpaafsb T2xI gLLAQaeddfffbpaafsk T2xI gLLAQaeddfffblaanss SFS[D(3,1)(2,1)] gLLAQaeddfffbxaanss reducible gLLAQaeddfffbmaanos SFS[D(7,2)(2,1)] gLLAQaeddfffbiaanos SFS[D(5,1)(2,1)] gLLAQaeddfffbaaanos SFS[D(2,1)(2,1)] gLLAQaeddfffbaaawrg SFS[D(2,1)(2,1)] gLLAQaeddfffbaaafon SFS[D(2,1)(2,1)] gLLAQaeddfffbaaafrn SFS[D(2,1)(2,1)] gLLAQaeddfffbqaawrr reducible gLLAQaeddfffbtaanrr reducible gLLAQaeddfffbdaafnr toroidal gLLAQaeddfffbdaafrj toroidal gLLAQaeddfffbdaafrv toroidal gLLAQaeddfffbdaafor toroidal gLLAQaeddfffbluuwww SFS[D(2,1)(2,1)] gLLAQaeddfffbmuuwgw SFS[D(2,1)(2,1)] gLLAQaeddfffbqaajof SFS[D(7,2)(2,1)] gLLAQaeddfffbqaavof SFS[D(2,1)(2,1)] gLLAQaeddfffbqaarof SFS[D(5,1)(2,1)] gLLAQaeddfffbdaavrn SFS[D(2,1)(2,1)] gLLAQaeddfffbdaavon SFS[D(2,1)(2,1)] gLLAQaeddfffbtaavrw SFS[D(2,1)(2,1)] gLLAQaeddfffbmaavoo SFS[D(3,1)(2,1)] gLLAQaeddfffbaaajoo SFS[D(3,1)(2,1)] gLLAQaeddfffbaaaroo SFS[D(3,1)(2,1)] gLLAQaeddfffbiaavoo SFS[D(3,1)(2,1)] gLLAQaeddfffbpaarvk SFS[D(2,1)(2,1)] gLLAQaeddfffbxaavos SFS[D(2,1)(2,1)] gLLAQaeddfffbpaajww SFS[D(3,1)(2,1)] gLLAQaeddfffbpaarww SFS[D(3,1)(2,1)] gLLAQaeddfffblaajww toroidal gLLAQaeddfffblaavww SFS[D(3,1)(2,1)] gLLAQaeddfffblaarww SFS[D(3,1)(2,1)] gLLAQaeddfffbxaajww SFS[D(3,1)(2,1)] gLLAQaeddfffbxaavww SFS[D(3,1)(2,1)] gLLAQaeddfffbxaarww reducible gLLAQaeddfffbmaajgw toroidal gLLAQaeddfffbmaargw SFS[D(7,2)(2,1)] gLLAQaeddfffbiaajgw SFS[D(7,2)(2,1)] gLLAQaeddfffbiaavgw SFS[D(2,1)(2,1)] gLLAQaeddfffbiaargw SFS[D(5,1)(2,1)] gLLAQaeddfffbaaargw SFS[D(2,1)(2,1)] gLLAQaeddfffbqaavkk SFS[D(3,1)(2,1)] gLLAQaeddfffbtaajkk SFS[D(3,1)(2,1)] gLLAQaeddfffbtaavkk SFS[D(3,1)(2,1)] gLLAQaeddfffbtaarkk reducible gLLAQaeddfffbdaavkb T2xI gLLAQaeddfffbdaavks T2xI gLLAQaeddfffblppcww SFS[D(2,1)(2,1)] gLLAQaeddfffbmppcgw SFS[D(2,1)(2,1)] gLLAQaeddfffbluuggw SFS[D(2,1)(2,1)] gLLAQaeddfffbmuuggg SFS[D(2,1)(2,1)] gLLAQaeddfffbqaabff SFS[D(3,1)(2,1)] gLLAQaeddfffbqaakff reducible gLLAQaeddfffbqaasff SFS[D(3,1)(2,1)] gLLAQaeddfffbdaabbf T2xI gLLAQaeddfffbdaabcf T2xI gLLAQaeddfffbtaabff SFS[D(3,1)(2,1)] gLLAQaeddfffbaaakfo SFS[D(2,1)(2,1)] gLLAQaeddfffbiaabcv SFS[D(2,1)(2,1)] gLLAQaeddfffbpaakvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpaasvv SFS[D(3,1)(2,1)] gLLAQaeddfffbxaabvv SFS[D(3,1)(2,1)] gLLAQaeddfffblaabvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpaakgw SFS[D(2,1)(2,1)] gLLAQaeddfffblaakgw SFS[D(7,2)(2,1)] gLLAQaeddfffblaasgw toroidal gLLAQaeddfffbxaabgw SFS[D(2,1)(2,1)] gLLAQaeddfffbxaakgw SFS[D(5,1)(2,1)] gLLAQaeddfffbxaasgw SFS[D(7,2)(2,1)] gLLAQaeddfffbmaabgg SFS[D(3,1)(2,1)] gLLAQaeddfffbmaakgg SFS[D(3,1)(2,1)] gLLAQaeddfffbmaasgg toroidal gLLAQaeddfffbiaabgg SFS[D(3,1)(2,1)] gLLAQaeddfffbiaakgg reducible gLLAQaeddfffbiaasgg SFS[D(3,1)(2,1)] gLLAQaeddfffbaaakgg SFS[D(3,1)(2,1)] gLLAQaeddfffbaaasgg SFS[D(3,1)(2,1)] gLLAQaeddfffbqaabgr SFS[D(2,1)(2,1)] gLLAQaeddfffbtaabkv SFS[D(2,1)(2,1)] gLLAQaeddfffbtaakkv SFS[D(5,1)(2,1)] gLLAQaeddfffbtaaskv SFS[D(7,2)(2,1)] gLLAQaeddfffbdaabjr SFS[D(2,1)(2,1)] gLLAQaeddfffbdaabjv SFS[D(2,1)(2,1)] gLLAQaeddfffblppngw SFS[D(2,1)(2,1)] gLLAQaeddfffbmppngg SFS[D(2,1)(2,1)] gLLAQaeddfffbaxacoo SFS[D(2,1)(2,1)] gLLAQaeddfffbpxacbs reducible gLLAQaeddfffbpxacbk reducible gLLAQaeddfffbpxarvv SFS[D(2,1)(2,1)] gLLAQaeddfffbpqunss SFS[D(2,1)(2,1)] gLLAQaeddfffbpqusnw reducible gLLAQaeddfffbpqusnf reducible gLLAQaeddfffbaqusgg SFS[D(2,1)(2,1)] gLLAQaeddfffbaapccc SFS[D(3,1)(2,1)] gLLAQaeddfffbpapsjj SFS[D(3,1)(2,1)] gLLAQaeddfffbpapsss SFS[D(3,1)(2,1)] gLLAQaeddfffbaapcnn SFS[D(3,1)(2,1)] gLLAQaeddfffbppuvbb T2xI gLLAQaeddfffbqapwof SFS[D(7,3)(2,1)] gLLAQaeddfffbaapkoo SFS[D(3,1)(2,1)] gLLAQaeddfffbaapwoo SFS[D(3,1)(2,1)] gLLAQaeddfffbpapobb SFS[A(2,1)] gLLAQaeddfffbpapovb T2xI gLLAQaeddfffbpapoob T2xI gLLAQaeddfffbpapwww SFS[D(3,1)(2,1)] gLLAQaeddfffblapwww reducible gLLAQaeddfffbxapwww SFS[D(3,1)(2,1)] gLLAQaeddfffbmapwgw SFS[D(8,3)(2,1)] gLLAQaeddfffbiapwgw SFS[D(7,3)(2,1)] gLLAQaeddfffbaapkjj SFS[D(3,1)(2,1)] gLLAQaeddfffbtapwkk SFS[D(3,1)(2,1)] gLLAQaeddfffbpuabbb T2xI gLLAQaeddfffbapubbb T2xI gLLAQaeddfffbqapgff SFS[D(3,1)(2,1)] gLLAQaeddfffbaapvbb SFS[A(2,1)] gLLAQaeddfffbaapvbo T2xI gLLAQaeddfffbaapvbv T2xI gLLAQaeddfffbpapgvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpapfvv SFS[D(3,1)(2,1)] gLLAQaeddfffbpapfnn SFS[D(3,1)(2,1)] gLLAQaeddfffblapggw SFS[D(8,3)(2,1)] gLLAQaeddfffbxapggw SFS[D(7,3)(2,1)] gLLAQaeddfffbmapggg reducible gLLAQaeddfffbiapggg SFS[D(3,1)(2,1)] gLLAQaeddfffbaapggg SFS[D(3,1)(2,1)] gLLAQaeddfffbtapgkv SFS[D(7,3)(2,1)] gLLAQaeddfffbauaobb T2xI gLLAQbeddeffhhncqcc SFS[D(2,1)(2,1)] gLLAQbeddeffhhgwarg reducible gLLAQcbdefffqbciawc SFS[D(3,1)(2,1)] gLLAQcbdefffqbrahrr reducible gLLAQcbdefffqbraawr reducible gLLAQcbdefffqbgaarb reducible gLLAQcbdefffqbgaqrr SFS[D(2,1)(2,1)] gLLAQbeddeffmlgopwg SFS[D(3,1)(2,1)] gLLAQbeddeffaigoigg T2xI gLLAQbeddeffaagoigg T2xI gLLAQbeddeffaagoacc T2xI gLLAQbeddeffaacgicc SFS[A(2,1)] gLLAQbeddeffaiocmcc SFS[A(2,1)] gLLAQbeddeffmloclvc SFS[D(3,1)(2,1)] gLLAQbeddeffahocdjc SFS[D(3,1)(2,1)] gLLAQbeddeffdqocprc SFS[D(3,1)(2,1)] gLLAQbeddeffexocxnc reducible gLLAQbeddeffhaocdjc SFS[D(3,1)(2,1)] gLLAQbeddeffeagoeog reducible gLLAQbeddeffmagoeog SFS[D(3,1)(2,1)] gLLAQbeddeffmagoxog SFS[D(3,1)(2,1)] gLLAQbeddeffaegopng SFS[D(3,1)(2,1)] gLLAQcbdefffdbgdpgg SFS[D(3,1)(2,1)] gLLAQcbdefffdbjhajj SFS[D(3,1)(2,1)] gLLAQcbdefffdbodlrr SFS[D(3,1)(2,1)] gLLAQcbdefffdbnpqnc SFS[D(3,1)(2,1)] gLLAQcbdefffdbnpann SFS[D(3,1)(2,1)] gLLAQbdecffflnqbakc SFS[D(2,1)(2,1)] gLLAQbdecffflnqbhkk reducible gLLAQbdecffflndbajw SFS[D(2,1)(2,1)] gLLAQbdecffflndbhfw reducible gLLAQbdecffflntbprr reducible gLLAQbdecffflvqbacc SFS[D(2,1)(2,1)] gLLAQbdecffflvqbhck SFS[D(4,1)(2,1)] gLLAQbdecffflvdbajr SFS[D(2,1)(2,1)] gLLAQbdecffflvdbhgv SFS[D(3,1)(2,1)] gLLAQbdecffflvdbhfr SFS[D(4,1)(2,1)] gLLAQbdecffflrdbajj SFS[D(2,1)(2,1)] gLLAQbdecffflvtbinn SFS[D(3,1)(2,1)] gLLAQbdecffflvtbtww SFS[D(2,1)(2,1)] gLLAQbdecfffefubakr reducible gLLAQbdecfffevebuwo SFS[D(3,1)(2,1)] gLLAQbdecfffevebpnb SFS[D(3,1)(2,1)] gLLAQbdecfffevubabr reducible gLLAQbdecfffevubqrr SFS[D(2,1)(2,1)] gLLAQbdecfffevubhfj SFS[D(3,1)(2,1)] gLLAQbdecfffekubqrb SFS[D(2,1)(2,1)] gLLAQbdecfffekubarr reducible gLLAQbeddeffhiggqsg SFS[D(3,1)(2,1)] gLLAQbeddeffhhggdgg SFS[D(3,1)(2,1)] gLLAQbeddeffexccevc reducible gLLAQbeddeffmqggekg SFS[D(3,1)(2,1)] gLLAQbeddeffhdccikc SFS[D(2,1)(2,1)] gLLAQbeddeffhlggtng reducible gLLAQbeddeffphccikc SFS[D(2,1)(2,1)] gLLAQbeddeffaeooqng reducible gLLAQbeddeffddccacc T2xI gLLAQbeddeffaeccdfc T2xI gLLAQbeddeffedccdfc SFS[A(2,1)] gLLAQbeddeffhhggqrg SFS[D(2,1)(2,1)] gLLAQbeddeffmiggiog T2xI gLLAQbeddeffmiccigc SFS[A(2,1)] gLLAQbeddeffmaccigc T2xI gLLAQbeddeffmaooaog SFS[A(2,1)] gLLAQbeddeffmaccmog T2xI gLLAQbeddeffhhccqkc SFS[D(2,1)(2,1)] gLLAQbeddeffmdccpfc SFS[D(3,1)(2,1)] gLLAQbeddeffhhggegg SFS[D(3,1)(2,1)] gLLAQbeddeffahoomjc reducible gLLAQbeddeffhaoomjc reducible gLLAQcbdefffabgmhgf reducible gLLAQcbdefffabgmagj reducible gLLAQcbdefffabgmhgv SFS[D(3,1)(2,1)] gLLAQcbdefffabgmagb SFS[D(3,1)(2,1)] gLLAQcbdefffabgmhgg SFS[D(3,1)(2,1)] gLLAQcbdefffabgmagn SFS[D(3,1)(2,1)] gLLAQcbdefffabgahrr SFS[D(2,1)(2,1)] gLLAQcbdefffabgaawr SFS[D(2,1)(2,1)] gLLAQcbdefffabkaewf SFS[D(3,1)(2,1)] gLLAQcbdefffabkadoc SFS[D(3,1)(2,1)] gLLAQcbdefffabkiavc reducible gLLAQcbdefffabkixvv SFS[D(2,1)(2,1)] gLLAQcbdefffabjixoj SFS[D(3,1)(2,1)] gLLAQcbdefffabgiagb SFS[D(3,1)(2,1)] gLLAQcbdefffabgihgg SFS[D(3,1)(2,1)] gLLAQcbdefffabgidgg reducible gLLAQcbdefffabgipgg SFS[D(3,1)(2,1)] gLLAQcbdefffabkihos SFS[D(3,1)(2,1)] gLLAQcbdefffabomaob SFS[D(3,1)(2,1)] gLLAQcbdefffabrmqgf SFS[D(2,1)(2,1)] gLLAQcbdefffabomlrr SFS[D(3,1)(2,1)] gLLAQcbdefffabrmqjv SFS[D(3,1)(2,1)] gLLAQcbdefffabrmawf reducible gLLAQcbdefffaboadwc SFS[D(3,1)(2,1)] gLLAQcbdefffaboaekf SFS[D(3,1)(2,1)] gLLAQcbdefffaboauvv T2xI gLLAQcbdefffaboaavv T2xI gLLAQcbdefffaboapvv SFS[A(2,1)] gLLAQcbdefffabraqgg SFS[D(2,1)(2,1)] gLLAQcbdefffabraawg reducible gLLAQcbdefffabnixvc SFS[D(2,1)(2,1)] gLLAQcbdefffaboiaob SFS[D(3,1)(2,1)] gLLAQcbdefffaboixjj SFS[D(3,1)(2,1)] gLLAQcbdefffaboiaoj SFS[D(3,1)(2,1)] gLLAQcbdefffabniqnc reducible gLLAQcbdefffaboiaon reducible gLLAQcbdefffabrilgg SFS[D(2,1)(2,1)] gLLAQbdecfffdctbprr reducible gLLAQbdecfffdctbmnn reducible gLLAQbdecfffdcdbajw SFS[D(2,1)(2,1)] gLLAQbdecfffdcqbakc SFS[D(2,1)(2,1)] gLLAQbdecfffdcqbhkk reducible gLLAQbdecfffdrqbhkk SFS[D(3,1)(2,1)] gLLAQbdecfffdsqbhkk SFS[D(3,1)(2,1)] gLLAQbdecfffdcqbago reducible gLLAQbdecfffdwdbuns toroidal gLLAQbdecfffdwdbpfr toroidal gLLAQbdecfffdwdbajj SFS[D(2,1)(2,1)] gLLAQbdecfffdwqbafo reducible gLLAQbdecfffdwqbqoo toroidal gLLAQbdecfffdwqbabc SFS[D(2,1)(2,1)] gLLAQbdecfffdkqbacc SFS[D(2,1)(2,1)] gLLAQbdecfffdoqbhck SFS[D(5,2)(2,1)] gLLAQbdecfffdkqbhck SFS[D(4,1)(2,1)] gLLAQbdecfffdwqbhck toroidal gLLAQbdecfffdgqbqof toroidal gLLAQbdecfffdgqbaoo reducible gLLAQbdecfffdvqbxgg SFS[D(3,1)(2,1)] gLLAQbeddeffpabveng SFS[D(2,1)(2,1)] gLLAQcbdefffibriass SFS[D(3,1)(2,1)] gLLAQcbdefffibraasc SFS[D(3,1)(2,1)] gLLAQcbdefffibraasr reducible gLLAQcbdefffibraass SFS[D(3,1)(2,1)] gLLAQcbdefffibcaass SFS[D(3,1)(2,1)] gLLAQcbdefffibrmtss SFS[D(3,1)(2,1)] gLLAQcbdefffibrmass reducible gLLAQcbdefffibrmlss SFS[D(3,1)(2,1)] gLLAQcbdefffibfidss reducible gLLAQcbdefffibfmasv reducible gLLAQcbdefffibgmiss SFS[D(3,1)(2,1)] gLLAQcbdefffhbjdajj reducible gLLAQcbdefffhbjdevv SFS[D(3,1)(2,1)] gLLAQcbdefffhbjddrr SFS[D(3,1)(2,1)] gLLAQcbdefffhbgdagj reducible gLLAQcbdefffhbjpajj SFS[D(3,1)(2,1)] gLLAQcbdefffhbgpdgg reducible gLLAQcbdefffhbjhajj SFS[D(3,1)(2,1)] gLLAQcbdefffhbjhajb reducible gLLAQcbdefffhbjhajn SFS[D(3,1)(2,1)] gLLAQcbdefffhbodlrr SFS[D(3,1)(2,1)] gLLAQcbdefffhbrplgg SFS[D(2,1)(2,1)] gLLAQcbdefffhbnhann SFS[D(3,1)(2,1)] gLLAQbdecffftnqbhkk SFS[D(3,1)(2,1)] gLLAQbdecffftndbhgn SFS[D(5,2)(2,1)] gLLAQbdecffftndbhfw SFS[D(3,1)(2,1)] gLLAQbdecffftntbprr SFS[D(3,1)(2,1)] gLLAQbdecffftvqbhck SFS[D(5,2)(2,1)] gLLAQbdecffftvdbhgv SFS[D(3,1)(2,1)] gLLAQbdecffftvdbhfr SFS[D(5,2)(2,1)] gLLAQbdecffftvtbinn SFS[D(3,1)(2,1)] gLLAQbdcefffmkvuacc SFS[D(2,1)(2,1)] gLLAQbdcefffmkvuqcn SFS[D(2,1)(2,1)] gLLAQbdcefffmkveqof SFS[D(3,1)(2,1)] gLLAQbdcefffmkvedww SFS[D(3,1)(2,1)] gLLAQbdcefffmkveaoo SFS[D(3,1)(2,1)] gLLAQbdcefffmkveekk reducible gLLAQbdcefffmkvhawj reducible gLLAQbdcefffmkvhqgj reducible gLLAQbdcefffmkvhawc SFS[D(3,1)(2,1)] gLLAQbdcefffmkvhqgw SFS[D(3,1)(2,1)] gLLAQbdcefffmsvhaww reducible gLLAQbdcefffmbvhaww SFS[D(3,1)(2,1)] gLLAQbdcefffmkvhaww SFS[D(3,1)(2,1)] gLLAQbdcefffmkvhqgc SFS[D(3,1)(2,1)] gLLAQbdcefffmvvuqcc SFS[D(2,1)(2,1)] gLLAQbdcefffmvvuanc SFS[D(2,1)(2,1)] gLLAQbdcefffmvveafo SFS[D(3,1)(2,1)] gLLAQbdcefffmvveuoo reducible gLLAQbdcefffmvveioo SFS[D(3,1)(2,1)] gLLAQbdcefffmvveqoo SFS[D(3,1)(2,1)] gLLAQbdcefffmvvhqwj reducible gLLAQbdcefffmvvhaws reducible gLLAQbdcefffmvvhqwc SFS[D(3,1)(2,1)] gLLAQbdcefffmvvhawg SFS[D(3,1)(2,1)] gLLAQbdcefffmvvhqww SFS[D(3,1)(2,1)] gLLAQbdcefffmvvhawn SFS[D(3,1)(2,1)] gLLAQbdcefffmrvhawn reducible gLLAQbdcefffmjvhawn SFS[D(3,1)(2,1)] gLLAQbdcefffenvhajf SFS[D(3,1)(2,1)] gLLAQbdcefffenvhhjj SFS[D(3,1)(2,1)] gLLAQbdcefffebvuajg SFS[D(3,1)(2,1)] gLLAQbdcefffevvhhfj SFS[D(3,1)(2,1)] gLLAQbdcefffxwvupww SFS[D(3,1)(2,1)] gLLAQbdcefffxnvhhkc SFS[D(4,1)(2,1)] gLLAQbdcefffxnvhakk SFS[D(2,1)(2,1)] gLLAQbdcefffxsvulbb SFS[D(3,1)(2,1)] gLLAQbdcefffxkvhqjj SFS[D(3,1)(2,1)] gLLAQbdcefffxvvhack SFS[D(2,1)(2,1)] gLLAQbdcefffxvvhhcc reducible gLLAQbdceffftfvtagg T2xI gLLAQbdceffftvvtafg T2xI gLLAQbdceffflfvtagg SFS[A(2,1)] gLLAQbdceffflnvdhjf SFS[D(3,1)(2,1)] gLLAQbdceffflkvdavv reducible gLLAQbdceffflkvdqkv reducible gLLAQbdceffflvvqdvv reducible gLLAQbdceffflvvtafg SFS[A(2,1)] gLLAQbdceffflvvdqvv reducible gLLAQbdceffflvvdavk reducible gLLAQbdcefffawvqxgg SFS[D(3,1)(2,1)] gLLAQbdcefffanvqacc SFS[D(2,1)(2,1)] gLLAQbdcefffanvqhck SFS[D(4,1)(2,1)] gLLAQbdcefffafvtavf T2xI gLLAQbdcefffanvtawf SFS[D(2,1)(2,1)] gLLAQbdcefffafvtagg T2xI gLLAQbdcefffanvthon SFS[D(3,1)(2,1)] gLLAQbdcefffawvtxvb SFS[D(4,1)(2,1)] gLLAQbdcefffanvthrf SFS[D(4,1)(2,1)] gLLAQbdcefffawvtavw SFS[D(2,1)(2,1)] gLLAQbdcefffafvtaww SFS[D(2,1)(2,1)] gLLAQbdcefffawvtxsk SFS[D(3,1)(2,1)] gLLAQbdcefffafvtako SFS[D(2,1)(2,1)] gLLAQbdcefffawvdtss SFS[D(2,1)(2,1)] gLLAQbdcefffawvdpgg SFS[D(3,1)(2,1)] gLLAQbdcefffanvdmvv SFS[D(3,1)(2,1)] gLLAQbdcefffanvdljj SFS[D(2,1)(2,1)] gLLAQbdcefffabvqafo SFS[D(2,1)(2,1)] gLLAQbdcefffasvqqff SFS[D(3,1)(2,1)] gLLAQbdcefffabvqqff reducible gLLAQbdcefffakvqqff SFS[D(3,1)(2,1)] gLLAQbdcefffabvqdsc reducible gLLAQbdcefffabvqegf reducible gLLAQbdcefffabvqagc SFS[D(2,1)(2,1)] gLLAQbdcefffabvtawk SFS[D(2,1)(2,1)] gLLAQbdcefffabvtdww reducible gLLAQbdcefffabvtekk reducible gLLAQbdcefffabvtxvw reducible gLLAQbdcefffasvtqgs SFS[D(5,2)(2,1)] gLLAQbdcefffabvtang T2xI gLLAQbdcefffakvtqgs SFS[D(4,1)(2,1)] gLLAQbdcefffakvtaws SFS[D(2,1)(2,1)] gLLAQbdcefffasvtqkb SFS[D(3,1)(2,1)] gLLAQbdcefffabvtqkb reducible gLLAQbdcefffakvtqkb SFS[D(3,1)(2,1)] gLLAQbdcefffasvdlrr SFS[D(3,1)(2,1)] gLLAQbdcefffabvdlrr reducible gLLAQbdcefffakvddjj SFS[D(2,1)(2,1)] gLLAQbdcefffakvdlrr SFS[D(3,1)(2,1)] gLLAQbdcefffabvdiss reducible gLLAQbdcefffarvqqfo SFS[D(4,1)(2,1)] gLLAQbdcefffajvqqfo SFS[D(5,2)(2,1)] gLLAQbdcefffarvqaoo SFS[D(2,1)(2,1)] gLLAQbdcefffavvqawo SFS[D(2,1)(2,1)] gLLAQbdcefffavvqljr reducible gLLAQbdcefffavvqtjr reducible gLLAQbdcefffavvqhkk reducible gLLAQbdcefffavvqakc SFS[D(2,1)(2,1)] gLLAQbdcefffavvtafg T2xI gLLAQbdcefffavvthrj reducible gLLAQbdcefffarvtqvb SFS[D(4,1)(2,1)] gLLAQbdcefffajvtqvb SFS[D(5,2)(2,1)] gLLAQbdcefffavvtawj SFS[D(2,1)(2,1)] gLLAQbdcefffavvtqws reducible gLLAQbdcefffarvtqws SFS[D(3,1)(2,1)] gLLAQbdcefffajvtqws SFS[D(3,1)(2,1)] gLLAQbdcefffarvtavr SFS[D(2,1)(2,1)] gLLAQbdcefffarvdivv SFS[D(3,1)(2,1)] gLLAQbdcefffarvdpoo SFS[D(2,1)(2,1)] gLLAQbdcefffajvdivv SFS[D(3,1)(2,1)] gLLAQbdcefffhcvqann SFS[D(2,1)(2,1)] gLLAQbdcefffhcvqacc reducible gLLAQbdcefffhcvdtjj SFS[D(3,1)(2,1)] gLLAQbdcefffhcvdajj SFS[D(3,1)(2,1)] gLLAQbdcefffhcvdljj reducible gLLAQbdcefffhcvtawf reducible gLLAQbdcefffhcvtawn SFS[D(3,1)(2,1)] gLLAQbdcefffhrvtxwb SFS[D(3,1)(2,1)] gLLAQbdcefffhsvtaww reducible gLLAQbdcefffhrvtaww SFS[D(3,1)(2,1)] gLLAQbdcefffhcvtaww SFS[D(3,1)(2,1)] gLLAQbdcefffhgvqdcc SFS[D(3,1)(2,1)] gLLAQbdcefffhgvqanb SFS[D(2,1)(2,1)] gLLAQbdcefffhgvqdsc toroidal gLLAQbdcefffhgvqegf SFS[D(2,1)(2,1)] gLLAQbdcefffhgvqugc SFS[D(3,1)(2,1)] gLLAQbdcefffhgvqagc reducible gLLAQbdcefffhgvqpgc SFS[D(3,1)(2,1)] gLLAQbdcefffhgvqdrc SFS[D(3,1)(2,1)] gLLAQbdcefffhvvddjj reducible gLLAQbdcefffhfvddjj SFS[D(3,1)(2,1)] gLLAQbdcefffhgvddjj SFS[D(3,1)(2,1)] gLLAQbdcefffhgvdanj SFS[D(3,1)(2,1)] gLLAQbdcefffhgvtawk reducible gLLAQbdcefffhgvtaoo SFS[D(2,1)(2,1)] gLLAQbdcefffhgvtdww toroidal gLLAQbdcefffhgvtekk SFS[D(2,1)(2,1)] gLLAQbdcefffhgvtiww SFS[D(3,1)(2,1)] gLLAQbdcefffhgvtxww SFS[D(3,1)(2,1)] gLLAQbdcefffhgvtawb SFS[D(3,1)(2,1)] gLLAQbdcefffhvvtaws reducible gLLAQbdcefffhfvtaws SFS[D(3,1)(2,1)] gLLAQbdcefffhgvtaws SFS[D(3,1)(2,1)] gLLAQbdcefffdrvtakc SFS[D(3,1)(2,1)] gLLAQbdcefffdrvthkk SFS[D(3,1)(2,1)] gLLAQbdcefffdfvqajk reducible gLLAQbdcefffdwvthck SFS[D(3,1)(2,1)] gLLAQbdcefffpsvqpss SFS[D(3,1)(2,1)] gLLAQbdcefffpfvqinn SFS[D(3,1)(2,1)] gLLAQbdcefffpgvtqkk SFS[D(3,1)(2,1)] gLLAQbdcefffpwvtqvk SFS[D(5,2)(2,1)] gLLMQadeeeffnullvjk toroidal gLLMQadeefefnallcbk reducible gLLAQaeddeffjiddcoj m118(0,0) gLLAQaeddeffjaddcoj SFS[D(8,3)(2,1)] gLLAQaeddeffjmddcoj m016(0,0) gLLAQcddefefpfvqlsj m352(0,0) gLLAQcddefefpgvqlsj m361(0,0) gLLAQaeddeffjiadcoj m046(0,0) gLLAQaeddeffjmadcoj m082(0,0) gLLAQcddefeflvvxxnk SFS[D(3,1)(3,2)] gLLAQcddefeflkkxxnk SFS[D(3,1)(2,1)] gLLAQaeddeffjaaljjj m060(0,0) gLLAQaeddeffjaatjjj toroidal gLLAQcddefefakkxxnk toroidal gLLAQaeddeffjqaajjj toroidal gLLAQaeddeffjaaajjj toroidal gLLAQcddefefaknxxnn toroidal gLLAQaeddeffjiedcoj m393(0,0) gLLAQaeddeffjmedcoj m343(0,0) gLLAQaeddeffjaadcfj SFS[D(3,1)(3,2)] gLLAQaeddeffjiadcfj m010(0,0) gLLAQaeddeffjiedcfj m007(0,0) gLLAQaeddeffjaddcfj toroidal gLLAQaeddeffjiddcfj m036(0,0) gLLAQaeddeffjaaljsj m178(0,0) gLLAQaeddeffjaaajsj toroidal gLLAQaeddeffjqaajsj toroidal gLLAQcddefeflkkqhsj m007(0,0) gLLAQaeddeffnaatfjr SFS[D(2,1)(2,1)] gLLAQaeddeffnaatjor m141(0,0) gLLAQaeddeffjaatjor m116(0,0) gLLAQcddefeflvvqxsj SFS[D(3,1)(2,1)] gLLAQcddefeflvvqxsk SFS[D(3,1)(2,1)] gLLAQcddefeflkkqxsj m070(0,0) gLLAQcddefeflkkqxsk m026(0,0) gLLAQcddefefpfvxmrr m029(0,0) gLLAQcddefefpfvxmnr m121(0,0) gLLAQcddefefpgvxmrr m035(0,0) gLLAQcddefefpgvxmnr m143(0,0) gLLAQaeddeffniadcjr m070(0,0) gLLAQaeddeffjiadcjr m006(0,0) gLLAQaeddeffnmadcjr m118(0,0) gLLAQaeddeffjmadcjr m016(0,0) gLLAQcddefefpfvqmwr m194(0,0) gLLAQcddefefpfvqmsr m198(0,0) gLLAQcddefefpgvqmwr m231(0,0) gLLAQcddefefpgvqmsr m233(0,0) gLLMQbdcffefabsttwc SFS[D(3,1)(2,1)] gLLMQbdcffefabwttwc reducible gLLMQccedeffpvajlwj m185(0,0) gLLMQccedeffpvajlww m147(0,0) gLLMQccedeffpvaklww m154(0,0) gLLAQaeddeffnaddcjr SFS[D(8,3)(2,1)] gLLAQaeddeffjaddcjr SFS[D(7,3)(2,1)] gLLAQaeddeffniddcjr m141(0,0) gLLAQaeddeffjiddcjr m180(0,0) gLLAQaeddeffnmddcjr m046(0,0) gLLAQaeddeffjmddcjr m082(0,0) gLLMQadeefefjallkbs SFS[D(7,2)(2,1)] gLLMQadeefefnallkbs SFS[D(5,1)(2,1)] gLLMQadeeeffjullvfs toroidal gLLMQadeeeffnullvfs m011(0,0) gLLMQadeefefjpllros m043(0,0) gLLMQadeefefnpllros m069(0,0) gLLAQcddefefpgvxmnk m229(0,0) gLLAQcddefefpfvxmnk m171(0,0) gLLAQaeddeffniedcjr m402(0,0) gLLAQaeddeffjiedcjr m385(0,0) gLLAQaeddeffnmedcjr m393(0,0) gLLAQaeddeffjmedcjr m343(0,0) gLLAQcddefefpgvxlnk m401(0,0) gLLAQcddefefpgvxlnj m374(0,0) gLLAQcddefefpfvxlnk m397(0,0) gLLAQcddefefpfvxlnj m360(0,0) gLLAQcddefeflvvqhsw SFS[D(2,1)(2,1)] gLLAQcddefeflkkqhww m033(0,0) gLLAQcddefeflkkqhsw m010(0,0) gLLAQaeddeffnaalfjr SFS[D(2,1)(2,1)] gLLAQaeddeffnaaljor m046(0,0) gLLAQaeddeffjaaljor m054(0,0) gLLAQcddefeflvvxhrw SFS[D(3,1)(2,1)] gLLAQcddefeflvvxhnw SFS[D(3,1)(2,1)] gLLAQcddefeflkkxhrw m006(0,0) gLLAQcddefeflkkxhnw SFS[D(3,1)(2,1)] gLLAQcddefefaknqqsj toroidal gLLAQcddefefaknqqsw toroidal gLLAQcddefefakkqhsj toroidal gLLAQcddefefakkqhsw toroidal gLLAQcddefefaknqxsr SFS[D(14,3)(2,1)] gLLAQcddefefaknqxsn toroidal gLLAQaeddeffnaaajor SFS[D(8,3)(2,1)] gLLAQaeddeffjaaajor toroidal gLLAQaeddeffjqaajfn toroidal gLLAQcddefefakkqxsj SFS[D(7,3)(2,1)] gLLAQcddefefakkqxsk toroidal gLLMQbdcffefabsttsc toroidal gLLMQccedeffpvaklwj m178(0,0) gLLMQadeefefjallkbw toroidal gLLMQadeefefnallkbw SFS[D(7,2)(2,1)] gLLMQadeeeffjullvfw toroidal gLLMQadeeeffnullvfw m019(0,0) gLLMQadeefefjpllrow m060(0,0) gLLMQadeefefnpllrow m119(0,0) gLLAQaeddeffnaddcjn toroidal gLLAQaeddeffjaddcjn toroidal gLLAQaeddeffniddcjn m116(0,0) gLLAQaeddeffjiddcjn m170(0,0) gLLAQaeddeffnmddcjn m054(0,0) gLLAQaeddeffjmddcjn m100(0,0) gLLAQcddefefpvvxmrk SFS[D(2,1)(2,1)] gLLAQcddefefpfvxmrk m081(0,0) gLLAQcddefefpgvxmrk m142(0,0) gLLAQcddefefpvvqmwk SFS[D(2,1)(2,1)] gLLAQcddefefpfvqmwk m182(0,0) gLLAQcddefefpfvqmsk m193(0,0) gLLAQcddefefpgvqmwk m244(0,0) gLLAQcddefefpgvqmsk m272(0,0) gLLAQaeddeffnaadcjn SFS[D(3,1)(2,1)] gLLAQaeddeffjaadcjn SFS[D(3,1)(2,1)] gLLAQaeddeffniadcjn m026(0,0) gLLAQaeddeffjiadcjn SFS[D(3,1)(2,1)] gLLAQaeddeffnmadcjn m052(0,0) gLLAQaeddeffjmadcjn toroidal gLLAQcddefeflkkqhwj m036(0,0) gLLAQcddefeflkkxhrj m016(0,0) gLLAQcddefeflkkxhnj toroidal gLLAQaeddeffnaaljon m082(0,0) gLLAQaeddeffjaaljon m100(0,0) gLLAQcddefeflkkqxwj m118(0,0) gLLAQcddefeflkkqxwk m052(0,0) gLLAQaeddeffnaatjon m180(0,0) gLLAQaeddeffjaatjon m170(0,0) gLLAQcddefefaknqqww toroidal gLLAQcddefefakkqhwj toroidal gLLAQaeddeffnqaajfr SFS[D(2,1)(2,1)] gLLAQaeddeffjqaajfr toroidal gLLAQcddefefakkqxwj SFS[D(8,3)(2,1)] gLLAQcddefefakkqxwk toroidal gLLAQcddefefaknqxwr SFS[D(13,3)(2,1)] gLLAQcddefefaknqxwn toroidal gLLAQaeddeffnaaajon SFS[D(7,3)(2,1)] gLLAQaeddeffjaaajon toroidal gLLAQcddefefpvvxlrk SFS[D(2,1)(2,1)] gLLAQcddefefpgvxlrk m364(0,0) gLLAQcddefefpgvxlrj m335(0,0) gLLAQcddefefpfvxlrk m363(0,0) gLLAQcddefefpfvxlrj m336(0,0) gLLAQaeddeffnaedcjn SFS[D(3,1)(2,1)] gLLAQaeddeffjaedcjn SFS[D(3,1)(2,1)] gLLAQaeddeffniedcjn m358(0,0) gLLAQaeddeffjiedcjn m326(0,0) gLLAQaeddeffnmedcjn m351(0,0) gLLAQaeddeffjmedcjn m290(0,0) gLLAQaeddeffjaatjsw m154(0,0) gLLAQaeddeffnaalfoj SFS[D(3,1)(2,1)] gLLAQaeddeffnaaljjj m043(0,0) gLLAQaeddeffniadcfw m007(0,0) gLLAQaeddeffjiadcfw m033(0,0) gLLAQaeddeffnaadcfw SFS[D(3,1)(3,2)] gLLAQaeddeffjaadcfw SFS[D(3,1)(3,1)] gLLAQaeddeffniedcfw m036(0,0) gLLAQaeddeffjmadcfw m036(0,0) gLLAQaeddeffnmedcoj m385(0,0) gLLAQaeddeffniedcoj m402(0,0) gLLAQaeddeffniddcfw m010(0,0) gLLAQaeddeffjiddcfw m033(0,0) gLLAQaeddeffnaddcfw toroidal gLLAQaeddeffjaddcfw toroidal gLLAQaeddeffjmddcfw m007(0,0) gLLAQaeddeffnmddcoj m006(0,0) gLLAQaeddeffnaddcoj SFS[D(7,3)(2,1)] gLLAQaeddeffniddcoj m070(0,0) gLLAQaeddeffjiedcfw m033(0,0) gLLAQaeddeffjaedcfw SFS[D(3,1)(3,1)] gLLAQaeddeffjmedcfw m010(0,0) gLLAQaeddeffnmadcoj m180(0,0) gLLAQaeddeffniadcoj m141(0,0) gLLAQaeddeffnaalffw SFS[D(2,1)(2,1)] gLLAQaeddeffnaaljsw m147(0,0) gLLAQaeddeffjaaljsw m185(0,0) gLLAQaeddeffnaatfoj SFS[D(3,1)(2,1)] gLLAQaeddeffnaatjjj toroidal gLLAQaeddeffnaaajsw reducible gLLAQaeddeffjaaajsw SFS[D(3,1)(2,1)] gLLAQaeddeffnaaajjj SFS[D(7,2)(2,1)] gLLAQaeddeffnqaajsk SFS[D(3,1)(2,1)] gLLAQaeddeffjqaajsk SFS[D(3,1)(2,1)] gLLMQadeeeffjullvjr SFS[D(3,1)(2,1)] gLLMQadeeeffnullvjr m003(0,0) gLLMQadeefefjallcbr toroidal gLLMQadeefefjallcbk SFS[D(3,1)(2,1)] gLLMQadeeeffjullvjk toroidal gLLAQaeddeffniddcok m026(0,0) gLLAQaeddeffjiddcok m052(0,0) gLLAQaeddeffnaddcok toroidal gLLAQaeddeffjaddcok toroidal gLLAQaeddeffnmddcok SFS[D(3,1)(2,1)] gLLAQaeddeffjmddcok toroidal gLLAQcddefefpfvqlwk m338(0,0) gLLAQcddefefpfvqlsk m392(0,0) gLLAQcddefefpvvqlwk SFS[D(2,1)(2,1)] gLLAQcddefefpgvqlwk m350(0,0) gLLAQcddefefpgvqlsk m395(0,0) gLLAQaeddeffniadcok m116(0,0) gLLAQaeddeffjiadcok m054(0,0) gLLAQaeddeffnaadcok SFS[D(3,1)(2,1)] gLLAQaeddeffjaadcok SFS[D(3,1)(2,1)] gLLAQaeddeffnmadcok m170(0,0) gLLAQaeddeffjmadcok m100(0,0) gLLAQcddefeflvvxxrj SFS[D(3,1)(3,2)] gLLAQcddefeflvvxxnj SFS[D(3,1)(3,1)] gLLAQcddefeflkkxxrj toroidal gLLAQcddefeflkkxxnj toroidal gLLAQaeddeffnaalfok SFS[D(3,1)(2,1)] gLLAQaeddeffnaaljjk m069(0,0) gLLAQaeddeffjaaljjk m119(0,0) gLLAQcddefeflvvxxrk SFS[D(3,1)(3,1)] gLLAQcddefeflkkxxrk m003(0,0) gLLAQaeddeffnaatfok SFS[D(3,1)(2,1)] gLLAQaeddeffnaatjjk m011(0,0) gLLAQaeddeffjaatjjk m019(0,0) gLLAQcddefefakkxxrj reducible gLLAQcddefefakkxxnj SFS[D(3,1)(2,1)] gLLAQaeddeffnqaajjw SFS[D(2,1)(2,1)] gLLAQaeddeffjqaajjw SFS[D(7,2)(2,1)] gLLAQaeddeffnaaajjk SFS[D(5,1)(2,1)] gLLAQaeddeffjaaajjk SFS[D(7,2)(2,1)] gLLAQcddefefaknxxrr SFS[D(7,1)(2,1)] gLLAQcddefefaknxxnr SFS[D(11,2)(2,1)] gLLAQcddefefpgvqlwj m339(0,0) gLLAQcddefefpfvqlwj m312(0,0) gLLAQaeddeffniedcok m358(0,0) gLLAQaeddeffjiedcok m351(0,0) gLLAQaeddeffnaedcok SFS[D(3,1)(2,1)] gLLAQaeddeffjaedcok SFS[D(3,1)(2,1)] gLLAQaeddeffnmedcok m326(0,0) gLLAQaeddeffjmedcok m290(0,0) gLLMQaeeffdfbqxdvbf reducible gLLMQaeeffdfbqtdvbc reducible gLLMQaeeffdfbphikbj reducible gLLMQaeeffdfbphtvbj reducible gLLMQaeeffdfbplpgbo reducible gLLMQaeeffdfbplajbv reducible gLLMQaeeffdfbpldvbr reducible gLLMQaeeffdfbplpsbf reducible gLLMQadeefefbatljcv reducible gLLAQadeefefbeuekro reducible gLLMQadeefefbalajov reducible gLLAQadeefefbaehkco reducible gLLMQadeefefbelajrv reducible gLLAQadeefefbauekoo reducible gLLMQbdcffefakvelsc SFS[D(4,3)(3,1)] gLLMQbdcffefakvelwc SFS[D(4,1)(3,1)] gLLAQcddefeftwwquwc SFS[D(5,3)(3,1)] gLLAQcddefeftwwqusc SFS[D(5,2)(3,1)] gLLAQcddefeflsvqivc reducible gLLAQcddefeflkkqhvj SFS[D(3,1)(3,2)] gLLAQcddefeflkkqhvw SFS[D(3,1)(3,1)] gLLAQcddefeftssqewc SFS[D(4,3)(3,1)] gLLAQcddefeftssqesc SFS[D(4,1)(3,1)] gLLMQaeeffdfblldwbr reducible gLLAQcddefeftskqewc SFS[D(5,3)(3,1)] gLLAQcddefeftskqesc SFS[D(5,2)(3,1)] gLLAQaeddeffjapdjjo SFS[D(4,1)(2,1)] gLLAQaeddeffjaatwjo SFS[D(5,2)(2,1)] gLLAQaeddeffjaatjoo SFS[D(3,1)(2,1)] gLLAQaeddeffjaatnjo SFS[D(4,1)(2,1)] gLLAQaeddeffjiatnjo SFS[D(5,2)(2,1)] gLLMQadeefefnalikkv SFS[D(4,1)(2,1)] gLLAQcddefeftwwxunc SFS[D(5,2)(2,1)] gLLAQcddefeflkkqxvk SFS[D(3,1)(2,1)] gLLAQcddefeftssxenc SFS[D(4,1)(2,1)] gLLAQcddefeftskxenc SFS[D(5,2)(2,1)] gLLAQcddefefpwwxiof reducible gLLAQcddefefpwwxirf toroidal gLLAQcddefefpwwxinf toroidal gLLMQbdcffefarvqivc reducible gLLMQbdcffefarvqisc SFS[D(5,2)(3,1)] gLLMQbdcffefarvqiwc SFS[D(5,3)(3,1)] gLLAQcddefefpsveibf reducible gLLMQcbdeeffabrxdrg reducible gLLMQccedefflwpoeco reducible gLLAQcddefefussdpog reducible gLLAQcddefefuwwdlog reducible gLLAQcddefefpfvxmof reducible gLLAQcddefefpfvxmrf toroidal gLLAQcddefefpfvxmnf toroidal gLLAQcddefefuffdpog reducible gLLAQcddefefpgvxmof reducible gLLAQcddefefpgvxmrf SFS[D(5,2)(3,1)] gLLAQcddefefpgvxmnf SFS[D(5,3)(3,1)] gLLAQcddefefpssxaof reducible gLLAQcddefefpssxarf SFS[D(5,2)(3,1)] gLLAQcddefefpssxanf SFS[D(5,3)(3,1)] gLLMQbdcffefarvquvc reducible gLLMQaeeffdfbihdwbf reducible gLLMQccedefflwuomwo reducible gLLAQaeddeffbaadrjo SFS[D(2,1)(2,1)] gLLAQaeddeffnaadrjo SFS[D(2,1)(2,1)] gLLAQaeddeffjaadrjo toroidal gLLAQaeddeffjautkjo SFS[D(5,2)(2,1)] gLLAQaeddeffbiadcjo SFS[D(2,1)(2,1)] gLLAQaeddeffniadcjo SFS[D(2,1)(2,1)] gLLAQaeddeffjiadcjo toroidal gLLAQcddefefuffdhoo reducible gLLAQaeddeffbqadwno SFS[D(2,1)(2,1)] gLLAQaeddeffjmadcjo SFS[D(5,2)(2,1)] gLLAQaeddeffjaadsjo SFS[D(5,2)(2,1)] gLLAQcddefefpwwqivf SFS[D(2,1)(2,1)] gLLAQcddefefpwwqiwf SFS[D(2,1)(2,1)] gLLAQcddefefpwwqisf toroidal gLLMQadeefefnatdkwv SFS[D(5,2)(2,1)] gLLMQadeefefbiaikcv SFS[D(2,1)(2,1)] gLLAQaeddeffbpqunno reducible gLLAQcddefefpfvqmvf SFS[D(2,1)(2,1)] gLLAQcddefefpfvqmwf SFS[D(2,1)(2,1)] gLLAQcddefefpfvqmsf toroidal gLLAQcddefefpgvqmsf SFS[D(5,2)(2,1)] gLLAQcddefefpssqasf SFS[D(5,2)(2,1)] gLLMQadeeeffbatdfcv SFS[D(2,1)(2,1)] gLLMQaeeffdfbaiikbc reducible gLLMQaeeffdfbaitvbc reducible gLLMQaeeffdfjaitvbc SFS[D(3,1)(2,1)] gLLMQaeeffdfjalicbk SFS[D(3,1)(2,1)] gLLMQccedefftwaoxjo reducible gLLMQcbdeeffhbrxxwg reducible gLLMQccedeffuvaoxjo reducible gLLMQcbdeeffabrxxrg reducible gLLMQbdcffefabsttvc SFS[D(3,1)(2,1)] gLLMQbdcffefabvttwc SFS[D(3,1)(2,1)] gLLMQaeeffdfbahdvbf reducible gLLMQaeeffdfbahpsbk reducible gLLMQaeeffdfjahpwbk reducible gLLMQaeeffdfjahpsbk reducible gLLMQccedeffuvarxjo SFS[D(3,1)(2,1)] gLLMQccedeffuvanxjo SFS[D(3,1)(2,1)] gLLMQaeeffdfjaiafbg SFS[D(3,1)(2,1)] gLLMQaeeffdfjalacbg SFS[D(3,1)(2,1)] gLLAQadeeeffjieesro SFS[D(2,1)(2,1)] gLLAQaeddeffjaddcjo SFS[D(2,1)(2,1)] gLLAQadeeeffjehhbno reducible gLLMQadeeeffnmaagsv SFS[D(2,1)(2,1)] gLLAQadeeeffjaeevro SFS[D(2,1)(2,1)] gLLAQadeeeffjpuucwo SFS[D(2,1)(2,1)] gLLMQadeefefnallkbv SFS[D(2,1)(2,1)] gLLAQadeeeffjehhbfo reducible gLLAQaeddeffjtqqgjo SFS[D(2,1)(2,1)] gLLAQadeeeffjauugco SFS[D(2,1)(2,1)] gLLAQcddefefuwwdlrg SFS[D(5,2)(3,1)] gLLAQcddefefuwwdlng SFS[D(5,3)(3,1)] gLLMQbdcffefarvqusc SFS[D(4,1)(3,1)] gLLMQbdcffefarvquwc SFS[D(4,3)(3,1)] gLLAQcddefefpsvxuof reducible gLLAQcddefefpgvxmok SFS[D(5,2)(3,1)] gLLAQcddefefpgvxmor SFS[D(5,3)(3,1)] gLLAQcddefefpfvxmok SFS[D(4,1)(3,1)] gLLAQcddefefpfvxmor SFS[D(4,3)(3,1)] gLLAQcddefefussdprg SFS[D(4,1)(3,1)] gLLAQcddefefussdpng SFS[D(4,3)(3,1)] gLLMQaeeffdfbludvbg reducible gLLAQcddefefuffdprg SFS[D(3,1)(2,1)] gLLAQcddefefuffdpng SFS[D(3,1)(2,1)] gLLAQaeddeffjaedrjo SFS[D(5,2)(2,1)] gLLAQaeddeffjaxtkjo SFS[D(4,1)(2,1)] gLLAQaeddeffjiedcjo SFS[D(5,2)(2,1)] gLLAQaeddeffjmedcjo SFS[D(4,1)(2,1)] gLLAQaeddeffjaedsjo SFS[D(4,1)(2,1)] gLLAQaeddeffjaedooo SFS[D(2,1)(2,1)] gLLAQcddefefuwwllsg SFS[D(5,2)(2,1)] gLLMQadeefefnatqkwv SFS[D(4,1)(2,1)] gLLAQcddefefpgvxloj SFS[D(5,2)(2,1)] gLLAQcddefefpfvxloj SFS[D(4,1)(2,1)] gLLAQcddefefusslpsg SFS[D(4,1)(2,1)] gLLAQcddefefufflpsg SFS[D(2,1)(2,1)] gLLMQccedefftnegprf reducible gLLMQccedefftnegprr reducible gLLMQccedefftnegprk reducible gLLMQccedefflnegprf reducible gLLMQccedefflnegprr reducible gLLMQccedefflnegprk reducible gLLMQcbdeeffabkuako reducible gLLMQcbdeeffabkxlkr reducible gLLMQcbdeeffabkxlkn reducible gLLMQbdcffefavsmpvc SFS[D(3,1)(2,1)] gLLMQbdcffefavvtdwc SFS[D(3,1)(2,1)] gLLMQaeeffdfbduikbb reducible gLLMQaeeffdfjdxtcbw SFS[D(3,1)(2,1)] gLLMQaeeffdfjduikbb SFS[D(3,1)(2,1)] gLLMQaeeffdfbdutvbb reducible gLLMQccedefftweolgo reducible gLLMQcbdeeffhbrmewg reducible gLLMQccedeffuveolgo reducible gLLMQcbdeeffabrmerg reducible gLLMQcbdeeffabrplrk reducible gLLMQcbdeeffabrplrj reducible gLLMQbdcfffeprvtqjb reducible gLLMQaeeffdfbdtpgbw reducible gLLMQbdcfffeafvtqjb reducible gLLMQaeeffdfbdtajbf reducible gLLMQaeeffdfbdtdvbc reducible gLLMQaeeffdfbdtpsbg reducible gLLMQccedeffuvloino reducible gLLMQaeeffdfbduacbj reducible gLLMQaeeffdfjdxafbj reducible gLLMQaeeffdfjduacbj reducible gLLMQaeeffdfbdtacbj reducible gLLMQaeeffdfjdtafbj reducible gLLMQaeeffdfjdtacbj reducible gLLMQccedefftwloino reducible gLLMQccedefftwlnino SFS[D(3,1)(2,1)] gLLMQccedefftwlrino SFS[D(3,1)(2,1)] gLLMQaeeffdfbdtdbbv reducible gLLMQaeeffdfbdudcbv reducible gLLMQadeeeffnieqssv reducible gLLMQadeeeffnmeqssv reducible gLLMQadeeeffnaeqssv reducible gLLAQaeddeffjaelfjo SFS[D(2,1)(2,1)] gLLAQadeefefjiapgco SFS[D(2,1)(2,1)] gLLAQaeddeffjaeljoo reducible gLLAQadeeeffjaapgro reducible gLLAQadeeeffjatmfro reducible gLLAQaeddeffjmelnjo SFS[D(2,1)(2,1)] gLLAQaeddeffjlxicno reducible gLLAQaeddeffjtxijjo reducible gLLAQaeddeffjaxiwbo reducible gLLMQadeefefnaupkcv SFS[D(2,1)(2,1)] gLLAQadeefefjplqroo SFS[D(2,1)(2,1)] gLLMQadeeeffnaupkcv reducible gLLAQadeeeffjalqvco reducible gLLAQadeeeffjatmfco reducible gLLMQadeefefnpuprfv SFS[D(2,1)(2,1)] gLLMQbdcffefakvaqvc reducible gLLMQbdcffefakvaqsc SFS[D(4,3)(3,1)] gLLMQbdcffefakvaqwc SFS[D(4,1)(3,1)] gLLMQbdcffefajvtpvc reducible gLLMQbdcffefajstpvc SFS[D(5,3)(3,1)] gLLMQbdcffefajwtpvc SFS[D(5,2)(3,1)] gLLMQccedeffpvxgaoc reducible gLLMQcbdeeffabbxhrg reducible gLLMQccedeffpvhgpvc reducible gLLMQbdcffefarvmdvc reducible gLLMQbdcffefajvmdvc reducible gLLMQaeeffdfbqxdwbf reducible gLLMQcbdeeffabrmlrg reducible gLLMQcbdeeffabrmlrk SFS[D(3,1)(3,2)] gLLMQcbdeeffabrmlrj SFS[D(3,1)(3,1)] gLLMQccedefflwholgo reducible gLLMQbdcffefarvtpvc reducible gLLMQbdcffefarstpvc SFS[D(4,3)(3,1)] gLLMQbdcffefarwtpvc SFS[D(4,1)(3,1)] gLLMQbdcffefakvdlvc reducible gLLMQaeeffdfbqtdwbc reducible gLLMQccedefflwxoino reducible gLLMQccedefflwxnino SFS[D(5,3)(3,1)] gLLMQccedefflwxrino SFS[D(5,2)(3,1)] gLLAQaeddeffjaqhjjo SFS[D(4,1)(2,1)] gLLAQaeddeffjadlwjo SFS[D(5,2)(2,1)] gLLAQaeddeffjadljoo SFS[D(3,1)(2,1)] gLLAQaeddeffjadlnjo SFS[D(4,1)(2,1)] gLLAQaeddeffjidlnjo SFS[D(5,2)(2,1)] gLLMQadeefefnahakkv SFS[D(4,1)(2,1)] gLLMQadeefefnaulksv SFS[D(5,2)(2,1)] gLLMQadeeeffnaulkcv SFS[D(3,1)(2,1)] gLLMQadeefefnaulkrv SFS[D(4,1)(2,1)] gLLMQadeeeffnuulkfv SFS[D(5,2)(2,1)] gLLMQbdcffefakveqvc reducible gLLMQbdcffefakveqsc SFS[D(5,3)(3,1)] gLLMQbdcffefakveqwc SFS[D(5,2)(3,1)] gLLAQcddefeflwwquvc reducible gLLAQcddefeflwwquwc toroidal gLLAQcddefeflwwqusc toroidal gLLAQcddefeflsvdubc reducible gLLMQccedeffpvmgubc reducible gLLMQccedeffpvigubc reducible gLLAQcddefeftssqevc reducible gLLAQcddefeftwwquvc reducible gLLAQcddefeflkkqhvc reducible gLLAQcddefeflkkqhwc SFS[D(3,1)(3,1)] gLLAQcddefeflkkqhsc SFS[D(3,1)(3,2)] gLLAQcddefeftskqevc reducible gLLAQcddefeflssqevc reducible gLLAQcddefeflssqewc SFS[D(5,3)(3,1)] gLLAQcddefeflssqesc SFS[D(5,2)(3,1)] gLLMQbdcffefakvelvc reducible gLLMQaeeffdfbiadvbs reducible gLLAQcddefeflskqevc reducible gLLAQcddefeflskqewc toroidal gLLAQcddefeflskqesc toroidal gLLMQcbdeeffabbdprg reducible gLLAQaeddeffjaphjjo SFS[D(5,2)(2,1)] gLLAQaeddeffbaalwjo SFS[D(2,1)(2,1)] gLLAQaeddeffnaalwjo SFS[D(2,1)(2,1)] gLLAQaeddeffjaalwjo toroidal gLLAQaeddeffjaaljoo SFS[D(3,1)(2,1)] gLLAQaeddeffjaalnjo SFS[D(5,2)(2,1)] gLLAQaeddeffbialnjo SFS[D(2,1)(2,1)] gLLAQaeddeffnialnjo SFS[D(2,1)(2,1)] gLLAQaeddeffjialnjo toroidal gLLMQadeeeffbaxpgsv reducible gLLAQaeddeffbqalrno SFS[D(2,1)(2,1)] gLLMQadeefefnahikkv SFS[D(5,2)(2,1)] gLLAQcddefeflwwxuoc SFS[D(2,1)(2,1)] gLLAQcddefeflwwxurc SFS[D(2,1)(2,1)] gLLAQcddefeflwwxunc toroidal gLLMQadeefefbihikkv SFS[D(2,1)(2,1)] gLLAQaeddeffbpxucno reducible gLLAQcddefeflkkxhnc SFS[D(3,1)(2,1)] gLLAQcddefeftrrqlvg SFS[D(2,1)(2,1)] gLLAQcddefeflssxenc SFS[D(5,2)(2,1)] gLLAQcddefeflskxeoc SFS[D(2,1)(2,1)] gLLAQcddefeflskxerc SFS[D(2,1)(2,1)] gLLAQcddefeflskxenc toroidal gLLAQcddefefdvvmtwf SFS[D(3,1)(2,1)] gLLAQcddefefdvvmtsf SFS[D(3,1)(2,1)] gLLAQcddefefdgvetbf reducible gLLAQcddefefdcvmisf SFS[D(3,1)(2,1)] gLLAQcddefefdcvmiwf SFS[D(3,1)(2,1)] gLLAQcddefefdrveibf reducible gLLAQcddefefisbtqvg reducible gLLAQcddefefdknmivf reducible gLLAQcddefefigftpvg reducible gLLAQcddefefdkkmtvf reducible gLLAQcddefefdrvxqof reducible gLLAQcddefefdrvxqnf reducible gLLAQcddefefdrvxqrf reducible gLLAQcddefefdrjxqof reducible gLLAQcddefefdrjxqnf reducible gLLAQcddefefdrjxqrf reducible gLLAQcddefefdrrxqof reducible gLLAQcddefefdrrxqnf reducible gLLAQcddefefdrrxqrf reducible gLLMQbdcfffeprvapjb reducible gLLMQaeeffdfbdepgbg reducible gLLMQbdcfffeafvapjb reducible gLLMQaeeffdfbdeajbj reducible gLLMQaeeffdfbdedvbv reducible gLLMQaeeffdfbdepsbw reducible gLLAQcddefefdgfmavf reducible gLLAQcddefefdsbmdvf reducible gLLAQaeddeffjapufjo SFS[D(2,1)(2,1)] gLLAQaeddeffblapnbo reducible gLLAQaeddeffbluasbo reducible gLLAQaeddeffblpugbo reducible gLLAQcddefefdcvuinf SFS[D(2,1)(2,1)] gLLAQcddefefdrvqqsf reducible gLLAQcddefefdrjqqsf reducible gLLAQcddefefdrrqqsf reducible gLLAQcddefefdvvutnf SFS[D(2,1)(2,1)] gLLAQaeddeffjqpuojo SFS[D(2,1)(2,1)] gLLAQaeddeffbmuafbo reducible gLLAQaeddeffbmpurbo reducible gLLAQaeddeffbmapkbo reducible gLLAQaeddeffjlapcno reducible gLLAQaeddeffjtapjjo reducible gLLAQaeddeffjaapwbo reducible gLLAQcddefefuwwttvg reducible gLLAQcddefefusstqvg reducible gLLAQcddefefpkkmtvf reducible gLLAQcddefefusktqvg reducible gLLMQbdcffefakvxtvc reducible gLLAQcddefefpwwmqvf reducible gLLAQcddefefpsveqbf reducible gLLMQccedeffpvpghjc reducible gLLMQccedeffpvugicc reducible gLLMQbdcffefakvutvc reducible gLLAQcddefefpssmdvf reducible gLLMQaeeffdfbihdvbf reducible gLLAQcddefefpskmdvf reducible gLLMQcbdeeffabbelrg reducible gLLAQadeeeffbaexsro SFS[D(2,1)(2,1)] gLLAQadeefefbauigso SFS[D(2,1)(2,1)] gLLAQadeefefbihdgko SFS[D(2,1)(2,1)] gLLAQaeddeffbpqunwo reducible gLLAQadeeeffbuuikno SFS[D(2,1)(2,1)] gLLAQaeddeffbaadrgo SFS[D(2,1)(2,1)] gLLAQaeddeffbtadkfo SFS[D(2,1)(2,1)] gLLAQadeeeffbaxugco reducible gLLAQaeddeffbxadbvo SFS[D(2,1)(2,1)] gLLAQcddefefqwwdlog reducible gLLAQcddefefqsstqvg reducible gLLAQcddefefqsvqlbg reducible gLLAQcddefefhkkmtvf reducible gLLAQcddefefqsktqvg reducible gLLAQcddefefhssxaof reducible gLLAQcddefefhwwmqvf reducible gLLAQcddefefhgvxmof reducible gLLAQcddefefhffxaof reducible gLLAQcddefefhfvxmof reducible gLLAQcddefefqssdpog reducible gLLAQcddefefhssmdvf reducible gLLMQaeeffdfbqedwbv reducible gLLAQcddefefhskmdvf reducible gLLAQcddefeftsstdoc reducible gLLAQcddefeftwwtqoc reducible gLLAQcddefeflfvttoc reducible gLLAQcddefeftfftdoc reducible gLLAQcddefeflgvttoc reducible gLLMQbdcffefarvthvc reducible gLLAQcddefeflwwtqoc reducible gLLAQcddefeflsvdqbc reducible gLLMQcbdeeffabrmqrg reducible gLLMQccedefflwmohso reducible gLLMQbdcffefarvmhvc reducible gLLAQcddefeflsstdoc reducible gLLMQaeeffdfbiadwbs reducible gLLMQccedefflwiohso reducible gLLAQadeeeffbulivno SFS[D(2,1)(2,1)] gLLAQadeefefbaligjo SFS[D(2,1)(2,1)] gLLAQadeefefbiadgco SFS[D(2,1)(2,1)] gLLAQaeddeffbpxucwo reducible gLLAQadeeeffbatxfro SFS[D(2,1)(2,1)] gLLAQaeddeffbtalvfo SFS[D(2,1)(2,1)] gLLAQadeeeffbaxmbco reducible gLLAQaeddeffbxalgvo SFS[D(2,1)(2,1)] gLLAQaeddeffbaalwgo SFS[D(2,1)(2,1)] gLLAQcddefeflsvtioc reducible gLLMQaeeffdfblldvbr reducible gLLAQcddefefavvttow SFS[D(3,1)(2,1)] gLLAQcddefefavvttnc SFS[D(3,1)(2,1)] gLLAQcddefefafvqmvc reducible gLLAQcddefefarvdqbc reducible gLLAQcddefefasbqevc reducible gLLAQcddefefaknqqvc reducible gLLAQcddefefaknqqsc reducible gLLAQcddefefaknqqvw reducible gLLAQcddefefagfqdvc reducible gLLAQcddefefakkqhvc reducible gLLAQcddefefakkqhvj reducible gLLAQcddefefakkqhsc reducible gLLMQaeeffdfbaadvbs reducible gLLMQaeeffdfbaapsbv reducible gLLAQcddefefagfqdsc SFS[D(3,1)(2,1)] gLLAQcddefefagfqdwc SFS[D(3,1)(2,1)] gLLAQcddefefasbqewc SFS[D(3,1)(2,1)] gLLAQcddefefasbqesc SFS[D(3,1)(2,1)] gLLAQaeddeffjauucjo SFS[D(2,1)(2,1)] gLLAQaeddeffblaawwo reducible gLLAQaeddeffblppjwo reducible gLLAQaeddeffbluucwo reducible gLLAQcddefefaknqxvn reducible gLLAQaeddeffjaaajoo reducible gLLAQcddefefagfxdnc SFS[D(2,1)(2,1)] gLLAQaeddeffjmaanjo SFS[D(2,1)(2,1)] gLLAQcddefefavvptsc SFS[D(2,1)(2,1)] gLLAQaeddeffbmppjgo reducible gLLAQaeddeffbmuucgo reducible gLLAQaeddeffbmaawgo reducible gLLAQaeddeffjqaajfo reducible gLLAQcddefefakkqxvk reducible gLLAQaeddeffjtaagjo SFS[D(2,1)(2,1)] gLLAQcddefefasbxenc SFS[D(2,1)(2,1)] gLLAQcddefefhwwmqvr SFS[D(5,2)(3,1)] gLLAQcddefefhwwmqvk SFS[D(5,3)(3,1)] gLLAQcddefefhssmdvr SFS[D(4,1)(3,1)] gLLAQcddefefhssmdvk SFS[D(4,3)(3,1)] gLLAQcddefefqsvdaog reducible gLLAQcddefefhfvxmrf SFS[D(5,2)(3,1)] gLLAQcddefefhfvxmnf SFS[D(5,3)(3,1)] gLLAQcddefefhgvxmrf SFS[D(4,1)(3,1)] gLLAQcddefefhgvxmnf SFS[D(4,3)(3,1)] gLLAQcddefefhssxarf SFS[D(4,1)(3,1)] gLLAQcddefefhssxanf SFS[D(4,3)(3,1)] gLLMQaeeffdfbqedvbv reducible gLLAQcddefefhffxarf SFS[D(3,1)(2,1)] gLLAQcddefefhffxanf SFS[D(3,1)(2,1)] gLLAQaeddeffjaahrjo SFS[D(5,2)(2,1)] gLLAQaeddeffjaulkjo SFS[D(4,1)(2,1)] gLLAQaeddeffjiahcjo SFS[D(5,2)(2,1)] gLLAQaeddeffjmahcjo SFS[D(4,1)(2,1)] gLLAQaeddeffjaahsjo SFS[D(4,1)(2,1)] gLLAQaeddeffjaahooo SFS[D(2,1)(2,1)] gLLAQcddefefhwwmxvs SFS[D(5,2)(2,1)] gLLAQcddefefhssmlvs SFS[D(4,1)(2,1)] gLLAQcddefefhfvqmsf SFS[D(5,2)(2,1)] gLLAQcddefefhgvqmsf SFS[D(4,1)(2,1)] gLLAQcddefefhssqasf SFS[D(4,1)(2,1)] gLLAQcddefefhffqasf SFS[D(2,1)(2,1)] gLLAQcddefefpsvmuvf reducible gLLMQaeeffdfbludwbg reducible gLLAQcddefefdfvmhvf reducible gLLAQcddefefdrvmuvf reducible gLLMQaeeffdfbpupgbf reducible gLLMQaeeffdfbpuajbn reducible gLLMQaeeffdfbpudvbg reducible gLLMQaeeffdfbpupsbo reducible gLLMQaeeffdfbpuacbv reducible gLLAQcddefefiffqqbg reducible gLLAQcddefeficbqpbg reducible gLLMQaeeffdfbpudbbr reducible gLLAQcddefefdvvxpov reducible gLLAQadeefefbelpkro reducible gLLMQadeefefbauqjov reducible gLLAQadeefefbatqkco reducible gLLMQadeefefbeuqjrv reducible gLLAQadeefefbalpkoo reducible gLLAQaeddeffbdqdsgo reducible gLLAQaeddeffbdqdfwo reducible gLLAQaeddeffbaqdbvo reducible gLLAQaeddeffbpqdvoo reducible gLLMQaeeffdfbahpkbs reducible gLLMQaeeffdfbahdfbv reducible gLLMQaeeffdfbahdfjv reducible gLLMQaeeffdfbahdfjw reducible gLLAQadeeeffbueewwo reducible gLLMQadeeeffbillwrv reducible gLLAQaeddeffbdttvgo reducible gLLAQadeeeffbueevwo reducible gLLMQadeeeffbillsrv reducible gLLAQaeddeffbpttwoo reducible gLLAQaeddeffbdttsgo reducible gLLAQadeeeffjeeeswo reducible gLLAQadeeeffjeuukwo reducible gLLAQadeeeffbueeswo reducible gLLMQadeeeffbillvrv reducible gLLAQaeddeffbpttvoo reducible gLLMQaeeffdfbdtpkbs reducible gLLMQaeeffdfbdtdfbs reducible gLLMQaeeffdfbdupkbw reducible gLLMQaeeffdfbdupvbg reducible gLLMQaeeffdfbduabbj reducible gLLMQaeeffdfbplabjf reducible gLLMQaeeffdfbplabjw reducible gLLMQaeeffdfbdudfbv reducible gLLMQadeeeffbueqwnv reducible gLLAQadeeeffbilqwso reducible gLLAQaeddeffbdmhwgo reducible gLLMQadeeeffbueqvnv reducible gLLAQadeeeffbilqsso reducible gLLAQaeddeffbpmhsoo reducible gLLAQaeddeffbdmhsgo reducible gLLMQadeeeffbueqsnv reducible gLLAQadeeeffbilqvso reducible gLLAQadeeeffjaapgso reducible gLLAQadeeeffjalqvso reducible gLLAQaeddeffbpmhvoo reducible gLLAQcddefeflsvqiwc reducible gLLAQcddefeflsvqisc reducible gLLAQaeddeffbqalogo SFS[D(3,1)(2,1)] gLLAQaeddeffbdalogo reducible gLLAQaeddeffbtalogo SFS[D(3,1)(2,1)] gLLAQadeefefbadpjso SFS[D(2,1)(2,1)] gLLAQcddefeflwwpivc SFS[D(2,1)(2,1)] gLLAQadeefefbixmjko SFS[D(2,1)(2,1)] gLLAQaeddeffnpalnfo reducible gLLAQaeddeffjpalnfo reducible gLLAQaeddeffbxalnfo SFS[D(3,1)(2,1)] gLLAQaeddeffblalnfo SFS[D(3,1)(2,1)] gLLAQaeddeffbdaljwo reducible gLLMQadeefefbxxpswv SFS[D(2,1)(2,1)] gLLAQaeddeffbmalrvo SFS[D(3,1)(2,1)] gLLAQaeddeffbialrvo SFS[D(3,1)(2,1)] gLLAQaeddeffbaalrvo reducible gLLAQadeefefbxxmcro SFS[D(2,1)(2,1)] gLLMQadeefefbixpgcv SFS[D(2,1)(2,1)] gLLAQaeddeffbpalcoo reducible gLLAQadeeeffbllinno reducible gLLAQcddefeflsvxioc reducible gLLAQcddefeflsvxirc reducible gLLAQcddefeflsvxinc reducible gLLAQcddefefignqmbg reducible gLLAQcddefeficbqmbg reducible gLLAQcddefefiffqmbg reducible gLLAQcddefefirkqmbg reducible gLLAQcddefefdgneebf reducible gLLAQcddefefdrkeebf reducible gLLAQaeddeffbduasgo reducible gLLAQaeddeffbdpuggo reducible gLLAQaeddeffbduafwo reducible gLLAQaeddeffbdpurwo reducible gLLAQcddefefpsvxunf reducible gLLAQcddefefpsvxurf reducible gLLAQcddefefpsvquvf reducible gLLAQadeeeffbluicno reducible gLLAQcddefefpsvquwf reducible gLLAQcddefefpsvqusf reducible gLLAQaeddeffbxadcfo SFS[D(3,1)(2,1)] gLLAQaeddeffbdadjgo reducible gLLAQaeddeffbiadwvo SFS[D(3,1)(2,1)] gLLAQcddefefpwwuuof SFS[D(2,1)(2,1)] gLLAQadeefefbadejjo SFS[D(2,1)(2,1)] gLLMQadeefefbixtgkv SFS[D(2,1)(2,1)] gLLAQaeddeffnpadcfo reducible gLLAQaeddeffjpadcfo reducible gLLAQaeddeffbqadjgo SFS[D(3,1)(2,1)] gLLAQaeddeffbmadwvo SFS[D(3,1)(2,1)] gLLAQaeddeffbdadowo reducible gLLAQadeefefbxxucwo SFS[D(2,1)(2,1)] gLLAQaeddeffbladcfo SFS[D(3,1)(2,1)] gLLAQaeddeffbtadjgo SFS[D(3,1)(2,1)] gLLAQaeddeffbaadwvo reducible gLLMQadeefefbxxtsrv SFS[D(2,1)(2,1)] gLLAQadeefefbixujco SFS[D(2,1)(2,1)] gLLAQaeddeffbpadnoo reducible gLLAQcddefefagndabc reducible gLLAQcddefefafvqmsc SFS[D(3,1)(2,1)] gLLAQcddefefafvqmwc SFS[D(3,1)(2,1)] gLLAQcddefefarvdqbw SFS[D(3,1)(2,1)] gLLAQcddefefarvdqbj SFS[D(3,1)(2,1)] gLLAQcddefefarkdabc reducible gLLAQcddefefafvxmnc SFS[D(2,1)(2,1)] gLLAQaeddeffjmaarvo SFS[D(2,1)(2,1)] gLLAQaeddeffjtaavwo SFS[D(2,1)(2,1)] gLLAQcddefefarvdxbn SFS[D(2,1)(2,1)] gLLAQaeddeffbdppsgo reducible gLLAQaeddeffbduungo reducible gLLAQaeddeffbdppfwo reducible gLLAQaeddeffbduukwo reducible gLLAQaeddeffbdxlsgo reducible gLLAQaeddeffbdxlfwo reducible gLLAQaeddeffbaxlbvo reducible gLLAQaeddeffbpxlvoo reducible gLLAQadeefefbahqrjg reducible gLLAQadeefefbahqrng reducible gLLAQadeefefbahqrbg reducible gLLAQadeefefbihqrng reducible gLLAQadeeeffbahqwgg reducible gLLAQadeefefbmhqrng reducible gLLAQadeefefbaeprcg reducible gLLAQadeefefbaeprrg reducible gLLAQadeefefbaeprsg reducible gLLAQadeefefbieprcg reducible gLLAQadeefefbmeprcg reducible gLLAQadeefefbaumrwg reducible gLLAQadeefefbaumrog reducible gLLAQadeefefbaumrkg reducible gLLAQadeeeffblumkbg reducible gLLAQadeefefbiumrkg reducible gLLAQadeefefbmumrkg reducible gLLAQadeeeffbetmfrw SFS[D(5,2)(2,1)] gLLAQadeeeffbetmfrj SFS[D(4,1)(2,1)] gLLAQadeeeffbetmfbk SFS[D(5,2)(2,1)] gLLAQadeeeffbetmfbj SFS[D(4,1)(2,1)] gLLAQadeeeffbxtucfn SFS[D(2,1)(2,1)] gLLAQadeefefbatujcn reducible gLLAQadeeeffbxtucjc reducible gLLAQadeeeffbxtucjw SFS[D(3,1)(2,1)] gLLAQadeeeffbxtucjj SFS[D(3,1)(2,1)] gLLAQadeefefbatufcc reducible gLLAQadeefefbatufcw reducible gLLAQadeefefbatufcj reducible gLLAQadeefefbutucwc reducible gLLAQadeeeffblaejjc reducible gLLAQadeeeffbxtucsk SFS[D(2,1)(2,1)] gLLAQadeefefbatuock reducible gLLAQadeeeffbxuucfn SFS[D(2,1)(2,1)] gLLAQadeeeffbhuukfn SFS[D(4,1)(2,1)] gLLAQadeeeffbhuukfr SFS[D(5,2)(2,1)] gLLAQadeeeffbxuucjc reducible gLLAQadeeeffbxuucjw SFS[D(3,1)(2,1)] gLLAQadeeeffbxuucjj SFS[D(3,1)(2,1)] gLLAQadeefefbiuucsc SFS[D(2,1)(2,1)] gLLAQadeeeffbhuukjc SFS[D(2,1)(2,1)] gLLAQadeefefbuuufwc reducible gLLAQadeefefbuuucwc reducible gLLAQadeefefbeeebcc T2xI gLLAQadeeeffbueesjc SFS[D(2,1)(2,1)] gLLAQadeeeffbleejjc reducible gLLAQadeefefbueefoc reducible gLLAQadeeeffbxuucsk SFS[D(2,1)(2,1)] gLLAQadeefefbeuunwg SFS[D(2,1)(2,1)] gLLAQadeeeffbmuukgg SFS[D(2,1)(2,1)] gLLAQadeefefbauursg reducible gLLAQadeefefbauunsg reducible gLLAQadeeeffbhuuksk SFS[D(4,1)(2,1)] gLLAQadeeeffbhuuksj SFS[D(5,2)(2,1)] gLLAQadeefefbmuurcg reducible gLLAQadeefefbpeefgg reducible gLLAQadeefefbaeerng reducible gLLAQadeeeffbueeskg reducible gLLAQadeefefbahhrwg reducible gLLAQadeefefbihhrkg reducible gLLAQadeefefbihhnkg reducible gLLAQadeeeffbhhhbbg T2xI gLLAQadeefefbuhhnjg SFS[D(2,1)(2,1)] gLLAQadeefefbxhhgrg reducible gLLAQadeeeffbxxucfn toroidal gLLAQadeeeffbxxucfr SFS[D(5,2)(2,1)] gLLAQadeefefbaxujcn reducible gLLAQadeeeffbxxucjc reducible gLLAQadeeeffbxxucjw toroidal gLLAQadeeeffbxxucjj toroidal gLLAQadeefefbaxufcw reducible gLLAQadeefefbaxufcj reducible gLLAQadeefefbuxucwc reducible gLLAQadeeeffbldejjc reducible gLLAQadeeeffbxxucsk toroidal gLLAQadeeeffbxxucsj SFS[D(5,2)(2,1)] gLLAQadeefefbaxuock reducible gLLAQadeefefbaehkcn reducible gLLAQadeefefbaehkcr reducible gLLAQadeefefbaehccj reducible gLLAQadeefefbaehncj reducible gLLAQadeeeffbaahgrn SFS[D(5,2)(2,1)] gLLAQadeeeffbaahgrr SFS[D(4,1)(2,1)] gLLAQadeeeffbaahgww SFS[D(4,1)(2,1)] gLLAQadeeeffbaahgwj SFS[D(5,2)(2,1)] gLLAQadeefefbelungg SFS[D(2,1)(2,1)] gLLAQadeeeffbmluvgg SFS[D(2,1)(2,1)] gLLAQadeefefbalurjg reducible gLLAQadeefefbalunjg reducible gLLAQadeefefbmlurng reducible gLLAQadeefefbaahrrg reducible gLLAQadeefefbiahrcg reducible gLLAQadeefefbiahncg reducible gLLAQadeeeffbhahgbg T2xI gLLAQadeefefbuahnfg SFS[D(2,1)(2,1)] gLLAQadeefefbxahgwg reducible gLLAQadeefefbptefrg reducible gLLAQadeefefbaterkg reducible gLLAQadeeeffbutefkg reducible gLLAQadeefefbatqkcn reducible gLLAQadeefefbatqkcr reducible gLLAQadeefefbatqccj reducible gLLAQadeefefbatqncj reducible gLLAQadeeeffbiemsvg SFS[D(2,1)(2,1)] gLLAQadeeeffbehpbsg reducible gLLAQadeeeffbehpfsg reducible gLLAQadeeeffbehpcsg reducible gLLAQadeeeffbldmnwn SFS[D(5,2)(2,1)] gLLAQadeeeffbldmnwr SFS[D(4,1)(2,1)] gLLAQadeeeffbldmnrw SFS[D(4,1)(2,1)] gLLAQadeeeffbldmnrj SFS[D(5,2)(2,1)] gLLAQadeeeffbxxqrbg SFS[D(2,1)(2,1)] gLLAQadeefefbaxqrrg reducible gLLAQadeeeffbudmvbg reducible gLLAQadeefefbixqrcg reducible gLLAQadeefefbuxqofg SFS[D(2,1)(2,1)] gLLAQadeefefbedmogg SFS[D(2,1)(2,1)] gLLAQadeefefbadmojg reducible gLLAQadeefefbadmrjg reducible gLLAQadeefefbldmgcg T2xI gLLAQadeefefbmdmrng reducible gLLAQadeefefbaiprkg reducible gLLAQadeeeffbaipffg reducible gLLAQadeeeffbmedgoc reducible gLLAQadeefefbatxfoc reducible gLLAQadeeeffbmadgoc reducible gLLAQadeeeffbatxfoc reducible gLLAQadeeeffbulivsg SFS[D(2,1)(2,1)] gLLAQadeeeffbatxfvg reducible gLLAQadeeeffbatxbvg reducible gLLAQadeeeffbatxcvg reducible gLLAQadeefefbaiignr SFS[D(2,1)(2,1)] gLLAQadeefefbaiijbn SFS[D(2,1)(2,1)] gLLAQadeeeffblddcwn SFS[D(5,2)(2,1)] gLLAQadeeeffblddcwr SFS[D(4,1)(2,1)] gLLAQadeefefblddswn SFS[D(4,1)(2,1)] gLLAQadeefefblddswr SFS[D(5,2)(2,1)] gLLAQadeefefbuddjwn SFS[D(2,1)(2,1)] gLLAQadeefefbmddgcr SFS[D(2,1)(2,1)] gLLAQadeeeffbxxxwwn SFS[D(5,2)(2,1)] gLLAQadeeeffbxxxwwr SFS[D(4,1)(2,1)] gLLAQadeefefbaxxgwr SFS[D(2,1)(2,1)] gLLAQadeefefbaiibnw SFS[D(2,1)(2,1)] gLLAQadeefefbaiifbw SFS[D(3,1)(2,1)] gLLAQadeefefbaiifbj SFS[D(3,1)(2,1)] gLLAQadeefefbeddcfc T2xI gLLAQadeeeffbmddgoc reducible gLLAQadeeeffblddcrw SFS[D(4,1)(2,1)] gLLAQadeeeffblddcrj SFS[D(5,2)(2,1)] gLLAQadeefefblddowc SFS[D(2,1)(2,1)] gLLAQadeefefbuddfwc reducible gLLAQadeefefbuddfww SFS[D(3,1)(2,1)] gLLAQadeefefbuddfwj SFS[D(3,1)(2,1)] gLLAQadeefefbmddbcw SFS[D(2,1)(2,1)] gLLAQadeeeffbxxxwrw SFS[D(4,1)(2,1)] gLLAQadeeeffbxxxwrj SFS[D(5,2)(2,1)] gLLAQadeefefbaxxbww SFS[D(2,1)(2,1)] gLLAQadeefefbixxbwc SFS[D(2,1)(2,1)] gLLAQadeefefbuxxfvc reducible gLLAQadeeeffbaxxfoc reducible gLLAQadeefefbxxxojc SFS[D(2,1)(2,1)] gLLAQadeefefbaiirng reducible gLLAQadeefefbaiirnk SFS[D(3,1)(2,1)] gLLAQadeefefbaiirnj SFS[D(3,1)(2,1)] gLLAQadeefefbaiiobk SFS[D(2,1)(2,1)] gLLAQadeeeffbaiisfg reducible gLLAQadeefefbeddowg SFS[D(2,1)(2,1)] gLLAQadeefefbaddosg reducible gLLAQadeefefbaddrsg reducible gLLAQadeeeffbuddkbg reducible gLLAQadeefefblddfwk SFS[D(4,1)(2,1)] gLLAQadeefefblddfwj SFS[D(5,2)(2,1)] gLLAQadeefefblddgng T2xI gLLAQadeefefbuddowk SFS[D(2,1)(2,1)] gLLAQadeefefbmddrcg reducible gLLAQadeefefbmddrck SFS[D(3,1)(2,1)] gLLAQadeefefbmddrcj SFS[D(3,1)(2,1)] gLLAQadeeeffbxxxwbg SFS[D(2,1)(2,1)] gLLAQadeefefbaxxrwg reducible gLLAQadeefefbaxxrwk SFS[D(3,1)(2,1)] gLLAQadeefefbaxxrwj SFS[D(3,1)(2,1)] gLLAQadeefefbixxrkg reducible gLLAQadeefefbuxxojg SFS[D(2,1)(2,1)] gLLAQadeefefbatigrr SFS[D(3,1)(2,1)] gLLAQadeefefbatigsr SFS[D(3,1)(2,1)] gLLAQadeefefbatigcr reducible gLLAQadeefefbaaxgbr reducible gLLAQadeeeffbaaxwrr SFS[D(2,1)(2,1)] gLLAQadeefefbaldgkr SFS[D(3,1)(2,1)] gLLAQadeefefbildgkr SFS[D(3,1)(2,1)] gLLAQadeefefbmldgkr reducible gLLAQadeefefbatibrw SFS[D(3,1)(2,1)] gLLAQadeefefbatibsw SFS[D(3,1)(2,1)] gLLAQadeefefbatibcw reducible gLLAQadeefefbaaxbbw reducible gLLAQadeeeffbaaxwww SFS[D(2,1)(2,1)] gLLAQadeefefbaldbkw SFS[D(3,1)(2,1)] gLLAQadeefefbildbkw SFS[D(3,1)(2,1)] gLLAQadeefefbmldbkw reducible gLLAQadeefefbatirrg reducible gLLAQadeefefbatirrk SFS[D(3,1)(3,2)] gLLAQadeefefbatirrj SFS[D(3,1)(3,1)] gLLAQadeefefbatirsg reducible gLLAQadeefefbatirsk SFS[D(3,1)(3,1)] gLLAQadeefefbatirsj SFS[D(3,1)(3,2)] gLLAQadeefefbatircg reducible gLLAQadeefefbatirck reducible gLLAQadeefefbatircj reducible gLLAQadeefefbitircg reducible gLLAQadeefefbmtircg reducible gLLAQadeefefbaaxrng reducible gLLAQadeefefbaaxrbg reducible gLLAQadeefefbaaxrbk reducible gLLAQadeefefbaaxrbj reducible gLLAQadeefefbaaxrjg reducible gLLAQadeefefbiaxrng reducible gLLAQadeeeffbaaxwgg reducible gLLAQadeeeffbaaxwgk SFS[D(3,1)(2,1)] gLLAQadeeeffbaaxwgj SFS[D(3,1)(2,1)] gLLAQadeefefbmaxrng reducible gLLAQadeefefbaldrog reducible gLLAQadeefefbaldrkg reducible gLLAQadeefefbaldrkk SFS[D(3,1)(3,2)] gLLAQadeefefbaldrkj SFS[D(3,1)(3,1)] gLLAQadeefefbaldrwg reducible gLLAQadeeeffblldkbg reducible gLLAQadeefefbildrkg reducible gLLAQadeefefbildrkk SFS[D(3,1)(3,1)] gLLAQadeefefbildrkj SFS[D(3,1)(3,2)] gLLAQadeefefbmldrkg reducible gLLAQadeefefbmldrkk reducible gLLAQadeefefbmldrkj reducible gLLAQaeddeffbpalnfn SFS[D(3,1)(2,1)] gLLAQaeddeffbpalnfr SFS[D(3,1)(2,1)] gLLAQaeddeffbpalcon SFS[D(3,1)(2,1)] gLLAQaeddeffbpalcor SFS[D(3,1)(2,1)] gLLAQadeeeffjliunjc SFS[D(2,1)(2,1)] gLLAQadeeeffjeiuwvc SFS[D(2,1)(2,1)] gLLAQadeeeffjledcbg SFS[D(2,1)(2,1)] gLLAQadeeeffjeedgsg SFS[D(2,1)(2,1)] gLLAQaeddeffbtedjgn SFS[D(2,1)(2,1)] gLLAQaeddeffbmedcjn SFS[D(3,1)(2,1)] gLLAQaeddeffbaedcjn reducible gLLAQaeddeffbiedcjn SFS[D(3,1)(2,1)] gLLAQaeddeffbxedcfn SFS[D(2,1)(2,1)] gLLAQaeddeffbpedjbn reducible gLLAQaeddeffbqedwnn SFS[D(3,1)(2,1)] gLLAQaeddeffbdadbcc reducible gLLAQadeefefnuxucwc SFS[D(3,1)(2,1)] gLLAQadeefefjuxucwc SFS[D(3,1)(2,1)] gLLAQaeddeffbiadcfc reducible gLLAQaeddeffbmedcfw SFS[D(3,1)(3,2)] gLLAQaeddeffbmedcfj SFS[D(3,1)(3,1)] gLLAQaeddeffbaedcfw reducible gLLAQaeddeffbaedcfj reducible gLLAQaeddeffbiedcfc reducible gLLAQaeddeffbiedcfw SFS[D(3,1)(3,1)] gLLAQaeddeffbiedcfj SFS[D(3,1)(3,2)] gLLAQadeeeffnxxucjc SFS[D(3,1)(2,1)] gLLAQadeeeffjxxucjc SFS[D(3,1)(2,1)] gLLAQaeddeffbdadwvc reducible gLLAQaeddeffbpedjgw reducible gLLAQaeddeffbpedjgj reducible gLLAQaeddeffbledjgc reducible gLLAQaeddeffbqadwvc reducible gLLAQaeddeffbqedwvc reducible gLLAQaeddeffbqedwvw SFS[D(3,1)(3,1)] gLLAQaeddeffbqedwvj SFS[D(3,1)(3,2)] gLLAQaeddeffbladjgc reducible gLLAQaeddeffbdedwvc reducible gLLAQadeeeffnmexsvg SFS[D(2,1)(2,1)] gLLAQaeddeffbmedcok SFS[D(3,1)(2,1)] gLLAQaeddeffbaedcok reducible gLLAQaeddeffbiedcok SFS[D(3,1)(2,1)] gLLAQadeefefnhexogg SFS[D(2,1)(2,1)] gLLAQaeddeffbpedjwk reducible gLLAQaeddeffbqedwkk SFS[D(3,1)(2,1)] gLLAQaeddeffbpqqnnr reducible gLLAQaeddeffbpqqcvr reducible gLLAQaeddeffbtddjgn SFS[D(2,1)(2,1)] gLLAQaeddeffbmddcjn SFS[D(3,1)(2,1)] gLLAQaeddeffbaddcjn reducible gLLAQaeddeffbiddcjn SFS[D(3,1)(2,1)] gLLAQaeddeffbxddcfn SFS[D(2,1)(2,1)] gLLAQaeddeffbpddjbn reducible gLLAQaeddeffbqddwnn SFS[D(3,1)(2,1)] gLLAQaeddeffbpttvon reducible gLLAQaeddeffbpttvor reducible gLLAQaeddeffbpttwon reducible gLLAQaeddeffbpttwor reducible gLLAQaeddeffbattcvn SFS[D(3,1)(2,1)] gLLAQaeddeffbattcvr SFS[D(3,1)(2,1)] gLLAQaeddeffbpqqnvw reducible gLLAQaeddeffbpqqcnw reducible gLLAQaeddeffbdddbcc reducible gLLAQadeefefnuuucwc SFS[D(3,1)(2,1)] gLLAQadeefefjuuucwc SFS[D(3,1)(2,1)] gLLAQaeddeffbiddcfc reducible gLLAQaeddeffbmddcfw SFS[D(3,1)(3,2)] gLLAQaeddeffbmddcfj SFS[D(3,1)(3,1)] gLLAQaeddeffbaddcfw reducible gLLAQaeddeffbaddcfj reducible gLLAQaeddeffbiddcfw SFS[D(3,1)(3,1)] gLLAQaeddeffbiddcfj SFS[D(3,1)(3,2)] gLLAQadeeeffnxuucjc SFS[D(3,1)(2,1)] gLLAQadeeeffjxuucjc SFS[D(3,1)(2,1)] gLLAQaeddeffbdddwvc reducible gLLAQaeddeffbpddjgw reducible gLLAQaeddeffbpddjgj reducible gLLAQaeddeffblddjgc reducible gLLAQaeddeffbqddwvc reducible gLLAQaeddeffbqddwvw SFS[D(3,1)(3,1)] gLLAQaeddeffbqddwvj SFS[D(3,1)(3,2)] gLLAQadeeeffjehhbvc reducible gLLAQadeeeffjeeesvc reducible gLLAQadeeeffjauugwc SFS[D(2,1)(2,1)] gLLAQaeddeffbqqqoog reducible gLLAQaeddeffbdqqoog reducible gLLAQaeddeffbtqqoog reducible gLLAQaeddeffbpqqnkk reducible gLLAQaeddeffbpqqnkj reducible gLLAQaeddeffbxqqnkg reducible gLLAQaeddeffblqqnkg reducible gLLAQaeddeffbdqqjsg reducible gLLAQaeddeffbpqqcck reducible gLLAQaeddeffbpqqccj reducible gLLAQaeddeffbmqqrwg reducible gLLAQaeddeffbiqqrwg reducible gLLAQaeddeffbaqqrwg reducible gLLAQadeeeffnmeesvg SFS[D(2,1)(2,1)] gLLAQaeddeffbmddcok SFS[D(3,1)(2,1)] gLLAQaeddeffbaddcok reducible gLLAQaeddeffbiddcok SFS[D(3,1)(2,1)] gLLAQadeefefnheeogg SFS[D(2,1)(2,1)] gLLAQaeddeffbpddjwk reducible gLLAQaeddeffbqddwkk SFS[D(3,1)(2,1)] gLLAQadeeeffjehhbsg reducible gLLAQadeeeffjeuuksg reducible gLLAQadeeeffjaeevvg SFS[D(2,1)(2,1)] gLLAQaeddeffbtadjgn toroidal gLLAQaeddeffbtadjgr SFS[D(3,1)(2,1)] gLLAQaeddeffbmadcjn toroidal gLLAQaeddeffbmadcjr SFS[D(8,3)(2,1)] gLLAQaeddeffbaadcjn reducible gLLAQaeddeffbiadcjn toroidal gLLAQaeddeffbiadcjr SFS[D(7,3)(2,1)] gLLAQaeddeffbpadcfn SFS[D(3,1)(2,1)] gLLAQaeddeffbpadcfr SFS[D(3,1)(2,1)] gLLAQaeddeffbxadcfn toroidal gLLAQaeddeffbxadcfr SFS[D(3,1)(2,1)] gLLAQaeddeffbladcfn SFS[D(3,1)(2,1)] gLLAQaeddeffbladcfr reducible gLLAQaeddeffbpadjbn reducible gLLAQaeddeffbaadwvn SFS[D(3,1)(2,1)] gLLAQaeddeffbaadwvr SFS[D(3,1)(2,1)] gLLAQaeddeffbqadwnn toroidal gLLAQaeddeffbqadwnr SFS[D(7,3)(2,1)] gLLAQadeefefnutucwc toroidal gLLAQadeefefjutucwc toroidal gLLAQaeddeffbmadcfw toroidal gLLAQaeddeffbmadcfj toroidal gLLAQaeddeffbaadcfw reducible gLLAQaeddeffbaadcfj reducible gLLAQaeddeffbiadcfw toroidal gLLAQaeddeffbiadcfj toroidal gLLAQadeeeffjltucjc SFS[D(2,1)(2,1)] gLLAQadeeeffnxtucjc toroidal gLLAQadeeeffjxtucjc toroidal gLLAQadeeeffnptucjc SFS[D(8,3)(2,1)] gLLAQadeeeffjptucjc SFS[D(7,3)(2,1)] gLLAQaeddeffbpadjgw reducible gLLAQaeddeffbpadjgj reducible gLLAQadeeeffjatujwc SFS[D(2,1)(2,1)] gLLAQaeddeffbqadwvw toroidal gLLAQaeddeffbqadwvj toroidal gLLAQadeeeffnmemsvg toroidal gLLAQadeeeffjmemsvg SFS[D(7,2)(2,1)] gLLAQaeddeffbmadcok toroidal gLLAQaeddeffbmadcoj SFS[D(7,3)(2,1)] gLLAQaeddeffbaadcok reducible gLLAQaeddeffbiadcok toroidal gLLAQaeddeffbiadcoj SFS[D(8,3)(2,1)] gLLAQadeeeffjlemnbg SFS[D(2,1)(2,1)] gLLAQadeefefnhemogg toroidal gLLAQadeefefjhemogg SFS[D(7,2)(2,1)] gLLAQadeeeffniemsvg SFS[D(7,2)(2,1)] gLLAQadeeeffjiemsvg SFS[D(5,1)(2,1)] gLLAQaeddeffbpadjwk reducible gLLAQadeeeffjaemsvg SFS[D(2,1)(2,1)] gLLAQaeddeffbqadwkk toroidal gLLAQaeddeffbqadwkj SFS[D(8,3)(2,1)] gLLAQaeddeffbaqdbvn reducible gLLAQaeddeffbaqdbvr reducible gLLAQadeeeffjatmfwc reducible gLLAQadeeeffjatmfvg reducible gLLAQaeddeffbpxqcnr reducible gLLAQaeddeffbpxqcvw reducible gLLAQaeddeffbqxqjog reducible gLLAQaeddeffbdxqjog reducible gLLAQaeddeffbtxqjog reducible gLLAQaeddeffbpxqckk reducible gLLAQaeddeffbpxqckj reducible gLLAQaeddeffbxxqckg reducible gLLAQaeddeffblxqckg reducible gLLAQaeddeffbdxqosg reducible gLLAQaeddeffbmxqwwg reducible gLLAQaeddeffbixqwwg reducible gLLAQaeddeffbaxqwwg reducible gLLAQaeddeffbdatgog reducible gLLAQaeddeffbdmpcsg reducible gLLAQaeddeffbaatvwg reducible gLLAQaeddeffbdatrsg reducible gLLAQaeddeffbatlcbr SFS[D(2,1)(2,1)] gLLAQaeddeffbatlcgw SFS[D(2,1)(2,1)] gLLAQaeddeffbdadnog reducible gLLAQaeddeffbdadksg reducible gLLAQaeddeffbaadowg reducible gLLAQaeddeffbatlcwk SFS[D(3,1)(2,1)] gLLAQaeddeffbatlcwj SFS[D(3,1)(2,1)] gLLAQaeddeffbdtlbsg reducible gLLAQaeddeffbaahrgr SFS[D(2,1)(2,1)] gLLAQaeddeffbaahrbw SFS[D(2,1)(2,1)] gLLAQaeddeffbaahrrk SFS[D(3,1)(2,1)] gLLAQaeddeffbaahrrj SFS[D(3,1)(2,1)] gLLAQaeddeffbiahrrg SFS[D(3,1)(2,1)] gLLAQaeddeffbxahncg SFS[D(3,1)(2,1)] gLLAQaeddeffbqahosg SFS[D(3,1)(2,1)] gLLAQaeddeffbmahrrg SFS[D(3,1)(2,1)] gLLAQaeddeffbpmpwvr SFS[D(2,1)(2,1)] gLLAQaeddeffbpmpwnw SFS[D(2,1)(2,1)] gLLAQaeddeffbpmpwck SFS[D(3,1)(2,1)] gLLAQaeddeffbpmpwcj SFS[D(3,1)(2,1)] gLLAQaeddeffbmuucgn SFS[D(3,1)(2,1)] gLLAQaeddeffbmuucgr SFS[D(3,1)(2,1)] gLLAQaeddeffbluucwn SFS[D(3,1)(2,1)] gLLAQaeddeffbluucwr SFS[D(3,1)(2,1)] gLLAQaeddeffbtaackn SFS[D(7,3)(2,1)] gLLAQaeddeffbtaackr SFS[D(8,3)(2,1)] gLLAQaeddeffbmaawgn toroidal gLLAQaeddeffbmaawgr toroidal gLLAQaeddeffbaaawgr SFS[D(2,1)(2,1)] gLLAQaeddeffbiaawgn SFS[D(8,3)(2,1)] gLLAQaeddeffbiaawgr SFS[D(7,3)(2,1)] gLLAQaeddeffbpaawwn SFS[D(2,1)(2,1)] gLLAQaeddeffbxaawwn SFS[D(7,3)(2,1)] gLLAQaeddeffbxaawwr SFS[D(8,3)(2,1)] gLLAQaeddeffblaawwn toroidal gLLAQaeddeffblaawwr toroidal gLLAQaeddeffbpaacvr SFS[D(2,1)(2,1)] gLLAQaeddeffbaaajon SFS[D(2,1)(2,1)] gLLAQaeddeffbqaajfn SFS[D(8,3)(2,1)] gLLAQaeddeffbqaajfr SFS[D(7,3)(2,1)] gLLAQaeddeffbmppjgn SFS[D(3,1)(2,1)] gLLAQaeddeffbmppjgr SFS[D(3,1)(2,1)] gLLAQaeddeffblppjwn SFS[D(3,1)(2,1)] gLLAQaeddeffblppjwr SFS[D(3,1)(2,1)] gLLAQaeddeffbmuucbj SFS[D(2,1)(2,1)] gLLAQaeddeffbluucrj SFS[D(2,1)(2,1)] gLLAQaeddeffbtaaccw reducible gLLAQaeddeffbtaaccj SFS[D(3,1)(2,1)] gLLAQaeddeffbmaawbw SFS[D(7,2)(2,1)] gLLAQaeddeffbmaawbj toroidal gLLAQaeddeffbaaawbw SFS[D(2,1)(2,1)] gLLAQaeddeffbiaawbw SFS[D(5,1)(2,1)] gLLAQaeddeffbiaawbj SFS[D(7,2)(2,1)] gLLAQaeddeffbpaawrw SFS[D(3,1)(2,1)] gLLAQaeddeffbpaawrj SFS[D(3,1)(2,1)] gLLAQaeddeffbqaaccc SFS[D(3,1)(2,1)] gLLAQaeddeffbxaawrw reducible gLLAQaeddeffbxaawrj SFS[D(3,1)(2,1)] gLLAQaeddeffblaawrc SFS[D(3,1)(2,1)] gLLAQaeddeffblaawrw SFS[D(3,1)(2,1)] gLLAQaeddeffblaawrj toroidal gLLAQaeddeffbpaacnw SFS[D(2,1)(2,1)] gLLAQaeddeffbiaajsc SFS[D(3,1)(2,1)] gLLAQaeddeffbaaajsw SFS[D(3,1)(2,1)] gLLAQaeddeffbaaajsj SFS[D(3,1)(2,1)] gLLAQaeddeffbqaajjw SFS[D(5,1)(2,1)] gLLAQaeddeffbqaajjj SFS[D(7,2)(2,1)] gLLAQaeddeffbmppjbj SFS[D(2,1)(2,1)] gLLAQaeddeffblppjrj SFS[D(2,1)(2,1)] gLLAQaeddeffbmuucrj SFS[D(2,1)(2,1)] gLLAQaeddeffbluucbj SFS[D(2,1)(2,1)] gLLAQaeddeffbtaacnk SFS[D(5,1)(2,1)] gLLAQaeddeffbtaacnj SFS[D(7,2)(2,1)] gLLAQaeddeffbmaawrk SFS[D(3,1)(2,1)] gLLAQaeddeffbmaawrj toroidal gLLAQaeddeffbaaawrk SFS[D(3,1)(2,1)] gLLAQaeddeffbaaawrj SFS[D(3,1)(2,1)] gLLAQaeddeffbiaawrk reducible gLLAQaeddeffbiaawrj SFS[D(3,1)(2,1)] gLLAQaeddeffbpaawbk SFS[D(2,1)(2,1)] gLLAQaeddeffbxaawbk SFS[D(5,1)(2,1)] gLLAQaeddeffbxaawbj SFS[D(7,2)(2,1)] gLLAQaeddeffblaawbk SFS[D(7,2)(2,1)] gLLAQaeddeffblaawbj toroidal gLLAQaeddeffbpaacck SFS[D(3,1)(2,1)] gLLAQaeddeffbpaaccj SFS[D(3,1)(2,1)] gLLAQaeddeffbiaawrg SFS[D(3,1)(2,1)] gLLAQaeddeffbxaaccg SFS[D(3,1)(2,1)] gLLAQaeddeffbaaajjk SFS[D(2,1)(2,1)] gLLAQaeddeffbqaajsg SFS[D(3,1)(2,1)] gLLAQaeddeffbqaajsk reducible gLLAQaeddeffbqaajsj SFS[D(3,1)(2,1)] gLLAQaeddeffbmaawrg SFS[D(3,1)(2,1)] gLLAQaeddeffbmppjrj SFS[D(2,1)(2,1)] gLLAQaeddeffblppjbj SFS[D(2,1)(2,1)] gLLMQadeefefbatpgcw reducible gLLMQadeefefbitpgcw SFS[D(3,1)(2,1)] gLLMQadeefefbmtpgcw SFS[D(3,1)(2,1)] gLLMQadeefefbaaqgnw SFS[D(3,1)(2,1)] gLLMQadeefefbaaqgbw reducible gLLMQadeefefbaaqgjw SFS[D(3,1)(2,1)] gLLMQadeefefbalmgww SFS[D(3,1)(2,1)] gLLAQadeefefnalucbc reducible gLLAQadeeeffnuluvjc SFS[D(3,1)(2,1)] gLLAQadeefefnpluwoc SFS[D(3,1)(2,1)] gLLAQadeefefnatecwc SFS[D(3,1)(2,1)] gLLAQadeefefnaahccc reducible gLLAQadeefefnalucjc SFS[D(3,1)(2,1)] gLLAQadeefefnalucnc SFS[D(3,1)(2,1)] gLLAQadeefefnaeprcg reducible gLLAQadeefefjaeprcg reducible gLLAQadeefefnmeprcg SFS[D(3,1)(3,1)] gLLAQadeefefjmeprcg SFS[D(3,1)(3,2)] gLLAQadeefefnieprcg SFS[D(3,1)(3,2)] gLLAQadeefefjieprcg SFS[D(3,1)(3,1)] gLLAQadeefefnaumrkg SFS[D(3,1)(3,2)] gLLAQadeefefjaumrkg SFS[D(3,1)(3,1)] gLLAQadeefefnahqrbg reducible gLLAQadeefefjahqrbg reducible gLLAQadeefefnaeprsg SFS[D(3,1)(3,1)] gLLAQadeefefjaeprsg SFS[D(3,1)(3,2)] gLLAQadeefefnaeprrg SFS[D(3,1)(3,2)] gLLAQadeefefjaeprrg SFS[D(3,1)(3,1)] gLLAQaeddeffbpqhkbg reducible gLLAQadeeeffnahuvkc SFS[D(5,2)(2,1)] gLLAQadeeeffjahuvkc SFS[D(4,1)(2,1)] gLLAQadeeeffnaehggg SFS[D(5,2)(2,1)] gLLAQadeeeffjaehggg SFS[D(4,1)(2,1)] gLLAQaeddeffbpadsvc reducible gLLAQaeddeffbqadnfc reducible gLLMQadeefefbautcof reducible gLLAQaeddeffbiadogc reducible gLLMQadeeeffbmllvrs SFS[D(5,2)(2,1)] gLLMQadeeeffbmllvrw SFS[D(4,1)(2,1)] gLLMQadeefefbpllros SFS[D(2,1)(2,1)] gLLMQadeefefballkbs SFS[D(2,1)(2,1)] gLLMQadeeeffbullvfs toroidal gLLMQadeeeffbullvws SFS[D(5,2)(2,1)] gLLMQadeeeffbullvfw SFS[D(5,2)(2,1)] gLLMQadeeeffbullvww SFS[D(4,1)(2,1)] gLLMQadeeeffbillvrs toroidal gLLMQadeeeffbillvrw toroidal gLLMQadeeeffbillsrs SFS[D(3,1)(2,1)] gLLMQadeeeffbillsrw SFS[D(3,1)(2,1)] gLLMQadeeeffbillwrs SFS[D(3,1)(2,1)] gLLMQadeeeffbillwrw SFS[D(3,1)(2,1)] gLLMQadeeeffballvrs SFS[D(4,1)(2,1)] gLLMQadeeeffballvrw SFS[D(5,2)(2,1)] gLLMQadeefefbaaagrw SFS[D(2,1)(2,1)] gLLMQadeeeffbuaagns SFS[D(4,1)(2,1)] gLLMQadeeeffbuaagnw SFS[D(5,2)(2,1)] gLLMQadeefefbuaakws SFS[D(2,1)(2,1)] gLLMQadeeeffbaaagrs SFS[D(5,2)(2,1)] gLLMQadeeeffbaaagrw SFS[D(4,1)(2,1)] gLLMQadeefefbpttsrw SFS[D(2,1)(2,1)] gLLMQadeefefbattgkw SFS[D(2,1)(2,1)] gLLMQadeeeffbuttfns SFS[D(5,2)(2,1)] gLLMQadeeeffbuttfnw toroidal gLLMQadeeeffbhttfns SFS[D(4,1)(2,1)] gLLMQadeeeffbhttfnw SFS[D(5,2)(2,1)] gLLMQadeeeffbattfss SFS[D(5,2)(2,1)] gLLMQadeeeffbattfcs SFS[D(4,1)(2,1)] gLLMQadeeeffbattfrs toroidal gLLMQadeeeffbattfsw SFS[D(4,1)(2,1)] gLLMQadeeeffbattfcw SFS[D(5,2)(2,1)] gLLMQadeeeffbattfrw toroidal gLLMQadeeeffbattbrs SFS[D(3,1)(2,1)] gLLMQadeeeffbattbrw SFS[D(3,1)(2,1)] gLLMQadeeeffbattcrs SFS[D(3,1)(2,1)] gLLMQadeeeffbattcrw SFS[D(3,1)(2,1)] gLLAQadeeeffnmhhbkc SFS[D(4,1)(2,1)] gLLAQadeeeffjmhhbkc SFS[D(5,2)(2,1)] gLLMQadeeeffjullvjf SFS[D(3,1)(2,1)] gLLMQadeeeffnullvjf SFS[D(3,1)(2,1)] gLLMQadeefefballcbr SFS[D(3,1)(2,1)] gLLMQadeefefballcbk SFS[D(3,1)(2,1)] gLLAQadeefefniuuccc SFS[D(5,2)(2,1)] gLLMQadeeeffbullvjr toroidal gLLAQaeddeffnlqqgnc SFS[D(4,1)(2,1)] gLLAQadeefefjiuuccc SFS[D(4,1)(2,1)] gLLMQadeeeffbullvjk toroidal gLLAQaeddeffjlqqgnc SFS[D(5,2)(2,1)] gLLAQadeeeffnihhbkc SFS[D(5,2)(2,1)] gLLAQadeeeffjihhbkc toroidal gLLAQadeeeffjieeskc SFS[D(2,1)(2,1)] gLLAQadeeeffjiuukkc SFS[D(2,1)(2,1)] gLLMQadeefefbeaafff T2xI gLLAQadeefefnahhckc SFS[D(2,1)(2,1)] gLLAQaeddeffbpddsvc reducible gLLAQadeefefnuuufwc SFS[D(3,1)(2,1)] gLLAQadeefefjuuufwc SFS[D(3,1)(2,1)] gLLAQadeeeffnahhckc SFS[D(4,1)(2,1)] gLLAQadeeeffjahhckc SFS[D(5,2)(2,1)] gLLAQaeddeffbqddnfc reducible gLLAQadeefefnmuucrc SFS[D(2,1)(2,1)] gLLAQadeefefnauucrc SFS[D(2,1)(2,1)] gLLAQadeefefniuucrc toroidal gLLAQadeefefjiuucrc SFS[D(5,2)(2,1)] gLLAQaeddeffbiddogc reducible gLLAQadeeeffnahhfkc SFS[D(5,2)(2,1)] gLLAQaeddeffnattbgc SFS[D(4,1)(2,1)] gLLAQadeeeffjahhfkc toroidal gLLAQaeddeffjattbgc SFS[D(5,2)(2,1)] gLLAQadeeeffjaeevkc SFS[D(2,1)(2,1)] gLLAQadeeeffjauugkc SFS[D(2,1)(2,1)] gLLAQadeefefnluuwfc SFS[D(5,2)(2,1)] gLLAQadeefefjluuwfc SFS[D(4,1)(2,1)] gLLAQaeddeffniddcog SFS[D(2,1)(2,1)] gLLAQaeddeffbaqqwog reducible gLLAQaeddeffnaddcog SFS[D(2,1)(2,1)] gLLAQadeefefnpeefog SFS[D(5,2)(2,1)] gLLAQaeddeffnmddcog toroidal gLLAQadeefefjpeefog SFS[D(4,1)(2,1)] gLLAQaeddeffjmddcog SFS[D(5,2)(2,1)] gLLAQadeeeffnphhwsg SFS[D(5,2)(2,1)] gLLAQadeeeffjphhwsg toroidal gLLAQadeeeffjpuucsg SFS[D(2,1)(2,1)] gLLAQadeeeffjpeejsg SFS[D(2,1)(2,1)] gLLAQadeeeffnahhcgg SFS[D(4,1)(2,1)] gLLAQadeeeffjahhcgg SFS[D(5,2)(2,1)] gLLAQadeefefnahhrwg SFS[D(3,1)(2,1)] gLLAQadeefefjahhrwg SFS[D(3,1)(2,1)] gLLAQadeefefnpeefcg SFS[D(4,1)(2,1)] gLLAQadeefefjpeefcg SFS[D(5,2)(2,1)] gLLAQaeddeffbtqqvkg reducible gLLMQadeeeffbhaaggg T2xI gLLAQadeeeffnmeesgg SFS[D(2,1)(2,1)] gLLAQaeddeffbxqqgwg reducible gLLAQadeeeffnueeskg SFS[D(3,1)(2,1)] gLLAQadeeeffjueeskg SFS[D(3,1)(2,1)] gLLAQadeefefnaeerng SFS[D(3,1)(2,1)] gLLAQadeefefjaeerng SFS[D(3,1)(2,1)] gLLAQadeefefnpeefgg toroidal gLLAQadeefefjpeefgg toroidal gLLAQadeefefnxeefgg SFS[D(4,1)(2,1)] gLLAQadeefefjxeefgg SFS[D(5,2)(2,1)] gLLAQadeeeffnahhfgg SFS[D(5,2)(2,1)] gLLAQaeddeffnattbjg SFS[D(4,1)(2,1)] gLLAQadeeeffjahhfgg toroidal gLLAQaeddeffjattbjg SFS[D(5,2)(2,1)] gLLAQadeeeffjauuggg SFS[D(2,1)(2,1)] gLLAQadeeeffjaeevgg SFS[D(2,1)(2,1)] gLLAQadeefefnleefgg SFS[D(5,2)(2,1)] gLLAQadeefefjleefgg SFS[D(4,1)(2,1)] gLLAQcddefefuffdhro SFS[D(3,1)(2,1)] gLLAQcddefefuffdhno SFS[D(3,1)(2,1)] gLLAQaeddeffbpedsvc reducible gLLAQaeddeffbqednfc reducible gLLAQaeddeffbiedogc reducible gLLAQaeddeffjaedogc SFS[D(2,1)(2,1)] gLLAQadeefefnxtuwfc SFS[D(5,2)(2,1)] gLLAQadeefefjxtuwfc SFS[D(4,1)(2,1)] gLLAQcddefefufflhso SFS[D(2,1)(2,1)] gLLAQadeeeffnhemskg SFS[D(5,2)(2,1)] gLLAQadeeeffjhemskg SFS[D(4,1)(2,1)] gLLMQadeefefbatljcs reducible gLLMQadeefefbatljcw reducible gLLAQaeddeffjaxicbc reducible gLLMQadeefefbatlsck reducible gLLMQadeeeffbahabrs SFS[D(5,2)(2,1)] gLLMQadeeeffbahabrw SFS[D(4,1)(2,1)] gLLAQadeeeffnahqvkc SFS[D(4,1)(2,1)] gLLAQadeeeffjahqvkc SFS[D(5,2)(2,1)] gLLAQaeddeffbaxqrog reducible gLLAQaeddeffbtxqkkg reducible gLLMQadeeeffbhhabgg T2xI gLLAQaeddeffbxxqbwg reducible gLLAQcddefefdvvxprv reducible gLLAQcddefefdvvxpnv reducible gLLAQaeddeffjaapcbc reducible gLLAQcddefefdvvqpsv reducible gLLAQcddefefpgvxlng SFS[D(5,2)(2,1)] gLLAQcddefefpgvxlrg SFS[D(4,1)(2,1)] gLLMQadeeeffbatqfcs SFS[D(5,2)(2,1)] gLLMQadeeeffbatqfcw toroidal gLLMQadeeeffbatqbcw SFS[D(2,1)(2,1)] gLLAQcddefefpffxxrg SFS[D(2,1)(2,1)] gLLAQcddefefpgvqlwg SFS[D(4,1)(2,1)] gLLAQcddefefpgvqlsg SFS[D(5,2)(2,1)] gLLMQadeeeffbatqfkr toroidal gLLMQadeeeffbatqfkk SFS[D(5,2)(2,1)] gLLMQadeeeffbatqbkr SFS[D(2,1)(2,1)] gLLAQcddefefpffqxwg SFS[D(2,1)(2,1)] gLLAQaeddeffbmadcog SFS[D(2,1)(2,1)] gLLAQaeddeffbautbjg reducible gLLAQaeddeffnautbjg toroidal gLLAQaeddeffjautbjg toroidal gLLAQaeddeffbapqvjg reducible gLLAQaeddeffnapqvjg SFS[D(3,1)(2,1)] gLLAQaeddeffjapqvjg SFS[D(3,1)(2,1)] gLLAQaeddeffbaadojg reducible gLLAQaeddeffnaadojg SFS[D(3,1)(2,1)] gLLAQaeddeffjaadojg SFS[D(3,1)(2,1)] gLLAQcddefefhsvuqok SFS[D(5,2)(2,1)] gLLAQcddefefhsvuqor SFS[D(4,1)(2,1)] gLLAQcddefefhsvqpwg SFS[D(4,1)(2,1)] gLLAQcddefefhsvqpsg SFS[D(5,2)(2,1)] gLLAQcddefefqrrlevo reducible gLLAQaeddeffbdahjng SFS[D(2,1)(2,1)] gLLAQcddefefhwwupog reducible gLLAQcddefefhskuxog reducible gLLAQaeddeffbdahokg T2xI gLLAQaeddeffbxahrbg SFS[D(2,1)(2,1)] gLLAQaeddeffbtahnng SFS[D(2,1)(2,1)] gLLAQcddefeflvvqxsg reducible gLLAQcddefeflkkqxsg SFS[D(2,1)(2,1)] gLLAQcddefeflrjqlsg SFS[D(2,1)(2,1)] gLLAQcddefeflffdpng SFS[D(2,1)(2,1)] gLLAQcddefeflvvxxog reducible gLLAQcddefeflvvxxrg reducible gLLAQcddefeflvvxxng reducible gLLAQcddefeftrjxlog reducible gLLAQcddefeflkkxxog reducible gLLAQcddefeflkkxxrg SFS[D(3,1)(2,1)] gLLAQcddefeflkkxxng SFS[D(3,1)(2,1)] gLLAQcddefeflrjxlog reducible gLLAQcddefeflrjxlrg SFS[D(3,1)(2,1)] gLLAQcddefeflrjxlng SFS[D(3,1)(2,1)] gLLAQadeeeffnalivkc SFS[D(3,1)(2,1)] gLLAQadeeeffjalivkc SFS[D(3,1)(2,1)] gLLAQaeddeffnaalfog reducible gLLAQaeddeffnaaljjg SFS[D(2,1)(2,1)] gLLAQaeddeffnialrjg SFS[D(2,1)(2,1)] gLLAQadeeeffnadpggg SFS[D(2,1)(2,1)] gLLAQcddefeflvvxhow reducible gLLAQcddefeflkkxhow toroidal gLLAQcddefeflkkxhoj SFS[D(5,2)(2,1)] gLLAQcddefeftrjqlsg toroidal gLLAQcddefeftrjqlwg SFS[D(5,2)(2,1)] gLLAQcddefeftrvqlsg SFS[D(5,2)(2,1)] gLLAQcddefeftrvqlwg SFS[D(4,1)(2,1)] gLLAQcddefeftffqpsg SFS[D(5,2)(2,1)] gLLAQcddefeftffdpng toroidal gLLAQcddefeftffqpwg SFS[D(4,1)(2,1)] gLLAQcddefeftffdpjg SFS[D(5,2)(2,1)] gLLAQcddefeflvvxxoj reducible gLLAQcddefeflvvxxok reducible gLLAQcddefeflkkxxoj toroidal gLLAQcddefeflkkxxok toroidal gLLAQcddefeftrjxlrg toroidal gLLAQcddefeftrjxlng toroidal gLLAQcddefeftrvxlrg SFS[D(4,1)(2,1)] gLLAQcddefeftrvxlng SFS[D(5,2)(2,1)] gLLAQcddefeftrrxlrg SFS[D(5,2)(2,1)] gLLAQcddefeftrrxlng SFS[D(4,1)(2,1)] gLLAQcddefeftffxprg SFS[D(4,1)(2,1)] gLLAQadeeeffnahivkc toroidal gLLAQaeddeffnatuogc SFS[D(5,2)(2,1)] gLLAQcddefeftffxpng SFS[D(5,2)(2,1)] gLLAQadeeeffjahivkc toroidal gLLAQaeddeffjatuogc SFS[D(4,1)(2,1)] gLLAQaeddeffnaatfog reducible gLLAQaeddeffnaatjjg toroidal gLLAQaeddeffjaatjjg SFS[D(5,2)(2,1)] gLLAQaeddeffniatrjg toroidal gLLAQaeddeffjiatrjg SFS[D(5,2)(2,1)] gLLAQaeddeffbmatrjg SFS[D(2,1)(2,1)] gLLAQaeddeffnaatrjg SFS[D(5,2)(2,1)] gLLAQaeddeffjaatrjg SFS[D(4,1)(2,1)] gLLAQadeeeffnadhggg toroidal gLLAQcddefeftffppwg SFS[D(5,2)(2,1)] gLLAQadeeeffjadhggg SFS[D(5,2)(2,1)] gLLAQcddefeftffppsg SFS[D(4,1)(2,1)] gLLAQaeddeffbppdvwg reducible gLLAQaeddeffbpuqbwg reducible gLLAQaeddeffbpatowg reducible gLLAQcddefefakkqxsg SFS[D(2,1)(2,1)] gLLAQcddefefaknqxwo SFS[D(4,1)(2,1)] gLLAQcddefefaknqxso SFS[D(5,2)(2,1)] gLLAQcddefefarjpqvj SFS[D(2,1)(2,1)] gLLAQcddefefafvphvw SFS[D(2,1)(2,1)] gLLAQcddefefasvpqvj SFS[D(5,2)(2,1)] gLLAQcddefefasvpqvw SFS[D(4,1)(2,1)] gLLAQcddefefafrqpwo SFS[D(4,1)(2,1)] gLLAQcddefefafrqpso SFS[D(5,2)(2,1)] gLLMQadeeeffbaiifsw SFS[D(2,1)(2,1)] gLLAQcddefefaffdpng SFS[D(2,1)(2,1)] gLLAQaeddeffbiaawbc SFS[D(2,1)(2,1)] gLLAQcddefefarjpxvo reducible gLLAQcddefefakkxxog reducible gLLAQcddefefakkxxoj SFS[D(3,1)(2,1)] gLLAQcddefefakkxxng SFS[D(3,1)(2,1)] gLLAQaeddeffbqaajjc SFS[D(2,1)(2,1)] gLLAQaeddeffbdaacfc T2xI gLLAQcddefefarjpxvr SFS[D(3,1)(2,1)] gLLAQcddefefarjpxvn SFS[D(3,1)(2,1)] gLLAQaeddeffnlaagnc SFS[D(2,1)(2,1)] gLLAQcddefefasvpxvr SFS[D(4,1)(2,1)] gLLAQcddefefasvpxvn SFS[D(5,2)(2,1)] gLLAQaeddeffbdaavjc SFS[D(2,1)(2,1)] gLLAQaeddeffnappbgc SFS[D(2,1)(2,1)] gLLAQadeeeffnaiivkc SFS[D(3,1)(2,1)] gLLAQadeeeffjaiivkc SFS[D(3,1)(2,1)] gLLAQaeddeffbxaawbg SFS[D(2,1)(2,1)] gLLAQcddefefafvpxvg reducible gLLAQaeddeffbtaacng SFS[D(2,1)(2,1)] gLLAQaeddeffnaaajjg SFS[D(2,1)(2,1)] gLLAQcddefefaknxxor SFS[D(4,1)(2,1)] gLLAQcddefefaknxxno SFS[D(5,2)(2,1)] gLLAQaeddeffbdaaong SFS[D(2,1)(2,1)] gLLAQaeddeffniaarjg SFS[D(2,1)(2,1)] gLLAQcddefefawwplvg reducible gLLAQcddefefafvpxvj SFS[D(3,1)(2,1)] gLLAQcddefefafvpxvk SFS[D(3,1)(2,1)] gLLAQcddefefafrxpro SFS[D(4,1)(2,1)] gLLAQcddefefafrxpno SFS[D(5,2)(2,1)] gLLAQaeddeffbdaajkg T2xI gLLMQadeeeffbaiifjg reducible gLLMQadeeeffbaiifjj SFS[D(3,1)(2,1)] gLLMQadeeeffbaiifjk SFS[D(3,1)(2,1)] gLLAQadeeeffnaddggg SFS[D(2,1)(2,1)] gLLAQaeddeffbpxakbg reducible gLLAQcddefefpfvqlvk SFS[D(5,2)(2,1)] gLLAQcddefefpfvqlvj SFS[D(4,1)(2,1)] gLLMQadeeeffbatdfkr SFS[D(5,2)(2,1)] gLLMQadeeeffbatdfkk SFS[D(4,1)(2,1)] gLLAQaeddeffnmedcog SFS[D(5,2)(2,1)] gLLAQaeddeffjmedcog SFS[D(4,1)(2,1)] gLLAQaeddeffnaxtbjg SFS[D(5,2)(2,1)] gLLAQaeddeffjaxtbjg SFS[D(4,1)(2,1)] gLLMQbcefdfftsapjcv SFS[D(5,2)(5,2)] gLLMQbcefdfftsahjos s183(0,0) gLLMQbcefdfftsadjgw s249(0,0) gLLMQbdcefffabsmtwn toroidal gLLAQceddeffpqvolcs SFS[D(4,1)(2,1)] gLLMQbcefdffdwuhjvv SFS[D(2,1)(2,1)] gLLAQceddeffpqvrlcs toroidal gLLMQbcefdffdnaljoo SFS[D(2,1)(2,1)] gLLAQceddeffpqvnlcs SFS[D(4,1)(2,1)] gLLMQbdcefffprspiww reducible gLLMQbdcefffpcspiww reducible gLLMQbdcefffavsluwr SFS[D(5,2)(2,1)] gLLMQbdcefffavseiwc reducible gLLMQbdcefffavsqiwc reducible gLLMQbdcfeffajshdjj SFS[D(2,1)(2,1)] gLLMQbdcfeffarshdjj SFS[D(2,1)(2,1)] gLLMQbdcfeffajshlww toroidal gLLMQbdcfeffajshaww SFS[D(5,2)(5,2)] gLLMQbdcfeffajshhjj toroidal gLLMQbdcfeffajshpjj toroidal gLLMQbdcfeffajshicc SFS[D(2,1)(2,1)] gLLMQbdcfeffarshaww SFS[D(5,2)(4,1)] gLLMQbdcfeffarshpjj toroidal gLLMQbdcfeffajshhwr m159(0,0) gLLMQbdcfeffarshhwr m145(0,0) gLLAQceddefftavnqkn m060(0,0) gLLAQceddefftajnqkn m119(0,0) gLLMQbdcfeffajshhwc toroidal gLLMQbdcfeffarshhwc toroidal gLLMQbdcefffanstujj SFS[D(2,1)(2,1)] gLLMQbdcefffanspuww SFS[D(5,2)(5,2)] gLLMQbdcefffansuujj toroidal gLLMQbdcefffansmuww SFS[D(5,2)(4,1)] gLLMQbdcefffansxujj toroidal gLLMQbdcefffprsquww reducible gLLMQbdcfeffabsedww SFS[D(5,2)(2,1)] gLLMQbdcfeffabseqjj toroidal gLLMQbdcfeffabseejj SFS[D(2,1)(2,1)] gLLMQbdcfeffabseljj SFS[D(2,1)(2,1)] gLLMQbdcfeffavsmpwc reducible gLLMQbdcefffaksmhww SFS[D(5,3)(5,2)] gLLMQbdcefffassmhww toroidal gLLMQbdcefffaksxhjj toroidal gLLMQbdcefffassxhjj toroidal gLLMQbdcefffabsxhjj SFS[D(2,1)(2,1)] gLLMQbdcefffassehcc SFS[D(2,1)(2,1)] gLLMQbdcefffaksphww SFS[D(5,3)(4,1)] gLLMQbdcefffaksuhjj toroidal gLLMQbdcefffabsuhjj SFS[D(2,1)(2,1)] gLLMQbdcefffassxhwr m011(0,0) gLLMQbdcefffaksxhwr m017(0,0) gLLMQbdcefffabsxhwr SFS[D(5,2)(2,1)] gLLAQceddefftavkhkn m178(0,0) gLLAQceddefftarkhkn m185(0,0) gLLMQbdcefffassxhwc toroidal gLLMQbdcefffaksxhwc toroidal gLLMQbdcefffassmmww SFS[D(5,3)(5,2)] gLLMQbdcefffassxmjj toroidal gLLMQbdcefffaksmmww SFS[D(5,3)(4,1)] gLLMQbdcefffaksxmjj toroidal gLLMQbdcefffabsxmjj SFS[D(2,1)(2,1)] gLLMQbdcefffabsumwc reducible gLLMQbdcefffassxtjj SFS[D(2,1)(2,1)] gLLMQbdcefffaksxtjj SFS[D(2,1)(2,1)] gLLMQbdcefffabsmtww SFS[D(5,2)(2,1)] gLLMQbdcefffabsxtjj toroidal gLLMQbdcefffabsutwc reducible gLLMQbdcefffansuuwr m145(0,0) gLLAQceddefftavnekn m119(0,0) gLLMQbdcefffansuuwc toroidal gLLMQbdcefffanspqww SFS[D(5,2)(4,1)] gLLMQbdcefffansuqjj toroidal gLLMQbdcefffafsxqwc toroidal gLLMQbdcefffansuijj SFS[D(2,1)(2,1)] gLLMQbdcefffhgsmmww m017(0,0) gLLAQceddefftavkdkn m185(0,0) gLLMQbdcefffpgsmmww toroidal gLLMQbdcfeffawsaaww SFS[D(5,3)(4,1)] gLLMQbdcfeffawsapjj toroidal gLLMQbdcfeffafsahwc toroidal gLLMQbdcefffavslijj SFS[D(2,1)(2,1)] gLLAQceddeffuqvvlrr toroidal gLLMQbcefdffekdhjss SFS[D(3,1)(2,1)] gLLMQbcefdffesdhjss SFS[D(3,1)(2,1)] gLLAQceddeffuqvflrr SFS[D(3,1)(2,1)] gLLAQceddeffuqvglrr m003(0,0) gLLMQbdcfeffmksaejr toroidal gLLMQbdcefffmvseqjr toroidal gLLMQbdcfeffmvshmsn toroidal gLLMQbdcfeffmvshqbc toroidal gLLMQbdcfeffajshhvr toroidal gLLMQbdcfeffarshhvr SFS[D(4,1)(2,1)] gLLMQbdcfeffavshhvr SFS[D(4,1)(2,1)] gLLMQbdcefffansuuvr SFS[D(4,1)(2,1)] gLLMQbdcfeffabseevr SFS[D(4,1)(2,1)] gLLMQbdcefffmkslhsn toroidal gLLMQbdcefffmksahbc toroidal gLLMQbdcefffaksxhvr SFS[D(4,1)(2,1)] gLLMQbdcefffassxhvr toroidal gLLMQbdcefffabsxhvr SFS[D(4,1)(2,1)] gLLMQbdcefffmkstmvv SFS[D(4,1)(2,1)] gLLMQbdcefffavsluvr SFS[D(4,1)(2,1)] gLLMQbcedffflsajtcv toroidal gLLAQcdedeffakhkpkn SFS[D(3,1)(2,1)] gLLMQbcedffftsajtcv toroidal gLLAQceddeffuqvflww toroidal gLLAQceddeffahsfdrk SFS[D(5,2)(3,1)] gLLAQceddeffahvktrk SFS[D(4,3)(3,1)] gLLAQceddeffahwrqrk toroidal gLLMQbdcfeffajshhvc m006(0,0) gLLMQbdcfeffarshhvc m016(0,0) gLLAQceddefftqvnlsn SFS[D(4,1)(3,1)] gLLAQceddeffuqvglww m019(0,0) gLLMQbdcefffansuuvc m016(0,0) gLLAQceddeffuqvvlww SFS[D(5,2)(2,1)] gLLMQbcedffflsajxos toroidal gLLAQcdedeffakhkhkn reducible gLLMQbcedffftsajxos toroidal gLLMQbdcefffaksxhvc m019(0,0) gLLMQbdcefffassxhvc m011(0,0) gLLMQbdcefffxkstmvv m019(0,0) gLLMQbcedffflsajugw m027(0,0) gLLAQcdedeffakhkdkn SFS[D(3,1)(2,1)] gLLMQbcedffftsajugw m055(0,0) gLLAQceddefflqvnlsn reducible gLLAQceddefflavnqkn toroidal gLLAQceddefflajnqkn m019(0,0) gLLAQceddefflarnqkn SFS[D(5,2)(2,1)] gLLMQbcefdfflsahjvv SFS[D(4,1)(2,1)] gLLMQbcefdfflsahjos m175(0,0) gLLAQceddefflavnekn m019(0,0) gLLMQbcefdfflsadjgw m210(0,0) gLLAQceddefflavnlkn SFS[D(5,2)(2,1)] gLLMQbcefdfflsapjcv SFS[D(5,2)(4,1)] gLLAQceddefflarkhkn m154(0,0) gLLAQceddefflavkhkn m178(0,0) gLLAQceddefflavkdkn m154(0,0) gLLAQceddeffpqvolnj SFS[D(4,1)(2,1)] gLLMQbdcfeffavsmicg toroidal gLLAQceddeffpqvrlnj toroidal gLLMQbcedfffdwujxvv SFS[D(2,1)(2,1)] gLLAQceddeffpqvnlnj SFS[D(4,1)(2,1)] gLLMQbcedfffdnajmoo SFS[D(2,1)(2,1)] gLLAQcdedeffafxfqfk SFS[D(3,1)(2,1)] gLLAQcdedeffafxjxfk m011(0,0) gLLAQceddefflavkhnk m060(0,0) gLLAQceddefflarkhnk m043(0,0) gLLAQceddefflavkdnk m043(0,0) gLLAQceddefflajnqnk m003(0,0) gLLAQceddefflavnqnk SFS[D(3,1)(2,1)] gLLAQceddefflarnqnk toroidal gLLAQcdedeffloanirk SFS[D(5,2)(2,1)] gLLMQbcedffflsajxvv SFS[D(4,1)(2,1)] gLLAQceddefflqvnlfk reducible gLLAQceddefflavnenk m003(0,0) gLLAQceddefflavnlnk toroidal gLLAQceddefftavkhnk toroidal gLLAQceddefftarkhnk toroidal gLLAQceddefftavkdnk toroidal gLLAQceddefftajnqnk toroidal gLLAQceddefftavnqnk SFS[D(3,1)(2,1)] gLLAQceddefftarnqnk SFS[D(3,1)(2,1)] gLLAQceddefftqvnlfk SFS[D(4,3)(3,1)] gLLAQceddefftavnenk toroidal gLLAQceddefftavnlnk SFS[D(3,1)(2,1)] gLLAQcdedeffagabhgk SFS[D(3,1)(2,1)] gLLAQcdedeffaoarirk SFS[D(3,1)(2,1)] gLLAQcdedeffafxjxsn m142(0,0) gLLAQcdedeffaflfqfk reducible gLLAQcdedeffarabqrn SFS[D(3,1)(2,1)] gLLAQcdedeffafpfqfk SFS[D(3,1)(2,1)] gLLAQceddeffaavkhnk toroidal gLLAQceddeffaajnqkn SFS[D(7,2)(2,1)] gLLAQcdedeffakhkhnk SFS[D(8,3)(2,1)] gLLAQceddeffaavkdnk SFS[D(7,2)(2,1)] gLLAQcdedeffakhkdnk toroidal gLLAQcdedeffafxfqsn toroidal gLLAQcdedeffaflfqsn SFS[D(8,3)(2,1)] gLLAQcdedeffarabqgk SFS[D(7,2)(2,1)] gLLAQceddeffaajnqnk SFS[D(3,1)(2,1)] gLLAQceddeffaavkhkn toroidal gLLAQceddeffaajkhkn SFS[D(3,1)(2,1)] gLLAQceddeffahwrqgn SFS[D(5,2)(3,1)] gLLAQceddeffahvktgn SFS[D(4,1)(3,1)] gLLAQceddeffaavkdkn SFS[D(3,1)(2,1)] gLLAQceddeffaavkpkn SFS[D(3,1)(2,1)] gLLAQcdedeffqcakacw SFS[D(3,1)(2,1)] gLLMQbdcfeffavsmico SFS[D(5,2)(2,1)] gLLMQadefeffnpaxcwc SFS[D(5,3)(4,1)] gLLAQcdedeffarhrxgr SFS[D(2,1)(2,1)] gLLMQadeffefnuaxjwc SFS[D(5,3)(5,2)] gLLMQadeffefnpaxrnc m185(0,0) gLLMQadefeffnuaxgfc toroidal gLLMQadeffefnaaxkrc m003(0,0) gLLMQadeffefnaaxksc m017(0,0) gLLMQadeffefnaaxkcc SFS[D(4,1)(2,1)] gLLMQadeffefnptxrrr SFS[D(3,1)(2,1)] gLLMQadefeffnutxffr toroidal gLLMQadeffefnatxkkr m003(0,0) gLLMQadeffefnplxros m154(0,0) gLLMQadefeffnulxvfs m019(0,0) gLLMQadeffefnalxkbs SFS[D(4,1)(2,1)] gLLAQceddeffahvklnj m004(0,0) gLLAQceddefflqvnecr SFS[D(4,1)(3,1)] gLLAQceddefftqvnecr m034(0,0) gLLAQceddeffahvktnj toroidal gLLAQceddefflqvnlcr reducible gLLAQceddefftqvnlcr toroidal gLLAQceddeffahvkanj m117(0,0) gLLAQceddefflqvnqcr SFS[D(4,3)(3,1)] gLLMQadeffefnaaxkjk m007(0,0) gLLMQadeffefnaaxknk toroidal gLLMQadeffefnaaxkbk SFS[D(3,1)(3,1)] gLLAQceddefftqvnqcr m189(0,0) gLLMQadeffefnalxkwo toroidal gLLMQadeffefnatxkcw SFS[D(3,1)(3,1)] gLLMQadeffefnaepkcg reducible gLLMQadeffefnaupkof toroidal gLLMQadeffefnahpkbv reducible gLLMQadeffefnaapkbk reducible gLLMQadeffefnalpkoo toroidal gLLMQadeffefnatpkcw reducible gLLMQadeffefnadlkco SFS[D(2,1)(2,1)] gLLAQceddefftqvnlkw toroidal gLLMQadeffefnaxlkwk m026(0,0) gLLAQceddefftqvnqkw m171(0,0) gLLMQadeffefnhiljgw SFS[D(5,3)(5,2)] gLLMQadeffefnailknw m026(0,0) gLLMQadeffefnailkbw SFS[D(2,1)(2,1)] gLLMQadeffefnailkjw m070(0,0) gLLAQceddefftqvnekw m121(0,0) gLLMQadeffefnaalkbk SFS[D(3,1)(3,2)] gLLMQadeffefnallkko m010(0,0) gLLMQadeffefnatlkcw SFS[D(3,1)(3,2)] gLLMQadeffefnatlkrw m010(0,0) gLLMQadeffefnatlksw m007(0,0) gLLAQcdedeffhsuciok m043(0,0) gLLMQadefeffnxuicnb m043(0,0) gLLAQceddeffpavrlcr SFS[D(3,1)(2,1)] gLLMQadefeffnxxicnb toroidal gLLAQceddeffpavnlcr SFS[D(3,1)(2,1)] gLLMQadefeffnxticnb SFS[D(7,2)(2,1)] gLLAQceddefflavnloj SFS[D(5,2)(2,1)] gLLAQceddeffaasjxoj SFS[D(2,1)(2,1)] gLLMQadeffefnaaakcv SFS[D(4,1)(2,1)] gLLAQcdedeffacaclnj SFS[D(7,3)(2,1)] gLLAQcdedeffaraclnj SFS[D(8,3)(2,1)] gLLMQadefeffnitafss m180(0,0) gLLMQadefeffnitafsn m141(0,0) gLLMQadefeffnmtafss m082(0,0) gLLMQadefeffnmtafsn m046(0,0) gLLAQcdedeffawaklnj SFS[D(2,1)(2,1)] gLLAQcdedeffaoaklnj SFS[D(7,2)(2,1)] gLLAQcdedeffakaklnj SFS[D(5,1)(2,1)] gLLMQadefeffnieassn toroidal gLLAQcdedefflwanxjr SFS[D(5,2)(2,1)] gLLMQadefeffnieassg toroidal gLLMQadefeffnieasss m011(0,0) gLLAQceddeffpawoxkw SFS[D(5,2)(2,1)] gLLAQceddeffuavspgn SFS[D(3,1)(2,1)] gLLAQceddeffuaswlgn SFS[D(3,1)(2,1)] gLLAQceddeffuawvxgn toroidal gLLMQadeffefnaeakbn SFS[D(4,1)(2,1)] gLLMQadefeffnmeassn SFS[D(2,1)(2,1)] gLLMQadefeffnmeassg m043(0,0) gLLMQadefeffnmeasss m069(0,0) gLLAQcdedeffhsaclvk SFS[D(2,1)(2,1)] gLLMQadefeffnxuacnb SFS[D(4,1)(2,1)] gLLMQadefeffnpdacfr SFS[D(4,1)(2,1)] gLLMQadeffefnadakrv SFS[D(5,3)(4,1)] gLLMQadeffefnadaksv toroidal gLLMQadeffefnadakrj SFS[D(4,3)(4,1)] gLLMQadeffefnadaksj SFS[D(5,3)(4,1)] gLLMQadeffefnaxakkg SFS[D(5,3)(4,1)] gLLMQadeffefnaxakkn SFS[D(4,3)(4,1)] gLLMQadefeffnxxakng m082(0,0) gLLMQadefeffnxxaknn m037(0,0) gLLMQadeffefnaiakbc SFS[D(4,1)(2,1)] gLLAQcdedeffakaktnj SFS[D(2,1)(2,1)] gLLMQadefeffnidasss toroidal gLLMQadeffefnadakjn toroidal gLLMQadeffefnadaknn SFS[D(5,2)(4,1)] gLLMQadeffefnadakjg SFS[D(5,2)(4,1)] gLLMQadeffefnadakng SFS[D(4,1)(4,1)] gLLMQadefeffnmdasss SFS[D(2,1)(2,1)] gLLMQadeffefnaiakwj SFS[D(5,2)(4,1)] gLLMQadeffefnaiakwv SFS[D(4,1)(4,1)] gLLMQadeffefnaxakcc SFS[D(4,1)(2,1)] gLLMQadefeffnxxacnb m016(0,0) gLLMQadefeffnxxacnf m019(0,0) gLLMQadefeffnxxacnc SFS[D(4,1)(2,1)] gLLMQadeffefnaeakrv SFS[D(4,3)(4,1)] gLLMQadeffefnaeaksv SFS[D(5,3)(4,1)] gLLAQcdedeffacactnj SFS[D(8,3)(2,1)] gLLMQadefeffniuafss m141(0,0) gLLMQadeffefnauakkg SFS[D(4,3)(4,1)] gLLMQadefeffnxuakng m037(0,0) gLLMQadefeffnmuafss m046(0,0) gLLMQadeffefneuagrn toroidal gLLAQcdedeffakakanj SFS[D(7,2)(2,1)] gLLMQadefeffniaasss toroidal gLLMQadeffefnaaakjn SFS[D(5,2)(4,1)] gLLMQadeffefnaaaknn SFS[D(4,1)(4,1)] gLLMQadefeffnmaasss m043(0,0) gLLMQadeffefnalakwj SFS[D(4,1)(4,1)] gLLMQadeffefnelagrv toroidal gLLMQadefeffnxtacnb m019(0,0) gLLAQcdedeffhspchbk m069(0,0) gLLMQadefeffnxumcnb m145(0,0) gLLAQceddeffuawvxrk SFS[D(5,2)(2,1)] gLLMQadefeffnxxmcnb toroidal gLLMQadefeffnxtmcnb m119(0,0) gLLAQceddefflqvnlgj reducible gLLAQceddeffahvktjr SFS[D(4,3)(3,1)] gLLAQceddefftqvnlgj SFS[D(4,1)(3,1)] gLLMQadeffefnadtscr toroidal gLLAQceddefflqvnlkw reducible gLLMQadeffefnaxtsws SFS[D(3,1)(2,1)] gLLAQceddefflqvnqkw SFS[D(4,1)(3,1)] gLLMQadeffefnhitwgc SFS[D(5,3)(4,1)] gLLMQadeffefnaitsnc SFS[D(3,1)(2,1)] gLLMQadeffefnaitsbc toroidal gLLMQadeffefnaitsjc m006(0,0) gLLAQceddefflavnlbw SFS[D(5,2)(2,1)] gLLAQceddefflqvnekw SFS[D(4,3)(3,1)] gLLMQadeffefnaatsbs SFS[D(3,1)(3,1)] gLLMQadeffefnaltskr m010(0,0) gLLMQadeffefnattscc SFS[D(3,1)(3,1)] gLLMQadeffefnattsrc m010(0,0) gLLMQadeffefnattssc m033(0,0) gLLAQcdedeffdfabdbr reducible gLLAQcdedeffasucisj SFS[D(5,2)(2,1)] gLLAQcdedeffarucisj SFS[D(4,1)(2,1)] gLLAQceddeffhpvjunk SFS[D(5,2)(2,1)] gLLAQcdedeffhsucijk m337(0,0) gLLAQcdedeffhspchwk m349(0,0) gLLAQcdedeffhsaclck SFS[D(2,1)(2,1)] gLLAQceddeffhuvjark toroidal gLLAQceddeffhpvjukk SFS[D(9,2)(2,1)] gLLAQceddeffhavjpfk SFS[D(3,1)(2,1)] gLLAQcdedeffafifhsr SFS[D(2,1)(2,1)] gLLAQcdedeffacpcabj SFS[D(2,1)(2,1)] gLLAQceddefflqvnlwj reducible gLLMQadeffefnadifbv SFS[D(4,1)(2,1)] gLLAQcdedeffafmfhsr SFS[D(7,2)(2,1)] gLLAQcdedeffafmchsr toroidal gLLAQcdedeffacucpoj SFS[D(7,2)(2,1)] gLLAQceddefftqvnlwj SFS[D(4,3)(3,1)] gLLAQcdedeffacanakj SFS[D(5,1)(2,1)] gLLAQceddeffaabcmwr SFS[D(2,1)(2,1)] gLLAQcdedeffacandkj SFS[D(7,2)(2,1)] gLLAQcdedeffacacuvj SFS[D(5,1)(2,1)] gLLAQcdedeffacanekj SFS[D(2,1)(2,1)] gLLAQcdedeffarlfhwj m053(0,0) gLLAQcdedeffafibhow SFS[D(11,3)(2,1)] gLLAQcdedeffacanevj SFS[D(2,1)(2,1)] gLLAQcdedeffafmbhow toroidal gLLAQcdedeffakaktcj SFS[D(2,1)(2,1)] gLLAQceddeffahvktcj toroidal gLLAQcdedeffarxrxwj SFS[D(7,3)(2,1)] gLLAQcdedeffacacqvj SFS[D(7,2)(2,1)] gLLAQcdedeffakakacj toroidal gLLAQceddeffahvkacj m081(0,0) gLLAQcdedeffaoaklcj toroidal gLLAQcdedeffawaklcj SFS[D(2,1)(2,1)] gLLAQcdedeffakaklcj SFS[D(7,3)(2,1)] gLLAQceddeffahvklcj m029(0,0) gLLAQceddeffahvktfw SFS[D(4,1)(3,1)] gLLAQcdedeffarxbhwj m029(0,0) gLLAQcdedeffafifhow SFS[D(2,1)(2,1)] gLLAQcdedeffacanavj SFS[D(7,3)(2,1)] gLLAQcdedeffafmfhow toroidal gLLAQceddeffaasjxfj SFS[D(2,1)(2,1)] gLLAQcdedeffarhrxbw SFS[D(2,1)(2,1)] gLLAQcdedeffagigmfw SFS[D(2,1)(2,1)] gLLAQcdedeffacacivj SFS[D(2,1)(2,1)] gLLAQcdedeffacacqkj toroidal gLLAQcdedeffacacacj reducible gLLAQcdedeffacacikj SFS[D(2,1)(2,1)] gLLAQcdedeffacactcj toroidal gLLAQcdedeffaspchwj toroidal gLLAQcdedeffarpchwj toroidal gLLAQcdedeffacpchwj toroidal gLLAQceddeffalfcijj SFS[D(11,3)(2,1)] gLLAQcdedeffacpcarj SFS[D(2,1)(2,1)] gLLAQcdedeffafichow toroidal gLLAQceddeffaabcmrw SFS[D(2,1)(2,1)] gLLAQcdedeffacacukj SFS[D(7,3)(2,1)] gLLAQcdedeffacandvj toroidal gLLAQceddeffapbcxfw toroidal gLLAQcdedeffacucpfj toroidal gLLAQcdedeffafmchow toroidal gLLAQcdedeffasucijj toroidal gLLAQcdedeffarucijj toroidal gLLAQcdedeffacucijj reducible gLLAQcdedeffasaclcj reducible gLLAQcdedeffaraclcj toroidal gLLAQcdedeffacaclcj toroidal gLLAQcdedeffarxbhgj m004(0,0) gLLAQcdedeffarxrxgj SFS[D(5,1)(2,1)] gLLAQcdedeffqragqrj SFS[D(3,1)(2,1)] gLLAQcdedeffacpchgj SFS[D(8,3)(2,1)] gLLAQcdedeffaspchgj SFS[D(4,1)(2,1)] gLLAQcdedeffarpchgj toroidal gLLAQceddeffhuvjagk toroidal gLLAQcdedeffagigmjr SFS[D(2,1)(2,1)] gLLAQcdedeffarlfhgj SFS[D(3,1)(3,1)] gLLAQcdedeffivaoxok reducible gLLMQaedfeffjtdqjrs toroidal gLLMQaedfeffjqambwb m137(0,0) gLLMQaedfeffjqumvcb s213(0,0) gLLMQaedfeffnadicrk toroidal gLLAQceddeffpqvrlkr SFS[D(3,1)(2,1)] gLLMQaedfeffnaaicrk SFS[D(3,1)(2,1)] gLLMQaedfeffjmpajvj SFS[D(3,1)(2,1)] gLLAQceddefftavnlcw SFS[D(2,1)(2,1)] gLLMQaedfeffjdtaskj reducible gLLMQaedfeffjdtavkj reducible gLLMQaedfeffnxdacrn SFS[D(4,1)(2,1)] gLLMQaedfeffjdmasjj reducible gLLMQaedfeffjdmawjj reducible gLLAQceddefftarnqcw SFS[D(2,1)(2,1)] gLLAQceddefftavnqcw m026(0,0) gLLAQceddefftajnqcw m070(0,0) gLLMQaedfeffjaaqrjs m030(0,0) gLLMQaedfeffjaaqsjs m037(0,0) gLLMQaedfeffjaaacjg SFS[D(3,1)(2,1)] gLLMQaedfeffjaaacrg SFS[D(3,1)(2,1)] gLLMQaedfeffjaaarjg toroidal gLLMQaedfeffjaaarrg toroidal gLLMQaedfeffjaaarjj SFS[D(5,3)(4,1)] gLLMQaedfeffjaaarrj toroidal gLLMQaedfeffjaaarjk SFS[D(5,2)(5,2)] gLLMQaedfeffjaaarrk toroidal gLLMQaedfeffjaaasjg toroidal gLLMQaedfeffjaaasjj SFS[D(4,3)(4,1)] gLLMQaedfeffjaaasjk SFS[D(5,2)(4,1)] gLLMQaedfeffjaaprck toroidal gLLMQaedfeffjaapsck toroidal gLLMQaedfeffjaeacrg SFS[D(3,1)(2,1)] gLLMQaedfeffjaearrg toroidal gLLMQaedfeffjaearrj SFS[D(5,3)(4,1)] gLLMQaedfeffjaearrk SFS[D(5,2)(5,2)] gLLMQaedfeffjaeasrg toroidal gLLMQaedfeffjaeasrj SFS[D(4,3)(4,1)] gLLMQaedfeffjaeasrk SFS[D(5,2)(4,1)] gLLMQaedfeffjaepcgk reducible gLLMQaedfeffjadacrg toroidal gLLMQaedfeffjadacrj SFS[D(4,1)(2,1)] gLLMQaedfeffjadacrk SFS[D(5,2)(2,1)] gLLMQaedfeffjadarrg SFS[D(3,1)(2,1)] gLLMQaedfeffjadasrg SFS[D(3,1)(2,1)] gLLMQaedfeffjadpcgk reducible gLLAQceddefftavkhcw m116(0,0) gLLAQceddefftarkhcw m141(0,0) gLLMQaedfeffnaaxrck m003(0,0) gLLMQaedfeffnaaxsck m017(0,0) gLLMQaedfeffnaaxcck SFS[D(4,1)(2,1)] gLLMQaedfeffnaaarrg toroidal gLLMQaedfeffnaaarjg toroidal gLLMQaedfeffnaaacrg SFS[D(3,1)(2,1)] gLLMQaedfeffnaaarrk toroidal gLLMQaedfeffnaaarjk SFS[D(5,2)(4,1)] gLLMQaedfeffnaaarrj toroidal gLLMQaedfeffnaaarjj SFS[D(5,3)(5,2)] gLLMQaedfeffnaaasjg toroidal gLLMQaedfeffnaaacjg SFS[D(3,1)(2,1)] gLLMQaedfeffnaaasjk SFS[D(4,1)(4,1)] gLLMQaedfeffnaaasjj SFS[D(5,3)(4,1)] gLLMQaedfeffnaaprck toroidal gLLMQaedfeffnaapsck toroidal gLLMQaedfeffjapajjg toroidal gLLMQaedfeffjapajjj SFS[D(5,2)(4,1)] gLLMQaedfeffjapajjk SFS[D(5,3)(5,2)] gLLMQaedfeffjapajrg toroidal gLLMQaedfeffjapajrj SFS[D(4,1)(4,1)] gLLMQaedfeffjapajrk SFS[D(5,3)(4,1)] gLLMQaedfeffjapajvg SFS[D(3,1)(2,1)] gLLMQaedfeffjdpasvj reducible gLLMQaedfeffnadarrg SFS[D(3,1)(2,1)] gLLMQaedfeffnadasrg SFS[D(3,1)(2,1)] gLLMQaedfeffnadacrg toroidal gLLMQaedfeffnadacrk SFS[D(4,1)(2,1)] gLLMQaedfeffnadacrj SFS[D(5,2)(2,1)] gLLMQaedfeffnadpcgk reducible gLLAQceddefftavnecw m070(0,0) gLLMQaedfeffjauqkws m037(0,0) gLLMQaedfeffjaupkjk toroidal gLLMQaedfeffjaxakkg toroidal gLLMQaedfeffjaxakkj SFS[D(4,3)(4,1)] gLLMQaedfeffjaxakkk SFS[D(5,2)(4,1)] gLLMQaedfeffjaxpgnk toroidal gLLMQaedfeffjatakkg SFS[D(3,1)(2,1)] gLLAQceddefftavkdcw m141(0,0) gLLMQaedfeffjapqjvs m017(0,0) gLLMQaedfeffjappjgk toroidal gLLMQaedfeffjaqajjg toroidal gLLMQaedfeffjaqajjj SFS[D(4,1)(4,1)] gLLMQaedfeffjaqajjk SFS[D(5,3)(4,1)] gLLMQaedfeffjaqpgck toroidal gLLMQaedfeffjamajjg SFS[D(3,1)(2,1)] gLLAQceddeffuqvvlgk SFS[D(5,2)(2,1)] gLLMQaedfeffnadmcrk SFS[D(5,2)(2,1)] gLLAQceddeffuqvflgk toroidal gLLAQceddeffuqvglgk m016(0,0) gLLMQaedffefjpqdfng toroidal gLLMQaedffefjpxdfcg toroidal gLLMQaedfeffjpadcjc toroidal gLLMQaedfeffjpadcjo toroidal gLLMQaedfeffjaadrjs SFS[D(3,1)(2,1)] gLLMQaedfeffnpadcjo toroidal gLLMQaedfeffnpadcjc toroidal gLLMQaedfeffnaadrjs SFS[D(3,1)(2,1)] gLLMQaedfeffnldqcrc SFS[D(5,3)(4,1)] gLLMQaedfeffntdqjrs SFS[D(5,3)(5,2)] gLLAQceddeffahsfdbj SFS[D(4,3)(3,1)] gLLAQceddeffahwrqbj SFS[D(5,3)(3,1)] gLLAQceddeffuqvflgj SFS[D(3,1)(2,1)] gLLMQaedfeffjaaxsck m016(0,0) gLLMQaedfeffjaaxrck toroidal gLLMQaedfeffjaaxcck SFS[D(5,2)(2,1)] gLLAQceddeffuqvglgj m006(0,0) gLLMQaedfeffjauxkjk m016(0,0) gLLAQceddeffuqvvlgj toroidal gLLMQaedfeffjxdacrn SFS[D(5,2)(2,1)] gLLAQcdedeffakhkhcw SFS[D(7,2)(2,1)] gLLMQaedfeffnlaqcrc m137(0,0) gLLMQaedfeffnaaqrjs m100(0,0) gLLMQaedfeffnaaqsjs m082(0,0) gLLMQaedfeffnqambwb m220(0,0) gLLMQaedfeffjapxjgk m082(0,0) gLLAQcdedeffakhkdcw toroidal gLLMQaedfeffjxptjvo m232(0,0) gLLMQaedfeffjxpljgn s318(0,0) gLLMQaedfeffjlaqcrc m038(0,0) gLLAQceddefflajnqcw m006(0,0) gLLAQceddefflavnqcw SFS[D(3,1)(2,1)] gLLAQceddefflarnqcw toroidal gLLAQcdedeffloanibw SFS[D(5,2)(2,1)] gLLMQaedfeffjleqcrc m195(0,0) gLLAQceddefflavnecw m006(0,0) gLLMQaedfeffjldqcrc toroidal gLLAQceddefflavnlcw toroidal gLLAQceddefflavkhcw m054(0,0) gLLAQceddefflarkhcw m046(0,0) gLLAQceddefflavkdcw m046(0,0) gLLMQaedfeffjadicrk toroidal gLLMQaedfeffjaaicrk SFS[D(3,1)(2,1)] gLLAQceddeffpqvrlkk SFS[D(3,1)(2,1)] gLLMQaedfeffjaeicrk SFS[D(3,1)(2,1)] gLLAQcdedeffafxfqoj toroidal gLLAQcdedeffafxjxoj m146(0,0) gLLAQcdedeffqcakank SFS[D(2,1)(2,1)] gLLAQceddefflarkhcj m082(0,0) gLLAQceddefflavkhcj m100(0,0) gLLAQceddefflavkdcj m082(0,0) gLLAQcdedeffloanibj SFS[D(4,1)(2,1)] gLLAQceddefflavnqcj toroidal gLLAQceddefflajnqcj m016(0,0) gLLAQceddefflarnqcj SFS[D(5,2)(2,1)] gLLAQceddefflavnecj m016(0,0) gLLAQceddefflavnlcj SFS[D(5,2)(2,1)] gLLAQceddefftarkhcj m180(0,0) gLLAQceddefftavkhcj m170(0,0) gLLAQceddefftavkdcj m180(0,0) gLLAQceddefftavnqcj m052(0,0) gLLAQceddefftajnqcj m118(0,0) gLLAQceddefftavnecj m118(0,0) gLLAQcdedeffaoaribw SFS[D(2,1)(2,1)] gLLAQcdedeffagabhww SFS[D(2,1)(2,1)] gLLAQcdedeffaflfqoj SFS[D(7,2)(2,1)] gLLAQcdedeffarabqww SFS[D(8,3)(2,1)] gLLAQcdedeffafxjxow m117(0,0) gLLAQcdedeffakhkhcj SFS[D(5,1)(2,1)] gLLAQceddeffaajnqcw SFS[D(7,3)(2,1)] gLLAQceddeffaavkhcj toroidal gLLAQceddeffaajkhcj SFS[D(2,1)(2,1)] gLLAQcdedeffakhkdcj SFS[D(7,2)(2,1)] gLLAQceddeffaavkdcj SFS[D(7,3)(2,1)] gLLAQcdedeffakhkpcj SFS[D(2,1)(2,1)] gLLAQceddeffaavkpcj SFS[D(2,1)(2,1)] gLLAQcdedeffaflfqow SFS[D(5,1)(2,1)] gLLAQcdedeffarabqwj SFS[D(7,3)(2,1)] gLLAQcdedeffafxfqow SFS[D(7,2)(2,1)] gLLAQceddeffahwrqbw toroidal gLLAQceddeffahsfdbw SFS[D(5,3)(3,1)] gLLAQcdedeffafpfqow SFS[D(2,1)(2,1)] gLLAQceddeffaavkhcw toroidal gLLAQceddeffaajnqcj SFS[D(8,3)(2,1)] gLLAQceddeffaavkdcw SFS[D(8,3)(2,1)] gLLMQaedfeffjadmcrk SFS[D(4,1)(2,1)] gLLMQaedfeffnaalcnw SFS[D(2,1)(2,1)] gLLMQaedfeffnaalcww SFS[D(2,1)(2,1)] gLLAQceddefflqvnlgk reducible gLLAQceddeffahvktjn SFS[D(5,3)(3,1)] gLLAQceddefftqvnlgk SFS[D(5,2)(3,1)] gLLMQadeffefjaapkbk reducible gLLMQadeffefjalpkoo toroidal gLLMQadeffefjatpkcw reducible gLLMQadeffefjaepkcg reducible gLLMQadeffefjaupkof toroidal gLLMQadeffefjahpkbv reducible gLLAQcdedeffafmfhsn toroidal gLLAQcdedeffacucpok toroidal gLLAQceddeffapbcxjn toroidal gLLAQcdedeffafmchsn toroidal gLLAQcdedeffafmbhsn toroidal gLLAQceddefftqvnlww SFS[D(5,3)(3,1)] gLLAQcdedeffasucisk toroidal gLLAQcdedeffarucisk toroidal gLLAQcdedeffacucisk reducible gLLAQcdedeffakaklnk SFS[D(7,2)(2,1)] gLLAQcdedeffaoaklnk toroidal gLLMQadefeffjieasss m019(0,0) gLLAQcdedefflwanxjn SFS[D(4,1)(2,1)] gLLMQadefeffjieassn SFS[D(5,2)(2,1)] gLLMQadefeffjieassg toroidal gLLAQceddeffpawoxks SFS[D(4,1)(2,1)] gLLAQceddeffuavspgr SFS[D(3,1)(2,1)] gLLAQceddeffuaswlgr SFS[D(3,1)(2,1)] gLLAQceddeffuawvxgr toroidal gLLMQadeffefjaeakbn SFS[D(5,2)(2,1)] gLLMQadefeffjmeasss m119(0,0) gLLMQadefeffjmeassg m060(0,0) gLLAQcdedeffivaoxjr reducible gLLMQadeffefjehagrj reducible gLLMQadefeffjxuacnb SFS[D(5,2)(2,1)] gLLAQceddefflavnlok SFS[D(4,1)(2,1)] gLLAQceddeffpavrlks SFS[D(2,1)(2,1)] gLLMQadeffefjaaakcv SFS[D(5,2)(2,1)] gLLAQcdedeffasaclnk reducible gLLAQcdedeffaraclnk toroidal gLLAQcdedeffacaclnk toroidal gLLAQceddeffhavjpsj SFS[D(2,1)(2,1)] gLLMQadefeffjitafsg SFS[D(3,1)(2,1)] gLLMQadefeffjitafsn m116(0,0) gLLMQadefeffjitafss m170(0,0) gLLAQceddeffpavnlks SFS[D(2,1)(2,1)] gLLMQadefeffjxtakng SFS[D(3,1)(2,1)] gLLMQadefeffjmtafsg SFS[D(3,1)(2,1)] gLLMQadefeffjmtafsn m054(0,0) gLLMQadefeffjmtafss m100(0,0) gLLMQadeffefjetagrg reducible gLLMQadefeffjidasss SFS[D(5,2)(2,1)] gLLMQadeffefjadakjn toroidal gLLMQadeffefjadaknn SFS[D(5,2)(5,2)] gLLMQadeffefjadakjg SFS[D(5,2)(5,2)] gLLMQadeffefjadakng SFS[D(5,2)(4,1)] gLLAQcdedeffdfabdgs reducible gLLMQadeffefjaiakwj SFS[D(5,2)(5,2)] gLLMQadeffefjaiakwv SFS[D(5,2)(4,1)] gLLMQadeffefjeiagrr reducible gLLMQadeffefjaxakcc SFS[D(5,2)(2,1)] gLLMQadefeffjxxacnc SFS[D(5,2)(2,1)] gLLMQadefeffjxxacnb m017(0,0) gLLMQadefeffjxxacnf m011(0,0) gLLMQadefeffjpdacfr SFS[D(5,2)(2,1)] gLLMQadeffefjadakrv SFS[D(5,3)(5,2)] gLLMQadeffefjadaksv toroidal gLLMQadeffefjadakrj SFS[D(5,3)(4,1)] gLLMQadeffefjadaksj SFS[D(5,3)(5,2)] gLLAQcdedeffqragqbw SFS[D(2,1)(2,1)] gLLAQcdedeffacacank reducible gLLMQadefeffjixafss SFS[D(3,1)(2,1)] gLLMQadeffefjaxakkg SFS[D(5,3)(5,2)] gLLMQadeffefjaxakkn SFS[D(5,3)(4,1)] gLLMQadefeffjxxakng m100(0,0) gLLMQadefeffjxxaknn m030(0,0) gLLMQadefeffjxxakns SFS[D(3,1)(2,1)] gLLMQadefeffjmxafss SFS[D(3,1)(2,1)] gLLMQadeffefjexagrs reducible gLLMQadeffefjaiakbc SFS[D(5,2)(2,1)] gLLAQcdedeffakakank toroidal gLLMQadefeffjiaasss toroidal gLLMQadeffefjaaakjn SFS[D(5,2)(5,2)] gLLMQadeffefjaaaknn SFS[D(5,2)(4,1)] gLLMQadefeffjmaasss m060(0,0) gLLMQadeffefjalakwj SFS[D(5,2)(4,1)] gLLMQadeffefjelagrv toroidal gLLMQadefeffjxtacnb m011(0,0) gLLMQadeffefjaeakrv SFS[D(5,3)(4,1)] gLLMQadeffefjaeaksv SFS[D(5,3)(5,2)] gLLAQcdedeffacactnk toroidal gLLMQadefeffjiuafss m116(0,0) gLLMQadeffefjauakkg SFS[D(5,3)(4,1)] gLLMQadefeffjxuakng m030(0,0) gLLMQadefeffjmuafss m054(0,0) gLLMQadeffefjeuagrn toroidal gLLAQcdedeffaspchgk toroidal gLLAQcdedeffarpchgk toroidal gLLAQcdedeffacpchgk toroidal gLLAQceddeffahvklnk m015(0,0) gLLAQceddefflqvnecn SFS[D(5,2)(3,1)] gLLAQceddefftqvnecn m115(0,0) gLLMQadefeffjpaxcwc SFS[D(4,3)(4,1)] gLLMQadeffefjuaxjwc SFS[D(5,3)(4,1)] gLLMQadeffefjpaxrnc m147(0,0) gLLMQadefeffjuaxgfc SFS[D(5,2)(2,1)] gLLMQadeffefjaaxkrc toroidal gLLMQadeffefjaaxksc m016(0,0) gLLMQadeffefjaaxkcc SFS[D(5,2)(2,1)] gLLMQadeffefjptxrrr reducible gLLMQadefeffjutxffr toroidal gLLMQadeffefjatxkkr toroidal gLLMQadeffefjplxros m147(0,0) gLLMQadefeffjulxvfs m016(0,0) gLLMQadeffefjalxkbs SFS[D(5,2)(2,1)] gLLAQceddeffahvktnk SFS[D(5,3)(3,1)] gLLAQceddefflqvnlcn reducible gLLAQceddefftqvnlcn SFS[D(5,2)(3,1)] gLLAQceddeffahvkank m146(0,0) gLLAQceddefflqvnqcn SFS[D(5,3)(3,1)] gLLMQadeffefjaaxkjk m036(0,0) gLLMQadeffefjaaxknk m007(0,0) gLLMQadeffefjaaxkbk SFS[D(3,1)(3,2)] gLLAQceddefftqvnqcn m239(0,0) gLLMQadeffefjalxkwo m007(0,0) gLLMQadeffefjatxkcw SFS[D(3,1)(3,2)] gLLAQceddeffalfcisk SFS[D(5,2)(2,1)] gLLAQcdedeffafichsn toroidal gLLAQcdedeffafibhsn SFS[D(5,2)(2,1)] gLLAQceddefflqvnlww reducible gLLMQadeffefjadifbv SFS[D(5,2)(2,1)] gLLAQcdedeffdfabdbk reducible gLLAQcdedeffhsucioj m145(0,0) gLLMQadefeffjxuicnb m069(0,0) gLLAQceddeffpavrlck SFS[D(3,1)(2,1)] gLLMQadefeffjxxicnb m011(0,0) gLLAQceddeffpavnlck SFS[D(3,1)(2,1)] gLLMQadefeffjxticnb SFS[D(5,1)(2,1)] gLLAQcdedeffarxbhgk m015(0,0) gLLAQcdedeffarxrxgk SFS[D(7,2)(2,1)] gLLAQcdedeffqragqrk SFS[D(3,1)(2,1)] gLLMQadeffefjadtscr SFS[D(5,2)(2,1)] gLLAQceddefflqvnlkj reducible gLLMQadeffefjaxtsws toroidal gLLAQceddefflqvnqkj SFS[D(5,2)(3,1)] gLLMQadeffefjhitwgc SFS[D(4,3)(4,1)] gLLAQceddefflavnlbj SFS[D(4,1)(2,1)] gLLMQadeffefjaitsnc toroidal gLLMQadeffefjaitsbc SFS[D(5,2)(2,1)] gLLMQadeffefjaitsjc m016(0,0) gLLAQceddefflqvnekj SFS[D(5,3)(3,1)] gLLMQadeffefjaatsbs SFS[D(3,1)(3,2)] gLLMQadeffefjaltskr m007(0,0) gLLMQadeffefjattscc SFS[D(3,1)(3,2)] gLLMQadeffefjattsrc m007(0,0) gLLMQadeffefjattssc m036(0,0) gLLAQceddefftqvnlkj SFS[D(5,3)(3,1)] gLLMQadeffefjaxlkwk m052(0,0) gLLAQceddefftqvnqkj m229(0,0) gLLMQadeffefjhiljgw SFS[D(5,3)(4,1)] gLLMQadeffefjailknw m052(0,0) gLLMQadeffefjailkjw m118(0,0) gLLAQceddefftqvnekj m143(0,0) gLLMQadeffefjaalkbk SFS[D(3,1)(3,1)] gLLMQadeffefjallkko m033(0,0) gLLMQadeffefjatlkcw SFS[D(3,1)(3,1)] gLLMQadeffefjatlkrw m033(0,0) gLLMQadeffefjatlksw m036(0,0) gLLAQcdedeffarlfhww m045(0,0) gLLAQcdedeffafibhoj SFS[D(10,3)(2,1)] gLLAQcdedeffafmbhoj toroidal gLLAQcdedeffacanakw SFS[D(7,2)(2,1)] gLLAQcdedeffacacuvk SFS[D(7,2)(2,1)] gLLAQcdedeffacandkw toroidal gLLAQceddeffahvktfj SFS[D(5,2)(3,1)] gLLAQcdedeffarxbhww m035(0,0) gLLAQcdedeffacanavk SFS[D(8,3)(2,1)] gLLAQcdedeffafmfhoj toroidal gLLAQceddeffahvktcw SFS[D(5,2)(3,1)] gLLAQcdedeffarxrxww SFS[D(8,3)(2,1)] gLLAQcdedeffacacqvk toroidal gLLAQcdedeffakakacw toroidal gLLAQceddeffahvkacw m142(0,0) gLLAQcdedeffaoaklcw toroidal gLLAQcdedeffakaklcw SFS[D(8,3)(2,1)] gLLAQceddeffahvklcw m035(0,0) gLLAQcdedeffacacqkw toroidal gLLAQcdedeffacacacw reducible gLLAQcdedeffacactcw toroidal gLLAQcdedeffaspchww toroidal gLLAQcdedeffarpchww toroidal gLLAQcdedeffacpchww toroidal gLLAQcdedeffafichoj toroidal gLLAQceddeffalfcijw SFS[D(10,3)(2,1)] gLLAQcdedeffacandvk toroidal gLLAQcdedeffacacukw SFS[D(8,3)(2,1)] gLLAQcdedeffafmchoj toroidal gLLAQceddeffapbcxfj toroidal gLLAQcdedeffacucpfw toroidal gLLAQcdedeffasucijw toroidal gLLAQcdedeffarucijw toroidal gLLAQcdedeffacucijw reducible gLLAQcdedeffasaclcw reducible gLLAQcdedeffaraclcw toroidal gLLAQcdedeffacaclcw toroidal gLLAQcdedeffhsucijr m297(0,0) gLLAQcdedeffhspchwr m302(0,0) gLLAQceddeffhuvjarr SFS[D(9,2)(2,1)] gLLAQceddeffhpvjukr SFS[D(6,1)(2,1)] gLLAQceddeffhavjpfr SFS[D(3,1)(2,1)] gLLAQcdedeffhspchbj m130(0,0) gLLMQadefeffjxumcnb m130(0,0) gLLMQadefeffjxxmcnb SFS[D(5,2)(2,1)] gLLAQceddeffuavsprj SFS[D(2,1)(2,1)] gLLAQceddeffuaswlrj SFS[D(2,1)(2,1)] gLLAQceddeffuawvxrj toroidal gLLMQadefeffjxtmcnb m069(0,0) gLLAQcdedeffarlfhgk m007(0,0) gLLAQcdedeffivaoxoj reducible gLLMQbcefdfftsapwcv toroidal gLLMQbcefdfftsahwos s140(0,0) gLLMQbcefdfftsadwgw s124(0,0) gLLMQbdcefffabwmtwn SFS[D(5,2)(2,1)] gLLAQceddeffpqvolcw SFS[D(5,2)(2,1)] gLLAQceddeffpqvrlcw toroidal gLLAQceddeffpqvnlcw SFS[D(5,2)(2,1)] gLLAQceddefftavnlkr SFS[D(2,1)(2,1)] gLLMQbdcefffavwluwr SFS[D(4,1)(2,1)] gLLMQbdcfeffajwhlww toroidal gLLMQbdcfeffajwhaww SFS[D(5,2)(4,1)] gLLMQbdcfeffajwhhjj toroidal gLLMQbdcfeffajwhpjj SFS[D(5,2)(5,2)] gLLMQbdcfeffajwhicc SFS[D(2,1)(2,1)] gLLMQbdcfeffarwhaww SFS[D(4,1)(4,1)] gLLMQbdcfeffarwhpjj SFS[D(5,2)(4,1)] gLLMQbdcfeffajwhhwr m145(0,0) gLLMQbdcfeffarwhhwr m130(0,0) gLLAQceddefftarnqkr SFS[D(2,1)(2,1)] gLLAQceddefftavnqkr m043(0,0) gLLAQceddefftajnqkr m069(0,0) gLLMQbdcfeffajwhhwc SFS[D(4,1)(2,1)] gLLMQbdcfeffarwhhwc SFS[D(5,2)(2,1)] gLLMQbdcefffanwpuww SFS[D(5,2)(4,1)] gLLMQbdcefffanwuujj SFS[D(5,2)(5,2)] gLLMQbdcefffanwmuww SFS[D(4,1)(4,1)] gLLMQbdcefffanwxujj SFS[D(5,2)(4,1)] gLLMQbdcfeffabwedww SFS[D(4,1)(2,1)] gLLMQbdcfeffabweqjj SFS[D(5,2)(2,1)] gLLMQbdcefffakwmhww SFS[D(5,3)(4,1)] gLLMQbdcefffaswmhww toroidal gLLMQbdcefffakwxhjj SFS[D(5,3)(5,2)] gLLMQbdcefffaswxhjj toroidal gLLMQbdcefffaswehcc SFS[D(2,1)(2,1)] gLLMQbdcefffakwphww SFS[D(4,3)(4,1)] gLLMQbdcefffakwuhjj SFS[D(5,3)(4,1)] gLLMQbdcefffaswxhwr m019(0,0) gLLMQbdcefffakwxhwr m016(0,0) gLLMQbdcefffabwxhwr SFS[D(4,1)(2,1)] gLLAQceddefftavkhkr m154(0,0) gLLAQceddefftarkhkr m147(0,0) gLLMQbdcefffaswxhwc SFS[D(4,1)(2,1)] gLLMQbdcefffakwxhwc SFS[D(5,2)(2,1)] gLLMQbdcefffaswmmww SFS[D(5,3)(4,1)] gLLMQbdcefffaswxmjj SFS[D(5,3)(5,2)] gLLMQbdcefffakwmmww SFS[D(4,3)(4,1)] gLLMQbdcefffakwxmjj SFS[D(5,3)(4,1)] gLLMQbdcefffabwmtww SFS[D(4,1)(2,1)] gLLMQbdcefffabwxtjj SFS[D(5,2)(2,1)] gLLMQbdcefffanwuuwr m130(0,0) gLLAQceddefftavnekr m069(0,0) gLLMQbdcefffanwuuwc SFS[D(5,2)(2,1)] gLLMQbdcefffanwpqww SFS[D(4,1)(4,1)] gLLMQbdcefffanwuqjj SFS[D(5,2)(4,1)] gLLMQbdcefffafwxqwc toroidal gLLMQbdcefffhgwmmww m016(0,0) gLLAQceddefftavkdkr m147(0,0) gLLMQbdcefffpgwmmww SFS[D(5,2)(2,1)] gLLMQbdcfeffawwaaww SFS[D(4,3)(4,1)] gLLMQbdcfeffawwapjj SFS[D(5,3)(4,1)] gLLMQbdcfeffafwahwc toroidal gLLAQceddeffuqvvlrn toroidal gLLMQbcefdffekdhwss SFS[D(3,1)(2,1)] gLLMQbcefdffesdhwss SFS[D(3,1)(2,1)] gLLAQceddeffuqvflrn toroidal gLLAQceddeffuqvglrn toroidal gLLMQbdcfeffmkwaejr toroidal gLLMQbdcefffmvweqjr toroidal gLLMQbdcfeffmvwhmsn toroidal gLLMQbdcfeffmvwhqbc toroidal gLLMQbdcfeffajwhhvr toroidal gLLMQbdcfeffarwhhvr SFS[D(5,2)(2,1)] gLLMQbdcfeffavwhhvr SFS[D(5,2)(2,1)] gLLMQbdcefffanwuuvr SFS[D(5,2)(2,1)] gLLMQbdcfeffabweevr SFS[D(5,2)(2,1)] gLLMQbdcefffmkwlhsn toroidal gLLMQbdcefffmkwahbc toroidal gLLMQbdcefffakwxhvr SFS[D(5,2)(2,1)] gLLMQbdcefffaswxhvr toroidal gLLMQbdcefffabwxhvr SFS[D(5,2)(2,1)] gLLMQbdcefffmkwtmvv SFS[D(5,2)(2,1)] gLLMQbdcefffavwluvr SFS[D(5,2)(2,1)] gLLMQbcedffflsaktcv toroidal gLLAQcdedeffakhkpkr SFS[D(3,1)(2,1)] gLLMQbcedffftsaktcv toroidal gLLAQceddeffuqvflwj toroidal gLLAQceddeffahsfdrj SFS[D(4,1)(3,1)] gLLAQceddeffahvktrj SFS[D(5,3)(3,1)] gLLAQceddeffahwrqrj toroidal gLLMQbdcfeffajwhhvc m016(0,0) gLLMQbdcfeffarwhhvc m017(0,0) gLLAQceddefftqvnlsr SFS[D(5,2)(3,1)] gLLAQceddeffuqvglwj m011(0,0) gLLMQbdcefffanwuuvc m017(0,0) gLLAQceddeffuqvvlwj toroidal gLLMQbcedffflsakxos m026(0,0) gLLAQcdedeffakhkhkr SFS[D(3,1)(2,1)] gLLMQbcedffftsakxos m052(0,0) gLLMQbdcefffakwxhvc m016(0,0) gLLMQbdcefffaswxhvc m017(0,0) gLLMQbdcefffxkwtmvv m016(0,0) gLLMQbcedffflsakugw toroidal gLLAQcdedeffakhkdkr toroidal gLLMQbcedffftsakugw toroidal gLLAQceddefflqvnlsr reducible gLLAQceddefflavnqkr toroidal gLLAQceddefflajnqkr m011(0,0) gLLAQceddefflarnqkr toroidal gLLMQbcefdfflsahwvv SFS[D(5,2)(2,1)] gLLMQbcefdfflsahwos m162(0,0) gLLAQceddefflavnekr m011(0,0) gLLMQbcefdfflsadwgw m155(0,0) gLLAQceddefflavnlkr toroidal gLLMQbcefdfflsapwcv toroidal gLLAQceddefflarkhkr m147(0,0) gLLAQceddefflavkhkr m185(0,0) gLLAQceddefflavkdkr m147(0,0) gLLAQceddeffpqvolnk SFS[D(5,2)(2,1)] gLLMQbdcfeffavwmicg SFS[D(5,2)(2,1)] gLLAQceddeffpqvrlnk toroidal gLLAQceddeffpqvnlnk SFS[D(5,2)(2,1)] gLLAQcdedeffafxfqfj toroidal gLLAQcdedeffafxjxfj toroidal gLLAQcdedeffqcakakn SFS[D(2,1)(2,1)] gLLAQceddefflavkhnj m119(0,0) gLLAQceddefflarkhnj m069(0,0) gLLAQceddefflavkdnj m069(0,0) gLLAQceddefflajnqnj toroidal gLLAQceddefflavnqnj toroidal gLLAQceddefflarnqnj toroidal gLLAQcdedeffloanirj SFS[D(4,1)(2,1)] gLLMQbcedffflsakxvv SFS[D(5,2)(2,1)] gLLAQceddefflqvnlfj reducible gLLAQceddefflavnenj toroidal gLLAQceddefflavnlnj toroidal gLLAQceddefftavkhnj m019(0,0) gLLAQceddefftarkhnj m011(0,0) gLLAQceddefftavkdnj m011(0,0) gLLAQceddefftajnqnj toroidal gLLAQceddefftavnqnj m003(0,0) gLLAQceddefftarnqnj SFS[D(3,1)(2,1)] gLLAQceddefftqvnlfj SFS[D(5,3)(3,1)] gLLAQceddefftavnenj toroidal gLLAQceddefftavnlnj SFS[D(3,1)(2,1)] gLLAQcdedeffaoarigr SFS[D(2,1)(2,1)] gLLAQcdedeffagabhgj SFS[D(3,1)(2,1)] gLLAQcdedeffaoarirj SFS[D(3,1)(2,1)] gLLAQcdedeffagabhrr SFS[D(2,1)(2,1)] gLLAQcdedeffafxjxsr m081(0,0) gLLAQcdedeffaflfqfj SFS[D(3,1)(2,1)] gLLAQcdedeffarabqrr reducible gLLAQcdedeffafpfqfj SFS[D(3,1)(2,1)] gLLAQceddeffaavkhnj SFS[D(7,2)(2,1)] gLLAQceddeffaajnqkr SFS[D(5,1)(2,1)] gLLAQceddeffaajkhnj SFS[D(2,1)(2,1)] gLLAQcdedeffakhkhnj SFS[D(7,3)(2,1)] gLLAQceddeffaavkdnj SFS[D(5,1)(2,1)] gLLAQcdedeffakhkdnj toroidal gLLAQceddeffaavkpnj SFS[D(2,1)(2,1)] gLLAQcdedeffakhkpnj SFS[D(2,1)(2,1)] gLLAQcdedeffafxfqsr toroidal gLLAQcdedeffaflfqsr SFS[D(7,3)(2,1)] gLLAQcdedeffafpfqsr SFS[D(2,1)(2,1)] gLLAQcdedeffarabqgj SFS[D(5,1)(2,1)] gLLAQceddeffaajnqnj reducible gLLAQceddeffaavkhkr SFS[D(3,1)(2,1)] gLLAQceddeffaajkhkr SFS[D(3,1)(2,1)] gLLAQceddeffahwrqgr toroidal gLLAQceddeffahvktgr SFS[D(5,2)(3,1)] gLLAQceddeffaavkdkr reducible gLLAQceddeffaavkpkr SFS[D(3,1)(2,1)] gLLAQcdedeffqcakacj SFS[D(3,1)(2,1)] gLLMQbdcfeffavwmico SFS[D(4,1)(2,1)] gLLMQbcedfffekdkxss SFS[D(2,1)(2,1)] gLLMQbcedfffesdkxss SFS[D(2,1)(2,1)] gLLMQbcedffflsajlcv SFS[D(5,2)(4,1)] gLLMQbcedffftsajlcv SFS[D(5,2)(5,2)] gLLMQbdcefffprwepww toroidal gLLMQbdcefffafsepcj toroidal gLLAQcdedeffafmfhfk toroidal gLLAQceddeffapbcxok toroidal gLLAQcdedeffacucpjn toroidal gLLAQcdedeffafmchfk toroidal gLLAQcdedeffafmbhfk toroidal gLLMQbcefdfftsaqwcv SFS[D(5,2)(5,2)] gLLAQceddeffhpvjucs SFS[D(11,3)(2,1)] gLLAQcdedeffasucifn toroidal gLLAQcdedeffarucifn toroidal gLLAQcdedeffacucifn reducible gLLAQceddeffuawvxbw SFS[D(5,2)(2,1)] gLLMQbcedffflsajlww m003(0,0) gLLAQcdedefflwanxok SFS[D(4,1)(2,1)] gLLAQceddefflavnlrk SFS[D(5,2)(2,1)] gLLMQbcedffflsejlww toroidal gLLMQbcedffflsdjlww SFS[D(3,1)(2,1)] gLLAQcdedeffakaklkn SFS[D(3,1)(2,1)] gLLAQcdedeffawaklkn SFS[D(3,1)(2,1)] gLLAQcdedeffaoaklkn toroidal gLLMQbcedffftsajlww toroidal gLLMQbcedffftsejlww SFS[D(3,1)(2,1)] gLLMQbcedffftsdjlww SFS[D(3,1)(2,1)] gLLAQceddeffpawoxvj SFS[D(4,1)(2,1)] gLLAQcdedeffivaoxfw reducible gLLMQbdcfeffabwxhcj reducible gLLAQcdedeffhsaclks SFS[D(3,1)(2,1)] gLLAQceddeffaasjxjn SFS[D(3,1)(2,1)] gLLAQceddeffpavrlvj SFS[D(2,1)(2,1)] gLLAQceddefflavnljn SFS[D(4,1)(2,1)] gLLAQceddeffhavjpjs SFS[D(2,1)(2,1)] gLLMQbcedffflodjdrr SFS[D(3,1)(2,1)] gLLMQbcedfffloejdrr m026(0,0) gLLMQbcedfffloajdrr m052(0,0) gLLAQcdedeffasaclkn reducible gLLAQcdedeffaraclkn toroidal gLLAQcdedeffacaclkn toroidal gLLMQbcedffftodjdrr SFS[D(3,1)(2,1)] gLLMQbcedffftoejdrr SFS[D(3,1)(2,1)] gLLMQbcedffftoajdrr toroidal gLLAQceddeffpavnlvj SFS[D(2,1)(2,1)] gLLMQbdcefffavwmdcv SFS[D(3,1)(2,1)] gLLMQbdcefffavwmdcj reducible gLLMQbcedffflsajevv toroidal gLLAQcdedeffakaktkn SFS[D(3,1)(2,1)] gLLMQbcedffftsajevv SFS[D(3,1)(2,1)] gLLMQbdcefffassxecc SFS[D(2,1)(2,1)] gLLAQcdedeffdfabdwj reducible gLLMQbdcfeffavwlucj reducible gLLMQbdcefffxvsmhvv m016(0,0) gLLMQbdcefffxvsthvv m006(0,0) gLLMQbdcefffaswxecc SFS[D(2,1)(2,1)] gLLMQbcedfffloajxoo SFS[D(3,1)(2,1)] gLLAQcdedeffacacakn reducible gLLMQbcedffftoajxoo SFS[D(3,1)(2,1)] gLLAQcdedeffqragqgr SFS[D(2,1)(2,1)] gLLMQbdcefffaswaqcv toroidal gLLMQbdcefffakwaqcv m003(0,0) gLLMQbdcefffabwaqcv SFS[D(3,1)(2,1)] gLLMQbdcefffabwaqcj reducible gLLMQbcedffflsajqss SFS[D(3,1)(2,1)] gLLAQcdedeffakakakn toroidal gLLMQbcedffftsajqss SFS[D(3,1)(2,1)] gLLMQbdcefffafwepcj toroidal gLLMQbdcefffanwddcv m006(0,0) gLLMQbcedfffloajinn m026(0,0) gLLAQcdedeffacactkn toroidal gLLMQbcedffftoajinn SFS[D(3,1)(2,1)] gLLMQbdcefffxnsdpvv m003(0,0) gLLMQbdcefffprsepww toroidal gLLAQceddeffhuvjaws toroidal gLLAQcdedeffaspchrn toroidal gLLAQcdedeffarpchrn toroidal gLLAQcdedeffacpchrn toroidal gLLAQcdedeffagigmok SFS[D(3,1)(2,1)] gLLAQceddeffahvklkn m006(0,0) gLLAQceddefftqvnevk m016(0,0) gLLMQbcedfffevijqos toroidal gLLAQcdedeffarhrxrk SFS[D(3,1)(2,1)] gLLMQbcedfffdwujqvn m141(0,0) gLLMQbcefdfflsaqjcv SFS[D(4,1)(4,1)] gLLMQbdcefffxvwmhvv m017(0,0) gLLMQbdcefffxvwthvv m016(0,0) gLLMQbcefdfftsaqjcv SFS[D(5,2)(4,1)] gLLMQbcedfffeodjdbr m118(0,0) gLLMQbcedfffdnajdof SFS[D(8,3)(2,1)] gLLMQbdcefffansddcv m016(0,0) gLLMQbdcefffxvwmpvr m082(0,0) gLLMQbdcefffxvwmpvj m046(0,0) gLLAQceddeffahvktkn toroidal gLLAQceddefftqvnlvk toroidal gLLAQceddeffahvkakn toroidal gLLAQceddefftqvnqvk toroidal gLLMQbdcefffaksaqcv m017(0,0) gLLMQbdcefffassaqcv m016(0,0) gLLMQbdcefffxnwdpvv m017(0,0) gLLAQcdedeffafifhfk SFS[D(3,1)(2,1)] gLLAQceddeffalfcifn SFS[D(9,2)(2,1)] gLLAQcdedeffacpcawn SFS[D(3,1)(2,1)] gLLAQcdedeffafichfk toroidal gLLAQcdedeffafibhfk SFS[D(9,2)(2,1)] gLLMQbcefdfflsaqwcv SFS[D(5,2)(4,1)] gLLAQceddefflavnljr SFS[D(5,2)(2,1)] gLLAQcdedeffhsucifs m342(0,0) gLLMQbdcefffxvsmpvj m082(0,0) gLLMQbcedfffdwukqvn m180(0,0) gLLAQceddeffpawoxvk SFS[D(5,2)(2,1)] gLLMQbcedfffdnakdof SFS[D(7,3)(2,1)] gLLAQcdedeffarxbhrn m006(0,0) gLLAQcdedeffarxrxrn SFS[D(3,1)(2,1)] gLLMQbcedffflsakevv toroidal gLLMQbcedffflsakqss toroidal gLLAQcdedefflwanxoj SFS[D(5,2)(2,1)] gLLAQceddefflavnlrj SFS[D(4,1)(2,1)] gLLMQbcedffflseklww toroidal gLLMQbcedffflsdklww toroidal gLLMQbcedffflsaklww toroidal gLLMQbcedffflsaklcv SFS[D(4,1)(4,1)] gLLMQbcedfffloakinn m070(0,0) gLLMQbcedfffloekdrr m070(0,0) gLLMQbcedfffloakdrr m118(0,0) gLLAQceddefftqvnlvj toroidal gLLMQbcedffftsakevv SFS[D(3,1)(2,1)] gLLAQceddefftqvnqvj m019(0,0) gLLMQbcedffftsakqss m003(0,0) gLLAQceddefftqvnevj SFS[D(5,2)(2,1)] gLLMQbcedffftseklww SFS[D(3,1)(2,1)] gLLMQbcedffftsdklww m003(0,0) gLLMQbcedffftsaklww toroidal gLLMQbcedffftsaklcv SFS[D(5,2)(4,1)] gLLMQbcedffftoakinn m006(0,0) gLLMQbcedffftoekdrr m006(0,0) gLLMQbcedffftoakdrr m016(0,0) gLLAQcdedeffarlfhrr m009(0,0) gLLAQcdedeffacanecn SFS[D(3,1)(2,1)] gLLAQcdedeffafibhfj SFS[D(6,1)(2,1)] gLLAQcdedeffafmbhfj SFS[D(9,2)(2,1)] gLLAQcdedeffacanacr SFS[D(3,1)(2,1)] gLLAQceddeffaabcmbk SFS[D(3,1)(2,1)] gLLAQcdedeffacacucn SFS[D(3,1)(2,1)] gLLAQcdedeffacandcr toroidal gLLAQcdedeffacanecr SFS[D(3,1)(2,1)] gLLAQcdedeffacanacn reducible gLLAQcdedeffarxbhrr toroidal gLLAQcdedeffafifhfj SFS[D(3,1)(2,1)] gLLAQcdedeffarhrxrj SFS[D(3,1)(2,1)] gLLAQceddeffaasjxjr SFS[D(3,1)(2,1)] gLLAQcdedeffafmfhfj SFS[D(3,1)(2,1)] gLLAQceddeffahvktkr toroidal gLLAQcdedeffakaktkr SFS[D(3,1)(2,1)] gLLAQcdedeffacacqcn toroidal gLLAQcdedeffarxrxrr reducible gLLAQceddeffahvkakr m011(0,0) gLLAQcdedeffakakakr SFS[D(3,1)(2,1)] gLLAQceddeffahvklkr toroidal gLLAQcdedeffawaklkr SFS[D(3,1)(2,1)] gLLAQcdedeffaoaklkr SFS[D(3,1)(2,1)] gLLAQcdedeffakaklkr reducible gLLAQcdedeffacacqcr SFS[D(3,1)(2,1)] gLLAQcdedeffacacicr SFS[D(3,1)(2,1)] gLLAQcdedeffacactkr SFS[D(7,3)(2,1)] gLLAQceddeffaabcmbj SFS[D(3,1)(2,1)] gLLAQcdedeffacandcn SFS[D(3,1)(2,1)] gLLAQcdedeffacacucr reducible gLLAQceddeffalfcifr SFS[D(6,1)(2,1)] gLLAQcdedeffafichfj SFS[D(9,2)(2,1)] gLLAQcdedeffacpcawr SFS[D(3,1)(2,1)] gLLAQcdedeffarucifr SFS[D(11,3)(2,1)] gLLAQcdedeffasucifr SFS[D(10,3)(2,1)] gLLAQcdedeffarpchrr toroidal gLLAQcdedeffaspchrr SFS[D(11,3)(2,1)] gLLAQcdedeffacpchrr SFS[D(7,3)(2,1)] gLLAQcdedeffaraclkr SFS[D(7,3)(2,1)] gLLAQcdedeffacaclkr SFS[D(8,3)(2,1)] gLLAQceddeffapbcxoj SFS[D(9,2)(2,1)] gLLAQcdedeffafmchfj toroidal gLLAQcdedeffacucpjr SFS[D(3,1)(2,1)] gLLAQcdedeffagigmoj SFS[D(3,1)(2,1)] gLLAQcdedeffacacicn SFS[D(3,1)(2,1)] gLLAQcdedeffhspchrw m342(0,0) gLLAQcdedeffhsucifw m293(0,0) gLLAQcdedeffhsaclkw SFS[D(3,1)(2,1)] gLLAQceddeffhpvjucw SFS[D(10,3)(2,1)] gLLAQceddeffhuvjaww toroidal gLLAQcdedeffhspchrs m368(0,0) gLLMQbdcefffxvsmpvr m037(0,0) gLLMQbcedfffevikqos toroidal gLLAQceddeffuavspbj SFS[D(2,1)(2,1)] gLLAQceddeffuaswlbj SFS[D(2,1)(2,1)] gLLAQceddeffuawvxbj toroidal gLLMQbcedfffeodkdbr m070(0,0) gLLAQcdedeffarlfhrn m032(0,0) gLLMQadefeffbuaxgfc SFS[D(5,2)(2,1)] gLLMQadeffefbaaxkrc SFS[D(3,1)(2,1)] gLLAQcdedeffikhcpcc SFS[D(4,1)(2,1)] gLLAQceddeffahvoxng SFS[D(3,1)(2,1)] gLLAQceddeffahwclng toroidal gLLAQceddeffahsgpng SFS[D(3,1)(2,1)] gLLAQceddeffahnclng SFS[D(4,1)(2,1)] gLLAQceddeffahfclng SFS[D(5,2)(2,1)] gLLAQcdedeffakhgpgo SFS[D(2,1)(2,1)] gLLAQcdedeffafhclgo toroidal gLLAQcdedeffarhoxgo SFS[D(2,1)(2,1)] gLLAQcdedeffhkhjpsg SFS[D(5,2)(2,1)] gLLMQadeffefbptxrrr SFS[D(3,1)(2,1)] gLLMQadefeffbutxffr toroidal gLLMQadeffefbatxkkr SFS[D(3,1)(2,1)] gLLAQcdedeffafhblgo SFS[D(5,2)(2,1)] gLLAQcdedefflkhjpgo SFS[D(2,1)(2,1)] gLLAQcdedefflfhblgo toroidal gLLAQcdedefflrhnxgo SFS[D(2,1)(2,1)] gLLAQceddeffuhjvxjo SFS[D(4,1)(2,1)] gLLMQadefeffbulxvfs SFS[D(4,1)(2,1)] gLLAQceddeffuhrvxjo SFS[D(5,2)(2,1)] gLLAQceddeffahvklng SFS[D(4,1)(2,1)] gLLAQceddefftqvneco SFS[D(5,2)(2,1)] gLLAQcdedeffawholgo SFS[D(5,2)(2,1)] gLLAQcdedeffawxgabg SFS[D(4,1)(2,1)] gLLAQcdedeffakholgo SFS[D(4,1)(2,1)] gLLAQceddeffahvjlng SFS[D(5,2)(2,1)] gLLAQcdedeffqkhchcc SFS[D(4,1)(2,1)] gLLAQcdedeffagxgqbg SFS[D(2,1)(2,1)] gLLAQcdedeffdsxopfv SFS[D(5,2)(2,1)] gLLAQcdedeffusxvpno SFS[D(3,1)(2,1)] gLLAQcdedeffavxcxbg SFS[D(3,1)(2,1)] gLLAQcdedeffhsxrpfv SFS[D(5,2)(2,1)] gLLMQadeffefbaexgco reducible gLLMQadeffefbaaxkjk SFS[D(3,1)(3,2)] gLLMQadeffefbaaxknk SFS[D(3,1)(3,1)] gLLMQadeffefbaaxkbk reducible gLLMQadeffefbalxkwo SFS[D(3,1)(3,1)] gLLAQcdedeffukhvecc SFS[D(3,1)(3,1)] gLLAQcdedeffpkhoesg SFS[D(3,1)(3,2)] gLLMQadeffefbatxgcs reducible gLLMQadeffefbatxkcw reducible gLLAQcdedeffarefpog toroidal gLLAQcdedeffaoegpog toroidal gLLMQadeffefbaepkcg reducible gLLAQcdedeffageguog SFS[D(2,1)(2,1)] gLLMQadeffefbaupkof toroidal gLLMQadeffefbahpkbv reducible gLLAQcdedeffafefqog SFS[D(2,1)(2,1)] gLLMQadeffefbaapkbk reducible gLLMQadeffefbalpkoo toroidal gLLMQadeffefbatpkcw reducible gLLAQcdedeffikmghso SFS[D(4,1)(2,1)] gLLAQceddeffhtfciog SFS[D(5,2)(2,1)] gLLAQcdedeffusuvucc SFS[D(3,1)(2,1)] gLLAQcdedeffdsuousg SFS[D(5,2)(2,1)] gLLMQadeffefbaxlkwk SFS[D(3,1)(2,1)] gLLMQadeffefbailknw SFS[D(3,1)(2,1)] gLLMQadefeffbxxlcws SFS[D(5,2)(2,1)] gLLAQceddefftakgtbc reducible gLLAQcdedeffafujugo SFS[D(3,1)(2,1)] gLLMQadeffefbaalkbk reducible gLLAQcdedeffufucucc reducible gLLAQcdedeffpfujusg SFS[D(3,1)(3,2)] gLLMQadeffefballkko SFS[D(3,1)(3,1)] gLLAQceddefftavgpbc reducible gLLMQadeffefbatlkcw reducible gLLMQadeffefbatlkrw SFS[D(3,1)(3,1)] gLLMQadeffefbatlksw SFS[D(3,1)(3,2)] gLLAQcdedeffarmblng SFS[D(5,2)(2,1)] gLLAQcdedeffhsuciog SFS[D(4,1)(2,1)] gLLMQadefeffbxuicnb SFS[D(2,1)(2,1)] gLLAQcdedeffpsuoucf SFS[D(2,1)(2,1)] gLLAQcdedeffdgmkmgv SFS[D(4,1)(2,1)] gLLAQcdedeffpslopjf SFS[D(5,2)(2,1)] gLLAQcdedeffpsxoqjf SFS[D(5,2)(2,1)] gLLAQceddeffpawoxcf SFS[D(2,1)(2,1)] gLLAQcdedeffpslftjf SFS[D(5,2)(2,1)] gLLAQceddeffpavrlcf reducible gLLMQadefeffbxxicnb toroidal gLLAQcdedeffpfabdbf reducible gLLAQceddeffpavnlcf reducible gLLAQcdedeffpsablbf reducible gLLMQadefeffbxticnb SFS[D(2,1)(2,1)] gLLMQadeffefbiaajcr SFS[D(2,1)(2,1)] gLLAQcdedeffacaclng SFS[D(2,1)(2,1)] gLLMQadefeffbllanwc reducible gLLAQceddefflavjpgo reducible gLLAQceddefflasblgo reducible gLLAQceddefflawnxgo reducible gLLAQcdedeffuoavxjo SFS[D(2,1)(2,1)] gLLMQadeffefbalajjc SFS[D(2,1)(2,1)] gLLAQcdedeffakaklng SFS[D(2,1)(2,1)] gLLAQceddeffuavspgo reducible gLLAQceddeffuaswlgo reducible gLLAQceddeffuawvxgo reducible gLLMQadeffefbihajkr SFS[D(2,1)(2,1)] gLLMQadefeffbluacwc reducible gLLAQcdedeffufakxjo SFS[D(2,1)(2,1)] gLLMQadeffefbauajsc SFS[D(2,1)(2,1)] gLLMQadeffefbadaksv SFS[D(2,1)(2,1)] gLLAQceddeffhavnqkv SFS[D(2,1)(2,1)] gLLAQcdedeffasaoqjo reducible gLLAQceddeffpavjhsg SFS[D(2,1)(2,1)] gLLMQadeffefbadakjn SFS[D(2,1)(2,1)] gLLAQceddeffhavkhkv SFS[D(2,1)(2,1)] gLLAQcdedeffasafajo reducible gLLAQceddeffpavoqsg SFS[D(2,1)(2,1)] gLLMQadeffefbaeagcj reducible gLLMQadeffefbauagon reducible gLLMQadeffefbeuagrn reducible gLLMQadeffefbalagov reducible gLLMQadeffefbelagrv reducible gLLMQadeffefbatagcf reducible gLLAQcdedeffariblng SFS[D(4,1)(2,1)] gLLAQcdedeffhspchbg SFS[D(5,2)(2,1)] gLLMQadeffefbmdmjcr SFS[D(2,1)(2,1)] gLLAQcdedeffdgikmgv SFS[D(5,2)(2,1)] gLLAQcdedeffuslvpkg SFS[D(4,1)(2,1)] gLLMQadeffefbaxmjws SFS[D(2,1)(2,1)] gLLAQcdedeffusxvqkg SFS[D(4,1)(2,1)] gLLMQadeffefbaimjnc SFS[D(2,1)(2,1)] gLLAQcdedeffuslktkg SFS[D(4,1)(2,1)] gLLMQadefeffbxxmcnb SFS[D(5,2)(2,1)] gLLAQcdedeffufaodog reducible gLLAQcdedeffarirmng SFS[D(2,1)(2,1)] gLLMQadeffefbaamjbs reducible gLLMQadeffefbmlmjkr reducible gLLMQadeffefbilmjkr SFS[D(3,1)(2,1)] gLLMQadeffefbalmjkr SFS[D(3,1)(2,1)] gLLAQcdedeffusaolog reducible gLLMQadeffefbatmjcc reducible gLLMQadeffefbatmjrc SFS[D(3,1)(2,1)] gLLMQadeffefbatmjsc SFS[D(3,1)(2,1)] gLLAQceddeffhikkusv reducible gLLMQadeffefbuadwfj SFS[D(2,1)(2,1)] gLLAQcdedeffqolfino T2xI gLLAQcdedeffprlomgg reducible gLLAQceddeffpinoubg reducible gLLMQadeffefbaadsrj reducible gLLAQceddeffaivghco reducible gLLAQceddeffaisceco reducible gLLAQceddeffaisgugg reducible gLLMQadeffefbptdnrn reducible gLLMQadefeffbutdfgn reducible gLLMQadeffefbatdskn reducible gLLAQcdedeffuflkijc reducible gLLAQceddeffuivveco SFS[D(2,1)(2,1)] gLLMQadeffefbaldsjb reducible gLLMQadeffefbaldwjb reducible gLLAQcdedefftflbino SFS[D(2,1)(2,1)] gLLMQadeffefbeldwgb SFS[D(2,1)(2,1)] gLLAQceddefflivneco SFS[D(2,1)(2,1)] gLLMQadeffefbpedngn reducible gLLMQadefeffbuedsgn reducible gLLMQadeffefbaedsnn reducible gLLAQceddeffhinnusv reducible gLLAQceddeffiivchco reducible gLLAQceddeffiisoeco reducible gLLAQceddeffiiscuoc reducible gLLMQadeffefbuhdwjj SFS[D(2,1)(2,1)] gLLAQcdedeffqfloino T2xI gLLAQcdedeffpgljmgg reducible gLLAQceddeffpikjubg reducible gLLMQadeffefbahdswj reducible gLLAQcdedeffuolvijc reducible gLLMQadeffefbaudssb reducible gLLMQadeffefbaudwsb reducible gLLAQcdedefftolrino SFS[D(2,1)(2,1)] gLLMQadeffefbeudwwb SFS[D(2,1)(2,1)] gLLAQcdedeffuslvpjc reducible gLLAQceddeffdivgdbg T2xI gLLAQcdedeffuslktno reducible gLLMQadeffefbaddssr reducible gLLMQadeffefbaddvsr reducible gLLMQadeffefbeddvwr SFS[D(2,1)(2,1)] gLLAQceddefftivolgg SFS[D(2,1)(2,1)] gLLAQcdedeffpwljlgg reducible gLLMQadeffefbixdvks reducible gLLMQadeffefbaxdsws reducible gLLMQadefeffbxxdwos SFS[D(2,1)(2,1)] gLLAQcdedeffavlkqbg reducible gLLMQadeffefbaidsnc reducible gLLAQcdedeffuslktjc reducible gLLAQceddeffdivgdsv T2xI gLLAQcdedeffuslvpno reducible gLLMQadeffefbaddsjg reducible gLLMQadeffefbaddvjg reducible gLLMQadeffefbeddvgg SFS[D(2,1)(2,1)] gLLAQcdedeffavlcxbg reducible gLLMQadeffefbaidskv reducible gLLAQceddefftivjdgg SFS[D(2,1)(2,1)] gLLAQcdedeffpwlodgg reducible gLLMQadeffefbixdvcf reducible gLLMQadeffefbaxdsrf reducible gLLMQadefeffbxxdrof SFS[D(2,1)(2,1)] gLLAQcdedeffuclvqjc reducible gLLAQcdedeffpcloqgg reducible gLLMQadeffefbaedsrv reducible gLLMQadeffefbaedssv reducible gLLMQadeffefbaedscv reducible gLLAQcdedeffuolctjc reducible gLLAQcdedeffpoljtgg reducible gLLMQadefeffbludkog reducible gLLMQadeffefbaudsog reducible gLLMQadeffefbaudskg reducible gLLMQadeffefbaudswg reducible gLLAQcdedeffuglkdjc reducible gLLAQcdedeffaoljtno reducible gLLAQcdedeffpglfdgg reducible gLLMQadeffefbahdsnf reducible gLLMQadeffefbahdsbf reducible gLLMQadeffefbahdsjf reducible gLLAQcdedeffurlkljc reducible gLLAQcdedeffafljpno reducible gLLAQcdedeffprlflgg reducible gLLMQadeffefbaadsjs reducible gLLMQadeffefbaadsns reducible gLLMQadeffefbaadsbs reducible gLLAQcdedeffuflcpjc reducible gLLAQcdedeffpfljpgg reducible gLLMQadefeffblldkor reducible gLLMQadeffefbaldswr reducible gLLMQadeffefbaldsor reducible gLLMQadeffefbaldskr reducible gLLAQcdedeffuklvxjc reducible gLLAQcdedeffpkloxgg reducible gLLMQadeffefbatdscc reducible gLLMQadeffefbatdsrc reducible gLLMQadeffefbatdssc reducible gLLAQcdedeffikhglgo SFS[D(4,1)(2,1)] gLLAQceddeffhhfclvg SFS[D(5,2)(2,1)] gLLAQcdedeffusxvpjc SFS[D(3,1)(2,1)] gLLAQcdedeffdsxopgg SFS[D(5,2)(2,1)] gLLMQadeffefbaxqsws SFS[D(3,1)(2,1)] gLLMQadeffefbaiqsnc SFS[D(3,1)(2,1)] gLLMQadefeffbxxqccb SFS[D(5,2)(2,1)] gLLMQadeffefbaeqwcj reducible gLLAQcdedeffafxjpno SFS[D(3,1)(2,1)] gLLMQadeffefbaaqsbs reducible gLLAQcdedeffufxcpjc reducible gLLAQcdedeffpfxjpgg SFS[D(3,1)(3,2)] gLLMQadeffefbalqskr SFS[D(3,1)(3,1)] gLLMQadeffefbatqwcf reducible gLLMQadeffefbatqscc reducible gLLMQadeffefbatqsrc SFS[D(3,1)(3,1)] gLLMQadeffefbatqssc SFS[D(3,1)(3,2)] gLLAQcdedeffikighso SFS[D(5,2)(2,1)] gLLAQceddeffhlfciog SFS[D(4,1)(2,1)] gLLMQadefeffbxutccb SFS[D(2,1)(2,1)] gLLAQcdedeffuspvpjc SFS[D(3,1)(2,1)] gLLAQceddefflpvnifc SFS[D(2,1)(2,1)] gLLAQcdedeffdspopgg SFS[D(4,1)(2,1)] gLLMQadeffefbaxtsws SFS[D(3,1)(2,1)] gLLMQadeffefbaitsnc SFS[D(3,1)(2,1)] gLLAQcdedefflwanxfc SFS[D(2,1)(2,1)] gLLAQcdedefflsarpfc reducible gLLMQadefeffbxxtccb toroidal gLLAQcdedeffafpjpno SFS[D(3,1)(2,1)] gLLMQadeffefbaatsbs reducible gLLAQcdedeffufpcpjc reducible gLLAQcdedeffpfpjpgg SFS[D(3,1)(3,1)] gLLMQadeffefbaltskr SFS[D(3,1)(3,2)] gLLAQcdedefflsaopfc reducible gLLMQadeffefbattscc reducible gLLMQadeffefbattsrc SFS[D(3,1)(3,2)] gLLMQadeffefbattssc SFS[D(3,1)(3,1)] gLLMQadefeffbxttccb SFS[D(2,1)(2,1)] gLLAQcdedeffafefmwo T2xI gLLAQcdedeffdvxgxwf T2xI gLLAQceddeffdivktjf SFS[D(2,1)(2,1)] gLLAQceddeffadvguso reducible gLLAQceddeffadschso reducible gLLAQceddeffadsgevg reducible gLLAQcdedeffdcmcikf reducible gLLAQceddeffdlvomjf reducible gLLAQceddeffdljomjf reducible gLLAQceddeffdlromjf reducible gLLAQceddeffdlvolff SFS[D(2,1)(2,1)] gLLAQcdedeffakekisg SFS[D(2,1)(2,1)] gLLAQcdedeffdfmgmbf reducible gLLAQcdedeffdfigmbf reducible gLLAQcdedeffdfagmbf reducible gLLAQceddeffdhkgawf reducible gLLAQcdedeffdcxrxwf T2xI gLLAQcdedeffdvagqbf reducible gLLAQcdedeffdvpguof reducible gLLAQceddeffdpbfxcf reducible gLLAQcdedeffdvmgewf SFS[D(2,1)(2,1)] gLLAQceddeffddvging T2xI gLLAQceddeffdivgdof T2xI gLLAQceddeffdhvgqwf SFS[D(2,1)(2,1)] gLLAQcdedeffaseodwo reducible gLLAQcdedeffdcmfikf reducible gLLAQcdedeffavekesg reducible gLLAQceddeffddvgikf T2xI gLLAQceddeffdivgdwf T2xI gLLAQcdedeffdoardbf reducible gLLAQcdedeffdcufpcf reducible gLLAQcdedeffdkarxbf reducible gLLAQceddeffdhvrxbf SFS[D(2,1)(2,1)] gLLAQceddeffdhvjiwf SFS[D(2,1)(2,1)] gLLAQcdedeffdfpbqof reducible gLLAQcdedeffaserewo reducible gLLAQcdedeffacerewo reducible gLLAQcdedeffdfxjxwf SFS[D(2,1)(2,1)] gLLAQcdedeffdfubtvf reducible gLLAQcdedeffdrxbtrf reducible gLLAQcdedeffdfmbdbf reducible gLLAQcdedeffdfibdbf reducible gLLAQcdedeffdgabdbf reducible gLLAQcdedeffdvabdbf reducible gLLAQceddeffdhwnqbf reducible gLLAQceddeffdhsbdbf reducible gLLAQcdedeffdgpblof reducible gLLAQcdedeffdvpblof reducible gLLAQcdedeffdfpblof reducible gLLAQcdedeffdcibikf reducible gLLAQcdedeffavegdsg reducible gLLAQcdedeffafegdsg reducible gLLAQcdedeffdcmbikf reducible gLLAQceddeffdpfbtcf reducible gLLAQcdedeffdfubqcf reducible gLLAQcdedeffdgubhvf reducible gLLAQcdedeffdvubhvf reducible gLLAQcdedeffdfubhvf reducible gLLAQcdedeffdgabibf reducible gLLAQcdedeffdvabibf reducible gLLAQcdedeffdfabibf reducible gLLAQcdedeffdfpbeof reducible gLLAQcdedeffaoejuwo reducible gLLAQceddeffddvjuwf SFS[D(2,1)(2,1)] gLLAQcdedeffdfubmvf reducible gLLAQcdedeffdgabxbf reducible gLLAQcdedeffdvabxbf reducible gLLAQcdedeffdfabxbf reducible gLLAQcdedeffdkmjuwf reducible gLLAQcdedeffdfmbhwf reducible gLLAQcdedeffafefhsg SFS[D(2,1)(2,1)] gLLAQcdedeffdgmjmbf reducible gLLAQcdedeffdgijmbf reducible gLLAQcdedeffdoanibf reducible gLLAQcdedeffdgajmbf reducible gLLAQcdedeffdfebeff reducible gLLAQcdedeffacecqwo SFS[D(2,1)(2,1)] gLLAQcdedeffdrxnxwf SFS[D(2,1)(2,1)] gLLAQcdedeffdfxbdrf reducible gLLAQcdedeffdrabtbf reducible gLLAQcdedeffdkmjukf reducible gLLAQcdedeffdrmnekf reducible gLLAQceddeffddvjukf SFS[D(2,1)(2,1)] gLLAQcdedeffdrpnuwf SFS[D(2,1)(2,1)] gLLAQcdedeffdsablbf reducible gLLAQceddeffapsfhso SFS[D(5,2)(2,1)] gLLAQceddeffppvoicf SFS[D(2,1)(2,1)] gLLAQceddeffplvoqff SFS[D(4,1)(2,1)] gLLAQcdedeffasucisg SFS[D(4,1)(2,1)] gLLAQceddeffapvguso SFS[D(3,1)(2,1)] gLLAQceddeffapschso toroidal gLLAQceddeffapwoeso SFS[D(3,1)(2,1)] gLLAQcdedeffavmcxjo SFS[D(5,2)(2,1)] gLLAQcdedeffarucisg SFS[D(5,2)(2,1)] gLLAQceddeffhpvjung SFS[D(4,1)(2,1)] gLLAQceddeffplvoeff SFS[D(5,2)(2,1)] gLLAQceddeffapsbhso SFS[D(4,1)(2,1)] gLLAQceddefflpvjuso SFS[D(3,1)(2,1)] gLLAQceddefflpsbhso toroidal gLLAQceddefflpwneso SFS[D(3,1)(2,1)] gLLAQcdedeffpwuomjf SFS[D(2,1)(2,1)] gLLAQcdedeffpwpoewf toroidal gLLMQadefeffbultvrv SFS[D(5,2)(2,1)] gLLAQcdedeffpspchwf SFS[D(5,2)(2,1)] gLLAQcdedeffpwaoxcf SFS[D(2,1)(2,1)] gLLAQceddeffptjomjf SFS[D(5,2)(2,1)] gLLAQcdedeffpsprprf SFS[D(5,2)(2,1)] gLLAQcdedeffpsuruff toroidal gLLAQceddeffapjohso SFS[D(5,2)(2,1)] gLLAQcdedeffakugisg SFS[D(5,2)(2,1)] gLLAQceddeffaprohso toroidal gLLAQcdedeffakujisg toroidal gLLAQcdedeffpsarpcf reducible gLLAQcdedeffpslftrf SFS[D(5,2)(2,1)] gLLAQcdedeffasmoqjo SFS[D(3,1)(2,1)] gLLAQcdedeffdgmkmvg SFS[D(4,1)(2,1)] gLLAQcdedeffpsloprf SFS[D(5,2)(2,1)] gLLAQcdedeffpsuouff SFS[D(2,1)(2,1)] gLLAQceddeffaprotso SFS[D(2,1)(2,1)] gLLAQcdedeffqgmsmbc SFS[D(4,1)(2,1)] gLLAQcdedeffakujqsg SFS[D(2,1)(2,1)] gLLMQadeffefbaetfcc reducible gLLAQcdedeffpsunuff SFS[D(2,1)(2,1)] gLLAQceddeffapromso SFS[D(2,1)(2,1)] gLLAQcdedeffakujusg SFS[D(2,1)(2,1)] gLLMQadeffefbattfcv reducible gLLAQcdedeffpsanpcf reducible gLLAQceddeffahsfhso SFS[D(4,1)(2,1)] gLLAQceddeffhlvoqff SFS[D(5,2)(2,1)] gLLAQceddeffhajoqff SFS[D(2,1)(2,1)] gLLAQcdedeffashcisg SFS[D(5,2)(2,1)] gLLAQceddeffahvguso SFS[D(3,1)(2,1)] gLLAQceddeffahschso toroidal gLLAQceddeffahwoeso SFS[D(3,1)(2,1)] gLLAQcdedeffavxceco SFS[D(4,1)(2,1)] gLLAQcdedeffakhomsg SFS[D(2,1)(2,1)] gLLAQcdedeffarhcisg toroidal gLLAQcdedeffafhgasg SFS[D(2,1)(2,1)] gLLAQceddeffhhvjung SFS[D(5,2)(2,1)] gLLAQceddeffhtvoeff SFS[D(2,1)(2,1)] gLLAQceddeffhlvoeff toroidal gLLAQceddeffhavoeff SFS[D(2,1)(2,1)] gLLAQceddeffahsbhso SFS[D(5,2)(2,1)] gLLAQceddeffhlvomjf SFS[D(3,1)(2,1)] gLLAQceddeffhljomjf toroidal gLLAQceddeffhlromjf SFS[D(3,1)(2,1)] gLLAQcdedeffhwpoewf SFS[D(5,2)(2,1)] gLLAQcdedeffqwirlog SFS[D(4,1)(2,1)] gLLAQcdedeffhspchwf SFS[D(4,1)(2,1)] gLLAQceddeffhtjomjf SFS[D(4,1)(2,1)] gLLAQcdedeffhsprprf SFS[D(4,1)(2,1)] gLLAQcdedeffhsuruff SFS[D(5,2)(2,1)] gLLAQceddeffahjohso SFS[D(4,1)(2,1)] gLLAQcdedeffakhgisg SFS[D(4,1)(2,1)] gLLAQceddeffahrohso SFS[D(5,2)(2,1)] gLLAQcdedeffakhjisg SFS[D(5,2)(2,1)] gLLAQcdedeffhslftrf SFS[D(4,1)(2,1)] gLLAQcdedeffasxotco SFS[D(3,1)(2,1)] gLLAQcdedeffdgxkxbg SFS[D(5,2)(2,1)] gLLAQcdedeffhsloprf SFS[D(4,1)(2,1)] gLLAQcdedeffqgirmog SFS[D(2,1)(2,1)] gLLAQcdedeffacxcpco SFS[D(2,1)(2,1)] gLLAQcdedeffqgxruvg SFS[D(5,2)(2,1)] gLLAQcdedeffqfaodog reducible gLLAQceddeffhavjhff SFS[D(3,1)(2,1)] gLLAQceddeffharjhff SFS[D(3,1)(2,1)] gLLAQceddeffhajjhff reducible gLLAQceddeffhavjdff SFS[D(3,1)(2,1)] gLLAQceddeffhuvjarf SFS[D(3,1)(2,1)] gLLAQceddeffhpvjukf SFS[D(3,1)(2,1)] gLLAQceddeffhavjpff reducible gLLAQcdedeffqsaolog reducible gLLAQcdedefflsunufc SFS[D(2,1)(2,1)] gLLAQcdedefflsinqcc SFS[D(4,1)(2,1)] gLLAQcdedefflcanqcc SFS[D(3,1)(2,1)] gLLAQcdedeffikicuwc SFS[D(5,2)(2,1)] gLLAQceddeffalvomsg SFS[D(3,1)(2,1)] gLLAQceddeffalwcisg toroidal gLLAQceddeffalsgasg SFS[D(3,1)(2,1)] gLLAQceddeffalncisg SFS[D(5,2)(2,1)] gLLAQceddeffalfcisg SFS[D(4,1)(2,1)] gLLAQcdedeffafichso SFS[D(5,2)(2,1)] gLLAQcdedeffhkijung SFS[D(4,1)(2,1)] gLLAQcdedefflsmnmcc SFS[D(3,1)(2,1)] gLLAQcdedefflsinmcc toroidal gLLAQcdedefflsanmcc SFS[D(3,1)(2,1)] gLLAQcdedeffafibhso SFS[D(4,1)(2,1)] gLLAQcdedefflcinekc SFS[D(5,2)(2,1)] gLLAQceddefflpwnekc SFS[D(2,1)(2,1)] gLLAQceddefflusbirc SFS[D(5,2)(2,1)] gLLAQcdedefflsinpcc SFS[D(5,2)(2,1)] gLLAQceddeffluwnmrc toroidal gLLAQceddefflawnxfc SFS[D(2,1)(2,1)] gLLAQceddeffalvkisg SFS[D(5,2)(2,1)] gLLAQceddefflpvricc toroidal gLLAQcdedeffawiohso toroidal gLLAQcdedeffawpgabg SFS[D(5,2)(2,1)] gLLAQcdedeffakiohso SFS[D(5,2)(2,1)] gLLAQceddeffalvjisg toroidal gLLAQceddefflavrlfc reducible gLLAQcdedefflsxrxwc SFS[D(5,2)(2,1)] gLLAQcdedeffdspopfv SFS[D(4,1)(2,1)] gLLAQcdedeffuspvpno SFS[D(3,1)(2,1)] gLLAQceddefflpvnicc SFS[D(2,1)(2,1)] gLLAQcdedeffawiotso SFS[D(2,1)(2,1)] gLLAQcdedeffavpcxbg SFS[D(3,1)(2,1)] gLLAQcdedeffhsprpfv SFS[D(4,1)(2,1)] gLLAQceddeffalvjqsg SFS[D(2,1)(2,1)] gLLAQcdedefflsacacc SFS[D(3,1)(3,1)] gLLAQcdedefflracacc SFS[D(3,1)(3,2)] gLLAQcdedefflcacacc reducible gLLAQceddefflpvoicc SFS[D(2,1)(2,1)] gLLAQcdedeffawiomso SFS[D(2,1)(2,1)] gLLAQcdedefflsactcc SFS[D(3,1)(3,2)] gLLAQcdedefflspchwc SFS[D(3,1)(3,2)] gLLAQceddeffalvjusg SFS[D(2,1)(2,1)] gLLAQcdedefflsucijc SFS[D(3,1)(3,1)] gLLAQceddefflavolfc reducible gLLAQcdedefflsaclcc reducible gLLAQcdedefftsinqcc SFS[D(5,2)(2,1)] gLLAQcdedefftcanqcc SFS[D(3,1)(2,1)] gLLAQcdedeffikmcuwc SFS[D(4,1)(2,1)] gLLAQceddeffapvgljo SFS[D(3,1)(2,1)] gLLAQceddeffapscxjo toroidal gLLAQceddeffapwopjo SFS[D(3,1)(2,1)] gLLAQceddeffapkcxjo SFS[D(4,1)(2,1)] gLLAQceddeffapbcxjo SFS[D(5,2)(2,1)] gLLAQcdedeffakmguso SFS[D(2,1)(2,1)] gLLAQcdedeffafmchso toroidal gLLAQcdedeffarmoeso SFS[D(2,1)(2,1)] gLLAQcdedeffhkmjung SFS[D(5,2)(2,1)] gLLAQcdedefftsmnmcc SFS[D(3,1)(2,1)] gLLAQcdedefftsinmcc toroidal gLLAQcdedefftsanmcc SFS[D(3,1)(2,1)] gLLAQcdedeffafmbhso SFS[D(5,2)(2,1)] gLLAQcdedefflkmjuso SFS[D(2,1)(2,1)] gLLAQcdedefflfmbhso toroidal gLLAQcdedefflrmneso SFS[D(2,1)(2,1)] gLLAQceddefftusbirc SFS[D(4,1)(2,1)] gLLAQcdedefftsinpcc SFS[D(4,1)(2,1)] gLLAQceddefftuwnmrc SFS[D(5,2)(2,1)] gLLAQceddeffapvnxjo SFS[D(4,1)(2,1)] gLLAQceddefftpvnxjo SFS[D(5,2)(2,1)] gLLAQcdedeffawmohso SFS[D(5,2)(2,1)] gLLAQcdedeffawugpog SFS[D(4,1)(2,1)] gLLAQcdedeffakmohso SFS[D(4,1)(2,1)] gLLAQceddeffapvrxjo SFS[D(5,2)(2,1)] gLLAQcdedeffqkmciwc SFS[D(4,1)(2,1)] gLLAQcdedeffagugtog SFS[D(2,1)(2,1)] gLLAQcdedeffdsuoukv SFS[D(5,2)(2,1)] gLLAQcdedeffusuvugo SFS[D(3,1)(2,1)] gLLAQcdedeffavuceog SFS[D(3,1)(2,1)] gLLAQcdedeffhsurukv SFS[D(5,2)(2,1)] gLLMQadeffefbaemfcn reducible gLLAQcdedefftsacacc SFS[D(3,1)(3,2)] gLLAQcdedefftracacc SFS[D(3,1)(3,1)] gLLAQcdedefftcacacc reducible gLLAQcdedefftsactcc SFS[D(3,1)(3,1)] gLLAQcdedefftspchwc SFS[D(3,1)(3,1)] gLLAQcdedeffpkmomng SFS[D(3,1)(3,2)] gLLMQadeffefbatmfck reducible gLLAQcdedefftsaclcc reducible gLLAQcdedeffacanakc SFS[D(2,1)(2,1)] gLLAQcdedeffacanqcc reducible gLLAQceddeffaivjtrc T2xI gLLAQcdedeffacacuvg SFS[D(2,1)(2,1)] gLLAQceddeffapfftfc reducible gLLAQcdedeffasmnmcc reducible gLLAQcdedeffasinmcc reducible gLLAQcdedeffasanmcc reducible gLLAQcdedeffavpkukc SFS[D(2,1)(2,1)] gLLAQcdedeffacmnekc SFS[D(2,1)(2,1)] gLLAQceddeffalvjqrc SFS[D(2,1)(2,1)] gLLAQceddeffalvjhbc reducible gLLAQceddeffalrjhbc reducible gLLAQceddeffaljjhbc reducible gLLAQcdedeffafmbhoc reducible gLLAQcdedeffakpkdwc reducible gLLAQceddeffaivkdwc SFS[D(2,1)(2,1)] gLLAQcdedeffafufqfc reducible gLLAQcdedeffakakacc reducible gLLAQceddeffahvkacc SFS[D(2,1)(2,1)] gLLAQcdedeffaoaklcc reducible gLLAQceddeffaivkdkc SFS[D(2,1)(2,1)] gLLAQcdedeffakpkdkc reducible gLLAQcdedeffaoakqoc reducible gLLAQcdedeffafmfhoc reducible gLLAQcdedeffaraoakc SFS[D(2,1)(2,1)] gLLAQcdedeffakagtcc reducible gLLAQcdedeffaraoqcc reducible gLLAQceddeffahvgtcc SFS[D(2,1)(2,1)] gLLAQcdedeffacecdbc reducible gLLAQcdedeffagacicc reducible gLLAQcdedeffafpgukc SFS[D(2,1)(2,1)] gLLAQcdedeffarmoekc SFS[D(2,1)(2,1)] gLLAQcdedeffacpcpwc reducible gLLAQcdedeffacaoaoc T2xI gLLAQcdedeffacacqkc reducible gLLAQcdedeffacucujc reducible gLLAQcdedeffasacacc reducible gLLAQcdedeffaracacc reducible gLLAQceddeffahncacc reducible gLLAQceddeffahvomkc SFS[D(2,1)(2,1)] gLLAQcdedeffacpcdwc reducible gLLAQcdedeffakaomkc reducible gLLAQcdedeffaracikc reducible gLLAQcdedeffacucqjc reducible gLLAQcdedeffasactcc reducible gLLAQcdedeffaractcc reducible gLLAQcdedeffacactcc reducible gLLAQcdedeffacmcikc reducible gLLAQcdedeffaspchwc reducible gLLAQcdedeffarpchwc reducible gLLAQcdedeffacpchwc reducible gLLAQcdedeffafichoc reducible gLLAQcdedeffacandvg reducible gLLAQceddeffapbcxfc reducible gLLAQcdedeffacucpfc reducible gLLAQcdedeffafmchoc reducible gLLAQcdedeffasucijc reducible gLLAQcdedeffarucijc reducible gLLAQcdedeffacucijc reducible gLLAQcdedeffasaclcc reducible gLLAQcdedeffaraclcc reducible gLLAQcdedeffacaclcc reducible gLLAQcdedeffarxbhgg SFS[D(4,1)(2,1)] gLLAQcdedeffhkhomvf SFS[D(5,2)(2,1)] gLLAQcdedeffqgirmrg SFS[D(2,1)(2,1)] gLLAQcdedeffdgxkxsv SFS[D(5,2)(2,1)] gLLAQcdedeffhslopjf SFS[D(4,1)(2,1)] gLLAQcdedeffqgarqrg SFS[D(2,1)(2,1)] gLLAQcdedeffhsxoqjf SFS[D(4,1)(2,1)] gLLAQcdedeffqfarprg SFS[D(2,1)(2,1)] gLLAQcdedeffhslftjf SFS[D(4,1)(2,1)] gLLAQcdedeffqkhspng SFS[D(5,2)(2,1)] gLLAQcdedeffhfabdbf reducible gLLAQcdedeffarxrxgg SFS[D(2,1)(2,1)] gLLAQcdedeffqragqrg reducible gLLAQcdedeffqrigmrg reducible gLLAQcdedeffqrmgmrg SFS[D(3,1)(2,1)] gLLAQcdedeffqragmrg SFS[D(3,1)(2,1)] gLLAQcdedeffhsablbf reducible gLLAQcdedeffqsagprg reducible gLLAQcdedeffqcagprg SFS[D(3,1)(2,1)] gLLAQcdedeffqragprg SFS[D(3,1)(2,1)] gLLAQceddeffalwbpog SFS[D(4,1)(2,1)] gLLAQceddeffulvflgo SFS[D(5,2)(2,1)] gLLAQceddeffuajvqng SFS[D(2,1)(2,1)] gLLAQcdedeffaspchgg SFS[D(5,2)(2,1)] gLLAQceddeffalvolog SFS[D(3,1)(2,1)] gLLAQceddeffalwcpog toroidal gLLAQceddeffalsgxog SFS[D(3,1)(2,1)] gLLAQcdedeffavicxjo SFS[D(4,1)(2,1)] gLLAQcdedeffakpoegg SFS[D(2,1)(2,1)] gLLAQcdedeffarpchgg toroidal gLLAQcdedeffafpgugg SFS[D(2,1)(2,1)] gLLAQceddeffhuvjagg SFS[D(5,2)(2,1)] gLLAQceddeffplvnlkv SFS[D(2,1)(2,1)] gLLAQceddeffulvglgo toroidal gLLAQceddeffuavveng SFS[D(2,1)(2,1)] gLLAQceddeffalwfpog SFS[D(5,2)(2,1)] gLLAQceddeffluvjano SFS[D(3,1)(2,1)] gLLAQceddefflusbino toroidal gLLAQceddeffluwnmno SFS[D(3,1)(2,1)] gLLAQcdedeffuwpveco SFS[D(5,2)(2,1)] gLLMQadefeffbullvog SFS[D(4,1)(2,1)] gLLAQcdedeffukpveco SFS[D(4,1)(2,1)] gLLAQceddefftusbino SFS[D(4,1)(2,1)] gLLAQcdedeffuspfpsg SFS[D(4,1)(2,1)] gLLAQcdedeffusufung SFS[D(5,2)(2,1)] gLLAQceddeffalrgpog SFS[D(4,1)(2,1)] gLLAQcdedeffakpghgg SFS[D(4,1)(2,1)] gLLAQceddeffaljgpog SFS[D(5,2)(2,1)] gLLAQcdedeffakpjhgg SFS[D(5,2)(2,1)] gLLAQcdedeffuslktsg SFS[D(4,1)(2,1)] gLLAQcdedeffasioqjo SFS[D(3,1)(2,1)] gLLAQcdedeffdgikmvg SFS[D(5,2)(2,1)] gLLAQcdedeffuslvpsg SFS[D(4,1)(2,1)] gLLMQadefeffbudlvob SFS[D(2,1)(2,1)] gLLAQcdedeffacicajo SFS[D(2,1)(2,1)] gLLAQcdedeffqgismbc SFS[D(5,2)(2,1)] gLLMQadeffefbaelvcw reducible gLLAQceddeffuavchng SFS[D(3,1)(2,1)] gLLAQceddeffuarchng SFS[D(3,1)(2,1)] gLLAQceddeffuajchng reducible gLLAQceddeffuavcdng SFS[D(3,1)(2,1)] gLLAQceddeffuuvcasg SFS[D(3,1)(2,1)] gLLAQceddeffpuvoxgg SFS[D(3,1)(2,1)] gLLAQceddeffuavcpng reducible gLLMQadeffefbatlvcg reducible gLLAQcdedeffarlfhgg toroidal gLLAQcdedeffaolghgg toroidal gLLAQcdedeffifaodog reducible gLLAQcdedeffaglgtgg T2xI gLLAQcdedeffigaoiog toroidal gLLAQcdedeffivaoxog reducible gLLAQcdedeffaflflgg T2xI gLLAQcdedefficaoaog reducible gLLAQcdedeffiraotog toroidal gLLAQcdedeffisaolog reducible gLLMQaedfeffbdmasjj reducible gLLMQaedfeffbdmawjj reducible gLLMQaedfeffbaaarrj SFS[D(2,1)(2,1)] gLLMQaedfeffbaaarrk SFS[D(2,1)(2,1)] gLLMQaedfeffbaaprck reducible gLLMQaedfeffbaepcgk reducible gLLMQaedfeffbadpcgk reducible gLLMQaedfeffbaqpgck reducible gLLAQceddeffiivchgg reducible gLLAQceddeffaivghoc reducible gLLMQaedfeffbdmdvvv reducible gLLAQceddeffiiksugg reducible gLLAQcdedeffuflkibg reducible gLLAQceddefflikkuoc reducible gLLAQceddeffaikkuoc reducible gLLAQceddefftikkuoc reducible gLLAQceddefflinnuoc reducible gLLMQaedffefbpqqfng reducible gLLAQcdedeffuolvibg reducible gLLMQaedffefbaqdfww reducible gLLMQaedffefbaqdfwv reducible gLLMQaedffefbpqxvnf reducible gLLAQceddefftinnuoc reducible gLLMQaedffefbdqdfov reducible gLLAQcdedeffiwlslbg T2xI gLLAQcdedeffiwlfdbg T2xI gLLAQceddeffiibwqgg reducible gLLAQceddeffuivsdgg SFS[D(3,1)(2,1)] gLLMQaedfeffbladcrc SFS[D(2,1)(2,1)] gLLAQceddeffaibfqoc reducible gLLAQcdedeffaclbtjc reducible gLLAQcdedefftslbtjc SFS[D(2,1)(2,1)] gLLMQaedfeffbpaqcrc SFS[D(2,1)(2,1)] gLLAQceddeffuivflgg SFS[D(3,1)(2,1)] gLLMQaedfeffbpaxcgn SFS[D(2,1)(2,1)] gLLAQcdedefftslrpjc SFS[D(2,1)(2,1)] gLLMQaedfeffbdadjjs SFS[D(2,1)(2,1)] gLLMQaedfeffbdadjjw SFS[D(2,1)(2,1)] gLLMQaedfeffbdadnrv reducible gLLAQcdedeffaclctjc reducible gLLAQcdedeffaclftjc reducible gLLMQaedfeffbpqdkjc reducible gLLMQaedfeffbpqdkjo reducible gLLAQcdedeffakhgpcc SFS[D(2,1)(2,1)] gLLAQceddeffahvoxbc SFS[D(3,1)(2,1)] gLLMQaedfeffbqaxbck SFS[D(7,2)(2,1)] gLLAQceddeffuqvflgg SFS[D(3,1)(2,1)] gLLMQaedfeffbaaxrck SFS[D(3,1)(2,1)] gLLAQcdedefftsxrpjc SFS[D(7,2)(2,1)] gLLAQcdedeffakhkhcc SFS[D(2,1)(2,1)] gLLMQaedfeffbiaqcrv SFS[D(8,3)(2,1)] gLLMQaedfeffbaaqrjs SFS[D(3,1)(2,1)] gLLMQaedfeffbqambwb SFS[D(7,2)(2,1)] gLLAQcdedeffachchcc reducible gLLAQcdedefflsxnpjc SFS[D(2,1)(2,1)] gLLMQaedfeffbidtcrv SFS[D(3,1)(2,1)] gLLMQaedfeffbadtcrv reducible gLLAQcdedefflsunucc SFS[D(2,1)(2,1)] gLLAQceddeffalvomvc SFS[D(3,1)(2,1)] gLLAQcdedeffasprpjc SFS[D(2,1)(2,1)] gLLAQcdedefflsprpjc SFS[D(7,2)(2,1)] gLLMQaedfeffblaqcrc SFS[D(5,1)(2,1)] gLLAQceddeffllvnqcc reducible gLLAQceddefflavnqcc SFS[D(3,1)(2,1)] gLLAQcdedefftsprpjc SFS[D(5,1)(2,1)] gLLAQcdedefflsxrpjc toroidal gLLMQaedfeffbiatcrv toroidal gLLMQaedfeffbaatcrv reducible gLLAQceddefflavkhcc SFS[D(3,1)(2,1)] gLLAQcdedefflsurucc toroidal gLLAQcdedefflsxopjc SFS[D(2,1)(2,1)] gLLMQaedfeffbietcrv SFS[D(3,1)(2,1)] gLLMQaedfeffbaetcrv reducible gLLAQcdedefflsuoucc SFS[D(2,1)(2,1)] gLLAQcdedeffdflfxvf reducible gLLAQceddeffadvguwc reducible gLLAQcdedeffdvhgarf reducible gLLAQceddeffadkkewc reducible gLLAQceddeffdikgukf reducible gLLAQceddeffdlkgarf reducible gLLAQceddeffdhkgpff reducible gLLAQcdedeffdvpgukf reducible gLLAQceddeffdpnrpff reducible gLLAQcdedeffdclfpkf SFS[D(2,1)(2,1)] gLLAQceddeffdlvghbf SFS[D(3,1)(2,1)] gLLAQcdedeffdkpgdkf SFS[D(2,1)(2,1)] gLLAQceddeffdlvgqrf SFS[D(3,1)(2,1)] gLLAQceddeffadvkiwc reducible gLLAQcdedeffdkmrtof SFS[D(2,1)(2,1)] gLLAQceddeffdpvriff SFS[D(3,1)(2,1)] gLLAQceddeffdhvrtof SFS[D(3,1)(2,1)] gLLAQcdedeffdkhgqrf SFS[D(2,1)(2,1)] gLLAQceddeffdpvrtof SFS[D(3,1)(2,1)] gLLAQceddeffdibcqkf reducible gLLAQcdedeffdflcxvf reducible gLLAQcdedeffdgpkqvf reducible gLLAQcdedeffdsmoqff reducible gLLAQceddeffdavghbf reducible gLLAQcdedeffdkhrqbf SFS[D(2,1)(2,1)] gLLAQceddeffdhvgtff SFS[D(3,1)(2,1)] gLLAQcdedeffdcefdbf T2xI gLLAQcdedeffdgpkpvf reducible gLLAQcdedeffdsmomff reducible gLLAQcdedeffdgpkmvf reducible gLLAQcdedeffdsmopff reducible gLLAQcdedeffdflbxvf reducible gLLAQceddeffadkctwc reducible gLLAQceddeffdakbqbf reducible gLLAQcdedeffdkhjirf SFS[D(2,1)(2,1)] gLLAQceddeffdlwbpbf reducible gLLAQceddeffdlsjxbf reducible gLLAQceddeffadvjqwc reducible gLLAQcdedeffdfmbhof reducible gLLAQcdedeffdrmneof reducible gLLAQceddeffddjomof reducible gLLAQceddeffddjkqof reducible gLLAQceddeffdhsbhof reducible gLLAQceddeffdhwneof reducible gLLAQceddeffdpsbhof reducible gLLAQceddeffdpwneof reducible gLLAQceddeffdivjhkf reducible gLLAQceddeffdlvjirf SFS[D(3,1)(2,1)] gLLAQceddeffdhvjlff SFS[D(3,1)(2,1)] gLLAQcdedeffdkpjhkf SFS[D(2,1)(2,1)] gLLAQceddeffdasblbf reducible gLLAQceddeffdasjxbf reducible gLLAQcdedeffdfhblbf reducible gLLAQcdedeffdrhnxbf reducible gLLAQceddeffdpvnxff SFS[D(3,1)(2,1)] gLLAQcdedeffusmvpng SFS[D(3,1)(2,1)] gLLAQceddeffppvoiff SFS[D(2,1)(2,1)] gLLMQaedfeffbadicrk reducible gLLAQceddeffpqvolkf SFS[D(2,1)(2,1)] gLLAQceddeffapvguwc SFS[D(3,1)(2,1)] gLLAQcdedeffusmvqng toroidal gLLAQceddeffltvnqcc SFS[D(3,1)(2,1)] gLLAQceddeffapvkiwc SFS[D(3,1)(2,1)] gLLAQceddeffppvriff toroidal gLLAQcdedeffpsmoqff toroidal gLLAQceddeffpivrlkf SFS[D(3,1)(2,1)] gLLMQaedfeffbaaicrk reducible gLLAQceddeffpqvrlkf toroidal gLLAQcdedeffpsioqff SFS[D(8,3)(2,1)] gLLMQaedfeffbmatcrv toroidal gLLAQcdedeffagmjmbc SFS[D(2,1)(2,1)] gLLMQaedfeffbiatkgn SFS[D(7,3)(2,1)] gLLAQceddeffpivgdkf SFS[D(3,1)(2,1)] gLLMQaedfeffbmadcrv SFS[D(2,1)(2,1)] gLLMQaedfeffbmaqcrv SFS[D(7,3)(2,1)] gLLMQaedfeffblpijvf SFS[D(3,1)(2,1)] gLLAQcdedeffpsmomff SFS[D(3,1)(2,1)] gLLMQaedfeffbmdtcrv SFS[D(3,1)(2,1)] gLLAQcdedeffpsmopff SFS[D(3,1)(2,1)] gLLAQcdedeffusmvmng SFS[D(3,1)(2,1)] gLLAQceddeffppvniff SFS[D(2,1)(2,1)] gLLMQaedfeffbaeicrk reducible gLLAQceddeffpqvnlkf SFS[D(2,1)(2,1)] gLLAQceddeffapnciwc reducible gLLAQceddeffahvguwc SFS[D(3,1)(2,1)] gLLAQcdedeffakhomvc SFS[D(2,1)(2,1)] gLLAQcdedeffholoivf reducible gLLAQcdedeffhflfivf reducible gLLAQcdedeffqkpsdgg SFS[D(7,3)(2,1)] gLLAQceddeffhuvrlkf reducible gLLAQceddeffahvkiwc SFS[D(3,1)(2,1)] gLLAQceddeffhpvriff SFS[D(3,1)(2,1)] gLLAQcdedeffhsxotkf SFS[D(7,3)(2,1)] gLLAQcdedeffpsxotkf SFS[D(8,3)(2,1)] gLLAQceddeffhivrlkf SFS[D(3,1)(2,1)] gLLAQcdedeffhsafaff SFS[D(2,1)(2,1)] gLLAQceddeffhqvrlkf SFS[D(3,1)(2,1)] gLLAQcdedeffhsioqff SFS[D(7,3)(2,1)] gLLAQcdedeffqgprqbg toroidal gLLAQcdedeffqgurtog SFS[D(8,3)(2,1)] gLLAQcdedeffhsmoqff toroidal gLLAQceddeffhivgdkf SFS[D(3,1)(2,1)] gLLAQcdedeffhsaoqff SFS[D(2,1)(2,1)] gLLAQcdedeffqgxrqbg SFS[D(8,3)(2,1)] gLLAQcdedeffqgprpbg SFS[D(3,1)(2,1)] gLLAQcdedeffhsmomff SFS[D(3,1)(2,1)] gLLAQcdedeffqgprmbg SFS[D(3,1)(2,1)] gLLAQcdedeffhsmopff SFS[D(3,1)(2,1)] gLLAQceddeffahnciwc reducible gLLMQaedfeffbialcog SFS[D(8,3)(2,1)] gLLAQcdedefftsurucc SFS[D(7,2)(2,1)] gLLAQceddefftavkhcc SFS[D(3,1)(2,1)] gLLAQceddefftlvnqcc SFS[D(3,1)(2,1)] gLLAQceddefftavnqcc SFS[D(3,1)(2,1)] gLLAQcdedeffaflfqoc SFS[D(2,1)(2,1)] gLLAQceddeffalvnqcc SFS[D(3,1)(2,1)] gLLAQceddeffaavkhcc reducible gLLAQcdedeffakmkiwc SFS[D(2,1)(2,1)] gLLAQcdedeffafefecc T2xI gLLAQceddeffalkcqcc reducible gLLAQceddeffaakcqcc reducible gLLAQcdedeffacmciwc reducible gLLAQcdedeffakpoeoc SFS[D(2,1)(2,1)] gLLAQceddeffalvolcc SFS[D(3,1)(2,1)] gLLAQceddeffapvglbc SFS[D(3,1)(2,1)] gLLAQcdedeffakmguwc SFS[D(2,1)(2,1)] gLLAQcdedeffusivqng SFS[D(7,3)(2,1)] gLLAQcdedeffusakang SFS[D(2,1)(2,1)] gLLAQcdedeffusavqng SFS[D(2,1)(2,1)] gLLAQceddeffiabkeog reducible gLLAQceddeffiavfqog reducible gLLAQceddeffiaboeog reducible gLLAQceddeffiakoqog reducible gLLAQceddeffthsbdgo SFS[D(3,1)(2,1)] gLLMQbcefdfftsadcgw SFS[D(3,1)(2,1)] gLLMQbdcfeffabveikc reducible gLLMQbcdfffetvkttjb reducible gLLMQbdcfeffajvhlww SFS[D(2,1)(2,1)] gLLMQbdcfeffajvhhjj SFS[D(2,1)(2,1)] gLLMQbdcfeffajvhicc toroidal gLLMQbdcfeffajvhucc SFS[D(5,2)(2,1)] gLLMQbdcfeffarvhucc SFS[D(4,1)(2,1)] gLLMQbdcfeffajvhhwc SFS[D(4,1)(2,1)] gLLMQbdcfeffarvhhwc SFS[D(5,2)(2,1)] gLLMQbdcefffanvaucc SFS[D(5,2)(2,1)] gLLMQbdcefffanveucc SFS[D(4,1)(2,1)] gLLMQbdcefffasvmhww SFS[D(2,1)(2,1)] gLLMQbdcefffasvxhjj SFS[D(2,1)(2,1)] gLLMQbdcefffakvehcc SFS[D(5,2)(2,1)] gLLMQbdcefffasvehcc toroidal gLLMQbdcefffakvahcc SFS[D(4,1)(2,1)] gLLMQbdcefffasvxhwc SFS[D(4,1)(2,1)] gLLMQbdcefffakvxhwc SFS[D(5,2)(2,1)] gLLMQbdcefffasvemcc SFS[D(5,2)(2,1)] gLLMQbdcefffakvemcc SFS[D(4,1)(2,1)] gLLMQbcefdfftgalcoo reducible gLLMQbdcefffabvptkc reducible gLLMQbdcefffanvuuwc SFS[D(5,2)(2,1)] gLLMQbdcefffanvaqcc SFS[D(4,1)(2,1)] gLLMQbdcefffafveqcc toroidal gLLMQbdcefffafvxqwc toroidal gLLMQbdcefffpgvmmww SFS[D(5,2)(2,1)] gLLMQbdcfeffawvaucc SFS[D(4,1)(2,1)] gLLMQbdcfeffafvaicc toroidal gLLMQbdcfeffafvahwc toroidal gLLMQbdcefffabvmtwf SFS[D(2,1)(2,1)] gLLAQceddeffuajvqjo SFS[D(2,1)(2,1)] gLLAQceddeffuqvvlro reducible gLLMQbdcefffhgvetrc SFS[D(3,1)(2,1)] gLLAQcdedeffuwhvqjo SFS[D(3,1)(2,1)] gLLAQcdedeffukhvqjo SFS[D(3,1)(2,1)] gLLAQcdedeffuohvqjo reducible gLLAQceddeffuavvejo SFS[D(2,1)(2,1)] gLLMQbcefdffekdhcss reducible gLLMQbcefdffesdhcss reducible gLLAQceddeffuqvflro SFS[D(3,1)(2,1)] gLLAQceddeffuavchjo SFS[D(3,1)(2,1)] gLLAQceddeffuarchjo SFS[D(3,1)(2,1)] gLLAQceddeffuajchjo reducible gLLAQceddeffuavcdjo SFS[D(3,1)(2,1)] gLLAQceddeffuavcpjo reducible gLLAQceddeffuqvglro SFS[D(3,1)(2,1)] gLLAQceddeffiibwero SFS[D(3,1)(2,1)] gLLAQcdedeffaklkasg reducible gLLMQbcefdfflsapcsv SFS[D(3,1)(2,1)] gLLMQbcefdfftsapcsv SFS[D(3,1)(2,1)] gLLAQceddeffaivghfg reducible gLLAQceddeffaijoeso SFS[D(3,1)(2,1)] gLLAQcdedeffaklgasg SFS[D(3,1)(2,1)] gLLAQceddeffaijghfg SFS[D(3,1)(2,1)] gLLAQcdedeffakljasg SFS[D(3,1)(2,1)] gLLMQbdcfeffmkvaejr SFS[D(2,1)(2,1)] gLLAQcdedeffuflkiwo reducible gLLAQcdedeffaclbasg SFS[D(3,1)(2,1)] gLLAQceddeffaibfeso SFS[D(3,1)(2,1)] gLLAQceddeffiijchwc SFS[D(3,1)(2,1)] gLLAQceddeffiivchwc reducible gLLAQceddeffiijgero SFS[D(3,1)(2,1)] gLLAQcdedeffaclcasg reducible gLLMQbcefdffloatcon SFS[D(3,1)(2,1)] gLLMQbcefdfftoatcon SFS[D(3,1)(2,1)] gLLAQcdedeffaclfasg SFS[D(3,1)(2,1)] gLLMQbdcefffmvveqjr SFS[D(2,1)(2,1)] gLLAQcdedeffuolviwo reducible gLLMQbdcfeffmvvhmsn SFS[D(3,1)(2,1)] gLLMQbdcfeffmvvhqbc SFS[D(3,1)(2,1)] gLLAQceddeffhivkdcv reducible gLLAQcdedeffaslftfo SFS[D(2,1)(2,1)] gLLMQbdcfeffhgveevr SFS[D(3,1)(2,1)] gLLMQbdcefffmkvlhsn SFS[D(3,1)(2,1)] gLLMQbdcefffmkvahbc SFS[D(3,1)(2,1)] gLLAQceddeffhivnlcv reducible gLLAQcdedeffaslopfo SFS[D(2,1)(2,1)] gLLMQbdcefffmkvimvn SFS[D(3,1)(2,1)] gLLMQbdcefffabvttvc T2xI gLLAQceddeffahwrqrg reducible gLLMQbdcfeffavvhhvc SFS[D(2,1)(2,1)] gLLAQceddeffuqscxwc SFS[D(2,1)(2,1)] gLLMQbcedffftgdgmbr SFS[D(2,1)(2,1)] gLLMQbcedffflsagxos SFS[D(3,1)(2,1)] gLLAQcdedeffakhkhko SFS[D(3,1)(2,1)] gLLMQbcedffftsagxos toroidal gLLMQbdcefffakvxhvc SFS[D(4,1)(2,1)] gLLMQbdcefffasvxhvc SFS[D(5,2)(2,1)] gLLMQbdcefffxkvtmvv SFS[D(4,1)(2,1)] gLLAQceddeffahvrirg SFS[D(3,1)(2,1)] gLLAQceddeffuqfvxwc SFS[D(4,1)(2,1)] gLLMQbcedffflsagugw SFS[D(3,1)(2,1)] gLLAQcdedeffakhkdko SFS[D(3,1)(2,1)] gLLMQbcedffftsagugw toroidal gLLAQceddeffahbgqrg SFS[D(2,1)(2,1)] gLLMQbdcfeffanvahvc SFS[D(4,1)(2,1)] gLLMQbdcefffarveivc SFS[D(4,1)(2,1)] gLLMQbdcefffajveivc SFS[D(5,2)(2,1)] gLLAQcdedeffificekc SFS[D(3,1)(2,1)] gLLAQcdedefflkajtgo reducible gLLAQcdedefflfabdgo reducible gLLAQceddefflhwnqgo SFS[D(2,1)(2,1)] gLLAQceddefflhvjtgo SFS[D(2,1)(2,1)] gLLAQceddefflhsbdgo toroidal gLLAQcdedeffloanigo SFS[D(2,1)(2,1)] gLLMQbcefdfflsadcgw SFS[D(3,1)(2,1)] gLLAQcdedefftspnpsg SFS[D(2,1)(2,1)] gLLAQceddeffalkbhkg SFS[D(3,1)(2,1)] gLLAQceddeffadvkugg SFS[D(3,1)(2,1)] gLLAQceddeffdlvkqwv reducible gLLAQceddeffdpvoisg SFS[D(3,1)(2,1)] gLLAQceddeffadvgugg reducible gLLAQcdedeffaweomno SFS[D(3,1)(2,1)] gLLAQcdedeffawegikg SFS[D(3,1)(2,1)] gLLAQcdedeffakeomno SFS[D(3,1)(2,1)] gLLAQceddeffadvjugg SFS[D(3,1)(2,1)] gLLAQcdedeffacecikg reducible gLLAQceddeffadkbhro SFS[D(3,1)(2,1)] gLLAQcdedeffdvpgucv reducible gLLAQcdedeffdgxkmcg SFS[D(3,1)(2,1)] gLLAQcdedeffdsxoxng SFS[D(3,1)(2,1)] gLLAQcdedeffdcabasg reducible gLLAQcdedeffdfibhsv SFS[D(2,1)(2,1)] gLLAQcdedeffacenekg SFS[D(2,1)(2,1)] gLLAQcdedeffdfmbhsv toroidal gLLAQceddeffptvohgg SFS[D(5,2)(2,1)] gLLAQcdedeffpwaoisg SFS[D(2,1)(2,1)] gLLAQceddeffpavoqwg SFS[D(2,1)(2,1)] gLLMQbdcfeffajvmicg toroidal gLLMQbdcfeffarvmicg SFS[D(5,2)(2,1)] gLLAQceddeffpdvoisg SFS[D(4,1)(2,1)] gLLAQceddeffpuvoxcg SFS[D(3,1)(2,1)] gLLMQbdcefffanvaicg SFS[D(5,2)(2,1)] gLLMQccdeeffpvwqpvc SFS[D(5,2)(2,1)] gLLAQceddefflpwnegg SFS[D(3,1)(2,1)] gLLAQceddeffapwnegg SFS[D(3,1)(2,1)] gLLAQceddeffptjomgg SFS[D(5,2)(2,1)] gLLAQceddeffptvomgg SFS[D(4,1)(2,1)] gLLAQceddeffptromgg toroidal gLLAQcdedeffpwuomgg SFS[D(2,1)(2,1)] gLLAQceddeffptvolwg SFS[D(2,1)(2,1)] gLLMQccdeeffubwqpbf toroidal gLLAQceddeffpqfoxng SFS[D(5,2)(2,1)] gLLAQcdedeffpfxjxng SFS[D(3,1)(2,1)] gLLAQceddefflpvnmgg SFS[D(3,1)(2,1)] gLLAQceddeffapvnmgg SFS[D(3,1)(2,1)] gLLAQceddeffptvjqgg toroidal gLLAQceddeffpqvjdng SFS[D(5,2)(2,1)] gLLAQcdedeffpwajtsg SFS[D(2,1)(2,1)] gLLAQceddeffpavjhwg SFS[D(2,1)(2,1)] gLLMQbdcefffakvemcg SFS[D(5,2)(2,1)] gLLMQbdcefffasvemcg toroidal gLLAQceddeffpdvjtsg SFS[D(4,1)(2,1)] gLLAQceddeffptvjugg SFS[D(4,1)(2,1)] gLLAQceddeffptrjugg SFS[D(5,2)(2,1)] gLLAQcdedeffpwujugg SFS[D(2,1)(2,1)] gLLAQceddeffptvjdwg SFS[D(2,1)(2,1)] gLLMQccdeefflwsqmwo toroidal gLLMQbdcfeffawvaucg SFS[D(5,2)(2,1)] gLLAQcdedeffawmrdrg SFS[D(3,1)(2,1)] gLLAQceddeffptvjigg SFS[D(5,2)(2,1)] gLLAQcdedeffhgigmsg reducible gLLAQceddeffhhfcijg SFS[D(3,1)(2,1)] gLLAQcdedeffachcino reducible gLLAQcdedeffhsprpcg SFS[D(2,1)(2,1)] gLLAQcdedeffakhkino SFS[D(2,1)(2,1)] gLLAQcdedeffhsuruwg toroidal gLLAQceddeffahbgegg SFS[D(3,1)(2,1)] gLLAQceddeffhawrxwg reducible gLLAQcdedeffafxfqfg SFS[D(3,1)(2,1)] gLLAQcdedeffafxjxfg SFS[D(3,1)(2,1)] gLLAQceddeffahbgdgg SFS[D(3,1)(2,1)] gLLAQcdedeffachodno SFS[D(3,1)(2,1)] gLLAQcdedeffafxgxfg reducible gLLAQcdedeffafxkxfg SFS[D(3,1)(2,1)] gLLAQcdedeffqcpkawo reducible gLLAQcdedeffqcukpjo SFS[D(3,1)(2,1)] gLLAQceddeffhhvjtsg SFS[D(3,1)(2,1)] gLLAQceddefflawnung SFS[D(3,1)(2,1)] gLLAQceddefflafnung SFS[D(3,1)(2,1)] gLLMQbcdffeflsfalvw reducible gLLAQceddefflawntng SFS[D(3,1)(2,1)] gLLAQceddeffluwnmsg SFS[D(3,1)(2,1)] gLLAQceddefflawnxng reducible gLLMQbcdffeflscdqvs SFS[D(3,1)(2,1)] gLLAQceddefflarkhng SFS[D(2,1)(2,1)] gLLAQceddeffalvohno reducible gLLAQceddefflavkdng SFS[D(2,1)(2,1)] gLLAQceddeffluvkasg SFS[D(2,1)(2,1)] gLLAQceddefflajnqng SFS[D(3,1)(2,1)] gLLAQceddefflavnqng SFS[D(3,1)(2,1)] gLLAQceddefflarnqng reducible gLLAQceddeffluvnxsg reducible gLLMQbcdffeftvkatvw reducible gLLAQceddefflavneng SFS[D(3,1)(2,1)] gLLMQbcedffflsagugn SFS[D(3,1)(2,1)] gLLAQceddeffalvjqno SFS[D(2,1)(2,1)] gLLAQceddefflancdng SFS[D(2,1)(2,1)] gLLAQceddefflawchng SFS[D(2,1)(2,1)] gLLAQcdedefflvpgufg reducible gLLAQceddefftavjhng SFS[D(4,1)(2,1)] gLLAQceddefftarjhng SFS[D(5,2)(2,1)] gLLAQceddefftasbeng SFS[D(5,2)(2,1)] gLLAQceddefftakbeng SFS[D(4,1)(2,1)] gLLAQceddefftawnung toroidal gLLAQceddefftafnung toroidal gLLAQceddefftavjdng SFS[D(5,2)(2,1)] gLLAQceddefftasbqng SFS[D(4,1)(2,1)] gLLAQceddefftawntng toroidal gLLAQceddefftuvjasg SFS[D(5,2)(2,1)] gLLAQceddefftusbisg SFS[D(4,1)(2,1)] gLLAQceddefftuwnmsg toroidal gLLAQceddefftawnxng reducible gLLMQbcdffeftscdqvs toroidal gLLAQceddefftajrqng SFS[D(4,1)(2,1)] gLLAQceddefftavrqng SFS[D(5,2)(2,1)] gLLAQceddefftavreng SFS[D(4,1)(2,1)] gLLAQceddefftavkhng SFS[D(5,2)(2,1)] gLLAQceddefftarkhng toroidal gLLAQceddefftavkdng toroidal gLLAQceddefftuvkasg toroidal gLLAQceddefftajnqng toroidal gLLAQceddefftavnqng toroidal gLLAQceddefftarnqng reducible gLLAQceddefftuvnxsg reducible gLLMQbcdffeftvkalvw reducible gLLAQceddefftavneng toroidal gLLMQbcedffftsagugn toroidal gLLAQceddefftajghng SFS[D(2,1)(2,1)] gLLMQbcdffeftsfalvw reducible gLLAQceddefftajoqng SFS[D(5,2)(2,1)] gLLAQceddefftavoqng SFS[D(4,1)(2,1)] gLLAQceddefftancdng toroidal gLLAQceddefftawcdng SFS[D(5,2)(2,1)] gLLAQceddefftusgpsg SFS[D(2,1)(2,1)] gLLAQceddefftavoeng SFS[D(5,2)(2,1)] gLLAQceddefftawchng toroidal gLLAQcdedefftvpgufg reducible gLLAQceddefftasgxng SFS[D(2,1)(2,1)] gLLAQceddeffalbbeng reducible gLLAQceddeffaasktko SFS[D(3,1)(2,1)] gLLAQceddeffaabktko SFS[D(3,1)(2,1)] gLLAQcdedeffaclfdso SFS[D(3,1)(2,1)] gLLAQcdedeffavukuko reducible gLLAQceddeffaaskuko SFS[D(3,1)(2,1)] gLLAQcdedeffakhjdng SFS[D(3,1)(2,1)] gLLAQceddeffapnftgo SFS[D(3,1)(2,1)] gLLAQceddeffalskxko SFS[D(3,1)(2,1)] gLLAQceddeffaakbmkg SFS[D(3,1)(2,1)] gLLAQcdedeffarafuro SFS[D(3,1)(2,1)] gLLAQceddeffaaskxko reducible gLLAQcdedeffafekxko SFS[D(3,1)(2,1)] gLLAQceddeffapvrirg toroidal gLLAQcdedeffakarirg SFS[D(3,1)(2,1)] gLLAQcdedeffawarirg SFS[D(3,1)(2,1)] gLLAQcdedeffaoarirg reducible gLLAQceddeffahsbdgo SFS[D(3,1)(2,1)] gLLAQceddeffadvjtgo SFS[D(3,1)(2,1)] gLLAQcdedeffawirdrg reducible gLLAQceddeffapvrdrg SFS[D(3,1)(2,1)] gLLAQceddeffapjrdrg SFS[D(3,1)(2,1)] gLLAQceddeffaprrdrg reducible gLLAQcdedeffawardrg SFS[D(3,1)(2,1)] gLLAQcdedeffawarhgg SFS[D(2,1)(2,1)] gLLAQceddeffapvrxrg SFS[D(3,1)(2,1)] gLLAQcdedeffawarxrg reducible gLLAQcdedeffafxjxso SFS[D(2,1)(2,1)] gLLAQcdedeffaflfqfg SFS[D(3,1)(2,1)] gLLAQcdedeffarabqro SFS[D(3,1)(2,1)] gLLAQcdedeffafpfqfg reducible gLLAQceddeffaajnqko SFS[D(2,1)(2,1)] gLLAQceddeffaibfdsg SFS[D(3,1)(2,1)] gLLAQcdedeffaclbdso SFS[D(3,1)(2,1)] gLLAQcdedeffagacmgg SFS[A(2,1)] gLLAQcdedeffaoagigg T2xI gLLAQcdedeffacaoagg T2xI gLLAQceddeffaavkdng SFS[D(2,1)(2,1)] gLLAQcdedeffakhkdng reducible gLLAQcdedeffaflfefg SFS[D(3,1)(2,1)] gLLAQceddeffalvnlko SFS[D(2,1)(2,1)] gLLAQceddeffaakbtkg SFS[D(3,1)(2,1)] gLLAQcdedeffafxfqso reducible gLLAQcdedeffarabqgg SFS[D(2,1)(2,1)] gLLAQceddeffaajnqng SFS[D(3,1)(2,1)] gLLAQceddeffaavkhko SFS[D(3,1)(2,1)] gLLAQceddeffaajkhko reducible gLLAQceddeffahsfdgo SFS[D(3,1)(2,1)] gLLAQceddeffalvkdko reducible gLLAQcdedeffakukdko reducible gLLAQceddeffaavkdko SFS[D(3,1)(2,1)] gLLAQcdedeffakekdko SFS[D(3,1)(2,1)] gLLAQceddeffaavjqno SFS[D(2,1)(2,1)] gLLAQceddeffapvgtrg reducible gLLAQcdedeffaoagtrg SFS[D(2,1)(2,1)] gLLAQcdedeffaclcdso reducible gLLAQcdedeffawagarg SFS[D(2,1)(2,1)] gLLAQcdedeffakaodgo SFS[D(2,1)(2,1)] gLLAQcdedeffakhgdng SFS[D(3,1)(2,1)] gLLAQceddeffahjodgo SFS[D(3,1)(2,1)] gLLAQceddeffahvodgo reducible gLLAQceddeffahrodgo SFS[D(3,1)(2,1)] gLLAQcdedeffaoxoxfo reducible gLLAQcdedeffawiglrg SFS[D(2,1)(2,1)] gLLAQcdedeffakpoeso SFS[D(2,1)(2,1)] gLLAQceddeffaakbhkg reducible gLLAQcdedeffakmgugg SFS[D(2,1)(2,1)] gLLAQceddeffaprglrg SFS[D(2,1)(2,1)] gLLAQceddeffaibgqsg SFS[D(3,1)(2,1)] gLLAQceddeffalbgtng reducible gLLAQcdedeffakagtgo reducible gLLAQceddeffaakceko SFS[D(2,1)(2,1)] gLLAQcdedeffafacdgo reducible gLLAQceddeffahwoqgo SFS[D(2,1)(2,1)] gLLAQceddeffahvgtgo SFS[D(2,1)(2,1)] gLLAQcdedeffashcdng SFS[D(3,1)(2,1)] gLLAQcdedeffarhcdng SFS[D(3,1)(2,1)] gLLAQcdedeffachcdng reducible gLLAQceddeffahscdgo toroidal gLLAQcdedeffavxcxfo SFS[D(3,1)(2,1)] gLLAQcdedeffaflgtfg SFS[A(2,1)] gLLAQcdedeffavlgtfg T2xI gLLAQcdedeffaglgtfg T2xI gLLAQcdedeffacmomgo T2xI gLLAQcdedeffaciomgo SFS[A(2,1)] gLLAQcdedeffacaomgo T2xI gLLAQceddeffaascqko SFS[D(2,1)(2,1)] gLLAQcdedeffasxoqfo SFS[D(2,1)(2,1)] gLLAQcdedeffaclouso SFS[D(3,1)(2,1)] gLLAQcdedeffqgxsmrc SFS[D(3,1)(2,1)] gLLAQcdedeffqcakacc reducible gLLAQcdedeffqcpkdwc reducible gLLAQcdedeffqcaktcc SFS[D(3,1)(2,1)] gLLAQcdedeffqsaklcc reducible gLLAQcdedeffqraklcc SFS[D(3,1)(2,1)] gLLAQcdedeffqcaklcc SFS[D(3,1)(2,1)] gLLAQcdedeffhslfdcv SFS[D(3,1)(2,1)] gLLAQcdedeffqkpcdwc SFS[D(2,1)(2,1)] gLLAQcdedeffqkacacc SFS[D(2,1)(2,1)] gLLAQceddeffhqvnqcv reducible gLLAQcdedeffqoaclcc SFS[D(2,1)(2,1)] gLLMQbdcfeffajvmico SFS[D(5,2)(2,1)] gLLMQbdcfeffarvmico SFS[D(4,1)(2,1)] gLLAQceddeffudvvicc SFS[D(5,2)(2,1)] gLLAQceddeffuuvcawo SFS[D(3,1)(2,1)] gLLMQbdcefffanvaico SFS[D(4,1)(2,1)] gLLMQccdeeffpvwmpvc SFS[D(4,1)(2,1)] gLLMQbdcefffabvemco SFS[D(2,1)(2,1)] gLLMQccdeefftwspmwo SFS[D(2,1)(2,1)] gLLMQbdcefffavvhico SFS[D(2,1)(2,1)] gLLAQcdedeffigmcmcc T2xI gLLAQcdedeffigicmcc SFS[A(2,1)] gLLAQcdedeffigacmcc T2xI gLLAQceddeffiikcprc SFS[D(3,1)(2,1)] gLLAQcdedeffifacqcc SFS[D(2,1)(2,1)] gLLAQcdedeffifmcekc reducible gLLAQcdedeffikactcc SFS[D(2,1)(2,1)] gLLAQceddeffihvctcc reducible gLLAQcdedeffioacacc T2xI gLLMQbdcfeffhcvxqsj SFS[D(3,1)(2,1)] gLLAQcdedefftcunujo SFS[D(3,1)(2,1)] gLLAQcdedeffpcicakv SFS[D(2,1)(2,1)] gLLAQcdedeffucmwago reducible gLLAQcdedeffuomvigo reducible gLLAQcdedeffugmsmgo reducible gLLAQceddefftavgpjo reducible gLLMQbdcefffarvqpcc SFS[D(5,2)(2,1)] gLLMQbdcefffajvqpcc toroidal gLLMQbdcefffajvtpww SFS[D(2,1)(2,1)] gLLMQbdcefffajvdpjj SFS[D(2,1)(2,1)] gLLMQbdcefffarvepcc SFS[D(4,1)(2,1)] gLLMQbdcefffajvepcc SFS[D(5,2)(2,1)] gLLMQbdcefffhkvlpcc reducible gLLMQbdcefffpwvtpww SFS[D(4,1)(2,1)] gLLMQbdcefffpwvmpww SFS[D(5,2)(2,1)] gLLMQbdcefffarvtpcj SFS[D(5,2)(2,1)] gLLMQbdcefffajvtpcj SFS[D(4,1)(2,1)] gLLMQbdcefffabvpecn reducible gLLAQceddefftakgtjo reducible gLLMQbdcefffafvepcj toroidal gLLMQbdcefffarvqdcc SFS[D(4,1)(2,1)] gLLMQbdcefffajvqdcc SFS[D(5,2)(2,1)] gLLMQbdcefffawvddcj SFS[D(5,2)(2,1)] gLLMQbdcefffafvxpcc toroidal gLLMQbdcefffawvtpcc SFS[D(4,1)(2,1)] gLLMQbdcefffprvepww toroidal gLLMQbdcfeffakvxqcc SFS[D(4,1)(2,1)] gLLMQbdcfeffanvxdcc SFS[D(5,2)(2,1)] gLLMQbdcfeffanvxqcj SFS[D(5,2)(2,1)] gLLAQcdedefftrpnuro SFS[D(3,1)(2,1)] gLLAQcdedeffucawago reducible gLLAQcdedeffugasmgo reducible gLLAQcdedeffuravqgo SFS[D(2,1)(2,1)] gLLMQbcdfffedfbmenb reducible gLLMQbcdfffedfbxxbb SFS[D(2,1)(2,1)] gLLMQbcdfffedfbalbb SFS[D(3,1)(2,1)] gLLAQcdedeffuciwago reducible gLLAQcdedeffuoivigo reducible gLLAQcdedeffugismgo reducible gLLMQbcdfffedfcttjb SFS[D(2,1)(2,1)] gLLMQbcdfffedfbiqjb SFS[D(3,1)(2,1)] gLLAQceddefftlnnujo SFS[D(3,1)(2,1)] gLLAQcdedefftrpntro reducible gLLAQcdedefftrpnxro SFS[D(3,1)(2,1)] gLLMQbcdfffedowxxbb reducible gLLMQbcdfffedowuunb SFS[D(3,1)(2,1)] gLLMQbcdfffedokttjb reducible gLLMQbcdfffedoottjb SFS[D(3,1)(2,1)] gLLMQbcdfffedowttjb SFS[D(3,1)(2,1)] gLLAQceddeffaibfero SFS[D(3,1)(2,1)] gLLAQcdedeffaclbakg SFS[D(3,1)(2,1)] gLLAQceddeffiivchkc reducible gLLAQceddeffiijgeso SFS[D(3,1)(2,1)] gLLAQceddeffiijchkc SFS[D(3,1)(2,1)] gLLAQcdedeffaclcakg reducible gLLMQbcefdffloaxcon SFS[D(3,1)(2,1)] gLLMQbcefdfftoaxcon SFS[D(3,1)(2,1)] gLLAQcdedeffaclfakg SFS[D(3,1)(2,1)] gLLMQbdcefffmvvepco SFS[D(2,1)(2,1)] gLLAQcdedeffuolvifo reducible gLLAQceddeffiibweso SFS[D(3,1)(2,1)] gLLAQcdedeffaklkakg reducible gLLMQbcefdfflsaqcsv SFS[D(3,1)(2,1)] gLLMQbcefdfftsaqcsv SFS[D(3,1)(2,1)] gLLAQceddeffaijghvg SFS[D(3,1)(2,1)] gLLAQcdedeffaklgakg SFS[D(3,1)(2,1)] gLLAQceddeffaivghvg reducible gLLAQceddeffaijoero SFS[D(3,1)(2,1)] gLLAQcdedeffakljakg SFS[D(3,1)(2,1)] gLLAQcdedeffuflkifo reducible gLLMQbdcefffmkvaesw SFS[D(3,1)(2,1)] gLLMQbdcefffmkvlekr SFS[D(3,1)(2,1)] gLLAQceddeffhivnlrv reducible gLLAQcdedeffaslopwo SFS[D(2,1)(2,1)] gLLMQbdcfeffhrvupgo SFS[D(3,1)(2,1)] gLLAQceddeffhivkdrv reducible gLLAQcdedeffaslftwo SFS[D(2,1)(2,1)] gLLMQbdcefffmkvelgw SFS[D(3,1)(2,1)] gLLMQbcdffefdfbxqon SFS[D(4,1)(2,1)] gLLAQceddefflqvnevg SFS[D(3,1)(2,1)] gLLAQceddeffahvklko SFS[D(3,1)(2,1)] gLLAQceddefftqvnevg toroidal gLLAQcdedeffaghgxrg SFS[D(2,1)(2,1)] gLLMQbdcfeffanvxqcv SFS[D(4,1)(2,1)] gLLMQbdcefffarvtpcv SFS[D(4,1)(2,1)] gLLMQbdcefffajvtpcv SFS[D(5,2)(2,1)] gLLAQcdedeffarhrxrg reducible gLLMQbdcefffxvvhhvv SFS[D(2,1)(2,1)] gLLMQbcdffefdowxqon SFS[D(2,1)(2,1)] gLLAQceddefftqjghvg SFS[D(2,1)(2,1)] gLLMQbdcefffabveecv T2xI gLLAQceddefflqvnqvg SFS[D(3,1)(2,1)] gLLAQceddeffahvkako SFS[D(3,1)(2,1)] gLLAQceddefftqvnqvg toroidal gLLMQbdcefffakvaqcv SFS[D(4,1)(2,1)] gLLMQbdcefffasvaqcv SFS[D(5,2)(2,1)] gLLMQbdcefffxnvdpvv SFS[D(4,1)(2,1)] gLLAQcdedeffakhrerg SFS[D(3,1)(2,1)] gLLAQcdedeffafigefg SFS[D(3,1)(2,1)] gLLAQcdedeffafifhfg reducible gLLMQbcdfffeebbiugf SFS[D(2,1)(2,1)] gLLMQbcdfffedfbiujb toroidal gLLAQceddeffllnnujo SFS[D(3,1)(2,1)] gLLAQcdedefflrpntro SFS[D(3,1)(2,1)] gLLMQbcdfffelsbuuob SFS[D(2,1)(2,1)] gLLAQcdedefflcunujo SFS[D(3,1)(2,1)] gLLAQcdedeffhcinecv SFS[D(3,1)(2,1)] gLLAQcdedeffirigero SFS[D(3,1)(2,1)] gLLAQceddeffalfcifo SFS[D(3,1)(2,1)] gLLAQcdedeffacpcawo reducible gLLAQcdedeffafichfg SFS[D(3,1)(2,1)] gLLAQcdedefflrpnxro SFS[D(3,1)(2,1)] gLLAQcdedeffafibhfg SFS[D(3,1)(2,1)] gLLAQcdedefflrmneco SFS[D(2,1)(2,1)] gLLAQcdedefflrpnuro reducible gLLAQceddeffhuvrlrv reducible gLLAQcdedeffasprpwo SFS[D(2,1)(2,1)] gLLAQcdedeffacprpwo toroidal gLLAQcdedeffarprpwo SFS[D(2,1)(2,1)] gLLMQbcdfffelccmmsb reducible gLLMQbcdfffelrwxxcb reducible gLLAQcdedeffavigdfg SFS[D(2,1)(2,1)] gLLAQceddeffalfodfo SFS[D(3,1)(2,1)] gLLAQcdedeffacpopwo SFS[D(3,1)(2,1)] gLLAQcdedeffafigdfg toroidal gLLAQcdedeffagigdfg SFS[D(2,1)(2,1)] gLLAQcdedeffacpnpwo SFS[D(3,1)(2,1)] gLLAQcdedefflcpnpwo SFS[D(3,1)(2,1)] gLLAQcdedefftspnpwo SFS[D(2,1)(2,1)] gLLAQcdedefftcpnpwo toroidal gLLAQcdedefftrpnpwo SFS[D(2,1)(2,1)] gLLMQbcdfffedfbmxnb SFS[D(3,1)(2,1)] gLLAQcdedeffacpctwo SFS[D(3,1)(2,1)] gLLAQcdedeffafigafg SFS[D(3,1)(2,1)] gLLMQbcdfffedfbatbb SFS[D(3,1)(2,1)] gLLAQcdedeffacpclwo SFS[D(3,1)(2,1)] gLLAQcdedeffacecibg reducible gLLAQceddeffadkbhco SFS[D(3,1)(2,1)] gLLAQcdedeffdvpgujg reducible gLLAQceddeffadvkufg SFS[D(3,1)(2,1)] gLLAQceddeffdlvkqcg reducible gLLAQceddeffdpvoikv SFS[D(3,1)(2,1)] gLLAQcdedeffawegibg SFS[D(3,1)(2,1)] gLLAQceddeffadvgufg reducible gLLAQcdedeffaweomfo SFS[D(3,1)(2,1)] gLLAQcdedeffakeomfo SFS[D(3,1)(2,1)] gLLAQceddeffadvjufg SFS[D(3,1)(2,1)] gLLAQcdedeffdsxoxrv SFS[D(3,1)(2,1)] gLLAQcdedeffdgxkmwv SFS[D(3,1)(2,1)] gLLAQcdedeffdcabakv reducible gLLAQcdedeffdfibhbg SFS[D(2,1)(2,1)] gLLAQcdedeffacenebg SFS[D(2,1)(2,1)] gLLAQcdedeffdfmbhbg toroidal gLLAQcdedeffhsucifv SFS[D(3,1)(2,1)] gLLAQceddeffapkjdco SFS[D(3,1)(2,1)] gLLMQbcdffefebbmevc SFS[D(5,2)(2,1)] gLLMQbcdffefebcalvg SFS[D(5,2)(2,1)] gLLMQbcdffefebbalvg SFS[D(4,1)(2,1)] gLLAQceddeffppkjdbg toroidal gLLAQcdedeffprmomwg SFS[D(2,1)(2,1)] gLLAQcdedeffpgmjmwg SFS[D(2,1)(2,1)] gLLAQceddeffpanotvg SFS[D(5,2)(2,1)] gLLMQbcdffefebbiuvo SFS[D(3,1)(2,1)] gLLAQcdedeffagmkmko SFS[D(3,1)(2,1)] gLLMQbcdffefebbiqvo toroidal gLLMQbcdffefebbxqvo SFS[D(5,2)(2,1)] gLLAQceddeffpafoxvg SFS[D(5,2)(2,1)] gLLAQceddeffpanoxvg toroidal gLLAQcdedeffpraopwg SFS[D(2,1)(2,1)] gLLMQbcdffefebbttvo SFS[D(2,1)(2,1)] gLLMQbcdffefebbdqvo SFS[D(4,1)(2,1)] gLLAQceddeffpukjqog SFS[D(5,2)(2,1)] gLLMQbcdffeferkatvg SFS[D(3,1)(2,1)] gLLAQcdedeffakmkako SFS[D(3,1)(2,1)] gLLMQbcdffeferkalvg toroidal gLLMQbcdffeferoalvg SFS[D(5,2)(2,1)] gLLMQbcdffeferwalvg SFS[D(4,1)(2,1)] gLLMQbcdffeferwpuvc SFS[D(3,1)(2,1)] gLLAQceddeffpakjuvg SFS[D(5,2)(2,1)] gLLMQbcdffeferwiqvo SFS[D(5,2)(2,1)] gLLAQceddeffpabjxvg SFS[D(5,2)(2,1)] gLLAQceddeffpakjxvg toroidal gLLAQcdedeffpgajpwg SFS[D(2,1)(2,1)] gLLMQbcdffeferwttvo SFS[D(2,1)(2,1)] gLLMQbcdffeferwdqvo SFS[D(4,1)(2,1)] gLLMQbdcefffxnvdpvj SFS[D(5,2)(2,1)] gLLAQcdedeffhshcdvg SFS[D(3,1)(2,1)] gLLAQcdedeffarxbhro SFS[D(3,1)(2,1)] gLLAQceddeffhuvrljg SFS[D(2,1)(2,1)] gLLAQceddeffahvkico SFS[D(2,1)(2,1)] gLLAQceddeffhpvriwg toroidal gLLAQcdedeffaghgebg SFS[D(3,1)(2,1)] gLLAQcdedeffhwarxwg reducible gLLAQcdedeffarxrxro SFS[D(3,1)(2,1)] gLLAQcdedeffaghgdbg SFS[D(3,1)(2,1)] gLLAQceddeffahnodco SFS[D(3,1)(2,1)] gLLAQcdedeffarxoxro reducible gLLAQcdedeffarxnxro SFS[D(3,1)(2,1)] gLLAQcdedefflrxnxro reducible gLLAQcdedeffqrmgero SFS[D(3,1)(2,1)] gLLAQceddeffhlbbevg reducible gLLAQcdedeffhkhjucg SFS[D(3,1)(2,1)] gLLAQceddeffahncico reducible gLLMQbcdffefdfbiuon SFS[D(3,1)(2,1)] gLLMQbcdffeflsbuuvg reducible gLLAQceddeffldfnqog SFS[D(3,1)(2,1)] gLLAQceddeffltnnebg reducible gLLMQbcdffeflsbxxvo SFS[D(3,1)(2,1)] gLLMQbcdffeflscttvc SFS[D(3,1)(2,1)] gLLMQbcdffeflsbttvc SFS[D(3,1)(2,1)] gLLMQbcdffefljwuuvg SFS[D(2,1)(2,1)] gLLMQbcdffefljottvc SFS[D(2,1)(2,1)] gLLAQcdedeffasprpkg SFS[D(2,1)(2,1)] gLLMQbcdffefdokatoj reducible gLLAQceddeffltvntbg reducible gLLMQbcedffflsagqss SFS[D(3,1)(2,1)] gLLAQceddeffldvndog SFS[D(3,1)(2,1)] gLLMQbcedffflseglww reducible gLLMQbcedffflsdglww SFS[D(3,1)(2,1)] gLLMQbcedffflsaglww SFS[D(3,1)(2,1)] gLLMQbcdffefdfcatoj SFS[D(2,1)(2,1)] gLLAQcdedeffafpgpkg reducible gLLMQbcedfffloaginn SFS[D(2,1)(2,1)] gLLMQbcedfffloegdrr SFS[D(2,1)(2,1)] gLLAQcdedefflgigmog reducible gLLMQbcdffefdfbiqon toroidal gLLMQbcdffeftsbuuvg reducible gLLAQceddefftdfnqog toroidal gLLMQbcdffeftsbxxvo toroidal gLLMQbcdffeftscttvc toroidal gLLMQbcdffeftsbttvc toroidal gLLMQbcdffeftjwuuvg toroidal gLLMQbcdffeftjottvc toroidal gLLMQbcdffeftjwttvc SFS[D(5,2)(2,1)] gLLMQbcdffefdfbmeob SFS[D(4,1)(2,1)] gLLMQbcdffeftkbxxvo SFS[D(4,1)(2,1)] gLLMQbcdffeftkcttvc SFS[D(4,1)(2,1)] gLLMQbcdffeftkbttvc SFS[D(5,2)(2,1)] gLLMQbcdffefdokaloj reducible gLLAQceddeffttvgqbg reducible gLLMQbcdffeftrwuuvg SFS[D(5,2)(2,1)] gLLMQbcedffftsagqss toroidal gLLMQbcdffeftccppvk SFS[D(4,1)(2,1)] gLLAQceddefftdvndog toroidal gLLMQbcdffeftrottvc SFS[D(5,2)(2,1)] gLLMQbcdffeftrwttvc SFS[D(4,1)(2,1)] gLLMQbcedffftseglww reducible gLLMQbcedffftsdglww toroidal gLLMQbcedffftsaglww toroidal gLLMQbcdffeftcbqqvs SFS[D(4,1)(2,1)] gLLMQbcdffeftccqqvs SFS[D(5,2)(2,1)] gLLMQbcdffefdfcaloj toroidal gLLMQbcdffefdfbaloj SFS[D(5,2)(2,1)] gLLMQbcedffftoaginn toroidal gLLMQbcdffeftbbxxvo SFS[D(5,2)(2,1)] gLLMQbcedffftgdgdrr SFS[D(2,1)(2,1)] gLLMQbcedffftoegdrr toroidal gLLMQbcedffftoagdrr SFS[D(5,2)(2,1)] gLLMQbcdffeftbcttvc SFS[D(5,2)(2,1)] gLLMQbcdffeftbbttvc SFS[D(4,1)(2,1)] gLLAQcdedefftgigmog reducible gLLMQbcdffeftvwxxvo SFS[D(2,1)(2,1)] gLLMQbcdffefdowmeob SFS[D(2,1)(2,1)] gLLAQceddeffttkgabg reducible gLLAQceddeffahvjifg SFS[D(3,1)(2,1)] gLLAQcdedeffagikmko SFS[D(3,1)(2,1)] gLLAQcdedeffagibdog reducible gLLAQcdedeffagakmko reducible gLLAQceddeffadbkmko SFS[D(3,1)(2,1)] gLLAQceddeffapkkqko reducible gLLAQcdedeffagakqko SFS[D(3,1)(2,1)] gLLAQcdedeffarlfhro SFS[D(3,1)(2,1)] gLLAQcdedeffacaneco reducible gLLAQcdedeffafakpko SFS[D(3,1)(2,1)] gLLAQcdedeffagakpko SFS[D(3,1)(2,1)] gLLAQcdedeffafmbhfg SFS[D(3,1)(2,1)] gLLAQcdedeffagikmog SFS[D(3,1)(2,1)] gLLAQceddeffalnnujo reducible gLLAQcdedeffarpntro SFS[D(3,1)(2,1)] gLLAQcdedeffacunujo reducible gLLAQcdedeffafhbhfo SFS[D(3,1)(2,1)] gLLAQcdedeffarlnxro SFS[D(3,1)(2,1)] gLLAQcdedeffarunefo SFS[D(2,1)(2,1)] gLLAQcdedeffarpnxro toroidal gLLAQcdedeffaranmko SFS[D(2,1)(2,1)] gLLAQcdedeffarpnuro SFS[D(3,1)(2,1)] gLLAQcdedeffacanpko SFS[D(2,1)(2,1)] gLLAQceddeffahvkifg SFS[D(3,1)(2,1)] gLLAQceddeffalnrurg SFS[D(3,1)(2,1)] gLLAQcdedeffacaraco SFS[D(3,1)(2,1)] gLLAQcdedeffakakico SFS[D(2,1)(2,1)] gLLAQcdedeffasururg toroidal gLLAQcdedeffacururg SFS[D(3,1)(2,1)] gLLAQcdedeffarururg SFS[D(3,1)(2,1)] gLLAQceddeffaakjtjo reducible gLLAQcdedeffaglflvg SFS[A(2,1)] gLLAQcdedeffavlflvg T2xI gLLAQcdedeffaflflvg T2xI gLLAQceddeffaajntfo SFS[D(2,1)(2,1)] gLLAQceddeffaabfhbg SFS[D(3,1)(2,1)] gLLAQcdedeffacabico SFS[D(3,1)(2,1)] gLLAQcdedeffarurtrg reducible gLLAQcdedeffarirmog SFS[D(2,1)(2,1)] gLLAQceddeffaakjujo SFS[D(3,1)(2,1)] gLLAQcdedeffacanaco SFS[D(3,1)(2,1)] gLLAQcdedeffarurxrg SFS[D(3,1)(2,1)] gLLAQceddeffalvnljo SFS[D(2,1)(2,1)] gLLAQceddeffaabjxjo SFS[D(3,1)(2,1)] gLLAQceddeffaasjxjo reducible gLLAQceddeffaakjxjo SFS[D(3,1)(2,1)] gLLAQcdedeffafmfhfg SFS[D(3,1)(2,1)] gLLAQcdedeffarerxrg SFS[D(3,1)(2,1)] gLLAQcdedeffagijmog SFS[D(3,1)(2,1)] gLLAQceddeffalnrujo SFS[D(3,1)(2,1)] gLLAQcdedeffarprtro reducible gLLAQcdedeffacurujo SFS[D(3,1)(2,1)] gLLAQcdedeffafhfhfo reducible gLLAQcdedeffarlrxro reducible gLLAQcdedeffakikako reducible gLLAQceddeffaabctbg SFS[D(3,1)(2,1)] gLLAQcdedeffacacqco SFS[D(3,1)(2,1)] gLLAQcdedeffacardco toroidal gLLAQcdedeffakagifg SFS[D(2,1)(2,1)] gLLAQcdedeffaraoafg SFS[D(2,1)(2,1)] gLLAQceddeffaajohfo SFS[D(2,1)(2,1)] gLLAQceddeffapvkako reducible gLLAQcdedeffarprxro SFS[D(3,1)(2,1)] gLLAQcdedeffakakako SFS[D(3,1)(2,1)] gLLAQcdedeffarxblkg SFS[D(3,1)(2,1)] gLLAQceddeffadvkako SFS[D(3,1)(2,1)] gLLAQcdedeffacareco SFS[D(3,1)(2,1)] gLLAQcdedeffarpruro SFS[D(3,1)(2,1)] gLLAQcdedeffawaklko reducible gLLAQcdedeffaoaklko SFS[D(3,1)(2,1)] gLLAQcdedeffakaklko SFS[D(3,1)(2,1)] gLLAQcdedeffawxgdvg SFS[D(3,1)(2,1)] gLLAQceddeffahvgifg reducible gLLAQcdedeffakhohfo SFS[D(3,1)(2,1)] gLLAQcdedeffawhohfo SFS[D(3,1)(2,1)] gLLAQcdedeffaohohfo reducible gLLAQcdedeffacicako SFS[D(2,1)(2,1)] gLLAQcdedeffafacdog reducible gLLAQcdedeffaraoqog reducible gLLAQcdedeffacucdjo reducible gLLAQcdedeffavxclvg SFS[D(2,1)(2,1)] gLLAQceddeffapvgqfg reducible gLLAQceddeffalvoejo reducible gLLAQcdedeffaoagaog T2xI gLLAQcdedeffacactko SFS[D(2,1)(2,1)] gLLAQcdedeffacuchjo SFS[D(3,1)(2,1)] gLLAQceddeffaabcmbg reducible gLLAQcdedeffacandco SFS[D(3,1)(2,1)] gLLAQcdedeffacacuco SFS[D(3,1)(2,1)] gLLAQcdedeffarucifo SFS[D(2,1)(2,1)] gLLAQcdedeffawiglog SFS[D(2,1)(2,1)] gLLAQcdedeffakpoero SFS[D(2,1)(2,1)] gLLAQcdedeffarpchro toroidal gLLAQcdedeffaspchro SFS[D(2,1)(2,1)] gLLAQcdedeffacpchro SFS[D(2,1)(2,1)] gLLAQcdedeffafpguro SFS[D(2,1)(2,1)] gLLAQcdedeffaraclko SFS[D(2,1)(2,1)] gLLAQceddeffaprglog SFS[D(2,1)(2,1)] gLLAQcdedeffakmgufg SFS[D(2,1)(2,1)] gLLAQceddeffapbcxog SFS[D(3,1)(2,1)] gLLAQcdedeffafmchfg toroidal gLLAQcdedeffacucpjo SFS[D(3,1)(2,1)] gLLAQcdedeffarmoefg SFS[D(2,1)(2,1)] gLLAQcdedeffaglgxvg SFS[D(3,1)(2,1)] gLLAQcdedeffagugtrg SFS[D(2,1)(2,1)] gLLAQcdedeffavigmog reducible gLLAQcdedeffafigmog reducible gLLAQceddeffalnoujo SFS[D(3,1)(2,1)] gLLAQcdedeffarpotro SFS[D(3,1)(2,1)] gLLAQceddeffapbgmog reducible gLLAQcdedeffafmgdfg SFS[D(3,1)(2,1)] gLLAQcdedeffacuoujo SFS[D(3,1)(2,1)] gLLAQceddeffahsgafg SFS[D(2,1)(2,1)] gLLAQceddeffahvomfg SFS[D(2,1)(2,1)] gLLAQcdedeffacxcdvg reducible gLLAQceddeffahwcifg toroidal gLLAQceddeffahncifg SFS[D(3,1)(2,1)] gLLAQceddeffahfcifg SFS[D(3,1)(2,1)] gLLAQcdedeffafhchfo SFS[D(3,1)(2,1)] gLLAQceddeffaikgpkg SFS[D(3,1)(2,1)] gLLAQcdedeffarloxro SFS[D(3,1)(2,1)] gLLAQceddeffaabchbg SFS[D(3,1)(2,1)] gLLAQcdedeffacaodco SFS[D(3,1)(2,1)] gLLAQcdedeffakaomfg reducible gLLAQcdedeffaracico reducible gLLAQcdedeffaoagqfg SFS[D(2,1)(2,1)] gLLAQcdedeffafugurg reducible gLLAQceddeffapkgafg SFS[D(2,1)(2,1)] gLLAQcdedeffagigqog SFS[D(3,1)(2,1)] gLLAQceddeffalnotjo toroidal gLLAQcdedeffarpoxro SFS[D(3,1)(2,1)] gLLAQcdedeffafagqog SFS[D(2,1)(2,1)] gLLAQceddeffaakgurg SFS[D(2,1)(2,1)] gLLAQcdedeffafmgafg SFS[D(3,1)(2,1)] gLLAQcdedeffaglguvg SFS[D(3,1)(2,1)] gLLAQcdedeffafpguvg SFS[D(2,1)(2,1)] gLLAQcdedeffacafico SFS[D(3,1)(2,1)] gLLAQcdedeffacaoeco SFS[D(3,1)(2,1)] gLLAQcdedeffarmoeco SFS[D(2,1)(2,1)] gLLAQcdedeffagigpog SFS[D(3,1)(2,1)] gLLAQceddeffalnoxjo SFS[D(3,1)(2,1)] gLLAQcdedeffarpouro reducible gLLAQceddeffaabgxrg SFS[D(2,1)(2,1)] gLLAQcdedeffafmgefg reducible gLLAQcdedeffhsacakv SFS[D(3,1)(2,1)] gLLAQcdedeffhracakv SFS[D(3,1)(2,1)] gLLAQcdedeffhcacakv reducible gLLAQcdedeffhsactkv SFS[D(3,1)(2,1)] gLLAQcdedeffhspchrv SFS[D(3,1)(2,1)] gLLAQcdedeffhsaclkv reducible gLLAQceddeffhpvrikv SFS[D(3,1)(2,1)] gLLAQcdedeffhsinqkv SFS[D(3,1)(2,1)] gLLAQcdedeffhcanqkv SFS[D(2,1)(2,1)] gLLAQcdedeffhslnxrv SFS[D(3,1)(2,1)] gLLAQcdedeffhsmnmkv SFS[D(2,1)(2,1)] gLLAQcdedeffhsinmkv toroidal gLLAQcdedeffhsanmkv SFS[D(2,1)(2,1)] gLLAQceddeffhuwnmwv SFS[D(3,1)(2,1)] gLLAQcdedeffqvpcukc reducible gLLAQcdedeffhsinpkv SFS[D(3,1)(2,1)] gLLAQceddeffhuvjawv reducible gLLAQceddeffhusbiwv SFS[D(3,1)(2,1)] gLLAQcdedeffhcmnecv reducible gLLAQcdedeffqkpcdkc SFS[D(2,1)(2,1)] gLLAQcdedeffhsxrxrv SFS[D(3,1)(2,1)] gLLMQbcdffefdfbpuob SFS[D(2,1)(2,1)] gLLAQceddeffuanvtbc SFS[D(4,1)(2,1)] gLLAQceddeffuafvxbc SFS[D(4,1)(2,1)] gLLAQceddeffuanvxbc SFS[D(5,2)(2,1)] gLLMQbcdffefdfbdqon SFS[D(5,2)(2,1)] gLLAQceddeffuakctbc SFS[D(2,1)(2,1)] gLLMQbcdffefdowpuob reducible gLLAQceddeffuascxbc SFS[D(2,1)(2,1)] gLLAQceddeffiibcqvc SFS[D(3,1)(2,1)] gLLAQcdedeffiragqgo SFS[D(2,1)(2,1)] gLLAQcdedefficmgmgo T2xI gLLAQcdedefficigmgo SFS[A(2,1)] gLLAQcdedefficagmgo T2xI gLLAQcdedeffirmgero reducible gLLAQcdedeffioagigo T2xI gLLAQcdedeffikagdgo SFS[D(2,1)(2,1)] gLLAQceddeffihvgdgo reducible gLLMQbecdfffaasjqvr toroidal gLLMQbecfdffaasajvr toroidal gLLMQbecdfffdasjqwf toroidal gLLMQbecdfffdasjqwn m011(0,0) gLLMQbecdfffaasjqvs m178(0,0) gLLMQbecfdffdasajwf toroidal gLLMQbecfdffeasajvb m006(0,0) gLLMQbecfdffaasajsc toroidal gLLMQbecdfffhhsjqwr m196(0,0) gLLMQbecdfffaasjqvc m011(0,0) gLLMQbecfdffxxsajvc m066(0,0) gLLMQbecfdffaasajvc m006(0,0) gLLMQbecdfffaasjqsc SFS[D(3,1)(2,1)] gLLMQbecfdffaasajsr m060(0,0) gLLMQbecfdffdasajwn m159(0,0) gLLMQbecdfffaasjqss toroidal gLLMQbecdfffaesjqww SFS[D(5,3)(5,2)] gLLMQbecdfffamsjqjj toroidal gLLMQbecdfffaasjqjj toroidal gLLMQbecdfffaisjqjj SFS[D(2,1)(2,1)] gLLMQbecfdffaasajss toroidal gLLMQbecfdffaisajjj toroidal gLLMQbecfdffahsajww SFS[D(5,2)(5,2)] gLLMQbecfdffamsajjj SFS[D(2,1)(2,1)] gLLMQbecfdffaasajjj toroidal gLLMQbecfdffaasajwr m159(0,0) gLLMQbecfdffhhsajwr s676(0,0) gLLMQadefffenadakkk toroidal gLLMQadefffenadakkr toroidal gLLMQadefffenadakwk SFS[D(4,3)(4,1)] gLLMQadefffenadakwr SFS[D(5,3)(4,1)] gLLMQadefffenadakok SFS[D(5,2)(4,1)] gLLMQadefffenadakor SFS[D(4,1)(4,1)] gLLMQadefffejaxakkk SFS[D(5,2)(4,1)] gLLMQadefffenaxakkk SFS[D(4,1)(4,1)] gLLMQadefffejxxaknk m145(0,0) gLLMQadefffenxxaknk m130(0,0) gLLMQadefffenaiakkw SFS[D(4,3)(4,1)] gLLMQadefffejaiakkw SFS[D(5,3)(4,1)] gLLMQadefffejaeakkr SFS[D(5,2)(4,1)] gLLMQadefffenaeakkr SFS[D(4,1)(4,1)] gLLMQadefffenauakkj toroidal gLLMQadefffenauakkk SFS[D(5,2)(4,1)] gLLMQadefffenauakwj SFS[D(5,2)(4,1)] gLLMQadefffenauakwk SFS[D(4,1)(4,1)] gLLMQadefffenxhaknw m016(0,0) gLLMQadefffenxhakns m019(0,0) gLLMQadefffejaaakkk SFS[D(5,3)(4,1)] gLLMQadefffenaaakkk SFS[D(4,3)(4,1)] gLLMQadefffejaaxknk m082(0,0) gLLMQadefffenaaxknk m037(0,0) gLLMQadefffenalakks toroidal gLLMQadefffenalakkw SFS[D(5,3)(4,1)] gLLMQadefffenalakos SFS[D(5,3)(4,1)] gLLMQadefffenalakow SFS[D(4,3)(4,1)] gLLMQadefffejaxxknk m007(0,0) gLLMQadefffenaxxknk toroidal gLLMQadefffejxxxnnk SFS[D(5,2)(4,1)] gLLMQadefffenxxxnnk SFS[D(4,1)(4,1)] gLLMQadefffenahxknw m003(0,0) gLLMQadefffenahxkns m017(0,0) gLLMQadefffejxaaknk m030(0,0) gLLMQadefffejxaxnnk SFS[D(5,3)(4,1)] gLLMQadefffenxaxnnk SFS[D(4,3)(4,1)] gLLMQaedfdffjaadnss SFS[D(3,1)(3,2)] gLLMQaedfdffjaadjss SFS[D(3,1)(3,1)] gLLMQaedfdffjaxdrss SFS[D(3,1)(2,1)] gLLMQaedfdffjaqdwss SFS[D(3,1)(2,1)] gLLMQaedfdffjiainbb m007(0,0) gLLMQaedfdffjiaijbb m036(0,0) gLLMQaedfdffjiamnbb SFS[D(3,1)(3,2)] gLLMQaedfdffjiamjbb SFS[D(3,1)(3,1)] gLLMQaedfdffjaainbb m010(0,0) gLLMQaedfdffjaaijbb m033(0,0) gLLMQaedfdffjixirbb m100(0,0) gLLMQaedfdffjixinbb m082(0,0) gLLMQaedfdffjlxtrrr SFS[D(3,1)(2,1)] gLLMQaedfdffjaxirbb m054(0,0) gLLMQaedfdffjaxinbb m046(0,0) gLLMQaedfdffjiqiwbb toroidal gLLMQaedfdffjiqisbb m016(0,0) gLLMQaedfdffjlqtwrr SFS[D(3,1)(2,1)] gLLMQaedfdffjaqiwbb SFS[D(3,1)(2,1)] gLLMQaedfdffjaqisbb m006(0,0) gLLMQaedfdffjaaqnss m007(0,0) gLLMQaedfdffjaaxjkk m036(0,0) gLLMQaedfdffjqaqnsj s451(0,0) gLLMQaedfdffjxaxjkn s580(0,0) gLLMQaedfdffjaxxrkk m100(0,0) gLLMQaedfdffjaxxnkk m082(0,0) gLLMQaedfdffjxxxrkn s668(0,0) gLLMQaedfdffjxxxnkn s573(0,0) gLLMQaedfdffjaqxwkk toroidal gLLMQaedfdffjaqxskk m016(0,0) gLLMQaedfdffjxqxwkn m070(0,0) gLLMQaedfdffjxqxskn m215(0,0) gLLMQaedfdffjaalnkk m036(0,0) gLLMQaedfdffjaamjbb m007(0,0) gLLMQaedfdffjmamjbb toroidal gLLMQaedfdffjaxtrss toroidal gLLMQaedfdffjaxtnss m016(0,0) gLLMQaedfdffjmxmrbb m003(0,0) gLLMQaedfdffjmxmnbb m017(0,0) gLLMQaedfdffjaqtwss m100(0,0) gLLMQaedfdffjaqtsss m082(0,0) gLLMQaedfdffjmqmwbb m030(0,0) gLLMQaedfdffjmqmsbb m037(0,0) gLLMQaedfdffjixmrbb toroidal gLLMQaedfdffjixmnbb toroidal gLLMQaedfdffjiqmwbb toroidal gLLMQaedfdffjiqmsbb toroidal gLLMQaedfdffjaaanbb toroidal gLLMQaedfdffjaaajbb toroidal gLLMQaedfdffjaaqjss toroidal gLLMQaedfdffjaaangg toroidal gLLMQaedfdffjaaajgg toroidal gLLMQaedfdffjaaangn toroidal gLLMQaedfdffjaaajgn toroidal gLLMQaedfdffjaaangs toroidal gLLMQaedfdffjaaajgs toroidal gLLMQaedfdffjaaanjn SFS[D(4,3)(4,1)] gLLMQaedfdffjaaajjn SFS[D(5,3)(4,1)] gLLMQaedfdffjaaanjs SFS[D(5,2)(4,1)] gLLMQaedfdffjaaajjs SFS[D(4,1)(4,1)] gLLMQaedfdffjaaajkn SFS[D(5,2)(5,2)] gLLMQaedfdffjaaanks SFS[D(5,3)(5,2)] gLLMQaedfdffjaxarbb toroidal gLLMQaedfdffjaxanbb SFS[D(8,3)(2,1)] gLLMQaedfdffjaxmrbb m116(0,0) gLLMQaedfdffjaxmnbb m141(0,0) gLLMQaedfdffjaxqrss m003(0,0) gLLMQaedfdffjaxqnss m017(0,0) gLLMQaedfdffjaxargg toroidal gLLMQaedfdffjaxangg toroidal gLLMQaedfdffjaxargn toroidal gLLMQaedfdffjaxangn toroidal gLLMQaedfdffjaxargs SFS[D(3,1)(2,1)] gLLMQaedfdffjaxangs SFS[D(3,1)(2,1)] gLLMQaedfdffjaxarjg toroidal gLLMQaedfdffjaxanjg SFS[D(5,2)(4,1)] gLLMQaedfdffjaxarjn SFS[D(5,2)(4,1)] gLLMQaedfdffjaxanjn SFS[D(4,1)(4,1)] gLLMQaedfdffjaxarkg toroidal gLLMQaedfdffjaxankg SFS[D(5,3)(5,2)] gLLMQaedfdffjaxarkn SFS[D(5,3)(5,2)] gLLMQaedfdffjaxankn SFS[D(5,3)(4,1)] gLLMQaedfdffjaxlrkk m052(0,0) gLLMQaedfdffjaxlnkk m118(0,0) gLLMQaedfdffjaxprkk toroidal gLLMQaedfdffjaxpnkk toroidal gLLMQaedfdffjaqawbb toroidal gLLMQaedfdffjaqasbb SFS[D(7,3)(2,1)] gLLMQaedfdffjaqmwbb m026(0,0) gLLMQaedfdffjaqmsbb m070(0,0) gLLMQaedfdffjaqqwss m030(0,0) gLLMQaedfdffjaqqsss m037(0,0) gLLMQaedfdffjaqawgg toroidal gLLMQaedfdffjaqasgg toroidal gLLMQaedfdffjaqawgn SFS[D(3,1)(2,1)] gLLMQaedfdffjaqasgn SFS[D(3,1)(2,1)] gLLMQaedfdffjaqawgs toroidal gLLMQaedfdffjaqasgs toroidal gLLMQaedfdffjaqawjg toroidal gLLMQaedfdffjaqasjg SFS[D(5,3)(4,1)] gLLMQaedfdffjaqawjs SFS[D(5,3)(4,1)] gLLMQaedfdffjaqasjs SFS[D(4,3)(4,1)] gLLMQaedfdffjaqawkg toroidal gLLMQaedfdffjaqaskg SFS[D(5,2)(5,2)] gLLMQaedfdffjaqawks SFS[D(5,2)(5,2)] gLLMQaedfdffjaqasks SFS[D(5,2)(4,1)] gLLMQaedfdffjaqlwkk m170(0,0) gLLMQaedfdffjaqlskk m180(0,0) gLLMQaedfdffjaqpwkk toroidal gLLMQaedfdffjaqpskk toroidal gLLMQaedfdffjamawgg SFS[D(3,1)(2,1)] gLLMQaedfdffjamasgg SFS[D(3,1)(2,1)] gLLMQaedfdffjqaqjsj s254(0,0) gLLMQaedfdffjqxqrsj m044(0,0) gLLMQaedfdffjqxqnsj m219(0,0) gLLMQaedfdffjqqqwsj s547(0,0) gLLMQaedfdffjqqqssj s500(0,0) gLLMQadefffejaxxknj m036(0,0) gLLMQadefffejxxxnnj SFS[D(5,2)(5,2)] gLLMQadefffejaaxknr m100(0,0) gLLMQadefffejxaxnnr SFS[D(5,3)(5,2)] gLLMQadefffejahxknw toroidal gLLMQadefffejahxkns m016(0,0) gLLMQadefffejadakor SFS[D(5,2)(4,1)] gLLMQadefffejadakok SFS[D(5,2)(5,2)] gLLMQadefffejadakkr toroidal gLLMQadefffejadakkk toroidal gLLMQadefffejadakwr SFS[D(5,3)(5,2)] gLLMQadefffejadakwk SFS[D(5,3)(4,1)] gLLMQadefffejaiakks SFS[D(5,3)(5,2)] gLLMQadefffejaxakkj SFS[D(5,2)(5,2)] gLLMQadefffejxxaknj m159(0,0) gLLMQadefffejaaakkr SFS[D(5,3)(5,2)] gLLMQadefffejalakos SFS[D(5,3)(5,2)] gLLMQadefffejalakow SFS[D(5,3)(4,1)] gLLMQadefffejalakks toroidal gLLMQadefffejalakkw SFS[D(5,3)(5,2)] gLLMQadefffejaeakkk SFS[D(5,2)(5,2)] gLLMQadefffejauakkj toroidal gLLMQadefffejauakkk SFS[D(5,2)(5,2)] gLLMQadefffejauakwj SFS[D(5,2)(5,2)] gLLMQadefffejauakwk SFS[D(5,2)(4,1)] gLLMQadefffejxhaknw m017(0,0) gLLMQadefffejxhakns m011(0,0) gLLMQbecdfffaaskqwc toroidal gLLMQbecdfffaawkqvr SFS[D(5,2)(2,1)] gLLMQbecfdffaasawwc toroidal gLLMQbecfdffaawawvr SFS[D(5,2)(2,1)] gLLMQbecdfffdaskqwf toroidal gLLMQbecdfffdawkqwf SFS[D(5,2)(2,1)] gLLMQbecdfffdaskqwn m017(0,0) gLLMQbecdfffdawkqwn m016(0,0) gLLMQbecdfffaaskqws m185(0,0) gLLMQbecdfffaawkqvs m147(0,0) gLLMQbecfdffdasawwf toroidal gLLMQbecfdffdawawwf SFS[D(5,2)(2,1)] gLLMQbecfdffeasawvb m016(0,0) gLLMQbecfdffeawawvb m017(0,0) gLLMQbecfdffaasawsc toroidal gLLMQbecfdffaawawsc m011(0,0) gLLMQbecdfffhhskqwr m123(0,0) gLLMQbecdfffhhwkqwr m071(0,0) gLLMQbecdfffaaskqwr m017(0,0) gLLMQbecdfffaawkqvc m016(0,0) gLLMQbecfdffxxsawvc m144(0,0) gLLMQbecfdffxxwawvc m076(0,0) gLLMQbecfdffaasawvc m016(0,0) gLLMQbecfdffaawawvc m017(0,0) gLLMQbecdfffaaskqsc toroidal gLLMQbecdfffaawkqsc toroidal gLLMQbecdfffdawjqwn m019(0,0) gLLMQbecfdffaasawws m119(0,0) gLLMQbecfdffaawawsr m069(0,0) gLLMQbecfdffdasawwn m145(0,0) gLLMQbecfdffdawawwn m130(0,0) gLLMQbecdfffdawjqwf SFS[D(4,1)(2,1)] gLLMQbecfdffdawajwf SFS[D(4,1)(2,1)] gLLMQbecdfffaaskqss SFS[D(3,1)(2,1)] gLLMQbecdfffaawkqss reducible gLLMQbecdfffaaskqsr m003(0,0) gLLMQbecdfffaeskqww SFS[D(5,3)(4,1)] gLLMQbecdfffaewkqww SFS[D(4,3)(4,1)] gLLMQbecdfffamskqjj toroidal gLLMQbecdfffamwkqjj SFS[D(5,3)(4,1)] gLLMQbecdfffamwjqjj SFS[D(5,3)(5,2)] gLLMQbecdfffaaskqjj toroidal gLLMQbecdfffaawkqjj SFS[D(5,3)(5,2)] gLLMQbecdfffaiskqjj SFS[D(2,1)(2,1)] gLLMQbecdfffaaskqvc m019(0,0) gLLMQbecdfffaaskqvs m154(0,0) gLLMQbecdfffaaskqvr SFS[D(4,1)(2,1)] gLLMQbecfdffaasawss SFS[D(7,2)(2,1)] gLLMQbecfdffaawawss SFS[D(5,1)(2,1)] gLLMQbecfdffaasawvs m019(0,0) gLLMQbecfdffaisawjj toroidal gLLMQbecfdffaiwawjj SFS[D(5,2)(4,1)] gLLMQbecfdffahsawww SFS[D(5,2)(4,1)] gLLMQbecfdffahwawww SFS[D(4,1)(4,1)] gLLMQbecfdffaasawjj toroidal gLLMQbecfdffaawawjj SFS[D(5,2)(5,2)] gLLMQbecfdffaiwajjj SFS[D(5,2)(5,2)] gLLMQbecfdffamsawjj SFS[D(2,1)(2,1)] gLLMQbecfdffaasawwr m145(0,0) gLLMQbecfdffaawawwr m130(0,0) gLLMQbecfdffaasawsr m043(0,0) gLLMQbecfdffaasawvr SFS[D(4,1)(2,1)] gLLMQbecdfffhhwjqwr m212(0,0) gLLMQbecfdffhhsawwr s556(0,0) gLLMQbecfdffhhwawwr s442(0,0) gLLMQbecfdffaxsxwcv m016(0,0) gLLMQbecfdffaxsxjcv m017(0,0) gLLMQbecdfffaaskijj SFS[D(2,1)(2,1)] gLLMQbecdfffaasjijj SFS[D(2,1)(2,1)] gLLMQbecfdffaxwxwcv m006(0,0) gLLMQadefffeblddook SFS[D(3,1)(2,1)] gLLMQadefffeblddoor SFS[D(3,1)(2,1)] gLLMQadefffebaddswf reducible gLLMQadefffebaddswk reducible gLLMQadefffebaddswr reducible gLLMQadefffebaddvwf reducible gLLMQadefffebaddvwk reducible gLLMQadefffebaddvwr reducible gLLMQadefffebeddwvf reducible gLLMQadefffebeddsvf reducible gLLMQadefffebxxdjjg reducible gLLMQadefffebaxdfjg reducible gLLMQadefffebixpssg reducible gLLMQadefffebuxdvvj SFS[D(3,1)(2,1)] gLLMQadefffebuxdvvk SFS[D(3,1)(2,1)] gLLMQadefffebhxdfog reducible gLLMQadefffebixdwwg reducible gLLMQadefffebixdbbg reducible gLLMQadefffebhxdsjg reducible gLLMQadefffebixpjjg reducible gLLMQadefffebaxdsog reducible gLLMQadefffebaxdsoj reducible gLLMQadefffebaxdsok reducible gLLMQadefffebxxdoog reducible gLLMQadefffebxxdooj SFS[D(3,1)(2,1)] gLLMQadefffebxxdook SFS[D(3,1)(2,1)] gLLMQadefffebaidfnv reducible gLLMQadefffebaidfnw reducible gLLMQadefffebaidfns reducible gLLMQadefffebaidskv reducible gLLMQadefffebaidskw reducible gLLMQadefffebaidsks reducible gLLMQadefffebaedfnk reducible gLLMQadefffebaedskk reducible gLLMQadefffebludooj SFS[D(2,1)(2,1)] gLLMQadefffebiudbbg reducible gLLMQadefffebiudcbg reducible gLLMQadefffebiudfbg reducible gLLMQadefffebaudswj reducible gLLMQadefffebaudvwj reducible gLLMQadefffebuhdvvw SFS[D(2,1)(2,1)] gLLMQadefffebahdsow reducible gLLMQadefffebxhdoow SFS[D(2,1)(2,1)] gLLMQadefffebuadvvr SFS[D(2,1)(2,1)] gLLMQadefffebaadsor reducible gLLMQadefffebxadoor SFS[D(2,1)(2,1)] gLLMQadefffeblldoos SFS[D(2,1)(2,1)] gLLMQadefffebaldsws reducible gLLMQadefffebaldvws reducible gLLMQadefffebatdfnk reducible gLLMQadefffebutdfcg reducible gLLMQadefffebutdccg reducible gLLMQadefffebutdbcg reducible gLLMQadefffebatdskk reducible gLLMQadefffebxxmofg reducible gLLMQadefffebxxmkng reducible gLLMQadefffebxxtbrj SFS[D(5,2)(3,1)] gLLMQadefffebxxtbrk SFS[D(5,3)(3,1)] gLLMQadefffebaxmgwg reducible gLLMQadefffebaxmjog reducible gLLMQadefffebhxmjjg reducible gLLMQadefffebhxmgrg reducible gLLMQadefffebhxmffg reducible gLLMQadefffebhxmbwg reducible gLLMQadefffebaxmbrg reducible gLLMQadefffebaxmfsg reducible gLLMQadefffebxxmsjg reducible gLLMQadefffebxxmcvg reducible gLLMQadefffebmeiccf SFS[D(2,1)(2,1)] gLLMQadefffebmetcnf SFS[D(2,1)(2,1)] gLLMQadefffebhutvvg reducible gLLMQadefffebautvkg reducible gLLMQadefffebxhtbrw SFS[D(5,2)(2,1)] gLLMQadefffebahtcbv SFS[D(2,1)(2,1)] gLLMQadefffebxatbrr SFS[D(5,2)(2,1)] gLLMQadefffebmatvkf SFS[D(2,1)(2,1)] gLLMQadefffebuatvvf SFS[D(2,1)(2,1)] gLLMQadefffebaltvwv SFS[D(2,1)(2,1)] gLLMQadefffebattcng reducible gLLMQadefffebhttccg reducible gLLMQadefffebxxqnvg reducible gLLMQadefffebxxqbrg reducible gLLMQadefffebxxqbrj SFS[D(4,1)(3,1)] gLLMQadefffebxxqbrk SFS[D(4,3)(3,1)] gLLMQadefffebaxqbbg reducible gLLMQadefffebaxqbbj SFS[D(3,1)(2,1)] gLLMQadefffebaxqbbk SFS[D(3,1)(2,1)] gLLMQadefffebaxqfjg reducible gLLMQadefffebhxqbgg reducible gLLMQadefffebhxqfog reducible gLLMQadefffebhxqwrg reducible gLLMQadefffebhxqsjg reducible gLLMQadefffebaxqsog reducible gLLMQadefffebaxqwwg reducible gLLMQadefffebxxqkcg reducible gLLMQadefffebxxqwgg reducible gLLMQadefffebxhqbrw SFS[D(4,1)(2,1)] gLLMQadefffebahqbbw SFS[D(2,1)(2,1)] gLLMQadefffebxaqbrr SFS[D(4,1)(2,1)] gLLMQadefffebaaqbbr SFS[D(2,1)(2,1)] gLLMQadefffebxxicvg reducible gLLMQadefffebxxisjg reducible gLLMQadefffebaxiccg reducible gLLMQadefffebaxibrg reducible gLLMQadefffebaxibrj SFS[D(3,1)(3,1)] gLLMQadefffebaxibrk SFS[D(3,1)(3,2)] gLLMQadefffebhxibwg reducible gLLMQadefffebhxicng reducible gLLMQadefffebhxigrg reducible gLLMQadefffebhxikvg reducible gLLMQadefffebaxikkg reducible gLLMQadefffebaxigwg reducible gLLMQadefffebxxikng reducible gLLMQadefffebxxiofg reducible gLLMQadefffebueicnf SFS[D(2,1)(2,1)] gLLMQadefffebhuikvg reducible gLLMQadefffebauikkg reducible gLLMQadefffebahibrw SFS[D(3,1)(2,1)] gLLMQadefffebahicrv SFS[D(2,1)(2,1)] gLLMQadefffebmaikkf SFS[D(2,1)(2,1)] gLLMQadefffebaaibrr SFS[D(3,1)(2,1)] gLLMQadefffebalikwv SFS[D(2,1)(2,1)] gLLMQadefffebaticcg reducible gLLMQadefffebhticng reducible gLLMQadefffebaxmbrj SFS[D(3,1)(3,2)] gLLMQadefffebaxmbrk SFS[D(3,1)(3,1)] gLLMQadefffebahmbrw SFS[D(3,1)(2,1)] gLLMQadefffebaambrr SFS[D(3,1)(2,1)] gLLMQadefffebadakkk SFS[D(3,1)(2,1)] gLLMQadefffebadakkr SFS[D(3,1)(2,1)] gLLMQadefffebxxarrg reducible gLLMQadefffebxxarrj SFS[D(3,1)(2,1)] gLLMQadefffebxxarrk SFS[D(3,1)(2,1)] gLLMQadefffebaxabrg reducible gLLMQadefffebaxabrj reducible gLLMQadefffebaxabrk reducible gLLMQadefffebhxabwg reducible gLLMQadefffebixakkg reducible gLLMQadefffebixakkj SFS[D(3,1)(2,1)] gLLMQadefffebixakkk SFS[D(3,1)(2,1)] gLLMQadefffebixaccg reducible gLLMQadefffebhxagrg reducible gLLMQadefffebaxagwg reducible gLLMQadefffebxxawwg reducible gLLMQadefffebuuaffg reducible gLLMQadefffebuuacfg reducible gLLMQadefffebuuabfg reducible gLLMQadefffebauakkj SFS[D(2,1)(2,1)] gLLMQadefffebxharrw SFS[D(2,1)(2,1)] gLLMQadefffebahabrw reducible gLLMQadefffebihakkw SFS[D(2,1)(2,1)] gLLMQadefffebxaarrr SFS[D(2,1)(2,1)] gLLMQadefffebaaabrr reducible gLLMQadefffebiaakkr SFS[D(2,1)(2,1)] gLLMQadefffebalakks SFS[D(2,1)(2,1)] gLLMQadefffebitabcg reducible gLLMQadefffebitaccg reducible gLLMQadefffebitafcg reducible gLLMQadefffebxxxrgg reducible gLLMQadefffebxxxsog reducible gLLMQadefffebaxxvcg reducible gLLMQadefffebaxxwrg reducible gLLMQadefffebhxxwwg reducible gLLMQadefffebhxxvng reducible gLLMQadefffebhxxggg reducible gLLMQadefffebhxxkcg reducible gLLMQadefffebaxxkng reducible gLLMQadefffebaxxknj SFS[D(3,1)(3,2)] gLLMQadefffebaxxknk SFS[D(3,1)(3,1)] gLLMQadefffebaxxgbg reducible gLLMQadefffebxxxbwg reducible gLLMQadefffebxxxjfg reducible gLLMQadefffebahxknw SFS[D(3,1)(2,1)] gLLMQadefffebaaxknr SFS[D(3,1)(2,1)] gLLMQadefffebxxlsoj SFS[D(4,1)(3,1)] gLLMQadefffebxxlsok SFS[D(4,3)(3,1)] gLLMQadefffebaxlssj SFS[D(3,1)(2,1)] gLLMQadefffebaxlssk SFS[D(3,1)(2,1)] gLLMQadefffebxhlsow SFS[D(4,1)(2,1)] gLLMQadefffebahlssw SFS[D(2,1)(2,1)] gLLMQadefffebxalsor SFS[D(4,1)(2,1)] gLLMQadefffebaalssr SFS[D(2,1)(2,1)] gLLMQadefffebedpvwf reducible gLLMQadefffebedpswf reducible gLLMQadefffebadpwsf reducible gLLMQadefffebadpvsf reducible gLLMQaedfdffbdadjcc reducible gLLMQaedfdffbaadjff reducible gLLMQaedfdffbpadjrr reducible gLLMQaedfdffbdaqbfo reducible gLLMQaedfdffbdaqbcc reducible gLLMQaedfdffbpaqnrr SFS[D(3,1)(3,2)] gLLMQaedfdffbpaqjrr SFS[D(3,1)(3,1)] gLLMQaedfdffbdalbww reducible gLLMQaedfdffbladjrr SFS[D(3,1)(3,1)] gLLMQaedfdffbladnrr SFS[D(3,1)(3,2)] gLLMQaedfdffbdalbvn reducible gLLMQaedfdffbpadjgo SFS[D(3,1)(2,1)] gLLMQaedfdffbpadjgc SFS[D(3,1)(2,1)] gLLMQaedfdffbdalbgg reducible gLLMQaedfdffbdalbkc reducible gLLMQaedfdffbdaqbvv reducible gLLMQaedfdffbdaqbsj reducible gLLMQaedfdffbpaqnnc SFS[D(3,1)(2,1)] gLLMQaedfdffbpaqjnc SFS[D(3,1)(2,1)] gLLMQaedfdffbdaibjj reducible gLLMQaedfdffbiadjss SFS[D(3,1)(3,1)] gLLMQaedfdffbiadnss SFS[D(3,1)(3,2)] gLLMQaedfdffbdaibgr reducible gLLMQaedfdffbdaibff reducible gLLMQaedfdffbdaibbw reducible gLLMQaedfdffbiadnbr SFS[D(3,1)(2,1)] gLLMQaedfdffbiadjbr SFS[D(3,1)(2,1)] gLLMQaedfdffbdadjvv reducible gLLMQaedfdffbpqxwoo SFS[D(3,1)(2,1)] gLLMQaedfdffbdqdwcc reducible gLLMQaedfdffbiqdwss SFS[D(3,1)(2,1)] gLLMQaedfdffbaqdwff reducible gLLMQaedfdffbixdrbr SFS[D(2,1)(2,1)] gLLMQaedfdffbpqdwrr reducible gLLMQaedfdffbpqqwrr SFS[D(3,1)(2,1)] gLLMQaedfdffblxdrrr SFS[D(3,1)(2,1)] gLLMQaedfdffbpqdwgc SFS[D(2,1)(2,1)] gLLMQaedfdffbpqdwgo SFS[D(2,1)(2,1)] gLLMQaedfdffbpqqwnc SFS[D(2,1)(2,1)] gLLMQaedfdffblqdwrr SFS[D(3,1)(2,1)] gLLMQaedfdffbixdrss SFS[D(3,1)(2,1)] gLLMQaedfdffbpqxwkn SFS[D(2,1)(2,1)] gLLMQaedfdffbiqdwbr SFS[D(2,1)(2,1)] gLLMQaedfdffbdqdwvv reducible gLLMQaedfdffbiaibcv reducible gLLMQaedfdffbiaibbb reducible gLLMQaedfdffbiainbb SFS[D(3,1)(3,1)] gLLMQaedfdffbiaijbb SFS[D(3,1)(3,2)] gLLMQaedfdffbiaibfo reducible gLLMQaedfdffbialbvv reducible gLLMQaedfdffbialbso reducible gLLMQaedfdffbialbwb reducible gLLMQaedfdffblainbr toroidal gLLMQaedfdffblaijbr toroidal gLLMQaedfdffbaaibgg reducible gLLMQaedfdffbaaibkn reducible gLLMQaedfdffbiatbff reducible gLLMQaedfdffbiatbbr reducible gLLMQaedfdffbiatjbr SFS[D(7,2)(3,1)] gLLMQaedfdffbiatnbr SFS[D(7,5)(3,1)] gLLMQaedfdffbiambcv reducible gLLMQaedfdffbiambbb reducible gLLMQaedfdffblatjrr toroidal gLLMQaedfdffbiambgg reducible gLLMQaedfdffbiambjs reducible gLLMQaedfdffbialbjf reducible gLLMQaedfdffbialbkk reducible gLLMQaedfdffbialbgr reducible gLLMQaedfdffbiatbvn reducible gLLMQaedfdffbiatbss reducible gLLMQaedfdffbaaibcv reducible gLLMQaedfdffbaaibbb reducible gLLMQaedfdffbaainbb SFS[D(3,1)(3,2)] gLLMQaedfdffbaaijbb SFS[D(3,1)(3,1)] gLLMQaedfdffbiaibgg reducible gLLMQaedfdffbiaibkn reducible gLLMQaedfdffbiaibjs reducible gLLMQaedfdffbixirbb SFS[D(3,1)(2,1)] gLLMQaedfdffblxiobr SFS[D(2,1)(2,1)] gLLMQaedfdffblxirbr toroidal gLLMQaedfdffblxinbr SFS[D(2,1)(2,1)] gLLMQaedfdffbiqtwbr SFS[D(7,2)(2,1)] gLLMQaedfdffbaqtwss SFS[D(3,1)(2,1)] gLLMQaedfdffblttogg SFS[D(2,1)(2,1)] gLLMQaedfdffbiqiwbb SFS[D(3,1)(2,1)] gLLMQaedfdffblqivbr SFS[D(2,1)(2,1)] gLLMQaedfdffblqiwbr toroidal gLLMQaedfdffblqisbr SFS[D(2,1)(2,1)] gLLMQaedfdffbixtrbr SFS[D(7,2)(2,1)] gLLMQaedfdffblqtvrr SFS[D(2,1)(2,1)] gLLMQaedfdffblqtwrr toroidal gLLMQaedfdffblqtsrr SFS[D(2,1)(2,1)] gLLMQaedfdffbaqiwbb SFS[D(3,1)(2,1)] gLLMQaedfdffblmtvgg SFS[D(2,1)(2,1)] gLLMQaedfdffblmivgw SFS[D(2,1)(2,1)] gLLMQaedfdffbqaqbbg reducible gLLMQaedfdffbqaqbcc reducible gLLMQaedfdffbqaqbfo reducible gLLMQaedfdffbiaxnkk reducible gLLMQaedfdffbiaxjkk reducible gLLMQaedfdffblaxnkn SFS[D(7,2)(3,1)] gLLMQaedfdffblaxjkn SFS[D(7,5)(3,1)] gLLMQaedfdffbaaqbff reducible gLLMQaedfdffbaaqbbr reducible gLLMQaedfdffbaaqjbr SFS[D(3,1)(2,1)] gLLMQaedfdffbaaqnbr SFS[D(3,1)(2,1)] gLLMQaedfdffbiaqjbr SFS[D(5,1)(3,1)] gLLMQaedfdffbiaqnbr SFS[D(5,4)(3,1)] gLLMQaedfdffbqaxbsf reducible gLLMQaedfdffbqaxbww reducible gLLMQaedfdffbqaxjww reducible gLLMQaedfdffbiaqbvn reducible gLLMQaedfdffbiaqbss reducible gLLMQaedfdffblaqjrr SFS[D(3,1)(3,2)] gLLMQaedfdffblaqnrr SFS[D(3,1)(3,1)] gLLMQaedfdffbiaqbwg reducible gLLMQaedfdffbiaqbff reducible gLLMQaedfdffbiaqbck reducible gLLMQaedfdffbiaqbbr reducible gLLMQaedfdffbqaxbgg reducible gLLMQaedfdffbqaxbjo reducible gLLMQaedfdffbiaxbjf reducible gLLMQaedfdffbiaxbkk reducible gLLMQaedfdffbiaxbgr reducible gLLMQaedfdffbaaqbss reducible gLLMQaedfdffbaaqjss SFS[D(3,1)(3,1)] gLLMQaedfdffbaaqnss SFS[D(3,1)(3,2)] gLLMQaedfdffbaaqbwg reducible gLLMQaedfdffbqaqbvv reducible gLLMQaedfdffbqaqbwr reducible gLLMQaedfdffbqaqbsj reducible gLLMQaedfdffbqaqjsj SFS[D(5,1)(3,1)] gLLMQaedfdffbqaqnsj SFS[D(5,4)(3,1)] gLLMQaedfdffbiaxbvv reducible gLLMQaedfdffbiaxbso reducible gLLMQaedfdffbiaxbwb reducible gLLMQaedfdffbixxrkk reducible gLLMQaedfdffblxxrkn SFS[D(7,2)(2,1)] gLLMQaedfdffbaqqwbr SFS[D(2,1)(2,1)] gLLMQaedfdffbiqqwbr SFS[D(5,1)(2,1)] gLLMQaedfdffblqqwrr SFS[D(3,1)(2,1)] gLLMQaedfdffbaqqwss SFS[D(3,1)(2,1)] gLLMQaedfdffbqqqwsj SFS[D(5,1)(2,1)] gLLMQaedfdffbiqxwkk reducible gLLMQaedfdffblqxwkn SFS[D(7,2)(2,1)] gLLMQaedfdffbaqxwwb SFS[D(2,1)(2,1)] gLLMQaedfdffbixqrbr SFS[D(5,1)(2,1)] gLLMQaedfdffbqqxwww reducible gLLMQaedfdffblxqrrr SFS[D(3,1)(2,1)] gLLMQaedfdffbaqxwkk SFS[D(3,1)(2,1)] gLLMQaedfdffbqxqrsj SFS[D(5,1)(2,1)] gLLMQaedfdffbialnso SFS[D(5,4)(3,1)] gLLMQaedfdffbialjso SFS[D(5,1)(3,1)] gLLMQaedfdffbiamjbb reducible gLLMQaedfdffbixlrso SFS[D(5,1)(2,1)] gLLMQaedfdffbiqlwso SFS[D(5,1)(2,1)] gLLMQaedfdffbiqmwbb reducible gLLMQaedfdffbaapjvv reducible gLLMQaedfdffbaaajbb reducible gLLMQaedfdffbaaljso SFS[D(3,1)(2,1)] gLLMQaedfdffbaalnso SFS[D(3,1)(2,1)] gLLMQaedfdffbaaajkg SFS[D(3,1)(2,1)] gLLMQaedfdffbaaajjg SFS[D(3,1)(2,1)] gLLMQaedfdffbaalnkk SFS[D(3,1)(3,2)] gLLMQaedfdffbaaljkk SFS[D(3,1)(3,1)] gLLMQaedfdffbaapjkk reducible gLLMQaedfdffbaqpwvv reducible gLLMQaedfdffbaqlwso SFS[D(2,1)(2,1)] gLLMQaedfdffbaqawbb reducible gLLMQaedfdffbaqmwbb SFS[D(3,1)(2,1)] gLLMQaedfdffbaqmwjs SFS[D(2,1)(2,1)] gLLMQaedfdffbaqawjg SFS[D(2,1)(2,1)] gLLMQaedfdffbaqawkg SFS[D(2,1)(2,1)] gLLMQaedfdffbaqlwkk SFS[D(3,1)(2,1)] gLLMQaedfdffbaqpwkk reducible gLLMQaedfdffjmxmobb SFS[D(4,1)(2,1)] gLLMQaedfdffjiqivbb SFS[D(5,2)(2,1)] gLLMQadefffejalmkov SFS[D(2,1)(2,1)] gLLMQadefffejalmkkv SFS[D(2,1)(2,1)] gLLMQadefffejalmkwv toroidal gLLMQadefffenalmkwv SFS[D(5,2)(2,1)] gLLMQbecdfffdasgqwn SFS[D(5,2)(2,1)] gLLMQbecdfffdawgqwn SFS[D(4,1)(2,1)] gLLMQbecdfffdpwgpkk SFS[D(2,1)(2,1)] gLLMQbecdfffdawgpff SFS[D(2,1)(2,1)] gLLMQbecdfffdusgprr SFS[D(5,2)(2,1)] gLLMQbecdfffduwgprr toroidal gLLMQadefffejuuacfg SFS[D(3,1)(2,1)] gLLMQadefffenuuacfg SFS[D(3,1)(2,1)] gLLMQadefffejuuaffg SFS[D(3,1)(2,1)] gLLMQadefffenuuaffg SFS[D(3,1)(2,1)] gLLMQadefffejuuabfg toroidal gLLMQadefffenuuabfg toroidal gLLMQbecfdffeavacvb SFS[D(2,1)(2,1)] gLLMQaedfdffjqxqosj SFS[D(4,1)(2,1)] gLLMQaedfdffjxqxvkn SFS[D(5,2)(2,1)] gLLMQaedfdffjaxqoss SFS[D(4,1)(2,1)] gLLMQaedfdffjaqxvkk SFS[D(5,2)(2,1)] gLLMQbecdfffhhsgqwr SFS[D(5,2)(2,1)] gLLMQbecdfffhhwgqwr SFS[D(4,1)(2,1)] gLLMQbecdfffaasgqwr SFS[D(5,2)(2,1)] gLLMQbecdfffaavkqvc SFS[D(4,1)(2,1)] gLLMQbecfdffhhvackn reducible gLLMQbecfdffhhvacvc reducible gLLMQbecdffflpvgpkn reducible gLLMQbecdfffaivgikn reducible gLLMQbecdffflivgikn reducible gLLMQaedfdffjaqmvbb SFS[D(2,1)(2,1)] gLLMQadefffenallkjv SFS[D(2,1)(2,1)] gLLMQbecdfffaasgqsc SFS[D(3,1)(2,1)] gLLMQbecdfffaavkqsr SFS[D(3,1)(2,1)] gLLMQbecdffflivgpkk reducible gLLMQbecdffflisgpkk SFS[D(3,1)(2,1)] gLLMQbecdfffliwgpkk SFS[D(3,1)(2,1)] gLLMQadefffenmuacsg SFS[D(2,1)(2,1)] gLLMQbecfdffaavawsr SFS[D(2,1)(2,1)] gLLMQbecdfffdavjqwf SFS[D(4,1)(2,1)] gLLMQbecdfffdavkqwf SFS[D(5,2)(2,1)] gLLMQbecfdffdavajwf SFS[D(4,1)(2,1)] gLLMQbecfdffdavawwf SFS[D(5,2)(2,1)] gLLMQaedfdffjaqavbb SFS[D(2,1)(2,1)] gLLMQaedfdffjaxtoss SFS[D(5,2)(2,1)] gLLMQaedfdffjaqivbb toroidal gLLMQaedfdffjaxaogn SFS[D(3,1)(2,1)] gLLMQaedfdffjaqavgs SFS[D(3,1)(2,1)] gLLMQaedfdffjaxaogg SFS[D(3,1)(2,1)] gLLMQaedfdffjaqavgg SFS[D(3,1)(2,1)] gLLMQaedfdffjaxaojs SFS[D(4,1)(2,1)] gLLMQaedfdffjaqavkn SFS[D(5,2)(2,1)] gLLMQaedfdffjaxaogs toroidal gLLMQaedfdffjaqavgn toroidal gLLMQaedfdffjaxaoks SFS[D(5,2)(2,1)] gLLMQaedfdffjaqavjn SFS[D(4,1)(2,1)] gLLMQadefffenalabcv SFS[D(2,1)(2,1)] gLLMQadefffejplawwv SFS[D(4,1)(2,1)] gLLMQadefffenplawwv SFS[D(5,2)(2,1)] gLLMQadefffejplarrv SFS[D(2,1)(2,1)] gLLMQadefffejalakwv SFS[D(5,2)(2,1)] gLLMQadefffenalakwv SFS[D(4,1)(2,1)] gLLMQadefffenpuarvg SFS[D(5,2)(2,1)] gLLMQadefffejpuarvg SFS[D(4,1)(2,1)] gLLMQadefffenauacsg SFS[D(2,1)(2,1)] gLLMQadefffeniuacsg toroidal gLLMQadefffejiuacsg SFS[D(5,2)(2,1)] gLLMQadefffeniuacrg SFS[D(5,2)(2,1)] gLLMQadefffejiuacrg SFS[D(4,1)(2,1)] gLLMQadefffenauakog SFS[D(4,1)(2,1)] gLLMQadefffejauakog SFS[D(5,2)(2,1)] gLLMQadefffejaltwwv SFS[D(4,1)(2,1)] gLLMQadefffenaltwwv SFS[D(5,2)(2,1)] gLLMQadefffejaltswv SFS[D(5,2)(2,1)] gLLMQadefffenaltswv toroidal gLLMQbecdfffaasgqss SFS[D(3,1)(2,1)] gLLMQbecdfffaavkqss SFS[D(3,1)(2,1)] gLLMQbecdfffaasgqsr toroidal gLLMQbecdfffaavkqsc toroidal gLLMQbecdfffamsgqjj SFS[D(2,1)(2,1)] gLLMQbecdfffaasgqjj SFS[D(2,1)(2,1)] gLLMQbecdfffahsgqww SFS[D(5,2)(2,1)] gLLMQbecdfffahwgqww SFS[D(4,1)(2,1)] gLLMQbecdfffaisgqjj toroidal gLLMQbecdfffaiwgqjj SFS[D(5,2)(2,1)] gLLMQbecdfffaasgqvr SFS[D(4,1)(2,1)] gLLMQbecdfffaavkqwc SFS[D(5,2)(2,1)] gLLMQbecdfffaasgpko SFS[D(5,2)(2,1)] gLLMQbecdfffaavkisc SFS[D(4,1)(2,1)] gLLMQbecdfffaavkikj SFS[D(2,1)(2,1)] gLLMQadefffejauikkg SFS[D(3,1)(2,1)] gLLMQadefffenauikkg SFS[D(3,1)(2,1)] gLLMQbecfdffahvacvn reducible gLLMQbecfdffaavawss SFS[D(2,1)(2,1)] gLLMQbecfdffaasacvs SFS[D(5,2)(2,1)] gLLMQbecfdffaavawsc toroidal gLLMQbecfdffaisacjj SFS[D(2,1)(2,1)] gLLMQbecfdffaasacjj SFS[D(2,1)(2,1)] gLLMQbecfdffamsacjj toroidal gLLMQbecfdffamwacjj SFS[D(5,2)(2,1)] gLLMQbecfdffaesacww SFS[D(5,2)(2,1)] gLLMQbecfdffaewacww SFS[D(4,1)(2,1)] gLLMQbecfdffahvackc reducible gLLMQbecfdffaasacvr SFS[D(4,1)(2,1)] gLLMQbecfdffaavawwc SFS[D(5,2)(2,1)] gLLMQbecdfffdlvkigg SFS[D(5,2)(2,1)] gLLMQbecdfffdlvjigg SFS[D(4,1)(2,1)] gLLMQbecdfffaivgpkk reducible gLLMQbecdfffaiwgpkk SFS[D(3,1)(2,1)] gLLMQbecdfffaisgpkk SFS[D(3,1)(2,1)] gLLMQbecdffflavkiss SFS[D(4,1)(2,1)] gLLMQbecdffflavjiss SFS[D(5,2)(2,1)] gLLMQbecdffflpvginn reducible gLLMQbecdffflpvkinn toroidal gLLMQbecdffflpvjinn toroidal gLLMQbecdfffluvkigg SFS[D(5,2)(2,1)] gLLMQbecdfffluvjigg SFS[D(4,1)(2,1)] gLLMQaedfdffjxxxokn SFS[D(3,1)(2,1)] gLLMQbecdfffhhvkqwr SFS[D(3,1)(2,1)] gLLMQbecfdffhavacvn reducible gLLMQbecfdffhhvacgb reducible gLLMQbecfdffhqvacso reducible gLLMQbecfdffhhvacwr reducible gLLMQbecfdffhhsacwr SFS[D(3,1)(3,1)] gLLMQbecfdffhhvawwr SFS[D(3,1)(3,2)] gLLMQbecfdffhavackc reducible gLLMQbecfdffhqvacjf reducible gLLMQbecfdffeavxccb SFS[D(2,1)(2,1)] gLLMQadefffenxhxnnv SFS[D(4,1)(2,1)] gLLMQadefffejxhxnnv SFS[D(5,2)(2,1)] gLLMQadefffenahxknv SFS[D(4,1)(2,1)] gLLMQadefffejahxknv SFS[D(5,2)(2,1)] gLLMQadefffejxhaknv SFS[D(5,2)(2,1)] gLLMQadefffenxhaknv SFS[D(4,1)(2,1)] gLLMQbecfdffhqvxckn reducible gLLMQbecfdffhqvxccv reducible gLLMQadefffenhhacnv SFS[D(2,1)(2,1)] gLLMQadefffenahqcnv SFS[D(2,1)(2,1)] gLLMQbecfdffahvxckv reducible gLLMQbecfdffahsxckv SFS[D(3,1)(2,1)] gLLMQbecfdffahvxwkv SFS[D(3,1)(2,1)] gLLMQbecfdffahvxccn reducible gLLMQadefffenhhqccv reducible gLLMQbecfdffhhvxcbr reducible gLLMQbecfdffhavxckv reducible gLLMQbecfdffhasxckv reducible gLLMQbecfdffhavxccn reducible gLLMQbecfdffhhvxcgw reducible gLLMQbecdfffmasgijr SFS[D(4,1)(2,1)] gLLMQbecdfffmawgijr SFS[D(5,2)(2,1)] gLvQQadfedefjaqxnrw s297(0,0) gLvQQadfedefjaqxjrw s313(0,0) gLvQQadfedefjaqxnrj s481(0,0) gLvQQadfedefjaqxjrj m249(0,0) gLvQQadfedefjaqxnkw m149(0,0) gLvQQadfedefjaqxjkw s495(0,0) gLvQQadfedefjaqxnkj m160(0,0) gLvQQadfedefjaqxjkj m247(0,0) gLvQQadfedefjqaxsrj s904(0,0) gLvQQadfedefjxaqrsk s936(0,0) gLvQQadfedefjqaxwrj s872(0,0) gLvQQadfedefjqxxsrn s934(0,0) gLvQQadfedefjqaxsrk s922(0,0) gLvQQadfedefjqxawjn s946(0,0) gLvQQadfedefjqaxwrk s858(0,0) gLvQQadfedefjqxawjr s909(0,0) gLvQQadfedefjqaxskj s894(0,0) gLvQQadfedefjqqxsrw s935(0,0) gLvQQadfedefjqaxskk s926(0,0) gLvQQadfedefjqqxsrj s950(0,0) gLvQQadfedefjqaxwkj s846(0,0) gLvQQadfedefjqqxskw s925(0,0) gLvQQadfedefjqaxwkk s839(0,0) gLvQQadfedefjqqxskj s902(0,0) gLvQQadfedefjaqqnwj s650(0,0) gLvQQadfedefjaxxjkr m345(0,0) gLvQQadfedefjaqqnww s698(0,0) gLvQQadfedefjaxxjrr m389(0,0) gLvQQadfedefjaqqnsj s345(0,0) gLvQQadfedefjaxxjkn m221(0,0) gLvQQadfedefjaqqnsw s448(0,0) gLvQQadfedefjaaqjwk s893(0,0) gLvQQadfedefjaqankw s821(0,0) gLvQQadfedefjaaqjwj s835(0,0) gLvQQadfedefjaqanjw s753(0,0) gLvQQadfedefjaaqnwj s599(0,0) gLvQQadfedefjaaxjrk s615(0,0) gLvQQadfedefjaaqnwk s723(0,0) gLvQQadfedefjaaxjrj s652(0,0) gLvQQadfedefjaaqnsj s450(0,0) gLvQQadfedefjaaxjkk s709(0,0) gLvQQadfedefjaaqnsk s502(0,0) gLvQQadfedefjaaxjkj s686(0,0) gLvQQadfedefjqqawkw s929(0,0) gLvQQadfedefjqqaskw s947(0,0) gLvQQadfedefjxaxrrj s911(0,0) gLvQQadfedefjqqasjw s953(0,0) gLvQQadfedefjqqawjw s933(0,0) gLvQQadfedefjaqanjj s826(0,0) gLvQQadfedefjaaqjsj s798(0,0) gLvQQadfedefjaqankj s845(0,0) gLvQQadfedefjaaqjsk s863(0,0) gLvQQadfedefjqqasjj s955(0,0) gLvQQadfedefjaqqjww s889(0,0) gLvQQadfedefjaqqjsw s840(0,0) gLvQQadfedefjaaanjk s763(0,0) gLvQQadfedefjaaajjk s813(0,0) gLvQQadfedefjaaajjj s772(0,0) gLvQQadfedefjaaajkk s881(0,0) gLvQQadfedefjaqqjsj s646(0,0) gLvQQadefdefbailjfc reducible gLvQQadefdefbailbfj reducible gLvQQadefdefbailjfj SFS[D(3,1)(3,2)] gLvQQadefdefbailjfw SFS[D(3,1)(3,1)] gLvQQadefdefbailbkj reducible gLvQQadefdefbailbkw reducible gLvQQadefdefbadejgg reducible gLvQQadefdefbadebgk reducible gLvQQadefdefbadebgj reducible gLvQQadefdefbadebjk reducible gLvQQadefdefbadebjj reducible gLvQQadefdefbadebkj reducible gLvQQadefdefbaqxbfw reducible gLvQQadefdefbaqxbfj reducible gLvQQadefdefbaqxbrw reducible gLvQQadefdefbaqxbkw reducible gLvQQadefdefbaqxbkj reducible gLvQQadefdefbmdtvko reducible gLvQQadefdefbmdtvkr SFS[D(3,1)(2,1)] gLvQQadefdefbmdtvkn SFS[D(3,1)(2,1)] gLvQQadefdefbqdewgg reducible gLvQQadefdefbmdevkj SFS[D(2,1)(2,1)] gLvQQadefdefbaqqbfn reducible gLvQQadefdefbaqqbkr reducible gLvQQadefdefbaqqbrr reducible gLvQQadefdefbaqqbkn reducible gLvQQadefdefbddubgg reducible gLvQQadefdefbdpebgg reducible gLvQQadefdefbadtbko reducible gLvQQadefdefbaelnsc SFS[D(3,1)(2,1)] gLvQQadefdefbaeljsc SFS[D(3,1)(2,1)] gLvQQadefdefbadtbgr reducible gLvQQadefdefbadtbkr reducible gLvQQadefdefbadtbjr reducible gLvQQadefdefbadtbkn reducible gLvQQadefdefbadtbjn reducible gLvQQadefdefbadpbgw reducible gLvQQadefdefbadpbjw reducible gLvQQadefdefbadpbjj reducible gLvQQadefdefbadpbkj reducible gLvQQadefdefbahqbko reducible gLvQQadefdefbahqbgr reducible gLvQQadefdefbahqngr SFS[D(3,1)(2,1)] gLvQQadefdefbahqjgr SFS[D(3,1)(2,1)] gLvQQadefdefbahqbkr reducible gLvQQadefdefbahqbjr reducible gLvQQadefdefbahqbkn reducible gLvQQadefdefbahqbjn reducible gLvQQadefdefbddhbgg reducible gLvQQadefdefbqhxwgw SFS[D(2,1)(2,1)] gLvQQadefdefbmdpvkj SFS[D(2,1)(2,1)] gLvQQadefdefbdhebgg reducible gLvQQadefdefbqhqwgr SFS[D(2,1)(2,1)] gLvQQadefdefbdhubgg reducible gLvQQadefdefbahhbgj reducible gLvQQadefdefbahhjgj SFS[D(3,1)(3,1)] gLvQQadefdefbahhjgk SFS[D(3,1)(3,2)] gLvQQadefdefbahhbjk reducible gLvQQadefdefbahhbjj reducible gLvQQaedfdefbeixbfw reducible gLvQQaedfdefbeixbfj reducible gLvQQaedfdefbeixjfw SFS[D(3,1)(3,1)] gLvQQaedfdefbeixjfj SFS[D(3,1)(3,2)] gLvQQaedfdefbeixnfj SFS[D(3,1)(3,1)] gLvQQadfedefbdtibgg reducible gLvQQaedfdefbeiqbfn reducible gLvQQaedfdefbeiqjfn SFS[D(3,1)(2,1)] gLvQQaedfdefbeiqnfn SFS[D(3,1)(2,1)] gLvQQadfedefbdaibgg reducible gLvQQaedfdefbeihbfk reducible gLvQQaedfdefbeihjfk SFS[D(3,1)(2,1)] gLvQQaedfdefbeihnfk SFS[D(3,1)(2,1)] gLvQQaedfdefbepqrfn SFS[D(2,1)(2,1)] gLvQQaedfdefbiqpbvc reducible gLvQQadfedefbaelbko reducible gLvQQadfedefbqilwfc reducible gLvQQaedfdefbiqhbvg reducible gLvQQaedfdefbetqwfn SFS[D(2,1)(2,1)] gLvQQadfedefbdlmbgg reducible gLvQQadfedefbdlabgg reducible gLvQQaedfdefbephokj SFS[D(2,1)(2,1)] gLvQQadfedefbdambgg reducible gLvQQadfedefbailbfw reducible gLvQQadfedefbailbfj reducible gLvQQadfedefbailjfc reducible gLvQQadfedefbaelbfn reducible gLvQQadfedefbaimbgw reducible gLvQQadfedefbaedbso reducible gLvQQaefddefbaulbfw reducible gLvQQaefddefbaulbfj reducible gLvQQaefddefbaulnfw SFS[D(3,1)(3,2)] gLvQQaefddefbauljfw SFS[D(3,1)(3,1)] gLvQQaefddefbauljfj SFS[D(3,1)(3,2)] gLvQQadefdefjqeevvg reducible gLvQQadefdefjqeesvg SFS[D(3,1)(2,1)] gLvQQadefdefjqeewvg SFS[D(3,1)(2,1)] gLvQQaefddefbaluwfk SFS[D(2,1)(2,1)] gLvQQaefddefballbfk reducible gLvQQaefddefballnfk SFS[D(3,1)(2,1)] gLvQQaefddefballjfk SFS[D(3,1)(2,1)] gLvQQadefdefjaeenvg SFS[D(2,1)(2,1)] gLvQQadefdefjxeenvg SFS[D(2,1)(2,1)] gLvQQaefddefbiaxbvg reducible gLvQQaefddefbiaevvg reducible gLvQQadfedefbaqxjfc reducible gLvQQadfedefbaqxbfw reducible gLvQQadfedefbaqxjrc SFS[D(3,1)(3,2)] gLvQQadfedefbaqxjfw SFS[D(3,1)(3,1)] gLvQQadfedefbaqxbfj reducible gLvQQadfedefbaqxjkc SFS[D(3,1)(3,1)] gLvQQadfedefbaqxjfj SFS[D(3,1)(3,2)] gLvQQadfedefbaqxbrw reducible gLvQQadfedefbaqxjrw reducible gLvQQadfedefbaqxbkw reducible gLvQQadfedefbaqxjkw SFS[D(3,1)(3,2)] gLvQQadfedefbaqxjrj SFS[D(3,1)(3,1)] gLvQQadfedefbaqxbkj reducible gLvQQadfedefbaqxjkj toroidal gLvQQadfedefbaedbsn reducible gLvQQadfedefbaedbsr reducible gLvQQadfedefbailbrw reducible gLvQQadfedefbailbkw reducible gLvQQadfedefbailbkj reducible gLvQQadfedefbqqxwfc reducible gLvQQadfedefbqqxwfw SFS[D(3,1)(2,1)] gLvQQadfedefbqqxwfj SFS[D(3,1)(2,1)] gLvQQadfedefbqqxwrc SFS[D(3,1)(2,1)] gLvQQadfedefbqqxwrw reducible gLvQQadfedefbqqxwrj SFS[D(3,1)(2,1)] gLvQQadfedefbqqxwkc SFS[D(3,1)(2,1)] gLvQQadfedefbqqxwkw SFS[D(3,1)(2,1)] gLvQQadfedefbqaxwfk SFS[D(2,1)(2,1)] gLvQQadfedefbqqxwkj toroidal gLvQQadfedefbqqxskj SFS[D(2,1)(2,1)] gLvQQadfedefbaqqbsc reducible gLvQQadfedefbaqqjsc SFS[D(3,1)(2,1)] gLvQQadfedefbaqqnsc SFS[D(3,1)(2,1)] gLvQQadfedefbaqqbsw reducible gLvQQadfedefbaqqjsw SFS[D(7,3)(3,1)] gLvQQadfedefbaqqnsw SFS[D(7,4)(3,1)] gLvQQadfedefbaqqbww reducible gLvQQadfedefbaqqjww SFS[D(8,3)(3,1)] gLvQQadfedefbaqqnww SFS[D(8,3)(3,1)] gLvQQadfedefbaqqjvj reducible gLvQQadfedefbaqqnvj reducible gLvQQadfedefbaqqbsj reducible gLvQQadfedefbaqqjsj toroidal gLvQQadfedefbaqqnsj toroidal gLvQQadfedefbaqqjwj toroidal gLvQQadfedefbaqqnwj toroidal gLvQQadfedefbqaavkj SFS[D(2,1)(2,1)] gLvQQadfedefbqqqwsw SFS[D(7,3)(2,1)] gLvQQadfedefbqqqwww SFS[D(8,3)(2,1)] gLvQQadfedefbaaqnvj reducible gLvQQadfedefbaaqjvj reducible gLvQQadfedefbqqqwsj toroidal gLvQQadfedefbqqqssj SFS[D(3,1)(2,1)] gLvQQadfedefbqqqwwj toroidal gLvQQadfedefbqqqswj SFS[D(3,1)(2,1)] gLvQQadfedefbqxxwrn SFS[D(7,3)(2,1)] gLvQQadfedefbqxxwrr SFS[D(8,3)(2,1)] gLvQQadfedefbqxasko reducible gLvQQadfedefbqxawko reducible gLvQQadfedefbqxxwkn toroidal gLvQQadfedefbqxxskn SFS[D(3,1)(2,1)] gLvQQadfedefbqxxwkr toroidal gLvQQadfedefbqxxskr SFS[D(3,1)(2,1)] gLvQQadfedefbaaqbvj reducible gLvQQadfedefbaaxnfk SFS[D(3,1)(2,1)] gLvQQadfedefbaaxjfk SFS[D(3,1)(2,1)] gLvQQadfedefbaaqbwg reducible gLvQQadfedefbaaxnrg SFS[D(3,1)(2,1)] gLvQQadfedefbaaxjrg SFS[D(3,1)(2,1)] gLvQQadfedefbaaqbwj reducible gLvQQadfedefbaaxnrk SFS[D(5,1)(3,1)] gLvQQadfedefbaaxjrk SFS[D(5,4)(3,1)] gLvQQadfedefbaaqbwk reducible gLvQQadfedefbaaxnrj SFS[D(7,2)(3,1)] gLvQQadfedefbaaxjrj SFS[D(7,5)(3,1)] gLvQQadfedefbaaqbsj reducible gLvQQadfedefbaaxnkk SFS[D(7,2)(3,1)] gLvQQadfedefbaaxjkk SFS[D(7,5)(3,1)] gLvQQadfedefbaaqbsk reducible gLvQQadfedefbaaxnkj toroidal gLvQQadfedefbaaxjkj toroidal gLvQQadfedefbaelbkn reducible gLvQQadfedefbaelbrn reducible gLvQQadfedefbaelbkr reducible gLvQQadfedefbaelbrr reducible gLvQQadfedefbaimbjw reducible gLvQQadfedefbaimbjj reducible gLvQQadfedefbaimbkj reducible gLvQQadfedefbqqavkj SFS[D(2,1)(2,1)] gLvQQadfedefbqqawgw SFS[D(2,1)(2,1)] gLvQQadfedefbqqawjw SFS[D(5,1)(2,1)] gLvQQadfedefbqqawkw SFS[D(7,2)(2,1)] gLvQQadfedefbqqawjj SFS[D(7,2)(2,1)] gLvQQadfedefbqqawkj toroidal gLvQQadfedefbqqaskj SFS[D(2,1)(2,1)] gLvQQadfedefbqaxwrg SFS[D(2,1)(2,1)] gLvQQadfedefbqaxwrk SFS[D(5,1)(2,1)] gLvQQadfedefbqaxwrj SFS[D(7,2)(2,1)] gLvQQadfedefbqaxwkk SFS[D(7,2)(2,1)] gLvQQadfedefbqaxvkj SFS[D(2,1)(2,1)] gLvQQadfedefbqaxwkj toroidal gLvQQadfedefbqaxskj SFS[D(2,1)(2,1)] gLvQQadfedefbaaqjsk SFS[D(8,3)(3,1)] gLvQQadfedefbaaqnsk SFS[D(8,3)(3,1)] gLvQQadfedefbaaqjwk SFS[D(7,4)(3,1)] gLvQQadfedefbaaqnwk SFS[D(7,3)(3,1)] gLvQQadfedefbaaqjsj toroidal gLvQQadfedefbaaqnsj toroidal gLvQQadfedefbaaqjwj toroidal gLvQQadfedefbaaqnwj toroidal gLvQQadfedefbqaqwwg SFS[D(2,1)(2,1)] gLvQQadfedefbqaqwsk SFS[D(8,3)(2,1)] gLvQQadfedefbqaqwwk SFS[D(7,3)(2,1)] gLvQQadfedefbqaqwsj toroidal gLvQQadfedefbqaqssj SFS[D(3,1)(2,1)] gLvQQadfedefbqaqwwj toroidal gLvQQadfedefbqaqswj SFS[D(3,1)(2,1)] gLvQQadfedefbqxawjn SFS[D(8,3)(2,1)] gLvQQadfedefbqxawjr SFS[D(7,3)(2,1)] gLvQQadfedefbqxawkn toroidal gLvQQadfedefbqxaskn SFS[D(3,1)(2,1)] gLvQQadfedefbqxawkr toroidal gLvQQadfedefbqxaskr SFS[D(3,1)(2,1)] gLvQQadfedefbaaabgj reducible gLvQQadfedefbaaajjg SFS[D(3,1)(3,1)] gLvQQadfedefbaaajgk SFS[D(3,1)(3,2)] gLvQQadfedefbaaajgj SFS[D(3,1)(3,1)] gLvQQadfedefbaaabjk reducible gLvQQadfedefbaaajjk reducible gLvQQadfedefbaaabjj reducible gLvQQadfedefbaaajkk SFS[D(3,1)(3,1)] gLvQQadfedefbaaajjj SFS[D(3,1)(3,2)] gLvQQadfedefbaaajkj toroidal gLvQQadfedefbaaqjwg SFS[D(3,1)(2,1)] gLvQQadfedefbqaawjk reducible gLvQQadfedefbqaawjj SFS[D(3,1)(2,1)] gLvQQadfedefbaaqnwg SFS[D(3,1)(2,1)] gLvQQadfedefbqaawkk SFS[D(3,1)(2,1)] gLvQQadfedefbqaawkj toroidal gLvQQadfedefbqaaskj SFS[D(2,1)(2,1)] gLvQQadfedefbaxqjso reducible gLvQQadfedefbaxqjvn reducible gLvQQadfedefbaxqjwo reducible gLvQQadfedefbaxqjvr reducible gLvQQadfedefbaxqjsn toroidal gLvQQadfedefbaxqjwn toroidal gLvQQadfedefbaxqjsr toroidal gLvQQadfedefbaxqjwr toroidal gLvQQadfedefbqxqswo reducible gLvQQadfedefbqxqsso reducible gLvQQadfedefbqxqwsn toroidal gLvQQadfedefbqxqssn SFS[D(3,1)(3,2)] gLvQQadfedefbqxqwsr toroidal gLvQQadfedefbqxqssr SFS[D(3,1)(3,1)] gLvQQadfedefbqxqwwn toroidal gLvQQadfedefbqxqswn SFS[D(3,1)(3,1)] gLvQQadfedefbqxqwwr toroidal gLvQQadfedefbqxqswr SFS[D(3,1)(3,2)] gLLPQccdfeefaobdlnj reducible gLLPQccdfeefpvomlrj toroidal gLLPQccdfeefpvodlnj toroidal gLLPQccdfeefaobdlrj reducible gLLPQccdfeefpvomlnj toroidal gLLPQccdfeefpvodlrj toroidal gLLPQccdfeefaobldsn reducible gLLPQccdfeefpvoldsn toroidal gLLPQccdfeefpvolmjr toroidal gLLPQccdfeefaobldsr reducible gLLPQccdfeefpvoldsr toroidal gLLPQccdfeefpvolmjn toroidal gLLPQccdfeefaobemjw reducible gLLPQccdfeefpvoidsr toroidal gLLPQccdfeefpvoemjw toroidal gLLPQccdfeefaobedsw reducible gLLPQccdfeefpvoedsw toroidal gLLPQccdfeefpvoimjr toroidal gLLPQccdfeefaobddsj reducible gLLPQccdfeefpvommjj toroidal gLLPQccdfeefpvoddsj toroidal gLLPQccdfeefaobddwj SFS[D(2,1)(2,1)] gLLPQccdfeefpvommnj toroidal gLLPQccdfeefpvoddwj toroidal gLLPQccdfeefaobddsw reducible gLLPQccdfeefpvoddsw toroidal gLLPQccdfeefpvommjk toroidal gLLPQccdfeefaobdmjj reducible gLLPQccdfeefpvomdsj toroidal gLLPQccdfeefpvodmjj toroidal gLLPQccdfeefaobdmnj SFS[D(2,1)(2,1)] gLLPQccdfeefpvomdwj toroidal gLLPQccdfeefpvodmnj toroidal gLLPQccdfeefaobdmjw reducible gLLPQccdfeefpvomdsk toroidal gLLPQccdfeefpvodmjw toroidal gLLPQccdfeefajjhdnr toroidal gLLPQccdfeefajjhdnn toroidal gLLPQccdfeefaofhdnr reducible gLLPQccdfeefaofhdnn reducible gLLPQccdfeefajjalsw SFS[D(5,2)(5,2)] gLLPQccdfeefajjadnw SFS[D(5,3)(5,2)] gLLPQccdfeefaobalnj reducible gLLPQccdfeefpvoalrw SFS[D(3,1)(3,2)] gLLPQccdfeefpvoalnj SFS[D(3,1)(3,1)] gLLPQccdfeefaobalnw reducible gLLPQccdfeefpvoalnw SFS[D(3,1)(3,1)] gLLPQccdfeefpvoalrj SFS[D(3,1)(3,2)] gLLPQccdfeefaobadsj reducible gLLPQccdfeefpvoamjw SFS[D(3,1)(2,1)] gLLPQccdfeefpvoadsj SFS[D(3,1)(2,1)] gLLPQccdfeefaobadsw reducible gLLPQccdfeefpvoadsw SFS[D(3,1)(2,1)] gLLPQccdfeefpvoamjj SFS[D(3,1)(2,1)] gLLPQccdfeefajjhtsn SFS[D(3,1)(2,1)] gLLPQccdfeefajjhtsr SFS[D(3,1)(2,1)] gLLPQccdfeefaofhtsn reducible gLLPQccdfeefaofhtsr reducible gLLPQccdfeefajjatsj SFS[D(2,1)(2,1)] gLLPQccdfeefaofatsj reducible gLLPQccdfeefajjatwj SFS[D(2,1)(2,1)] gLLPQccdfeefaofatwj reducible gLLPQccdfeefaobelnj reducible gLLPQccdfeefpvoilrn toroidal gLLPQccdfeefpvoelnj toroidal gLLPQccdfeefaobelrj reducible gLLPQccdfeefpvoilnn toroidal gLLPQccdfeefpvoelrj toroidal gLLPQccdfeefaobedsj reducible gLLPQccdfeefpvoimjn toroidal gLLPQccdfeefpvoedsj toroidal gLLPQccdfeefpvoimnn SFS[D(7,3)(5,2)] gLLPQccdfeefpvoedwj SFS[D(8,3)(5,2)] gLLPQccdfeefaobemjj reducible gLLPQccdfeefpvoidsn toroidal gLLPQccdfeefpvoemjj toroidal gLLPQccdfeefpvoidwn SFS[D(8,5)(5,2)] gLLPQccdfeefpvoemnj SFS[D(7,4)(5,2)] gLLPQccdfeefqjshqjr s952(0,0) gLLPQccdfeefqjshqjn s927(0,0) gLLPQccdfeefaofadnj reducible gLLPQccdfeefaofadrj reducible gLLPQccdfeefaofalwj reducible gLLPQccdfeefaofalsj reducible gLLPQccdfeefajjahnj toroidal gLLPQccdfeefajjahrj toroidal gLLPQccdfeefajjadnj toroidal gLLPQccdfeefajjadrj toroidal gLLPQccdfeefajjalwj toroidal gLLPQccdfeefajjalsj toroidal gLLPQccdfeefajjhasn toroidal gLLPQccdfeefajjhasr toroidal gLLPQccdfeefqjsahnj s702(0,0) gLLPQccdfeefqjsahrj s554(0,0) gLLPQccdfeefqjsqqjj s956(0,0) gLLPQccdfeefqjsqqjk s954(0,0) gLLPQccdfeefajjaasj toroidal gLLPQccdfeefajjaawj toroidal gLLPQccdfeefajjaasw toroidal gLLPQccdfeefqjsaasj s773(0,0) gLLPQccdfeefqjsaasw s832(0,0) gLLPQccdfeefqjsaqjj s594(0,0) gLLPQccdfeefqjsaqjw s755(0,0) gLLPQccdfeefajjaqjj toroidal gLLPQccdfeefajjaqnj toroidal gLLPQccdfeefajjaqjw toroidal gLLPQccdfeefqjsaqnj s793(0,0) gLLPQccdfeefqjshhnr s704(0,0) gLLPQccdfeefqjshhnn m390(0,0) gLLPQccdfeefajjhhnr toroidal gLLPQccdfeefajjhhnn toroidal gLLPQccdfeefqjshhrr s890(0,0) gLLPQccdfeefaobllnr reducible gLLPQccdfeefpvollrn toroidal gLLPQccdfeefpvollnr toroidal gLLPQccdfeefaobllnn reducible gLLPQccdfeefpvollnn toroidal gLLPQccdfeefpvollrr toroidal gLLPQccdfeefaobelnw reducible gLLPQccdfeefpvoilrr toroidal gLLPQccdfeefpvoelnw toroidal gLLPQccdfeefaobelrw reducible gLLPQccdfeefpvoilnr toroidal gLLPQccdfeefpvoelrw toroidal gLLPQccdfeefqjshqnr s951(0,0) gLLPQccdfeefqjshqnn s931(0,0) gLLPQccdfeefajjahnw toroidal gLLPQccdfeefajjahrw toroidal gLLPQccdfeefajjadrw SFS[D(5,3)(4,1)] gLLPQccdfeefajjalww SFS[D(5,2)(4,1)] gLLPQccdfeefajjhawn toroidal gLLPQccdfeefajjhawr toroidal gLLPQccdfeefqjsahnw s886(0,0) gLLPQccdfeefqjsahrw s871(0,0) gLLPQccdfeefqjsqqnk s932(0,0) gLLPQccdfeefajjaaww SFS[D(5,2)(5,2)] gLLPQccdfeefqjsaaww s764(0,0) gLLPQccdfeefqjsaqnw s663(0,0) gLLPQccdfeefajjaqnw SFS[D(5,3)(5,2)] gLLPQccdfeefaobdlnw reducible gLLPQccdfeefpvomlrk toroidal gLLPQccdfeefpvodlnw toroidal gLLPQccdfeefaobdlrw reducible gLLPQccdfeefpvomlnk toroidal gLLPQccdfeefpvodlrw toroidal gLLPQccdfeefaobldwn SFS[D(3,1)(2,1)] gLLPQccdfeefpvoldwn toroidal gLLPQccdfeefpvolmnr toroidal gLLPQccdfeefaobldwr SFS[D(3,1)(2,1)] gLLPQccdfeefpvoldwr toroidal gLLPQccdfeefpvolmnn toroidal gLLPQccdfeefpvoidwr SFS[D(8,5)(4,1)] gLLPQccdfeefpvoemnw SFS[D(7,4)(4,1)] gLLPQccdfeefpvoedww SFS[D(8,3)(4,1)] gLLPQccdfeefpvoimnr SFS[D(7,3)(4,1)] gLLPQccdfeefpvommnk SFS[D(7,3)(5,2)] gLLPQccdfeefpvoddww SFS[D(8,3)(5,2)] gLLPQccdfeefpvomdwk SFS[D(8,5)(5,2)] gLLPQccdfeefpvodmnw SFS[D(7,4)(5,2)] gLLPQccdfeefajjhdrr toroidal gLLPQccdfeefajjhdrn toroidal gLLPQccdfeefaofhdrr reducible gLLPQccdfeefaofhdrn reducible gLLPQccdfeefhogmlog reducible gLLPQccdefefabjtarg SFS[D(4,1)(2,1)] gLLPQccdefefabjtang SFS[D(5,2)(2,1)] gLLPQccdfeeflobdloc reducible gLLPQccdfeeflobmlog reducible gLLPQccdfeefpvomlog reducible gLLPQccdfeefpvodloc reducible gLLPQccdfeefaobdlnc reducible gLLPQccdfeefpvomlrg SFS[D(3,1)(3,2)] gLLPQccdfeefpvodlnc SFS[D(3,1)(3,1)] gLLPQccdfeefaobdlrc reducible gLLPQccdfeefpvomlng SFS[D(3,1)(3,1)] gLLPQccdfeefpvodlrc SFS[D(3,1)(3,2)] gLLPQccdefefaowaubj SFS[D(2,1)(2,1)] gLLPQccdfeefhogdloc reducible gLLPQccdfeeflnnhmbr SFS[D(3,1)(2,1)] gLLPQccdfeeflnnhmbn SFS[D(3,1)(2,1)] gLLPQccdefeflnjtarg SFS[D(3,1)(2,1)] gLLPQccdefeflnjtang SFS[D(3,1)(2,1)] gLLPQccdfeeflbnqdvj SFS[D(5,2)(2,1)] gLLPQccdfeefabnqdvj SFS[D(4,1)(2,1)] gLLPQccdfeeflnbidrg toroidal gLLPQccdfeeflbnqdvk SFS[D(4,1)(2,1)] gLLPQccdfeefabnqdvk SFS[D(5,2)(2,1)] gLLPQccdfeeflnbidng toroidal gLLPQccdfeefhfcpibo SFS[D(2,1)(2,1)] gLLPQccdfeefaojhibj SFS[D(2,1)(2,1)] gLLPQccdfeefpvnqdvj SFS[D(2,1)(2,1)] gLLPQccdfeefpfohmbr toroidal gLLPQccdfeefpfohmbn SFS[D(5,2)(2,1)] gLLPQccdefeflnjeajg SFS[D(2,1)(2,1)] gLLPQccdfeefhfcptvo SFS[D(2,1)(2,1)] gLLPQccdfeeflnnmhjg SFS[D(2,1)(2,1)] gLLPQccdfeefaboldvo T2xI gLLPQccdfeeflnbiung SFS[D(5,2)(2,1)] gLLPQccdfeeflbnhdvn SFS[D(4,1)(2,1)] gLLPQccdfeeflnbiujg toroidal gLLPQccdfeeflbnhdvr SFS[D(5,2)(2,1)] gLLPQccdfeefaobldvn SFS[D(3,1)(2,1)] gLLPQccdfeefpvoldvn SFS[D(3,1)(2,1)] gLLPQccdfeefpvolmbr toroidal gLLPQccdfeefaobldvr SFS[D(3,1)(2,1)] gLLPQccdfeefpvoldvr SFS[D(3,1)(2,1)] gLLPQccdfeefpvolmbn toroidal gLLPQccdfeefpvoembj SFS[D(5,2)(2,1)] gLLPQccdfeefpvoembw SFS[D(4,1)(2,1)] gLLPQccdefefaowambr SFS[D(3,1)(2,1)] gLLPQccdefefaowambn SFS[D(3,1)(2,1)] gLLPQccdefeflkfeang SFS[D(5,2)(2,1)] gLLPQccdefeflkfeajg SFS[D(4,1)(2,1)] gLLPQccdfeefaojaibr SFS[D(3,1)(2,1)] gLLPQccdfeefpvnhdvn SFS[D(3,1)(2,1)] gLLPQccdfeefpfoqmbk toroidal gLLPQccdfeefaojaibn SFS[D(3,1)(2,1)] gLLPQccdfeefpvnhdvr SFS[D(3,1)(2,1)] gLLPQccdfeefpfoqmbj toroidal gLLPQccdfeefpvoimbr SFS[D(4,1)(2,1)] gLLPQccdfeefpvoimbn SFS[D(5,2)(2,1)] gLLPQccdefefhggaabg T2xI gLLPQccdefefabgaabg T2xI gLLPQccdfeefaobddsc reducible gLLPQccdfeefpvommjg SFS[D(3,1)(2,1)] gLLPQccdfeefpvoddsc SFS[D(3,1)(2,1)] gLLPQccdefefakfqqvc reducible gLPLQbdcefefhbbhhbg T2xI gLLPQccdefefabjpawg SFS[D(4,1)(2,1)] gLLPQccdefefabjpasg SFS[D(5,2)(2,1)] gLLPQccdefeflnjpasg SFS[D(2,1)(2,1)] gLLPQccdefefdwrqqvc reducible gLLPQccdefeflnkqqvc reducible gLLPQccdefefhwrqqvc reducible gLLPQccdefeftnkqqvc reducible gLLPQccdefefankqqvc reducible gLLPQccdefefqffqqvc reducible gLLPQccdfeeflnnambj SFS[D(2,1)(2,1)] gLLPQccdefefakwqqvc reducible gLLPQccdefefaknqqvc reducible gLLPQccdfeeflnbilwg SFS[D(5,2)(2,1)] gLLPQccdfeefabnadvj SFS[D(4,1)(2,1)] gLLPQccdfeeflnbilsg toroidal gLLPQccdfeefabnadvw SFS[D(5,2)(2,1)] gLLPQccdfeefaobddvj SFS[D(2,1)(2,1)] gLLPQccdfeefpvoddvj SFS[D(2,1)(2,1)] gLLPQccdfeefpvommbj toroidal gLLPQccdfeefpvommbk SFS[D(5,2)(2,1)] gLLPQccdefefaowalbj SFS[D(2,1)(2,1)] gLLPQccdefeflkfpawg SFS[D(5,2)(2,1)] gLLPQccdefeflkfpasg SFS[D(4,1)(2,1)] gLLPQccdfeefaojxibj SFS[D(2,1)(2,1)] gLLPQccdfeefpvnadvj SFS[D(2,1)(2,1)] gLLPQccdfeefpfoambw toroidal gLLPQccdfeefpfoambj SFS[D(5,2)(2,1)] gLLPQccdfeefaobdmjc reducible gLLPQccdfeefpvomdsg SFS[D(3,1)(2,1)] gLLPQccdfeefpvodmjc SFS[D(3,1)(2,1)] gLLPQccdfeefaobdmbj SFS[D(2,1)(2,1)] gLLPQccdfeefpvomdvj SFS[D(2,1)(2,1)] gLLPQccdfeefpvodmbj toroidal gLLPQccdfeefpvodmbw SFS[D(5,2)(2,1)] gLLPQccdefefakvelog reducible gLLPQccdefefhfrxtoc SFS[D(2,1)(2,1)] gLLPQccdfeefhoslhoo reducible gLLPQccdefefhokelog reducible gLLPQccdefefhoguxog reducible gLLPQccdfeeflofdhoc reducible gLLPQccdfeeflofphog reducible gLLPQccdfeefloflhoo reducible gLLPQccdfeeflofihoo reducible gLLPQccdfeefaofdhnc reducible gLLPQccdfeefaofdhrc reducible gLLPQccdefefloveqoc reducible gLLPQccdefeflovelog reducible gLLPQccdefefpvbelog reducible gLLPQccdefefpvbeqoc reducible gLLPQccdefefaovelrg reducible gLLPQccdefefaovelng reducible gLLPQccdefeflobutoc reducible gLLPQccdefeflobtuoo reducible gLLPQccdefefpvotuoo reducible gLLPQccdefefpvoutoc reducible gLLPQccdefeflobttoc reducible gLLPQccdefefpvottoc reducible gLLPQccdefefajcelog reducible gLLPQccdefefdwftxog T2xI gLLPQccdefefdoftxog T2xI gLLPQccdefefdwfxtoc T2xI gLLPQccdefefdkftxog SFS[A(2,1)] gLLPQccdefefdofxtoc T2xI gLLPQccdefefawvelog reducible gLLPQccdefefhfrtxog SFS[D(2,1)(2,1)] gLLPQccdfeefqffhdoo reducible gLLPQccdfeefqffhdor SFS[D(3,1)(2,1)] gLLPQccdfeefqffhdon SFS[D(3,1)(2,1)] gLLPQccdefefhoguaoo reducible gLLPQccdefefhogxuoo reducible gLLPQccdefefhogxxog reducible gLLPQccdefeflnnpaso SFS[D(2,1)(2,1)] gLLPQccdefefawvmebo reducible gLLPQccdefefajcemoo reducible gLPLQbdcfeefaooadcf reducible gLLPQccdefefajcleoo reducible gLLPQccdefefawveqoc reducible gLLPQccdefefhogutoc reducible gLLPQccdfeefhosdhoc reducible gLLPQccdefefhokeqoc reducible gLLPQccdefefpvbemoo reducible gLLPQccdefefpvbexoo reducible gLLPQccdefeflovexoo reducible gLLPQccdefeflovemoo reducible gLLPQccdefefaovemno reducible gLLPQccdefefaovemro reducible gLLPQccdefefawvexoo reducible gLLPQccdefefakvexoo reducible gLLPQccdefefawvemoo reducible gLPLQbcdfeeflffadcf reducible gLPLQbcdfeeflffaebf reducible gLPLQbcdfeefaffadck reducible gLPLQbcdfeefaffadcr reducible gLLPQccdefefawvqeoo reducible gLLPQccdefefakvemoo reducible gLLPQccdefefawvleoo reducible gLLPQccdefeflovleoo reducible gLLPQccdefeflovqeoo reducible gLLPQccdefefhokexoo reducible gLLPQccdfeefhoshdoo reducible gLLPQccdfeefhoshdor reducible gLLPQccdfeefhoshdon reducible gLLPQccdefefaboaabo T2xI gLLPQccdefefajraubo reducible gLLPQccdfeefajjhdoo reducible gLLPQccdfeefajjhdor SFS[D(3,1)(2,1)] gLLPQccdfeefajjhdon SFS[D(3,1)(2,1)] gLLPQccdefefajcmebo reducible gLLPQccdefefajcmxbo reducible gLLPQccdefefawvxevo reducible gLLPQccdefefhfcmmbo SFS[D(2,1)(2,1)] gLLPQccdefefhogupoo reducible gLLPQccdfeefqffdhoc reducible gLLPQccdfeefqffdhnc SFS[D(3,1)(2,1)] gLLPQccdfeefqffdhrc SFS[D(3,1)(2,1)] gLLPQccdefefhogtuoo reducible gLLPQccdefefhogttoc reducible gLLPQccdefefakveqoc reducible gLLPQccdfeefhoshlvo reducible gLLPQccdfeefhoshlvn reducible gLLPQccdfeefhoshlvr reducible gLLPQccdefefhokemoo reducible gLLPQccdefefaboppvo T2xI gLLPQccdefeflobaubo reducible gLLPQccdefeflobpuvo reducible gLLPQccdefefaobaubr reducible gLLPQccdefefaobaubn reducible gLLPQccdefefakbupoo reducible gLLPQccdefefakbupro SFS[D(3,1)(3,1)] gLLPQccdefefakbupno SFS[D(3,1)(3,2)] gLLPQccdefefaojmebo reducible gLLPQccdefefaojmebr SFS[D(3,1)(3,2)] gLLPQccdefefaojmebn SFS[D(3,1)(3,1)] gLLPQccdefefakbuaoo reducible gLLPQccdefefakbuano SFS[D(3,1)(3,2)] gLLPQccdefefakbuaro SFS[D(3,1)(3,1)] gLLPQccdfeeflofhibo reducible gLLPQccdfeeflofhlvo reducible gLLPQccdfeeflofhpoo reducible gLLPQccdfeeflofhdoo reducible gLLPQccdfeeflofhibr SFS[D(3,1)(3,2)] gLLPQccdfeeflofhlvn SFS[D(3,1)(3,1)] gLLPQccdfeeflofhpon reducible gLLPQccdfeeflofhdor reducible gLLPQccdfeeflofhibn SFS[D(3,1)(3,1)] gLLPQccdfeeflofhlvr SFS[D(3,1)(3,2)] gLLPQccdfeeflofhpor reducible gLLPQccdfeeflofhdon reducible gLLPQccdefefaormebo reducible gLLPQccdefefaormebr SFS[D(3,1)(3,1)] gLLPQccdefefaormebn SFS[D(3,1)(3,2)] gLLPQccdefefaojxevo reducible gLLPQccdefefaojxevn SFS[D(3,1)(3,1)] gLLPQccdefefaojxevr SFS[D(3,1)(3,2)] gLLPQccdefefaorxevo reducible gLLPQccdefefaorxevn SFS[D(3,1)(3,2)] gLLPQccdefefaorxevr SFS[D(3,1)(3,1)] gLLPQccdefeflovmebo reducible gLLPQccdefeflovxevo reducible gLLPQccdefefaovmebr reducible gLLPQccdefefaovmebn reducible gLLPQccdfeefaofdasc reducible gLLPQccdefefaoviqsc reducible gLLPQccdefefdwfaxbg reducible gLLPQccdefefdwwmlbg reducible gLLPQccdfeefqfflqjo SFS[D(2,1)(2,1)] gLLPQccdefeflnneajo SFS[D(2,1)(2,1)] gLLPQccdefefigjlmoo reducible gLPLQbcdfeefmnndlff reducible gLLPQccdefefaovimso reducible gLPLQbcdfeefaffdxjf reducible gLLPQccdfeefhosqdoj reducible gLLPQccdfeefajjalvj SFS[D(2,1)(2,1)] gLLPQccdefefdwfptvc reducible gLLPQccdefefdwwxqvc reducible gLLPQccdfeefqffalvj SFS[D(2,1)(2,1)] gLLPQccdfeefhosalvj reducible gLLPQccdefefaobadbj reducible gLLPQccdefefakbdpjo SFS[D(3,1)(2,1)] gLLPQccdefefaojmtbj SFS[D(3,1)(2,1)] gLLPQccdefefakbmaso SFS[D(3,1)(2,1)] gLLPQccdfeeflofqibj SFS[D(3,1)(2,1)] gLLPQccdfeeflofalvj SFS[D(3,1)(2,1)] gLLPQccdfeeflofapoj reducible gLLPQccdfeeflofqdoj reducible gLLPQccdefefaormtbj SFS[D(3,1)(2,1)] gLLPQccdefefaojxivj SFS[D(3,1)(2,1)] gLLPQccdefefaorxivj SFS[D(3,1)(2,1)] gLLPQccdefefaovmtbj reducible gLLPQccdefefakvmqbc reducible gLLPQccdfeefaofdqjc reducible gLLPQccdefefaovilsg reducible gLLPQccdefefawvxlvg reducible gLLPQccdefeftnfmqbc reducible gLLPQccdefeftnfxlvg reducible gLLPQccdefeflnntaoo reducible gLLPQccdefeflnntano SFS[D(3,1)(2,1)] gLLPQccdefeflnntaro SFS[D(3,1)(2,1)] gLLPQccdfeefqffadoj SFS[D(2,1)(2,1)] gLLPQccdefefdkwlxoo reducible gLPLQbcdfeefmnnlebv reducible gLLPQccdefefawvmqbc reducible gLLPQccdefefaovixso reducible gLPLQbcdfeefaffdhjf reducible gLLPQccdfeefhosadoj reducible gLLPQccdfeefajjadoj SFS[D(2,1)(2,1)] gLLPQccdfeefqffdqjc SFS[D(2,1)(2,1)] gLLPQccdfeefhosqlvj reducible gLLPQccdefefaobambj reducible gLLPQccdefefakbmpso SFS[D(3,1)(2,1)] gLLPQccdefefaojmibj SFS[D(3,1)(2,1)] gLLPQccdefefakbdajo SFS[D(3,1)(2,1)] gLLPQccdfeeflofaibj SFS[D(3,1)(2,1)] gLLPQccdfeeflofqlvj SFS[D(3,1)(2,1)] gLLPQccdfeeflofqpoj reducible gLLPQccdfeeflofadoj reducible gLLPQccdefefaormibj SFS[D(3,1)(2,1)] gLLPQccdefefaojxtvj SFS[D(3,1)(2,1)] gLLPQccdefefaorxtvj SFS[D(3,1)(2,1)] gLLPQccdefefaovmibj reducible gLLPQccdefefakndebo reducible gLLPQccdefefdortlog SFS[D(2,1)(2,1)] gLLPQccdefefhkspuvc SFS[D(2,1)(2,1)] gLLPQccdefeftontlog SFS[D(3,1)(2,1)] gLLPQccdefeflontlog SFS[D(3,1)(2,1)] gLLPQccdefeflkfpuvc SFS[D(3,1)(2,1)] gLLPQccdefeftkfpuvc SFS[D(3,1)(2,1)] gLLPQccdefefakfpuvj SFS[D(3,1)(2,1)] gLLPQccdefefakfpuvw SFS[D(3,1)(2,1)] gLLPQccdfeefdkfaloc SFS[A(2,1)] gLLPQccdfeefdofplog T2xI gLLPQccdefefdwcdxbo T2xI gLLPQccdefefdwcpxvo T2xI gLLPQccdfeefdofaloc T2xI gLLPQccdefefdkrtlog toroidal gLLPQccdefeflnjpuvc SFS[D(3,1)(2,1)] gLLPQccdefefhkrtlog SFS[D(3,1)(2,1)] gLLPQccdefeftjktlog SFS[D(3,1)(2,1)] gLLPQccdefefajktlog reducible gLLPQccdefefljktlog SFS[D(3,1)(2,1)] gLLPQccdefefqfwpuvc SFS[D(3,1)(2,1)] gLLPQccdefeftnjpuvc SFS[D(3,1)(2,1)] gLLPQccdefefqfwpuvj reducible gLLPQccdefefqfwpuvw SFS[D(3,1)(2,1)] gLLPQccdefefdwcptvg T2xI gLLPQccdfeefdkkxhog reducible gLLPQccdfeefhfrplog SFS[D(2,1)(2,1)] gLLPQccdefefakwpuvc reducible gLLPQccdefefaowpuvj SFS[D(2,1)(2,1)] gLLPQccdefefdwrdebo SFS[D(2,1)(2,1)] gLLPQccdefefqfntlog SFS[D(2,1)(2,1)] gLLPQccdefefakwmivc reducible gLLPQccdfeefaojhlvj SFS[D(2,1)(2,1)] gLPLQbdcefefaooienv SFS[D(2,1)(2,1)] gLLPQccdfeefakrhlvc reducible gLLPQccdfeefpvnahbc SFS[D(2,1)(2,1)] gLLPQccdfeefdogaeoc SFS[D(2,1)(2,1)] gLLPQccdfeefhovaeoc SFS[D(2,1)(2,1)] gLLPQccdfeefpkvahbc reducible gLLPQccdfeeftbfxavg reducible gLLPQccdefeftngdubc reducible gLLPQccdfeefawvxubg reducible gLLPQccdfeefakvhlvc reducible gLLPQccdfeefawvdqbg reducible gLLPQccdfeefajcplvo reducible gLLPQccdfeefakrmavc reducible gLLPQccdefefqfwpmvo SFS[D(2,1)(2,1)] gLLPQccdefefqfwpmvn SFS[D(5,1)(2,1)] gLLPQccdefefqfwpmvr SFS[D(7,2)(2,1)] gLLPQccdfeefdwgaeoc SFS[D(2,1)(2,1)] gLLPQccdfeefhfraloc SFS[D(2,1)(2,1)] gLLPQccdefefakfpmvn SFS[D(2,1)(2,1)] gLLPQccdfeefakkaeoc reducible gLLPQccdefefqfneljg SFS[D(4,1)(2,1)] gLLPQccdefefqfnelng SFS[D(5,2)(2,1)] gLLPQccdfeefaobltbn SFS[D(3,1)(2,1)] gLLPQccdefefaowpmvo reducible gLLPQccdefefaowpmvn SFS[D(3,1)(2,1)] gLLPQccdefefaowpmvr SFS[D(3,1)(2,1)] gLLPQccdfeefaojalvo reducible gLLPQccdfeefaojalvn SFS[D(3,1)(2,1)] gLLPQccdfeefaojalvr SFS[D(3,1)(2,1)] gLLPQccdefefakfmivc reducible gLLPQccdfeefannptbg reducible gLPLQbdcefefaooldbg reducible gLPLQbdcefefaooldbj SFS[D(3,1)(2,1)] gLLPQccdfeeflwkadvc reducible gLLPQccdefeflwfqivc reducible gLLPQccdfeeflwrmtvc reducible gLLPQccdfeeflbnadvc SFS[D(2,1)(2,1)] gLLPQccdefefdwsqivc reducible gLLPQccdfeefdwwmtvc reducible gLLPQccdfeefdwgambc SFS[D(2,1)(2,1)] gLLPQccdfeefakrtlvc reducible gLLPQccdfeefakkadvc reducible gLLPQccdfeefakrmtvc reducible gLLPQccdefefakfqivc reducible gLLPQccdfeefhgraxvc SFS[D(3,1)(2,1)] gLLPQccdfeefaobdtbj SFS[D(2,1)(2,1)] gLLPQccdefefakfplvk SFS[D(2,1)(2,1)] gLLPQccdefefqfwplvk SFS[D(7,3)(2,1)] gLLPQccdefefqfwplvj SFS[D(8,3)(2,1)] gLLPQccdefefaowplvj SFS[D(2,1)(2,1)] gLLPQccdefefqfnplsg SFS[D(4,1)(2,1)] gLLPQccdefefqfnplwg SFS[D(5,2)(2,1)] gLLPQccdfeefaojxlvj SFS[D(2,1)(2,1)] gLLPQccdfeefhosehoc reducible gLLPQccdefefabclarg SFS[D(4,1)(2,1)] gLLPQccdefefabclang SFS[D(5,2)(2,1)] gLLPQccdefeftnfdlvg reducible gLLPQccdefeftbfdlvg reducible gLLPQccdefefpkvetbc reducible gLLPQccdfeeflofehoc reducible gLLPQccdfeeflofmhog reducible gLLPQccdfeefaofehnc reducible gLLPQccdefefdwfqtvc reducible gLLPQccdefefdwfetbc T2xI gLLPQccdefefdkkluoc reducible gLLPQccdefefpvnetbc SFS[D(2,1)(2,1)] gLLPQccdfeefqffehoc reducible gLLPQccdfeefqffehrc SFS[D(3,1)(2,1)] gLLPQccdfeefqffehnc SFS[D(3,1)(2,1)] gLLPQccdefefabcmabg SFS[D(2,1)(2,1)] gLLPQccdefefabcdqvj SFS[D(4,1)(2,1)] gLLPQccdefefabcdqvw SFS[D(5,2)(2,1)] gLPLQbdcfeefaoodpck SFS[D(5,2)(2,1)] gLPLQbdcfeefaoodpcr toroidal gLPLQbdcfeefaoodmbr SFS[D(4,1)(2,1)] gLPLQbdcfeefaoodmbk SFS[D(5,2)(2,1)] gLLPQccdefefakvdqvc reducible gLLPQccdefefawvmabg reducible gLLPQccdefefawvhlbg reducible gLLPQccdefefunohlbg reducible gLLPQccdefefpfbhlbg reducible gLLPQccdefefabbhebo T2xI gLLPQccdefefabneabo SFS[D(2,1)(2,1)] gLLPQccdefefajbhmbo SFS[D(2,1)(2,1)] gLLPQccdfeefhfjhtvo SFS[D(2,1)(2,1)] gLLPQccdefefabbdevo T2xI gLLPQccdefefabcdxvo SFS[D(2,1)(2,1)] gLLPQccdefefakbphvc reducible gLLPQccdefefaorhmbo reducible gLLPQccdefefaojdxvo reducible gLLPQccdefefpfoaibg reducible gLLPQccdefefpvneabo reducible gLLPQccdefefhgbhabg T2xI gLLPQccdefefabbhabg T2xI gLLPQccdfeefaofeasc reducible gLLPQccdefefakbqhvc reducible gLLPQccdfeefqffeqjc SFS[D(2,1)(2,1)] gLLPQccdfeefhfjqtvj SFS[D(4,1)(2,1)] gLLPQccdfeefhfjqtvk SFS[D(5,2)(2,1)] gLPLQbdcfeefaoohmbs SFS[D(4,1)(2,1)] gLPLQbdcfeefaoohmbw SFS[D(5,2)(2,1)] gLLPQccdefefljnedbg SFS[D(2,1)(2,1)] gLLPQccdfeefhfjatvj SFS[D(4,1)(2,1)] gLLPQccdfeefhfjatvw SFS[D(5,2)(2,1)] gLLPQccdefefdwoiuvc reducible gLLPQccdfeefdwraubc SFS[D(2,1)(2,1)] gLLPQccdfeefqffatvj SFS[D(2,1)(2,1)] gLLPQccdefefdwwdivc reducible gLLPQccdefefdwgqhvc reducible gLLPQccdefefpwgqhvc reducible gLLPQccdefefhwgqhvc reducible gLLPQccdefeflnnqhvc reducible gLLPQccdefefannqhvc reducible gLLPQccdefefakbqmvc reducible gLLPQccdfeefaknatvc reducible gLLPQccdefefakjiuvc reducible gLLPQccdefefakjdivc reducible gLLPQccdefefakkqhvc reducible gLLPQccdefefakrduvc reducible gLLPQccdefefpvodhbc reducible gLLPQccdefefpvredbg reducible gLLPQccdefefpvnedbg reducible gLLPQccdefefabcdasg SFS[D(5,2)(2,1)] gLLPQccdefefabcdawg SFS[D(4,1)(2,1)] gLPLQbdcfeefaooimbs toroidal gLLPQccdefefabcdavj SFS[D(4,1)(2,1)] gLLPQccdefefabcdavk SFS[D(5,2)(2,1)] gLLPQccdfeefakvdpog reducible gLLPQccdefefqjseebo SFS[D(2,1)(2,1)] gLLPQccdfeefhogqlog reducible gLLPQccdefefhosuxoo reducible gLLPQccdfeefhokapoo reducible gLLPQccdefefhosutog reducible gLLPQccdfeeflobeloc reducible gLLPQccdfeeflobiloo reducible gLLPQccdfeefpvoiloo reducible gLLPQccdfeefpvoeloc reducible gLLPQccdfeefaobelnc reducible gLLPQccdfeefpvoilro SFS[D(3,1)(3,2)] gLLPQccdfeefpvoelnc SFS[D(3,1)(3,1)] gLLPQccdfeefaobelrc reducible gLLPQccdfeefpvoilno SFS[D(3,1)(3,1)] gLLPQccdfeefpvoelrc SFS[D(3,1)(3,2)] gLLPQccdefeflofxuoc reducible gLLPQccdefeflofxtog reducible gLLPQccdefeflofuxoo reducible gLLPQccdefefloftxoo reducible gLLPQccdfeeflovhpoc reducible gLLPQccdfeeflovdpog reducible gLLPQccdfeefpvbdpog reducible gLLPQccdfeefpvbhpoc reducible gLLPQccdfeefaovdprg reducible gLLPQccdfeefaovdpng reducible gLLPQccdefefloftuoc reducible gLLPQccdefeflofutog reducible gLLPQccdfeefajcdpog reducible gLLPQccdfeefajcdprg reducible gLLPQccdfeefajcdpng reducible gLLPQccdefefdwcttog T2xI gLLPQccdefefdwcuuoc T2xI gLLPQccdefefdocuuoc T2xI gLLPQccdefefdkcttog SFS[A(2,1)] gLLPQccdefefdocttog T2xI gLLPQccdfeefawvdpog reducible gLLPQccdefefhfjttog SFS[D(2,1)(2,1)] gLLPQccdfeefhoghloo reducible gLLPQccdefefqffexbo reducible gLLPQccdfeefhoglqoo reducible gLLPQccdefefdwcttrg SFS[A(2,1)] gLLPQccdefefdwcttng T2xI gLLPQccdefefqffembo reducible gLLPQccdfeefawvpubo reducible gLLPQccdefefhfjembo SFS[D(2,1)(2,1)] gLLPQccdfeefajcapoo reducible gLLPQccdfeefajcapro SFS[D(3,1)(2,1)] gLLPQccdfeefajcapno SFS[D(3,1)(2,1)] gLLPQccdfeefajcpdoo reducible gLPLQbdcefefaooiqbf reducible gLPLQbdcefefaooiibf reducible gLLPQccdfeefawvhpoc reducible gLLPQccdfeefhokhpoc reducible gLLPQccdfeefhogeloc reducible gLLPQccdefefhostxoo reducible gLLPQccdefefhostuoc reducible gLLPQccdfeeflovupoo reducible gLLPQccdfeeflovapoo reducible gLLPQccdfeefaovapro reducible gLLPQccdfeefaovapno reducible gLLPQccdfeefakvpdoo reducible gLLPQccdfeefawvupoo reducible gLLPQccdfeefakvapoo reducible gLLPQccdfeefpvbpdoo reducible gLLPQccdfeefpvbphoo reducible gLLPQccdfeeflovphoo reducible gLLPQccdfeeflovpdoo reducible gLLPQccdfeefawvphoo reducible gLLPQccdfeefawvapoo reducible gLLPQccdfeefawvpdoo reducible gLPLQbcdefeflffpqff reducible gLPLQbcdefeflffiqbf reducible gLPLQbcdefefaffiqbr reducible gLPLQbcdefeflffpqfk SFS[D(3,1)(3,1)] gLPLQbcdefeflffiqbr SFS[D(3,1)(3,2)] gLPLQbcdefefaffiqbk reducible gLPLQbcdefeflffpqfr SFS[D(3,1)(3,2)] gLPLQbcdefeflffiqbk SFS[D(3,1)(3,1)] gLLPQccdfeefhokphoo reducible gLLPQccdefefhosexbo reducible gLLPQccdefefajjexbo reducible gLLPQccdfeefajcpavo reducible gLLPQccdfeefajrleoo reducible gLLPQccdefefajjeebo reducible gLLPQccdfeefawvpavo reducible gLLPQccdefefhfjmevo SFS[D(2,1)(2,1)] gLLPQccdefefqffmxvo reducible gLLPQccdfeefhogiloo reducible gLLPQccdfeefhogleoo reducible gLLPQccdefefqffmevo reducible gLLPQccdfeeflnnihjo SFS[D(2,1)(2,1)] gLLPQccdfeefakvhpoc reducible gLLPQccdefefhosmxvo reducible gLLPQccdfeefhokpavo reducible gLLPQccdfeefabbaubo T2xI gLLPQccdefeflofexbo reducible gLLPQccdefeflofmxvo reducible gLLPQccdefeflofxeoo reducible gLLPQccdefeflofxmoo reducible gLLPQccdefefaofexbr reducible gLLPQccdefefaofexbn reducible gLLPQccdefefaowmxvo reducible gLLPQccdefefakfxeoo reducible gLLPQccdefefaowexbo reducible gLLPQccdfeeflovpubo reducible gLLPQccdfeeflovpavo reducible gLLPQccdfeefaovpavn reducible gLLPQccdfeefaovpavr reducible gLLPQccdfeefaojpavo reducible gLLPQccdefefakfxmoo reducible gLLPQccdfeefaojpubo reducible gLLPQccdfeeflobleoo reducible gLLPQccdfeefloblivo reducible gLLPQccdfeefabcdibg SFS[D(2,1)(2,1)] gLLPQccdfeefaobedsc reducible gLLPQccdfeefpvoimjo SFS[D(3,1)(2,1)] gLLPQccdfeefpvoedsc SFS[D(3,1)(2,1)] gLLPQccdfeefaovdijg reducible gLLPQccdfeefajcdijg reducible gLLPQccdfeefaojaibo reducible gLLPQccdfeefpfoqmbg reducible gLLPQccdfeefpvnhdvo reducible gLLPQccdfeefawvdibg reducible gLLPQccdefefdwcetbg reducible gLLPQccdefefdwcetjg SFS[A(3,1)] gLLPQccdefefdwcetng SFS[A(3,1)] gLLPQccdfeefdwwdubg reducible gLLPQccdfeefabnhdvo SFS[D(2,1)(2,1)] gLLPQccdefefaowambo reducible gLLPQccdfeefawviubg reducible gLLPQccdfeefunoiubg reducible gLLPQccdfeefpfbiubg reducible gLLPQccdfeefigjahoo reducible gLPLQbcdefefmnnmuff reducible gLLPQccdfeefajcaijo SFS[D(2,1)(2,1)] gLLPQccdfeefabcaibo SFS[D(2,1)(2,1)] gLLPQccdfeefaovaijo reducible gLPLQbcdefefaffhpjg reducible gLPLQbcdefeflffpxfs SFS[D(3,1)(2,1)] gLPLQbcdefeflffihbj SFS[D(3,1)(2,1)] gLLPQccdefefabjeabg SFS[D(2,1)(2,1)] gLLPQccdefefdwcmuvc reducible gLLPQccdfeefdwwhavc reducible gLLPQccdefefdwcquvc reducible gLLPQccdfeeflnnaeoj SFS[D(2,1)(2,1)] gLLPQccdefefakfmqvc reducible gLLPQccdfeefakvhtvc reducible gLLPQccdefefaofamjo reducible gLLPQccdfeefaoviubj reducible gLLPQccdfeefakvdavg reducible gLLPQccdfeeflnbidog reducible gLLPQccdfeefaobemjc reducible gLLPQccdfeefpvoidso SFS[D(3,1)(2,1)] gLLPQccdfeefpvoemjc SFS[D(3,1)(2,1)] gLLPQccdefeflkftaog SFS[D(2,1)(2,1)] gLLPQccdfeefaovdtsg reducible gLLPQccdefeflnjtaog reducible gLLPQccdfeefajcdtsg reducible gLLPQccdfeefawvdavg reducible gLLPQccdfeeflnnheoo reducible gLLPQccdefeftngmtvg reducible gLLPQccdefeftngeubc reducible gLLPQccdfeeflnnhmbo reducible gLLPQccdefefdwcptsg T2xI gLLPQccdefefdwcptwg SFS[A(2,1)] gLLPQccdfeefdkwadoo reducible gLPLQbcdefefmnnimbv reducible gLLPQccdfeefajcatso SFS[D(2,1)(2,1)] gLLPQccdfeefawvhubc reducible gLLPQccdefefdkstaog reducible gLLPQccdfeefaovatso reducible gLPLQbcdefefaffhijf reducible gLPLQbcdefeflffphfj SFS[D(3,1)(2,1)] gLPLQbcdefeflffixbs SFS[D(3,1)(2,1)] gLLPQccdfeeflnnheor SFS[D(3,1)(2,1)] gLLPQccdfeeflnnheon SFS[D(3,1)(2,1)] gLLPQccdefefdwcaubc T2xI gLLPQccdefefaofaejo reducible gLLPQccdfeefaoviavj reducible gLLPQccdfeefqjshqbo SFS[D(2,1)(2,1)] gLLPQccdefefakkdpbo reducible gLLPQccdefefdogtdog SFS[D(2,1)(2,1)] gLLPQccdefeflnbxisc SFS[D(2,1)(2,1)] gLLPQccdefefhovtdog SFS[D(2,1)(2,1)] gLLPQccdefeflkbmtvc SFS[D(3,1)(2,1)] gLLPQccdefefloktdog SFS[D(3,1)(2,1)] gLLPQccdefefpvrtdog SFS[D(3,1)(2,1)] gLLPQccdefefpgomtvc SFS[D(3,1)(2,1)] gLLPQccdefefakbmtvw SFS[D(3,1)(2,1)] gLLPQccdefefpvrtdrg toroidal gLLPQccdefefpgomtvw SFS[D(3,1)(2,1)] gLLPQccdefefakbmtvj SFS[D(3,1)(2,1)] gLLPQccdefefpvrtdng SFS[D(3,1)(2,1)] gLLPQccdefefpgomtvj reducible gLLPQccdefefpvntdrg SFS[D(2,1)(2,1)] gLLPQccdefefpvodxbk SFS[D(2,1)(2,1)] gLLPQccdfeefdkcahoc SFS[A(2,1)] gLLPQccdfeefajjahnc SFS[D(3,1)(2,1)] gLLPQccdfeefajjahrc SFS[D(3,1)(2,1)] gLLPQccdefefdwfdubo T2xI gLLPQccdefefigveioc T2xI gLLPQccdefefigvetog T2xI gLLPQccdefefdwfmuvo T2xI gLLPQccdefefdkoltog reducible gLLPQccdefefdwfmxvg T2xI gLLPQccdefefdkgtdog toroidal gLLPQccdefefpkgtdog SFS[D(3,1)(2,1)] gLLPQccdefefhkgtdog SFS[D(3,1)(2,1)] gLLPQccdefeflnrmtvc SFS[D(3,1)(2,1)] gLLPQccdefefajntdog reducible gLLPQccdefefljntdog SFS[D(3,1)(2,1)] gLLPQccdefefhwfmtvc SFS[D(3,1)(2,1)] gLLPQccdefefpwfmtvc SFS[D(3,1)(2,1)] gLLPQccdefeflnrmtvw SFS[D(3,1)(2,1)] gLLPQccdefefajntdrg SFS[D(3,1)(2,1)] gLLPQccdefefljntdrg reducible gLLPQccdefeflnrmtvj toroidal gLLPQccdefefajntdng SFS[D(3,1)(2,1)] gLLPQccdefefljntdng SFS[D(3,1)(2,1)] gLLPQccdfeefhfjqhog SFS[D(2,1)(2,1)] gLLPQccdefefakrxivc reducible gLLPQccdefefdwgdpbo SFS[D(2,1)(2,1)] gLLPQccdefeflnnmtvj SFS[D(2,1)(2,1)] gLLPQccdefefhkgmtvc SFS[D(2,1)(2,1)] gLLPQccdefefakriqvc reducible gLPLQbdcfeefaooahcf reducible gLLPQccdfeefhfjahoc SFS[D(2,1)(2,1)] gLLPQccdefefakjiqvc reducible gLLPQccdefefqgvmtbg SFS[D(2,1)(2,1)] gLLPQccdefefifriqvc SFS[D(2,1)(2,1)] gLLPQccdefefawvmtbg reducible gLLPQccdefefawvtlbg reducible gLLPQccdefefakviqvc reducible gLLPQccdfeefajjhavo reducible gLLPQccdfeefajjhavn SFS[D(3,1)(2,1)] gLLPQccdfeefajjhavr SFS[D(3,1)(2,1)] gLLPQccdefefpvnpdwg SFS[D(2,1)(2,1)] gLLPQccdefefakjxivc reducible gLLPQccdefeflnrmpvo reducible gLLPQccdefefljnpdsg SFS[D(7,3)(2,1)] gLLPQccdefefajnpdsg SFS[D(2,1)(2,1)] gLLPQccdefeflnrmpvn toroidal gLLPQccdefefljnpdwg SFS[D(8,3)(2,1)] gLLPQccdefeflnrmpvr toroidal gLLPQccdefeflnbqioc reducible gLLPQccdefeflnbqinc SFS[D(3,1)(2,1)] gLLPQccdefeflnbqirc SFS[D(3,1)(2,1)] gLLPQccdefeflnnmpvo reducible gLLPQccdefeflnnmpvn SFS[D(3,1)(2,1)] gLLPQccdefeflnnmpvr SFS[D(3,1)(2,1)] gLLPQccdfeefdwrapoc SFS[D(2,1)(2,1)] gLLPQccdefefqfrimvo SFS[D(2,1)(2,1)] gLLPQccdfeefqjsahoc SFS[D(2,1)(2,1)] gLLPQccdfeefqjsahnc SFS[D(5,1)(2,1)] gLLPQccdfeefqjsahrc SFS[D(7,2)(2,1)] gLLPQccdefefpgompvo SFS[D(2,1)(2,1)] gLLPQccdefefakbmpvn SFS[D(2,1)(2,1)] gLLPQccdefefpgompvn SFS[D(5,1)(2,1)] gLLPQccdefefpvrpdsg SFS[D(7,2)(2,1)] gLLPQccdefefpgompvr SFS[D(7,2)(2,1)] gLLPQccdefefpvrpdwg toroidal gLLPQccdfeefaknalvc reducible gLLPQccdefefpvodabn SFS[D(2,1)(2,1)] gLLPQccdefefaojtxbo reducible gLLPQccdefefakbpmvc reducible gLLPQccdefefaorimvo reducible gLLPQccdfeefqjsqqbj SFS[D(4,1)(2,1)] gLLPQccdfeefqjsqqbk SFS[D(5,2)(2,1)] gLLPQccdefeflnbhijc SFS[D(2,1)(2,1)] gLLPQccdefefakbmivk SFS[D(2,1)(2,1)] gLLPQccdefefpvredjg toroidal gLLPQccdefefpgomivk SFS[D(7,3)(2,1)] gLLPQccdefefpvredng toroidal gLLPQccdefefpgomivj SFS[D(8,3)(2,1)] gLLPQccdefefpvnedjg SFS[D(3,1)(2,1)] gLLPQccdefefpvnedng SFS[D(3,1)(2,1)] gLLPQccdefefpvodhbw SFS[D(3,1)(2,1)] gLLPQccdefefpvodhbj SFS[D(3,1)(2,1)] gLLPQccdfeefajjaasc SFS[D(2,1)(2,1)] gLLPQccdefeflnrmivk SFS[D(7,2)(2,1)] gLLPQccdefefajnedjg SFS[D(2,1)(2,1)] gLLPQccdefefljnedjg SFS[D(5,1)(2,1)] gLLPQccdefeflnrmivj toroidal gLLPQccdefefljnedng SFS[D(7,2)(2,1)] gLLPQccdefefancttbg reducible gLLPQccdefeflnnemjc SFS[D(2,1)(2,1)] gLLPQccdfeefajjaavj SFS[D(2,1)(2,1)] gLLPQccdfeefhggaavc SFS[D(3,1)(2,1)] gLLPQccdfeefqjsaavc SFS[D(3,1)(2,1)] gLLPQccdfeefqjsaasc reducible gLLPQccdfeefqjsaavw SFS[D(3,1)(2,1)] gLLPQccdfeefqjsaqbj SFS[D(4,1)(2,1)] gLLPQccdfeefqjsaqbw SFS[D(5,2)(2,1)] gLLPQccdfeefajjaqjc SFS[D(2,1)(2,1)] gLLPQccdfeefajjaqbj SFS[D(2,1)(2,1)] gLLPQccdfeefqjsaqjc SFS[D(8,3)(2,1)] gLLPQccdfeefqjsaqnc SFS[D(7,3)(2,1)] gLLPQccdfeefqjshhoo reducible gLLPQccdfeefqjshhor toroidal gLLPQccdfeefqjshhno toroidal gLLPQccdefefpooeeoo reducible gLLPQccdefefabbeeoo reducible gLLPQccdefefdoweeoo reducible gLLPQccdefefpovuuoo reducible gLLPQccdefefabouuoo reducible gLLPQccdfeefaofhdro reducible gLLPQccdfeefaofhdno reducible gLLPQccdfeefdkchhoo reducible gLLPQccdfeefajjhhno reducible gLLPQccdefefdwfuuoo reducible gLLPQccdefefigveeoo reducible gLLPQccdefefdkweeoo reducible gLLPQccdefefigjeeoo reducible gLLPQccdefefdkfuuoo reducible gLLPQccdefefdofuuoo reducible gLLPQccdfeefajjhdro reducible gLLPQccdfeefajjhdno reducible gLLPQccdfeefhfjhhoo reducible gLLPQccdefefhfceeoo reducible gLLPQccdefefhfruuoo reducible gLLPQccdefeftnfeeoo reducible gLLPQccdefefanfeeoo reducible gLLPQccdefeflnfeeoo reducible gLLPQccdefeftnfeero reducible gLLPQccdefefanfeero reducible gLLPQccdefeflnfeero reducible gLLPQccdefeftnfeeno reducible gLLPQccdefefanfeeno reducible gLLPQccdefeflnfeeno reducible gLLPQccdefefdwweeoo reducible gLLPQccdefefdwfuuro SFS[A(3,1)] gLLPQccdefefdwfuuno SFS[A(3,1)] gLPLQbcdfeefmnnaaff reducible gLPLQbdcfeefaooaafk reducible gLPLQbdcfeefaooadwf reducible gLPLQbdcfeefaooadjf reducible gLPLQbcdfeefaffadwf reducible gLPLQbcdfeefaffadjf reducible gLLPQccdfeefdkchhon toroidal gLLPQccdfeefhfjhhon toroidal gLLPQccdfeefhfjhhor toroidal gLLPQccdefefigveeor SFS[A(3,1)] gLLPQccdefefigveeon SFS[A(3,1)] gLLPQccdfeefqjshqjo toroidal gLLPQccdfeefqjshqno SFS[D(2,1)(2,1)] gLLPQccdfeefaofhtso reducible gLLPQccdfeefajjhaso reducible gLLPQccdfeefajjhawo reducible gLLPQccdfeefajjhtso reducible gLLPQccdefeftnftejo reducible gLLPQccdefefanftejo reducible gLLPQccdefeflnftejo reducible gLLPQccdefefdwfdujo SFS[A(2,1)] gLLPQccdefefdwfduno T2xI gLLPQccdfeefhfjqhoj toroidal gLLPQccdfeefhfjqhok SFS[D(2,1)(2,1)] gLPLQbdcfeefaooahjf reducible gLPLQbdcfeefaooahwf reducible gLPLQbdcfeefaooamjf reducible gLPLQbcdfeefaffamjf reducible gLLPQccdfeefdkcahoj toroidal gLLPQccdfeefdkcahow SFS[A(2,1)] gLLPQccdefefigveioj SFS[A(2,1)] gLLPQccdefefigveiow T2xI gLLPQccdfeefhfjahoj toroidal gLLPQccdfeefhfjahow SFS[D(2,1)(2,1)] gLLPQccdefeftnfieso reducible gLLPQccdefefanfieso reducible gLLPQccdefeflnfieso reducible gLLPQccdefefdwfmuso SFS[A(2,1)] gLLPQccdefefdwfmuwo T2xI gLLPQccdfeefqjsahoj toroidal gLLPQccdfeefqjsahow SFS[D(2,1)(2,1)] gLLPQccdefefigvetoj SFS[A(2,1)] gLLPQccdefefigvetok T2xI gLLPQccdefefqjsxxoo reducible gLLPQccdfeefpovlloo reducible gLLPQccdfeefabolloo reducible gLLPQccdfeefabollno SFS[A(3,1)] gLLPQccdfeefdowppoo reducible gLLPQccdfeefpooppoo reducible gLLPQccdfeefabbppoo reducible gLLPQccdfeefaovpdno reducible gLLPQccdfeefaovpdro reducible gLLPQccdfeefdkflloo reducible gLLPQccdfeefdoflloo reducible gLLPQccdefefdwcxxoo reducible gLLPQccdefefdkcxxoo reducible gLLPQccdfeefdkwppoo reducible gLLPQccdfeefigjppoo reducible gLLPQccdefefdocxxoo reducible gLLPQccdfeefhfrlloo reducible gLLPQccdefefhfjxxoo reducible gLLPQccdfeefhfcppoo reducible gLLPQccdfeefhfcppro toroidal gLLPQccdfeefhfcppno toroidal gLLPQccdefeftngxxro reducible gLLPQccdefefabkxxor reducible gLLPQccdefeflngxxro reducible gLLPQccdefeftngxxno reducible gLLPQccdefefabkxxon reducible gLLPQccdefeflngxxno reducible gLLPQccdefeftngxxoo reducible gLLPQccdefefabkxxoo reducible gLLPQccdefeflngxxoo reducible gLLPQccdfeefdwwppoo reducible gLLPQccdfeefhogllon reducible gLLPQccdfeefhogllor reducible gLLPQccdfeefhogqloj reducible gLLPQccdfeefhogqlok reducible gLLPQccdfeefhogelow reducible gLLPQccdfeefhogeloj reducible gLPLQbcdefefmnnqqff reducible gLLPQccdfeefaovpawo reducible gLLPQccdfeefaovpaso reducible gLLPQccdfeefhogilon reducible gLLPQccdfeefhogilor reducible gLLPQccdfeefhoghlon reducible gLLPQccdfeefhoghlor reducible gLLPQccdfeeflobllor reducible gLLPQccdfeeflobllon reducible gLLPQccdfeefpvollon reducible gLLPQccdfeefpvollor reducible gLLPQccdfeeflobilor reducible gLLPQccdfeeflobelow reducible gLLPQccdfeefpvoelow reducible gLLPQccdfeefpvoilor reducible gLLPQccdfeeflobilon reducible gLLPQccdfeeflobeloj reducible gLLPQccdfeefpvoeloj reducible gLLPQccdfeefpvoilon reducible gLLPQccdfeefaboldso SFS[A(2,1)] gLLPQccdfeefaboldwo T2xI gLLPQccdfeefaovplso reducible gLLPQccdfeefaovplwo reducible gLLPQccdfeefhfcpijo toroidal gLLPQccdfeefhfcpino SFS[D(2,1)(2,1)] gLLPQccdefeftngaxjo reducible gLLPQccdefefabkxaoj reducible gLLPQccdefeflngaxjo reducible gLLPQccdfeefhogdloj reducible gLLPQccdfeefhogdlow reducible gLLPQccdfeefhogplok reducible gLLPQccdfeefhogploj reducible gLLPQccdfeefhfcptso toroidal gLLPQccdfeefhfcptwo SFS[D(2,1)(2,1)] gLLPQccdefeftngqxso reducible gLLPQccdefefabkxqoj reducible gLLPQccdefeflngqxso reducible gLLPQccdfeefhogmloj reducible gLLPQccdfeefhogmlok reducible gLLPQccdfeefhogalow reducible gLLPQccdfeefhogaloj reducible gLLPQccdfeeflobmloj reducible gLLPQccdfeeflobdloj reducible gLLPQccdfeefpvodloj reducible gLLPQccdfeefpvomloj reducible gLLPQccdfeeflobmlok reducible gLLPQccdfeeflobdlow reducible gLLPQccdfeefpvodlow reducible gLLPQccdfeefpvomlok reducible gLLPQccdfeeflobalow reducible gLLPQccdfeeflobaloj reducible gLLPQccdfeefpvoaloj reducible gLLPQccdfeefpvoalow reducible gLvQQaefdfefnixebvb SFS[D(11,3)(2,1)] gLvQQaefdeffnhxhcrb SFS[D(4,1)(2,1)] gLvQQaefdeffnhxhfrb m145(0,0) gLvQQaefdeffnhxhbrb m043(0,0) gLvQQaefdeffndapcjw toroidal gLvQQaefdfefnhahbgg toroidal gLvQQaefdeffnhqhckn toroidal gLvQQaefdeffnhqhfkn toroidal gLvQQaefdeffnhqhbkn toroidal gLvQQaefdeffnhihckn toroidal gLvQQaefdeffnhihfkn m178(0,0) gLvQQaefdeffnhihbkn m011(0,0) gLvQQaefdeffnhehcrb toroidal gLvQQaefdeffnhehfrb m159(0,0) gLvQQaefdeffnhehbrb m060(0,0) gLvQQaefdfefniqlvrw s400(0,0) gLvQQaefdeffndqpcbf toroidal gLvQQaefdeffndipcbf toroidal gLvQQaefdeffndepcrb toroidal gLvQQaefdfefnaquooo toroidal gLvQQaefdeffnequssv s173(0,0) gLvQQaefdfefnaqxfcb toroidal gLvQQaefdfefnaqeooo toroidal gLvQQaefdfefnaqhooo toroidal gLvQQaefdfefnaiuooo SFS[D(3,1)(2,1)] gLvQQaefdfefnauuooo SFS[D(3,1)(2,1)] gLvQQaefdeffnxelcro SFS[D(7,2)(2,1)] gLvQQaefdfefnhqhooj s345(0,0) gLvQQaefdfefnhqhrgg s450(0,0) gLvQQaefdeffnxqijfg toroidal gLvQQaefdeffnxqlckg toroidal gLvQQaefdfefnhqxggg toroidal gLvQQaefdeffnhqxofs toroidal gLvQQaefdeffnhqxofk SFS[D(4,1)(3,1)] gLvQQaefdeffnhqxofb SFS[D(4,1)(3,1)] gLvQQaefdeffnhqmbrs m034(0,0) gLvQQaefdeffnhqmbrk m188(0,0) gLvQQaefdeffnhqmbrb m121(0,0) gLvQQaefdeffnuqhffj m171(0,0) gLvQQaefdeffnuqhfnj m291(0,0) gLvQQaefdeffnuqhfwj m073(0,0) gLvQQaefdfefniqegvb m053(0,0) gLvQQaefdfefnlqejvb m306(0,0) gLvQQaefdeffnhqhcfb reducible gLvQQaefdeffnhqhffb SFS[D(3,1)(2,1)] gLvQQaefdeffnhqhbfb SFS[D(3,1)(2,1)] gLvQQaefdeffnhqhcnb toroidal gLvQQaefdeffnhqhfnb m100(0,0) gLvQQaefdeffnhqhbnb m052(0,0) gLvQQaefdeffnhqhcwb toroidal gLvQQaefdeffnhqhfwb m030(0,0) gLvQQaefdeffnhqhbwb m026(0,0) gLvQQaefdeffnhqhcfk toroidal gLvQQaefdeffnhqhffk m170(0,0) gLvQQaefdeffnhqhbfk toroidal gLvQQaefdeffnhqhcnk toroidal gLvQQaefdeffnhqhfnk toroidal gLvQQaefdeffnhqhbnk toroidal gLvQQaefdeffnhqhcfs toroidal gLvQQaefdeffnhqhffs m116(0,0) gLvQQaefdeffnhqhbfs m003(0,0) gLvQQaefdfefniqlcrb m074(0,0) gLvQQaefdeffndqiksb toroidal gLvQQaefdeffndqujfb SFS[A(4,1)] gLvQQaefdeffndqhgfb reducible gLvQQaefdeffndqhgnb reducible gLvQQaefdeffndqhgwb reducible gLvQQaefdeffnaqhgfb SFS[D(4,3)(3,1)] gLvQQaefdeffnaqhgnb SFS[D(4,3)(3,1)] gLvQQaefdeffnaqhgwb toroidal gLvQQaefdeffneqhgfb SFS[D(4,1)(3,1)] gLvQQaefdeffneqhgnb SFS[D(4,1)(3,1)] gLvQQaefdeffneqhgwb toroidal gLvQQaefdeffndqpbfc toroidal gLvQQaefdeffndqpjfj toroidal gLvQQaefdeffniqpwfb SFS[A(4,1)] gLvQQaefdeffnxqpcfn SFS[A(4,1)] gLvQQaefdeffnuqpkfw toroidal gLvQQaefdeffnaqpbfc SFS[A(4,1)] gLvQQaefdeffntqpsfo reducible gLvQQaefdeffntqprfo reducible gLvQQaefdeffntqpcfo reducible gLvQQaefdeffneqiscc SFS[D(3,1)(3,1)] gLvQQaefdeffnequsfc m023(0,0) gLvQQaefdeffniqucfb SFS[A(2,1)] gLvQQaefdeffnhqlofs toroidal gLvQQaefdeffnhqlofk SFS[D(4,3)(3,1)] gLvQQaefdeffnhqlofb SFS[D(4,3)(3,1)] gLvQQaefdeffnhqibrs m022(0,0) gLvQQaefdeffnhqibrk m223(0,0) gLvQQaefdeffnhqibrb m189(0,0) gLvQQaefdeffnhqhvfn m081(0,0) gLvQQaefdeffnhqhvnn m303(0,0) gLvQQaefdeffnhqhvwn m117(0,0) gLvQQaefdeffnlqevfr m136(0,0) gLvQQaefdeffnlqecfb toroidal gLvQQaefdeffnammgkb SFS[D(8,3)(2,1)] gLvQQaefdeffnhmmbwb SFS[D(2,1)(2,1)] gLvQQaefdeffnhmmbkb SFS[D(2,1)(2,1)] gLvQQaefdeffnttxofn reducible gLvQQaefdeffnhahcfj SFS[D(4,1)(2,1)] gLvQQaefdeffnhahffj m154(0,0) gLvQQaefdeffnhahbfj m019(0,0) gLvQQaefdeffnhmhcrb SFS[D(4,1)(2,1)] gLvQQaefdeffndmpcvk reducible gLvQQaefdeffndmpcvs reducible gLvQQaefdeffndmpcvb reducible gLvQQaefdeffnummbgg SFS[D(5,2)(5,2)] gLvQQaefdeffndxpcsr toroidal gLvQQaefdfefnhxhoof SFS[D(5,3)(5,2)] gLvQQadefeffnxhhfoo SFS[D(5,2)(5,2)] gLvQQadeffefjahhkvv m160(0,0) gLvQQadeffefjahhojo m149(0,0) gLvQQadefeffjxhhfoo toroidal gLvQQadeffefjadxvvv toroidal gLvQQadefeffjpxpbfb SFS[D(2,1)(2,1)] gLvQQadefeffnpuqjvb SFS[D(7,3)(2,1)] gLvQQadeffefjahxvvv toroidal gLvQQadeffefjapxvvv reducible gLvQQadefeffjaedksr m149(0,0) gLvQQadeffefjahqojj toroidal gLvQQadeffefjaeqocn toroidal gLvQQadefeffjadecfb SFS[A(3,1)] gLvQQadeffefjaqxfcb toroidal gLvQQadefeffjapeofg m032(0,0) gLvQQadefeffjqpeffg SFS[D(9,2)(2,1)] gLvQQadefeffjauebfs m015(0,0) gLvQQadeffefjauesgs m117(0,0) gLvQQadefeffjaelnfr SFS[D(2,1)(2,1)] gLvQQadefeffjaiqcrb T2xI gLvQQadeffefjaqeooo toroidal gLvQQadefeffjpuqjvb SFS[D(8,3)(2,1)] gLvQQadefeffnxilksb toroidal gLvQQadeffefjailcfb toroidal gLvQQadefeffjpiljfb toroidal gLvQQadefeffnpiljfb toroidal gLvQQadefeffjxilksb toroidal gLvQQadefeffjailbfc SFS[A(2,1)] gLvQQadefeffjailcbf SFS[A(2,1)] gLvQQadefeffjaixcbf T2xI gLvQQadefeffjadlcfn T2xI gLvQQadefeffjmmqssf SFS[D(5,1)(2,1)] gLvQQadefeffjaidcsr SFS[D(2,1)(2,1)] gLvQQadefeffjaiecfj T2xI gLvQQadefeffjahecrg SFS[D(4,1)(2,1)] gLvQQadefeffjahqckc SFS[D(5,2)(2,1)] gLvQQadefeffnqpeffg SFS[D(6,1)(2,1)] gLvQQadefeffjaducvg m009(0,0) gLvQQadefeffjaednjr m010(0,0) gLvQQadefeffjahhcrg toroidal gLvQQadefeffjahhrrg m178(0,0) gLvQQadefeffjahhsrg m011(0,0) gLvQQadefeffjaehjnf SFS[D(4,1)(2,1)] gLvQQadefeffjaehjwf m154(0,0) gLvQQadefeffjaehjff m019(0,0) gLvQQadefeffjadhwfg SFS[D(5,2)(2,1)] gLvQQadefeffjahxsfo SFS[D(4,1)(2,1)] gLvQQadefeffjadpcbk SFS[D(4,1)(2,1)] gLvQQadeffefjadpgnk toroidal gLvQQadefeffjmmhsff SFS[D(3,1)(2,1)] gLvQQadefeffjmmhwff SFS[D(3,1)(2,1)] gLvQQadefeffjahdckc toroidal gLvQQadefeffjahdrkc m185(0,0) gLvQQadefeffjahdskc m017(0,0) gLvQQadefeffjahtckc SFS[D(5,2)(2,1)] gLvQQadefeffjahtrkc m147(0,0) gLvQQadefeffjahtskc m016(0,0) gLvQQadefeffnqhhjfc m037(0,0) gLvQQadefeffnqhhjff m082(0,0) gLvQQadefeffjaedkjb toroidal gLvQQadefeffjahhcfb reducible gLvQQadefeffjahhcwb SFS[D(3,1)(3,2)] gLvQQadefeffjahhcnb SFS[D(3,1)(3,1)] gLvQQadefeffjahhrfb SFS[D(3,1)(3,1)] gLvQQadefeffjahhrwb toroidal gLvQQadefeffjahhsfb SFS[D(3,1)(3,2)] gLvQQadefeffjahhcff SFS[D(3,1)(3,1)] gLvQQadefeffjahhcwf m007(0,0) gLvQQadefeffjahhcnf toroidal gLvQQadefeffjahhrff m033(0,0) gLvQQadefeffjahhrwf toroidal gLvQQadefeffjahhsff m010(0,0) gLvQQadefeffjahhcfc SFS[D(3,1)(3,2)] gLvQQadefeffjahhcwc m036(0,0) gLvQQadefeffjahhcnc m007(0,0) gLvQQadefeffjahhrfc m036(0,0) gLvQQadefeffjahhrwc toroidal gLvQQadefeffjahhsfc m007(0,0) gLvQQadeffefjahhrwb toroidal gLvQQadeffefjahhrwf toroidal gLvQQadeffefjahhrwc toroidal gLvQQadefeffjphhjfb SFS[D(3,1)(2,1)] gLvQQadefeffjphhjff m054(0,0) gLvQQadefeffjphhjfc m100(0,0) gLvQQadefeffnphhjfb SFS[D(3,1)(2,1)] gLvQQadefeffnphhjfc m030(0,0) gLvQQadefeffnphhjff m100(0,0) gLvQQadefeffjqhhjff m046(0,0) gLvQQadefeffjqhhjfc m082(0,0) gLvQQadefeffjmmxwfo SFS[D(7,2)(2,1)] gLvQQadefeffjtptbgg SFS[D(5,3)(5,2)] gLvQQadefeffjtetvvc SFS[D(5,3)(4,1)] gLvQQaedfeffjtixsfo toroidal gLvQQaedfeffjtixrfo SFS[D(5,2)(2,1)] gLvQQaedfeffjtixcfo SFS[D(5,2)(2,1)] gLvQQaedfeffjuaukvg m045(0,0) gLvQQaedfeffneqtcvk SFS[D(3,1)(2,1)] gLvQQaedffefjhptnnc SFS[D(3,1)(2,1)] gLvQQaedfeffjllxvfo m007(0,0) gLvQQaedfeffjuqucvg m009(0,0) gLvQQaedfeffjaddgob m053(0,0) gLvQQaedfeffjxddgor m032(0,0) gLvQQaedfeffjtaeffs SFS[D(5,2)(2,1)] gLvQQaedfeffjtaeffg SFS[D(5,2)(2,1)] gLvQQaedfeffjtaeffn toroidal gLvQQaedfeffjllqvjo SFS[D(3,1)(3,1)] gLvQQaedfeffntixcfo SFS[D(4,1)(2,1)] gLvQQaedfeffntixrfo SFS[D(4,1)(2,1)] gLvQQaedfeffntixsfo toroidal gLvQQaedfeffjhtpbfb SFS[D(2,1)(2,1)] gLvQQaedfeffjatpgwb toroidal gLvQQaedfeffjatpgnb SFS[D(4,1)(2,1)] gLvQQaedfeffjatpgfb SFS[D(4,1)(2,1)] gLvQQaedfeffntihcff SFS[D(2,1)(2,1)] gLvQQaedffefjehtccb SFS[D(3,1)(2,1)] gLvQQaedfeffjeqtcvk SFS[D(3,1)(2,1)] gLvQQaefdeffjhxhcrb SFS[D(5,2)(2,1)] gLvQQaefdeffjhxhfrb m130(0,0) gLvQQaefdeffjhxhbrb m069(0,0) gLvQQaefdfefjiqlcrb m080(0,0) gLvQQaefdeffjhqhcnb toroidal gLvQQaefdeffjhqhcwb toroidal gLvQQaefdeffjhqhfnb m082(0,0) gLvQQaefdeffjhqhfwb m037(0,0) gLvQQaefdeffjhqhbnb m118(0,0) gLvQQaefdeffjhqhbwb m070(0,0) gLvQQaefdeffjhqhcfk toroidal gLvQQaefdeffjhqhcnk toroidal gLvQQaefdeffjhqhffk m180(0,0) gLvQQaefdeffjhqhfnk toroidal gLvQQaefdeffjhqhbfk m016(0,0) gLvQQaefdeffjhqhbnk toroidal gLvQQaefdeffjhqhcfs toroidal gLvQQaefdeffjhqhffs m141(0,0) gLvQQaefdeffjhqhbfs m017(0,0) gLvQQaefdfefjiqlvrw s438(0,0) gLvQQaefdeffjhqhckn toroidal gLvQQaefdeffjhqhfkn toroidal gLvQQaefdeffjhqhbkn toroidal gLvQQaefdeffjhihckn toroidal gLvQQaefdeffjhihfkn m185(0,0) gLvQQaefdeffjhihbkn m017(0,0) gLvQQaefdeffjhehcrb toroidal gLvQQaefdeffjhehfrb m145(0,0) gLvQQaefdeffjhehbrb m119(0,0) gLvQQaefdeffjhahcfj SFS[D(5,2)(2,1)] gLvQQaefdeffjhahffj m147(0,0) gLvQQaefdeffjhahbfj m016(0,0) gLvQQaefdeffjhmhcrb SFS[D(5,2)(2,1)] gLvQQaefdfefjixebvb SFS[D(10,3)(2,1)] gLvQQaefdfefjlqejvb m319(0,0) gLvQQaefdfefjiqegvb m045(0,0) gLvQQaefdeffjhqxofs toroidal gLvQQaefdeffjhqxofk SFS[D(5,2)(3,1)] gLvQQaefdeffjhqxofb SFS[D(5,2)(3,1)] gLvQQaefdeffjhqmbrs m115(0,0) gLvQQaefdeffjhqmbrk m168(0,0) gLvQQaefdeffjhqmbrb m143(0,0) gLvQQaefdeffjuqhffj m229(0,0) gLvQQaefdeffjuqhfnj m300(0,0) gLvQQaefdeffjuqhfwj m079(0,0) gLvQQaefdeffjummbgg SFS[D(5,2)(4,1)] gLvQQaefdeffjttxofn SFS[D(3,1)(2,1)] gLvQQaefdeffjiqucfb T2xI gLvQQaefdeffjeqiscc m007(0,0) gLvQQaefdeffjequsfc m059(0,0) gLvQQaefdfefjaqhooo toroidal gLvQQaefdfefjaqeooo toroidal gLvQQaefdfefjaqxfcb SFS[A(2,1)] gLvQQaefdeffjequssv s394(0,0) gLvQQaefdeffjeaiscn SFS[D(5,2)(2,1)] gLvQQaefdeffjdapcjw toroidal gLvQQaefdfefjauuooo SFS[D(3,1)(2,1)] gLvQQaefdeffjammgkb SFS[D(7,3)(2,1)] gLvQQaefdeffjuqpkfw toroidal gLvQQaefdeffjaqpbfc SFS[A(5,2)] gLvQQaefdeffjtqpsfo reducible gLvQQaefdeffjtqprfo reducible gLvQQaefdeffjtqpcfo reducible gLvQQaefdeffjdqpbfc toroidal gLvQQaefdeffjdqpjfj toroidal gLvQQaefdeffjxqpcfn SFS[A(5,2)] gLvQQaefdeffjiqpwfb SFS[A(5,2)] gLvQQaefdeffjdqiksb toroidal gLvQQaefdeffjdqujfb SFS[A(5,2)] gLvQQaefdeffjdqhgfb reducible gLvQQaefdeffjdqhgnb reducible gLvQQaefdeffjdqhgwb reducible gLvQQaefdeffjaqhgfb SFS[D(5,3)(3,1)] gLvQQaefdeffjaqhgnb SFS[D(5,3)(3,1)] gLvQQaefdeffjaqhgwb toroidal gLvQQaefdeffjeqhgfb SFS[D(5,2)(3,1)] gLvQQaefdeffjeqhgnb SFS[D(5,2)(3,1)] gLvQQaefdeffjeqhgwb toroidal gLvQQaefdfefjaquooo SFS[D(3,1)(2,1)] gLvQQaefdeffjdqpcbf toroidal gLvQQaefdeffjdipcbf SFS[A(5,2)] gLvQQaefdeffjdepcrb SFS[A(5,2)] gLvQQaefdeffjdxpcsr toroidal gLvQQaefdfefjaiuooo reducible gLvQQaefdeffjdmpcvk reducible gLvQQaefdeffjdmpcvs reducible gLvQQaefdeffjdmpcvb reducible gLvQQaefdeffjxelcro SFS[D(5,1)(2,1)] gLvQQaefdeffjlqecfb toroidal gLvQQaefdeffjlqevfr m261(0,0) gLvQQaefdfefjhqxggg toroidal gLvQQaefdeffjxqlckg SFS[D(7,2)(2,1)] gLvQQaefdeffjxqijfg toroidal gLvQQaefdeffjxllcfc SFS[D(2,1)(2,1)] gLvQQaefdfefjhahbgg toroidal gLvQQaefdeffjhqlofs toroidal gLvQQaefdeffjhqlofk SFS[D(5,3)(3,1)] gLvQQaefdeffjhqlofb SFS[D(5,3)(3,1)] gLvQQaefdeffjhqibrs m058(0,0) gLvQQaefdeffjhqibrk m275(0,0) gLvQQaefdeffjhqibrb m239(0,0) gLvQQaefdeffjhqhvfn m142(0,0) gLvQQaefdeffjhqhvnn m346(0,0) gLvQQaefdeffjhqhvwn m146(0,0) gLvQQaefdfefjhqhooj s448(0,0) gLvQQaefdfefjhqhrgg s502(0,0) gLvQQaefdfefjhxhoof toroidal gLvQQadfeeffjaqmkfc toroidal gLvQQadfeeffjaqmksv m192(0,0) gLvQQadfeeffjaqtwfb toroidal gLvQQadfeeffjaqtwnb toroidal gLvQQadfeeffjaqtwwb m052(0,0) gLvQQadfeeffnumxgkb SFS[D(8,3)(2,1)] gLvQQadfeeffjaqljfj toroidal gLvQQadfeeffjaqljwj toroidal gLvQQadfeeffjaqljnj toroidal gLvQQadfeeffjaqpjfj toroidal gLvQQadfeeffjaqpjwj toroidal gLvQQadfeeffjaqpjnj toroidal gLvQQadfeeffjaqiwfj toroidal gLvQQadfeeffjaqdjfn toroidal gLvQQadfeeffjmqdwfo SFS[D(7,2)(2,1)] gLvQQadfeeffjatiofn SFS[D(3,1)(2,1)] gLvQQadfeeffjatdnfb SFS[D(3,1)(2,1)] gLvQQadfeeffnmqicfw SFS[D(2,1)(2,1)] gLvQQadfeeffjalxcrn SFS[A(3,1)] gLvQQadfeeffjatxcjf m004(0,0) gLvQQadfeeffnuqtcsb SFS[D(2,1)(2,1)] gLvQQadfeeffjeuxbfc toroidal gLvQQadfeeffnmqtcfb reducible gLvQQadfeeffjxxxvfg toroidal gLvQQadfeeffjxxxvvg SFS[D(3,1)(2,1)] gLvQQadfeeffjxxxvgg SFS[D(3,1)(2,1)] gLvQQadfeeffjxxxsgg SFS[D(7,3)(3,1)] gLvQQadfeeffjxxxwgg toroidal gLvQQadfeeffjxxxvvs SFS[D(5,1)(3,1)] gLvQQadfeeffjxxxvvn SFS[D(7,2)(3,1)] gLvQQadfeeffjaexrrb toroidal gLvQQadfeeffjaexsrb toroidal gLvQQadfeeffjamxcrb SFS[D(3,1)(2,1)] gLvQQadfeeffjamxrrb m026(0,0) gLvQQadfeeffjamxsrb toroidal gLvQQadfeeffjaxxcrb SFS[D(3,1)(2,1)] gLvQQadfeeffjaxxcvb SFS[D(3,1)(2,1)] gLvQQadfeeffjaxxcjb reducible gLvQQadfeeffjaxxrrb toroidal gLvQQadfeeffjaxxsrb m027(0,0) gLvQQadfeeffjaxxcvs SFS[D(3,1)(2,1)] gLvQQadfeeffjaxxcvk toroidal gLvQQadfeeffjauxbfc m125(0,0)(0,0) gLvQQadfeeffjatxnjo m120(0,0) gLvQQadfeeffjumxgkb SFS[D(7,3)(2,1)] gLvQQadfeeffjduxbfc m328(0,0)(0,0) gLvQQadfeeffnuqxjrb toroidal gLvQQadfeeffnmqxssb toroidal gLvQQadfeeffjeqxbbv toroidal gLvQQadfeeffjeqxbbo toroidal gLvQQadfeeffnmqxjfb toroidal gLvQQadfeeffnmqxjfs m043(0,0) gLvQQadfeeffnmqxjfk SFS[D(7,2)(2,1)] gLvQQadfeeffjxqxvvb toroidal gLvQQadfeeffjxqxvgb toroidal gLvQQadfeeffjxqxvfb reducible gLvQQadfeeffjxqxsgb toroidal gLvQQadfeeffjxqxwgb toroidal gLvQQadfeeffjxqxvvv toroidal gLvQQadfeeffjxqxvvo m044(0,0) gLvQQadfeeffjaqxcwb reducible gLvQQadfeeffjaqxcnb reducible gLvQQadfeeffjaqxrfb reducible gLvQQadfeeffjaqxrwb toroidal gLvQQadfeeffjaqxrnb toroidal gLvQQadfeeffjaqxsfb reducible gLvQQadfeeffjaqxswb toroidal gLvQQadfeeffjaqxsnb toroidal gLvQQadfeeffjaqxcfk reducible gLvQQadfeeffjaqxcwk SFS[D(3,1)(3,1)] gLvQQadfeeffjaqxcnk SFS[D(3,1)(3,2)] gLvQQadfeeffjaqxrfk toroidal gLvQQadfeeffjaqxrwk s297(0,0) gLvQQadfeeffjaqxrnk m149(0,0) gLvQQadfeeffjaqxsfk toroidal gLvQQadfeeffjaqxswk s481(0,0) gLvQQadfeeffjaqxsnk m160(0,0) gLvQQadfeeffjaqxcfs reducible gLvQQadfeeffjaqxcws SFS[D(3,1)(3,2)] gLvQQadfeeffjaqxcns SFS[D(3,1)(3,1)] gLvQQadfeeffjaqxrfs toroidal gLvQQadfeeffjaqxrws s313(0,0) gLvQQadfeeffjaqxrns s495(0,0) gLvQQadfeeffjaqxsfs toroidal gLvQQadfeeffjaqxsws m249(0,0) gLvQQadfeeffjaqxsns m247(0,0) gLvQQadfeeffjaqxnsb toroidal gLvQQadfeeffjaqxjkb toroidal gLvQQadfeeffjaqxbbv toroidal gLvQQadfeeffjaqxbbo toroidal gLvQQadfeeffnuqxvvb toroidal gLvQQadfeeffnuqxvvo toroidal gLvQQadfeeffnuqxvvv toroidal gLvQQadfeeffjuqxvvb toroidal gLvQQadfeeffjuqxvvv toroidal gLvQQadfeeffjuqxvvo toroidal gLvQQadfeeffjaexjrj m292(0,0)(0,0) gLvQQadfeeffjalxjfn m129(0,0)(0,0) gLvQQadfeeffjaqdwkn m366(0,0)(0,0) gLvQQadfeeffjaedwrb toroidal gLvQQadfeeffjaldwfj m203(0,0)(0,0) gLvQQadfeeffjaqickj m203(0,0)(0,0) gLvQQadfeeffjaeicrn m129(0,0)(0,0) gLvQQadfeeffjalicfb SFS[A(3,1)] gLvQQadfeeffjuqxjrb toroidal gLvQQadfeeffjmqxssb toroidal gLvQQadfeeffjdqxbbv toroidal gLvQQadfeeffjdqxbbo toroidal gLvQQadfeeffjqqxjfb toroidal gLvQQadfeeffjqqxgfb toroidal gLvQQadfeeffjqqxgnb toroidal gLvQQadfeeffjqqxgwb toroidal gLvQQadfeeffjqqxkfb reducible gLvQQadfeeffjqqxjfk m064(0,0) gLvQQadfeeffjqqxjfs toroidal gLvQQadfeeffjmqxjfb toroidal gLvQQadfeeffjmqxjfk toroidal gLvQQadfeeffjmqxjfs m060(0,0) gLvQQadfeeffjeqxbfc m328(0,0)(0,0) gLvQQadfeeffnmqxsfw m201(0,0) gLvQQadfeeffjaqxrkn toroidal gLvQQadfeeffjaqxskn toroidal gLvQQadfeeffjaqxcsw SFS[A(2,1)] gLvQQadfeeffjaqxcbf SFS[A(2,1)] gLvQQadfeeffjeqxcbf m357(0,0)(0,0) gLvQQadfeeffjdqxcbf m329(0,0)(0,0) gLvQQadfeeffjaixckn toroidal gLvQQadfeeffjaixrkn m052(0,0) gLvQQadfeeffjaixskn toroidal gLvQQadfeeffjauxckn toroidal gLvQQadfeeffjauxrkn toroidal gLvQQadfeeffjauxskn m055(0,0) gLvQQadfeeffjaqpcbf m202(0,0)(0,0) gLvQQadfeeffjeqpcbf m329(0,0)(0,0) gLvQQadfeeffjdqpcbf toroidal gLvQQadfeeffjaqlcbf m125(0,0)(0,0) gLvQQadfeeffjeqlcbf SFS[A(2,1)] gLvQQadfeeffjdqlcbf m202(0,0)(0,0) gLvQQadfeeffjaqxbfc toroidal gLvQQadfeeffjaqxnfw toroidal gLvQQadfeeffjaqxjnj toroidal gLvQQadfeeffjaqxjwj toroidal gLvQQadfeeffjaqdwnb toroidal gLvQQadfeeffjaqdwwb toroidal gLvQQadfeeffjaqicnn SFS[D(3,1)(2,1)] gLvQQadfeeffjaqicwn SFS[D(3,1)(2,1)] gLvQQadfeeffjmqxsfw m224(0,0) gLvQQadfeeffjdqxbfc m388(0,0)(0,0) gLvQQadfeeffnmqdwfo SFS[D(5,1)(2,1)] gLvQQadfeeffjaexckj SFS[A(3,1)] gLvQQadfeeffjamxcbr m004(0,0) gLvQQadfeeffjatxnfs SFS[D(4,1)(3,1)] gLvQQadfeeffjeixbfc m125(0,0)(0,0) gLvQQadfeeffjalxrfj SFS[D(3,1)(2,1)] gLvQQadfeeffjalxsfj SFS[D(3,1)(2,1)] gLvQQadfeeffjaaxcfj SFS[D(3,1)(2,1)] gLvQQadfeeffjaaxrfj SFS[D(3,1)(2,1)] gLvQQadfeeffjaaxsfj reducible gLvQQadfeeffjaaxcfv SFS[D(3,1)(2,1)] gLvQQadfeeffjaaxcwv SFS[D(3,1)(2,1)] gLvQQadfeeffjaaxcnv toroidal gLvQQadfeeffjaaxcfr reducible gLvQQadfeeffjatxcfj SFS[D(3,1)(2,1)] gLvQQadfeeffjatxrfj toroidal gLvQQadfeeffjatxsfj SFS[D(3,1)(2,1)] gLvQQadfeeffjaixbfc toroidal gLvQQadfeeffjdixbfc toroidal gLvQQadfeeffjalmcvj reducible gLvQQadfeeffjaqacfn toroidal gLvQQadfeeffjaqacwn toroidal gLvQQadfeeffjaqacnn toroidal gLvQQadfeeffjaqacfo toroidal gLvQQadfeeffjaqarfo toroidal gLvQQadfeeffjaqasfo toroidal gLvQQadfeeffjaqacfr reducible gLvQQadfeeffjaqmcfn toroidal gLvQQadfeeffjaqmcwn SFS[D(3,1)(2,1)] gLvQQadfeeffjaqmcnn m003(0,0) gLvQQadfeeffjaqmcsk m034(0,0) gLvQQadfeeffjaqtbfr toroidal gLvQQadfeeffjaemcsb SFS[D(3,1)(2,1)] gLvQQadfeeffjaaacfb toroidal gLvQQadfeeffjaaacff SFS[D(3,1)(3,1)] gLvQQadfeeffjaaarff SFS[D(3,1)(3,2)] gLvQQadfeeffjaaasff toroidal gLvQQadfeeffjaaacfc SFS[D(3,1)(3,2)] gLvQQadfeeffjaaacwc reducible gLvQQadfeeffjaaacnc SFS[D(3,1)(3,1)] gLvQQadfeeffjatmcfb reducible gLvQQadfeeffjqqqffs toroidal gLvQQadfeeffjqqqffk SFS[D(7,2)(3,1)] gLvQQadfeeffjqqqcfb SFS[D(2,1)(2,1)] gLvQQadfeeffjqqqbwb toroidal gLvQQadfeeffjqqqbnb SFS[D(8,3)(3,1)] gLvQQadfeeffjaqqofs toroidal gLvQQadfeeffjaqqofk toroidal gLvQQadfeeffjaqqkfb reducible gLvQQadfeeffjaqqofb toroidal gLvQQadfeeffjaqqwfb toroidal gLvQQadfeeffjaqqwnb m055(0,0) gLvQQadfeeffjaqqwwb toroidal gLvQQadefeffbamtkjb reducible gLvQQadeffefbamtovb reducible gLvQQadefeffbahhwrb toroidal gLvQQadefeffbahhkjb reducible gLvQQadeffefbahhkjb reducible gLvQQadeffefbahhwrb toroidal gLvQQadeffefbahhkjo reducible gLvQQadeffefbahhkrv SFS[D(3,1)(3,1)] gLvQQadeffefbahhkvv SFS[D(3,1)(3,2)] gLvQQadefeffbxhhcoo SFS[D(3,1)(2,1)] gLvQQadefeffbxhxbfo SFS[D(3,1)(2,1)] gLvQQadefeffbdeebfb T2xI gLvQQadefeffbadhcvg toroidal gLvQQadefeffbaddcbb SFS[A(2,1)] gLvQQadeffefbahqwrw toroidal gLvQQadeffefbahqkrc SFS[D(3,1)(2,1)] gLvQQadeffefbahqovj SFS[D(3,1)(2,1)] gLvQQadeffefbahqorj m003(0,0) gLvQQadeffefbahqojj toroidal gLvQQadeffefbaeqogn toroidal gLvQQadeffefbaeqoon toroidal gLvQQadeffefbaeqocn toroidal gLvQQadeffefbaddgfb SFS[D(3,1)(2,1)] gLvQQadeffefbaddvfb SFS[D(3,1)(2,1)] gLvQQadefeffbdddcbb T2xI gLvQQadefeffbmmlckn SFS[D(2,1)(2,1)] gLvQQadefeffbpepckn reducible gLvQQadefeffbamqkjb reducible gLvQQadefeffbaexksf m004(0,0) gLvQQadefeffbadusnb toroidal gLvQQadefeffbaduswb SFS[D(3,1)(3,1)] gLvQQadefeffbadusfb SFS[D(3,1)(3,2)] gLvQQadefeffbadurnb SFS[D(3,1)(3,2)] gLvQQadefeffbadurwb reducible gLvQQadefeffbadurfb SFS[D(3,1)(3,1)] gLvQQadefeffbaducnb SFS[D(3,1)(3,1)] gLvQQadefeffbaducwb SFS[D(3,1)(3,2)] gLvQQadefeffbaducfb reducible gLvQQadeffefbamqovb reducible gLvQQadeffefbamqovs SFS[D(3,1)(3,2)] gLvQQadeffefbamqovk SFS[D(3,1)(3,1)] gLvQQadeffefbaexfrw m004(0,0) gLvQQadeffefbadurwb reducible gLvQQadefeffbppejfb SFS[D(3,1)(2,1)] gLvQQadefeffbpdujfb SFS[D(3,1)(2,1)] gLvQQadefeffbpudwrj reducible gLvQQadefeffbailbbb reducible gLvQQadefeffbailnsb toroidal gLvQQadefeffbaiqjrj SFS[A(3,1)] gLvQQadefeffbadlckj SFS[A(3,1)] gLvQQadefeffbaqxjkb reducible gLvQQadefeffbaqxnsb reducible gLvQQadefeffbaqxbbb toroidal gLvQQadefeffbadqcrn SFS[A(3,1)] gLvQQadefeffbadesnb reducible gLvQQadefeffbadernb reducible gLvQQadefeffbadecnb reducible gLvQQadefeffbaderwb reducible gLvQQadefeffbadecwb reducible gLvQQadefeffbdupbbb reducible gLvQQadeffefbailfcb PxS^1 gLvQQadeffefbailggb reducible gLvQQadeffefbailfgv SFS[D(3,1)(3,2)] gLvQQadeffefbailggo reducible gLvQQadeffefbailgoo SFS[D(3,1)(3,1)] gLvQQadeffefbaqxfcb reducible gLvQQadeffefbaqxvob reducible gLvQQadeffefbaqxggb toroidal gLvQQadeffefbaqxvoo toroidal gLvQQadeffefbadecfb reducible gLvQQadeffefbadesnb reducible gLvQQadeffefbadecfc SFS[A(3,1)] gLvQQadefeffbxilsvv SFS[D(3,1)(2,1)] gLvQQadefeffbpupwkb reducible gLvQQadefeffbqdekfb reducible gLvQQadefeffbqdegwb reducible gLvQQadefeffbxelwgk SFS[D(3,1)(2,1)] gLvQQadefeffbaducvg SFS[D(3,1)(2,1)] gLvQQadefeffbadtcsb SFS[A(2,1)] gLvQQadeffefbaelgcj toroidal gLvQQadeffefbaelgoj m003(0,0) gLvQQadeffefbaelggj SFS[D(3,1)(2,1)] gLvQQadeffefbaelggk SFS[D(3,1)(2,1)] gLvQQadeffefbaelggg reducible gLvQQadeffefbadtfnb SFS[A(2,1)] gLvQQadefeffbqpeffg SFS[D(3,1)(2,1)] gLvQQadefeffbphpjkj reducible gLvQQadefeffbaelksw toroidal gLvQQadefeffbdplcsg SFS[D(2,1)(2,1)] gLvQQadefeffbdiunfg SFS[D(2,1)(2,1)] gLvQQadefeffbaeqkjb reducible gLvQQadefeffbaeqkjs SFS[D(3,1)(3,1)] gLvQQadefeffbaeqkjk SFS[D(3,1)(3,2)] gLvQQadefeffbadpcbk m004(0,0) gLvQQadefeffbaddcjo m004(0,0) gLvQQadefeffbadhsnb toroidal gLvQQadefeffbadhswb SFS[D(3,1)(3,2)] gLvQQadefeffbadhsfb SFS[D(3,1)(3,1)] gLvQQadefeffbadhrnb SFS[D(3,1)(3,1)] gLvQQadefeffbadhrwb reducible gLvQQadefeffbadhrfb SFS[D(3,1)(3,2)] gLvQQadefeffbadhcnb SFS[D(3,1)(3,2)] gLvQQadefeffbadhcwb SFS[D(3,1)(3,1)] gLvQQadefeffbadhcfb reducible gLvQQadeffefbaeqovb reducible gLvQQadeffefbaeqovs SFS[D(3,1)(3,1)] gLvQQadeffefbaeqovk SFS[D(3,1)(3,2)] gLvQQadeffefbadpgnk m004(0,0) gLvQQadeffefbadhrwb reducible gLvQQadefeffbphejfb SFS[D(3,1)(2,1)] gLvQQadefeffbpdhjfb SFS[D(3,1)(2,1)] gLvQQadefeffbmihwfn SFS[D(2,1)(2,1)] gLvQQadefeffbmqewfn SFS[D(2,1)(2,1)] gLvQQadefeffbpuhwfn reducible gLvQQadefeffbphxffw SFS[D(2,1)(2,1)] gLvQQadefeffbahlwfj SFS[D(3,1)(3,2)] gLvQQadefeffbahlkfc m004(0,0) gLvQQadefeffbadpwfj SFS[D(3,1)(3,1)] gLvQQadefeffbadhwrb toroidal gLvQQadefeffbaddwkn SFS[D(3,1)(3,2)] gLvQQadefeffbahqwkn SFS[D(3,1)(3,1)] gLvQQadefeffbaeqjkb reducible gLvQQadeffefbadpsrj SFS[D(3,1)(3,1)] gLvQQadeffefbaddgjg m004(0,0) gLvQQadeffefbahqvrn SFS[D(3,1)(3,1)] gLvQQadeffefbahqfrs m004(0,0) gLvQQadeffefbahqgrg toroidal gLvQQadeffefbaeqvob reducible gLvQQadefeffbpqhjjw SFS[D(2,1)(2,1)] gLvQQadefeffbmmlcnk SFS[D(2,1)(2,1)] gLvQQadefeffbaitcjk SFS[D(3,1)(2,1)] gLvQQadefeffbaitcjb SFS[D(3,1)(2,1)] gLvQQadefeffbaitcjs toroidal gLvQQadefeffbadxwkv SFS[D(3,1)(2,1)] gLvQQadefeffbadtwrw reducible gLvQQadefeffbaduwns reducible gLvQQadefeffbaduwws SFS[D(3,1)(2,1)] gLvQQadefeffbaduwfs SFS[D(3,1)(2,1)] gLvQQadefeffbaduwng toroidal gLvQQadefeffbaduwwg SFS[D(3,1)(2,1)] gLvQQadefeffbaduwfg m003(0,0) gLvQQadefeffbaduwnn toroidal gLvQQadefeffbaduwwn toroidal gLvQQadefeffbaduwfn toroidal gLvQQadefeffbaqqcjb reducible gLvQQadefeffbamqwkv SFS[D(3,1)(2,1)] gLvQQadefeffbaexwfb SFS[D(3,1)(2,1)] gLvQQadefeffbaexofb reducible gLvQQadefeffbaexkfb SFS[D(3,1)(2,1)] gLvQQadefeffbaexwfk toroidal gLvQQadefeffbaexofk reducible gLvQQadefeffbaexkfk toroidal gLvQQadefeffbaexwfs SFS[D(3,1)(2,1)] gLvQQadefeffbaexofs reducible gLvQQadefeffbaexkfs SFS[D(3,1)(2,1)] gLvQQadeffefbadxvvv reducible gLvQQadeffefbadxvrv SFS[D(3,1)(2,1)] gLvQQadeffefbadxvjv SFS[D(3,1)(2,1)] gLvQQadeffefbadtwrw reducible gLvQQadeffefbadusrs SFS[D(3,1)(2,1)] gLvQQadeffefbamqfvv SFS[D(3,1)(2,1)] gLvQQadeffefbaexsjb reducible gLvQQadeffefbaexsrb SFS[D(3,1)(2,1)] gLvQQadeffefbaexsvb SFS[D(3,1)(2,1)] gLvQQadeffefbaexsjk reducible gLvQQadeffefbaexsrk toroidal gLvQQadeffefbaexsvk toroidal gLvQQadeffefbaexsjs reducible gLvQQadeffefbaexsrs SFS[D(3,1)(2,1)] gLvQQadeffefbaexsvs SFS[D(3,1)(2,1)] gLvQQadefeffbailcns SFS[D(3,1)(3,1)] gLvQQadefeffbailcnk SFS[D(3,1)(3,2)] gLvQQadefeffbdilcfk reducible gLvQQadefeffbdilcfs reducible gLvQQadefeffbadlkfj SFS[D(3,1)(3,1)] gLvQQadefeffbadlofj SFS[D(3,1)(3,2)] gLvQQadefeffbadlwnj SFS[D(3,1)(3,2)] gLvQQadefeffbadlwwj SFS[D(3,1)(3,1)] gLvQQadefeffbadlwfw SFS[D(3,1)(3,1)] gLvQQadefeffbadlwfc SFS[D(3,1)(3,2)] gLvQQadefeffbaiqcbj SFS[D(3,1)(3,2)] gLvQQadefeffbaiqcsj SFS[D(3,1)(3,1)] gLvQQadefeffbaiqskj SFS[D(3,1)(3,1)] gLvQQadefeffbaiqrkj SFS[D(3,1)(3,2)] gLvQQadefeffbaiqckv SFS[D(3,1)(3,2)] gLvQQadefeffbaiqckr SFS[D(3,1)(3,1)] gLvQQadefeffbadekrb reducible gLvQQadefeffbadeorb reducible gLvQQadefeffbadekjb reducible gLvQQadefeffbadekvb reducible gLvQQadefeffbadeovb reducible gLvQQadefeffbadewro reducible gLvQQadefeffbadqkkn SFS[D(3,1)(3,2)] gLvQQadefeffbadqokn SFS[D(3,1)(3,1)] gLvQQadefeffbadqwbn SFS[D(3,1)(3,1)] gLvQQadefeffbadqwsn SFS[D(3,1)(3,2)] gLvQQadefeffbadqwks SFS[D(3,1)(3,2)] gLvQQadefeffbadqwkg SFS[D(3,1)(3,1)] gLvQQadefeffbaqxcwb reducible gLvQQadefeffbaqxcnb reducible gLvQQadefeffbaqxrwb reducible gLvQQadefeffbaqxrnb reducible gLvQQadefeffbaqxsnb reducible gLvQQadefeffbaqxcfk toroidal gLvQQadeffefbailsnk SFS[A(3,1)] gLvQQadeffefbadlsrj reducible gLvQQadeffefbaiqvnj reducible gLvQQadeffefbadewrb reducible gLvQQadeffefbadekjb reducible gLvQQadefeffbpdebvb reducible gLvQQadeffefbadqvrn reducible gLvQQadeffefbaqxsnb reducible gLvQQadeffefbaqxcfb reducible gLvQQadefeffbpxqssb reducible gLvQQadefeffbdiecrn reducible gLvQQadefeffbdiqckj reducible gLvQQadefeffbddlwfj reducible gLvQQadefeffbddewrb reducible gLvQQadefeffbddqwkn reducible gLvQQadefeffbdxljfn reducible gLvQQadefeffbdxejrj reducible gLvQQadefeffbdxqjkb reducible gLvQQadefeffbqilkfk reducible gLvQQadefeffbqilkfs reducible gLvQQadefeffbqdlbfj SFS[D(3,1)(2,1)] gLvQQadefeffbqixkfb SFS[D(3,1)(2,1)] gLvQQadefeffbqiekrn SFS[D(3,1)(2,1)] gLvQQadefeffbqdecjb reducible gLvQQadefeffbqdebrb reducible gLvQQadefeffbquxkfb SFS[D(3,1)(2,1)] gLvQQadefeffbqiqkkj SFS[D(3,1)(2,1)] gLvQQadefeffbqdqbkn SFS[D(3,1)(2,1)] gLvQQadefeffbqqxgwb reducible gLvQQadefeffbqqxkfb reducible gLvQQadefeffbqdlbso SFS[D(3,1)(2,1)] gLvQQadefeffbqdqbvc SFS[D(3,1)(2,1)] gLvQQadefeffbqdebwg reducible gLvQQadefeffbqdecfg SFS[D(2,1)(2,1)] gLvQQadefeffbqixvfw SFS[D(3,1)(2,1)] gLvQQadefeffbailcsf SFS[D(3,1)(2,1)] gLvQQadefeffbailbfj SFS[D(3,1)(2,1)] gLvQQadefeffbailbfw SFS[D(3,1)(2,1)] gLvQQadefeffbailnnw SFS[D(3,1)(2,1)] gLvQQadefeffbdilnfw reducible gLvQQadefeffbdilcsw reducible gLvQQadefeffbaiqcjk toroidal gLvQQadefeffbaiqcvk toroidal gLvQQadefeffbaiqcrk toroidal gLvQQadefeffbaiqcjs m003(0,0) gLvQQadefeffbaiqcvs SFS[D(3,1)(2,1)] gLvQQadefeffbaiqcrs toroidal gLvQQadefeffbaiqcjb SFS[D(3,1)(2,1)] gLvQQadefeffbaiqcvb SFS[D(3,1)(2,1)] gLvQQadefeffbadlsfr toroidal gLvQQadefeffbadlrfr m003(0,0) gLvQQadefeffbadlcfr SFS[D(3,1)(2,1)] gLvQQadefeffbadlsfo toroidal gLvQQadefeffbadlrfo SFS[D(3,1)(2,1)] gLvQQadefeffbadlcfo SFS[D(3,1)(2,1)] gLvQQadefeffbadlsfn toroidal gLvQQadefeffbadlrfn toroidal gLvQQadefeffbadlwso SFS[D(3,1)(2,1)] gLvQQadefeffbadqwvc SFS[D(3,1)(2,1)] gLvQQadefeffbadesrk reducible gLvQQadefeffbaderrk SFS[D(3,1)(2,1)] gLvQQadefeffbadecrk SFS[D(3,1)(2,1)] gLvQQadefeffbadesrg SFS[D(3,1)(2,1)] gLvQQadefeffbaderrg toroidal gLvQQadefeffbadecrg SFS[D(3,1)(2,1)] gLvQQadefeffbadecjg reducible gLvQQadefeffbadecvg SFS[D(3,1)(2,1)] gLvQQadefeffbadesrj SFS[D(3,1)(2,1)] gLvQQadefeffbaderrj SFS[D(3,1)(2,1)] gLvQQadefeffbaiqnks SFS[D(3,1)(2,1)] gLvQQadefeffbaqxcsw reducible gLvQQadefeffbadqskf toroidal gLvQQadefeffbadqrkf toroidal gLvQQadefeffbadqckf toroidal gLvQQadefeffbadqskc m003(0,0) gLvQQadefeffbadqrkc SFS[D(3,1)(2,1)] gLvQQadefeffbadqckc toroidal gLvQQadefeffbadqskb SFS[D(3,1)(2,1)] gLvQQadefeffbadqrkb SFS[D(3,1)(2,1)] gLvQQadeffefbailccc SFS[A(2,1)] gLvQQadeffefbailfnw SFS[A(2,1)] gLvQQadefeffbpilwfj T2xI gLvQQadefeffbpiljkn T2xI gLvQQadeffefbaiqkwb SFS[A(2,1)] gLvQQadefeffbpxlcfb T2xI gLvQQadefeffbpiqjrb T2xI gLvQQadeffefbadlrwn toroidal gLvQQadefeffbpdljfn SFS[A(2,1)] gLvQQadefeffbpiejfj SFS[A(2,1)] gLvQQadeffefbadesrs SFS[D(3,1)(2,1)] gLvQQadeffefbadekwj SFS[A(2,1)] gLvQQadefeffbpdejrj T2xI gLvQQadefeffbpdecfn T2xI gLvQQadeffefbadqfwb SFS[A(2,1)] gLvQQadefeffbpdqjkb T2xI gLvQQadefeffbpxewfb T2xI gLvQQadefeffbqilksw reducible gLvQQadefeffbmmqssf SFS[D(2,1)(2,1)] gLvQQadefeffbaeljfn SFS[D(3,1)(3,1)] gLvQQadefeffbaelbfo m004(0,0) gLvQQadefeffbaitckj SFS[D(3,1)(3,2)] gLvQQadefeffbaitcbr m004(0,0) gLvQQadefeffbadxwfj SFS[D(3,1)(3,2)] gLvQQadefeffbaduwrb toroidal gLvQQadefeffbadtwkn SFS[D(3,1)(3,1)] gLvQQadefeffbaqqckj SFS[D(3,1)(3,1)] gLvQQadefeffbaexjfn SFS[D(3,1)(3,2)] gLvQQadefeffbamqjkb reducible gLvQQadeffefbadxsrj SFS[D(3,1)(3,2)] gLvQQadeffefbaqqvnj SFS[D(3,1)(3,1)] gLvQQadeffefbaexson SFS[D(3,1)(3,2)] gLvQQadeffefbamqvob reducible gLvQQadefeffbqidkjb SFS[D(2,1)(2,1)] gLvQQadefeffbphxjfr reducible gLvQQadefeffbaelkfs SFS[D(3,1)(2,1)] gLvQQadefeffbaelofs toroidal gLvQQadefeffbaelwfs m003(0,0) gLvQQadefeffbaelkfk SFS[D(3,1)(2,1)] gLvQQadefeffbaelofk SFS[D(3,1)(2,1)] gLvQQadefeffbaelwfk toroidal gLvQQadefeffbaelofb SFS[D(3,1)(2,1)] gLvQQadefeffbaelwfb SFS[D(3,1)(2,1)] gLvQQadefeffbaelknb SFS[D(3,1)(2,1)] gLvQQadefeffbaelkwb SFS[D(3,1)(2,1)] gLvQQadefeffbdplcfr reducible gLvQQadefeffbdiucfr reducible gLvQQadefeffbahlcfn SFS[D(3,1)(2,1)] gLvQQadefeffbahlrfn toroidal gLvQQadefeffbahlcfr SFS[D(3,1)(2,1)] gLvQQadefeffbadpcfr reducible gLvQQadefeffbaddwjj SFS[D(3,1)(2,1)] gLvQQadefeffbaddkjj SFS[D(3,1)(2,1)] gLvQQadefeffbaddojj toroidal gLvQQadefeffbadhwns reducible gLvQQadefeffbadhwws toroidal gLvQQadefeffbadhwfs toroidal gLvQQadefeffbadhwng SFS[D(3,1)(2,1)] gLvQQadefeffbadhwwg SFS[D(3,1)(2,1)] gLvQQadefeffbadhwfg toroidal gLvQQadefeffbadhwnn SFS[D(3,1)(2,1)] gLvQQadefeffbadhwwn m003(0,0) gLvQQadefeffbadhwfn toroidal gLvQQadefeffbadxcfr SFS[D(3,1)(2,1)] gLvQQadefeffbadxcwr SFS[D(3,1)(2,1)] gLvQQadefeffbadxcnr toroidal gLvQQadefeffbaeqkkj SFS[D(3,1)(2,1)] gLvQQadefeffbaeqkbj toroidal gLvQQadefeffbaeqksj m003(0,0) gLvQQadefeffbahqskf SFS[D(3,1)(2,1)] gLvQQadefeffbahqrkf toroidal gLvQQadefeffbahqckf m003(0,0) gLvQQadefeffbahqskc SFS[D(3,1)(2,1)] gLvQQadefeffbahqrkc SFS[D(3,1)(2,1)] gLvQQadefeffbahqckc toroidal gLvQQadefeffbahqskb toroidal gLvQQadefeffbahqrkb SFS[D(3,1)(2,1)] gLvQQadefeffbahqckb SFS[D(3,1)(2,1)] gLvQQadefeffbahqsbb SFS[D(3,1)(2,1)] gLvQQadefeffbahqrbb reducible gLvQQadefeffbahqcbb SFS[D(3,1)(2,1)] gLvQQadefeffbahqssb SFS[D(3,1)(2,1)] gLvQQadefeffbahqrsb SFS[D(3,1)(2,1)] gLvQQadefeffbahqcsb reducible gLvQQadeffefbaelsvb reducible gLvQQadeffefbadhsrs toroidal gLvQQadeffefbahqgwb reducible gLvQQadefeffbphqjsb SFS[D(2,1)(2,1)] gLvQQadefeffbpxhsfb SFS[D(2,1)(2,1)] gLvQQadefeffbqelcfb SFS[D(2,1)(2,1)] gLvQQadefeffbmihgfv T2xI gLvQQadefeffbpqhjfr reducible gLvQQadefeffbqehcjf SFS[D(3,1)(2,1)] gLvQQadefeffbaehkjf SFS[D(3,1)(2,1)] gLvQQadefeffbaedksr toroidal gLvQQadefeffbahhcrj reducible gLvQQadefeffbahhrrj SFS[D(3,1)(2,1)] gLvQQadefeffbahhcrk SFS[D(3,1)(2,1)] gLvQQadefeffbahhcrg SFS[D(3,1)(2,1)] gLvQQadefeffbahhcvg SFS[D(3,1)(2,1)] gLvQQadefeffbahhcjg reducible gLvQQadefeffbahhrrg toroidal gLvQQadefeffbahhkwg SFS[D(3,1)(2,1)] gLvQQadeffefbahhcrn SFS[D(3,1)(2,1)] gLvQQadeffefbahhrrg toroidal gLvQQadefeffbphhffg SFS[D(2,1)(2,1)] gLvQQadefeffbphhjjg SFS[D(2,1)(2,1)] gLvQQadefeffbaetkjb reducible gLvQQadefeffbaetkjk SFS[D(3,1)(3,1)] gLvQQadefeffbaetkjs SFS[D(3,1)(3,2)] gLvQQadeffefbaetovb reducible gLvQQadefeffbmmhsff reducible gLvQQadefeffbaetksv SFS[D(3,1)(2,1)] gLvQQadefeffbaehjfb reducible gLvQQadefeffbaehjwb SFS[D(3,1)(2,1)] gLvQQadefeffbaehjnb SFS[D(3,1)(2,1)] gLvQQadefeffbaehjff toroidal gLvQQadefeffbaehjwf SFS[D(3,1)(2,1)] gLvQQadefeffbaehjnf m003(0,0) gLvQQadefeffbaehjfc toroidal gLvQQadefeffbaehjwc toroidal gLvQQadefeffbaehjnc toroidal gLvQQadefeffbahtckb SFS[D(3,1)(2,1)] gLvQQadefeffbahtrkb reducible gLvQQadefeffbahtckf SFS[D(3,1)(2,1)] gLvQQadefeffbahtckc toroidal gLvQQadefeffbahtrkc reducible gLvQQadeffefbaeucob reducible gLvQQadeffefbaetvrv SFS[D(3,1)(2,1)] gLvQQadeffefbaehcob SFS[D(3,1)(2,1)] gLvQQadefeffbaedkvb reducible gLvQQadefeffbaedkrb reducible gLvQQadefeffbaedovb reducible gLvQQadefeffbaedorb reducible gLvQQadefeffbaedwrb reducible gLvQQadefeffbaedkjk reducible gLvQQadefeffbaehknj reducible gLvQQadefeffbaehonj SFS[D(3,1)(3,1)] gLvQQadefeffbaehwnj SFS[D(3,1)(3,2)] gLvQQadefeffbaehkwj SFS[D(3,1)(3,2)] gLvQQadefeffbaehowj reducible gLvQQadefeffbaehwwj SFS[D(3,1)(3,1)] gLvQQadefeffbaehkfj SFS[D(3,1)(3,1)] gLvQQadefeffbaehofj SFS[D(3,1)(3,2)] gLvQQadefeffbaehwfj toroidal gLvQQadefeffbahhcfc reducible gLvQQadefeffbahhcwf SFS[D(3,1)(3,2)] gLvQQadefeffbahhcnf SFS[D(3,1)(3,1)] gLvQQadefeffbahhcwc SFS[D(3,1)(3,1)] gLvQQadefeffbahhrwc toroidal gLvQQadefeffbahhcnc SFS[D(3,1)(3,2)] gLvQQadeffefbaedovb reducible gLvQQadeffefbaedwrb reducible gLvQQadefeffbpedcrb reducible gLvQQadeffefbaehrjj reducible gLvQQadefeffbpehcfj reducible gLvQQadefeffbphdjrn reducible gLvQQadeffefbahhrwc toroidal gLvQQadefeffbphhjfc SFS[D(3,1)(2,1)] gLvQQadefeffbphhjff SFS[D(3,1)(2,1)] gLvQQadefeffbqedfvb reducible gLvQQadefeffbqedcjb reducible gLvQQadefeffbpphjfb SFS[D(3,1)(2,1)] gLvQQadefeffbphujfb SFS[D(3,1)(2,1)] gLvQQadefeffbaehjrj toroidal gLvQQadefeffbaeujrj SFS[D(3,1)(3,1)] gLvQQadefeffbahtwkn SFS[D(3,1)(3,2)] gLvQQadeffefbaeuwoj SFS[D(3,1)(3,1)] gLvQQadefeffbaedjkb reducible gLvQQadefeffbaednsb toroidal gLvQQadefeffbaedbbb reducible gLvQQadefeffbaetjkb reducible gLvQQadefeffbamtjkb reducible gLvQQadefeffbamtbbb reducible gLvQQadeffefbaedfcb toroidal gLvQQadeffefbaedvob reducible gLvQQadeffefbaedggb reducible gLvQQadeffefbaedfcc SFS[A(3,1)] gLvQQadeffefbaetvob reducible gLvQQadeffefbamtfcb reducible gLvQQadeffefbamtvob reducible gLvQQadefeffbtetvvf SFS[D(2,1)(2,1)] gLvQQaedfeffbhtdbvs SFS[D(5,2)(2,1)] gLvQQaedfeffbhtdbvk SFS[D(4,1)(2,1)] gLvQQaedfeffbuuuwrb toroidal gLvQQaedfeffbuiuwrb SFS[D(2,1)(2,1)] gLvQQaedfeffbuquwrb SFS[D(2,1)(2,1)] gLvQQaedffefbaddcbc SFS[A(2,1)] gLvQQaedfeffbtidcro SFS[D(2,1)(2,1)] gLvQQaedfeffbeuucrn SFS[D(3,1)(2,1)] gLvQQaedffefbauuooo SFS[A(2,1)] gLvQQaedfeffbhuujrj SFS[D(3,1)(2,1)] gLvQQaedfeffbeddsww SFS[D(4,1)(2,1)] gLvQQaedfeffbiqdkjb reducible gLvQQaedfeffbuqucvg SFS[D(3,1)(2,1)] gLvQQaedfeffbtiucrj reducible gLvQQaedfeffbeqdcjb SFS[D(2,1)(2,1)] gLvQQaedfeffbeddjwb SFS[D(2,1)(2,1)] gLvQQaedffefbetdcwb toroidal gLvQQaedfeffbetqsss toroidal gLvQQaedffefbddefcf SFS[A(2,1)] gLvQQaedffefbaqeooo toroidal gLvQQaedffefbaqewoo SFS[D(3,1)(2,1)] gLvQQaedffefbaqekoo SFS[D(3,1)(2,1)] gLvQQaedffefbhqqvob reducible gLvQQaedffefbhqewoj SFS[D(3,1)(2,1)] gLvQQaedfeffbeheskv SFS[D(4,1)(2,1)] gLvQQaedffefbhlebgg reducible gLvQQaedfeffbeuxcsw SFS[D(2,1)(2,1)] gLvQQaedfeffbeqxckf SFS[D(3,1)(2,1)] gLvQQaedfeffbeqxcsf SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpcsw reducible gLvQQaedffefbdpqrcj T2xI gLvQQaedffefbeqxfff SFS[A(2,1)] gLvQQaedffefbeixfwn SFS[D(2,1)(2,1)] gLvQQaedffefbeixfff T2xI gLvQQaedffefbdpefcn SFS[A(2,1)] gLvQQaedffefbetxown reducible gLvQQaedffefbehxocn SFS[D(3,1)(2,1)] gLvQQaedffefbdhpocw SFS[D(2,1)(2,1)] gLvQQaedfeffbepqsfs toroidal gLvQQaedfeffbepqvvn SFS[D(2,1)(2,1)] gLvQQaedfeffbepqsvn toroidal gLvQQaedfeffbepqwvn SFS[D(2,1)(2,1)] gLvQQaedfeffbepqsgg SFS[D(4,1)(2,1)] gLvQQaedfeffbehxsvv SFS[D(5,2)(2,1)] gLvQQaedfeffbadxvvv reducible gLvQQaedfeffbehpwvv SFS[D(2,1)(2,1)] gLvQQaedfeffbehpsvv toroidal gLvQQaedfeffbehpvvv SFS[D(2,1)(2,1)] gLvQQaedfeffbapqgfv toroidal gLvQQaedfeffbelxsbv SFS[D(5,2)(2,1)] gLvQQaedfeffbelxssv SFS[D(4,1)(2,1)] gLvQQaedfeffbdqxbbb T2xI gLvQQaedfeffbeqxbbb T2xI gLvQQaedfeffbaqxbbb reducible gLvQQaedfeffbdqpbbb SFS[A(2,1)] gLvQQaedfeffbipqwfb T2xI gLvQQaedfeffbipqsgb SFS[D(2,1)(2,1)] gLvQQaedffefbaaebcb SFS[A(2,1)] gLvQQaedfeffbtuxcsg SFS[D(2,1)(2,1)] gLvQQaedfeffbeqqckj SFS[D(3,1)(2,1)] gLvQQaedfeffbuqqwkn SFS[D(3,1)(2,1)] gLvQQaedfeffbhqqjkb reducible gLvQQaedfeffbeqecrn SFS[D(3,1)(2,1)] gLvQQaedfeffbuqewrb toroidal gLvQQaedfeffbhqejrj SFS[D(3,1)(2,1)] gLvQQaedfeffbxtlbfw SFS[D(3,1)(2,1)] gLvQQaedfeffbttlfbv SFS[D(4,1)(2,1)] gLvQQaedfeffbuqlwfj SFS[D(3,1)(2,1)] gLvQQaedfeffbxqpwfj reducible gLvQQaedfeffbuuxwfj SFS[D(3,1)(2,1)] gLvQQaedffefbuqlsrj SFS[D(3,1)(2,1)] gLvQQaedffefbtdlock SFS[D(3,1)(2,1)] gLvQQaedfeffbailcbf T2xI gLvQQaedfeffbitlffb SFS[D(2,1)(2,1)] gLvQQaedfeffblalffb SFS[D(2,1)(2,1)] gLvQQaedfeffblllcfb SFS[D(2,1)(2,1)] gLvQQaedfeffbllxffb SFS[D(2,1)(2,1)] gLvQQaedfeffbdilbbb T2xI gLvQQaedfeffbiqlkfb SFS[D(2,1)(2,1)] gLvQQaedfeffbiieofj SFS[D(2,1)(2,1)] gLvQQaedfeffbiqpwfb SFS[D(2,1)(2,1)] gLvQQaedfeffblqpkfb SFS[D(2,1)(2,1)] gLvQQaedfeffbdiqjjj SFS[D(2,1)(2,1)] gLvQQaedffefballooo reducible gLvQQaedffefbllljjb SFS[D(3,1)(2,1)] gLvQQaedffefbllljvb reducible gLvQQaedffefbllljrb SFS[D(3,1)(2,1)] gLvQQaedffefbltljjb SFS[D(3,1)(2,1)] gLvQQaedffefbllegrv SFS[D(3,1)(2,1)] gLvQQaedffefbllqcrs reducible gLvQQaedffefbhleggb reducible gLvQQaedffefbelqcwb SFS[D(3,1)(2,1)] gLvQQaedfeffbedljrb reducible gLvQQaedfeffbddpjrb reducible gLvQQaedfeffbadpgrb SFS[D(2,1)(2,1)] gLvQQaedfeffbepxjrb reducible gLvQQaedfeffbdaljfb T2xI gLvQQaedfeffbealkfb SFS[D(2,1)(2,1)] gLvQQaedfeffbdapkfb SFS[D(2,1)(2,1)] gLvQQaedfeffbaaqgrb SFS[D(2,1)(2,1)] gLvQQaedfeffbeaxjfb SFS[D(2,1)(2,1)] gLvQQaedfeffbelxkfb SFS[D(2,1)(2,1)] gLvQQaedfeffbeqlrfb SFS[D(3,1)(2,1)] gLvQQaedfeffbeqlsfb SFS[D(3,1)(2,1)] gLvQQaedfeffbeqlcwb SFS[D(3,1)(2,1)] gLvQQaedfeffbeqlcnb SFS[D(3,1)(2,1)] gLvQQaedfeffbeqlcfs reducible gLvQQaedfeffbeqlcfk reducible gLvQQaedfeffbdqprfb SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpsfb SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpcwb SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpcnb SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpcfs SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpcfk SFS[D(3,1)(2,1)] gLvQQaedfeffbeuxrfb SFS[D(3,1)(2,1)] gLvQQaedfeffbeuxsfb SFS[D(3,1)(2,1)] gLvQQaedfeffbeuxcwb SFS[D(3,1)(2,1)] gLvQQaedfeffbeuxcnb SFS[D(3,1)(2,1)] gLvQQaedfeffbeuxcfs reducible gLvQQaedfeffbeuxcfk reducible gLvQQaedfeffbeixrfk SFS[D(2,1)(2,1)] gLvQQaedffefbdulfff SFS[A(2,1)] gLvQQaedffefbeqlsnb reducible gLvQQaedffefbdqpsnb reducible gLvQQaedfeffbdaekfr reducible gLvQQaedfeffbiaewfb T2xI gLvQQaedffefbdpqfrk toroidal gLvQQaedffefbdpqfsk SFS[D(3,1)(2,1)] gLvQQaedffefbdpqfck SFS[D(3,1)(2,1)] gLvQQaedffefbdpqfrs SFS[D(3,1)(2,1)] gLvQQaedffefbdpqfss reducible gLvQQaedffefbdpqfcs SFS[D(3,1)(2,1)] gLvQQaedffefbdpqfrb SFS[D(3,1)(2,1)] gLvQQaedffefbdpqfsb SFS[D(3,1)(2,1)] gLvQQaedffefbetlkwb reducible gLvQQaedffefbdtpkwb reducible gLvQQaedffefbapqfjj reducible gLvQQaedffefbdplkcb T2xI gLvQQaedffefbehljcb SFS[D(2,1)(2,1)] gLvQQaedffefbehljcs SFS[D(2,1)(2,1)] gLvQQaedffefbehljck toroidal gLvQQaedffefbdhpjcb SFS[D(2,1)(2,1)] gLvQQaedfeffbuaecfg reducible gLvQQaedffefbehpjck SFS[D(3,1)(2,1)] gLvQQaedffefbepqfrk SFS[D(2,1)(2,1)] gLvQQaedffefbepqcrb SFS[D(3,1)(2,1)] gLvQQaedffefbepqcsb SFS[D(3,1)(2,1)] gLvQQaedffefbepqccb reducible gLvQQaedffefbedxjcb SFS[D(2,1)(2,1)] gLvQQaedffefbedxjcs SFS[D(2,1)(2,1)] gLvQQaedffefbedxjck toroidal gLvQQaedffefbehxjck SFS[D(3,1)(2,1)] gLvQQaedfeffbedlsrw toroidal gLvQQaedfeffbepqsww SFS[D(4,1)(2,1)] gLvQQaedfeffbepqsoj toroidal gLvQQaedfeffbepqskc toroidal gLvQQaedfeffbedxsrw SFS[D(5,2)(2,1)] gLvQQaedfeffbapqgok SFS[D(4,1)(2,1)] gLvQQaedfeffbapqgos SFS[D(5,2)(2,1)] gLvQQaedfeffbelxsfc toroidal gLvQQaedfeffbaaxwfw SFS[D(3,1)(2,1)] gLvQQaedfeffbaaxwnw SFS[D(3,1)(2,1)] gLvQQaedfeffbaaxwww reducible gLvQQaedfeffbdulbbb SFS[A(2,1)] gLvQQaedfeffbeqlnfw SFS[D(2,1)(2,1)] gLvQQaedfeffbdqpjfj toroidal gLvQQaedfeffbdqpnfj SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpbfj SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpjfw SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpnfw reducible gLvQQaedfeffbdqpbfw SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpjfc SFS[D(3,1)(2,1)] gLvQQaedfeffbdqpnfc SFS[D(3,1)(2,1)] gLvQQaedfeffbdixjfj reducible gLvQQaedfeffbdpqsoj SFS[D(2,1)(2,1)] gLvQQaedfeffbeixbfc T2xI gLvQQaedfeffbaixjfj reducible gLvQQaedfeffbdulckn SFS[A(2,1)] gLvQQaedfeffbduecfj T2xI gLvQQaedfeffbxuewfn SFS[A(2,1)] gLvQQaedfeffbiuejfb T2xI gLvQQaedfeffbduqcrb T2xI gLvQQaedfeffbdpqjkb T2xI gLvQQaedffefbauxccc SFS[A(2,1)] gLvQQaedfeffbtplkgj SFS[D(2,1)(2,1)] gLvQQaedfeffbapqsoj SFS[D(2,1)(2,1)] gLvQQaedfeffbeuqcjb SFS[D(2,1)(2,1)] gLvQQaedfeffbepqjwb SFS[D(2,1)(2,1)] gLvQQaedffefbapxjjj toroidal gLvQQaedfeffbhdlwsr SFS[D(3,1)(2,1)] gLvQQaedfeffblllvfr SFS[D(4,1)(2,1)] gLvQQaedfeffbhllwfr SFS[D(3,1)(2,1)] gLvQQaedfeffbllqvjo toroidal gLvQQaedfeffbhqljfn SFS[D(3,1)(2,1)] gLvQQaedfeffbiqpjfn reducible gLvQQaedfeffbhuxjfn SFS[D(3,1)(2,1)] gLvQQaedffefbhqlson SFS[D(3,1)(2,1)] gLvQQaedfeffbuqecfb reducible gLvQQaedfeffbedqsww SFS[D(5,2)(2,1)] gLvQQaedfeffbaqerfr SFS[D(3,1)(2,1)] gLvQQaedfeffbadegrr SFS[D(4,1)(2,1)] gLvQQaedfeffbdqlbbb T2xI gLvQQaedfeffbtqlcfr reducible gLvQQaedfeffbtqlcwr SFS[D(3,1)(2,1)] gLvQQaedfeffbtqlcnr SFS[D(3,1)(2,1)] gLvQQaedfeffbxqesnb SFS[D(2,1)(2,1)] gLvQQaedfeffbuqpcfr SFS[D(2,1)(2,1)] gLvQQaedfeffbtuxcfr reducible gLvQQaedfeffbdqecfr SFS[D(2,1)(2,1)] gLvQQaedfeffbeqlcsw SFS[D(2,1)(2,1)] gLvQQaedffefbetqcwb SFS[D(3,1)(2,1)] gLvQQaedfeffbuducrg SFS[D(3,1)(2,1)] gLvQQaedfeffbuduccg SFS[D(3,1)(2,1)] gLvQQaedfeffbuducsg reducible gLvQQaedfeffbatdgbj SFS[D(5,2)(2,1)] gLvQQaedfeffbttdfbn SFS[D(4,1)(2,1)] gLvQQaedfeffbuaucfg SFS[D(3,1)(2,1)] gLvQQaedfeffbutucfg SFS[D(3,1)(2,1)] gLvQQaedfeffbulucfg reducible gLvQQaedfeffbathgjn SFS[D(4,1)(2,1)] gLvQQaedfeffbuahcfg SFS[D(3,1)(2,1)] gLvQQaedfeffbuquwfs SFS[D(3,1)(2,1)] gLvQQaedfeffbuquwws SFS[D(3,1)(2,1)] gLvQQaedfeffbuquwns reducible gLvQQaedfeffbxqhofg SFS[D(3,1)(2,1)] gLvQQaedffefbuqusrs SFS[D(3,1)(2,1)] gLvQQaedffefbiddnnb SFS[D(2,1)(2,1)] gLvQQaedffefbtddncb reducible gLvQQaedffefbhddnnc SFS[D(3,1)(2,1)] gLvQQaedfeffbehhskv SFS[D(5,2)(2,1)] gLvQQaedfeffblhhcrr SFS[D(3,1)(2,1)] gLvQQaedfeffbllucfr reducible gLvQQaedfeffbathgfv toroidal gLvQQaedfeffbequcfr reducible gLvQQaedfeffbequcwr SFS[D(3,1)(2,1)] gLvQQaedfeffbequcnr SFS[D(3,1)(2,1)] gLvQQaedfeffbeuhcfr reducible gLvQQaedffefbetugwj SFS[D(3,1)(2,1)] gLvQQaedffefbehugcj SFS[D(3,1)(2,1)] gLvQQaedfeffbephscn SFS[D(4,1)(2,1)] gLvQQaedfeffbephsss toroidal gLvQQaedfeffbephsoo toroidal gLvQQaedfeffbethsfs toroidal gLvQQaedfeffbdphsoo SFS[D(2,1)(2,1)] gLvQQaedfeffbaihjfs SFS[D(2,1)(2,1)] gLvQQaedffefbaihsos SFS[D(2,1)(2,1)] gLvQQaedffefbatugcg SFS[D(3,1)(2,1)] gLvQQaedfeffbaphsoo SFS[D(2,1)(2,1)] gLvQQaedfeffbiphsrb reducible gLvQQaedfeffbithwfb SFS[D(2,1)(2,1)] gLvQQaedfeffbhqujwb SFS[D(2,1)(2,1)] gLvQQaedfeffbhqujwf SFS[D(2,1)(2,1)] gLvQQaedfeffbhqujfc SFS[D(3,1)(2,1)] gLvQQaedfeffbhqujwc toroidal gLvQQaedfeffbhqujnc SFS[D(3,1)(2,1)] gLvQQaedffefbhtugcb SFS[D(3,1)(2,1)] gLvQQaedffefbaihooo reducible gLvQQaedffefbhhdnnc reducible gLvQQaedfeffbuddkfb SFS[D(2,1)(2,1)] gLvQQaedfeffbttujfb SFS[D(2,1)(2,1)] gLvQQaedfeffbtqhwrb SFS[D(2,1)(2,1)] gLvQQaedfeffbtahjfb SFS[D(2,1)(2,1)] gLvQQaedfeffbxqdckb SFS[D(2,1)(2,1)] gLvQQaedfeffbuqusnb SFS[D(2,1)(2,1)] gLvQQaedfeffbtqucfb reducible gLvQQaedfeffbtqurfb SFS[D(3,1)(2,1)] gLvQQaedfeffbtqusfb SFS[D(3,1)(2,1)] gLvQQaedfeffbtqucwb SFS[D(3,1)(2,1)] gLvQQaedfeffbtqurwb reducible gLvQQaedfeffbtquswb SFS[D(3,1)(2,1)] gLvQQaedfeffbtqucnb SFS[D(3,1)(2,1)] gLvQQaedfeffbtqurnb SFS[D(3,1)(2,1)] gLvQQaedfeffbtqusnb toroidal gLvQQaedfeffbxqhcfb reducible gLvQQaedfeffbxqhrfb SFS[D(3,1)(2,1)] gLvQQaedfeffbxqhcrk SFS[D(3,1)(2,1)] gLvQQaedfeffbxqhcwb SFS[D(3,1)(2,1)] gLvQQaedfeffbxqhrrg reducible gLvQQaedfeffbxqhcrg SFS[D(3,1)(2,1)] gLvQQaedfeffbxqhcnb SFS[D(3,1)(2,1)] gLvQQaedfeffbxqhrnb SFS[D(3,1)(2,1)] gLvQQaedfeffbxqhcrj toroidal gLvQQaedfeffbdqdckj reducible gLvQQaedfeffbxqdwkn reducible gLvQQaedfeffbiqdjkb reducible gLvQQaedfeffbdddjfj reducible gLvQQaedfeffbxddcfn reducible gLvQQaedffefbdtdrwj reducible gLvQQaedffefbtqurwb reducible gLvQQaedffefbitdrcb reducible gLvQQaedfeffbdqhcrn reducible gLvQQaedfeffbxqhwrb reducible gLvQQaedfeffbiqhjrj reducible gLvQQaedfeffbddhjkn reducible gLvQQaedffefbdthfwn reducible gLvQQaedfeffbuddcfg reducible gLvQQaedfeffbuddcvg SFS[D(3,1)(2,1)] gLvQQaedfeffbuddcgg SFS[D(3,1)(2,1)] gLvQQaedffefbtdukcb SFS[D(2,1)(2,1)] gLvQQaedfeffbuqhwrb SFS[D(2,1)(2,1)] gLvQQaedffefbethfwn SFS[D(2,1)(2,1)] gLvQQaedfeffbuutwkn SFS[D(3,1)(2,1)] gLvQQaedffefbdqtonb SFS[D(2,1)(2,1)] gLvQQaedffefblqtovb reducible gLvQQaedfeffblltcbr SFS[D(3,1)(2,1)] gLvQQaedfeffbeutckj SFS[D(3,1)(2,1)] gLvQQaedfeffbhutjkb reducible gLvQQaedffefbehtccb reducible gLvQQaedfeffbdqtcjb SFS[D(2,1)(2,1)] gLvQQaedfeffblqtkjb reducible gLvQQaedffefbattcgc SFS[D(3,1)(2,1)] gLvQQaedfeffbeqtcjk SFS[D(3,1)(2,1)] gLvQQaedfeffbeqtcvk toroidal gLvQQaedfeffbeqtcvs SFS[D(2,1)(2,1)] gLvQQaedfeffbeqtcvb SFS[D(2,1)(2,1)] gLvQQaedfeffbeqtcrk SFS[D(3,1)(2,1)] gLvQQaedffefbettcwb SFS[D(3,1)(2,1)] gLvQQaefdeffbhahbvn SFS[D(4,1)(2,1)] gLvQQaefdeffbhxhbrb SFS[D(2,1)(2,1)] gLvQQaefdeffbhxhbjs toroidal gLvQQaefdeffbhxhbjk SFS[D(5,2)(2,1)] gLvQQaefdeffbhxhbvk SFS[D(4,1)(2,1)] gLvQQaefdeffbhqhbwb SFS[D(2,1)(2,1)] gLvQQaefdeffbhqhcnk SFS[D(2,1)(2,1)] gLvQQaefdeffbhqhfnk SFS[D(2,1)(2,1)] gLvQQaefdeffbhqhbfk SFS[D(5,2)(2,1)] gLvQQaefdeffbhqhbnk toroidal gLvQQaefdeffbhqhbfs SFS[D(4,1)(2,1)] gLvQQaefdeffbhqhckn SFS[D(2,1)(2,1)] gLvQQaefdeffbhqhfkn SFS[D(2,1)(2,1)] gLvQQaefdeffbhqhbkn toroidal gLvQQaefdeffbhihbkn SFS[D(5,2)(2,1)] gLvQQaefdeffbhxhbsj toroidal gLvQQaefdeffbhmhbsj SFS[D(5,2)(2,1)] gLvQQaefdeffbhahbfj SFS[D(4,1)(2,1)] gLvQQaefdeffbxaxkjo SFS[D(3,1)(2,1)] gLvQQaefdeffbiixwfb SFS[D(2,1)(2,1)] gLvQQaefdfefbuxecrj SFS[D(3,1)(2,1)] gLvQQaefdfefblqejvb reducible gLvQQaefdeffbhqmbrs SFS[D(5,2)(2,1)] gLvQQaefdeffbhqmbrk SFS[D(4,1)(2,1)] gLvQQaefdfefbuxenrs SFS[D(3,1)(2,1)] gLvQQaefdeffbtmmfgg SFS[D(4,1)(2,1)] gLvQQaefdeffbummcgg SFS[D(3,1)(2,1)] gLvQQaefdeffbxaxkfs SFS[D(3,1)(2,1)] gLvQQaefdeffbttxofn SFS[D(3,1)(2,1)] gLvQQaefdeffbimmfwb SFS[D(2,1)(2,1)] gLvQQaefdeffbtmmfww SFS[D(4,1)(2,1)] gLvQQaefdfefbdllooo reducible gLvQQaefdfefballooo reducible gLvQQaefdfefbatxoco SFS[D(3,1)(2,1)] gLvQQaefdfefbatxooo toroidal gLvQQaefdfefbatxogo SFS[D(3,1)(2,1)] gLvQQaefdfefbaapooo SFS[A(2,1)] gLvQQaefdeffbeauwjv SFS[D(2,1)(2,1)] gLvQQaefdeffbeauvjv SFS[D(2,1)(2,1)] gLvQQaefdeffbeausjv toroidal gLvQQaefdfefbdeefcc SFS[A(2,1)] gLvQQaefdfefbdmmfnc SFS[D(3,1)(2,1)] gLvQQaefdfefbdmmfbw SFS[D(3,1)(2,1)] gLvQQaefdfefbdxifjj reducible gLvQQaefdeffbemljjj SFS[D(2,1)(2,1)] gLvQQaefdeffbexusjc toroidal gLvQQaefdeffbduljfj reducible gLvQQaefdeffbdixjfj toroidal gLvQQaefdeffbdixjwj SFS[D(3,1)(2,1)] gLvQQaefdeffbdixjnj SFS[D(3,1)(2,1)] gLvQQaefdeffbeuljfj reducible gLvQQaefdeffbaulbfc T2xI gLvQQaefdeffbauxbfc SFS[A(2,1)] gLvQQaefdeffbiqucfb T2xI gLvQQaefdfefbauxcoc SFS[D(3,1)(2,1)] gLvQQaefdfefbauxcgc SFS[D(3,1)(2,1)] gLvQQaefdeffbeqiscc toroidal gLvQQaefdeffbduusfj SFS[D(2,1)(2,1)] gLvQQaefdeffbequsfc toroidal gLvQQaefdeffbeeussg toroidal gLvQQaefdeffbeiusfw SFS[D(4,1)(2,1)] gLvQQaefdeffbauusfj SFS[D(2,1)(2,1)] gLvQQaefdfefbaqhooo SFS[D(3,1)(2,1)] gLvQQaefdfefbaqeooo toroidal gLvQQaefdfefbaihooo reducible gLvQQaefdfefbaieooo SFS[D(3,1)(2,1)] gLvQQaefdfefbauhooo SFS[D(3,1)(2,1)] gLvQQaefdfefbaueooo SFS[D(3,1)(2,1)] gLvQQaefdfefbaumojo reducible gLvQQaefdeffbeilbbb T2xI gLvQQaefdfefbdixfcb reducible gLvQQaefdeffbxlujfb T2xI gLvQQaefdfefbaqxfcb SFS[A(2,1)] gLvQQaefdfefbaixfcb T2xI gLvQQaefdfefbaupfcb SFS[A(2,1)] gLvQQaefdfefbauxfcb T2xI gLvQQaefdfefbaulfcb T2xI gLvQQaefdfefbaulfoo SFS[D(2,1)(2,1)] gLvQQaefdeffbduusso SFS[D(2,1)(2,1)] gLvQQaefdeffbequssv SFS[D(4,1)(2,1)] gLvQQaefdeffbeiussb toroidal gLvQQaefdeffbeeusjw toroidal gLvQQaefdeffbauusso SFS[D(2,1)(2,1)] gLvQQaefdeffbttukrj SFS[D(2,1)(2,1)] gLvQQaefdfefbammojs SFS[D(2,1)(2,1)] gLvQQaefdeffbxtukrj SFS[D(2,1)(2,1)] gLvQQaefdfefbaxxgcg SFS[D(3,1)(2,1)] gLvQQaefdfefbaxxgog SFS[D(3,1)(2,1)] gLvQQaefdfefbaxxggg reducible gLvQQaefdeffbemmsfs toroidal gLvQQaefdeffbeeessg SFS[D(5,2)(2,1)] gLvQQaefdeffbexussn SFS[D(4,1)(2,1)] gLvQQaefdeffbexhssn SFS[D(5,2)(2,1)] gLvQQaefdeffbemusss toroidal gLvQQaefdeffbemessg toroidal gLvQQaefdeffbemhssn SFS[D(4,1)(2,1)] gLvQQaefdeffbdlljfs SFS[D(2,1)(2,1)] gLvQQaefdfefbdllsos SFS[D(2,1)(2,1)] gLvQQaefdeffbelmsss toroidal gLvQQaefdeffbeaisrn SFS[D(5,2)(2,1)] gLvQQaefdeffbeaiscn SFS[D(4,1)(2,1)] gLvQQaefdeffbdaewfn reducible gLvQQaefdeffbelesfg SFS[D(4,1)(2,1)] gLvQQaefdeffbelhwfn SFS[D(2,1)(2,1)] gLvQQaefdeffbelhvfn SFS[D(2,1)(2,1)] gLvQQaefdeffbelhsfn toroidal gLvQQaefdeffbeauwfn SFS[D(2,1)(2,1)] gLvQQaefdeffbeauvfn SFS[D(2,1)(2,1)] gLvQQaefdeffbeausfn toroidal gLvQQaefdeffbeahsfn SFS[D(5,2)(2,1)] gLvQQaefdeffbemusjj SFS[D(4,1)(2,1)] gLvQQaefdeffbetesfg SFS[D(5,2)(2,1)] gLvQQaefdfefbeaebff SFS[A(2,1)] gLvQQaefdeffbaipbfc SFS[A(2,1)] gLvQQaefdeffblapkjw reducible gLvQQaefdfefbamuoos SFS[D(2,1)(2,1)] gLvQQaefdeffbdapcjw SFS[D(2,1)(2,1)] gLvQQaefdeffbuxpkjw reducible gLvQQaefdfefbeehcnb reducible gLvQQaefdfefbemhcnb SFS[D(3,1)(2,1)] gLvQQaefdfefbexucnb SFS[D(3,1)(2,1)] gLvQQaefdfefbexhcnb SFS[D(3,1)(2,1)] gLvQQaefdfefbexecnb reducible gLvQQaefdfefbauuogo SFS[D(3,1)(2,1)] gLvQQaefdfefbauuoco SFS[D(3,1)(2,1)] gLvQQaefdfefbauunoo reducible gLvQQaefdfefbauuroo reducible gLvQQaefdfefbeemccb SFS[D(3,1)(2,1)] gLvQQaefdfefbeeiccb SFS[D(3,1)(2,1)] gLvQQaefdfefbatugog SFS[D(3,1)(2,1)] gLvQQaefdfefbemmccb reducible gLvQQaefdfefbemiccb SFS[D(3,1)(2,1)] gLvQQaefdfefbaxucoc SFS[D(3,1)(2,1)] gLvQQaefdfefbexmccb SFS[D(3,1)(2,1)] gLvQQaefdfefbexiccb reducible gLvQQaefdeffbaxxrrb reducible gLvQQaefdeffbeexcvb SFS[D(2,1)(2,1)] gLvQQaefdeffbeexcvs SFS[D(2,1)(2,1)] gLvQQaefdeffbeexcvk toroidal gLvQQaefdfefbduuooo reducible gLvQQaefdeffbdxekjb SFS[D(2,1)(2,1)] gLvQQaefdeffbaxhgrb SFS[D(2,1)(2,1)] gLvQQaefdeffbeeujjb reducible gLvQQaefdeffbuqpkfw SFS[D(2,1)(2,1)] gLvQQaefdeffbaqpbfc T2xI gLvQQaefdeffbleacfr reducible gLvQQaefdfefbalufoo SFS[D(2,1)(2,1)] gLvQQaefdeffbaulrfk SFS[D(2,1)(2,1)] gLvQQaefdeffbdqpbfc SFS[A(2,1)] gLvQQaefdeffbdqpjfj SFS[A(2,1)] gLvQQaefdeffbxqpcfn T2xI gLvQQaefdeffbiqpwfb T2xI gLvQQaefdeffbxepckb T2xI gLvQQaefdeffbxlpcrj SFS[A(2,1)] gLvQQaefdeffbdeavfg reducible gLvQQaefdeffbdeavgg SFS[D(3,1)(2,1)] gLvQQaefdeffbdeavvg SFS[D(3,1)(2,1)] gLvQQaefdeffbxeajfb T2xI gLvQQaefdfefbeuxcfb SFS[A(2,1)] gLvQQaefdfefbdlufoo toroidal gLvQQaefdeffbdqiksb SFS[D(2,1)(2,1)] gLvQQaefdeffbauigrb SFS[D(2,1)(2,1)] gLvQQaefdeffbdqujfb T2xI gLvQQaefdeffbaqhgwb SFS[D(2,1)(2,1)] gLvQQaefdeffbauugfk SFS[D(4,1)(2,1)] gLvQQaefdeffbauugfs SFS[D(5,2)(2,1)] gLvQQaefdeffbeiujfb SFS[D(2,1)(2,1)] gLvQQaefdeffbeeakkb SFS[D(2,1)(2,1)] gLvQQaefdeffbheawor SFS[D(3,1)(2,1)] gLvQQaefdeffbleacob SFS[D(2,1)(2,1)] gLvQQaefdeffbleafkb SFS[D(2,1)(2,1)] gLvQQaefdfefbaquooo SFS[D(3,1)(2,1)] gLvQQaefdeffbdqpcbf SFS[A(2,1)] gLvQQaefdeffbdipcbf T2xI gLvQQaefdeffbdilcbf T2xI gLvQQaefdeffbdixcbf SFS[A(2,1)] gLvQQaefdeffbdepcrb T2xI gLvQQaefdeffbaupcbf T2xI gLvQQaefdeffbauxrkn SFS[D(3,1)(2,1)] gLvQQaefdeffbeupcbf SFS[A(2,1)] gLvQQaefdeffbxlpcff SFS[D(3,1)(2,1)] gLvQQaefdeffbxlpcfc SFS[D(3,1)(2,1)] gLvQQaefdeffbieafwb SFS[D(2,1)(2,1)] gLvQQaefdeffbieackb T2xI gLvQQaefdeffbauiggw SFS[D(4,1)(2,1)] gLvQQaefdeffbaumgfn SFS[D(4,1)(2,1)] gLvQQaefdfefbexunnr SFS[D(3,1)(2,1)] gLvQQaefdeffbaupbfc T2xI gLvQQaefdfefbauujoj reducible gLvQQaefdfefbeemncr SFS[D(3,1)(2,1)] gLvQQaefdfefbeeincr SFS[D(3,1)(2,1)] gLvQQaefdfefbexmncr SFS[D(3,1)(2,1)] gLvQQaefdfefbemmncr reducible gLvQQaefdeffbdxpcsr SFS[D(2,1)(2,1)] gLvQQaefdeffbammgfv toroidal gLvQQaefdeffbdxeksr reducible gLvQQaefdeffblapkfr SFS[D(2,1)(2,1)] gLvQQaefdfefbaiuooo SFS[D(3,1)(2,1)] gLvQQaefdeffbatxrfj SFS[D(3,1)(2,1)] gLvQQaefdeffbdaiksr reducible gLvQQaefdeffbatmgrj SFS[D(5,2)(2,1)] gLvQQaefdeffbalugfv toroidal gLvQQaefdeffblmecbr SFS[D(3,1)(2,1)] gLvQQaefdeffbxtlcrj reducible gLvQQaefdeffbxaxcrj toroidal gLvQQaefdeffbxaxcvj SFS[D(3,1)(2,1)] gLvQQaefdeffbxaxcjj SFS[D(3,1)(2,1)] gLvQQaefdeffbimessb reducible gLvQQaefdeffbttxcjk SFS[D(3,1)(2,1)] gLvQQaefdfefblumoww SFS[D(3,1)(2,1)] gLvQQaefdfefbtxmccr SFS[D(3,1)(2,1)] gLvQQaefdeffbxelcro SFS[D(2,1)(2,1)] gLvQQaefdeffbuxekjr SFS[D(4,1)(2,1)] gLvQQaefdeffblqecfb SFS[D(2,1)(2,1)] gLvQQaefdfefbtimgco SFS[D(2,1)(2,1)] gLvQQaefdeffbxixcfn SFS[D(2,1)(2,1)] gLvQQaefdeffblqevfr SFS[D(4,1)(2,1)] gLvQQaefdeffbxihgfr SFS[D(3,1)(2,1)] gLvQQaefdfefbhqxggg reducible gLvQQaefdfefbuexwjw SFS[D(3,1)(2,1)] gLvQQaefdfefblexkjb reducible gLvQQaefdfefblexwjb SFS[D(3,1)(2,1)] gLvQQaefdfefblexojb SFS[D(3,1)(2,1)] gLvQQaefdfefblexorb SFS[D(3,1)(2,1)] gLvQQaefdfefblexovb reducible gLvQQaefdfefbtemccr SFS[D(3,1)(2,1)] gLvQQaefdeffbilesfb SFS[D(2,1)(2,1)] gLvQQaefdfefbhxxggb reducible gLvQQaefdfefbhxxgob SFS[D(3,1)(2,1)] gLvQQaefdfefbhxxgcb SFS[D(3,1)(2,1)] gLvQQaefdfefbhxxvob reducible gLvQQaefdfefbhxxfob SFS[D(3,1)(2,1)] gLvQQaefdfefbutxovb reducible gLvQQaefdfefbutxovv reducible gLvQQaefdfefbutxovo reducible gLvQQaefdeffbutebvv reducible gLvQQaefdfefbtmenwb reducible gLvQQaefdfefbttxowk reducible gLvQQaefdfefbttxonk SFS[D(3,1)(2,1)] gLvQQaefdfefbttxofk SFS[D(3,1)(2,1)] gLvQQaefdfefbltxojw SFS[D(3,1)(2,1)] gLvQQaefdfefbltxorw SFS[D(3,1)(2,1)] gLvQQaefdfefbltxovw reducible gLvQQaefdeffbxmxckb SFS[D(2,1)(2,1)] gLvQQaefdeffbuexcsb reducible gLvQQaefdeffbuexcsc SFS[D(3,1)(2,1)] gLvQQaefdeffbuexcsf SFS[D(3,1)(2,1)] gLvQQaefdeffbtmxcsb SFS[D(2,1)(2,1)] gLvQQaefdeffbxmmjfb SFS[D(2,1)(2,1)] gLvQQaefdeffbtmmjgb SFS[D(2,1)(2,1)] gLvQQaefdeffbhuebwb SFS[D(2,1)(2,1)] gLvQQaefdeffbuxeksb SFS[D(2,1)(2,1)] gLvQQaefdeffblaecfr reducible gLvQQaefdfefbtmmccr reducible gLvQQaefdeffbxaxcfb reducible gLvQQaefdeffbxaxcff SFS[D(3,1)(2,1)] gLvQQaefdeffbxaxcfc SFS[D(3,1)(2,1)] gLvQQaefdeffbiaewfb SFS[D(2,1)(2,1)] gLvQQaefdeffbutxcfb reducible gLvQQaefdeffbutxcff SFS[D(3,1)(2,1)] gLvQQaefdeffbutxcfc SFS[D(3,1)(2,1)] gLvQQaefdeffbtlxcfb reducible gLvQQaefdfefbimxkjb reducible gLvQQaefdeffbiieckn reducible gLvQQaefdeffbiaecfj reducible gLvQQaefdeffbimecrb reducible gLvQQaefdeffblaevfb SFS[D(2,1)(2,1)] gLvQQaefdeffbhmebrb SFS[D(2,1)(2,1)] gLvQQaefdeffbhiibrs SFS[D(5,2)(2,1)] gLvQQaefdeffbhiibrk SFS[D(4,1)(2,1)] gLvQQaefdfefbhxhcon toroidal gLvQQaefdfefbhxecon SFS[D(3,1)(2,1)] gLvQQaefdeffbhehwjr SFS[D(3,1)(2,1)] gLvQQaefdeffbhqlofs SFS[D(2,1)(2,1)] gLvQQaefdeffbhqibrs toroidal gLvQQaefdeffbhqibrk SFS[D(5,2)(2,1)] gLvQQaefdeffbhqhvfn SFS[D(2,1)(2,1)] gLvQQaefdfefbhqhooj SFS[D(3,1)(2,1)] gLvQQaefdfefbhqhrgg SFS[D(2,1)(2,1)] gLvQQaefdfefbhihooj reducible gLvQQaefdfefbhehcon SFS[D(3,1)(2,1)] gLvQQaefdfefbhueooj SFS[D(3,1)(2,1)] gLvQQaefdfefbhxhrgb SFS[D(2,1)(2,1)] gLvQQaefdfefbhxhnob SFS[D(2,1)(2,1)] gLvQQaefdfefbhxhnoc toroidal gLvQQaefdfefbhxhnof SFS[D(2,1)(2,1)] gLvQQaefdeffbimmwfb SFS[D(2,1)(2,1)] gLvQQaefdeffbhuibrb SFS[D(2,1)(2,1)] gLvQQaefdfefbhahgcb SFS[D(3,1)(2,1)] gLvQQaefdfefbhahgob SFS[D(3,1)(2,1)] gLvQQaefdfefbhmhcon SFS[D(3,1)(2,1)] gLvQQaefdfefbhtegob reducible gLvQQaefdeffbilxnfb SFS[D(2,1)(2,1)] gLvQQaefdeffbltxnfb reducible gLvQQaefdeffbhlxnfc SFS[D(3,1)(2,1)] gLvQQaefdeffbhalofj SFS[D(2,1)(2,1)] gLvQQaefdeffbhiibgn SFS[D(4,1)(2,1)] gLvQQaefdeffbhiibfn SFS[D(5,2)(2,1)] gLvQQaefdeffbhaibcj SFS[D(5,2)(2,1)] gLvQQaefdeffbhaibrj toroidal gLvQQaefdeffbhmibwb SFS[D(2,1)(2,1)] gLvQQaefdeffbhahvfc SFS[D(2,1)(2,1)] gLvQQadfeeffbatmwrb reducible gLvQQadfeeffbatmovb reducible gLvQQadfeeffbatmkjb toroidal gLvQQadfeeffbamtkjb reducible gLvQQadfeeffbamtovb reducible gLvQQadfeeffbamtwrb toroidal gLvQQadfeeffbamtwrk toroidal gLvQQadfeeffbammkjj SFS[D(3,1)(2,1)] gLvQQadfeeffbqmmcjj SFS[D(3,1)(2,1)] gLvQQadfeeffbuuabvv T2xI gLvQQadfeeffbaimksb toroidal gLvQQadfeeffbatpnrv SFS[D(3,1)(2,1)] gLvQQadfeeffbatpnvv toroidal gLvQQadfeeffbatpnjv m003(0,0) gLvQQadfeeffbaapbvo SFS[A(2,1)] gLvQQadfeeffbaaiwfn toroidal gLvQQadfeeffbaaikfn toroidal gLvQQadfeeffbaaiofn toroidal gLvQQadfeeffbaadjfb SFS[D(3,1)(2,1)] gLvQQadfeeffbaadnfb SFS[D(3,1)(2,1)] gLvQQadfeeffbuapvoo T2xI gLvQQadfeeffbquqbkn SFS[D(3,1)(2,1)] gLvQQadfeeffbquqfsn SFS[D(3,1)(2,1)] gLvQQadfeeffbaitwkn toroidal gLvQQadfeeffbaitwkf SFS[D(3,1)(3,2)] gLvQQadfeeffbaitwkw SFS[D(3,1)(3,1)] gLvQQadfeeffbauqwkn reducible gLvQQadfeeffbauqokn SFS[D(3,1)(3,1)] gLvQQadfeeffbauqkkn SFS[D(3,1)(3,2)] gLvQQadfeeffbauqosn reducible gLvQQadfeeffbauqobn SFS[D(3,1)(3,2)] gLvQQadfeeffbalmkjo SFS[D(3,1)(3,1)] gLvQQadfeeffbaemksg toroidal gLvQQadfeeffbuemfgg SFS[D(2,1)(2,1)] gLvQQadfeeffbutdswg SFS[D(2,1)(2,1)] gLvQQadfeeffbailjkb reducible gLvQQadfeeffbailnsb toroidal gLvQQadfeeffbailbbb reducible gLvQQadfeeffbailjko reducible gLvQQadfeeffbaupjkb reducible gLvQQadfeeffbaupnsb reducible gLvQQadfeeffbaupbbb PxS^1 gLvQQadfeeffbaliwrb toroidal gLvQQadfeeffbalikjb reducible gLvQQadfeeffbaliovb reducible gLvQQadfeeffbalikjo reducible gLvQQadfeeffbaeiwkn SFS[A(3,1)] gLvQQadfeeffbaedjkb reducible gLvQQadfeeffbaedbbb reducible gLvQQadfeeffbaednsb toroidal gLvQQadfeeffbaedbbc SFS[A(3,1)] gLvQQadfeeffbmeicks SFS[D(2,1)(2,1)] gLvQQadfeeffbqtdvfc SFS[D(3,1)(2,1)] gLvQQadfeeffbqtdvff SFS[D(3,1)(2,1)] gLvQQadfeeffbqtdvfb reducible gLvQQadfeeffbqiqwbj SFS[D(3,1)(2,1)] gLvQQadfeeffbquqssk SFS[D(3,1)(2,1)] gLvQQadfeeffbdemcsb reducible gLvQQadfeeffbaiqbbj SFS[D(3,1)(2,1)] gLvQQadfeeffbaepjsn SFS[D(3,1)(2,1)] gLvQQadfeeffbauqjsk SFS[D(3,1)(2,1)] gLvQQadfeeffbampbbg SFS[A(2,1)] gLvQQadfeeffbalpjvb reducible gLvQQadfeeffbalqwvn SFS[D(3,1)(2,1)] gLvQQadfeeffbalmcrj toroidal gLvQQadfeeffbalmcjj m003(0,0) gLvQQadfeeffbalmcvj SFS[D(3,1)(2,1)] gLvQQadfeeffbaeqwsj SFS[D(3,1)(2,1)] gLvQQadfeeffbaemcsf SFS[D(3,1)(2,1)] gLvQQadfeeffbaemcsc SFS[D(3,1)(2,1)] gLvQQadfeeffbaemckb SFS[D(3,1)(2,1)] gLvQQadfeeffbaemcbb SFS[D(3,1)(2,1)] gLvQQadfeeffbaemssb SFS[D(3,1)(2,1)] gLvQQadfeeffbaemrsb SFS[D(3,1)(2,1)] gLvQQadfeeffbuemjgb reducible gLvQQadfeeffbutdsrb reducible gLvQQadfeeffbqlqbvn SFS[D(3,1)(2,1)] gLvQQadfeeffbqeqbsj SFS[D(3,1)(2,1)] gLvQQadfeeffbqemksb reducible gLvQQadfeeffbqepssn SFS[D(3,1)(2,1)] gLvQQadfeeffbdtdnfb reducible gLvQQadfeeffbaaljfn toroidal gLvQQadfeeffbaaljfg SFS[D(3,1)(3,1)] gLvQQadfeeffbaaljfs SFS[D(3,1)(3,2)] gLvQQadfeeffbatpjfn reducible gLvQQadfeeffbatpnfn SFS[D(3,1)(3,1)] gLvQQadfeeffbatpnwn reducible gLvQQadfeeffbatpnnn SFS[D(3,1)(3,2)] gLvQQadfeeffbatpbfn SFS[D(3,1)(3,2)] gLvQQadfeeffbaaikjv SFS[D(3,1)(3,2)] gLvQQadfeeffbqtpvwn SFS[D(3,1)(2,1)] gLvQQadfeeffbqtpsfn SFS[D(3,1)(2,1)] gLvQQadfeeffbqumbfj SFS[D(3,1)(2,1)] gLvQQadfeeffbqumfwj SFS[D(3,1)(2,1)] gLvQQadfeeffbalxcrn SFS[A(3,1)] gLvQQadfeeffbaqmkfc m004(0,0) gLvQQadfeeffbalpcvf m004(0,0) gLvQQadfeeffbatpcrn reducible gLvQQadfeeffbatpcvn SFS[D(3,1)(3,2)] gLvQQadfeeffbatpcjn SFS[D(3,1)(3,1)] gLvQQadfeeffbatprvn reducible gLvQQadfeeffbatpsvn SFS[D(3,1)(3,1)] gLvQQadfeeffbaapcvw m004(0,0) gLvQQadfeeffbaimkfw toroidal gLvQQadfeeffbdimkfw SFS[D(2,1)(2,1)] gLvQQadfeeffbdtlcjw SFS[D(2,1)(2,1)] gLvQQadfeeffbaiicbg m004(0,0) gLvQQadfeeffbaltofv m004(0,0) gLvQQadfeeffbaaicfb reducible gLvQQadfeeffbaaicfc SFS[D(3,1)(3,2)] gLvQQadfeeffbaaicff SFS[D(3,1)(3,1)] gLvQQadfeeffbqudffs SFS[D(2,1)(2,1)] gLvQQadfeeffbqudffk toroidal gLvQQadfeeffbqudffb SFS[D(2,1)(2,1)] gLvQQadfeeffbmlqvff SFS[D(2,1)(2,1)] gLvQQadfeeffbqqqcfb SFS[D(2,1)(2,1)] gLvQQadfeeffbqqqbwb reducible gLvQQadfeeffbqqqffk SFS[D(3,1)(2,1)] gLvQQadfeeffbdemkjw SFS[D(2,1)(2,1)] gLvQQadfeeffbqutffk SFS[D(3,1)(2,1)] gLvQQadfeeffbquqffk SFS[D(3,1)(2,1)] gLvQQadfeeffbqiqffb SFS[D(2,1)(2,1)] gLvQQadfeeffbqiqffk toroidal gLvQQadfeeffbqiqffs SFS[D(2,1)(2,1)] gLvQQadfeeffbamxcrb SFS[D(3,1)(2,1)] gLvQQadfeeffbamxrrb SFS[D(3,1)(2,1)] gLvQQadfeeffbamxsrb reducible gLvQQadfeeffbaqqwfb SFS[D(3,1)(2,1)] gLvQQadfeeffbaqqofb SFS[D(3,1)(2,1)] gLvQQadfeeffbaqqkfb reducible gLvQQadfeeffbaqqwwb toroidal gLvQQadfeeffbaqqwnb SFS[D(3,1)(2,1)] gLvQQadfeeffbaqqofk SFS[D(3,1)(2,1)] gLvQQadfeeffbaqqofs toroidal gLvQQadfeeffbampcrb SFS[D(3,1)(2,1)] gLvQQadfeeffbampcvb SFS[D(3,1)(2,1)] gLvQQadfeeffbampcjb reducible gLvQQadfeeffbamprrb toroidal gLvQQadfeeffbamprvb SFS[D(3,1)(2,1)] gLvQQadfeeffbamprjb SFS[D(3,1)(2,1)] gLvQQadfeeffbampsrb SFS[D(3,1)(2,1)] gLvQQadfeeffbampsvb reducible gLvQQadfeeffbampsjb SFS[D(3,1)(2,1)] gLvQQadfeeffbampcvs SFS[D(3,1)(2,1)] gLvQQadfeeffbampcvk toroidal gLvQQadfeeffbauqofb SFS[D(3,1)(2,1)] gLvQQadfeeffbauqofk SFS[D(3,1)(2,1)] gLvQQadfeeffbauqofs toroidal gLvQQadfeeffbaitwfb reducible gLvQQadfeeffbaitwwb SFS[D(3,1)(2,1)] gLvQQadfeeffbaitwnb SFS[D(3,1)(2,1)] gLvQQadfeeffbaiqofb reducible gLvQQadfeeffbaiqofk reducible gLvQQadfeeffbaiqofs reducible gLvQQadfeeffbaqmksv SFS[D(3,1)(2,1)] gLvQQadfeeffbaemkjw toroidal gLvQQadfeeffbuemfww SFS[D(2,1)(2,1)] gLvQQadfeeffbutdfww SFS[D(2,1)(2,1)] gLvQQadfeeffbalmkfs SFS[D(3,1)(2,1)] gLvQQadfeeffbalqnfc SFS[D(3,1)(2,1)] gLvQQadfeeffbalqnff toroidal gLvQQadfeeffbalqnfb SFS[D(3,1)(2,1)] gLvQQadfeeffbdtdkjw SFS[D(2,1)(2,1)] gLvQQadfeeffbaqxcwb reducible gLvQQadfeeffbaqxcnb reducible gLvQQadfeeffbaqxrwb reducible gLvQQadfeeffbaqxrnb reducible gLvQQadfeeffbaqxsnb reducible gLvQQadfeeffbaqxcfk reducible gLvQQadfeeffbaqxcwk SFS[D(3,1)(3,1)] gLvQQadfeeffbaqxcnk SFS[D(3,1)(3,2)] gLvQQadfeeffbaqxcws SFS[D(3,1)(3,2)] gLvQQadfeeffbaqxrwk reducible gLvQQadfeeffbaqxrnk SFS[D(3,1)(3,1)] gLvQQadfeeffbaqxcns SFS[D(3,1)(3,1)] gLvQQadfeeffbaqxrns SFS[D(3,1)(3,2)] gLvQQadfeeffbaqxsnk toroidal gLvQQadfeeffbaupcwb reducible gLvQQadfeeffbaupcnb reducible gLvQQadfeeffbauprwb reducible gLvQQadfeeffbauprnb reducible gLvQQadfeeffbaupsnb reducible gLvQQadfeeffbaupcfk SFS[A(3,1)] gLvQQadfeeffbaqxnsb reducible gLvQQadfeeffbaqxjkb reducible gLvQQadfeeffbaqxbbo reducible gLvQQadfeeffbuqxvvb reducible gLvQQadfeeffbuqxvvv reducible gLvQQadfeeffbuqxvvo reducible gLvQQadfeeffbaexjrj SFS[A(3,1)] gLvQQadfeeffbalxjfn SFS[A(3,1)] gLvQQadfeeffbaedwrb reducible gLvQQadfeeffbuedfwb reducible gLvQQadfeeffbaeicrn SFS[A(3,1)] gLvQQadfeeffbalicfc reducible gLvQQadfeeffbuqxjrb reducible gLvQQadfeeffbdqxbbv SFS[D(3,1)(2,1)] gLvQQadfeeffbdqxbbo SFS[D(3,1)(2,1)] gLvQQadfeeffbqqxgwb reducible gLvQQadfeeffbqqxkfb reducible gLvQQadfeeffbqupgwb reducible gLvQQadfeeffbqupkfb reducible gLvQQadfeeffbaqxjwj SFS[D(3,1)(2,1)] gLvQQadfeeffbaqxjnj SFS[D(3,1)(2,1)] gLvQQadfeeffbaqxcsw SFS[A(2,1)] gLvQQadfeeffbaqxbfc SFS[A(2,1)] gLvQQadfeeffbdqxbfc T2xI gLvQQadfeeffbdqxcbf T2xI gLvQQadfeeffbaixckn toroidal gLvQQadfeeffbaixrkn toroidal gLvQQadfeeffbaixskn toroidal gLvQQadfeeffbaqpjfj toroidal gLvQQadfeeffbaqpjwj SFS[D(3,1)(2,1)] gLvQQadfeeffbaqpjnj m003(0,0) gLvQQadfeeffbaqpcbf SFS[A(2,1)] gLvQQadfeeffbduxbfc T2xI gLvQQadfeeffbdqpcbf T2xI gLvQQadfeeffbaipckn toroidal gLvQQadfeeffbaiprkn SFS[D(3,1)(2,1)] gLvQQadfeeffbaipskn m003(0,0) gLvQQadfeeffbaupcsw reducible gLvQQadfeeffbaixbfc toroidal gLvQQadfeeffbdixbfc SFS[A(2,1)] gLvQQadfeeffbdqlcbf SFS[A(2,1)] gLvQQadfeeffbailckn reducible gLvQQadfeeffbailjwj SFS[D(3,1)(2,1)] gLvQQadfeeffbailjnj SFS[D(3,1)(2,1)] gLvQQadfeeffbailbfc SFS[A(2,1)] gLvQQadfeeffbdilbfc T2xI gLvQQadfeeffbdilcbf T2xI gLvQQadfeeffbaipbfc SFS[A(2,1)] gLvQQadfeeffbdipbfc T2xI gLvQQadfeeffbdulcbf T2xI gLvQQadfeeffbaexsrb SFS[D(3,1)(2,1)] gLvQQadfeeffbaexrrb SFS[D(3,1)(2,1)] gLvQQadfeeffbalxsfj toroidal gLvQQadfeeffbalxrfj toroidal gLvQQadfeeffbalicjk SFS[D(3,1)(2,1)] gLvQQadfeeffbalicjg reducible gLvQQadfeeffbalicjj SFS[D(3,1)(2,1)] gLvQQadfeeffbalicvj SFS[D(3,1)(2,1)] gLvQQadfeeffbaeicbb SFS[D(3,1)(2,1)] gLvQQadfeeffbaeicsb SFS[D(3,1)(2,1)] gLvQQadfeeffbmqdwfo SFS[D(2,1)(2,1)] gLvQQadfeeffbquqsfn SFS[D(3,1)(2,1)] gLvQQadfeeffbquqvwn SFS[D(3,1)(2,1)] gLvQQadfeeffbdemcjr SFS[D(2,1)(2,1)] gLvQQadfeeffbaexckj SFS[A(3,1)] gLvQQadfeeffbamxcbr m004(0,0) gLvQQadfeeffbauqjfn reducible gLvQQadfeeffbauqnfn SFS[D(3,1)(3,1)] gLvQQadfeeffbauqbfn SFS[D(3,1)(3,2)] gLvQQadfeeffbauqnwn reducible gLvQQadfeeffbauqnnn SFS[D(3,1)(3,2)] gLvQQadfeeffbaelcsr toroidal gLvQQadfeeffbdidnfr SFS[D(2,1)(2,1)] gLvQQadfeeffbdelcsr SFS[D(2,1)(2,1)] gLvQQadfeeffbaqmcsk m004(0,0) gLvQQadfeeffbaemcjr toroidal gLvQQadfeeffbalmcfb reducible gLvQQadfeeffbalmcff SFS[D(3,1)(3,1)] gLvQQadfeeffbalmcfc SFS[D(3,1)(3,2)] gLvQQadfeeffbdtdkfr SFS[D(2,1)(2,1)] gLvQQadfeeffbaaxcfj SFS[D(3,1)(2,1)] gLvQQadfeeffbaaxrfj m003(0,0) gLvQQadfeeffbaaxsfj toroidal gLvQQadfeeffbaaxcfv SFS[D(3,1)(2,1)] gLvQQadfeeffbaaxcwv SFS[D(3,1)(2,1)] gLvQQadfeeffbaaxcnv toroidal gLvQQadfeeffbaaxcfr reducible gLvQQadfeeffbaqmcfn SFS[D(3,1)(2,1)] gLvQQadfeeffbaqmcwn SFS[D(3,1)(2,1)] gLvQQadfeeffbaqmcnn toroidal gLvQQadfeeffbalpcfr SFS[A(2,1)] gLvQQadfeeffbaapcfj SFS[D(3,1)(2,1)] gLvQQadfeeffbaaprfj SFS[D(3,1)(2,1)] gLvQQadfeeffbaapsfj toroidal gLvQQadfeeffbatpcfv SFS[D(3,1)(2,1)] gLvQQadfeeffbatpcwv SFS[D(3,1)(2,1)] gLvQQadfeeffbatpcnv toroidal gLvQQadfeeffbaiicfo SFS[A(2,1)] gLvQQadfeeffbaiirfo SFS[A(2,1)] gLvQQadfeeffbaiisfo toroidal gLvQQadfeeffbdiicfo T2xI gLvQQadfeeffbdiirfo T2xI gLvQQadfeeffbdiisfo SFS[A(2,1)] gLvQQadfeeffbdllcfv T2xI gLvQQadfeeffbdllcwv T2xI gLvQQadfeeffbdllcnv SFS[A(2,1)] gLvQQadfeeffbaalcfj reducible gLvQQadfeeffbaalrfj toroidal gLvQQadfeeffbaalsfj toroidal gLvQQadfeeffbaaicjk toroidal gLvQQadfeeffbaltnfb reducible gLvQQadfeeffbaamwfn toroidal gLvQQadfeeffbaamofn SFS[D(3,1)(2,1)] gLvQQadfeeffbaamkfn m003(0,0) gLvQQadfeeffbaaacrj reducible gLvQQadfeeffbaaacvj SFS[D(3,1)(2,1)] gLvQQadfeeffbaaacjj SFS[D(3,1)(2,1)] gLvQQadfeeffbaaacjg reducible gLvQQadfeeffbaaacjk SFS[D(3,1)(2,1)] gLvQQadfeeffbatmcjg toroidal gLvQQadfeeffbqtqbfj SFS[D(3,1)(2,1)] gLvQQadfeeffbqtqfwj SFS[D(3,1)(2,1)] gLvQQadfeeffbaatwfj toroidal gLvQQadfeeffbaatwfr SFS[D(3,1)(3,1)] gLvQQadfeeffbaatwfv SFS[D(3,1)(3,2)] gLvQQadfeeffbammcjo m004(0,0) gLvQQadfeeffbatqwfj reducible gLvQQadfeeffbatqofj SFS[D(3,1)(3,2)] gLvQQadfeeffbatqkfj SFS[D(3,1)(3,1)] gLvQQadfeeffbatqowj reducible gLvQQadfeeffbatqonj SFS[D(3,1)(3,1)] gLvQQadfeeffbaamkjv SFS[D(3,1)(3,1)] gLvQQadfeeffbammkss m004(0,0) gLvQQadfeeffbqaqvfb reducible gLvQQadfeeffbqaqwwb SFS[D(2,1)(2,1)] gLvQQadfeeffbqaqvff SFS[D(3,1)(2,1)] gLvQQadfeeffbqaqvfc SFS[D(3,1)(2,1)] gLvQQadfeeffbaaqjfb SFS[D(3,1)(2,1)] gLvQQadfeeffbaaqnfb toroidal gLvQQadfeeffbaaqbfb SFS[D(3,1)(2,1)] gLvQQadfeeffbaaqbwb reducible gLvQQadfeeffbaaqbnb SFS[D(3,1)(2,1)] gLvQQadfeeffbaaqnff SFS[D(3,1)(2,1)] gLvQQadfeeffbaaqnfc SFS[D(3,1)(2,1)] gLvQQadfeeffbaatjfb reducible gLvQQadfeeffbaatnfb SFS[D(3,1)(2,1)] gLvQQadfeeffbaatbfb SFS[D(3,1)(2,1)] gLvQQadfeeffbatqnfb SFS[D(3,1)(2,1)] gLvQQadfeeffbatqnff m003(0,0) gLvQQadfeeffbatqnfc toroidal gLvQQadfeeffbammcsb SFS[D(3,1)(2,1)] gLvQQadfeeffbammcsc toroidal gLvQQadfeeffbammcsf SFS[D(3,1)(2,1)] gLvQQadfeeffbaamcjk SFS[D(3,1)(2,1)] gLvQQadfeeffbaaacwb reducible gLvQQadfeeffbaaacnb reducible gLvQQadfeeffbaaarwb reducible gLvQQadfeeffbaaarnb reducible gLvQQadfeeffbaaasnb reducible gLvQQadfeeffbaaacwf SFS[D(3,1)(3,2)] gLvQQadfeeffbaaacnf SFS[D(3,1)(3,1)] gLvQQadfeeffbaaacwc SFS[D(3,1)(3,1)] gLvQQadfeeffbaaacnc SFS[D(3,1)(3,2)] gLvQQadfeeffbaamcfb reducible gLvQQadfeeffbaamcff SFS[D(3,1)(3,2)] gLvQQadfeeffbaamcfc SFS[D(3,1)(3,1)] gLvQQadfeeffbatmcwb reducible gLvQQadfeeffbatmcnb reducible gLvQQadfeeffbatmrwb reducible gLvQQadfeeffbatmrnb reducible gLvQQadfeeffbatmsnb reducible gLvQQadfeeffbatmcfc reducible gLvQQadfeeffbaaakjb reducible gLvQQadfeeffbaaaovb reducible gLvQQadfeeffbaaakjo reducible gLvQQadfeeffbuaackb reducible gLvQQadfeeffbamtbbb reducible gLvQQadfeeffbamtnsb reducible gLvQQadfeeffbumtwfb reducible gLvQQadfeeffbuaajrb reducible gLvQQadfeeffbuaajrf reducible gLvQQadfeeffbuaajrc reducible gLvQQadfeeffbutmjrb reducible gLvQQadfeeffbqaagwb reducible gLvQQadfeeffbqaakfb reducible gLvQQadfeeffbqaakff SFS[D(3,1)(2,1)] gLvQQadfeeffbqaakfc SFS[D(3,1)(2,1)] gLvQQadfeeffbqtmgwb reducible gLvQQadfeeffbqtmkfb reducible gLvQQadfeeffbatqjrj reducible gLvQQadfeeffbatqnrj SFS[D(3,1)(3,2)] gLvQQadfeeffbatqnvj reducible gLvQQadfeeffbatqnjj SFS[D(3,1)(3,1)] gLvQQadfeeffbatqbrj SFS[D(3,1)(3,1)] gLvQQadfeeffbqtqvvj SFS[D(3,1)(2,1)] gLvQQadfeeffbqtqsrj SFS[D(3,1)(2,1)] gLvQQadfeeffbqtqcjf SFS[D(3,1)(2,1)] gLvQQadfeeffbamqbjn toroidal gLvQQadfeeffbatqkjf SFS[D(3,1)(2,1)] gLvQQadfeeffbaxqjkb reducible gLvQQadfeeffbaxqjsb reducible gLvQQadfeeffbaxqbkb reducible gLvQQadfeeffbaxqnsb reducible gLvQQadfeeffbaxqbsb reducible gLvQQadfeeffbaxqbbb reducible gLvQQadfeeffbaxqkjb reducible gLvQQadfeeffbaxqkvb reducible gLvQQadfeeffbaxqkrb reducible gLvQQadfeeffbaxqovb reducible gLvQQadfeeffbaxqorb reducible gLvQQadfeeffbaxqwrb reducible gLvQQadfeeffbqxqbrb reducible gLvQQadfeeffbqxqfvb reducible gLvQQadfeeffbqxqcjb reducible gLvQQadfeeffbqxqwbb reducible gLvQQadfeeffbqxqvsb reducible gLvQQadfeeffbqxqskb reducible gLAwQbbcdfffaictksb SFS[D(3,1)(2,1)] gLAwQbbcdfffaicqjnb SFS[A(3,1)] gLAwQbbcdfffaicdrbr SFS[D(3,1)(2,1)] gLAwQbbcdfffaicdbbk SFS[D(3,1)(3,2)] gLAwQbbcdfffaicdbbs SFS[D(3,1)(3,1)] gLAwQbbcdfffaicdbob SFS[D(3,1)(3,1)] gLAwQbbcdfffaicdbvb SFS[D(3,1)(3,2)] gLAwQbbcdfffaicdfbb reducible gLAwQbbcdfffaicdcbb reducible gLAwQbbcdfffaicdbww reducible gLAwQbbcdfffaicdggb SFS[D(3,1)(2,1)] gLAwQbbcdfffaicmcsc reducible gLAwQbbcdfffaicmcrc reducible gLAwQbbcdfffaicmcnn reducible gLAwQbbcdfffaicmvcv reducible gLAwQbbcdfffaicicsc reducible gLAwQbbcdfffaicicrc reducible gLAwQbbcdfffaicicnn reducible gLAwQbbcdfffaicivcv reducible gLAwQbbcdfffaicavkn toroidal gLAwQbbcdfffaicajwc toroidal gLAwQbbcdfffaicagoc toroidal gLAwQbbcdfffadbabcc SFS[A(3,1)] gLAwQbbcdfffadbafcc SFS[A(3,1)] gLAwQbbcdfffaicacjw SFS[A(3,1)] gLAwQbbcdfffaicacbf reducible gLAwQbbcdfffadbaccg reducible gLAwQbbcdfffadbacco reducible gLAwQbbcdfffaicaknv toroidal gLAwQbbcdfffaicawcj SFS[A(3,1)] gLAwQbbcdfffaicascr reducible gLAwQbbcdfffadjaggc reducible gLAwQbbcdfffadjagfg reducible gLAwQbbcdfffaichrkf SFS[A(3,1)] gLAwQbbcdfffaicejfj SFS[D(3,1)(2,1)] gLAwQbbcdfffaiceffn SFS[D(3,1)(3,1)] gLAwQbbcdfffaiceffw SFS[D(3,1)(3,2)] gLAwQbbcdfffaicefvf SFS[D(3,1)(3,1)] gLAwQbbcdfffaicebff reducible gLAwQbbcdfffaicecff reducible gLAwQbbcdfffaicefss reducible gLAwQbbcdfffaiceoof SFS[D(3,1)(2,1)] gLAwQbbcdfffaicunwf SFS[D(3,1)(2,1)] gLAwQbbcdfffaijqjnb toroidal gLAwQbbcdfffaijawcj toroidal gLAwQbbcdfffaijhrkf toroidal gLAwQbbcdfffaikhwcj SFS[A(3,1)] gLAwQbbcdfffaikarkf SFS[A(3,1)] gLAwQbbcdfffaikxjnb SFS[A(3,1)] gLAwQbbcdfffaifmksb reducible gLAwQbbcdfffaifhwcj toroidal gLAwQbbcdfffaifdkkc SFS[D(3,1)(2,1)] gLAwQbbcdfffaifdcsc toroidal gLAwQbbcdfffaifdcrc toroidal gLAwQbbcdfffaifdcnn reducible gLAwQbbcdfffaifdvcv toroidal gLAwQbbcdfffaifajos toroidal gLAwQbbcdfffaifafrk SFS[A(3,1)] gLAwQbbcdfffaifafcb reducible gLAwQbbcdfffadbacrc reducible gLAwQbbcdfffadbacsc reducible gLAwQbbcdfffaifaosj toroidal gLAwQbbcdfffaifarkf toroidal gLAwQbbcdfffaifanwf toroidal gLAwQbbcdfffadjangg SFS[A(3,1)] gLAwQbbcdfffadjasgg SFS[A(3,1)] gLAwQbbcdfffaifxjnb toroidal gLAwQbbcdfffaiferbr SFS[D(3,1)(2,1)] gLAwQbbcdfffaifebbs toroidal gLAwQbbcdfffaifebww reducible gLAwQbbcdfffaifeggb toroidal gLAwQbbcdfffaisqwsv toroidal gLAwQbbcdfffaisagjk toroidal gLAwQbbcdfffaisxrkf toroidal gLAwQbbcdfffainqwsv SFS[A(3,1)] gLAwQbbcdfffainagjk SFS[A(3,1)] gLAwQbbcdfffainxrkf SFS[A(3,1)] gLAwQbbcdfffdegdogv reducible gLAwQbbcdfffdegagfc toroidal gLAwQbbcdfffadjagfc SFS[D(3,1)(3,2)] gLAwQbbcdfffdegdbfv toroidal gLAwQbbcdfffadjdbfv SFS[D(2,1)(2,1)] gLAwQbbcdfffdegdbgv SFS[D(3,1)(2,1)] gLAwQbbcdfffdegagfo toroidal gLAwQbbcdfffadjagfo SFS[D(3,1)(3,1)] gLAwQbbcdfffadjagvc SFS[D(3,1)(3,1)] gLAwQbbcdfffadjdbks reducible gLAwQbbcdfffadjdnfw reducible gLAwQbbcdfffadjdwsv T2xI gLAwQbbcdfffadjqwsv SFS[A(2,1)] gLAwQbbcdfffadjmgjk T2xI gLAwQbbcdfffadjafob m004(0,0) gLAwQbbcdfffadjargr reducible gLAwQbbcdfffadjakfr toroidal gLAwQbbcdfffadjarfr SFS[D(3,1)(2,1)] gLAwQbbcdfffadganww SFS[D(3,1)(2,1)] gLAwQbbcdfffadjajwc toroidal gLAwQbbcdfffadjarvr SFS[D(3,1)(2,1)] gLAwQbbcdfffadganwn SFS[D(3,1)(2,1)] gLAwQbbcdfffadjacbv m004(0,0) gLAwQbbcdfffadjagjk SFS[A(2,1)] gLAwQbbcdfffadjagbb SFS[A(2,1)] gLAwQbbcdfffadjxrkf SFS[A(2,1)] gLAwQbbcdfffadjigjk T2xI gLAwQbbcdfffadganwf toroidal gLAwQbbcdfffadkascr toroidal gLAwQbbcdfffadoxjnb SFS[A(2,1)] gLAwQbbcdfffadoarkf SFS[A(2,1)] gLAwQbbcdfffadohwcj SFS[A(2,1)] gLAwQbbcdfffadsqjnb SFS[A(2,1)] gLAwQbbcdfffadsawcj SFS[A(2,1)] gLAwQbbcdfffadshrkf SFS[A(2,1)] gLAwQbbcdfffadbakkc reducible gLAwQbbcdfffadbacnn SFS[A(2,1)] gLAwQbbcdfffadbavcv reducible gLAwQbbcdfffaqjqwsv toroidal gLAwQbbcdfffaqjagjk toroidal gLAwQbbcdfffaqjxrkf toroidal gLAwQbbcdfffaqbqjnb SFS[A(2,1)] gLAwQbbcdfffaqbawcj SFS[A(2,1)] gLAwQbbcdfffaqbhrkf SFS[A(2,1)] gLAwQbbcdfffaqktksb SFS[D(2,1)(2,1)] gLAwQbbcdfffaqkhrkf SFS[A(2,1)] gLAwQbbcdfffaqkdrbr SFS[D(2,1)(2,1)] gLAwQbbcdfffaqkdbww reducible gLAwQbbcdfffaqkdggb SFS[D(2,1)(2,1)] gLAwQbbcdfffaqkivcv reducible gLAwQbbcdfffaqkajwc toroidal gLAwQbbcdfffaqkagoc toroidal gLAwQbbcdfffaqkacjw SFS[A(2,1)] gLAwQbbcdfffaqkacbf reducible gLAwQbbcdfffaqkaknv toroidal gLAwQbbcdfffaqkawcj SFS[A(2,1)] gLAwQbbcdfffaqkascr reducible gLAwQbbcdfffaqomksb reducible gLAwQbbcdfffaqohwcj toroidal gLAwQbbcdfffaqodvcv toroidal gLAwQbbcdfffaqoafrk SFS[A(2,1)] gLAwQbbcdfffaqoafcb reducible gLAwQbbcdfffaqoajos toroidal gLAwQbbcdfffaqoarkf toroidal gLAwQbbcdfffaqoanwf toroidal gLAwQbbcdfffemkxrkf m202(0,0)(0,0) gLAwQbbcdfffemkagjk m202(0,0)(0,0) gLAwQbbcdfffemkqwsv m202(0,0)(0,0) gLAwQbbcdfffdhwqjnb m125(0,0)(0,0) gLAwQbbcdfffdhwawcj m125(0,0)(0,0) gLAwQbbcdfffdhwhrkf m125(0,0)(0,0) gLAwQbbcdfffdhrhwcj m125(0,0)(0,0) gLAwQbbcdfffdhrarkf m125(0,0)(0,0) gLAwQbbcdfffdhrxjnb m125(0,0)(0,0) gLAwQbbcdfffdhgqwsv m125(0,0)(0,0) gLAwQbbcdfffdhgagjk m125(0,0)(0,0) gLAwQbbcdfffdhgxrkf m125(0,0)(0,0) gLAwQbbcdfffduwqjnb toroidal gLAwQbbcdfffduwawcj toroidal gLAwQbbcdfffduwhrkf toroidal gLAwQbbcdfffdurhwcj toroidal gLAwQbbcdfffdurarkf toroidal gLAwQbbcdfffdurxjnb toroidal gLAwQbbcdfffdugqwsv toroidal gLAwQbbcdfffdugagjk toroidal gLAwQbbcdfffdugxrkf toroidal gLAwQbbcdfffderxjnb toroidal gLAwQbbcdfffderarkf toroidal gLAwQbbcdfffderhwcj toroidal gLAwQbbcdfffdegdbks reducible gLAwQbbcdfffdegajwc toroidal gLAwQbbcdfffdegdowk SFS[D(2,1)(2,1)] gLAwQbbcdfffdegdwsv SFS[A(2,1)] gLAwQbbcdfffdegqwsv toroidal gLAwQbbcdfffdegigjk SFS[A(2,1)] gLAwQbbcdfffdegacbv toroidal gLAwQbbcdfffdegagjk toroidal gLALQbbcefffamcvaax reducible gLALQbbcefffamcvxxx reducible gLALQbbcefffamcfeee reducible gLALQbbcefffamcgaai SFS[A(3,1)] gLALQbbcefffamcwlll reducible gLALQbbcefffamcwldd reducible gLALQbbcefffamckhhd SFS[D(3,1)(3,1)] gLALQbbcefffamckhhh reducible gLALQbbcefffamckhtp SFS[D(3,1)(3,1)] gLALQbbcefffamckhhp SFS[D(3,1)(3,2)] gLALQbbcefffamckhmp toroidal gLALQbbcefffamckamt reducible gLALQbbcefffamckaha SFS[D(3,1)(2,1)] gLALQbbcefffamcoahl SFS[D(3,1)(2,1)] gLALQbbcefffamcsaat SFS[D(3,1)(3,1)] gLALQbbcefffamcsaaa SFS[D(3,1)(3,2)] gLALQbbcefffamcsaal reducible gLALQbbcefffamcsppd SFS[D(3,1)(3,2)] gLALQbbcefffamcsppp reducible gLALQbbcefffamcspph SFS[D(3,1)(3,1)] gLALQbbcefffamcsimq SFS[D(3,1)(2,1)] gLALQbbcefffamcsmqq SFS[D(3,1)(2,1)] gLALQbbcefffamcsmmq toroidal gLALQbbcefffamcsmpq SFS[D(3,1)(2,1)] gLALQbbcefffamcsamq SFS[D(3,1)(2,1)] gLALQbbcefffamcsuuq toroidal gLALQbbcefffamcsuuu SFS[D(3,1)(3,1)] gLALQbbcefffamcsuui SFS[D(3,1)(3,2)] gLALQbbcefffamcchah SFS[D(3,1)(2,1)] gLALQbbcefffamccaat SFS[D(3,1)(3,2)] gLALQbbcefffamccada reducible gLALQbbcefffamccaea reducible gLALQbbcefffamccaal SFS[D(3,1)(3,1)] gLALQbbcefffamccxxa reducible gLALQbbcefffamccppp SFS[D(3,1)(3,1)] gLALQbbcefffamccaqq SFS[D(3,1)(2,1)] gLALQbbcefffamccuuu SFS[D(3,1)(3,2)] gLALQbbcefffamcrudd SFS[D(3,1)(2,1)] gLALQbbcefffamcraat toroidal gLALQbbcefffamcraaa SFS[D(3,1)(3,1)] gLALQbbcefffamcraal SFS[D(3,1)(3,2)] gLALQbbcefffamcrppp SFS[D(3,1)(3,2)] gLALQbbcefffamcraqi reducible gLALQbbcefffamcruuu reducible gLALQbbcefffddfomii reducible gLALQbbcefffddfoiii reducible gLALQbbcefffddfoahl SFS[D(3,1)(2,1)] gLALQbbcefffddfkaha SFS[D(3,1)(2,1)] gLALQbbcefffddfkhhh reducible gLALQbbcefffddfkhmp reducible gLALQbbcefffddfkhhp SFS[D(3,1)(3,1)] gLALQbbcefffddfkhtp SFS[D(3,1)(3,2)] gLALQbbcefffddfkamt SFS[D(3,1)(2,1)] gLALQbbcefffddfkhhd SFS[D(3,1)(3,2)] gLALQbbcefffddbohtm SFS[D(4,3)(3,1)] gLALQbbcefffddbomdx toroidal gLALQbbcefffddboidx SFS[D(5,2)(3,1)] gLALQbbcefffddbolqe toroidal gLALQbbcefffddboulp SFS[D(5,3)(3,1)] gLALQbbcefffddbopia SFS[D(4,3)(3,1)] gLALQbbcefffddboxia SFS[D(5,2)(3,1)] gLALQbbcefffddbolia toroidal gLALQbbcefffddboahh SFS[D(3,1)(2,1)] gLALQbbcefffddboulx toroidal gLALQbbcefffddbopim SFS[D(5,3)(3,1)] gLALQbbcefffddboxim SFS[D(4,1)(3,1)] gLALQbbcefffddbolim toroidal gLALQbbcefffddbollh reducible gLALQbbcefffddbohha SFS[D(4,3)(3,1)] gLALQbbcefffddbomip toroidal gLALQbbcefffddboiip SFS[D(5,2)(3,1)] gLALQbbcefffddbollu toroidal gLALQbbcefffddbohhm SFS[D(5,3)(3,1)] gLALQbbcefffddbomix SFS[D(5,2)(3,1)] gLALQbbcefffddboiix SFS[D(4,1)(3,1)] gLALQbbcefffddbolle toroidal gLALQbbcefffddbolda reducible gLALQbbcefffddboaxx SFS[D(3,1)(2,1)] gLALQbbcefffddbouep toroidal gLALQbbcefffddbopxa SFS[D(5,3)(3,1)] gLALQbbcefffddboxxa SFS[D(4,1)(3,1)] gLALQbbcefffddbolxa toroidal gLALQbbcefffeebomii reducible gLALQbbcefffeeboiii reducible gLALQbbcefffeeboahl SFS[D(3,1)(2,1)] gLALQbbcefffeebkamt SFS[D(3,1)(2,1)] gLALQbbcefffeebkhhp SFS[D(3,1)(3,2)] gLALQbbcefffeebkhhh reducible gLALQbbcefffeebkhhd SFS[D(3,1)(3,1)] gLALQbbcefffeebkaha SFS[D(3,1)(2,1)] gLALQbbcefffeebkhmp reducible gLALQbbcefffeebkhtp SFS[D(3,1)(3,1)] gLALQbbcefffaicsaat SFS[D(3,1)(3,2)] gLALQbbcefffaicsaaa SFS[D(3,1)(3,1)] gLALQbbcefffaicsaal reducible gLALQbbcefffaicsppd SFS[D(3,1)(3,1)] gLALQbbcefffaicsppp reducible gLALQbbcefffaicspph SFS[D(3,1)(3,2)] gLALQbbcefffaicsimq SFS[D(3,1)(2,1)] gLALQbbcefffaicsmqq SFS[D(3,1)(2,1)] gLALQbbcefffaicsmmq toroidal gLALQbbcefffaicsmpq SFS[D(3,1)(2,1)] gLALQbbcefffaicsamq SFS[D(3,1)(2,1)] gLALQbbcefffaicsuuq toroidal gLALQbbcefffaicsuuu SFS[D(3,1)(3,2)] gLALQbbcefffaicsuui SFS[D(3,1)(3,1)] gLALQbbcefffaicchah SFS[D(3,1)(2,1)] gLALQbbcefffaiccaat SFS[D(3,1)(3,1)] gLALQbbcefffaiccada reducible gLALQbbcefffaiccaea reducible gLALQbbcefffaiccaal SFS[D(3,1)(3,2)] gLALQbbcefffaiccxxa reducible gLALQbbcefffaiccppp SFS[D(3,1)(3,2)] gLALQbbcefffaiccaqq SFS[D(3,1)(2,1)] gLALQbbcefffaiccuuu SFS[D(3,1)(3,1)] gLALQbbcefffaicrudd SFS[D(3,1)(2,1)] gLALQbbcefffaicraat toroidal gLALQbbcefffaicraaa SFS[D(3,1)(3,2)] gLALQbbcefffaicraal SFS[D(3,1)(3,1)] gLALQbbcefffaicrppp SFS[D(3,1)(3,1)] gLALQbbcefffaicraqi reducible gLALQbbcefffaicruuu reducible gLALQbbcefffaicwldd reducible gLALQbbcefffaicwlll reducible gLALQbbcefffaicoahl SFS[D(3,1)(2,1)] gLALQbbcefffaickamt reducible gLALQbbcefffaickaha SFS[D(3,1)(2,1)] gLALQbbcefffaickhtp SFS[D(3,1)(3,2)] gLALQbbcefffaickhhd SFS[D(3,1)(3,2)] gLALQbbcefffaickhhh reducible gLALQbbcefffaickhhp SFS[D(3,1)(3,1)] gLALQbbcefffaickhmp toroidal gLALQbbcefffaicvaax reducible gLALQbbcefffaicvxxx reducible gLALQbbcefffaicfeee reducible gLALQbbcefffaicgaai SFS[A(3,1)] gLALQbbcefffamsnaaa SFS[D(3,1)(3,1)] gLALQbbcefffamsndid toroidal gLALQbbcefffamsnaua SFS[D(3,1)(3,2)] gLALQbbcefffamsneqe SFS[D(9,2)(3,1)] gLALQbbcefffamsnaxe reducible gLALQbbcefffamsnixm toroidal gLALQbbcefffamsnixe toroidal gLALQbbcefffamsnmxm toroidal gLALQbbcefffamsnaxx toroidal gLALQbbcefffamsnaxm toroidal gLALQbbcefffamsndxd toroidal gLALQbbcefffamsnapa toroidal gLALQbbcefffamsgaaa SFS[D(3,1)(3,2)] gLALQbbcefffamsgaxx toroidal gLALQbbcefffamssaaa toroidal gLALQbbcefffamssaxx reducible gLALQbbcefffddnomdx toroidal gLALQbbcefffddnopim toroidal gLALQbbcefffddnopia SFS[D(5,3)(3,1)] gLALQbbcefffddnoahh SFS[D(7,2)(3,1)] gLALQbbcefffddnoahe toroidal gLALQbbcefffddnoulx toroidal gLALQbbcefffddnoidx toroidal gLALQbbcefffddnoaix reducible gLALQbbcefffddnoiix toroidal gLALQbbcefffddnoadx toroidal gLALQbbcefffddnoaxx toroidal gLALQbbcefffddnkaxx toroidal gLALQbbcefffddnwahh toroidal gLALQbbcefffddnwaxx reducible gLALQbbcefffaijsaaa toroidal gLALQbbcefffaijsppd toroidal gLALQbbcefffaijsaal SFS[D(3,1)(3,2)] gLALQbbcefffaijspph toroidal gLALQbbcefffaijsimq toroidal gLALQbbcefffaijsipq toroidal gLALQbbcefffaijsmmq toroidal gLALQbbcefffaijsaqq toroidal gLALQbbcefffaijsamq SFS[D(7,2)(3,1)] gLALQbbcefffaijsuuq toroidal gLALQbbcefffaijsaat SFS[D(3,1)(3,1)] gLALQbbcefffaijcaaa SFS[D(3,1)(3,2)] gLALQbbcefffaijcaqq SFS[D(7,2)(3,1)] gLALQbbcefffaijraaa SFS[D(3,1)(3,1)] gLALQbbcefffamnnapa SFS[D(3,1)(3,2)] gLALQbbcefffamnnaaa reducible gLALQbbcefffamnnaua SFS[D(3,1)(3,1)] gLALQbbcefffamnnele SFS[D(9,2)(3,1)] gLALQbbcefffamnneee SFS[D(3,1)(3,1)] gLALQbbcefffamnneqe SFS[D(6,1)(3,1)] gLALQbbcefffamnnixm SFS[D(11,3)(3,1)] gLALQbbcefffamnnixe SFS[D(10,3)(3,1)] gLALQbbcefffamnnmxx SFS[D(7,3)(3,1)] gLALQbbcefffamnnmxm toroidal gLALQbbcefffamnnmxe SFS[D(11,3)(3,1)] gLALQbbcefffamnnaxx SFS[D(8,3)(3,1)] gLALQbbcefffamnnaxm SFS[D(7,3)(3,1)] gLALQbbcefffamnndxd toroidal gLALQbbcefffamnnddd SFS[D(3,1)(3,2)] gLALQbbcefffamnndid SFS[D(9,2)(3,1)] gLALQbbcefffamngaaa SFS[D(3,1)(3,1)] gLALQbbcefffamngaxx SFS[D(7,3)(3,1)] gLALQbbcefffamnsaaa SFS[D(3,1)(3,2)] gLALQbbcefffaikomdx toroidal gLALQbbcefffaikomxx SFS[D(8,3)(3,1)] gLALQbbcefffaikomix SFS[D(4,3)(3,1)] gLALQbbcefffaikopii SFS[D(3,1)(2,1)] gLALQbbcefffaikoahh SFS[D(5,1)(3,1)] gLALQbbcefffaikoahe SFS[D(7,2)(3,1)] gLALQbbcefffaikoahu SFS[D(3,1)(2,1)] gLALQbbcefffaikoull SFS[D(7,2)(3,1)] gLALQbbcefffaikoulx toroidal gLALQbbcefffaikoidx SFS[D(4,3)(3,1)] gLALQbbcefffaikoiix SFS[D(5,3)(3,1)] gLALQbbcefffaikoadx SFS[D(8,3)(3,1)] gLALQbbcefffaikoaxx SFS[D(7,3)(3,1)] gLALQbbcefffaikkahh SFS[D(3,1)(2,1)] gLALQbbcefffaikkaxx SFS[D(8,3)(3,1)] gLALQbbcefffaikwahh SFS[D(7,2)(3,1)] gLALQbbcefffaiwsaat reducible gLALQbbcefffaiwsaaa SFS[D(3,1)(3,2)] gLALQbbcefffaiwsaal SFS[D(3,1)(3,1)] gLALQbbcefffaiwsppd SFS[D(12,5)(3,1)] gLALQbbcefffaiwsppp SFS[D(3,1)(3,1)] gLALQbbcefffaiwspph SFS[D(9,4)(3,1)] gLALQbbcefffaiwsiqq SFS[D(3,1)(2,1)] gLALQbbcefffaiwsimq SFS[D(13,5)(3,1)] gLALQbbcefffaiwsipq SFS[D(11,4)(3,1)] gLALQbbcefffaiwsmqq SFS[D(5,1)(3,1)] gLALQbbcefffaiwsmmq toroidal gLALQbbcefffaiwsmpq SFS[D(13,5)(3,1)] gLALQbbcefffaiwsaqq SFS[D(7,2)(3,1)] gLALQbbcefffaiwsamq SFS[D(5,1)(3,1)] gLALQbbcefffaiwsapq SFS[D(3,1)(2,1)] gLALQbbcefffaiwsuuq toroidal gLALQbbcefffaiwsuuu reducible gLALQbbcefffaiwsuui SFS[D(12,5)(3,1)] gLALQbbcefffaiwcaaa SFS[D(3,1)(3,1)] gLALQbbcefffaiwcaqq SFS[D(5,1)(3,1)] gLALQbbcefffaiwraaa reducible gLALQbbcefffaiwraqq SFS[D(3,1)(2,1)] gLALQbbcefffddkbhhh SFS[A(3,1)] gLALQbbcefffddkbaha SFS[A(3,1)] gLALQbbcefffddkoaia reducible gLALQbbcefffddkvttt reducible gLALQbbcefffaifraau reducible gLALQbbcefffaifraql reducible gLALQbbcefffaifsuul toroidal gLALQbbcefffaifsaah toroidal gLALQbbcefffaifsxpi reducible gLALQbbcefffaifsppi toroidal gLALQbbcefffaifslpi toroidal gLALQbbcefffaifsmpp SFS[D(3,1)(2,1)] gLALQbbcefffaifshaa toroidal gLALQbbcefffaifsluu toroidal gLALQbbcefffaifcluu toroidal gLALQbbcefffaifcluh toroidal gLALQbbcefffaifcaae reducible gLALQbbcefffaifcade reducible gLALQbbcefffaifclue toroidal gLALQbbcefffeejnaaa SFS[D(3,1)(3,2)] gLALQbbcefffeejndid toroidal gLALQbbcefffeejnaua toroidal gLALQbbcefffeejneqe toroidal gLALQbbcefffeejnixm toroidal gLALQbbcefffeejnixe toroidal gLALQbbcefffeejnmxm toroidal gLALQbbcefffeejnaxx toroidal gLALQbbcefffeejnaxm toroidal gLALQbbcefffeejndxd toroidal gLALQbbcefffeejnapa SFS[D(3,1)(3,1)] gLALQbbcefffeejgqqa toroidal gLALQbbcefffeejgaat reducible gLALQbbcefffeejgaal reducible gLALQbbcefffeejghah toroidal gLALQbbcefffeejgaua SFS[D(3,1)(3,1)] gLALQbbcefffeejgaxx toroidal gLALQbbcefffeejgapa SFS[D(3,1)(3,2)] gLALQbbcefffeejsaaa SFS[D(3,1)(3,1)] gLALQbbcefffeejsaua SFS[D(3,1)(3,2)] gLALQbbcefffeejsaix SFS[D(3,1)(2,1)] gLALQbbcefffeejsapa reducible gLALQbbcefffaifomdx toroidal gLALQbbcefffaifopim SFS[D(5,2)(3,1)] gLALQbbcefffaifopia toroidal gLALQbbcefffaifoahh toroidal gLALQbbcefffaifoahe toroidal gLALQbbcefffaifoulx toroidal gLALQbbcefffaifohhi toroidal gLALQbbcefffaifollh toroidal gLALQbbcefffaifohha toroidal gLALQbbcefffaifohtm SFS[D(4,3)(3,1)] gLALQbbcefffaifohhm SFS[D(5,3)(3,1)] gLALQbbcefffaifoidx SFS[D(5,3)(3,1)] gLALQbbcefffaifoiix toroidal gLALQbbcefffaifolxa toroidal gLALQbbcefffaifolda toroidal gLALQbbcefffaifoadx toroidal gLALQbbcefffaifoaxx toroidal gLALQbbcefffaifouep SFS[D(4,1)(3,1)] gLALQbbcefffaifopxa SFS[D(5,2)(3,1)] gLALQbbcefffaifoxxa toroidal gLALQbbcefffaifkllh toroidal gLALQbbcefffaifklda toroidal gLALQbbcefffaifkaxx toroidal gLALQbbcefffaifwahh toroidal gLALQbbcefffaifwllh toroidal gLALQbbcefffaifwlda toroidal gLALQbbcefffddknaaa SFS[D(3,1)(3,1)] gLALQbbcefffddkndid toroidal gLALQbbcefffddknaua toroidal gLALQbbcefffddkneqe toroidal gLALQbbcefffddknixm toroidal gLALQbbcefffddknixe toroidal gLALQbbcefffddknmxm toroidal gLALQbbcefffddknaxx toroidal gLALQbbcefffddknaxm toroidal gLALQbbcefffddkndxd toroidal gLALQbbcefffddknapa SFS[D(3,1)(3,2)] gLALQbbcefffddkgqqa toroidal gLALQbbcefffddkgaat reducible gLALQbbcefffddkgaal reducible gLALQbbcefffddkghah toroidal gLALQbbcefffddkgaua SFS[D(3,1)(3,2)] gLALQbbcefffddkgaxx toroidal gLALQbbcefffddkgapa SFS[D(3,1)(3,1)] gLALQbbcefffddksaaa SFS[D(3,1)(3,2)] gLALQbbcefffddksaua SFS[D(3,1)(3,1)] gLALQbbcefffddksaix SFS[D(3,1)(2,1)] gLALQbbcefffddksapa reducible gLALQbbcefffaifnaqt reducible gLALQbbcefffaifnaai reducible gLALQbbcefffaifblxi toroidal gLALQbbcefffaifbaad reducible gLALQbbcefffaifbaed reducible gLALQbbcefffaifblxd toroidal gLALQbbcefffaifblxx toroidal gLALQbbcefffaifjuee SFS[D(3,1)(2,1)] gLALQbbcefffaifjxxx toroidal gLALQbbcefffaifjlxx toroidal gLALQbbcefffaifjhum reducible gLALQbbcefffaifjmax toroidal gLALQbbcefffaifjaax toroidal gLALQbbcefffaifjiax toroidal gLALQbbcefffaifjlpe toroidal gLALQbbcefffaisnaaa SFS[D(3,1)(3,2)] gLALQbbcefffaisndid toroidal gLALQbbcefffaisnaua SFS[D(3,1)(3,1)] gLALQbbcefffaisneqe SFS[D(9,7)(3,1)] gLALQbbcefffaisnaxe reducible gLALQbbcefffaisnixm toroidal gLALQbbcefffaisnixe toroidal gLALQbbcefffaisnmxm toroidal gLALQbbcefffaisnaxx toroidal gLALQbbcefffaisnaxm toroidal gLALQbbcefffaisndxd toroidal gLALQbbcefffaisnapa toroidal gLALQbbcefffaisgaaa SFS[D(3,1)(3,1)] gLALQbbcefffaisgaxx toroidal gLALQbbcefffaissaaa toroidal gLALQbbcefffaissaxx reducible gLALQbbcefffeeoomdx toroidal gLALQbbcefffeeoopim toroidal gLALQbbcefffeeoopia SFS[D(5,2)(3,1)] gLALQbbcefffeeooahh SFS[D(7,5)(3,1)] gLALQbbcefffeeooahe toroidal gLALQbbcefffeeooulx toroidal gLALQbbcefffeeooidx toroidal gLALQbbcefffeeooaix reducible gLALQbbcefffeeooiix toroidal gLALQbbcefffeeooadx toroidal gLALQbbcefffeeooaxx toroidal gLALQbbcefffeeokaxx toroidal gLALQbbcefffeeowahh toroidal gLALQbbcefffeeowaxx reducible gLALQbbcefffamjsaaa toroidal gLALQbbcefffamjsppd toroidal gLALQbbcefffamjsaal SFS[D(3,1)(3,1)] gLALQbbcefffamjspph toroidal gLALQbbcefffamjsimq toroidal gLALQbbcefffamjsipq toroidal gLALQbbcefffamjsmmq toroidal gLALQbbcefffamjsaqq toroidal gLALQbbcefffamjsamq SFS[D(7,5)(3,1)] gLALQbbcefffamjsuuq toroidal gLALQbbcefffamjsaat SFS[D(3,1)(3,2)] gLALQbbcefffamjcaaa SFS[D(3,1)(3,1)] gLALQbbcefffamjcaqq SFS[D(7,5)(3,1)] gLALQbbcefffamjraaa SFS[D(3,1)(3,2)] gLALQbbcefffainnapa SFS[D(3,1)(3,1)] gLALQbbcefffainnaaa reducible gLALQbbcefffainnaua SFS[D(3,1)(3,2)] gLALQbbcefffainnele SFS[D(9,7)(3,1)] gLALQbbcefffainneee SFS[D(3,1)(3,2)] gLALQbbcefffainneqe SFS[D(6,5)(3,1)] gLALQbbcefffainnixm SFS[D(11,8)(3,1)] gLALQbbcefffainnixe SFS[D(10,7)(3,1)] gLALQbbcefffainnmxx SFS[D(7,4)(3,1)] gLALQbbcefffainnmxm toroidal gLALQbbcefffainnmxe SFS[D(11,8)(3,1)] gLALQbbcefffainnaxx SFS[D(8,3)(3,1)] gLALQbbcefffainnaxm SFS[D(7,4)(3,1)] gLALQbbcefffainndxd toroidal gLALQbbcefffainnddd SFS[D(3,1)(3,1)] gLALQbbcefffainndid SFS[D(9,7)(3,1)] gLALQbbcefffaingaaa SFS[D(3,1)(3,2)] gLALQbbcefffaingaxx SFS[D(7,4)(3,1)] gLALQbbcefffainsaaa SFS[D(3,1)(3,1)] gLALQbbcefffairoulx toroidal gLALQbbcefffairoahe SFS[D(8,3)(3,1)] gLALQbbcefffairopim SFS[D(4,1)(3,1)] gLALQbbcefffairoaix SFS[D(3,1)(2,1)] gLALQbbcefffairoaxx SFS[D(5,4)(3,1)] gLALQbbcefffairomxx SFS[D(7,5)(3,1)] gLALQbbcefffairoixx SFS[D(3,1)(2,1)] gLALQbbcefffairoadx SFS[D(7,5)(3,1)] gLALQbbcefffairomdx toroidal gLALQbbcefffairoulp SFS[D(4,1)(3,1)] gLALQbbcefffairopia SFS[D(5,2)(3,1)] gLALQbbcefffairoull SFS[D(8,3)(3,1)] gLALQbbcefffairoahh SFS[D(7,4)(3,1)] gLALQbbcefffairwaxx SFS[D(3,1)(2,1)] gLALQbbcefffairwahh SFS[D(8,3)(3,1)] gLALQbbcefffairkaxx SFS[D(7,5)(3,1)] gLALQbbcefffamwsaat reducible gLALQbbcefffamwsaaa SFS[D(3,1)(3,1)] gLALQbbcefffamwsaal SFS[D(3,1)(3,2)] gLALQbbcefffamwsppd SFS[D(12,7)(3,1)] gLALQbbcefffamwsppp SFS[D(3,1)(3,2)] gLALQbbcefffamwspph SFS[D(9,5)(3,1)] gLALQbbcefffamwsiqq SFS[D(3,1)(2,1)] gLALQbbcefffamwsimq SFS[D(13,8)(3,1)] gLALQbbcefffamwsipq SFS[D(11,7)(3,1)] gLALQbbcefffamwsmqq SFS[D(5,4)(3,1)] gLALQbbcefffamwsmmq toroidal gLALQbbcefffamwsmpq SFS[D(13,8)(3,1)] gLALQbbcefffamwsaqq SFS[D(7,5)(3,1)] gLALQbbcefffamwsamq SFS[D(5,4)(3,1)] gLALQbbcefffamwsapq SFS[D(3,1)(2,1)] gLALQbbcefffamwsuuq toroidal gLALQbbcefffamwsuuu reducible gLALQbbcefffamwsuui SFS[D(12,7)(3,1)] gLALQbbcefffamwcaaa SFS[D(3,1)(3,2)] gLALQbbcefffamwcaqq SFS[D(5,4)(3,1)] gLALQbbcefffamwraaa reducible gLALQbbcefffamwraqq SFS[D(3,1)(2,1)] gLALQbbcefffdtfvaax SFS[D(3,1)(3,2)] gLALQbbcefffdtfvapt SFS[D(2,1)(2,1)] gLALQbbcefffdtfkhtp toroidal gLALQbbcefffdtfkatt SFS[D(2,1)(2,1)] gLALQbbcefffdtfcaaa SFS[D(3,1)(3,2)] gLALQbbcefffdtfcxxa toroidal gLALQbbcefffmecoamu SFS[D(2,1)(2,1)] gLALQbbcefffeubkhtp reducible gLALQbbcefffeubvaax SFS[D(3,1)(3,2)] gLALQbbcefffeujgaaa SFS[D(3,1)(3,2)] gLALQbbcefffdtkgaaa SFS[D(3,1)(3,2)] gLALQbbcefffdqfvaax SFS[D(3,1)(3,1)] gLALQbbcefffdqfvxxx SFS[D(3,1)(3,1)] gLALQbbcefffdqfkhtp SFS[D(3,1)(3,1)] gLALQbbcefffdqfcaaa SFS[D(3,1)(3,1)] gLALQbbcefffdqfcxxa toroidal gLALQbbcefffehbcaaa SFS[D(3,1)(3,1)] gLALQbbcefffehbcxxa toroidal gLALQbbcefffehbkhtp SFS[D(3,1)(3,2)] gLALQbbcefffehjgaaa SFS[D(3,1)(3,1)] gLALQbbcefffdqkgaaa SFS[D(3,1)(3,1)] gLALQbbcefffpugbaha SFS[A(2,1)] gLALQbbcefffpugbape T2xI gLALQbbcefffpugottt SFS[A(2,1)] gLALQbbcefffpugoaha SFS[A(2,1)] gLALQbbcefffpugohhh toroidal gLALQbbcefffpugohum SFS[A(3,1)] gLALQbbcefffpugoimm T2xI gLALQbbcefffpugommm SFS[A(2,1)] gLALQbbcefffpugoamm T2xI gLALQbbcefffpugjamu T2xI gLALQbbcefffpugjhuu T2xI gLALQbbcefffpugjahx SFS[A(2,1)] gLALQbbcefffpugjqxx SFS[A(2,1)] gLALQbbcefffpugwqpe SFS[A(3,1)] gLALQbbcefffpugwapp T2xI gLALQbbcefffpugwell T2xI gLALQbbcefffpugwahx SFS[A(2,1)] gLALQbbcefffpugwqxx toroidal gLALQbbcefffpugwdxx SFS[A(2,1)] gLALQbbcefffpugwtxx SFS[A(2,1)] gLALQbbcefffpugchie SFS[A(3,1)] gLALQbbcefffpugcalx SFS[A(2,1)] gLALQbbcefffpugcaix SFS[A(2,1)] gLALQbbcefffpugcahx toroidal gLALQbbcefffpugcaii T2xI gLALQbbcefffpugcaid T2xI gLALQbbcefffpugcqxx SFS[A(2,1)] gLALQbbcefffpugntqt m129(0,0)(0,0) gLALQbbcefffpugnade T2xI gLALQbbcefffpugnhah m129(0,0)(0,0) gLALQbbcefffpugnaut T2xI gLALQbbcefffpugnaul T2xI gLALQbbcefffpugnaie T2xI gLALQbbcefffpugnqxh m129(0,0)(0,0) gLALQbbcefffpugntxp m129(0,0)(0,0) gLALQbbcefffpugghah toroidal gLALQbbcefffpuggqxh m292(0,0)(0,0) gLALQbbcefffpugshah m292(0,0)(0,0) gLALQbbcefffpugsqxh toroidal gLALQbbcefffpuroail T2xI gLALQbbcefffpuroaip T2xI gLALQbbcefffpurohqx m129(0,0)(0,0) gLALQbbcefffpuroeex m129(0,0)(0,0) gLALQbbcefffpurkhqx m292(0,0)(0,0) gLALQbbcefffpurkxqh toroidal gLALQbbcefffpucgamm T2xI gLALQbbcefffpucgmmm SFS[A(2,1)] gLALQbbcefffpucgimm T2xI gLALQbbcefffpucfaed SFS[A(2,1)] gLALQbbcefffpucfaad toroidal gLALQbbcefffpucfadd SFS[A(2,1)] gLALQbbcefffpufbadd SFS[A(2,1)] gLALQbbcefffpucoaii T2xI gLALQbbcefffpufoail T2xI gLALQbbcefffpufolee SFS[A(2,1)] gLALQbbcefffhqvgamm SFS[D(2,1)(2,1)] gLALQbbcefffhqvgmmm toroidal gLALQbbcefffhqvgimm SFS[D(2,1)(2,1)] gLALQbbcefffhqvfaed SFS[D(2,1)(2,1)] gLALQbbcefffhqvfaad toroidal gLALQbbcefffhqvfadd SFS[D(2,1)(2,1)] gLALQbbcefffhqjcaee SFS[D(2,1)(2,1)] gLALQbbcefffhqjoail SFS[D(2,1)(2,1)] gLALQbbcefffhqjoatu SFS[D(2,1)(2,1)] gLALQbbcefffhqjbadd SFS[D(2,1)(2,1)] gLALQbbcefffmhscaaa m004(0,0) gLALQbbcefffhtogaaa m004(0,0) gLALQbbcefffhtgvxxx m004(0,0) gLALQbbcefffhtgvaax m004(0,0) gLALQbbcefffptvcaaa m004(0,0) gLALQbbcefffptvcxxa toroidal gLALQbbcefffhtgcaaa m004(0,0) gLALQbbcefffhtgcxxa toroidal gLALQbbcefffadjbttt SFS[D(3,1)(2,1)] gLALQbbcefffadjbdtl SFS[D(2,1)(2,1)] gLALQbbcefffadjbala SFS[D(3,1)(2,1)] gLALQbbcefffadjbaia SFS[D(3,1)(2,1)] gLALQbbcefffadjbmil SFS[D(2,1)(2,1)] gLALQbbcefffadjbexe SFS[D(3,1)(2,1)] gLALQbbcefffadjbhxx SFS[D(2,1)(2,1)] gLALQbbcefffadjbmpm reducible gLALQbbcefffadjbmmm SFS[D(3,1)(2,1)] gLALQbbcefffadjbmqm SFS[D(3,1)(2,1)] gLALQbbcefffadjbaqx SFS[D(2,1)(2,1)] gLALQbbcefffadjbdpd reducible gLALQbbcefffadjvala reducible gLALQbbcefffadjvexe SFS[D(3,1)(2,1)] gLALQbbcefffadjviqm SFS[D(2,1)(2,1)] gLALQbbcefffadjvmpm SFS[D(3,1)(2,1)] gLALQbbcefffadjvmmm SFS[D(3,1)(2,1)] gLALQbbcefffadjvmqm toroidal gLALQbbcefffadjvaqm SFS[D(2,1)(2,1)] gLALQbbcefffadjvdpd SFS[D(3,1)(2,1)] gLALQbbcefffadjoala SFS[D(3,1)(2,1)] gLALQbbcefffadjoexx SFS[D(2,1)(2,1)] gLALQbbcefffadjoexe toroidal gLALQbbcefffadjoexm SFS[D(2,1)(2,1)] gLALQbbcefffadjompm SFS[D(3,1)(2,1)] gLALQbbcefffadjommm reducible gLALQbbcefffadjomqm SFS[D(3,1)(2,1)] gLALQbbcefffadjodpd SFS[D(3,1)(2,1)] gLALQbbcefffadjjdpq SFS[D(2,1)(2,1)] gLALQbbcefffadjjmpa SFS[D(2,1)(2,1)] gLALQbbcefffadjwqti SFS[D(3,1)(2,1)] gLALQbbcefffadjnaaa SFS[D(3,1)(2,1)] gLALQbbcefffadjndid SFS[D(3,1)(2,1)] gLALQbbcefffadjnaua reducible gLALQbbcefffadjneqe SFS[D(3,1)(2,1)] gLALQbbcefffadjnixm SFS[D(2,1)(2,1)] gLALQbbcefffadjnmxm toroidal gLALQbbcefffadjnaxm SFS[D(2,1)(2,1)] gLALQbbcefffadjndxd toroidal gLALQbbcefffadjnapa SFS[D(3,1)(2,1)] gLALQbbcefffadjghqx SFS[D(2,1)(2,1)] gLALQbbcefffadjgaxx SFS[D(2,1)(2,1)] gLALQbbcefffadjsaaa SFS[D(3,1)(2,1)] gLALQbbcefffmanoulx toroidal gLALQbbcefffmanoidx SFS[D(5,2)(2,1)] gLALQbbcefffmanoiix SFS[D(4,1)(2,1)] gLALQbbcefffmanoaxx SFS[D(2,1)(2,1)] gLALQbbcefffmanomdx toroidal gLALQbbcefffmanopim SFS[D(5,2)(2,1)] gLALQbbcefffmanopia SFS[D(4,1)(2,1)] gLALQbbcefffmanopeu SFS[D(5,2)(2,1)] gLALQbbcefffmanopeh toroidal gLALQbbcefffmanoimh SFS[D(5,2)(2,1)] gLALQbbcefffmanoith toroidal gLALQbbcefffmanommh SFS[D(4,1)(2,1)] gLALQbbcefffmanoahh SFS[D(2,1)(2,1)] gLALQbbcefffmanouma SFS[D(4,1)(2,1)] gLALQbbcefffmanwpeh SFS[D(2,1)(2,1)] gLALQbbcefffmanwith SFS[D(2,1)(2,1)] gLALQbbcefffmankpeh SFS[D(2,1)(2,1)] gLALQbbcefffmankith SFS[D(2,1)(2,1)] gLALQbbcefffatssaaa SFS[D(3,1)(2,1)] gLALQbbcefffatssppd SFS[D(3,1)(2,1)] gLALQbbcefffatssaal reducible gLALQbbcefffatsspph SFS[D(3,1)(2,1)] gLALQbbcefffatssimq SFS[D(2,1)(2,1)] gLALQbbcefffatssmmq toroidal gLALQbbcefffatssamq SFS[D(2,1)(2,1)] gLALQbbcefffatssuuq toroidal gLALQbbcefffatssaat SFS[D(3,1)(2,1)] gLALQbbcefffatscxqh SFS[D(2,1)(2,1)] gLALQbbcefffatscaqq SFS[D(2,1)(2,1)] gLALQbbcefffatsraaa SFS[D(3,1)(2,1)] gLALQbbcefffatswmta SFS[D(2,1)(2,1)] gLALQbbcefffatswuth SFS[D(2,1)(2,1)] gLALQbbcefffatskhei SFS[D(3,1)(2,1)] gLALQbbcefffadvbaha SFS[D(3,1)(2,1)] gLALQbbcefffadvbhhh SFS[D(3,1)(2,1)] gLALQbbcefffadvgaaa SFS[D(3,1)(2,1)] gLALQbbcefffadvghah toroidal gLALQbbcefffatbcaaa SFS[D(3,1)(2,1)] gLALQbbcefffatbcxxa toroidal gLALQbbcefffatbvaax SFS[D(3,1)(2,1)] gLALQbbcefffatbvxxx SFS[D(3,1)(2,1)] gLALQbbcefffadkvaax SFS[D(3,1)(2,1)] gLALQbbcefffadkvxxx SFS[D(3,1)(2,1)] gLALQbbcefffadkcaaa SFS[D(3,1)(2,1)] gLALQbbcefffadkcxxa toroidal gLALQbbcefffatkcaaa SFS[D(3,1)(2,1)] gLALQbbcefffatkcxxa toroidal gLALQbbcefffatkvaax SFS[D(3,1)(2,1)] gLALQbbcefffatkvxxx SFS[D(3,1)(2,1)] gLALQbbcefffmavsaaa reducible gLALQbbcefffmavsppd SFS[D(9,2)(2,1)] gLALQbbcefffmavsaal SFS[D(3,1)(2,1)] gLALQbbcefffmavspph SFS[D(6,1)(2,1)] gLALQbbcefffmavsimq SFS[D(11,3)(2,1)] gLALQbbcefffmavsipq SFS[D(10,3)(2,1)] gLALQbbcefffmavsmmq toroidal gLALQbbcefffmavsaqq SFS[D(8,3)(2,1)] gLALQbbcefffmavsamq SFS[D(7,3)(2,1)] gLALQbbcefffmavsuuq toroidal gLALQbbcefffmavsaat SFS[D(3,1)(2,1)] gLALQbbcefffmavcaaa SFS[D(3,1)(2,1)] gLALQbbcefffmavcaqq SFS[D(7,3)(2,1)] gLALQbbcefffmavraaa SFS[D(3,1)(2,1)] gLALQbbcefffadooulx toroidal gLALQbbcefffadooaix SFS[D(2,1)(2,1)] gLALQbbcefffadooaxx SFS[D(5,1)(2,1)] gLALQbbcefffadooadx SFS[D(7,2)(2,1)] gLALQbbcefffadoomdx toroidal gLALQbbcefffadoopim SFS[D(4,1)(2,1)] gLALQbbcefffadoopia SFS[D(5,2)(2,1)] gLALQbbcefffadooahe SFS[D(8,3)(2,1)] gLALQbbcefffadooahh SFS[D(7,3)(2,1)] gLALQbbcefffadowaxx SFS[D(2,1)(2,1)] gLALQbbcefffadowahh SFS[D(8,3)(2,1)] gLALQbbcefffadokaxx SFS[D(7,2)(2,1)] gLALQbbcefffeavsaaa SFS[D(3,1)(2,1)] gLALQbbcefffeavsppd SFS[D(12,5)(2,1)] gLALQbbcefffeavsaal SFS[D(3,1)(2,1)] gLALQbbcefffeavspph SFS[D(9,4)(2,1)] gLALQbbcefffeavsapq SFS[D(2,1)(2,1)] gLALQbbcefffeavsimq SFS[D(13,5)(2,1)] gLALQbbcefffeavsipq SFS[D(11,4)(2,1)] gLALQbbcefffeavsmmq toroidal gLALQbbcefffeavsaqq SFS[D(7,2)(2,1)] gLALQbbcefffeavsamq SFS[D(5,1)(2,1)] gLALQbbcefffeavsuuq toroidal gLALQbbcefffeavsaat reducible gLALQbbcefffeavcaaa SFS[D(3,1)(2,1)] gLALQbbcefffeavcaqq SFS[D(5,1)(2,1)] gLALQbbcefffeavraaa reducible gLALQbbcefffeavraqq SFS[D(2,1)(2,1)] gLALQbbcefffatjnaaa reducible gLALQbbcefffatjndid SFS[D(9,2)(2,1)] gLALQbbcefffatjnaua SFS[D(3,1)(2,1)] gLALQbbcefffatjneqe SFS[D(6,1)(2,1)] gLALQbbcefffatjnixm SFS[D(11,3)(2,1)] gLALQbbcefffatjnixe SFS[D(10,3)(2,1)] gLALQbbcefffatjnmxm toroidal gLALQbbcefffatjnaxx SFS[D(8,3)(2,1)] gLALQbbcefffatjnaxm SFS[D(7,3)(2,1)] gLALQbbcefffatjndxd toroidal gLALQbbcefffatjnapa SFS[D(3,1)(2,1)] gLALQbbcefffatjgaaa SFS[D(3,1)(2,1)] gLALQbbcefffatjgaxx SFS[D(7,3)(2,1)] gLALQbbcefffatjsaaa SFS[D(3,1)(2,1)] gLALQbbcefffeanoulx toroidal gLALQbbcefffeanoaix SFS[D(2,1)(2,1)] gLALQbbcefffeanoaxx SFS[D(5,1)(2,1)] gLALQbbcefffeanoadx SFS[D(7,2)(2,1)] gLALQbbcefffeanomdx toroidal gLALQbbcefffeanopim SFS[D(4,1)(2,1)] gLALQbbcefffeanopia SFS[D(5,2)(2,1)] gLALQbbcefffeanoahe SFS[D(8,3)(2,1)] gLALQbbcefffeanoahh SFS[D(7,3)(2,1)] gLALQbbcefffeanwaxx SFS[D(2,1)(2,1)] gLALQbbcefffeanwahh SFS[D(8,3)(2,1)] gLALQbbcefffeankaxx SFS[D(7,2)(2,1)] gLALQbbcefffadssaaa SFS[D(3,1)(2,1)] gLALQbbcefffadssppd SFS[D(12,5)(2,1)] gLALQbbcefffadssaal SFS[D(3,1)(2,1)] gLALQbbcefffadsspph SFS[D(9,4)(2,1)] gLALQbbcefffadssapq SFS[D(2,1)(2,1)] gLALQbbcefffadssimq SFS[D(13,5)(2,1)] gLALQbbcefffadssipq SFS[D(11,4)(2,1)] gLALQbbcefffadssmmq toroidal gLALQbbcefffadssaqq SFS[D(7,2)(2,1)] gLALQbbcefffadssamq SFS[D(5,1)(2,1)] gLALQbbcefffadssuuq toroidal gLALQbbcefffadssaat reducible gLALQbbcefffadscaaa SFS[D(3,1)(2,1)] gLALQbbcefffadscaqq SFS[D(5,1)(2,1)] gLALQbbcefffadsraaa reducible gLALQbbcefffadsraqq SFS[D(2,1)(2,1)] gLALQbbcefffatvvall T2xI gLALQbbcefffatvvala SFS[A(2,1)] gLALQbbcefffatvvalt T2xI gLALQbbcefffatvommm reducible gLALQbbcefffadcbadd T2xI gLALQbbcefffadcolee T2xI gLALQbbcefffadcolii T2xI gLALQbbcefffadccaee T2xI gLALQbbcefffadbfadd T2xI gLALQbbcefffadbfaad SFS[A(2,1)] gLALQbbcefffadbfaed T2xI gLALQbbcefffadbgmmm reducible gLALQbbcefffaqjnaaa SFS[D(3,1)(2,1)] gLALQbbcefffaqjndid toroidal gLALQbbcefffaqjnaua SFS[D(3,1)(2,1)] gLALQbbcefffaqjneqe SFS[D(9,2)(2,1)] gLALQbbcefffaqjnaxe reducible gLALQbbcefffaqjnixm toroidal gLALQbbcefffaqjnixe toroidal gLALQbbcefffaqjnmxm toroidal gLALQbbcefffaqjnaxx toroidal gLALQbbcefffaqjnaxm toroidal gLALQbbcefffaqjndxd toroidal gLALQbbcefffaqjnapa toroidal gLALQbbcefffaqjgaaa SFS[D(3,1)(2,1)] gLALQbbcefffaqjgaxx toroidal gLALQbbcefffaqjsaaa toroidal gLALQbbcefffaqjsaxx reducible gLALQbbcefffhhromdx toroidal gLALQbbcefffhhropim toroidal gLALQbbcefffhhropia SFS[D(5,2)(2,1)] gLALQbbcefffhhroahh SFS[D(7,2)(2,1)] gLALQbbcefffhhroahe toroidal gLALQbbcefffhhroulx toroidal gLALQbbcefffhhroidx toroidal gLALQbbcefffhhroaix reducible gLALQbbcefffhhroiix toroidal gLALQbbcefffhhroadx toroidal gLALQbbcefffhhroaxx toroidal gLALQbbcefffhhrkaxx toroidal gLALQbbcefffhhrwahh toroidal gLALQbbcefffhhrwaxx reducible gLALQbbcefffaqssaaa toroidal gLALQbbcefffaqssppd toroidal gLALQbbcefffaqssaal SFS[D(3,1)(2,1)] gLALQbbcefffaqsspph toroidal gLALQbbcefffaqssimq toroidal gLALQbbcefffaqssipq toroidal gLALQbbcefffaqssmmq toroidal gLALQbbcefffaqssaqq toroidal gLALQbbcefffaqssamq SFS[D(7,2)(2,1)] gLALQbbcefffaqssuuq toroidal gLALQbbcefffaqssaat SFS[D(3,1)(2,1)] gLALQbbcefffaqscaaa SFS[D(3,1)(2,1)] gLALQbbcefffaqscaqq SFS[D(7,2)(2,1)] gLALQbbcefffaqsraaa SFS[D(3,1)(2,1)] gLALQbbcefffaqvnapa SFS[D(3,1)(2,1)] gLALQbbcefffaqvnaaa reducible gLALQbbcefffaqvnaua SFS[D(3,1)(2,1)] gLALQbbcefffaqvnele SFS[D(9,2)(2,1)] gLALQbbcefffaqvneee SFS[D(3,1)(2,1)] gLALQbbcefffaqvneqe SFS[D(6,1)(2,1)] gLALQbbcefffaqvnixm SFS[D(11,3)(2,1)] gLALQbbcefffaqvnixe SFS[D(10,3)(2,1)] gLALQbbcefffaqvnmxx SFS[D(7,3)(2,1)] gLALQbbcefffaqvnmxm toroidal gLALQbbcefffaqvnmxe SFS[D(11,3)(2,1)] gLALQbbcefffaqvnaxx SFS[D(8,3)(2,1)] gLALQbbcefffaqvnaxm SFS[D(7,3)(2,1)] gLALQbbcefffaqvndxd toroidal gLALQbbcefffaqvnddd SFS[D(3,1)(2,1)] gLALQbbcefffaqvndid SFS[D(9,2)(2,1)] gLALQbbcefffaqvgaaa SFS[D(3,1)(2,1)] gLALQbbcefffaqvgaxx SFS[D(7,3)(2,1)] gLALQbbcefffaqvsaaa SFS[D(3,1)(2,1)] gLALQbbcefffaqcomdx toroidal gLALQbbcefffaqcomxx SFS[D(8,3)(2,1)] gLALQbbcefffaqcomix SFS[D(4,1)(2,1)] gLALQbbcefffaqcopii SFS[D(2,1)(2,1)] gLALQbbcefffaqcoahh SFS[D(5,1)(2,1)] gLALQbbcefffaqcoahe SFS[D(7,2)(2,1)] gLALQbbcefffaqcoahu SFS[D(2,1)(2,1)] gLALQbbcefffaqcoull SFS[D(7,2)(2,1)] gLALQbbcefffaqcoulx toroidal gLALQbbcefffaqcoidx SFS[D(4,1)(2,1)] gLALQbbcefffaqcoiix SFS[D(5,2)(2,1)] gLALQbbcefffaqcoadx SFS[D(8,3)(2,1)] gLALQbbcefffaqcoaxx SFS[D(7,3)(2,1)] gLALQbbcefffaqckahh SFS[D(2,1)(2,1)] gLALQbbcefffaqckaxx SFS[D(8,3)(2,1)] gLALQbbcefffaqcwahh SFS[D(7,2)(2,1)] gLALQbbcefffaqbsaat reducible gLALQbbcefffaqbsaaa SFS[D(3,1)(2,1)] gLALQbbcefffaqbsaal SFS[D(3,1)(2,1)] gLALQbbcefffaqbsppd SFS[D(12,5)(2,1)] gLALQbbcefffaqbsppp SFS[D(3,1)(2,1)] gLALQbbcefffaqbspph SFS[D(9,4)(2,1)] gLALQbbcefffaqbsiqq SFS[D(2,1)(2,1)] gLALQbbcefffaqbsimq SFS[D(13,5)(2,1)] gLALQbbcefffaqbsipq SFS[D(11,4)(2,1)] gLALQbbcefffaqbsmqq SFS[D(5,1)(2,1)] gLALQbbcefffaqbsmmq toroidal gLALQbbcefffaqbsmpq SFS[D(13,5)(2,1)] gLALQbbcefffaqbsaqq SFS[D(7,2)(2,1)] gLALQbbcefffaqbsamq SFS[D(5,1)(2,1)] gLALQbbcefffaqbsapq SFS[D(2,1)(2,1)] gLALQbbcefffaqbsuuq toroidal gLALQbbcefffaqbsuuu reducible gLALQbbcefffaqbsuui SFS[D(12,5)(2,1)] gLALQbbcefffaqbcaaa SFS[D(3,1)(2,1)] gLALQbbcefffaqbcaqq SFS[D(5,1)(2,1)] gLALQbbcefffaqbraaa reducible gLALQbbcefffaqbraqq SFS[D(2,1)(2,1)] gLALQbbcefffaqkvaax reducible gLALQbbcefffaqkvxxx reducible gLALQbbcefffaqkfeee reducible gLALQbbcefffaqkgaai SFS[A(2,1)] gLALQbbcefffaqkwlll reducible gLALQbbcefffaqkwldd reducible gLALQbbcefffaqkkhhd SFS[D(3,1)(2,1)] gLALQbbcefffaqkkhhh reducible gLALQbbcefffaqkkhtp SFS[D(3,1)(2,1)] gLALQbbcefffaqkkhhp SFS[D(3,1)(2,1)] gLALQbbcefffaqkkhmp toroidal gLALQbbcefffaqkkamt reducible gLALQbbcefffaqkkaha SFS[D(2,1)(2,1)] gLALQbbcefffaqkoahl SFS[D(2,1)(2,1)] gLALQbbcefffaqksaat SFS[D(3,1)(2,1)] gLALQbbcefffaqksaaa SFS[D(3,1)(2,1)] gLALQbbcefffaqksaal reducible gLALQbbcefffaqksppd SFS[D(3,1)(2,1)] gLALQbbcefffaqksppp reducible gLALQbbcefffaqkspph SFS[D(3,1)(2,1)] gLALQbbcefffaqksimq SFS[D(2,1)(2,1)] gLALQbbcefffaqksmqq SFS[D(2,1)(2,1)] gLALQbbcefffaqksmmq toroidal gLALQbbcefffaqksmpq SFS[D(2,1)(2,1)] gLALQbbcefffaqksamq SFS[D(2,1)(2,1)] gLALQbbcefffaqksuuq toroidal gLALQbbcefffaqksuuu SFS[D(3,1)(2,1)] gLALQbbcefffaqksuui SFS[D(3,1)(2,1)] gLALQbbcefffaqkchah SFS[D(2,1)(2,1)] gLALQbbcefffaqkcaat SFS[D(3,1)(2,1)] gLALQbbcefffaqkcada reducible gLALQbbcefffaqkcaea reducible gLALQbbcefffaqkcaal SFS[D(3,1)(2,1)] gLALQbbcefffaqkcxxa reducible gLALQbbcefffaqkcppp SFS[D(3,1)(2,1)] gLALQbbcefffaqkcaqq SFS[D(2,1)(2,1)] gLALQbbcefffaqkcuuu SFS[D(3,1)(2,1)] gLALQbbcefffaqkrudd SFS[D(2,1)(2,1)] gLALQbbcefffaqkraat toroidal gLALQbbcefffaqkraaa SFS[D(3,1)(2,1)] gLALQbbcefffaqkraal SFS[D(3,1)(2,1)] gLALQbbcefffaqkrppp SFS[D(3,1)(2,1)] gLALQbbcefffaqkraqi reducible gLALQbbcefffaqkruuu reducible gLALQbbcefffhhcomii reducible gLALQbbcefffhhcoiii reducible gLALQbbcefffhhcoahl SFS[D(2,1)(2,1)] gLALQbbcefffhhckaha SFS[D(2,1)(2,1)] gLALQbbcefffhhckhhh reducible gLALQbbcefffhhckhmp reducible gLALQbbcefffhhckhhp SFS[D(3,1)(2,1)] gLALQbbcefffhhckhtp SFS[D(3,1)(2,1)] gLALQbbcefffhhckamt SFS[D(2,1)(2,1)] gLALQbbcefffhhckhhd SFS[D(3,1)(2,1)] gLALQbbcefffhhfohtm SFS[D(4,1)(2,1)] gLALQbbcefffhhfomdx toroidal gLALQbbcefffhhfoidx SFS[D(5,2)(2,1)] gLALQbbcefffhhfolim toroidal gLALQbbcefffhhfolda reducible gLALQbbcefffhhfohha SFS[D(4,1)(2,1)] gLALQbbcefffhhfomip toroidal gLALQbbcefffhhfoiip SFS[D(5,2)(2,1)] gLALQbbcefffhhfollu toroidal gLALQbbcefffhhfohhm SFS[D(5,2)(2,1)] gLALQbbcefffhhfomix SFS[D(5,2)(2,1)] gLALQbbcefffhhfoiix SFS[D(4,1)(2,1)] gLALQbbcefffhhfolia toroidal gLALQbbcefffhhfoahh SFS[D(2,1)(2,1)] gLALQbbcefffhhgbaha SFS[A(2,1)] gLALQbbcefffhhgoaia reducible gLALQbbcefffaqonaai reducible gLALQbbcefffaqonaqt reducible gLALQbbcefffaqojmax toroidal gLALQbbcefffaqojaax toroidal gLALQbbcefffaqojhum reducible gLALQbbcefffaqojiax toroidal gLALQbbcefffaqojlpe toroidal gLALQbbcefffaqojuee SFS[D(2,1)(2,1)] gLALQbbcefffaqojxxx toroidal gLALQbbcefffaqojlxx toroidal gLALQbbcefffaqoblxx toroidal gLALQbbcefffaqoblxd toroidal gLALQbbcefffaqobaad reducible gLALQbbcefffaqobaed reducible gLALQbbcefffaqoblxi toroidal gLALQbbcefffhhgnaaa SFS[D(3,1)(2,1)] gLALQbbcefffhhgndid toroidal gLALQbbcefffhhgnaua toroidal gLALQbbcefffhhgneqe toroidal gLALQbbcefffhhgnixm toroidal gLALQbbcefffhhgnixe toroidal gLALQbbcefffhhgnmxm toroidal gLALQbbcefffhhgnaxx toroidal gLALQbbcefffhhgnaxm toroidal gLALQbbcefffhhgndxd toroidal gLALQbbcefffhhgnapa SFS[D(3,1)(2,1)] gLALQbbcefffhhggqqa toroidal gLALQbbcefffhhggaat reducible gLALQbbcefffhhggaal reducible gLALQbbcefffhhgghah toroidal gLALQbbcefffhhggaua SFS[D(3,1)(2,1)] gLALQbbcefffhhggaxx toroidal gLALQbbcefffhhggapa SFS[D(3,1)(2,1)] gLALQbbcefffhhgsaaa SFS[D(3,1)(2,1)] gLALQbbcefffhhgsaua SFS[D(3,1)(2,1)] gLALQbbcefffhhgsaix SFS[D(2,1)(2,1)] gLALQbbcefffhhgsapa reducible gLALQbbcefffaqoomdx toroidal gLALQbbcefffaqoohhi toroidal gLALQbbcefffaqoolda toroidal gLALQbbcefffaqoohha toroidal gLALQbbcefffaqoohtm SFS[D(4,1)(2,1)] gLALQbbcefffaqoohhm SFS[D(5,2)(2,1)] gLALQbbcefffaqooidx SFS[D(5,2)(2,1)] gLALQbbcefffaqooiix toroidal gLALQbbcefffaqooadx toroidal gLALQbbcefffaqooahh toroidal gLALQbbcefffaqokaxx toroidal gLALQbbcefffaqoklda toroidal gLALQbbcefffaqokllh toroidal gLALQbbceffftdjnaaa toroidal gLALQbbceffftdjndid m165(0,0) gLALQbbceffftdjnaua toroidal gLALQbbceffftdjneqe m122(0,0) gLALQbbceffftdjnixm m172(0,0) gLALQbbceffftdjnixe m163(0,0) gLALQbbceffftdjnmxm toroidal gLALQbbceffftdjnaxx m119(0,0) gLALQbbceffftdjnaxm m069(0,0) gLALQbbceffftdjndxd toroidal gLALQbbceffftdjnapa toroidal gLALQbbceffftdjgaaa toroidal gLALQbbceffftdjgaxx m069(0,0) gLALQbbceffftdjsaaa toroidal gLALQbbcefffemnomdx toroidal gLALQbbcefffemnopim m016(0,0) gLALQbbcefffemnopia m017(0,0) gLALQbbcefffemnoahh m070(0,0) gLALQbbcefffemnoahe m118(0,0) gLALQbbcefffemnoulx toroidal gLALQbbcefffemnoidx m017(0,0) gLALQbbcefffemnoiix m016(0,0) gLALQbbcefffemnoadx m119(0,0) gLALQbbcefffemnoaxx m069(0,0) gLALQbbcefffemnkaxx m119(0,0) gLALQbbcefffemnwahh m118(0,0) gLALQbbcefffemknaaa toroidal gLALQbbcefffemkndid m166(0,0) gLALQbbcefffemknaua toroidal gLALQbbcefffemkneqe m123(0,0) gLALQbbcefffemknixm m173(0,0) gLALQbbcefffemknixe m164(0,0) gLALQbbcefffemknmxm toroidal gLALQbbcefffemknaxx m118(0,0) gLALQbbcefffemknaxm m070(0,0) gLALQbbcefffemkndxd toroidal gLALQbbcefffemknapa toroidal gLALQbbcefffemkgaaa toroidal gLALQbbcefffemkgaxx m070(0,0) gLALQbbcefffemksaaa toroidal gLALQbbceffftdbcaaa toroidal gLALQbbcefffemfcaaa toroidal gLALQbbcefffldjnaaa SFS[D(3,1)(2,1)] gLALQbbcefffldjndid m083(0,0) gLALQbbcefffldjnaua toroidal gLALQbbcefffldjneqe m047(0,0) gLALQbbcefffldjnixm m102(0,0) gLALQbbcefffldjnixe m095(0,0) gLALQbbcefffldjnmxm toroidal gLALQbbcefffldjnaxx m060(0,0) gLALQbbcefffldjnaxm m043(0,0) gLALQbbcefffldjndxd toroidal gLALQbbcefffldjnapa m003(0,0) gLALQbbcefffldjgaaa toroidal gLALQbbcefffldjgaxx m043(0,0) gLALQbbcefffldjsaaa m003(0,0) gLALQbbcefffheroulx toroidal gLALQbbcefffheroaix SFS[D(3,1)(2,1)] gLALQbbcefffheroidx toroidal gLALQbbcefffheroiix m003(0,0) gLALQbbcefffheroaxx m026(0,0) gLALQbbcefffheroadx m052(0,0) gLALQbbcefffheromdx toroidal gLALQbbcefffheropim m011(0,0) gLALQbbcefffheropia m019(0,0) gLALQbbcefffheroahe m060(0,0) gLALQbbcefffheroahh m043(0,0) gLALQbbcefffherwaxx SFS[D(3,1)(2,1)] gLALQbbcefffherwahh m060(0,0) gLALQbbcefffherkaxx m052(0,0) gLALQbbcefffdhwsaaa m003(0,0) gLALQbbcefffdhwsppd m103(0,0) gLALQbbcefffdhwsaal toroidal gLALQbbcefffdhwspph m071(0,0) gLALQbbcefffdhwsapq SFS[D(3,1)(2,1)] gLALQbbcefffdhwsimq m112(0,0) gLALQbbcefffdhwsipq m098(0,0) gLALQbbcefffdhwsmmq toroidal gLALQbbcefffdhwsaqq m052(0,0) gLALQbbcefffdhwsamq m026(0,0) gLALQbbcefffdhwsuuq toroidal gLALQbbcefffdhwsaat SFS[D(3,1)(2,1)] gLALQbbcefffdhwcaaa toroidal gLALQbbcefffdhwcaqq m026(0,0) gLALQbbcefffdhwraaa SFS[D(3,1)(2,1)] gLALQbbcefffdhwraqq SFS[D(3,1)(2,1)] gLALQbbcefffheccaaa SFS[D(3,1)(2,1)] gLALQbbcefffdhccaaa SFS[D(3,1)(2,1)] gLALQbbcefffhesgaaa m003(0,0) gLALQbbcefffdhjcaaa m003(0,0) gLALQbbcefffhewsaaa toroidal gLALQbbcefffhewsppd m108(0,0) gLALQbbcefffhewsaal m003(0,0) gLALQbbcefffhewspph m072(0,0) gLALQbbcefffhewsapq SFS[D(3,1)(2,1)] gLALQbbcefffhewsimq m113(0,0) gLALQbbcefffhewsipq m099(0,0) gLALQbbcefffhewsmmq toroidal gLALQbbcefffhewsaqq m055(0,0) gLALQbbcefffhewsamq m027(0,0) gLALQbbcefffhewsuuq toroidal gLALQbbcefffhewsaat SFS[D(3,1)(2,1)] gLALQbbcefffhewcaaa m003(0,0) gLALQbbcefffhewcaqq m027(0,0) gLALQbbcefffhewraaa SFS[D(3,1)(2,1)] gLALQbbcefffhewraqq SFS[D(3,1)(2,1)] gLALQbbcefffdhromdx toroidal gLALQbbcefffdhropim m006(0,0) gLALQbbcefffdhropia m016(0,0) gLALQbbcefffdhroahh m044(0,0) gLALQbbcefffdhroahe m064(0,0) gLALQbbcefffdhroulx toroidal gLALQbbcefffdhroidx m003(0,0) gLALQbbcefffdhroaix SFS[D(3,1)(2,1)] gLALQbbcefffdhroiix toroidal gLALQbbcefffdhroadx m055(0,0) gLALQbbcefffdhroaxx m027(0,0) gLALQbbcefffdhrkaxx m055(0,0) gLALQbbcefffdhrwahh m064(0,0) gLALQbbcefffdhrwaxx SFS[D(3,1)(2,1)] gLALQbbcefffeivsaaa SFS[D(3,1)(2,1)] gLALQbbcefffeivsppd m087(0,0) gLALQbbcefffeivsaal m003(0,0) gLALQbbcefffeivspph m049(0,0) gLALQbbcefffeivsimq m106(0,0) gLALQbbcefffeivsipq m096(0,0) gLALQbbcefffeivsmmq toroidal gLALQbbcefffeivsaqq m064(0,0) gLALQbbcefffeivsamq m044(0,0) gLALQbbcefffeivsuuq toroidal gLALQbbcefffeivsaat toroidal gLALQbbcefffeivcaaa m003(0,0) gLALQbbcefffeivcaqq m044(0,0) gLALQbbcefffeivraaa toroidal gLALQbbcefffdhgnaaa toroidal gLALQbbcefffdhgndid m055(0,0) gLALQbbcefffdhgnaua SFS[D(3,1)(2,1)] gLALQbbcefffdhgneqe m027(0,0) gLALQbbcefffdhgnixm m064(0,0) gLALQbbcefffdhgnixe m044(0,0) gLALQbbcefffdhgnmxm toroidal gLALQbbcefffdhgnaxx m016(0,0) gLALQbbcefffdhgnaxm m006(0,0) gLALQbbcefffdhgndxd toroidal gLALQbbcefffdhgnapa m003(0,0) gLALQbbcefffdhggaaa SFS[D(3,1)(2,1)] gLALQbbcefffdhggaxx m006(0,0) gLALQbbcefffdhgsaaa m003(0,0) gLALQbbcefffeinoulx toroidal gLALQbbcefffeinoidx m016(0,0) gLALQbbcefffeinoiix m006(0,0) gLALQbbcefffeinoaxx m011(0,0) gLALQbbcefffeinoadx m019(0,0) gLALQbbcefffeinomdx toroidal gLALQbbcefffeinopim m019(0,0) gLALQbbcefffeinopia m011(0,0) gLALQbbcefffeinoahe m016(0,0) gLALQbbcefffeinoahh m006(0,0) gLALQbbcefffeinwahh m016(0,0) gLALQbbcefffeinkaxx m019(0,0) gLALQbbcefffhegnaaa m003(0,0) gLALQbbcefffhegndid m052(0,0) gLALQbbcefffhegnaua SFS[D(3,1)(2,1)] gLALQbbcefffhegneqe m026(0,0) gLALQbbcefffhegnixm m060(0,0) gLALQbbcefffhegnixe m043(0,0) gLALQbbcefffhegnmxm toroidal gLALQbbcefffhegnaxx m019(0,0) gLALQbbcefffhegnaxm m011(0,0) gLALQbbcefffhegndxd toroidal gLALQbbcefffhegnapa toroidal gLALQbbcefffheggaaa SFS[D(3,1)(2,1)] gLALQbbcefffheggaxx m011(0,0) gLALQbbcefffhegsaaa toroidal gLALQbbcefffdhsgaaa toroidal gLALQbbcefffhejcaaa toroidal gLALQbbcefffhuwsaaa SFS[D(3,1)(2,1)] gLALQbbcefffhuwsppd toroidal gLALQbbcefffhuwsaal toroidal gLALQbbcefffhuwspph toroidal gLALQbbcefffhuwsapq SFS[D(3,1)(2,1)] gLALQbbcefffhuwsimq toroidal gLALQbbcefffhuwsipq toroidal gLALQbbcefffhuwsmmq toroidal gLALQbbcefffhuwsaqq toroidal gLALQbbcefffhuwsamq toroidal gLALQbbcefffhuwsuuq toroidal gLALQbbcefffhuwsaat SFS[D(3,1)(2,1)] gLALQbbcefffhuwcaaa toroidal gLALQbbcefffhuwcaqq toroidal gLALQbbcefffhuwraaa SFS[D(3,1)(2,1)] gLALQbbcefffhuwraqq SFS[D(3,1)(2,1)] gLALQbbcefffperoulx toroidal gLALQbbcefffperoaix SFS[D(3,1)(2,1)] gLALQbbcefffperoidx SFS[D(3,1)(2,1)] gLALQbbcefffperoiix toroidal gLALQbbcefffperoaxx toroidal gLALQbbcefffperoadx toroidal gLALQbbcefffperomdx toroidal gLALQbbcefffperopim SFS[D(3,1)(2,1)] gLALQbbcefffperoahu SFS[D(3,1)(2,1)] gLALQbbcefffperopia toroidal gLALQbbcefffperoahe toroidal gLALQbbcefffperoahh toroidal gLALQbbcefffperwaxx SFS[D(3,1)(2,1)] gLALQbbcefffperwahh toroidal gLALQbbcefffperkaxx toroidal gLALQbbcefffperkahh SFS[D(3,1)(2,1)] gLALQbbcefffduwsaaa SFS[D(3,1)(2,1)] gLALQbbcefffduwsppd toroidal gLALQbbcefffduwsaal toroidal gLALQbbcefffduwspph toroidal gLALQbbcefffduwsapq SFS[D(3,1)(2,1)] gLALQbbcefffduwsimq toroidal gLALQbbcefffduwsipq toroidal gLALQbbcefffduwsmmq toroidal gLALQbbcefffduwsaqq toroidal gLALQbbcefffduwsamq toroidal gLALQbbcefffduwsuuq toroidal gLALQbbcefffduwsaat SFS[D(3,1)(2,1)] gLALQbbcefffduwcaaa toroidal gLALQbbcefffduwcaqq toroidal gLALQbbcefffduwraaa SFS[D(3,1)(2,1)] gLALQbbcefffduwraqq SFS[D(3,1)(2,1)] gLALQbbcefffhujcaaa SFS[D(3,1)(2,1)] gLALQbbcefffduccaaa SFS[D(3,1)(2,1)] gLALQbbcefffhuccaaa SFS[D(3,1)(2,1)] gLALQbbcefffdujcaaa SFS[D(3,1)(2,1)] gLALQbbcefffhugnaaa toroidal gLALQbbcefffhugndid toroidal gLALQbbcefffhugnaua SFS[D(3,1)(2,1)] gLALQbbcefffhugneqe toroidal gLALQbbcefffhugnaxe SFS[D(3,1)(2,1)] gLALQbbcefffhugnixm toroidal gLALQbbcefffhugnixe toroidal gLALQbbcefffhugnmxm toroidal gLALQbbcefffhugnaxx toroidal gLALQbbcefffhugnaxm SFS[D(3,1)(2,1)] gLALQbbcefffhugndxd toroidal gLALQbbcefffhugnapa SFS[D(3,1)(2,1)] gLALQbbcefffhuggaaa SFS[D(3,1)(2,1)] gLALQbbcefffhuggaxx SFS[D(3,1)(2,1)] gLALQbbcefffhugsaaa SFS[D(3,1)(2,1)] gLALQbbcefffhugsaxx SFS[D(3,1)(2,1)] gLALQbbcefffduromdx toroidal gLALQbbcefffduropim toroidal gLALQbbcefffduropia toroidal gLALQbbcefffduroahh toroidal gLALQbbcefffduroahe toroidal gLALQbbcefffduroulx toroidal gLALQbbcefffduroidx toroidal gLALQbbcefffduroaix SFS[D(3,1)(2,1)] gLALQbbcefffduroiix SFS[D(3,1)(2,1)] gLALQbbcefffduroadx toroidal gLALQbbcefffduroaxx SFS[D(3,1)(2,1)] gLALQbbcefffdurkaxx toroidal gLALQbbcefffdurwahh toroidal gLALQbbcefffdurwaxx SFS[D(3,1)(2,1)] gLALQbbcefffphgnaaa SFS[D(3,1)(2,1)] gLALQbbcefffphgndid toroidal gLALQbbcefffphgnaua SFS[D(3,1)(2,1)] gLALQbbcefffphgneqe SFS[D(3,1)(2,1)] gLALQbbcefffphgnixm toroidal gLALQbbcefffphgnixe toroidal gLALQbbcefffphgnmxm toroidal gLALQbbcefffphgnaxx toroidal gLALQbbcefffphgnaxm toroidal gLALQbbcefffphgndxd toroidal gLALQbbcefffphgnapa toroidal gLALQbbcefffphggaaa SFS[D(3,1)(2,1)] gLALQbbcefffphggaxx toroidal gLALQbbcefffphgsaaa toroidal gLALQbbcefffdugnaaa toroidal gLALQbbcefffdugndid toroidal gLALQbbcefffdugnaua SFS[D(3,1)(2,1)] gLALQbbcefffdugneqe toroidal gLALQbbcefffdugnaxe SFS[D(3,1)(2,1)] gLALQbbcefffdugnixm toroidal gLALQbbcefffdugnixe toroidal gLALQbbcefffdugnmxm toroidal gLALQbbcefffdugnaxx toroidal gLALQbbcefffdugnaxm SFS[D(3,1)(2,1)] gLALQbbcefffdugndxd toroidal gLALQbbcefffdugnapa SFS[D(3,1)(2,1)] gLALQbbcefffduggaaa SFS[D(3,1)(2,1)] gLALQbbcefffduggaxx SFS[D(3,1)(2,1)] gLALQbbcefffdugsaaa SFS[D(3,1)(2,1)] gLALQbbcefffdugsaxx SFS[D(3,1)(2,1)] gLALQbbcefffhuromdx toroidal gLALQbbcefffhuropim toroidal gLALQbbcefffhuropia toroidal gLALQbbcefffhuroahh toroidal gLALQbbcefffhuroahe toroidal gLALQbbcefffhuroulx toroidal gLALQbbcefffhuroidx toroidal gLALQbbcefffhuroaix SFS[D(3,1)(2,1)] gLALQbbcefffhuroiix SFS[D(3,1)(2,1)] gLALQbbcefffhuroadx toroidal gLALQbbcefffhuroaxx SFS[D(3,1)(2,1)] gLALQbbcefffhurkaxx toroidal gLALQbbcefffhurwahh toroidal gLALQbbcefffhurwaxx SFS[D(3,1)(2,1)] gLALQbbceffflqssaaa SFS[D(3,1)(2,1)] gLALQbbceffflqssppd toroidal gLALQbbceffflqssaal SFS[D(3,1)(2,1)] gLALQbbceffflqsspph SFS[D(3,1)(2,1)] gLALQbbceffflqssimq toroidal gLALQbbceffflqssipq toroidal gLALQbbceffflqssmmq toroidal gLALQbbceffflqssaqq toroidal gLALQbbceffflqssamq toroidal gLALQbbceffflqssuuq toroidal gLALQbbceffflqssaat toroidal gLALQbbceffflqscaaa SFS[D(3,1)(2,1)] gLALQbbceffflqscaqq toroidal gLALQbbceffflqsraaa toroidal gLALQbbcefffdusgaaa toroidal gLALQbbcefffhusgaaa toroidal gLALQbbcefffltjnaaa reducible gLALQbbcefffltjndid toroidal gLALQbbcefffltjnaua toroidal gLALQbbcefffltjneqe toroidal gLALQbbcefffltjnixm toroidal gLALQbbcefffltjnixe toroidal gLALQbbcefffltjnmxm toroidal gLALQbbcefffltjnaxx toroidal gLALQbbcefffltjnaxm toroidal gLALQbbcefffltjndxd toroidal gLALQbbcefffltjnapa toroidal gLALQbbcefffltjgaaa toroidal gLALQbbcefffltjgaxx toroidal gLALQbbcefffltjsaaa toroidal gLALQbbcefffderoulx toroidal gLALQbbcefffderoaix toroidal gLALQbbcefffderoidx SFS[D(3,1)(2,1)] gLALQbbcefffderoiix SFS[D(3,1)(2,1)] gLALQbbcefffderoaxx toroidal gLALQbbcefffderoadx toroidal gLALQbbcefffderomdx toroidal gLALQbbcefffderopim toroidal gLALQbbcefffderopia toroidal gLALQbbcefffderoahe toroidal gLALQbbcefffderoahh toroidal gLALQbbcefffderwaxx toroidal gLALQbbcefffderwahh toroidal gLALQbbcefffderkaxx toroidal gLALQbbcefffdewsaaa toroidal gLALQbbcefffdewsppd toroidal gLALQbbcefffdewsaal toroidal gLALQbbcefffdewspph toroidal gLALQbbcefffdewsapq toroidal gLALQbbcefffdewsimq toroidal gLALQbbcefffdewsipq toroidal gLALQbbcefffdewsmmq toroidal gLALQbbcefffdewsaqq toroidal gLALQbbcefffdewsamq toroidal gLALQbbcefffdewsuuq toroidal gLALQbbcefffdewsaat reducible gLALQbbcefffdewcaaa toroidal gLALQbbcefffdewcaqq toroidal gLALQbbcefffdewraaa reducible gLALQbbcefffdewraqq toroidal gLALQbbcefffdecfadd SFS[A(2,1)] gLALQbbcefffdecfaad toroidal gLALQbbcefffdecfaed SFS[A(2,1)] gLALQbbcefffdecgmmm reducible gLALQbbcefffdefbadd SFS[A(2,1)] gLALQbbcefffdefolee SFS[A(2,1)] gLALQbbcefffltbvxxx toroidal gLALQbbcefffltbvaax toroidal gLALQbbcefffltcsxpi SFS[D(3,1)(2,1)] gLALQbbcefffdesgaaa toroidal gLALQbbcefffdesghah toroidal gLALQbbcefffdeksxpi SFS[D(3,1)(2,1)] gLALQbbcefffdekoamu reducible gLALQbbcefffdekohmm reducible gLALQbbcefffdekjamm reducible gLALQbbcefffdekjhum reducible gLALQbbcefffdejcaaa toroidal gLALQbbcefffdejcxxa toroidal gLALQbbcefffdejkatt reducible gLALQbbcefffdejkhtp reducible gLALQbbcefffdejvaax toroidal gLALQbbcefffdejvxxx toroidal gLALQbbcefffdejvapt reducible gLALQbbcefffdejvhtt reducible gLALQbbcefffdegbait SFS[D(4,1)(2,1)] gLALQbbcefffdegbaia toroidal gLALQbbcefffdegbdtl toroidal gLALQbbcefffdegbail SFS[D(5,2)(2,1)] gLALQbbcefffdegbehd SFS[D(2,1)(2,1)] gLALQbbcefffdegbaqm SFS[D(5,2)(2,1)] gLALQbbcefffdegbexe toroidal gLALQbbcefffdegbexm SFS[D(4,1)(2,1)] gLALQbbcefffdegbaqx toroidal gLALQbbcefffdegbalt SFS[D(5,2)(2,1)] gLALQbbcefffdegbala toroidal gLALQbbcefffdegbamx SFS[D(5,2)(2,1)] gLALQbbcefffdegball SFS[D(4,1)(2,1)] gLALQbbcefffdegbdpd reducible gLALQbbcefffdegoall SFS[D(5,2)(2,1)] gLALQbbcefffdegoala toroidal gLALQbbcefffdegoalt SFS[D(4,1)(2,1)] gLALQbbcefffdegoexx toroidal gLALQbbcefffdegoexe toroidal gLALQbbcefffdegoexm toroidal gLALQbbcefffdegoipm SFS[D(7,3)(2,1)] gLALQbbcefffdegoiqm SFS[D(8,3)(2,1)] gLALQbbcefffdegompm toroidal gLALQbbcefffdegommm reducible gLALQbbcefffdegomqm toroidal gLALQbbcefffdegoapm SFS[D(2,1)(2,1)] gLALQbbcefffdegodpd toroidal gLALQbbcefffdegodph SFS[D(8,3)(2,1)] gLALQbbcefffdegjdpq toroidal gLALQbbcefffdegjdqq SFS[D(4,1)(2,1)] gLALQbbcefffdegjdmq SFS[D(8,3)(2,1)] gLALQbbcefffdegjipp SFS[D(2,1)(2,1)] gLALQbbcefffdegjipa SFS[D(7,2)(2,1)] gLALQbbcefffdegjipu SFS[D(5,1)(2,1)] gLALQbbcefffdegjapu SFS[D(2,1)(2,1)] gLALQbbcefffdegjmpa toroidal gLALQbbcefffdegjmpu SFS[D(7,2)(2,1)] gLALQbbcefffdegjexu SFS[D(8,3)(2,1)] gLALQbbcefffdegjetu SFS[D(7,3)(2,1)] gLALQbbcefffdegjali SFS[D(4,1)(2,1)] gLALQbbcefffdegjaii SFS[D(5,2)(2,1)] gLALQbbcefffdegwaii SFS[D(4,1)(2,1)] gLALQbbcefffdegwqti toroidal gLALQbbcefffdegnaaa toroidal gLALQbbcefffdegndid toroidal gLALQbbcefffdegnaua reducible gLALQbbcefffdegneqe toroidal gLALQbbcefffdegnixm toroidal gLALQbbcefffdegnixe SFS[D(7,2)(2,1)] gLALQbbcefffdegnmxm toroidal gLALQbbcefffdegnaxx SFS[D(5,2)(2,1)] gLALQbbcefffdegnaxm toroidal gLALQbbcefffdegndxd toroidal gLALQbbcefffdegnapa toroidal gLALQbbcefffdegghqx toroidal gLALQbbcefffdeggaxx toroidal gLALQbbcefffdegsaaa toroidal gLALQbbcefffminomdx toroidal gLALQbbcefffminoidx toroidal gLALQbbcefffminoiix toroidal gLALQbbcefffminoath SFS[D(5,2)(2,1)] gLALQbbcefffminoimh toroidal gLALQbbcefffminoith toroidal gLALQbbcefffminoadl SFS[D(4,1)(2,1)] gLALQbbcefffminoadx SFS[D(5,2)(2,1)] gLALQbbcefffminoahh toroidal gLALQbbcefffminommh toroidal gLALQbbcefffminkaxx SFS[D(5,2)(2,1)] gLALQbbcefffminkaxl SFS[D(4,1)(2,1)] gLALQbbcefffminkpeu SFS[D(8,3)(2,1)] gLALQbbcefffminkpeh toroidal gLALQbbcefffminkimh SFS[D(7,2)(2,1)] gLALQbbcefffminkith toroidal gLALQbbcefffminkmmh SFS[D(5,1)(2,1)] gLALQbbcefffminkamh SFS[D(2,1)(2,1)] gLALQbbcefffminkuma SFS[D(7,3)(2,1)] gLLAQceeefffdpppead toroidal gLLAQceeefffdpppdad toroidal gLLAQceeefffdpppaad toroidal gLLAQceeefffppppaup toroidal gLLAQceeefffppppapp toroidal gLLAQceeefffppppaap toroidal gLLAQceeefffppuauau toroidal gLLAQceeefffpapuuau SFS[A(3,1)] gLLAQceeefffpuapuau SFS[A(3,1)] gLLMQceeefffappuupa toroidal gLLMQceeefffaalallt SFS[A(3,1)] gLLMQceeefffallallt SFS[A(3,1)] gLLAQceeefffhppphhd toroidal gLLAQceeefffhhhahhd toroidal gLLAQceeefffhaxxhhd reducible gLLAQceeefffahhaidi reducible gLLAQceeefffaaidqaq reducible gLLAQceeefffaaidaal reducible gLLAQceeefffaaidaat reducible gLLAQceeefffaaidapa reducible gLLAQceeefffaaidaua reducible gLLAQceeefffaaidhha reducible gLLAQceeefffdaieead toroidal gLLAQceeefffdaieaad SFS[A(3,1)] gLLAQceeefffdaiedad SFS[A(3,1)] gLLAQceeefffpamaaup reducible gLLAQceeefffpamaapp reducible gLLAQceeefffpamaaap reducible gLLAQceeefffppuauuq reducible gLLAQceeefffpapuuuq reducible gLLAQceeefffpuapuuq reducible gLLMQceeefffaailtal reducible gLLMQceeefffaailtaa reducible gLLMQceeefffaailtat reducible gLLAQceeefffhamaxhx toroidal gLLAQceeefffhamahmh toroidal gLLAQceeefffhamahhd reducible gLLAQceeefffhamahhp reducible gLLAQceeefffhamalhh reducible gLLAQceeefffhamaaah reducible gLLAQceeefffhamahqq reducible gLLAQceeeffflaiaqaq toroidal gLLAQceeeffflaiaaal reducible gLLAQceeeffflaiaaat reducible gLLAQceeeffflaiaapa toroidal gLLAQceeeffflaiaaua toroidal gLLAQceeeffflaiaeaa reducible gLLAQceeeffflaiadaa reducible gLLAQceeeffflaiaaxx reducible gLLAQceeeffflaiahha reducible gLLAQceeeffflamaqaq toroidal gLLAQceeeffflamaaat reducible gLLAQceeeffflamaaal reducible gLLAQceeeffflamaaua toroidal gLLAQceeeffflamaapa toroidal gLLAQceeeffflamadaa reducible gLLAQceeeffflamaaxx reducible gLLAQceeeffflamahha reducible gLLAQceeefffdaiaead toroidal gLLAQceeefffdaiaaad SFS[A(3,1)] gLLAQceeefffdaiadad SFS[A(3,1)] gLLAQceeefffhaiahqq reducible gLLAQceeefffhaiaaah reducible gLLAQceeefffhaiaxhx toroidal gLLAQceeefffhaiahhd reducible gLLAQceeefffhaiahhp reducible gLLAQceeefffhaiahth toroidal gLLAQceeefffhaiahmh toroidal gLLAQceeefffhaiaihh reducible gLLAQceeefffhaialhh reducible gLLAQceeefffpaiaaup reducible gLLAQceeefffpaiaapp reducible gLLAQceeefffpaiaaap reducible gLLMQceeefffaaipupa reducible gLLMQceeefffaaipuaa reducible gLLMQceeefffaaipuua reducible gLLAQceeefffppuatuu reducible gLLAQceeefffpaputuu reducible gLLAQceeefffpuaptuu reducible gLLAQceeefffaaieqaq reducible gLLAQceeefffaaieaal reducible gLLAQceeefffaaieaat reducible gLLAQceeefffaaieapa reducible gLLAQceeefffaaieaua reducible gLLAQceeefffaaiehha reducible gLLAQceeefffdaidead toroidal gLLAQceeefffdaidaad toroidal gLLAQceeefffdaiddad toroidal gLLMQceeefffaaixxdx reducible gLLMQceeefffaaixxix reducible gLLMQceeefffaaixhxh reducible gLLAQceeefffddeaaee toroidal gLLAQceeefffdlaeead toroidal gLLAQceeefffdlaeaad toroidal gLLAQceeefffdlaedad toroidal gLLAQceeefffpuuuaup toroidal gLLAQceeefffpuuuapp toroidal gLLAQceeefffpuuuaap toroidal gLLAQceeefffppuaupu toroidal gLLAQceeefffpapuupu SFS[A(3,1)] gLLAQceeefffpuapupu SFS[A(3,1)] gLLMQceeefffalaltal toroidal gLLMQceeefffaalalla SFS[A(3,1)] gLLMQceeefffalaltat SFS[A(3,1)] gLLAQceeefffhppphhp toroidal gLLAQceeefffhuuuhhp toroidal gLLAQceeefffhhhahhp toroidal gLLAQceeefffhaxxhhp reducible gLLAQceeefffahhaixi reducible gLLAQceeefffalaaidi reducible gLLAQceeefffalaaixi reducible gLLAQceeefffadlqaua reducible gLLAQceeefffaiexaat reducible gLLAQceeefffadlqaal reducible gLLAQceeefffadhdapa reducible gLLAQceeefffadhaaal reducible gLLAQceeefffahedapa reducible gLLAQceeefffaaxtaua reducible gLLAQceeefffahudapa reducible gLLAQceeefffahedaua reducible gLLAQceeefffalaampu reducible gLLAQceeefffaimpaat reducible gLLAQceeefffadhdaua reducible gLLAQceeefffahuaaat reducible gLLAQceeefffalaapui reducible gLLAQceeefffalaapuq reducible gLLAQceeefffaaxtapa reducible gLLAQceeefffaaluaal reducible gLLAQceeefffadhaaat reducible gLLAQceeefffahuaaal reducible gLLAQceeefffaimpaal reducible gLLAQceeefffaaluaat reducible gLLAQceeefffaiaqapa reducible gLLAQceeefffahudaua reducible gLLAQceeefffalaaqpu reducible gLLAQceeefffaiaqaua reducible gLLAQceeefffadppaat reducible gLLAQceeefffahppaat reducible gLLAQceeefffahppaal reducible gLLAQceeefffadppaal reducible gLLAQceeefffalaaeal reducible gLLAQceeefffalaaeat reducible gLLAQceeefffalaaepa reducible gLLAQceeefffalaaeua reducible gLLAQceeefffalaadal reducible gLLAQceeefffalaadat reducible gLLAQceeefffalaadpa reducible gLLAQceeefffalaadua reducible gLLAQceeefffalaaaix reducible gLLAQceeefffaheeaat reducible gLLAQceeefffalaaaxm reducible gLLAQceeefffalaaaxe reducible gLLAQceeefffaheeaal reducible gLLAQceeefffalaaadx reducible gLLAQceeefffadheaal reducible gLLAQceeefffalaadix reducible gLLAQceeefffahueaat reducible gLLAQceeefffalaadxm reducible gLLAQceeefffaalxaal reducible gLLAQceeefffalaadxe reducible gLLAQceeefffahheaal reducible gLLAQceeefffalaaddx reducible gLLAQceeefffadheaat reducible gLLAQceeefffalaaeix reducible gLLAQceeefffahheaat reducible gLLAQceeefffalaaexm reducible gLLAQceeefffaalxaat reducible gLLAQceeefffalaaexe reducible gLLAQceeefffahueaal reducible gLLAQceeefffalaaedx reducible gLLAQceeefffalaamme reducible gLLAQceeefffalaammx reducible gLLAQceeefffadlqapa reducible gLLAQceeefffadlqaat reducible gLLAQceeefffaiexaal reducible gLLAQceeefffahedaal reducible gLLAQceeefffahedaat reducible gLLAQceeefffadhdaal reducible gLLAQceeefffaaxtaat reducible gLLAQceeefffalaaitl reducible gLLAQceeefffadhaapa reducible gLLAQceeefffahudaal reducible gLLAQceeefffaimpaua reducible gLLAQceeefffadhaaua reducible gLLAQceeefffaimpapa reducible gLLAQceeefffahudaat reducible gLLAQceeefffahuaapa reducible gLLAQceeefffaaluaua reducible gLLAQceeefffalaahtl reducible gLLAQceeefffaiaqaal reducible gLLAQceeefffaiaqaat reducible gLLAQceeefffadhdaat reducible gLLAQceeefffalaalmt reducible gLLAQceeefffaaxtaal reducible gLLAQceeefffahuaaua reducible gLLAQceeefffalaalht reducible gLLAQceeefffaaluapa reducible gLLAQceeeffflhhaaal reducible gLLAQceeefffllaaapa reducible gLLAQceeefffllaaaua reducible gLLAQceeeffflaxxaal reducible gLLAQceeeffflhhaaat reducible gLLAQceeeffflpppaat reducible gLLAQceeefffltaaapa reducible gLLAQceeeffflaxxaat reducible gLLAQceeeffflppphha reducible gLLAQceeeffflpppaua toroidal gLLAQceeeffflaxxaua toroidal gLLAQceeeffflhhaaua toroidal gLLAQceeeffflqaqapa reducible gLLAQceeefffluuuapa toroidal gLLAQceeeffflpppapa toroidal gLLAQceeeffflaxxapa toroidal gLLAQceeeffflhhaapa toroidal gLLAQceeefffdladead toroidal gLLAQceeefffdladaad SFS[A(3,1)] gLLAQceeefffdladdad SFS[A(3,1)] gLLMQceeefffahhxxxe reducible gLLMQceeefffaaxaxdx reducible gLLMQceeefffalaxxxm toroidal gLLMQceeefffalaxxxe toroidal gLLMQceeefffalaxxix reducible gLLMQceeefffalaxxdx reducible gLLMQceeefffahhxxdx toroidal gLLAQceeefffddeaeem reducible gLLAQceeefffadpphha reducible gLLAQceeefffddeaelx toroidal gLLAQceeefffahhadat reducible gLLAQceeefffahhadpa reducible gLLAQceeefffahhaapt reducible gLLAQceeefffddeaelm toroidal gLLAQceeefffahhadal reducible gLLAQceeefffahhadua reducible gLLAQceeefffddeaeuh toroidal gLLAQceeefffddealmp toroidal gLLAQceeefffhdeaeuh s776(0,0)(0,0)(0,0) gLLAQceeefffpdeaeuh s776(0,0)(0,0)(0,0) gLLMQceeefffadepxpl toroidal gLLAQceeefffadeamai PxS^1 gLLAQceeefffadeaaim toroidal gLLAQceeefffadeahxq toroidal gLLAQceeefffadeaima PxS^1 gLLAQceeefffadeeaim toroidal gLLAQceeefffadeehxq toroidal gLLAQceeefffahxqqhx toroidal gLLAQceeefffahxqhxq toroidal gLLAQceeefffdiapead toroidal gLLAQceeefffdiapaad SFS[A(2,1)] gLLAQceeefffdiapdad SFS[A(2,1)] gLLMQceeefffaiauxut toroidal gLLMQceeefffaiauuut SFS[A(2,1)] gLLMQceeefffaiautut SFS[A(2,1)] gLLAQceeefffdpeaaad toroidal gLLAQceeefffdheaaad toroidal gLLAQceeefffdpeadad toroidal gLLAQceeefffdaxuaad toroidal gLLAQceeefffdlxuaad m125(0,0)(0,0) gLLAQceeefffdheadad toroidal gLLAQceeefffdlxudad m125(0,0)(0,0) gLLAQceeefffdimpaad toroidal gLLAQceeefffddhadad toroidal gLLAQceeefffdpuaaad toroidal gLLAQceeefffdhuaaad m125(0,0)(0,0) gLLAQceeefffdphadad m125(0,0)(0,0) gLLAQceeefffdlpuaad m202(0,0)(0,0) gLLAQceeefffdhhadad toroidal gLLAQceeefffddhaaad toroidal gLLAQceeefffdphaaad m125(0,0)(0,0) gLLAQceeefffdhhaaad toroidal gLLAQceeefffdpuadad toroidal gLLAQceeefffdhuadad m125(0,0)(0,0) gLLAQceeefffdlpudad m202(0,0)(0,0) gLLAQceeefffdaxtdad SFS[A(2,1)] gLLAQceeefffdhhdaad SFS[A(2,1)] gLLAQceeefffdaxtaad SFS[A(2,1)] gLLAQceeefffahxqede toroidal gLLAQceeefffadeedde toroidal gLLAQceeefffaiamade toroidal gLLAQceeefffaiamdde PxS^1 gLLAQceeefffaiamede PxS^1 gLLAQceeefffahxqdde toroidal gLLAQceeefffadeadde PxS^1 gLLAQceeefffaiamlta reducible gLLMQceeefffdiatpqm toroidal gLLMQceeefffdiatqqm SFS[D(3,1)(3,2)] gLLMQceeefffdiatmqm SFS[D(3,1)(3,2)] gLLMQceeefffaalmlih toroidal gLLMQceeefffaalmhih SFS[D(3,1)(2,1)] gLLMQceeefffaalmiih SFS[D(3,1)(2,1)] gLLAQceeefffddeaiqq toroidal gLLAQceeefffaaluhha reducible gLLAQceeefffaaluqaq reducible gLLMQceeefffdalplih toroidal gLLMQceeefffdalphih m004(0,0) gLLMQceeefffdalpiih m004(0,0) gLLAQceeefffdaluead toroidal gLLAQceeefffdaludad SFS[A(2,1)] gLLAQceeefffdaluaad SFS[A(2,1)] gLLAQceeefffhapudph toroidal gLLAQceeefffhapudpp SFS[A(2,1)] gLLAQceeefffhapudpd SFS[A(2,1)] gLLAQceeefffpapudud SFS[A(2,1)] gLLAQceeefffpapullu reducible gLLMQceeefffaalauul SFS[A(2,1)] gLLMQceeefffaalaldd reducible gLLAQceeefffphhaapp toroidal gLLAQceeefffpaxxapp reducible gLLAQceeefffaaltqhx reducible gLLAQceeefffaaltima reducible gLLAQceeefffaaltaim reducible gLLAQceeefffaaltade reducible gLLAQceeefffaaltede reducible gLLAQceeefffaaltdde reducible gLLAQceeefffaalthxq reducible gLLAQceeefffaaltmai reducible gLLAQceeefffaaltpau reducible gLLAQceeefffaaltpuu reducible gLLAQceeefffaaltppu reducible gLLAQceeeffflapumai SFS[A(3,1)] gLLAQceeefffldeapuu SFS[A(3,1)] gLLMQceeefffaalilxp SFS[A(2,1)] gLLAQceeefffaalxhha reducible gLLAQceeefffahhahhl reducible gLLAQceeefffahhaqpq reducible gLLMQceeefffdllplih toroidal gLLMQceeefffdllpiih m004(0,0) gLLMQceeefffaiahqle toroidal gLLMQceeefffaiahqqe SFS[D(3,1)(2,1)] gLLAQceeefffddeaili toroidal gLLAQceeefffdlluead toroidal gLLAQceeefffdlludad SFS[A(2,1)] gLLAQceeefffdlluaad SFS[A(2,1)] gLLAQceeefffhpuadpd toroidal gLLAQceeefffhuapdpd SFS[A(2,1)] gLLAQceeefffpuapdud SFS[A(2,1)] gLLAQceeefffpuapllu reducible gLLMQceeefffahhpuua SFS[A(2,1)] gLLMQceeefffaaxiuua reducible gLLAQceeefffphhaaap toroidal gLLAQceeefffpaxxaap reducible gLLAQceeefffahhaddx reducible gLLAQceeefffdaxuead toroidal gLLMQceeefffaaxahxh reducible gLLAQceeefffddeaepp toroidal gLLAQceeefffaaxthha reducible gLLAQceeefffaaxtqaq reducible gLLAQceeefffdaxtead toroidal gLLAQceeefffpaxxaup reducible gLLAQceeefffppuallu reducible gLLMQceeefffaaxiupa reducible gLLAQceeefffhaxxxhx toroidal gLLAQceeefffhaxxaah reducible gLLAQceeefffhaxxhqq reducible gLLAQceeeffflaxxqaq toroidal gLLAQceeeffflaxxaxx reducible gLLAQceeeffflaxxhha reducible gLLAQceeefffadhdqaq reducible gLLAQceeefffadhahha reducible gLLAQceeefffahedqaq reducible gLLAQceeefffahhahml reducible gLLAQceeefffahhaitl reducible gLLAQceeefffahhahmt reducible gLLAQceeefffahhahta reducible gLLAQceeefffahhahtl reducible gLLAQceeefffahhaaix reducible gLLAQceeefffaheehha reducible gLLAQceeefffahhaadx reducible gLLAQceeefffadhehha reducible gLLAQceeefffahhadxm reducible gLLAQceeefffahhadix reducible gLLAQceeefffahhadie reducible gLLAQceeefffahhadxe reducible gLLAQceeefffadlqqaq reducible gLLAQceeefffadlqhha reducible gLLAQceeefffahhalxu reducible gLLAQceeefffahedhha reducible gLLAQceeefffadhdhha reducible gLLAQceeefffahhampu reducible gLLAQceeefffadhaqaq reducible gLLAQceeefffahhamuq reducible gLLAQceeefffahhampq reducible gLLAQceeefffahhapaq reducible gLLAQceeefffahhapuq reducible gLLAQceeeffflhhahha reducible gLLAQceeeffflhhaqaq toroidal gLLAQceeefffdhhdead toroidal gLLMQceeefffahhxqqx reducible gLLMQceeefffahhxhxh toroidal gLLAQceeefffddeaiei reducible gLLAQceeefffdhhaead toroidal gLLAQceeefffphhaaup toroidal gLLAQceeefffppuadud toroidal gLLMQceeefffahhpupa toroidal gLLAQceeefffhhhaaah toroidal gLLAQceeefffahhaddm reducible gLLAQceeefffdhuaead toroidal gLLAQceeefffdphaead toroidal gLLAQceeefffdlxuead toroidal gLLAQceeefffddhaead toroidal gLLAQceeefffdpeaead toroidal gLLAQceeefffdheaead toroidal gLLMQceeefffadelixd toroidal gLLAQceeefffadealta reducible gLLAQceeefffapualta reducible gLLAQceeefffadeelta reducible gLLAQceeefffaimmlta reducible gLLAQceeefffahxqlta reducible gLLAQceeefffadeapau reducible gLLAQceeefffldeapau toroidal gLLAQceeefffdpuaead toroidal gLLAQceeefffhpuadph toroidal gLLMQceeefffdpuixut toroidal gLLMQceeefffaimehdp toroidal gLLAQceeefffddeahli toroidal gLLAQceeefffdimpead toroidal gLLMQceeefffaimuxut toroidal gLLAQceeefffdlpuead toroidal gLLAQceeefffadeeade toroidal gLLAQceeefffaimmade toroidal gLLAQceeefffahxqade toroidal gLLAQceeefffadeaade toroidal gLLMQceeefffdimtpqm toroidal gLLAQbeeefffapuaeaa reducible gLLAQbeeefffaapuaal reducible gLLAQbeeefffapuaaal reducible gLLAQbeeefffplapaal reducible gLLAQbeeefffplapaat reducible gLLAQbeeefffhaxqaal toroidal gLLAQbeeefffahxqaal toroidal gLLAQbeeefffaeadaal reducible gLLAQbeeefffaeadeaa SFS[A(3,1)] gLLAQbeeefffaeedeaa toroidal gLLAQbeeefffahxqdaa toroidal gLLAQbeeefffaeaddaa SFS[A(3,1)] gLLAQbeeefffaeddaal reducible gLLAQbeeefffaedddaa SFS[A(3,1)] gLLAQbeeefffaeeddaa toroidal gLLAQbeeefffahxqaat toroidal gLLAQbeeefffapuadaa reducible gLLAQbeeefffaapuaat reducible gLLAQbeeefffapuaaat reducible gLLAQbeeefffaeadaat reducible gLLAQbeeefffaeedaat reducible gLLAQbeeefffaimidaa SFS[A(3,1)] gLLAQbeeefffaamiaat SFS[A(3,1)] gLLAQbeeefffaimiaat toroidal gLLAQbeeefffhaxqdaa reducible gLLAQbeeefffahxqeaa toroidal gLLAQbeeefffaeedaal reducible gLLAQbeeefffaimieaa SFS[A(3,1)] gLLAQbeeefffaamiaal SFS[A(3,1)] gLLAQbeeefffaimiaal toroidal gLLAQbeeefffmllpaal reducible gLLAQbeeefffmllpaat reducible gLLMQbeeefffaaauuui reducible gLLMQbeeefffaaautuu reducible gLLMQbeeefffmahptuu reducible gLLMQbeeefffaaauxuu reducible gLLMQbeeefffaaauuuq reducible gLLMQbeeefffmahpuuq reducible gLLAQbeeefffaamihii SFS[A(3,1)] gLLAQbeeefffaamiixi SFS[A(3,1)] gLLMQbeeefffahxxhmh reducible gLLMQbeeefffaaqxlhh toroidal gLLMQbeeefffaaqxhmh toroidal gLLMQbeeefffhhqxhmh toroidal gLLMQbeeefffaaaeele reducible gLLMQbeeefffaeameem reducible gLLMQbeeefffaaaeeem reducible gLLMQbeeefffaaeeeem reducible gLLMQbeeefffaadeeem reducible gLLMQbeeefffaeaieem reducible gLLMQbeeefffaadeele reducible gLLAQbeeefffaamiiiu toroidal gLLMQbeeefffhhqxhhp toroidal gLLMQbeeefffaaqxhhp toroidal gLLMQbeeefffahxxhhp toroidal gLLMQbeeefffaeaiaee reducible gLLMQbeeefffaaaeaee SFS[A(3,1)] gLLMQbeeefffaaeeaee SFS[A(3,1)] gLLMQbeeefffaadeaee toroidal gLLMQbeeefffaeamaee reducible gLLAQbeeefffapuaapa SFS[A(3,1)] gLLAQbeeefffaapuapa toroidal gLLAQbeeefffapuaaua SFS[A(3,1)] gLLAQbeeefffplapaua toroidal gLLAQbeeefffplapapa toroidal gLLAQbeeefffhaxqapa reducible gLLAQbeeefffahxqaua toroidal gLLAQbeeefffaeadaua reducible gLLAQbeeefffaeadapa reducible gLLAQbeeefffaeddapa reducible gLLAQbeeefffaeedapa reducible gLLAQbeeefffahxqapa toroidal gLLAQbeeefffaeedaua reducible gLLAQbeeefffaimiapa SFS[A(3,1)] gLLAQbeeefffaamiapa toroidal gLLAQbeeefffaimiaua SFS[A(3,1)] gLLAQbeeefffmllpaua toroidal gLLAQbeeefffmllpapa toroidal gLLMQbeeefffaaauupu SFS[A(3,1)] gLLMQbeeefffaaauuau SFS[A(3,1)] gLLAQbeeefffaamiiiq toroidal gLLMQbeeefffhhqxhhd toroidal gLLMQbeeefffaaqxhhd toroidal gLLMQbeeefffahxxhhd toroidal gLLMQbeeefffaeaidee reducible gLLMQbeeefffaaaedee SFS[A(3,1)] gLLMQbeeefffaaeedee SFS[A(3,1)] gLLMQbeeefffaadedee toroidal gLLMQbeeefffaeamdee reducible gLLAQbeeefffaamilii SFS[A(3,1)] gLLAQbeeefffaamiidi SFS[A(3,1)] gLLMQbeeefffaaaeeqe reducible gLLMQbeeefffaaeeeex reducible gLLMQbeeefffaaaeeex reducible gLLMQbeeefffaeaieex reducible gLLMQbeeefffaeameex reducible gLLMQbeeefffaadeeex reducible gLLMQbeeefffaadeeqe reducible gLLMQbeeefffaaqxihh toroidal gLLMQbeeefffahxxhth reducible gLLMQbeeefffhhqxhth toroidal gLLMQbeeefffaaqxhth toroidal gLLAQbeeefffapuaeal SFS[D(3,1)(3,2)] gLLAQbeeefffaapueal toroidal gLLAQbeeefffplapdat toroidal gLLAQbeeefffapuadat SFS[D(3,1)(3,2)] gLLAQbeeefffaapudat toroidal gLLMQbeeefffaaauxui SFS[D(3,1)(3,2)] gLLMQbeeefffaaautuq SFS[D(3,1)(3,2)] gLLMQbeeefffaaaeeqm SFS[D(3,1)(3,2)] gLLMQbeeefffaaeeelx SFS[D(3,1)(3,2)] gLLMQbeeefffaaaeelx SFS[D(3,1)(3,2)] gLLMQbeeefffaadeelx toroidal gLLMQbeeefffaadeeqm toroidal gLLAQbeeefffapuadal SFS[D(3,1)(3,1)] gLLAQbeeefffaapudal toroidal gLLAQbeeefffapuaeat SFS[D(3,1)(3,1)] gLLAQbeeefffplapeat toroidal gLLAQbeeefffplapdal toroidal gLLMQbeeefffaaauxuq SFS[D(3,1)(3,1)] gLLMQbeeefffaaautui SFS[D(3,1)(3,1)] gLLMQbeeefffaaaeeqx SFS[D(3,1)(3,1)] gLLMQbeeefffaaeeeqx SFS[D(3,1)(3,1)] gLLMQbeeefffaadeeqx toroidal gLLMQbeeefffaaaeelm SFS[D(3,1)(3,1)] gLLMQbeeefffaaeeelm SFS[D(3,1)(3,1)] gLLMQbeeefffaadeelm toroidal gLLAQbeeefffaapumai toroidal gLLAQbeeefffapuamai SFS[A(2,1)] gLLAQbeeefffplapmai toroidal gLLAQbeeefffhaahmai reducible gLLAQbeeefffaamumai toroidal gLLAQbeeefffapxamai toroidal gLLAQbeeefffaeahmai SFS[A(2,1)] gLLAQbeeefffahahmai SFS[A(2,1)] gLLAQbeeefffapulmai m125(0,0)(0,0) gLLAQbeeefffhhmumai m295(0,0)(0,0) gLLAQbeeefffdaxumai toroidal gLLAQbeeefffaapqmai m125(0,0)(0,0) gLLAQbeeefffaptamai SFS[A(2,1)] gLLAQbeeefffaputmai m202(0,0)(0,0) gLLAQbeeefffdatumai toroidal gLLAQbeeefffdaadmai reducible gLLAQbeeefffdaedmai SFS[A(3,1)] gLLAQbeeefffaieamai toroidal gLLAQbeeefffaaalmai SFS[A(3,1)] gLLAQbeeefffaialmai SFS[A(3,1)] gLLAQbeeefffaaqqmai toroidal gLLAQbeeefffaiqqmai SFS[A(2,1)] gLLAQbeeefffaeuumai SFS[A(3,1)] gLLAQbeeefffahuumai SFS[A(3,1)] gLLAQbeeefffapppmai toroidal gLLAQbeeefffaidamai toroidal gLLAQbeeefffaaatmai SFS[A(3,1)] gLLAQbeeefffaiatmai SFS[A(3,1)] gLLAQbeeefffeaaemai toroidal gLLAQbeeefffeahimai reducible gLLAQbeeefffaamqmai toroidal gLLAQbeeefffaptlmai toroidal gLLAQbeeefffapxtmai m125(0,0)(0,0) gLLAQbeeefffapxlmai toroidal gLLAQbeeefffmiammai s776(0,0)(0,0)(0,0) gLLAQbeeefffmaammai toroidal gLLMQbeeefffaaaueuh SFS[A(2,1)] gLLMQbeeefffaadueuh m125(0,0)(0,0) gLLMQbeeefffxxudeuh s441(0,0)(0,0) gLLMQbeeefffdaaieuh SFS[A(2,1)] gLLMQbeeefffaaeueuh m202(0,0)(0,0) gLLMQbeeefffeadqeuh m125(0,0)(0,0) gLLMQbeeefffaaaeeuh SFS[A(2,1)] gLLMQbeeefffaaeeeuh SFS[A(2,1)] gLLMQbeeefffaadeeuh toroidal gLLMQbeeefffaluueuh SFS[A(3,1)] gLLMQbeeefffaippeuh SFS[A(3,1)] gLLMQbeeefffahaaeuh reducible gLLMQbeeefffapuueuh toroidal gLLMQbeeefffaappeuh toroidal gLLMQbeeefffauaaeuh reducible gLLMQbeeefffaxuueuh SFS[A(3,1)] gLLMQbeeefffamppeuh SFS[A(3,1)] gLLMQbeeefffaeaaeuh reducible gLLMQbeeefffaaaheuh toroidal gLLMQbeeefffhhaheuh toroidal gLLMQbeeefffdaameuh toroidal gLLMQbeeefffeadteuh toroidal gLLMQbeeefffaaeheuh m125(0,0)(0,0) gLLMQbeeefffaadheuh toroidal gLLAQbeeefffahahima toroidal gLLAQbeeefffhaahima reducible gLLAQbeeefffdaedima SFS[A(3,1)] gLLAQbeeefffdaadima reducible gLLAQbeeefffaaalaim SFS[A(3,1)] gLLAQbeeefffdaadaim reducible gLLAQbeeefffdaedaim toroidal gLLAQbeeefffaaalima toroidal gLLAQbeeefffeaaeaim toroidal gLLAQbeeefffaaqqaim SFS[A(2,1)] gLLAQbeeefffaaatima toroidal gLLAQbeeefffapppaim SFS[A(3,1)] gLLAQbeeefffahahaim SFS[A(2,1)] gLLAQbeeefffhaahaim reducible gLLAQbeeefffaaataim SFS[A(3,1)] gLLAQbeeefffeaaeima toroidal gLLAQbeeefffmaamaim PxS^1 gLLMQbeeefffhhahheu SFS[A(4,1)] gLLMQbeeefffaxpiuhe m125(0,0)(0,0) gLLMQbeeefffaiahuhe SFS[A(2,1)] gLLMQbeeefffaaahuhe SFS[A(2,1)] gLLMQbeeefffamahuhe toroidal gLLMQbeeefffaeuluhe toroidal gLLMQbeeefffhatpheu SFS[A(3,1)] gLLMQbeeefffahtpheu toroidal gLLMQbeeefffaappheu SFS[A(3,1)] gLLMQbeeefffauaaheu reducible gLLMQbeeefffapuuheu SFS[A(3,1)] gLLMQbeeefffaeaaheu reducible gLLMQbeeefffahaaheu reducible gLLMQbeeefffaaahheu SFS[A(2,1)] gLLMQbeeefffaeaatpi reducible gLLMQbeeefffhhahxaq toroidal gLLMQbeeefffaaahxaq toroidal gLLMQbeeefffahaaxaq reducible gLLAQbeeefffahahhxq toroidal gLLAQbeeefffhaahhxq reducible gLLAQbeeefffdaedqhx toroidal gLLAQbeeefffdaadhxq reducible gLLAQbeeefffaaalqhx toroidal gLLAQbeeefffaaalhxq toroidal gLLAQbeeefffaaathxq toroidal gLLAQbeeefffaaqqhxq toroidal gLLAQbeeefffappphxq toroidal gLLAQbeeefffapppqhx toroidal gLLAQbeeefffahahqhx toroidal gLLAQbeeefffaaatqhx toroidal gLLAQbeeefffdaedhxq toroidal gLLAQbeeefffeaaehxq toroidal gLLAQbeeefffmaamhxq toroidal gLLMQbeeefffaapplmd toroidal gLLMQbeeefffapuulmd toroidal gLLMQbeeefffauaalmd reducible gLLMQbeeefffaappdlm toroidal gLLMQbeeefffauaadlm reducible gLLMQbeeefffapuudlm toroidal gLLMQbeeefffaeaaitp reducible gLLMQbeeefffahaaaqx reducible gLLMQbeeefffaaahaqx toroidal gLLMQbeeefffhhahaqx toroidal gLLMQbeeefffaaaelmp m004(0,0) gLLMQbeeefffaaeelmp m004(0,0) gLLMQbeeefffaadelmp toroidal gLLAQbeeefffapualdq m004(0,0) gLLAQbeeefffaapuldq toroidal gLLAQbeeefffapuaqte m004(0,0) gLLAQbeeefffplapqte toroidal gLLAQbeeefffplapldq toroidal gLLMQbeeefffaaaudqx m004(0,0) gLLMQbeeefffaaauitd m004(0,0) gLLMQbeeefffaaaexpq m004(0,0) gLLMQbeeefffaaeexpq m004(0,0) gLLMQbeeefffaadexpq toroidal gLLAQbeeefffhaappuu reducible gLLAQbeeefffmadxppu SFS[D(3,1)(3,2)] gLLAQbeeefffeadxppu SFS[D(3,1)(3,1)] gLLAQbeeefffdhelpuu SFS[D(3,1)(2,1)] gLLAQbeeefffaipuppu toroidal gLLAQbeeefffaipupuu toroidal gLLAQbeeefffaeappuu SFS[D(3,1)(2,1)] gLLAQbeeefffahappuu SFS[D(3,1)(2,1)] gLLAQbeeefffahapppu SFS[D(3,1)(2,1)] gLLAQbeeefffaeapppu SFS[D(3,1)(2,1)] gLLAQbeeefffeqappuu reducible gLLAQbeeefffpppuppu SFS[A(3,1)] gLLAQbeeefffpppupuu SFS[A(3,1)] gLLAQbeeefffhaapppu reducible gLLAQbeeefffdaapppu reducible gLLAQbeeefffpaxippu SFS[A(2,1)] gLLAQbeeefffphelppu SFS[D(3,1)(2,1)] gLLAQbeeefffphelpuu SFS[D(3,1)(2,1)] gLLAQbeeefffdhelppu SFS[D(3,1)(2,1)] gLLAQbeeefffhhelppu toroidal gLLAQbeeefffdaappuu reducible gLLAQbeeefffeadxpuu SFS[D(3,1)(3,1)] gLLAQbeeefffaexippu m004(0,0) gLLAQbeeefffaaelppu SFS[D(3,1)(3,2)] gLLAQbeeefffaexipuu m004(0,0) gLLAQbeeefffhhelpuu toroidal gLLAQbeeefffeqapppu reducible gLLAQbeeefffmalqppu SFS[A(2,1)] gLLAQbeeefffhaahppu reducible gLLAQbeeefffahahpuu reducible gLLAQbeeefffhhdlppu m003(0,0) gLLAQbeeefffdaahpuu reducible gLLAQbeeefffeadmpuu SFS[D(3,1)(3,2)] gLLAQbeeefffaadlppu SFS[D(3,1)(3,1)] gLLAQbeeefffeqepppu SFS[D(3,1)(2,1)] gLLAQbeeefffdaahppu reducible gLLAQbeeefffahadpuu SFS[D(3,1)(2,1)] gLLAQbeeefffdhalppu toroidal gLLAQbeeefffdhdlppu SFS[D(3,1)(2,1)] gLLAQbeeefffdaadppu reducible gLLAQbeeefffdaedppu reducible gLLAQbeeefffaaalppu reducible gLLAQbeeefffdhatppu SFS[D(3,1)(2,1)] gLLAQbeeefffdhalpuu toroidal gLLAQbeeefffahadppu SFS[D(3,1)(2,1)] gLLAQbeeefffdhatpuu SFS[D(3,1)(2,1)] gLLAQbeeefffaaalpuu reducible gLLAQbeeefffeqdhpuu m003(0,0) gLLAQbeeefffaaqqppu SFS[A(2,1)] gLLAQbeeefffahddpuu SFS[D(3,1)(2,1)] gLLAQbeeefffahddppu SFS[D(3,1)(2,1)] gLLAQbeeefffahedppu toroidal gLLAQbeeefffaaatpuu reducible gLLAQbeeefffappppuu SFS[A(3,1)] gLLAQbeeefffapppppu SFS[A(3,1)] gLLAQbeeefffhhdlpuu m003(0,0) gLLAQbeeefffaadlpuu SFS[D(3,1)(3,1)] gLLAQbeeefffdhdlpuu SFS[D(3,1)(2,1)] gLLAQbeeefffeqeppuu SFS[D(3,1)(2,1)] gLLAQbeeefffahahppu reducible gLLAQbeeefffeadmppu SFS[D(3,1)(3,2)] gLLAQbeeefffeqdhppu m003(0,0) gLLAQbeeefffdaedpuu reducible gLLAQbeeefffaaatppu reducible gLLAQbeeefffeaaeppu reducible gLLAQbeeefffahedpuu toroidal gLLAQbeeefffmahuppu SFS[A(2,1)] gLLAQbeeefffaadtppu SFS[D(3,1)(3,2)] gLLAQbeeefffaamippu SFS[A(2,1)] gLLAQbeeefffmaamppu PxS^1 gLLMQbeeefffaiauaap SFS[D(3,1)(2,1)] gLLMQbeeefffamauaap SFS[D(3,1)(2,1)] gLLMQbeeefffppauaap m129(0,0)(0,0) gLLMQbeeefffpaupaap SFS[A(3,1)] gLLMQbeeefffpupaaap m203(0,0)(0,0) gLLMQbeeefffauaaaap reducible gLLMQbeeefffaappaap SFS[A(3,1)] gLLMQbeeefffapuuaap SFS[A(3,1)] gLLMQbeeefffamauapp SFS[D(3,1)(2,1)] gLLMQbeeefffaiauapp SFS[D(3,1)(2,1)] gLLMQbeeefffpupaapp m203(0,0)(0,0) gLLMQbeeefffpaupapp SFS[A(3,1)] gLLMQbeeefffppauapp m129(0,0)(0,0) gLLMQbeeefffapuuapp SFS[A(3,1)] gLLMQbeeefffaappapp SFS[A(3,1)] gLLMQbeeefffauaaapp reducible gLLAQbeeefffaapuexe toroidal gLLAQbeeefffapualhl SFS[D(3,1)(2,1)] gLLAQbeeefffapuaexe SFS[D(3,1)(2,1)] gLLAQbeeefffplapexe toroidal gLLAQbeeefffplapddx toroidal gLLAQbeeefffaapuddx toroidal gLLAQbeeefffapuahtt SFS[D(3,1)(2,1)] gLLAQbeeefffapuaddx SFS[D(3,1)(2,1)] gLLMQbeeeffflaauili reducible gLLMQbeeefffaaauili SFS[D(3,1)(2,1)] gLLMQbeeefffpaamttm SFS[D(3,1)(2,1)] gLLMQbeeefffhhauili SFS[D(4,3)(3,1)] gLLMQbeeefffhadiili toroidal gLLMQbeeefffahdiili SFS[D(3,1)(3,2)] gLLMQbeeefffmaeqili SFS[D(3,1)(2,1)] gLLMQbeeefffaaahili reducible gLLMQbeeefffhhahili reducible gLLMQbeeefffaaaeili SFS[D(3,1)(2,1)] gLLMQbeeefffdhahttm SFS[D(4,1)(3,1)] gLLMQbeeefffhaaiili SFS[D(3,1)(2,1)] gLLMQbeeefffahaiili reducible gLLMQbeeefffhaamili SFS[D(3,1)(2,1)] gLLMQbeeefffahamili reducible gLLMQbeeefffaaeeili SFS[D(3,1)(2,1)] gLLMQbeeefffaxtettm m004(0,0) gLLMQbeeefffaaauttm SFS[D(3,1)(2,1)] gLLMQbeeefffaaaettm SFS[D(3,1)(2,1)] gLLMQbeeefffaaahttm reducible gLLMQbeeefffahaaili reducible gLLMQbeeefffaadettm toroidal gLLMQbeeefffaheiili SFS[D(3,1)(3,1)] gLLMQbeeefffhaeiili SFS[D(3,1)(2,1)] gLLMQbeeefffeqdmttm m034(0,0) gLLMQbeeefffaadeili toroidal gLLMQbeeefffaaauxmx SFS[D(3,1)(2,1)] gLLMQbeeefffaaqlxmx m004(0,0) gLLMQbeeefffaamxlqq m004(0,0) gLLMQbeeefffaexxxmx SFS[A(2,1)] gLLMQbeeefffaaaulqq SFS[D(3,1)(2,1)] gLLMQbeeefffaeaalqq reducible gLLAQbeeefffapuaexx SFS[D(3,1)(2,1)] gLLAQbeeefffaapuexx toroidal gLLAQbeeefffapuahhl SFS[D(3,1)(2,1)] gLLAQbeeefffplapdxx toroidal gLLAQbeeefffplapexx toroidal gLLAQbeeefffapuadxx SFS[D(3,1)(2,1)] gLLAQbeeefffaapudxx toroidal gLLAQbeeefffapuahht SFS[D(3,1)(2,1)] gLLMQbeeeffflaaulli reducible gLLMQbeeefffaaaulli SFS[D(3,1)(2,1)] gLLMQbeeefffpaamtmm SFS[D(3,1)(2,1)] gLLMQbeeefffhhaulli SFS[D(4,3)(3,1)] gLLMQbeeefffhadilli toroidal gLLMQbeeefffahdilli SFS[D(3,1)(3,2)] gLLMQbeeefffmaeqlli SFS[D(3,1)(2,1)] gLLMQbeeefffhaeilli SFS[D(3,1)(2,1)] gLLMQbeeefffaheilli SFS[D(3,1)(3,1)] gLLMQbeeefffhaailli SFS[D(3,1)(2,1)] gLLMQbeeefffahailli reducible gLLMQbeeefffaaaelli SFS[D(3,1)(2,1)] gLLMQbeeefffdhahtmm SFS[D(4,1)(3,1)] gLLMQbeeefffaadelli toroidal gLLMQbeeefffeqdmtmm m034(0,0) gLLMQbeeefffaaeelli SFS[D(3,1)(2,1)] gLLMQbeeefffaxtetmm m004(0,0) gLLMQbeeefffaaautmm SFS[D(3,1)(2,1)] gLLMQbeeefffaaaetmm SFS[D(3,1)(2,1)] gLLMQbeeefffaaahtmm reducible gLLMQbeeefffahaalli reducible gLLMQbeeefffaadetmm toroidal gLLMQbeeefffhhahlli reducible gLLMQbeeefffaaahlli reducible gLLMQbeeefffahamlli reducible gLLMQbeeefffhaamlli SFS[D(3,1)(2,1)] gLLMQbeeefffaaauxmm SFS[D(3,1)(2,1)] gLLMQbeeefffaaqlxmm m004(0,0) gLLMQbeeefffaamxllq m004(0,0) gLLMQbeeefffaexxxmm SFS[A(2,1)] gLLMQbeeefffaaaullq SFS[D(3,1)(2,1)] gLLMQbeeefffaeaallq reducible gLLAQbeeefffaamiqpq SFS[A(2,1)] gLLMQbeeefffxxlmdpd m023(0,0) gLLMQbeeefffaamldpd m004(0,0) gLLMQbeeefffaxmmdpd SFS[D(3,1)(2,1)] gLLMQbeeefffahaadpd reducible gLLMQbeeefffaaahdpd SFS[A(2,1)] gLLMQbeeefffhhahdpd SFS[A(4,1)] gLLAQbeeefffahahede reducible gLLAQbeeefffhaahdde reducible gLLAQbeeefffdaeddde SFS[A(3,1)] gLLAQbeeefffdaaddde reducible gLLAQbeeefffaaalltl SFS[A(3,1)] gLLAQbeeefffdaadltl reducible gLLAQbeeefffdaedltt reducible gLLAQbeeefffaaalede reducible gLLAQbeeefffdaedltl reducible gLLAQbeeefffeaaeltl reducible gLLAQbeeefffaaatede reducible gLLAQbeeefffaaatltt SFS[A(3,1)] gLLAQbeeefffaaqqdde reducible gLLAQbeeefffaaalltt SFS[A(3,1)] gLLAQbeeefffahahdde reducible gLLAQbeeefffaaaldde reducible gLLAQbeeefffaaatdde reducible gLLAQbeeefffapppede reducible gLLAQbeeefffapppdde reducible gLLAQbeeefffahahltt SFS[A(2,1)] gLLAQbeeefffahahltl SFS[A(2,1)] gLLAQbeeefffhaahltl reducible gLLAQbeeefffaaatltl SFS[A(3,1)] gLLAQbeeefffdaedede SFS[A(3,1)] gLLAQbeeefffeaaedde toroidal gLLAQbeeefffmaamdde reducible gLLMQbeeefffaaaextx SFS[D(3,1)(2,1)] gLLMQbeeefffaaqpxtx SFS[D(3,1)(3,1)] gLLMQbeeefffaadextx toroidal gLLMQbeeefffaampxtx SFS[D(3,1)(3,2)] gLLMQbeeefffaieeiqq reducible gLLMQbeeefffaaeeiqq SFS[D(3,1)(2,1)] gLLMQbeeefffameeiqq SFS[D(3,1)(2,1)] gLLMQbeeefffaiaeiqq reducible gLLMQbeeefffaaaeiqq SFS[D(3,1)(2,1)] gLLMQbeeefffamaeiqq SFS[D(3,1)(2,1)] gLLMQbeeefffaapliqq SFS[D(3,1)(3,2)] gLLMQbeeefffapuhiqq SFS[D(3,1)(3,1)] gLLMQbeeefffauaiiqq reducible gLLMQbeeefffaapxiqq SFS[D(3,1)(3,1)] gLLMQbeeefffapueiqq SFS[D(3,1)(3,2)] gLLMQbeeefffauamiqq reducible gLLMQbeeefffaappiqq reducible gLLMQbeeefffapuuiqq reducible gLLMQbeeefffauaaiqq reducible gLLMQbeeefffaideiqq reducible gLLMQbeeefffaadeiqq toroidal gLLMQbeeefffamdeiqq toroidal gLLMQbeeefffaiaeiqi reducible gLLMQbeeefffaaaeiqi SFS[D(3,1)(2,1)] gLLMQbeeefffamaeiqi SFS[D(3,1)(2,1)] gLLMQbeeefffaapliqi SFS[D(3,1)(3,2)] gLLMQbeeefffauaiiqi reducible gLLMQbeeefffapuhiqi SFS[D(3,1)(3,1)] gLLMQbeeefffaapxiqi SFS[D(3,1)(3,1)] gLLMQbeeefffauamiqi reducible gLLMQbeeefffapueiqi SFS[D(3,1)(3,2)] gLLMQbeeefffaaaettx SFS[D(3,1)(2,1)] gLLMQbeeefffaieeiqi reducible gLLMQbeeefffaaeeiqi SFS[D(3,1)(2,1)] gLLMQbeeefffameeiqi SFS[D(3,1)(2,1)] gLLMQbeeefffaadettx toroidal gLLMQbeeefffaaqpttx SFS[D(3,1)(3,1)] gLLMQbeeefffaampttx SFS[D(3,1)(3,2)] gLLMQbeeefffaappiqi reducible gLLMQbeeefffauaaiqi reducible gLLMQbeeefffapuuiqi reducible gLLMQbeeefffaideiqi reducible gLLMQbeeefffaadeiqi toroidal gLLMQbeeefffamdeiqi toroidal gLLAQbeeefffaamippq SFS[A(2,1)] gLLMQbeeefffxxlmdpp m023(0,0) gLLMQbeeefffaamldpp m004(0,0) gLLMQbeeefffaxmmdpp SFS[D(3,1)(2,1)] gLLMQbeeefffahaadpp reducible gLLMQbeeefffaaahdpp SFS[A(2,1)] gLLMQbeeefffhhahdpp SFS[A(4,1)] gLLAQbeeefffaamimuu toroidal gLLMQbeeefffhhqxaah toroidal gLLMQbeeefffaaqxaah toroidal gLLMQbeeefffahxxaah toroidal gLLMQbeeefffaeaiepp reducible gLLMQbeeefffaaaeepp SFS[A(2,1)] gLLMQbeeefffaaeeepp SFS[A(2,1)] gLLMQbeeefffaadeepp toroidal gLLMQbeeefffaeamepp reducible gLLAQbeeefffaamiddm SFS[A(2,1)] gLLAQbeeefffaamieie SFS[A(2,1)] gLLMQbeeefffaaaeiei reducible gLLMQbeeefffaaeeiei reducible gLLMQbeeefffaaaette reducible gLLMQbeeefffaeaitte reducible gLLMQbeeefffaeamtte reducible gLLMQbeeefffaadette reducible gLLMQbeeefffaadeiei reducible gLLMQbeeefffaaqxhqq toroidal gLLMQbeeefffahxxhqq reducible gLLMQbeeefffhhqxhqq toroidal gLLMQbeeefffaaqxxhx toroidal gLLAQbeeefffapuaaxx reducible gLLAQbeeefffaapuaxx reducible gLLAQbeeefffapuahha reducible gLLAQbeeefffplapaxx reducible gLLAQbeeefffhaxqhha toroidal gLLAQbeeefffahxqhha toroidal gLLAQbeeefffaeadhha reducible gLLAQbeeefffaeadaxx SFS[A(2,1)] gLLAQbeeefffaeddhha reducible gLLAQbeeefffaeddaxx SFS[A(2,1)] gLLAQbeeefffaeedaxx toroidal gLLAQbeeefffhaxqaxx reducible gLLAQbeeefffahxqaxx toroidal gLLAQbeeefffaeedhha reducible gLLAQbeeefffaimiaxx SFS[A(2,1)] gLLAQbeeefffaamiaxx SFS[A(2,1)] gLLAQbeeefffaimihha toroidal gLLAQbeeefffmllpaxx reducible gLLMQbeeefffaaauumm reducible gLLMQbeeefffaaaullu reducible gLLMQbeeefffmahpllu reducible gLLAQbeeefffaapuqaq toroidal gLLAQbeeefffapuaqaq SFS[A(2,1)] gLLAQbeeefffplapqaq toroidal gLLAQbeeefffahxqqaq toroidal gLLAQbeeefffhaxqqaq reducible gLLAQbeeefffaeadqaq reducible gLLAQbeeefffaeddqaq reducible gLLAQbeeefffaeedqaq reducible gLLAQbeeefffaamiqaq toroidal gLLAQbeeefffaimiqaq SFS[A(2,1)] gLLAQbeeefffmllpqaq toroidal gLLMQbeeefffaaaudud SFS[A(2,1)] gLLAQbeeefffaamipuq m202(0,0)(0,0) gLLAQbeeefffaamimpu m125(0,0)(0,0) gLLAQbeeefffaamimuq m125(0,0)(0,0) gLLAQbeeefffaamipaq m125(0,0)(0,0) gLLAQbeeefffaamimpi toroidal gLLAQbeeefffaamimaq toroidal gLLAQbeeefffaamimau toroidal gLLAQbeeefffaamimpq toroidal gLLMQbeeefffxxlmdph toroidal gLLMQbeeefffaamldph toroidal gLLMQbeeefffaxmmdph toroidal gLLMQbeeefffahaadph reducible gLLMQbeeefffaaahdph toroidal gLLMQbeeefffhhahdph toroidal gLLAQbeeefffhaahade reducible gLLAQbeeefffahahade reducible gLLAQbeeefffdaadade reducible gLLAQbeeefffdaedade toroidal gLLAQbeeefffaaallta toroidal gLLAQbeeefffdaedlta reducible gLLAQbeeefffdaadlta reducible gLLAQbeeefffaaalade reducible gLLAQbeeefffeaaelta reducible gLLAQbeeefffaaatade reducible gLLAQbeeefffaaqqade reducible gLLAQbeeefffapppade reducible gLLAQbeeefffhaahlta reducible gLLAQbeeefffahahlta toroidal gLLAQbeeefffaaatlta toroidal gLLAQbeeefffeaaeade toroidal gLLAQbeeefffmaamade reducible gLLMQbeeefffaaaeutx toroidal gLLMQbeeefffaaqputx toroidal gLLMQbeeefffaadeutx toroidal gLLMQbeeefffaamputx toroidal gLLMQbeeefffapueiqu toroidal gLLMQbeeefffaapxiqu toroidal gLLMQbeeefffauamiqu reducible gLLMQbeeefffaaaeiqu toroidal gLLMQbeeefffaiaeiqu reducible gLLMQbeeefffamaeiqu toroidal gLLMQbeeefffaaeeiqu toroidal gLLMQbeeefffaieeiqu reducible gLLMQbeeefffameeiqu toroidal gLLMQbeeefffaadeiqu toroidal gLLMQbeeefffaideiqu reducible gLLMQbeeefffamdeiqu toroidal gLLMQbeeefffapuhiqu toroidal gLLMQbeeefffaapliqu toroidal gLLMQbeeefffauaiiqu reducible gLLMQbeeefffapuuiqu reducible gLLMQbeeefffaappiqu reducible gLLMQbeeefffauaaiqu reducible gLLAQbeeefffapuadix toroidal gLLAQbeeefffaapudix toroidal gLLAQbeeefffapuahmt toroidal gLLAQbeeefffplapexm toroidal gLLAQbeeefffplapdix toroidal gLLAQbeeefffapuaexm toroidal gLLAQbeeefffaapuexm toroidal gLLAQbeeefffapuaihl toroidal gLLMQbeeefffaaauleq toroidal gLLMQbeeefffaexxxme toroidal gLLMQbeeefffaaqlxme toroidal gLLMQbeeefffaaauxme toroidal gLLMQbeeefffaeaaleq reducible gLLMQbeeefffaamxleq toroidal gLLMQbeeefffaaauthm toroidal gLLMQbeeefffhhahhli reducible gLLMQbeeefffaaahthm reducible gLLMQbeeefffhhauhli toroidal gLLMQbeeefffhadihli toroidal gLLMQbeeefffhaaihli toroidal gLLMQbeeefffhaeihli toroidal gLLMQbeeefffdhahthm toroidal gLLMQbeeefffeqdmthm toroidal gLLMQbeeefffaxtethm toroidal gLLMQbeeefffhaamhli toroidal gLLMQbeeefffaaaethm toroidal gLLMQbeeeffflaauhli reducible gLLMQbeeefffpaamthm toroidal gLLMQbeeefffahamhli reducible gLLMQbeeefffaaaehli toroidal gLLMQbeeefffaaeehli toroidal gLLMQbeeefffaadehli toroidal gLLMQbeeefffahdihli toroidal gLLMQbeeefffaheihli toroidal gLLMQbeeefffahaihli reducible gLLMQbeeefffaaauhli toroidal gLLMQbeeefffahaahli reducible gLLMQbeeefffaaahhli reducible gLLMQbeeefffaadethm toroidal gLLMQbeeefffmaeqhli toroidal gLLAQbeeefffmadxpau toroidal gLLAQbeeefffaipupau toroidal gLLAQbeeefffaeappau toroidal gLLAQbeeefffahappau toroidal gLLAQbeeefffpppupau toroidal gLLAQbeeefffhaappau reducible gLLAQbeeefffdaappau reducible gLLAQbeeefffpaxipau toroidal gLLAQbeeefffphelpau toroidal gLLAQbeeefffdhelpau toroidal gLLAQbeeefffhhelpau toroidal gLLAQbeeefffeadxpau toroidal gLLAQbeeefffaexipau toroidal gLLAQbeeefffaaelpau toroidal gLLAQbeeefffeqappau reducible gLLAQbeeefffmalqpau toroidal gLLAQbeeefffhaahpau reducible gLLAQbeeefffahahpau reducible gLLAQbeeefffhhdlpau toroidal gLLAQbeeefffeadmpau toroidal gLLAQbeeefffaadlpau toroidal gLLAQbeeefffeqeppau toroidal gLLAQbeeefffdaahpau reducible gLLAQbeeefffahadpau toroidal gLLAQbeeefffdhalpau toroidal gLLAQbeeefffdhdlpau toroidal gLLAQbeeefffdaadpau reducible gLLAQbeeefffdaedpau reducible gLLAQbeeefffaaalpau reducible gLLAQbeeefffdhatpau toroidal gLLAQbeeefffaaqqpau toroidal gLLAQbeeefffahddpau toroidal gLLAQbeeefffappppau toroidal gLLAQbeeefffeqdhpau toroidal gLLAQbeeefffaaatpau reducible gLLAQbeeefffeaaepau reducible gLLAQbeeefffahedpau toroidal gLLAQbeeefffmahupau toroidal gLLAQbeeefffaadtpau toroidal gLLAQbeeefffaamipau toroidal gLLAQbeeefffmaampau toroidal gLLMQbeeefffamauaup toroidal gLLMQbeeefffaiauaup toroidal gLLMQbeeefffpupaaup toroidal gLLMQbeeefffpaupaup toroidal gLLMQbeeefffppauaup toroidal gLLMQbeeefffapuuaup toroidal gLLMQbeeefffaappaup toroidal gLLMQbeeefffauaaaup reducible gLLAQccddfffabvobjb toroidal gLLAQcdcdfffdfbbfbb toroidal gLLAQccddffftnncfcc toroidal gLLAQccddfffanncfcc reducible gLLAQccddffflnncfcc toroidal gLLAQcdcdfffqcckjnj toroidal gLLAQccddfffqfjfcco toroidal gLLAQcdcdfffacccjnj reducible gLLAQcdcdfffqcckwkw toroidal gLLAQccddfffqfjfwow toroidal gLLAQccddfffaojfcco reducible gLLAQccddfffaksjroo SFS[D(7,3)(3,1)] gLLAQccddfffakvncco SFS[D(8,3)(3,1)] gLLAQccddfffakvwfcc SFS[D(7,3)(3,1)] gLLAQcdcdfffavrfnbn SFS[D(3,1)(2,1)] gLLAQccddfffawwbggc SFS[D(3,1)(2,1)] gLLAQcdcdfffavrfrnn reducible gLLAQcdcdfffasrrjnj toroidal gLLAQccddfffaksjoog toroidal gLLAQccddfffawsjoog toroidal gLLAQccddfffaofsssk reducible gLLAQccddfffdwvrfcc toroidal gLLAQccddffflnvkcco toroidal gLLAQccddfffhwvrcco toroidal gLLAQccddffftnvkfcc SFS[D(4,1)(3,1)] gLLAQccddfffanvkcco toroidal gLLAQccddffflnvkfcc SFS[D(8,3)(3,1)] gLLAQccddfffqfvfcco SFS[D(5,3)(3,1)] gLLAQccddffftnvkcco toroidal gLLAQccddfffawwbkgg reducible gLLAQccddfffawsjroo toroidal gLLAQccddfffakvwcco toroidal gLLAQccddfffawvwcco toroidal gLLAQccddfffaokrvvr reducible gLLAQcdcdfffhsrwjnj toroidal gLLAQccddfffqfrfwow SFS[D(7,5)(3,1)] gLLAQccddfffaofsscs SFS[D(3,1)(2,1)] gLLAQccddfffaokrvgv SFS[D(3,1)(2,1)] gLLAQccddfffaksfwss SFS[D(3,1)(3,1)] gLLAQccddfffakvksvv reducible gLLAQccddfffakwrvww SFS[D(3,1)(3,2)] gLLAQccddfffakvbsvv SFS[D(3,1)(3,1)] gLLAQccddfffakvssvv SFS[D(3,1)(3,2)] gLLAQcdcdfffhsjfvss SFS[D(3,1)(2,1)] gLLAQcdcdfffavgfsvv reducible gLLAQccddfffqfwvsww reducible gLLAQccddfffqfsnsrs SFS[D(7,5)(3,1)] gLLAQcdcdfffhsjvssk SFS[D(5,4)(3,1)] gLMLQbbdefffaiacfbk reducible gLMLQbbdefffaiacfbs reducible gLLAQccddfffaksfvss SFS[D(3,1)(3,2)] gLLAQcdcdfffasrbwss SFS[D(3,1)(3,1)] gLLAQccddfffaksfsrs SFS[D(3,1)(3,1)] gLLAQccddfffaosfsrs reducible gLLAQccddfffawsfsrs SFS[D(3,1)(3,2)] gLLAQcdcdfffasrbssk SFS[D(3,1)(3,2)] gLLAQccddfffawsfvss SFS[D(3,1)(3,1)] gLLAQcdcdfffasvbssk reducible gLMLQbbdefffaiacfrr SFS[A(3,1)] gLLAQcdcdfffhsjfwss SFS[D(3,1)(2,1)] gLLAQccddfffqfswsrs toroidal gLLAQcdcdfffhsjfssk toroidal gLLAQcdcdfffasrbvss SFS[D(3,1)(3,2)] gLLAQccddfffakwrsww SFS[D(3,1)(3,1)] gLLAQcdcdfffavrjsvv toroidal gLLAQccddfffaoswsrs SFS[D(3,1)(3,2)] gLLAQccddfffawwrsww toroidal gLLAQccddfffqfwvvww reducible gLLAQccddfffpwvgsvv reducible gLLAQccddfffpwvgwvv reducible gLLAQccddfffqfsfsrs SFS[D(8,3)(3,1)] gLLAQccddfffqfwrvww toroidal gLLAQccddfffqfsnwss SFS[D(7,3)(3,1)] gLLAQccddfffqfwjvww toroidal gLLAQccddfffhovgwvv SFS[D(3,1)(2,1)] gLLAQccddfffawsfwss SFS[D(3,1)(3,2)] gLLAQccddfffakvswvv SFS[D(3,1)(3,1)] gLLAQccddfffawwrvww toroidal gLLAQccddfffaovswvv SFS[D(3,1)(3,2)] gLLAQccddfffawvssvv toroidal gLLAQccddfffqfwjsww toroidal gLLAQccddfffqfwjwkw SFS[D(5,4)(3,1)] gLLAQcdcdfffavccsvv reducible gLLAQcdcdfffasrbssb SFS[D(3,1)(3,1)] gLLAQccddfffakwrwkw SFS[D(3,1)(3,2)] gLLAQccddfffaoswvss SFS[D(3,1)(3,1)] gLLAQccddfffawwrwkw reducible gLLAQcdcdfffavrjvvj reducible gLLAQcdcdfffhsjfssb toroidal gLLAQcdcdfffhsjvssb SFS[D(5,1)(3,1)] gLLAQccddfffqfsnvss SFS[D(7,4)(3,1)] gLLAQccddfffqfwvwkw toroidal gLLAQcdcdfffavgfvvj reducible gLLAQcdcdfffasvbssb reducible gLLAQccddfffaowvsww toroidal gLLAQcdcdfffavvvsvv reducible gLLAQccddfffhovgsvv SFS[D(3,1)(2,1)] gLLAQccddfffqfwrwkw SFS[D(7,3)(3,1)] gLLAQccddfffqvwrvww toroidal gLLAQccddfffhkvvwvv SFS[D(3,1)(2,1)] gLLAQccddfffabvosvv SFS[A(3,1)] gLLAQccddfffhkvvsvv SFS[D(3,1)(2,1)] gLLAQccddfffajvrsvv reducible gLLAQccddfffhkvvvgv reducible gLLAQccddfffawsfscs SFS[D(3,1)(3,1)] gLLAQccddfffawwrwow reducible gLLAQccddfffakvsvfv SFS[D(3,1)(3,2)] gLLAQccddfffawvsvfv reducible gLLAQccddfffaovsvfv SFS[D(3,1)(3,1)] gLLAQccddfffqfswscs toroidal gLLAQccddfffqfsfscs SFS[D(8,3)(3,1)] gLLAQccddfffqfsnscs SFS[D(7,2)(3,1)] gLLAQccddfffqfwvwow toroidal gLLAQccddfffqfwrwow SFS[D(7,4)(3,1)] gLLAQccddfffqfwjwow SFS[D(5,1)(3,1)] gLLAQccddfffpwvgvgv SFS[D(3,1)(2,1)] gLLAQccddfffpwvgvfv SFS[D(3,1)(2,1)] gLLAQccddfffhovgvfv SFS[D(3,1)(2,1)] gLLAQccddfffaksfscs SFS[D(3,1)(3,2)] gLLAQccddfffakwrwow SFS[D(3,1)(3,1)] gLLAQccddfffakvkvfv toroidal gLLAQccddfffakvsvgv SFS[D(3,1)(3,1)] gLLAQccddfffakvbvgv SFS[D(3,1)(3,2)] gLLAQccddfffqfwrsww toroidal gLLAQccddfffqvwrsww toroidal gLLAQccddfffhovgvgv SFS[D(3,1)(2,1)] gLLAQccddfffhkvvvfv reducible gLLAQccddfffabvovfv SFS[A(3,1)] gLLAQccddfffaosfscs reducible gLLAQccddfffaoswscs SFS[D(3,1)(3,1)] gLLAQccddfffakvbwvv SFS[D(3,1)(3,2)] gLLAQccddfffaoswwss SFS[D(3,1)(3,2)] gLLAQccddfffaowvvww toroidal gLLAQccddfffaovssvv SFS[D(3,1)(3,1)] gLLAQccddfffakvbvfv SFS[D(3,1)(3,1)] gLLAQccddfffaovsvgv SFS[D(3,1)(3,2)] gLLAQccddffflovbsvv reducible gLLAQccddffflovbvgv reducible gLLAQcdcdfffafgfwvv reducible gLLAQcdcdfffafgfvvr reducible gLLAQccddfffaojbvgv reducible gLLAQcdcdfffafgfsvv reducible gLLAQcdcdfffafgfvvj reducible gLLAQccddfffaojbsvv reducible gLLAQccddfffabbfbnb reducible gLLAQcdcdfffaccbccg reducible gLLAQcdcdfffagvfggo reducible gLLAQcdcdffflgvfkgg reducible gLLAQcdcdffflgvfggo reducible gLLAQccddfffaonbnjn reducible gLLAQcdcdfffqcckbcc toroidal gLLAQccddfffqfjfgjj toroidal gLLAQccddfffhfjjgjj reducible gLLAQcdcdfffaccbcco reducible gLLAQccddfffabbcbnb reducible gLLAQcdcdffflcccfcc toroidal gLLAQcdcdffflcccccg reducible gLLAQcdcdffflccccco reducible gLLAQcdcdffflcccbcc toroidal gLLAQcdcdfffqcckcco toroidal gLLAQcdcdfffagvfggc reducible gLLAQcdcdffflgvfjgg reducible gLLAQcdcdffflgvfggc reducible gLLAQcdcdfffacvvbcc reducible gLLAQccddfffaobvbnb SFS[A(3,1)] gLLAQccddfffpvbbbnb SFS[A(3,1)] gLLAQccddfffpvbbfbb toroidal gLLAQccddfffhfjjjnj reducible gLLAQccddfffqfjfjnj toroidal gLLAQccddfffabbfbjb reducible gLLAQccddfffabbcbjb reducible gLLAQccddfffaonbnbn reducible gLLAQccddfffaobvbjb SFS[A(3,1)] gLLAQccddfffpvbbbjb SFS[A(3,1)] gLLAQccddfffpvbbcbb toroidal gLMLQbbdfeffaierwbb SFS[D(3,1)(2,1)] gLLAQccddfffqfrfgjj SFS[D(8,3)(3,1)] gLLAQccddfffhfrjgjj toroidal gLLAQcdcdfffarccbcc toroidal gLLAQccddfffhfvjjnj toroidal gLLAQccddfffqfvfjnj SFS[D(4,3)(3,1)] gLMLQbbdfeffaidrwbb SFS[D(3,1)(2,1)] gLLAQccddfffqfvfgjj SFS[D(4,1)(3,1)] gLLAQccddfffhfvjgjj toroidal gLLAQcdcdfffarcccco toroidal gLLAQccddfffhfrjjnj toroidal gLLAQccddfffqfrfjnj SFS[D(8,3)(3,1)] gLLAQccddfffabvocbb SFS[A(3,1)] gLLAQccddfffabvobbk SFS[A(3,1)] gLLAQccddffflnncccg toroidal gLLAQccddfffanncccg toroidal gLLAQccddffftnncccg toroidal gLLAQccddffftnnccrc toroidal gLLAQccddfffannccrc reducible gLLAQccddffflnnccrc toroidal gLLAQcdcdfffdfbbbbk reducible gLLAQcdcdfffqccksww toroidal gLLAQccddfffqfjfvww toroidal gLLAQcdcdfffacccjjr reducible gLLAQcdcdfffqcckjjr toroidal gLLAQccddfffqfjfcrc toroidal gLLAQccddfffaojfcrc reducible gLLAQcdcdfffavrfnnf SFS[D(3,1)(2,1)] gLLAQccddfffawwbgfg SFS[D(3,1)(2,1)] gLLAQccddfffqfrfvww toroidal gLLAQcdcdfffhsrwjjr toroidal gLLAQcdcdfffasrrjjr SFS[D(5,1)(3,1)] gLLAQccddfffawvwcrc SFS[D(5,1)(3,1)] gLLAQccddfffawsjoko SFS[D(5,1)(3,1)] gLLAQccddffflnvkcrc SFS[D(8,3)(3,1)] gLLAQccddfffhwvrcrc SFS[D(7,3)(3,1)] gLLAQccddffftnvkcrc SFS[D(4,3)(3,1)] gLLAQccddfffanvkcrc toroidal gLLAQccddfffqfvfcrc SFS[D(5,3)(3,1)] gLLAQccddfffakvncrc toroidal gLLAQccddfffakvwcrc SFS[D(7,2)(3,1)] gLLAQccddfffaksjoko SFS[D(7,2)(3,1)] gLLAQccddfffaokrsvv SFS[D(3,1)(2,1)] gLLAQccddfffaofswss SFS[D(3,1)(2,1)] gLLAQccddfffqfvfvww toroidal gLLAQccddfffqfrfcrc toroidal gLLAQccddfffabbfbbk reducible gLLAQcdcdfffaccbcrc reducible gLLAQcdcdfffagvfgfg reducible gLLAQcdcdffflgvfgvg toroidal gLLAQcdcdffflgvfgfg toroidal gLLAQcdcdfffqcckcrc toroidal gLLAQccddfffqfjfjjr toroidal gLLAQccddfffhfjjjjr toroidal gLLAQcdcdffflccccsc toroidal gLLAQcdcdffflccccrc toroidal gLLAQcdcdfffqcckcsc toroidal gLLAQcdcdfffaccbcsc reducible gLLAQcdcdfffacvvcrc toroidal gLLAQccddfffabbcbbk reducible gLLAQccddfffhfjjjjv toroidal gLLAQccddfffqfjfjjv toroidal gLLAQccddfffabbfbbs reducible gLLAQccddfffabbcbbs reducible gLLAQccddfffaobvbbk reducible gLLAQccddfffpvbbbbs toroidal gLLAQccddfffpvbbbbk toroidal gLMLQbbdefffddavnbb reducible gLLAQccddfffqfrfjjr toroidal gLLAQccddfffhfrjjjr toroidal gLLAQcdcdfffarcccrc reducible gLLAQccddfffhfvjjjv toroidal gLLAQccddfffqfvfjjv toroidal gLMLQbbdefffddevnbb reducible gLLAQccddfffqfvfjjr toroidal gLLAQccddfffhfvjjjr toroidal gLLAQcdcdfffarcccsc reducible gLLAQccddfffhfrjjjv toroidal gLLAQccddfffqfrfjjv toroidal gLLAQccddfffakvkvvj toroidal gLLAQccddfffdgvrvvr toroidal gLLAQccddfffdgvrvvj toroidal gLLAQccddfffakwrwwn toroidal gLLAQccddfffakvbvvj reducible gLLAQccddfffakvsvvj toroidal gLLAQcdcdfffavgfvfv toroidal gLLAQccddfffqfwvwwf reducible gLLAQcdcdfffhsjvscs toroidal gLMLQbbdefffeeebcbs toroidal gLMLQbbdefffeeebcbk toroidal gLLAQccddfffaksfssk reducible gLLAQcdcdfffasrbsrs reducible gLLAQccddfffaksfssb reducible gLLAQccddfffaosfssb reducible gLLAQccddfffawsfssb reducible gLLAQcdcdfffasrbscs reducible gLLAQccddfffawsfssk reducible gLLAQcdcdfffasvbscs reducible gLMLQbbdefffeeebcnv toroidal gLMLQbbdefffeeebcrr toroidal gLMLQbbdefffeeebcoj toroidal gLLAQcdcdfffhsjfsrs toroidal gLLAQccddfffqfswssk toroidal gLLAQccddfffqfswssb toroidal gLLAQcdcdfffhsjfscs toroidal gLLAQccddfffakwrwwf toroidal gLLAQcdcdfffavrjvfv toroidal gLLAQccddfffaoswssb reducible gLLAQccddfffawwrwwf toroidal gLLAQccddfffqfwvwwn reducible gLLAQccddfffdwvgvvj toroidal gLLAQccddfffpwvgvvj toroidal gLLAQccddfffhwvgvvj toroidal gLLAQccddfffhwvgvvr toroidal gLLAQccddfffpwvgvvr toroidal gLLAQccddfffdwvgvvr toroidal gLLAQccddfffqfsfssb toroidal gLLAQccddfffqfwrwwn toroidal gLLAQccddfffhkvgvvr toroidal gLLAQccddfffqfsnssb toroidal gLLAQccddfffqfwjwwn toroidal gLLAQccddfffhovgvvr reducible gLLAQcdcdfffavccvfv toroidal gLLAQccddfffawwrwwn toroidal gLLAQcdcdfffhsjvsrs toroidal gLLAQcdcdfffavvvvfv toroidal gLLAQccddfffqvwrwwn toroidal gLLAQccddfffhkvfvvr toroidal gLLAQccddfffajvrvvj toroidal gLLAQccddfffhkvfvvj toroidal gLLAQccddfffhkvvvvr toroidal gLLAQccddfffawvsvvj toroidal gLLAQccddfffqfsfssk toroidal gLLAQccddfffqfsnssk toroidal gLLAQccddfffqfwrwwf toroidal gLLAQccddfffqfwjwwf toroidal gLLAQccddfffhkvgvvj toroidal gLLAQccddfffhovgvvj reducible gLLAQccddfffakvsvvr toroidal gLLAQccddfffakvbvvr reducible gLLAQccddfffqvwrwwf toroidal gLLAQccddfffhkvvvvj toroidal gLLAQccddfffabvovvj toroidal gLLAQccddfffaoswssk reducible gLLAQccddfffaowvwwf reducible gLLAQccddfffaovsvvj reducible gLLAQccddfffaovsvvr reducible gLLAQccddffflovbvvj toroidal gLLAQccddffflovbvvr toroidal gLLAQcdcdfffafgfvgv SFS[A(3,1)] gLLAQcdcdfffafgfvfv SFS[A(3,1)] gLLAQccddfffabvofbb SFS[A(3,1)] gLLAQccddfffabvobbs SFS[A(3,1)] gLLAQccddffflnnccco toroidal gLLAQccddfffannccco toroidal gLLAQccddffftnnccco toroidal gLLAQccddffftnnccsc toroidal gLLAQccddfffannccsc reducible gLLAQccddffflnnccsc toroidal gLLAQcdcdfffdfbbbbs reducible gLLAQcdcdfffqcckvww toroidal gLLAQccddfffqfjfsww toroidal gLLAQcdcdfffacccjjv reducible gLLAQcdcdfffqcckjjv toroidal gLLAQccddfffqfjfcsc toroidal gLLAQccddfffaojfcsc reducible gLLAQcdcdfffavrfnnw SFS[D(3,1)(2,1)] gLLAQccddfffawwbgvg SFS[D(3,1)(2,1)] gLLAQccddfffqfrfsww toroidal gLLAQcdcdfffhsrwjjv toroidal gLLAQcdcdfffasrrjjv SFS[D(5,4)(3,1)] gLLAQccddfffawvwcsc SFS[D(5,4)(3,1)] gLLAQccddfffawsjowo SFS[D(5,4)(3,1)] gLLAQccddffflnvkcsc SFS[D(8,3)(3,1)] gLLAQccddfffhwvrcsc SFS[D(7,4)(3,1)] gLLAQccddffftnvkcsc SFS[D(4,1)(3,1)] gLLAQccddfffanvkcsc toroidal gLLAQccddfffqfvfcsc SFS[D(5,2)(3,1)] gLLAQccddfffakvncsc toroidal gLLAQccddfffakvwcsc SFS[D(7,5)(3,1)] gLLAQccddfffaksjowo SFS[D(7,5)(3,1)] gLLAQccddfffaokrwvv SFS[D(3,1)(2,1)] gLLAQccddfffaofsvss SFS[D(3,1)(2,1)] gLLAQccddfffqfvfsww toroidal gLLAQccddfffqfrfcsc toroidal gLLAQccddfffabvobnb toroidal gLLAQcdcdfffdfbbcbb toroidal gLLAQccddffftnncbcc toroidal gLLAQccddfffanncbcc reducible gLLAQccddffflnncbcc toroidal gLLAQcdcdfffqcckgjj toroidal gLLAQccddfffqfjfbcc toroidal gLLAQcdcdfffacccgjj reducible gLLAQcdcdfffqcckwow toroidal gLLAQccddfffqfjfwkw toroidal gLLAQccddfffaojfbcc reducible gLLAQccddfffaksjnoo SFS[D(7,4)(3,1)] gLLAQccddfffakvnbcc SFS[D(8,3)(3,1)] gLLAQccddfffakvwbcc SFS[D(7,4)(3,1)] gLLAQcdcdfffavrfnjn SFS[D(3,1)(2,1)] gLLAQccddfffawwbggo SFS[D(3,1)(2,1)] gLLAQcdcdfffavrfonn reducible gLLAQcdcdfffasrrgjj toroidal gLLAQccddfffaksjooc toroidal gLLAQccddfffawsjooc toroidal gLLAQccddfffaofsssb reducible gLLAQccddfffdwvrbcc toroidal gLLAQccddffflnvkccg toroidal gLLAQccddfffhwvrbcc toroidal gLLAQccddffftnvkbcc SFS[D(4,3)(3,1)] gLLAQccddfffanvkbcc toroidal gLLAQccddffflnvkbcc SFS[D(8,3)(3,1)] gLLAQccddfffqfvfbcc SFS[D(5,2)(3,1)] gLLAQccddffftnvkccg toroidal gLLAQccddfffawwbjgg reducible gLLAQccddfffawsjnoo toroidal gLLAQccddfffakvwccg toroidal gLLAQccddfffawvwbcc toroidal gLLAQccddfffaokrvvj reducible gLLAQcdcdfffhsrwgjj toroidal gLLAQccddfffqfrfwkw SFS[D(7,2)(3,1)] gLLAQccddfffaofssrs SFS[D(3,1)(2,1)] gLLAQccddfffaokrvfv SFS[D(3,1)(2,1)] gLLAQccddfffakvbsgv reducible gLLAQccddfffaosfvrs reducible gLLAQcdcdfffasvbwsk reducible gLLAQccddfffaoswvrs reducible gLLAQccddfffhovgwfv toroidal gLLAQcdcdfffasvbvsb reducible gLLAQccddfffaowvskw reducible gLLAQcdcdfffavvvsvr toroidal gLLAQccddfffajvrsgv toroidal gLLAQccddfffaovswfv reducible gLLAQccddfffhovgsgv reducible gLLAQccddfffaosfwcs reducible gLLAQccddfffaoswwcs toroidal gLLAQccddfffakvbwfv toroidal gLLAQccddfffaowvvow toroidal gLLAQccddfffaovssgv toroidal gLLAQccddffflovbsgv toroidal gLLAQccddfffaojbsgv reducible gLLAQcdcdfffagvfkgo reducible gLLAQcdcdffflgvfkgo toroidal gLLAQccddfffaonbrjn reducible gLLAQcdcdfffacccbco reducible gLLAQcdcdfffagvfjgc reducible gLLAQcdcdffflgvfjgc toroidal gLLAQcdcdfffacvvbco toroidal gLLAQccddfffaobvfnb reducible gLLAQccddfffaonbobn reducible gLLAQccddfffaobvcjb toroidal gLLAQccddfffaobfobn SFS[D(2,1)(2,1)] gLLAQccddfffaojfcro reducible gLLAQccddfffaofbwcs SFS[D(2,1)(2,1)] gLLAQccddfffakvfcro SFS[D(2,1)(2,1)] gLLAQccddfffaorfvow SFS[D(2,1)(2,1)] gLLAQccddfffaokrsgv toroidal gLLAQccddfffaofswcs toroidal gLLAQccddfffaorfcro SFS[D(2,1)(2,1)] gLLAQcdcdfffacccbsc reducible gLLAQccddfffaojfbsc reducible gLLAQccddfffaofsvrs reducible gLLAQccddfffaokrwfv reducible gLLAQccddfffaojfbrc reducible gLLAQccddfffaofswrs SFS[D(3,1)(2,1)] gLLAQccddfffaokrsfv SFS[D(3,1)(2,1)] gLLAQccddfffakvbwgv SFS[D(3,1)(3,1)] gLLAQccddfffaosfvcs reducible gLLAQcdcdfffasvbvsk reducible gLLAQccddfffaoswvcs SFS[D(3,1)(3,2)] gLLAQccddfffhovgsfv SFS[D(3,1)(2,1)] gLLAQcdcdfffavvvsvj toroidal gLLAQccddfffajvrsfv toroidal gLLAQccddfffhovgwgv SFS[D(3,1)(2,1)] gLLAQccddfffakvbsfv SFS[D(3,1)(3,2)] gLLAQccddfffaoswwrs SFS[D(3,1)(3,1)] gLLAQccddfffaowvsow toroidal gLLAQccddfffaovswgv SFS[D(3,1)(3,1)] gLLAQccddfffaovssfv SFS[D(3,1)(3,2)] gLLAQccddffflovbwgv toroidal gLLAQccddffflovbsfv toroidal gLLAQccddfffaojbsfv reducible gLLAQccddfffaojbwgv reducible gLLAQcdcdfffagvfjgo reducible gLLAQcdcdffflgvfjgo toroidal gLLAQcdcdffflgvfkgc toroidal gLLAQccddfffaonbojn reducible gLLAQcdcdfffacccbcg reducible gLLAQcdcdfffacvvbcg toroidal gLLAQccddfffaobvcnb SFS[A(3,1)] gLLAQccddfffaojfcso reducible gLLAQccddfffaokrwgv SFS[D(3,1)(2,1)] gLLAQccddfffaofsvcs SFS[D(3,1)(2,1)] gLLAQcdcdfffacccbrc reducible gLLAQccddfffqjjswcj m412(0,0)(0,0) gLLAQcdcdfffqckvwcj m412(0,0)(0,0) gLLAQcdcdfffpgjssgn toroidal gLLAQcdcdfffagggsgn reducible gLMLQbbdfeffpuarwbk SFS[A(3,1)] gLLAQcdcdfffagrfsgn SFS[A(3,1)] gLLAQcdcdffftgrfsgn m129(0,0)(0,0) gLLAQcdcdffflgrfsgn m203(0,0)(0,0) gLLAQccddfffaknbsgn SFS[A(3,1)] gLLAQccddfffpgnosgn m203(0,0)(0,0) gLLAQccddfffujnvsgn m129(0,0)(0,0) gLLAQcdcdfffagvfsgn reducible gLLAQcdcdffflgvfsgn toroidal gLLAQccddfffawnbsgn SFS[A(3,1)] gLLAQccddfffunnvsgn m292(0,0)(0,0) gLLAQccddfffpfnosgn m366(0,0)(0,0) gLLAQccddfffaonbsgn reducible gLLAQccddfffpvnosgn toroidal gLMLQbbdfeffpuarwnr SFS[A(3,1)] gLLAQccddffflnnrsgn m203(0,0)(0,0) gLLAQccddfffannrsgn SFS[A(3,1)] gLLAQccddffftnnrsgn m129(0,0)(0,0) gLLAQcdcdfffugkwsgn m129(0,0)(0,0) gLLAQcdcdfffaggjsgn SFS[A(3,1)] gLLAQcdcdfffpgjcsgn m203(0,0)(0,0) gLLAQccddfffijbwvob m129(0,0)(0,0) gLLAQccddfffdwbkvob m129(0,0)(0,0) gLLAQccddffftnnosgn m292(0,0)(0,0) gLLAQccddfffannosgn SFS[A(3,1)] gLLAQccddffflnnosgn m366(0,0)(0,0) gLLAQccddffflnnnsgn toroidal gLLAQccddfffannnsgn reducible gLLAQcdcdfffacvvwcj toroidal gLLAQccddfffajjjwcj toroidal gLLAQccddfffabbbvob PxS^1 gLLAQccddfffaobvvob PxS^1 gLLAQccddfffqjvswcj m292(0,0)(0,0) gLMLQbbdfeffpudrwrr toroidal gLLAQccddfffajrjwcj toroidal gLLAQccddfffqjrswcj s906(0,0)(0,0) gLLAQccddfffakvbobv SFS[A(3,1)] gLLAQccddfffpvvrobv toroidal gLLAQccddfffpgvoobv SFS[A(3,1)] gLLAQccddfffajsggns toroidal gLMLQbbdefffpuacfcb toroidal gLLAQccddfffaosfgns reducible gLLAQcdcdfffasvbnsg reducible gLLAQccddfffajsjgns toroidal gLLAQccddfffaoswgns SFS[A(3,1)] gLLAQcdcdfffhssnnsg m295(0,0)(0,0) gLLAQccddffflnvnobv SFS[A(2,1)] gLLAQccddfffanvnobv toroidal gLLAQccddfffljvnobv SFS[A(2,1)] gLLAQccddfffajskgns m125(0,0)(0,0) gLLAQccddffflnvrobv m202(0,0)(0,0) gLLAQccddfffdwvvobv SFS[A(2,1)] gLLAQccddffflbvnobv toroidal gLLAQccddfffabvnobv toroidal gLLAQccddffflnvoobv m125(0,0)(0,0) gLLAQccddfffhovgobv SFS[A(2,1)] gLLAQcdcdfffavvvbvo toroidal gLLAQcdcdfffpvbbbvo s776(0,0)(0,0)(0,0) gLLAQccddfffajwccjw reducible gLLAQccddfffljvrobv SFS[A(2,1)] gLLAQccddfffajvrobv toroidal gLLAQccddfffljvoobv toroidal gLLAQccddfffabvrobv toroidal gLLAQccddffflbvrobv m125(0,0)(0,0) gLLAQccddffflbvoobv toroidal gLLAQccddfffaowvcjw toroidal gLLAQccddfffaovsobv SFS[A(3,1)] gLLAQccddfffpvvnobv toroidal gLLAQccddfffpfvoobv SFS[A(3,1)] gLLAQccddffflovbobv toroidal gLLAQccddfffdvvoobv SFS[A(3,1)] gLLAQccddfffhvvoobv SFS[A(3,1)] gLMLQbbdefffpudcfbb SFS[A(2,1)] gLMLQbbdefffpudcfcb toroidal gLMLQbbdefffpudcffb toroidal gLLAQccddfffaojbobv reducible gLLAQccddfffpvroobv toroidal gLLAQccddfffpvjoobv toroidal gLLAQcdcdfffagggnsg reducible gLLAQccddffflnnngns SFS[A(3,1)] gLLAQccddfffannngns reducible gLLAQcdcdfffaggggns reducible gLLAQccddfffabbbobv PxS^1 gLLAQccddfffajjjcjw toroidal gLLAQccddffflnnnnsg SFS[A(3,1)] gLLAQccddfffannnnsg reducible gLLAQccddfffabbbbvo toroidal gLLAQccddfffaojfcjw reducible gLLAQccddfffakvfcjw T2xI gLLAQccddfffaofbgns T2xI gLLAQccddfffaofsgns SFS[A(2,1)] gLLAQccddfffdwvscjw SFS[A(2,1)] gLLAQccddfffaokrobv SFS[A(2,1)] gLLAQccddffflwvfcjw toroidal gLLAQccddfffpvkfobv SFS[A(2,1)] gLLAQccddfffajrjcjw SFS[A(3,1)] gLLAQccddfffaorfcjw T2xI gLMLQbbdefffpuujrcb toroidal gLLAQccddffflnvnvob T2xI gLLAQccddfffanvnvob SFS[A(2,1)] gLLAQccddffflnvnbvo T2xI gLLAQccddfffanvnbvo SFS[A(2,1)] gLMLQbbdefffputjrbb T2xI gLMLQbbdefffputjrcb SFS[A(4,1)] gLMLQbbdefffputjrfb SFS[A(5,2)] gLLAQcdcdfffarrbgns SFS[A(2,1)] gLLAQcdcdfffargrgns SFS[A(2,1)] gLLAQccddfffawkfnsg SFS[A(2,1)] gLLAQccddfffdwfojwc m129(0,0)(0,0) gLLAQccddfffakkfnsg T2xI gLLAQccddfffaobfsgn T2xI gLLAQcdcdfffagggrbw reducible gLLAQccddffflnnnvck toroidal gLLAQccddfffannnkvc reducible gLLAQccddffflnnnkvc toroidal gLLAQccddfffajjjfso toroidal gLLAQccddfffabbbrwg toroidal gLLAQccddfffaojffso reducible gLLAQccddfffajrjfso toroidal gLLAQccddfffaorffso SFS[D(2,1)(2,1)] gLLAQccddfffajrjsof toroidal gLLAQccddfffaorfsof SFS[D(2,1)(2,1)] gLMLQbbdefffxhqkocb toroidal gLMLQbbdefffxhqkofb toroidal gLLAQccddffflnvnnkc SFS[D(2,1)(2,1)] gLLAQccddfffanvncnk toroidal gLLAQccddffflnvncnk SFS[D(2,1)(2,1)] gLMLQbbdefffxhpkobb SFS[D(2,1)(2,1)] gLMLQbbdefffxhpkocb toroidal gLMLQbbdefffxhpkofb toroidal gLMLQbbdefffxhmkobb SFS[D(2,1)(2,1)] gLMLQbbdefffxhmkocb toroidal gLMLQbbdefffxhmkofb toroidal gLLAQccddfffaojfgnr reducible gLLAQcdcdfffacccgnr reducible gLLAQcdcdfffavvvcjs toroidal gLLAQccddfffajvrfns toroidal gLLAQccddfffaowvbso SFS[D(2,1)(2,1)] gLLAQccddffflovbnwg toroidal gLLAQccddffflovbfns toroidal gLLAQcdcdffflgvfojw toroidal gLLAQcdcdffflgvfwck toroidal gLLAQcdcdfffacccgbv reducible gLLAQcdcdfffacvvgbv toroidal gLLAQccddfffaobvnwc T2xI gLLAQccddfffaojfbso reducible gLLAQcdcdffflgvfkbb toroidal gLLAQcdcdffflgvfrro toroidal gLLAQcdcdfffacccbnn reducible gLLAQcdcdffflgvfjbb toroidal gLLAQcdcdffflgvfrrc toroidal gLLAQcdcdfffacvvbnn toroidal gLLAQccddfffaobvfgg T2xI gLLAQccddfffaobvcgg T2xI gLLAQccddffflnvgkoo m015(0,0) gLLAQccddfffabvkfnf m004(0,0) gLLAQccddffftnvgkoo SFS[D(4,1)(2,1)] gLLAQccddfffaowvkkg SFS[D(2,1)(2,1)] gLLAQcdcdfffavvvnjj toroidal gLLAQccddfffajvrcgg toroidal gLLAQccddfffaowvgoo SFS[D(2,1)(2,1)] gLLAQccddffflovbcgg toroidal gLLAQccddffflovbffc toroidal gLLAQccddffflnnfkkg m032(0,0) gLLAQccddfffabbkwfw SFS[D(3,1)(2,1)] gLLAQccddffftnnfkkg m009(0,0) gLLAQccddfffaokwwfw SFS[D(2,1)(2,1)] gLLAQccddfffaofjvrv SFS[D(2,1)(2,1)] gLLAQccddfffakjfvrr SFS[D(3,1)(2,1)] gLLAQcdcdfffqccksrr toroidal gLLAQccddfffaobjskk SFS[D(3,1)(2,1)] gLLAQccddfffqfjfvrr toroidal gLLAQccddffflnnnwfw SFS[A(3,1)] gLLAQccddfffannnwff reducible gLLAQccddffflnnnwff SFS[A(3,1)] gLLAQcdcdfffqcckssr toroidal gLLAQccddfffhojsvrr toroidal gLLAQccddfffajjjvrr toroidal gLLAQccddfffqfjfvrv toroidal gLLAQccddfffakjfvrv SFS[D(3,1)(2,1)] gLLAQccddfffhojsvrv toroidal gLLAQccddfffpobosks SFS[A(3,1)] gLLAQccddfffabbbskk reducible gLLAQccddfffpoboskk SFS[A(3,1)] gLLAQccddffflojfvrr SFS[D(3,1)(2,1)] gLLAQccddffflojfvrv SFS[D(3,1)(2,1)] gLLAQccddfffaobrskk SFS[D(3,1)(2,1)] gLLAQccddfffaobjsks SFS[D(3,1)(2,1)] gLLAQccddfffaobrsks SFS[D(3,1)(2,1)] gLMLQbbdefffeaavnbb SFS[D(2,1)(2,1)] gLLAQcdcdfffafvfvff T2xI gLLAQccddfffqfrfvrr SFS[D(8,3)(2,1)] gLLAQcdcdfffarvvsrr toroidal gLLAQccddfffhorsvrr m148(0,0) gLLAQccddfffajrjvrr SFS[A(3,1)] gLLAQccddfffqfvfvrv SFS[D(4,1)(2,1)] gLLAQccddfffhovsvrv m009(0,0) gLMLQbbdefffeaevnbb SFS[D(2,1)(2,1)] gLLAQcdcdfffafvfvvf T2xI gLLAQccddfffqfvfvrr SFS[D(4,1)(2,1)] gLLAQcdcdfffarvvssr toroidal gLLAQccddfffhovsvrr m009(0,0) gLLAQccddfffajrjvrv SFS[A(3,1)] gLLAQccddfffqfrfvrv SFS[D(8,3)(2,1)] gLLAQccddfffhorsvrv m148(0,0) gLLAQccddfffhfvrrjr SFS[D(2,1)(2,1)] gLMLQbbdefffadebccb toroidal gLMLQbbdefffadebcfb toroidal gLLAQcdcdfffascrrcc reducible gLLAQccddffflnvnrjr T2xI gLLAQccddfffanvnrjj SFS[A(2,1)] gLLAQccddffflnvnrjj T2xI gLLAQcdcdffflvvvfgg toroidal gLLAQcdcdffflvvvffg toroidal gLLAQccddfffhfvrrjj SFS[D(2,1)(2,1)] gLLAQccddfffpovvrjr T2xI gLLAQccddfffabvorjj SFS[A(2,1)] gLLAQccddfffpovvrjj T2xI gLMLQbbdefffaddbcbb T2xI gLMLQbbdefffaddbccb SFS[A(5,2)] gLMLQbbdefffaddbcfb SFS[A(4,1)] gLLAQcdcdfffacvbrrc SFS[D(2,1)(2,1)] gLLAQcdcdfffaccrrrc reducible gLLAQcdcdfffafvvfgg toroidal gLLAQcdcdffflfvvfgg m125(0,0)(0,0) gLLAQcdcdffflgvvffg toroidal gLMLQbbdefffadabcbb T2xI gLMLQbbdefffadabccb SFS[A(4,1)] gLMLQbbdefffadabcfb SFS[A(5,2)] gLLAQcdcdfffacvbrcc SFS[D(2,1)(2,1)] gLLAQcdcdfffaccrrcc reducible gLLAQcdcdfffafvvffg toroidal gLLAQcdcdffflgvvfgg toroidal gLLAQcdcdffflfvvffg m125(0,0)(0,0) gLLAQcdcdffflgvforo toroidal gLLAQcdcdffflgvfkbk toroidal gLLAQcdcdfffacccbbn reducible gLLAQcdcdffflgvfrcc toroidal gLLAQcdcdffflgvfjjb toroidal gLLAQcdcdfffacvvbbn toroidal gLLAQccddfffaobvffg T2xI gLLAQccddfffaobvcgc T2xI gLLAQccddffflnvgkko m015(0,0) gLLAQccddfffabvkfnn m004(0,0) gLLAQccddffftnvgkko SFS[D(4,1)(2,1)] gLLAQccddfffaowvgkg SFS[D(2,1)(2,1)] gLLAQcdcdfffavvvnnj toroidal gLLAQccddfffajvrcfc toroidal gLLAQccddfffaowvgog SFS[D(2,1)(2,1)] gLLAQccddffflovbcfc toroidal gLLAQccddffflovbcgc toroidal gLLAQccddfffaokwwff SFS[D(2,1)(2,1)] gLLAQccddfffaofjvrr SFS[D(2,1)(2,1)] gLLAQccddffflnnfgkg m032(0,0) gLLAQccddfffabbkwff SFS[D(3,1)(2,1)] gLLAQccddffftnnfgkg m009(0,0) gLLAQccddfffabvonnj SFS[A(2,1)] gLLAQccddfffqfkfjjb m007(0,0) gLLAQcdcdfffhgbbcfc toroidal gLLAQccddfffqfbfjjk m015(0,0) gLLAQccddfffhgbgjjk m129(0,0)(0,0) gLLAQccddfffabbgjjk SFS[A(2,1)] gLLAQcdcdfffaccooco SFS[A(2,1)] gLLAQcdcdfffafcccfc toroidal gLLAQccddfffabfcbbf SFS[A(2,1)] gLLAQcdcdfffqcckvrv toroidal gLLAQccddfffqfjfssr toroidal gLLAQcdcdfffacccvrv reducible gLLAQcdcdfffqcckvsv toroidal gLLAQccddfffqfjfssv toroidal gLLAQccddfffaojfssr reducible gLLAQccddfffhgvgssr m015(0,0) gLLAQcdcdfffasgbvrv m004(0,0) gLLAQccddfffqfvfssr SFS[D(5,2)(2,1)] gLLAQcdcdfffhsbbvrv m038(0,0) gLLAQccddfffabvgssr m004(0,0) gLLAQccddfffqfrfssv SFS[D(7,2)(2,1)] gLLAQccddfffabvonjj SFS[A(2,1)] gLLAQccddfffqfkfjbb m007(0,0) gLLAQcdcdfffhgbbffc toroidal gLLAQccddfffqfbfkjk m015(0,0) gLLAQccddfffhgbgkjk m129(0,0)(0,0) gLLAQccddfffabbgkjk SFS[A(2,1)] gLLAQcdcdfffaccoocc SFS[A(2,1)] gLLAQcdcdfffafccffc toroidal gLLAQccddfffabfcfbf SFS[A(2,1)] gLLAQcdcdfffagggocc reducible gLLAQccddffflnnnjjb reducible gLLAQccddfffannnjbb reducible gLLAQccddffflnnnjbb reducible gLLAQcdcdfffagggjjk reducible gLLAQccddfffabbbnjj reducible gLLAQccddfffajjjbbn reducible gLLAQccddffflnnnrro reducible gLLAQccddfffannnoro reducible gLLAQccddffflnnnoro reducible gLLAQccddfffabbbcfc PxS^1 gLLAQccddfffaojfbbn reducible gLLAQccddfffpvforro SFS[D(4,1)(2,1)] gLLAQccddfffpvwojjb SFS[D(5,2)(2,1)] gLLAQccddfffpvfnrro toroidal gLLAQccddfffpvscnnj toroidal gLLAQccddfffajrjbnn reducible gLLAQccddffflnfnrro SFS[D(3,1)(3,1)] gLLAQccddfffanfnrro reducible gLLAQccddffflnwnoro SFS[D(3,1)(3,2)] gLLAQccddfffljfnrro toroidal gLLAQccddfffajfnrro SFS[D(3,1)(3,1)] gLLAQccddffflnvjgkg m007(0,0) gLLAQccddffflbfnrro m007(0,0) gLLAQccddfffabfnrro SFS[D(3,1)(3,2)] gLLAQccddffflnsbcfc m036(0,0) gLLAQccddfffpvfrrro SFS[D(4,1)(2,1)] gLLAQccddffflkvfgkg SFS[D(5,2)(2,1)] gLLAQccddfffabvjgkg SFS[D(3,1)(3,2)] gLLAQccddffflnvjkkg m007(0,0) gLLAQccddfffajfnoro SFS[D(3,1)(3,1)] gLLAQccddfffljfnoro toroidal gLLAQccddfffajrjbbn reducible gLLAQccddfffabvjkkg SFS[D(3,1)(3,2)] gLLAQccddffflnwnrro SFS[D(3,1)(3,2)] gLLAQccddfffanfnoro reducible gLLAQccddffflnfnoro SFS[D(3,1)(3,1)] gLLAQccddffflnsbffc m036(0,0) gLLAQccddfffabfnoro SFS[D(3,1)(3,2)] gLLAQccddffflbfnoro m007(0,0) gLLAQccddfffpvfooro SFS[D(4,1)(2,1)] gLLAQccddfffpvwojbb SFS[D(5,2)(2,1)] gLLAQccddfffpvfroro SFS[D(4,1)(2,1)] gLLAQccddffflkvfkkg SFS[D(5,2)(2,1)] gLLAQccddfffpvfnoro toroidal gLLAQccddfffpvscnjj toroidal gLLAQccddfffanvnffg reducible gLLAQccddfffanvnsws reducible gLLAQccddffflnnbkko m006(0,0) gLLAQccddfffannbkko SFS[D(3,1)(2,1)] gLLAQccddffftnnbkko toroidal gLMLQbbdefffmahgnfb reducible gLMLQbbdefffmahgncb reducible gLLAQccddffftkbfrrc SFS[D(5,3)(3,1)] gLLAQccddffflkbfrrc SFS[D(4,3)(3,1)] gLLAQcdcdfffpcsokbk SFS[D(5,2)(3,1)] gLLAQcdcdfffuccvkbk SFS[D(4,1)(3,1)] gLLAQccddffflnbjrrc m016(0,0) gLLAQccddfffanbjrrc toroidal gLLAQccddffftnbjrrc SFS[D(5,2)(2,1)] gLLAQccddfffajbjrrc SFS[D(3,1)(2,1)] gLLAQccddfffabbjrrc SFS[D(3,1)(2,1)] gLLAQccddfffanjnffg SFS[D(3,1)(2,1)] gLLAQccddffflkbfrcc SFS[D(4,3)(3,1)] gLLAQccddffftkbfrcc SFS[D(5,3)(3,1)] gLMLQbbdefffmalgnfb reducible gLMLQbbdefffmalgncb reducible gLLAQcdcdfffuccvkbb SFS[D(4,1)(3,1)] gLLAQcdcdfffpcsokbb SFS[D(5,2)(3,1)] gLLAQccddffftnbjrcc SFS[D(5,2)(2,1)] gLLAQccddfffanbjrcc toroidal gLLAQccddffflnbjrcc m016(0,0) gLLAQccddffftnnbkoo toroidal gLLAQccddfffannbkoo SFS[D(3,1)(2,1)] gLLAQccddffflnnbkoo m006(0,0) gLLAQccddfffanjnfgg SFS[D(3,1)(2,1)] gLLAQccddfffabbjrcc SFS[D(3,1)(2,1)] gLLAQccddfffajbjrcc SFS[D(3,1)(2,1)] gLLAQcdcdfffqcckvrr toroidal gLLAQccddfffqfjfsrr toroidal gLLAQcdcdfffacccssv reducible gLLAQcdcdfffqcckssv toroidal gLLAQccddfffqfjfvsv toroidal gLLAQccddfffaojfsrr reducible gLLAQccddfffhgvgsrr m015(0,0) gLLAQcdcdfffasgbvrr m004(0,0) gLLAQccddfffqfvfsrr SFS[D(5,2)(2,1)] gLLAQcdcdfffhsbbvrr m038(0,0) gLLAQccddfffabvgsrr m004(0,0) gLLAQccddfffqfrfvsv SFS[D(7,2)(2,1)] gLLAQccddfffabbfrbr reducible gLLAQcdcdfffaccbkkc reducible gLLAQcdcdfffagvfgbb reducible gLLAQcdcdffflgvfgbb reducible gLLAQcdcdffflgvfrrg reducible gLLAQccddfffaonbknk reducible gLLAQcdcdfffqcckcnn toroidal gLLAQccddfffqfjffjf toroidal gLLAQcdcdffflccccnn toroidal gLLAQcdcdffflccckkc reducible gLLAQcdcdfffacvvcnn reducible gLLAQccddfffhfjjfjf reducible gLLAQccddfffabbcrbr reducible gLLAQccddfffaobvbgg SFS[A(2,1)] gLLAQccddfffpvbbrbr SFS[A(2,1)] gLLAQccddfffpvbbbgg toroidal gLMLQbbdefffxatgbbb SFS[D(2,1)(2,1)] gLLAQccddfffqfvffjf SFS[D(4,1)(2,1)] gLLAQccddfffhfvjfjf toroidal gLLAQcdcdfffarcccnn toroidal gLLAQccddfffhfrjfjf toroidal gLLAQccddfffqfrffjf SFS[D(8,3)(2,1)] gLLAQccddfffabvobgg SFS[A(2,1)] gLLAQccddfffabvosos SFS[A(2,1)] gLLAQccddffflnnckkc toroidal gLLAQccddfffannckkc toroidal gLLAQccddffftnnckkc toroidal gLLAQccddffftnncvcv toroidal gLLAQccddfffanncvcv reducible gLLAQccddffflnncvcv toroidal gLLAQcdcdfffdfbbrbr reducible gLLAQcdcdfffqcckwrr toroidal gLLAQccddfffqfjfwrr toroidal gLLAQcdcdfffacccssj reducible gLLAQcdcdfffqcckssj toroidal gLLAQccddfffqfjfvcv toroidal gLLAQccddfffaojfvcv reducible gLLAQcdcdfffavrfvvn SFS[D(2,1)(2,1)] gLLAQccddfffawwbwgw SFS[D(2,1)(2,1)] gLLAQccddfffqfrfwrr toroidal gLLAQcdcdfffhsrwssj toroidal gLLAQcdcdfffasrrssj SFS[D(5,1)(2,1)] gLLAQccddfffawvwvcv SFS[D(5,1)(2,1)] gLLAQccddfffawsjsos SFS[D(5,1)(2,1)] gLLAQccddffflnvkvcv SFS[D(8,3)(2,1)] gLLAQccddfffhwvrvcv SFS[D(7,3)(2,1)] gLLAQccddffftnvkvcv SFS[D(4,1)(2,1)] gLLAQccddfffanvkvcv toroidal gLLAQccddfffqfvfvcv SFS[D(5,2)(2,1)] gLLAQccddfffakvnvcv toroidal gLLAQccddfffakvwvcv SFS[D(7,2)(2,1)] gLLAQccddfffaksjsos SFS[D(7,2)(2,1)] gLLAQccddfffaokrvkk SFS[D(2,1)(2,1)] gLLAQccddfffaofssff SFS[D(2,1)(2,1)] gLLAQccddfffqfvfwrr toroidal gLLAQccddfffqfrfvcv toroidal gLLAQccddfffabvoojj toroidal gLLAQcdcdfffdfbbbgg toroidal gLLAQccddffftnnccnn toroidal gLLAQccddfffannccnn reducible gLLAQccddffflnnccnn toroidal gLLAQcdcdfffqcckfjf toroidal gLLAQccddfffqfjfcnn toroidal gLLAQcdcdfffacccbbw reducible gLLAQcdcdfffqcckbbw toroidal gLLAQccddfffqfjfbbw toroidal gLLAQccddfffaojfbbw reducible gLLAQccddfffaksjojj SFS[D(7,3)(2,1)] gLLAQccddfffakvncnn SFS[D(8,3)(2,1)] gLLAQccddfffakvwcnn SFS[D(7,3)(2,1)] gLLAQcdcdfffavrfknk SFS[D(2,1)(2,1)] gLLAQccddfffawwbrrg SFS[D(2,1)(2,1)] gLLAQcdcdfffavrfncc reducible gLLAQcdcdfffasrrfjf toroidal gLLAQccddfffaksjffo toroidal gLLAQccddfffawsjffo toroidal gLLAQccddfffaofsjjs reducible gLLAQccddfffdwvrcnn toroidal gLLAQccddffflnvkkkc toroidal gLLAQccddfffhwvrcnn toroidal gLLAQccddffftnvkcnn SFS[D(4,1)(2,1)] gLLAQccddfffanvkcnn toroidal gLLAQccddffflnvkcnn SFS[D(8,3)(2,1)] gLLAQccddfffqfvfcnn SFS[D(5,2)(2,1)] gLLAQccddffftnvkkkc toroidal gLLAQccddfffawwbgbb reducible gLLAQccddfffawsjojj toroidal gLLAQccddfffakvwkkc toroidal gLLAQccddfffawvwcnn toroidal gLLAQccddfffaokrnnv reducible gLLAQcdcdfffhsrwfjf toroidal gLLAQccddfffqfrfbbw SFS[D(7,2)(2,1)] gLLAQccddfffaofsoso SFS[D(2,1)(2,1)] gLLAQccddfffaokrcvc SFS[D(2,1)(2,1)] gLLAQccddfffakvkvkk reducible gLLAQccddfffakvbvkk SFS[D(3,1)(2,1)] gLLAQccddfffakvsvkk SFS[D(3,1)(2,1)] gLLAQcdcdfffavgfvkk reducible gLLAQccddfffqfsnoso SFS[D(7,2)(2,1)] gLLAQcdcdfffhsjvjjs SFS[D(5,1)(2,1)] gLMLQbbdefffaqqkobk reducible gLLAQccddfffaksfsff SFS[D(3,1)(2,1)] gLLAQcdcdfffasrbsff SFS[D(3,1)(2,1)] gLLAQccddfffaksfoso SFS[D(3,1)(2,1)] gLLAQccddfffaosfoso reducible gLLAQccddfffawsfoso SFS[D(3,1)(2,1)] gLLAQcdcdfffasrbjjs SFS[D(3,1)(2,1)] gLLAQccddfffawsfsff SFS[D(3,1)(2,1)] gLLAQcdcdfffasvbjjs reducible gLMLQbbdefffaqqkorr SFS[A(2,1)] gLLAQcdcdfffhsjfsff SFS[D(2,1)(2,1)] gLLAQccddfffqfswoso toroidal gLLAQcdcdfffhsjfjjs toroidal gLLAQccddfffakwrwrr SFS[D(3,1)(2,1)] gLLAQcdcdfffavrjvkk toroidal gLLAQccddfffaoswoso SFS[D(3,1)(2,1)] gLLAQccddfffawwrwrr toroidal gLLAQccddfffqfwvwrr reducible gLLAQccddfffpwvgvkk reducible gLLAQccddfffqfsfoso SFS[D(8,3)(2,1)] gLLAQccddfffqfwrwrr toroidal gLLAQccddfffqfsnsff SFS[D(7,3)(2,1)] gLLAQccddfffqfwjwrr toroidal gLLAQccddfffhovgvkk SFS[D(2,1)(2,1)] gLLAQccddfffawvsvkk toroidal gLLAQcdcdfffavccnnv reducible gLLAQcdcdfffavrjnnv reducible gLLAQcdcdfffavgfnnv reducible gLLAQcdcdfffavvvnnv reducible gLLAQccddfffabvovkk SFS[A(2,1)] gLLAQccddfffhkvvvkk SFS[D(2,1)(2,1)] gLLAQccddfffajvrcvc reducible gLLAQccddfffawwrgwg reducible gLLAQccddfffawvscvc reducible gLLAQccddfffqfwvgwg toroidal gLLAQccddfffqfwrgwg SFS[D(7,3)(2,1)] gLLAQccddfffqfwjgwg SFS[D(5,1)(2,1)] gLLAQccddfffpwvgcvc SFS[D(2,1)(2,1)] gLLAQccddfffhovgcvc SFS[D(2,1)(2,1)] gLLAQccddfffakwrgwg SFS[D(3,1)(2,1)] gLLAQccddfffakvkcvc toroidal gLLAQccddfffakvscvc SFS[D(3,1)(2,1)] gLLAQccddfffakvbcvc SFS[D(3,1)(2,1)] gLLAQccddfffqvwrgwg toroidal gLLAQccddfffhkvvcvc reducible gLLAQccddfffabvocvc SFS[A(2,1)] gLLAQccddfffaoswsff SFS[D(3,1)(2,1)] gLLAQccddfffaowvgwg toroidal gLLAQccddfffaovsvkk SFS[D(3,1)(2,1)] gLLAQccddfffaovscvc SFS[D(3,1)(2,1)] gLLAQccddffflovbcvc reducible gLLAQcdcdfffafgfvkk reducible gLLAQcdcdfffafgfnnv reducible gLLAQccddfffaojbcvc reducible gLLAQccddfffakvknnv toroidal gLLAQccddfffdgvrnnv toroidal gLLAQccddfffakvbnnv reducible gLLAQccddfffakvsnnv toroidal gLLAQcdcdfffavgfcvc toroidal gLLAQcdcdfffhsjvoso toroidal gLMLQbbdefffhhacfbk toroidal gLLAQccddfffaksfjjs reducible gLLAQcdcdfffasrboso reducible gLLAQccddfffaosfjjs reducible gLLAQccddfffawsfjjs reducible gLLAQcdcdfffasvboso reducible gLMLQbbdefffhhacfnv toroidal gLMLQbbdefffhhacfrr toroidal gLLAQcdcdfffhsjfoso toroidal gLLAQccddfffqfswjjs toroidal gLLAQccddfffakwrbbw toroidal gLLAQcdcdfffavrjcvc toroidal gLLAQccddfffaoswjjs reducible gLLAQccddfffawwrbbw toroidal gLLAQccddfffqfwvbbw reducible gLLAQccddfffdwvgnnv toroidal gLLAQccddfffpwvgnnv toroidal gLLAQccddfffhwvgnnv toroidal gLLAQccddfffqfsfjjs toroidal gLLAQccddfffqfwrbbw toroidal gLLAQccddfffhkvgnnv toroidal gLLAQccddfffqfsnjjs toroidal gLLAQccddfffqfwjbbw toroidal gLLAQccddfffhovgnnv reducible gLLAQcdcdfffavcccvc toroidal gLLAQcdcdfffavvvcvc toroidal gLLAQccddfffhkvfnnv toroidal gLLAQccddfffajvrnnv toroidal gLLAQccddfffawvsnnv toroidal gLLAQccddfffqvwrbbw toroidal gLLAQccddfffhkvvnnv toroidal gLLAQccddfffabvonnv toroidal gLLAQccddfffaowvbbw reducible gLLAQccddfffaovsnnv reducible gLLAQccddffflovbnnv toroidal gLLAQcdcdfffafgfcvc SFS[A(2,1)] gLLAQccddfffabbfwwb reducible gLLAQcdcdfffaccbvcv reducible gLLAQcdcdfffagvfwgw reducible gLLAQcdcdffflgvfwgw toroidal gLLAQcdcdfffqcckvcv toroidal gLLAQccddfffqfjfssj toroidal gLLAQcdcdffflcccvcv toroidal gLLAQcdcdfffacvvvcv toroidal gLLAQccddfffhfjjssj toroidal gLLAQccddfffabbcwwb reducible gLLAQccddfffaobvwwb reducible gLLAQccddfffpvbbwwb toroidal gLMLQbbdfeffhhdrwbb reducible gLLAQccddfffqfvfssj toroidal gLLAQccddfffhfvjssj toroidal gLLAQcdcdfffarccvcv reducible gLLAQccddfffhfrjssj toroidal gLLAQccddfffqfrfssj toroidal gLLAQcdcdfffqccksrv toroidal gLLAQccddfffqfjfvsr toroidal gLLAQcdcdfffacccsrv reducible gLLAQcdcdfffqcckvsr toroidal gLLAQccddfffqfjfsrv toroidal gLLAQccddfffaojfsrv reducible gLLAQccddfffqfrfvsr m118(0,0) gLLAQccddfffqfvfsrv m017(0,0) gLLAQccddfffqfvfvsr m016(0,0) gLLAQccddfffqfrfsrv m119(0,0) gLLAQccddfffabvonjr m202(0,0)(0,0) gLLAQcdcdfffacccbnf reducible gLLAQcdcdfffacccbnw reducible gLLAQcdcdfffqccksrj toroidal gLLAQccddfffqfjfvcr toroidal gLLAQcdcdfffacccsrj reducible gLLAQcdcdfffqcckwsr toroidal gLLAQccddfffqfjfwrv toroidal gLLAQccddfffaojfvcr reducible gLLAQccddfffqfrfvcr m016(0,0) gLLAQccddfffqfvfwrv m003(0,0) gLLAQccddfffqfvfvcr m019(0,0) gLLAQccddfffqfrfwrv m055(0,0) gLLAQccddfffabvoojr m125(0,0)(0,0) gLLAQcdcdfffaccccbn reducible gLLAQccddfffabvonbr m125(0,0)(0,0) gLLAQcdcdfffqcckwrv toroidal gLLAQccddfffqfjfwsr toroidal gLLAQcdcdfffacccvsj reducible gLLAQcdcdfffqcckvsj toroidal gLLAQccddfffqfjfscv toroidal gLLAQccddfffaojfscv reducible gLLAQccddfffqfrfwsr m052(0,0) gLLAQccddfffqfvfscv m016(0,0) gLLAQccddfffqfvfwsr toroidal gLLAQccddfffqfrfscv m019(0,0) gLLAQccddfffabvonjv m125(0,0)(0,0) gLLAQcdcdfffacccbjf reducible gLLAQcdcdfffqcckvcr toroidal gLLAQccddfffqfjfsrj toroidal gLLAQcdcdfffacccscv reducible gLLAQcdcdfffqcckscv toroidal gLLAQccddfffqfjfvsj toroidal gLLAQccddfffaojfsrj reducible gLMLQbbdfeffdhdrwbb SFS[D(3,1)(2,1)] gLLAQccddfffqfrfsrj m060(0,0) gLLAQccddfffqfvfvsj m006(0,0) gLLAQccddfffaorfsrj SFS[D(3,1)(2,1)] gLMLQbbdfeffdherwbb SFS[D(3,1)(2,1)] gLLAQccddfffqfvfsrj m011(0,0) gLLAQccddfffqfrfvsj m064(0,0) gLLAQccddfffaorfvsj SFS[D(3,1)(2,1)] gLLAQcdcdfffaccccjn reducible gLLAQcdcdfffqcckwrj toroidal gLLAQccddfffqfjfwcr toroidal gLLAQcdcdfffacccwrj reducible gLLAQcdcdfffqcckwsj toroidal gLLAQccddfffqfjfwcv toroidal gLLAQccddfffaojfwcr reducible gLLAQccddfffqfrfwcr toroidal gLLAQccddfffqfvfwcv toroidal gLLAQccddfffqfvfwcr toroidal gLLAQccddfffqfrfwcv toroidal gLLAQccddfffabvoobj toroidal gLLAQcdcdfffaccccbw reducible gLLAQccddfffabvonbv toroidal gLLAQcdcdfffqcckwcv toroidal gLLAQccddfffqfjfwsj toroidal gLLAQcdcdfffacccvcj reducible gLLAQcdcdfffqcckvcj toroidal gLLAQccddfffqfjfscj toroidal gLLAQccddfffaojfscj reducible gLMLQbbdfeffhudrwbb SFS[D(3,1)(2,1)] gLLAQccddfffqfrfwsj toroidal gLLAQccddfffqfvfscj toroidal gLLAQccddfffaorfwsj SFS[D(3,1)(2,1)] gLMLQbbdfeffhuerwbb SFS[D(3,1)(2,1)] gLLAQccddfffqfvfwsj SFS[D(3,1)(2,1)] gLLAQccddfffqfrfscj toroidal gLLAQccddfffaorfscj SFS[D(3,1)(2,1)] gLLAQccddfffabvoojv toroidal gLLAQcdcdfffacccbjw reducible gLLAQcdcdfffqcckwcr toroidal gLLAQccddfffqfjfwrj toroidal gLLAQcdcdfffacccscj reducible gLLAQcdcdfffqcckscj toroidal gLLAQccddfffqfjfvcj toroidal gLLAQccddfffaojfvcj reducible gLMLQbbdfeffdudrwbb SFS[D(3,1)(2,1)] gLLAQccddfffqfrfwrj toroidal gLLAQccddfffqfvfvcj toroidal gLLAQccddfffaorfwrj SFS[D(3,1)(2,1)] gLMLQbbdfeffduerwbb SFS[D(3,1)(2,1)] gLLAQccddfffqfvfwrj SFS[D(3,1)(2,1)] gLLAQccddfffqfrfvcj toroidal gLLAQccddfffaorfvcj SFS[D(3,1)(2,1)] gLLAQcdcdfffagvfjnb reducible gLLAQcdcdffflgvfjnb toroidal gLLAQcdcdffflgvfrsc toroidal gLLAQccddfffaonbkbs reducible gLLAQcdcdfffacccbjn reducible gLLAQcdcdfffagvfkbs reducible gLLAQcdcdffflgvfkbs toroidal gLLAQcdcdffflgvfnro toroidal gLLAQcdcdfffacvvbjn toroidal gLLAQccddfffaobvcgo reducible gLLAQccddfffaonbgjk reducible gLLAQccddfffaobvfvg SFS[A(2,1)] gLLAQccddfffdwvccbf reducible gLLAQccddfffakvfkwo reducible gLLAQccddfffaofbocg reducible gLLAQccddfffaofsocg reducible gLLAQccddffftnvgkwo toroidal gLLAQccddfffabvkfnw toroidal gLLAQccddffflnvgkwo toroidal gLLAQccddfffaokrcgo reducible gLLAQccddfffanvnfvg reducible gLLAQccddfffanvnvws reducible gLLAQccddfffakbfrsc SFS[D(2,1)(2,1)] gLLAQccddffflkbfrsc toroidal gLLAQccddffftkbfrsc toroidal gLMLQbbdefffmihgncb reducible gLMLQbbdefffmihgnfb reducible gLLAQcdcdfffuccvkbs toroidal gLLAQcdcdfffpcsokbs toroidal gLLAQccddffftnbjrsc toroidal gLLAQccddfffanbjrsc toroidal gLLAQccddffflnbjrsc toroidal gLLAQccddffftnnbkwo toroidal gLLAQccddfffannbkwo toroidal gLLAQccddffflnnbkwo toroidal gLLAQccddffflnrnfvg SFS[D(5,2)(2,1)] gLLAQccddfffanjnfvg toroidal gLLAQccddffflnjnfvg SFS[D(4,1)(2,1)] gLLAQccddfffabbjrsc toroidal gLLAQccddfffajbjrsc toroidal gLLAQcdcdfffqcckvrj toroidal gLLAQccddfffqfjfscr toroidal gLLAQcdcdfffacccvrj reducible gLLAQcdcdfffqcckwsv toroidal gLLAQccddfffqfjfwsv toroidal gLLAQccddfffaojfscr reducible gLLAQccddfffakfbvgf SFS[D(2,1)(2,1)] gLLAQccddfffqfrfscr SFS[D(5,2)(2,1)] gLLAQccddfffqfkrwok SFS[D(4,1)(2,1)] gLLAQccddfffqfvfwsv SFS[D(3,1)(2,1)] gLLAQccddfffqfvnwsv SFS[D(3,1)(2,1)] gLLAQccddfffhkfgvgf reducible gLLAQccddfffaokrwok SFS[D(2,1)(2,1)] gLLAQccddfffaofsvgf SFS[D(2,1)(2,1)] gLLAQccddfffhgvgscr toroidal gLLAQcdcdfffasgbvrj toroidal gLLAQccddfffqfvfscr toroidal gLLAQcdcdfffhsbbvrj toroidal gLLAQccddfffabvgscr toroidal gLLAQccddfffqfrfwsv toroidal gLLAQccddfffabvonbj toroidal gLLAQccddfffqfkfjnb toroidal gLLAQcdcdfffhgbbbfc toroidal gLLAQccddfffqfbfgjk toroidal gLLAQccddfffhgbggjk toroidal gLLAQccddfffabbggjk toroidal gLLAQcdcdfffaccoocg toroidal gLLAQcdcdfffafccbfc toroidal gLLAQccddfffabfccbf toroidal gLLAQcdcdfffagggocg reducible gLLAQccddffflnnnjnb reducible gLLAQccddfffannnjnb reducible gLLAQcdcdfffaggggjk reducible gLLAQccddfffabbbnbj reducible gLLAQccddfffajjjbjn reducible gLLAQccddffflnnnnro reducible gLLAQccddfffannnnro reducible gLLAQccddfffabbbbfc toroidal gLLAQccddfffaojfbjn reducible gLLAQccddffflnvjjkg toroidal gLLAQccddfffajfnnro toroidal gLLAQccddfffljfnnro toroidal gLLAQccddfffajrjbjn reducible gLLAQccddfffabvjjkg toroidal gLLAQccddffflnwnnro toroidal gLLAQccddfffanfnnro reducible gLLAQccddffflnfnnro toroidal gLLAQccddffflnsbbfc toroidal gLLAQccddfffabfnnro toroidal gLLAQccddffflbfnnro toroidal gLLAQccddfffpvfonro toroidal gLLAQccddfffpvwojnb toroidal gLLAQccddfffpvfrnro toroidal gLLAQccddffflkvfjkg toroidal gLLAQccddfffaofsnro SFS[D(2,1)(2,1)] gLLAQccddfffpvfnnro toroidal gLLAQccddfffpvscnbj toroidal gLLAQccddfffaokrbfc SFS[D(2,1)(2,1)] gLLAQccddfffakvbwok reducible gLLAQccddfffaosfocg reducible gLLAQcdcdfffasvbjnb reducible gLLAQccddfffaoswocg reducible gLLAQccddfffhovgskb SFS[D(2,1)(2,1)] gLLAQccddfffaovsskb reducible gLLAQccddfffaoswwfn reducible gLLAQcdcdfffasvbgjk reducible gLLAQccddfffaowvgoc reducible gLLAQcdcdfffavvvnbj toroidal gLLAQccddfffhovgwok reducible gLLAQccddfffajvrbfc toroidal gLLAQccddfffaovscgo reducible gLLAQccddfffhovgcgo SFS[D(2,1)(2,1)] gLLAQccddfffakvbbfc reducible gLLAQccddfffhovgbfc reducible gLLAQccddfffaosfnro reducible gLLAQccddfffaoswnro SFS[D(3,1)(2,1)] gLLAQccddfffakvbskb SFS[D(3,1)(2,1)] gLLAQccddfffaoswvgf SFS[D(3,1)(2,1)] gLLAQccddfffaowvjkg toroidal gLLAQccddfffaovswok SFS[D(3,1)(2,1)] gLLAQccddfffakvbcgo SFS[D(3,1)(2,1)] gLLAQccddfffaovsbfc SFS[D(3,1)(2,1)] gLLAQccddffflovbcgo toroidal gLLAQccddffflovbbfc toroidal gLLAQccddfffaobwwfn reducible gLLAQccddfffaonjvrj reducible gLLAQccddffftnnfjkg toroidal gLLAQccddfffabbkwfn toroidal gLLAQccddffflnnfjkg toroidal gLLAQccddfffakjbbfc reducible gLLAQccddfffaojbbfc reducible gLLAQccddfffaobfocg reducible gLLAQccddfffaokwwfn reducible gLLAQccddfffaofjvrj reducible gLLAQccddfffakrbbfc reducible gLLAQccddfffaojbcgo reducible gLLAQccddfffhfvrrjv toroidal gLMLQbbdefffdeacfcb toroidal gLLAQcdcdfffascrrsc reducible gLLAQccddffflnvnrjv SFS[A(2,1)] gLLAQccddfffanvnrjv toroidal gLLAQccddfffdwvfrjv reducible gLLAQcdcdffflvvvfvg toroidal gLLAQccddfffdkvfrjv reducible gLLAQccddfffdovfrjv reducible gLLAQccddfffpovvrjv SFS[A(2,1)] gLLAQccddfffabvorjv toroidal gLMLQbbdefffdedcfbb SFS[A(2,1)] gLMLQbbdefffdedcfcb toroidal gLMLQbbdefffdedcffb toroidal gLLAQccddfffaobfkbs reducible gLLAQcdcdfffacvbrsc toroidal gLLAQcdcdfffaccrrsc reducible gLLAQcdcdfffafvvfvg toroidal gLLAQcdcdffflgvvfvg toroidal gLLAQcdcdffflfvvfvg toroidal gLLAQccddfffaofvfnw reducible gLLAQccddfffakjfvrj reducible gLLAQcdcdfffqcckscr toroidal gLLAQccddfffaobjskb reducible gLLAQccddfffqfjfvrj toroidal gLLAQccddffflnnnwfn toroidal gLLAQccddfffannnwfn reducible gLLAQccddfffajjjvrj toroidal gLLAQccddfffhojsvrj toroidal gLLAQccddfffpoboskb toroidal gLLAQccddfffabbbskb reducible gLLAQccddffflojfvrj toroidal gLLAQccddfffaobrskb reducible gLLAQccddfffakvfvrj reducible gLMLQbbdfeffdedrwbb toroidal gLLAQcdcdfffafvfvgf SFS[A(2,1)] gLLAQccddfffaofbwfn reducible gLLAQccddfffaofswfn reducible gLLAQccddfffqfvfvrj toroidal gLLAQcdcdfffarvvscr toroidal gLLAQccddfffhovsvrj toroidal gLLAQccddfffajrjvrj toroidal gLLAQccddfffqfrfvrj toroidal gLLAQccddfffakrfvrj reducible gLLAQccddfffhorsvrj toroidal gLLAQccddffflovfvrj SFS[D(3,1)(2,1)] gLLAQccddffflorfvrj SFS[D(3,1)(2,1)] gLLAQccddfffaorwvrj reducible gLLAQccddfffaokjskb reducible gLLAQccddfffaokrskb reducible gLLAQccddfffaokvskb reducible gLMwQccddfffaihhqaq toroidal gLMwQccddfffaideade toroidal gLMwQccddfffailapaa toroidal gLMwQccddfffaiaiqaq reducible gLMwQccddfffaiiaaia SFS[A(3,1)] gLMwQccddfffaiiiaia SFS[A(3,1)] gLMwQccddfffaiiiaim toroidal gLMwQccddfffaiiaaii SFS[A(3,1)] gLMwQccddfffaiiaaim toroidal gLMwQccddfffaiimaim toroidal gLMwQccddfffaiqaqxx toroidal gLMwQccddfffaiamahh reducible gLMwQccddfffaiaiahh reducible gLMwQccddfffaiaxxex reducible gLMwQccddfffaihhahh reducible gLMwQccddfffailaahh toroidal gLMwQccddfffaiaxxqq reducible gLMwQccddfffaitlall reducible gLMwQccddfffaillall reducible gLMwQccddfffaialall reducible gLMwQccddfffaiaxdxx reducible gLMwQccddfffailauaa toroidal gLMwQccddfffaiaiala reducible gLMwQccddfffaippphp toroidal gLMwQccddfffaihhala toroidal gLMwQccddfffaiaipaa reducible gLMwQccddfffaiaxxmx reducible gLMwQccddfffaiamala reducible gLMwQccddfffaillatl reducible gLMwQccddfffaiappap reducible gLMwQccddfffaipuapu reducible gLMwQccddfffaialatl reducible gLMwQccddfffaialaal reducible gLMwQccddfffaiapuap reducible gLMwQccddfffaiaxhxh reducible gLMwQccddfffaiaxixx reducible gLMwQccddfffaipppdp toroidal gLMwQccddfffaihhata toroidal gLMwQccddfffaiamata reducible gLMwQccddfffdpimtux toroidal gLMwQccddfffalpldph toroidal gLMwQccddfffaltleua toroidal gLMwQccddfffalaldpa SFS[D(3,1)(3,2)] gLMwQccddfffallldpa SFS[D(3,1)(3,2)] gLMwQccddfffhpimtux toroidal gLMwQccddfffalpxdph toroidal gLMwQccddfffalaldua SFS[D(3,1)(3,1)] gLMwQccddfffalllepa SFS[D(3,1)(3,1)] gLMwQccddfffaltldua toroidal gLMwQccddfffallldua SFS[D(3,1)(3,1)] gLMwQccddfffalqaiqu toroidal gLMwQccddfffaldehdp toroidal gLMwQccddfffaltlexm toroidal gLMwQccddfffaltlqui toroidal gLMwQccddfffaliadph toroidal gLMwQccddfffaliadpd SFS[D(3,1)(2,1)] gLMwQccddfffalalppq SFS[D(3,1)(2,1)] gLMwQccddfffaliidph toroidal gLMwQccddfffalalddx SFS[D(3,1)(2,1)] gLMwQccddfffalalqpq SFS[D(3,1)(2,1)] gLMwQccddfffalimdph toroidal gLMwQccddfffalimdpd toroidal gLMwQccddfffalalmpq toroidal gLMwQccddfffalhhtal reducible gLMwQccddfffalalqaq reducible gLMwQccddfffalllhha SFS[A(2,1)] gLMwQccddfffaldehdh SFS[A(2,1)] gLMwQccddfffalaxexe reducible gLMwQccddfffalapexe SFS[D(3,1)(2,1)] gLMwQccddfffallldix toroidal gLMwQccddfffaldliqi m004(0,0) gLMwQccddfffalhlxme toroidal gLMwQccddfffalhlxmx m004(0,0) gLMwQccddfffalalhdu m004(0,0) gLMwQccddfffalpumex toroidal gLMwQccddfffalapexm toroidal gLMwQccddfffalaldxx SFS[D(3,1)(2,1)] gLMwQccddfffalalhha SFS[A(2,1)] gLMwQccddfffalalima SFS[A(2,1)] gLMwQccddfffalaldix toroidal gLMwQccddfffalalaxx reducible gLMwQccddfffalaxexm reducible gLMwQccddfffaldliqu toroidal gLMwQccddfffaxdeplx toroidal gLMwQccddfffaximutx toroidal gLMwQccddfffaxhhhxh toroidal gLMwQccddfffaxaxhha reducible gLMwQccddfffaxpumex reducible gLMwQccddfffimimdqt toroidal gLMwQccddfffdeimhpd toroidal gLMwQccddfffdltlpmq toroidal gLLAQbcddfffhjownoo toroidal gLLAQbcddfffaojogjj reducible gLLAQbcddfffejffwcw reducible gLLAQbcddfffhjoknoo toroidal gLLAQbcddfffljofgjj SFS[D(8,3)(3,1)] gLLAQcceefffhwxlalc toroidal gLLAQcceefffawxhpag SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkcff SFS[D(3,1)(2,1)] gLLAQbcddfffaccfcbb SFS[A(3,1)] gLLAQbcddfffacbfcbb toroidal gLLAQbdddfffhvkkkks SFS[D(3,1)(2,1)] gLLAQbcddfffacffcbb SFS[A(3,1)] gLLAQbdddfffhgkkkks SFS[D(7,3)(3,1)] gLLAQbdddfffakbrnrr toroidal gLLAQbdddfffakkkkwk toroidal gLLAQcceefffawxealc SFS[D(3,1)(2,1)] gLLAQbcddffftjffscs reducible gLLAQbcddfffljffscs reducible gLLAQcceefffakxhalc SFS[D(8,3)(3,1)] gLLAQcceefffawxhalc SFS[D(7,3)(3,1)] gLLAQbdddfffajkvkwk toroidal gLLAQbdddfffanrwkwk toroidal gLLAQbdddfffabfskwk reducible gLLAQcceefffakaupav SFS[D(3,1)(3,2)] gLLAQcceefffawaupav SFS[D(3,1)(3,1)] gLLAQbcddfffdkffssb reducible gLLAQcceefffakahals SFS[D(3,1)(3,1)] gLLAQcceefffakahpav reducible gLLAQcceefffawahals SFS[D(3,1)(3,2)] gLLAQbdddfffabkknrr SFS[D(3,1)(3,2)] gLLAQbdddfffajrrnrr SFS[D(3,1)(3,1)] gLLAQbdddfffanffnrr toroidal gLLAQbcddfffakffwow reducible gLLAQbdddfffabbrnrr reducible gLLAQcceefffaoauals SFS[D(3,1)(3,1)] gLLAQbdddfffabkkkwk SFS[D(3,1)(3,2)] gLLAQcceefffifxealc toroidal gLLAQcceefffqfxealc SFS[D(5,3)(3,1)] gLLAQbcddffftjofgjj SFS[D(4,1)(3,1)] gLLAQbcddffftsofscs toroidal gLLAQbcddffflsofscs toroidal gLLAQbcddfffajofgjj toroidal gLLAQbcddfffdkffsrs reducible gLLAQbcddfffljffssk SFS[D(3,1)(2,1)] gLLAQbcddffflsofssk SFS[D(4,1)(3,1)] gLLAQbcddfffaojojjr reducible gLLAQbcddfffakffwwf SFS[A(3,1)] gLLAQbcddfffacffbbk reducible gLLAQbcddfffacbfbbk reducible gLLAQbcddfffaccfbbk reducible gLLAQbcddfffajofjjr toroidal gLLAQbcddffftjffssk SFS[D(3,1)(2,1)] gLLAQbcddffftsofssk SFS[D(8,3)(3,1)] gLLAQbcddfffhjowoko toroidal gLLAQbcddfffhjokoko toroidal gLLAQbcddfffaojojbj toroidal gLLAQbcddfffejffwwn reducible gLLAQbcddfffhjokooc toroidal gLLAQbcddfffljofjjr SFS[D(8,3)(3,1)] gLLAQcceefffakxhatg toroidal gLLAQcceefffawxhatg toroidal gLLAQbdddfffhgkkfvf toroidal gLLAQcceefffhwxleeb SFS[D(7,4)(3,1)] gLLAQbcddfffaccfbnb reducible gLLAQbcddfffacbfbnb reducible gLLAQbdddfffabkkrcr SFS[D(3,1)(3,2)] gLLAQbdddfffanffrcr reducible gLLAQbdddfffajrrrcr SFS[D(3,1)(3,1)] gLLAQbdddfffabkkgkk SFS[D(3,1)(3,2)] gLLAQbdddfffakkkgkk reducible gLLAQbdddfffhgkkffn SFS[D(3,1)(2,1)] gLLAQbcddfffacffbnb reducible gLLAQbdddfffhvkkjkk SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkjkk SFS[D(7,5)(3,1)] gLLAQbdddfffakbrrrv SFS[D(5,4)(3,1)] gLLAQcceefffakaheen SFS[D(3,1)(3,1)] gLLAQcceefffawahatv SFS[D(3,1)(3,2)] gLLAQcceefffakahatv reducible gLLAQcceefffaoaueen SFS[D(3,1)(3,1)] gLLAQbdddfffabkkkkb SFS[D(3,1)(3,2)] gLLAQcceefffawxhddn SFS[D(3,1)(2,1)] gLLAQbcddfffakffsww reducible gLLAQbdddfffabbrrrv SFS[D(3,1)(2,1)] gLLAQcceefffawauatv SFS[D(3,1)(3,1)] gLLAQcceefffakauatv SFS[D(3,1)(3,2)] gLLAQcceefffakahuas SFS[D(3,1)(3,1)] gLLAQcceefffawahddj SFS[D(3,1)(3,2)] gLLAQcceefffakahddj toroidal gLLAQbdddfffabkkrrv SFS[D(3,1)(3,2)] gLLAQbdddfffanffrrv reducible gLLAQbdddfffajrrrrv SFS[D(3,1)(3,1)] gLLAQbcddffftjffvss SFS[D(3,1)(2,1)] gLLAQcceefffawxeeeb SFS[D(3,1)(2,1)] gLLAQbcddfffljffvss SFS[D(3,1)(2,1)] gLLAQcceefffakxheeb toroidal gLLAQcceefffawxheeb SFS[D(7,5)(3,1)] gLLAQbdddfffajkvkkb SFS[D(7,5)(3,1)] gLLAQbdddfffabfskkb SFS[D(3,1)(2,1)] gLLAQbdddfffanrwkkb SFS[D(5,4)(3,1)] gLLAQbdddfffabfsgkk SFS[D(3,1)(2,1)] gLLAQbdddfffajkvgkk SFS[D(7,5)(3,1)] gLLAQbdddfffanrwgkk SFS[D(5,4)(3,1)] gLLAQbdddfffabbrrcr SFS[D(3,1)(2,1)] gLLAQbdddfffakbrrcr SFS[D(5,4)(3,1)] gLLAQcceefffakxhuac SFS[D(8,3)(3,1)] gLLAQcceefffawxhuac SFS[D(7,3)(3,1)] gLLAQbdddfffhgkkkok SFS[D(7,3)(3,1)] gLLAQcceefffakxeuac toroidal gLLAQcceefffawxeuac toroidal gLLAQbdddfffhvkkkok toroidal gLLAQcceefffifxeuac toroidal gLLAQcceefffhwxluac SFS[D(7,2)(3,1)] gLLAQbcddffftsofvss SFS[D(8,3)(3,1)] gLLAQbcddffftjofjbj toroidal gLLAQbcddfffljofjbj toroidal gLLAQbcddfffajofjbj toroidal gLLAQcceefffqfxeeeb SFS[D(5,2)(3,1)] gLLAQbcddffflsofvss SFS[D(4,1)(3,1)] gLLAQbcddfffhjowooc toroidal gLLAQbcddffftjofjjr SFS[D(4,1)(3,1)] gLLAQbcddfffpbbvbjb toroidal gLLAQbcddfffaookoog reducible gLLAQbcddfffabcfcco reducible gLLAQbcddfffajosooc reducible gLLAQbcddfffaonoooc reducible gLLAQbcddfffmccgccg toroidal gLLAQbcddfffhvnwnbn toroidal gLLAQbcddfffajosoog reducible gLLAQbcddfffhvnfnbn toroidal gLLAQbcddfffabbfcco reducible gLLAQbcddfffaookooc reducible gLLAQbcddfffhvnfnjn toroidal gLLAQbdddfffhrnkrsr toroidal gLLAQcceefffaohmeer SFS[D(3,1)(2,1)] gLLAQcceefffakxhddw SFS[D(7,2)(3,1)] gLLAQcceefffaoxhddw SFS[D(3,1)(2,1)] gLLAQcceefffawxhddw SFS[D(5,1)(3,1)] gLLAQbdddfffhgkkrsr SFS[D(5,1)(3,1)] gLLAQbcddfffabbfccg reducible gLLAQbcddfffabcfccg reducible gLLAQbdddfffhgkkrcr SFS[D(5,4)(3,1)] gLLAQcceefffakaheeo SFS[D(3,1)(3,2)] gLLAQcceefffawahddk reducible gLLAQcceefffakahddk SFS[D(3,1)(3,1)] gLLAQcceefffaoaueeo SFS[D(3,1)(3,2)] gLLAQbdddfffabkkffn reducible gLLAQcceefffaohmddj SFS[D(3,1)(2,1)] gLLAQbcddfffabffccg reducible gLLAQcceefffaoauddk SFS[D(3,1)(3,1)] gLLAQbdddfffabkkffw reducible gLLAQcceefffakxheek SFS[D(7,5)(3,1)] gLLAQcceefffaoxheek SFS[D(3,1)(2,1)] gLLAQcceefffawxheek SFS[D(5,4)(3,1)] gLLAQbcddfffabffcco reducible gLLAQbdddfffhrnkrcr toroidal gLLAQbcddfffaonooog reducible gLLAQbcddfffhvnwnjn toroidal gLLAQbcddfffhjowowo toroidal gLLAQbcddfffhjokowo toroidal gLLAQbcddfffaojojnj toroidal gLLAQbcddfffacbfbjb reducible gLLAQbcddfffhjokoog toroidal gLLAQbcddfffljofjjv SFS[D(8,3)(3,1)] gLLAQbcddfffaojojjv reducible gLLAQbcddfffajofjjv toroidal gLLAQbcddfffakffwwn SFS[A(3,1)] gLLAQbcddfffacffbbs reducible gLLAQbcddfffacbfbbs reducible gLLAQbcddfffaccfbbs reducible gLLAQbcddfffhjowoog toroidal gLLAQbcddffftjofjjv SFS[D(4,3)(3,1)] gLLAQbcddfffaccfbjb reducible gLLAQbcddffflsofssb SFS[D(4,3)(3,1)] gLLAQbcddfffljffssb SFS[D(3,1)(2,1)] gLLAQbdddfffabbrrsr SFS[D(3,1)(2,1)] gLLAQbdddfffajkvjkk SFS[D(7,2)(3,1)] gLLAQbdddfffanrwjkk SFS[D(5,1)(3,1)] gLLAQbdddfffabfsjkk SFS[D(3,1)(2,1)] gLLAQbdddfffakbrrsr SFS[D(5,1)(3,1)] gLLAQcceefffakxhpac SFS[D(8,3)(3,1)] gLLAQcceefffawxhpac SFS[D(7,4)(3,1)] gLLAQbdddfffhgkkkwk SFS[D(7,4)(3,1)] gLLAQcceefffifxepac toroidal gLLAQcceefffhwxlpac SFS[D(7,5)(3,1)] gLLAQbcddffftsofwss SFS[D(8,3)(3,1)] gLLAQbcddffftjofjnj toroidal gLLAQbcddfffljofjnj toroidal gLLAQbcddfffajofjnj toroidal gLLAQcceefffqfxeddf SFS[D(5,3)(3,1)] gLLAQbcddffflsofwss SFS[D(4,3)(3,1)] gLLAQcceefffakxepac toroidal gLLAQcceefffawxepac toroidal gLLAQbdddfffhvkkkwk toroidal gLLAQbcddfffejffwwf reducible gLLAQbcddfffdkffscs reducible gLLAQbdddfffhgkkgkk SFS[D(7,2)(3,1)] gLLAQbdddfffhgkkffw SFS[D(3,1)(2,1)] gLLAQbcddfffacffbjb reducible gLLAQbdddfffhvkkgkk SFS[D(3,1)(2,1)] gLLAQbdddfffakbrrrj SFS[D(5,1)(3,1)] gLLAQbdddfffabkkjkk SFS[D(3,1)(3,1)] gLLAQbdddfffajrrrsr SFS[D(3,1)(3,2)] gLLAQbdddfffabkkrsr SFS[D(3,1)(3,1)] gLLAQbdddfffanffrsr reducible gLLAQbdddfffakkkjkk reducible gLLAQcceefffawxhees SFS[D(3,1)(2,1)] gLLAQbcddfffakffvww reducible gLLAQbdddfffabbrrrj SFS[D(3,1)(2,1)] gLLAQcceefffaoauddg SFS[D(3,1)(3,2)] gLLAQcceefffakahalv reducible gLLAQcceefffakahddg SFS[D(3,1)(3,2)] gLLAQcceefffawahalv SFS[D(3,1)(3,1)] gLLAQbdddfffabkkkks SFS[D(3,1)(3,1)] gLLAQcceefffawxhddf SFS[D(7,2)(3,1)] gLLAQcceefffakxhddf toroidal gLLAQbcddffftjffwss SFS[D(3,1)(2,1)] gLLAQcceefffawxeddf SFS[D(3,1)(2,1)] gLLAQbcddfffljffwss SFS[D(3,1)(2,1)] gLLAQbdddfffabfskks SFS[D(3,1)(2,1)] gLLAQbdddfffanrwkks SFS[D(5,1)(3,1)] gLLAQbdddfffajkvkks SFS[D(7,2)(3,1)] gLLAQcceefffakaheer toroidal gLLAQcceefffakahpas SFS[D(3,1)(3,2)] gLLAQcceefffawaheer SFS[D(3,1)(3,1)] gLLAQcceefffakaualv SFS[D(3,1)(3,1)] gLLAQcceefffawaualv SFS[D(3,1)(3,2)] gLLAQbdddfffajrrrrj SFS[D(3,1)(3,2)] gLLAQbdddfffabkkrrj SFS[D(3,1)(3,1)] gLLAQbdddfffanffrrj reducible gLLAQcceefffhwxlddf SFS[D(7,3)(3,1)] gLLAQcceefffawxhalg toroidal gLLAQcceefffakxhalg toroidal gLLAQbdddfffhgkkfgf toroidal gLLAQbcddffftsofssb SFS[D(8,3)(3,1)] gLLAQbcddffftjffssb SFS[D(3,1)(2,1)] gLLAQbcddfffhjowroo toroidal gLLAQbcddfffaojokjj reducible gLLAQbcddfffejffwjw reducible gLLAQbcddfffhjokroo toroidal gLLAQbcddfffljofkjj SFS[D(8,3)(3,1)] gLLAQcceefffhwxlatc toroidal gLLAQcceefffawxhuag SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkbff SFS[D(3,1)(2,1)] gLLAQbcddfffaccffbb SFS[A(3,1)] gLLAQbcddfffacbffbb toroidal gLLAQbdddfffhvkkkkb SFS[D(3,1)(2,1)] gLLAQbcddfffacfffbb SFS[A(3,1)] gLLAQbdddfffhgkkkkb SFS[D(7,4)(3,1)] gLLAQbdddfffakbrorr toroidal gLLAQbdddfffakkkkok toroidal gLLAQcceefffawxeatc SFS[D(3,1)(2,1)] gLLAQbcddffftjffsrs reducible gLLAQbcddfffljffsrs reducible gLLAQcceefffakxhatc SFS[D(8,3)(3,1)] gLLAQcceefffawxhatc SFS[D(7,4)(3,1)] gLLAQbdddfffajkvkok toroidal gLLAQbdddfffanrwkok toroidal gLLAQbdddfffabfskok reducible gLLAQcceefffakauuav SFS[D(3,1)(3,1)] gLLAQcceefffawauuav SFS[D(3,1)(3,2)] gLLAQbcddfffdkffssk reducible gLLAQcceefffakahats SFS[D(3,1)(3,2)] gLLAQcceefffakahuav reducible gLLAQcceefffawahats SFS[D(3,1)(3,1)] gLLAQbdddfffabkkorr SFS[D(3,1)(3,1)] gLLAQbdddfffajrrorr SFS[D(3,1)(3,2)] gLLAQbdddfffanfforr toroidal gLLAQbcddfffakffwkw reducible gLLAQbdddfffabbrorr reducible gLLAQcceefffaoauats SFS[D(3,1)(3,2)] gLLAQbdddfffabkkkok SFS[D(3,1)(3,1)] gLLAQcceefffifxeatc toroidal gLLAQcceefffqfxeatc SFS[D(5,2)(3,1)] gLLAQbcddffftjofkjj SFS[D(4,3)(3,1)] gLLAQbcddffftsofsrs toroidal gLLAQbcddffflsofsrs toroidal gLLAQbcddfffajofkjj toroidal gLLAQbcddfffhvnwnnw toroidal gLLAQbcddfffhvnfnnw toroidal gLLAQbcddfffajosroo toroidal gLLAQbcddfffpbbvbbk toroidal gLLAQbcddfffabcfcrc reducible gLLAQbcddfffaookoko reducible gLLAQbcddfffhvnfnnf toroidal gLLAQbcddfffabffbcc SFS[A(3,1)] gLLAQbcddfffabbfbcc SFS[A(3,1)] gLLAQbcddfffabcfbcc toroidal gLLAQbcddfffabffcsc reducible gLLAQbcddfffabcfcsc reducible gLLAQbcddfffabbfcsc reducible gLLAQbcddfffaoffnoo reducible gLLAQbcddfffacooroo reducible gLLAQbcddfffacoooko reducible gLLAQbcddfffaonoowo toroidal gLLAQbcddfffaononoo reducible gLLAQbcddfffaookowo reducible gLLAQbcddfffaooknoo toroidal gLLAQbcddfffajosnoo toroidal gLLAQbcddfffacgggfg reducible gLLAQbcddfffacoonoo reducible gLLAQbcddfffajosowo reducible gLLAQbcddfffacgggvg reducible gLLAQbcddfffacooowo reducible gLLAQbcddfffaonoroo reducible gLLAQbcddfffhvnwnnf toroidal gLLAQbcddfffmccgbcc reducible gLLAQbcddfffhvnwonn toroidal gLLAQbcddfffajosoko reducible gLLAQbcddfffhvnfonn toroidal gLLAQbcddfffabbfcrc reducible gLLAQbcddfffaookroo toroidal gLLAQbcddfffhvnfrnn toroidal gLLAQbdddfffhrnknrr toroidal gLLAQcceefffaohmpav SFS[D(3,1)(2,1)] gLLAQcceefffakxhalo SFS[D(7,5)(3,1)] gLLAQcceefffaoxhalo SFS[D(3,1)(2,1)] gLLAQcceefffawxhalo SFS[D(5,4)(3,1)] gLLAQbdddfffhgkknrr SFS[D(5,4)(3,1)] gLLAQbcddfffabbffcc SFS[A(3,1)] gLLAQbcddfffabcffcc toroidal gLLAQbdddfffabkkfvf toroidal gLLAQbdddfffabkkbff reducible gLLAQbdddfffafffbff reducible gLLAQbdddfffhgkkrrv toroidal gLLAQbdddfffhgkkorr SFS[D(5,1)(3,1)] gLLAQbcddfffaoffoko reducible gLLAQcceefffakahatw SFS[D(3,1)(3,1)] gLLAQcceefffawahalw toroidal gLLAQcceefffakahalw SFS[D(3,1)(3,2)] gLLAQcceefffaoauatw SFS[D(3,1)(3,1)] gLLAQbdddfffabkkfgf toroidal gLLAQcceefffaoxhuao reducible gLLAQcceefffakxhuao toroidal gLLAQcceefffawxhuao toroidal gLLAQcceefffaohmuav SFS[D(3,1)(2,1)] gLLAQbcddfffabfffcc SFS[A(3,1)] gLLAQcceefffaoaualw SFS[D(3,1)(3,2)] gLLAQcceefffakahpaw SFS[D(3,1)(3,1)] gLLAQcceefffawahpaw reducible gLLAQcceefffakahuaw SFS[D(3,1)(3,2)] gLLAQbdddfffabkkcff reducible gLLAQcceefffaohmatv reducible gLLAQcceefffakxhato SFS[D(7,2)(3,1)] gLLAQcceefffaoxhato SFS[D(3,1)(2,1)] gLLAQcceefffawxhato SFS[D(5,1)(3,1)] gLLAQbcddfffabffcrc reducible gLLAQbdddfffhrnkorr toroidal gLLAQcceefffaoxhpao reducible gLLAQcceefffakxhpao toroidal gLLAQcceefffawxhpao toroidal gLLAQcceefffaohmalv reducible gLLAQbdddfffhgkkrrj toroidal gLLAQbcddfffaonooko toroidal gLLAQbcddfffhvnwrnn toroidal gLLAQbcddfffmccgbjc toroidal gLLAQbcddfffakffvow SFS[D(3,1)(3,2)] gLLAQcceefffaoauler SFS[D(3,1)(3,2)] gLLAQbcddfffmkffsbv SFS[D(2,1)(2,1)] gLLAQbcddfffakffskw SFS[D(3,1)(3,2)] gLLAQcceefffaoauidj SFS[D(3,1)(3,2)] gLLAQcceefffaoleemb SFS[D(2,1)(2,1)] gLLAQcceefffdwxlutc SFS[D(2,1)(2,1)] gLLAQbcddfffabcfcro toroidal gLLAQbcddfffabffcsg SFS[D(3,1)(3,2)] gLLAQbcddfffabcfcsg toroidal gLLAQbcddfffabbfcsg SFS[D(3,1)(3,2)] gLLAQbcddfffabbfcro SFS[D(3,1)(3,2)] gLLAQbcddfffabffcro SFS[D(3,1)(3,2)] gLLAQcceefffaoaudpj SFS[D(3,1)(3,2)] gLLAQbcddfffmccgbwc toroidal gLLAQbcddfffakffvkw SFS[D(3,1)(3,1)] gLLAQcceefffaoauqer SFS[D(3,1)(3,1)] gLLAQbcddfffabcfcrg toroidal gLLAQbcddfffabffcso SFS[D(3,1)(3,1)] gLLAQbcddfffabcfcso toroidal gLLAQbcddfffabbfcso SFS[D(3,1)(3,1)] gLLAQbcddfffabbfcrg SFS[D(3,1)(3,1)] gLLAQbcddfffabffcrg SFS[D(3,1)(3,1)] gLLAQcceefffaoaudhj SFS[D(3,1)(3,1)] gLLAQcceefffaoauptv SFS[D(3,1)(3,1)] gLLAQbcddfffakffsow SFS[D(3,1)(3,1)] gLLAQcceefffaoauexr SFS[D(3,1)(3,1)] gLLAQbcddfffaknfgns SFS[A(3,1)] gLLAQbcddfffajssgns reducible gLLAQbcddfffacccwcj reducible gLLAQbcddfffajsssgn reducible gLLAQbcddfffaccccjw reducible gLLAQbcddfffaknwgns SFS[A(3,1)] gLLAQbcddfffmkffgfv T2xI gLLAQbcddfffebffvgf T2xI gLLAQbcddfffdfbfjwc SFS[A(5,2)] gLLAQbcddfffebbfgfv SFS[A(4,1)] gLLAQcceefffdwxlimc T2xI gLLAQcceefffaoleimg T2xI gLLAQbcddffflbffcjw T2xI gLLAQbcddfffdfbkbvo m388(0,0)(0,0) gLLAQbcddfffebbkcrs m357(0,0)(0,0) gLLAQbcddffflsffcjw SFS[A(2,1)] gLLAQbcddfffdfnfnsg toroidal gLLAQbcddfffebnfokw SFS[A(2,1)] gLLAQbcddffflsgjcjw m129(0,0)(0,0) gLLAQbcddffflrwncjw m366(0,0)(0,0) gLLAQbcddffflccscjw s831(0,0)(0,0) gLLAQbcddffflrwfcjw m292(0,0)(0,0) gLLAQbcddffflccrcjw s883(0,0)(0,0) gLLAQbcddfffaknfsgn toroidal gLLAQbcddfffajrssgn SFS[A(3,1)] gLLAQbcddfffaccrcjw SFS[A(3,1)] gLLAQbcddffflkffcjw T2xI gLLAQbcddfffdfjrjwc m328(0,0)(0,0) gLLAQbcddfffebjrgfv m329(0,0)(0,0) gLLAQbcddfffaknrobv SFS[A(2,1)] gLLAQbcddfffesffgfv SFS[A(2,1)] gLLAQbcddfffakjkgns m125(0,0)(0,0) gLLAQbcddfffebffgfv T2xI gLLAQbcddfffdfbfwcj SFS[A(5,2)] gLLAQbcddfffebjvgfv toroidal gLLAQbcddfffakbfcjw m202(0,0)(0,0) gLLAQbcddfffebnwokw m202(0,0)(0,0) gLLAQbcddfffajvfsgn m125(0,0)(0,0) gLLAQbcddfffebbscrs m329(0,0)(0,0) gLLAQbcddfffabbfcjw SFS[A(2,1)] gLLAQbcddfffekffgfv T2xI gLLAQbcddfffakorobv toroidal gLLAQbcddfffakgkgns toroidal gLLAQbcddfffdfcfjwc toroidal gLLAQbcddfffdfjvjwc toroidal gLLAQbcddfffakcfcjw m125(0,0)(0,0) gLLAQbcddfffdfnwnsg m125(0,0)(0,0) gLLAQbcddfffajgfsgn toroidal gLLAQbcddfffdfbsbvo m328(0,0)(0,0) gLLAQbcddfffabcfcjw toroidal gLLAQbcddfffakrrobv SFS[A(2,1)] gLLAQbcddfffhwkkvob SFS[A(2,1)] gLLAQbcddffftsffwcj T2xI gLLAQbcddfffakkkgns toroidal gLLAQbcddfffackkwcj SFS[A(2,1)] gLLAQbcddfffajffgns SFS[A(2,1)] gLLAQbcddffflsffwcj T2xI gLLAQbcddfffdfffwcj T2xI gLLAQbcddfffpfffwcj T2xI gLLAQbcddfffhfffwcj SFS[A(2,1)] gLLAQbcddfffhwrrwcj toroidal gLLAQbcddfffhnkkwcj SFS[A(2,1)] gLLAQcceefffaoeiimw T2xI gLLAQbcddffftkffcjw T2xI gLLAQbcddfffakffcjw SFS[A(2,1)] gLLAQbcddffftsffcjw SFS[A(2,1)] gLLAQbcddfffajffsgn toroidal gLLAQbcddffftbffcjw T2xI gLLAQbcddfffabffcjw SFS[A(2,1)] gLLAQbcddfffdgffjwc T2xI gLLAQbcddfffhwffsgn SFS[A(2,1)] gLLAQbcddfffdfffjwc T2xI gLLAQbcddfffdvffjwc SFS[A(2,1)] gLLAQbcddffftrwncjw m203(0,0)(0,0) gLLAQbcddffftccscjw s596(0,0)(0,0) gLLAQbcddfffaknwsgn toroidal gLLAQbcddfffajcssgn SFS[A(3,1)] gLLAQbcddfffaccscjw SFS[A(3,1)] gLLAQbcddfffaobvbvo toroidal gLLAQbcddfffajssnsg reducible gLLAQbcddfffacccjwc reducible gLLAQbcddfffacnsnsg toroidal gLLAQbcddfffmccgrsc toroidal gLLAQbcddfffebfffvg SFS[A(2,1)] gLLAQbcddfffdfbfcjw toroidal gLLAQbcddfffebbffvg toroidal gLLAQbcddffflsffjwc T2xI gLLAQbcddfffaknfnsg SFS[A(3,1)] gLLAQbcddfffdfcfcjw toroidal gLLAQbcddffftsffjwc T2xI gLLAQbcddfffajffnsg SFS[A(2,1)] gLLAQbcddfffdfffcjw SFS[A(2,1)] gLLAQbcddfffaknwnsg SFS[A(3,1)] gLLAQbcddfffdfcfvkn toroidal gLLAQbcddfffaknfvck toroidal gLLAQbcddfffajssojf reducible gLLAQbcddfffaknwvck toroidal gLLAQbcddfffebffsoj SFS[D(2,1)(2,1)] gLLAQbcddfffebbfsoj toroidal gLLAQbcddfffdfbfvkn toroidal gLLAQbcddfffdfffvkn SFS[D(2,1)(2,1)] gLLAQbcddffftsffsof SFS[D(2,1)(2,1)] gLLAQbcddfffajffojf toroidal gLLAQbcddffflsffsof SFS[D(2,1)(2,1)] gLLAQbcddfffajssjfo reducible gLLAQbcddfffaknfkvc toroidal gLLAQbcddffflsfffso SFS[D(2,1)(2,1)] gLLAQbcddfffebffjso SFS[D(2,1)(2,1)] gLLAQbcddfffdfbfknv toroidal gLLAQbcddfffebbfjso toroidal gLLAQbcddfffdfcfknv toroidal gLLAQbcddfffdfffknv SFS[D(2,1)(2,1)] gLLAQbcddffftsfffso SFS[D(2,1)(2,1)] gLLAQbcddfffajffjfo toroidal gLLAQbcddfffaknwkvc toroidal gLLAQbcddfffacccknv reducible gLLAQcceefffaoauxpg m004(0,0) gLLAQbcddfffmccgnfj toroidal gLLAQbcddfffakffbso m004(0,0) gLLAQcceefffaoaulxo m004(0,0) gLLAQbcddfffakffkbv m004(0,0) gLLAQcceefffaoauihg m004(0,0) gLLAQbcddfffabffson m004(0,0) gLLAQbcddfffabcfson toroidal gLLAQbcddfffabbfson m004(0,0) gLLAQbcddfffabbfgnr m004(0,0) gLLAQbcddfffabcfgnr toroidal gLLAQbcddfffabffgnr m004(0,0) gLLAQcceefffaoauipk m004(0,0) gLLAQbcddfffacccgog reducible gLLAQbcddfffaccgcgg SFS[A(2,1)] gLLAQbcddfffaccgcgc SFS[A(2,1)] gLLAQbcddfffaocgcgc toroidal gLLAQbcddfffmrwsogo toroidal gLLAQbcddfffmrwsogg toroidal gLLAQbcddfffaogogoo SFS[A(2,1)] gLLAQbcddfffmgocgcg m129(0,0)(0,0) gLLAQbcddfffaogogog SFS[A(2,1)] gLLAQbcddfffmgocgcc m129(0,0)(0,0) gLLAQbcddffftsrfoco m015(0,0) gLLAQbcddffflsrfoco SFS[D(4,1)(2,1)] gLLAQbcddfffajkfgoo m004(0,0) gLLAQcceefffdwlladk SFS[D(5,2)(2,1)] gLLAQbcddfffdfrfjjb SFS[D(5,2)(2,1)] gLLAQbcddfffebrfgcg SFS[D(4,1)(2,1)] gLLAQbcddfffmbrfgcg m015(0,0) gLLAQbcddfffhkkfbnn m004(0,0) gLLAQbcddffftsrfocc m015(0,0) gLLAQbcddfffajkfgog m004(0,0) gLLAQcceefffdwlleaw SFS[D(5,2)(2,1)] gLLAQbcddffflsrfocc SFS[D(4,1)(2,1)] gLLAQbcddfffebrfgcc SFS[D(4,1)(2,1)] gLLAQbcddfffdfrfjbb SFS[D(5,2)(2,1)] gLLAQbcddfffhkkfbbn m004(0,0) gLLAQbcddfffmbrfgcc m015(0,0) gLLAQbcddfffakffgoo SFS[D(3,1)(2,1)] gLLAQcceefffaoaueak SFS[D(3,1)(2,1)] gLLAQbcddfffakffgog SFS[D(3,1)(2,1)] gLLAQcceefffaoauado SFS[D(3,1)(2,1)] gLLAQbcddfffhwkfvsv SFS[D(3,1)(3,2)] gLLAQbcddfffpokfgog m015(0,0) gLLAQbcddfffabcfvrr toroidal gLLAQbcddffflsnjwws m009(0,0) gLLAQbcddfffabrfvvw m004(0,0) gLLAQbcddfffabjbvvw SFS[D(3,1)(2,1)] gLLAQbcddfffabffssv SFS[D(3,1)(2,1)] gLLAQbcddfffabbfssv SFS[D(3,1)(2,1)] gLLAQbcddfffabcfssv toroidal gLLAQbcddfffabbwssv reducible gLLAQbcddfffabbnssv SFS[D(3,1)(2,1)] gLLAQbcddfffabnjwws toroidal gLLAQbcddfffaknwjjb reducible gLLAQbcddfffajsskbk reducible gLLAQbcddfffakofjjb SFS[D(3,1)(3,1)] gLLAQbcddfffakrfjjb SFS[D(3,1)(3,2)] gLLAQbcddfffaknfjjb reducible gLLAQbcddfffajffvvw SFS[A(2,1)] gLLAQbcddfffaknjwws SFS[D(3,1)(2,1)] gLLAQbcddfffajssvvw reducible gLLAQbcddfffajwsnnj SFS[D(3,1)(2,1)] gLLAQbcddfffmrwnjrj m032(0,0) gLLAQbcddfffmccgbkb toroidal gLLAQbcddfffhokfgog m004(0,0) gLLAQbcddfffabbfvrr SFS[D(3,1)(2,1)] gLLAQbcddffflvkfbbn m015(0,0) gLLAQbcddffflvsvbbn m032(0,0) gLLAQbcddffflsffbbn T2xI gLLAQbcddfffaknfwff SFS[A(3,1)] gLLAQbcddffferwnkkr m006(0,0) gLLAQbcddfffajksrjr SFS[D(3,1)(2,1)] gLLAQbcddffferkfkkr SFS[D(5,2)(2,1)] gLLAQbcddffferwfkkr toroidal gLLAQbcddfffebbfkkr reducible gLLAQbcddfffdfbfsrr reducible gLLAQbcddfffebbwkkr SFS[D(4,1)(3,1)] gLLAQbcddfffebbnkkr SFS[D(4,3)(3,1)] gLLAQbcddfffdowngog m016(0,0) gLLAQbcddfffajkbrjr toroidal gLLAQbcddfffdokfgog SFS[D(4,1)(2,1)] gLLAQbcddfffdowfgog SFS[D(5,2)(2,1)] gLLAQbcddfffdfbfgog reducible gLLAQbcddfffdfcfgog reducible gLLAQbcddfffdfbwgog SFS[D(5,2)(3,1)] gLLAQbcddfffdfbngog SFS[D(5,3)(3,1)] gLLAQbcddfffajkkrjr SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkgvv SFS[D(2,1)(2,1)] gLLAQbdddfffabkkjvv SFS[D(3,1)(2,1)] gLLAQbcddfffhkkkffg SFS[D(2,1)(2,1)] gLLAQbcddfffajffkbk reducible gLLAQbcddfffakffvrr SFS[D(3,1)(2,1)] gLLAQbcddfffabffvrr SFS[D(3,1)(2,1)] gLLAQbcddfffacrrwff SFS[D(3,1)(2,1)] gLLAQbcddfffajrrfnf SFS[D(3,1)(2,1)] gLLAQcceefffawxhllf SFS[D(2,1)(2,1)] gLLAQcceefffakahppr SFS[D(3,1)(2,1)] gLLAQcceefffakaheaj reducible gLLAQcceefffawaheaj SFS[D(3,1)(2,1)] gLLAQbcddfffhjkkkko SFS[D(2,1)(2,1)] gLLAQcceefffaoauadn SFS[D(3,1)(2,1)] gLLAQbdddfffabkkggj SFS[D(3,1)(2,1)] gLLAQcceefffawxhadb SFS[D(7,3)(2,1)] gLLAQcceefffakxhadb SFS[D(8,3)(2,1)] gLLAQbdddfffhgkkjgj SFS[D(7,3)(2,1)] gLLAQbcddffftvkfbbn SFS[D(4,1)(2,1)] gLLAQbcddfffmkcbvjj m009(0,0) gLLAQbcddffftsffbbn T2xI gLLAQbcddfffaknwwff SFS[A(3,1)] gLLAQbdddfffmkbsrvr SFS[D(5,2)(2,1)] gLLAQbcddfffacjvkbk m004(0,0) gLLAQbcddfffmgbswnn m015(0,0) gLLAQbcddfffpoobrjr m129(0,0)(0,0) gLLAQbcddfffdfcffbf toroidal gLLAQbcddfffabbkffc reducible gLLAQbcddffflsnwrro m007(0,0) gLLAQbcddffflsnfrro toroidal gLLAQbcddfffajwfkko SFS[D(3,1)(3,1)] gLLAQbcddfffaknfrro reducible gLLAQbcddfffabnfrro SFS[D(3,1)(3,2)] gLLAQbcddfffabjrkkg SFS[D(3,1)(3,1)] gLLAQbcddfffabcfkko toroidal gLLAQbcddfffaokwkko reducible gLLAQbcddfffabksrro toroidal gLLAQbcddfffajwwkko reducible gLLAQbcddfffajssrrc reducible gLLAQbcddfffabnnrro reducible gLLAQbcddfffaccvffg SFS[A(2,1)] gLLAQbcddfffakjjkkg reducible gLLAQbcddfffabjjkkg reducible gLLAQbcddfffabbsffc reducible gLLAQbcddffftsnwrro m036(0,0) gLLAQbcddfffajwnkko SFS[D(3,1)(3,2)] gLLAQbcddfffaknwrro reducible gLLAQbcddfffabnwrro SFS[D(3,1)(3,1)] gLLAQbcddfffabjvkkg SFS[D(3,1)(3,2)] gLLAQbcddfffaknvffg reducible gLLAQbcddfffhvfffnf SFS[D(2,1)(2,1)] gLLAQbcddfffhorrfnf SFS[D(7,2)(2,1)] gLLAQbcddfffhbkkfnf SFS[D(5,1)(2,1)] gLLAQbcddfffhoffkbk SFS[D(2,1)(2,1)] gLLAQbcddfffhokkrjr SFS[D(5,1)(2,1)] gLLAQbcddffferwbnng m038(0,0) gLLAQbcddfffdowbrjr m137(0,0) gLLAQbcddfffabkbrro SFS[D(3,1)(2,1)] gLLAQbcddfffaokokko reducible gLLAQbcddfffabbfkko SFS[D(3,1)(2,1)] gLLAQbcddfffebffbbc T2xI gLLAQbcddfffdfbffbf SFS[A(5,2)] gLLAQbcddfffebbfbbc SFS[A(4,1)] gLLAQbcddfffabfbffc SFS[A(3,1)] gLLAQbcddfffabbfkkg SFS[D(3,1)(2,1)] gLLAQbcddfffabcfkkg toroidal gLLAQbcddfffabrrffc reducible gLLAQbcddfffabkkrro SFS[D(3,1)(2,1)] gLLAQbcddfffaokkkko reducible gLLAQbcddfffabffkko SFS[D(3,1)(2,1)] gLLAQcceefffaoaullk SFS[D(3,1)(2,1)] gLLAQbcddfffakffkkg SFS[D(3,1)(2,1)] gLLAQbcddfffajffrrc reducible gLLAQbcddfffabffkkg SFS[D(3,1)(2,1)] gLLAQbcddfffdffffbf T2xI gLLAQbcddfffabcbffc SFS[A(3,1)] gLLAQbcddfffabgbkjk SFS[A(2,1)] gLLAQbcddfffabovrnr SFS[A(2,1)] gLLAQbcddfffabgbjjk SFS[A(2,1)] gLLAQbcddfffabovnnr SFS[A(2,1)] gLLAQbcddfffabofjjk m004(0,0) gLLAQbcddfffakffssr SFS[D(3,1)(2,1)] gLLAQbcddfffacccsrr reducible gLLAQbcddffflvffvvf T2xI gLLAQbcddfffabofkjk m004(0,0) gLLAQcceefffaohmlag SFS[D(2,1)(2,1)] gLLAQcceefffakxhapb SFS[D(7,2)(2,1)] gLLAQcceefffaoxhapb SFS[D(2,1)(2,1)] gLLAQcceefffawxhapb SFS[D(5,1)(2,1)] gLLAQbdddfffhgkkjvj SFS[D(5,1)(2,1)] gLLAQbdddfffabkkgvv reducible gLLAQbdddfffhgkkjvv SFS[D(5,1)(2,1)] gLLAQcceefffaoaulaj SFS[D(3,1)(2,1)] gLLAQbcddfffakffsrr SFS[D(3,1)(2,1)] gLLAQcceefffaohmllg SFS[D(2,1)(2,1)] gLLAQcceefffaoauapn SFS[D(3,1)(2,1)] gLLAQcceefffakahlaj SFS[D(3,1)(2,1)] gLLAQcceefffawahlaj reducible gLLAQcceefffakahllj SFS[D(3,1)(2,1)] gLLAQbdddfffabkkggv reducible gLLAQcceefffakxhppb SFS[D(7,2)(2,1)] gLLAQcceefffaoxhppb SFS[D(2,1)(2,1)] gLLAQcceefffawxhppb SFS[D(5,1)(2,1)] gLLAQbcddffftvffvff T2xI gLLAQbcddffflvffvff T2xI gLLAQbcddffftvffvvf T2xI gLLAQbcddfffhwkfssv SFS[D(3,1)(3,2)] gLLAQbcddfffpokfgoo m015(0,0) gLLAQbcddfffabcfvrv toroidal gLLAQbcddffflsnjsws m009(0,0) gLLAQbcddfffabjbwvw SFS[D(3,1)(2,1)] gLLAQbcddfffabffvsv SFS[D(3,1)(2,1)] gLLAQbcddfffabcfvsv toroidal gLLAQbcddfffabbfvsv SFS[D(3,1)(2,1)] gLLAQbcddfffabbnvsv SFS[D(3,1)(2,1)] gLLAQbcddfffabbwvsv reducible gLLAQbcddfffabnjsws toroidal gLLAQbcddfffabrfwvw m004(0,0) gLLAQbcddfffajwsnjj SFS[D(3,1)(2,1)] gLLAQbcddfffajsswvw reducible gLLAQbcddfffajffwvw SFS[A(2,1)] gLLAQbcddfffaknjsws SFS[D(3,1)(2,1)] gLLAQbcddfffakofjbb SFS[D(3,1)(3,1)] gLLAQbcddfffaknwjbb reducible gLLAQbcddfffaknfjbb reducible gLLAQbcddfffajsskbb reducible gLLAQbcddfffakrfjbb SFS[D(3,1)(3,2)] gLLAQbcddfffmrwnjrr m032(0,0) gLLAQbcddfffmccgbkk toroidal gLLAQbcddfffhokfgoo m004(0,0) gLLAQbcddfffabbfvrv SFS[D(3,1)(2,1)] gLLAQbcddffflvsvbnn m032(0,0) gLLAQbcddffflvkfbnn m015(0,0) gLLAQbcddfffaknfwfw SFS[A(3,1)] gLLAQbcddffflsffbnn T2xI gLLAQbcddffferwnkrr m006(0,0) gLLAQbcddffferwfkrr toroidal gLLAQbcddfffajksrjj SFS[D(3,1)(2,1)] gLLAQbcddffferkfkrr SFS[D(5,2)(2,1)] gLLAQbcddfffdfbfssr reducible gLLAQbcddfffebbfkrr reducible gLLAQbcddfffebbnkrr SFS[D(4,3)(3,1)] gLLAQbcddfffebbwkrr SFS[D(4,1)(3,1)] gLLAQbcddfffdowngoo m016(0,0) gLLAQbcddfffdowfgoo SFS[D(5,2)(2,1)] gLLAQbcddfffajkbrjj toroidal gLLAQbcddfffdokfgoo SFS[D(4,1)(2,1)] gLLAQbcddfffdfcfgoo reducible gLLAQbcddfffdfbfgoo reducible gLLAQbcddfffdfbngoo SFS[D(5,3)(3,1)] gLLAQbcddfffdfbwgoo SFS[D(5,2)(3,1)] gLLAQbdddfffabkkjvj SFS[D(3,1)(2,1)] gLLAQbcddfffhkkkfgg SFS[D(2,1)(2,1)] gLLAQbdddfffhgkkggv SFS[D(2,1)(2,1)] gLLAQbcddfffajkkrjj SFS[D(3,1)(2,1)] gLLAQcceefffakahapr SFS[D(3,1)(2,1)] gLLAQcceefffawahadr SFS[D(3,1)(2,1)] gLLAQcceefffakahadr reducible gLLAQbcddfffhjkkkoo SFS[D(2,1)(2,1)] gLLAQcceefffaoauapr SFS[D(3,1)(2,1)] gLLAQbdddfffabkkjgj SFS[D(3,1)(2,1)] gLLAQcceefffawxhlaf SFS[D(2,1)(2,1)] gLLAQbcddfffajrrfnn SFS[D(3,1)(2,1)] gLLAQbcddfffacrrwfw SFS[D(3,1)(2,1)] gLLAQbcddfffajffkbb reducible gLLAQbcddfffakffvrv SFS[D(3,1)(2,1)] gLLAQbcddfffabffvrv SFS[D(3,1)(2,1)] gLLAQcceefffakxheaf SFS[D(8,3)(2,1)] gLLAQcceefffawxheaf SFS[D(7,3)(2,1)] gLLAQbdddfffhgkkggj SFS[D(7,3)(2,1)] gLLAQbcddfffmkcbvjv m009(0,0) gLLAQbcddffftvkfbnn SFS[D(4,1)(2,1)] gLLAQbcddfffaknwwfw SFS[A(3,1)] gLLAQbcddffftsffbnn T2xI gLLAQbdddfffmkbsrvv SFS[D(5,2)(2,1)] gLLAQbcddfffmgbswnw m015(0,0) gLLAQbcddfffacjvkbb m004(0,0) gLLAQbcddfffpoobrjj m129(0,0)(0,0) gLLAQbcddfffdfcfbbf toroidal gLLAQbcddfffabbkcfc reducible gLLAQbcddffflsnworo m007(0,0) gLLAQbcddffflsnforo toroidal gLLAQbcddfffajwfkoo SFS[D(3,1)(3,1)] gLLAQbcddfffaknforo reducible gLLAQbcddfffabnforo SFS[D(3,1)(3,2)] gLLAQbcddfffabjrgkg SFS[D(3,1)(3,1)] gLLAQbcddfffabcfkoo toroidal gLLAQbcddfffaokwkoo reducible gLLAQbcddfffabksoro toroidal gLLAQbcddfffajwwkoo reducible gLLAQbcddfffajssrcc reducible gLLAQbcddfffabnnoro reducible gLLAQbcddfffaccvfgg SFS[A(2,1)] gLLAQbcddfffakjjgkg reducible gLLAQbcddfffabjjgkg reducible gLLAQbcddfffabbscfc reducible gLLAQbcddffftsnworo m036(0,0) gLLAQbcddfffajwnkoo SFS[D(3,1)(3,2)] gLLAQbcddfffaknworo reducible gLLAQbcddfffabnworo SFS[D(3,1)(3,1)] gLLAQbcddfffabjvgkg SFS[D(3,1)(3,2)] gLLAQbcddfffaknvfgg reducible gLLAQbcddfffhvfffnn SFS[D(2,1)(2,1)] gLLAQbcddfffhorrfnn SFS[D(7,2)(2,1)] gLLAQbcddfffhbkkfnn SFS[D(5,1)(2,1)] gLLAQbcddfffhoffkbb SFS[D(2,1)(2,1)] gLLAQbcddfffhokkrjj SFS[D(5,1)(2,1)] gLLAQbcddffferwbngg m038(0,0) gLLAQbcddfffdowbrjj m137(0,0) gLLAQbcddfffabkboro SFS[D(3,1)(2,1)] gLLAQbcddfffaokokoo reducible gLLAQbcddfffabbfkoo SFS[D(3,1)(2,1)] gLLAQbcddfffebffcbc T2xI gLLAQbcddfffdfbfbbf SFS[A(5,2)] gLLAQbcddfffebbfcbc SFS[A(4,1)] gLLAQbcddfffabfbcfc SFS[A(3,1)] gLLAQbcddfffabbfgkg SFS[D(3,1)(2,1)] gLLAQbcddfffabcfgkg toroidal gLLAQbcddfffabrrcfc reducible gLLAQbcddfffabkkoro SFS[D(3,1)(2,1)] gLLAQbcddfffaokkkoo reducible gLLAQbcddfffabffkoo SFS[D(3,1)(2,1)] gLLAQcceefffaoaulak SFS[D(3,1)(2,1)] gLLAQbcddfffakffgkg SFS[D(3,1)(2,1)] gLLAQbcddfffajffrcc reducible gLLAQbcddfffabffgkg SFS[D(3,1)(2,1)] gLLAQbcddfffdfffbbf T2xI gLLAQbcddfffabcbcfc SFS[A(3,1)] gLLAQbcddfffhjowsos toroidal gLLAQbcddfffhjoksos toroidal gLLAQbcddfffaojofjf toroidal gLLAQbcddfffacbfrbr reducible gLLAQbcddfffhjokffo toroidal gLLAQbcddfffljofssj SFS[D(8,3)(2,1)] gLLAQbcddfffaojossj reducible gLLAQbcddfffajofssj toroidal gLLAQbcddfffakffbbw SFS[A(2,1)] gLLAQbcddfffacffwwb reducible gLLAQbcddfffacbfwwb reducible gLLAQbcddfffaccfwwb reducible gLLAQbcddfffhjowffo toroidal gLLAQbcddffftjofssj SFS[D(4,1)(2,1)] gLLAQbcddfffaccfrbr reducible gLLAQbcddffflsofjjs SFS[D(4,1)(2,1)] gLLAQbcddfffljffjjs SFS[D(2,1)(2,1)] gLLAQbdddfffabbrbrb SFS[D(2,1)(2,1)] gLLAQbdddfffajkvkvv SFS[D(7,2)(2,1)] gLLAQbdddfffanrwkvv SFS[D(5,1)(2,1)] gLLAQbdddfffabfskvv SFS[D(2,1)(2,1)] gLLAQbdddfffakbrbrb SFS[D(5,1)(2,1)] gLLAQcceefffakxhqan SFS[D(8,3)(2,1)] gLLAQcceefffawxhqan SFS[D(7,3)(2,1)] gLLAQbdddfffhgkknkn SFS[D(7,3)(2,1)] gLLAQcceefffifxeqan toroidal gLLAQcceefffhwxlqan SFS[D(7,2)(2,1)] gLLAQbcddffftsofsff SFS[D(8,3)(2,1)] gLLAQbcddffftjoffjf toroidal gLLAQbcddfffljoffjf toroidal gLLAQbcddfffajoffjf toroidal gLLAQcceefffqfxeqan SFS[D(5,2)(2,1)] gLLAQbcddffflsofsff SFS[D(4,1)(2,1)] gLLAQcceefffakxeqan toroidal gLLAQcceefffawxeqan toroidal gLLAQbdddfffhvkknkn toroidal gLLAQbcddfffejffrrw reducible gLLAQbcddfffdkffoso reducible gLLAQbdddfffhgkkkvv SFS[D(7,2)(2,1)] gLLAQbdddfffhgkkoof SFS[D(2,1)(2,1)] gLLAQbcddfffacffrbr reducible gLLAQbdddfffhvkkkvv SFS[D(2,1)(2,1)] gLLAQbdddfffakbrggr SFS[D(5,1)(2,1)] gLLAQbdddfffabkkkvv SFS[D(3,1)(2,1)] gLLAQbdddfffajrrbrb SFS[D(3,1)(2,1)] gLLAQbdddfffabkkbrb SFS[D(3,1)(2,1)] gLLAQbdddfffanffbrb reducible gLLAQbdddfffakkkcck reducible gLLAQcceefffawxhxxg SFS[D(2,1)(2,1)] gLLAQbcddfffakffwrr reducible gLLAQbdddfffabbrggr SFS[D(2,1)(2,1)] gLLAQcceefffaoauqaj SFS[D(3,1)(2,1)] gLLAQcceefffakahahn reducible gLLAQcceefffakahxxs SFS[D(3,1)(2,1)] gLLAQcceefffawahahn SFS[D(3,1)(2,1)] gLLAQbdddfffabkkcck SFS[D(3,1)(2,1)] gLLAQcceefffawxhxxc SFS[D(7,2)(2,1)] gLLAQcceefffakxhxxc toroidal gLLAQbcddffftjffsff SFS[D(2,1)(2,1)] gLLAQcceefffawxexxc SFS[D(2,1)(2,1)] gLLAQbcddfffljffsff SFS[D(2,1)(2,1)] gLLAQbdddfffabfscck SFS[D(2,1)(2,1)] gLLAQbdddfffanrwcck SFS[D(5,1)(2,1)] gLLAQbdddfffajkvcck SFS[D(7,2)(2,1)] gLLAQcceefffakahxxv toroidal gLLAQcceefffakahqaj SFS[D(3,1)(2,1)] gLLAQcceefffawahqaj SFS[D(3,1)(2,1)] gLLAQcceefffakauahn SFS[D(3,1)(2,1)] gLLAQcceefffawauahn SFS[D(3,1)(2,1)] gLLAQbdddfffajrrggr SFS[D(3,1)(2,1)] gLLAQbdddfffabkkggr SFS[D(3,1)(2,1)] gLLAQbdddfffanffggr reducible gLLAQcceefffhwxlxxc SFS[D(7,3)(2,1)] gLLAQcceefffawxhahb toroidal gLLAQcceefffakxhahb toroidal gLLAQbdddfffhgkkjfj toroidal gLLAQbcddffftsofjjs SFS[D(8,3)(2,1)] gLLAQbcddffftjffjjs SFS[D(2,1)(2,1)] gLLAQbcddfffpbbvrbr toroidal gLLAQbcddfffmccgnnc toroidal gLLAQbcddfffhvnwknk toroidal gLLAQbcddfffajosffo reducible gLLAQbcddfffabbfkkc reducible gLLAQbcddfffaookffo reducible gLLAQbcddfffhvnfknk toroidal gLLAQbdddfffhrnkbrb toroidal gLLAQcceefffaohmxxv SFS[D(2,1)(2,1)] gLLAQcceefffakxhxxo SFS[D(7,2)(2,1)] gLLAQcceefffawxhxxo SFS[D(5,1)(2,1)] gLLAQcceefffaoxhxxo SFS[D(2,1)(2,1)] gLLAQbdddfffhgkkbrb SFS[D(5,1)(2,1)] gLLAQbcddfffabcfkkc reducible gLLAQbcddfffabffkkc reducible gLLAQcceefffaoauxxw SFS[D(3,1)(2,1)] gLLAQcceefffakahxxw SFS[D(3,1)(2,1)] gLLAQcceefffawahxxw reducible gLLAQbdddfffabkkoof reducible gLLAQbcddfffaonoffo reducible gLLAQbcddfffpbbvbgg toroidal gLLAQbcddfffaooksos reducible gLLAQbcddfffhvnfvvn toroidal gLLAQbcddfffabcfvcv reducible gLLAQbcddfffajosojj toroidal gLLAQbcddfffacgggbb reducible gLLAQbcddfffacooojj reducible gLLAQbcddfffacoosos reducible gLLAQbcddfffaonoojj reducible gLLAQbcddfffhvnwvvn toroidal gLLAQbcddfffmccgckk reducible gLLAQbcddfffhvnwncc toroidal gLLAQbcddfffajossos reducible gLLAQbcddfffabbfvcv reducible gLLAQbcddfffaookojj toroidal gLLAQbcddfffhvnfncc toroidal gLLAQbdddfffhrnkggr toroidal gLLAQcceefffaohmqak SFS[D(2,1)(2,1)] gLLAQcceefffakxhahs SFS[D(7,2)(2,1)] gLLAQcceefffaoxhahs SFS[D(2,1)(2,1)] gLLAQcceefffawxhahs SFS[D(5,1)(2,1)] gLLAQbdddfffhgkkrww SFS[D(5,1)(2,1)] gLLAQbcddfffabbfcnn SFS[A(2,1)] gLLAQbcddfffabcfcnn toroidal gLLAQbdddfffaffffss reducible gLLAQbdddfffhgkkggr toroidal gLLAQbcddfffaoffojj reducible gLLAQcceefffakahahr SFS[D(3,1)(2,1)] gLLAQcceefffawahahr toroidal gLLAQcceefffaoauahr SFS[D(3,1)(2,1)] gLLAQbdddfffabkkjfj toroidal gLLAQcceefffaoxhqaf reducible gLLAQcceefffakxhqaf toroidal gLLAQcceefffawxhqaf toroidal gLLAQbcddfffabffcnn SFS[A(2,1)] gLLAQcceefffakahqag SFS[D(3,1)(2,1)] gLLAQcceefffawahqag reducible gLLAQbdddfffabkkfss reducible gLLAQcceefffaohmahn reducible gLLAQbcddfffabffvcv reducible gLLAQbcddfffaonosos toroidal gLLAQbcddfffhjowojj toroidal gLLAQbcddfffaojojoo reducible gLLAQbcddfffejffgwg reducible gLLAQbcddfffhjokojj toroidal gLLAQbcddfffljofjoo SFS[D(8,3)(2,1)] gLLAQcceefffhwxlahk toroidal gLLAQcceefffawxhqaw SFS[D(2,1)(2,1)] gLLAQbdddfffhgkkfss SFS[D(2,1)(2,1)] gLLAQbcddfffaccfbgg SFS[A(2,1)] gLLAQbcddfffacbfbgg toroidal gLLAQbdddfffhvkkcck SFS[D(2,1)(2,1)] gLLAQbcddfffacffbgg SFS[A(2,1)] gLLAQbdddfffhgkkcck SFS[D(7,3)(2,1)] gLLAQbdddfffakbrrww toroidal gLLAQbdddfffakkknkn toroidal gLLAQcceefffawxeahk SFS[D(2,1)(2,1)] gLLAQbcddffftjffoso reducible gLLAQbcddfffljffoso reducible gLLAQcceefffakxhahk SFS[D(8,3)(2,1)] gLLAQcceefffawxhahk SFS[D(7,3)(2,1)] gLLAQbdddfffajkvnkn toroidal gLLAQbdddfffanrwnkn toroidal gLLAQbdddfffabfsnkn reducible gLLAQcceefffakauqak SFS[D(3,1)(2,1)] gLLAQcceefffawauqak SFS[D(3,1)(2,1)] gLLAQbcddfffdkffjjs reducible gLLAQcceefffakahaho SFS[D(3,1)(2,1)] gLLAQcceefffakahqak reducible gLLAQcceefffawahaho SFS[D(3,1)(2,1)] gLLAQbdddfffabkkrww SFS[D(3,1)(2,1)] gLLAQbdddfffajrrrww SFS[D(3,1)(2,1)] gLLAQbdddfffanffrww toroidal gLLAQbcddfffakffgwg reducible gLLAQbdddfffabbrrww reducible gLLAQcceefffaoauaho SFS[D(3,1)(2,1)] gLLAQbdddfffabkknkn SFS[D(3,1)(2,1)] gLLAQcceefffifxeahk toroidal gLLAQcceefffqfxeahk SFS[D(5,2)(2,1)] gLLAQbcddffftjofjoo SFS[D(4,1)(2,1)] gLLAQbcddffftsofoso toroidal gLLAQbcddffflsofoso toroidal gLLAQbcddfffajofjoo toroidal gLLAQbdddfffhgkkgvj m070(0,0) gLLAQbdddfffabkkjgv toroidal gLLAQcceefffaoauelg toroidal gLLAQcceefffawxhelf m070(0,0) gLLAQcceefffakxhelf m118(0,0) gLLAQcceefffakahpdr toroidal gLLAQcceefffakahelj toroidal gLLAQcceefffawahelj toroidal gLLAQcceefffaoaupdn toroidal gLLAQbdddfffabkkgvj toroidal gLLAQcceefffawxhpdb m069(0,0) gLLAQcceefffakxhpdb m119(0,0) gLLAQbdddfffhgkkjgv m069(0,0) gLLAQcceefffaoauelk toroidal gLLAQcceefffaoaupdo toroidal gLLAQcceefffaoauetk m003(0,0) gLLAQcceefffaoauudo SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkgvr m026(0,0) gLLAQbdddfffabkkjfv SFS[D(3,1)(2,1)] gLLAQcceefffaohmphn SFS[D(3,1)(2,1)] gLLAQcceefffaoauetj toroidal gLLAQcceefffaoxhqlf SFS[D(3,1)(2,1)] gLLAQcceefffawxhqlf m026(0,0) gLLAQcceefffakxhqlf m052(0,0) gLLAQcceefffakahphr m003(0,0) gLLAQcceefffakahetj toroidal gLLAQcceefffawahetj SFS[D(3,1)(2,1)] gLLAQcceefffaoauphr m003(0,0) gLLAQbdddfffabkkgfj SFS[D(3,1)(2,1)] gLLAQcceefffaoxhudb SFS[D(3,1)(2,1)] gLLAQcceefffawxhudb m027(0,0) gLLAQcceefffakxhudb m055(0,0) gLLAQcceefffaohmetg SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkjgr m027(0,0) gLLAQcceefffaoauqlk SFS[D(3,1)(2,1)] gLLAQcceefffaoaupho toroidal gLLAQcceefffakxhdxc m064(0,0) gLLAQcceefffawxhdxc m044(0,0) gLLAQbdddfffhgkkkvj m044(0,0) gLLAQbdddfffabkkgvr toroidal gLLAQbdddfffhgkkjfv m011(0,0) gLLAQcceefffaoauphn SFS[D(3,1)(2,1)] gLLAQcceefffaoaudxs m003(0,0) gLLAQcceefffakahxev SFS[D(3,1)(2,1)] gLLAQcceefffawahqlj toroidal gLLAQcceefffakahqlj m003(0,0) gLLAQbdddfffabkkkgv toroidal gLLAQcceefffakxhphb m019(0,0) gLLAQcceefffawxhphb m011(0,0) gLLAQbdddfffabkkkvj m003(0,0) gLLAQbdddfffhgkkkgv m043(0,0) gLLAQcceefffakahdxv SFS[D(3,1)(2,1)] gLLAQcceefffawahdxv m003(0,0) gLLAQcceefffakahudr toroidal gLLAQcceefffaoaudxv SFS[D(3,1)(2,1)] gLLAQbdddfffabkkjgr m003(0,0) gLLAQcceefffakxhxec m060(0,0) gLLAQcceefffawxhxec m043(0,0) gLLAQcceefffaoauudr toroidal gLLAQcceefffakxhetf m016(0,0) gLLAQcceefffawxhetf m006(0,0) gLLAQbdddfffhgkkgfj m006(0,0) gLLAQcceefffaoauxew m003(0,0) gLLAQcceefffaoaudxw toroidal gLLAQcceefffaoauqtk SFS[D(3,1)(2,1)] gLLAQcceefffaoauuho SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkkvr toroidal gLLAQbdddfffabkkkfv SFS[D(3,1)(2,1)] gLLAQcceefffaohmxms SFS[D(3,1)(2,1)] gLLAQcceefffaoauixs toroidal gLLAQcceefffaoxhixc SFS[D(3,1)(2,1)] gLLAQcceefffawxhixc toroidal gLLAQcceefffakxhixc toroidal gLLAQcceefffakahxmv SFS[D(3,1)(2,1)] gLLAQcceefffakahqtj toroidal gLLAQcceefffawahqtj SFS[D(3,1)(2,1)] gLLAQcceefffaoauuhn SFS[D(3,1)(2,1)] gLLAQbdddfffabkkgfr SFS[D(3,1)(2,1)] gLLAQcceefffaoxhuhb SFS[D(3,1)(2,1)] gLLAQcceefffawxhuhb SFS[D(3,1)(2,1)] gLLAQcceefffakxhuhb toroidal gLLAQcceefffaohmqtg SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkjfr SFS[D(3,1)(2,1)] gLLAQcceefffaoauixw SFS[D(3,1)(2,1)] gLLAQcceefffaoauxmw toroidal gLLAQcceefffakxhdmc toroidal gLLAQcceefffawxhdmc toroidal gLLAQbdddfffhgkkkfj toroidal gLLAQbdddfffabkkkvr toroidal gLLAQbdddfffhgkkkfv toroidal gLLAQcceefffaoauiev SFS[D(3,1)(2,1)] gLLAQcceefffaoaudms SFS[D(3,1)(2,1)] gLLAQcceefffakahiev SFS[D(3,1)(2,1)] gLLAQcceefffawahiev toroidal gLLAQcceefffakahixv SFS[D(3,1)(2,1)] gLLAQbdddfffabkkkgr toroidal gLLAQcceefffakxhxmc toroidal gLLAQcceefffawxhxmc toroidal gLLAQbdddfffabkkkfj SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkkgr toroidal gLLAQcceefffakahdmv SFS[D(3,1)(2,1)] gLLAQcceefffawahdmv SFS[D(3,1)(2,1)] gLLAQcceefffakahuhr toroidal gLLAQcceefffaoaudmv SFS[D(3,1)(2,1)] gLLAQbdddfffabkkjfr SFS[D(3,1)(2,1)] gLLAQcceefffaoxhiec SFS[D(3,1)(2,1)] gLLAQcceefffakxhiec toroidal gLLAQcceefffawxhiec toroidal gLLAQcceefffaoauies toroidal gLLAQcceefffaohmdms SFS[D(3,1)(2,1)] gLLAQcceefffaoxhqtf SFS[D(3,1)(2,1)] gLLAQcceefffakxhqtf toroidal gLLAQcceefffawxhqtf SFS[D(3,1)(2,1)] gLLAQcceefffaohmuhn SFS[D(3,1)(2,1)] gLLAQbdddfffhgkkgfr SFS[D(3,1)(2,1)] gLLAQcceefffaoauiew SFS[D(3,1)(2,1)] gLLAQcceefffaoaudmw toroidal gLLAQbcddfffabovonr toroidal gLLAQbcddfffacccscr reducible gLLAQbcddfffmkffsgn reducible gLLAQbcddfffabgbgjk toroidal gLLAQbcddfffebofvob SFS[D(3,1)(2,1)] gLLAQcceefffdwxlltn reducible gLLAQcceefffaoleupb reducible gLLAQbdddfffhgkkjvr toroidal gLLAQcceefffaohmltg toroidal gLLAQbcddfffakffscr toroidal gLLAQcceefffaoaultj toroidal gLLAQcceefffaoxhupb toroidal gLLAQcceefffawxhupb toroidal gLLAQcceefffakxhupb toroidal gLLAQbcddffftvffvgf SFS[A(2,1)] gLLAQbcddffflvffvgf SFS[A(2,1)] gLLAQcceefffakahltj toroidal gLLAQcceefffawahltj reducible gLLAQbdddfffabkkgfv reducible gLLAQbcddfffabofgjk toroidal gLLAQbcddfffdfofwfn SFS[D(3,1)(2,1)] gLLAQbcddfffdowbrjv toroidal gLLAQbcddfffpoobrjv toroidal gLLAQbcddfffabfbbfc toroidal gLLAQbcddfffabcfjkg toroidal gLLAQbcddfffakjjjkg reducible gLLAQbcddfffajssrsc reducible gLLAQbcddfffabjjjkg reducible gLLAQbcddfffaknvfvg reducible gLLAQbcddfffajwwkwo reducible gLLAQbcddfffabnnnro reducible gLLAQbcddfffabcbbfc toroidal gLLAQbcddfffmkfffbc reducible gLLAQbcddfffaccvfvg toroidal gLLAQbcddffferwbnsg toroidal gLLAQbcddfffabbfjkg toroidal gLLAQcceefffdwxlupk reducible gLLAQcceefffaoleupk reducible gLLAQbcddfffabbkbfc reducible gLLAQbcddfffabjrjkg toroidal gLLAQbcddfffaknfnro reducible gLLAQbcddffflsnwnro toroidal gLLAQbcddfffajwfkwo toroidal gLLAQbcddffflsnfnro toroidal gLLAQbcddfffabnfnro toroidal gLLAQbcddfffebfffbc SFS[A(2,1)] gLLAQbcddfffebbffbc toroidal gLLAQbcddfffdfbfcbf toroidal gLLAQbcddfffabbfkwo toroidal gLLAQbcddfffaokokwo reducible gLLAQbcddfffabkbnro toroidal gLLAQbcddfffdfcfcbf toroidal gLLAQbcddfffabcfkwo toroidal gLLAQbcddfffaokwkwo reducible gLLAQbcddfffabksnro toroidal gLLAQbcddfffabrrbfc reducible gLLAQbcddfffhokkrjv toroidal gLLAQbcddfffajffrsc reducible gLLAQbcddfffakffjkg toroidal gLLAQbcddfffabffjkg toroidal gLLAQbcddfffdfffcbf SFS[A(2,1)] gLLAQbcddfffhoffkbs toroidal gLLAQbcddfffabffkwo toroidal gLLAQbcddfffaokkkwo reducible gLLAQbcddfffabkknro toroidal gLLAQcceefffaoaultk toroidal gLLAQbcddfffhorrfnw toroidal gLLAQbcddfffhvfffnw toroidal gLLAQbcddfffhbkkfnw toroidal gLLAQbcddfffabbsbfc reducible gLLAQbcddfffabjvjkg toroidal gLLAQbcddfffaknwnro reducible gLLAQbcddffftsnwnro toroidal gLLAQbcddfffajwnkwo toroidal gLLAQbcddfffabnwnro toroidal gLLAQbcddfffhokfgoc toroidal gLLAQbcddfffpokfgoc toroidal gLLAQbcddfffdowngoc toroidal gLLAQbcddfffajkbrjv toroidal gLLAQbcddfffdokfgoc toroidal gLLAQbcddfffdowfgoc toroidal gLLAQbcddfffdfbfgoc reducible gLLAQbcddfffdfcfgoc reducible gLLAQbcddfffdfbwgoc toroidal gLLAQbcddfffdfbngoc toroidal gLLAQbcddffflvsvbjn toroidal gLLAQbcddffflvkfbjn toroidal gLLAQbcddffflsffbjn SFS[A(2,1)] gLLAQbcddfffaknfwfn toroidal gLLAQbcddfffabffwsv toroidal gLLAQbcddfffabbfwsv toroidal gLLAQbcddfffabcfwsv toroidal gLLAQbcddfffabbwwsv reducible gLLAQbcddfffabbnwsv toroidal gLLAQbcddfffabjbsvw toroidal gLLAQbcddfffabnjvws toroidal gLLAQbcddfffabrfsvw toroidal gLLAQbcddfffajffsvw toroidal gLLAQbcddfffaknjvws toroidal gLLAQbcddfffaknwjnb reducible gLLAQbcddfffajsskbs reducible gLLAQbcddfffakofjnb toroidal gLLAQbcddfffakrfjnb toroidal gLLAQbcddfffaknfjnb reducible gLLAQbcddfffajwsnbj toroidal gLLAQbcddfffajsssvw reducible gLLAQbcddfffmkcbvjr toroidal gLLAQbcddffftvkfbjn toroidal gLLAQbcddffftsffbjn SFS[A(2,1)] gLLAQbcddfffaknwwfn toroidal gLLAQbcddfffmccgbks toroidal gLLAQbcddfffhwkfwsv toroidal gLLAQbcddffferwnkfr toroidal gLLAQbcddfffajksrjv toroidal gLLAQbcddffferofkfr SFS[D(5,2)(2,1)] gLLAQbcddffferkfkfr toroidal gLLAQbcddffferwfkfr toroidal gLLAQbcddfffebbfkfr reducible gLLAQbcddfffdfbfscr reducible gLLAQbcddfffebbwkfr toroidal gLLAQbcddfffebbnkfr toroidal gLLAQbcddffflsnjvws toroidal gLLAQcceefffakxhdec toroidal gLLAQcceefffawxhdec toroidal gLLAQbdddfffhgkkkgj toroidal gLLAQbcddfffabbfvrj toroidal gLLAQbcddfffabcfvrj toroidal gLLAQbdddfffabkkjvr toroidal gLLAQbcddfffebrrvjr SFS[D(5,2)(2,1)] gLLAQbcddfffdfrrwok SFS[D(4,1)(2,1)] gLLAQbcddfffhkkkfvg toroidal gLLAQbcddffftsrrskb SFS[D(4,1)(2,1)] gLLAQbcddfffajkkrjv toroidal gLLAQbdddfffhgkkgfv toroidal gLLAQbcddffflsrrskb SFS[D(5,2)(2,1)] gLLAQbcddfffmbffwnf SFS[D(2,1)(2,1)] gLLAQbcddfffakffvrj toroidal gLLAQbcddfffajffkbs reducible gLLAQbcddfffabffvrj toroidal gLLAQcceefffaoaudes toroidal gLLAQcceefffakahdev reducible gLLAQcceefffawahdev toroidal gLLAQcceefffakahupr toroidal gLLAQbcddfffeorrsbk SFS[D(5,2)(2,1)] gLLAQbcddfffebkksbk SFS[D(4,1)(2,1)] gLLAQbcddfffdnrrvgf SFS[D(4,1)(2,1)] gLLAQbcddfffdfkkvgf SFS[D(5,2)(2,1)] gLLAQbcddfffhjkkkwo toroidal gLLAQbcddfffhkrrkwo SFS[D(5,2)(2,1)] gLLAQbdddfffabkkkgj toroidal gLLAQbcddffftskkwfn SFS[D(5,2)(2,1)] gLLAQbcddffftcrrwfn SFS[D(4,1)(2,1)] gLLAQbcddfffajrrfnw toroidal gLLAQbcddfffacrrwfn toroidal gLLAQcceefffakxhltf SFS[D(5,2)(2,1)] gLLAQcceefffawxhltf toroidal gLLAQcceefffaolhltf SFS[D(2,1)(2,1)] gLLAQbcddffflskkwfn SFS[D(4,1)(2,1)] gLLAQbcddffflcrrwfn SFS[D(5,2)(2,1)] gLLAQbcddfffmrwnjrv toroidal gLLAQbdddfffmkbsrvj toroidal gLLAQbcddfffmgbswnf toroidal gLLAQbcddfffacjvkbs toroidal gLLAQbcddfffacccgoc reducible gLLAQbcddfffaccgcgo toroidal gLLAQbcddfffaocgcgo toroidal gLLAQbcddfffmrwsogc toroidal gLLAQbcddfffaogogoc toroidal gLLAQbcddfffmgocgco toroidal gLLAQbcddffftsrfocg toroidal gLLAQbcddffflsrfocg toroidal gLLAQbcddfffajkfgoc toroidal gLLAQcceefffdwlldeo toroidal gLLAQbcddfffdfrfjnb toroidal gLLAQbcddfffebrfgco toroidal gLLAQbcddfffmbrfgco toroidal gLLAQbcddfffhkkfbjn toroidal gLLAQbcddfffakffgoc toroidal gLLAQcceefffaoaudew toroidal gLALQbccfeffaegucqp SFS[D(2,1)(2,1)] gLALQbccefffemkbahm SFS[D(2,1)(2,1)] gLALQbccefffeaobpqq SFS[D(2,1)(2,1)] gLALQbccefffeafrpaa reducible gLALQbcceffflagbpqq reducible gLALQbccefffpagruhq SFS[D(2,1)(2,1)] gLALQbccefffmaokppp T2xI gLALQbccefffaegghal SFS[D(2,1)(2,1)] gLALQbccefffaegghut SFS[D(3,1)(2,1)] gLALQbccefffaeggput reducible gLALQbccefffaeggpde reducible gLALQbccefffaegglad SFS[D(3,1)(2,1)] gLALQbccefffaeggxql SFS[D(2,1)(2,1)] gLALQbccefffaeggxea SFS[D(3,1)(2,1)] gLALQbccefffaeggdut SFS[D(3,1)(2,1)] gLALQbccefffaeggedp SFS[D(2,1)(2,1)] gLALQbccefffaeggeih SFS[D(3,1)(2,1)] gLALQbccefffaeggtup SFS[D(2,1)(2,1)] gLALQbccefffaeggtad SFS[D(3,1)(2,1)] gLALQbccefffmaokpii T2xI gLALQbccefffpagbuha SFS[D(2,1)(2,1)] gLALQbcceffflagbphh reducible gLALQbccfeffalcuolt SFS[D(2,1)(2,1)] gLALQbccefffemkbaxd SFS[D(2,1)(2,1)] gLALQbccefffeaobphh SFS[D(2,1)(2,1)] gLALQbccefffeafrpxx reducible gLALQbccefffaenvaux SFS[D(2,1)(2,1)] gLALQbccefffaenbthh SFS[D(2,1)(2,1)] gLALQbccfeffalwakdp SFS[D(2,1)(2,1)] gLALQbccefffeaffauh SFS[D(2,1)(2,1)] gLALQbccefffemkratp toroidal gLALQbccefffeakratp toroidal gLALQbccefffeikratp toroidal gLALQbccefffeikfhpp toroidal gLALQbccfeffahspgxi SFS[D(5,2)(2,1)] gLALQbccfeffaajabxh SFS[D(7,2)(2,1)] gLALQbccefffeakfhpp toroidal gLALQbccfeffahsugxx toroidal gLALQbccefffemkfhpp toroidal gLALQbccfeffahsugxi toroidal gLALQbccfeffahsegli toroidal gLALQbccfeffahseghi toroidal gLALQbccfeffahsagpq toroidal gLALQbccfeffaajqnxx toroidal gLALQbccfeffaanarxh toroidal gLALQbccfeffaanqchh toroidal gLALQbccfeffaacqnxx reducible gLALQbccefffahsoaxe SFS[D(7,2)(2,1)] gLALQbccefffaajfaqx toroidal gLALQbccefffahsolxe toroidal gLALQbccefffahsolxm toroidal gLALQbccefffahsodpm toroidal gLALQbccefffahsodqm toroidal gLALQbccefffahsoett SFS[D(3,1)(2,1)] gLALQbccefffahsoext toroidal gLALQbccefffahsoeut toroidal gLALQbccefffaajoaxa toroidal gLALQbccefffahsoalh SFS[D(3,1)(2,1)] gLALQbccefffahsotxe toroidal gLALQbccefffahsotxx SFS[D(7,2)(2,1)] gLALQbccefffahsotxm toroidal gLALQbccefffaanoaha SFS[D(3,1)(2,1)] gLALQbccefffaanfahq SFS[D(7,2)(2,1)] gLALQbccefffaacoaxa SFS[D(3,1)(2,1)] gLALQbccefffemkgapi toroidal gLALQbccefffapkghdd toroidal gLALQbccefffdmgoquu toroidal gLALQbccefffhasvdpm toroidal gLALQbccefffdigkhll SFS[D(9,2)(2,1)] gLALQbccefffaajbxaa SFS[D(3,1)(2,1)] gLALQbccefffhasvdmm toroidal gLALQbccefffapkoxuu toroidal gLALQbccefffhasvdqm toroidal gLALQbccefffdmgkhll toroidal gLALQbccefffhasvmqt toroidal gLALQbccefffdigoquu toroidal gLALQbccefffhasvmqq toroidal gLALQbccefffaajkhxx toroidal gLALQbccefffaacbxaa SFS[D(3,1)(2,1)] gLALQbccefffaanrxqq toroidal gLALQbccefffaanvhhh toroidal gLALQbccefffaackhxx reducible gLALQbccefffxavrtem SFS[D(2,1)(2,1)] gLALQbccefffemkbaha SFS[D(2,1)(2,1)] gLALQbccefffxavkhie SFS[D(3,1)(2,1)] gLALQbccefffhagfmhi SFS[D(2,1)(2,1)] gLALQbccefffemksald SFS[D(2,1)(2,1)] gLALQbccefffhagrqpe SFS[D(3,1)(2,1)] gLALQbccefffemkkatp toroidal gLALQbccefffeikkatp SFS[D(5,2)(2,1)] gLALQbccefffeikkhpp SFS[D(5,2)(2,1)] gLALQbccfeffahgpgxi SFS[D(4,1)(2,1)] gLALQbccfeffaajajxh SFS[D(2,1)(2,1)] gLALQbccefffemkkhpp toroidal gLALQbccfeffahgugxi SFS[D(5,2)(2,1)] gLALQbccfeffahgegli SFS[D(5,2)(2,1)] gLALQbccfeffahgeghi SFS[D(4,1)(2,1)] gLALQbccfeffahgegmp SFS[D(5,2)(2,1)] gLALQbccfeffahgegqp toroidal gLALQbccefffeuoohmm SFS[D(5,2)(2,1)] gLALQbccfeffahgpgqe toroidal gLALQbccefffepbbhhh SFS[D(4,1)(2,1)] gLALQbccfeffahgugqe SFS[D(5,2)(2,1)] gLALQbccfeffaajqjxx SFS[D(2,1)(2,1)] gLALQbccefffepbbaha SFS[D(4,1)(2,1)] gLALQbccefffeuooaum SFS[D(5,2)(2,1)] gLALQbccfeffahgevqp SFS[D(2,1)(2,1)] gLALQbccfeffahgpvqe SFS[D(2,1)(2,1)] gLALQbccfeffahgefqp SFS[D(2,1)(2,1)] gLALQbccfeffahgpfqe SFS[D(2,1)(2,1)] gLALQbccefffahgoaxe SFS[D(2,1)(2,1)] gLALQbccefffahgolxe SFS[D(2,1)(2,1)] gLALQbccefffahgodpm SFS[D(3,1)(2,1)] gLALQbccefffahgodqm SFS[D(3,1)(2,1)] gLALQbccefffahgoett SFS[D(3,1)(2,1)] gLALQbccefffahgoext toroidal gLALQbccefffahgoeut SFS[D(3,1)(2,1)] gLALQbccefffaajvaxa SFS[D(3,1)(2,1)] gLALQbccefffahgoalh SFS[D(3,1)(2,1)] gLALQbccefffahgotxe toroidal gLALQbccefffahgotxx SFS[D(2,1)(2,1)] gLALQbccefffahgotxm SFS[D(2,1)(2,1)] gLALQbccefffaanbaha SFS[D(3,1)(2,1)] gLALQbccefffahgbhqx SFS[D(2,1)(2,1)] gLALQbccefffaankahq SFS[D(2,1)(2,1)] gLALQbccefffaerrxdd SFS[D(3,1)(2,1)] gLALQbccefffahggtee SFS[D(3,1)(2,1)] gLALQbccefffahggtle reducible gLALQbccefffahggtqe SFS[D(3,1)(2,1)] gLALQbccefffahggdxm SFS[D(3,1)(2,1)] gLALQbccefffaerraud SFS[D(3,1)(2,1)] gLALQbccefffahggaph SFS[D(3,1)(2,1)] gLALQbccefffahggelt reducible gLALQbccefffahggedp SFS[D(2,1)(2,1)] gLALQbccefffahggaqx SFS[D(2,1)(2,1)] gLALQbccefffahgghxx SFS[D(2,1)(2,1)] gLALQbccefffahggtup SFS[D(2,1)(2,1)] gLALQbccefffahgstee SFS[D(3,1)(2,1)] gLALQbccefffahgstle SFS[D(3,1)(2,1)] gLALQbccefffahgstqe toroidal gLALQbccefffahgsdxm SFS[D(3,1)(2,1)] gLALQbccefffahgsaph reducible gLALQbccefffahgselt SFS[D(3,1)(2,1)] gLALQbccefffahgslqe SFS[D(2,1)(2,1)] gLALQbccefffahgsaqe SFS[D(2,1)(2,1)] gLALQbccefffahgntee reducible gLALQbccefffahgntle SFS[D(3,1)(2,1)] gLALQbccefffahgntqe SFS[D(3,1)(2,1)] gLALQbccefffahgndxm toroidal gLALQbccefffahgndxx SFS[D(2,1)(2,1)] gLALQbccefffahgndxe SFS[D(2,1)(2,1)] gLALQbccefffahgnaph SFS[D(3,1)(2,1)] gLALQbccefffahgnelt SFS[D(3,1)(2,1)] gLALQbccefffahgcthl SFS[D(2,1)(2,1)] gLALQbccefffahgceql SFS[D(2,1)(2,1)] gLALQbccefffahgwxud SFS[D(3,1)(2,1)] gLALQbccefffxakkahq SFS[D(2,1)(2,1)] gLALQbccefffemkkahq SFS[D(2,1)(2,1)] gLALQbccefffxakkxqq SFS[D(2,1)(2,1)] gLALQbccefffemkkxqq SFS[D(2,1)(2,1)] gLALQbccefffeuooxpp SFS[D(3,1)(2,1)] gLALQbccefffepbbxuu reducible gLALQbccefffmavvxaa SFS[D(3,1)(2,1)] gLALQbccefffeavvxaa SFS[D(3,1)(2,1)] gLALQbccefffeavvaxa SFS[D(3,1)(2,1)] gLALQbccefffepbbaud reducible gLALQbccefffeuooaip SFS[D(3,1)(2,1)] gLALQbccefffmavvaxa SFS[D(3,1)(2,1)] gLALQbccefffeukoxpp toroidal gLALQbccefffxavoahd SFS[D(2,1)(2,1)] gLALQbccefffxavodme SFS[D(2,1)(2,1)] gLALQbccefffepjbxuu SFS[D(3,1)(2,1)] gLALQbccefffeagvxaa SFS[D(3,1)(2,1)] gLALQbccefffeafvaxa reducible gLALQbccefffepnbaud SFS[D(3,1)(2,1)] gLALQbccefffeuwoaip SFS[D(3,1)(2,1)] gLALQbccefffxavblmm SFS[D(2,1)(2,1)] gLALQbccefffxavblmi SFS[D(2,1)(2,1)] gLALQbccefffeuwoxpp SFS[D(3,1)(2,1)] gLALQbccefffepnbxuu SFS[D(3,1)(2,1)] gLALQbccefffeafvxaa reducible gLALQbccefffeagvaxa SFS[D(3,1)(2,1)] gLALQbccefffepjbaud SFS[D(3,1)(2,1)] gLALQbccefffeukoaip toroidal gLALQbccefffemksapi toroidal gLALQbccefffapkshdd SFS[D(2,1)(2,1)] gLALQbccefffdmgvquu SFS[D(2,1)(2,1)] gLALQbccefffhagvdpm SFS[D(3,1)(2,1)] gLALQbccefffdigfhll SFS[D(3,1)(2,1)] gLALQbccefffaajvxaa SFS[D(3,1)(2,1)] gLALQbccefffhagvdmm SFS[D(3,1)(2,1)] gLALQbccefffapkbxuu SFS[D(3,1)(2,1)] gLALQbccefffhagvdqm toroidal gLALQbccefffdmgfhll SFS[D(3,1)(2,1)] gLALQbccefffhagvmqt SFS[D(2,1)(2,1)] gLALQbccefffhagvmqq SFS[D(2,1)(2,1)] gLALQbccefffaankxqq SFS[D(2,1)(2,1)] gLALQbccefffhagbhxq SFS[D(2,1)(2,1)] gLALQbccefffaanbhhh SFS[D(3,1)(2,1)] gLALQbccfeffaxcuolt SFS[D(2,1)(2,1)] gLALQbccefffemkbaud SFS[D(2,1)(2,1)] gLALQbccfeffaxcqkul SFS[D(3,1)(2,1)] gLALQbccefffemkfatp toroidal gLALQbccefffeakfatp SFS[D(8,3)(2,1)] gLALQbccefffeikfatp SFS[D(4,1)(2,1)] gLALQbccfeffaajanxh SFS[D(5,1)(2,1)] gLALQbccefffeakrhpp SFS[D(7,2)(2,1)] gLALQbccfeffahnugxx SFS[D(7,2)(2,1)] gLALQbccefffemkrhpp toroidal gLALQbccfeffahnegli SFS[D(4,1)(2,1)] gLALQbccfeffahneghi SFS[D(5,2)(2,1)] gLALQbccfeffahnagpq SFS[D(8,3)(2,1)] gLALQbccfeffaajqbxx SFS[D(7,3)(2,1)] gLALQbccfeffaacanxh SFS[D(2,1)(2,1)] gLALQbccfeffaanacxh SFS[D(8,3)(2,1)] gLALQbccfeffaanqrhh SFS[D(7,2)(2,1)] gLALQbccefffahnoaxe SFS[D(5,1)(2,1)] gLALQbccefffaajkaqx SFS[D(7,2)(2,1)] gLALQbccefffahnolxe SFS[D(13,5)(2,1)] gLALQbccefffahnolxm SFS[D(11,4)(2,1)] gLALQbccefffahnodpm SFS[D(12,5)(2,1)] gLALQbccefffahnodqm SFS[D(9,4)(2,1)] gLALQbccefffahnoett reducible gLALQbccefffahnoext toroidal gLALQbccefffahnoeut SFS[D(12,5)(2,1)] gLALQbccefffaajbaxa SFS[D(3,1)(2,1)] gLALQbccefffahnoalh reducible gLALQbccefffahnotxe toroidal gLALQbccefffahnotxx SFS[D(5,1)(2,1)] gLALQbccefffahnotxm SFS[D(13,5)(2,1)] gLALQbccefffaackaqx SFS[D(2,1)(2,1)] gLALQbccefffaanvaha reducible gLALQbccefffaanrahq SFS[D(5,1)(2,1)] gLALQbccefffaacbaxa SFS[D(3,1)(2,1)] gLALQbccefffemknapi toroidal gLALQbccefffapknhdd SFS[D(7,3)(2,1)] gLALQbccefffdmgbquu SFS[D(11,3)(2,1)] gLALQbccefffhanvdpm SFS[D(9,2)(2,1)] gLALQbccefffdigrhll SFS[D(6,1)(2,1)] gLALQbccefffaajoxaa reducible gLALQbccefffhanvdmm SFS[D(3,1)(2,1)] gLALQbccefffapkvxuu SFS[D(3,1)(2,1)] gLALQbccefffhanvdqm toroidal gLALQbccefffdmgrhll SFS[D(9,2)(2,1)] gLALQbccefffhanvmqt SFS[D(11,3)(2,1)] gLALQbccefffdigbquu SFS[D(10,3)(2,1)] gLALQbccefffhanvmqq SFS[D(7,3)(2,1)] gLALQbccefffaajfhxx SFS[D(8,3)(2,1)] gLALQbccefffaacoxaa SFS[D(3,1)(2,1)] gLALQbccefffaanfxqq SFS[D(7,3)(2,1)] gLALQbccefffaanohhh SFS[D(3,1)(2,1)] gLALQbccefffdaskmpp SFS[D(3,1)(2,1)] gLALQbccefffaicodtt SFS[D(3,1)(2,1)] gLALQbccefffapjbthh SFS[D(3,1)(2,1)] gLALQbccefffaicoaxm SFS[D(3,1)(2,1)] gLALQbccefffxxgoaxm SFS[D(3,1)(2,1)] gLALQbccefffmejvadt SFS[D(3,1)(2,1)] gLALQbccefffxxfoaxm SFS[D(3,1)(2,1)] gLALQbccfeffaugqsit SFS[D(2,1)(2,1)] gLALQbccefffxxvoaxm reducible gLALQbccefffahgodmm reducible gLALQbccefffdagfhll reducible gLALQbccefffahnodmm SFS[D(3,1)(2,1)] gLALQbccefffdagktxx SFS[D(3,1)(2,1)] gLALQbccefffdagkmpp reducible gLALQbccefffdagkhll SFS[D(3,1)(2,1)] gLALQbccefffahsodmm SFS[D(3,1)(2,1)] gLALQbccefffaekvldd SFS[D(3,1)(2,1)] gLALQbccefffaicvdtt reducible gLALQbccefffdagrhll SFS[D(3,1)(2,1)] gLALQbccefffmawkdpp SFS[D(2,1)(2,1)] gLALQbccfeffahnagxi SFS[D(2,1)(2,1)] gLALQbccfeffahsegii reducible gLALQbccefffxxvgdaa SFS[D(3,1)(2,1)] gLALQbccefffapcohmm reducible gLALQbccefffahgoaih reducible gLALQbccefffapcbthh reducible gLALQbccefffapcbhmm SFS[D(3,1)(2,1)] gLALQbccefffahnoaih SFS[D(3,1)(2,1)] gLALQbccefffapcbmtt SFS[D(3,1)(2,1)] gLALQbccefffapcvhmm SFS[D(3,1)(2,1)] gLALQbccefffaicvaxm reducible gLALQbccefffaekvadt SFS[D(3,1)(2,1)] gLALQbccefffahsoaih SFS[D(3,1)(2,1)] gLALQbccefffapccmtd SFS[D(3,1)(2,1)] gLALQbccefffapcchmu SFS[D(3,1)(2,1)] gLALQbccefffapcjhmu reducible gLALQbccefffapcjxml SFS[D(2,1)(2,1)] gLALQbccefffapcwhmu SFS[D(3,1)(2,1)] gLALQbccefffapcsxip SFS[D(3,1)(2,1)] gLALQbccefffahnoaxm SFS[D(2,1)(2,1)] gLALQbccefffapcsxll reducible gLALQbccefffaekvaxm SFS[D(2,1)(2,1)] gLALQbccefffxxvgaem SFS[D(3,1)(2,1)] gLALQbccfeffahsagmq reducible gLALQbccfeffahnpgxx SFS[D(2,1)(2,1)] gLALQbccefffmawkahl SFS[D(2,1)(2,1)] gLALQbccefffaekvdtt SFS[D(2,1)(2,1)] gLALQbccefffdagoqqa SFS[D(3,1)(2,1)] gLALQbccefffdagoquu reducible gLALQbccefffahnolxx SFS[D(2,1)(2,1)] gLALQbccefffmlbsapa toroidal gLALQbccfeffapcqodm SFS[D(4,1)(2,1)] gLALQbccefffxxgoaih SFS[D(4,1)(2,1)] gLALQbccefffmejvaxm toroidal gLALQbccefffdankmpp SFS[D(3,1)(2,1)] gLALQbccefffaicbdtt SFS[D(3,1)(2,1)] gLALQbccefffapwbthh SFS[D(3,1)(2,1)] gLALQbccefffaicbaxm SFS[D(3,1)(2,1)] gLALQbccefffhhgbttt toroidal gLALQbccefffaacvmaa SFS[D(3,1)(2,1)] gLALQbccefffaerbxdu toroidal gLALQbccefffaacvaea SFS[D(3,1)(2,1)] gLALQbccefffmagoamm T2xI gLALQbccefffmagoami T2xI gLALQbccefffeafbaea SFS[A(2,1)] gLALQbccefffeafomaa reducible gLALQbccefffmaooaii T2xI gLALQbccefffaefkapd reducible gLALQbccefffaeffdaa T2xI gLALQbccefffaeffedd SFS[A(2,1)] gLALQbccefffaaccaed T2xI gLALQbccefffaacfaad T2xI gLALQbccefffemkgaui toroidal gLALQbccefffapkgmee SFS[D(7,3)(2,1)] gLALQbccefffdmgotuu SFS[D(11,3)(2,1)] gLALQbcceffflugvmpp SFS[D(9,2)(2,1)] gLALQbccefffdigktxx SFS[D(6,1)(2,1)] gLALQbccefffaajbmaa reducible gLALQbcceffflajbmaa SFS[D(3,1)(2,1)] gLALQbccefffapkomuu SFS[D(3,1)(2,1)] gLALQbcceffflpkomuu toroidal gLALQbccefffdmgktxx SFS[D(9,2)(2,1)] gLALQbcceffflugjmqq SFS[D(11,3)(2,1)] gLALQbccefffdigotuu SFS[D(10,3)(2,1)] gLALQbcceffflajkmll SFS[D(7,3)(2,1)] gLALQbccefffaajkmll SFS[D(8,3)(2,1)] gLALQbccefffaacbmaa SFS[D(3,1)(2,1)] gLALQbccefffaanrmqq SFS[D(7,3)(2,1)] gLALQbccefffaanvmmm SFS[D(3,1)(2,1)] gLALQbccefffaekvtdq toroidal gLALQbccefffaekvtdd reducible gLALQbccefffaekvtdt SFS[D(12,5)(2,1)] gLALQbccefffaekvdat SFS[D(13,5)(2,1)] gLALQbccefffaekvdlt SFS[D(11,4)(2,1)] gLALQbccefffaajfaqm SFS[D(7,2)(2,1)] gLALQbccefffaekvaem SFS[D(5,1)(2,1)] gLALQbccefffaekvehh SFS[D(5,1)(2,1)] gLALQbccefffaekvedh toroidal gLALQbccefffaekveph SFS[D(13,5)(2,1)] gLALQbccefffaekvldq SFS[D(12,5)(2,1)] gLALQbccefffaekvldt SFS[D(9,4)(2,1)] gLALQbccefffaekvadq reducible gLALQbccefffaajoaea SFS[D(3,1)(2,1)] gLALQbccefffaacfaqm SFS[D(2,1)(2,1)] gLALQbccefffaanoala reducible gLALQbccefffaanfaiq SFS[D(5,1)(2,1)] gLALQbccefffaacoaea SFS[D(3,1)(2,1)] gLALQbccefffemkrata toroidal gLALQbccefffeakrata SFS[D(8,3)(2,1)] gLALQbccefffeikrata SFS[D(4,1)(2,1)] gLALQbccefffmawkall SFS[D(5,1)(2,1)] gLALQbccefffeakfmxx SFS[D(7,2)(2,1)] gLALQbccefffmawkail SFS[D(7,2)(2,1)] gLALQbccefffemkfmxx toroidal gLALQbccefffmawktup SFS[D(4,1)(2,1)] gLALQbccefffmawklup SFS[D(5,2)(2,1)] gLALQbccefffmawktuu SFS[D(8,3)(2,1)] gLALQbccefffmawkauu SFS[D(7,3)(2,1)] gLALQbccefffmawfall SFS[D(2,1)(2,1)] gLALQbccefffmawfauu SFS[D(8,3)(2,1)] gLALQbccefffmawrall SFS[D(7,2)(2,1)] gLALQbccefffxxvgtpp SFS[D(4,3)(3,1)] gLALQbccefffhhgbdtt SFS[D(5,3)(3,1)] gLALQbccefffaicvtdd SFS[D(2,1)(2,1)] gLALQbcceffflagktuu SFS[D(2,1)(2,1)] gLALQbccefffeakbmxe m007(0,0) gLALQbccefffeakbhpt m015(0,0) gLALQbccefffeakbxpi m004(0,0) gLALQbccefffeakbmqi SFS[D(3,1)(3,1)] gLALQbccefffeakvhpt SFS[D(5,3)(3,1)] gLALQbccefffeakvxpi m117(0,0) gLALQbccefffeakohpt m146(0,0) gLALQbccefffeakoxpi toroidal gLALQbccefffapkoxpi SFS[D(4,1)(3,1)] gLALQbccefffapkoeuu SFS[D(3,1)(2,1)] gLALQbccefffapkvhpt SFS[D(5,2)(3,1)] gLALQbccefffaicvaem SFS[D(3,1)(2,1)] gLALQbccefffapkkxud m006(0,0) gLALQbccefffapkkmui m032(0,0) gLALQbccefffapkkhld m029(0,0) gLALQbccefffapkkmme m053(0,0) gLALQbccefffapkrxud toroidal gLALQbccefffapkrhld m081(0,0) gLALQbccefffapkfxud toroidal gLALQbccefffapkfhld toroidal gLALQbccefffapkgtaa SFS[D(2,1)(2,1)] gLALQbccefffaicvadq SFS[D(2,1)(2,1)] gLALQbccefffapknxqh SFS[D(5,3)(3,1)] gLALQbccefffmlbsaqt m045(0,0) gLALQbccfeffapkqsmd m035(0,0) gLALQbccefffxxgoaxe toroidal gLALQbccefffmejvadq m009(0,0) gLALQbccfeffapkqcmd SFS[D(5,2)(3,1)] gLALQbccefffxxfoaxe m011(0,0) gLALQbccfeffapkqrmd m142(0,0) gLALQbccefffxxvoaxe toroidal gLALQbcceffflagkexx SFS[D(3,1)(2,1)] gLALQbccefffhhgjdqq SFS[D(4,1)(3,1)] gLALQbccefffaicvehh SFS[D(3,1)(2,1)] gLALQbccefffhhgbmll SFS[D(5,2)(3,1)] gLALQbccefffeakfhld SFS[D(4,3)(3,1)] gLALQbccefffaackaem SFS[D(2,1)(2,1)] gLALQbccefffapfodqq SFS[D(2,1)(2,1)] gLALQbccefffapfoeuu toroidal gLALQbccefffaicbaem reducible gLALQbccefffaacoadq SFS[D(2,1)(2,1)] gLALQbcceffflagrexx reducible gLALQbccefffaicbehh toroidal gLALQbccefffaigvtii SFS[D(2,1)(2,1)] gLALQbccefffaacbehh SFS[D(2,1)(2,1)] gLALQbccefffeaofall SFS[D(2,1)(2,1)] gLALQbccefffaproeuu SFS[D(3,1)(2,1)] gLALQbccefffaicoaem SFS[D(3,1)(2,1)] gLALQbcceffflacbeaa SFS[D(3,1)(2,1)] gLALQbccefffaicoehh SFS[D(3,1)(2,1)] gLALQbccefffhawbqpe SFS[D(4,1)(3,1)] gLALQbccefffxakvhpt SFS[D(4,3)(3,1)] gLALQbccefffahrbxdu SFS[D(4,3)(3,1)] gLALQbccefffaacvahq SFS[D(2,1)(2,1)] gLALQbccefffahrwhxq toroidal gLALQbccfeffaxkqcmd SFS[D(4,1)(3,1)] gLALQbccefffaacvxhh SFS[D(2,1)(2,1)] gLALQbccefffhawrhqx toroidal gLALQbccefffhajbdaa reducible gLALQbccefffaicfxll reducible gLALQbccfeffamgqjii reducible gLALQbccefffeafkhaa reducible gLALQbccefffxawvttt SFS[D(2,1)(2,1)] gLALQbccefffeafkaah SFS[D(2,1)(2,1)] gLALQbccefffahkoama SFS[D(2,1)(2,1)] gLALQbccefffahkbeaa SFS[D(2,1)(2,1)] gLALQbccfeffamcushh reducible gLALQbccfeffamclsxh SFS[D(2,1)(2,1)] gLALQbccefffaicolmm reducible gLALQbccefffdacrhlx SFS[D(2,1)(2,1)] gLALQbccefffehjcaai SFS[D(2,1)(2,1)] gLALQbccefffemkraxu SFS[D(2,1)(2,1)] gLALQbccefffemkflll SFS[D(2,1)(2,1)] gLALQbccfeffamcujxh SFS[D(2,1)(2,1)] gLALQbccefffxeoblhh SFS[D(3,1)(2,1)] gLALQbccfeffamcljxe SFS[D(3,1)(2,1)] gLALQbccfeffamcljxm SFS[D(3,1)(2,1)] gLALQbccfeffamcljim reducible gLALQbccefffelgnlee SFS[D(3,1)(2,1)] gLALQbccfeffamcljpa SFS[D(3,1)(2,1)] gLALQbccfeffamcljpt SFS[D(3,1)(2,1)] gLALQbccfeffamcljpl reducible gLALQbccefffaigbtli SFS[D(2,1)(2,1)] gLALQbccefffaigbemi SFS[D(2,1)(2,1)] gLALQbccefffaigvttt reducible gLALQbccefffdacodhe SFS[D(2,1)(2,1)] gLALQbccefffdacomxe SFS[D(2,1)(2,1)] gLALQbccefffaicklpp reducible gLALQbccfeffamjqsxh SFS[D(5,2)(3,1)] gLALQbccefffdawrhqx SFS[D(5,2)(3,1)] gLALQbccefffaisoxpi SFS[D(5,3)(3,1)] gLALQbccefffaisfhld SFS[D(5,3)(3,1)] gLALQbccefffdawbqpe SFS[D(5,2)(3,1)] gLALQbccfeffaisqjhx SFS[D(5,3)(3,1)] gLALQbccfeffamwqsxh SFS[D(4,1)(3,1)] gLALQbccefffaacblmm SFS[D(2,1)(2,1)] gLALQbccefffdajrhqx toroidal gLALQbccefffainoxpi SFS[D(4,3)(3,1)] gLALQbccefffainfhld toroidal gLALQbccefffaacoahd SFS[D(2,1)(2,1)] gLALQbccefffdajbqpe SFS[D(4,1)(3,1)] gLALQbccfeffainqjhx SFS[D(4,3)(3,1)] gLALQbccefffeafkhua SFS[D(3,1)(2,1)] gLALQbccefffeafkapd reducible gLALQbccefffeafkhpl toroidal gLALQbccefffeafkhpt SFS[D(3,1)(2,1)] gLALQbccefffeafkhpa SFS[D(3,1)(2,1)] gLALQbccefffaicotmm reducible gLALQbccefffhugvdpp SFS[D(3,1)(2,1)] gLALQbccefffhpkoduu SFS[D(3,1)(2,1)] gLALQbccefffhegvdpp toroidal gLALQbccefffhhgvdpp SFS[D(3,1)(2,1)] gLALQbccefffehjcaam toroidal gLALQbccefffemkratu toroidal gLALQbccefffeikratu SFS[D(5,2)(2,1)] gLALQbccefffeikftll SFS[D(5,2)(2,1)] gLALQbccfeffaicpjxd SFS[D(4,1)(2,1)] gLALQbccfeffaicpjxh SFS[D(5,2)(2,1)] gLALQbccefffemkftll toroidal gLALQbccfeffaicujxd SFS[D(5,2)(2,1)] gLALQbccfeffaicujxh toroidal gLALQbccefffxeobthh toroidal gLALQbccfeffaicljxe toroidal gLALQbccfeffaicljxm toroidal gLALQbccfeffaicljim reducible gLALQbccefffxxbvttt SFS[D(4,1)(2,1)] gLALQbccfeffaicqjxe SFS[D(4,1)(2,1)] gLALQbccfeffaicqjxm SFS[D(5,2)(2,1)] gLALQbccefffxmvotmm SFS[D(5,2)(2,1)] gLALQbccfeffaicejxe SFS[D(5,2)(2,1)] gLALQbccfeffaicejxm SFS[D(4,1)(2,1)] gLALQbccefffelgntee toroidal gLALQbccfeffaicljpa toroidal gLALQbccfeffaicljpt toroidal gLALQbccfeffaicljpl reducible gLALQbccefffehjwtqq SFS[D(4,1)(2,1)] gLALQbccefffxmvbapd SFS[D(5,2)(2,1)] gLALQbccefffxxboaia SFS[D(4,1)(2,1)] gLALQbccefffaicvldq SFS[D(2,1)(2,1)] gLALQbccefffaicvdat SFS[D(3,1)(2,1)] gLALQbccefffaicvdlt SFS[D(3,1)(2,1)] gLALQbccefffaicvedh toroidal gLALQbccefffaicveph SFS[D(3,1)(2,1)] gLALQbccefffaicvtdq toroidal gLALQbccefffaicvtdt SFS[D(2,1)(2,1)] gLALQbccefffaicbapd SFS[D(2,1)(2,1)] gLALQbccefffaicoxlm SFS[D(2,1)(2,1)] gLALQbccefffaicohmu reducible gLALQbccefffaicfxla SFS[D(3,1)(2,1)] gLALQbccefffaicfxlt SFS[D(3,1)(2,1)] gLALQbccefffaicfxet SFS[D(3,1)(2,1)] gLALQbccefffaicfxqt reducible gLALQbccefffemkgaai toroidal gLALQbccefffdmgoduu SFS[D(2,1)(2,1)] gLALQbcceffflagketx SFS[D(3,1)(2,1)] gLALQbccefffdigkmpp SFS[D(3,1)(2,1)] gLALQbcceffflagkeux toroidal gLALQbccefffdmgkmpp SFS[D(3,1)(2,1)] gLALQbcceffflagktup SFS[D(2,1)(2,1)] gLALQbccefffhhgommm reducible gLALQbccefffhhfbdaa SFS[D(2,1)(2,1)] gLALQbccefffaicbeaa reducible gLALQbccefffaicktpp reducible gLALQbcceffflagreqq SFS[D(2,1)(2,1)] gLALQbccfeffamgajux SFS[D(2,1)(2,1)] gLALQbccefffehkjtuu SFS[D(3,1)(2,1)] gLALQbccfeffamgqjix SFS[D(3,1)(2,1)] gLALQbccfeffamgqjhx SFS[D(3,1)(2,1)] gLALQbccfeffamgqjlx reducible gLALQbccefffaijohmu toroidal gLALQbccefffhhgbmmm toroidal gLALQbccefffaiwohmu toroidal gLALQbccefffhhgvmmm toroidal gLALQbccefffxxgvaxx SFS[D(3,1)(2,1)] gLALQbccefffmejbadd SFS[D(3,1)(2,1)] gLALQbccfeffaaclsxh SFS[D(2,1)(2,1)] gLALQbccefffmxfvaxx SFS[D(3,1)(2,1)] gLALQbccefffexfvaxx reducible gLALQbccefffxxfvaxx SFS[D(3,1)(2,1)] gLALQbccefffxxnnaqq SFS[D(2,1)(2,1)] gLALQbccfeffaacqcxh SFS[D(2,1)(2,1)] gLALQbccefffmiooaii T2xI gLALQbccefffeebbadd SFS[A(2,1)] gLALQbccefffaacvama SFS[D(3,1)(2,1)] gLALQbccefffaacvtma reducible gLALQbccefffaacvlma SFS[D(3,1)(2,1)] gLALQbccefffaacveta SFS[D(3,1)(2,1)] gLALQbccefffaacveaa SFS[D(3,1)(2,1)] gLALQbccefffaacvela reducible gLALQbccefffaacvedh SFS[D(2,1)(2,1)] gLALQbccefffaacvtdq SFS[D(2,1)(2,1)] gLALQbccefffaacbtxa reducible gLALQbccefffaacblxa SFS[D(3,1)(2,1)] gLALQbccefffaacbtea SFS[D(3,1)(2,1)] gLALQbccefffaacblea SFS[D(3,1)(2,1)] gLALQbccefffaacbama SFS[D(3,1)(2,1)] gLALQbccefffaacbtma SFS[D(3,1)(2,1)] gLALQbccefffaacblma toroidal gLALQbccefffaacbeta SFS[D(3,1)(2,1)] gLALQbccefffaacbela SFS[D(3,1)(2,1)] gLALQbccefffaacbpaq SFS[D(2,1)(2,1)] gLALQbccefffaacblmi SFS[D(2,1)(2,1)] gLALQbccefffaacbeam reducible gLALQbccefffaacbeai reducible gLALQbccefffaacoehe reducible gLALQbccefffaacodtd reducible gLALQbccefffaacotma SFS[D(3,1)(2,1)] gLALQbccefffaacolma SFS[D(3,1)(2,1)] gLALQbccefffaacomta SFS[D(3,1)(2,1)] gLALQbccefffaacoeta toroidal gLALQbccefffaacodme SFS[D(2,1)(2,1)] gLALQbccefffaacoxta SFS[D(3,1)(2,1)] gLALQbccefffaacoeaa SFS[D(3,1)(2,1)] gLALQbccefffaacomla SFS[D(3,1)(2,1)] gLALQbccefffaacoela SFS[D(3,1)(2,1)] gLALQbccefffaacoxla reducible gLALQbccefffaacohmh SFS[D(2,1)(2,1)] gLALQbccefffehjcaaa SFS[D(2,1)(2,1)] gLALQbccefffemkrauu SFS[D(2,1)(2,1)] gLALQbccefffemkfall SFS[D(2,1)(2,1)] gLALQbccfeffaacujxh SFS[D(2,1)(2,1)] gLALQbccefffxeobahh SFS[D(3,1)(2,1)] gLALQbccfeffaacljxe SFS[D(3,1)(2,1)] gLALQbccfeffaacljxm SFS[D(3,1)(2,1)] gLALQbccfeffaacljim reducible gLALQbccefffelgnaee SFS[D(3,1)(2,1)] gLALQbccfeffaacljpa SFS[D(3,1)(2,1)] gLALQbccfeffaacljpt SFS[D(3,1)(2,1)] gLALQbccfeffaacljpl reducible gLALQbccefffelvsapp reducible gLALQbccfeffaacebim reducible gLALQbccefffxxnvatt SFS[D(3,1)(2,1)] gLALQbccfeffaacqnxe SFS[D(3,1)(2,1)] gLALQbccfeffaacqnxm SFS[D(3,1)(2,1)] gLALQbccfeffaacqnim reducible gLALQbccefffaacjmda SFS[D(3,1)(2,1)] gLALQbccefffaacjxxa SFS[D(3,1)(2,1)] gLALQbccefffaaccxqh SFS[D(2,1)(2,1)] gLALQbccefffaaccdae T2xI gLALQbccefffaacceda SFS[A(2,1)] gLALQbccefffaacchxq SFS[D(2,1)(2,1)] gLALQbccefffaacwexa reducible gLALQbccefffaacwmxa SFS[D(3,1)(2,1)] gLALQbccefffaacwxxa SFS[D(3,1)(2,1)] gLALQbccefffaacwhiq SFS[D(2,1)(2,1)] gLALQbccefffaacreel SFS[D(2,1)(2,1)] gLALQbccefffaacrpdx SFS[D(3,1)(2,1)] gLALQbccefffaacrpal SFS[D(3,1)(2,1)] gLALQbccefffaacrtem SFS[D(2,1)(2,1)] gLALQbccefffaacrpat SFS[D(3,1)(2,1)] gLALQbccefffaacrpim reducible gLALQbccefffaacreqa SFS[D(2,1)(2,1)] gLALQbccefffaacrpie SFS[D(3,1)(2,1)] gLALQbccefffaacrpix SFS[D(3,1)(2,1)] gLALQbccefffaacrppl reducible gLALQbccefffaacrtqx SFS[D(2,1)(2,1)] gLALQbccefffaacrpul SFS[D(3,1)(2,1)] gLALQbccefffaacfeqt reducible gLALQbccefffaacfdim reducible gLALQbccefffaackhdx SFS[D(3,1)(2,1)] gLALQbccefffaackhim reducible gLALQbccefffaackhie SFS[D(3,1)(2,1)] gLALQbccefffaackhix SFS[D(3,1)(2,1)] gLALQbccefffmlbgaaa toroidal gLALQbccefffepbgaaa SFS[D(4,1)(2,1)] gLALQbccfeffaagpbux SFS[D(5,2)(2,1)] gLALQbccfeffaagpbtx toroidal gLALQbccfeffaagubux SFS[D(4,1)(2,1)] gLALQbccefffehojauu SFS[D(4,1)(2,1)] gLALQbccfeffaagqbhx SFS[D(4,1)(2,1)] gLALQbccefffeuojauu SFS[D(5,2)(2,1)] gLALQbccfeffaagebix toroidal gLALQbccfeffaagebhx SFS[D(5,2)(2,1)] gLALQbccefffxxgbahh SFS[D(4,1)(2,1)] gLALQbccefffxujoamm SFS[D(4,1)(2,1)] gLALQbccefffxpgbahh SFS[D(5,2)(2,1)] gLALQbccefffmejoamm toroidal gLALQbccfeffaagpjtx SFS[D(2,1)(2,1)] gLALQbccfeffaagejix SFS[D(2,1)(2,1)] gLALQbccfeffaagpntx SFS[D(2,1)(2,1)] gLALQbccfeffaagenix SFS[D(2,1)(2,1)] gLALQbccefffmlbsaqq m053(0,0) gLALQbccfeffaajqrxh m029(0,0) gLALQbccefffxxgoaxx m006(0,0) gLALQbccefffmejvadd m032(0,0) gLALQbccfeffaajqsxh toroidal gLALQbccefffxxfoaxx toroidal gLALQbccfeffaajqcxh m081(0,0) gLALQbccefffxxvoaxx toroidal gLALQbccefffaajbeaa SFS[D(3,1)(2,1)] gLALQbccefffaajbxdu SFS[D(5,2)(3,1)] gLALQbccefffaajoama SFS[D(3,1)(2,1)] gLALQbccefffaajohmu SFS[D(4,1)(3,1)] gLALQbccefffxxvgapp SFS[D(5,3)(3,1)] gLALQbccfeffaajabdh SFS[D(2,1)(2,1)] gLALQbccfeffaajunll SFS[D(2,1)(2,1)] gLALQbccefffaajjmda m009(0,0) gLALQbccefffaajjxxa toroidal gLALQbccefffaajjhxq m035(0,0) gLALQbccefffaajjmlh m045(0,0) gLALQbccefffaajcxxa toroidal gLALQbccefffaajchxq m142(0,0) gLALQbccefffaajwxxa m011(0,0) gLALQbccefffaajwhxq SFS[D(5,2)(3,1)] gLALQbccefffaajfxet SFS[D(4,3)(3,1)] gLALQbccefffmlbsaaa SFS[D(3,1)(3,1)] gLALQbccfeffaasqbhx m004(0,0) gLALQbccefffxxgoahh m015(0,0) gLALQbccefffmejvamm m007(0,0) gLALQbccfeffaasqjhx toroidal gLALQbccefffxxfoahh m146(0,0) gLALQbccfeffaasqnhx m117(0,0) gLALQbccefffxxvoahh SFS[D(5,3)(3,1)] gLALQbccefffmlbgaqq m045(0,0) gLALQbccfeffaawqrxh m035(0,0) gLALQbccefffxxgbaxx toroidal gLALQbccefffmejoadd m009(0,0) gLALQbccfeffaawqsxh SFS[D(5,2)(3,1)] gLALQbccefffxxfbaxx m011(0,0) gLALQbccfeffaawqcxh m142(0,0) gLALQbccefffxxvbaxx toroidal gLALQbccefffaanvttt SFS[D(3,1)(2,1)] gLALQbccefffaanvhpt SFS[D(4,1)(3,1)] gLALQbccefffaanoaia SFS[D(3,1)(2,1)] gLALQbccefffaanoxpi SFS[D(5,2)(3,1)] gLALQbccefffxxvnapp SFS[D(4,3)(3,1)] gLALQbccefffaansmxm m032(0,0) gLALQbccefffaanshah m006(0,0) gLALQbccefffaansxqh m029(0,0) gLALQbccefffaansmqu m053(0,0) gLALQbccefffaanghah toroidal gLALQbccefffaangxqh m081(0,0) gLALQbccefffaannhah toroidal gLALQbccefffaannxqh toroidal gLALQbccefffaanfhld SFS[D(5,3)(3,1)] gLALQbccefffaanfalq SFS[D(2,1)(2,1)] gLALQbccefffaanreqq SFS[D(2,1)(2,1)] gLALQbccefffmlbnaaa m007(0,0) gLALQbccfeffaanqbhx m015(0,0) gLALQbccefffxxgvahh m004(0,0) gLALQbccefffmejbamm SFS[D(3,1)(3,1)] gLALQbccfeffaanqjhx SFS[D(5,3)(3,1)] gLALQbccefffxxfvahh m117(0,0) gLALQbccfeffaanqnhx m146(0,0) gLALQbccefffxxvvahh toroidal gLALQbccfeffdusxkhq toroidal gLALQbccefffduschie SFS[D(8,3)(3,1)] gLALQbccefffdusvqul SFS[D(8,3)(3,1)] gLALQbccfeffhhgukmq toroidal gLALQbccfeffdunxkhq toroidal gLALQbccefffdunchie SFS[D(4,3)(3,1)] gLALQbccefffdunvqul SFS[D(4,1)(3,1)] gLALQbccfeffhhgubmq toroidal gLALQbccfeffdugxkhq toroidal gLALQbccefffdugchie toroidal gLALQbccefffdugvqul toroidal gLALQbccfeffhhgusmq toroidal gLALQbccefffxxvgdat SFS[D(5,1)(3,1)] gLALQbccefffxxvglap SFS[D(7,3)(3,1)] gLALQbccefffdigbhha SFS[D(3,1)(2,1)] gLALQbccefffdigoqqa SFS[D(5,4)(3,1)] gLALQbccefffmlbsdxd m023(0,0) gLALQbccfeffdigxflm m003(0,0) gLALQbccefffxxgodqm m067(0,0) gLALQbccefffmejvdlt m077(0,0) gLALQbccfeffdigxwlm toroidal gLALQbccefffxxfodqm m200(0,0) gLALQbccfeffdigxnlm m116(0,0) gLALQbccefffxxvodqm SFS[D(7,2)(3,1)] gLALQbccefffdigghld m009(0,0) gLALQbccefffdiggtxm toroidal gLALQbccefffdiggqlu m045(0,0) gLALQbccefffdiggtqu m035(0,0) gLALQbccefffdigshld toroidal gLALQbccefffdigsqlu m211(0,0) gLALQbccefffdignhld m183(0,0) gLALQbccefffdignqlu SFS[D(7,5)(3,1)] gLALQbccefffmlbslqd m074(0,0) gLALQbccfeffhhnubux m030(0,0) gLALQbccefffxxgolxm m062(0,0) gLALQbccefffmejvldt m094(0,0) gLALQbccfeffhhgubux toroidal gLALQbccefffxxfolxm m161(0,0) gLALQbccfeffhhsubux m026(0,0) gLALQbccefffxxvolxm toroidal gLALQbccefffdigkhtp SFS[D(7,4)(3,1)] gLALQbccefffdigrqti SFS[D(3,1)(2,1)] gLALQbccefffemkrxud toroidal gLALQbccefffemkfhld toroidal gLALQbccefffemknxqh toroidal gLALQbccefffemkghah toroidal gLALQbccefffemkbmxe toroidal gLALQbccefffemkbhpt toroidal gLALQbccefffemkbxpi toroidal gLALQbccefffemkbmqi toroidal gLALQbccefffemkvhpt toroidal gLALQbccefffemkvxpi toroidal gLALQbccefffemkohpt toroidal gLALQbccefffemkoxpi toroidal gLALQbccefffhhnndxd toroidal gLALQbcceffflpkkmui toroidal gLALQbccefffhhnnmxm toroidal gLALQbcceffflpkkmme toroidal gLALQbccefffhhgndxd toroidal gLALQbccefffhhsnmxm toroidal gLALQbccefffhhsndxd toroidal gLALQbccefffhhgnmxm toroidal gLALQbccefffmlbstqt toroidal gLALQbccfeffhhnpbtx toroidal gLALQbccefffxxgotxe toroidal gLALQbccefffmejvtdq toroidal gLALQbccfeffhhgpbtx toroidal gLALQbccefffxxfotxe toroidal gLALQbccfeffhhspbtx toroidal gLALQbccefffxxvotxe toroidal gLALQbccefffhhgjdpq toroidal gLALQbccefffhhgbmil toroidal gLALQbccefffeuwjhmu SFS[D(7,2)(3,1)] gLALQbccefffdprshld toroidal gLALQbccefffhhgvdph SFS[D(7,3)(3,1)] gLALQbccefffhhgomqm toroidal gLALQbccefffdproqqa SFS[D(7,4)(3,1)] gLALQbccfeffhhgpkmq SFS[D(7,5)(3,1)] gLALQbccefffeuojhmu toroidal gLALQbccefffdpfshld toroidal gLALQbccefffhhgbmqm toroidal gLALQbccfeffhhgpbmq toroidal gLALQbccefffeukjhmu SFS[D(8,3)(3,1)] gLALQbccefffdpkshld toroidal gLALQbccefffhhgodph SFS[D(8,3)(3,1)] gLALQbccefffhhgvmqm toroidal gLALQbccefffdpkoqqa SFS[D(8,3)(3,1)] gLALQbccfeffhhgpsmq SFS[D(8,3)(3,1)] gLALQbccefffepnghah SFS[D(5,1)(3,1)] gLALQbccefffepnrxud toroidal gLALQbccefffhhgompm toroidal gLALQbccfeffhhgpkpq SFS[D(5,4)(3,1)] gLALQbccefffepbghah toroidal gLALQbccefffepbrxud reducible gLALQbccefffhhgbmpm reducible gLALQbccfeffhhgpbpq toroidal gLALQbccefffepjghah SFS[D(7,4)(3,1)] gLALQbccefffepjrxud toroidal gLALQbccefffhhgvmpm toroidal gLALQbccfeffhhgpspq SFS[D(7,3)(3,1)] gLALQbccefffeikrxud SFS[D(7,2)(3,1)] gLALQbccefffeikfhld SFS[D(8,3)(3,1)] gLALQbccefffdmgoqqa SFS[D(7,5)(3,1)] gLALQbccefffeikbmxe m059(0,0) gLALQbccefffeikbhpt m017(0,0) gLALQbccefffeikbxpi m090(0,0) gLALQbccefffeikbmqi m105(0,0) gLALQbccefffeikvhpt toroidal gLALQbccefffeikvxpi m228(0,0) gLALQbccefffeikohpt m141(0,0) gLALQbccefffeikoxpi toroidal gLALQbccefffhhgjdmq SFS[D(8,3)(3,1)] gLALQbccefffdmgghld m032(0,0) gLALQbccefffdmggtxm m006(0,0) gLALQbccefffdmggqlu m053(0,0) gLALQbccefffdmggtqu m029(0,0) gLALQbccefffdmgshld toroidal gLALQbccefffdmgsqlu m236(0,0) gLALQbccefffdmgnhld m227(0,0) gLALQbccefffdmgnqlu toroidal gLALQbccefffhhgjmpu SFS[D(7,5)(3,1)] gLALQbccefffmlbslqt m080(0,0) gLALQbccfeffhhnpbux m037(0,0) gLALQbccefffxxgolxe m085(0,0) gLALQbccefffmejvldq m111(0,0) gLALQbccfeffhhgpbux toroidal gLALQbccefffxxfolxe m209(0,0) gLALQbccfeffhhspbux m070(0,0) gLALQbccefffxxvolxe toroidal gLALQbccefffdmgkhtp SFS[D(8,3)(3,1)] gLALQbccefffxxvgtap SFS[D(8,3)(3,1)] gLALQbccefffxxvgdal SFS[D(7,2)(3,1)] gLALQbccefffxxnvhpt toroidal gLALQbccefffhhgwqti toroidal gLALQbccefffhhgghqx toroidal gLALQbccefffxxnnxqh toroidal gLMzQbcdefffaeeatea SFS[D(3,1)(2,1)] gLMzQbcdefffaeettaa reducible gLMzQbcdefffaeeatih m004(0,0) gLMzQbcdefffaeetumm SFS[A(2,1)] gLMzQbcdefffaeehqlu m004(0,0) gLMzQbcdefffaeeahad SFS[D(3,1)(2,1)] gLMzQbcdefffaeeahap SFS[D(3,1)(2,1)] gLMzQbcdefffaeeahah reducible gLMzQbcdefffaaehapl SFS[D(3,1)(2,1)] gLMzQbcdefffaeeahup toroidal gLMzQbcdefffaeehhaa reducible gLMzQbcdefffaeededd SFS[A(3,1)] gLMzQbcdefffaeedmad SFS[D(3,1)(2,1)] gLMzQbcdefffaeediad SFS[D(3,1)(2,1)] gLMzQbcdefffaeeddaa reducible gLMzQbcdefffaaedade SFS[A(3,1)] gLMzQbcdefffaeeaide toroidal gLMzQbcdefffaaamptt SFS[A(2,1)] gLMzQbcdefffaeeaaim SFS[A(2,1)] gLMzQbcdefffaeeaaal reducible gLMzQbcdefffaeeaapl SFS[D(3,1)(3,2)] gLMzQbcdefffaeeaapt SFS[D(3,1)(3,1)] gLMzQbcdefffaehqhpt m034(0,0) gLMzQbcdefffaahhapl toroidal gLMzQbcdefffaaahmdd reducible gLMzQbcdefffaehaaal reducible gLMzQbcdefffaehaapt SFS[D(3,1)(3,2)] gLMzQbcdefffaehahah SFS[D(3,1)(2,1)] gLMzQbcdefffaaehaul toroidal gLMzQbcdefffaehahup m003(0,0) gLMzQbcdefffaehhaah SFS[D(3,1)(2,1)] gLMzQbcdefffaehhhaa reducible gLMzQbcdefffaemhhah SFS[D(4,1)(3,1)] gLMzQbcdefffaahdtdd SFS[D(3,1)(2,1)] gLMzQbcdefffaaadpaa reducible gLMzQbcdefffaemaaap reducible gLMzQbcdefffaeiaaap reducible gLMzQbcdefffaehaaat reducible gLMzQbcdefffaemahat toroidal gLMzQbcdefffaehahap SFS[D(3,1)(2,1)] gLMzQbcdefffaaehaal SFS[D(3,1)(2,1)] gLMzQbcdefffaeiahat SFS[D(3,1)(2,1)] gLMzQbcdefffaemqapt SFS[D(3,1)(2,1)] gLMzQbcdefffaemqhtt reducible gLMzQbcdefffaaaamda SFS[D(3,1)(2,1)] gLMzQbcdefffaaaamlh m004(0,0) gLMzQbcdefffaaehhah SFS[D(4,3)(3,1)] gLMzQbcdefffaaahmet toroidal gLMzQbcdefffaaadmqa reducible gLMzQbcdefffaaaahae SFS[D(3,1)(2,1)] gLMzQbcdefffaaadpdm SFS[D(3,1)(2,1)] gLMzQbcdefffaaammdu SFS[D(3,1)(2,1)] gLMzQbcdefffaaehqll SFS[D(3,1)(3,2)] gLMzQbcdefffaaeleaa SFS[D(3,1)(2,1)] gLMzQbcdefffaaedead m129(0,0)(0,0) gLMzQbcdefffaaeddea m203(0,0)(0,0) gLMzQbcdefffaaammai SFS[A(3,1)] gLMzQbcdefffaaeldee SFS[D(3,1)(2,1)] gLMzQbcdefffaaelmae toroidal gLMzQbcdefffaaediaa SFS[D(3,1)(2,1)] gLMzQbcdefffaaaadph toroidal gLMzQbcdefffaaedmaa SFS[D(3,1)(2,1)] gLMzQbcdefffaaeliae toroidal gLMzQbcdefffaaematt m004(0,0) gLMzQbcdefffaaemaee SFS[D(3,1)(2,1)] gLMzQbcdefffaaeladd toroidal gLMzQbcdefffaaehaaa SFS[D(3,1)(2,1)] gLMzQbcdefffaaaaapm SFS[D(3,1)(3,2)] gLMzQbcdefffaahetaa reducible gLMzQbcdefffaeihhah reducible gLMzQbcdefffaaehaat reducible gLMzQbcdefffaeiahal SFS[D(3,1)(2,1)] gLMzQbcdefffaaadmdd SFS[D(3,1)(3,1)] gLMzQbcdefffaeiaaup SFS[D(3,1)(3,2)] gLMzQbcdefffaeiqhtt SFS[D(3,1)(3,1)] gLMzQbcdefffaeiqapt SFS[D(3,1)(2,1)] gLMzQbcdefffaaammhh SFS[A(2,1)] gLMzQbcdefffaaampee SFS[D(3,1)(3,2)] gLMzQbcdefffaelaaai PxS^1 gLMzQbcdefffahhatet SFS[D(3,1)(2,1)] gLMzQbcdefffahhhtdm toroidal gLMzQbcdefffahhhqee SFS[D(3,1)(3,1)] gLMzQbcdefffahhhqlu m004(0,0) gLMzQbcdefffahhhqqh toroidal gLMzQbcdefffahhaqqa toroidal gLMzQbcdefffaahhapt SFS[D(3,1)(2,1)] gLMzQbcdefffahhaqet m003(0,0) gLMzQbcdefffahhqqaa toroidal gLMzQbcdefffahhqqlm SFS[D(3,1)(3,1)] gLMzQbcdefffahhqqdu SFS[D(3,1)(2,1)] gLMzQbcdefffahhqqhh toroidal gLMzQbcdefffaahhaie SFS[D(3,1)(3,1)] gLMzQbcdefffahhaqxh toroidal gLMzQbcdefffahhaqip m004(0,0) gLMzQbcdefffahhhqdm m003(0,0) gLMzQbcdefffahhhqii SFS[D(3,1)(2,1)] gLMzQbcdefffahhhqxa toroidal gLMzQbcdefffahhadet toroidal gLMzQbcdefffahhdhei SFS[D(3,1)(2,1)] gLMzQbcdefffahhaadm SFS[D(3,1)(2,1)] gLMzQbcdefffahhaapt SFS[D(3,1)(3,1)] gLMzQbcdefffahhhhet SFS[D(3,1)(2,1)] gLMzQbcdefffaahxald SFS[D(3,1)(3,1)] gLMzQbcdefffahhahlm m004(0,0) gLMzQbcdefffahhehld SFS[D(3,1)(2,1)] gLMzQbcdefffaahxamu SFS[D(3,1)(2,1)] gLMzQbcdefffahhahud m003(0,0) gLMzQbcdefffahhhhai reducible gLMzQbcdefffahhhhpm SFS[D(3,1)(3,2)] gLMzQbcdefffahhhhpi SFS[D(3,1)(3,1)] gLMzQbcdefffahhaeah SFS[D(3,1)(2,1)] gLMzQbcdefffaahhhad SFS[D(4,3)(3,1)] gLMzQbcdefffaaahhpl SFS[D(3,1)(3,2)] gLMzQbcdefffaahxhei m022(0,0) gLMzQbcdefffaahxqdu m206(0,0) gLMzQbcdefffaaahhdm SFS[D(3,1)(2,1)] gLMzQbcdefffaaaahpe m003(0,0) gLMzQbcdefffaaahxqa toroidal gLMzQbcdefffaahhqqa m136(0,0) gLMzQbcdefffaahhhud m022(0,0) gLMzQbcdefffaahhqxh m135(0,0) gLMzQbcdefffaahhhlm m023(0,0) gLMzQbcdefffaaaahit m004(0,0) gLMzQbcdefffaaahhpt SFS[D(3,1)(3,1)] gLMzQbcdefffaaahxxh toroidal gLMzQbcdefffaahxhpt m023(0,0) gLMzQbcdefffaahxqlm m207(0,0) gLMzQbcdefffaahhdet m034(0,0) gLMzQbcdefffaaahhal reducible gLMzQbcdefffaahxatt m004(0,0) gLMzQbcdefffaaaaaet SFS[D(3,1)(2,1)] gLMzQbcdefffaaaaapi SFS[D(3,1)(3,1)] gLMzQbcdefffaahxaee m003(0,0) gLMzQbcdefffaahxhhq m135(0,0) gLMzQbcdefffaaahxip m004(0,0) gLMzQbcdefffaahheah SFS[D(4,1)(3,1)] gLMzQbcdefffaaahxet m003(0,0) gLMzQbcdefffaahxhxa m136(0,0) gLMzQbcdefffahxhqep m022(0,0) gLMzQbcdefffahxhqqx m136(0,0) gLMzQbcdefffaahxaxh toroidal gLMzQbcdefffahxaqei SFS[D(3,1)(2,1)] gLMzQbcdefffahxqqqa toroidal gLMzQbcdefffahxqqii m004(0,0) gLMzQbcdefffahxqqum m022(0,0) gLMzQbcdefffahxqqpp m003(0,0) gLMzQbcdefffahxqqhx toroidal gLMzQbcdefffahxqqdl m023(0,0) gLMzQbcdefffaahxaaq toroidal gLMzQbcdefffahxaqtp SFS[D(3,1)(3,1)] gLMzQbcdefffahxhqti m023(0,0) gLMzQbcdefffahxhqha m135(0,0) gLMzQbcdefffaaahxll SFS[D(3,1)(2,1)] gLMzQbcdefffahxaahx toroidal gLMzQbcdefffaaahxdd SFS[D(3,1)(3,1)] gLMzQbcdefffahxaaaq toroidal gLMzQbcdefffahxhxqq toroidal gLMzQbcdefffahxhxet m023(0,0) gLMzQbcdefffahxhxld m207(0,0) gLMzQbcdefffahxaxlm SFS[D(3,1)(3,1)] gLMzQbcdefffaahhadm m004(0,0) gLMzQbcdefffaahhaul m003(0,0) gLMzQbcdefffahxaxud SFS[D(3,1)(2,1)] gLMzQbcdefffahxhxpi m022(0,0) gLMzQbcdefffahxhxaa toroidal gLMzQbcdefffahxhxum m206(0,0) gLMzQbcdefffahihhah SFS[D(4,1)(3,1)] gLMzQbcdefffaahhaat SFS[D(3,1)(2,1)] gLMzQbcdefffaaadhaa reducible gLMzQbcdefffahiaaap reducible gLMzQbcdefffahiaaup reducible gLMzQbcdefffahhaaal reducible gLMzQbcdefffahihapi SFS[D(3,1)(2,1)] gLMzQbcdefffaahehdd SFS[D(3,1)(2,1)] gLMzQbcdefffahihaam SFS[D(3,1)(2,1)] gLMzQbcdefffahhahap SFS[D(3,1)(2,1)] gLMzQbcdefffahhehaa reducible gLMzQbcdefffahmhaam reducible gLMzQbcdefffahhddaa reducible gLMzQbcdefffaiidedd toroidal gLMzQbcdefffaiiddaa reducible gLMzQbcdefffaaitaai toroidal gLMzQbcdefffaiillaa reducible gLMzQbcdefffaiiltaa reducible gLMzQbcdefffaaieahd reducible gLMzQbcdefffaaadtpp reducible gLMzQbcdefffaaidale reducible gLMzQbcdefffaiiaapa reducible gLMzQbcdefffahihaai toroidal gLMzQbcdefffahheeaa reducible gLMzQbcdefffaaieeaa toroidal gLMzQbcdefffaiieeaa toroidal gLMzQbcdefffaiphqlu m022(0,0) gLMzQbcdefffaaheiee m003(0,0) gLMzQbcdefffaaieaem toroidal gLMzQbcdefffaipdlee SFS[D(3,1)(2,1)] gLMzQbcdefffaipdthh m003(0,0) gLMzQbcdefffaiplmtt SFS[D(3,1)(2,1)] gLMzQbcdefffaaitaqd SFS[D(3,1)(2,1)] gLMzQbcdefffaiplitt toroidal gLMzQbcdefffaaiedtt toroidal gLMzQbcdefffaaadell SFS[D(3,1)(2,1)] gLMzQbcdefffaaadlee SFS[D(3,1)(3,1)] gLMzQbcdefffaipxxxa toroidal gLMzQbcdefffaahdmaa toroidal gLMzQbcdefffaipeldd toroidal gLMzQbcdefffaaidaap SFS[D(3,1)(2,1)] gLMzQbcdefffaiuhhah SFS[D(4,3)(3,1)] gLMzQbcdefffaiudiaa SFS[D(3,1)(2,1)] gLMzQbcdefffaiuemee SFS[D(3,1)(2,1)] gLMzQbcdefffaaadtad SFS[D(3,1)(2,1)] gLMzQbcdefffaaadlad SFS[D(3,1)(2,1)] gLMzQbcdefffaahehei m034(0,0) gLMzQbcdefffaaadtah SFS[D(3,1)(2,1)] gLMzQbcdefffaaadhie SFS[D(3,1)(2,1)] gLMzQbcdefffaaaadpe toroidal gLMzQbcdefffaaadlud m003(0,0) gLMzQbcdefffaahdaie reducible gLMzQbcdefffaaadtap reducible gLMzQbcdefffaaaadpu toroidal gLMzQbcdefffaaadlpd toroidal gLMzQbcdefffaaidaup toroidal gLMzQbcdefffaaaaddt SFS[D(3,1)(3,2)] gLMzQbcdefffaaaddpa toroidal gLMzQbcdefffaaadedh SFS[D(3,1)(3,1)] gLMzQbcdefffaaieaxm toroidal gLMzQbcdefffaaadtpd toroidal gLMzQbcdefffaaaaduh m003(0,0) gLMzQbcdefffaaaadxd SFS[D(3,1)(3,1)] gLMzQbcdefffaaaddal reducible gLMzQbcdefffaaaaaeq SFS[D(3,1)(2,1)] gLMzQbcdefffaaaddxx reducible gLMzQbcdefffaaitaqq SFS[D(3,1)(2,1)] gLMzQbcdefffaaitaqt reducible gLMzQbcdefffaaidaee SFS[D(3,1)(3,1)] gLMzQbcdefffaaidapp m003(0,0) gLMzQbcdefffaahdaaa SFS[D(3,1)(2,1)] gLMzQbcdefffaahdiaa SFS[D(3,1)(2,1)] gLMzQbcdefffaaieadd SFS[D(3,1)(3,2)] gLMzQbcdefffaaadtee SFS[D(3,1)(3,2)] gLMzQbcdefffaaheaee toroidal gLMzQbcdefffaahemee SFS[D(3,1)(2,1)] gLMzQbcdefffaaieamm toroidal gLMzQbcdefffaahdhah SFS[D(4,1)(3,1)] gLMzQbcdefffaaadxet SFS[D(3,1)(2,1)] gLMzQbcdefffaaaadah SFS[D(3,1)(2,1)] gLMzQbcdefffaaadlah toroidal gLMzQbcdefffaaheald reducible gLMzQbcdefffaaieehh reducible gLMzQbcdefffaaaaddq SFS[D(3,1)(3,1)] gLMzQbcdefffaaadedp SFS[D(3,1)(3,2)] gLMzQbcdefffaaaadau SFS[D(3,1)(2,1)] gLMzQbcdefffaaadlap SFS[D(3,1)(2,1)] gLMzQbcdefffahhdhdd SFS[D(3,1)(3,2)] gLMzQbcdefffahhahpd toroidal gLMzQbcdefffahmaaup SFS[D(3,1)(3,1)] gLMzQbcdefffaaadxdd SFS[D(3,1)(3,2)] gLMzQbcdefffaahdhee SFS[D(3,1)(2,1)] gLMzQbcdefffahmhaai SFS[D(3,1)(2,1)] gLMzQbcdefffahmhapi toroidal gLMzQbcdefffaahhaal SFS[D(3,1)(2,1)] gLMzQbcdefffahmhhah SFS[D(4,3)(3,1)] gLMzQbcdefffahhdedd reducible gLMzQbcdefffaimdedd SFS[D(3,1)(3,2)] gLMzQbcdefffaaieapd SFS[D(3,1)(3,1)] gLMzQbcdefffaaitaam SFS[D(3,1)(3,2)] gLMzQbcdefffaaadlpp SFS[D(3,1)(2,1)] gLMzQbcdefffaaiedee SFS[D(3,1)(3,1)] gLMzQbcdefffaimaapa SFS[D(3,1)(3,2)] gLMzQbcdefffaimaaua SFS[D(3,1)(3,1)] gLMzQbcdefffaimedee SFS[D(3,1)(3,1)] gLMzQbcdefffaaidaqe SFS[D(3,1)(3,2)] gLMzQbcdefffdhhhhah SFS[D(6,1)(3,1)] gLMzQbcdefffdxqxqep s080(0,0) gLMzQbcdefffhhhhxxa s298(0,0) gLMzQbcdefffhhhhhpe s001(0,0) gLMzQbcdefffhhhqxdu s463(0,0) gLMzQbcdefffhhhqxpe s640(0,0) gLMzQbcdefffhhhqxlm s464(0,0) gLMzQbcdefffhhhqxti s639(0,0) gLMzQbcdefffhhhhxqh s299(0,0) gLMzQbcdefffhhhhhit s000(0,0) gLMzQbcdefffhhqqqum s891(0,0) gLMzQbcdefffhhqqxhq s787(0,0) gLMzQbcdefffhhqqqdl s892(0,0) gLMzQbcdefffhhqqxxa s786(0,0) gLMzQbcdefffhxqqxxq s960(0,0) gLMzQbcdefffhxqqxha s961(0,0) gLMzQbcdefffhehhhah SFS[D(6,5)(3,1)] gLLAQccedfffqjasmvv SFS[D(3,1)(3,2)] gLLAQbeddfffmafcujj m015(0,0) gLLAQbeddfffmaccujj m004(0,0) gLLAQbeddfffmabcujj SFS[D(4,1)(2,1)] gLLAQbeddfffmabsujj SFS[D(5,2)(2,1)] gLLAQbeddfffaajktbs SFS[D(5,2)(2,1)] gLLAQbeddfffaagktbs SFS[D(4,1)(2,1)] gLLAQbeddfffaagwtbs m004(0,0) gLLAQbeddfffaagotbs m015(0,0) gLLAQccedfffajajmvv SFS[D(3,1)(3,2)] gLLAQbeddfffmagktbb SFS[D(4,1)(2,1)] gLLAQbeddfffmajktbb SFS[D(5,2)(2,1)] gLLAQbeddfffmagotbb m015(0,0) gLLAQbeddfffmagwtbb m004(0,0) gLLAQbeddfffaabsujv SFS[D(5,2)(2,1)] gLLAQbeddfffaabcujv SFS[D(4,1)(2,1)] gLLAQbeddfffaaccujv m004(0,0) gLLAQbeddfffaafcujv m015(0,0) gLLAQccedfffakebiww SFS[D(3,1)(2,1)] gLLAQbeddfffmakkqrv SFS[D(3,1)(2,1)] gLLAQccedfffaoefmss reducible gLLAQbeddfffpakktkr SFS[D(3,1)(2,1)] gLLAQbeddfffmaccqrv SFS[D(3,1)(2,1)] gLLAQccedffflneniww T2xI gLLAQccedfffaneniww SFS[A(2,1)] gLLAQccedfffqfefmss SFS[D(8,3)(2,1)] gLLAQbeddfffpabrurf SFS[D(7,3)(2,1)] gLLAQbeddfffmabsljs SFS[D(5,2)(2,1)] gLLAQccedfffpveoxww reducible gLLAQccedfffpvloqff reducible gLLAQbeddfffhaccqow toroidal gLLAQbeddfffmabslgs SFS[D(4,1)(2,1)] gLLAQccedfffpveodww reducible gLLAQccedfffpvloeff reducible gLLAQbeddfffeaggqks SFS[D(3,1)(2,1)] gLLAQbeddfffmaccaco reducible gLLAQccedfffaoefpkk reducible gLLAQbeddfffpakktcw SFS[D(3,1)(2,1)] gLLAQbeddfffpajktcw SFS[D(3,1)(2,1)] gLLAQbeddfffpagktcw toroidal gLLAQccedfffakeblnn SFS[D(3,1)(2,1)] gLLAQbeddfffmakkqgc SFS[D(3,1)(2,1)] gLLAQccedfffajejpkk reducible gLLAQbeddfffmacgico SFS[A(2,1)] gLLAQbeddfffmabsugc m004(0,0) gLLAQccedffflnenlnn SFS[A(3,1)] gLLAQccedfffanenlnn reducible gLLAQbeddfffmacgaog toroidal gLLAQccedfffajejlww reducible gLLAQbeddfffmabsugj SFS[D(4,1)(2,1)] gLLAQbeddfffdajktcw toroidal gLLAQbeddfffdagktcw SFS[D(5,2)(2,1)] gLLAQccedfffajejxoo reducible gLLAQbeddfffmabsugw m015(0,0) gLLAQbeddfffhajktcw m006(0,0) gLLAQbeddfffhagktcw m016(0,0) gLLAQbeddfffdaggqgv reducible gLLAQbeddfffmabslgn m004(0,0) gLLAQbeddfffeakktjn SFS[D(2,1)(2,1)] gLLAQbeddfffdarrqgv SFS[D(2,1)(2,1)] gLLAQccedfffpveoekk SFS[D(4,1)(3,1)] gLLAQccedfffpvioijj SFS[D(5,2)(3,1)] gLLAQbeddfffmabslgg m015(0,0) gLLAQbeddfffaaooigo SFS[A(2,1)] gLLAQccedfffpvaolrr SFS[D(4,3)(3,1)] gLLAQccedfffpvaoijj SFS[D(5,3)(3,1)] gLLAQbeddfffaaccqns SFS[D(3,1)(2,1)] gLLAQbeddfffaagoioc m129(0,0)(0,0) gLLAQbeddfffaabcuns m009(0,0) gLLAQbeddfffaaccuns SFS[D(3,1)(2,1)] gLLAQbeddfffaafcuns m032(0,0) gLLAQbeddfffaabslgo m015(0,0) gLLAQbeddfffaaccmcg SFS[A(2,1)] gLLAQbeddfffaaooabv toroidal gLLAQbeddfffaabvijw toroidal gLLAQbeddfffpaccqnn SFS[D(3,1)(2,1)] gLLAQbeddfffaaccins toroidal gLLAQbeddfffpafcunn m032(0,0) gLLAQbeddfffpaccunn SFS[D(3,1)(2,1)] gLLAQbeddfffpabcunn m009(0,0) gLLAQbeddfffaajwmbv toroidal gLLAQccedfffajejtww SFS[D(3,1)(3,1)] gLLAQbeddfffeakktfv SFS[D(2,1)(2,1)] gLLAQbeddfffdarrqbn SFS[D(2,1)(2,1)] gLLAQccedfffhgagxvv m015(0,0) gLLAQccedfffqjasxvv m007(0,0) gLLAQbeddfffaaccxrw m004(0,0) gLLAQccedfffajajhrr SFS[D(3,1)(3,1)] gLLAQbeddfffhaokxff m148(0,0) gLLAQbeddfffhaooxff toroidal gLLAQbeddfffhaowxff m009(0,0) gLLAQbeddfffaabgank m038(0,0) gLLAQbeddfffaanohjf m009(0,0) gLLAQbeddfffaaoohjf toroidal gLLAQbeddfffaaokxfs m148(0,0) gLLAQccedfffqjashrr m160(0,0) gLLAQbeddfffhaccqrw SFS[D(3,1)(2,1)] gLLAQbeddfffhaokafs toroidal gLLAQbeddfffhaooafs reducible gLLAQccedffflnhnqkk toroidal gLLAQccedfffanhnqkk reducible gLLAQbeddfffhacvhrw SFS[D(5,1)(2,1)] gLLAQccedfffakxkxnn toroidal gLLAQbeddfffhaccacn reducible gLLAQccedfffaohfxoo reducible gLLAQbeddfffhakktcn SFS[D(3,1)(2,1)] gLLAQbeddfffhagktcn toroidal gLLAQbeddfffhajktcn SFS[D(3,1)(2,1)] gLLAQccedfffakxbxnn SFS[D(3,1)(2,1)] gLLAQbeddfffhakkqgb SFS[D(3,1)(2,1)] gLLAQccedfffaohbqnn reducible gLLAQccedfffajhjxoo reducible gLLAQbeddfffhakkacn reducible gLLAQbeddfffhakklcn SFS[D(3,1)(2,1)] gLLAQbeddfffhakkeoj reducible gLLAQbeddfffhajvpcn m004(0,0) gLLAQccedfffdwxgxnn SFS[D(3,1)(3,2)] gLLAQccedfffpwxgxnn toroidal gLLAQccedfffhwxgxnn SFS[D(3,1)(3,1)] gLLAQccedffflnxnxnn toroidal gLLAQccedfffanxnxnn toroidal gLLAQbeddfffhankhgb m004(0,0) gLLAQbeddfffhabghgb SFS[A(2,1)] gLLAQbeddfffhaggagb reducible gLLAQccedfffakanxnn toroidal gLLAQbeddfffaakkunc SFS[D(7,2)(2,1)] gLLAQbeddfffhaccqnn reducible gLLAQccedfffpvaoqrr SFS[D(5,2)(3,1)] gLLAQccedfffpvaoxjj SFS[D(4,1)(3,1)] gLLAQbeddfffaakktjo SFS[D(2,1)(2,1)] gLLAQbeddfffaakkqnc SFS[D(2,1)(2,1)] gLLAQbeddfffaaccqnc reducible gLLAQbeddfffhakkqnn SFS[D(2,1)(2,1)] gLLAQbeddfffhakkunn SFS[D(7,2)(2,1)] gLLAQbeddfffhakktjj SFS[D(2,1)(2,1)] gLLAQbeddfffaakkxbg SFS[D(5,1)(2,1)] gLLAQbeddfffaakkinc SFS[D(5,1)(2,1)] gLLAQbeddfffaagkinc m137(0,0) gLLAQbeddfffaajkinc m038(0,0) gLLAQbeddfffaabslgw m004(0,0) gLLAQccedfffdwxrann SFS[D(3,1)(3,2)] gLLAQccedffflnakxnn m149(0,0) gLLAQccedfffhwarxnn m160(0,0) gLLAQccedffftnxkann m010(0,0) gLLAQccedfffanakxnn toroidal gLLAQccedffflnxkann m149(0,0) gLLAQccedfffqfafxnn m007(0,0) gLLAQccedffftnakxnn m010(0,0) gLLAQccedfffdwarxnn SFS[D(3,1)(3,2)] gLLAQbeddfffaankabg m038(0,0) gLLAQbeddfffaabgabg toroidal gLLAQccedfffqfafhgg m015(0,0) gLLAQccedfffhgaghgg m129(0,0)(0,0) gLLAQbeddfffaaccxcv SFS[A(2,1)] gLLAQbeddfffhajvenn m004(0,0) gLLAQccedfffpvmoqrr SFS[D(5,3)(3,1)] gLLAQccedfffpvhodww SFS[D(4,3)(3,1)] gLLAQbeddfffhaccqnf SFS[D(3,1)(2,1)] gLLAQbeddfffdajveof m015(0,0) gLLAQccedfffpvmoerr toroidal gLLAQccedfffpviodjj toroidal gLLAQccedfffanindjj SFS[D(3,1)(2,1)] gLLAQccedfffqjmsljj m007(0,0) gLLAQccedfffajijtjj SFS[D(3,1)(3,1)] gLLAQccedfffqjistjj m160(0,0) gLLAQccedfffpvarpnn SFS[D(4,1)(2,1)] gLLAQccedffflkmfajj SFS[D(5,2)(2,1)] gLLAQbeddfffaajwugv m009(0,0) gLLAQccedfffqjasevv m010(0,0) gLLAQbeddfffeakgdjj m007(0,0) gLLAQbeddfffeaggdjj SFS[D(3,1)(3,2)] gLLAQbeddfffeajgdjj m010(0,0) gLLAQbeddfffeajvpbb SFS[D(4,1)(2,1)] gLLAQbeddfffaafsxow m009(0,0) gLLAQbeddfffaacsacr toroidal gLLAQbeddfffaaccacr reducible gLLAQbeddfffaacracr toroidal gLLAQbeddfffeakgejj m033(0,0) gLLAQbeddfffeaggejj SFS[D(3,1)(3,1)] gLLAQbeddfffeajgejj m010(0,0) gLLAQbeddfffaajktcs toroidal gLLAQbeddfffaagktcs SFS[D(5,2)(2,1)] gLLAQccedffflkafevv SFS[D(5,2)(2,1)] gLLAQccedfffpvirann SFS[D(4,1)(2,1)] gLLAQbeddfffaagktcr m016(0,0) gLLAQbeddfffaajktcr m006(0,0) gLLAQbeddfffaabfdcs toroidal gLLAQbeddfffaabfdcr toroidal gLLAQbeddfffaakoqkg toroidal gLLAQbeddfffaakwqkg toroidal gLLAQccedfffpvmrann m017(0,0) gLLAQccedffflkafdrr m016(0,0) gLLAQbeddfffaakwqjg m011(0,0) gLLAQbeddfffaakoqjg m019(0,0) gLLAQccedfffpvaoegg SFS[D(5,2)(2,1)] gLLAQccedfffpvaodss SFS[D(4,1)(2,1)] gLLAQccedfffljajevv SFS[D(3,1)(3,2)] gLLAQccedfffljajdrr SFS[D(3,1)(3,1)] gLLAQccedfffljmjajj SFS[D(3,1)(3,2)] gLLAQccedfffljijajj SFS[D(3,1)(3,1)] gLLAQccedffflnajevv m007(0,0) gLLAQccedfffajinann SFS[D(3,1)(3,1)] gLLAQccedfffljinann toroidal gLLAQbeddfffaacstcs m010(0,0) gLLAQbeddfffaacctcs SFS[D(3,1)(3,2)] gLLAQbeddfffaacrtcs m007(0,0) gLLAQbeddfffaacstcr m033(0,0) gLLAQbeddfffaacctcr SFS[D(3,1)(3,1)] gLLAQbeddfffaacrtcr m036(0,0) gLLAQccedffflnajdrr m036(0,0) gLLAQccedfffajikajj SFS[D(3,1)(3,2)] gLLAQccedfffljmnann m007(0,0) gLLAQbeddfffearcdjj SFS[D(5,2)(2,1)] gLLAQbeddfffearsdjj toroidal gLLAQbeddfffeanspbb m009(0,0) gLLAQccedfffljanpnn toroidal gLLAQccedfffajakevv SFS[D(3,1)(3,1)] gLLAQccedffflnmjajj m007(0,0) gLLAQbeddfffaabsugv SFS[D(4,1)(2,1)] gLLAQbeddfffaacslcr m007(0,0) gLLAQbeddfffaacclcr SFS[D(3,1)(3,2)] gLLAQbeddfffaacrlcr m036(0,0) gLLAQccedffflnandss SFS[D(3,1)(3,1)] gLLAQccedfffanandss reducible gLLAQccedffflnmnann SFS[D(3,1)(3,2)] gLLAQbeddfffdakwqkk toroidal gLLAQbeddfffdakoqkk toroidal gLLAQbeddfffdarsdkk m006(0,0) gLLAQbeddfffdarcdkk m016(0,0) gLLAQbeddfffdanspff m032(0,0) gLLAQbeddfffdakgdkk m036(0,0) gLLAQbeddfffdaggdkk SFS[D(3,1)(3,1)] gLLAQbeddfffdajgdkk m033(0,0) gLLAQbeddfffdakgekk m036(0,0) gLLAQbeddfffdaggekk SFS[D(3,1)(3,2)] gLLAQbeddfffdajgekk m007(0,0) gLLAQbeddfffaacsacs toroidal gLLAQbeddfffaaccacs reducible gLLAQbeddfffaacracs toroidal gLLAQbeddfffaafsxok m148(0,0) gLLAQbeddfffdajvpff m015(0,0) gLLAQbeddfffdafvtkk toroidal gLLAQbeddfffdafgtkk toroidal gLLAQbeddfffaaffano toroidal gLLAQbeddfffdaffdff T2xI gLLAQbeddfffaaccabc SFS[A(3,1)] gLLAQccedfffajajljj toroidal gLLAQbeddfffeakoqjj m019(0,0) gLLAQbeddfffeakwqjj m011(0,0) gLLAQccedfffljanunn m007(0,0) gLLAQccedfffajakdrr SFS[D(3,1)(3,2)] gLLAQccedffflnijajj m036(0,0) gLLAQbeddfffaacslcs m010(0,0) gLLAQbeddfffaacclcs SFS[D(3,1)(3,1)] gLLAQbeddfffaacrlcs m033(0,0) gLLAQccedffflnanegg SFS[D(3,1)(3,2)] gLLAQccedfffananegg reducible gLLAQccedffflninann SFS[D(3,1)(3,1)] gLLAQbeddfffaabsugf m015(0,0) gLLAQccedffflkifajj m016(0,0) gLLAQccedfffpvarunn m017(0,0) gLLAQccedfffqjasdrr m149(0,0) gLLAQbeddfffaajwugf m032(0,0) gLLAQbeddfffaaccafc SFS[A(3,1)] gLLAQccedfffpvaopnn SFS[D(4,1)(2,1)] gLLAQccedfffpvaounn SFS[D(5,2)(2,1)] gLLAQbeddfffaaffdbc T2xI gLLAQccedfffqjisljj SFS[D(3,1)(3,2)] gLLAQccedfffajijljj SFS[D(3,1)(3,2)] gLLAQbeddfffeajverb SFS[D(4,1)(2,1)] gLLAQccedfffpvhoekk reducible gLLAQccedfffpvioqrr reducible gLLAQbeddfffhaccqnw SFS[D(3,1)(2,1)] gLLAQccedfffanmndjj reducible gLLAQccedfffaninerr reducible gLLAQbeddfffeaggagj reducible gLLAQccedffflnmnpnn reducible gLLAQccedfffanmnpnn reducible gLLAQbeddfffdaggagk reducible gLLAQbeddfffdaccacf reducible gLLAQccedfffajpjtcc reducible gLLAQccedffflninunn reducible gLLAQccedfffaninunn reducible gLLAQbeddfffeaccacb toroidal gLLAQccedfffaopftcc reducible gLLAQccedfffajhjlww reducible gLLAQbeddfffeabsugw SFS[D(4,1)(2,1)] gLLAQbeddfffhajktcf toroidal gLLAQbeddfffhagktcf SFS[D(5,2)(2,1)] gLLAQccedfffpvmouvv SFS[D(5,2)(3,1)] gLLAQccedfffpviopvv SFS[D(4,1)(3,1)] gLLAQccedfffpvmopvv SFS[D(4,3)(3,1)] gLLAQccedfffpviouvv SFS[D(5,3)(3,1)] gLLAQccedfffpvarpvv toroidal gLLAQccedffflkmfass SFS[D(5,3)(3,1)] gLLAQbeddfffeaggdoo toroidal gLLAQccedfffpvaoerr toroidal gLLAQccedfffpvaodjj toroidal gLLAQccedfffajajdgg SFS[D(3,1)(2,1)] gLLAQbeddfffaagwirc m137(0,0) gLLAQccedfffanandjj SFS[D(3,1)(2,1)] gLLAQccedfffljanpvv SFS[D(4,1)(2,1)] gLLAQccedfffajakenn m003(0,0) gLLAQccedffflnmjass m017(0,0) gLLAQbeddfffaabslgk SFS[D(4,1)(2,1)] gLLAQbeddfffaacslgk SFS[D(5,2)(2,1)] gLLAQbeddfffaacclgk toroidal gLLAQbeddfffaacrlgk m016(0,0) gLLAQbeddfffdakwqnn toroidal gLLAQbeddfffdakoqnn SFS[D(5,2)(3,1)] gLLAQbeddfffdaootnn reducible gLLAQbeddfffaagwirs m038(0,0) gLLAQbeddfffdaggdnn SFS[D(3,1)(2,1)] gLLAQbeddfffdafftnn SFS[D(2,1)(2,1)] gLLAQbeddfffaaffabf toroidal gLLAQbeddfffaabfabf toroidal gLLAQbeddfffaabfacf m125(0,0)(0,0) gLLAQbeddfffdacrljj m006(0,0) gLLAQbeddfffdaccljj SFS[D(3,1)(2,1)] gLLAQbeddfffdacsljj toroidal gLLAQbeddfffdabsljj SFS[D(5,2)(2,1)] gLLAQbeddfffdacrqnn toroidal gLLAQbeddfffdaccqnn SFS[D(3,1)(2,1)] gLLAQbeddfffdacsqnn m011(0,0) gLLAQbeddfffaacsecf toroidal gLLAQbeddfffaacrecf toroidal gLLAQccedfffajajlss SFS[D(3,1)(2,1)] gLLAQccedffflnajtss m016(0,0) gLLAQccedfffajpnabb toroidal gLLAQccedfffljpnabb SFS[D(5,2)(2,1)] gLLAQbeddfffaacctkw SFS[D(3,1)(2,1)] gLLAQbeddfffaacctko toroidal gLLAQbeddfffaacsqor m019(0,0) gLLAQbeddfffaaccqor toroidal gLLAQbeddfffaacrqor toroidal gLLAQbeddfffaaoodko reducible gLLAQccedffflnajlss m017(0,0) gLLAQccedfffajpkann m003(0,0) gLLAQccedfffljunaoo SFS[D(4,1)(2,1)] gLLAQccedfffljarpvv SFS[D(4,1)(2,1)] gLLAQccedfffljaruvv SFS[D(5,2)(2,1)] gLLAQccedfffajarpvv toroidal gLLAQccedfffljuraoo SFS[D(4,1)(2,1)] gLLAQccedfffljprabb SFS[D(5,2)(2,1)] gLLAQbeddfffaacsqnr m011(0,0) gLLAQbeddfffaaccqnr SFS[D(3,1)(2,1)] gLLAQbeddfffaacrqnr toroidal gLLAQbeddfffeakoqoo SFS[D(4,1)(3,1)] gLLAQbeddfffeakwqoo SFS[D(5,2)(3,1)] gLLAQccedfffananerr SFS[D(3,1)(2,1)] gLLAQccedfffljanuvv SFS[D(5,2)(2,1)] gLLAQccedfffajakdgg toroidal gLLAQccedffflnijass m016(0,0) gLLAQbeddfffaabsljk SFS[D(5,2)(2,1)] gLLAQbeddfffaacsljk toroidal gLLAQbeddfffaaccljk SFS[D(3,1)(2,1)] gLLAQbeddfffaacrljk m006(0,0) gLLAQccedffflkifass SFS[D(4,3)(3,1)] gLLAQccedfffpvaruvv SFS[D(5,3)(3,1)] gLLAQbeddfffeacrlgg m016(0,0) gLLAQbeddfffeacclgg toroidal gLLAQbeddfffeacslgg SFS[D(5,2)(2,1)] gLLAQbeddfffeabslgg SFS[D(4,1)(2,1)] gLLAQbeddfffeacrqoo toroidal gLLAQbeddfffeaccqoo toroidal gLLAQbeddfffeacsqoo m019(0,0) gLLAQbeddfffaacsebf toroidal gLLAQbeddfffaacrebf toroidal gLLAQccedffflkaftss SFS[D(4,3)(3,1)] gLLAQccedfffpvprabb SFS[D(5,3)(3,1)] gLLAQbeddfffaaffdko SFS[D(2,1)(2,1)] gLLAQbeddfffaakoqor SFS[D(4,1)(3,1)] gLLAQbeddfffaakwqor SFS[D(5,2)(3,1)] gLLAQccedfffpvuraoo toroidal gLLAQccedffflkaflss SFS[D(5,3)(3,1)] gLLAQbeddfffaakwqnr toroidal gLLAQbeddfffaakoqnr SFS[D(5,2)(3,1)] gLLAQccedfffloabuvv toroidal gLLAQccedfffloabpvv toroidal gLLAQccedfffdvaopvv SFS[D(4,3)(3,1)] gLLAQccedfffhvaopvv SFS[D(4,1)(3,1)] gLLAQccedfffhvaouvv SFS[D(5,2)(3,1)] gLLAQccedfffdvaouvv SFS[D(5,3)(3,1)] gLLAQbeddfffdabsujs SFS[D(5,2)(2,1)] gLLAQccedfffajhjtww SFS[D(3,1)(3,2)] gLLAQbeddfffhagktbf SFS[D(4,1)(2,1)] gLLAQbeddfffhajktbf SFS[D(5,2)(2,1)] gLLAQbeddfffdaggajk reducible gLLAQccedffflninpnn SFS[D(3,1)(3,2)] gLLAQccedfffaninpnn reducible gLLAQccedffflnmnunn SFS[D(3,1)(3,1)] gLLAQccedfffajpjlcc toroidal gLLAQbeddfffdaccabf SFS[A(3,1)] gLLAQccedfffaopflcc reducible gLLAQccedfffqjasajj toroidal gLLAQbeddfffaabghgg SFS[A(2,1)] gLLAQccedfffakakann toroidal gLLAQccedffflkakann SFS[D(3,1)(2,1)] gLLAQbeddfffaafsxoo toroidal gLLAQbeddfffaabcacc SFS[A(3,1)] gLLAQbeddfffaacracc reducible gLLAQccedfffloafajj SFS[D(3,1)(2,1)] gLLAQbeddfffaakktcc SFS[D(3,1)(2,1)] gLLAQbeddfffaajktcc SFS[D(3,1)(2,1)] gLLAQbeddfffaagktcc toroidal gLLAQccedfffakabann SFS[D(3,1)(2,1)] gLLAQccedffflkafajj toroidal gLLAQccedfffpvarann m003(0,0) gLLAQbeddfffaakkqgg SFS[D(3,1)(2,1)] gLLAQbeddfffaakwqgg SFS[D(3,1)(2,1)] gLLAQbeddfffaajwqgg SFS[D(3,1)(2,1)] gLLAQbeddfffaagwqgg reducible gLLAQbeddfffaakoqgg toroidal gLLAQccedfffpvaoann toroidal gLLAQccedfffljajajj reducible gLLAQccedffflnajajj SFS[D(3,1)(3,2)] gLLAQccedfffajakajj reducible gLLAQccedfffljanann SFS[D(3,1)(3,1)] gLLAQbeddfffaacstcc SFS[D(3,1)(3,1)] gLLAQbeddfffaacctcc reducible gLLAQbeddfffaacrtcc SFS[D(3,1)(3,2)] gLLAQbeddfffaajwugg SFS[D(3,1)(2,1)] gLLAQbeddfffaakkacc reducible gLLAQbeddfffaabvpoo SFS[A(2,1)] gLLAQbeddfffaajwigg toroidal gLLAQbeddfffaakklcc SFS[D(3,1)(2,1)] gLLAQbeddfffaakolcc toroidal gLLAQbeddfffaakwlcc SFS[D(3,1)(2,1)] gLLAQbeddfffaakkeoo reducible gLLAQbeddfffaakoeoo reducible gLLAQbeddfffaabsugg m004(0,0) gLLAQbeddfffaankhgg m004(0,0) gLLAQccedfffdwagann SFS[D(3,1)(3,2)] gLLAQccedfffpwagann toroidal gLLAQccedfffhwagann SFS[D(3,1)(3,1)] gLLAQbeddfffaacslcc SFS[D(3,1)(3,2)] gLLAQbeddfffaacclcc reducible gLLAQbeddfffaacrlcc SFS[D(3,1)(3,1)] gLLAQbeddfffaabvaoo toroidal gLLAQccedfffqjasass toroidal gLLAQbeddfffaabgxkk SFS[D(5,1)(2,1)] gLLAQbeddfffaabceff T2xI gLLAQbeddfffaaccakk reducible gLLAQbeddfffaagwqrr SFS[D(2,1)(2,1)] gLLAQbeddfffaaccqrr SFS[D(3,1)(2,1)] gLLAQccedfffajakass SFS[D(3,1)(2,1)] gLLAQccedfffajajass toroidal gLLAQbeddfffaaoodkk reducible gLLAQbeddfffaacctkk SFS[D(3,1)(2,1)] gLLAQbeddfffaajolkk SFS[D(2,1)(2,1)] gLLAQbeddfffaakoeff SFS[D(2,1)(2,1)] gLLAQbeddfffaagwurr SFS[D(7,2)(2,1)] gLLAQbeddfffaagwirr SFS[D(5,1)(2,1)] gLLAQbeddfffaacclkk SFS[D(3,1)(2,1)] gLLAQbeddfffaanoaff toroidal gLLAQbeddfffaabfaff toroidal gLLAQccedfffqfefmws m289(0,0) gLLAQccedfffqfefmvs m340(0,0) gLLAQbeddfffmicgaog s785(0,0)(0,0) gLLAQbeddfffaiooacg SFS[A(2,1)] gLLAQbeddfffapggmcj SFS[D(3,1)(2,1)] gLLAQbeddfffapccign SFS[D(3,1)(2,1)] gLLAQccedfffakxbdsc SFS[D(2,1)(2,1)] gLLAQccedfffakxbanb toroidal gLLAQbeddfffhlkktjj SFS[D(7,2)(2,1)] gLLAQbeddfffhpkkqgg SFS[D(7,2)(2,1)] gLLAQccedfffakxbegf SFS[D(2,1)(2,1)] gLLAQccedffflnmnenr m011(0,0) gLLAQccedfffanindkj SFS[D(3,1)(2,1)] gLLAQccedffflnindkj toroidal gLLAQbeddfffeikgejj m007(0,0) gLLAQbeddfffeiggejj SFS[D(3,1)(3,2)] gLLAQbeddfffeijgejj m010(0,0) gLLAQccedfffakabdvs SFS[D(2,1)(2,1)] gLLAQbeddfffaikwqjg toroidal gLLAQbeddfffaikoqjg SFS[D(5,2)(2,1)] gLLAQccedfffpvaoegv SFS[D(5,2)(2,1)] gLLAQccedfffpvaodvs SFS[D(4,1)(2,1)] gLLAQccedfffajajdrs SFS[D(3,1)(3,1)] gLLAQbeddfffapggdrs SFS[D(3,1)(3,2)] gLLAQccedffflnajdrs SFS[D(3,1)(3,1)] gLLAQccedfffajikakj toroidal gLLAQccedfffljmnanj SFS[D(3,1)(3,2)] gLLAQccedffflnandvs toroidal gLLAQccedfffanandvs SFS[D(3,1)(3,1)] gLLAQccedffflnmnanj m007(0,0) gLLAQccedffflninenr toroidal gLLAQccedfffaninenr reducible gLLAQccedffflnineor toroidal gLLAQccedffflnmnpnb SFS[D(3,1)(3,1)] gLLAQccedfffanmnpnb toroidal gLLAQccedffflnmnpnj SFS[D(3,1)(3,2)] gLLAQccedfffaohbusb reducible gLLAQccedfffakxbpgo SFS[D(3,1)(2,1)] gLLAQccedfffaohflvw reducible gLLAQbeddfffhukktrj SFS[D(3,1)(2,1)] gLLAQbeddfffhtkkqkb SFS[D(3,1)(2,1)] gLLAQccedfffajajlws SFS[D(3,1)(2,1)] gLLAQbeddfffaiggdor reducible gLLAQccedffflnajlws m011(0,0) gLLAQccedfffajpkajn SFS[D(3,1)(2,1)] gLLAQccedfffljunano toroidal gLLAQccedffflnanenr toroidal gLLAQccedfffananenr SFS[D(3,1)(2,1)] gLLAQccedffflninawv m006(0,0) gLLAQbeddfffeicrlgg toroidal gLLAQbeddfffeicclgg reducible gLLAQbeddfffeicslgg toroidal gLLAQbeddfffairrdor SFS[D(2,1)(2,1)] gLLAQccedfffpvurano toroidal gLLAQccedffflkaflws SFS[D(5,2)(3,1)] gLLAQbeddfffapkkqgf SFS[D(2,1)(2,1)] gLLAQbeddfffapkwqgf toroidal gLLAQbeddfffapkoqgf toroidal gLLAQccedfffpvaopwv toroidal gLLAQccedfffpvaouvf SFS[D(5,3)(3,1)] gLLAQccedffflninpnb m007(0,0) gLLAQccedfffaninpnb SFS[D(3,1)(3,2)] gLLAQccedffflnmnunj m010(0,0) gLLAQccedffflnajdrc m033(0,0) gLLAQccedfffajikagj SFS[D(3,1)(3,1)] gLLAQccedfffljmnanb m036(0,0) gLLAQccedfffajajdrc SFS[D(3,1)(3,2)] gLLAQbeddfffapcctwf reducible gLLAQccedffflnandws m007(0,0) gLLAQccedfffanandws SFS[D(3,1)(3,2)] gLLAQccedffflnmnanb m036(0,0) gLLAQbeddfffemkgejj toroidal gLLAQbeddfffemggejj reducible gLLAQbeddfffemjgejj toroidal gLLAQccedfffpvaoegf toroidal gLLAQccedfffpvaodws toroidal gLLAQccedfffpvmranb m016(0,0) gLLAQccedffflkafdrc m006(0,0) gLLAQbeddfffainrqcs toroidal gLLAQbeddfffaiorqcs toroidal gLLAQbeddfffemcrlgg toroidal gLLAQbeddfffemcclgg toroidal gLLAQbeddfffemcslgg m019(0,0) gLLAQccedfffpvaopsv toroidal gLLAQccedfffpvaouvg SFS[D(5,2)(3,1)] gLLAQccedfffpvuraro reducible gLLAQccedffflkaflvs reducible gLLAQbeddfffapnrqrj toroidal gLLAQbeddfffaporqrj SFS[D(5,3)(3,1)] gLLAQccedffflnajlvs SFS[D(5,2)(2,1)] gLLAQccedfffajpkabn toroidal gLLAQccedfffljunaro SFS[D(4,1)(2,1)] gLLAQccedfffajajlvs toroidal gLLAQbeddfffaicctko toroidal gLLAQccedffflnaneor SFS[D(5,2)(2,1)] gLLAQccedfffananeor toroidal gLLAQccedffflninasv m016(0,0) gLLAQccedfffajajlsr m003(0,0) gLLAQbeddfffaicctkw SFS[D(3,1)(2,1)] gLLAQbeddfffaporqrv SFS[D(4,3)(3,1)] gLLAQbeddfffapnrqrv SFS[D(5,3)(3,1)] gLLAQccedffflnmnasv m017(0,0) gLLAQccedfffanandkj m003(0,0) gLLAQccedffflnandkj SFS[D(4,1)(2,1)] gLLAQccedfffljpnabk SFS[D(5,2)(2,1)] gLLAQccedfffajpnabk toroidal gLLAQccedffflnajtvs SFS[D(4,1)(2,1)] gLLAQbeddfffdlcsljj m011(0,0) gLLAQbeddfffdlccljj SFS[D(3,1)(2,1)] gLLAQbeddfffdlcrljj toroidal gLLAQccedffflkaftvs reducible gLLAQccedfffpvprabk reducible gLLAQccedfffpvaopvg SFS[D(4,1)(3,1)] gLLAQccedfffpvaousv SFS[D(5,2)(3,1)] gLLAQccedfffakabaon SFS[D(3,1)(2,1)] gLLAQccedfffpvaranb toroidal gLLAQccedffflkafajb SFS[D(3,1)(2,1)] gLLAQbeddfffapcctww reducible gLLAQbeddfffapccaww reducible gLLAQbeddfffapcrlww SFS[D(3,1)(3,2)] gLLAQbeddfffapcclww reducible gLLAQbeddfffapcslww SFS[D(3,1)(3,1)] gLLAQccedfffaoafagj SFS[D(3,1)(2,1)] gLLAQbeddfffaprrdss SFS[D(3,1)(2,1)] gLLAQccedfffakabarn toroidal gLLAQccedfffpvaranj SFS[D(3,1)(2,1)] gLLAQccedffflkafajn SFS[D(3,1)(2,1)] gLLAQbeddfffaikkqgg SFS[D(3,1)(2,1)] gLLAQbeddfffaikwqgg SFS[D(3,1)(2,1)] gLLAQbeddfffaikoqgg toroidal gLLAQccedfffaoabanj SFS[D(3,1)(2,1)] gLLAQccedfffpvaoanj toroidal gLLAQccedfffpvaoarn m003(0,0) gLLAQccedfffajajagj reducible gLLAQbeddfffapggdss reducible gLLAQccedffflnajajn reducible gLLAQccedfffajakakj reducible gLLAQccedfffljananj reducible gLLAQbeddfffapkktww reducible gLLAQbeddfffapjwiss SFS[D(3,1)(2,1)] gLLAQccedfffljananb SFS[D(3,1)(3,2)] gLLAQccedfffajakagj reducible gLLAQccedffflnajajb SFS[D(3,1)(3,1)] gLLAQbeddfffapjgess reducible gLLAQbeddfffapggess reducible gLLAQbeddfffapkgess reducible gLLAQccedffflnananb SFS[D(3,1)(3,1)] gLLAQccedfffanananb reducible gLLAQccedffflnananj SFS[D(3,1)(3,2)] gLLAQbeddfffaicgaoo SFS[A(2,1)] gLLAQbeddfffapnsmww SFS[D(3,1)(2,1)] gLLAQccedfffaoabanb SFS[D(3,1)(2,1)] gLLAQccedfffpvaoanb toroidal gLLAQccedfffpvaoaon SFS[D(3,1)(2,1)] gLLAQbeddfffairrqcc reducible gLLAQbeddfffainrqcc reducible gLLAQbeddfffaiorqcc reducible gLLAQccedfffhvaravg SFS[D(2,1)(2,1)] gLLAQccedfffqjasasr SFS[D(7,2)(2,1)] gLLAQbeddfffaincpkk SFS[D(5,1)(2,1)] gLLAQbeddfffapcclrr SFS[D(3,1)(2,1)] gLLAQccedfffajakavs reducible gLLAQccedfffajajasr SFS[D(3,1)(2,1)] gLLAQbeddfffaicctkk SFS[D(3,1)(2,1)] gLLAQbeddfffapkoqff SFS[D(2,1)(2,1)] gLLAQbeddfffapkwqff SFS[D(2,1)(2,1)] gLLAQccedfffajakaws SFS[D(3,1)(2,1)] gLLAQbeddfffapggeff reducible gLLAQccedfffananasv SFS[D(3,1)(2,1)] gLLAQccedfffajajasc SFS[D(3,1)(2,1)] gLLAQbeddfffaiggdrr reducible gLLAQbeddfffaigwurr SFS[D(2,1)(2,1)] gLLAQccedfffpviranb SFS[D(5,2)(2,1)] gLLAQccedffflkafevf toroidal gLLAQbeddfffapcctwn reducible gLLAQccedfffajajdor SFS[D(3,1)(3,1)] gLLAQccedfffljinanb m007(0,0) gLLAQccedfffajinanb SFS[D(3,1)(3,2)] gLLAQccedffflnajevf m010(0,0) gLLAQbeddfffdljgekk toroidal gLLAQbeddfffdlggekk reducible gLLAQbeddfffdlkgekk toroidal gLLAQccedffflninanb m033(0,0) gLLAQccedfffananekg SFS[D(3,1)(3,1)] gLLAQccedffflnanekg m010(0,0) gLLAQbeddfffainrqcr toroidal gLLAQbeddfffaiorqcr toroidal gLLAQccedfffpvaodsc m019(0,0) gLLAQccedfffpvaoekg m011(0,0) gLLAQccedfffakxbajb SFS[D(7,2)(2,1)] gLLAQccedfffaoabqrs SFS[D(2,1)(2,1)] gLLAQbeddfffhukkqss SFS[D(5,1)(2,1)] gLLAQbeddfffhtkktjj SFS[D(5,1)(2,1)] gLLAQccedfffaoafhkg SFS[D(2,1)(2,1)] gLLAQccedfffakxbugo SFS[D(3,1)(2,1)] gLLAQccedfffaohftvw reducible gLLAQbeddfffhukktrv SFS[D(3,1)(2,1)] gLLAQbeddfffhtkkqks SFS[D(3,1)(2,1)] gLLAQccedfffaohbpsb reducible gLLAQccedffflninunb toroidal gLLAQccedfffaninunb reducible gLLAQccedffflninunj toroidal gLLAQccedffflnandgj SFS[D(5,2)(2,1)] gLLAQccedfffanandgj toroidal gLLAQccedffflnmnawv m016(0,0) gLLAQbeddfffdtcrljj toroidal gLLAQbeddfffdtccljj reducible gLLAQbeddfffdtcsljj toroidal gLLAQccedfffajajlsc toroidal gLLAQccedffflnajtws m019(0,0) gLLAQccedfffajpnabs toroidal gLLAQccedfffljpnabs toroidal gLLAQbeddfffaiggdnr reducible gLLAQbeddfffairrdnr SFS[D(2,1)(2,1)] gLLAQccedffflkaftws SFS[D(4,1)(3,1)] gLLAQccedfffpvprabs SFS[D(5,2)(3,1)] gLLAQbeddfffapkkqvf SFS[D(2,1)(2,1)] gLLAQbeddfffapkoqvf toroidal gLLAQbeddfffapkwqvf toroidal gLLAQccedfffpvaopvf SFS[D(4,3)(3,1)] gLLAQccedfffpvaouwv SFS[D(5,3)(3,1)] gLLAQccedffflnmnunb m033(0,0) gLLAQccedfffaninpnj SFS[D(3,1)(3,1)] gLLAQccedffflninpnj m036(0,0) gLLAQccedffflnindgj toroidal gLLAQccedfffanindgj toroidal gLLAQccedffflnmneor m019(0,0) gLLAQccedfffakabejg SFS[D(2,1)(2,1)] gLLAQbeddfffaikoqkg m016(0,0) gLLAQbeddfffaikwqkg m006(0,0) gLLAQccedfffpvaoejg m017(0,0) gLLAQccedfffpvaodsr m016(0,0) gLLAQccedfffajajdnr SFS[D(3,1)(3,2)] gLLAQccedffflnajevg SFS[D(3,1)(3,2)] gLLAQccedfffajinanj toroidal gLLAQccedfffljinanj SFS[D(3,1)(3,1)] gLLAQbeddfffapggdcs SFS[D(3,1)(3,1)] gLLAQbeddfffdtkgekk m036(0,0) gLLAQbeddfffdtggekk SFS[D(3,1)(3,1)] gLLAQbeddfffdtjgekk m033(0,0) gLLAQccedffflnanejg m007(0,0) gLLAQccedfffananejg SFS[D(3,1)(3,2)] gLLAQccedffflninanj m036(0,0) gLLAQccedffflnmndgj SFS[D(5,2)(2,1)] gLLAQccedfffanmndgj toroidal gLLAQccedffflnmndkj SFS[D(4,1)(2,1)] gLLAQbeddfffmlooawv toroidal gLLAQbeddfffplccigs toroidal gLLAQbeddfffplggmcw toroidal gLLAQbeddfffaibvabv toroidal gLLAQbeddfffmqbsljj SFS[D(5,2)(2,1)] gLLAQccedfffpvaolkv SFS[D(5,2)(2,1)] gLLAQccedfffpvaoivc SFS[D(4,1)(2,1)] gLLAQbeddfffahccqow SFS[D(3,1)(3,2)] gLLAQbeddfffmqbsujs SFS[D(5,2)(2,1)] gLLAQbeddfffhhjktbs SFS[D(5,3)(4,1)] gLLAQbeddfffhhgktbs SFS[D(4,3)(4,1)] gLLAQccedfffajejxwb toroidal gLLAQbeddfffhhccqns SFS[D(4,3)(3,1)] gLLAQbeddfffmqjveof m015(0,0) gLLAQccedfffpveoxjo toroidal gLLAQccedfffpvloqrb toroidal gLLAQccedfffajajmrb SFS[D(3,1)(2,1)] gLLAQbeddfffmqjvpff m015(0,0) gLLAQbeddfffahjktcw SFS[D(4,3)(3,1)] gLLAQbeddfffahgktcw SFS[D(5,3)(3,1)] gLLAQccedfffhgxravc m015(0,0) gLLAQccedfffhgarxvc m007(0,0) gLLAQbeddfffhhccqrr m004(0,0) gLLAQbeddfffahccqrw SFS[D(3,1)(3,1)] gLLAQbeddfffahowafs m148(0,0) gLLAQbeddfffahooafs toroidal gLLAQbeddfffahokafs m009(0,0) gLLAQbeddfffhhcvhrr m038(0,0) gLLAQccedffflnanqkv m009(0,0) gLLAQccedfffananqkv toroidal gLLAQccedffflnhnavk m148(0,0) gLLAQbeddfffahcvhrw m160(0,0) gLLAQccedfffhgxgxvc m077(0,0) gLLAQccedfffqjxsxvc m067(0,0) gLLAQbeddfffhhccxrw m023(0,0) gLLAQccedfffajhjhrw m003(0,0) gLLAQbeddfffhhcvarw s581(0,0) gLLAQbeddfffhhowxfs m140(0,0) gLLAQbeddfffhhooxfs toroidal gLLAQbeddfffhhokxfs s350(0,0) gLLAQccedfffqjhshrw s677(0,0) gLLAQccedfffakxnxnk toroidal gLLAQccedfffpvxoqrb m019(0,0) gLLAQccedfffpvhoxjo m011(0,0) gLLAQccedfffakxbqrb SFS[D(5,2)(2,1)] gLLAQbeddfffhhkktjo SFS[D(4,1)(2,1)] gLLAQbeddfffhhkkqnc SFS[D(4,1)(2,1)] gLLAQbeddfffhhccqnc reducible gLLAQbeddfffhhkkunc SFS[D(11,2)(2,1)] gLLAQbeddfffhhkkxbg SFS[D(7,1)(2,1)] gLLAQbeddfffhhkkinc SFS[D(7,1)(2,1)] gLLAQbeddfffhhgkinc s175(0,0) gLLAQbeddfffhhjkinc s090(0,0) gLLAQbeddfffhhjvenc m004(0,0) gLLAQccedfffdwxrxnk SFS[D(3,1)(3,2)] gLLAQccedffflnxkxnk s424(0,0) gLLAQccedfffhwxrxnk s432(0,0) gLLAQccedffftnxkxnk m294(0,0) gLLAQccedfffanxkxnk toroidal gLLAQccedfffqfxfxnk m288(0,0) gLLAQbeddfffhhnkabg m221(0,0) gLLAQbeddfffhhbgabg m292(0,0)(0,0) gLLAQccedfffqfhfhgb m260(0,0) gLLAQccedfffhghghgb s443(0,0)(0,0) gLLAQbeddfffhhgghbg SFS[A(4,1)] gLLAQbeddfffdqjvpof m015(0,0) gLLAQbeddfffhhjktcr m195(0,0) gLLAQbeddfffhhgktcr m232(0,0) gLLAQccedfffajhjevk SFS[D(3,1)(2,1)] gLLAQccedfffakxbank SFS[D(7,2)(2,1)] gLLAQccedfffakakxkn toroidal gLLAQbeddfffahccacn reducible gLLAQccedfffaoafhjf SFS[D(2,1)(2,1)] gLLAQbeddfffahgktcn SFS[D(5,2)(3,1)] gLLAQbeddfffahjktcn SFS[D(4,1)(3,1)] gLLAQccedfffaoabqnc SFS[D(2,1)(2,1)] gLLAQccedfffajajhjf reducible gLLAQbeddfffhhkktcc SFS[D(5,1)(2,1)] gLLAQbeddfffhhgktcc m137(0,0) gLLAQbeddfffhhjktcc m038(0,0) gLLAQbeddfffahkkacn SFS[D(2,1)(2,1)] gLLAQbeddfffhhkklcc SFS[D(7,2)(2,1)] gLLAQbeddfffahkkeoj SFS[D(2,1)(2,1)] gLLAQbeddfffhhkkqgg SFS[D(5,1)(2,1)] gLLAQbeddfffahjvpcn m004(0,0) gLLAQccedfffdwxgank SFS[D(3,1)(3,2)] gLLAQccedfffpwxgank m149(0,0) gLLAQccedfffhwxgank m160(0,0) gLLAQccedffflnanxkn m010(0,0) gLLAQccedfffananxkn toroidal gLLAQccedffflnxnank m149(0,0) gLLAQccedfffhwagxkn m007(0,0) gLLAQccedfffpwagxkn m010(0,0) gLLAQccedfffdwagxkn SFS[D(3,1)(3,2)] gLLAQbeddfffhhnkhgg m038(0,0) gLLAQbeddfffhhbghgg toroidal gLLAQbeddfffahnkhgb m015(0,0) gLLAQbeddfffahbghgb m129(0,0)(0,0) gLLAQbeddfffhhjvpcc m004(0,0) gLLAQbeddfffahggagb SFS[A(2,1)] gLLAQbeddfffdqbslsj SFS[D(5,2)(2,1)] gLLAQbeddfffhhccqor m034(0,0) gLLAQccedfffpvhouvk SFS[D(5,2)(2,1)] gLLAQccedfffpvuoqof SFS[D(4,1)(2,1)] gLLAQbeddfffexjvebb SFS[D(4,1)(2,1)] gLLAQccedfffpvaoekv toroidal gLLAQccedfffpvaodvc SFS[D(5,2)(2,1)] gLLAQbeddfffahccqnw reducible gLLAQbeddfffexjvpbr SFS[D(4,1)(2,1)] gLLAQbeddfffhhjktcs toroidal gLLAQbeddfffhhgktcs SFS[D(5,3)(4,1)] gLLAQccedfffajhjdrw SFS[D(3,1)(2,1)] gLLAQbeddfffhhccqnr SFS[D(4,1)(3,1)] gLLAQbeddfffexbslgw SFS[D(4,1)(2,1)] gLLAQccedfffpvhopvk toroidal gLLAQccedfffpvpoqrb SFS[D(5,2)(2,1)] gLLAQccedfffajajlwr SFS[D(3,1)(2,1)] gLLAQbeddfffexbsuww SFS[D(4,1)(2,1)] gLLAQbeddfffahjktcf reducible gLLAQbeddfffahgktcf reducible gLLAQccedfffhgagagb SFS[A(2,1)] gLLAQbeddfffahjvenn m004(0,0) gLLAQbeddfffahgghbb reducible gLLAQccedfffaoabaoj SFS[D(3,1)(2,1)] gLLAQccedfffpvaoaoj SFS[D(3,1)(2,1)] gLLAQccedfffpvaoarb toroidal gLLAQccedfffakabarb SFS[D(3,1)(2,1)] gLLAQbeddfffahkkqnn reducible gLLAQccedfffaoafagb SFS[D(3,1)(2,1)] gLLAQbeddfffahkktjj reducible gLLAQbeddfffahccqnn reducible gLLAQccedfffqfafagb m004(0,0) gLLAQbeddfffahnkabb m004(0,0) gLLAQbeddfffahbgabb SFS[A(2,1)] gLLAQbeddfffahkkxbb SFS[D(3,1)(2,1)] gLLAQbeddfffahkkinn SFS[D(3,1)(2,1)] gLLAQbeddfffahgkinn toroidal gLLAQbeddfffahjkinn SFS[D(3,1)(2,1)] gLLAQccedfffdwarakn SFS[D(3,1)(3,2)] gLLAQccedffflnakakn toroidal gLLAQccedfffhwarakn SFS[D(3,1)(3,1)] gLLAQccedffftnakakn toroidal gLLAQccedfffanakakn toroidal gLLAQccedfffqfafakn SFS[D(3,1)(3,1)] gLLAQbeddfffahkkunn SFS[D(3,1)(2,1)] gLLAQccedfffakanakn toroidal gLLAQccedfffqjasawr SFS[D(5,1)(2,1)] gLLAQccedfffajajavc SFS[D(3,1)(2,1)] gLLAQbeddfffahowxff toroidal gLLAQbeddfffahooxff reducible gLLAQbeddfffahokxff toroidal gLLAQbeddfffahcvarr SFS[D(5,1)(2,1)] gLLAQbeddfffahccxrr SFS[D(3,1)(2,1)] gLLAQbeddfffdqbsuss SFS[D(5,2)(2,1)] gLLAQccedfffajajlvc toroidal gLLAQbeddfffahgktbf reducible gLLAQbeddfffahjktbf reducible gLLAQccedfffpvaoejf m016(0,0) gLLAQccedfffpvaodwr m006(0,0) gLLAQbeddfffahccqnf reducible gLLAQbeddfffdqjveff m015(0,0) gLLAQccedffflnanivr SFS[D(4,1)(2,1)] gLLAQccedfffananivr m004(0,0) gLLAQccedffflnenawk m015(0,0) gLLAQccedffflnanikb m009(0,0) gLLAQccedfffananikb SFS[D(3,1)(2,1)] gLLAQccedffflnenang m032(0,0) gLLAQbeddfffhdkkqgg SFS[D(2,1)(2,1)] gLLAQbeddfffhikktww SFS[D(2,1)(2,1)] gLLAQccedfffpvaoekf toroidal gLLAQccedfffpvaodwc toroidal gLLAQbeddfffdioodrr reducible gLLAQbeddfffdiffdrr toroidal gLLAQbeddfffdifftff T2xI gLLAQbeddfffaebfabs toroidal gLLAQbeddfffaebfabk toroidal gLLAQccedfffaoaflgn T2xI gLLAQbeddfffhdkktko SFS[D(4,1)(2,1)] gLLAQccedfffakxbufc SFS[D(5,2)(2,1)] gLLAQbeddfffhikkqgf SFS[D(4,1)(2,1)] gLLAQbeddfffdifftss toroidal gLLAQbeddfffdiffdww SFS[D(2,1)(2,1)] gLLAQccedfffajajlvr toroidal gLLAQccedfffaoabpsg SFS[D(2,1)(2,1)] gLLAQccedffflopfabf toroidal gLLAQccedfffloufako toroidal gLLAQbeddfffhdkktkw SFS[D(4,1)(2,1)] gLLAQccedfffakxbpfc SFS[D(5,2)(2,1)] gLLAQbeddfffhikkqvf SFS[D(4,1)(2,1)] gLLAQccedfffaoabpob T2xI gLLAQbeddfffaeffton SFS[D(2,1)(2,1)] gLLAQbeddfffaejfern SFS[D(8,3)(2,1)] gLLAQbeddfffddfftrr toroidal gLLAQbeddfffaeffacb T2xI gLLAQbeddfffddjferr m148(0,0) gLLAQccedfffajardvr SFS[A(3,1)] gLLAQbeddfffaejfeon SFS[D(4,1)(2,1)] gLLAQbeddfffedjfenn m009(0,0) gLLAQccedfffaoaflwc SFS[D(2,1)(2,1)] gLLAQbeddfffaeffdbf T2xI gLLAQbeddfffaebfdcf SFS[A(4,1)] gLLAQbeddfffaebfdbf SFS[A(5,2)] gLLAQccedfffajajlwc reducible gLLAQbeddfffaeooanr reducible gLLAQbeddfffddffdcc toroidal gLLAQbeddfffddbfdcc toroidal gLLAQbeddfffddcfdcc m125(0,0)(0,0) gLLAQbeddfffaeffanr SFS[D(2,1)(2,1)] gLLAQccedfffakabarj SFS[D(3,1)(2,1)] gLLAQbeddfffaekktjj SFS[D(3,1)(2,1)] gLLAQbeddfffaejoinn toroidal gLLAQbeddfffaegvpjj SFS[A(3,1)] gLLAQbeddfffaeggpjj reducible gLLAQbeddfffaegfpjj SFS[A(3,1)] gLLAQbeddfffaejfenn toroidal gLLAQccedfffajararj toroidal gLLAQbeddfffaerrqjj SFS[D(3,1)(2,1)] gLLAQccedfffloabarj SFS[D(3,1)(2,1)] gLLAQccedfffpvaoarj SFS[D(3,1)(2,1)] gLLAQccedfffqjasavr SFS[D(2,1)(2,1)] gLLAQbeddfffaebfdff toroidal gLLAQccedfffajajawc reducible gLLAQbeddfffaegvpff T2xI gLLAQbeddfffaeggpff SFS[A(2,1)] gLLAQbeddfffaegfpff T2xI gLLAQbeddfffaeooarr reducible gLLAQbeddfffaeoshrr SFS[D(2,1)(2,1)] gLLMQbeefeffalpauai SFS[D(3,1)(2,1)] gLLMQbeefeffaiadmqq reducible gLLMQbeefeffalpmxmm SFS[D(3,1)(3,2)] gLLMQbeefeffaaadmqq SFS[D(3,1)(3,1)] gLLMQbeefeffalqauuu reducible gLLMQbeefeffalqauau SFS[D(3,1)(2,1)] gLLMQbeefeffalqaupu SFS[D(3,1)(2,1)] gLLMQbeefeffalqauai toroidal gLLMQbeefeffalqauaq SFS[D(3,1)(2,1)] gLLMQbeefeffalqqueu SFS[D(4,3)(3,1)] gLLMQbeefeffalqququ SFS[D(4,1)(3,1)] gLLMQbeefeffalqqulu reducible gLLMQbeefeffalqquqq m004(0,0) gLLMQbeefeffalqquqi m034(0,0) gLLMQbeefeffaeaaxhe SFS[D(3,1)(2,1)] gLLMQbeeffefalpahli reducible gLLMQbeeffefaaaddid reducible gLLMQbeeffefalpalli reducible gLLMQbeeffefalqqulu reducible gLLMQbeeffefahtahhu reducible gLLMQbeefeffaaappee SFS[A(2,1)] gLLMQbeefeffaeapxee reducible gLLMQbeefffeaaaadpa SFS[D(3,1)(3,2)] gLLMQbeefffeaaqadpq toroidal gLLMQbeefeffaaaaptx m004(0,0) gLLMQbeefeffhhaaptx m023(0,0) gLLMQbeefeffaaaaphe m004(0,0) gLLMQbeeffefalxpxxx reducible gLLMQbeefeffaiadpqq reducible gLLMQbeefeffamadpqq SFS[D(3,1)(3,1)] gLLMQbeefeffaaadpqq SFS[D(3,1)(3,2)] gLLMQbeeffefaadadxx SFS[D(3,1)(2,1)] gLLMQbeeffefamapxxx reducible gLLMQbeeffefaaaddxd reducible gLLMQbeeffefaiapxxx reducible gLLPQbefefefaaahihd toroidal gLLPQbefefefaeamxmm SFS[D(3,1)(2,1)] gLLPQbefefefaeelqld toroidal gLLPQbefefefaedlila toroidal gLLPQbefefefaeamxme SFS[D(3,1)(2,1)] gLLMQbeefeffmaaqlqq reducible gLLMQbeefeffmaaalaq SFS[A(2,1)] gLLMQbeeffefaaapxix SFS[D(3,1)(3,1)] gLLMQbeeffefaaqpxtx SFS[D(3,1)(2,1)] gLLMQbeeffefaamalhq SFS[D(3,1)(2,1)] gLLMQbeefeffaaadphh SFS[A(2,1)] gLLMQbeefeffhhadphh SFS[A(4,1)] gLLMQbeefeffaiaapai SFS[D(3,1)(2,1)] gLLMQbeefeffahuaaai reducible gLLMQbeefeffaaaapai SFS[D(3,1)(2,1)] gLLMQbeefeffamaapai toroidal gLLMQbeefeffhauaaai reducible gLLMQbeefeffhpaapai reducible gLLMQbeefeffhupauai reducible gLLMQbeefeffhdaapai SFS[D(3,1)(3,2)] gLLMQbeefeffhhaapai SFS[D(3,1)(3,1)] gLLMQbeefeffamadqqq reducible gLLMQbeefeffaiaaqai SFS[D(3,1)(2,1)] gLLMQbeefeffaaaaqai SFS[D(3,1)(2,1)] gLLMQbeefeffamaaqai toroidal gLLMQbeefeffaiadqqq reducible gLLMQbeefeffamaaqpq reducible gLLMQbeefeffaaadqqq reducible gLLMQbeefeffamapqpp SFS[D(3,1)(3,1)] gLLMQbeefeffaiapqpp SFS[D(3,1)(3,2)] gLLMQbeefeffaiaaqpq SFS[D(3,1)(2,1)] gLLMQbeeffefaaaadix toroidal gLLMQbeefeffaaaampq toroidal gLLMQbeefeffamaampq reducible gLLMQbeefeffaiaampq toroidal gLLMQbeeffefaaaaaxm SFS[D(3,1)(2,1)] gLLMQbeefeffaaaappq SFS[D(3,1)(2,1)] gLLMQbeefeffamaappq reducible gLLMQbeefeffaiaappq SFS[D(3,1)(2,1)] gLLMQbeefeffllxpmpp SFS[D(3,1)(2,1)] gLLMQbeefeffllqauai SFS[D(3,1)(2,1)] gLLMQbeefefflamaaai reducible gLLMQbeefeffaadaqai reducible gLLMQbeefefflaapppp reducible gLLMQbeefeffhhmaaai reducible gLLMQbeefeffammaaai SFS[A(3,1)] gLLMQbeefeffaimaaai SFS[A(3,1)] gLLMQbeefeffamapppp reducible gLLMQbeefeffaiapppp reducible gLLMQbeefeffhhapppp SFS[A(2,1)] gLLMQbeefeffmaaaimm SFS[A(3,1)] gLLMQbeefeffmaaiimm SFS[A(3,1)] gLLMQbeefeffmaamimm toroidal gLLMQbeeffefaaddddd SFS[A(3,1)] gLLMQbeeffefaeeaaee reducible gLLMQbeeffefaeeadee SFS[A(3,1)] gLLMQbeefeffaeaataq m004(0,0) gLLMQbeefeffaeaqtqq SFS[D(3,1)(2,1)] gLLMQbeefeffaeaatte SFS[A(2,1)] gLLMQbeefeffaeaxtee reducible gLLMQbeefeffaaapmpp reducible gLLMQbeefeffaeaauau SFS[D(3,1)(3,2)] gLLMQbeefeffaeaaupu SFS[D(3,1)(3,1)] gLLMQbeefeffaeatuhh reducible gLLMQbeefeffaeatuth SFS[D(3,1)(3,1)] gLLMQbeefeffaeatumh SFS[D(3,1)(3,2)] gLLMQbeefeffaeaiume reducible gLLMQbeefeffaeaiumm reducible gLLMQbeefeffaeaiumx reducible gLLMQbeefeffaeamume SFS[D(3,1)(2,1)] gLLMQbeefeffaeamumm SFS[D(3,1)(2,1)] gLLMQbeefeffaeamumx toroidal gLLMQbeefeffaeaaume SFS[D(3,1)(2,1)] gLLMQbeefeffaaeaqai SFS[D(3,1)(2,1)] gLLMQbeefeffaeaaumx toroidal gLLMQbeefeffaealuee reducible gLLMQbeefeffaealule reducible gLLMQbeefeffaealuqe reducible gLLMQbeefeffaeapxpp SFS[A(2,1)] gLLMQbeefeffaeaaxai m004(0,0) gLLMQbeefeffaaeaqaq SFS[D(3,1)(2,1)] gLLMQbeefeffahaiumm SFS[D(3,1)(2,1)] gLLMQbeefeffahaaumx m003(0,0) gLLMQbeefeffahamumx toroidal gLLMQbeefeffahaiumx SFS[D(3,1)(2,1)] gLLMQbeefeffahaluqe SFS[D(3,1)(3,1)] gLLMQbeefeffahaaupu SFS[D(3,1)(3,2)] gLLMQbeefeffahatumh toroidal gLLMQbeefeffahalule SFS[D(3,1)(3,2)] gLLMQbeefeffahatuth toroidal gLLMQbeefeffaaaqmqq reducible gLLMQbeefeffahatuhh reducible gLLMQbeefeffahamume toroidal gLLMQbeefeffahaiume toroidal gLLMQbeefeffahaaxhx toroidal gLLMQbeefeffahaqxhh toroidal gLLMQbeeffefaaqqdtd toroidal gLLMQbeeffefaaaqdid SFS[D(3,1)(3,2)] gLLMQbeefffeaaaadua SFS[D(3,1)(3,1)] gLLMQbeefffeaaqaduq m003(0,0) gLLMQbeeffefhhqahhq toroidal gLLMQbeeffefaaqahhq toroidal gLLMQbeefeffaaaaqte m004(0,0) gLLMQbeefeffaaaxqee SFS[D(3,1)(2,1)] gLLMQbeeffefaaqqdhd SFS[D(3,1)(2,1)] gLLMQbeeffefaaaqdxd SFS[D(3,1)(3,1)] gLLPQbefefefaaahlhd SFS[D(3,1)(2,1)] gLLPQbefefefaaahthe m004(0,0) gLLMQbeeffefaaqxhhh toroidal gLLMQbeeffefhhqxhhh toroidal gLLMQbeefeffaiaamaq toroidal gLLMQbeefeffaaaamaq SFS[D(3,1)(2,1)] gLLMQbeefeffhaaluqe toroidal gLLMQbeefeffhaalule SFS[D(3,1)(2,1)] gLLMQbeefeffdtaquqq reducible gLLMQbeefeffdlaquqq reducible gLLMQbeefeffdauaeaq reducible gLLMQbeefeffdpaamaq SFS[D(3,1)(3,2)] gLLMQbeefeffdupaxaq SFS[D(3,1)(3,1)] gLLMQbeefeffaaeqqqq reducible gLLMQbeefeffamqadaq SFS[D(3,1)(3,1)] gLLMQbeefeffhaatumh reducible gLLMQbeefeffhaatuhh reducible gLLMQbeefeffhaatuth reducible gLLMQbeefeffaiaapaq m003(0,0) gLLMQbeefeffaaaapaq SFS[D(3,1)(2,1)] gLLMQbeefefflpxqpqq toroidal gLLMQbeefeffluequqq toroidal gLLMQbeefeffdtequqq SFS[D(3,1)(3,1)] gLLMQbeefeffdlequqq SFS[D(3,1)(3,2)] gLLMQbeefeffdauaaaq reducible gLLMQbeefeffdpaapaq toroidal gLLMQbeefeffdupauaq toroidal gLLMQbeefeffaadqqqq reducible gLLMQbeefeffamqaeaq SFS[D(3,1)(3,2)] gLLMQbeefeffliaapaq SFS[D(3,1)(2,1)] gLLMQbeefefflaaapaq SFS[D(3,1)(2,1)] gLLMQbeefefflmaapaq toroidal gLLMQbeefeffhhqqaqq toroidal gLLMQbeefeffmduqdqq m004(0,0) gLLMQbeefeffludauaq SFS[D(3,1)(3,1)] gLLMQbeefeffdtdauaq toroidal gLLMQbeefeffamqqaqq SFS[D(3,1)(2,1)] gLLMQbeefeffdpaqqqq SFS[D(3,1)(2,1)] gLLMQbeefeffdldauaq m003(0,0) gLLMQbeefeffmpxahaq m004(0,0) gLLMQbeefeffaiaqqqq reducible gLLMQbeefefflmaqqqq SFS[D(3,1)(3,2)] gLLMQbeefeffliaqqqq SFS[D(3,1)(3,1)] gLLMQbeefeffmduadaq SFS[D(3,1)(2,1)] gLLMQbeefefflmaaqaq toroidal gLLMQbeefeffludquqq m003(0,0) gLLMQbeefeffhhqaaaq toroidal gLLMQbeefeffdtdquqq SFS[D(3,1)(3,2)] gLLMQbeefeffdldquqq SFS[D(3,1)(3,1)] gLLMQbeefeffdpaaqaq SFS[D(3,1)(3,1)] gLLMQbeefeffamqaaaq reducible gLLMQbeefeffliaaqaq SFS[D(3,1)(2,1)] gLLMQbeefeffaiaaqaq SFS[D(3,1)(2,1)] gLLMQbeefeffmpxqhqq SFS[D(3,1)(2,1)] gLLMQbeefffeaaaaita SFS[D(3,1)(2,1)] gLLMQbeefffeaaqaitq SFS[D(3,1)(3,1)] gLLMQbeeffefaaaadim toroidal gLLMQbeeffefaaqadtm SFS[D(3,1)(3,2)] gLLMQbeeffefaaaadxm m003(0,0) gLLMQbeeffefaaqadhm SFS[D(3,1)(3,1)] gLLMQbeefeffahxqaqq toroidal gLLMQbeefeffhaaqxhh reducible gLLMQbeefefflueauaq reducible gLLMQbeefefflpxapaq reducible gLLMQbeefeffdupquqq reducible gLLMQbeefeffdauqaqq reducible gLLMQbeefeffdpaqpqq reducible gLLMQbeefeffaadaqaq SFS[D(3,1)(2,1)] gLLMQbeefeffamqqeqq toroidal gLLMQbeefeffdleauaq SFS[D(3,1)(2,1)] gLLMQbeefeffdteauaq toroidal gLLMQbeefefflaaqpqq reducible gLLMQbeefefflmaqpqq SFS[D(3,1)(3,1)] gLLMQbeefeffliaqpqq SFS[D(3,1)(3,2)] gLLMQbeefeffaaaqpqq reducible gLLMQbeefeffaiaqpqq SFS[D(3,1)(3,1)] gLLMQbeefeffaiqqaqq SFS[D(3,1)(2,1)] gLLMQbeefeffaiqaaaq reducible gLLMQbeefeffaiatmqq SFS[D(3,1)(3,1)] gLLMQbeefeffaipaaau toroidal gLLMQbeefeffaaatmqq SFS[D(3,1)(3,2)] gLLMQbeefeffaiqqeqq SFS[D(3,1)(2,1)] gLLMQbeefeffaiqaeaq SFS[D(3,1)(3,1)] gLLMQbeefeffaiqqdmd SFS[D(4,3)(3,1)] gLLMQbeefeffaaalmee SFS[D(3,1)(2,1)] gLLMQbeefeffaiqmdmm SFS[D(3,1)(2,1)] gLLMQbeefeffaialmee reducible gLLMQbeefeffahaaume toroidal gLLMQbeefeffaiqadaq SFS[D(3,1)(3,2)] gLLMQbeeffefappxxex reducible gLLMQbeeffefappaaex SFS[D(3,1)(2,1)] gLLMQbeeffefaiatdid reducible gLLMQbeeffefamatdid SFS[D(3,1)(3,2)] gLLMQbeeffefaaatdid SFS[D(3,1)(3,1)] gLLMQbeeffefaamahhi reducible gLLMQbeeffefapqqeep reducible gLLMQbeefeffaaaamtm SFS[D(3,1)(3,2)] gLLMQbeefeffamaamtm reducible gLLMQbeefeffaiaamtm SFS[D(3,1)(3,1)] gLLMQbeefffeamaxxaa SFS[D(3,1)(2,1)] gLLMQbeefffeaiattta SFS[D(3,1)(3,2)] gLLMQbeefffeaiaaaua SFS[D(3,1)(3,2)] gLLMQbeefffeamaaaua SFS[D(3,1)(3,1)] gLLMQbeefffeamaqaqa SFS[D(3,1)(2,1)] gLLMQbeefffeamaadaa SFS[D(3,1)(3,1)] gLLMQbeefffeaaqaauq SFS[D(3,1)(2,1)] gLLMQbeefffeaiaadaa SFS[D(3,1)(3,2)] gLLMQbeeffefaaaaiiq SFS[D(3,1)(3,1)] gLLMQbeeffefamaaiiq SFS[D(3,1)(3,2)] gLLMQbeeffefaiaaiiq toroidal gLLMQbeeffefaiaahii reducible gLLMQbeeffefahuahhi reducible gLLMQbeeffefaaaahii SFS[D(3,1)(3,1)] gLLMQbeeffefamaahii SFS[D(3,1)(3,2)] gLLMQbeeffefhauahhi reducible gLLMQbeeffefhpaahii SFS[D(3,1)(2,1)] gLLMQbeeffefhupahli SFS[D(3,1)(2,1)] gLLMQbeeffefhdaahii toroidal gLLMQbeeffefhhaahii m003(0,0) gLLMQbeefeffhaaluee SFS[D(3,1)(2,1)] gLLMQbeefeffaiaamme SFS[D(3,1)(3,1)] gLLMQbeefeffaaaamme SFS[D(3,1)(3,2)] gLLMQbeefeffahaluee reducible gLLMQbeefeffamaamme reducible gLLMQbeefeffhhaamme toroidal gLLMQbeefeffdaeauaq SFS[D(3,1)(2,1)] gLLMQbeefeffdaequqq reducible gLLMQbeefeffaiatpqq SFS[D(3,1)(3,2)] gLLMQbeefeffaaatpqq SFS[D(3,1)(3,1)] gLLMQbeeffefaiqqtti reducible gLLMQbeeffefaaalhih reducible gLLMQbeeffefdaexxlx reducible gLLMQbeeffefaxxmiii SFS[D(3,1)(2,1)] gLLMQbeeffefaiatdxd reducible gLLMQbeeffefaaamixi SFS[D(3,1)(3,2)] gLLPQbefefefahamhmd SFS[D(3,1)(3,2)] gLLPQbefefefaaahhhd SFS[D(3,1)(2,1)] gLLPQbefefefailhhhh reducible gLLPQbefefefaidxlxl SFS[D(3,1)(2,1)] gLLPQbefefefahamxme toroidal gLLPQbefefefaihhhha SFS[D(4,3)(3,1)] gLLMQbeeffefhatlhmh SFS[D(3,1)(3,1)] gLLMQbeeffefahtlhmh SFS[D(3,1)(2,1)] gLLMQbeefeffaadamtm SFS[D(3,1)(3,1)] gLLMQbeefeffaidamtm SFS[D(3,1)(3,2)] gLLMQbeeffefamaxiip SFS[D(3,1)(2,1)] gLLMQbeeffefamaalii SFS[D(3,1)(3,1)] gLLMQbeeffefamalxix SFS[D(3,1)(3,1)] gLLMQbeeffefamaqtii SFS[D(3,1)(2,1)] gLLMQbeeffefaaqmiti SFS[D(3,1)(2,1)] gLLMQbeeffefamaaiiu SFS[D(3,1)(3,1)] gLLMQbeeffefaadaiiq SFS[D(3,1)(3,2)] gLLMQbeeffefamdaiiq SFS[D(3,1)(3,1)] gLLMQbeeffefaidaiiq toroidal gLLMQbeeffefamaxixp toroidal gLLMQbeeffefamalxxx reducible gLLMQbeeffefamaxxxx reducible gLLMQbeeffefamaaixi SFS[D(3,1)(3,2)] gLLMQbeeffefamatdxd SFS[D(3,1)(3,1)] gLLMQbeeffefamaaaxx SFS[D(3,1)(2,1)] gLLMQbeefefflamqaqq reducible gLLMQbeefefflamqaqi SFS[D(3,1)(2,1)] gLLMQbeefefflamqaqu SFS[D(3,1)(2,1)] gLLMQbeefefflamqalu m003(0,0) gLLMQbeefefflamqaeu toroidal gLLMQbeefefflamaapu SFS[D(3,1)(3,2)] gLLMQbeefefflamaauu SFS[D(3,1)(3,1)] gLLMQbeefefflamaaaq reducible gLLMQbeefeffdaaquqq reducible gLLMQbeefeffaiaamau toroidal gLLMQbeefeffaaaamau SFS[D(3,1)(2,1)] gLLMQbeefeffahamumm reducible gLLMQbeefeffamaamau SFS[D(3,1)(2,1)] gLLMQbeefeffdaaxuud m004(0,0) gLLMQbeefeffmiamimm SFS[A(3,1)] gLLMQbeefeffmmamimm SFS[A(3,1)] gLLMQbeefeffaiaapau toroidal gLLMQbeefeffamaapau toroidal gLLMQbeefeffamatqqq reducible gLLMQbeefeffaiaaqau toroidal gLLMQbeefeffaaaaqau SFS[D(3,1)(2,1)] gLLMQbeefeffamaaqau m003(0,0) gLLMQbeefeffaiatqqq reducible gLLMQbeefeffamaaquq SFS[D(3,1)(2,1)] gLLMQbeefeffaaamqmm reducible gLLMQbeefeffamamqmm SFS[D(3,1)(3,2)] gLLMQbeefeffaiamqmm SFS[D(3,1)(3,1)] gLLMQbeefeffaiaaquq reducible gLLMQbeefffeaaaahta SFS[D(3,1)(2,1)] gLLMQbeefffeaiqqaqq SFS[D(4,1)(3,1)] gLLMQbeeffefaaaadie toroidal gLLMQbeefeffaaaamuq m003(0,0) gLLMQbeefeffamaamuq SFS[D(3,1)(2,1)] gLLMQbeefeffaiaamuq toroidal gLLMQbeeffefaaaaeim toroidal gLLMQbeeffefeaiqtmi m034(0,0) gLLMQbeeffefaaaadxe toroidal gLLMQbeefeffaaaapuq toroidal gLLMQbeefeffamaapuq toroidal gLLMQbeefeffaiaapuq toroidal gLLMQbeefeffaidamau reducible gLLMQbeefeffaadamau reducible gLLMQbeefeffdaapxpd reducible gLLMQbeefeffdaapxph reducible gLLMQbeefeffhhmmemm m004(0,0) gLLMQbeefeffaidapau SFS[D(3,1)(2,1)] gLLMQbeefeffahtaaau reducible gLLMQbeefeffaadapau SFS[D(3,1)(2,1)] gLLMQbeefeffhataaau reducible gLLMQbeefefflamaaau reducible gLLMQbeefeffaidaqau SFS[D(3,1)(2,1)] gLLMQbeefeffaadaqau SFS[D(3,1)(2,1)] gLLMQbeefefflaampmm reducible gLLMQbeefefflaqmemm reducible gLLMQbeefeffaaampmm reducible gLLMQbeefeffaiampmm SFS[D(3,1)(3,2)] gLLMQbeefeffladaqau SFS[D(3,1)(2,1)] gLLMQbeeffefaaaieie reducible gLLMQbeeffefaudxilp m034(0,0) gLLMQbeeffefaudaili toroidal gLLMQbeefefflaqaemm toroidal gLLMQbeefefflaqiemm toroidal gLLMQbeeffefaadaeim reducible gLLMQbeeffefauexilp SFS[D(4,1)(3,1)] gLLMQbeeffefaadaexm SFS[D(3,1)(2,1)] gLLMQbeeffefaadaedm SFS[D(3,1)(2,1)] gLLMQbeeffefauetded reducible gLLMQbeeffefapxtdxd SFS[D(3,1)(2,1)] gLLMQbeefeffameamtm reducible gLLMQbeefeffaaeamtm reducible gLLMQbeefeffamemmmm SFS[D(3,1)(3,2)] gLLMQbeefeffaiemmmm SFS[D(3,1)(3,1)] gLLMQbeefeffaieamtm reducible gLLMQbeefeffaieimuu reducible gLLMQbeefeffaieamau toroidal gLLMQbeefeffaaeamau SFS[D(3,1)(2,1)] gLLMQbeefeffameamau SFS[D(3,1)(2,1)] gLLMQbeefeffamalmqx toroidal gLLMQbeefeffamaampi SFS[D(3,1)(2,1)] gLLMQbeefeffamaqmmd reducible gLLMQbeefeffamatmmd SFS[D(3,1)(2,1)] gLLMQbeefeffamadmmd SFS[D(3,1)(2,1)] gLLMQbeefeffamalmlx toroidal gLLMQbeefeffamatmtd toroidal gLLMQbeefeffamalmex toroidal gLLMQbeefeffamaamui SFS[D(3,1)(2,1)] gLLMQbeefeffamatmhd m003(0,0) gLLMQbeefeffamammtm SFS[D(3,1)(3,1)] gLLMQbeefeffamaimtm SFS[D(3,1)(3,2)] gLLMQbeefeffamalmpp toroidal gLLMQbeefeffahumemm SFS[D(3,1)(3,1)] gLLMQbeefeffahaauau SFS[D(3,1)(3,1)] gLLMQbeefeffamaamhm reducible gLLMQbeefeffamammhm SFS[D(3,1)(3,2)] gLLMQbeefeffamaimhm SFS[D(3,1)(3,1)] gLLMQbeefeffamalmqm reducible gLLMQbeefeffamatmmp reducible gLLMQbeefeffamapmlm SFS[D(3,1)(2,1)] gLLMQbeefeffamalmlm SFS[D(3,1)(2,1)] gLLMQbeefeffamaxmlm reducible gLLMQbeefeffamaamaq SFS[D(3,1)(2,1)] gLLMQbeefeffamatmtp toroidal gLLMQbeefeffamalmem SFS[D(3,1)(2,1)] gLLMQbeefeffamatmhp toroidal gLLMQbeefeffamaammx reducible gLLMQbeefeffamammmx SFS[D(3,1)(3,2)] gLLMQbeefeffamaimmx SFS[D(3,1)(3,1)] gLLMQbeefeffamalmqe toroidal gLLMQbeefeffamaampu SFS[D(3,1)(2,1)] gLLMQbeefeffamatmmh SFS[D(3,1)(2,1)] gLLMQbeefeffamalmle m003(0,0) gLLMQbeefeffamatmth toroidal gLLMQbeefeffaieaqau SFS[D(3,1)(2,1)] gLLMQbeefeffaaeaqau toroidal gLLMQbeefeffamaimuu SFS[D(3,1)(2,1)] gLLMQbeefeffamatmhh SFS[D(3,1)(2,1)] gLLMQbeefeffamammme SFS[D(3,1)(3,1)] gLLMQbeefeffamaimme SFS[D(3,1)(3,2)] gLLMQbeefeffamdamtm reducible gLLMQbeefeffaadmmmm reducible gLLMQbeefeffamdmmmm SFS[D(3,1)(3,1)] gLLMQbeefeffaidmmmm SFS[D(3,1)(3,2)] gLLMQbeefeffamdamhm reducible gLLMQbeefeffamdampu SFS[D(3,1)(2,1)] gLLMQbeefeffamdamau reducible gLLMQbeefeffaieapau m003(0,0) gLLMQbeefeffaaeapau SFS[D(3,1)(2,1)] gLLMQbeefeffamdimuu toroidal gLLMQbeefeffaiaimuu reducible gLLMQbeefeffaaaimuu SFS[D(3,1)(2,1)] gLLMQbeefeffamaaqpi toroidal gLLMQbeefeffamaaqui toroidal gLLMQbeefeffamaaqmm toroidal gLLMQbeefeffamaiqmm SFS[D(3,1)(3,1)] gLLMQbeefeffamalqpp toroidal gLLMQbeefeffamaxqpp SFS[D(3,1)(3,2)] gLLMQbeefeffamaqqqq reducible gLLMQbeefeffamaaqaq SFS[D(3,1)(2,1)] gLLMQbeefeffamaaqpu toroidal gLLMQbeefeffamaaquu SFS[D(3,1)(2,1)] gLLMQbeefeffamdaqpu toroidal gLLMQbeefeffamdaqau toroidal gLLMQbeefeffamdaquu toroidal gLLMQbeefeffaidimuu reducible gLLMQbeefeffaadimuu toroidal gLLMQbeefeffamaappi SFS[D(3,1)(2,1)] gLLMQbeefeffamaapui m003(0,0) gLLMQbeefeffamaapmm toroidal gLLMQbeefeffamampmm SFS[D(3,1)(3,1)] gLLMQbeefeffamaipmm SFS[D(3,1)(3,2)] gLLMQbeefeffamalppp reducible gLLMQbeefeffamaxppp reducible gLLMQbeefeffamatpqq toroidal gLLMQbeefeffamaqpqq SFS[D(3,1)(3,2)] gLLMQbeefeffamaapaq toroidal gLLMQbeefeffamaappu SFS[D(3,1)(2,1)] gLLMQbeefeffamaapuu SFS[D(3,1)(2,1)] gLLMQbeefeffamdappu SFS[D(3,1)(2,1)] gLLMQbeefeffamdapau toroidal gLLMQbeefeffamdapuu m003(0,0) gLLMQbeefeffaaeamhm SFS[D(3,1)(3,2)] gLLMQbeefeffaieimmm toroidal gLLMQbeefeffaieamhm SFS[D(3,1)(3,1)] gLLMQbeefeffaieampu toroidal gLLMQbeefeffaaeampu toroidal gLLMQbeefeffaialmqx SFS[D(3,1)(2,1)] gLLMQbeefeffaiaqmmd SFS[D(3,1)(2,1)] gLLMQbeefeffaiatmmd toroidal gLLMQbeefeffaiadmmd SFS[D(3,1)(2,1)] gLLMQbeefeffaialmlx SFS[D(3,1)(2,1)] gLLMQbeefeffaiatmtd SFS[D(3,1)(2,1)] gLLMQbeefeffaialmex reducible gLLMQbeefeffaiaamui SFS[D(3,1)(2,1)] gLLMQbeefeffaiatmhd SFS[D(3,1)(2,1)] gLLMQbeefeffaiammtm SFS[D(3,1)(3,2)] gLLMQbeefeffaiaimtm reducible gLLMQbeefeffaialmpp SFS[D(3,1)(3,2)] gLLMQbeefeffaiaamhm SFS[D(3,1)(3,2)] gLLMQbeefeffaiammhm SFS[D(3,1)(3,1)] gLLMQbeefeffaiaimhm reducible gLLMQbeefeffaialmqm SFS[D(3,1)(2,1)] gLLMQbeefeffaiatmmp SFS[D(3,1)(2,1)] gLLMQbeefeffaiapmlm reducible gLLMQbeefeffaialmlm SFS[D(3,1)(2,1)] gLLMQbeefeffaiaxmlm SFS[D(3,1)(2,1)] gLLMQbeefeffaiatmtp m003(0,0) gLLMQbeefeffaialmem reducible gLLMQbeefeffaiatmhp toroidal gLLMQbeefeffaiaammx SFS[D(3,1)(3,2)] gLLMQbeefeffaiammmx SFS[D(3,1)(3,1)] gLLMQbeefeffaiaimmx toroidal gLLMQbeefeffaialmqe toroidal gLLMQbeefeffaiaampu m003(0,0) gLLMQbeefeffaiatmmh SFS[D(3,1)(2,1)] gLLMQbeefeffaialmle toroidal gLLMQbeefeffaiatmth toroidal gLLMQbeefeffaiammuu SFS[D(3,1)(2,1)] gLLMQbeefeffaaeaqpu SFS[D(3,1)(2,1)] gLLMQbeefeffaiatmhh SFS[D(3,1)(2,1)] gLLMQbeefeffaiammme SFS[D(3,1)(3,2)] gLLMQbeefeffaiaimme toroidal gLLMQbeefeffaadimmm SFS[D(3,1)(3,1)] gLLMQbeefeffaidimmm toroidal gLLMQbeefeffaidamhm toroidal gLLMQbeefeffaidampu SFS[D(3,1)(2,1)] gLLMQbeefeffaidmmuu SFS[D(3,1)(2,1)] gLLMQbeefeffaaeappu SFS[D(3,1)(2,1)] gLLMQbeefeffaaammuu reducible gLLMQbeefeffaiaaqui reducible gLLMQbeefeffaiaaqmm SFS[D(3,1)(3,2)] gLLMQbeefeffaiaiqmm reducible gLLMQbeefeffaialqpp SFS[D(3,1)(3,1)] gLLMQbeefeffaiaaqpu toroidal gLLMQbeefeffaiaaquu reducible gLLMQbeefeffaidaqpu SFS[D(3,1)(2,1)] gLLMQbeefeffaidaquu reducible gLLMQbeefeffaadmmuu toroidal gLLMQbeefeffaiaapui SFS[D(3,1)(2,1)] gLLMQbeefeffaiaapmm SFS[D(3,1)(3,1)] gLLMQbeefeffaiaipmm reducible gLLMQbeefeffaialppp reducible gLLMQbeefeffaiaappu SFS[D(3,1)(2,1)] gLLMQbeefeffaiaapuu SFS[D(3,1)(2,1)] gLLMQbeefeffaidappu toroidal gLLMQbeefeffaidapuu SFS[D(3,1)(2,1)] gLLMQbeefeffdattetd toroidal gLLMQbeefeffdatlelx toroidal gLLMQbeefeffaadampu toroidal gLLMQbeefeffladaqpu SFS[D(3,1)(2,1)] gLLMQbeefeffaaaipmm SFS[D(3,1)(3,1)] gLLMQbeefefflaaipmm reducible gLLMQbeefeffaadaqpu m003(0,0) gLLMQbeefeffaadappu SFS[D(3,1)(2,1)] gLLMQbeefeffhhmiemm SFS[D(4,1)(3,1)] gLLMQbeeffefaaameie SFS[D(3,1)(2,1)] gLLMQbeefeffladaquu toroidal gLLMQbeeffefaptaiii SFS[D(3,1)(2,1)] gLLMQbeeffefaptxiip SFS[D(4,3)(3,1)] gLLMQbeeffefaadaeix SFS[D(3,1)(2,1)] gLLMQbeeffefapxlxxx toroidal gLLMQbeeffefaadaedx SFS[D(3,1)(2,1)] gLLMQbeeffefaadaexx toroidal gLLMQbeeffefapxxiip toroidal gLLMQbeefeffaaaampu toroidal gLLMQbeefeffdauqemd m034(0,0) gLLMQbeefeffmiaiimm m203(0,0)(0,0) gLLMQbeefeffmmaiimm m129(0,0)(0,0) gLLMQbeefeffaaaaqpu toroidal gLLMQbeefeffaaaiqmm SFS[D(3,1)(3,2)] gLLMQbeefffeaaaahma SFS[D(3,1)(2,1)] gLLMQbeefffeamqqaqq SFS[D(4,3)(3,1)] gLLMQbeeffefaaaaaie SFS[D(3,1)(2,1)] gLLMQbeefeffaaaamui toroidal gLLMQbeeffefaaaaeix m003(0,0) gLLMQbeeffefdauqthi m022(0,0) gLLMQbeeffefaaaaaxe SFS[D(3,1)(2,1)] gLLMQbeefeffaaaapui toroidal gLLMQbeefeffaadamhm toroidal gLLMQbeeffefaiaqtii reducible gLLMQbeeffefaiaxiip toroidal gLLMQbeeffefaaqiiti reducible gLLMQbeeffefaadaiiu toroidal gLLMQbeeffefaidaiiu toroidal gLLMQbeefefflaaapmm reducible gLLMQbeefefflaaxplm SFS[D(3,1)(2,1)] gLLMQbeefefflaatptp SFS[D(3,1)(2,1)] gLLMQbeefefflaalplm toroidal gLLMQbeefefflaapplm SFS[D(3,1)(2,1)] gLLMQbeeffefaiaaixi reducible gLLMQbeeffefaialxxx reducible gLLMQbeeffefaiaxixp SFS[D(3,1)(2,1)] gLLMQbeeffefaaaiixi reducible gLLPQbefefefaaahhhp SFS[D(3,1)(2,1)] gLLPQbefefefaiexpxp toroidal gLLPQbefefefaixxxxa SFS[D(4,1)(3,1)] gLLMQbeefeffaaalppp reducible gLLMQbeeffefaaatuiu SFS[D(3,1)(2,1)] gLLMQbeeffefamqqtti SFS[D(4,1)(3,1)] gLLMQbeefeffaaaamhm SFS[D(3,1)(3,1)] gLLMQbeefffeaiaxxaa SFS[D(3,1)(2,1)] gLLMQbeefffeaiaaapa SFS[D(3,1)(3,1)] gLLMQbeefffeaiaqaqa SFS[D(3,1)(2,1)] gLLMQbeefffeaaqaapq SFS[D(3,1)(2,1)] gLLMQbeefffeaiaaeaa SFS[D(3,1)(3,1)] gLLMQbeeffefaaaaiiu SFS[D(3,1)(3,2)] gLLMQbeeffefaiaaiiu toroidal gLLMQbeeffefaiaalii reducible gLLMQbeeffefaaaalii SFS[D(3,1)(3,2)] gLLMQbeeffefhpaalii SFS[D(3,1)(2,1)] gLLMQbeeffefhupalli reducible gLLMQbeeffefhdaalii SFS[D(3,1)(2,1)] gLLMQbeeffefhhaalii toroidal gLLMQbeefeffaaaammx SFS[D(3,1)(3,1)] gLLMQbeefeffhhaammx SFS[D(3,1)(2,1)] gLLMQbeeffefaialxix reducible gLLMQbeeffefaaalxix SFS[D(3,1)(3,2)] gLLMQbeeffefautqemp SFS[D(4,3)(3,1)] gLLMQbeeffefaamalhi SFS[D(3,1)(2,1)] gLLMQbeefeffaaalmpp SFS[D(3,1)(3,1)] gLLMQbeefeffamqqdmd reducible gLLMQbeefeffaaatmhh reducible gLLMQbeefeffaaaxmpp SFS[D(3,1)(3,2)] gLLMQbeefeffahuiemm reducible gLLMQbeefeffahtaapu SFS[D(3,1)(2,1)] gLLMQbeefeffahtaauu SFS[D(3,1)(2,1)] gLLMQbeefeffaaaxppp reducible gLLMQbeefeffaiaxppp reducible gLLMQbeeffefaxxxxxx reducible gLLMQbeeffefaxxaaxx toroidal gLLMQbeeffefaxxiiii toroidal gLLMQbeeffefaadaaxx SFS[D(3,1)(2,1)] gLLMQbeefeffaiaampi SFS[D(3,1)(2,1)] gLLMQbeefeffaaaampi toroidal gLLMQbeefeffaiaappi toroidal gLLMQbeefeffaaaappi SFS[D(3,1)(2,1)] gLLMQbeefeffaaaaqpi m003(0,0) gLLMQbeefeffaiaxqpp reducible gLLMQbeefeffaaaxqpp SFS[D(3,1)(3,1)] gLLMQbeefeffaiaaqpi SFS[D(3,1)(2,1)] gLLMQbeefffeaaaalma SFS[D(3,1)(2,1)] gLLMQbeefffeaaqalmq m004(0,0) gLLMQbeeffefaaaaaix SFS[D(3,1)(2,1)] gLLMQbeeffefhaualhi SFS[D(3,1)(2,1)] gLLMQbeeffefxxxaaax toroidal gLLMQbeeffefauuaamx SFS[D(3,1)(2,1)] gLLMQbeeffefhhaaaxx m136(0,0) gLLMQbeeffefaaqaahx toroidal gLLMQbeeffefaiaaaxx SFS[D(3,1)(2,1)] gLLMQbeefeffhataauu reducible gLLMQbeefeffhataapu reducible gLLMQbeeffefhhaxxxx toroidal gLLMQbeeffefauuxxmx reducible gLLMQbeeffefxxxxxax toroidal gLLMQbeeffefaiaxxxx reducible gLLMQbeeffefaaqxxhx toroidal gLLMQbeeffefaadxxxx reducible gLLMQbeeffefeaaxxpx reducible gLLMQbeeffefaaqquhu SFS[D(3,1)(3,1)] gLLMQbeeffefaaaquxu SFS[D(3,1)(2,1)] gLLMQbeeffefaamquhu SFS[D(3,1)(3,2)] gLLMQbeeffefhattumu reducible gLLPQbefefefaaahuhm SFS[D(3,1)(3,1)] gLLPQbefefefahamhmp reducible gLLPQbefefefahamxmm SFS[D(3,1)(2,1)] gLLPQbefefefaaahihp m003(0,0) gLLMQbeefffeaaaaepa SFS[D(3,1)(3,1)] gLLMQbeefffeaaqaepq SFS[D(3,1)(2,1)] gLLMQbeeffefaaaalxu m004(0,0) gLLMQbeeffefaaqalhu SFS[D(3,1)(2,1)] gLLMQbeefeffhhaaqhx m135(0,0) gLLMQbeefeffhhaqqhh toroidal gLLMQbeeffefaaaxxix reducible gLLMQbeeffefahualhi reducible gLLMQbeeffefahttumu SFS[D(3,1)(2,1)] gLLMQbeeffefaamalhu toroidal gLLMQbeefeffaaaxqah toroidal gLLMQbeefeffaaaxqud m004(0,0) gLLMQbeefeffaaaaquu SFS[D(3,1)(2,1)] gLLMQbeefeffaaaqqeu SFS[D(3,1)(3,2)] gLLMQbeefeffaaaqqlq reducible gLLMQbeefeffaaaqqlu SFS[D(3,1)(3,1)] gLLMQbeefeffaaaqqeq reducible gLLMQbeefeffaaaqqei SFS[D(3,1)(3,1)] gLLMQbeefeffaaadqtp toroidal gLLMQbeefeffaaamqaq SFS[D(3,1)(2,1)] gLLMQbeefeffaaaqqmd SFS[D(3,1)(2,1)] gLLMQbeefeffaaaqqtp SFS[D(3,1)(2,1)] gLLMQbeefeffaaaaqmm SFS[D(3,1)(3,1)] gLLMQbeefeffaaaxqqx toroidal gLLMQbeefeffaaaxqlm m003(0,0) gLLMQbeefeffaaaiqaq SFS[D(3,1)(2,1)] gLLMQbeefeffaaappup SFS[A(3,1)] gLLMQbeefeffaaappap SFS[A(3,1)] gLLMQbeefeffaaaippi reducible gLLMQbeefeffaaamppi SFS[D(3,1)(2,1)] gLLMQbeefeffaaatptp reducible gLLMQbeefeffaaaqpmd toroidal gLLMQbeefeffaaaapmm SFS[D(3,1)(3,2)] gLLMQbeefeffaaaxplm toroidal gLLMQbeefeffaaalplm SFS[D(3,1)(2,1)] gLLMQbeefeffaaappqx SFS[D(3,1)(2,1)] gLLMQbeefeffaaapplm SFS[D(3,1)(2,1)] gLLMQbeefeffaaaamuu SFS[D(3,1)(2,1)] gLLMQbeefeffaaadmmd reducible gLLMQbeefeffaaatmth reducible gLLMQbeefeffaaatmmh reducible gLLMQbeefeffaaatmhd toroidal gLLMQbeefeffaaatmtd SFS[D(3,1)(2,1)] gLLMQbeefeffaaatmmd SFS[D(3,1)(2,1)] gLLMQbeefeffaaatmhp toroidal gLLMQbeefeffaaatmtp SFS[D(3,1)(2,1)] gLLMQbeefeffaaatmmp SFS[D(3,1)(2,1)] gLLMQbeefeffaaaqmmd SFS[D(3,1)(2,1)] gLLMQbeefeffaaaimme SFS[D(3,1)(3,1)] gLLMQbeefeffaaaimhm SFS[D(3,1)(3,2)] gLLMQbeefeffaaaimtm SFS[D(3,1)(3,1)] gLLMQbeefeffaaaimmx SFS[D(3,1)(3,2)] gLLMQbeefeffaaammme reducible gLLMQbeefeffaaammhm toroidal gLLMQbeefeffaaammtm toroidal gLLMQbeefeffaaammmx reducible gLLMQbeefeffaaaxmlm SFS[D(3,1)(2,1)] gLLMQbeefeffaaalmle SFS[D(3,1)(2,1)] gLLMQbeefeffaaalmqe toroidal gLLMQbeefeffaaalmex toroidal gLLMQbeefeffaaalmlx SFS[D(3,1)(2,1)] gLLMQbeefeffaaalmqx m003(0,0) gLLMQbeefeffaaalmem SFS[D(3,1)(2,1)] gLLMQbeefeffaaalmlm toroidal gLLMQbeefeffaaalmqm SFS[D(3,1)(2,1)] gLLMQbeefeffaaapmlm SFS[D(3,1)(2,1)] gLLMQbeefeffaadxqud m034(0,0) gLLMQbeefeffaadaquu toroidal gLLMQbeefeffaadppph toroidal gLLMQbeefeffaadpppd toroidal gLLMQbeefeffaadapuu toroidal gLLMQbeefeffaadammm SFS[D(3,1)(3,2)] gLLMQbeefeffaaexqud SFS[D(4,1)(3,1)] gLLMQbeefeffaaeppph toroidal gLLMQbeefeffaaepppd toroidal gLLMQbeefeffaadamuu toroidal gLLMQbeefeffaaeamuu m003(0,0) gLLMQbeefeffaaeammm SFS[D(3,1)(3,1)] gLLMQbeeffefaaaxtxm SFS[D(3,1)(3,2)] gLLMQbeeffefaaaxuxx reducible gLLMQbeeffefaaaxuxm SFS[D(3,1)(3,1)] gLLMQbeeffefaaaxtxx reducible gLLMQbeeffefaaaxtxe SFS[D(3,1)(3,1)] gLLMQbeeffefaaaaexe SFS[D(3,1)(2,1)] gLLMQbeeffefaaaqexp m004(0,0) gLLMQbeeffefaaaqaxh toroidal gLLMQbeeffefaaadtxi toroidal gLLMQbeeffefaaamaxx SFS[D(3,1)(2,1)] gLLMQbeeffefaaaqtxi m003(0,0) gLLMQbeeffefaaaqxxq toroidal gLLMQbeeffefaaaxlxd SFS[D(3,1)(2,1)] gLLMQbeeffefaaaxixp SFS[D(3,1)(2,1)] gLLMQbeeffefaaaiaxx SFS[D(3,1)(2,1)] gLLMQbeeffefaaddedd m129(0,0)(0,0) gLLMQbeeffefaaddadd m203(0,0)(0,0) gLLMQbeeffefaadaexe SFS[D(3,1)(2,1)] gLLMQbeeffefaadqexp SFS[D(4,1)(3,1)] gLLMQbeeffefaadaeie SFS[D(3,1)(2,1)] gLLMQbeeffefaadaiii SFS[D(3,1)(3,1)] gLLMQbeefeffmmaaimm m203(0,0)(0,0) gLLMQbeefeffmiaaimm m129(0,0)(0,0) gLLMQbeefeffhhmaemm m034(0,0) gLLMQbeefffeaaadeqa toroidal gLLMQbeefffeaaadela toroidal gLLMQbeefffeaaaddqa SFS[D(3,1)(2,1)] gLLMQbeefffeaaaddla SFS[D(3,1)(2,1)] gLLMQbeefffeaaadaqa SFS[D(3,1)(2,1)] gLLMQbeefffeaaadala SFS[D(3,1)(2,1)] gLLMQbeefffeaaailma toroidal gLLMQbeefffeaaaqdla m003(0,0) gLLMQbeefffeaaamlha m003(0,0) gLLMQbeefffeaaailha toroidal gLLMQbeefffeaaaihma toroidal gLLMQbeefffeaaamita toroidal gLLMQbeefffeaaamhma SFS[D(3,1)(2,1)] gLLMQbeefffeaaamlma SFS[D(3,1)(2,1)] gLLMQbeefffeaaaduha m004(0,0) gLLMQbeefffeaaadxma m004(0,0) gLLMQbeefffeaaaiaua SFS[D(3,1)(3,2)] gLLMQbeefffeaaamdaa SFS[D(3,1)(3,1)] gLLMQbeefffeaaaidaa SFS[D(3,1)(3,2)] gLLMQbeefffeaaamaua SFS[D(3,1)(3,1)] gLLMQbeefffeaaaquma m004(0,0) gLLMQbeefffeaaaihta m003(0,0) gLLMQbeefffeaaaiiha SFS[D(3,1)(2,1)] gLLMQbeefffeaaaiita SFS[D(3,1)(2,1)] gLLMQbeefffeaaaiapa SFS[D(3,1)(3,1)] gLLMQbeefffeaaaieaa SFS[D(3,1)(3,1)] gLLMQbeeffefaaaxiip SFS[D(3,1)(2,1)] gLLMQbeeffefaaadtii SFS[D(3,1)(2,1)] gLLMQbeeffefaaapiip reducible gLLMQbeeffefaaaqtii SFS[D(3,1)(2,1)] gLLMQbeeffefaaamlii SFS[D(3,1)(3,1)] gLLMQbeeffefaaamiiq SFS[D(3,1)(3,2)] gLLMQbeeffefaaamiiu SFS[D(3,1)(3,1)] gLLMQbeeffefaaamhii SFS[D(3,1)(3,2)] gLLMQbeeffefaaalhid toroidal gLLMQbeeffefaaalhip toroidal gLLMQbeeffefaaaliih reducible gLLMQbeeffefaaaliid SFS[D(3,1)(2,1)] gLLMQbeeffefaaaliip SFS[D(3,1)(2,1)] gLLMQbeeffefaaallih reducible gLLMQbeeffefaaallid SFS[D(3,1)(2,1)] gLLMQbeeffefaaallip SFS[D(3,1)(2,1)] gLLMQbeeffefaaatuii SFS[D(3,1)(2,1)] gLLMQbeeffefaaatuiq toroidal gLLMQbeeffefaaatxiu toroidal gLLMQbeeffefaaatxii SFS[D(3,1)(2,1)] gLLMQbeeffefaaatxiq m003(0,0) gLLMQbeeffefaaattiu SFS[D(3,1)(2,1)] gLLMQbeeffefaaattii toroidal gLLMQbeeffefaaattiq SFS[D(3,1)(2,1)] gLLMQbeeffefaaaaeie SFS[D(3,1)(2,1)] gLLMQbeeffefaaailii toroidal gLLMQbeeffefaaaiiiq reducible gLLMQbeeffefaaaiiiu reducible gLLMQbeeffefaaaihii toroidal gLLMQbeeffefaaaaixi SFS[D(3,1)(3,1)] gLLMQbeeffefaaqaihi m003(0,0) gLLPQbefefefaahxqxx m136(0,0) gLLPQbefefefaahhhht SFS[D(4,3)(3,1)] gLLPQbefefefaadxpxe m034(0,0) gLLPQbefefefaahhiht m022(0,0) gLLPQbefefefaadhhha SFS[D(4,1)(3,1)] gLLPQbefefefaahhphe m023(0,0) gLLPQbefefefaahxhxa m135(0,0) gLLMQbeefffeaaqxxaq m136(0,0) gLLMQbeefffeaaqdaqq SFS[D(4,3)(3,1)] gLLMQbeefffeaaqilmq m034(0,0) gLLMQbeefffeaaqqdlq m022(0,0) gLLMQbeefffeaaqmlmq SFS[D(4,1)(3,1)] gLLMQbeefffeaaqqumq m023(0,0) gLLMQbeefffeaaqxhqq m135(0,0) gLLMQbeeffefaaqqtti SFS[D(4,3)(3,1)] gLLMQbeeffefaaqaehe m004(0,0) gLLMQbeeffefaaqxihp m022(0,0) gLLMQbeeffefaaqxlhd m206(0,0) gLLMQbeeffefaaqqxhq m136(0,0) gLLMQbeeffefaaqqthi m022(0,0) gLLMQbeeffefaaqqahh m135(0,0) gLLMQbeeffefaaqqehp m023(0,0) gLLMQbeeffefaaqxthe m023(0,0) gLLMQbeeffefaaqxuhm m207(0,0) gLLMQbeeffefaamaete m004(0,0) gLLMQbeeffefaamxihp SFS[D(4,3)(3,1)] gLLMQbeefeffhhaimmx m026(0,0) gLLMQbeefeffdpaqmmd toroidal gLLMQbeefffedpaqaqa m029(0,0) gLLMQbeeffefdpaqtii m081(0,0) gLLMQbeefffeeieqaqe m030(0,0) gLLMQbeeffefhhailii toroidal gLLMQbeefeffhhammme toroidal gLLMQbeefffedldqaqd m054(0,0) gLLMQbeeffefhhamhii m116(0,0) gLLMQbeefffeelxqaqx m073(0,0) gLLMQbeeffefelxqtpi toroidal gLLMQbeefeffdlaxuud m117(0,0) gLLMQbeefeffhhammmx toroidal gLLMQbeefeffdtaxuud toroidal gLLMQbeefffedupqaqp m121(0,0) gLLMQbeeffefetdqtqi m171(0,0) gLLMQbeeffefhhamlii m170(0,0) gLLMQbeeffefdupqtli toroidal gLLMQbeefffedtdqaqd m100(0,0) gLLMQbeeffefhhaihii toroidal gLLMQbeefeffhhaimme m052(0,0) gLLMQbeefeffdupqxmd m189(0,0) gLLMQbeefffehhqxhqq s781(0,0) gLLPQbefefefhhxhqhh s595(0,0) gLLMQbeefffehhaxxaa m306(0,0) gLLMQbeefffehhaqxha m307(0,0) gLLMQbeefffexxxxxax s782(0,0)(0,0) gLLPQbefefefhhhhhha s596(0,0)(0,0) gLLMQbeefffehhadala m053(0,0) gLLMQbeefffehhadxma m074(0,0) gLLAQbcdefffpjgdpgg SFS[D(3,1)(2,1)] gLLAQbcdefffaknelnn reducible gLLAQbcedffftsaranr SFS[D(3,1)(3,2)] gLLAQbcedfffajakawk reducible gLLAQbcedffflsaranr SFS[D(3,1)(3,1)] gLLAQbcdefffaccqdkk reducible gLLAQbedefffpanphhn reducible gLLAQbcdefffhncddff reducible gLLAQbedefffpajpetj SFS[D(3,1)(3,1)] gLLAQbcdeffftsjepkk reducible gLLAQbcdefffajkaask reducible gLLAQbcdeffflsjepkk reducible gLLAQbedefffpajpelj SFS[D(3,1)(3,2)] gLLAQbedefffpafpttj SFS[D(3,1)(2,1)] gLLAQbedefffpafpteo m004(0,0) gLLAQbedefffpajpeeo SFS[D(3,1)(2,1)] gLLAQbcdefffdfjepkk SFS[D(3,1)(2,1)] gLLAQbcdefffebjapjj toroidal gLLAQbcdefffpfjepkk SFS[D(3,1)(2,1)] gLLAQbcdefffhfjepkk reducible gLLAQbcdefffpjgtpnn toroidal gLLAQbcedfffmkxfajr SFS[D(3,1)(2,1)] gLLAQbcdeffftrwidff SFS[D(3,1)(3,2)] gLLAQbcdefffaknmlgg reducible gLLAQbcdeffflrwidff SFS[D(3,1)(3,1)] gLLAQbcedffftsafabf SFS[D(3,1)(3,1)] gLLAQbcedfffajafavf reducible gLLAQbcedffflsafabf SFS[D(3,1)(3,2)] gLLAQbcdeffftccddff reducible gLLAQbcedffftgtglgg SFS[A(3,1)] gLLAQbcedffflgtglgg SFS[A(3,1)] gLLAQbcdeffflccddff reducible gLLAQbedefffpanphho SFS[D(3,1)(2,1)] gLLAQbcdefffdfnelnn SFS[D(3,1)(2,1)] gLLAQbcdefffebnaloo toroidal gLLAQbedefffpaophho reducible gLLAQbedefffparphho SFS[D(3,1)(2,1)] gLLAQbcedfffdgmjdrr SFS[D(3,1)(2,1)] gLLAQbcedfffdwufaro toroidal gLLAQbedefffparpppc reducible gLLAQbcedfffdvmjdrr reducible gLLAQbcedfffdnararo reducible gLLAQbedefffparpddg SFS[D(3,1)(2,1)] gLLAQbcdefffebkxarn SFS[D(3,1)(2,1)] gLLAQbcdefffdfkparo toroidal gLLAQbedefffpakplqo m004(0,0) gLLAQbcdefffmgohljj SFS[A(2,1)] gLLAQbcedfffhgafabf SFS[A(2,1)] gLLAQbcedfffmkufajr m032(0,0) gLLAQbcdefffacbddff SFS[A(3,1)] gLLAQccdefffdwrldrr m015(0,0) gLLAQccdefffaovaavo T2xI gLLAQbcedfffmktfajr m009(0,0) gLLAQbcdefffacfddff SFS[A(3,1)] gLLAQccdefffdwvlabo SFS[D(4,1)(2,1)] gLLAQccdefffaovuabo T2xI gLLAQbcdefffakfaafn reducible gLLAQbedefffpanphhr SFS[D(3,1)(2,1)] gLLAQbcdefffxccudjj SFS[A(2,1)] gLLAQbcdefffaknxlss reducible gLLAQbcdefffacctdrr reducible gLLAQbcedffftsakajk reducible gLLAQbcedfffajarasr reducible gLLAQbcedffflsakajk reducible gLLAQbcdefffpjgqpss SFS[D(3,1)(2,1)] gLLAQbedefffpakpqqk SFS[A(2,1)] gLLAQbcdefffacraarc reducible gLLAQbcdefffakfiafn SFS[A(3,1)] gLLAQccdefffaorudrr T2xI gLLAQbcdefffakfmafn SFS[A(3,1)] gLLAQccdefffaovudrr T2xI gLLAQbedefffpajqeln SFS[D(3,1)(3,2)] gLLAQbcdefffxgrploo m038(0,0) gLLAQbcedffftstfprr m006(0,0) gLLAQbcedfffajdfpgg SFS[D(3,1)(2,1)] gLLAQbcedffflstfprr toroidal gLLAQccdefffdwrlawj SFS[D(5,2)(2,1)] gLLAQbcdefffacjaavf SFS[A(2,1)] gLLAQbcdefffmcjpasb toroidal gLLAQbcdefffaboxajk SFS[D(3,1)(2,1)] gLLAQbcdefffeboaanf reducible gLLAQbcdefffmboaanf SFS[D(4,3)(3,1)] gLLAQbcdefffhkohasr SFS[D(4,1)(3,1)] gLLAQbcdefffdfoearc reducible gLLAQbcdefffaccidvv SFS[A(2,1)] gLLAQbcdefffpjgppgg m032(0,0) gLLAQbcdefffaknulnn reducible gLLAQbcedffftsajanr m036(0,0) gLLAQbcedfffajasawk SFS[D(3,1)(3,2)] gLLAQbcedffflsajanr m007(0,0) gLLAQbcdefffaccudkk SFS[D(3,1)(3,1)] gLLAQbcdefffaccdask m004(0,0) gLLAQbcdefffaccpdff reducible gLLAQbedefffaekilqs SFS[D(5,2)(2,1)] gLLAQbcdefffaccadrr SFS[D(3,1)(3,2)] gLLAQbedefffaefqttn SFS[D(2,1)(2,1)] gLLAQbedefffaebqttn SFS[D(7,2)(2,1)] gLLAQbedefffaebquub SFS[D(2,1)(2,1)] gLLAQbedefffaebqxxj SFS[D(5,1)(2,1)] gLLAQbedefffaecqttn SFS[D(5,1)(2,1)] gLLAQbcdefffabblakg m004(0,0) gLLAQbcdefffmgohanf m015(0,0) gLLAQbcdefffxgrhloo m137(0,0) gLLAQbcedffftsxfakb m016(0,0) gLLAQbcedfffajhfavr toroidal gLLAQbcedffflsxfakb SFS[D(5,2)(2,1)] gLLAQccdefffdwvlawj SFS[D(4,1)(2,1)] gLLAQbcdefffaccddoo SFS[A(2,1)] gLLAQbcdefffmgohloo m129(0,0)(0,0) gLLAQbedefffpakilqs m015(0,0) gLLAQbcdefffakcmdff reducible gLLAQccdefffaovaacj SFS[D(2,1)(2,1)] gLLAQccdefffakkhlnn SFS[D(7,2)(2,1)] gLLAQccdefffawvaacj SFS[D(5,1)(2,1)] gLLAQbcdefffdjntlnn m038(0,0) gLLAQbcdefffegnhloo m137(0,0) gLLAQccdefffaokhlnn SFS[D(2,1)(2,1)] gLLAQccdefffawkhlnn SFS[D(5,1)(2,1)] gLLAQccdefffdwrldbb m004(0,0) gLLAQbcdefffabrxajk toroidal gLLAQbcdefffebraanf reducible gLLAQbcdefffmbraanf SFS[D(5,3)(3,1)] gLLAQbcdefffhkkhasr SFS[D(5,2)(3,1)] gLLAQbcdefffdfrearc reducible gLLAQbcdefffpjghpgg m009(0,0) gLLAQbcdefffaknhlnn reducible gLLAQbcedffftsavanr m007(0,0) gLLAQbcedfffajabawk SFS[D(3,1)(3,1)] gLLAQbcedffflsavanr toroidal gLLAQbcdefffaccidkk SFS[D(3,1)(3,2)] gLLAQccdefffawfhajc SFS[D(7,3)(2,1)] gLLAQccdefffakfhajc SFS[D(8,3)(2,1)] gLLAQccdefffawvmdff SFS[D(7,3)(2,1)] gLLAQbcdefffacchdff reducible gLLAQbcdefffaccldrr SFS[D(3,1)(3,1)] gLLAQbedefffalfaduw SFS[D(2,1)(2,1)] gLLAQbcedffftgaflff T2xI gLLAQbcedffflgaflff T2xI gLLAQbedefffalbaduw SFS[D(7,2)(2,1)] gLLAQbedefffalcaduw SFS[D(5,1)(2,1)] gLLAQbedefffalfattn SFS[D(3,1)(2,1)] gLLAQbedefffalfauub reducible gLLAQbedefffalfaxxj SFS[D(3,1)(2,1)] gLLAQbedefffalbauub SFS[D(3,1)(2,1)] gLLAQbedefffalcauub SFS[D(3,1)(2,1)] gLLAQbcdefffhjotawk SFS[D(2,1)(2,1)] gLLAQbcdefffacralnn SFS[D(3,1)(2,1)] gLLAQbcdefffabbxanr SFS[D(3,1)(2,1)] gLLAQbcdefffaootawk reducible gLLAQbcdefffdffadff T2xI gLLAQbcdefffebfddbb T2xI gLLAQbcdefffxgrilww SFS[D(2,1)(2,1)] gLLAQbcdefffakkppss SFS[D(3,1)(2,1)] gLLAQbcdefffackapkk SFS[D(3,1)(2,1)] gLLAQbcedfffajhvask reducible gLLAQbedefffalfattw SFS[D(3,1)(2,1)] gLLAQbcdefffacoalnn toroidal gLLAQbcdefffabbpanr toroidal gLLAQbcdefffaooaawk reducible gLLAQbedefffalftttf T2xI gLLAQbcdefffdfbadff SFS[A(5,2)] gLLAQbcdefffebbddbb toroidal gLLAQbcdefffacgapkk toroidal gLLAQbcdefffacnalnn SFS[D(3,1)(2,1)] gLLAQbcdefffabblanr SFS[D(3,1)(2,1)] gLLAQbcdefffaonalnn reducible gLLAQbedefffalflttf T2xI gLLAQbcdefffdfcadff SFS[A(4,1)] gLLAQbcdefffebcddbb SFS[A(5,2)] gLLAQbcdefffacjapkk SFS[D(3,1)(2,1)] gLLAQbedefffaljaetw SFS[D(5,1)(2,1)] gLLAQbedefffaljaeeb SFS[D(3,1)(2,1)] gLLAQbcdefffhkshavf SFS[D(2,1)(2,1)] gLLAQbcdefffabjxabf reducible gLLAQbcdefffxgrdloo SFS[D(5,1)(2,1)] gLLAQbedefffalkahqb SFS[D(2,1)(2,1)] gLLAQbcedfffajhwavr SFS[D(3,1)(2,1)] gLLAQbedefffalkaqqw reducible gLLAQbedefffalraddw SFS[D(3,1)(2,1)] gLLAQbedefffaloaddw reducible gLLAQbedefffalnaddw SFS[D(3,1)(2,1)] gLLAQbedefffalnappv reducible gLLAQbedefffalnahhs SFS[D(3,1)(2,1)] gLLAQbcedfffajafpnn SFS[D(3,1)(2,1)] gLLAQbcdefffaccdafn SFS[D(3,1)(2,1)] gLLAQbedefffaloadub SFS[D(2,1)(2,1)] gLLAQbcdefffxgrxlkk SFS[D(7,2)(2,1)] gLLAQbcdefffxccuakj SFS[D(5,1)(2,1)] gLLAQbcdefffhvnmawf SFS[D(2,1)(2,1)] gLLAQbedefffalnahhk SFS[D(3,1)(2,1)] gLLAQbcdefffajfplss reducible gLLAQbcdefffaknxajk SFS[D(3,1)(2,1)] gLLAQbcdefffabnxajk SFS[D(3,1)(2,1)] gLLAQbedefffalnaqhw SFS[D(2,1)(2,1)] gLLAQbcdefffaknearc SFS[D(3,1)(2,1)] gLLAQbcedffftoafafo reducible gLLAQbcedfffloafafo reducible gLLAQbedefffxabxdug m004(0,0) gLLAQbcdefffaknexgg reducible gLLAQbcedffftsarabr SFS[D(3,1)(3,1)] gLLAQbcedfffajakavk reducible gLLAQbcedffflsarabr SFS[D(3,1)(3,2)] gLLAQbcdefffaccqhkk reducible gLLAQbedefffxanxhho SFS[D(3,1)(2,1)] gLLAQbedefffxaoxhho reducible gLLAQbedefffxarxhho SFS[D(3,1)(2,1)] gLLAQbcedfffdgxjhff SFS[D(3,1)(2,1)] gLLAQbcedfffdwukafo toroidal gLLAQbedefffxarxppc reducible gLLAQbcedfffdvxjhff reducible gLLAQbcedfffdnafafo reducible gLLAQbedefffxarxddg SFS[D(3,1)(2,1)] gLLAQbcdefffebrxarb SFS[D(3,1)(2,1)] gLLAQbcdefffmbrxarb SFS[D(3,1)(2,1)] gLLAQbcdefffhkkaavk reducible gLLAQbcdefffdfrpafo toroidal gLLAQbcdefffabraarb reducible gLLAQbcedffftspfakc SFS[D(3,1)(3,1)] gLLAQbcedfffajhvqvv reducible gLLAQbcedffflspfakc SFS[D(3,1)(3,2)] gLLAQbcdefffackaakc reducible gLLAQbcdefffakkparg reducible gLLAQbcdefffdfjehkk toroidal gLLAQbcdefffebjahjj toroidal gLLAQbedefffxagxeer SFS[D(3,1)(2,1)] gLLAQbcedfffdnqchkk SFS[D(3,1)(2,1)] gLLAQbcedfffdvpfakc toroidal gLLAQbcdefffpjgtxss SFS[D(3,1)(2,1)] gLLAQbcdefffxgghxww reducible gLLAQbedefffxakxeer SFS[D(3,1)(2,1)] gLLAQbcedfffdwlwhkk m003(0,0) gLLAQbcedfffdgpfakc toroidal gLLAQbedefffxakxllf SFS[D(3,1)(2,1)] gLLAQbedefffxakxqqk reducible gLLAQbcdeffftrwihff SFS[D(3,1)(3,1)] gLLAQbcdefffaknmxss reducible gLLAQbcdeffflrwihff SFS[D(3,1)(3,2)] gLLAQbedefffxarxeur SFS[D(3,1)(3,2)] gLLAQbedefffxarxepr SFS[D(3,1)(3,1)] gLLAQbcedffftjafasf toroidal gLLAQbcedfffljafasf toroidal gLLAQbedefffxarxdur SFS[D(3,1)(3,1)] gLLAQbedefffxarxdpr SFS[D(3,1)(3,2)] gLLAQbcdeffftccdhff SFS[D(3,1)(3,2)] gLLAQbcdefffaccdhff reducible gLLAQbcdeffflccdhff SFS[D(3,1)(3,1)] gLLAQbcdeffftckuajf SFS[D(3,1)(3,2)] gLLAQbcdefffackuajf reducible gLLAQbcdeffflckuajf SFS[D(3,1)(3,1)] gLLAQbcdeffftrrpajf SFS[D(3,1)(3,1)] gLLAQbcdefffakkuasf reducible gLLAQbcdeffflrrpajf SFS[D(3,1)(3,2)] gLLAQbedefffxanxhhr SFS[D(3,1)(2,1)] gLLAQbcdefffdfnexgg toroidal gLLAQbcdefffebnaxkk m003(0,0) gLLAQbedefffxaoxhhr SFS[D(3,1)(2,1)] gLLAQbcedfffdnqgxgg SFS[D(3,1)(2,1)] gLLAQbcedfffdvufawr toroidal gLLAQbedefffxarxhhr toroidal gLLAQbcedfffdwlsxgg SFS[D(3,1)(2,1)] gLLAQbcedfffdgufawr SFS[D(3,1)(2,1)] gLLAQbcedfffdgmjhrr SFS[D(3,1)(2,1)] gLLAQbcedfffdwufarg SFS[D(3,1)(2,1)] gLLAQbedefffxarxppf SFS[D(3,1)(2,1)] gLLAQbcedfffdvmjhrr toroidal gLLAQbcedfffdnararg SFS[D(3,1)(2,1)] gLLAQbedefffxarxddk SFS[D(3,1)(2,1)] gLLAQbcdefffebkxakn m003(0,0) gLLAQbcdefffdfkparg toroidal gLLAQbcedffftsufawr SFS[D(3,1)(3,2)] gLLAQbcedfffajhwhrr reducible gLLAQbcedffflsufawr SFS[D(3,1)(3,1)] gLLAQbcdefffackpawr reducible gLLAQbcdefffakkaakn reducible gLLAQbedefffxabxuur SFS[D(3,1)(2,1)] gLLAQbcdefffdfbeqoo toroidal gLLAQbcdefffebbaqrr SFS[D(3,1)(2,1)] gLLAQbcdefffhkvhqkk reducible gLLAQbcdefffmbbaqrr SFS[D(3,1)(2,1)] gLLAQbedefffxacxuur reducible gLLAQbcedfffdnqoqoo reducible gLLAQbcedfffdvafajf reducible gLLAQbedefffxafxuur SFS[D(3,1)(2,1)] gLLAQbcedfffdwlvqoo toroidal gLLAQbcedfffdgafajf SFS[D(3,1)(2,1)] gLLAQbedefffxafxxxf reducible gLLAQbedefffxafxttk SFS[D(3,1)(2,1)] gLLAQbcedffftsqfakc m033(0,0) gLLAQbcedfffajhjqvv SFS[D(3,1)(3,1)] gLLAQbcedffflsqfakc m010(0,0) gLLAQbcdefffdfgehkk SFS[D(5,2)(2,1)] gLLAQbcdefffebgahjj SFS[D(4,1)(2,1)] gLLAQbcedfffdnqshkk m011(0,0) gLLAQbcedfffdvqfakc m019(0,0) gLLAQbcedfffdwlnhkk m017(0,0) gLLAQbcedfffdgqfakc m016(0,0) gLLAQbcedffftsdfajf SFS[D(3,1)(3,1)] gLLAQbcedfffajhbxss reducible gLLAQbcedffflsdfajf SFS[D(3,1)(3,2)] gLLAQbcedffftstfawr m036(0,0) gLLAQbcedfffajdfakn SFS[D(3,1)(3,2)] gLLAQbcedffflstfawr m007(0,0) gLLAQbcdefffackhawr SFS[D(3,1)(3,1)] gLLAQbcdefffakkiakn reducible gLLAQbcedffftsmfakc m036(0,0) gLLAQbcedfffajhrqvv SFS[D(3,1)(3,2)] gLLAQbcedffflsmfakc m007(0,0) gLLAQbcdefffdfkehkk SFS[D(4,1)(2,1)] gLLAQbcdefffebkahjj SFS[D(5,2)(2,1)] gLLAQbcedfffdnqrhkk toroidal gLLAQbcedfffdvmfakc toroidal gLLAQbcedfffdwlfhkk SFS[D(4,1)(2,1)] gLLAQbcedfffdgmfakc SFS[D(5,2)(2,1)] gLLAQbcedffftsefajf SFS[D(3,1)(3,2)] gLLAQbcedfffajhkxss reducible gLLAQbcedffflsefajf SFS[D(3,1)(3,1)] gLLAQbcedffftsxfawr m007(0,0) gLLAQbcedfffajhfakn SFS[D(3,1)(3,1)] gLLAQbcedffflsxfawr toroidal gLLAQbcdefffackdawr SFS[D(3,1)(3,2)] gLLAQbcdefffakkmakn reducible gLLAQbcdeffftsfaafj SFS[A(3,1)] gLLAQbcdefffajfaasf toroidal gLLAQbcdeffflsfaafj SFS[A(3,1)] gLLAQbedefffxagxpeb m004(0,0) gLLAQbedefffxanxhhn reducible gLLAQbedefffxarxhhn SFS[D(3,1)(2,1)] gLLAQbcedfffdgejhkk toroidal gLLAQbcedfffdwurakc m003(0,0) gLLAQbedefffxaoxhhn SFS[D(3,1)(2,1)] gLLAQbcdefffebfxafj toroidal gLLAQbcdefffdffpakc toroidal gLLAQbedefffxarxppb SFS[D(3,1)(2,1)] gLLAQbcedfffdvejhkk toroidal gLLAQbcedfffdnakakc SFS[D(3,1)(2,1)] gLLAQbcdefffxgrxawb reducible gLLAQbcdefffpjrpasf SFS[D(3,1)(2,1)] gLLAQbcdefffaknxxnn reducible gLLAQbcdefffaccthrr reducible gLLAQbcedffftsakank SFS[D(3,1)(3,2)] gLLAQbcedfffajarawr reducible gLLAQbcedffflsakank SFS[D(3,1)(3,1)] gLLAQbcdefffabbxqbb reducible gLLAQbcedffftsqfhkk m006(0,0) gLLAQbcedfffajhjavk SFS[D(3,1)(2,1)] gLLAQbcedffflsqfhkk toroidal gLLAQbcedffftsasafo toroidal gLLAQbcedfffajajafo toroidal gLLAQbcedffflsasafo toroidal gLLAQbcedffftsqsavk m032(0,0) gLLAQbcedfffajqjabr SFS[D(3,1)(2,1)] gLLAQbcedffflsqsavk m009(0,0) gLLAQbcedfffdgqfhkk SFS[D(4,3)(3,1)] gLLAQbcedfffdwlnakc SFS[D(5,3)(3,1)] gLLAQbcdefffebgaajf reducible gLLAQbcdefffdfgeakc reducible gLLAQbcedfffdvqfhkk SFS[D(4,1)(3,1)] gLLAQbcedfffdnqsakc SFS[D(5,2)(3,1)] gLLAQbcdefffakkixnn SFS[D(3,1)(2,1)] gLLAQbcdefffackhhrr SFS[D(3,1)(2,1)] gLLAQbcedffftstfhrr m016(0,0) gLLAQbcedfffajdfxnn toroidal gLLAQbcedffflstfhrr SFS[D(5,2)(2,1)] gLLAQbcedffftoasajf toroidal gLLAQbcdefffaojaasf reducible gLLAQbcedfffloasajf toroidal gLLAQbcedfffajhbasf SFS[D(3,1)(2,1)] gLLAQbcedffftsajabr m033(0,0) gLLAQbcedfffajasavk SFS[D(3,1)(3,1)] gLLAQbcedffflsajabr m010(0,0) gLLAQbcedffftsasqff m148(0,0) gLLAQbcedfffajajqoo toroidal gLLAQbcedffflsasqff m009(0,0) gLLAQbcedffftsafxgg m015(0,0) gLLAQbcedfffajafhkk m004(0,0) gLLAQbcedffflsafxgg SFS[D(4,1)(2,1)] gLLAQbcedffftsanajf SFS[D(3,1)(3,1)] gLLAQbcedfffajawasf reducible gLLAQbcedffflsanajf SFS[D(3,1)(3,2)] gLLAQbcedfffdgajhkk m016(0,0) gLLAQbcedfffdwuvakc m017(0,0) gLLAQbcdefffebbxafj SFS[D(4,1)(2,1)] gLLAQbcdefffdfbpakc SFS[D(5,2)(2,1)] gLLAQbcedfffdvajhkk m019(0,0) gLLAQbcedfffdnaoakc m011(0,0) gLLAQbcdefffaknpxnn reducible gLLAQbcdefffaccahrr SFS[D(3,1)(3,1)] gLLAQbcedffftsabank m036(0,0) gLLAQbcedfffajavawr SFS[D(3,1)(3,2)] gLLAQbcedffflsabank m007(0,0) gLLAQbcedffftoashff m009(0,0) gLLAQbcdefffaojaxss toroidal gLLAQbcedfffloashff m148(0,0) gLLAQbcedffftsmfhkk m016(0,0) gLLAQbcedfffajhravk toroidal gLLAQbcedffflsmfhkk SFS[D(5,2)(2,1)] gLLAQcdcefffhfrpxjj m038(0,0) gLLAQccdefffaosaaoj SFS[D(2,1)(2,1)] gLLAQccdefffakkuqnn SFS[D(7,2)(2,1)] gLLAQccdefffawsaaoj SFS[D(5,1)(2,1)] gLLAQccdefffaokuqnn SFS[D(2,1)(2,1)] gLLAQccdefffawkuqnn SFS[D(5,1)(2,1)] gLLAQbcedfffdgmfhkk SFS[D(5,3)(3,1)] gLLAQbcedfffdwlfakc toroidal gLLAQbcdefffebkaajf reducible gLLAQbcdefffdfkeakc reducible gLLAQbcedfffdvmfhkk SFS[D(5,2)(3,1)] gLLAQbcedfffdnqrakc toroidal gLLAQbcdefffakkmxnn SFS[D(3,1)(2,1)] gLLAQbcdefffackdhrr toroidal gLLAQbcedffftsxfakn m017(0,0) gLLAQbcedfffajhfawr m003(0,0) gLLAQbcedffflsxfakn SFS[D(4,1)(2,1)] gLLAQbcedffftsafarg m032(0,0) gLLAQbcedfffajafakc SFS[D(3,1)(2,1)] gLLAQbcedffflsafarg m009(0,0) gLLAQccdefffawviacn SFS[D(2,1)(2,1)] gLLAQccdefffawrhhbb SFS[D(2,1)(2,1)] gLLAQccdefffifkeqnn SFS[D(3,1)(3,2)] gLLAQbcedffftjhjhff m010(0,0) gLLAQccdefffqfkeqnn m007(0,0) gLLAQbcedffftsqfasf m149(0,0) gLLAQbcedfffajhjhff toroidal gLLAQbcedffflsqfasf m010(0,0) gLLAQccdefffhwklqnn m160(0,0) gLLAQbcedfffljhjhff m149(0,0) gLLAQccdefffdwklqnn SFS[D(3,1)(3,2)] gLLAQccdefffakkhqnn toroidal gLLAQccdefffawvaacn SFS[D(7,2)(2,1)] gLLAQccdefffawkhqnn SFS[D(7,2)(2,1)] gLLAQccdefffaovmacn SFS[D(2,1)(2,1)] gLLAQccdefffakfhxoo SFS[D(7,2)(2,1)] gLLAQccdefffawvmacn SFS[D(5,1)(2,1)] gLLAQccdefffaofhxoo SFS[D(2,1)(2,1)] gLLAQccdefffawfhxoo SFS[D(5,1)(2,1)] gLLAQbcedfffajhkasf SFS[D(3,1)(2,1)] gLLMQbddfeffxvralcv m015(0,0) gLLAQccdefffawwaagb SFS[D(2,1)(2,1)] gLLAQccdefffawkeqnn SFS[D(2,1)(2,1)] gLLAQbcedffftsavabr m036(0,0) gLLAQbcedfffajabavk SFS[D(3,1)(3,2)] gLLAQbcedffflsavabr m007(0,0) gLLAQcdcefffhfrpaoj toroidal gLLAQccdefffaofhajo reducible gLLAQccdefffawfhajo toroidal gLLAQccdefffakfhajo toroidal gLLAQccdefffawvmqnn toroidal gLLAQccdefffaovmqnn reducible gLLAQbcedffftsawajf SFS[D(3,1)(3,2)] gLLAQbcedfffajanasf reducible gLLAQbcedffflsawajf SFS[D(3,1)(3,1)] gLLAQccdefffawrhabg SFS[D(2,1)(2,1)] gLLAQccdefffawviqnn SFS[D(2,1)(2,1)] gLLMQbddfeffxvrxlvv SFS[D(7,2)(2,1)] gLLAQbcedfffdgdjhkk SFS[D(5,2)(2,1)] gLLAQbcedfffdwujakc SFS[D(4,1)(2,1)] gLLAQbcdefffebcxafj SFS[D(5,2)(2,1)] gLLAQbcdefffdfcpakc SFS[D(4,1)(2,1)] gLLAQbcedfffdvdjhkk toroidal gLLAQbcedfffdnawakc toroidal gLLAQbcdefffaknlxnn reducible gLLAQbcdefffacclhrr SFS[D(3,1)(3,2)] gLLAQbcedffftsasank m007(0,0) gLLAQbcedfffajajawr SFS[D(3,1)(3,1)] gLLAQbcedffflsasank toroidal gLLAQbcedffftsqsarg m015(0,0) gLLAQbcedfffajqjakc m004(0,0) gLLAQbcedffflsqsarg SFS[D(4,1)(2,1)] gLLAQccdefffaokuanc reducible gLLAQccdefffakkuanc toroidal gLLAQccdefffawkuanc toroidal gLLAQccdefffaosaxjj reducible gLLAQccdefffawsaxjj toroidal gLLAQccdefffifkeanc toroidal gLLAQbcedffftjhjafj SFS[D(4,1)(2,1)] gLLAQccdefffqfkeanc SFS[D(5,2)(2,1)] gLLAQbcedffftsqfxss toroidal gLLAQbcedfffajhjafj toroidal gLLAQbcedffflsqfxss toroidal gLLAQccdefffhwklanc toroidal gLLAQbcedfffljhjafj SFS[D(8,3)(2,1)] gLLAQccdefffawkeanc SFS[D(2,1)(2,1)] gLLAQccdefffawwahgg SFS[D(2,1)(2,1)] gLLAQccdefffakkhanc SFS[D(8,3)(2,1)] gLLAQccdefffawkhanc SFS[D(7,3)(2,1)] gLLAQccdefffawvaqnn SFS[D(7,3)(2,1)] gLLAQbedefffaxbaduw SFS[D(5,1)(2,1)] gLLAQbcedffftoafqff toroidal gLLAQbcedfffloafqff toroidal gLLAQbedefffaxfattn SFS[D(3,1)(2,1)] gLLAQbedefffaxfauub SFS[D(3,1)(2,1)] gLLAQbedefffaxfaxxj toroidal gLLAQbedefffaxbauub SFS[D(3,1)(2,1)] gLLAQbcdefffhkvhavk SFS[D(2,1)(2,1)] gLLAQbedefffaxcauub toroidal gLLAQbcedfffdvafhff SFS[D(2,1)(2,1)] gLLAQbcedfffdnqoafo SFS[D(2,1)(2,1)] gLLAQbcdefffabbxabr reducible gLLAQbcdefffakkpxgg SFS[D(3,1)(2,1)] gLLAQbcdefffackahkk reducible gLLAQbcedfffajhvavk SFS[D(3,1)(2,1)] gLLAQbcdefffabraqrr reducible gLLAQbedefffaxkaqqn reducible gLLAQbedefffaxkaeeb SFS[D(3,1)(2,1)] gLLAQbedefffaxkallj SFS[D(3,1)(2,1)] gLLAQbedefffaxgaeeb SFS[D(3,1)(2,1)] gLLAQbcdefffxgghawb SFS[D(2,1)(2,1)] gLLAQbcdeffftsfahff toroidal gLLAQbcdefffajfaxss reducible gLLAQbcdeffflsfahff toroidal gLLAQbedefffaxgaper SFS[D(5,1)(2,1)] gLLAQbcdefffakkaxnn toroidal gLLAQbcdefffackphrr SFS[D(3,1)(2,1)] gLLAQbcedfffajhwawr SFS[D(3,1)(2,1)] gLLAQbedefffaxraddw SFS[D(3,1)(2,1)] gLLAQbcdefffhkkaqvv SFS[D(2,1)(2,1)] gLLAQbedefffaxrappv toroidal gLLAQbcedfffdnafqff SFS[D(2,1)(2,1)] gLLAQbcedfffdvxjafj SFS[D(2,1)(2,1)] gLLAQbedefffaxrahhs SFS[D(3,1)(2,1)] gLLAQbedefffaxoahhs toroidal gLLAQbedefffaxnahhs SFS[D(3,1)(2,1)] gLLAQbcdefffakkuxss SFS[D(3,1)(2,1)] gLLAQbcedffftjafxss reducible gLLAQbcedfffljafxss reducible gLLAQbcdefffackuhff SFS[D(3,1)(2,1)] gLLAQbcdefffaccdafj SFS[D(3,1)(2,1)] gLLAQbcdefffaknmasf SFS[D(3,1)(2,1)] gLLAQbedefffaxrappr SFS[D(3,1)(2,1)] gLLAQbcdefffxgrxxww SFS[D(2,1)(2,1)] gLLAQbedefffaxrahhk SFS[D(3,1)(2,1)] gLLAQbedefffaxoahhk SFS[D(3,1)(2,1)] gLLAQbedefffaxnahhk reducible gLLAQbcedfffajarhrr SFS[D(3,1)(2,1)] gLLAQbcdefffacctawr SFS[D(3,1)(2,1)] gLLAQbcdefffaknxank toroidal gLLAQbedefffaxraddn SFS[D(3,1)(2,1)] gLLAQbedefffaxrappj SFS[D(3,1)(2,1)] gLLAQbedefffaxrahhb reducible gLLAQbedefffaxoahhb SFS[D(3,1)(2,1)] gLLAQbedefffaxnahhb SFS[D(3,1)(2,1)] gLLAQbcedfffajakqkk SFS[D(3,1)(2,1)] gLLAQbcdefffaccqakc reducible gLLAQbcdefffaknearg SFS[D(3,1)(2,1)] gLLAQbcedfffajawxss SFS[D(3,1)(2,1)] gLLAQbcdefffdfbphkk reducible gLLAQbcdefffebbxhjj reducible gLLAQbcedfffdnaohkk SFS[D(5,2)(3,1)] gLLAQbcedfffdvajakc SFS[D(4,1)(3,1)] gLLAQbcedfffdwuvhkk SFS[D(5,3)(3,1)] gLLAQbcedfffdgajakc SFS[D(4,3)(3,1)] gLLAQbcedffftsabxnn m016(0,0) gLLAQbcedfffajavhrr toroidal gLLAQbcedffflsabxnn SFS[D(5,2)(2,1)] gLLAQbcdefffaccaawr SFS[D(3,1)(2,1)] gLLAQbcdefffaknpank SFS[D(3,1)(2,1)] gLLAQbcedffftsajakc m006(0,0) gLLAQbcedfffajasarg SFS[D(3,1)(2,1)] gLLAQbcedffflsajakc toroidal gLLAQbcedfffajanxss SFS[D(3,1)(2,1)] gLLAQbcdefffdfcphkk reducible gLLAQbcdefffebcxhjj reducible gLLAQbcedfffdnawhkk toroidal gLLAQbcedfffdvdjakc SFS[D(5,2)(3,1)] gLLAQbcedfffdwujhkk toroidal gLLAQbcedfffdgdjakc SFS[D(5,3)(3,1)] gLLAQbcedffftsasxnn m017(0,0) gLLAQbcedfffajajhrr m003(0,0) gLLAQbcedffflsasxnn SFS[D(4,1)(2,1)] gLLAQbcdefffacclawr toroidal gLLAQbcdefffaknlank SFS[D(3,1)(2,1)] gLLAQbcedffftsavqbb m016(0,0) gLLAQbcedfffajabqkk toroidal gLLAQbcedffflsavqbb SFS[D(5,2)(2,1)] gLLAQbcdefffacfaafc reducible gLLAQbedeffflajleer reducible gLLAQbcdefffdfjxdff toroidal gLLAQbcdefffebjldbb toroidal gLLAQbedeffflaglllf SFS[A(2,1)] gLLAQbcdeffftrwlpkk SFS[D(3,1)(3,1)] gLLAQbcdefffaknepss reducible gLLAQbcdeffflrwlpkk SFS[D(3,1)(3,2)] gLLAQbcedffftsarajr toroidal gLLAQbcedfffajakask reducible gLLAQbcedffflsarajr toroidal gLLAQbcdeffftccqpkk SFS[D(3,1)(3,2)] gLLAQbcdefffaccqpkk reducible gLLAQbcdeffflccqpkk SFS[D(3,1)(3,1)] gLLAQbedeffflanllxf m004(0,0) gLLAQbedeffflanlhhr SFS[D(3,1)(2,1)] gLLAQbcdefffdfnxpgg toroidal gLLAQbcdefffebnlpkk m003(0,0) gLLAQbcdefffmrwqpbb SFS[D(3,1)(2,1)] gLLAQbcdefffhwkaawk toroidal gLLAQbcdefffakraarn toroidal gLLAQbedeffflabluur SFS[D(3,1)(2,1)] gLLAQbcdefffdfbxtoo toroidal gLLAQbcdefffebbltrr SFS[D(3,1)(2,1)] gLLAQbcdefffhwkmawk m010(0,0) gLLAQbcdefffakriarn toroidal gLLAQbcdefffhwkiawk m149(0,0) gLLAQbcdefffakrmarn toroidal gLLAQbcdeffftkbmtbb SFS[D(3,1)(3,2)] gLLAQbcdefffakbmtbb reducible gLLAQbcdeffflkbmtbb SFS[D(3,1)(3,1)] gLLAQbedeffflafltxn m004(0,0) gLLAQbedeffflaclhxn toroidal gLLAQbcdeffftbbmtbb reducible gLLAQbcdefffabbmtbb reducible gLLAQbcdeffflbbmtbb reducible gLLAQbcdeffftsbmtbb SFS[D(3,1)(3,1)] gLLAQbcdefffajruakg reducible gLLAQbcdeffflsbmtbb SFS[D(3,1)(3,2)] gLLAQbedeffflajleen SFS[D(3,1)(2,1)] gLLAQbcdefffdfjedkk m003(0,0) gLLAQbcdefffebjadjj toroidal gLLAQbcdefffpjgtlgg SFS[D(3,1)(2,1)] gLLAQbcedfffhwafawf toroidal gLLAQbcdeffftrwipff reducible gLLAQbcdeffftknmpnn reducible gLLAQbcdeffflknmpnn reducible gLLAQbcdeffflrwipff reducible gLLAQbcedffftsafanf SFS[D(3,1)(3,2)] gLLAQbcedfffajafawf reducible gLLAQbcedffflsafanf SFS[D(3,1)(3,1)] gLLAQbcdeffftccdpff SFS[D(3,1)(3,1)] gLLAQbcdefffaccdpff reducible gLLAQbcdeffflccdpff SFS[D(3,1)(3,2)] gLLAQbcdeffftbnmpnn SFS[D(3,1)(3,1)] gLLAQbcdefffabnmpnn reducible gLLAQbcdeffflbnmpnn SFS[D(3,1)(3,2)] gLLAQbcdeffftskuawf SFS[D(3,1)(3,2)] gLLAQbcdefffajrpanf reducible gLLAQbcdeffflskuawf SFS[D(3,1)(3,1)] gLLAQbcdefffdfnepss SFS[D(3,1)(2,1)] gLLAQbcdefffebnapww SFS[D(3,1)(2,1)] gLLAQbcdefffdkwhprr SFS[D(3,1)(2,1)] gLLAQbcdefffejwmpnn SFS[D(3,1)(2,1)] gLLAQbedeffflaolhhn SFS[D(3,1)(2,1)] gLLAQbcdefffdjctprr SFS[D(3,1)(2,1)] gLLAQbcdefffegchpnn toroidal gLLAQbedeffflarlhhn SFS[D(3,1)(2,1)] gLLAQbcedfffdgmjprr toroidal gLLAQbcedfffdwufarc m003(0,0) gLLAQbedeffflanlppb SFS[D(3,1)(2,1)] gLLAQbcdefffdowhprr toroidal gLLAQbcdeffferwmpnn SFS[D(3,1)(2,1)] gLLAQbedeffflaolppb reducible gLLAQbcdefffdbctprr reducible gLLAQbcdefffecchpnn reducible gLLAQbedeffflarlppb SFS[D(3,1)(2,1)] gLLAQbcedfffdvmjprr toroidal gLLAQbcedfffdnararc SFS[D(3,1)(2,1)] gLLAQbedeffflanlddj SFS[D(3,1)(2,1)] gLLAQbcdefffdwwhprr m003(0,0) gLLAQbcdefffdgkparc toroidal gLLAQbedeffflaolddj SFS[D(3,1)(2,1)] gLLAQbcdefffdnctprr SFS[D(3,1)(2,1)] gLLAQbcdefffdvkparc toroidal gLLAQbedeffflarlddj reducible gLLAQbcdefffebkxafn toroidal gLLAQbcdefffdfkparc toroidal gLLAQbcdeffftkjmdrr SFS[D(3,1)(3,1)] gLLAQbcdefffakjmdrr reducible gLLAQbcdeffflkjmdrr SFS[D(3,1)(3,2)] gLLAQbedeffflaglhun m004(0,0) gLLAQbcdeffftbjmdrr SFS[D(3,1)(3,2)] gLLAQbcdefffabjmdrr reducible gLLAQbcdeffflbjmdrr SFS[D(3,1)(3,1)] gLLAQbcdeffftsjmdrr toroidal gLLAQbcdefffajraasr reducible gLLAQbcdeffflsjmdrr toroidal gLLAQbedeffflabluun SFS[D(3,1)(2,1)] gLLAQbcdefffdfbetvv toroidal gLLAQbcdefffebbatss SFS[D(3,1)(2,1)] gLLAQbcedfffmktbejj SFS[D(3,1)(2,1)] gLLAQbcedfffhwlndkk m149(0,0) gLLAQbcdefffakompnn toroidal gLLAQbcedfffhwlfawf m010(0,0) gLLAQbcdefffakrmpnn toroidal gLLAQbedeffflabluuo reducible gLLAQbcdefffdfbmtbb reducible gLLAQbcdefffebbttcc reducible gLLAQbedeffflaflttg SFS[A(2,1)] gLLAQbedeffflaclxxc reducible gLLAQbcdefffabfaafb reducible gLLAQbedeffflanlhho SFS[D(3,1)(2,1)] gLLAQbcdefffdfnmpnn SFS[D(3,1)(2,1)] gLLAQbcdefffebntpoo toroidal gLLAQbcdefffmkfxarj SFS[D(3,1)(2,1)] gLLAQbcdeffftrwhprr SFS[D(3,1)(3,2)] gLLAQbcdefffaknxpgg reducible gLLAQbcdeffflrwhprr SFS[D(3,1)(3,1)] gLLAQbcdeffftcctprr reducible gLLAQbcdefffacctprr reducible gLLAQbcdeffflcctprr reducible gLLAQbcedffftsakabk SFS[D(3,1)(3,1)] gLLAQbcedfffajaravr reducible gLLAQbcedffflsakabk SFS[D(3,1)(3,2)] gLLAQbedeffflanlphg m004(0,0) gLLAQbedeffflanlhxc toroidal gLLAQbedeffflajleeo SFS[D(3,1)(2,1)] gLLAQbcdefffdfjmdrr SFS[D(3,1)(2,1)] gLLAQbcdefffebjtdnn toroidal gLLAQbcdefffajfepss SFS[D(3,1)(2,1)] gLLAQcdcefffirbuajg m015(0,0) gLLAQbcdefffdffhprr toroidal gLLAQbcdefffebfmpnn toroidal gLLAQbcedfffajdflss SFS[D(3,1)(2,1)] gLLAQbcdefffabbipff reducible gLLAQbcdefffdfbhprr SFS[D(5,2)(3,1)] gLLAQbcdefffebbmpnn SFS[D(4,1)(3,1)] gLLAQbedefffdacqttw SFS[D(2,1)(2,1)] gLLAQbedefffdabqxxv SFS[D(2,1)(2,1)] gLLAQbcdefffdfchprr SFS[D(4,3)(3,1)] gLLAQbcdefffebcmpnn SFS[D(5,3)(3,1)] gLLAQbedefffdabqxuf m004(0,0) gLLAQbcdefffakchprr SFS[D(3,1)(2,1)] gLLAQbcdefffaccaafc SFS[A(3,1)] gLLAQbedefffaunuhhs reducible gLLAQbcedffftsajajr SFS[D(3,1)(3,1)] gLLAQbcedfffajasask reducible gLLAQbcedffflsajajr SFS[D(3,1)(3,2)] gLLAQbcdefffaknaarn toroidal gLLAQbedefffauoqddw SFS[D(2,1)(2,1)] gLLAQbedefffaunqppv SFS[D(2,1)(2,1)] gLLAQbcdefffakniarn SFS[D(3,1)(3,1)] gLLAQbcdefffaknmarn SFS[D(3,1)(3,2)] gLLAQbcdefffabbatbb reducible gLLAQbcdeffftsjaakj SFS[D(3,1)(3,2)] gLLAQbcdefffajsaasr reducible gLLAQbcdeffflsjaakj SFS[D(3,1)(3,1)] gLLAQbedefffaugihus SFS[D(5,2)(2,1)] gLLAQbcdefffabbaafb SFS[A(3,1)] gLLAQbcdefffaccaprr reducible gLLAQbcdefffebbaasn SFS[D(5,2)(2,1)] gLLAQbcdefffdfbeavr SFS[D(4,1)(2,1)] gLLAQbcdefffajfhask SFS[D(3,1)(2,1)] gLLAQbcdefffdffeprr toroidal gLLAQbcdefffebfapnn toroidal gLLAQbcedfffajhfasr SFS[D(3,1)(2,1)] gLLAQbcdefffaknmerr SFS[D(3,1)(2,1)] gLLAQbcdefffdfbeprr SFS[D(5,3)(3,1)] gLLAQbcdefffebbapnn SFS[D(4,3)(3,1)] gLLAQbedefffdagihus m015(0,0) gLLAQccdefffdwfllww m004(0,0) gLLAQbcdefffacndpnn reducible gLLAQbcdefffdfceprr SFS[D(4,1)(3,1)] gLLAQbcdefffebcapnn SFS[D(5,2)(3,1)] gLLAQccdefffawvaacb SFS[D(2,1)(2,1)] gLLAQccdefffawkhenn SFS[D(2,1)(2,1)] gLLAQbcdefffacbaafc SFS[A(3,1)] gLLAQbedeffflaktqqk reducible gLLAQbcedffftsavajr SFS[D(3,1)(3,2)] gLLAQbcedfffajabask reducible gLLAQbcedffflsavajr SFS[D(3,1)(3,1)] gLLAQbcdefffakoaarn toroidal gLLAQcdcefffifbhenn SFS[D(5,2)(2,1)] gLLAQbcdefffakoiarn SFS[D(3,1)(3,2)] gLLAQbcdefffeboqano SFS[D(4,1)(2,1)] gLLAQbcdefffdfoiarn SFS[D(5,2)(2,1)] gLLAQccdefffawfhajg SFS[D(2,1)(2,1)] gLLAQccdefffawvmtww SFS[D(2,1)(2,1)] gLLAQbcdefffakomarn SFS[D(3,1)(3,1)] gLLAQbcdefffabbitbb reducible gLLAQbcdeffftsgaakj SFS[D(3,1)(3,1)] gLLAQbcdefffajcaasr reducible gLLAQbcdeffflsgaakj SFS[D(3,1)(3,2)] gLLAQbcdefffabcaafb SFS[A(3,1)] gLLAQbcdefffacclprr reducible gLLAQbcdefffajkutvv SFS[D(3,1)(2,1)] gLLAQbedefffapbaduw SFS[D(2,1)(2,1)] gLLAQbcdefffakbeafc SFS[D(3,1)(2,1)] gLLAQbedefffapfattn reducible gLLAQbedefffapfauub SFS[D(3,1)(2,1)] gLLAQbedefffapfaxxj SFS[D(3,1)(2,1)] gLLAQbedefffapbattn SFS[D(3,1)(2,1)] gLLAQbcdefffejvmawj reducible gLLAQbcdefffdkvhask reducible gLLAQbedefffapbaxxj SFS[D(3,1)(2,1)] gLLAQbedefffapcattn SFS[D(3,1)(2,1)] gLLAQbedefffapcauub SFS[D(3,1)(2,1)] gLLAQbedefffapcaxxj toroidal gLLAQbcdeffftsbxajr SFS[D(2,1)(2,1)] gLLAQbcdefffajfupss toroidal gLLAQbcdeffflsbxajr SFS[D(2,1)(2,1)] gLLAQbedefffapbaulr SFS[D(2,1)(2,1)] gLLAQbcdefffabbxajr SFS[D(3,1)(2,1)] gLLAQbcdefffakbxajr SFS[D(3,1)(2,1)] gLLAQbedefffapbauuk SFS[D(3,1)(2,1)] gLLAQbcdefffakkplnn toroidal gLLAQbcdefffackadkk SFS[D(3,1)(2,1)] gLLAQbcedfffajhvawk SFS[D(3,1)(2,1)] gLLAQbcdefffajrudkk SFS[D(3,1)(2,1)] gLLAQbcdefffabbmawk SFS[D(3,1)(2,1)] gLLAQbcdefffakbmawk reducible gLLAQbcdefffabkplnn SFS[D(3,1)(2,1)] gLLAQbcdefffaokadkk reducible gLLAQbcdefffacodarn SFS[D(3,1)(2,1)] gLLAQbedefffapbauus SFS[D(3,1)(2,1)] gLLAQbedefffapbtuub reducible gLLAQbcdefffebbiabf toroidal gLLAQbcdefffdfbuafc toroidal gLLAQbedefffapbluub reducible gLLAQbcdefffebbmabf toroidal gLLAQbcdefffdfbhafc toroidal gLLAQbcdefffakjeakg SFS[D(3,1)(2,1)] gLLAQbedefffapjaeeb SFS[D(3,1)(2,1)] gLLAQbcdefffakjxanf toroidal gLLAQbcdefffdffuprr toroidal gLLAQbcdefffebfipnn toroidal gLLAQbedefffapjaeek reducible gLLAQbedefffapgallr reducible gLLAQbcedffftsufdrr SFS[D(2,1)(2,1)] gLLAQbcedfffajhwasr toroidal gLLAQbcedffflsufdrr SFS[D(2,1)(2,1)] gLLAQbcdefffakjmasr SFS[D(3,1)(2,1)] gLLAQbcdefffacgdakj SFS[D(3,1)(2,1)] gLLAQbedefffapgalub SFS[D(2,1)(2,1)] gLLAQbedefffapjaees SFS[D(3,1)(2,1)] gLLAQbcdefffhngdakj SFS[D(5,1)(2,1)] gLLAQbedefffapktqqf SFS[D(2,1)(2,1)] gLLAQbcdefffdfbuprr toroidal gLLAQbcdefffebbipnn toroidal gLLAQbedefffapklqqf SFS[D(2,1)(2,1)] gLLAQbcdefffdfcuprr toroidal gLLAQbcdefffebcipnn toroidal gLLAQbedefffapraddw reducible gLLAQbedefffapoappv reducible gLLAQbcdefffecceabc toroidal gLLAQbcdefffdbcdafb toroidal gLLAQbedefffapnahhs toroidal gLLAQbcedfffajaflgg SFS[D(3,1)(2,1)] gLLAQbedefffapradub SFS[D(2,1)(2,1)] gLLAQbcdefffaknmavf SFS[D(3,1)(2,1)] gLLAQbcdefffxgrxpoo SFS[D(5,1)(2,1)] gLLAQbedefffapnahhk SFS[D(3,1)(2,1)] gLLAQbcdefffaknxabk SFS[D(3,1)(2,1)] gLLAQbedefffapnahhb SFS[D(3,1)(2,1)] gLLAQbcdefffaknearo reducible gLLAQbcedfffajhkasg SFS[D(3,1)(2,1)] gLLAQbedefffmajqetb m007(0,0) gLLAQbcdefffakkmmnn SFS[D(3,1)(2,1)] gLLAQbcedffftsxfagn m016(0,0) gLLAQbcedfffajhfawc toroidal gLLAQbcedffflsxfagn SFS[D(5,2)(2,1)] gLLAQbcdefffackdmvv SFS[D(3,1)(2,1)] gLLAQbcedfffdgmfmoo SFS[D(4,3)(3,1)] gLLAQbcedfffdwlfajc SFS[D(5,3)(3,1)] gLLAQbcedfffdvmfmoo SFS[D(4,1)(3,1)] gLLAQbcedfffdnqrajc SFS[D(5,2)(3,1)] gLLAQbcdefffebkaagf reducible gLLAQbcdefffdfkeajc reducible gLLAQbcedfffhgafasg m129(0,0)(0,0) gLLAQbedefffmafqtew m015(0,0) gLLAQbcdefffaccdivv SFS[A(2,1)] gLLAQbcedffftgtwinn m009(0,0) gLLAQbcdefffacndiss SFS[D(3,1)(2,1)] gLLAQbcedffflgtwinn m032(0,0) gLLAQbcedffftsmfmoo m006(0,0) gLLAQbcedfffajhravo SFS[D(3,1)(2,1)] gLLAQbcedffflsmfmoo toroidal gLLAQbcdefffacraavb SFS[A(2,1)] gLLAQbcdefffxccuicc toroidal gLLAQbcdeffftscaacj reducible gLLAQbcdefffajgaasg reducible gLLAQbcdeffflscaacj reducible gLLAQbedefffmanmhhn reducible gLLAQbcdefffaknlinn reducible gLLAQbcdefffabblibb reducible gLLAQcdcefffafveigg T2xI gLLAQccdefffqfkearc toroidal gLLAQccdefffaokearc reducible gLLAQbcedffftsawajw reducible gLLAQbcedfffajanasn reducible gLLAQbcedffflsawajw reducible gLLAQbcdefffacjaajc reducible gLLAQbcdefffecjpagf toroidal gLLAQbcdefffdbjlajc toroidal gLLAQbcdefffhvgmagn toroidal gLLMQbddfeffxvrplvv toroidal gLLAQbcdefffacciigg PxS^1 gLLAQbcdefffaboaaob reducible gLLAQbcdefffaoblabo reducible gLLAQccdefffaofaavr T2xI gLLAQcdcefffafveawk toroidal gLLAQbcdefffeboqarc toroidal gLLAQbcdefffdfoiaob toroidal gLLAQbcdefffaobtabo reducible gLLAQbcdefffhjbtabo toroidal gLLAQbcedfffajafmss SFS[D(3,1)(2,1)] gLLAQbcdeffftccdacj toroidal gLLAQbcdefffaccdacj SFS[D(3,1)(2,1)] gLLAQbcdeffflccdacj m006(0,0) gLLAQbcdeffftrwiacj SFS[D(5,2)(2,1)] gLLAQbcdefffaknmasg toroidal gLLAQbcdeffflrwiacj m016(0,0) gLLAQbcdefffaknxans SFS[D(3,1)(2,1)] gLLAQbcdefffebnaaok SFS[D(5,3)(3,1)] gLLAQbcdefffdfneang SFS[D(4,3)(3,1)] gLLAQbcdefffakneang SFS[D(3,1)(2,1)] gLLAQbcdefffebjaagf reducible gLLAQbcdefffdfjeajc reducible gLLAQbedefffaekhqqj SFS[D(2,1)(2,1)] gLLAQbcdefffebbaacr SFS[D(5,2)(3,1)] gLLAQbcdefffdfbeabo SFS[D(4,1)(3,1)] gLLAQbcdefffaccaioo SFS[A(2,1)] gLLAQbcdefffabbuabo SFS[A(2,1)] gLLAQbcdefffaocaioo toroidal gLLAQbcdefffaooaavb SFS[A(2,1)] gLLAQbcdefffaogamoo SFS[A(2,1)] gLLAQbedefffaefhttk SFS[D(2,1)(2,1)] gLLAQbcdefffaknxinn reducible gLLAQbcdefffdfbeioo toroidal gLLAQbcdefffebbairr toroidal gLLAQbcdefffdfneigg SFS[D(5,2)(2,1)] gLLAQbcdefffebnaikk SFS[D(4,1)(2,1)] gLLAQbcdeffftrwiinn toroidal gLLAQbcdefffaknmiss SFS[D(3,1)(3,1)] gLLAQbcdeffflrwiinn m007(0,0) gLLAQbcdeffftccdinn m007(0,0) gLLAQbcdefffaccdinn SFS[D(3,1)(3,2)] gLLAQbcdeffflccdinn m036(0,0) gLLAQbcedffftsafajw SFS[D(3,1)(3,1)] gLLAQbcedfffajafasn reducible gLLAQbcedffflsafajw SFS[D(3,1)(3,2)] gLLAQbcdefffdfjemoo SFS[D(5,2)(2,1)] gLLAQbcdefffebjamrr SFS[D(4,1)(2,1)] gLLAQbcdefffakneigg SFS[D(3,1)(3,2)] gLLAQbcedfffajhbasg reducible gLLAQbcdefffacciibb SFS[A(2,1)] gLLAQbcdefffdkgmiss toroidal gLLAQbcdefffejgtiww toroidal gLLAQcdcefffafvearc SFS[D(2,1)(2,1)] gLLAQbcdefffakchiss toroidal gLLAQbcdefffajchasn reducible gLLAQbcdefffabbligg SFS[A(2,1)] gLLAQccdefffaokmarj SFS[D(2,1)(2,1)] gLLAQcdcefffafveiww toroidal gLLAQbcedfffdgajigg SFS[D(5,2)(2,1)] gLLAQbcedfffdwuvawc SFS[D(4,1)(2,1)] gLLAQbcdefffebbxafv SFS[D(5,2)(2,1)] gLLAQbcdefffdfbpawc SFS[D(4,1)(2,1)] gLLAQbcedfffdvajigg toroidal gLLAQbcedfffdnaoawc toroidal gLLAQbcdefffaknpinn reducible gLLAQbcdefffaccaiss SFS[D(3,1)(3,2)] gLLAQbcedffftsabans m007(0,0) gLLAQbcedfffajavawj SFS[D(3,1)(3,1)] gLLAQbcedffflsabans toroidal gLLAQbcedffftgasmbb SFS[D(4,1)(2,1)] gLLAQbcdefffacjamss m004(0,0) gLLAQbcedffflgasmbb m015(0,0) gLLAQbedefffalfhteg SFS[D(5,2)(2,1)] gLLAQbcedfffhgafmgg m015(0,0) gLLAQbcdefffacraiww m004(0,0) gLLAQbcedffftsanajw SFS[D(3,1)(3,2)] gLLAQbcedfffajawasn reducible gLLAQbcedffflsanajw SFS[D(3,1)(3,1)] gLLAQbedefffaljhetr SFS[D(7,2)(2,1)] gLLAQbcedffftsajabv m036(0,0) gLLAQbcedfffajasavb SFS[D(3,1)(3,2)] gLLAQbcedffflsajabv m007(0,0) gLLAQbcdefffaccdavo m004(0,0) gLLAQbcdefffxccuasc m038(0,0) gLLAQbedefffeajqeej SFS[D(2,1)(2,1)] gLLAQbcedfffajhfasc SFS[D(3,1)(2,1)] gLLAQbcdefffdffeuss toroidal gLLAQbcdefffebfauww toroidal gLLAQbedefffeanqhhw SFS[D(2,1)(2,1)] gLLAQbedefffeagqhuw m004(0,0) gLLAQbcdefffdfbeuss SFS[D(5,2)(3,1)] gLLAQbcdefffebbauww SFS[D(4,1)(3,1)] gLLAQbcdefffaknmdjj reducible gLLAQbcdefffdfceuss SFS[D(4,3)(3,1)] gLLAQbcdefffebcauww SFS[D(5,3)(3,1)] gLLAQbcdefffacndunn SFS[D(3,1)(2,1)] gLLAQccdefffdwfltww m015(0,0) gLLAQbcdefffajfhasb SFS[D(3,1)(2,1)] gLLAQbcdefffabcaacb toroidal gLLAQbcdefffaccluss reducible gLLAQccdefffdwklaro SFS[D(4,1)(2,1)] gLLAQbcdeffftsgaagj reducible gLLAQbcdefffajcaasc reducible gLLAQbcdeffflsgaagj reducible gLLAQbcdefffabbilbb reducible gLLAQbcdefffacbaabc reducible gLLAQbedeffftaktqqk reducible gLLAQbcedffftsavajv reducible gLLAQbcedfffajabasb reducible gLLAQbcedffflsavajv reducible gLLAQbcdefffakoaaon reducible gLLAQcdcefffifbhdgg SFS[D(4,1)(2,1)] gLLAQbcdefffakoiaon reducible gLLAQbcdefffeboqaro SFS[D(5,2)(2,1)] gLLAQbcdefffdfoiaon toroidal gLLAQbcdefffegbhacf SFS[D(5,2)(2,1)] gLLAQbcdefffdjbtabc toroidal gLLAQbcdefffakomaon reducible gLLAQbedefffauopppb toroidal gLLAQbcdefffecceafc m125(0,0)(0,0) gLLAQbcdefffdbcdacb toroidal gLLAQbedefffaunphhn SFS[D(2,1)(2,1)] gLLAQbcedffftsafebb m016(0,0) gLLAQbcedfffajaftgg toroidal gLLAQbcedffflsafebb SFS[D(5,2)(2,1)] gLLAQbedefffaurpdpo SFS[D(4,1)(2,1)] gLLAQbcdeffftccdacb toroidal gLLAQbcdeffflccdacb toroidal gLLAQbcdeffftrwiacb toroidal gLLAQbcdefffaknmavg toroidal gLLAQbcdeffflrwiacb m019(0,0) gLLAQbcdefffxgrxuoo m137(0,0) gLLAQbcdefffaknxabs toroidal gLLAQbcdefffebnaaor SFS[D(5,2)(3,1)] gLLAQbcdefffdfneano SFS[D(4,1)(3,1)] gLLAQbcdefffakneano reducible gLLAQbcdefffhngdagj m038(0,0) gLLAQbcedfffajhwasc SFS[D(3,1)(2,1)] gLLAQbedefffaugphuo SFS[D(5,2)(2,1)] gLLAQbcdeffftcgdagj toroidal gLLAQbcdefffacgdagj SFS[D(3,1)(2,1)] gLLAQbcdeffflcgdagj m006(0,0) gLLAQbcdeffftrsiagj SFS[D(5,2)(2,1)] gLLAQbcdefffakjmasc toroidal gLLAQbcdeffflrsiagj m016(0,0) gLLAQbcdefffdffuuss toroidal gLLAQbcdefffebfiuww toroidal gLLAQbcdefffakjxanw SFS[D(3,1)(2,1)] gLLAQbcdefffebjaagk SFS[D(5,3)(3,1)] gLLAQbcdefffdfjeajg SFS[D(4,3)(3,1)] gLLAQbcdefffakjeajg SFS[D(3,1)(2,1)] gLLAQbcdefffdfbuuss SFS[D(5,3)(3,1)] gLLAQbcdefffebbiuww SFS[D(4,3)(3,1)] gLLAQbcdefffdfcuuss SFS[D(4,1)(3,1)] gLLAQbcdefffebciuww SFS[D(5,2)(3,1)] gLLAQbcdeffftsbeabc m006(0,0) gLLAQbcdefffajkulvv SFS[D(3,1)(2,1)] gLLAQbcdeffflsbeabc toroidal gLLAQbedefffaubpxuj SFS[D(5,2)(2,1)] gLLAQbcdeffftbbeabc toroidal gLLAQbcdeffflbbeabc toroidal gLLAQbcdeffftkbeabc toroidal gLLAQbcdefffakbeabc SFS[D(3,1)(2,1)] gLLAQbcdeffflkbeabc m011(0,0) gLLAQbcedfffdgafebb SFS[D(5,3)(3,1)] gLLAQbcedfffdwlvabc toroidal gLLAQbcdefffdwrpebb SFS[D(5,3)(3,1)] gLLAQbcdefffdgbeabc SFS[D(4,3)(3,1)] gLLAQbcdefffejvmawc toroidal gLLAQbcdefffmbbaacf SFS[D(5,3)(3,1)] gLLAQbcdefffhfbeabc SFS[D(4,1)(3,1)] gLLAQbcdefffdkvhasb toroidal gLLAQbcdefffhkvhasb SFS[D(5,2)(3,1)] gLLAQbcdefffpfbeabc SFS[D(4,3)(3,1)] gLLAQbcdefffdnkuebb SFS[D(5,2)(3,1)] gLLAQbcdefffdvbeabc SFS[D(4,1)(3,1)] gLLAQbcedfffdvafebb SFS[D(5,2)(3,1)] gLLAQbcedfffdnqoabc toroidal gLLAQbedefffaucpxxc SFS[D(2,1)(2,1)] gLLAQbcdefffajfuuss SFS[D(3,1)(2,1)] gLLAQbedefffaubpplf SFS[D(4,1)(2,1)] gLLAQbcdeffftbbxajv SFS[D(5,2)(2,1)] gLLAQbcdefffabbxajv toroidal gLLAQbcdeffflbbxajv m016(0,0) gLLAQbcdeffftkbxajv SFS[D(4,1)(2,1)] gLLAQbcdefffakbxajv m003(0,0) gLLAQbcdeffflkbxajv m017(0,0) gLLAQbcdefffebbtavr SFS[D(5,3)(3,1)] gLLAQbcdefffdfbmawo toroidal gLLAQbcdefffakkptnn SFS[D(3,1)(2,1)] gLLAQbcdefffackaeoo toroidal gLLAQbcedffftspfeoo m017(0,0) gLLAQbcedfffajhvawo m003(0,0) gLLAQbcedffflspfeoo SFS[D(4,1)(2,1)] gLLAQbcdeffftsbmawo m016(0,0) gLLAQbcdefffajrueoo toroidal gLLAQbcdeffflsbmawo SFS[D(5,2)(2,1)] gLLAQbcdeffftbbmawo m019(0,0) gLLAQbcdefffabbmawo toroidal gLLAQbcdeffflbbmawo toroidal gLLAQbcdeffftkbmawo SFS[D(4,1)(2,1)] gLLAQbcdeffftrviaon SFS[D(5,2)(2,1)] gLLAQbcdefffakbmawo toroidal gLLAQbcdeffflrviaon SFS[D(4,1)(2,1)] gLLAQbcdeffflkbmawo SFS[D(5,2)(2,1)] gLLAQbcdefffabkptnn SFS[D(3,1)(2,1)] gLLAQbcdefffaokaeoo reducible gLLAQbcdeffftcodaon m011(0,0) gLLAQbcdefffacodaon SFS[D(3,1)(2,1)] gLLAQbcdeffflcodaon toroidal gLLAQbcdefffebblasg SFS[D(5,2)(3,1)] gLLAQbcdefffdfbxajv toroidal gLLAQbcdefffebbiacf SFS[D(5,3)(3,1)] gLLAQbcdefffdfbuabc SFS[D(4,3)(3,1)] gLLAQbcdefffebbmacf SFS[D(5,2)(3,1)] gLLAQbcdefffdfbhabc SFS[D(4,1)(3,1)] gLLAQbcdefffdfbmlbb toroidal gLLAQbcdefffebbtlcc toroidal gLLAQbedeffftaflttg T2xI gLLAQbedeffftaclxxc toroidal gLLAQbcdefffabfaacb SFS[A(3,1)] gLLAQbcdefffdfnmunn toroidal gLLAQbcdefffebntuoo SFS[D(5,2)(2,1)] gLLAQbcdefffmkfxarv m009(0,0) gLLAQbcdeffftrwhuss m007(0,0) gLLAQbcdefffaknxugg SFS[D(3,1)(3,2)] gLLAQbcdeffflrwhuss m010(0,0) gLLAQbcdeffftcctuss toroidal gLLAQbcdefffacctuss reducible gLLAQbcdeffflcctuss toroidal gLLAQbcedffftsakabs m033(0,0) gLLAQbcedfffajaravj SFS[D(3,1)(3,1)] gLLAQbcedffflsakabs m010(0,0) gLLAQbedeffftanlphg SFS[D(4,1)(2,1)] gLLAQbedeffftanlhxc m009(0,0) gLLAQbcdefffdfjmevv m011(0,0) gLLAQbcdefffebjtess m019(0,0) gLLAQbcdefffdfbelvv m016(0,0) gLLAQbcdefffebbalss m006(0,0) gLLAQbcedfffmktbdvv m032(0,0) gLLAQbcdeffftkjmevv m007(0,0) gLLAQbcdefffakjmevv SFS[D(3,1)(3,2)] gLLAQbcdeffflkjmevv m036(0,0) gLLAQbedeffftaglhun m015(0,0) gLLAQbcdeffftsjmevv SFS[D(3,1)(3,2)] gLLAQbcdefffajraasc reducible gLLAQbcdeffflsjmevv SFS[D(3,1)(3,1)] gLLAQbcdeffftbjmevv m010(0,0) gLLAQbcdefffabjmevv SFS[D(3,1)(3,1)] gLLAQbcdeffflbjmevv m033(0,0) gLLAQbcedfffdgmjuss m016(0,0) gLLAQbcedfffdwufasc m017(0,0) gLLAQbcdefffdjctuss m006(0,0) gLLAQbcdefffegchuww m016(0,0) gLLAQbcdefffdwwhuss SFS[D(4,1)(2,1)] gLLAQbcdefffdgkpasc SFS[D(5,2)(2,1)] gLLAQbcdefffebkxafw SFS[D(4,1)(2,1)] gLLAQbcdefffdfkpasc SFS[D(5,2)(2,1)] gLLAQbcdefffdnctuss toroidal gLLAQbcdefffdvkpasc toroidal gLLAQbcdefffdowhuss SFS[D(5,2)(2,1)] gLLAQbcdeffferwmuww toroidal gLLAQbcedfffdvmjuss m019(0,0) gLLAQbcedfffdnarasc m011(0,0) gLLAQbcdefffdbctuss toroidal gLLAQbcdefffecchuww toroidal gLLAQbcdeffftknmunn SFS[D(3,1)(3,2)] gLLAQbcdeffftrwiunn SFS[D(3,1)(3,1)] gLLAQbcdeffflrwiunn SFS[D(3,1)(3,2)] gLLAQbcdeffflknmunn SFS[D(3,1)(3,1)] gLLAQbcdeffftccdunn m033(0,0) gLLAQbcdefffaccdunn SFS[D(3,1)(3,1)] gLLAQbcdeffflccdunn m036(0,0) gLLAQbcedffftsafanw m036(0,0) gLLAQbcedfffajafawn SFS[D(3,1)(3,2)] gLLAQbcedffflsafanw m007(0,0) gLLAQbcdeffftskuawn m007(0,0) gLLAQbcdefffajrpanw SFS[D(3,1)(3,1)] gLLAQbcdeffflskuawn toroidal gLLAQbcdeffftbnmunn m010(0,0) gLLAQbcdefffabnmunn SFS[D(3,1)(3,2)] gLLAQbcdeffflbnmunn m007(0,0) gLLAQbcdefffdfjeeoo m017(0,0) gLLAQbcdefffebjaerr m016(0,0) gLLAQbcedfffhwafawn m149(0,0) gLLAQbcdefffpjgttgg m032(0,0) gLLAQbcdeffftkbmlbb m036(0,0) gLLAQbcdefffakbmlbb SFS[D(3,1)(3,1)] gLLAQbcdeffflkbmlbb m033(0,0) gLLAQbedeffftaclhxn m148(0,0) gLLAQbedeffftafltxn m015(0,0) gLLAQbcdeffftsbmlbb m036(0,0) gLLAQbcdefffajruajg SFS[D(3,1)(3,2)] gLLAQbcdeffflsbmlbb m007(0,0) gLLAQbcdeffftbbmlbb toroidal gLLAQbcdefffabbmlbb reducible gLLAQbcdeffflbbmlbb toroidal gLLAQbcdefffakomunn SFS[D(3,1)(3,1)] gLLAQbcedfffhwlneoo m160(0,0) gLLAQbcdefffakrmunn SFS[D(3,1)(3,2)] gLLAQbcedfffhwlfawn SFS[D(3,1)(3,2)] gLLAQbcdefffacfaabc SFS[A(3,1)] gLLAQbcdefffdfjxebb SFS[D(5,2)(2,1)] gLLAQbcdefffebjlecc SFS[D(4,1)(2,1)] gLLAQbedeffftaglllf T2xI gLLAQbcdeffftrwlugg toroidal gLLAQbcdefffakneuss SFS[D(3,1)(3,1)] gLLAQbcdeffflrwlugg m007(0,0) gLLAQbcedffftsarajv SFS[D(3,1)(3,1)] gLLAQbcedfffajakasb reducible gLLAQbcedffflsarajv SFS[D(3,1)(3,2)] gLLAQbcdeffftccqugg m007(0,0) gLLAQbcdefffaccqugg SFS[D(3,1)(3,2)] gLLAQbcdeffflccqugg m036(0,0) gLLAQbedeffftanllxf SFS[D(4,1)(2,1)] gLLAQbcdefffdfnxugg SFS[D(5,2)(2,1)] gLLAQbcdefffebnlukk SFS[D(4,1)(2,1)] gLLAQbcdefffmrwquoo m009(0,0) gLLAQbcdefffhwkaawo m010(0,0) gLLAQbcdefffakraaon toroidal gLLAQbcdefffdfbxloo toroidal gLLAQbcdefffebbllrr toroidal gLLAQbcdefffhwkmawo m007(0,0) gLLAQbcdefffakriaon SFS[D(3,1)(3,1)] gLLAQbcdefffhwkiawo SFS[D(3,1)(3,2)] gLLAQbcdefffakrmaon SFS[D(3,1)(3,2)] gLLAQbedefffeabuxub SFS[D(4,1)(2,1)] gLLAQbcdefffakchuss SFS[D(3,1)(2,1)] gLLAQbcedfffajdftss reducible gLLAQbcdefffdfbhuss reducible gLLAQbcdefffebbmuww reducible gLLAQbcdefffabbiunn SFS[D(3,1)(2,1)] gLLAQbcdefffdfchuss reducible gLLAQbcdefffebcmuww reducible gLLAQbcdefffajfeuss reducible gLLAQcdcefffirbuakg SFS[D(4,1)(2,1)] gLLAQbcdefffabbaacb SFS[A(3,1)] gLLAQbcdefffaccauss reducible gLLAQbedefffapbhuug SFS[D(2,1)(2,1)] gLLAQbcdeffftsjaagj SFS[D(3,1)(3,1)] gLLAQbcdefffajsaasc reducible gLLAQbcdeffflsjaagj SFS[D(3,1)(3,2)] gLLAQbcdefffabbalbb reducible gLLAQbedefffapjheev SFS[D(2,1)(2,1)] gLLAQbcdefffaccaabc SFS[A(3,1)] gLLAQbedefffapnphhg reducible gLLAQbcedffftsajajv SFS[D(3,1)(3,2)] gLLAQbcedfffajasasb reducible gLLAQbcedffflsajajv SFS[D(3,1)(3,1)] gLLAQbcdefffaknaaon toroidal gLLAQbedefffapndphs SFS[D(5,2)(2,1)] gLLAQbcdeffferwaacf SFS[D(5,2)(2,1)] gLLAQbcdefffdoweabc SFS[D(4,1)(2,1)] gLLAQbcdefffakniaon SFS[D(3,1)(3,2)] gLLAQbcdefffaknmaon SFS[D(3,1)(3,1)] gLLAQbcdefffabrxajs SFS[D(3,1)(2,1)] gLLAQbcdefffebraaof reducible gLLAQbcdefffmbraaof SFS[D(4,3)(3,1)] gLLAQbcdefffhkkhasj SFS[D(4,1)(3,1)] gLLAQbcdefffdfreanc reducible gLLAQbcdefffaofaasj toroidal gLLAQbcdefffacnqqss SFS[D(3,1)(2,1)] gLLAQbcedffftsxfagb m006(0,0) gLLAQbcedfffajhfavc SFS[D(3,1)(2,1)] gLLAQbcedffflsxfagb toroidal gLLAQccdefffdwvlawr SFS[D(5,2)(2,1)] gLLAQbcdefffxgrhqoo m038(0,0) gLLAQbedefffxajqeew SFS[D(2,1)(2,1)] gLLAQbcdefffpjbthbb toroidal gLLAQbcdefffakcmqnn SFS[D(3,1)(2,1)] gLLAQbcedffftsqfavn m032(0,0) gLLAQbcedfffajhjqnn SFS[D(3,1)(2,1)] gLLAQbcedffflsqfavn m009(0,0) gLLAQbcdefffacndqgg toroidal gLLAQbedefffxarqddo SFS[D(2,1)(2,1)] gLLAQbcdefffacntqnn SFS[D(3,1)(2,1)] gLLAQbcdefffakcaacn reducible gLLAQbcedffftsasajs toroidal gLLAQbcedfffajajasj toroidal gLLAQbcedffflsasajs toroidal gLLAQbedefffhakhqqk reducible gLLAQbcdefffacnaanc reducible gLLAQbcdefffebcqafo SFS[D(5,2)(2,1)] gLLAQbcdefffdfciacn toroidal gLLAQbcdefffakciacn reducible gLLAQbcdefffakchasj SFS[D(3,1)(3,1)] gLLAQbcedffftsqsanc m033(0,0) gLLAQbcedfffajqjawg SFS[D(3,1)(3,1)] gLLAQbcedffflsqsanc m010(0,0) gLLAQbcdeffftrgeanc m007(0,0) gLLAQbcdefffakclawg SFS[D(3,1)(3,2)] gLLAQbcdeffflrgeanc m010(0,0) gLLAQbcdeffftcnlanc toroidal gLLAQbcdefffacnlanc reducible gLLAQbcdeffflcnlanc toroidal gLLAQbcedffftsqfhnn m007(0,0) gLLAQbcedfffajhjacn SFS[D(3,1)(3,1)] gLLAQbcedffflsqfhnn toroidal gLLAQbcdefffakcmacn reducible gLLAQbcdefffacndawg SFS[D(3,1)(3,2)] gLLAQbcdefffacnqajs SFS[D(3,1)(3,1)] gLLAQbcdefffacntanc reducible gLLAQbcdefffabgaagb reducible gLLAQbcdefffacchqnn reducible gLLAQbcdefffebgqakc toroidal gLLAQbcdefffdfgiagb toroidal gLLAQbcdefffabbhhbb reducible gLLAQbcdefffaknhqnn reducible gLLAQbedefffhanhhhn reducible gLLAQbcdeffftsjhxoo toroidal gLLAQbcdefffajoaaso toroidal gLLAQbcdeffflsjhxoo toroidal gLLAQbcdefffeboqarg m019(0,0) gLLAQbcdefffdfoiaoj m011(0,0) gLLAQbcdefffpjbtabg m009(0,0) gLLAQbcedffftsafxbb m017(0,0) gLLAQbcedfffajafhnn m003(0,0) gLLAQbcedffflsafxbb SFS[D(4,1)(2,1)] gLLAQbcdeffftccdacn m011(0,0) gLLAQbcdefffaccdacn SFS[D(3,1)(2,1)] gLLAQbcdeffflccdacn toroidal gLLAQbcdeffftrwiacn SFS[D(5,2)(2,1)] gLLAQbcdefffaknmawg toroidal gLLAQbcdeffflrwiacn SFS[D(4,1)(2,1)] gLLAQbcdefffaknxajs m003(0,0) gLLAQbcdefffebnaaof reducible gLLAQbcdefffdfneanc reducible gLLAQbcdefffakneanc SFS[D(3,1)(2,1)] gLLAQbcdefffaccpacn SFS[D(3,1)(2,1)] gLLAQbcdefffaccaasj SFS[D(3,1)(2,1)] gLLAQbcedffftsajawg m032(0,0) gLLAQbcedfffajasanc SFS[D(3,1)(2,1)] gLLAQbcedffflsajawg m009(0,0) gLLAQbcdefffaccuawg toroidal gLLAQbcdefffaknuanc SFS[D(3,1)(2,1)] gLLAQbedefffahnhhhn SFS[D(2,1)(2,1)] gLLAQbcdefffacchacn reducible gLLAQbcedffftsasqss m149(0,0) gLLAQbcedfffajajqss toroidal gLLAQbcedffflsasqss m010(0,0) gLLAQbcdefffaknhanc reducible gLLAQbcdefffebjaagr SFS[D(5,2)(3,1)] gLLAQbcdefffdfjeajo SFS[D(4,1)(3,1)] gLLAQbcdefffpjgpagb toroidal gLLAQbcdefffabgahgg SFS[A(2,1)] gLLAQbedefffahkhqqk SFS[D(2,1)(2,1)] gLLAQbcdefffakcaqnn reducible gLLAQbcdeffftsjhajo toroidal gLLAQbcdefffajoahoo reducible gLLAQbcdeffflsjhajo toroidal gLLAQbcdefffebbaack SFS[D(5,3)(3,1)] gLLAQbcdefffdfbeabg SFS[D(4,3)(3,1)] gLLAQbcdefffabbhabg SFS[A(2,1)] gLLAQbcdefffacnaqnn reducible gLLAQbcdefffaknxqss SFS[D(3,1)(3,1)] gLLAQbcdeffftsfhasj SFS[D(8,3)(2,1)] gLLAQbcdefffajfxajs toroidal gLLAQbcdeffflsfhasj SFS[D(4,1)(2,1)] gLLAQbcdefffabrxqss m004(0,0) gLLAQbcdefffxgrhaof m004(0,0) gLLAQbcdefffdfbehbb toroidal gLLAQbcdefffebbahcc toroidal gLLAQbcdefffdfneqnn toroidal gLLAQbcdefffebnaqoo SFS[D(5,2)(2,1)] gLLAQbcdeffftrwiqnn m007(0,0) gLLAQbcdefffaknmqgg SFS[D(3,1)(3,2)] gLLAQbcdeffflrwiqnn m010(0,0) gLLAQbcdeffftccdqnn toroidal gLLAQbcdefffaccdqnn reducible gLLAQbcdeffflccdqnn toroidal gLLAQbcedffftsafabw m033(0,0) gLLAQbcedfffajafavn SFS[D(3,1)(3,1)] gLLAQbcedffflsafabw m010(0,0) gLLAQbcdefffdfjexoo m011(0,0) gLLAQbcdefffebjaxrr m019(0,0) gLLAQbcedffftsqfajo m148(0,0) gLLAQbcedfffajhjhoo toroidal gLLAQbcedffflsqfajo m009(0,0) gLLAQbcedffftsxfavc m015(0,0) gLLAQbcedfffajhfagb m004(0,0) gLLAQbcedffflsxfavc SFS[D(4,1)(2,1)] gLLAQccdefffdwvlafo SFS[D(5,2)(2,1)] gLLAQbcdefffdfreqnn SFS[D(5,2)(2,1)] gLLAQbcdefffebraqoo SFS[D(4,1)(2,1)] gLLAQbcdefffhkkhqss m004(0,0) gLLAQbcdefffmbraqoo m015(0,0) gLLAQbcdefffakneqnn reducible gLLAQbcdeffftsfhqss toroidal gLLAQbcdefffajfxqss toroidal gLLAQbcdeffflsfhqss toroidal gLLAQbcdefffxgbxafo m038(0,0) gLLAQbcdefffabbhqss SFS[D(3,1)(2,1)] gLLAQbcdefffakchqss m003(0,0) gLLAQbcdefffakciqnn SFS[D(3,1)(2,1)] gLLAQbcedffftsqfxoo toroidal gLLAQbcedfffajhjaso toroidal gLLAQbcedffflsqfxoo toroidal gLLAQbcedffftsasavc m006(0,0) gLLAQbcedfffajajabg SFS[D(3,1)(2,1)] gLLAQbcedffflsasavc toroidal gLLAQbedefffxarudpc SFS[D(5,2)(2,1)] gLLAQbcdefffdfbiqnn reducible gLLAQbcdefffebbqqoo reducible gLLAQbcdefffhkvxqss SFS[D(4,1)(3,1)] gLLAQbcdefffmbbqqoo SFS[D(4,3)(3,1)] gLLAQbcdefffdfgihgg SFS[D(4,3)(3,1)] gLLAQbcdefffebgqhkk SFS[D(5,3)(3,1)] gLLAQbcdeffftrgeqnn SFS[D(5,2)(2,1)] gLLAQbcdefffakclqgg toroidal gLLAQbcdeffflrgeqnn SFS[D(4,1)(2,1)] gLLAQbcdeffftcnlqnn m011(0,0) gLLAQbcdefffacnlqnn SFS[D(3,1)(2,1)] gLLAQbcdeffflcnlqnn toroidal gLLAQbcedffftsqsawb m017(0,0) gLLAQbcedfffajqjanv m003(0,0) gLLAQbcedffflsqsawb SFS[D(4,1)(2,1)] gLLAQbcdefffdfciqnn reducible gLLAQbcdefffebcqqoo reducible gLLAQbcdefffdfoixjj SFS[D(4,1)(3,1)] gLLAQbcdefffeboqxgg SFS[D(5,2)(3,1)] gLLAQbcdefffaccaqss SFS[D(3,1)(3,1)] gLLAQbcdefffebbqafo SFS[D(4,1)(2,1)] gLLAQbcdefffdfbiacn SFS[D(5,2)(2,1)] gLLAQbcdefffmbbqafo m015(0,0) gLLAQbcdefffhkvxajs m004(0,0) gLLAQbcdefffabbhasj m004(0,0) gLLAQbcdefffaofaqss toroidal gLLAQbcdefffaccpqnn reducible gLLAQbedefffaxjheeg SFS[D(2,1)(2,1)] gLLAQbcdefffpjgphgg m009(0,0) gLLAQbcdefffaknuqnn reducible gLLAQbcedffftsajanv m007(0,0) gLLAQbcedfffajasawb SFS[D(3,1)(3,1)] gLLAQbcedffflsajanv toroidal gLLAQbcdefffaccuqgg SFS[D(3,1)(3,2)] gLLAQbcedffftsasxcc m015(0,0) gLLAQbcedfffajajhbb m004(0,0) gLLAQbcedffflsasxcc SFS[D(4,1)(2,1)] gLLAQbedefffaxrddpv SFS[D(5,2)(2,1)] gLLAQbcdefffxgbxqoo m004(0,0) gLLAQbedefffaxrhdds SFS[D(2,1)(2,1)] gLLAQbcdefffakneenn reducible gLLAQbcdefffdfjelww toroidal gLLAQbcdefffebjalvv toroidal gLLAQbcdeffftrwitww m036(0,0) gLLAQbcdefffaknmegg SFS[D(3,1)(3,1)] gLLAQbcdeffflrwitww m033(0,0) gLLAQbcedffftsafabn m036(0,0) gLLAQbcedfffajafavw SFS[D(3,1)(3,2)] gLLAQbcedffflsafabn m007(0,0) gLLAQbcdeffftccdtww toroidal gLLAQbcdefffaccdtww reducible gLLAQbcdeffflccdtww toroidal gLLAQbcdefffdfneenn m006(0,0) gLLAQbcdefffebnaeoo m016(0,0) gLLAQbcdefffdfbepbb toroidal gLLAQbcdefffebbapcc toroidal gLLAQbcdefffaknxess SFS[D(3,1)(3,2)] gLLAQbcdefffebcaafk SFS[D(5,3)(3,1)] gLLAQbcdefffdfceacg SFS[D(4,3)(3,1)] gLLAQbcdefffmccqpss toroidal gLLAQbcdefffebgaakr SFS[D(5,2)(3,1)] gLLAQbcdefffdfgeago SFS[D(4,1)(3,1)] gLLAQbcedffftsdflcc m017(0,0) gLLAQbcedfffajhbawv m003(0,0) gLLAQbcedffflsdflcc SFS[D(4,1)(2,1)] gLLAQbcdeffftcbdabn m011(0,0) gLLAQbcdefffacbdabn SFS[D(3,1)(2,1)] gLLAQbcdeffflcbdabn toroidal gLLAQbcdeffftroiabn SFS[D(5,2)(2,1)] gLLAQbcdefffakomawv toroidal gLLAQbcdeffflroiabn SFS[D(4,1)(2,1)] gLLAQbcdefffakoxajb m003(0,0) gLLAQbcdefffeboaarf reducible gLLAQbcdefffdfoeaoc reducible gLLAQbcdefffakoeaoc SFS[D(3,1)(2,1)] gLLAQccdefffawfaajn SFS[D(7,2)(2,1)] gLLAQccdefffakfaajn toroidal gLLAQccdefffawkmpnn SFS[D(7,2)(2,1)] gLLAQbcdefffpjgpdgg SFS[D(3,1)(2,1)] gLLAQbedefffamnahhn SFS[D(3,1)(2,1)] gLLAQbcdefffaknuenn reducible gLLAQbcedffftsajanj SFS[D(3,1)(3,2)] gLLAQbcedfffajasaws reducible gLLAQbcedffflsajanj SFS[D(3,1)(3,1)] gLLAQbcdefffaccutjj reducible gLLAQbedefffamraddk reducible gLLAQbcdefffmrwdawv SFS[D(3,1)(2,1)] gLLAQbcdeffftsjulww reducible gLLAQbcdefffajspdss reducible gLLAQbcdeffflsjulww reducible gLLAQbcdefffaknaanj reducible gLLAQbcdefffabnaanj reducible gLLAQbcdefffmcciago SFS[A(2,1)] gLLAQbcdefffaknianj SFS[D(3,1)(3,2)] gLLAQbcdefffaknmanj SFS[D(3,1)(3,1)] gLLAQbedefffamkaqqj SFS[D(3,1)(2,1)] gLLAQbcdefffdfjulww SFS[D(3,1)(2,1)] gLLAQbcdefffebjilvv toroidal gLLAQbedefffamgaqqj reducible gLLAQbcdefffdvjulww reducible gLLAQbcdefffdngaago reducible gLLAQbedefffamjaqqj SFS[D(3,1)(2,1)] gLLAQbcdefffdgjulww SFS[D(3,1)(2,1)] gLLAQbcdefffdwsuago toroidal gLLAQbedefffamjallb reducible gLLAQbedefffamjaeen SFS[D(3,1)(2,1)] gLLAQbcdeffftrwatww SFS[D(3,1)(3,2)] gLLAQbcdefffaknaegg reducible gLLAQbcdeffflrwatww SFS[D(3,1)(3,1)] gLLAQbcedffftsanabn SFS[D(3,1)(3,1)] gLLAQbcedfffajawavw reducible gLLAQbcedffflsanabn SFS[D(3,1)(3,2)] gLLAQbcdeffftccptww reducible gLLAQbcdefffaccptww reducible gLLAQbcdeffflccptww reducible gLLAQbedefffamkaqqk SFS[D(3,1)(2,1)] gLLAQbcdefffdfnuenn SFS[D(3,1)(2,1)] gLLAQbcdefffebnieoo toroidal gLLAQbcdeffftsjaajb SFS[D(3,1)(3,1)] gLLAQbcdefffajsaavs reducible gLLAQbcdeffflsjaajb SFS[D(3,1)(3,2)] gLLAQbcdefffakjaajb reducible gLLAQbcdefffabjaajb reducible gLLAQbedefffamkaqqg reducible gLLAQbcdefffdfbupbb reducible gLLAQbcdefffebbipcc reducible gLLAQbcdefffakjiajb SFS[D(3,1)(3,1)] gLLAQbcdefffakjmajb SFS[D(3,1)(3,2)] gLLAQbedefffambauuo SFS[D(3,1)(2,1)] gLLAQbcdefffebbdaco toroidal gLLAQbcdefffdfbaabn SFS[D(3,1)(2,1)] gLLAQbcdeffftsbaabn SFS[D(3,1)(3,2)] gLLAQbcdefffajsudnn reducible gLLAQbcdeffflsbaabn SFS[D(3,1)(3,1)] gLLAQbcdeffftbbaabn SFS[D(3,1)(3,1)] gLLAQbcdefffabbaabn reducible gLLAQbcdeffflbbaabn SFS[D(3,1)(3,2)] gLLAQbcdeffftkbaabn reducible gLLAQbcdefffakbaabn reducible gLLAQbcdeffflkbaabn reducible gLLAQbedefffamfattk SFS[D(3,1)(2,1)] gLLAQbedefffamfauur toroidal gLLAQbcedfffdgajtjj SFS[D(3,1)(2,1)] gLLAQbcedfffdwuvaog SFS[D(3,1)(2,1)] gLLAQbedefffamfaxxf SFS[D(3,1)(2,1)] gLLAQbedefffambauur SFS[D(3,1)(2,1)] gLLAQbcdefffebbxakr m003(0,0) gLLAQbcdefffdfbpaog toroidal gLLAQbedefffamcauur SFS[D(3,1)(2,1)] gLLAQbcedfffdvajtjj toroidal gLLAQbcedfffdnaoaog SFS[D(3,1)(2,1)] gLLAQbcdefffaknpess reducible gLLAQbcdefffaccatcc reducible gLLAQbcedffftsabajb reducible gLLAQbcedfffajavasv reducible gLLAQbcedffflsabajb reducible gLLAQbedefffambauun toroidal gLLAQbcdefffebbiaws SFS[D(3,1)(2,1)] gLLAQbcdefffdfbuasv SFS[D(3,1)(2,1)] gLLAQbcdefffebbqaco SFS[D(5,2)(2,1)] gLLAQbcdefffdfbiabn toroidal gLLAQbcdeffftsbiabn m007(0,0) gLLAQbcdefffajcudnn SFS[D(3,1)(3,1)] gLLAQbcdeffflsbiabn toroidal gLLAQbcdeffftbbiabn m010(0,0) gLLAQbcdefffabbiabn SFS[D(3,1)(3,2)] gLLAQbcdeffflbbiabn m007(0,0) gLLAQbcdeffftkbiabn SFS[D(3,1)(3,2)] gLLAQbcdefffakbiabn toroidal gLLAQbcdeffflkbiabn SFS[D(3,1)(3,1)] gLLAQbcdefffebbpakr SFS[D(4,1)(2,1)] gLLAQbcdefffdfblaog SFS[D(5,2)(2,1)] gLLAQbedefffambtuun SFS[D(2,1)(2,1)] gLLAQbcdefffebbtaco m016(0,0) gLLAQbcdefffdfbmabn m006(0,0) gLLAQbcdeffftsbmabn m036(0,0) gLLAQbcdefffajrudnn SFS[D(3,1)(3,2)] gLLAQbcdeffflsbmabn m007(0,0) gLLAQbcdeffftbbmabn m033(0,0) gLLAQbcdefffabbmabn SFS[D(3,1)(3,1)] gLLAQbcdeffflbbmabn m036(0,0) gLLAQbcdeffftkbmabn SFS[D(3,1)(3,1)] gLLAQbcdefffakbmabn toroidal gLLAQbcdeffflkbmabn SFS[D(3,1)(3,2)] gLLAQbcdefffebblakr m017(0,0) gLLAQbcdefffdfbxaog m016(0,0) gLLAQbedefffambluun SFS[D(2,1)(2,1)] gLLAQbcdefffajfhaws SFS[D(3,1)(2,1)] gLLAQbcdefffdffmtww SFS[D(2,1)(2,1)] gLLAQbcdefffebfttvv SFS[D(2,1)(2,1)] gLLAQbcedfffajhrasw reducible gLLAQbedeffflabuuuf SFS[D(2,1)(2,1)] gLLAQbcdefffdfbmtww toroidal gLLAQbcdefffebbttvv toroidal gLLAQccdefffaosaanb SFS[D(2,1)(2,1)] gLLAQbcdefffdfcmtww toroidal gLLAQbcdefffebcttvv toroidal gLLAQbcdefffakrmpvv reducible gLLAQbcedfffhwlfago SFS[D(2,1)(2,1)] gLLAQbcedfffdvmflww SFS[D(2,1)(2,1)] gLLAQbcedfffdnqrago SFS[D(2,1)(2,1)] gLLAQbcdefffakfmtww SFS[D(3,1)(2,1)] gLLAQbcdefffajfiegg SFS[D(3,1)(2,1)] gLLAQbcdefffabfmtww reducible gLLAQbcdefffhffetcc SFS[D(2,1)(2,1)] gLLAQbcedfffhwhfavs SFS[D(7,2)(2,1)] gLLAQbcdefffxgrheoo SFS[D(5,1)(2,1)] gLLAQbcdefffakkmdgg SFS[D(3,1)(2,1)] gLLAQbcdefffackdljj reducible gLLAQbcedfffajhfavs SFS[D(3,1)(2,1)] gLLAQbcedfffhwifabn SFS[D(5,1)(2,1)] gLLAQbcdefffaknmpvv reducible gLLAQbcdeffftkbmtww toroidal gLLAQbcdefffakbmtww toroidal gLLAQbcdeffflkbmtww m019(0,0) gLLAQbcdeffftsbmtww m016(0,0) gLLAQbcdefffajruavw toroidal gLLAQbcdeffflsbmtww SFS[D(5,2)(2,1)] gLLAQbcdeffftbbmtww toroidal gLLAQbcdefffabbmtww reducible gLLAQbcdeffflbbmtww toroidal gLLAQbcdefffdfbetcc SFS[D(5,2)(3,1)] gLLAQbcdefffebbatff SFS[D(4,1)(3,1)] gLLAQbcdefffakjmdgg toroidal gLLAQbedeffflanuhhv SFS[D(2,1)(2,1)] gLLAQbcdefffakompvv reducible gLLAQbcdeffftkcmtww toroidal gLLAQbcdefffakcmtww SFS[D(3,1)(2,1)] gLLAQbcdeffflkcmtww m011(0,0) gLLAQbcdeffftscmtww m006(0,0) gLLAQbcdefffajgiegg SFS[D(3,1)(2,1)] gLLAQbcdeffflscmtww toroidal gLLAQbcdeffftbcmtww toroidal gLLAQbcdefffabcmtww reducible gLLAQbcdeffflbcmtww toroidal gLLAQbcdefffdfcetcc toroidal gLLAQbcdefffebcatff SFS[D(5,2)(3,1)] gLLAQbcdefffakgmdgg SFS[D(3,1)(2,1)] gLLAQccdefffaovmabj SFS[D(2,1)(2,1)] gLLAQbcdefffhwkiabn SFS[D(2,1)(2,1)] gLLAQbcedfffajhkawv SFS[D(3,1)(2,1)] gLLAQbcdefffacfdabn SFS[D(3,1)(2,1)] gLLAQbcdefffakrmawv reducible gLLAQbcdefffajfless reducible gLLAQbcdefffakrxajb SFS[D(3,1)(2,1)] gLLAQbcdefffabrxajb SFS[D(3,1)(2,1)] gLLAQbcdefffhnkdljj SFS[D(2,1)(2,1)] gLLAQbcdefffakreaoc SFS[D(3,1)(2,1)] gLLAQbcdefffdfbxtjj SFS[D(5,3)(3,1)] gLLAQbcdefffebbltgg SFS[D(4,3)(3,1)] gLLAQbcdefffdfcxtjj toroidal gLLAQbcdefffebcltgg SFS[D(5,3)(3,1)] gLLAQbcdefffaknhenn reducible gLLAQbcdefffdfjhlww m011(0,0) gLLAQbcdefffebjmlvv m019(0,0) gLLAQbcdeffftrwmtww m007(0,0) gLLAQbcdefffakniegg SFS[D(3,1)(3,2)] gLLAQbcdeffflrwmtww m010(0,0) gLLAQbcedffftsawabn m033(0,0) gLLAQbcedfffajanavw SFS[D(3,1)(3,1)] gLLAQbcedffflsawabn m010(0,0) gLLAQbcdeffftcchtww toroidal gLLAQbcdefffacchtww reducible gLLAQbcdeffflcchtww toroidal gLLAQbcdefffdfnhenn toroidal gLLAQbcdefffebnmeoo SFS[D(5,2)(2,1)] gLLAQbcdefffdfbhpbb toroidal gLLAQbcdefffebbmpcc toroidal gLLAQbcdefffaknless SFS[D(3,1)(3,1)] gLLAQbcdefffebbaafk toroidal gLLAQbcdefffdfbeacg SFS[D(5,3)(3,1)] gLLAQbcdefffaobapbb SFS[A(2,1)] gLLAQbcdefffacnaenn SFS[D(3,1)(2,1)] gLLAQbcdefffabbiasw SFS[D(3,1)(2,1)] gLLAQbcdefffebjaakr toroidal gLLAQbcdefffdfjeago SFS[D(5,2)(3,1)] gLLAQbedefffaikqqqs SFS[D(2,1)(2,1)] gLLAQbedefffaijqqqs SFS[D(7,2)(2,1)] gLLAQbedefffaijqeev SFS[D(2,1)(2,1)] gLLAQbedefffaijqllw SFS[D(5,1)(2,1)] gLLAQbedefffaigqqqs SFS[D(5,1)(2,1)] gLLAQbcedffftsaflcc m016(0,0) gLLAQbcedfffajafdnn toroidal gLLAQbcedffflsaflcc SFS[D(5,2)(2,1)] gLLAQbcdeffftccdabn m019(0,0) gLLAQbcdefffaccdabn toroidal gLLAQbcdeffflccdabn toroidal gLLAQbcdeffftrwiabn SFS[D(4,1)(2,1)] gLLAQbcdefffaknmawv toroidal gLLAQbcdeffflrwiabn SFS[D(5,2)(2,1)] gLLAQbcdefffaknxajb toroidal gLLAQbcdefffebnaarf reducible gLLAQbcdefffdfneaoc reducible gLLAQbcdefffakneaoc toroidal gLLAQbcdefffaknedgg SFS[D(3,1)(3,1)] gLLAQbcdefffdfjetww SFS[D(4,1)(2,1)] gLLAQbcdefffebjatvv SFS[D(5,2)(2,1)] gLLAQbcdeffftrwilww m007(0,0) gLLAQbcdefffaknmdss SFS[D(3,1)(3,2)] gLLAQbcdeffflrwilww m036(0,0) gLLAQbcedffftsafajn SFS[D(3,1)(3,2)] gLLAQbcedfffajafasw reducible gLLAQbcedffflsafajn SFS[D(3,1)(3,1)] gLLAQbcdeffftccdlww m010(0,0) gLLAQbcdefffaccdlww SFS[D(3,1)(3,1)] gLLAQbcdeffflccdlww m033(0,0) gLLAQbcdefffdfnedgg m016(0,0) gLLAQbcdefffebnadkk m017(0,0) gLLAQbcdefffdfbeuoo m019(0,0) gLLAQbcdefffebbaurr m011(0,0) gLLAQbcdefffaknxdnn reducible gLLAQbcdefffebcaafr SFS[D(5,2)(3,1)] gLLAQbcdefffdfceaco SFS[D(4,1)(3,1)] gLLAQbcdefffmccqucc reducible gLLAQbcdefffebgaakf reducible gLLAQbcdefffdfgeagc reducible gLLAQbcedfffajhbasv SFS[D(3,1)(2,1)] gLLAQbcdeffftcbdabj toroidal gLLAQbcdefffacbdabj SFS[D(3,1)(2,1)] gLLAQbcdeffflcbdabj m006(0,0) gLLAQbcdeffftroiabj SFS[D(5,2)(2,1)] gLLAQbcdefffakomasv toroidal gLLAQbcdeffflroiabj m016(0,0) gLLAQbcdefffakoxanb SFS[D(3,1)(2,1)] gLLAQbcdefffeboaark SFS[D(5,3)(3,1)] gLLAQbcdefffdfoeaog SFS[D(4,3)(3,1)] gLLAQbcdefffakoeaog SFS[D(3,1)(2,1)] gLLAQccdefffawfaajb SFS[D(2,1)(2,1)] gLLAQccdefffawkmunn SFS[D(2,1)(2,1)] gLLAQbcdefffpjgpenn toroidal gLLAQbedefffainahhn SFS[D(3,1)(2,1)] gLLAQbcdefffaknudgg reducible gLLAQbcedffftsajabj SFS[D(3,1)(3,1)] gLLAQbcedfffajasavs reducible gLLAQbcedffflsajabj SFS[D(3,1)(3,2)] gLLAQbcdefffacculjj reducible gLLAQbedefffairaddk SFS[D(3,1)(2,1)] gLLAQbcdefffmrwdasv toroidal gLLAQbcdeffftsjutww SFS[D(3,1)(3,1)] gLLAQbcdefffajspegg reducible gLLAQbcdeffflsjutww SFS[D(3,1)(3,2)] gLLAQbcdefffaknaanb reducible gLLAQbcdefffabnaanb reducible gLLAQbcdefffmcciagc toroidal gLLAQbcdefffaknianb SFS[D(3,1)(3,1)] gLLAQbcdefffaknmanb SFS[D(3,1)(3,2)] gLLAQbedefffaikaqqj reducible gLLAQbcdefffdfjutww toroidal gLLAQbcdefffebjitvv toroidal gLLAQbedefffaigaqqj SFS[D(3,1)(2,1)] gLLAQbcdefffdvjutww toroidal gLLAQbcdefffdngaagc SFS[D(3,1)(2,1)] gLLAQbedefffaijaqqj SFS[D(3,1)(2,1)] gLLAQbcdefffdgjutww toroidal gLLAQbcdefffdwsuagc m003(0,0) gLLAQbedefffaijallb SFS[D(3,1)(2,1)] gLLAQbedefffaijaeen reducible gLLAQbcdeffftrwalww SFS[D(3,1)(3,1)] gLLAQbcdefffaknadss reducible gLLAQbcdeffflrwalww SFS[D(3,1)(3,2)] gLLAQbcedffftsanajn toroidal gLLAQbcedfffajawasw reducible gLLAQbcedffflsanajn toroidal gLLAQbcdeffftccplww SFS[D(3,1)(3,2)] gLLAQbcdefffaccplww reducible gLLAQbcdeffflccplww SFS[D(3,1)(3,1)] gLLAQbedefffaikaqqk SFS[D(3,1)(2,1)] gLLAQbcdefffdfnudgg toroidal gLLAQbcdefffebnidkk m003(0,0) gLLAQbcdeffftsjaajn SFS[D(3,1)(3,2)] gLLAQbcdefffajsaaws reducible gLLAQbcdeffflsjaajn SFS[D(3,1)(3,1)] gLLAQbcdefffakjaajn reducible gLLAQbcdefffabjaajn reducible gLLAQbedefffaikaqqg SFS[D(3,1)(2,1)] gLLAQbcdefffdfbuuoo toroidal gLLAQbcdefffebbiurr SFS[D(3,1)(2,1)] gLLAQbcdefffakjiajn reducible gLLAQbcdefffakjmajn reducible gLLAQbedefffaibauuo SFS[D(3,1)(2,1)] gLLAQbcdefffebbdacg toroidal gLLAQbcdefffdfbaabj SFS[D(3,1)(2,1)] gLLAQbcdeffftsbaabj toroidal gLLAQbcdefffajsuess reducible gLLAQbcdeffflsbaabj toroidal gLLAQbcdeffftbbaabj SFS[D(3,1)(3,2)] gLLAQbcdefffabbaabj reducible gLLAQbcdeffflbbaabj SFS[D(3,1)(3,1)] gLLAQbcdeffftkbaabj SFS[D(3,1)(3,1)] gLLAQbcdefffakbaabj reducible gLLAQbcdeffflkbaabj SFS[D(3,1)(3,2)] gLLAQbedefffaifattk reducible gLLAQbedefffaifauur SFS[D(3,1)(2,1)] gLLAQbcedfffdgajljj toroidal gLLAQbcedfffdwuvaoc m003(0,0) gLLAQbedefffaifaxxf SFS[D(3,1)(2,1)] gLLAQbedefffaibauur reducible gLLAQbcdefffebbxafr toroidal gLLAQbcdefffdfbpaoc toroidal gLLAQbedefffaicauur SFS[D(3,1)(2,1)] gLLAQbcedfffdvajljj toroidal gLLAQbcedfffdnaoaoc SFS[D(3,1)(2,1)] gLLAQbcdefffaknpdnn reducible gLLAQbcdefffaccalcc reducible gLLAQbcedffftsabanb SFS[D(3,1)(3,2)] gLLAQbcedfffajavawv reducible gLLAQbcedffflsabanb SFS[D(3,1)(3,1)] gLLAQbedefffaibauun SFS[D(3,1)(2,1)] gLLAQbcdefffebbiavs toroidal gLLAQbcdefffdfbuawv m003(0,0) gLLAQbcdefffebbqacg m019(0,0) gLLAQbcdefffdfbiabj m011(0,0) gLLAQbcdeffftsbiabj SFS[D(3,1)(3,2)] gLLAQbcdefffajcuess reducible gLLAQbcdeffflsbiabj SFS[D(3,1)(3,1)] gLLAQbcdeffftbbiabj m010(0,0) gLLAQbcdefffabbiabj SFS[D(3,1)(3,1)] gLLAQbcdeffflbbiabj m033(0,0) gLLAQbcdeffftkbiabj m007(0,0) gLLAQbcdefffakbiabj SFS[D(3,1)(3,2)] gLLAQbcdeffflkbiabj m036(0,0) gLLAQbcdefffebbpafr SFS[D(4,1)(2,1)] gLLAQbcdefffdfblaoc SFS[D(5,2)(2,1)] gLLAQbcdefffebbmavs m016(0,0) gLLAQbcdefffdfbhawv m017(0,0) gLLAQbcdefffebbtacg toroidal gLLAQbcdefffdfbmabj toroidal gLLAQbcdeffftsbmabj SFS[D(3,1)(3,1)] gLLAQbcdefffajruess reducible gLLAQbcdeffflsbmabj SFS[D(3,1)(3,2)] gLLAQbcdeffftbbmabj m007(0,0) gLLAQbcdefffabbmabj SFS[D(3,1)(3,2)] gLLAQbcdeffflbbmabj m036(0,0) gLLAQbcdeffftkbmabj toroidal gLLAQbcdefffakbmabj SFS[D(3,1)(3,1)] gLLAQbcdeffflkbmabj m007(0,0) gLLAQbcdefffebblafr SFS[D(5,2)(2,1)] gLLAQbcdefffdfbxaoc SFS[D(4,1)(2,1)] gLLAQbcdefffebbaavs SFS[D(5,2)(2,1)] gLLAQbcdefffdfbeawv SFS[D(4,1)(2,1)] gLLAQbcdefffajfhavs SFS[D(3,1)(2,1)] gLLAQbcedfffajhravw SFS[D(3,1)(2,1)] gLLAQbcdefffdfbmlww SFS[D(5,2)(3,1)] gLLAQbcdefffebbtlvv SFS[D(4,1)(3,1)] gLLAQbcdefffdfcmlww toroidal gLLAQbcdefffebctlvv SFS[D(5,2)(3,1)] gLLAQbcdefffakrmuvv SFS[D(3,1)(2,1)] gLLAQbcdefffakfmlww SFS[D(3,1)(2,1)] gLLAQbcdeffftsfmlww SFS[D(2,1)(2,1)] gLLAQbcdefffajfidss toroidal gLLAQbcdeffflsfmlww SFS[D(2,1)(2,1)] gLLAQbcdefffabfmlww SFS[D(3,1)(2,1)] gLLAQbcedfffhwhfaws toroidal gLLAQbcdefffxgrhdkk SFS[D(7,2)(2,1)] gLLAQbcdefffakkmenn toroidal gLLAQbcdefffackdtjj SFS[D(3,1)(2,1)] gLLAQbcedfffajhfaws SFS[D(3,1)(2,1)] gLLAQbcedfffhwifajn SFS[D(7,2)(2,1)] gLLAQbcdefffaknmuvv SFS[D(3,1)(2,1)] gLLAQbcdeffftkbmlww SFS[D(5,2)(2,1)] gLLAQbcdefffakbmlww toroidal gLLAQbcdeffflkbmlww m016(0,0) gLLAQbcdefffajruasw SFS[D(3,1)(2,1)] gLLAQbcdeffftbbmlww toroidal gLLAQbcdefffabbmlww SFS[D(3,1)(2,1)] gLLAQbcdeffflbbmlww m006(0,0) gLLAQbcdefffdfbelcc SFS[D(5,3)(3,1)] gLLAQbcdefffebbalff SFS[D(4,3)(3,1)] gLLAQbcdefffakjmenn SFS[D(3,1)(2,1)] gLLAQbcdefffakomuvv toroidal gLLAQbcdeffftkcmlww SFS[D(4,1)(2,1)] gLLAQbcdefffakcmlww m003(0,0) gLLAQbcdeffflkcmlww m017(0,0) gLLAQbcdefffajgidss SFS[D(3,1)(2,1)] gLLAQbcdeffftbcmlww SFS[D(5,2)(2,1)] gLLAQbcdefffabcmlww toroidal gLLAQbcdeffflbcmlww m016(0,0) gLLAQbcdefffdfcelcc toroidal gLLAQbcdefffebcalff SFS[D(5,3)(3,1)] gLLAQbcdefffakgmenn SFS[D(3,1)(2,1)] gLLAQbcdefffhwkiabj SFS[D(7,2)(2,1)] gLLAQbcedffftseftcc SFS[D(2,1)(2,1)] gLLAQbcedfffajhkasv toroidal gLLAQbcedffflseftcc SFS[D(2,1)(2,1)] gLLAQbcdefffacfdabj SFS[D(3,1)(2,1)] gLLAQbcdefffakrmasv SFS[D(3,1)(2,1)] gLLAQbcdefffajfldnn SFS[D(3,1)(2,1)] gLLAQbcdefffakrxanb toroidal gLLAQbcdefffabrxanb SFS[D(3,1)(2,1)] gLLAQbcdefffhwkhawv toroidal gLLAQbcdefffhnkdtjj SFS[D(7,2)(2,1)] gLLAQbcdefffakreaog SFS[D(3,1)(2,1)] gLLAQbcdefffdfbxljj reducible gLLAQbcdefffebbllgg reducible gLLAQbcdefffdfcxljj reducible gLLAQbcdefffebcllgg reducible gLLAQbcdefffaknhdgg SFS[D(3,1)(3,2)] gLLAQbcdefffdfjhtww SFS[D(5,2)(2,1)] gLLAQbcdefffebjmtvv SFS[D(4,1)(2,1)] gLLAQbcdeffftrwmlww toroidal gLLAQbcdefffaknidss SFS[D(3,1)(3,1)] gLLAQbcdeffflrwmlww m007(0,0) gLLAQbcedffftsawajn SFS[D(3,1)(3,1)] gLLAQbcedfffajanasw reducible gLLAQbcedffflsawajn SFS[D(3,1)(3,2)] gLLAQbcdeffftcchlww m007(0,0) gLLAQbcdefffacchlww SFS[D(3,1)(3,2)] gLLAQbcdeffflcchlww m036(0,0) gLLAQbcdefffdfnhdgg SFS[D(5,2)(2,1)] gLLAQbcdefffebnmdkk SFS[D(4,1)(2,1)] gLLAQbcdefffdfbhuoo toroidal gLLAQbcdefffebbmurr toroidal gLLAQbcdefffaknldnn reducible gLLAQbcdefffebbaafr toroidal gLLAQbcdefffdfbeaco SFS[D(5,2)(3,1)] gLLAQbcdefffaobauoo toroidal gLLAQbcdefffacnadgg toroidal gLLAQbcdefffabbiavw toroidal gLLAQbcdefffebjaakf reducible gLLAQbcdefffdfjeagc reducible gLLAQbedefffamjqllw SFS[D(2,1)(2,1)] gLLAQbedefffamgqqqs SFS[D(2,1)(2,1)] gLLAQbcedfffajafess SFS[D(3,1)(2,1)] gLLAQbcdeffftccdabj SFS[D(5,2)(2,1)] gLLAQbcdefffaccdabj toroidal gLLAQbcdeffflccdabj m016(0,0) gLLAQbcdeffftrwiabj SFS[D(4,1)(2,1)] gLLAQbcdefffaknmasv m003(0,0) gLLAQbcdeffflrwiabj m017(0,0) gLLAQbcdefffaknxanb SFS[D(3,1)(2,1)] gLLAQbcdefffebnaark toroidal gLLAQbcdefffdfneaog SFS[D(5,3)(3,1)] gLLAQbcdefffakneaog toroidal gLLAQbcdeffftofqajj m009(0,0) gLLAQbcdefffaofqajj toroidal gLLAQbcdeffflofqajj m148(0,0) gLLAQbcdefffhwkiaww m160(0,0) gLLAQbcdefffakrmann SFS[D(3,1)(3,1)] gLLAQbcedfffhgmfagg m015(0,0) gLLAQbcedfffhwlfaww m007(0,0) gLLAQbcdefffxcruacc m038(0,0) gLLAQbcdefffacrdavv m004(0,0) gLLAQbcdeffftsfxaoo m148(0,0) gLLAQbcdefffajfhaoo toroidal gLLAQbcdeffflsfxaoo m009(0,0) gLLAQbcdefffakchacc reducible gLLAQccdefffawkiann SFS[D(2,1)(2,1)] gLLAQbcdefffebcmaff SFS[D(5,2)(3,1)] gLLAQbcdefffdfchacc SFS[D(4,1)(3,1)] gLLAQccdefffawraabb SFS[D(2,1)(2,1)] gLLAQccdefffifkiann SFS[D(3,1)(3,2)] gLLAQbcedffftjqjajj m010(0,0) gLLAQccdefffqfkiann m007(0,0) gLLAQbcedffftsqsass m149(0,0) gLLAQbcedfffajqjajj toroidal gLLAQbcedffflsqsass m010(0,0) gLLAQccdefffhwkdann m160(0,0) gLLAQbcedfffljqjajj m149(0,0) gLLAQccdefffdwkdann SFS[D(3,1)(3,2)] gLLAQcdcefffirbuagg m004(0,0) gLLAQccdefffakkaann toroidal gLLAQccdefffawkaann SFS[D(7,2)(2,1)] gLLAQbcdefffacnhann reducible gLLAQccdefffaokmann SFS[D(2,1)(2,1)] gLLAQccdefffakfaajj SFS[D(7,2)(2,1)] gLLAQccdefffawkmann SFS[D(5,1)(2,1)] gLLAQccdefffaofaajj SFS[D(2,1)(2,1)] gLLAQccdefffawfaajj SFS[D(5,1)(2,1)] gLLAQbcdefffegnmaoo m137(0,0) gLLAQbcdefffdjnhann m038(0,0) gLLAQbcdefffhgghagg m129(0,0)(0,0) gLLMQbedefffaaghtig m015(0,0) gLLAQbcdefffhbbhabb toroidal gLLAQccdefffdwfhajj m004(0,0) gLLAQbcdefffabghagg SFS[A(2,1)] gLLAQcdcefffhfrtaoo m038(0,0) gLLAQbcedffftsababb SFS[D(3,1)(3,1)] gLLAQbcedfffajavavv reducible gLLAQbcedffflsababb SFS[D(3,1)(3,2)] gLLAQbcdeffftccaacc reducible gLLAQbcedffftgagagg SFS[A(3,1)] gLLAQbcedffflgagagg SFS[A(3,1)] gLLAQbcdeffflccaacc reducible gLLAQbedefffaabaxuk m004(0,0) gLLAQbcdeffftrwuacc SFS[D(3,1)(3,2)] gLLAQbcdefffaknpagg reducible gLLAQbcdeffflrwuacc SFS[D(3,1)(3,1)] gLLAQbedefffaacaxqk toroidal gLLAQbcdefffdfjpacc toroidal gLLAQbcdefffebjxaff toroidal gLLAQbedefffaagaeer SFS[D(3,1)(2,1)] gLLAQbcedfffdnacacc SFS[D(3,1)(2,1)] gLLAQbcedfffdvpjacc toroidal gLLAQbcdefffpjgpass SFS[D(3,1)(2,1)] gLLAQbcdefffxggxaww reducible gLLAQbedefffaakaeer SFS[D(3,1)(2,1)] gLLAQbcedfffdwuwacc m003(0,0) gLLAQbcedfffdgpjacc toroidal gLLAQbedefffaajallf SFS[D(3,1)(2,1)] gLLAQbcdefffdvjpacc toroidal gLLAQbcdefffdncaacc SFS[D(3,1)(2,1)] gLLAQbcdefffhncaacc reducible gLLAQbcdefffmrsdaww SFS[D(3,1)(2,1)] gLLAQbedefffaakallf SFS[D(3,1)(2,1)] gLLAQbcdefffegcdaff toroidal gLLAQbcdefffdjcaacc SFS[D(3,1)(2,1)] gLLAQbedefffaajaqqk SFS[D(3,1)(2,1)] gLLAQbcdefffdgjpacc toroidal gLLAQbcdefffdwwuacc m003(0,0) gLLAQbedefffaagaqqk SFS[D(3,1)(2,1)] gLLAQbcdeffferwiaff SFS[D(3,1)(2,1)] gLLAQbcdefffdowuacc toroidal gLLAQbcdefffejwiaff SFS[D(3,1)(2,1)] gLLAQbcdefffdkwuacc SFS[D(3,1)(2,1)] gLLAQbcdefffebniaww SFS[D(3,1)(2,1)] gLLAQbcdefffdfnuass SFS[D(3,1)(2,1)] gLLAQbcdeffftrwpajj SFS[D(3,1)(3,1)] gLLAQbcdefffaknuass reducible gLLAQbcdeffflrwpajj SFS[D(3,1)(3,2)] gLLAQbedefffaaraeur SFS[D(3,1)(3,2)] gLLAQbedefffaaraepr SFS[D(3,1)(3,1)] gLLAQbcedffftjasass toroidal gLLAQbcedfffljasass toroidal gLLAQbedefffaaradur SFS[D(3,1)(3,1)] gLLAQbedefffaaradpr SFS[D(3,1)(3,2)] gLLAQbcdeffftccuajj SFS[D(3,1)(3,2)] gLLAQbcdefffaccuajj reducible gLLAQbcdeffflccuajj SFS[D(3,1)(3,1)] gLLAQbedefffaaoaldf m004(0,0) gLLAQbedefffaanalxf m004(0,0) gLLAQbedefffaanahhr SFS[D(3,1)(2,1)] gLLAQbcdefffdfnpagg toroidal gLLAQbcdefffebnxakk m003(0,0) gLLAQbedefffaaoahhr SFS[D(3,1)(2,1)] gLLAQbcedfffdnagagg SFS[D(3,1)(2,1)] gLLAQbcedfffdvujaww toroidal gLLAQbedefffaarahhr toroidal gLLAQbcedfffdwusagg SFS[D(3,1)(2,1)] gLLAQbcedfffdgujaww SFS[D(3,1)(2,1)] gLLAQbcdefffxccxavv SFS[A(2,1)] gLLAQbcdefffhwwaaww toroidal gLLAQbcdefffmrwdavv SFS[D(3,1)(2,1)] gLLAQbcedffftsanann SFS[D(3,1)(3,2)] gLLAQbcedfffajawaww reducible gLLAQbcedffflsanann SFS[D(3,1)(3,1)] gLLAQbcdeffftccpaww SFS[D(3,1)(3,1)] gLLAQbcdefffaccpaww reducible gLLAQbcdeffflccpaww SFS[D(3,1)(3,2)] gLLAQbcdeffftsjuaww SFS[D(3,1)(3,2)] gLLAQbcdefffajspann reducible gLLAQbcdeffflsjuaww SFS[D(3,1)(3,1)] gLLAQbcdeffftrwaaww reducible gLLAQbcdeffftknaann reducible gLLAQbcdeffflknaann reducible gLLAQbcdeffflrwaaww reducible gLLAQbcdeffftbnaann SFS[D(3,1)(3,1)] gLLAQbcdefffabnaann reducible gLLAQbcdeffflbnaann SFS[D(3,1)(3,2)] gLLAQbedefffaabauur SFS[D(3,1)(2,1)] gLLAQbcdefffdfbpaoo toroidal gLLAQbcdefffebbxarr SFS[D(3,1)(2,1)] gLLAQbcdefffhkvaavv reducible gLLAQbcdefffmbbxarr SFS[D(3,1)(2,1)] gLLAQbedefffaacauur reducible gLLAQbcedfffdnaoaoo reducible gLLAQbcedfffdvajajj reducible gLLAQbedefffaafauur SFS[D(3,1)(2,1)] gLLAQbcedfffdwuvaoo toroidal gLLAQbcedfffdgajajj SFS[D(3,1)(2,1)] gLLAQbcdefffmrvdass toroidal gLLAQbcdefffmcciagg SFS[A(2,1)] gLLAQbedefffaafaxxf reducible gLLAQbcdefffmkbxarr SFS[D(3,1)(2,1)] gLLAQbedefffaafattk SFS[D(3,1)(2,1)] gLLAQbcdefffebndaoo toroidal gLLAQbcdefffdfnaann SFS[D(3,1)(2,1)] gLLAQbcedffftsasabb m033(0,0) gLLAQbcedfffajajavv SFS[D(3,1)(3,1)] gLLAQbcedffflsasabb m010(0,0) gLLAQbcdeffftcclacc toroidal gLLAQbcdefffacclacc reducible gLLAQbcdeffflcclacc toroidal gLLAQbedefffaantphg SFS[D(4,1)(2,1)] gLLAQbcdeffftrweacc m007(0,0) gLLAQbcdefffaknlagg SFS[D(3,1)(3,2)] gLLAQbcdeffflrweacc m010(0,0) gLLAQbedefffaanthxc m009(0,0) gLLAQbcdefffdfgpacc SFS[D(5,2)(2,1)] gLLAQbcdefffebgxaff SFS[D(4,1)(2,1)] gLLAQbcedfffdnasacc m011(0,0) gLLAQbcedfffdvqjacc m019(0,0) gLLAQbcedfffdwunacc m017(0,0) gLLAQbcedfffdgqjacc m016(0,0) gLLAQbcdefffdvgpacc toroidal gLLAQbcdefffdnclacc toroidal gLLAQbcdefffeccpaff toroidal gLLAQbcdefffdbclacc toroidal gLLAQbcdefffegcpaff m016(0,0) gLLAQbcdefffdjclacc m006(0,0) gLLAQbcdefffdggpacc SFS[D(5,2)(2,1)] gLLAQbcdefffdwweacc SFS[D(4,1)(2,1)] gLLAQbcdeffferwaaff toroidal gLLAQbcdefffdoweacc SFS[D(5,2)(2,1)] gLLAQbcedffftsavajj SFS[D(3,1)(3,1)] gLLAQbcedfffajabass reducible gLLAQbcedffflsavajj SFS[D(3,1)(3,2)] gLLAQbcdeffftcciajj m007(0,0) gLLAQbcdefffacciajj SFS[D(3,1)(3,2)] gLLAQbcdeffflcciajj m036(0,0) gLLAQbcdeffftrwxajj toroidal gLLAQbcdefffaknhass SFS[D(3,1)(3,1)] gLLAQbcdeffflrwxajj m007(0,0) gLLAQbedefffaantlxf SFS[D(4,1)(2,1)] gLLAQbcdefffhwoaaww m010(0,0) gLLAQbcdefffmrwtavv m009(0,0) gLLAQbcdefffebnpakk SFS[D(4,1)(2,1)] gLLAQbcdefffdfnlagg SFS[D(5,2)(2,1)] gLLAQbcedffftsawann m036(0,0) gLLAQbcedfffajanaww SFS[D(3,1)(3,2)] gLLAQbcedffflsawann m007(0,0) gLLAQbcdeffftcchaww m033(0,0) gLLAQbcdefffacchaww SFS[D(3,1)(3,1)] gLLAQbcdeffflcchaww m036(0,0) gLLAQbcdeffftsguaww m007(0,0) gLLAQbcdefffajcpann SFS[D(3,1)(3,1)] gLLAQbcdeffflsguaww toroidal gLLAQbcdeffftrwmaww SFS[D(3,1)(3,1)] gLLAQbcdeffftkniann SFS[D(3,1)(3,2)] gLLAQbcdeffflkniann SFS[D(3,1)(3,1)] gLLAQbcdeffflrwmaww SFS[D(3,1)(3,2)] gLLAQbcdeffftbniann m010(0,0) gLLAQbcdefffabniann SFS[D(3,1)(3,2)] gLLAQbcdeffflbniann m007(0,0) gLLAQbcdefffmkcxarr m009(0,0) gLLAQbcdefffebnqaoo SFS[D(5,2)(2,1)] gLLAQbcdefffdfniann toroidal gLLAQbcedffftsakabb m036(0,0) gLLAQbcedfffajaravv SFS[D(3,1)(3,2)] gLLAQbcedffflsakabb m007(0,0) gLLAQbcdeffftcctacc toroidal gLLAQbcdefffacctacc reducible gLLAQbcdeffflcctacc toroidal gLLAQbedefffaanlphg m015(0,0) gLLAQbcdeffftrwhacc m036(0,0) gLLAQbcdefffaknxagg SFS[D(3,1)(3,1)] gLLAQbcdeffflrwhacc m033(0,0) gLLAQbedefffaanlhxc m148(0,0) gLLAQbcdefffdfkpacc SFS[D(4,1)(2,1)] gLLAQbcdefffebkxaff SFS[D(5,2)(2,1)] gLLAQbcedfffdnaracc toroidal gLLAQbcedfffdvmjacc toroidal gLLAQbcedfffdwufacc SFS[D(4,1)(2,1)] gLLAQbcedfffdgmjacc SFS[D(5,2)(2,1)] gLLAQbcdefffdvkpacc m019(0,0) gLLAQbcdefffdnctacc m011(0,0) gLLAQbcdefffecchaff toroidal gLLAQbcdefffdbctacc toroidal gLLAQbcdefffegchaff SFS[D(5,2)(2,1)] gLLAQbcdefffdjctacc toroidal gLLAQbcdefffdgkpacc m016(0,0) gLLAQbcdefffdwwhacc m017(0,0) gLLAQbcdeffferwmaff m006(0,0) gLLAQbcdefffdowhacc m016(0,0) gLLAQbcedffftsarajj SFS[D(3,1)(3,2)] gLLAQbcedfffajakass reducible gLLAQbcedffflsarajj SFS[D(3,1)(3,1)] gLLAQbcdeffftccqajj m010(0,0) gLLAQbcdefffaccqajj SFS[D(3,1)(3,1)] gLLAQbcdeffflccqajj m033(0,0) gLLAQbcdeffftrwlajj m007(0,0) gLLAQbcdefffakneass SFS[D(3,1)(3,2)] gLLAQbcdeffflrwlajj m036(0,0) gLLAQbedefffaanllxf m015(0,0) gLLAQbcdefffhwkaaww m149(0,0) gLLAQbcdefffmrwqavv m032(0,0) gLLAQbcdefffebnlakk m017(0,0) gLLAQbcdefffdfnxagg m016(0,0) gLLAQbcedffftsafann m007(0,0) gLLAQbcedfffajafaww SFS[D(3,1)(3,1)] gLLAQbcedffflsafann toroidal gLLAQbcdeffftccdaww m010(0,0) gLLAQbcdefffaccdaww SFS[D(3,1)(3,2)] gLLAQbcdeffflccdaww m007(0,0) gLLAQbcdeffftskuaww m036(0,0) gLLAQbcdefffajrpann SFS[D(3,1)(3,2)] gLLAQbcdeffflskuaww m007(0,0) gLLAQbcdeffftrwiaww SFS[D(3,1)(3,2)] gLLAQbcdeffftknmann SFS[D(3,1)(3,1)] gLLAQbcdeffflknmann SFS[D(3,1)(3,2)] gLLAQbcdeffflrwiaww SFS[D(3,1)(3,1)] gLLAQbcdeffftbnmann m033(0,0) gLLAQbcdefffabnmann SFS[D(3,1)(3,1)] gLLAQbcdeffflbnmann m036(0,0) gLLAQbcdefffmkfxarr m032(0,0) gLLAQbcdefffebntaoo m016(0,0) gLLAQbcdefffdfnmann m006(0,0) gLLAQbedefffaajaeen SFS[D(3,1)(2,1)] gLLAQbcdefffdfjuaww m003(0,0) gLLAQbcdefffebjiavv toroidal gLLAQbcdefffpjgaagg SFS[D(3,1)(2,1)] gLLAQbcedfffhwawaww toroidal gLLAQbcdefffhbgaagg SFS[A(2,1)] gLLAQbedefffaajaqqj toroidal gLLAQbcdefffdgjuaww SFS[D(3,1)(2,1)] gLLAQbcdefffdwsuagg SFS[D(3,1)(2,1)] gLLAQbedefffaagaqqj SFS[D(3,1)(2,1)] gLLAQbcdefffdngaagg SFS[D(3,1)(2,1)] gLLAQbcdefffdvjuaww toroidal gLLAQbcdeffftkjaajj SFS[D(3,1)(3,1)] gLLAQbcdefffakjaajj reducible gLLAQbcdeffflkjaajj SFS[D(3,1)(3,2)] gLLAQbedefffaagahun m004(0,0) gLLAQbedefffaagapeb m004(0,0) gLLAQbedefffaajadtj SFS[D(3,1)(3,2)] gLLAQbcdeffftjsaass toroidal gLLAQbedefffaajaetj SFS[D(3,1)(3,1)] gLLAQbedefffaajadlj SFS[D(3,1)(3,1)] gLLAQbcdefffljsaass toroidal gLLAQbedefffaajaelj SFS[D(3,1)(3,2)] gLLAQbcdeffftbjaajj SFS[D(3,1)(3,2)] gLLAQbcdefffabjaajj reducible gLLAQbcdeffflbjaajj SFS[D(3,1)(3,1)] gLLAQbcdefffabcaabb SFS[A(3,1)] gLLAQbcedfffhwanaww m149(0,0) gLLAQbcdefffpjglagg m032(0,0) gLLAQbcdefffebjmavv m016(0,0) gLLAQbcdefffdfjhaww m017(0,0) gLLAQbcdefffakoaann toroidal gLLAQbedefffaagtllf T2xI gLLAQbcdefffebjpaff SFS[D(4,1)(2,1)] gLLAQbcdefffdfjlacc SFS[D(5,2)(2,1)] gLLAQbedefffaagthun m015(0,0) gLLAQbcdeffftsgaajj SFS[D(3,1)(3,2)] gLLAQbcdefffajcaass reducible gLLAQbcdeffflsgaajj SFS[D(3,1)(3,1)] gLLAQbcdeffftkjiajj m007(0,0) gLLAQbcdefffakjiajj SFS[D(3,1)(3,2)] gLLAQbcdeffflkjiajj m036(0,0) gLLAQbcdeffftbjiajj m010(0,0) gLLAQbcdefffabjiajj SFS[D(3,1)(3,1)] gLLAQbcdeffflbjiajj m033(0,0) gLLAQbcdefffebjqagg m019(0,0) gLLAQbcdefffdfjiajj m011(0,0) gLLAQbcdefffabfaabb SFS[A(3,1)] gLLAQbcedfffhwafaww m010(0,0) gLLAQbcdefffpjgtagg m009(0,0) gLLAQbcdefffebjaavv SFS[D(5,2)(2,1)] gLLAQbcdefffdfjeaww SFS[D(4,1)(2,1)] gLLAQbcdefffakraann toroidal gLLAQbedefffaaglllf T2xI gLLAQbcdefffebjlaff SFS[D(5,2)(2,1)] gLLAQbcdefffdfjxacc SFS[D(4,1)(2,1)] gLLAQbedefffaaglhun SFS[D(4,1)(2,1)] gLLAQbcdeffftsjmajj SFS[D(3,1)(3,1)] gLLAQbcdefffajraass reducible gLLAQbcdeffflsjmajj SFS[D(3,1)(3,2)] gLLAQbcdeffftkjmajj toroidal gLLAQbcdefffakjmajj SFS[D(3,1)(3,1)] gLLAQbcdeffflkjmajj m007(0,0) gLLAQbcdeffftbjmajj m007(0,0) gLLAQbcdefffabjmajj SFS[D(3,1)(3,2)] gLLAQbcdeffflbjmajj m036(0,0) gLLAQbcdefffebjtagg toroidal gLLAQbcdefffdfjmajj toroidal gLLAQbcedfffhgababb SFS[A(2,1)] gLLAQbcdefffmgoiacc SFS[A(2,1)] gLLAQbcdefffhgbaabb SFS[A(2,1)] gLLAQbcdefffmooiacc SFS[A(2,1)] gLLAQbcdefffmcoiacc toroidal gLLAQbedefffaafatxn m004(0,0) gLLAQbcdeffftsbaabb SFS[D(3,1)(3,1)] gLLAQbcdefffajsuagg reducible gLLAQbcdeffflsbaabb SFS[D(3,1)(3,2)] gLLAQbcdeffftbbaabb reducible gLLAQbcdeffftggaagg SFS[A(3,1)] gLLAQbcdeffflggaagg SFS[A(3,1)] gLLAQbcdeffflbbaabb reducible gLLAQbcdeffftkbaabb SFS[D(3,1)(3,2)] gLLAQbcdefffakbaabb reducible gLLAQbcdeffflkbaabb SFS[D(3,1)(3,1)] gLLAQbedefffaacahxn toroidal gLLAQbedefffaafattj SFS[D(3,1)(2,1)] gLLAQbcdefffdfjaajj SFS[D(3,1)(2,1)] gLLAQbcdefffpfjaajj SFS[D(3,1)(2,1)] gLLAQbcdefffhfjaajj reducible gLLAQbcdefffebjdagg toroidal gLLAQbcedfffmkxbarr SFS[D(3,1)(2,1)] gLLAQbcdefffpjguann toroidal gLLAQbedefffaabattj SFS[D(3,1)(2,1)] gLLAQbcdefffdgjaajj SFS[D(3,1)(2,1)] gLLAQbcdefffdwvuaoo toroidal gLLAQbedefffaabauun SFS[D(3,1)(2,1)] gLLAQbcdefffebbiass SFS[D(3,1)(2,1)] gLLAQbcdefffdfbuavv toroidal gLLAQbedefffaabaxxb reducible gLLAQbedefffaacattj reducible gLLAQbcdefffdvjaajj reducible gLLAQbcdefffdnoaaoo reducible gLLAQbcdefffmcgiaoo SFS[A(2,1)] gLLAQbedefffaafateo m004(0,0) gLLAQbedefffaabadug m004(0,0) gLLAQbedefffaaftttg T2xI gLLAQbcdefffebbqacc toroidal gLLAQbcdefffdfbiabb toroidal gLLAQbedefffaactxxc toroidal gLLAQbedefffaafttxn m015(0,0) gLLAQbcdeffftsbiabb m036(0,0) gLLAQbcdefffajcuagg SFS[D(3,1)(3,2)] gLLAQbcdeffflsbiabb m007(0,0) gLLAQbcdeffftbbiabb toroidal gLLAQbcdefffabbiabb reducible gLLAQbcdeffflbbiabb toroidal gLLAQbcdeffftkbiabb m036(0,0) gLLAQbcdefffakbiabb SFS[D(3,1)(3,1)] gLLAQbcdeffflkbiabb m033(0,0) gLLAQbedefffaacthxn m148(0,0) gLLAQbcdefffebbparr toroidal gLLAQbcdefffdfblaoo toroidal gLLAQbcdefffacbaacc SFS[A(3,1)] gLLAQbcedfffmkubarr m032(0,0) gLLAQbcdefffebbmass m006(0,0) gLLAQbcdefffdfbhavv m016(0,0) gLLAQbedefffaaflttg T2xI gLLAQbcdefffebbtacc toroidal gLLAQbcdefffdfbmabb toroidal gLLAQbedefffaaclxxc toroidal gLLAQbedefffaafltxn SFS[D(4,1)(2,1)] gLLAQbcdeffftsbmabb m033(0,0) gLLAQbcdefffajruagg SFS[D(3,1)(3,1)] gLLAQbcdeffflsbmabb m010(0,0) gLLAQbcdeffftbbmabb toroidal gLLAQbcdefffabbmabb reducible gLLAQbcdeffflbbmabb toroidal gLLAQbcdeffftkbmabb m007(0,0) gLLAQbcdefffakbmabb SFS[D(3,1)(3,2)] gLLAQbcdeffflkbmabb m010(0,0) gLLAQbedefffaaclhxn m009(0,0) gLLAQbcdefffebblarr m011(0,0) gLLAQbcdefffdfbxaoo m019(0,0) gLLAQbcdefffacfaacc SFS[A(3,1)] gLLAQbcedfffmktbarr m009(0,0) gLLAQbcdefffebbaass toroidal gLLAQbcdefffdfbeavv SFS[D(5,2)(2,1)] gLLAQbcdefffakrxabb SFS[D(3,1)(2,1)] gLLAQbcdefffajflagg SFS[D(3,1)(2,1)] gLLAQbcdeffftgftavv T2xI gLLAQbcdeffflgftavv T2xI gLLAQbcdefffakfeacc SFS[D(3,1)(2,1)] gLLAQbcdefffabrxabb reducible gLLAQbcdefffhnkqacc SFS[D(2,1)(2,1)] gLLAQbcdefffxgrhaww SFS[D(2,1)(2,1)] gLLAQbcdefffakfxajj SFS[D(3,1)(2,1)] gLLAQbcdefffabfxajj SFS[D(3,1)(2,1)] gLLAQbcedfffhwhraww toroidal gLLAQbcdefffxgruakk SFS[D(7,2)(2,1)] gLLAQbcdefffhvfmaww SFS[D(2,1)(2,1)] gLLAQbcdefffxcruakk SFS[D(5,1)(2,1)] gLLAQbcdefffakkxann toroidal gLLAQbcdefffacktaww SFS[D(3,1)(2,1)] gLLAQbcedfffajhraww SFS[D(3,1)(2,1)] gLLAQbcdefffajfiann SFS[D(3,1)(2,1)] gLLAQbcdefffabfmaww SFS[D(3,1)(2,1)] gLLAQbcdefffabkxann SFS[D(3,1)(2,1)] gLLAQbcdefffaoktaww reducible gLLAQbcdefffacrdann SFS[D(3,1)(2,1)] gLLAQbcedfffhwhkavv SFS[D(7,2)(2,1)] gLLAQbcdefffhwfiann SFS[D(2,1)(2,1)] gLLAQbcdefffhffxajj SFS[D(2,1)(2,1)] gLLAQbcdefffdnfqaoo SFS[D(2,1)(2,1)] gLLAQbcdefffdvfxajj SFS[D(2,1)(2,1)] gLLAQbcdefffxgreaoo SFS[D(5,1)(2,1)] gLLAQbcdefffaknxabb SFS[D(3,1)(2,1)] gLLAQbcdefffebfiaff toroidal gLLAQbcdefffdffuacc toroidal gLLAQbcdeffftkbxajj SFS[D(5,2)(2,1)] gLLAQbcdefffakbxajj toroidal gLLAQbcdeffflkbxajj m016(0,0) gLLAQbcdefffajfuass SFS[D(3,1)(2,1)] gLLAQbedefffaabuplk SFS[D(5,2)(2,1)] gLLAQbcdeffftbbxajj toroidal gLLAQbcdefffabbxajj SFS[D(3,1)(2,1)] gLLAQbcdeffflbbxajj m006(0,0) gLLAQbcdefffdfbmaww SFS[D(5,3)(3,1)] gLLAQbcdefffebbtavv SFS[D(4,3)(3,1)] gLLAQbcdefffakjxann SFS[D(3,1)(2,1)] gLLAQbcdefffxgrxaoo m038(0,0) gLLAQbcdefffakoxabb toroidal gLLAQbcdefffebfmaff toroidal gLLAQbcdefffdffhacc toroidal gLLAQbcdeffftkcxajj SFS[D(4,1)(2,1)] gLLAQbcdefffakcxajj m003(0,0) gLLAQbcdeffflkcxajj m017(0,0) gLLAQbcdefffajfeass SFS[D(3,1)(2,1)] gLLAQcdcefffisbuagg SFS[D(4,1)(2,1)] gLLAQbcdeffftbcxajj SFS[D(5,2)(2,1)] gLLAQbcdefffabcxajj toroidal gLLAQbcdeffflbcxajj m016(0,0) gLLAQbcdefffdfcmaww toroidal gLLAQbcdefffebctavv SFS[D(5,3)(3,1)] gLLAQbcdefffakgxann SFS[D(3,1)(2,1)] gLLAQbcdefffxgrmaoo m137(0,0) gLLAQbcdefffhjktaww SFS[D(2,1)(2,1)] gLLAQbcdefffhwrhaww toroidal gLLAQbcdefffhnktaww SFS[D(7,2)(2,1)] gLLAQbcdefffhbktaww SFS[D(5,1)(2,1)] gLLAQbcdefffakkmass SFS[D(3,1)(2,1)] gLLAQbcdefffackdajj SFS[D(3,1)(2,1)] gLLAQbcdeffftrwiabb toroidal gLLAQbcdefffaknmavv SFS[D(3,1)(2,1)] gLLAQbcdeffflrwiabb m011(0,0) gLLAQbcdeffftccdabb toroidal gLLAQbcdeffflccdabb toroidal gLLAQbcedffftsafacc m006(0,0) gLLAQbcedfffajafagg SFS[D(3,1)(2,1)] gLLAQbcedffflsafacc toroidal gLLAQbedefffaarudpv SFS[D(5,2)(2,1)] gLLAQbcdefffdfjeagg SFS[D(5,3)(3,1)] gLLAQbcdefffebjaakk toroidal gLLAQbcdeffftkbmaww SFS[D(5,2)(2,1)] gLLAQbcdeffftrviann SFS[D(4,1)(2,1)] gLLAQbcdefffakbmaww toroidal gLLAQbcdeffflrviann SFS[D(5,2)(2,1)] gLLAQbcdeffflkbmaww SFS[D(4,1)(2,1)] gLLAQbcdeffftcodann m019(0,0) gLLAQbcdefffacodann toroidal gLLAQbcdeffflcodann toroidal gLLAQbcedffftspfaww m016(0,0) gLLAQbcedfffajhvaww toroidal gLLAQbcedffflspfaww SFS[D(5,2)(2,1)] gLLAQbcdeffftsbmaww m017(0,0) gLLAQbcdefffajruaww m003(0,0) gLLAQbcdeffflsbmaww SFS[D(4,1)(2,1)] gLLAQbcdefffabkpann toroidal gLLAQbcdefffakkpann SFS[D(3,1)(2,1)] gLLAQbcdeffftbbmaww m011(0,0) gLLAQbcdefffabbmaww SFS[D(3,1)(2,1)] gLLAQbcdeffflbbmaww toroidal gLLAQbcdefffaokaaww reducible gLLAQbcdefffackaaww SFS[D(3,1)(2,1)] gLLAQbcdefffdkvhass toroidal gLLAQbcdefffejvmaww toroidal gLLAQbcdefffpfbeacc SFS[D(5,3)(3,1)] gLLAQbcdefffhfbeacc SFS[D(5,2)(3,1)] gLLAQbcdefffhkvhass SFS[D(4,1)(3,1)] gLLAQbcdefffmbbaaff SFS[D(4,3)(3,1)] gLLAQbcedfffdwlvacc SFS[D(5,3)(3,1)] gLLAQbcedfffdgafacc SFS[D(4,3)(3,1)] gLLAQbcedfffdnqoacc SFS[D(5,2)(3,1)] gLLAQbcedfffdvafacc SFS[D(4,1)(3,1)] gLLAQbcdefffdgbeacc SFS[D(5,3)(3,1)] gLLAQbcdefffdwrpacc toroidal gLLAQbcdefffdvbeacc SFS[D(5,2)(3,1)] gLLAQbcdefffdnkuacc toroidal gLLAQbedefffaacuxxw SFS[D(2,1)(2,1)] gLLAQbcdeffftrsiajj SFS[D(4,1)(2,1)] gLLAQbcdefffakjmass m003(0,0) gLLAQbcdeffflrsiajj m017(0,0) gLLAQbedefffaaguhuv SFS[D(4,1)(2,1)] gLLAQbcdeffftcgdajj SFS[D(5,2)(2,1)] gLLAQbcdefffacgdajj toroidal gLLAQbcdeffflcgdajj m016(0,0) gLLAQbcedfffajhwass SFS[D(3,1)(2,1)] gLLAQbcdefffdfneaoo SFS[D(5,2)(3,1)] gLLAQbcdefffebnaarr toroidal gLLAQbcdeffftroiabb toroidal gLLAQbcdefffakomavv toroidal gLLAQbcdeffflroiabb m019(0,0) gLLAQbcdeffftcbdabb toroidal gLLAQbcdeffflcbdabb toroidal gLLAQbcedffftsdfacc m016(0,0) gLLAQbcedfffajhbavv toroidal gLLAQbcedffflsdfacc SFS[D(5,2)(2,1)] gLLAQccdefffdwflaww SFS[D(4,1)(2,1)] gLLAQbcdefffdfgeagg SFS[D(4,3)(3,1)] gLLAQbcdefffebgaakk SFS[D(5,3)(3,1)] gLLAQbcdeffftkcmaww SFS[D(4,1)(2,1)] gLLAQbcdeffftrgiann SFS[D(5,2)(2,1)] gLLAQbcdefffakcmaww toroidal gLLAQbcdeffflrgiann SFS[D(4,1)(2,1)] gLLAQbcdeffflkcmaww SFS[D(5,2)(2,1)] gLLAQbcdeffftcndann m011(0,0) gLLAQbcdefffacndann SFS[D(3,1)(2,1)] gLLAQbcdeffflcndann toroidal gLLAQbcedffftsqfaww m017(0,0) gLLAQbcedfffajhjaww m003(0,0) gLLAQbcedffflsqfaww SFS[D(4,1)(2,1)] gLLAQbcdeffftscmaww m016(0,0) gLLAQbcdefffajgiann toroidal gLLAQbcdeffflscmaww SFS[D(5,2)(2,1)] gLLAQbcdefffabklann SFS[D(3,1)(2,1)] gLLAQbcdefffakklann SFS[D(3,1)(2,1)] gLLAQbcdeffftbcmaww m019(0,0) gLLAQbcdefffabcmaww toroidal gLLAQbcdeffflbcmaww toroidal gLLAQbcdefffaoklaww reducible gLLAQbcdefffacklaww toroidal gLLAQbcdefffdkghass toroidal gLLAQbcdefffejgmaww toroidal gLLAQbcdefffpfceacc SFS[D(4,3)(3,1)] gLLAQbcdefffhfceacc SFS[D(4,1)(3,1)] gLLAQbcdefffhkghass SFS[D(5,2)(3,1)] gLLAQbcdefffmbcaaff SFS[D(5,3)(3,1)] gLLAQbcedfffdwljacc toroidal gLLAQbcedfffdgdfacc SFS[D(5,3)(3,1)] gLLAQbcedfffdnqwacc toroidal gLLAQbcedfffdvdfacc SFS[D(5,2)(3,1)] gLLAQbcdefffdgceacc SFS[D(4,3)(3,1)] gLLAQbcdefffdwrxacc SFS[D(5,3)(3,1)] gLLAQbcdefffdvceacc SFS[D(4,1)(3,1)] gLLAQbcdefffdnkiacc SFS[D(5,2)(3,1)] gLLAQcdcefffarviass SFS[D(2,1)(2,1)] gLLAQbcdeffftrciajj SFS[D(5,2)(2,1)] gLLAQbcdefffakgmass toroidal gLLAQbcdeffflrciajj m016(0,0) gLLAQccdefffivvmabb SFS[D(5,2)(2,1)] gLLAQbcdeffftcjdajj toroidal gLLAQbcdefffacjdajj SFS[D(3,1)(2,1)] gLLAQbcdeffflcjdajj m006(0,0) gLLAQbcedfffajdfass SFS[D(3,1)(2,1)] gLLAQbcdefffdfoeaoo SFS[D(4,1)(3,1)] gLLAQbcdefffeboaarr SFS[D(5,2)(3,1)] gLLAQbcedfffhwikabb SFS[D(5,1)(2,1)] gLLAQbcdefffecfeacc toroidal gLLAQbcdefffdbfdabb toroidal gLLAQbcdefffhwkiabb SFS[D(5,1)(2,1)] gLLAQbcdefffakkeagg SFS[D(3,1)(2,1)] gLLAQbcedfffajhkavv SFS[D(3,1)(2,1)] gLLAQbcdefffackqacc reducible gLLAQbcedffftgtfavv T2xI gLLAQbcedffflgtfavv T2xI gLLAQbcdefffakrmavv SFS[D(3,1)(2,1)] gLLAQbcedfffhwifann SFS[D(2,1)(2,1)] gLLAQbcedfffdvxfajj SFS[D(2,1)(2,1)] gLLAQbcedfffdnqfaoo SFS[D(2,1)(2,1)] gLLAQbcdefffhwkhavv SFS[D(7,2)(2,1)] gLLAQbcdefffhnkdajj SFS[D(5,1)(2,1)] gLLAQbcdefffhkkhavv SFS[D(2,1)(2,1)] gLLAQbcdefffakreaoo reducible gLLAQbcdeffftofqaoo toroidal gLLAQbcedffftoqfaoo toroidal gLLAQbcedfffloqfaoo toroidal gLLAQbcdeffflofqaoo toroidal gLLAQbedefffaanuhhg SFS[D(2,1)(2,1)] gLLAQbedefffaaouppo toroidal gLLAQbcdefffdbcdabb m125(0,0)(0,0) gLLAQbcdefffecceacc toroidal gLLAQbcdefffakjeagg toroidal gLLAQbcdefffdfbxajj SFS[D(5,2)(3,1)] gLLAQbcdefffebblagg SFS[D(4,1)(3,1)] gLLAQbcdeffftkbeacc toroidal gLLAQbcdefffakbeacc toroidal gLLAQbcdeffflkbeacc m019(0,0) gLLAQbcdeffftbbeacc toroidal gLLAQbcdeffflbbeacc toroidal gLLAQbcdeffftsbeacc m016(0,0) gLLAQbcdefffajkuavv toroidal gLLAQbcdeffflsbeacc SFS[D(5,2)(2,1)] gLLAQbedefffaabuxuc SFS[D(4,1)(2,1)] gLLAQbcdefffhngdajj m137(0,0) gLLAQbcdefffakneaoo reducible gLLAQccdefffaowmajj SFS[D(2,1)(2,1)] gLLAQcdcefffafvaavv toroidal gLLAQbcdefffdbbdabb toroidal gLLAQbcdefffecbeacc m125(0,0)(0,0) gLLAQbcdefffakgeagg SFS[D(3,1)(2,1)] gLLAQbcdefffdfcxajj toroidal gLLAQbcdefffebclagg SFS[D(5,2)(3,1)] gLLAQbcdeffftkceacc toroidal gLLAQbcdefffakceacc SFS[D(3,1)(2,1)] gLLAQbcdeffflkceacc m011(0,0) gLLAQbcdeffftbceacc toroidal gLLAQbcdeffflbceacc toroidal gLLAQbcdeffftsceacc m006(0,0) gLLAQbcdefffajglagg SFS[D(3,1)(2,1)] gLLAQbcdeffflsceacc toroidal gLLMQbddfeffmkbaaff SFS[D(5,2)(2,1)] gLLAQbcdefffhnjdajj m038(0,0) gLLAQbcdefffakoeaoo reducible gLLAQbcdefffabolagg m004(0,0) gLLAQbcdefffhwomaww m007(0,0) gLLAQbcdefffhgolagg m015(0,0) gLLAQbcdefffakoiann SFS[D(3,1)(3,1)] gLLAQbcdefffegbhaff SFS[D(4,1)(2,1)] gLLAQbcdefffdjbtacc SFS[D(5,2)(2,1)] gLLAQbcdefffmgbhaff m015(0,0) gLLAQbcdefffxgbhaff m004(0,0) gLLAQcdcefffifbiann SFS[D(5,2)(2,1)] gLLAQbcdeffftgbqajj SFS[D(4,1)(2,1)] gLLAQbcdefffabrhass m004(0,0) gLLAQbcdeffflgbqajj m015(0,0) gLLAQbcdefffhwkmaww SFS[D(3,1)(3,2)] gLLAQbcdefffakomann SFS[D(3,1)(3,2)] gLLAQbcedfffhwtnaww m160(0,0) gLLAQbcedffftoxsajj m009(0,0) gLLAQbcdefffaojhass toroidal gLLAQbcedfffloxsajj m148(0,0) gLLAQbcedfffhwlnaww SFS[D(3,1)(3,2)] gLLAQbcdefffakriann SFS[D(3,1)(3,2)] gLLAQbcdefffdokeacc SFS[D(4,1)(2,1)] gLLAQbcdefffmojeaww m015(0,0) gLLAQbcdefffhnjdass m004(0,0) gLLAQbcdeffferkaaff SFS[D(5,2)(2,1)] gLLAQccdefffivvmaww SFS[D(5,2)(2,1)] gLLAQbcedffftgtsajj SFS[D(4,1)(2,1)] gLLAQbcdefffacjdass m004(0,0) gLLAQbcedffflgtsajj m015(0,0) gLLAQbcdefffhbniabb m038(0,0) gLLAQbcedffftsqsaoo m148(0,0) gLLAQbcedfffajqjaoo toroidal gLLAQbcedffflsqsaoo m009(0,0) gLLAQbcedffftsqfagg m015(0,0) gLLAQbcedfffajhjabb m004(0,0) gLLAQbcedffflsqfagg SFS[D(4,1)(2,1)] gLLAQccdefffdwklaoo SFS[D(5,2)(2,1)] gLLAQbcdefffdfriann SFS[D(5,2)(2,1)] gLLAQbcdefffebrqaoo SFS[D(4,1)(2,1)] gLLAQbcdefffhkkxajj m004(0,0) gLLAQbcdefffmbrqaoo m015(0,0) gLLAQbcdeffftsceavv m015(0,0) gLLAQbcdefffajglabb m004(0,0) gLLAQbcdeffflsceavv SFS[D(4,1)(2,1)] gLLMQbddfeffmkbaajj SFS[D(5,2)(2,1)] gLLAQbcdefffebcaass SFS[D(5,2)(2,1)] gLLAQbcdefffdfceavv SFS[D(4,1)(2,1)] gLLAQbcdefffhfceavv m004(0,0) gLLAQbcdefffpfceavv m015(0,0) gLLAQbcdefffaccaavv SFS[A(2,1)] gLLAQbedefffaabqxuc m004(0,0) gLLAQbcdefffebbiaff SFS[D(4,1)(3,1)] gLLAQbcdefffdfbuacc SFS[D(5,2)(3,1)] gLLAQbedefffaabqxxw SFS[D(2,1)(2,1)] gLLAQbedefffaacqtts SFS[D(2,1)(2,1)] gLLAQbedefffaafqtef m015(0,0) gLLAQbcedfffhgabagg m129(0,0)(0,0) gLLAQbcdefffabbaaww reducible gLLAQbedefffaabixuc m015(0,0) gLLAQbcdefffaobaavv SFS[A(2,1)] gLLAQbcdefffebbmaff SFS[D(4,3)(3,1)] gLLAQbcdefffdfbhacc SFS[D(5,3)(3,1)] gLLAQbcedffftgawajj m009(0,0) gLLAQbcdefffacnaass SFS[D(3,1)(2,1)] gLLAQbcedffflgawajj m032(0,0) gLLAQbedefffaacidqr m015(0,0) gLLAQbcdefffabbiaww SFS[D(3,1)(2,1)] gLLAQbcdefffmgomaoo m129(0,0)(0,0) gLLAQbedefffaajqqqs toroidal gLLAQbedefffaagqqqs SFS[D(7,2)(2,1)] gLLAQbedefffaagqhuv m004(0,0) gLLAQbedefffaajqdts SFS[D(3,1)(3,2)] gLLAQbcdeffftsjaass m149(0,0) gLLAQbedefffaajqdls m160(0,0) gLLAQbcdeffftjsaajj m010(0,0) gLLAQbcdefffajsaajj toroidal gLLAQbcdefffljsaajj m149(0,0) gLLAQbedefffaajqets m007(0,0) gLLAQbcdeffflsjaass m010(0,0) gLLAQbedefffaajqels SFS[D(3,1)(3,2)] gLLAQbedefffaakilqg m015(0,0) gLLAQbcdefffaobpabb SFS[A(2,1)] gLLAQbcdefffacnpann SFS[D(3,1)(2,1)] gLLAQbcdefffdfcuacc SFS[D(4,3)(3,1)] gLLAQbcdefffebciaff SFS[D(5,3)(3,1)] gLLAQbcdeffftgjpajj m009(0,0) gLLAQbcdefffabjiass SFS[D(3,1)(2,1)] gLLAQbcdeffflgjpajj m032(0,0) gLLAQbedefffaagihuv m015(0,0) gLLAQbcdefffmogmagg m129(0,0)(0,0) gLLAQbcdefffxccxacc toroidal gLLAQbcdefffaknaavv reducible gLLAQbedefffaajqeeg SFS[D(2,1)(2,1)] gLLAQbedefffaajqllo SFS[D(5,1)(2,1)] gLLAQbedefffaajqqqc SFS[D(7,2)(2,1)] gLLAQbedefffaagqqqc SFS[D(5,1)(2,1)] gLLAQbcdeffferwiass m038(0,0) gLLAQbcdefffdowuavv m137(0,0) gLLAQbedefffaakqqqc SFS[D(2,1)(2,1)] gLLAQbedefffaaoqldo m038(0,0) gLLAQbcdefffpjbpabb toroidal gLLAQbcdefffmrwtacc toroidal gLLAQbcdeffftsguagg m032(0,0) gLLAQbcdefffajcpacc SFS[D(3,1)(2,1)] gLLAQbcdeffflsguagg m009(0,0) gLLAQbcdefffakniavv SFS[D(3,1)(2,1)] gLLAQbcdefffabniavv toroidal gLLAQbcdefffmccqarr toroidal gLLAQbcdefffakcuacc SFS[D(3,1)(2,1)] gLLAQbcedffftsasagg m032(0,0) gLLAQbcedfffajajacc SFS[D(3,1)(2,1)] gLLAQbcedffflsasagg m009(0,0) gLLAQbcdefffacnuagg toroidal gLLAQbcdefffmccpass toroidal gLLAQbcdefffabouaoo SFS[A(2,1)] gLLAQbcdefffacciaoo SFS[A(2,1)] gLLAQbcdefffaobuaoo toroidal gLLAQccdefffaovehrv reducible gLLMQbddfeffxvrqmng SFS[D(2,1)(2,1)] gLLAQccdefffaovepnv reducible gLLAQbcdefffdfreqon toroidal gLLAQbcdefffebraqro toroidal gLLAQbcdefffhkkhqsk m019(0,0) gLLAQbcdefffmbraqro toroidal gLLAQbcedffftsxfdjf SFS[D(5,2)(3,1)] gLLAQbcedfffajhflgb SFS[D(4,1)(3,1)] gLLAQccdefffqfvehrv SFS[D(2,1)(2,1)] gLLAQbcdefffabrxqsb SFS[D(4,1)(3,1)] gLLAQbcdefffxgrhpof m004(0,0) gLLAQbcdefffpjgplgb m038(0,0) gLLAQbcdefffaccdprw SFS[D(3,1)(2,1)] gLLAQbedeffflhndhhn reducible gLLAQbcdefffaccpprw toroidal gLLAQbcdefffaccapck SFS[D(3,1)(2,1)] gLLAQbcedffftsajhvj SFS[D(7,2)(3,1)] gLLAQbcedfffajaspnc SFS[D(3,1)(2,1)] gLLAQbcedffflsajhvj SFS[D(5,1)(3,1)] gLLAQbcdefffaccupfj SFS[D(3,1)(2,1)] gLLAQbcdefffaknupnc toroidal gLLAQbcdefffacchprw SFS[D(3,1)(2,1)] gLLAQccdefffaowmlvr reducible gLLAQccdefffaovapcg reducible gLLAQccdefffaoviivg SFS[D(3,1)(2,1)] gLLAQccdefffaofudjb SFS[D(3,1)(2,1)] gLLAQbedefffmlbeuub SFS[D(3,1)(2,1)] gLLAQbcdefffdfblifg toroidal gLLAQbcdefffebbpikb toroidal gLLAQbcdefffaobatbo reducible gLLAQccdefffaoviion SFS[D(3,1)(2,1)] gLLAQbcdefffakgmlgn toroidal gLLAQbcdefffaccddcf SFS[A(3,1)] gLLAQbcdefffacbddcf m203(0,0)(0,0) gLLAQbcedfffmktfdrv m015(0,0) gLLAQbcdefffacfddcf m129(0,0)(0,0) gLLAQccdefffaovupov SFS[A(2,1)] gLLAQbcdefffakfmpnw m129(0,0)(0,0) gLLAQccdefffaovudrv SFS[A(2,1)] gLLAQbcdefffacoalon SFS[D(3,1)(2,1)] gLLAQbcdefffabbptnr SFS[D(3,1)(2,1)] gLLAQbcdefffaooaeow reducible gLLAQbedefffllftttf SFS[A(2,1)] gLLAQbcdefffdfbadcf m367(0,0)(0,0) gLLAQbcdefffebbddfb m295(0,0)(0,0) gLLAQbcdefffacgapjk SFS[D(3,1)(2,1)] gLLAQbcedffftsafdrb SFS[D(3,1)(3,2)] gLLAQbcedfffajaflsf reducible gLLAQbcedffflsafdrb SFS[D(3,1)(3,1)] gLLAQccdefffaovipcv SFS[D(2,1)(2,1)] gLLAQccdefffaovitcn SFS[D(2,1)(2,1)] gLLAQccdefffqfkeqrn m010(0,0) gLLMQbddfeffxvrilcv m146(0,0) gLLAQccdefffaokeqrn SFS[D(2,1)(2,1)] gLLAQccdefffaovmqon SFS[D(3,1)(2,1)] gLLAQccdefffaofahkg SFS[D(4,1)(2,1)] gLLAQccdefffaosaxgj SFS[D(3,1)(2,1)] gLLAQbcedfffajafxsk SFS[D(3,1)(2,1)] gLLAQbedeffflxnlhhk SFS[D(2,1)(2,1)] gLLAQbcdefffaknlpnk reducible gLLAQbcdefffaknmpnj toroidal gLLAQbedeffflmnlhhn reducible gLLAQbcdefffabbipcf reducible gLLAQbcdefffebbapcw toroidal gLLAQbcdefffdfbepbs toroidal gLLAQbcdefffaknmeor toroidal gLLAQbcdefffabbitbn SFS[D(3,1)(3,1)] gLLAQbedeffflpbauub reducible gLLAQbcdefffebbatbf toroidal gLLAQbcdefffdfbetfc toroidal gLLAQbcdefffaknmens SFS[D(3,1)(2,1)] gLLAQbcdefffaooaigo SFS[A(2,1)] gLLAQbcdefffdfbeioc SFS[D(5,2)(2,1)] gLLAQbcdefffebbairf SFS[D(4,1)(2,1)] gLLAQbedefffhtkhqqk SFS[D(3,1)(2,1)] gLLAQccdefffaofaxnb SFS[D(4,1)(2,1)] gLLAQccdefffaokmqrs SFS[D(4,1)(2,1)] gLLAQbcdefffaknmeos m003(0,0) gLLAQbcedffftsajhgv s081(0,0) gLLAQbcedfffajasegb toroidal gLLAQbcedffflsajhgv m078(0,0) gLLAQbcdefffdfbehbs m011(0,0) gLLAQbcdefffebbahcw m019(0,0) gLLAQbcedffftsxfhgv m115(0,0) gLLAQbcedfffajhfdnc m034(0,0) gLLAQbcedffflsxfhgv SFS[D(5,2)(2,1)] gLLAQccdefffdwvlprv SFS[D(2,1)(2,1)] gLLAQbedefffdpjqeev toroidal gLLAQbedefffdpjqqqs toroidal gLLAQbedefffdpgqqqs toroidal gLLAQbedefffdpjieev SFS[D(2,1)(2,1)] gLLAQbedefffdpjueev SFS[D(2,1)(2,1)] gLLAQccdefffdwvltwv SFS[D(2,1)(2,1)] gLLAQbedeffflijueev SFS[D(2,1)(2,1)] gLLAQccdefffaovitbj SFS[D(2,1)(2,1)] gLLAQccdefffaovipbf SFS[D(2,1)(2,1)] gLLAQbedeffflijqeev toroidal gLLAQbedeffflijqqqs toroidal gLLAQbedefffligqqqs toroidal gLLAQbedeffflijieev SFS[D(2,1)(2,1)] gLLAQccdefffdwklqnf SFS[D(3,1)(3,1)] gLLAQbcedfffajafxws SFS[D(3,1)(2,1)] gLLAQbcdefffaccdtfj SFS[D(3,1)(2,1)] gLLAQbcdefffaknmenc toroidal gLLAQbcdefffaccttwr toroidal gLLAQbedefffdhnlhhn reducible gLLAQbcdefffaccqtkc SFS[D(3,1)(2,1)] gLLAQbcdefffaccatwr SFS[D(3,1)(2,1)] gLLAQbcdefffaccltwr SFS[D(3,1)(2,1)] gLLAQbcdefffpjgtdgb SFS[D(4,1)(3,1)] gLLAQbcdefffxgrxeof toroidal gLLAQbcdefffabbxqjb reducible gLLAQbedefffxibxuur reducible gLLAQbcdefffdfbeqoc toroidal gLLAQbcdefffebbaqrf toroidal gLLAQbcdefffhkvhqjk toroidal gLLAQbcdefffmbbaqrf toroidal gLLAQbedefffxirxdur toroidal gLLAQbcedffftsafljf SFS[D(3,1)(3,1)] gLLAQbcedfffajafdgb reducible gLLAQbcedffflsafljf SFS[D(3,1)(3,2)] gLLAQbedefffxirxdpr SFS[D(3,1)(3,1)] gLLAQbedefffxibxdug toroidal gLLAQbedefffxirxddg reducible gLLAQbcdefffaknmerc SFS[D(3,1)(2,1)] gLLAQbedefffdlnihhs SFS[D(3,1)(2,1)] gLLAQbedefffdljieek SFS[D(3,1)(2,1)] gLLAQbedefffdlgihus SFS[D(5,2)(3,1)] gLLAQbedefffdljieeb SFS[D(3,1)(2,1)] gLLAQbedefffdljiees reducible gLLAQbedefffdlbiuus SFS[D(3,1)(2,1)] gLLAQbedeffflujieeb SFS[D(3,1)(2,1)] gLLAQbedeffflubiuus SFS[D(3,1)(2,1)] gLLAQbcdefffdfbetvr m003(0,0) gLLAQbcdefffebbatsn toroidal gLLAQbedeffflugihus m034(0,0) gLLAQbedeffflunihhs SFS[D(3,1)(2,1)] gLLAQbcdefffaknmprn reducible gLLAQbedeffflujiees reducible gLLAQbedeffflujieek SFS[D(3,1)(2,1)] gLLAQbcdefffaknmeoc SFS[D(3,1)(2,1)] gLLAQbedefffdinhhhg SFS[D(3,1)(2,1)] gLLAQbcdefffacfadbs SFS[D(3,1)(2,1)] gLLAQbedefffdifhtts SFS[D(3,1)(2,1)] gLLAQbcdefffaccadbs toroidal gLLAQbcdefffacbadbs SFS[D(3,1)(2,1)] gLLAQbedefffptbpuuo SFS[D(3,1)(2,1)] gLLAQbcdefffdfbedbs SFS[D(3,1)(2,1)] gLLAQbcdefffebbadcw toroidal gLLAQbcdefffacgdpgv toroidal gLLAQbcdefffacodlrc toroidal gLLAQbcdefffabkpdvw toroidal gLLAQbcdefffaokalko reducible gLLAQbcdefffdfreqrn SFS[D(4,1)(2,1)] gLLAQbcdefffebraqno SFS[D(5,2)(2,1)] gLLAQbcdefffhkkhqsb m275(0,0) gLLAQbcdefffmbraqno m223(0,0) gLLAQbcedffftsxferb m115(0,0) gLLAQbcedfffajhftgb m034(0,0) gLLAQbcedffflsxferb SFS[D(5,2)(2,1)] gLLAQccdefffdwvlhrj toroidal gLLAQbcdefffabrxqsk m034(0,0) gLLAQbcdefffxgrhuof toroidal gLLAQccdefffdwvllwr toroidal gLLAQbcdefffpjgptgb m310(0,0) gLLAQbcdefffaccdusf reducible gLLAQbcdefffaccpusf SFS[D(3,1)(2,1)] gLLAQbcdefffaccaurg toroidal gLLAQbcedffftsajhvr s081(0,0) gLLAQbcedfffajasunc toroidal gLLAQbcedffflsajhvr m078(0,0) gLLAQbcdefffaccuunk m003(0,0) gLLAQbcdefffaknuunc SFS[D(3,1)(2,1)] gLLAQbcdefffacchusf SFS[D(3,1)(2,1)] gLLAQccdefffaowmtvr reducible gLLAQccdefffaovaurj reducible gLLAQccdefffaoviivf SFS[D(3,1)(2,1)] gLLAQccdefffaofuerc SFS[D(3,1)(2,1)] gLLAQbedefffmtbhuun SFS[D(3,1)(2,1)] gLLAQbcdefffdfblivg toroidal gLLAQbcdefffebbpiks toroidal gLLAQbcdefffaobalbo reducible gLLAQccdefffaoviirn SFS[D(3,1)(2,1)] gLLAQbcdefffakgmtgn toroidal gLLAQbcdefffaknmunb SFS[D(3,1)(3,1)] gLLAQbcdefffabbiuon toroidal gLLAQbcdefffebbaurk m017(0,0) gLLAQbcdefffdfbeuog m016(0,0) gLLAQbcdefffaknmdgj toroidal gLLAQbcdefffabbilbj reducible gLLAQbcdefffebbalcf SFS[D(5,2)(3,1)] gLLAQbcdefffdfbelbc SFS[D(4,1)(3,1)] gLLAQbcdefffdfbetbc SFS[D(4,3)(3,1)] gLLAQbcdefffebbatcf SFS[D(5,3)(3,1)] gLLAQbcdefffaknmdkj toroidal gLLAQbcdefffabbiurn SFS[D(3,1)(2,1)] gLLAQbcdefffdfbepbk m006(0,0) gLLAQbcdefffebbapcj m016(0,0) gLLAQbcdefffabbilbn reducible gLLAQbcdefffaknmunj SFS[D(3,1)(3,2)] gLLAQbcdefffaccddbf SFS[A(3,1)] gLLAQbcdefffacbddbf m129(0,0)(0,0) gLLAQbcedfffmktfevj m289(0,0) gLLAQbcdefffacfddbf m203(0,0)(0,0) gLLAQccdefffdwvldrj SFS[D(5,2)(2,1)] gLLAQccdefffaovuuvb T2xI gLLAQbcdefffakfmuwf m203(0,0)(0,0) gLLAQccdefffaovudrj T2xI gLLAQccdefffdwvldcb SFS[D(5,2)(2,1)] gLLAQbcdefffacoalrn SFS[D(3,1)(2,1)] gLLAQbcdefffabbplnr SFS[D(3,1)(2,1)] gLLAQbcdefffaooadko reducible gLLAQbedefffppbauuo T2xI gLLAQbcdefffdfbadbf m391(0,0)(0,0) gLLAQbcdefffebbddcb m359(0,0)(0,0) gLLAQbcdefffacgapgk SFS[D(3,1)(2,1)] gLLAQbcedffftsafevc SFS[D(3,1)(3,1)] gLLAQbcedfffajaftsf reducible gLLAQbcedffflsafevc SFS[D(3,1)(3,2)] gLLAQbcdefffdfgehgk toroidal gLLAQbcdefffebgahkj SFS[D(5,2)(2,1)] gLLAQccdefffqfkeqon SFS[D(3,1)(3,2)] gLLMQbddfeffxvrmlcv SFS[D(5,3)(3,1)] gLLAQccdefffaovmqrn SFS[D(3,1)(2,1)] gLLAQccdefffaofahjg SFS[D(5,2)(2,1)] gLLAQccdefffaosaxkj SFS[D(3,1)(2,1)] gLLAQbcedfffajafxsb SFS[D(3,1)(2,1)] gLLAQbcdefffaknlunk SFS[D(3,1)(2,1)] gLLAQbcdefffaknmpnb toroidal gLLAQbedeffflinlhhn reducible gLLAQbcdefffabbipbf reducible gLLAQbcdefffebbaurf SFS[D(5,2)(2,1)] gLLAQbcdefffdfbeuoc SFS[D(4,1)(2,1)] gLLAQbcdefffaknmenr SFS[D(3,1)(2,1)] gLLAQbcdefffabbitbj SFS[D(3,1)(3,2)] gLLAQbedeffftpbauub reducible gLLAQbcdefffebbalbf toroidal gLLAQbcdefffdfbelfc toroidal gLLAQbcdefffaknmdgn SFS[D(3,1)(2,1)] gLLAQbcdefffaooaigc toroidal gLLAQbcdefffdfbeiog SFS[D(5,2)(2,1)] gLLAQbcdefffebbairk SFS[D(4,1)(2,1)] gLLAQbcdefffaknmdjn reducible gLLAQbedefffeinqhhw SFS[D(2,1)(2,1)] gLLAQbedefffeijqeej SFS[D(2,1)(2,1)] gLLAQbedefffeigqhuw m034(0,0) gLLAQbcdefffebbausw SFS[D(5,2)(3,1)] gLLAQbcdefffdfbeuvs toroidal gLLAQbedeffftpjheev SFS[D(2,1)(2,1)] gLLAQbedeffftpbhuug SFS[D(2,1)(2,1)] gLLAQbedeffftpghhug SFS[D(5,2)(3,1)] gLLAQbcdefffaknmuon SFS[D(3,1)(3,2)] gLLAQbedefffhlkhqqk SFS[D(3,1)(2,1)] gLLAQccdefffaofaxnj SFS[D(5,2)(2,1)] gLLAQccdefffaokmqrc SFS[D(5,2)(2,1)] gLLAQbcdefffaknmdkn SFS[D(3,1)(2,1)] gLLAQbcedffftsajhfv SFS[D(7,2)(3,1)] gLLAQbcedfffajasdsf SFS[D(3,1)(2,1)] gLLAQbcedffflsajhfv SFS[D(5,1)(3,1)] gLLAQbcdefffdfbehbk toroidal gLLAQbcdefffebbahcj SFS[D(5,2)(2,1)] gLLAQbcedffftsxfhgf SFS[D(5,2)(3,1)] gLLAQbcedfffajhfesf SFS[D(4,1)(3,1)] gLLAQbedefffdujteeb SFS[D(3,1)(2,1)] gLLAQbedefffdujtllj SFS[D(12,5)(2,1)] gLLAQbedefffdujtqqn toroidal gLLAQbedefffdugtqqn SFS[D(12,5)(2,1)] gLLAQbedefffduktqqn SFS[D(3,1)(2,1)] gLLAQbedeffflmjqeev SFS[D(2,1)(2,1)] gLLAQbedeffflmjqqqs toroidal gLLAQbedeffflmkqqqs SFS[D(2,1)(2,1)] gLLAQbedeffflmgqqqs SFS[D(13,5)(2,1)] gLLAQbedeffflmjqllw SFS[D(13,5)(2,1)] gLLAQbedefffeljheec SFS[D(3,1)(2,1)] gLLAQbedefffeljhqqo toroidal gLLAQbedefffelghqqo SFS[D(9,4)(2,1)] gLLAQbedeffftmjqqqs toroidal gLLAQbedeffftmgqqqs SFS[D(11,4)(2,1)] gLLAQccdefffdwklqnw reducible gLLAQbcedfffajafxvs SFS[D(3,1)(2,1)] gLLAQbcdefffaccdlfj reducible gLLAQbcdefffaknmdgb SFS[D(3,1)(2,1)] gLLAQbcdefffacctlwr SFS[D(3,1)(2,1)] gLLAQbedefffeqnphho SFS[D(3,1)(2,1)] gLLAQbcdefffaccqlkc SFS[D(3,1)(2,1)] gLLAQbcdefffaccalwr toroidal gLLAQbcdefffaccllwr m003(0,0) gLLAQbcdefffpjgtenc SFS[D(5,2)(3,1)] gLLAQbcdefffxgrxdkc toroidal gLLAQbcdefffabbxqnb reducible gLLAQbedefffxmbxuur SFS[D(3,1)(2,1)] gLLAQbcdefffdfbeqog toroidal gLLAQbcdefffebbaqrk m003(0,0) gLLAQbcdefffhkvhqgk toroidal gLLAQbcdefffmbbaqrk SFS[D(3,1)(2,1)] gLLAQbedefffxmrxdur SFS[D(3,1)(3,2)] gLLAQbcedffftsaftjf SFS[D(3,1)(3,2)] gLLAQbcedfffajafenc reducible gLLAQbcedffflsaftjf SFS[D(3,1)(3,1)] gLLAQbedefffxmrxdpr reducible gLLAQbedefffxmbxdug m117(0,0) gLLAQbedefffxmrxddg SFS[D(3,1)(2,1)] gLLAQbedefffdtgihus m115(0,0) gLLAQbcdefffdfbepor toroidal gLLAQbcdefffebbaprn SFS[D(5,3)(3,1)] gLLAQbcdefffaknmers toroidal gLLAQbcdefffaknmdjb reducible gLLAQbedefffemnqhhw toroidal gLLAQbedefffemjqeej toroidal gLLAQbedefffemgqhuw SFS[D(4,1)(3,1)] gLLAQbedefffemjqeec SFS[D(3,1)(2,1)] gLLAQbedefffemjqeew SFS[D(3,1)(2,1)] gLLAQbedefffembquuw SFS[D(3,1)(2,1)] gLLAQbedeffflpjheev toroidal gLLAQbedeffflpbhuug toroidal gLLAQbcdefffdfbetvj SFS[D(3,1)(2,1)] gLLAQbcdefffebbatsg SFS[D(3,1)(2,1)] gLLAQbedeffflpghhug SFS[D(4,1)(3,1)] gLLAQbedeffflpnhhhg SFS[D(3,1)(2,1)] gLLAQbcdefffaknmpon reducible gLLAQbedeffflpjheeg SFS[D(3,1)(2,1)] gLLAQbedeffflpjheef SFS[D(3,1)(2,1)] gLLAQbcdefffebbalsn m016(0,0) gLLAQbcdefffdfbelvr m017(0,0) gLLAQbedeffftugihus m115(0,0) gLLAQbcdefffaknmurn SFS[D(3,1)(3,1)] gLLAQbcdefffaknmdkb SFS[D(3,1)(2,1)] gLLAQbedefffepnmhhk SFS[D(3,1)(2,1)] gLLAQbcdefffacfadbk SFS[D(3,1)(2,1)] gLLAQbedefffepfmttw SFS[D(3,1)(2,1)] gLLAQbcdefffaccadbk toroidal gLLAQbcdefffacbadbk SFS[D(3,1)(2,1)] gLLAQbedefffplbpuuo SFS[D(3,1)(2,1)] gLLAQbcdefffdfbedbk SFS[D(3,1)(2,1)] gLLAQbcdefffebbadcj toroidal gLLAQbcdefffacgdpgf toroidal gLLAQbcdefffacodlrs toroidal gLLAQbcdefffabkpejk toroidal gLLAQbcdefffaokatko reducible gLLAQbcdefffabrxqcb SFS[D(4,3)(3,1)] gLLAQccdefffaovednv SFS[D(3,1)(2,1)] gLLAQbcdefffebraqrv toroidal gLLAQbcdefffmbraqrv SFS[D(5,2)(2,1)] gLLAQbcdefffhkkhqwk m016(0,0) gLLAQbcdefffdfreqow SFS[D(3,1)(2,1)] gLLMQbddfeffxvrdmnc SFS[D(7,3)(2,1)] gLLAQccdefffaovehov SFS[D(3,1)(2,1)] gLLAQbcedffftsxfhjv SFS[D(5,3)(3,1)] gLLAQbcedfffajhfpnc SFS[D(4,3)(3,1)] gLLAQbcdefffxgrhlkc m015(0,0) gLLAQbcdefffacchdrw toroidal gLLAQbcdefffaccddrw SFS[D(3,1)(2,1)] gLLAQbcdefffaccadck SFS[D(3,1)(2,1)] gLLAQbcdefffaccpdrw SFS[D(3,1)(2,1)] gLLAQbcdefffpjgppnc m137(0,0) gLLAQbcdefffaknulgb SFS[D(3,1)(2,1)] gLLAQbcedffftsajdfj SFS[D(7,5)(3,1)] gLLAQbcedfffajaslgb SFS[D(3,1)(2,1)] gLLAQbcedffflsajdfj SFS[D(5,4)(3,1)] gLLAQbcdefffaccudfj reducible gLLAQbedefffpqnphhf SFS[D(3,1)(2,1)] gLLAQbcdefffakkexrg SFS[D(4,3)(3,1)] gLLAQbcedffftsefhck SFS[D(5,2)(3,1)] gLLAQbcedfffajhkqkv SFS[D(4,1)(3,1)] gLLAQbcdefffackqhck reducible gLLAQbcdefffabrxqrb reducible gLLAQccdefffaowhxwb SFS[D(3,1)(2,1)] gLLAQccdefffawwhxwb toroidal gLLAQccdefffakvehnv m011(0,0) gLLAQbcedfffdgxfhjf SFS[D(5,2)(2,1)] gLLAQbcedfffdwlkqof m017(0,0) gLLAQccdefffawvehnv toroidal gLLAQbcedfffdvxfhjf SFS[D(4,1)(2,1)] gLLAQbcedfffdnqfqof SFS[D(4,1)(2,1)] gLLAQccdefffaovehnv SFS[D(3,1)(2,1)] gLLAQbcdefffebraqrb toroidal gLLAQbcdefffmbraqrb SFS[D(5,2)(2,1)] gLLAQbcdefffhkkhqvk SFS[D(4,1)(2,1)] gLLAQbcdefffdfreqof m003(0,0) gLLAQbcedffftoqfqof toroidal gLLAQbcedfffloqfqof toroidal gLLMQbddfeffxvrqmnc toroidal gLLAQbcdeffftrrihjf SFS[D(5,3)(3,1)] gLLAQbcdefffakkmxsf SFS[D(4,1)(3,1)] gLLAQbcdeffflrrihjf toroidal gLLAQccdefffifvehnv SFS[D(5,2)(3,1)] gLLAQccdefffhwvlhnv SFS[D(5,3)(3,1)] gLLAQbcedffftjhfxsf toroidal gLLAQbcedfffljhfxsf toroidal gLLAQbcdeffftckdhjf SFS[D(5,2)(3,1)] gLLAQbcdefffackdhjf SFS[D(4,3)(3,1)] gLLAQbcdeffflckdhjf toroidal gLLAQccdefffaovhhnv SFS[D(3,1)(2,1)] gLLAQbcdefffdfkexrg SFS[D(3,1)(2,1)] gLLAQbcdefffebkaxnk toroidal gLLAQccdefffawvhhnv m006(0,0) gLLAQbcedfffdvmfhrw m016(0,0) gLLAQccdefffakvhhnv toroidal gLLAQbcedfffdgmfhrw SFS[D(5,2)(2,1)] gLLAQccdefffaoshqjs reducible gLLAQccdefffakshqjs toroidal gLLAQbcedfffdgefhck toroidal gLLAQbcedfffdwlrhck m016(0,0) gLLAQccdefffawshqjs toroidal gLLAQbcdefffebfahfj toroidal gLLAQbcdefffdffehck toroidal gLLAQccdefffawvuhnv toroidal gLLAQbcedfffdvefhck m019(0,0) gLLAQbcedfffdnqkhck SFS[D(5,2)(2,1)] gLLAQbcdefffxgrhxwb SFS[D(4,1)(2,1)] gLLAQbcdeffftsfxhfj m359(0,0)(0,0) gLLAQbcdefffajfhxsf toroidal gLLAQbcdeffflsfxhfj m295(0,0)(0,0) gLLAQcdcefffhsrphos m175(0,0) gLLAQbcdefffakkxxnk toroidal gLLAQbcdefffackthrw SFS[D(4,1)(3,1)] gLLAQbcedffftsmfhrw SFS[D(5,3)(3,1)] gLLAQbcedfffajhrhrw SFS[D(4,3)(3,1)] gLLAQbcedffftsqsqof s819(0,0) gLLAQbcedfffajqjqfo toroidal gLLAQbcedffflsqsqof m370(0,0) gLLAQbcedffftoxshjf s746(0,0) gLLAQbcdefffaojhxsf toroidal gLLAQbcedfffloxshjf s924(0,0) gLLAQbcedffftsafhck m015(0,0) gLLAQbcedfffajafxrg m004(0,0) gLLAQbcedffflsafhck SFS[D(4,1)(2,1)] gLLAQbcedffftsajqfo s387(0,0) gLLAQbcedfffajasqof toroidal gLLAQbcedffflsajqfo m234(0,0) gLLAQbcedffftsasxrg s489(0,0) gLLAQbcedfffajajhck SFS[D(3,1)(3,1)] gLLAQbcedffflsasxrg m235(0,0) gLLAQbcedffftsufhjf SFS[D(5,2)(3,1)] gLLAQbcedfffajhwxsf SFS[D(4,1)(3,1)] gLLAQbedefffhhkiqqr SFS[D(3,1)(2,1)] gLLAQbedefffhhfuuuv SFS[D(5,2)(3,1)] gLLAQbcedfffdgafhck m015(0,0) gLLAQbcedfffdwlvhck m115(0,0) gLLAQbedefffhhfuxxw SFS[D(4,1)(3,1)] gLLAQbcdefffebbahfj SFS[D(4,1)(2,1)] gLLAQbcdefffdfbehck SFS[D(5,2)(2,1)] gLLAQbedefffhhcuuuv SFS[D(4,1)(3,1)] gLLAQbcedfffdvafhck m004(0,0) gLLAQbcedfffdnqohck m034(0,0) gLLAQbcdefffakkpxnk SFS[D(4,1)(3,1)] gLLAQbcdefffackahrw m004(0,0) gLLAQbcedffftspfhrw m115(0,0) gLLAQbcedfffajhvhrw m034(0,0) gLLAQbcedffflspfhrw SFS[D(5,2)(2,1)] gLLAQbcedffftoaohfj s554(0,0) gLLAQbcdefffaooaxsf toroidal gLLAQbcedfffloaohfj s702(0,0) gLLAQbcedffftsakqrb s081(0,0) gLLAQbcedfffajarqvk toroidal gLLAQbcedffflsakqrb m078(0,0) gLLAQccdefffaoshxjo SFS[D(2,1)(2,1)] gLLAQccdefffakshxjo m142(0,0) gLLAQccdefffawshxjo m081(0,0) gLLAQccdefffaovuqnc SFS[D(2,1)(2,1)] gLLAQccdefffawvuqnc m081(0,0) gLLAQcdcefffhsrpxoj s896(0,0) gLLAQbedefffxxrmhhk SFS[D(4,1)(3,1)] gLLAQbcedfffdgmjhck m222(0,0) gLLAQbcedfffdwufhck m140(0,0) gLLAQbedefffxxomhhk SFS[D(5,2)(3,1)] gLLAQbcdefffebkxhjf SFS[D(5,2)(4,1)] gLLAQbcdefffdfkphck SFS[D(4,1)(4,1)] gLLAQbedefffxxrmppr SFS[D(5,2)(3,1)] gLLAQbcedfffdvmjhck s359(0,0) gLLAQbcedfffdnarhck s119(0,0) gLLAQbcdefffaknmxkn SFS[D(3,1)(2,1)] gLLAQbcdefffaccdhrw toroidal gLLAQbcedffftsafxnk m032(0,0) gLLAQbcedfffajafhrw SFS[D(3,1)(2,1)] gLLAQbcedffflsafxnk m009(0,0) gLLAQccdefffaofhhgb SFS[D(3,1)(2,1)] gLLAQbcedffftsqfxrg m286(0,0) gLLAQbcedfffajhjqrb m023(0,0) gLLAQbcedffflsqfxrg m010(0,0) gLLAQccdefffifveqnc m034(0,0) gLLAQbcedffftjhfhjf m168(0,0) gLLAQccdefffqfveqnc SFS[D(5,2)(2,1)] gLLAQbcedffftsxfxsf m262(0,0) gLLAQbcedfffajhfhjf m135(0,0) gLLAQbcedffflsxfxsf SFS[D(4,1)(2,1)] gLLAQccdefffhwvlqnc m117(0,0) gLLAQbcedfffljhfhjf m146(0,0) gLLAQccdefffakvhqnc m035(0,0) gLLAQccdefffawvhqnc m029(0,0) gLLAQbcedffftsarhfj SFS[D(7,2)(3,1)] gLLAQbcedfffajakxsf SFS[D(3,1)(2,1)] gLLAQbcedffflsarhfj SFS[D(5,1)(3,1)] gLLAQccdefffawwhhgb toroidal gLLAQccdefffakveqnc SFS[D(5,2)(3,1)] gLLAQccdefffawveqnc toroidal gLLMQbddfeffxvrxmvc toroidal gLLAQbcedffftsdfhck m115(0,0) gLLAQbcedfffajhbqkv m034(0,0) gLLAQbcedffflsdfhck SFS[D(5,2)(2,1)] gLLAQccdefffaofaxoj SFS[D(4,1)(2,1)] gLLAQccdefffawfaxoj m004(0,0) gLLAQccdefffakfaxoj m015(0,0) gLLAQccdefffawkmqnc m004(0,0) gLLAQccdefffaokmqnc SFS[D(4,1)(2,1)] gLLAQcdcefffhfrtxjo s921(0,0) gLLAQbcedffftstfhjf SFS[D(5,3)(3,1)] gLLAQbcedfffajdfxsf SFS[D(4,3)(3,1)] gLLMQbedefffxxgqtiw m199(0,0) gLLAQccdefffakkhqjs SFS[D(4,3)(3,1)] gLLAQbcedfffdgdfhck m223(0,0) gLLAQbcedfffdwljhck m188(0,0) gLLAQccdefffawkhqjs SFS[D(5,3)(3,1)] gLLAQbcdefffebcahfj SFS[D(5,2)(2,1)] gLLAQbcdefffdfcehck SFS[D(4,1)(2,1)] gLLAQccdefffawvahbg SFS[D(5,3)(3,1)] gLLAQbcedfffdvdfhck m275(0,0) gLLAQbcedfffdnqwhck m168(0,0) gLLAQbcdefffakklxnk SFS[D(4,3)(3,1)] gLLAQbcdefffacklhrw m034(0,0) gLLAQbcedffftsqfhrw m058(0,0) gLLAQbcedfffajhjhrw m022(0,0) gLLAQbcedffflsqfhrw toroidal gLLAQccdefffakkiqnc SFS[D(5,3)(3,1)] gLLAQccdefffawkiqnc toroidal gLLAQccdefffawrahbg toroidal gLLAQccdefffifkiqnc toroidal gLLAQbcedffftjqjhfj s235(0,0) gLLAQccdefffqfkiqnc m078(0,0) gLLAQbcedffftsqsxsf s480(0,0) gLLAQbcedfffajqjhfj m136(0,0) gLLAQbcedffflsqsxsf m040(0,0) gLLAQccdefffhwkdqnc s566(0,0) gLLAQbcedfffljqjhfj s734(0,0) gLLAQccdefffdwkdqnc SFS[D(5,4)(3,1)] gLLAQccdefffakkaqnc m146(0,0) gLLAQccdefffawkaqnc m117(0,0) gLLAQbcdefffabbaqrb reducible gLLAQbedefffxxfxttn SFS[D(3,1)(2,1)] gLLAQbedefffxxfxuub m006(0,0) gLLAQbcedfffdgajhfj SFS[D(7,3)(2,1)] gLLAQbcedfffdwuvqfo m070(0,0) gLLAQbedefffxxfxxxj toroidal gLLAQbedefffxxbxuub SFS[D(3,1)(2,1)] gLLAQbcdefffebbxqrb toroidal gLLAQbcdefffdfbpqfo m026(0,0) gLLAQbcdefffmbbxqrb SFS[D(7,3)(2,1)] gLLAQbcdefffhkvaqkv SFS[D(2,1)(2,1)] gLLAQbedefffxxcxuub toroidal gLLAQbcedfffdvajhfj SFS[D(2,1)(2,1)] gLLAQbcedfffdnaoqfo SFS[D(2,1)(2,1)] gLLAQbcdefffaknpxrg SFS[D(3,1)(2,1)] gLLAQbcdefffaccahck reducible gLLAQbcedffftsabqrb SFS[D(7,5)(3,1)] gLLAQbcedfffajavqvk SFS[D(3,1)(2,1)] gLLAQbcedffflsabqrb SFS[D(5,4)(3,1)] gLLAQbedefffxxbxduw m120(0,0) gLLAQbcedffftoaoqfo toroidal gLLAQbcedfffloaoqfo toroidal gLLAQbcdeffftsjahjf m328(0,0)(0,0) gLLAQbcdefffajsaxsf toroidal gLLAQbcdeffflsjahjf m125(0,0)(0,0) gLLAQbedefffxxgxper m201(0,0) gLLAQbcdefffdfjphck toroidal gLLAQbcdefffebjxhjf toroidal gLLAQbedefffxxgxeeb toroidal gLLAQbcedfffdnachck SFS[D(7,2)(2,1)] gLLAQbcedfffdvpjhck m043(0,0) gLLAQbcdefffpjgpxsf SFS[D(5,1)(2,1)] gLLAQbcdefffxggxxwb SFS[D(2,1)(2,1)] gLLAQbedefffxxkxeeb toroidal gLLAQbcedfffdwuwhck m044(0,0) gLLAQbcedfffdgpjhck toroidal gLLAQbedefffxxkxllj toroidal gLLAQbedefffxxkxqqn reducible gLLAQbcdeffftrwphfj SFS[D(7,3)(3,1)] gLLAQbcdefffaknuxsf SFS[D(3,1)(2,1)] gLLAQbcdeffflrwphfj toroidal gLLAQbedefffxxrxeub SFS[D(7,4)(3,1)] gLLAQbedefffxxrxepb SFS[D(7,3)(3,1)] gLLAQbcedffftjasxsf toroidal gLLAQbcedfffljasxsf toroidal gLLAQbedefffxxrxdub SFS[D(5,1)(3,1)] gLLAQbedefffxxrxdpb SFS[D(5,4)(3,1)] gLLAQbcdeffftccuhfj SFS[D(7,4)(3,1)] gLLAQbcdefffaccuhfj SFS[D(3,1)(2,1)] gLLAQbcdeffflccuhfj toroidal gLLAQbedefffxxnxhhb SFS[D(3,1)(2,1)] gLLAQbcdefffdfnpxrg toroidal gLLAQbcdefffebnxxkn m027(0,0) gLLAQbedefffxxoxhhb m011(0,0) gLLAQbcedfffdnagxrg SFS[D(5,1)(2,1)] gLLAQbcedfffdvujhrw m069(0,0) gLLAQbedefffxxrxhhb toroidal gLLAQbcedfffdwusxrg SFS[D(5,1)(2,1)] gLLAQbcedfffdgujhrw SFS[D(7,3)(2,1)] gLLAQbcedffftsanxnk SFS[D(7,2)(3,1)] gLLAQbcedfffajawhrw SFS[D(3,1)(2,1)] gLLAQbcedffflsanxnk SFS[D(5,1)(3,1)] gLLAQbcdefffaccphrw SFS[D(3,1)(2,1)] gLLAQbcdefffaknaxkn toroidal gLLAQbcedffftsasqrb s004(0,0) gLLAQbcedfffajajqvk m003(0,0) gLLAQbcedffflsasqrb m040(0,0) gLLAQbcdefffdfgphck SFS[D(5,3)(4,1)] gLLAQbcdefffebgxhjf SFS[D(4,3)(4,1)] gLLAQbedefffxxreppr SFS[D(4,3)(3,1)] gLLAQbcedfffdnashck s244(0,0) gLLAQbcedfffdvqjhck s256(0,0) gLLAQbedefffxxrehhk SFS[D(5,3)(3,1)] gLLAQbcedfffdwunhck s490(0,0) gLLAQbcedfffdgqjhck s384(0,0) gLLAQbedefffxxoehhk SFS[D(4,3)(3,1)] gLLAQbcedffftsavhfj SFS[D(7,5)(3,1)] gLLAQbcedfffajabxsf SFS[D(3,1)(2,1)] gLLAQbcedffflsavhfj SFS[D(5,4)(3,1)] gLLAQbcedffftsawxnk s081(0,0) gLLAQbcedfffajanhrw toroidal gLLAQbcedffflsawxnk m078(0,0) gLLAQbcdefffacchhrw m003(0,0) gLLAQbcdefffaknixkn SFS[D(3,1)(2,1)] gLLAQbcdefffaofqqjs toroidal gLLAQccdefffaovuhck SFS[D(2,1)(2,1)] gLLAQbcdefffakchqnc reducible gLLAQbcedffftsqsqjs s818(0,0) gLLAQbcedfffajqjqjs toroidal gLLAQbcedffflsqsqjs m369(0,0) gLLAQbcdefffacnhqnc reducible gLLAQccdefffaofahjf SFS[D(4,1)(2,1)] gLLAQbcdefffabghhgb SFS[A(4,1)] gLLAQbcdeffftsohxjo s817(0,0) gLLAQbcdefffajoxhos toroidal gLLAQbcdeffflsohxjo m371(0,0) gLLAQbcdefffaccaqnc reducible gLLAQbedefffhhkaqqk SFS[D(2,1)(2,1)] gLLAQbcedffftsajqjs s386(0,0) gLLAQbcedfffajasqjs toroidal gLLAQbcedffflsajqjs m235(0,0) gLLAQbcdefffaknaqnc reducible gLLAQbcedffftsasxbw s488(0,0) gLLAQbcedfffajajhnv SFS[D(3,1)(2,1)] gLLAQbcedffflsasxbw m234(0,0) gLLAQbcdeffftcclqnc s345(0,0) gLLAQbcdefffacclqnc SFS[D(3,1)(2,1)] gLLAQbcdeffflcclqnc s448(0,0) gLLAQbcdeffftrweqnc m078(0,0) gLLAQbcdefffaknlqgw toroidal gLLAQbcdeffflrweqnc s235(0,0) gLLAQbcdefffaknhqjs SFS[D(3,1)(2,1)] gLLAQbedefffhhnthhr SFS[D(3,1)(2,1)] gLLAQbcdefffakniqnc SFS[D(3,1)(2,1)] gLLAQbcdefffebnqqof SFS[D(5,2)(4,1)] gLLAQbcdefffdfniqnc toroidal gLLAQbcdefffacctqnc SFS[D(3,1)(2,1)] gLLAQbcdefffaccqqjs m003(0,0) gLLAQbcedffftsafhvn m017(0,0) gLLAQbcedfffajafxwb m003(0,0) gLLAQbcedffflsafhvn SFS[D(4,1)(2,1)] gLLAQbcdefffaccdqwg toroidal gLLAQbcdefffaknmqnc SFS[D(3,1)(2,1)] gLLAQbcdeffftsjaxoj s854(0,0) gLLAQbcdefffajsahos toroidal gLLAQbcdeffflsjaxoj m305(0,0) gLLAQbedefffhhjteeo SFS[D(3,1)(2,1)] gLLAQbcdefffebjqxrg m210(0,0) gLLAQbcdefffdfjixoj m155(0,0) gLLAQbcdefffpjgthgb m140(0,0) gLLAQbcdefffabbahbg SFS[A(2,1)] gLLAQbcdefffebbqhck m175(0,0) gLLAQbcdefffdfbihbg m162(0,0) gLLAQbcdeffftsfxqjs s719(0,0) gLLAQbcdefffajfhqjs m136(0,0) gLLAQbcdeffflsfxqjs m045(0,0) gLLAQbcdefffabbxqjs SFS[D(3,1)(3,1)] gLLAQbcdefffxgrxqof m221(0,0) gLLAQbcdefffakcxqjs m022(0,0) gLLAQccdefffaosaxkn SFS[D(3,1)(2,1)] gLLAQbcedffftsxfxoj m261(0,0) gLLAQbcedfffajhfhos m136(0,0) gLLAQbcedffflsxfxoj SFS[D(4,1)(2,1)] gLLAQbedefffxxrdduc SFS[D(3,1)(3,2)] gLLAQbcedffftsafxvc m033(0,0) gLLAQbcedfffajafhgb SFS[D(3,1)(3,1)] gLLAQbcedffflsafxvc m010(0,0) gLLAQbedefffxxrddpc m007(0,0) gLLAQbcdefffdfbeqnc SFS[D(5,2)(2,1)] gLLAQbcdefffebbaqof SFS[D(4,1)(2,1)] gLLAQbcdefffhkvhqjs m019(0,0) gLLAQbcdefffmbbaqof m016(0,0) gLLAQbcdefffdfgehgb m006(0,0) gLLAQbcdefffebgahkc m016(0,0) gLLAQbcdeffftrgiqnc SFS[D(5,2)(2,1)] gLLAQbcdefffakcmqwg m034(0,0) gLLAQbcdeffflrgiqnc m168(0,0) gLLAQbcdeffftcndqnc m322(0,0) gLLAQbcdefffacndqnc SFS[D(4,3)(3,1)] gLLAQbcdeffflcndqnc m376(0,0) gLLAQbcedffftsqfxwb m285(0,0) gLLAQbcedfffajhjqwg m022(0,0) gLLAQbcedffflsqfxwb m009(0,0) gLLAQbcdefffdfceqnc toroidal gLLAQbcdefffebcaqof SFS[D(5,2)(2,1)] gLLAQccdefffaovmqrb SFS[D(3,1)(2,1)] gLLAQbcdefffdfoexjo SFS[D(3,1)(2,1)] gLLAQbcdefffeboaxgr toroidal gLLAQbcdefffakceqnc SFS[D(4,3)(3,1)] gLLAQbcdeffftsohqjs s479(0,0) gLLAQbcdefffajoxqjs m135(0,0) gLLAQbcdeffflsohqjs m035(0,0) gLLAQbcdefffxgbhqof m015(0,0) gLLAQbcdefffabrhqjs m023(0,0) gLLAQbcedffftsqsxjo s478(0,0) gLLAQbcedfffajqjhos m135(0,0) gLLAQbcedffflsqsxjo m039(0,0) gLLAQccdefffqfkeqof SFS[D(3,1)(3,1)] gLLAQbcedffftsqfhgb m059(0,0) gLLAQbcedfffajhjhbg m023(0,0) gLLAQbcedffflsqfhgb toroidal gLLAQccdefffdwklqof m007(0,0) gLLAQbcdefffdfriqnc SFS[D(5,2)(4,1)] gLLAQbcdefffebrqqof SFS[D(4,1)(4,1)] gLLAQbcdefffhkkxqjs s173(0,0) gLLAQbcdefffmbrqqof s385(0,0) gLLAQbcdefffaooaqjs toroidal gLLAQbcdefffacnaqjs m004(0,0) gLLAQbcdefffacnpqnc SFS[D(4,1)(3,1)] gLLAQbedefffxxjheew SFS[D(2,1)(2,1)] gLLAQbcdefffpjbphbg m148(0,0) gLLAQbcdefffakcuqnc SFS[D(4,1)(3,1)] gLLAQbcedffftsasqgw s005(0,0) gLLAQbcedfffajajqnc m004(0,0) gLLAQbcedffflsasqgw m039(0,0) gLLAQbcdefffacnuqgw m034(0,0) gLLAQbcedffftsafhgw m006(0,0) gLLAQbcedfffajafxvk SFS[D(3,1)(2,1)] gLLAQbcedffflsafhgw toroidal gLLAQbcedffftsqfhjs m262(0,0) gLLAQbcedfffajhjqoj m135(0,0) gLLAQbcedffflsqfhjs SFS[D(4,1)(2,1)] gLLAQbcedffftsxfhnc m059(0,0) gLLAQbcedfffajhfhkv m023(0,0) gLLAQbcedffflsxfhnc toroidal gLLAQbcedffftsqfhof m261(0,0) gLLAQbcedfffajhjqsf m136(0,0) gLLAQbcedffflsqfhof SFS[D(4,1)(2,1)] gLLAQbcedffftsasqvn s732(0,0) gLLAQbcedfffajajqrg SFS[D(3,1)(3,1)] gLLAQbcedffflsasqvn m369(0,0) gLLAQbcedffftsqsqgb s879(0,0) gLLAQbcedfffajqjhgr m022(0,0) gLLAQbcedffflsqsqgb m370(0,0) gLLAQbcedffftsajhgr s004(0,0) gLLAQbcedfffajasqgb m003(0,0) gLLAQbcedffflsajhgr m040(0,0) gLLAQbcedffftsasqck s733(0,0) gLLAQbcedfffajajqwb SFS[D(3,1)(2,1)] gLLAQbcedffflsasqck m370(0,0) gLLAQbcedffftsafxjs m149(0,0) gLLAQbcedfffajafhof toroidal gLLAQbcedffflsafxjs m010(0,0) gLLAQbcedffftsxfhkv m058(0,0) gLLAQbcedfffajhfhnc m022(0,0) gLLAQbcedffflsxfhkv toroidal gLLAQbcedffftsafxfo m148(0,0) gLLAQbcedfffajafhjs toroidal gLLAQbcedffflsafxfo m009(0,0) gLLAQbcedffftsqfxvk m372(0,0) gLLAQbcedfffajhjhnk m206(0,0) gLLAQbcedffflsqfxvk toroidal gLLAQbcedffftsasxjf s386(0,0) gLLAQbcedfffajajhoj toroidal gLLAQbcedffflsasxjf m235(0,0) gLLAQbcedffftsqsqrw s878(0,0) gLLAQbcedfffajqjhwb m023(0,0) gLLAQbcedffflsqsqrw m369(0,0) gLLAQbcedffftsqfxnc m373(0,0) gLLAQbcedfffajhjhcv m207(0,0) gLLAQbcedffflsqfxnc toroidal gLLAQbcedffftsafhrb m007(0,0) gLLAQbcedfffajafxnc SFS[D(3,1)(3,1)] gLLAQbcedffflsafhrb toroidal gLLAQbcedffftsajhwb s005(0,0) gLLAQbcedfffajasqrw m004(0,0) gLLAQbcedffflsajhwb m039(0,0) gLLAQbcedffftsasxso s387(0,0) gLLAQbcedfffajajhfs toroidal gLLAQbcedffflsasxso m234(0,0) gLLAQbcdefffaccqdgr toroidal gLLAQbcdefffpjgtpgb m222(0,0) gLLAQbcdefffaknmlnc SFS[D(3,1)(2,1)] gLLAQbcedffftsafhvw m016(0,0) gLLAQbcedfffajafxwk toroidal gLLAQbcedffflsafhvw SFS[D(5,2)(2,1)] gLLAQbcdefffaccddnk SFS[D(3,1)(2,1)] gLLAQbcdefffacctdfs SFS[D(3,1)(2,1)] gLLAQbcdefffaccadfs SFS[D(3,1)(2,1)] gLLAQbcdefffaccldfs reducible gLLAQccdefffdwklqrf toroidal gLLAQbedefffxdbiduf SFS[D(5,3)(3,1)] gLLAQbcdefffebbaqnf SFS[D(5,2)(2,1)] gLLAQbcdefffdfbeqrc SFS[D(4,1)(2,1)] gLLAQbcdefffmbbaqnf SFS[D(5,2)(2,1)] gLLAQbcdefffhkvhqjb toroidal gLLAQbcdefffabbxqjk SFS[D(3,1)(3,2)] gLLAQbcedffftsafprb m036(0,0) gLLAQbcedfffajafpgb SFS[D(3,1)(3,2)] gLLAQbedefffxdridus SFS[D(3,1)(3,1)] gLLAQbcedffflsafprb m007(0,0) gLLAQbedefffxdridps toroidal gLLAQbcdefffxgrxlof m345(0,0) gLLAQbcdefffaccadov m004(0,0) gLLAQbcdefffaccadfk SFS[D(3,1)(2,1)] gLLAQbcedffftsxfhkf SFS[D(5,3)(3,1)] gLLAQbcedfffajhfmsf SFS[D(4,3)(3,1)] gLLAQbedefffhibauub SFS[D(2,1)(2,1)] gLLAQccdefffqfveinc SFS[D(4,1)(2,1)] gLLAQccdefffaoveinc SFS[D(2,1)(2,1)] gLLAQccdefffaoveqrc SFS[D(2,1)(2,1)] gLLMQbddfeffxvrpmvc SFS[D(8,3)(2,1)] gLLAQbedefffhiklqqf reducible gLLAQbcedffftsajhfr SFS[D(7,5)(3,1)] gLLAQbcedfffajasisf SFS[D(3,1)(2,1)] gLLAQbcedffflsajhfr SFS[D(5,4)(3,1)] gLLAQbedefffmxnmhhk SFS[D(2,1)(2,1)] gLLAQbcdefffaknmikn reducible gLLAQccdefffaoviirj reducible gLLAQccdefffaoviiwf reducible gLLMQbddfeffxvrpljf SFS[D(4,3)(3,1)] gLLAQccdefffaokeqow SFS[D(3,1)(2,1)] gLLAQccdefffqfkeqow reducible gLLAQccdefffaoviisf SFS[D(3,1)(2,1)] gLLAQccdefffaosaxkb reducible gLLAQccdefffaovmqrj reducible gLLAQbcdefffaknliso SFS[D(3,1)(2,1)] gLLAQbedefffmqnhhhr SFS[D(3,1)(2,1)] gLLAQbcedffftsafhgn m016(0,0) gLLAQbcedfffajafxvb toroidal gLLAQbcedffflsafhgn SFS[D(5,2)(2,1)] gLLAQbcedffftsafmvc m036(0,0) gLLAQbcedfffajafmnc SFS[D(3,1)(3,2)] gLLAQbcedffflsafmvc m007(0,0) gLLAQccdefffaoviirb SFS[D(3,1)(2,1)] gLLAQbcdefffdfgehgs SFS[D(3,1)(2,1)] gLLAQbcdefffebgahkw toroidal gLLAQccdefffaovhdov SFS[D(3,1)(2,1)] gLLAQccdefffawvhdov m032(0,0) gLLAQccdefffakvhdov m009(0,0) gLLAQbcdefffaccadnj m004(0,0) gLLAQbedefffpdjqels m137(0,0) gLLAQccdefffakvhdfk m045(0,0) gLLAQccdefffawvhdfk m053(0,0) gLLAQbcdefffaccadcs SFS[D(3,1)(2,1)] gLLAQbedefffpijpelc m137(0,0) gLLPQccdefffaofaxfj reducible gLLPQccdefffaofaxgv reducible gLLPQccdefffaofexvv reducible gLLPQccdefffaofeevv reducible gLLPQccdefffaofaekb SFS[D(2,1)(2,1)] gLLPQccdefffajjaqff reducible gLLPQccdefffaofaegv reducible gLLPQccdefffaofeeob SFS[D(2,1)(2,1)] gLLPQccdefffaofdlwf reducible gLLPQccdefffaofdlww reducible gLLPQccdefffaofaaof T2xI gLLPQccdefffaofxxnw reducible gLLPQccdefffaofxxff reducible gLLPQccdefffaofxxbf reducible gLLPQccdefffaofxxcf reducible gLLPQccdefffaofxxbv reducible gLLPQccdefffaofxxbg reducible gLLPQccdefffaknetwf m016(0,0) gLLPQccdefffaknetww SFS[D(8,3)(2,1)] gLLPQccdefffaknetwn m118(0,0) gLLPQccdefffawwetwf SFS[D(3,1)(2,1)] gLLPQccdefffawwetww toroidal gLLPQccdefffawwetwn m026(0,0) gLLPQccdefffabfqmff SFS[D(2,1)(2,1)] gLLPQccdefffaovmqff toroidal gLLPQccdefffaovmmob SFS[D(2,1)(2,1)] gLLPQccdefffaovmlkf toroidal gLLPQccdefffaoveerk toroidal gLLPQccdefffaoveeoo reducible gLLPQccdefffaoveenw reducible gLLPQccdefffaoveeff reducible gLLPQccdefffaoveebv toroidal gLLPQccdefffaoveecg reducible gLLPQccdefffakvmlkf toroidal gLLPQccdefffakveerk toroidal gLLPQccdefffakvxqrf toroidal gLLPQccdefffawjttof m006(0,0) gLLPQccdefffawjeerw toroidal gLLPQccdefffawjlqrr SFS[D(4,1)(4,1)] gLLPQccdefffawjxmrr SFS[D(4,1)(4,1)] gLLPQccdefffawjiiow SFS[D(5,2)(2,1)] gLLPQccdefffawjiinw m069(0,0) gLLPQccdefffawjiirw m130(0,0) gLLPQccdefffawjiinf m011(0,0) gLLPQccdefffawjiinn SFS[D(5,1)(2,1)] gLLPQccdefffawjiiof m017(0,0) gLLPQccdefffawvmlkf toroidal gLLPQccdefffawveerk toroidal gLLPQccdefffawvxqrf toroidal gLLPQccdefffawrhawf SFS[D(3,1)(2,1)] gLLPQccdefffannaakk toroidal gLLPQccdefffawreeno m010(0,0) gLLPQccdefffawreeoo toroidal gLLPQccdefffqjsdiff reducible gLLPQccdeffftwfdiff SFS[D(2,1)(2,1)] gLLPQccdefffajjdiff reducible gLLPQccdeffftngdiff SFS[D(2,1)(2,1)] gLLPQccdfeffaobllnw reducible gLLPQccdfeffaobllbv reducible gLLPQccdefffakfterw SFS[D(5,2)(2,1)] gLLPQccdefffakfmurf reducible gLLPQccdefffakfxxrk reducible gLLPQccdefffakfpukk SFS[D(2,1)(2,1)] gLLPQccdefffakfxxcg reducible gLLPQccdefffakfqurf reducible gLLPQccdefffajjalrr SFS[D(3,1)(2,1)] gLLPQccdefffakfmmrj SFS[D(2,1)(2,1)] gLLPQccdefffakfmikk SFS[D(2,1)(2,1)] gLLPQccdefffakfpajv SFS[D(5,2)(2,1)] gLLPQccdefffakfpmbs SFS[D(4,1)(2,1)] gLLPQccdefffakfumno SFS[D(5,2)(2,1)] gLLPQccdefffakfpiow SFS[D(4,1)(2,1)] gLLPQccdefffakfpinw toroidal gLLPQccdefffakfpinn SFS[D(3,1)(2,1)] gLLPQccdefffakfpinf SFS[D(3,1)(2,1)] gLLPQccdefffakfpirw SFS[D(5,2)(2,1)] gLLPQccdefffakfpmrj SFS[D(2,1)(2,1)] gLLPQccdefffakfpikk SFS[D(2,1)(2,1)] gLLPQccdefffakfqmrr SFS[D(5,2)(2,1)] gLLPQccdefffakfqmrj toroidal gLLPQccdefffakfqikk toroidal gLLPQccdfeffaojaaoj SFS[D(2,1)(2,1)] gLLPQccdfeffaojhaof SFS[D(4,1)(2,1)] gLLPQccdfeffaojahnk SFS[D(3,1)(2,1)] gLLPQccdfeffaojahro SFS[D(3,1)(2,1)] gLLPQccdfeffancaqkk reducible gLLPQccdfeffaojahno SFS[D(3,1)(2,1)] gLLPQccdfeffaojahnw reducible gLLPQccdfeffaojppnw reducible gLLPQccdfeffaojxhkw SFS[D(2,1)(2,1)] gLLPQccdfeffaojxhjo SFS[D(2,1)(2,1)] gLLPQccdfeffaojppcg reducible gLLPQccdefffajjduff SFS[D(3,1)(2,1)] gLLPQccdeffftnjptff SFS[D(4,1)(2,1)] gLLPQccdfeffaojxuwf SFS[D(5,2)(2,1)] gLLPQccdfeffaojduwf toroidal gLLPQccdfeffancdlff SFS[D(2,1)(2,1)] gLLPQccdfeffaojduwn SFS[D(2,1)(2,1)] gLLPQccdfeffaojxqkf SFS[D(5,2)(2,1)] gLLPQccdfeffaojxqwf toroidal gLLPQccdfeffannahff SFS[D(3,1)(2,1)] gLLPQccdfeffaojxqwn SFS[D(3,1)(2,1)] gLLPQccdfeffaojxqof SFS[D(4,1)(2,1)] gLLPQccdeffftkfptff SFS[D(2,1)(2,1)] gLLPQccdefffaowduff SFS[D(4,1)(2,1)] gLLPQccdeffflwftirr SFS[D(5,2)(2,1)] gLLPQccdefffakftirr SFS[D(5,2)(2,1)] gLLPQccdfeffaojhqff SFS[D(4,1)(2,1)] gLLPQccdfeffakkhqrw m016(0,0) gLLPQccdfeffakkeerr SFS[D(5,3)(5,2)] gLLPQccdfeffakkaxow toroidal gLLPQccdfeffakkaxon m178(0,0) gLLPQccdfeffakkaxof m011(0,0) gLLPQccdfeffakkaxnf SFS[D(3,1)(2,1)] gLLPQccdfeffakkaxnn toroidal gLLPQccdfeffakkaxkk toroidal gLLPQccdfeffakrudrw toroidal gLLPQccdfeffakrduof m017(0,0) gLLPQccdfeffakrhlkk toroidal gLLPQccdfeffakrhhrr SFS[D(5,3)(4,1)] gLLPQccdfeffakraarr SFS[D(5,3)(4,1)] gLLPQccdfeffakrmakk toroidal gLLPQccdfeffakrmlow SFS[D(4,1)(2,1)] gLLPQccdfeffakrmlon m154(0,0) gLLPQccdfeffakrmlof m019(0,0) gLLPQccdfeffakrmlnw m003(0,0) gLLPQccdfeffakrmlnn SFS[D(3,1)(2,1)] gLLPQccdfeffakrmlnf toroidal gLLPQccdfeffakrmlrw m017(0,0) gLLPQccdfeffakrmlrn m185(0,0) gLLPQccdfeffakrmlrf toroidal gLLPQccdfeffakralrr SFS[D(5,3)(5,2)] gLLPQccdfeffakkaerr toroidal gLLPQccdfeffakrmhrr SFS[D(5,3)(5,2)] gLLPQccdfeffawshqrw m003(0,0) gLLPQccdfeffawsalrr SFS[D(4,3)(4,1)] gLLPQccdfeffawrmprr SFS[D(4,3)(4,1)] gLLPQccdfeffawslxrr SFS[D(4,3)(4,1)] gLLPQccdfeffawsaxow SFS[D(5,2)(2,1)] gLLPQccdfeffawsaxon m147(0,0) gLLPQccdfeffawsaxof m016(0,0) gLLPQccdfeffawsaxnf toroidal gLLPQccdfeffannalrr reducible gLLPQccdfeffakrplrr SFS[D(5,3)(4,1)] gLLPQccdfeffakkalrr SFS[D(5,3)(5,2)] gLLPQccdfeffakrmprr SFS[D(5,3)(4,1)] gLLPQccdefffaobdukb reducible gLLPQccdefffaobduos reducible gLLPQccdefffaobadrj reducible gLLPQccdefffaobaaob T2xI gLLPQccdefffaobauws reducible gLLPQccdefffaobddof SFS[D(2,1)(2,1)] gLLPQccdefffaobadwf SFS[D(2,1)(2,1)] gLLPQccdefffaobuunw reducible gLLPQccdefffaobuuno reducible gLLPQccdefffaobuunk reducible gLLPQccdefffaobuubv reducible gLLPQccdefffaojxiks SFS[D(3,1)(2,1)] gLLPQccdefffaojilff SFS[D(4,1)(2,1)] gLLPQccdefffaojxaff SFS[D(4,1)(2,1)] gLLPQccdefffaojdacf SFS[D(4,1)(2,1)] gLLPQccdefffaojdabf SFS[D(5,2)(2,1)] gLLPQccdefffabrqarr SFS[D(2,1)(2,1)] gLLPQccdefffaojiirf SFS[D(5,2)(2,1)] gLLPQccdefffaojiinf toroidal gLLPQccdefffaojiinn SFS[D(2,1)(2,1)] gLLPQccdefffaojiinw SFS[D(2,1)(2,1)] gLLPQccdefffaojdunf toroidal gLLPQccdefffannepkk SFS[D(3,1)(2,1)] gLLPQccdefffaojdunw SFS[D(3,1)(2,1)] gLLPQccdefffaojdinf SFS[D(5,2)(2,1)] gLLPQccdefffaojdqnf SFS[D(4,1)(2,1)] gLLPQccdefffaojeinr SFS[D(3,1)(2,1)] gLLPQccdefffaojeios SFS[D(3,1)(2,1)] gLLPQccdefffaojeeok SFS[D(3,1)(3,1)] gLLPQccdefffaojeeoo reducible gLLPQccdefffaojeerw SFS[D(3,1)(3,1)] gLLPQccdefffaojeeow SFS[D(3,1)(3,2)] gLLPQccdefffaojeenw reducible gLLPQccdefffaojqxnw reducible gLLPQccdefffaojqxcg reducible gLLPQccdefffaojteos SFS[D(3,1)(2,1)] gLLPQccdefffakbmmkk SFS[D(2,1)(2,1)] gLLPQccdefffakbmarv SFS[D(3,1)(2,1)] gLLPQccdefffakbmibf SFS[D(2,1)(2,1)] gLLPQccdefffakbtmrr SFS[D(5,2)(2,1)] gLLPQccdefffakbqmkk toroidal gLLPQccdefffakbqarr SFS[D(5,2)(2,1)] gLLPQccdefffakbqicf SFS[D(5,2)(2,1)] gLLPQccdefffakbqibf toroidal gLLPQccdefffakbpmkk SFS[D(2,1)(2,1)] gLLPQccdefffakbpibf SFS[D(2,1)(2,1)] gLLPQccdefffakbmmow SFS[D(4,1)(2,1)] gLLPQccdefffakbmmon SFS[D(5,2)(2,1)] gLLPQccdefffakbeiwn toroidal gLLPQccdefffakbeiww SFS[D(3,1)(2,1)] gLLPQccdefffakbeiwf SFS[D(3,1)(2,1)] gLLPQccdefffakbmigj SFS[D(4,1)(2,1)] gLLPQccdefffakbxics SFS[D(5,2)(2,1)] gLLPQccdefffakbmtkk SFS[D(2,1)(2,1)] gLLPQccdefffakbmurv SFS[D(3,1)(2,1)] gLLPQccdefffakbmuoj SFS[D(3,1)(2,1)] gLLPQccdefffakbptrf reducible gLLPQccdefffakbuuno SFS[D(3,1)(3,2)] gLLPQccdefffakbuuoo reducible gLLPQccdefffakbuurw SFS[D(3,1)(3,2)] gLLPQccdefffakbuuro SFS[D(3,1)(3,1)] gLLPQccdefffakbuurk reducible gLLPQccdefffakbqtrf reducible gLLPQccdefffakbudjo SFS[D(3,1)(2,1)] gLLPQccdefffakkeiwf toroidal gLLPQccdefffakkeiww reducible gLLPQccdefffakkuuno m036(0,0) gLLPQccdefffakkuuoo toroidal gLLPQccdefffawseiwf SFS[D(3,1)(2,1)] gLLPQccdefffanneukk toroidal gLLPQccdefffawsuuno m010(0,0) gLLPQccdefffawsuuoo toroidal gLLPQccdefffakrhawn toroidal gLLPQccdefffakrhaww SFS[D(3,1)(2,1)] gLLPQccdefffakrhawf m003(0,0) gLLPQccdefffakreeno m007(0,0) gLLPQccdefffakreeoo toroidal gLLPQccdefffakreero m033(0,0) gLLPQccdefffaowmmoj SFS[D(2,1)(2,1)] gLLPQccdefffaowmuof SFS[D(4,1)(2,1)] gLLPQccdefffaowumnk SFS[D(3,1)(2,1)] gLLPQccdefffaowumro SFS[D(3,1)(2,1)] gLLPQccdefffaowumoo reducible gLLPQccdefffaowumno SFS[D(3,1)(2,1)] gLLPQccdefffaowumnw reducible gLLPQccdefffaowxxnw reducible gLLPQccdefffaowulkw SFS[D(2,1)(2,1)] gLLPQccdefffaowuljo SFS[D(2,1)(2,1)] gLLPQccdefffaowxxcg reducible gLLPQccdefffajjaekk SFS[D(3,1)(2,1)] gLLPQccdefffaowalwf SFS[D(4,1)(2,1)] gLLPQccdefffaowelwf SFS[D(5,2)(2,1)] gLLPQccdefffaowetwf toroidal gLLPQccdefffaowetww SFS[D(2,1)(2,1)] gLLPQccdefffaowetwn SFS[D(2,1)(2,1)] gLLPQccdefffaowdlkf SFS[D(5,2)(2,1)] gLLPQccdefffaowdlwf toroidal gLLPQccdefffaowdlww SFS[D(3,1)(2,1)] gLLPQccdefffaowdlwn SFS[D(3,1)(2,1)] gLLPQccdefffaowdlof SFS[D(4,1)(2,1)] gLLPQccdefffaowalrj SFS[D(2,1)(2,1)] gLLPQccdefffaoweqff SFS[D(4,1)(2,1)] gLLPQccdefffaoweqvf SFS[D(5,2)(2,1)] gLLPQccdfeffabfadff T2xI gLLPQccdfeffaovdaff toroidal gLLPQccdfeffaovaaov T2xI gLLPQccdfeffaovdukf toroidal gLLPQccdfeffaovpprk toroidal gLLPQccdfeffaovppoo reducible gLLPQccdfeffaovppnw reducible gLLPQccdfeffaovppff reducible gLLPQccdfeffaovppbv toroidal gLLPQccdfeffaovppcg reducible gLLPQccdefffakwetwf m006(0,0) gLLPQccdefffakwetww SFS[D(7,3)(2,1)] gLLPQccdefffakwetwn m070(0,0) gLLPQccdefffakwumro m052(0,0) gLLPQccdefffakwumoo toroidal gLLPQccdefffakwumno toroidal gLLPQccdfeffakvdukf toroidal gLLPQccdfeffakvpprk toroidal gLLPQccdfeffakvharf toroidal gLLPQccdfeffawjahno SFS[D(3,1)(2,1)] gLLPQccdfeffancaukk toroidal gLLPQccdfeffawjahro m026(0,0) gLLPQccdfeffawrduof m003(0,0) gLLPQccdfeffawrhhrr SFS[D(4,3)(4,1)] gLLPQccdfeffawraarr SFS[D(4,3)(4,1)] gLLPQccdfeffawrmlow SFS[D(5,2)(2,1)] gLLPQccdfeffawrmlon m147(0,0) gLLPQccdfeffawrmlof m016(0,0) gLLPQccdfeffawrmlnf toroidal gLLPQccdfeffanneerr reducible gLLPQccdfeffawvdukf toroidal gLLPQccdfeffawvpprk toroidal gLLPQccdfeffawvharf toroidal gLLPQccdefffaorieoj SFS[D(3,1)(2,1)] gLLPQccdefffaorlmnw reducible gLLPQccdefffaoreenk SFS[D(3,1)(3,1)] gLLPQccdefffaoreero SFS[D(3,1)(3,1)] gLLPQccdefffaoreeoo reducible gLLPQccdefffaoreeno SFS[D(3,1)(3,2)] gLLPQccdefffaoreenw reducible gLLPQccdefffaoretkw SFS[D(3,1)(2,1)] gLLPQccdefffaoretjo SFS[D(3,1)(2,1)] gLLPQccdefffaorlmcg reducible gLLPQccdefffabrtmrr SFS[D(2,1)(2,1)] gLLPQccdefffaorhtwf SFS[D(5,2)(2,1)] gLLPQccdefffaorhlwf SFS[D(4,1)(2,1)] gLLPQccdefffaorhawf toroidal gLLPQccdefffannamff SFS[D(3,1)(2,1)] gLLPQccdefffaorhawn SFS[D(3,1)(2,1)] gLLPQccdefffaorttkf SFS[D(5,2)(2,1)] gLLPQccdefffaorttwf toroidal gLLPQccdefffaorttww SFS[D(2,1)(2,1)] gLLPQccdefffaorttwn SFS[D(2,1)(2,1)] gLLPQccdefffaormtrj SFS[D(3,1)(2,1)] gLLPQccdefffaorhugf SFS[D(4,1)(2,1)] gLLPQccdefffaorhuvf SFS[D(5,2)(2,1)] gLLPQccdefffaortqff SFS[D(4,1)(2,1)] gLLPQccdeffftkjitff reducible gLLPQccdfeffaofhafs reducible gLLPQccdefffpkoitff reducible gLLPQccdfeffaofhaoj reducible gLLPQccdeffflnndmff reducible gLLPQccdefffanndmff reducible gLLPQccdfeffaofhhnw reducible gLLPQccdfeffaofhhno reducible gLLPQccdfeffaofhhnk reducible gLLPQccdfeffaofhhoo reducible gLLPQccdfeffaofahnr reducible gLLPQccdfeffaofahos reducible gLLPQccdfeffaofahgv reducible gLLPQccdfeffaofahjf reducible gLLPQccdfeffaofhhff reducible gLLPQccdfeffaofhhbf reducible gLLPQccdfeffaofhhbv reducible gLLPQccdfeffaofhhbg reducible gLLPQccdfeffaknqqof m017(0,0) gLLPQccdfeffaknhhrw m036(0,0) gLLPQccdefffawjiikk SFS[D(5,2)(5,2)] gLLPQccdfeffaknaaow toroidal gLLPQccdfeffaknaanw m060(0,0) gLLPQccdfeffaknaarw m159(0,0) gLLPQccdfeffaknaanf toroidal gLLPQccdfeffaknaann toroidal gLLPQccdfeffaknaaof m006(0,0) gLLPQccdfeffaknaakk toroidal gLLPQccdefffakjttof m016(0,0) gLLPQccdefffakjeerw m007(0,0) gLLPQccdefffakjierr SFS[D(5,2)(4,1)] gLLPQccdefffakjiqkk toroidal gLLPQccdefffakjlqrr SFS[D(5,2)(4,1)] gLLPQccdefffakjxikk toroidal gLLPQccdefffakjeirr SFS[D(5,2)(4,1)] gLLPQccdefffakjxmrr SFS[D(5,2)(4,1)] gLLPQccdefffakjiiow SFS[D(4,1)(2,1)] gLLPQccdefffakjiinw m043(0,0) gLLPQccdefffakjiirw m145(0,0) gLLPQccdefffakjiion m019(0,0) gLLPQccdefffakjiinn SFS[D(7,2)(2,1)] gLLPQccdefffakjiirn m119(0,0) gLLPQccdefffakjiiof m016(0,0) gLLPQccdefffakjiinf toroidal gLLPQccdefffakjiirf toroidal gLLPQccdefffakjiikk toroidal gLLPQccdefffakjlirr SFS[D(5,2)(5,2)] gLLPQccdefffakjimrr SFS[D(5,2)(5,2)] gLLPQccdfeffawwqqof m006(0,0) gLLPQccdfeffawwhhrw toroidal gLLPQccdfeffawwahrr SFS[D(4,1)(4,1)] gLLPQccdfeffawwharr SFS[D(4,1)(4,1)] gLLPQccdefffawjeirr SFS[D(4,1)(4,1)] gLLPQccdfeffawwaaow SFS[D(5,2)(2,1)] gLLPQccdfeffawwaanw m069(0,0) gLLPQccdfeffawwaarw m130(0,0) gLLPQccdfeffawwaanf m011(0,0) gLLPQccdfeffankahrr SFS[D(5,1)(2,1)] gLLPQccdfeffawwaaof m017(0,0) gLLPQccdfeffaknahrr SFS[D(5,2)(5,2)] gLLPQccdefffabfeeff toroidal gLLPQccdefffdffeeff toroidal gLLPQccdfeffqffhhff toroidal gLLPQccdefffdwweeff toroidal gLPLQbcdfeffaffaakw toroidal gLPLQbcdfeffaffaaff toroidal gLPLQbcdfeffaffaaoo toroidal gLPLQbcdfeffaffaabc toroidal gLLPQccdfeffabfppff toroidal gLLPQccdfeffdffppff toroidal gLLPQccdefffqffxxff toroidal gLLPQccdfeffdwwppff toroidal gLPLQbcdefffaffqqkw toroidal gLPLQbcdefffaffqqff toroidal gLPLQbcdefffaffqqoo toroidal gLPLQbcdefffaffqqbc toroidal gLLPQccdeffflofxxcg toroidal gLLPQccdefffqjsdigf toroidal gLLPQccdefffajkplbf SFS[D(4,1)(2,1)] gLLPQccdefffabjplbf SFS[D(5,2)(2,1)] gLLPQccdefffajjdivf toroidal gLLPQccdefffqjcplbf SFS[D(10,3)(2,1)] gLLPQccdfefflnnatvf SFS[D(3,1)(2,1)] gLLPQccdfeffannatgf toroidal gLLPQccdfefflnnatgf SFS[D(3,1)(2,1)] gLLPQccdfeffabnatvf SFS[D(5,2)(2,1)] gLLPQccdefffajjdigf toroidal gLLPQccdefffajkplcf SFS[D(5,2)(2,1)] gLLPQccdfeffabnatgf SFS[D(4,1)(2,1)] gLLPQccdefffqbsplcf SFS[D(2,1)(2,1)] gLLPQccdefffqjcplcf SFS[D(11,3)(2,1)] gLLPQccdefffqjsdivf toroidal gLLPQccdefffabjplcf SFS[D(4,1)(2,1)] gLLPQccdfeffpfoatvf SFS[D(2,1)(2,1)] gLLPQccdfeffpvnatgf SFS[D(2,1)(2,1)] gLLPQccdeffftkfptbf toroidal gLLPQccdefffajjalrj m003(0,0) gLLPQccdeffftkfpajv toroidal gLLPQccdefffajkalrj m017(0,0) gLLPQccdeffflnjpacf m185(0,0) gLLPQccdeffftkfpmbs m019(0,0) gLLPQccdeffftkfpmbb SFS[D(4,1)(2,1)] gLLPQccdeffftkfpmbk m154(0,0) gLLPQccdeffftkfpinw toroidal gLLPQccdeffftkfpinn m003(0,0) gLLPQccdeffftkfpinf SFS[D(3,1)(2,1)] gLLPQccdeffftkfpacf SFS[D(5,3)(5,2)] gLLPQccdeffflkfpacf SFS[D(5,3)(4,1)] gLLPQccdefffabjpacf SFS[D(4,1)(2,1)] gLLPQccdfeffpvnaqnr toroidal gLLPQccdfeffpfoahvf toroidal gLLPQccdefffajjdugf SFS[D(3,1)(2,1)] gLLPQccdeffftnjptcf toroidal gLLPQccdefffajkulkw m011(0,0) gLLPQccdeffflnjptcf m178(0,0) gLLPQccdfefflbnaqnr m011(0,0) gLLPQccdfeffabnaqnr toroidal gLLPQccdfefflnbdlcf m178(0,0) gLLPQccdfefflnnaqnr SFS[D(3,1)(2,1)] gLLPQccdfeffannahvf SFS[D(3,1)(2,1)] gLLPQccdfefflnnahvf toroidal gLLPQccdeffftkfptcf toroidal gLLPQccdeffflkfptcf SFS[D(5,3)(5,2)] gLLPQccdefffabjptcf toroidal gLLPQccdeffflkfpabf SFS[D(4,3)(4,1)] gLLPQccdeffflkfpajr m147(0,0) gLLPQccdefffajkalrv m016(0,0) gLLPQccdeffflkfpajv SFS[D(5,2)(2,1)] gLLPQccdefffabjpabf SFS[D(5,2)(2,1)] gLLPQccdefffajjalrv toroidal gLLPQccdeffflkfpmbk m147(0,0) gLLPQccdeffflkfpmbb SFS[D(5,2)(2,1)] gLLPQccdeffflkfpmbs m016(0,0) gLLPQccdeffflkfpinf reducible gLLPQccdeffflkfpinn toroidal gLLPQccdeffflkfpinw toroidal gLLPQccdfefflkkaxnf reducible gLLPQccdfeffannaxgk SFS[D(3,1)(2,1)] gLLPQccdfefflkkaxnw SFS[D(3,1)(2,1)] gLLPQccdfefflkrmlnf reducible gLLPQccdfeffannaenr SFS[D(3,1)(2,1)] gLLPQccdfefflkrmlnw SFS[D(3,1)(2,1)] gLLPQccdeffflkfptbf SFS[D(5,3)(4,1)] gLLPQccdfeffpfoahgf SFS[D(5,3)(5,2)] gLLPQccdeffflnjptbf m154(0,0) gLLPQccdefffajkulko m019(0,0) gLLPQccdeffftnjptbf SFS[D(4,1)(2,1)] gLLPQccdefffabjptbf toroidal gLLPQccdefffajjduvf toroidal gLLPQccdfefflnbdlbf m185(0,0) gLLPQccdfeffabnaqor toroidal gLLPQccdfefflbnaqor m017(0,0) gLLPQccdfefflnnahgf SFS[D(3,1)(2,1)] gLLPQccdfeffannahgf toroidal gLLPQccdfefflnnaqor m003(0,0) gLLPQccdfefflnnaiks toroidal gLLPQccdfeffannaeor toroidal gLLPQccdfefflnnaeor toroidal gLLPQccdfefflnnalnr SFS[D(3,1)(2,1)] gLLPQccdfeffannalnr reducible gLLPQccdfefflnnalor SFS[D(3,1)(2,1)] gLLPQccdefffpgoqibf toroidal gLLPQccdefffpvodhvf m011(0,0) gLLPQccdefffpfoqibf toroidal gLLPQccdefffpvnehvf SFS[D(5,2)(2,1)] gLLPQccdefffpvoehgf m016(0,0) gLLPQccdefffpvoehvf m017(0,0) gLLPQccdeffflnrqibf SFS[D(4,3)(3,1)] gLLPQccdefffajnehvf reducible gLLPQccdefffljnehvf SFS[D(4,1)(3,1)] gLLPQccdefffajbhuvf reducible gLLPQccdeffflnnehvf toroidal gLLPQccdeffflnnehgf toroidal gLLPQccdeffflbnehvf SFS[D(5,3)(3,1)] gLLPQccdefffabnehvf reducible gLLPQccdeffflnbhugf SFS[D(5,2)(3,1)] gLLPQccdefffinwhugf toroidal gLLPQccdefffinwhuvf toroidal gLLPQccdefffpvouubv toroidal gLLPQccdefffajbhugf reducible gLLPQccdefffljnehgf SFS[D(5,2)(3,1)] gLLPQccdefffajnehgf reducible gLLPQccdeffflnrqicf SFS[D(5,3)(3,1)] gLLPQccdeffflbnehgf SFS[D(4,3)(3,1)] gLLPQccdefffabnehgf reducible gLLPQccdeffflnbhuvf SFS[D(4,1)(3,1)] gLLPQccdefffpgoqicf toroidal gLLPQccdefffpvomibf m019(0,0) gLLPQccdefffpvoqicf m006(0,0) gLLPQccdefffpfoqicf toroidal gLLPQccdefffpvnehgf SFS[D(4,1)(2,1)] gLLPQccdefffpgopibf m043(0,0) gLLPQccdefffpfopibf m145(0,0) gLLPQccdefffpvnepwk m130(0,0) gLLPQccdeffflnnepwk SFS[D(5,2)(2,1)] gLLPQccdeffflnnetgf toroidal gLLPQccdefffljnepwk m034(0,0) gLLPQccdefffajnepwk toroidal gLLPQccdeffflnrpibf m189(0,0) gLLPQccdeffflbnepwk m168(0,0) gLLPQccdefffabnepwk SFS[D(5,2)(3,1)] gLLPQccdeffflnbhqgf m300(0,0) gLLPQccdefffajbhxwk SFS[D(5,2)(3,1)] gLLPQccdefffpgomibf SFS[D(7,2)(2,1)] gLLPQccdefffpvredsr SFS[D(5,1)(2,1)] gLLPQccdefffpfomibf m119(0,0) gLLPQccdefffpvnedsr m069(0,0) gLLPQccdeffflnndirj m019(0,0) gLLPQccdeffflnnemgf m011(0,0) gLLPQccdefffljnedsr m004(0,0) gLLPQccdefffajnedsr toroidal gLLPQccdeffflnrmibf m117(0,0) gLLPQccdeffflbnedsr m275(0,0) gLLPQccdefffabnedsr SFS[D(5,3)(3,1)] gLLPQccdeffflnbhigf m346(0,0) gLLPQccdefffajbhtsr SFS[D(5,3)(3,1)] gLLPQccdeffflnnemvf toroidal gLLPQccdeffflnndirv toroidal gLLPQccdeffflnbhivf m303(0,0) gLLPQccdefffabnedcr SFS[D(4,3)(3,1)] gLLPQccdeffflbnedcr m223(0,0) gLLPQccdeffflnrmicf m146(0,0) gLLPQccdefffajnedcr SFS[D(5,3)(3,1)] gLLPQccdefffljnedcr m015(0,0) gLLPQccdefffajbhtcr SFS[D(4,3)(3,1)] gLLPQccdefffpgomicf toroidal gLLPQccdeffflkrhawf SFS[D(4,1)(2,1)] gLLPQccdeffflkrhawn SFS[D(5,2)(2,1)] gLLPQccdeffflkkeiwf SFS[D(4,1)(2,1)] gLLPQccdeffflkkeiwn SFS[D(5,2)(2,1)] gLLPQccdeffflnnetvf m006(0,0) gLLPQccdeffflnnepok m016(0,0) gLLPQccdeffflnbhqvf m291(0,0) gLLPQccdefffabnepok SFS[D(4,1)(3,1)] gLLPQccdeffflbnepok m188(0,0) gLLPQccdeffflnrpicf m239(0,0) gLLPQccdefffajnepok SFS[D(5,2)(3,1)] gLLPQccdefffljnepok m115(0,0) gLLPQccdefffajbhxok SFS[D(4,1)(3,1)] gLLPQccdefffpfomicf m060(0,0) gLLPQccdefffpfopicf m159(0,0) gLLPQccdefffanneuok SFS[D(2,1)(2,1)] gLLPQccdeffflnnairj m016(0,0) gLLPQccdeffflnneaok m017(0,0) gLLPQccdfeffpvbppoo toroidal gLLPQccdfeffabfhuvf toroidal gLLPQccdfeffabfhugf toroidal gLPLQbcdfefflffaavg s774(0,0)(0,0) gLLPQccdefffqffxxbf m249(0,0) gLLPQccdefffqffxxcf m036(0,0) gLLPQccdefffabfdafn toroidal gLLPQccdeffflobuuoo toroidal gLLPQccdefffabfdafw toroidal gLLPQccdefffhosxxcg m410(0,0) gLLPQccdefffhkottof m036(0,0) gLLPQccdefffhkoiiof m115(0,0) gLLPQccdfeffhwgqhof toroidal gLLPQccdfeffhwghqrw m168(0,0) gLLPQccdfeffhwgaxrw m010(0,0) gLLPQccdfeffhwgaxof SFS[D(3,1)(3,2)] gLLPQccdefffhkgddof SFS[D(3,1)(3,2)] gLLPQccdefffhkgudjo SFS[D(3,1)(3,2)] gLLPQccdefffhkgmuoj m034(0,0) gLLPQccdefffhkgmmof SFS[D(5,2)(3,1)] gLLPQccdfeffhwrqqof m058(0,0) gLLPQccdfeffhwrhhrw s645(0,0) gLLPQccdfeffhwraarw s778(0,0) gLLPQccdfeffhwraaof m033(0,0) gLLPQccdfeffhosqqof m261(0,0) gLLPQccdfeffhosaaof m148(0,0) gLLPQccdfeffhkcqqof m007(0,0) gLLPQccdfeffhkcaaof m015(0,0) gLPLQbcdfeffhrraarw s775(0,0) gLLPQccdfeffqfjahnk toroidal gLLPQccdfeffqfjhaof m305(0,0) gLLPQccdfeffhggqqof m059(0,0) gLLPQccdfeffdvkaaof m016(0,0) gLLPQccdfeffhvkqqof m006(0,0) gLLPQccdfeffhvkaaof m017(0,0) gLLPQccdfeffhfjqqof m262(0,0) gLLPQccdfeffqffhqwb m059(0,0) gLLPQccdfeffqffhhrw m285(0,0) gLLPQccdfeffqffhhnk m372(0,0) gLLPQccdfeffqffhhbg m286(0,0) gLLPQccdfeffqffhhcv m373(0,0) gLLPQccdfeffhfjaaof m149(0,0) gLLPQccdfeffqffahnc m032(0,0) gLLPQccdfeffhggaaof m032(0,0) gLLPQccdefffqfretjo m117(0,0) gLLPQccdefffqfrttof SFS[D(5,3)(3,1)] gLLPQccdefffqfrieoj m160(0,0) gLLPQccdefffqfriiof SFS[D(3,1)(3,1)] gLLPQccdfeffqffhqgr m058(0,0) gLLPQccdfeffqffahkv m033(0,0) gLLPQccdefffhggaaof m289(0,0) gLLPQccdefffqffeews toroidal gLLPQccdefffqffaaof m203(0,0)(0,0) gLLPQccdefffqffxxbv toroidal gLLPQccdefffqffxxbg m247(0,0) gLLPQccdefffqffxxcv m036(0,0) gLLPQccdefffqffqqof m125(0,0)(0,0) gLLPQccdefffhggqqof m310(0,0) gLLPQccdfeffdwghqrw SFS[D(5,3)(3,1)] gLLPQccdfeffdwgqhof SFS[D(5,2)(2,1)] gLLPQccdfeffdwgaxow SFS[D(3,1)(3,2)] gLLPQccdfeffdwgaxof m007(0,0) gLLPQccdfeffdwgaxrw SFS[D(3,1)(3,1)] gLLPQccdfeffdwgaxrf toroidal gLLPQccdfeffdwrqqof SFS[D(5,3)(3,1)] gLLPQccdfeffdwrhhrw SFS[D(5,2)(2,1)] gLLPQccdfeffdwraaow SFS[D(3,1)(3,2)] gLLPQccdfeffdwraarw m007(0,0) gLLPQccdfeffdwraaof SFS[D(3,1)(3,1)] gLLPQccdfeffdwraarf toroidal gLLPQccdfeffqjsqqsj s957(0,0) gLLPQccdfeffqjsaajs s779(0,0) gLPLQbdcfeffhbbaabg s774(0,0)(0,0) gLPLQbdcefffhbbqqvc s882(0,0) gLLPQccdfeffhgghhbg s647(0,0)(0,0) gLLPQccdfeffhggaagb s780(0,0)(0,0) gLLPQccdefffhggaacv s912(0,0) gLLPQccdefffhggxxcv m220(0,0) gLLPQccdefffanketwf m009(0,0) gLLPQccdefffanketwn m148(0,0) gLLPQccdefffabgaacv m015(0,0) gLLPQccdefffabgaxvv m004(0,0) gLLPQccdefffabgaaof SFS[D(5,2)(2,1)] gLLPQccdefffabgxxcv m038(0,0) gLLPQccdefffabgqqof SFS[D(7,2)(2,1)] gLLPQccdefffajjalwn SFS[D(3,1)(3,2)] gLLPQccdefffajjalwf SFS[D(3,1)(3,1)] gLLPQccdefffajjaqss reducible gLLPQccdefffajjemws toroidal gLLPQccdefffajjdlwf toroidal gLLPQccdefffajjdevj SFS[D(3,1)(3,2)] gLLPQccdefffajjdevr SFS[D(3,1)(3,1)] gLLPQccdefffajjxxcg toroidal gLLPQccdefffanclmok toroidal gLLPQccdefffanclmoo toroidal gLLPQccdefffanclmow toroidal gLLPQccdefffancxqnf toroidal gLLPQccdefffancxqnn reducible gLLPQccdefffancxqnw toroidal gLLPQccdefffajceebv reducible gLLPQccdfeffabbxqww reducible gLLPQccdfeffannahvn reducible gLLPQccdfeffannahvw SFS[D(3,1)(2,1)] gLLPQccdeffflnjpinn SFS[D(3,1)(3,2)] gLLPQccdefffajkdlww reducible gLLPQccdeffftnjpinn SFS[D(3,1)(3,1)] gLLPQccdefffabjpinn reducible gLLPQccdefffajjdlww reducible gLLPQccdfeffannptwf SFS[A(3,1)] gLLPQccdfeffannptww toroidal gLLPQccdfeffannhqrw m004(0,0) gLLPQccdfeffannllok reducible gLLPQccdfeffannaxow SFS[D(3,1)(3,2)] gLLPQccdfeffannaxon toroidal gLLPQccdfeffannaxof SFS[D(3,1)(3,1)] gLLPQccdfeffannaejg SFS[D(3,1)(3,2)] gLLPQccdfeffabnaxnn reducible gLLPQccdfeffannaekg SFS[D(3,1)(3,1)] gLLPQccdfeffabbmlnn reducible gLLPQccdeffflnjpmbb m007(0,0) gLLPQccdeffftnjpmbb toroidal gLLPQccdefffabjpmbb SFS[D(3,1)(3,2)] gLLPQccdefffajjdevv reducible gLLPQccdfeffabnainw m036(0,0) gLLPQccdfeffabnainn SFS[D(3,1)(3,2)] gLLPQccdfeffabnainf m007(0,0) gLLPQccdfeffabnaxnw SFS[D(3,1)(3,2)] gLLPQccdfeffabnaxnf SFS[D(3,1)(3,1)] gLLPQccdefffajkalwn m036(0,0) gLLPQccdefffajkalww SFS[D(3,1)(3,2)] gLLPQccdefffajkalwf m007(0,0) gLLPQccdefffabjpajj SFS[D(3,1)(3,1)] gLLPQccdefffajjalww reducible gLLPQccdefffajkelwn m033(0,0) gLLPQccdefffajkelww SFS[D(3,1)(3,1)] gLLPQccdefffajkelwf m010(0,0) gLLPQccdefffajkdlwn SFS[D(3,1)(3,1)] gLLPQccdefffajkdlwf SFS[D(3,1)(3,2)] gLLPQccdefffabbhaww reducible gLLPQccdefffannepwb SFS[D(2,1)(2,1)] gLLPQccdefffanndmss toroidal gLLPQccdefffajbhaww SFS[D(3,1)(2,1)] gLLPQccdefffajneiww SFS[D(3,1)(2,1)] gLLPQccdefffanneikw reducible gLLPQccdefffabneiww SFS[D(3,1)(2,1)] gLLPQccdefffannuuno toroidal gLLPQccdefffannqhnf toroidal gLLPQccdefffannqhnn reducible gLLPQccdefffannptof SFS[D(5,1)(2,1)] gLLPQccdefffabbdunn reducible gLLPQccdefffajnexwn m016(0,0) gLLPQccdefffajnexwf SFS[D(5,2)(2,1)] gLLPQccdefffajnedwn m017(0,0) gLLPQccdefffajnedww m003(0,0) gLLPQccdefffajnedwf SFS[D(4,1)(2,1)] gLLPQccdefffajbhtww toroidal gLLPQccdefffajnmdjj SFS[D(3,1)(2,1)] gLLPQccdefffabnexwn m006(0,0) gLLPQccdefffabnexww SFS[D(3,1)(2,1)] gLLPQccdefffabnexwf toroidal gLLPQccdefffabnedwn m016(0,0) gLLPQccdefffabnedww toroidal gLLPQccdefffabnedwf SFS[D(5,2)(2,1)] gLLPQccdefffabnxdcc SFS[D(3,1)(2,1)] gLLPQccdefffabnmdjj SFS[D(3,1)(2,1)] gLLPQccdefffabceacc SFS[A(2,1)] gLLPQccdefffabouuoo toroidal gLLPQccdefffabcdebb SFS[A(2,1)] gLLPQccdefffabfdajj toroidal gLLPQccdefffajruuoo toroidal gLLPQccdefffdwretww toroidal gLLPQccdeffflnkumoo toroidal gLLPQccdefffhwretww toroidal gLLPQccdeffftnketww SFS[D(4,1)(2,1)] gLLPQccdefffanketww toroidal gLLPQccdeffflnketww SFS[D(8,3)(2,1)] gLLPQccdefffqffetww SFS[D(5,2)(2,1)] gLLPQccdeffftnkumoo toroidal gLLPQccdfeffancppnk toroidal gLLPQccdefffqffmunn SFS[D(7,2)(2,1)] gLLPQccdefffabkeawn m015(0,0) gLLPQccdefffabkeaww m004(0,0) gLLPQccdefffabkeawf SFS[D(4,1)(2,1)] gLLPQccdfeffabbddcc reducible gLLPQccdfeffabbxqwf reducible gLLPQccdfeffabbhhgg reducible gLLPQccdefffajjeevv reducible gLLPQccdfeffabbmlnf reducible gLLPQccdfeffabbaabb PxS^1 gLLPQccdefffhfjuxoo toroidal gLLPQccdefffqffexvv toroidal gLLPQccdfeffabcppoo reducible gLLPQccdefffhfjtxoo toroidal gLLPQccdefffqffmxbb toroidal gLLPQccdfeffabfppoo reducible gLLPQccdefffabjqajj reducible gLLPQccdefffabjpajv toroidal gLLPQccdefffabjpajr m007(0,0) gLLPQccdefffabjpmbs m007(0,0) gLLPQccdefffabjpmbk m036(0,0) gLLPQccdefffabjpinw SFS[D(3,1)(3,1)] gLLPQccdefffabjpinf SFS[D(3,1)(3,2)] gLLPQccdefffabjmajj SFS[D(3,1)(3,2)] gLLPQccdfeffankqqof m015(0,0) gLLPQccdfeffankhhrw m038(0,0) gLLPQccdfeffankaaow SFS[D(3,1)(3,2)] gLLPQccdfeffankaanw m149(0,0) gLLPQccdfeffankaarw m160(0,0) gLLPQccdfeffankaanf m010(0,0) gLLPQccdfeffankaann toroidal gLLPQccdfeffankaaof m007(0,0) gLLPQccdefffanfimfb m032(0,0) gLLPQccdefffanfimbb SFS[D(3,1)(2,1)] gLLPQccdefffanfimcb m009(0,0) gLLPQccdfeffabgqqof m007(0,0) gLLPQccdfeffabgahgg SFS[A(2,1)] gLLPQccdfeffabghhbg toroidal gLLPQccdfeffabgaaof m015(0,0) gLLPQccdfeffabgaagb m129(0,0)(0,0) gLLPQccdfeffabghabb SFS[A(2,1)] gLLPQccdfeffajjaajs toroidal gLLPQccdefffqjwitjj SFS[D(7,2)(2,1)] gLLPQccdfeffajjaqss toroidal gLLPQccdefffajbitjj SFS[D(3,1)(2,1)] gLLPQccdeffflnndmss SFS[D(2,1)(2,1)] gLLPQccdefffajbltcc SFS[D(3,1)(2,1)] gLLPQccdefffajbhtwf SFS[D(5,2)(2,1)] gLLPQccdefffajbhtwn m016(0,0) gLLPQccdefffajbhlwf toroidal gLLPQccdefffajbhlwn m006(0,0) gLLPQccdefffdgruuoo toroidal gLLPQccdefffqvreeoo toroidal gLLPQccdefffhkguuoo toroidal gLLPQccdefffhkfuuoo toroidal gLLPQccdefffhkvuuoo toroidal gLLPQccdfeffqffhhoo toroidal gLLPQccdefffqfreeoo toroidal gLLPQccdefffqfjeeoo toroidal gLLPQccdefffdwguuoo toroidal gLLPQccdefffpwguuoo toroidal gLLPQccdefffhwguuoo toroidal gLLPQccdefffhoguuoo reducible gLPLQbdcfeffaooaaff toroidal gLLPQccdefffhfjxxoo toroidal gLLPQccdefffqffxxoo toroidal gLPLQbcdefffdrrqqff toroidal gLLPQccdeffftnkumno m022(0,0) gLLPQccdeffftnkumro m058(0,0) gLLPQccdeffftnketwn m188(0,0) gLLPQccdeffftnketwf m168(0,0) gLLPQccdeffftngamgv m136(0,0) gLLPQccdeffflngamgv m261(0,0) gLLPQccdeffftnjpinw reducible gLLPQccdeffftnjpinf SFS[D(3,1)(3,2)] gLLPQccdeffftnjpajv SFS[D(3,1)(3,2)] gLLPQccdeffflnjpajv m036(0,0) gLLPQccdeffftnjpmbs SFS[D(3,1)(3,1)] gLLPQccdeffftnjpmbk m007(0,0) gLLPQccdfeffpwghqrw m275(0,0) gLLPQccdfeffpwgqhof m019(0,0) gLLPQccdfeffdwgaxon m036(0,0) gLLPQccdfeffpwgaxon toroidal gLLPQccdfeffhwgaxon m036(0,0) gLLPQccdfefflnnaxrn SFS[D(3,1)(3,1)] gLLPQccdfefflnnaxon SFS[D(3,1)(3,2)] gLLPQccdfeffhwgaxrn m033(0,0) gLLPQccdfeffpwgaxrn toroidal gLLPQccdfeffdwgaxrn m007(0,0) gLLPQccdeffflnneikw toroidal gLLPQccdeffflnneiow toroidal gLLPQccdefffpwguuno toroidal gLLPQccdefffpwguuro toroidal gLLPQccdfeffqffqqow SFS[D(5,2)(3,1)] gLLPQccdfefftnkhhrw m322(0,0) gLLPQccdfeffdwraaon reducible gLLPQccdfefflnkaanf toroidal gLLPQccdfeffhwraanf toroidal gLLPQccdfefftnkaaon SFS[D(3,1)(3,1)] gLLPQccdfefflnkaaon m033(0,0) gLLPQccdfeffqffaanf SFS[D(3,1)(3,2)] gLLPQccdfefftnkaanf m010(0,0) gLLPQccdfeffdwraanf m007(0,0) gLLPQccdeffftnfimcb toroidal gLLPQccdeffflnfimcb m148(0,0) gLLPQccdefffljnedwf m004(0,0) gLLPQccdefffljnedwn m015(0,0) gLLPQccdeffflbnedwf m034(0,0) gLLPQccdefffljnexwn m115(0,0) gLLPQccdefffljneiwf SFS[D(4,1)(3,1)] gLLPQccdefffljneiwn SFS[D(5,2)(3,1)] gLLPQccdefffdwrumno SFS[D(4,3)(3,1)] gLLPQccdefffhwretwf m322(0,0) gLLPQccdefffqffetwf m034(0,0) gLLPQccdefffdwretwf SFS[D(5,2)(2,1)] gLLPQccdfefftncppnk m390(0,0) gLLPQccdefffqffmunf m137(0,0) gLLPQccdefffdwguuno m016(0,0) gLLPQccdefffhwguuno m019(0,0) gLLPQccdefffhwguuro toroidal gLLPQccdefffdwguuro SFS[D(5,2)(2,1)] gLLPQccdefffqfjeeok m221(0,0) gLLPQccdefffqfjeeow m345(0,0) gLPLQbcdefffdrrqqkf toroidal gLPLQbcdefffdrrqqrf toroidal gLLPQccdeffftncxqnf m305(0,0) gLLPQccdeffftnclmow m206(0,0) gLLPQccdefffdvneiwn SFS[D(5,2)(2,1)] gLLPQccdefffdvneiwf SFS[D(4,1)(2,1)] gLLPQccdefffdwgeiwn SFS[D(4,3)(3,1)] gLLPQccdefffhwgeiwn SFS[D(5,2)(3,1)] gLLPQccdefffhwgeiwf SFS[D(4,1)(3,1)] gLLPQccdefffdwgeiwf SFS[D(5,3)(3,1)] gLLPQccdeffflnntpnk m137(0,0) gLLPQccdeffflnnuuro toroidal gLLPQccdeffflnnuuno toroidal gLLPQccdeffflnnqhnf toroidal gLLPQccdeffflnnqhnw m125(0,0)(0,0) gLLPQccdeffflnnptof m038(0,0) gLLPQccdeffflbneiwf SFS[D(4,3)(3,1)] gLLPQccdeffflbneiwn SFS[D(5,3)(3,1)] gLLPQccdeffflbnexwf m022(0,0) gLLPQccdefffdwretwn m016(0,0) gLLPQccdefffhwretwn s729(0,0) gLLPQccdefffqffetwn m115(0,0) gLLPQccdefffdwrumro SFS[D(5,3)(3,1)] gLLPQccdfefflncppnk s869(0,0) gLLPQccdefffqffmunw m220(0,0) gLLPQccdfefflnkqqof m115(0,0) gLLPQccdfefflnkhhrw s691(0,0) gLLPQccdfeffdwraanw m036(0,0) gLLPQccdfefflnkaarn s649(0,0) gLLPQccdfeffhwraanw s481(0,0) gLLPQccdfefflnkaanw s297(0,0) gLLPQccdfefflnkaaof m036(0,0) gLLPQccdfeffdwraarn SFS[D(3,1)(3,1)] gLLPQccdeffflnfimfb s648(0,0) gLLPQccdeffflnbhisk toroidal gLLPQccdeffflbnedwn m115(0,0) gLLPQccdeffflnrmikj toroidal gLLPQccdeffflnnemsk toroidal gLLPQccdeffflnndiwn SFS[D(5,2)(3,1)] gLLPQccdeffflnketwf m376(0,0) gLLPQccdeffflnketwn s699(0,0) gLLPQccdeffflnkumro s802(0,0) gLLPQccdeffflnkumno m285(0,0) gLLPQccdeffflnjpajr toroidal gLLPQccdeffflnjpinf toroidal gLLPQccdeffflnjpinw SFS[D(3,1)(3,1)] gLLPQccdeffflnjpmbk toroidal gLLPQccdeffflnjpmbs m033(0,0) gLLPQccdeffflngamfv s726(0,0) gLLPQccdeffflnclmok s900(0,0) gLLPQccdeffflnclmow m372(0,0) gLLPQccdeffflncxqnf m410(0,0) gLLPQccdeffflncxqnw s916(0,0) gLLPQccdeffflnbhmvr toroidal gLLPQccdeffflbnexwn m058(0,0) gLLPQccdeffflnbhawf toroidal gLLPQccdeffflnbhawn SFS[D(5,3)(3,1)] gLLPQccdfeffhvnaxnw SFS[D(3,1)(2,1)] gLLPQccdfeffdvnaxnw SFS[D(3,1)(2,1)] gLLPQccdfefflnnptwf m129(0,0)(0,0) gLLPQccdfefflnnptwn m203(0,0)(0,0) gLLPQccdfefflnnqhof SFS[D(4,1)(3,1)] gLLPQccdfefflnnhqrw m034(0,0) gLLPQccdfefflnnllok toroidal gLLPQccdfefflnnllow toroidal gLLPQccdfeffhvnaxnf SFS[D(3,1)(2,1)] gLLPQccdfeffdvnaxnf reducible gLLPQccdfeffdwgaxnw reducible gLLPQccdfeffhwgaxnw SFS[D(3,1)(3,2)] gLLPQccdfeffhwgaxnf reducible gLLPQccdfeffdwgaxnf SFS[D(3,1)(3,1)] gLLPQccdfefflnbalbk toroidal gLLPQccdfefflnbmlnf toroidal gLLPQccdfefflnbmlnw SFS[D(3,1)(3,2)] gLLPQccdfefflbnainf SFS[D(3,1)(3,2)] gLLPQccdfefflbnainw m036(0,0) gLLPQccdfefflbnaxnf reducible gLLPQccdfefflbnaxnw SFS[D(3,1)(3,1)] gLLMQbceffefagaeedc SFS[D(3,1)(2,1)] gLLMQbcdfeffaooutww SFS[D(3,1)(2,1)] gLLAQbddefffafbaebb T2xI gLLAQbdedffftfavlvv T2xI gLLAQbdedffflfavlvv SFS[A(2,1)] gLLMQbddefffabfumvn SFS[D(2,1)(2,1)] gLLMQbcdfeffhjouqcc reducible gLLMQbddefffabbulkv reducible gLLMQbcdfefftvgatff SFS[A(2,1)] gLLMQbcdefffabcdaff T2xI gLLMQbcdfefflvgatff T2xI gLLMQbcdefffakoqiff SFS[D(2,1)(2,1)] gLLAQbddeffftvoaubb SFS[D(3,1)(2,1)] gLLAQbddeffflvoaubb SFS[D(3,1)(2,1)] gLLAQbdedffftbaopvv reducible gLLAQbdedffflbaopvv reducible gLLAQbddefffawcaebb SFS[D(3,1)(2,1)] gLLAQbddefffasgahbb SFS[D(3,1)(2,1)] gLLAQbddefffakgahbb SFS[D(3,1)(2,1)] gLLAQbddefffancaebb SFS[D(3,1)(2,1)] gLLMQbddefffabbumvn SFS[D(2,1)(2,1)] gLLMQbcdefffabfdaff T2xI gLLMQbceefffxkthiij SFS[D(4,1)(2,1)] gLLMQbceffefpnqeeqw toroidal gLLMQbddefffabchmjg SFS[D(5,2)(2,1)] gLLMQbddefffabchmkg toroidal gLLMQbcdefffakrqiff SFS[D(2,1)(2,1)] gLLAQbddefffaffaebb T2xI gLLAQbdedffflvarxvv SFS[D(2,1)(2,1)] gLLMQbddefffabcemsn toroidal gLLMQbddefffabchmwn SFS[D(4,1)(2,1)] gLLMQbddefffabchmwf SFS[D(5,2)(2,1)] gLLMQbddefffabchtkg SFS[D(2,1)(2,1)] gLLMQbcdefffabbqakk SFS[D(3,1)(2,1)] gLLMQbcefeffagauquc SFS[D(3,1)(2,1)] gLLMQbcdfefftoouqcc reducible gLLMQbcefefftoauquc SFS[D(3,1)(2,1)] gLLMQbcefeffloauquc SFS[D(3,1)(2,1)] gLLMQbcdfeffloouqcc reducible gLLMQbcefeffxoxuhuv SFS[D(2,1)(2,1)] gLLMQbcdefffhvnqiff reducible gLLMQbddefffabcaabb T2xI gLLMQbcdefffdfbdaff T2xI gLLMQbcdefffebbeabb SFS[A(2,1)] gLLMQbddefffabfmlkk SFS[D(2,1)(2,1)] gLLMQbcefeffxotuhuv SFS[D(2,1)(2,1)] gLLAQbddefffdccaebb SFS[A(2,1)] gLLMQbcdfeffacbedcc T2xI gLLAQbddefffefcdecc T2xI gLLAQbddefffhkoaubb reducible gLLMQbcefeffmktauaj toroidal gLLMQbddefffabcimsc SFS[D(4,1)(2,1)] gLLMQbddefffabcimsr SFS[D(5,2)(2,1)] gLLMQbcdfeffacfedcc T2xI gLLMQbddefffabcamkb toroidal gLLMQbddefffabcmmkn SFS[D(4,1)(2,1)] gLLMQbcdfefflskmdkk SFS[D(2,1)(2,1)] gLLMQbddefffabcimgj SFS[D(5,2)(2,1)] gLLMQbddefffabcimkj toroidal gLLMQbddefffabciqbc SFS[D(2,1)(2,1)] gLLMQbddefffabcmlkk SFS[D(2,1)(2,1)] gLLMQbcdfeffxoouhvv SFS[D(2,1)(2,1)] gLLAQbddefffxvnxurr SFS[D(2,1)(2,1)] gLLMQbcdefffabbtarr SFS[D(3,1)(2,1)] gLLMQbcdfeffaooudjj SFS[D(3,1)(2,1)] gLLMQbcdfeffxonuhvv SFS[D(2,1)(2,1)] gLLAQbddefffxvoxurr SFS[D(2,1)(2,1)] gLLMQbceffeftsxmmqr SFS[D(5,2)(2,1)] gLLMQbceffeflsxmmqr SFS[D(4,1)(2,1)] gLLMQbddefffabcxmcg toroidal gLLMQbddefffabcxmco SFS[D(5,2)(2,1)] gLLMQbcdefffxkrhijj reducible gLLAQbdedfffdkarxvv SFS[D(2,1)(2,1)] gLLMQbcdfeffdfkmdkk SFS[D(2,1)(2,1)] gLLMQbceffefektmmej toroidal gLLMQbceffefdgmmmdk SFS[D(5,2)(2,1)] gLLMQbceffefestmmej SFS[D(2,1)(2,1)] gLLMQbddefffabcxmjn SFS[D(5,2)(2,1)] gLLMQbddefffabcxmbn SFS[D(4,1)(2,1)] gLLMQbddefffabcllkn reducible gLLMQbddefffabcxtcg SFS[D(2,1)(2,1)] gLLMQbcdfeffaooumww reducible gLLMQbceffefpnqeeuw m007(0,0) gLLMQbcdfeffaoouecc SFS[D(3,1)(2,1)] gLLMQbcdefffabbharr reducible gLLMQbcdfeffaoouxjj SFS[D(3,1)(2,1)] gLLMQbceefffagaxhhc SFS[D(3,1)(2,1)] gLLMQbceffeftsxmmir toroidal gLLMQbceffeflsxmmir SFS[D(5,2)(2,1)] gLLMQbcdfeffaoouhww SFS[D(3,1)(2,1)] gLLMQbceffefpnqeeiw SFS[D(3,1)(3,1)] gLLMQbcdfeffaooulcc SFS[D(3,1)(2,1)] gLLMQbcdefffabbmarr SFS[D(3,1)(2,1)] gLLMQbcdfeffaoouijj toroidal gLLMQbceefffagauhhc SFS[D(3,1)(2,1)] gLLMQbceefffajhpiik SFS[D(2,1)(2,1)] gLLMQbceefffagqahhw SFS[D(2,1)(2,1)] gLLMQbddefffxvrdacc SFS[D(3,1)(2,1)] gLLMQbcdefffaofduww SFS[D(2,1)(2,1)] gLLMQbceefffpnqteec toroidal gLLAQbddefffawrahbb SFS[D(2,1)(2,1)] gLLMQbdedfffabqrqgr SFS[D(4,1)(2,1)] gLLMQbdedfffabmrqkr toroidal gLLMQbceffeftsaiidk toroidal gLLMQbceefffajatmmr SFS[D(3,1)(2,1)] gLLMQbceffeflsaiidk SFS[D(3,1)(2,1)] gLLMQbcdefffxkjhinn SFS[D(3,1)(2,1)] gLLAQbddefffdwguevv SFS[D(2,1)(2,1)] gLLMQbceefffagaqeej SFS[D(3,1)(2,1)] gLLAQbdedffflvagpvv SFS[D(3,1)(2,1)] gLLAQbdedffflsaclvv reducible gLLAQbdedffflwaoxvv SFS[D(3,1)(2,1)] gLLMQbceffeftsuiitf SFS[D(2,1)(2,1)] gLLMQbceffeftstiitf SFS[D(2,1)(2,1)] gLLMQbcdefffavkqakk SFS[D(2,1)(2,1)] gLLMQbcefeffhnqhqhc SFS[D(4,1)(2,1)] gLLMQbcdefffxcruhvv SFS[D(3,1)(2,1)] gLLMQbcefefftsamqmk SFS[D(3,1)(2,1)] gLLMQbcefeffajaiqir reducible gLLMQbcefefflsamqmk SFS[D(3,1)(2,1)] gLLMQbddefffhrbumvv SFS[D(2,1)(2,1)] gLLAQbdedffflvugpoo SFS[D(3,1)(2,1)] gLLAQbdedffflsucloo SFS[D(3,1)(2,1)] gLLAQbddefffanophoo SFS[D(2,1)(2,1)] gLLAQbdedffftwuoxoo SFS[D(2,1)(2,1)] gLLAQbdedffflwuoxoo toroidal gLLAQbddefffargpeoo SFS[D(2,1)(2,1)] gLLMQbcdefffpbbduww SFS[D(2,1)(2,1)] gLLMQbcdefffhkkqakk reducible gLLAQbddefffxwrxhrr reducible gLLMQbddefffawbumvv SFS[D(2,1)(2,1)] gLLMQbceffefdwuaatk SFS[D(2,1)(2,1)] gLLMQbddefffakjuivv SFS[D(2,1)(2,1)] gLLMQbceffefeoduuhg SFS[D(2,1)(2,1)] gLLMQbceffefdnauutj toroidal gLLMQbdedfffabdjlsr SFS[D(2,1)(2,1)] gLLAQbdedffflvpgpbb reducible gLLAQbdedffflwpoxbb SFS[D(3,1)(2,1)] gLLAQbdedffflspclbb SFS[D(3,1)(2,1)] gLLMQbceefffpgataak SFS[D(3,1)(2,1)] gLLAQbddeffflrguevv SFS[D(2,1)(2,1)] gLLAQbdedffferdgpss SFS[D(2,1)(2,1)] gLLAQbddefffhwgpeoo SFS[D(2,1)(2,1)] gLLAQbdedfffdkagpvv SFS[D(3,1)(2,1)] gLLMQbcdefffavvdirr SFS[D(3,1)(2,1)] gLLAQbdedfffejdgpss toroidal gLLAQbdedfffdfaclvv reducible gLLMQbceffefagauutj SFS[D(3,1)(2,1)] gLLAQbdedfffebdclss SFS[D(3,1)(2,1)] gLLAQbdedfffdraoxvv SFS[D(3,1)(2,1)] gLLMQbcdefffaoodhcc reducible gLLAQbdedfffendoxss SFS[D(3,1)(2,1)] gLLAQbdedfffevdgpss SFS[D(2,1)(2,1)] gLLMQbceffefdnpuudc SFS[D(2,1)(2,1)] gLLMQbcdefffarwtarr SFS[D(3,1)(2,1)] gLLMQbceeffftsataak SFS[D(3,1)(2,1)] gLLMQbceefffasataak SFS[D(3,1)(2,1)] gLLMQbceeffflsataak reducible gLLMQbceffeftvdaaqf reducible gLLAQbddefffpvbpuoo T2xI gLLMQbcdfeffegjeegg SFS[D(2,1)(2,1)] gLLMQbceffefdnmuudc SFS[D(2,1)(2,1)] gLLMQbceffeftvtaadr reducible gLLMQbceffeftsaiipk toroidal gLLMQbceefffajaummr toroidal gLLMQbceffeflsaiipk toroidal gLLMQbcefefftsamlmk toroidal gLLMQbcefeffajaieir SFS[D(3,1)(2,1)] gLLMQbcefefflsamlmk SFS[D(9,2)(2,1)] gLLMQbddefffawbhmvv toroidal gLLMQbddefffasjhivv toroidal gLLMQbceffefeviaapj reducible gLLMQbceffefdwuaalk toroidal gLLMQbddefffakjhivv toroidal gLLMQbceffefeoduupg toroidal gLLMQbceffefdnauulj toroidal gLLMQbddefffabjhivv reducible gLLMQbdedfffasdjlcr toroidal gLLMQbdedfffasdjlsr toroidal gLLMQbcdefffarwharr toroidal gLLMQbceeffftsaxaak toroidal gLLMQbceefffasaxaak SFS[D(3,1)(2,1)] gLLMQbceeffflsaxaak SFS[D(3,1)(2,1)] gLLMQbcdefffacchucc SFS[D(3,1)(2,1)] gLLMQbceffeftsaiihk toroidal gLLMQbceefffajaxmmr SFS[D(3,1)(2,1)] gLLMQbceffeflsaiihk SFS[D(9,2)(2,1)] gLLMQbcefefftsamemk SFS[D(9,2)(2,1)] gLLMQbcefeffajailir SFS[D(3,1)(2,1)] gLLMQbcefefflsamemk SFS[D(6,1)(2,1)] gLLMQbddefffawbemvv SFS[D(7,3)(2,1)] gLLMQbddefffasjeivv SFS[D(8,3)(2,1)] gLLMQbceffefdwuaaak SFS[D(7,3)(2,1)] gLLMQbddefffakjeivv SFS[D(7,3)(2,1)] gLLMQbceffefeoduudg SFS[D(11,3)(2,1)] gLLMQbceffefdnauuaj toroidal gLLMQbdedfffakdjlcr SFS[D(10,3)(2,1)] gLLMQbdedfffakdjlsr SFS[D(11,3)(2,1)] gLLMQbcdefffarwmarr SFS[D(3,1)(2,1)] gLLMQbceeffftsauaak SFS[D(3,1)(2,1)] gLLMQbceefffasauaak reducible gLLMQbceeffflsauaak SFS[D(3,1)(2,1)] gLLMQbcdefffaccmucc SFS[D(3,1)(2,1)] gLLMQbcdfeffaojeicc SFS[D(2,1)(2,1)] gLLMQbcdefffebgaibb SFS[D(2,1)(2,1)] gLLAQbddefffavrqxrr SFS[D(3,1)(2,1)] gLLAQbddefffavrihss reducible gLLAQbddefffavriaos SFS[D(2,1)(2,1)] gLLAQbddefffavrqagv reducible gLLAQbddefffavrqagr SFS[D(3,1)(2,1)] gLLAQbddefffavrqagj SFS[D(3,1)(2,1)] gLLAQbddefffavrihvn SFS[D(3,1)(2,1)] gLLAQbddefffavruxkn SFS[D(3,1)(2,1)] gLLAQbddefffavoquwb SFS[D(2,1)(2,1)] gLLAQbddefffavoqdww reducible gLLAQbddefffavoihss reducible gLLAQbddefffavoiaos SFS[D(2,1)(2,1)] gLLAQbddefffavoqdsj SFS[D(3,1)(2,1)] gLLAQbddefffavoihvn SFS[D(3,1)(2,1)] gLLAQbddefffavniukk SFS[D(2,1)(2,1)] gLLAQbddefffavnuhck SFS[D(5,2)(2,1)] gLLAQbddefffavnqhck SFS[D(4,1)(2,1)] gLLAQbddefffavnqakk SFS[D(2,1)(2,1)] gLLAQbddefffavniafj reducible gLLAQbddefffavniikw reducible gLLAQbddefffavniiow reducible gLLAQbddefffavnihff SFS[D(2,1)(2,1)] gLLAQbddefffavrduff reducible gLLAQbddefffavrdtrr SFS[D(3,1)(2,1)] gLLAQbddefffavrdxkk SFS[D(3,1)(2,1)] gLLAQbddefffavrhacg SFS[D(2,1)(2,1)] gLLAQbddefffavrdank SFS[D(3,1)(2,1)] gLLAQbddefffavrphos SFS[D(2,1)(2,1)] gLLAQbddefffavrpxfs reducible gLLAQbddefffavopxjo reducible gLLAQbddefffavodxjo SFS[D(3,1)(2,1)] gLLAQbddefffavohubg reducible gLLAQbddefffavohtnc SFS[D(3,1)(2,1)] gLLAQbddefffavohxjo SFS[D(3,1)(2,1)] gLLAQbddefffavopaff SFS[D(2,1)(2,1)] gLLAQbddefffavopaok SFS[D(3,1)(2,1)] gLLAQbddefffavopaow SFS[D(3,1)(2,1)] gLLAQbddefffavoparo reducible gLLAQbddefffavopano reducible gLLAQbddefffavopicc SFS[D(3,1)(2,1)] gLLAQbddefffasgpioo SFS[D(3,1)(2,1)] gLLAQbddefffaropaoo SFS[D(3,1)(2,1)] gLLAQbddefffafcpmoo reducible gLLAQbddefffakgpioo SFS[D(3,1)(2,1)] gLLAQbddefffajopaoo SFS[D(3,1)(2,1)] gLLAQbddefffancpmoo SFS[D(3,1)(2,1)] gLLAQbddefffabgpioo reducible gLLAQbddefffavophos SFS[D(2,1)(2,1)] gLLAQbddefffavnphjf SFS[D(4,1)(2,1)] gLLAQbddefffavnpaff SFS[D(2,1)(2,1)] gLLAQbddefffavnharw SFS[D(3,1)(2,1)] gLLAQbddefffavratow SFS[D(3,1)(2,1)] gLLAQbddefffavraxgr SFS[D(3,1)(2,1)] gLLAQbddefffavrtafs reducible gLLAQbddefffavrtxff reducible gLLAQbddefffavoaubk SFS[D(3,1)(2,1)] gLLAQbddefffavoaubs SFS[D(3,1)(2,1)] gLLAQbddefffavoaufb reducible gLLAQbddefffavoaucb reducible gLLAQbddefffavoatnn SFS[D(3,1)(2,1)] gLLAQbddefffavoaxjj SFS[D(3,1)(2,1)] gLLAQbddefffavolubb SFS[D(3,1)(2,1)] gLLAQbddefffavoltnn reducible gLLAQbddefffavolxjj SFS[D(3,1)(2,1)] gLLAQbddefffavotubb SFS[D(3,1)(2,1)] gLLAQbddefffavottnn SFS[D(3,1)(2,1)] gLLAQbddefffavotxjj reducible gLLAQbddefffavoadbw SFS[D(2,1)(2,1)] gLLAQbddefffavoaaor SFS[D(3,1)(2,1)] gLLAQbddefffavoaaoj SFS[D(3,1)(2,1)] gLLAQbddefffavoaicw SFS[D(3,1)(2,1)] gLLAQbddefffavoaicf toroidal gLLAQbddefffavoaicn SFS[D(3,1)(2,1)] gLLAQbddefffavoaiff SFS[D(2,1)(2,1)] gLLAQbddefffavoaibf SFS[D(2,1)(2,1)] gLLAQbddefffavoamgs SFS[D(3,1)(2,1)] gLLAQbddefffavoamgk SFS[D(3,1)(2,1)] gLLAQbddefffavoamgb reducible gLLAQbddefffavolaov SFS[D(3,1)(2,1)] gLLAQbddefffavolaor toroidal gLLAQbddefffavolaoj SFS[D(3,1)(2,1)] gLLAQbddefffavolarr SFS[D(2,1)(2,1)] gLLAQbddefffavolanr SFS[D(2,1)(2,1)] gLLAQbddefffavotaov SFS[D(3,1)(2,1)] gLLAQbddefffavotaor SFS[D(3,1)(2,1)] gLLAQbddefffavotaoj reducible gLLAQbddefffavoaurr SFS[D(2,1)(2,1)] gLLAQbddefffavnaufb reducible gLLAQbddefffavnaucb reducible gLLAQbddefffavnahkk SFS[D(2,1)(2,1)] gLLAQbddefffavnaack reducible gLLAQbddefffavnlack SFS[D(3,1)(2,1)] gLLAQbddefffavntack SFS[D(3,1)(2,1)] gLLAQbddefffavnaiff SFS[D(2,1)(2,1)] gLLAQbddefffajrqxrr SFS[D(3,1)(2,1)] gLLAQbddefffajrqagr m011(0,0) gLLAQbddefffajnqhck m015(0,0) gLLAQbddefffajnqakk SFS[D(7,2)(2,1)] gLLAQbddefffajrhabg SFS[D(5,2)(3,1)] gLLAQbddefffajohubg toroidal gLLAQbddefffajohtnc m006(0,0) gLLAQbddefffajohxjo toroidal gLLAQbddefffajohabg SFS[D(4,1)(3,1)] gLLAQbddefffajohaoo toroidal gLLAQbddefffajohicc SFS[D(3,1)(2,1)] gLLAQbddefffabghioo SFS[D(3,1)(2,1)] gLLAQbddefffajohpbg SFS[D(5,3)(3,1)] gLLAQbddefffajraxgr SFS[D(3,1)(2,1)] gLLAQbddefffajoaubb SFS[D(3,1)(2,1)] gLLAQbddefffajoatnn SFS[D(3,1)(2,1)] gLLAQbddefffajoaxjj toroidal gLLAQbddefffajoltnn SFS[D(3,1)(2,1)] gLLAQbddefffajottnn toroidal gLLAQbddefffajoaaoj reducible gLLAQbddefffajoaicn SFS[D(3,1)(2,1)] gLLAQbddefffajoamgb SFS[D(3,1)(2,1)] gLLAQbddefffajnahks toroidal gLLAQbddefffajnahkk SFS[D(7,2)(2,1)] gLLAQbddefffajnaack toroidal gLLAQbddefffajnaacs SFS[D(8,3)(2,1)] gLLAQbddefffarrqxrr toroidal gLLAQbddefffarrqagr toroidal gLLAQbddefffarnqhck m004(0,0) gLLAQbddefffarnqakk SFS[D(5,1)(2,1)] gLLAQbddefffarrhhgg SFS[D(2,1)(2,1)] gLLAQbddefffarrhabg toroidal gLLAQbddefffarohubg toroidal gLLAQbddefffarohtnc toroidal gLLAQbddefffarohxjo m011(0,0) gLLAQbddefffarohabg SFS[D(5,2)(3,1)] gLLAQbddefffarodaoo reducible gLLAQbddefffajodaoo SFS[D(3,1)(2,1)] gLLAQbddefffancdmoo reducible gLLAQbddefffabgdioo SFS[D(3,1)(2,1)] gLLAQbddefffarohpbg SFS[D(4,3)(3,1)] gLLAQbddefffarraxgr reducible gLLAQbddefffarrahgb SFS[D(2,1)(2,1)] gLLAQbddefffaroaubb SFS[D(3,1)(2,1)] gLLAQbddefffaroatnn reducible gLLAQbddefffaroaxjj SFS[D(3,1)(2,1)] gLLAQbddefffaroltnn SFS[D(3,1)(2,1)] gLLAQbddefffarottnn SFS[D(3,1)(2,1)] gLLAQbddefffaroaaoj SFS[D(3,1)(2,1)] gLLAQbddefffaroaicn toroidal gLLAQbddefffaroamgb SFS[D(3,1)(2,1)] gLLAQbddefffarnahks SFS[D(7,2)(2,1)] gLLAQbddefffarnahkk SFS[D(5,1)(2,1)] gLLAQbddefffarnahkb SFS[D(2,1)(2,1)] gLLAQbddefffarnaacb SFS[D(2,1)(2,1)] gLLAQbddefffarnaack toroidal gLLAQbddefffarnaacs SFS[D(7,3)(2,1)] gLLMQbddefffavrlpnv reducible gLLMQbcdefffxoreevv reducible gLLMQbceffeftsammdr SFS[D(3,1)(2,1)] gLLMQbceefffajatiik reducible gLLMQbceffeflsammdr SFS[D(3,1)(2,1)] gLLMQbddefffavnltnn reducible gLLMQbddefffavnltnw SFS[D(3,1)(2,1)] gLLMQbddefffavnltnf SFS[D(3,1)(2,1)] gLLMQbceefffagaqhhw reducible gLLAQbdedffflvaguvv SFS[D(3,1)(2,1)] gLLAQbdedffflsachvv SFS[D(3,1)(2,1)] gLLAQbddefffanoalbb SFS[D(2,1)(2,1)] gLLAQbdedffftwaoevv SFS[D(2,1)(2,1)] gLLAQbdedffflwaoevv toroidal gLLAQbddefffargaxbb SFS[D(2,1)(2,1)] gLLMQbddefffavnltcg SFS[D(3,1)(2,1)] gLLMQbddefffavnltcc reducible gLLMQbddefffavnltco SFS[D(3,1)(2,1)] gLLMQbcdefffmrwhibb SFS[D(3,1)(2,1)] gLLMQbddefffavoltnn reducible gLLMQbddefffavoltnw SFS[D(3,1)(2,1)] gLLMQbddefffavoltnf SFS[D(3,1)(2,1)] gLLMQbddefffavoxlrr reducible gLLMQbddefffavoxlcr SFS[D(3,1)(2,1)] gLLMQbddefffavoxlsr SFS[D(3,1)(2,1)] gLLMQbddefffavoltcg SFS[D(3,1)(2,1)] gLLMQbddefffavoltcc reducible gLLMQbddefffavoltco SFS[D(3,1)(2,1)] gLLMQbcdfefftojutjj SFS[D(3,1)(2,1)] gLLMQbcdfeffaojutjj reducible gLLMQbcdfefflojutjj SFS[D(3,1)(2,1)] gLLMQbcdefffacfqhcc SFS[D(2,1)(2,1)] gLLMQbcefeffmktahab toroidal gLLMQbcefeffxouuuug SFS[D(4,1)(2,1)] gLLMQbcdefffaortecc SFS[D(2,1)(2,1)] gLLAQbddefffabfppoo SFS[D(2,1)(2,1)] gLLMQbddefffavratkb toroidal gLLMQbcdefffhokdikk SFS[D(3,1)(2,1)] gLLAQbddefffabcppoo SFS[D(2,1)(2,1)] gLLAQbdedffftvuguoo SFS[D(2,1)(2,1)] gLLAQbdedffflvuguoo toroidal gLLMQbcdefffmccehgg SFS[A(2,1)] gLLMQbcefefftvtaqak toroidal gLLMQbcdefffacbqhcc SFS[D(2,1)(2,1)] gLLMQbcefefflvtaqak SFS[D(2,1)(2,1)] gLLMQbcdfefftsomqkk toroidal gLLMQbcdefffajoqirr SFS[D(2,1)(2,1)] gLLMQbcdfefflsomqkk SFS[D(2,1)(2,1)] gLLMQbddefffavoiqfc SFS[D(3,1)(2,1)] gLLMQbddefffavoimgj SFS[D(3,1)(2,1)] gLLMQbcefefftomuquj SFS[D(3,1)(2,1)] gLLMQbcdefffaontecc SFS[D(2,1)(2,1)] gLLAQbddefffavjpxoo reducible gLLAQbddeffftvjpxoo SFS[D(3,1)(2,1)] gLLAQbddeffflvjpxoo SFS[D(3,1)(2,1)] gLLAQbddefffafnploo reducible gLLMQbddefffavrupvv SFS[D(2,1)(2,1)] gLLMQbddefffavrutvn SFS[D(4,1)(2,1)] gLLAQbddefffxwrxlrr SFS[D(3,1)(2,1)] gLLMQbddefffavnupvv SFS[D(2,1)(2,1)] gLLMQbceffefpnaeetw SFS[D(3,1)(2,1)] gLLMQbcdeffftsjqaff SFS[D(3,1)(2,1)] gLLMQbcdefffasjqaff reducible gLLMQbcdeffflsjqaff SFS[D(3,1)(2,1)] gLLAQbdedffflvpgubb SFS[D(3,1)(2,1)] gLLAQbdedfffdkaguvv SFS[D(3,1)(2,1)] gLLMQbcdefffavvdmff reducible gLLAQbdedfffejdguss SFS[D(3,1)(2,1)] gLLMQbddefffavnhavv reducible gLLMQbcdfeffdwsadrr SFS[D(3,1)(2,1)] gLLMQbcdfeffevsaenn SFS[D(3,1)(2,1)] gLLMQbcdefffarwtiff reducible gLLMQbddefffafcuxvv reducible gLLMQbddefffavoeqfw SFS[D(3,1)(2,1)] gLLMQbddefffavoeqfn SFS[D(3,1)(2,1)] gLLMQbddefffabgulvv reducible gLLAQbddefffpvbppoo SFS[A(2,1)] gLLAQbddefffpkjpxoo SFS[D(3,1)(2,1)] gLLAQbddefffpcnploo SFS[D(3,1)(2,1)] gLLMQbddefffavohmww SFS[D(2,1)(2,1)] gLLMQbceffeftsammpr toroidal gLLMQbceefffajauiik SFS[D(3,1)(2,1)] gLLMQbceffeflsammpr SFS[D(9,2)(2,1)] gLLMQbceefffagaphhw SFS[D(3,1)(2,1)] gLLMQbcdefffabgaarr SFS[D(8,3)(2,1)] gLLMQbcdfeffaojuajj toroidal gLLMQbceffefpnaeelw m032(0,0) gLLMQbcdfeffaojuuww SFS[D(8,3)(2,1)] gLLMQbceffeftsammhr SFS[D(9,2)(2,1)] gLLMQbceefffajaxiik SFS[D(3,1)(2,1)] gLLMQbceffeflsammhr SFS[D(6,1)(2,1)] gLLMQbceefffagamhhw SFS[D(3,1)(2,1)] gLLMQbcdefffabgearr SFS[D(7,3)(2,1)] gLLMQbcdfeffaojuljj toroidal gLLMQbceefffagxehhc SFS[D(2,1)(2,1)] gLLMQbcdfeffaojuhcc SFS[D(2,1)(2,1)] gLLAQbddefffabfqpvv SFS[D(2,1)(2,1)] gLLMQbceffefpnaeeaw m009(0,0) gLLMQbcdfeffaojuiww SFS[D(7,3)(2,1)] gLLMQbcdfeffaooetcc reducible gLLMQbdedfffavakanv SFS[D(2,1)(2,1)] gLLMQbdedfffavaktsg SFS[D(2,1)(2,1)] gLLMQbcdefffebbhibb reducible gLLMQbcdefffxbbhibb SFS[D(3,1)(2,1)] gLLMQbcdefffmbbhibb SFS[D(3,1)(2,1)] gLLMQbcdfeffhjoeqjj SFS[D(3,1)(2,1)] gLLMQbceefffhgaqaar reducible gLLMQbceffeftvqaadf reducible gLLAQbddefffdccuxvv reducible gLLAQbdedffflnaghvv SFS[D(2,1)(2,1)] gLLAQbdedffflracevv SFS[D(2,1)(2,1)] gLLMQbdedfffavababv T2xI gLLMQbdedfffaspfivv SFS[D(2,1)(2,1)] gLLMQbceffefeouuuug SFS[D(5,2)(2,1)] gLLMQbceffefdnquuqj toroidal gLLMQbdedfffavdslcr SFS[D(4,1)(2,1)] gLLMQbdedfffavdslsr SFS[D(5,2)(2,1)] gLLAQbdedffflrarevv SFS[D(2,1)(2,1)] gLLMQbceefffasxdaak SFS[D(2,1)(2,1)] gLLMQbceffeftgtuutc SFS[D(4,1)(2,1)] gLLMQbceffeflgtuutc SFS[D(5,2)(2,1)] gLLMQbcdfefflskatkk SFS[D(2,1)(2,1)] gLLMQbdedfffavdslwf SFS[D(5,2)(2,1)] gLLMQbdedfffavdslwn toroidal gLLMQbdedfffavdstco SFS[D(2,1)(2,1)] gLLMQbceffefdntuutc SFS[D(2,1)(2,1)] gLLMQbcdefffabbqirr SFS[D(3,1)(2,1)] gLLMQbcefeffagahqhw reducible gLLMQbcdfeffaooeqjj SFS[D(3,1)(2,1)] gLLMQbcdefffhvnqmkk SFS[D(3,1)(2,1)] gLLMQbcdfeffxcchhvv reducible gLLMQbcefeffhnahqhw SFS[D(3,1)(2,1)] gLLMQbcdfeffpbnedww SFS[D(2,1)(2,1)] gLLMQbddefffxnrilss SFS[D(3,1)(2,1)] gLLMQbcdfeffdfkatkk SFS[D(2,1)(2,1)] gLLMQbcefeffestmumb SFS[D(2,1)(2,1)] gLLMQbcefeffektmumb toroidal gLLMQbcefeffdgmmqmf SFS[D(5,2)(2,1)] gLLMQbcefefftsxmtmk SFS[D(5,2)(2,1)] gLLMQbcefefflsxmtmk SFS[D(4,1)(2,1)] gLLMQbdedfffavqkafo SFS[D(3,1)(2,1)] gLLMQbceefffpnateew SFS[D(3,1)(2,1)] gLLAQbddefffxwbxxrr SFS[D(2,1)(2,1)] gLLMQbdedfffajasaoo reducible gLLMQbcdfeffaooedww SFS[D(3,1)(2,1)] gLLAQbdedfffdwacevv SFS[D(2,1)(2,1)] gLLMQbceffeftsxiiqk toroidal gLLMQbceffeflsxiiqk SFS[D(5,2)(2,1)] gLLMQbcdefffxkrhmnn SFS[D(3,1)(2,1)] gLLAQbdedfffdwarevv SFS[D(2,1)(2,1)] gLLMQbceffefektiieb SFS[D(5,2)(2,1)] gLLMQbceffefdgmiidf SFS[D(4,1)(2,1)] gLLMQbceffeftsmiidf SFS[D(2,1)(2,1)] gLLMQbcdfeffaooemcc SFS[D(3,1)(2,1)] gLLMQbcdefffebbmibb SFS[D(3,1)(2,1)] gLLMQbdedfffajastnn toroidal gLLMQbdedfffajaslrr toroidal gLLMQbceffefevpaaij reducible gLLMQbceffefdwlaauk toroidal gLLMQbdedfffajeslrr toroidal gLLMQbceffefeouuuig toroidal gLLMQbceffefdnquuuj toroidal gLLMQbdedfffabqfivv reducible gLLMQbdedfffajdslcr toroidal gLLMQbdedfffajdslsr toroidal gLLMQbcdefffarraarr toroidal gLLMQbceeffftsxaaak toroidal gLLMQbceefffasxaaak SFS[D(7,2)(2,1)] gLLMQbcefefftsxmmmk toroidal gLLMQbcefefflsxmmmk SFS[D(5,2)(2,1)] gLLMQbceffeftsxiiik toroidal gLLMQbceefffajhmmmr toroidal gLLMQbceffeflsxiiik toroidal gLLMQbcdfeffaooehcc SFS[D(3,1)(2,1)] gLLMQbcdefffebbtibb SFS[D(3,1)(2,1)] gLLMQbdedfffarastnn SFS[D(8,3)(2,1)] gLLMQbdedfffaraslrr SFS[D(7,3)(2,1)] gLLMQbceffefdwlaaik SFS[D(8,3)(2,1)] gLLMQbdedfffakmfivv SFS[D(8,3)(2,1)] gLLMQbceffefeouuuqg SFS[D(4,1)(2,1)] gLLMQbceffefdnquuij toroidal gLLMQbdedfffardslcr SFS[D(5,2)(2,1)] gLLMQbdedfffardslsr SFS[D(4,1)(2,1)] gLLMQbcdefffarrearr SFS[D(7,2)(2,1)] gLLMQbceeffftsxeaak SFS[D(7,2)(2,1)] gLLMQbceefffasxeaak SFS[D(5,1)(2,1)] gLLMQbceeffflsxeaak SFS[D(2,1)(2,1)] gLLMQbcdefffackeucc SFS[D(2,1)(2,1)] gLLMQbcefeffajhixir SFS[D(2,1)(2,1)] gLLMQbceffeftsxiiuk toroidal gLLMQbceefffajhpmmr SFS[D(7,2)(2,1)] gLLAQbddefffabfapnv reducible gLLAQbddefffabfadff T2xI gLLAQbddefffabflpnv SFS[D(3,1)(2,1)] gLLAQbddefffabftpnv SFS[D(3,1)(2,1)] gLLAQbddefffabfatnn SFS[D(2,1)(2,1)] gLLAQbddefffabfaicn reducible gLLAQbddefffabftijj SFS[D(2,1)(2,1)] gLLAQbddefffabfltjs SFS[D(5,2)(2,1)] gLLAQbddefffabfttjs SFS[D(4,1)(2,1)] gLLAQbddefffabcaprv toroidal gLLAQbddefffabcaprr SFS[D(3,1)(2,1)] gLLAQbddefffabcaprj SFS[D(3,1)(2,1)] gLLAQbddefffabcadfw SFS[D(3,1)(2,1)] gLLAQbddefffabcadfn SFS[D(3,1)(2,1)] gLLAQbddefffabcahks SFS[D(3,1)(2,1)] gLLAQbddefffabcahkk SFS[D(3,1)(2,1)] gLLAQbddefffabcahkb reducible gLLAQbddefffabcaucb reducible gLLAQbddefffabcaarv SFS[D(2,1)(2,1)] gLLAQbddefffabcaanr SFS[D(2,1)(2,1)] gLLAQbddefffabclanr SFS[D(2,1)(2,1)] gLLAQbddefffabctaor SFS[D(3,1)(2,1)] gLLAQbddefffabctarr SFS[D(3,1)(2,1)] gLLAQbddefffabctanr toroidal gLLAQbddefffabctiff reducible gLLAQbddefffabctmkk SFS[D(3,1)(2,1)] gLLAQbddefffabcaack SFS[D(3,1)(2,1)] gLLAQbddefffabcaacs SFS[D(3,1)(2,1)] gLLAQbddefffabcamon SFS[D(3,1)(2,1)] gLLAQbddefffabcaigj SFS[D(3,1)(2,1)] gLLAQbddefffabclacb reducible gLLAQbddefffabctacb reducible gLLAQbddefffabctijj SFS[D(2,1)(2,1)] gLLAQbddefffabcaurv SFS[D(2,1)(2,1)] gLLAQbddefffabcaxcw SFS[D(2,1)(2,1)] gLLAQbddefffabcapcb reducible gLLAQbddefffabbapov SFS[A(2,1)] gLLAQbddefffabbadcf SFS[A(2,1)] gLLAQbddefffabbadff T2xI gLLAQbddefffabbadbf T2xI gLLAQbddefffabbaxgr SFS[D(2,1)(2,1)] gLLAQbddefffabbaaov T2xI gLLAQbddefffabbauov T2xI gLLAQbddefffabbahrw SFS[D(2,1)(2,1)] gLLAQbddefffabfhpbg SFS[D(3,1)(2,1)] gLLAQbddefffabfddkk SFS[D(2,1)(2,1)] gLLAQbddefffabfpigw SFS[D(3,1)(2,1)] gLLAQbddefffabfdaff T2xI gLLAQbddefffabfhicc SFS[D(2,1)(2,1)] gLLAQbddefffabfdaoo SFS[D(2,1)(2,1)] gLLAQbddefffabfptos SFS[D(4,1)(2,1)] gLLAQbddefffabfhtnc SFS[D(4,1)(2,1)] gLLAQbddefffabfddcc T2xI gLLAQbddefffabcppff reducible gLLAQbddefffabchacg SFS[D(2,1)(2,1)] gLLAQbddefffabcdafv SFS[D(3,1)(2,1)] gLLAQbddefffabcdafg SFS[D(3,1)(2,1)] gLLAQbddefffabcpaow SFS[D(3,1)(2,1)] gLLAQbddefffabcddcc T2xI gLLAQbddefffabcddfc T2xI gLLAQbddefffabcddbc SFS[A(2,1)] gLLAQbddefffabbhhrr SFS[D(2,1)(2,1)] gLLAQbddefffabbpabv SFS[A(2,1)] gLLAQbddefffabbdabf SFS[A(2,1)] gLLAQbddefffabbdaff T2xI gLLAQbddefffabbdacf T2xI gLLAQbddefffabbharw SFS[D(2,1)(2,1)] gLLAQbddefffabbddcr SFS[D(3,1)(2,1)] gLLAQbddefffabbddcs SFS[D(3,1)(2,1)] gLLAQbddefffabfidww SFS[D(2,1)(2,1)] gLLAQbddefffabfutvn SFS[D(5,2)(2,1)] gLLAQbddefffabfqtvn SFS[D(4,1)(2,1)] gLLAQbddefffabfitff T2xI gLLAQbddefffabfuisj SFS[D(3,1)(2,1)] gLLAQbddefffabfqisj SFS[D(3,1)(2,1)] gLLAQbddefffabfiaok reducible gLLAQbddefffabfiawk reducible gLLAQbddefffabfiisj reducible gLLAQbddefffabfipos reducible gLLAQbddefffabcqhck SFS[D(3,1)(2,1)] gLLAQbddefffabcuavj SFS[D(3,1)(2,1)] gLLAQbddefffabcqakb reducible gLLAQbddefffabcqakk SFS[D(3,1)(2,1)] gLLAQbddefffabcqaks SFS[D(3,1)(2,1)] gLLAQbddefffabcitrs SFS[D(3,1)(2,1)] gLLAQbddefffabcitcs SFS[D(3,1)(2,1)] gLLAQbddefffabcupkk SFS[D(3,1)(2,1)] gLLAQbddefffabbqxrr reducible gLLAQbddefffabbqagr SFS[D(2,1)(2,1)] gLLAQbddefffabbuaob T2xI gLLAQbddefffabbitrs SFS[D(3,1)(2,1)] gLLAQbddefffabbitcs SFS[D(3,1)(2,1)] gLLAQbddefffasfatnn SFS[D(7,2)(2,1)] gLLAQbddefffasfaxjj toroidal gLLAQbddefffasfttnn toroidal gLLAQbddefffasfaaoj SFS[D(8,3)(2,1)] gLLAQbddefffasfaicn toroidal gLLAQbddefffascahks toroidal gLLAQbddefffascahkk SFS[D(3,1)(2,1)] gLLAQbddefffascahkb SFS[D(3,1)(2,1)] gLLAQbddefffascaacb SFS[D(3,1)(2,1)] gLLAQbddefffascaack SFS[D(3,1)(2,1)] gLLAQbddefffascaacs reducible gLLAQbddefffasbahgb SFS[D(3,1)(2,1)] gLLAQbddefffasbaxgr SFS[D(7,2)(2,1)] gLLAQbddefffasfhabg SFS[D(4,3)(3,1)] gLLAQbddefffasfhaoo toroidal gLLAQbddefffasfhicc SFS[D(7,2)(2,1)] gLLAQbddefffasfhubg SFS[D(5,3)(3,1)] gLLAQbddefffasfhxjo m146(0,0) gLLAQbddefffasfhtnc m015(0,0) gLLAQbddefffaschabg SFS[D(5,2)(3,1)] gLLAQbddefffasbhabg toroidal gLLAQbddefffasbhhgg SFS[D(3,1)(2,1)] gLLAQbddefffascqhck m006(0,0) gLLAQbddefffascqakk SFS[D(3,1)(2,1)] gLLAQbddefffasbqxrr toroidal gLLAQbddefffasbqagr m142(0,0) gLLAQbddefffakfaubb SFS[D(2,1)(2,1)] gLLAQbddefffakfatnn SFS[D(5,1)(2,1)] gLLAQbddefffakfaxjj SFS[D(7,2)(2,1)] gLLAQbddefffakfltnn SFS[D(2,1)(2,1)] gLLAQbddefffakfttnn SFS[D(7,2)(2,1)] gLLAQbddefffakfaaoj SFS[D(7,3)(2,1)] gLLAQbddefffakfaicn toroidal gLLAQbddefffakfamgb SFS[D(2,1)(2,1)] gLLAQbddefffakcahks SFS[D(3,1)(2,1)] gLLAQbddefffakcahkk reducible gLLAQbddefffakcahkb SFS[D(3,1)(2,1)] gLLAQbddefffakcaacb SFS[D(3,1)(2,1)] gLLAQbddefffakcaack toroidal gLLAQbddefffakcaacs SFS[D(3,1)(2,1)] gLLAQbddefffakbahgb SFS[D(3,1)(2,1)] gLLAQbddefffakbaxgr SFS[D(5,1)(2,1)] gLLAQbddefffakfhabg SFS[D(5,3)(3,1)] gLLAQbddefffakfhaoo SFS[D(7,2)(2,1)] gLLAQbddefffakfhmgg SFS[D(2,1)(2,1)] gLLAQbddefffakfhicc SFS[D(5,1)(2,1)] gLLAQbddefffakfdaoo SFS[D(5,1)(2,1)] gLLAQbddefffakfhubg toroidal gLLAQbddefffakfhxjo m117(0,0) gLLAQbddefffakfhtnc m004(0,0) gLLAQbddefffakchabg SFS[D(4,1)(3,1)] gLLAQbddefffakbhabg toroidal gLLAQbddefffakbhhgg SFS[D(3,1)(2,1)] gLLAQbddefffakcqhck toroidal gLLAQbddefffakcqakk reducible gLLAQbddefffakbqxrr toroidal gLLAQbddefffakbqagr m081(0,0) gLLMQbceffefpnaeeln SFS[D(3,1)(2,1)] gLLMQbcdefffmgollff SFS[D(3,1)(2,1)] gLLMQbceffefagaeeln SFS[D(3,1)(2,1)] gLLAQbddefffmkcmhkk SFS[D(2,1)(2,1)] gLLMQbcdefffacchpww SFS[D(3,1)(2,1)] gLLMQbddefffabjhlfg SFS[D(2,1)(2,1)] gLLMQbcdfeffdfopmrr SFS[D(3,1)(2,1)] gLLMQbcdfeffeboptnn SFS[D(3,1)(2,1)] gLLMQbddefffabgutff SFS[D(3,1)(2,1)] gLLMQbddefffabguagg SFS[D(3,1)(2,1)] gLLMQbddefffabgeagg SFS[D(3,1)(2,1)] gLLAQbddefffpkjhugg SFS[D(3,1)(2,1)] gLLAQbddefffdcnhegg reducible gLLMQbcdefffhwkiukk SFS[D(3,1)(2,1)] gLLMQbddefffabkiawc SFS[D(3,1)(2,1)] gLLMQbcdeffflskulkk SFS[D(2,1)(2,1)] gLLMQbddefffabkidkn SFS[D(5,2)(2,1)] gLLMQbddefffabkidgj SFS[D(5,2)(2,1)] gLLMQbddefffabkidkj toroidal gLLMQbddefffabkixbc SFS[D(2,1)(2,1)] gLLMQbddefffabkiewc SFS[D(3,1)(2,1)] gLLAQbdedffflvxgxcc reducible gLLMQbcdefffavvxhrr SFS[D(3,1)(2,1)] gLLMQbcefeffagauxun SFS[D(3,1)(2,1)] gLLAQbdedfffdrmoljj SFS[D(3,1)(2,1)] gLLMQbcdefffaooxlcc reducible gLLAQbdedfffentolgg SFS[D(3,1)(2,1)] gLLAQbddefffawnhegg SFS[D(3,1)(2,1)] gLLAQbddeffftvjhugg SFS[D(3,1)(2,1)] gLLAQbddeffflvjhugg SFS[D(3,1)(2,1)] gLLMQbcefefftvtaeaj reducible gLLMQbddefffabgmlvo SFS[D(3,1)(2,1)] gLLMQbddefffabkparo SFS[D(3,1)(2,1)] gLLMQbcdefffdfkulkk SFS[D(2,1)(2,1)] gLLMQbceffefektmmio toroidal gLLMQbceefffhwluiij SFS[D(5,2)(2,1)] gLLMQbceffefdgmmmun SFS[D(5,2)(2,1)] gLLMQbceffefestmmio SFS[D(2,1)(2,1)] gLLAQbddefffxwrqeww SFS[D(3,1)(2,1)] gLLAQbddefffmvkquww SFS[D(3,1)(2,1)] gLLMQbcdefffarwiukk SFS[D(3,1)(2,1)] gLLMQbcdefffaccipjj SFS[D(3,1)(2,1)] gLLMQbceffeftsammps SFS[D(3,1)(2,1)] gLLMQbceefffajauiij reducible gLLMQbceffeflsammps SFS[D(3,1)(2,1)] gLLMQbcdeffferwmubb reducible gLLMQbcdefffpbnelww SFS[D(2,1)(2,1)] gLLMQbcdfeffaojxajj reducible gLLMQbcdefffpbbhpww SFS[D(2,1)(2,1)] gLLMQbddefffakjhxff SFS[D(7,3)(2,1)] gLLAQbddefffpkjdugg m009(0,0) gLLMQbcdefffaofepcc SFS[D(2,1)(2,1)] gLLAQbddeffftvjdugg SFS[D(6,1)(2,1)] gLLAQbddeffflvjdugg SFS[D(9,2)(2,1)] gLLMQbddefffasjhxff SFS[D(8,3)(2,1)] gLLAQbddefffpkjpugg m032(0,0) gLLAQbddeffftvjpugg SFS[D(9,2)(2,1)] gLLAQbddeffflvjpugg toroidal gLLMQbcdefffebbpunn SFS[D(3,1)(2,1)] gLLMQbceffefdgaiilv reducible gLLMQbceffefdvaiilv SFS[D(3,1)(2,1)] gLLMQbcdfeffhjoamcc reducible gLLMQbcdfeffmgoatff SFS[D(3,1)(2,1)] gLLMQbdedfffabpfxkv SFS[D(2,1)(2,1)] gLLMQbceffeftsuiiio SFS[D(2,1)(2,1)] gLLMQbcdefffhvnxhrr SFS[D(3,1)(2,1)] gLLMQbceefffpnaxeeo SFS[D(3,1)(2,1)] gLLAQbddefffafbiuss T2xI gLLAQbdedffftfmvpjj T2xI gLLAQbdedffflfmvpjj SFS[A(2,1)] gLLAQbddefffmvnmhkk SFS[D(2,1)(2,1)] gLLAQbddefffxwbmukk SFS[D(2,1)(2,1)] gLLMQbcdefffdwsalrr SFS[D(3,1)(2,1)] gLLMQbcdefffevsdlnn SFS[D(3,1)(2,1)] gLLMQbcdefffpwsalrr reducible gLLMQbcdefffhwsalrr SFS[D(3,1)(2,1)] gLLMQbceffeftspiihb SFS[D(2,1)(2,1)] gLLMQbddefffmkcpmoo SFS[D(2,1)(2,1)] gLLMQbcdeffftbbhuff SFS[D(3,1)(2,1)] gLLMQbcdeffflbbhuff SFS[D(3,1)(2,1)] gLLMQbcdfeffaooaxww SFS[D(3,1)(2,1)] gLLMQbceefffagaxeeo SFS[D(3,1)(2,1)] gLLMQbdedfffabpnxkv SFS[D(2,1)(2,1)] gLLMQbceffeftstiiio SFS[D(2,1)(2,1)] gLLMQbcdfeffxgratff SFS[D(3,1)(2,1)] gLLMQbdedfffabpwxkv toroidal gLLMQbceffeftsxiiio toroidal gLLMQbceffeflsxiiio SFS[D(5,2)(2,1)] gLLAQbddefffxvrmhkk SFS[D(3,1)(2,1)] gLLMQbdedfffabqwxfw SFS[D(5,2)(2,1)] gLLMQbdedfffabqwxfn SFS[D(4,1)(2,1)] gLLMQbdedfffabqwxbw SFS[D(4,1)(2,1)] gLLMQbcdfeffagraxww SFS[D(2,1)(2,1)] gLLMQbcdefffebbqujj SFS[D(3,1)(2,1)] gLLMQbcefeffdgamxmv SFS[D(3,1)(2,1)] gLLMQbddefffanoiass SFS[D(2,1)(2,1)] gLLMQbcefeffesdmlms SFS[D(2,1)(2,1)] gLLMQbcefeffdvamxmv toroidal gLLMQbcdfeffhjoaxww SFS[D(3,1)(2,1)] gLLMQbcdfeffmgoalvv SFS[D(3,1)(2,1)] gLLMQbcdfeffxooalvv SFS[D(2,1)(2,1)] gLLMQbdedfffabtfxbr SFS[D(3,1)(2,1)] gLLMQbdedfffabtfxfc SFS[D(3,1)(2,1)] gLLMQbdedfffabtfxbc SFS[D(3,1)(2,1)] gLLMQbdedfffabtfxbs reducible gLLAQbdedffflkxwxcc reducible gLLMQbcdefffhvnmhkk SFS[D(3,1)(2,1)] gLLMQbcdefffmsnthjj SFS[D(3,1)(2,1)] gLLMQbcefeffhnahlho SFS[D(3,1)(2,1)] gLLAQbddefffxvnphoo SFS[D(2,1)(2,1)] gLLAQbddefffhrblunn SFS[D(2,1)(2,1)] gLLMQbdedfffabtfxjk SFS[D(3,1)(2,1)] gLLMQbdedfffabtfxgk SFS[D(3,1)(2,1)] gLLMQbdedfffabtfxjw reducible gLLMQbdedfffabtfxjo SFS[D(3,1)(2,1)] gLLMQbcdeffftbblurr reducible gLLMQbcdefffabblurr SFS[D(3,1)(2,1)] gLLMQbcdeffflbblurr SFS[D(3,1)(2,1)] gLLMQbcdfeffaooaejj SFS[D(3,1)(2,1)] gLLMQbcdfeffxonalvv SFS[D(2,1)(2,1)] gLLMQbdedfffabtnxbr SFS[D(3,1)(2,1)] gLLMQbdedfffabtnxfc SFS[D(3,1)(2,1)] gLLMQbdedfffabtnxbc SFS[D(3,1)(2,1)] gLLMQbdedfffabtnxbs reducible gLLAQbddefffxvophoo SFS[D(2,1)(2,1)] gLLMQbdedfffabtnxjk SFS[D(3,1)(2,1)] gLLMQbdedfffabtnxgk SFS[D(3,1)(2,1)] gLLMQbdedfffabtnxjw reducible gLLMQbdedfffabtnxjo SFS[D(3,1)(2,1)] gLLMQbcdfeffxgralvv SFS[D(3,1)(2,1)] gLLMQbcdfeffxoralvv toroidal gLLMQbcdfeffxcralvv SFS[D(3,1)(2,1)] gLLMQbdedfffabuwxbr SFS[D(5,2)(2,1)] gLLMQbcefefftsxmmmo SFS[D(5,2)(2,1)] gLLMQbcefefflsxmmmo SFS[D(4,1)(2,1)] gLLMQbdedfffabtwxbr toroidal gLLMQbdedfffabtwxfc toroidal gLLMQbdedfffabtwxbc toroidal gLLMQbdedfffabtwxbs reducible gLLMQbdedfffabxwxbr SFS[D(4,1)(2,1)] gLLMQbdedfffabxwxfc SFS[D(4,1)(2,1)] gLLMQbdedfffabxwxbc SFS[D(5,2)(2,1)] gLLAQbddefffanfhugg SFS[D(2,1)(2,1)] gLLAQbddefffxvrphoo toroidal gLLMQbdedfffabtwxjk toroidal gLLMQbdedfffabtwxgk toroidal gLLMQbdedfffabtwxjw reducible gLLMQbdedfffabtwxjo toroidal gLLMQbcdefffasflurr SFS[D(2,1)(2,1)] gLLMQbcdfefftrvpmrr SFS[D(2,1)(2,1)] gLLMQbcdeffflkbiukk SFS[D(2,1)(2,1)] gLLMQbddefffhwgiiss SFS[D(2,1)(2,1)] gLLMQbcdeffftbbiukk SFS[D(3,1)(2,1)] gLLMQbcdefffabbiukk SFS[D(3,1)(2,1)] gLLMQbcdeffflbbiukk toroidal gLLMQbceffeftgauupo reducible gLLMQbceffefagauupo SFS[D(3,1)(2,1)] gLLMQbceffeflgauupo SFS[D(3,1)(2,1)] gLLMQbcdfefftooamcc reducible gLLMQbceffeftoauupo SFS[D(3,1)(2,1)] gLLMQbceffefloauupo SFS[D(3,1)(2,1)] gLLMQbcdfefflooamcc reducible gLLMQbcdeffflsbiukk SFS[D(2,1)(2,1)] gLLMQbcdefffmggiigg T2xI gLLMQbcdefffpbguijj reducible gLLMQbceffefxoxuuis SFS[D(2,1)(2,1)] gLLMQbceffefdnpuuuv SFS[D(2,1)(2,1)] gLLMQbcdefffpnguijj reducible gLLMQbcdfeffmgcmmgg T2xI gLLMQbcdefffhvnehff reducible gLLMQbcdfeffmccmmgg SFS[A(2,1)] gLLMQbcdfeffmocmmgg T2xI gLLMQbcdeffftrsalrr SFS[D(2,1)(2,1)] gLLMQbdedfffabafinv SFS[D(2,1)(2,1)] gLLMQbdedfffabafdsg SFS[D(2,1)(2,1)] gLLMQbcdefffxbbmubb SFS[D(3,1)(2,1)] gLLMQbcdefffmbbmubb SFS[D(3,1)(2,1)] gLLMQbceefffdvapaav SFS[D(3,1)(2,1)] gLLMQbcdfeffhjoaejj SFS[D(3,1)(2,1)] gLLMQbceefffdgapaav SFS[D(3,1)(2,1)] gLLMQbceefffpgapaav SFS[D(3,1)(2,1)] gLLMQbcdefffesbmubb reducible gLLMQbddefffafolann SFS[D(2,1)(2,1)] gLLMQbceffefdnuuuab SFS[D(2,1)(2,1)] gLLMQbcdefffekbmubb reducible gLLMQbcdfeffaonamcc reducible gLLMQbceffefxotuuis SFS[D(2,1)(2,1)] gLLMQbceffefdnmuuuv SFS[D(2,1)(2,1)] gLLMQbddefffmvkqiww reducible gLLMQbcdfeffaoramcc reducible gLLMQbdedfffabawxrr SFS[D(2,1)(2,1)] gLLMQbceffefeouuuis SFS[D(5,2)(2,1)] gLLMQbceffefxouuuis toroidal gLLMQbceffefdnquuuv toroidal gLLMQbdedfffabdwxcr SFS[D(4,1)(2,1)] gLLMQbdedfffabdwxcv SFS[D(5,2)(2,1)] gLLMQbdedfffabdwxsr SFS[D(5,2)(2,1)] gLLAQbddefffxrrqhww reducible gLLAQbddefffmkkqeww reducible gLLAQbddefffxjrqhww SFS[D(3,1)(2,1)] gLLAQbddefffxvrqhww SFS[D(3,1)(2,1)] gLLMQbceefffmkldaar reducible gLLMQbceefffasxaaao SFS[D(2,1)(2,1)] gLLMQbcdfeffxgraagg reducible gLLMQbceefffmkaxaas reducible gLLMQbceefffpnaueeo m009(0,0) gLLAQbddefffxvnehkk SFS[D(5,2)(3,1)] gLLAQbddefffxwbeukk m142(0,0) gLLAQbddefffxsjeekk m035(0,0) gLLAQbddefffpfjdegg m045(0,0) gLLMQbdedfffakqfdgg SFS[D(8,3)(2,1)] gLLMQbddefffhgcxmnn SFS[D(4,1)(3,1)] gLLMQbcdfeffaooaiww reducible gLLAQbddefffxvoehkk SFS[D(4,1)(3,1)] gLLMQbcdfeffxcoaqvv SFS[D(5,2)(3,1)] gLLMQbcdefffhvnphkk m011(0,0) gLLMQbcefeffhnaheho toroidal gLLMQbcdfeffxccmdvv toroidal gLLMQbcdefffxcgtivv SFS[D(4,3)(3,1)] gLLMQbcdefffabbeurr reducible gLLMQbcdfeffaooaljj SFS[D(3,1)(2,1)] gLLMQbcefeffagaheho SFS[D(3,1)(2,1)] gLLMQbcdfeffxcnaqvv toroidal gLLMQbcefeffagxhxhb SFS[D(2,1)(2,1)] gLLMQbcdfeffaooahcc SFS[D(3,1)(2,1)] gLLMQbdedfffakafinv SFS[D(7,2)(2,1)] gLLMQbdedfffakafdsg SFS[D(7,2)(2,1)] gLLMQbdedfffakafdrg toroidal gLLMQbcdefffebbtubb SFS[D(3,1)(2,1)] gLLMQbcdefffxbbtubb toroidal gLLMQbcdefffmbbtubb SFS[D(3,1)(2,1)] gLLMQbcdfeffhjoaljj SFS[D(3,1)(2,1)] gLLMQbceefffhgamaav SFS[D(3,1)(2,1)] gLLMQbcdfeffacnahcc SFS[D(2,1)(2,1)] gLLMQbceefffhgqxaab SFS[D(2,1)(2,1)] gLLMQbceefffpnateeo m032(0,0) gLLAQbddefffxvnxhkk toroidal gLLAQbddefffxwbxukk m081(0,0) gLLAQbddefffxsjxekk m029(0,0) gLLAQbddefffpfjpegg m053(0,0) gLLMQbdedfffanavprr SFS[D(7,3)(2,1)] gLLMQbddefffhgcpmnn SFS[D(5,2)(3,1)] gLLMQbcdfeffaooadww SFS[D(3,1)(2,1)] gLLAQbddefffxvoxhkk SFS[D(5,2)(3,1)] gLLMQbcdfeffxcoaevv SFS[D(4,1)(3,1)] gLLMQbcdefffhvnqhkk toroidal gLLMQbcefeffhnahqho m006(0,0) gLLMQbcdfeffxccmhvv toroidal gLLMQbcdefffxcguivv SFS[D(5,3)(3,1)] gLLMQbcdefffabbqurr SFS[D(3,1)(2,1)] gLLMQbcdfeffaooaqjj toroidal gLLMQbcefeffagahqho SFS[D(3,1)(2,1)] gLLMQbcdfeffxcnaevv SFS[D(5,2)(3,1)] gLLMQbcdfeffaooatcc SFS[D(3,1)(2,1)] gLLMQbdedfffasafinv SFS[D(5,1)(2,1)] gLLMQbdedfffasafxof SFS[D(2,1)(2,1)] gLLMQbdedfffasafdsg SFS[D(5,1)(2,1)] gLLMQbceffeftvpaato SFS[D(2,1)(2,1)] gLLMQbdedfffasafdrg SFS[D(7,2)(2,1)] gLLMQbcdefffebbhubb SFS[D(3,1)(2,1)] gLLMQbcdefffxbbhubb SFS[D(3,1)(2,1)] gLLMQbcdefffmbbhubb reducible gLLMQbcdfeffhjoaqjj reducible gLLMQbceefffhgaqaav SFS[D(3,1)(2,1)] gLLAQbddefffavgquck SFS[D(3,1)(2,1)] gLLAQbddefffavguaon SFS[D(3,1)(2,1)] gLLAQbddefffavgqmkk SFS[D(3,1)(2,1)] gLLAQbddefffavgutrr SFS[D(3,1)(2,1)] gLLAQbddefffavjqlcr SFS[D(3,1)(2,1)] gLLAQbddefffavjqlrr reducible gLLAQbddefffavjqlsj SFS[D(3,1)(2,1)] gLLAQbddefffavjqlsr SFS[D(3,1)(2,1)] gLLAQbddefffavjqlsv reducible gLLAQbddefffavjqmgr SFS[D(2,1)(2,1)] gLLAQbddefffavkhxrw SFS[D(3,1)(2,1)] gLLAQbddefffavkhukf SFS[D(3,1)(2,1)] gLLAQbddefffavkhujg SFS[D(2,1)(2,1)] gLLAQbddefffavkhqnc SFS[D(4,1)(2,1)] gLLAQbddefffavkhqrs SFS[D(4,1)(2,1)] gLLAQbddefffavkhqrc SFS[D(5,2)(2,1)] gLLAQbddefffavkhacc SFS[D(2,1)(2,1)] gLLAQbddefffavkhikf SFS[D(3,1)(2,1)] gLLAQbddefffavkhijg SFS[D(2,1)(2,1)] gLLAQbddefffavkdtkk SFS[D(2,1)(2,1)] gLLAQbddefffavgpabs SFS[D(3,1)(2,1)] gLLAQbddefffavgdirr SFS[D(3,1)(2,1)] gLLAQbddefffavgptkk SFS[D(3,1)(2,1)] gLLAQbddefffavjpxok SFS[D(3,1)(2,1)] gLLAQbddefffavjpxow SFS[D(3,1)(2,1)] gLLAQbddefffavjptcc SFS[D(3,1)(2,1)] gLLAQbddefffavjpugg SFS[D(3,1)(2,1)] gLLAQbddefffavjdugg SFS[D(3,1)(2,1)] gLLAQbddefffavjhugg reducible gLLAQbddefffavjhmbg reducible gLLAQbddefffavkaujb reducible gLLAQbddefffavkaqnn SFS[D(2,1)(2,1)] gLLAQbddefffavkaqrf SFS[D(2,1)(2,1)] gLLAQbddefffavkaacn reducible gLLAQbddefffavkaijb reducible gLLAQbddefffavgaxrr SFS[D(3,1)(2,1)] gLLAQbddefffavgauks SFS[D(3,1)(2,1)] gLLAQbddefffavgaukk SFS[D(3,1)(2,1)] gLLAQbddefffavgaukb reducible gLLAQbddefffavgalkr SFS[D(2,1)(2,1)] gLLAQbddefffavgalgv T2xI gLLAQbddefffavgaaff T2xI gLLAQbddefffavglaff T2xI gLLAQbddefffavgtaff SFS[A(2,1)] gLLAQbddefffavgamcb reducible gLLAQbddefffavgamck SFS[D(3,1)(2,1)] gLLAQbddefffavgamcs SFS[D(3,1)(2,1)] gLLAQbddefffavgaiow SFS[D(3,1)(2,1)] gLLAQbddefffavgalcw SFS[D(2,1)(2,1)] gLLAQbddefffavgalff T2xI gLLAQbddefffavgatgv T2xI gLLAQbddefffavgltgv T2xI gLLAQbddefffavgttgv SFS[A(2,1)] gLLAQbddefffavjaxor SFS[D(3,1)(2,1)] gLLAQbddefffavjatcf reducible gLLAQbddefffavjaugs SFS[D(3,1)(2,1)] gLLAQbddefffavjaugk SFS[D(3,1)(2,1)] gLLAQbddefffavjaugb reducible gLLAQbddefffavjlxor toroidal gLLAQbddefffavjlxrr SFS[D(2,1)(2,1)] gLLAQbddefffavjlxnr SFS[D(2,1)(2,1)] gLLAQbddefffavjtxor SFS[D(3,1)(2,1)] gLLAQbddefffavjaljv SFS[D(2,1)(2,1)] gLLAQbddefffavjalgr SFS[D(2,1)(2,1)] gLLAQbddefffavjatjv SFS[D(2,1)(2,1)] gLLAQbddefffarkdtkk SFS[D(5,1)(2,1)] gLLAQbddefffargaxrr reducible gLLAQbddefffargamcb SFS[D(3,1)(2,1)] gLLAQbddefffargalcw SFS[D(5,1)(2,1)] gLLAQbddefffajkdtkk SFS[D(7,2)(2,1)] gLLAQbddefffajgaxrr SFS[D(3,1)(2,1)] gLLAQbddefffajgamcb SFS[D(3,1)(2,1)] gLLAQbddefffajgalcw SFS[D(7,2)(2,1)] gLLMQbcdefffebbptjj SFS[D(3,1)(2,1)] gLLMQbceffefdgammlw SFS[D(3,1)(2,1)] gLLMQbddefffanohdgg SFS[D(2,1)(2,1)] gLLMQbceffefesdmmpv SFS[D(2,1)(2,1)] gLLMQbceffefdvammlw toroidal gLLMQbcdfeffhjotmww SFS[D(3,1)(2,1)] gLLMQbcdfeffmgottvv SFS[D(3,1)(2,1)] gLLMQbddefffarghqgg SFS[D(2,1)(2,1)] gLLMQbcdeffftbbhtrr reducible gLLMQbcdefffabbhtrr SFS[D(3,1)(2,1)] gLLMQbcdeffflbbhtrr SFS[D(3,1)(2,1)] gLLMQbcdfeffaootxjj SFS[D(3,1)(2,1)] gLLMQbceefffagaxhhr reducible gLLMQbddefffavjxdon reducible gLLMQbcdefffpbjadww reducible gLLMQbcdfeffxgrttvv SFS[D(3,1)(2,1)] gLLMQbddefffavgpiso SFS[D(5,2)(2,1)] gLLMQbceffeftsxmmic SFS[D(5,2)(2,1)] gLLMQbceffeflsxmmic SFS[D(4,1)(2,1)] gLLMQbcdefffebbqtbb reducible gLLMQbcdfeffaootecc reducible gLLAQbddefffdcclqnn reducible gLLAQbddefffpwoltnn SFS[D(3,1)(2,1)] gLLAQbddefffdwoltnn toroidal gLLAQbddefffhwoltnn SFS[D(3,1)(2,1)] gLLMQbcdefffasoxdkk SFS[D(2,1)(2,1)] gLLAQbddefffevoptoo SFS[D(2,1)(2,1)] gLLAQbddefffdsclqnn SFS[D(3,1)(2,1)] gLLAQbddefffdvgldnn SFS[D(3,1)(2,1)] gLLAQbddefffdrclqnn SFS[D(3,1)(2,1)] gLLMQbcefeffmohuquj SFS[D(3,1)(2,1)] gLLMQbcefeffmoeupun SFS[D(3,1)(2,1)] gLLAQbddefffxvrptoo SFS[D(3,1)(2,1)] gLLMQbddefffavgiisc SFS[D(4,1)(2,1)] gLLMQbddefffavgiisr SFS[D(5,2)(2,1)] gLLMQbddefffavgiivc SFS[D(5,2)(2,1)] gLLMQbcdfeffaootmww SFS[D(3,1)(2,1)] gLLMQbcdefffpwsuqrr reducible gLLMQbcdefffhvnedrr SFS[D(3,1)(2,1)] gLLMQbddefffavkhxfg reducible gLLMQbcdefffebbmtnn SFS[D(3,1)(2,1)] gLLMQbddefffavjepkv SFS[D(3,1)(2,1)] gLLMQbddefffavjhuww SFS[D(2,1)(2,1)] gLLAQbddefffanclqnn SFS[D(3,1)(2,1)] gLLAQbddeffftnclqnn SFS[D(3,1)(2,1)] gLLAQbddeffflnclqnn reducible gLLAQbddefffabgldnn reducible gLLMQbddefffavguqvf SFS[D(3,1)(2,1)] gLLMQbceffefpnqeeuf toroidal gLLAQbddefffmkkqdww SFS[D(3,1)(2,1)] gLLMQbddefffavgeisn toroidal gLLMQbcdfeffaootlcc SFS[D(3,1)(2,1)] gLLMQbddefffargiiss SFS[D(2,1)(2,1)] gLLAQbddefffanctqnn SFS[D(3,1)(2,1)] gLLAQbddefffabgtdnn SFS[D(3,1)(2,1)] gLLMQbddefffargeisn SFS[D(3,1)(3,1)] gLLMQbcdfeffaootqcc SFS[D(3,1)(2,1)] gLLMQbddefffajgiisc SFS[D(5,2)(2,1)] gLLMQbddefffajgiisr toroidal gLLAQbddefffancaqnn reducible gLLAQbddefffabgadnn SFS[D(3,1)(2,1)] gLLMQbddefffajgeisn m007(0,0) gLLMQbcdefffhkkltkk reducible gLLMQbcdefffhokltkk SFS[D(3,1)(2,1)] gLLMQbceffefmoeuupn SFS[D(3,1)(2,1)] gLLMQbceffefdnduulr SFS[D(2,1)(2,1)] gLLMQbcdefffhwkltkk SFS[D(3,1)(2,1)] gLLMQbdedfffavdfpcj SFS[D(3,1)(2,1)] gLLMQbdedfffavefdkn SFS[D(4,1)(2,1)] gLLMQbceffeftgtuuik SFS[D(4,1)(2,1)] gLLMQbceffeflgtuuik SFS[D(5,2)(2,1)] gLLMQbcdeffflskpqkk SFS[D(2,1)(2,1)] gLLMQbdedfffavdfdkn SFS[D(5,2)(2,1)] gLLMQbdedfffavdfdwf SFS[D(5,2)(2,1)] gLLMQbdedfffavdfdwn toroidal gLLMQbdedfffavdfico SFS[D(2,1)(2,1)] gLLAQbddefffafridss SFS[D(2,1)(2,1)] gLLMQbceffefmohuuqj SFS[D(3,1)(2,1)] gLLAQbddeffflrkiqss SFS[D(2,1)(2,1)] gLLMQbdedfffavdfhcj SFS[D(3,1)(2,1)] gLLAQbddefffxwrmdkk reducible gLLMQbcdfeffebndtbb SFS[D(2,1)(2,1)] gLLMQbddefffawbhqgg SFS[D(2,1)(2,1)] gLLMQbceffefdwuaals SFS[D(2,1)(2,1)] gLLMQbddefffakjhdgg SFS[D(2,1)(2,1)] gLLMQbceffefeoduupn SFS[D(2,1)(2,1)] gLLMQbceffefdnauulr toroidal gLLMQbdedfffavdnpsr SFS[D(2,1)(2,1)] gLLMQbcdfeffaogducc reducible gLLMQbcdfeffaggducc reducible gLLMQbcdefffmgoltgg reducible gLLMQbceefffhgaxaaw reducible gLLMQbcdefffebjdqbb SFS[D(2,1)(2,1)] gLLMQbcdefffhfjaqff SFS[D(2,1)(2,1)] gLLMQbcdfeffpjgdpjj SFS[D(2,1)(2,1)] gLLMQbcdeffftrwhtrr reducible gLLMQbcdefffarwhtrr SFS[D(3,1)(2,1)] gLLMQbcdeffflrwhtrr SFS[D(3,1)(2,1)] gLLMQbceeffftsaxaaw SFS[D(3,1)(2,1)] gLLMQbceefffasaxaaw SFS[D(3,1)(2,1)] gLLMQbceeffflsaxaaw reducible gLLMQbcdeffftcchqcc SFS[D(3,1)(2,1)] gLLMQbcdeffflcchqcc SFS[D(3,1)(2,1)] gLLMQbcdefffaochqcc reducible gLLMQbcdefffagchqcc reducible gLLMQbceffefdneuulr SFS[D(2,1)(2,1)] gLLMQbcdefffhwkitff reducible gLLMQbcdefffdnfiqww reducible gLLMQbcdefffeofqqvv reducible gLLMQbdedfffavtfpjw reducible gLLMQbdedfffavtfhjw reducible gLLAQbddefffmvkpqoo SFS[D(3,1)(2,1)] gLLAQbddefffxwrpdoo SFS[D(3,1)(2,1)] gLLAQbddefffdkklqnn SFS[D(2,1)(2,1)] gLLAQbddefffmjkpqoo SFS[D(3,1)(2,1)] gLLAQbddefffxnrpdoo SFS[D(3,1)(2,1)] gLLAQbddefffdgfltnn reducible gLLAQbddefffekfptoo reducible gLLAQbddefffmrkpqoo reducible gLLAQbddefffxfrpdoo reducible gLLMQbcdefffdfkpqkk SFS[D(2,1)(2,1)] gLLMQbcefeffestmmmg SFS[D(2,1)(2,1)] gLLMQbcefeffektmmmg toroidal gLLMQbcefeffdgmmhmj SFS[D(5,2)(2,1)] gLLMQbcefeffhwliein SFS[D(5,2)(2,1)] gLLMQbdedfffavxfdkw SFS[D(5,2)(2,1)] gLLMQbdedfffavxfdko SFS[D(4,1)(2,1)] gLLMQbcefeffhnqhehf SFS[D(4,1)(2,1)] gLLMQbddefffmkkmdkk SFS[D(3,1)(2,1)] gLLMQbcdefffavkltkk SFS[D(2,1)(2,1)] gLLMQbdedfffavxfpfc SFS[D(2,1)(2,1)] gLLMQbddefffmbkmdkk SFS[D(3,1)(2,1)] gLLMQbddefffmskmdkk reducible gLLMQbcdefffxccqqvv reducible gLLMQbcefeffagahxhr reducible gLLMQbcdefffarwltkk SFS[D(3,1)(2,1)] gLLMQbcefefftsamlmw SFS[D(3,1)(2,1)] gLLMQbcefeffajaiein reducible gLLMQbcefefflsamlmw SFS[D(3,1)(2,1)] gLLMQbcdefffacclqjj SFS[D(3,1)(2,1)] gLLMQbcdefffarkitff SFS[D(2,1)(2,1)] gLLMQbceffeftseiipw SFS[D(2,1)(2,1)] gLLMQbddefffmkkqdww SFS[D(3,1)(2,1)] gLLMQbcdefffaofiqww SFS[D(2,1)(2,1)] gLLMQbceffefektiiig SFS[D(5,2)(2,1)] gLLMQbceefffhwlummn SFS[D(4,1)(2,1)] gLLMQbceffefdgmiiuj SFS[D(4,1)(2,1)] gLLMQbceefffpnqueef toroidal gLLAQbddefffxwrqdww SFS[D(3,1)(2,1)] gLLAQbddefffdwkiqss SFS[D(2,1)(2,1)] gLLAQbddefffmvkqqww SFS[D(3,1)(2,1)] gLLMQbcdefffavfmdff T2xI gLLAQbddeffflvklqnn SFS[D(2,1)(2,1)] gLLMQbdedfffavqfhcw SFS[D(3,1)(2,1)] gLLAQbddefffawrldnn SFS[D(2,1)(2,1)] gLLMQbdedfffavqfdkj SFS[D(4,1)(2,1)] gLLMQbdedfffavqfdgr SFS[D(4,1)(2,1)] gLLMQbdedfffavqfdgj SFS[D(5,2)(2,1)] gLLMQbdedfffavmfdkr toroidal gLLMQbcdefffhwkhtrr SFS[D(3,1)(2,1)] gLLMQbdedfffavqfpfn SFS[D(2,1)(2,1)] gLLMQbdedfffavqfpcw SFS[D(3,1)(2,1)] gLLMQbddefffafflqnn T2xI gLLMQbcdefffarwitff toroidal gLLMQbcdefffacciqww SFS[D(3,1)(2,1)] gLLMQbceffeftsaiipw toroidal gLLMQbceefffajaummn SFS[D(3,1)(2,1)] gLLMQbceffeflsaiipw SFS[D(3,1)(2,1)] gLLMQbcdefffavvmdff SFS[A(2,1)] gLLMQbcdeffftsjaqff SFS[D(3,1)(2,1)] gLLMQbcdefffasjaqff reducible gLLMQbdedfffavqnxfo SFS[D(3,1)(2,1)] gLLMQbcdeffflsjaqff SFS[D(3,1)(2,1)] gLLMQbdedfffavqnxfg reducible gLLMQbcdefffhnchqcc SFS[D(2,1)(2,1)] gLLMQbcdefffaroitff SFS[D(2,1)(2,1)] gLLMQbceffeftsdiipw SFS[D(2,1)(2,1)] gLLMQbcdefffavgmdff T2xI gLLMQbcdfeffebrdmbb SFS[D(2,1)(2,1)] gLLMQbcdefffhkketkk toroidal gLLMQbcdefffmjkatjj SFS[D(7,3)(2,1)] gLLMQbcdefffhjfeqjj SFS[D(7,3)(2,1)] gLLMQbceefffhgxpaac SFS[D(2,1)(2,1)] gLLAQbddefffxsfetkk SFS[D(8,3)(2,1)] gLLAQbddefffpsrddgg SFS[D(8,3)(2,1)] gLLAQbddefffxwredkk toroidal gLLMQbcdefffaofmqcc SFS[D(2,1)(2,1)] gLLMQbceefffhgauaaw SFS[D(3,1)(2,1)] gLLMQbcdefffaccmqcc SFS[D(3,1)(2,1)] gLLMQbcdefffxcflqvv SFS[D(5,3)(3,1)] gLLMQbcdefffhvkmqkk m117(0,0) gLLMQbcdfeffxckdpvv toroidal gLLMQbcefeffhnqhlhf m004(0,0) gLLMQbcdefffavketkk SFS[D(5,1)(2,1)] gLLMQbcefeffagqhlhf SFS[D(2,1)(2,1)] gLLMQbcdefffaofeqjj SFS[D(7,2)(2,1)] gLLMQbcdefffxcclqvv toroidal gLLMQbcefeffagahihr SFS[D(3,1)(2,1)] gLLMQbcdefffxcblqvv SFS[D(4,1)(3,1)] gLLMQbcdefffaofxqww SFS[D(5,1)(2,1)] gLLMQbceefffpnqxeef SFS[D(3,1)(3,1)] gLLAQbddefffhgfqtss SFS[D(4,3)(3,1)] gLLAQbddefffawrtdnn SFS[D(7,2)(2,1)] gLLMQbdedfffarqfxfo SFS[D(5,3)(3,1)] gLLMQbdedfffarqfivn m146(0,0) gLLMQbdedfffarqfdgr m015(0,0) gLLMQbdedfffarmfdkr m007(0,0) gLLMQbdedfffarqwxfo SFS[D(4,3)(3,1)] gLLMQbcdefffhkkqtkk toroidal gLLMQbcdefffmjkutjj SFS[D(8,3)(2,1)] gLLMQbcdefffhjfqqjj SFS[D(8,3)(2,1)] gLLAQbddefffxsfxtkk SFS[D(7,3)(2,1)] gLLAQbddefffxvkxqkk SFS[D(2,1)(2,1)] gLLAQbddefffpsrpdgg SFS[D(7,3)(2,1)] gLLAQbdedfffdcaktww SFS[D(2,1)(2,1)] gLLAQbddefffxwrxdkk toroidal gLLMQbceefffhgataaw SFS[D(3,1)(2,1)] gLLMQbcdefffacctqcc SFS[D(3,1)(2,1)] gLLMQbcdefffxcfeqvv SFS[D(4,3)(3,1)] gLLMQbcdefffhvkqqkk m146(0,0) gLLMQbcdfeffxckdhvv SFS[D(5,3)(3,1)] gLLMQbcefeffhnqhqhf m015(0,0) gLLMQbcdefffavkqtkk SFS[D(7,2)(2,1)] gLLMQbcdefffaofqqjj toroidal gLLMQbcdefffxcceqvv toroidal gLLMQbcefeffagahdhr SFS[D(3,1)(2,1)] gLLMQbcdefffxcbeqvv SFS[D(5,2)(3,1)] gLLMQbcdefffaofdqww SFS[D(7,2)(2,1)] gLLMQbceefffpnqteef m007(0,0) gLLAQbddefffhgfutss SFS[D(5,3)(3,1)] gLLAQbddefffawradnn SFS[D(5,1)(2,1)] gLLMQbdedfffajqfxfo toroidal gLLMQbdedfffajqfivn m117(0,0) gLLMQbdedfffajqfdgr m004(0,0) gLLMQbdedfffajmfdkr SFS[D(3,1)(3,1)] gLLMQbdedfffajqwxfo SFS[D(5,3)(3,1)] gLLAQbddefffabkahcb reducible gLLAQbddefffabkadon SFS[D(3,1)(2,1)] gLLAQbddefffabkapgj SFS[D(3,1)(2,1)] gLLAQbddefffabkapgr SFS[D(3,1)(2,1)] gLLAQbddefffabkapgv reducible gLLAQbddefffabkaqff SFS[D(2,1)(2,1)] gLLAQbddefffabklqkr reducible gLLAQbddefffabktqkr reducible gLLAQbddefffabkahnr SFS[D(2,1)(2,1)] gLLAQbddefffabkapff SFS[D(2,1)(2,1)] gLLAQbddefffabklhnr SFS[D(2,1)(2,1)] gLLAQbddefffabklpff SFS[D(2,1)(2,1)] gLLAQbddefffabkthor SFS[D(3,1)(2,1)] gLLAQbddefffabkthrr SFS[D(3,1)(2,1)] gLLAQbddefffabkthnr toroidal gLLAQbddefffabktpff toroidal gLLAQbddefffabktdkk SFS[D(3,1)(2,1)] gLLAQbddefffabgapjj SFS[D(3,1)(2,1)] gLLAQbddefffabgapjr SFS[D(3,1)(2,1)] gLLAQbddefffabgapjv reducible gLLAQbddefffabgaarw SFS[D(2,1)(2,1)] gLLAQbddefffabgaioj SFS[D(3,1)(2,1)] gLLAQbddefffabgamcw SFS[D(3,1)(2,1)] gLLAQbddefffabgamcf reducible gLLAQbddefffabgamcn SFS[D(3,1)(2,1)] gLLAQbddefffabgahrr SFS[D(2,1)(2,1)] gLLAQbddefffabjapkv reducible gLLAQbddefffabjaekk SFS[D(2,1)(2,1)] gLLAQbddefffabjaick reducible gLLAQbddefffabjaerf T2xI gLLAQbddefffabkphow SFS[D(3,1)(2,1)] gLLAQbddefffabkdpkk SFS[D(3,1)(2,1)] gLLAQbddefffabghhrw SFS[D(2,1)(2,1)] gLLAQbddefffabghmcc SFS[D(3,1)(2,1)] gLLAQbddefffabghmcr SFS[D(3,1)(2,1)] gLLAQbddefffabghmcs reducible gLLAQbddefffabgharr SFS[D(2,1)(2,1)] gLLAQbddefffabghpjw SFS[D(3,1)(2,1)] gLLAQbddefffabghpjk reducible gLLAQbddefffabghpjo SFS[D(3,1)(2,1)] gLLAQbddefffabghdnc SFS[D(3,1)(2,1)] gLLAQbddefffabjpaoc SFS[D(3,1)(2,1)] gLLAQbddefffabjhibg SFS[D(3,1)(2,1)] gLLAQbddefffabjhekg SFS[D(5,2)(2,1)] gLLAQbddefffabjhejg SFS[D(4,1)(2,1)] gLLAQbddefffabjhekv SFS[D(4,1)(2,1)] gLLAQbddefffabjpdoc SFS[D(3,1)(2,1)] gLLAQbddefffabjhpkk SFS[D(2,1)(2,1)] gLLAQbddefffabkqprr SFS[D(3,1)(2,1)] gLLAQbddefffabkqigr SFS[D(3,1)(2,1)] gLLAQbddefffabkuhvj SFS[D(3,1)(2,1)] gLLAQbddefffabjudvw SFS[D(3,1)(2,1)] gLLAQbddefffabjqpsj SFS[D(3,1)(2,1)] gLLAQbddefffabjqesk SFS[D(5,2)(2,1)] gLLAQbddefffabjqesb SFS[D(4,1)(2,1)] gLLAQbddefffabjqeck SFS[D(4,1)(2,1)] gLLAQbddefffabjuavw SFS[D(3,1)(2,1)] gLLAQbddefffabjqikk SFS[D(2,1)(2,1)] gLLAQbddefffakgamcw reducible gLLAQbddefffakgalcb SFS[D(2,1)(2,1)] gLLAQbddefffakgahrr SFS[D(5,1)(2,1)] gLLAQbddefffakkdpkk reducible gLLAQbddefffasgamcw SFS[D(3,1)(2,1)] gLLAQbddefffasgahrr SFS[D(7,2)(2,1)] gLLAQbddefffaskdpkk SFS[D(3,1)(2,1)] gLLMQbddefffanoeasn SFS[D(3,1)(3,1)] gLLMQbcdfeffaooxqcc SFS[D(3,1)(2,1)] gLLMQbcdfeffaooxmww SFS[D(3,1)(2,1)] gLLMQbceffefpnqeeun SFS[D(3,1)(3,1)] gLLMQbcdfeffaooxecc SFS[D(3,1)(2,1)] gLLMQbcdefffabbhlrr SFS[D(3,1)(2,1)] gLLMQbcdfeffaooxxjj toroidal gLLMQbceefffagaxhhs SFS[D(3,1)(2,1)] gLLMQbceefffajhmiij SFS[D(2,1)(2,1)] gLLMQbceefffagqehhn SFS[D(2,1)(2,1)] gLLMQbcdfeffaooxlcc reducible gLLMQbcdefffdfbxlff toroidal gLLMQbcdefffebbllbb toroidal gLLAQbddefffdcctljj toroidal gLLMQbcdfeffacblpcc SFS[D(2,1)(2,1)] gLLAQbddefffefchlgg toroidal gLLMQbcdfeffacflpcc SFS[D(2,1)(2,1)] gLLMQbddefffafolacc SFS[D(2,1)(2,1)] gLLMQbcdefffaofdiww SFS[D(5,1)(2,1)] gLLMQbceefffpnqteeb SFS[D(3,1)(3,1)] gLLAQbddefffhgfuxww SFS[D(4,3)(3,1)] gLLMQbdedfffanqklfo SFS[D(5,3)(3,1)] gLLMQbdedfffanqkavn m146(0,0) gLLMQbdedfffanqktgr m015(0,0) gLLMQbdedfffanmktkr m007(0,0) gLLMQbdedfffanqslfo SFS[D(4,3)(3,1)] gLLMQbcdefffavkqlkk SFS[D(5,1)(2,1)] gLLMQbcdefffaofqijj SFS[D(7,2)(2,1)] gLLMQbcefeffagqhqhb SFS[D(2,1)(2,1)] gLLMQbcdefffhvkqukk m117(0,0) gLLMQbcefeffhnqhqhb m004(0,0) gLLMQbcdfeffxckahvv toroidal gLLMQbcdefffxcfeivv SFS[D(5,3)(3,1)] gLLMQbcefeffagahdhv SFS[D(3,1)(2,1)] gLLMQbcdefffxcceivv toroidal gLLMQbcdefffxcbeivv SFS[D(4,1)(3,1)] gLLMQbcdfeffebrehbb SFS[D(2,1)(2,1)] gLLMQbcdefffhkkqlkk toroidal gLLMQbcdefffmjkuljj SFS[D(7,3)(2,1)] gLLMQbcdefffhjfqijj SFS[D(7,3)(2,1)] gLLMQbceefffhgxqaab SFS[D(2,1)(2,1)] gLLAQbddefffxsfxxff SFS[D(8,3)(2,1)] gLLAQbddefffpsrppcc SFS[D(8,3)(2,1)] gLLAQbddefffxwrxpff toroidal gLLMQbcdefffaofticc SFS[D(2,1)(2,1)] gLLMQbceefffhgataao SFS[D(3,1)(2,1)] gLLMQbcdefffaccticc SFS[D(3,1)(2,1)] gLLMQbceffeftsaiipo toroidal gLLMQbceefffajaummo SFS[D(3,1)(2,1)] gLLMQbceffeflsaiipo SFS[D(9,2)(2,1)] gLLMQbcefefftsamlmo SFS[D(9,2)(2,1)] gLLMQbcefeffajaieio SFS[D(3,1)(2,1)] gLLMQbcefefflsamlmo SFS[D(6,1)(2,1)] gLLMQbceffefdwuaalb SFS[D(7,3)(2,1)] gLLMQbceffefeoduups SFS[D(11,3)(2,1)] gLLMQbceffefdnauulv toroidal gLLMQbdedfffawdbxcr SFS[D(10,3)(2,1)] gLLMQbdedfffawdbxsr SFS[D(11,3)(2,1)] gLLMQbcdefffarwhlrr SFS[D(3,1)(2,1)] gLLMQbceeffftsaxaao SFS[D(3,1)(2,1)] gLLMQbceefffasaxaao reducible gLLMQbceeffflsaxaao SFS[D(3,1)(2,1)] gLLMQbcdefffacchicc SFS[D(3,1)(2,1)] gLLMQbcdfeffaojaucc SFS[D(2,1)(2,1)] gLLMQbcdefffebgdubb SFS[D(2,1)(2,1)] gLLMQbdedfffafakton SFS[D(2,1)(2,1)] gLLMQbceefffmktdaas SFS[D(2,1)(2,1)] gLLMQbcdfeffacgaicc T2xI gLLAQbdedffflvqghnn reducible gLLMQbcdefffacoamcc T2xI gLLMQbcdefffaooamcc SFS[A(2,1)] gLLMQbcdefffagoamcc T2xI gLLMQbceffeftvtaapo reducible gLLAQbddefffawfdlkk reducible gLLAQbddefffawcaacw reducible gLLAQbddefffawcaxcb SFS[D(2,1)(2,1)] gLLAQbddefffawcaerr SFS[D(5,1)(2,1)] gLLAQbddefffanfqlrr toroidal gLLAQbddefffanfqmgr toroidal gLLAQbddefffanbquck m004(0,0) gLLAQbddefffanbqmkk SFS[D(5,1)(2,1)] gLLAQbddefffanfhmbg toroidal gLLAQbddefffanchebg toroidal gLLAQbddefffanchqnc toroidal gLLAQbddefffanchljo m011(0,0) gLLAQbddefffanchmbg SFS[D(5,2)(3,1)] gLLAQbddefffanchacc reducible gLLAQbddefffanchxbg SFS[D(4,3)(3,1)] gLLAQbddefffanfalgr reducible gLLAQbddefffanfaugb SFS[D(2,1)(2,1)] gLLAQbddefffancaljj SFS[D(3,1)(2,1)] gLLAQbddefffancamoj SFS[D(3,1)(2,1)] gLLAQbddefffancaacn toroidal gLLAQbddefffancaigb SFS[D(3,1)(2,1)] gLLAQbddefffanbauks SFS[D(7,2)(2,1)] gLLAQbddefffanbaukk SFS[D(5,1)(2,1)] gLLAQbddefffanbaukb SFS[D(2,1)(2,1)] gLLAQbddefffanbamcb SFS[D(2,1)(2,1)] gLLAQbddefffanbamck toroidal gLLAQbddefffanbamcs SFS[D(7,3)(2,1)] gLLAQbddefffafbiuff toroidal gLLAQbddefffaffaefb T2xI gLLAQbddefffaffaecb SFS[A(2,1)] gLLAQbddefffaffatff toroidal gLLAQbddefffaffalff toroidal gLLAQbddefffaffllff toroidal gLLAQbddefffafftlff reducible gLLAQbddefffafcaacf reducible gLLAQbddefffafcaaff toroidal gLLAQbddefffafcaabf toroidal gLLAQbddefffafbaujb SFS[D(2,1)(2,1)] gLLAQbddefffafbaaff toroidal gLLAQbddefffafbaurf toroidal gLLMQbcdefffaofqdcc SFS[D(2,1)(2,1)] gLLAQbddeffftvjptcc SFS[D(6,1)(2,1)] gLLAQbddeffflvjptcc SFS[D(9,2)(2,1)] gLLMQbddefffawbhpff SFS[D(7,3)(2,1)] gLLAQbddefffpkjptcc m009(0,0) gLLMQbceffeftsammpc SFS[D(9,2)(2,1)] gLLMQbceefffajauiig SFS[D(3,1)(2,1)] gLLMQbceffeflsammpc SFS[D(6,1)(2,1)] gLLMQbceefffagaphhf SFS[D(3,1)(2,1)] gLLMQbcdefffabgatrr SFS[D(7,3)(2,1)] gLLMQbcdfeffaojtajj toroidal gLLMQbceefffagxahhr SFS[D(2,1)(2,1)] gLLMQbcdfeffaojtpcc SFS[D(2,1)(2,1)] gLLMQbceffefpnaeelf m009(0,0) gLLMQbcdfeffaojtuww SFS[D(7,3)(2,1)] gLLMQbddefffafflqcc T2xI gLLMQbcdefffacfedcc T2xI gLLMQbcdefffaoouqcc reducible gLLAQbdedffftvtgtgg toroidal gLLAQbdedffflvtgtgg toroidal gLLMQbcefefftvtalag toroidal gLLMQbcdefffacbedcc T2xI gLLMQbcefefflvtalag toroidal gLLMQbcdfeffaoodtcc SFS[D(3,1)(2,1)] gLLMQbdedfffawarmnv SFS[D(7,2)(2,1)] gLLMQbdedfffawarqsg SFS[D(7,2)(2,1)] gLLMQbdedfffawarqrg toroidal gLLMQbcdefffebbhqbb SFS[D(3,1)(2,1)] gLLMQbcdefffxbbhqbb toroidal gLLMQbcdefffmbbhqbb SFS[D(3,1)(2,1)] gLLMQbcdfeffhjodqjj SFS[D(3,1)(2,1)] gLLMQbceefffhgaqaaj SFS[D(3,1)(2,1)] gLLMQbcdfeffacndtcc SFS[D(2,1)(2,1)] gLLMQbceefffhgqtaac SFS[D(2,1)(2,1)] gLLMQbcdefffabbqqrr reducible gLLMQbcefeffagahqhk SFS[D(3,1)(2,1)] gLLMQbcdfeffaoodqjj SFS[D(3,1)(2,1)] gLLMQbcdefffxcguqvv SFS[D(4,3)(3,1)] gLLMQbcdefffhvnqtkk m011(0,0) gLLMQbcdfeffxccthvv toroidal gLLMQbcefeffhnahqhk toroidal gLLMQbcdfeffxcodevv SFS[D(5,2)(3,1)] gLLMQbcefeffagxhdhf SFS[D(2,1)(2,1)] gLLMQbcdfeffxcndevv toroidal gLLMQbceefffpnateek m009(0,0) gLLAQbddefffxvnxdff SFS[D(5,2)(3,1)] gLLAQbddefffxwbxtff m142(0,0) gLLAQbddefffxsjxqff m035(0,0) gLLAQbddefffpfjpqcc m045(0,0) gLLMQbdedfffanavqnn SFS[D(8,3)(2,1)] gLLMQbddefffhgcpqrr SFS[D(4,1)(3,1)] gLLMQbcdfeffaooddww reducible gLLAQbddefffxvoxdff SFS[D(4,1)(3,1)] gLLMQbcdfeffaoodmcc SFS[D(3,1)(2,1)] gLLMQbcdefffebbmqbb SFS[D(3,1)(2,1)] gLLMQbceffefdwlaaus SFS[D(8,3)(2,1)] gLLMQbceffefeouuuin SFS[D(4,1)(2,1)] gLLMQbceffefdnquuur toroidal gLLMQbdedfffandvpcr SFS[D(5,2)(2,1)] gLLMQbdedfffandvpsr SFS[D(4,1)(2,1)] gLLMQbcdefffarratrr SFS[D(7,2)(2,1)] gLLMQbceeffftsxaaaw SFS[D(7,2)(2,1)] gLLMQbceefffasxaaaw SFS[D(5,1)(2,1)] gLLMQbceeffflsxaaaw SFS[D(2,1)(2,1)] gLLMQbcdefffackaqcc SFS[D(2,1)(2,1)] gLLMQbcefeffajhiiin SFS[D(2,1)(2,1)] gLLMQbceffeftsxiiiw toroidal gLLMQbceefffajhmmmn SFS[D(7,2)(2,1)] gLLMQbcdfeffacodhcc SFS[D(2,1)(2,1)] gLLMQbcdfeffaoodhcc toroidal gLLMQbcdfeffagodhcc SFS[D(2,1)(2,1)] gLLMQbcdefffacgeqcc SFS[D(2,1)(2,1)] gLLMQbcdefffebbtqbb reducible gLLAQbddefffdccqtww reducible gLLMQbceefffmktlaaf T2xI gLLMQbdedfffafavpon T2xI gLLAQbddefffanoalrr reducible gLLAQbddefffanoaicb SFS[D(3,1)(2,1)] gLLAQbddefffanoapcw SFS[D(5,1)(2,1)] gLLAQbddefffanrdqkk SFS[D(5,1)(2,1)] gLLAQbddefffawrapjj SFS[D(7,2)(2,1)] gLLAQbddefffawraioj SFS[D(7,3)(2,1)] gLLAQbddefffawramcn toroidal gLLAQbddefffawraagb SFS[D(2,1)(2,1)] gLLAQbddefffawoaeks SFS[D(3,1)(2,1)] gLLAQbddefffawoaekk reducible gLLAQbddefffawoaekb SFS[D(3,1)(2,1)] gLLAQbddefffawoaicb SFS[D(3,1)(2,1)] gLLAQbddefffawoaick toroidal gLLAQbddefffawoaics SFS[D(3,1)(2,1)] gLLAQbddefffawnaegb SFS[D(3,1)(2,1)] gLLAQbddefffawnapgr SFS[D(5,1)(2,1)] gLLAQbddefffawrhibg SFS[D(5,3)(3,1)] gLLAQbddefffawrhmcc SFS[D(5,1)(2,1)] gLLAQbddefffawrhhbg toroidal gLLAQbddefffawrhpjo m117(0,0) gLLAQbddefffawrhdnc m004(0,0) gLLAQbddefffawohibg SFS[D(4,1)(3,1)] gLLAQbddefffawnhibg toroidal gLLAQbddefffawoqeck toroidal gLLAQbddefffawoqikk reducible gLLAQbddefffawnqprr toroidal gLLAQbddefffawnqigr m081(0,0) gLLAQbddefffafraqff toroidal gLLAQbddefffafradrf toroidal gLLAQbddefffafradjb T2xI gLLAQbddefffafoamff toroidal gLLAQbddefffafolmff toroidal gLLAQbddefffafotmff reducible gLLAQbddefffafoaifb SFS[D(2,1)(2,1)] gLLAQbddefffafoaicb toroidal gLLAQbddefffafoapff toroidal gLLAQbddefffafnaqcf reducible gLLAQbddefffafnaqff toroidal gLLAQbddefffafnaqbf toroidal gLLAQbddefffafridff toroidal gLLMQbceffefdgamaav SFS[D(3,1)(3,2)] gLLMQbceefffdgapxxv SFS[D(4,3)(3,1)] gLLMQbceffefdgmmaij SFS[D(3,1)(3,2)] gLLMQbcefeffdgmlhlj SFS[D(5,2)(2,1)] gLLMQbcdefffacchqco SFS[D(3,1)(2,1)] gLLMQbceefffpnqxemf reducible gLLMQbcefeffagdiihr toroidal gLLMQccdefffajvlhgf toroidal gLLMQbcefeffagtihhk SFS[D(5,2)(2,1)] gLLMQbcefeffagaiihr SFS[D(3,1)(2,1)] gLLMQbcefeffageiihr m006(0,0) gLLMQbceffefdgmmadc m137(0,0) gLLMQbcdfeffacoamrc toroidal gLLMQbcdfeffaooamrc reducible gLLMQbcdfeffagoamrc toroidal gLLMQbcdefffacgairc toroidal gLLAQbddefffhgjqesb toroidal gLLAQbddefffmkjuecw SFS[D(5,3)(3,1)] gLLMQbcdefffxbbtuvb SFS[D(3,1)(2,1)] gLLMQbcdefffmbbtuvb toroidal gLLMQbddefffhgcxmbn m140(0,0) gLLAQbdedffflsachkk SFS[D(3,1)(2,1)] gLLAQbdedffflsacegn m137(0,0) gLLAQbddefffmvjuicw SFS[D(5,3)(3,1)] gLLMQbcdefffecceikk toroidal gLLMQbcdefffacouqbc toroidal gLLMQbcdefffaoouqbc reducible gLLMQbcdefffagouqbc toroidal gLLMQbcdefffegbmmrr SFS[D(4,1)(2,1)] gLLAQbddeffflwoqikk reducible gLLMQbcdefffarwhlsr toroidal gLLMQbcdfeffeckdesn SFS[D(5,1)(2,1)] gLLAQbddefffxvjxlcf m146(0,0) gLLMQbcdfeffegjeibg m304(0,0) gLLAQbdedffflwafikk SFS[D(2,1)(2,1)] gLLAQbdedffflfafaff toroidal gLLAQbdedffflfagaff m125(0,0)(0,0) gLLAQbdedffflfavpsv SFS[D(5,1)(2,1)] gLLAQbdedffflfavaff toroidal gLLAQbdedffflfavpkf m038(0,0) gLLAQbdedffflfmvpff toroidal gLLMQbcdefffabbdabf T2xI gLLMQbcdefffaknqibf SFS[D(2,1)(2,1)] gLLMQbcdefffabcdabf SFS[A(5,2)] gLLMQbcdefffakoqibf toroidal gLLMQbcdefffebcpikb SFS[D(5,3)(3,1)] gLLMQbcdefffajcdivf reducible gLLMQbcdefffebcpiks SFS[D(5,2)(3,1)] gLLMQbcdefffabfdabf SFS[A(4,1)] gLLMQbcdefffebbuurw m135(0,0) gLLMQbcdefffebbaurf m023(0,0) gLLMQbcdefffebbpurn SFS[D(3,1)(2,1)] gLLMQbcdefffakrqibf toroidal gLLAQbdedffflvarxgv toroidal gLLMQbcdefffebbaujb SFS[D(3,1)(3,1)] gLLMQbcdefffebbpikb toroidal gLLMQbcdefffajrdivf reducible gLLMQbcdefffebbpiks toroidal gLLMQbcdefffebbpukb m004(0,0) gLLMQbcdefffebbpukk SFS[D(4,1)(3,1)] gLLMQbcdefffebbpuks m034(0,0) gLLMQbcdefffebbpqkb m117(0,0) gLLMQbcdefffagkdhow SFS[D(4,3)(3,1)] gLLMQbcdefffebbpqks m189(0,0) gLLMQbcdefffebbptkj m026(0,0) gLLMQbcdefffebfeecc toroidal gLLMQbcdefffebceecc SFS[A(5,2)] gLLMQbcdefffagjthbc reducible gLLMQbcdefffebbeukw m023(0,0) gLLMQbcdefffebbqujc toroidal gLLMQbcdefffebbeecc SFS[A(4,1)] gLLAQbdedffflvurxno m170(0,0) gLLMQbcdefffebbeurv SFS[D(3,1)(3,1)] gLLMQbcdefffebblurb m136(0,0) gLLMQbcdefffebbqino m171(0,0) gLLMQbcdefffajrtior SFS[D(4,1)(3,1)] gLLMQbcdefffebbqiro m081(0,0) gLLMQbcdefffebbquno m034(0,0) gLLMQbcdefffebbquoo SFS[D(4,3)(3,1)] gLLMQbcdefffebbquro m022(0,0) gLLMQbcdefffebbqqno toroidal gLLMQbcdefffagkthbc reducible gLLMQbcdefffebbqqro toroidal gLLMQbcdefffebbqtbo toroidal gLLAQbdedfffdwacxgv SFS[D(5,2)(3,1)] gLLMQbcdefffebchxss reducible gLLAQbdedfffevdcxsk SFS[D(5,3)(3,1)] gLLMQbcdefffebcttvv reducible gLLMQbcdefffebbmasw m074(0,0) gLLMQbcdefffebbmtnw m030(0,0) gLLMQbcdefffebbhuwn m034(0,0) gLLMQbcdefffebbhuww SFS[D(4,1)(3,1)] gLLMQbcdefffebbhuwf m004(0,0) gLLMQbcdefffebbmijw m121(0,0) gLLMQbcdefffajrqikb SFS[D(4,3)(3,1)] gLLMQbcdefffebbmicw m029(0,0) gLLMQbcdefffebbmqjw m073(0,0) gLLMQbcdefffagkqhjv SFS[D(4,1)(3,1)] gLLMQbcdefffebbmqcw m121(0,0) gLLMQbcdefffebbmujw SFS[D(4,1)(3,1)] gLLMQbcdefffebbmuwn SFS[D(4,3)(3,1)] gLLMQbcdefffebbmuwf SFS[D(4,1)(3,1)] gLLMQbcdefffebbmucw SFS[D(4,3)(3,1)] gLLMQbcdefffebbtuwn m022(0,0) gLLMQbcdefffebbtuww SFS[D(4,3)(3,1)] gLLMQbcdefffebbtuwf m034(0,0) gLLMQbcdefffebbmmwr m307(0,0) gLLAQbdedffflvprxbs m100(0,0) gLLMQbcdefffebbmecr m074(0,0) gLLAQbdedfffdwarxgv toroidal gLLMQbcdefffebbhxss reducible gLLAQbdedfffevdrxsk toroidal gLLAQbddefffpsfpeow m053(0,0) gLLAQbdedfffdoarxgv m029(0,0) gLLMQbcdefffebbmxss SFS[D(4,3)(3,1)] gLLAQbdedffferdrxsk m121(0,0) gLLAQbdedfffdkarxgv m081(0,0) gLLMQbcdefffebbtxss SFS[D(4,1)(3,1)] gLLAQbdedfffejdrxsk m171(0,0) gLLMQbcdefffebbhuvb toroidal gLLMQbcdefffebbhqvb m052(0,0) gLLMQbcdefffebbmubs SFS[D(3,1)(2,1)] gLLMQbcdefffebbmuvb SFS[D(3,1)(2,1)] gLLMQbcdefffebbmqvb m100(0,0) gLLMQbcdefffebbtuvb m003(0,0) gLLMQbcdefffebbtqvb toroidal gLLMQbcdefffebbhtvj m189(0,0) gLLMQbcdefffebbhtvv SFS[D(4,3)(3,1)] gLLMQbcdefffebbhtvr m117(0,0) gLLMQbcdefffebbmaor m053(0,0) gLLMQbcdefffebbmlbr m306(0,0) gLLMQbcdefffebbmtvj m121(0,0) gLLMQbcdefffebbmtvv SFS[D(4,1)(3,1)] gLLMQbcdefffebbmtvr m073(0,0) gLLMQbcdefffebbttvj toroidal gLLMQbcdefffebbttvv reducible gLLMQbcdefffebbttvr toroidal gLLMQbcdefffagjuhbc SFS[D(5,3)(3,1)] gLLMQbcdefffekbmuww toroidal gLLMQbcdefffagjxhbc SFS[D(5,2)(3,1)] gLLMQbcdefffesbmuww toroidal gLLMQbcdefffebklqjb m007(0,0) gLLMQbcdefffebkxqoo SFS[D(5,2)(2,1)] gLLMQbcdefffebjdqvb toroidal gLLMQbcdefffebgduww SFS[D(4,1)(2,1)] gLLMQbcdefffebgdqvb SFS[D(5,3)(5,2)] gLLMQbcdefffebgdaor m053(0,0) gLLMQbcdefffekkxqoo m017(0,0) gLLMQbcdefffekgduww SFS[D(4,1)(2,1)] gLLMQbcdefffeskxqoo m011(0,0) gLLMQbcdefffesgduww toroidal gLLAQbddeffflvrqagv toroidal gLLAQbddeffflvouakk SFS[D(5,2)(3,1)] gLLAQbddeffflvnuhck m168(0,0) gLLAQbddeffflvnuakk toroidal gLLAQbddeffflvrhacg SFS[D(5,1)(2,1)] gLLAQbddeffflvopaow reducible gLLAQbddeffflvotaov SFS[D(3,1)(2,1)] gLLAQbddeffflvnlhkk toroidal gLLAQbddeffflvnlack toroidal gLLAQbdedffflvagugv toroidal gLLMQbcdfeffebrderv SFS[D(3,1)(3,1)] gLLMQbcdfeffebrdmww SFS[D(4,1)(2,1)] gLLMQbcdfeffebndtvb toroidal gLLAQbddefffpcnplow m032(0,0) gLLMQbcdfeffebodtvb SFS[D(5,2)(4,1)] gLLMQbcdfeffebkdejb SFS[D(7,2)(2,1)] gLLMQbcdefffebbhivb toroidal gLLMQbcdfeffebgqecw SFS[D(7,3)(2,1)] gLLMQbcdefffakoqmjk SFS[D(5,3)(3,1)] gLLAQbdedffflnaghgv SFS[D(5,1)(2,1)] gLLMQbcdfeffebjeerw m146(0,0) gLLMQbcdefffakrqmjk toroidal gLLMQbcdfeffebjeiww toroidal gLLMQbcdefffxkrhmnf m400(0,0) gLLMQbcdefffebbmivb m054(0,0) gLLMQbcdefffebbtivb m116(0,0) gLLAQbdedffflvagukb toroidal gLLAQbdedffflvagukk SFS[D(3,1)(2,1)] gLLAQbdedffflvaguks m027(0,0) gLLAQbdedffflvagtfn toroidal gLLAQbdedffflvagtfw toroidal gLLAQbdedffflvagxcv SFS[D(2,1)(2,1)] gLLAQbdedffflvagxrj m026(0,0) gLLAQbdedffflvagxrr SFS[D(3,1)(2,1)] gLLAQbdedffflvagxrv toroidal gLLAQbdedffflvagxsv SFS[D(7,3)(2,1)] gLLAQbdedffflvagpgv toroidal gLLAQbdedfffdougano SFS[D(7,3)(2,1)] gLLAQbddefffdvcuavj SFS[D(5,1)(2,1)] gLLAQbdedffflvagakk toroidal gLLAQbddefffesciags SFS[D(7,3)(2,1)] gLLAQbdedffferigaor SFS[D(5,1)(2,1)] gLLAQbddefffdsouivj m044(0,0) gLLAQbdedffflvagmff toroidal gLLAQbddefffewoiigs toroidal gLLAQbddefffdwgumvj m070(0,0) gLLAQbdedffflvagirr m006(0,0) gLLAQbddefffevgimgs SFS[D(7,3)(2,1)] gLLAQbdedfffdwugano m069(0,0) gLLAQbdedffflvegakk m011(0,0) gLLAQbdedfffevigaor SFS[D(5,1)(2,1)] gLLAQbdedffflvegmff toroidal gLLAQbdedffflvegirr toroidal gLLAQbdedfffdkugano m027(0,0) gLLAQbdedffflvdgakk SFS[D(3,1)(2,1)] gLLAQbdedfffejigaor toroidal gLLAQbdedffflvdgmff reducible gLLAQbdedffflvdgirr SFS[D(3,1)(2,1)] gLLAQbddeffflbcaacb toroidal gLLAQbdedffflvagafr SFS[D(7,4)(3,1)] gLLAQbdedffflvagafj SFS[D(7,3)(3,1)] gLLAQbdedffflvagagr SFS[D(5,1)(3,1)] gLLAQbdedffflvagagj SFS[D(5,4)(3,1)] gLLAQbdedffflsacigv SFS[D(5,4)(3,1)] gLLAQbdedffflvagmcs SFS[D(5,1)(3,1)] gLLAQbdedfffljagagv toroidal gLLAQbdedffflragagv toroidal gLLAQbdedffflvagpkb SFS[D(5,1)(2,1)] gLLAQbdedffflvagpkk m011(0,0) gLLAQbdedffflvagpks m069(0,0) gLLAQbdedffflvaghgn SFS[D(5,1)(2,1)] gLLAQbdedffflvaghfn SFS[D(7,2)(2,1)] gLLAQbdedffflvaghff toroidal gLLAQbdedffflvaghfw m043(0,0) gLLAQbdedffflvaghvn SFS[D(2,1)(2,1)] gLLAQbdedffflvagdrj SFS[D(2,1)(2,1)] gLLAQbdedffflvagdrr toroidal gLLAQbdedffflvagdrv SFS[D(2,1)(2,1)] gLLAQbdedffflvavdrr SFS[D(5,2)(2,1)] gLLAQbdedffflvuguff reducible gLLAQbdedffflvxghjf m201(0,0) gLLAQbdedfffdopgabs toroidal gLLAQbdedffflvugaff toroidal gLLAQbdedffferxgacw m044(0,0) gLLAQbdedfffdwpgabs m043(0,0) gLLAQbdedffflvxgaff toroidal gLLAQbddefffhgcaacb SFS[D(2,1)(2,1)] gLLAQbdedfffevxgacw SFS[D(7,2)(2,1)] gLLAQbddefffmkcdafc SFS[D(5,1)(2,1)] gLLAQbdedfffdkpgabs toroidal gLLAQbdedfffejxgacw toroidal gLLAQbdedffflvugano SFS[D(5,1)(3,1)] gLLAQbdedffflvugpff toroidal gLLAQbdedffflvtgtgv m125(0,0)(0,0) gLLAQbdedffflvmfdgj SFS[D(3,1)(2,1)] gLLAQbdedffflvqgxgr m120(0,0) gLLAQbdedffflvpgprr toroidal gLLAQbdedffflvpgabs SFS[D(5,4)(3,1)] gLLAQbdedfffdoagagv SFS[D(7,3)(2,1)] gLLAQbdedffflvpgarr m006(0,0) gLLAQbdedffferdgask m070(0,0) gLLAQbddefffpfcpaow SFS[D(7,3)(2,1)] gLLAQbdedfffdkagagv toroidal gLLAQbdedffflvqgarr SFS[D(3,1)(2,1)] gLLAQbdedfffejdgask m026(0,0) gLLAQbddefffxbcxarv SFS[D(2,1)(2,1)] gLLAQbdedfffdwagagv SFS[D(2,1)(2,1)] gLLAQbdedffflvmgarr toroidal gLLAQbdedfffevdgask SFS[D(2,1)(2,1)] gLLAQbdedffflvmgdgj toroidal gLLAQbdedffflvpgurr SFS[D(3,1)(2,1)] gLLAQbdedffflvmvarr SFS[D(5,2)(2,1)] gLLAQbdedffflvmvdgj toroidal gLLMQbdefefftvxaiuk m019(0,0) gLLMQccdfeffubwxajr SFS[D(5,2)(5,2)] gLLMQbcdeffftskulko m119(0,0) gLLMQbcdefffaskulko m019(0,0) gLLMQbcdeffflskulko SFS[D(7,2)(2,1)] gLLMQccdefffugvitfw toroidal gLLMQccdefffajvidnf m016(0,0) gLLMQccdefffpkviqwn toroidal gLLMQccdfeffubwxhjk m145(0,0) gLLMQbcdfeffagkxpbc SFS[D(4,1)(2,1)] gLLMQccdfeffubwxhgk m043(0,0) gLLMQccdefffajviagc SFS[D(4,1)(2,1)] gLLMQbcdefffpbnelow toroidal gLLMQbcdefffarsplbf reducible gLLMQbcdefffavsplbf reducible gLLMQbceefffpnaxemo SFS[D(3,1)(2,1)] gLLAQbddefffdwnhhjg SFS[D(4,3)(3,1)] gLLMQbcdefffasnehvf reducible gLLAQbddefffevnmhgk SFS[D(4,1)(3,1)] gLLMQbcdefffabnehvf reducible gLLMQbcdefffevsdlsn SFS[D(3,1)(2,1)] gLLMQbdefefftvqilmf m011(0,0) gLLMQbcdefffeogdirf toroidal gLLMQbcdeffftkbhuvf SFS[D(4,3)(3,1)] gLLMQbcdefffakbhuvf reducible gLLMQbcdeffflkbhuvf SFS[D(4,1)(3,1)] gLLMQbcdeffftsbhuvf SFS[D(5,3)(3,1)] gLLMQbcdefffasbhuvf reducible gLLMQbcdeffflsbhuvf SFS[D(5,2)(3,1)] gLLMQbdefefftvqiemf m178(0,0) gLLMQbdefefftvqiqmf toroidal gLLMQbcefeffdgamxev SFS[D(3,1)(2,1)] gLLMQbcefeffdvamxev SFS[D(3,1)(2,1)] gLLMQbcefefftsummeo SFS[D(5,2)(3,1)] gLLMQbcefeffajpliio reducible gLLMQbcefefflsummeo SFS[D(5,3)(3,1)] gLLMQccdfefflbjehgf SFS[D(4,1)(3,1)] gLLMQbcefeffaguiihb reducible gLLMQccdfefftbjehgf SFS[D(4,3)(3,1)] gLLMQbcdefffmsnthjc SFS[D(3,1)(2,1)] gLLMQccdefffajnuhgf reducible gLLMQbcefeffagpihhv reducible gLLMQccdfeffubjqhcr SFS[D(3,1)(2,1)] gLLMQbcefefftspmeeb SFS[D(4,1)(3,1)] gLLMQbcefeffajulliv reducible gLLMQbcefefflspmeeb SFS[D(4,3)(3,1)] gLLMQccdfeffajbuegf reducible gLLMQbcefefftstmmeo m239(0,0) gLLMQbcefeffajdliio SFS[D(5,3)(3,1)] gLLMQbcefefflstmmeo m146(0,0) gLLMQccdfeffljrehgf m006(0,0) gLLMQccdfeffajrehgf toroidal gLLMQccdfefftjrehgf toroidal gLLMQccdfefflbrehgf m291(0,0) gLLMQbcefeffagxiihb SFS[D(4,1)(3,1)] gLLMQccdfefftbrehgf m303(0,0) gLLMQccdefffajfuhgf SFS[D(4,1)(3,1)] gLLMQccdfeffubrqhcr toroidal gLLMQccdfeffajkuegf SFS[D(5,3)(3,1)] gLLMQbcefefftsxmmeo m115(0,0) gLLMQbcefeffajhliio SFS[D(5,2)(3,1)] gLLMQbcefefflsxmmeo m015(0,0) gLLMQccdfeffljvehgf m016(0,0) gLLMQccdfeffajvehgf toroidal gLLMQccdfefftjvehgf toroidal gLLMQccdfefflbvehgf m188(0,0) gLLMQbcefeffagtiihb SFS[D(4,3)(3,1)] gLLMQccdfefftbvehgf m223(0,0) gLLMQccdefffajwuhgf SFS[D(4,3)(3,1)] gLLMQccdfeffajsuegf SFS[D(5,2)(3,1)] gLLMQbcdfeffmccmmgc SFS[A(2,1)] gLLAQbddeffflvkiqff toroidal gLLAQbddeffflvgqmkk SFS[D(3,1)(2,1)] gLLAQbddeffflvkhujg toroidal gLLAQbddeffflvkhefv m060(0,0) gLLAQbddeffflvkheff toroidal gLLAQbddeffflvkhefg toroidal gLLAQbddeffflvkhqrs toroidal gLLAQbddeffflvkhqrr m006(0,0) gLLAQbddeffflvkhqrc toroidal gLLAQbddeffflvkhlkw m159(0,0) gLLAQbddeffflvkhlkk toroidal gLLAQbddeffflvkhlko m060(0,0) gLLAQbddeffflvkhijg toroidal gLLAQbddeffflvkhqjg SFS[D(2,1)(2,1)] gLLAQbddeffflvgdirr SFS[D(3,1)(2,1)] gLLAQbddeffflvklqkk toroidal gLLAQbddeffflvgtaff SFS[A(2,1)] gLLMQbcdefffarspqjk SFS[D(5,3)(3,1)] gLLMQbcdeffftkbhtsr m121(0,0) gLLMQbcdefffakbhtsr toroidal gLLMQbcdeffflkbhtsr m171(0,0) gLLMQbcdeffftsbhtsr m143(0,0) gLLMQbcdefffasbhtsr SFS[D(5,3)(3,1)] gLLMQbcdeffflsbhtsr m035(0,0) gLLMQbcdeffftbbhtsr m147(0,0) gLLMQbcdeffflbbhtsr m154(0,0) gLLMQbcdefffhkkltgk SFS[D(3,1)(2,1)] gLLMQbcdefffhokltgk SFS[D(6,1)(2,1)] gLLMQbcdefffhwkltgk SFS[D(9,2)(2,1)] gLLMQbceffefagttuik SFS[D(4,1)(2,1)] gLLMQbdedffflvdfdww SFS[D(5,2)(2,1)] gLLMQbceefffasmeatj SFS[D(4,1)(2,1)] gLLMQbceefffdvmeatj SFS[D(2,1)(2,1)] gLLMQbceefffxktaatg SFS[D(2,1)(2,1)] gLLMQbcdefffarkhtsr SFS[D(4,1)(2,1)] gLLMQbceefffasexatw SFS[D(5,2)(2,1)] gLLMQbcdeffftrwhtsr toroidal gLLMQbcdefffarwhtsr m003(0,0) gLLMQbcdeffflrwhtsr m116(0,0) gLLMQbceeffftsaxatw m052(0,0) gLLMQbceefffasaxatw toroidal gLLMQbceeffflsaxatw toroidal gLLMQbcdeffftcchqrc m100(0,0) gLLMQbcdefffacchqrc SFS[D(3,1)(2,1)] gLLMQbcdeffflcchqrc m054(0,0) gLLMQbcdeffftrohtsr toroidal gLLMQbcdefffarohtsr m017(0,0) gLLMQbcdeffflrohtsr m141(0,0) gLLMQbceeffftsdxatw m118(0,0) gLLMQbceefffasdxatw m016(0,0) gLLMQbceeffflsdxatw SFS[D(8,3)(2,1)] gLLMQbcdeffftcbhqrc m082(0,0) gLLMQbcdeffflcbhqrc m046(0,0) gLLMQbcdefffhwkitfn SFS[D(3,1)(2,1)] gLLMQbcdefffeofqqvb SFS[D(3,1)(2,1)] gLLMQbcdefffaskuqrc SFS[D(5,2)(2,1)] gLLMQbcdfeffagkdpkj SFS[D(4,1)(2,1)] gLLMQbdedffflvtfdgw SFS[D(2,1)(2,1)] gLLMQbcdefffarkltgk SFS[D(5,2)(2,1)] gLLMQbcdefffajkltgk SFS[D(4,1)(2,1)] gLLMQbcdefffarwltgk toroidal gLLMQbcdefffaroltgk m016(0,0) gLLMQbdedffflvqfdjj SFS[D(4,1)(2,1)] gLLMQbcdefffhwkhtsr SFS[D(6,1)(2,1)] gLLMQbcdefffarwitfn SFS[D(3,1)(2,1)] gLLMQbceffefdnqiqdf SFS[D(2,1)(2,1)] gLLAQbdedffflvarekk SFS[D(5,2)(3,1)] gLLAQbdedffflvarxok m029(0,0) gLLAQbdedffflvarxkk toroidal gLLAQbdedffflvarxwk m081(0,0) gLLAQbdedffflverxok m229(0,0) gLLAQbdedffflverxkk SFS[D(5,2)(3,1)] gLLAQbdedffflverxwk m142(0,0) gLLAQbdedffflvdrxok m185(0,0) gLLAQbdedffflvdrxwk m178(0,0) gLLAQbdedffflraslsv SFS[D(2,1)(2,1)] gLLMQbceffefdvamaav reducible gLLMQbceefffdvapxxv SFS[D(4,1)(3,1)] gLLMQbceffefdvmmaij m036(0,0) gLLMQbcefeffdvmlhlj toroidal gLLMQccdefffajvedgf m016(0,0) gLLMQbcefefftsamleo s239(0,0) gLLMQbcefeffajaleio toroidal gLLMQbcefefflsamleo m199(0,0) gLLMQccdefffajvehgf toroidal gLLMQbcdefffaooamco SFS[A(2,1)] gLLMQbceffefdvmmadc m220(0,0) gLLMQbceeffftsxaatw m220(0,0) gLLMQbceefffasxaatw m137(0,0) gLLMQbceeffflsxaatw SFS[D(7,2)(2,1)] gLLAQbdedffflwaoekk reducible gLLAQbdedffflwaougn m038(0,0) gLLMQbcdeffferwaurf m015(0,0) gLLMQbcdeffferkttvv SFS[D(5,2)(2,1)] gLLMQbcdeffferwhuwn m192(0,0) gLLMQbcdeffferwhuww SFS[D(3,1)(2,1)] gLLMQbcdeffferwhuwf m120(0,0) gLLMQbcdeffferwmuww toroidal gLLMQbcdeffferwtuww m006(0,0) gLLMQbcdeffferwtxss SFS[D(3,1)(2,1)] gLLMQbcdeffferwttvv toroidal gLLAQbddeffflscqakk SFS[D(3,1)(2,1)] gLLMQbcdfeffejvpaff toroidal gLLMQbcdfeffaoouqcs reducible gLLMQbcdefffarwhasr SFS[D(3,1)(2,1)] gLLMQbcdfefferrqecw SFS[D(7,2)(2,1)] gLLAQbdedffflkawxcv SFS[D(2,1)(2,1)] gLLAQbdedffflkawxrj m137(0,0) gLLAQbdedffflkawxrr m038(0,0) gLLAQbdedffflkawxrv SFS[D(5,1)(2,1)] gLLAQbdedffflkawxsv SFS[D(7,2)(2,1)] gLLAQbdedffflkawagr m221(0,0) gLLAQbdedffflkawagj m345(0,0) gLLAQbddefffxvrhacw SFS[D(2,1)(2,1)] gLLAQbdedffflkqwxgr m004(0,0) gLLAQbdedffflkqwarr m038(0,0) gLLMQbceffefekdmads m036(0,0) gLLMQbcefeffekdmles m006(0,0) gLLMQbceefffekdxxxs SFS[D(5,3)(3,1)] gLLMQbceffefektmaqg reducible gLLMQbcefeffektlmlg SFS[D(4,1)(2,1)] gLLMQbcdefffacchqcg SFS[D(3,1)(2,1)] gLLMQbceefffpnqxexf SFS[D(3,1)(3,2)] gLLMQbcefeffagdlihr SFS[D(5,2)(2,1)] gLLMQccdefffajvlhgv SFS[D(5,2)(2,1)] gLLMQbcefeffagtlhhk SFS[D(4,1)(2,1)] gLLMQbcefeffagalihr toroidal gLLMQbcefeffagelihr m016(0,0) gLLMQbceffefektmaef m038(0,0) gLLMQbcdefffebbhuob SFS[D(3,1)(2,1)] gLLMQbcdfeffacoamsc toroidal gLLMQbcdfeffaooamsc reducible gLLMQbcdfeffagoamsc toroidal gLLMQbcdefffacgaisc toroidal gLLMQbcdefffebbmuob SFS[D(3,1)(2,1)] gLLAQbddefffhgjqesk SFS[D(5,3)(3,1)] gLLAQbddefffmkjuejw SFS[D(4,3)(3,1)] gLLMQbcdefffebbtuob toroidal gLLMQbcdefffxbbtuob SFS[D(3,1)(2,1)] gLLMQbcdefffmbbtuob SFS[D(3,1)(2,1)] gLLMQbcefeffhnahepo SFS[D(5,2)(2,1)] gLLMQbddefffhgcxmjn m222(0,0) gLLAQbdedffftsachkk toroidal gLLAQbdedffflvagikw SFS[D(7,5)(3,1)] gLLAQbdedffftsacegn m220(0,0) gLLAQbddefffmvjuijw SFS[D(4,3)(3,1)] gLLMQbcdefffdnfiqwf SFS[D(3,1)(2,1)] gLLMQbcdefffdbcdigg toroidal gLLAQbdedffflvtgtgf m328(0,0)(0,0) gLLMQbcdefffacouqfc toroidal gLLMQbcdefffaoouqfc reducible gLLMQbcdefffagouqfc toroidal gLLMQbcdefffdjbhmoo SFS[D(5,2)(2,1)] gLLMQbcdefffdngaico SFS[D(4,1)(2,1)] gLLAQbddeffftwoqikk reducible gLLMQbcdefffarwhlcr SFS[D(3,1)(2,1)] gLLMQbcdfeffdbkddvr SFS[D(7,2)(2,1)] gLLAQbddefffxvjxlbf m117(0,0) gLLMQbcdfeffdjjeujf m222(0,0) gLLAQbdedffftwafikk SFS[D(2,1)(2,1)] gLLAQbdedffftfafaff toroidal gLLAQbdedffftfagaff toroidal gLLAQbdedffftfavpsv SFS[D(7,2)(2,1)] gLLAQbdedffftfavaff m125(0,0)(0,0) gLLAQbdedffftfavpkf m310(0,0) gLLAQbdedffftfmvpff m125(0,0)(0,0) gLLAQbdedffftnaghgv SFS[D(7,2)(2,1)] gLLMQbcdefffabbdacf T2xI gLLMQbcdefffaknqicf SFS[D(2,1)(2,1)] gLLMQbcdefffabcdacf toroidal gLLMQbcdefffakoqicf toroidal gLLMQbcdefffdfcligf SFS[D(4,3)(3,1)] gLLMQbcdefffajcdigf reducible gLLMQbcdefffdfcligv SFS[D(4,1)(3,1)] gLLMQbcdefffabfdacf SFS[A(5,2)] gLLMQbcdefffdfbquos m262(0,0) gLLMQbcdefffdfbeuoc m059(0,0) gLLMQbcdefffdfblunr m016(0,0) gLLMQbcdefffdfbluor m006(0,0) gLLMQbcdefffakrqicf toroidal gLLAQbdedffftvarxfv SFS[D(8,3)(2,1)] gLLAQbdedffflvarxfv SFS[D(7,3)(2,1)] gLLMQbcdefffdfbeukf m007(0,0) gLLMQbcdefffdfbligf SFS[D(5,3)(3,1)] gLLMQbcdefffajrdigf reducible gLLMQbcdefffdfbligv SFS[D(5,2)(3,1)] gLLMQbcdefffdfblugf m015(0,0) gLLMQbcdefffdfblugg SFS[D(5,2)(3,1)] gLLMQbcdefffdfblugv m115(0,0) gLLMQbcdefffdfblqgf m146(0,0) gLLMQbcdefffagkdhkw SFS[D(5,3)(3,1)] gLLMQbcdefffdfblqgv m239(0,0) gLLMQbcdefffdfbltjk m118(0,0) gLLMQbcdefffdfbltgk m070(0,0) gLLMQbcdefffdffdebb toroidal gLLMQbcdefffdfcdebb SFS[A(4,1)] gLLMQbcdefffagjthfc reducible gLLMQbcdefffdfbdugs m059(0,0) gLLMQbcdefffdfbiuks m017(0,0) gLLMQbcdefffdfbiukb m016(0,0) gLLMQbcdefffdfbdebb SFS[A(5,2)] gLLAQbdedffftvurxro m141(0,0) gLLAQbdedffflvurxro m180(0,0) gLLMQbcdefffdfbduow m007(0,0) gLLMQbcdefffdfbxuof m261(0,0) gLLMQbcdefffdfbiirn m229(0,0) gLLMQbcdefffajrtinr SFS[D(5,2)(3,1)] gLLMQbcdefffdfbiion m142(0,0) gLLMQbcdefffdfbiurn m115(0,0) gLLMQbcdefffdfbiunn SFS[D(5,3)(3,1)] gLLMQbcdefffdfbiuon m058(0,0) gLLMQbcdefffdfbiqrn toroidal gLLMQbcdefffagkthfc reducible gLLMQbcdefffdfbiqon toroidal gLLMQbcdefffdfbitfw toroidal gLLMQbcdefffdfbitfn toroidal gLLAQbdedfffdwacxfv SFS[D(4,1)(3,1)] gLLMQbcdefffdfctxvv reducible gLLAQbdedfffevdcxsb SFS[D(4,3)(3,1)] gLLMQbcdefffdfcmtww reducible gLLMQbcdefffdfbhasv m080(0,0) gLLMQbcdefffdfbhtcr m082(0,0) gLLMQbcdefffdfbhtsr m037(0,0) gLLMQbcdefffdfbturs m115(0,0) gLLMQbcdefffdfbtuss SFS[D(5,2)(3,1)] gLLMQbcdefffdfbtucs m015(0,0) gLLMQbcdefffdfbhisk m143(0,0) gLLMQbcdefffajrqiks SFS[D(5,3)(3,1)] gLLMQbcdefffdfbhisb m035(0,0) gLLMQbcdefffdfbhqsk m079(0,0) gLLMQbcdefffagkqhjr SFS[D(5,2)(3,1)] gLLMQbcdefffdfbhqsb m143(0,0) gLLMQbcdefffdfbhusk SFS[D(5,2)(3,1)] gLLMQbcdefffdfbhurs SFS[D(5,3)(3,1)] gLLMQbcdefffdfbhucs SFS[D(5,2)(3,1)] gLLMQbcdefffdfbhusb SFS[D(5,3)(3,1)] gLLMQbcdefffdfbmurs m058(0,0) gLLMQbcdefffdfbmuss SFS[D(5,3)(3,1)] gLLMQbcdefffdfbmucs m115(0,0) gLLMQbcdefffdfbhmos m320(0,0) gLLAQbdedffftvprxbk m046(0,0) gLLAQbdedffflvprxbk m082(0,0) gLLMQbcdefffdfbheob m080(0,0) gLLAQbdedfffdwarxfv SFS[D(5,2)(3,1)] gLLMQbcdefffdfbtxvv reducible gLLAQbdedfffevdrxsb SFS[D(5,3)(3,1)] gLLAQbddefffpsfpeok m045(0,0) gLLAQbdedfffdoarxfv m035(0,0) gLLMQbcdefffdfbhxvv SFS[D(5,3)(3,1)] gLLAQbdedffferdrxsb m143(0,0) gLLAQbdedfffdkarxfv m142(0,0) gLLMQbcdefffdfbmxvv SFS[D(5,2)(3,1)] gLLAQbdedfffejdrxsb m229(0,0) gLLMQbcdefffdfbtifw SFS[D(8,3)(2,1)] gLLMQbcdefffdfbtufn m006(0,0) gLLMQbcdefffdfbtufw m016(0,0) gLLMQbcdefffdfbtqfn m070(0,0) gLLMQbcdefffdfbtqfw m118(0,0) gLLMQbcdefffdfbhifw m046(0,0) gLLMQbcdefffdfbhqfn m037(0,0) gLLMQbcdefffdfbhqfw m082(0,0) gLLMQbcdefffdfbmifw m141(0,0) gLLMQbcdefffdfbmufn m016(0,0) gLLMQbcdefffdfbmufw m017(0,0) gLLMQbcdefffdfbmqfn toroidal gLLMQbcdefffdfbmqfw toroidal gLLMQbcdefffdfbttkw m239(0,0) gLLMQbcdefffdfbttww SFS[D(5,3)(3,1)] gLLMQbcdefffdfbttow m146(0,0) gLLMQbcdefffdfbhaon m045(0,0) gLLMQbcdefffdfbhlof m319(0,0) gLLMQbcdefffdfbhtkw m143(0,0) gLLMQbcdefffdfbhtww SFS[D(5,2)(3,1)] gLLMQbcdefffdfbhtow m079(0,0) gLLMQbcdefffdfbmtkw toroidal gLLMQbcdefffdfbmtww reducible gLLMQbcdefffdfbmtow toroidal gLLMQbcdefffagjuhfc SFS[D(4,3)(3,1)] gLLMQbcdefffdgbhuss SFS[D(5,3)(3,1)] gLLMQbcdefffagjxhfc SFS[D(4,1)(3,1)] gLLMQbcdefffdvbhuss SFS[D(5,2)(3,1)] gLLMQbcdefffdfkxqkf SFS[D(3,1)(3,1)] gLLAQbdedffflvagpfv SFS[D(7,4)(3,1)] gLLMQbcdefffdfkpqnn SFS[D(4,1)(2,1)] gLLMQbcdefffdfjaqfn SFS[D(5,3)(4,1)] gLLMQbcdefffdfjaqfw SFS[D(5,3)(5,2)] gLLMQbcdefffdfgauss SFS[D(5,2)(2,1)] gLLMQbcdefffdfgaqfn SFS[D(4,3)(4,1)] gLLMQbcdefffdfgaqfw SFS[D(5,3)(4,1)] gLLMQbcdefffdfgaaon m045(0,0) gLLMQbcdefffdgkpqnn m016(0,0) gLLMQbcdefffdggauss SFS[D(5,2)(2,1)] gLLMQbcdefffdvkpqnn m019(0,0) gLLMQbcdefffdvgauss toroidal gLLAQbddeffftvrqafv SFS[D(8,3)(2,1)] gLLAQbddeffftvrqagv toroidal gLLAQbddeffftvouakk SFS[D(4,1)(3,1)] gLLAQbddeffftvnuhck m034(0,0) gLLAQbddeffftvnuakk SFS[D(5,2)(3,1)] gLLAQbddefffmvndabc SFS[D(7,2)(2,1)] gLLAQbddeffftvopaok toroidal gLLAQbddeffflvopaok SFS[D(3,1)(2,1)] gLLAQbddefffpkopaok reducible gLLAQbddeffftvnlhkk SFS[D(5,2)(3,1)] gLLAQbddeffftvnlack m011(0,0) gLLAQbdedffftvagufv SFS[D(8,3)(3,1)] gLLAQbdedffflvagufv SFS[D(7,3)(3,1)] gLLMQbcdfeffdfrddow m007(0,0) gLLMQbcdfeffdfrdhss SFS[D(5,2)(2,1)] gLLMQbcdfeffdfndmfn SFS[D(5,2)(5,2)] gLLMQbcdfeffdfndmfw SFS[D(5,2)(4,1)] gLLAQbddefffpcnplok m009(0,0) gLLMQbcdfeffdfodmfn SFS[D(5,2)(4,1)] gLLMQbcdfeffdfodmfw SFS[D(4,1)(4,1)] gLLMQbcdfeffdfkddkf SFS[D(5,1)(2,1)] gLLMQbcdefffdfbtifn SFS[D(7,3)(2,1)] gLLMQbcdefffebbhiob toroidal gLLMQbcdfeffdfgqdbs SFS[D(8,3)(2,1)] gLLMQbcdefffakoqmgk SFS[D(4,3)(3,1)] gLLAQbdedffftnaghfv toroidal gLLAQbdedffflnaghfv SFS[D(7,2)(2,1)] gLLMQbcdfeffdfjedos m117(0,0) gLLMQbcdefffakrqmgk SFS[D(5,3)(3,1)] gLLMQbcdfeffdfjeuss SFS[D(5,3)(3,1)] gLLMQbcdefffxkrhmnw m356(0,0) gLLMQbcdefffdfbhifn m082(0,0) gLLMQbcdefffebbmiob m100(0,0) gLLMQbcdefffdfbmifn m180(0,0) gLLMQbcdefffebbtiob m170(0,0) gLLAQbdedffftvagukb toroidal gLLAQbdedffftvagukk toroidal gLLAQbdedffftvaguks m055(0,0) gLLAQbdedffftvagtfn toroidal gLLAQbdedffftvagtfw toroidal gLLAQbdedffftvagxrj m052(0,0) gLLAQbdedffftvagxrr toroidal gLLAQbdedffftvagxrv toroidal gLLAQbdedffftvagxsv SFS[D(8,3)(2,1)] gLLAQbdedffftvagpfv SFS[D(8,3)(3,1)] gLLAQbdedffftvagpgv toroidal gLLAQbdedfffdougaro SFS[D(8,3)(2,1)] gLLAQbddefffdvcuavr SFS[D(7,2)(2,1)] gLLAQbdedffftvagakk toroidal gLLAQbddefffescians SFS[D(8,3)(2,1)] gLLAQbdedffferiganr SFS[D(7,2)(2,1)] gLLAQbddefffdsouivr m064(0,0) gLLAQbdedffftvagmff toroidal gLLAQbddefffewoiins toroidal gLLAQbddefffdwgumvr m118(0,0) gLLAQbdedffftvagirr m016(0,0) gLLAQbddefffevgimns SFS[D(8,3)(2,1)] gLLAQbdedfffdwugaro m119(0,0) gLLAQbdedffftvegakk m019(0,0) gLLAQbdedfffeviganr SFS[D(7,2)(2,1)] gLLAQbdedffftvegmff toroidal gLLAQbdedffftvegirr SFS[D(5,2)(2,1)] gLLAQbdedfffdkugaro m055(0,0) gLLAQbdedffftvdgakk toroidal gLLAQbdedfffejiganr toroidal gLLAQbdedffftvdgmff reducible gLLAQbdedffftvdgirr toroidal gLLAQbddeffftbcaafb toroidal gLLAQbddeffflbcaafb toroidal gLLAQbdedffftvagafr SFS[D(8,3)(3,1)] gLLAQbdedffftvagafj SFS[D(8,3)(3,1)] gLLAQbdedffftvagagr SFS[D(7,2)(3,1)] gLLAQbdedffftvagagj SFS[D(7,5)(3,1)] gLLAQbdedffftsacifv toroidal gLLAQbdedffflsacifv SFS[D(7,5)(3,1)] gLLAQbdedffftvagmrs toroidal gLLAQbdedffflwaomfv SFS[D(7,2)(3,1)] gLLAQbdedffftjagafv SFS[D(8,3)(3,1)] gLLAQbdedfffljagafv toroidal gLLAQbdedffftragafv SFS[D(8,3)(3,1)] gLLAQbdedffflragafv toroidal gLLAQbdedffftvagpkb SFS[D(7,2)(2,1)] gLLAQbdedffftvagpkk m019(0,0) gLLAQbdedffftvagpks m119(0,0) gLLAQbdedffftvaghgn SFS[D(7,2)(2,1)] gLLAQbdedffftvaghfn toroidal gLLAQbdedffftvaghff toroidal gLLAQbdedffftvaghfw m060(0,0) gLLAQbdedffftvagdrr SFS[D(5,2)(2,1)] gLLAQbdedffftvagugv toroidal gLLAQbdedffftvavdrr SFS[D(4,1)(2,1)] gLLAQbdedffftvuguff reducible gLLAQbdedffftvxghjf m224(0,0) gLLAQbdedfffdopgabk toroidal gLLAQbdedffftvugaff toroidal gLLAQbdedffferxgacj m064(0,0) gLLAQbdedfffdwpgabk m060(0,0) gLLAQbdedffftvxgaff toroidal gLLAQbdedfffevxgacj toroidal gLLAQbddefffmkcdabc SFS[D(7,2)(2,1)] gLLAQbdedfffdkpgabk toroidal gLLAQbdedfffejxgacj toroidal gLLAQbdedffftvugaro toroidal gLLAQbdedffflvugaro SFS[D(7,2)(3,1)] gLLAQbdedffftvugpff toroidal gLLAQbdedffftvtgtgf m329(0,0)(0,0) gLLAQbdedffftvtgtgv m202(0,0)(0,0) gLLAQbdedffftvmfdkj SFS[D(3,1)(2,1)] gLLAQbdedffftvmfdgj SFS[D(3,1)(2,1)] gLLAQbdedffftvqgxgr m192(0,0) gLLAQbdedffftvpgprr SFS[D(5,2)(2,1)] gLLAQbdedffftvpgabk toroidal gLLAQbdedffflvpgabk SFS[D(7,5)(3,1)] gLLAQbdedfffdoagafv SFS[D(8,3)(2,1)] gLLAQbdedffftvpgarr m016(0,0) gLLAQbdedffferdgasb m118(0,0) gLLAQbddefffpfcpaok SFS[D(8,3)(2,1)] gLLAQbdedfffdkagafv toroidal gLLAQbdedffftvqgarr toroidal gLLAQbdedfffejdgasb m052(0,0) gLLAQbdedffftvmgarr SFS[D(5,2)(2,1)] gLLAQbdedffftvmgdkj toroidal gLLAQbdedffftvmgdgj toroidal gLLAQbdedffftvpgurr toroidal gLLAQbdedffftvmvarr SFS[D(4,1)(2,1)] gLLAQbdedffftvmvdkj toroidal gLLAQbdedffftvmvdgj toroidal gLLAQbdedffflvegafv SFS[D(7,4)(3,1)] gLLAQbdedffflvdgafv SFS[D(7,3)(3,1)] gLLMQbdefefflvxaiuk m011(0,0) gLLMQccdfeffpvwmago SFS[D(4,1)(4,1)] gLLMQccdfeffpvwmagc SFS[D(5,2)(4,1)] gLLMQbcdeffftskulkw m069(0,0) gLLMQbcdefffaskulkw m011(0,0) gLLMQbcdeffflskulkw SFS[D(5,1)(2,1)] gLLMQccdefffugvitfn SFS[D(5,2)(2,1)] gLLMQccdefffajvidnw m017(0,0) gLLMQccdefffpkviqwf m011(0,0) gLLMQccdfeffpvwmhgj m130(0,0) gLLMQbcdfeffagkxpfc SFS[D(5,2)(2,1)] gLLMQccdfeffpvwmhkj m069(0,0) gLLAQbddeffflvkhukg SFS[D(5,2)(5,2)] gLLMQccdefffajviago SFS[D(5,2)(2,1)] gLLMQbcdefffpbnelkw toroidal gLLMQbcdefffebbpuon toroidal gLLMQbcdefffarsplcf reducible gLLMQbcdefffavsplcf reducible gLLMQbceefffpnaxexo toroidal gLLAQbddefffdwnhhkg SFS[D(5,3)(3,1)] gLLMQbcdefffasnehgf reducible gLLAQbddefffevnmhjk SFS[D(5,2)(3,1)] gLLMQbcdefffabnehgf reducible gLLMQbcdefffdwsalrj toroidal gLLMQbcdefffevsdlgn toroidal gLLMQbdefefflvqmlmf m016(0,0) gLLMQbdefefflvqilmf m019(0,0) gLLMQbcdefffdngaicg SFS[D(5,2)(2,1)] gLLMQbcdefffeogdikf toroidal gLLMQbcdeffftkbhugf SFS[D(5,3)(3,1)] gLLMQbcdefffakbhugf reducible gLLMQbcdeffflkbhugf SFS[D(5,2)(3,1)] gLLMQbcdeffftsbhugf toroidal gLLMQbcdefffasbhugf reducible gLLMQbcdeffflsbhugf toroidal gLLMQbdefefflvqmemf m147(0,0) gLLMQbdefefflvqiemf m154(0,0) gLLMQbdefefflvqmqmf SFS[D(5,2)(2,1)] gLLMQbdefefflvqiqmf SFS[D(4,1)(2,1)] gLLMQbcdefffebbqujw m003(0,0) gLLMQbcefeffekdmlxs m016(0,0) gLLMQbcefeffdgamxxv toroidal gLLMQbcefeffdvamxxv SFS[D(3,1)(2,1)] gLLMQbcefefftsummxo toroidal gLLMQbcefeffajphiio reducible gLLMQbcefefflsummxo toroidal gLLMQccdfefflbjehgv SFS[D(5,2)(3,1)] gLLMQbcefeffagulihb reducible gLLMQccdfeffpvvihkj SFS[D(5,3)(3,1)] gLLMQbcdefffmsnthjw toroidal gLLMQccdefffajnuhgv reducible gLLMQbcefeffagplhhv reducible gLLMQccdfeffpvjdhsr toroidal gLLMQccdfeffpvvdhsc toroidal gLLMQbcefefftspmexb SFS[D(5,2)(3,1)] gLLMQbcefeffajuhliv reducible gLLMQbcefefflspmexb SFS[D(5,3)(3,1)] gLLMQccdfeffajbuegv reducible gLLMQbcefefftstmmxo m189(0,0) gLLMQbcefeffajdhiio SFS[D(4,3)(3,1)] gLLMQbcefefflstmmxo m117(0,0) gLLMQccdfeffljrehgv toroidal gLLMQccdfeffajrehgv toroidal gLLMQccdfeffpvrdhkj m011(0,0) gLLMQccdfefflbrehgv m300(0,0) gLLMQbcefeffagxlihb SFS[D(5,2)(3,1)] gLLMQccdfeffpvrihkj m346(0,0) gLLMQccdefffajfuhgv SFS[D(5,2)(3,1)] gLLMQccdfeffpvrdhsr reducible gLLMQccdfeffpvrdhsc SFS[D(3,1)(2,1)] gLLMQccdfeffajkuegv SFS[D(4,3)(3,1)] gLLMQbcefefftsxmmxo m034(0,0) gLLMQbcefeffajhhiio SFS[D(4,1)(3,1)] gLLMQbcefefflsxmmxo m004(0,0) gLLMQccdfeffljvehgv SFS[D(5,2)(2,1)] gLLMQccdfeffajvehgv toroidal gLLMQccdfeffpvjdhkj m019(0,0) gLLMQccdfefflbvehgv m168(0,0) gLLMQbcefeffagtlihb SFS[D(5,3)(3,1)] gLLMQccdfeffpvjihkj m275(0,0) gLLMQccdefffajwuhgv SFS[D(5,3)(3,1)] gLLMQccdfeffpvjdhsc m003(0,0) gLLMQccdfeffajsuegv SFS[D(4,1)(3,1)] gLLMQbdefefftvqmqmf toroidal gLLMQbcdfeffmccmmgo toroidal gLLMQbcdefffebbmubk SFS[D(3,1)(2,1)] gLLMQbdefefftvqmemf m185(0,0) gLLMQbdefefftvqmlmf m017(0,0) gLLAQbddeffftvkiqff toroidal gLLAQbddeffftvgqmkk toroidal gLLAQbddeffftvkhukg SFS[D(5,2)(4,1)] gLLAQbddeffftvkhujg toroidal gLLAQbddeffftvkhefv m043(0,0) gLLAQbddeffftvkheff toroidal gLLAQbddeffftvkhefg SFS[D(7,2)(2,1)] gLLAQbddeffftvkhqrs SFS[D(4,1)(2,1)] gLLAQbddeffftvkhqrr m016(0,0) gLLAQbddeffftvkhqrc m019(0,0) gLLAQbddeffftvkhlkw m145(0,0) gLLAQbddeffftvkhlkk toroidal gLLAQbddeffftvkhlko m119(0,0) gLLAQbddeffftvkhikg SFS[D(5,2)(5,2)] gLLAQbddeffflvkhikg toroidal gLLAQbddeffftvkhqjg SFS[D(2,1)(2,1)] gLLAQbddeffftvgdirr toroidal gLLAQbddeffftvklqkk toroidal gLLAQbddeffftvgtaff toroidal gLLMQbcdefffebbptgj m052(0,0) gLLMQbcdefffarspqgk SFS[D(4,3)(3,1)] gLLMQbcdeffftkbhtcr m143(0,0) gLLMQbcdefffakbhtcr SFS[D(5,3)(3,1)] gLLMQbcdeffflkbhtcr m229(0,0) gLLMQbcdeffftsbhtcr m121(0,0) gLLMQbcdefffasbhtcr SFS[D(4,3)(3,1)] gLLMQbcdeffflsbhtcr m029(0,0) gLLMQbcdeffftbbhtcr m147(0,0) gLLMQbcdeffflbbhtcr m185(0,0) gLLMQbcdefffebbqtbv toroidal gLLMQbcdefffebbmtnf m100(0,0) gLLMQbcdefffhkkltjk SFS[D(3,1)(2,1)] gLLMQbcdefffhokltjk SFS[D(9,2)(2,1)] gLLMQbcdefffhwkltjk toroidal gLLMQbceffefagtxuik SFS[D(5,2)(2,1)] gLLMQbdedffftvdfdww toroidal gLLAQbdedffflvmfdkj SFS[D(3,1)(2,1)] gLLMQbceefffasmealj SFS[D(5,2)(2,1)] gLLMQbcdefffarkhtcr SFS[D(5,2)(2,1)] gLLMQbceeffftsexalw SFS[D(2,1)(2,1)] gLLMQbceefffasexalw toroidal gLLMQbceeffflsexalw SFS[D(2,1)(2,1)] gLLMQbcdfeffebndtob toroidal gLLAQbdedffflvmgdkj toroidal gLLMQbcdefffebjdqob toroidal gLLMQbcdeffftrwhtcr toroidal gLLMQbcdefffarwhtcr toroidal gLLMQbcdeffflrwhtcr m170(0,0) gLLMQbceeffftsaxalw m026(0,0) gLLMQbceefffasaxalw SFS[D(3,1)(2,1)] gLLMQbceeffflsaxalw toroidal gLLMQbcdeffftcchqsc m030(0,0) gLLMQbcdefffacchqsc SFS[D(3,1)(2,1)] gLLMQbcdeffflcchqsc m100(0,0) gLLMQbcdfeffebodtob SFS[D(5,2)(5,2)] gLLAQbdedffflvmvdkj toroidal gLLMQbcdefffebgdqob SFS[D(5,3)(4,1)] gLLMQbcdeffftrohtcr toroidal gLLMQbcdefffarohtcr m016(0,0) gLLMQbcdeffflrohtcr m180(0,0) gLLMQbceeffftsdxalw m070(0,0) gLLMQbceefffasdxalw m006(0,0) gLLMQbceeffflsdxalw SFS[D(7,3)(2,1)] gLLMQbcdeffftcbhqsc m037(0,0) gLLMQbcdeffflcbhqsc m082(0,0) gLLMQbcdefffhwkitfw SFS[D(3,1)(2,1)] gLLMQbcdefffdnfiqwn SFS[D(3,1)(2,1)] gLLMQbcdefffeofqqvo SFS[D(3,1)(2,1)] gLLMQbcdeffftskuqrs SFS[D(2,1)(2,1)] gLLMQbcdefffaskuqrs toroidal gLLMQbcdeffflskuqrs SFS[D(2,1)(2,1)] gLLMQbcdfeffagkdpgj SFS[D(5,2)(2,1)] gLLMQbcefeffhwlieun toroidal gLLMQbcefeffhnqhepf SFS[D(5,2)(2,1)] gLLMQbcdefffarkltjk toroidal gLLMQbcdefffajkltjk SFS[D(5,2)(2,1)] gLLMQbcdefffarwltjk SFS[D(3,1)(2,1)] gLLMQbcdefffaroltjk m006(0,0) gLLMQbceefffhwluhmn SFS[D(5,2)(2,1)] gLLMQbdedffftvqfdjj SFS[D(5,2)(2,1)] gLLMQbcdefffhwkhtcr SFS[D(9,2)(2,1)] gLLMQbcdefffarwitfw SFS[D(3,1)(2,1)] gLLAQbdedffftvarxgv toroidal gLLAQbdedffftvarekk SFS[D(4,1)(3,1)] gLLAQbdedffftvarxok m035(0,0) gLLAQbdedffftvarxkk SFS[D(5,2)(3,1)] gLLAQbdedffftvarxwk m142(0,0) gLLAQbdedffftverxok m171(0,0) gLLAQbdedffftverxkk SFS[D(4,1)(3,1)] gLLAQbdedffftverxwk m081(0,0) gLLAQbdedffftvdrxok m154(0,0) gLLAQbdedffftvdrxwk m178(0,0) gLLAQbdedffftvurxno m116(0,0) gLLAQbdedffftvprxbs m054(0,0) gLLMQbceffefesdmads SFS[D(3,1)(3,2)] gLLMQbceefffesdxxxs SFS[D(5,2)(3,1)] gLLMQbceffefestmaqg SFS[D(3,1)(3,2)] gLLMQbcefeffestlmlg toroidal gLLMQbceefffestaatg SFS[D(2,1)(2,1)] gLLMQccdefffajvedgv m006(0,0) gLLMQbcefefftsamlxo m192(0,0) gLLMQbcefeffajaheio SFS[D(3,1)(2,1)] gLLMQbcefefflsamlxo m120(0,0) gLLMQccdefffajvehgv toroidal gLLMQbcdefffaooamcg toroidal gLLMQbceffefestmaef m137(0,0) gLLMQbcdefffebbhqob m026(0,0) gLLMQbcdefffebbmqob m030(0,0) gLLMQbceeffftsxaalw m137(0,0) gLLMQbceefffasxaalw m038(0,0) gLLMQbceeffflsxaalw SFS[D(5,1)(2,1)] gLLMQbcdefffebbtqob toroidal gLLAQbdedffftwaoekk reducible gLLAQbdedffflvagmrs SFS[D(7,2)(3,1)] gLLAQbdedffftwaougn m137(0,0) gLLMQbcdefffdoweuoc m289(0,0) gLLMQbcdefffdokmtww SFS[D(4,1)(2,1)] gLLMQbcdefffdowturs s239(0,0) gLLMQbcdefffdowtuss toroidal gLLMQbcdefffdowtucs m199(0,0) gLLMQbcdefffdowhuss SFS[D(5,2)(2,1)] gLLMQbcdefffdowmuss m016(0,0) gLLMQbcdefffdowmxvv toroidal gLLMQbcdefffdowmtww SFS[D(5,2)(2,1)] gLLMQbcdefffdwsalrv m003(0,0) gLLAQbddeffftscqakk toroidal gLLAQbddeffftbcaacb toroidal gLLMQbcdfeffdkvpecc toroidal gLLMQbcdfeffaoouqcr reducible gLLMQbcdefffarwhacr SFS[D(3,1)(2,1)] gLLMQbcdfeffdorqdbs toroidal gLLAQbdedffftkawxrj m220(0,0) gLLAQbdedffftkawxrr m137(0,0) gLLAQbdedffftkawxrv SFS[D(7,2)(2,1)] gLLAQbdedffftkawxsv toroidal gLLAQbddeffflvrqafv SFS[D(7,3)(2,1)] gLLAQbdedffftkawagr m345(0,0) gLLAQbdedffftkawagj m389(0,0) gLLAQbdedffftkqwxgr toroidal gLLAQbdedffftkqwarr m137(0,0) gLLMQbddefffmkbdtkc SFS[D(5,2)(2,1)] gLLMQbdedfffxvifdcn toroidal gLLMQbcdefffhokdtkv reducible gLLMQbcdefffhbfdqjo SFS[D(3,1)(3,2)] gLLMQbcefeffxoeuemn SFS[D(3,1)(3,1)] gLLMQbdedfffmvxfdjs SFS[D(4,1)(2,1)] gLLMQbcefeffxohuhmj m007(0,0) gLLMQbcefeffmkthhag SFS[D(4,1)(2,1)] gLLMQbcefeffxouuumb toroidal gLLMQbddefffmvrdtkc SFS[D(5,2)(2,1)] gLLMQbcdefffpnrdtbw SFS[D(5,2)(2,1)] gLLMQbcdefffxoretvc toroidal gLLMQbcdefffxofhqvc SFS[D(5,2)(2,1)] gLLAQbddefffhgjaejb SFS[D(4,1)(2,1)] gLLMQbddefffhgkpdso m007(0,0) gLLAQbddefffxvkxurw m033(0,0) gLLMQbddefffhgkpaso toroidal gLLAQbddefffmkcdhkc SFS[D(4,1)(2,1)] gLLMQbddefffhgkixbr m011(0,0) gLLMQbcdfeffhjoamjf SFS[D(3,1)(3,2)] gLLMQbdedfffhgtwxbr SFS[D(3,1)(3,2)] gLLMQbdedfffhgtnxbr SFS[D(3,1)(3,1)] gLLMQbdedfffhgtfxbr reducible gLLMQbcdefffhvnehck SFS[D(5,2)(3,1)] gLLMQbcdfeffhjoahjf toroidal gLLMQbcdefffhvnahck toroidal gLLMQbceefffpwpqaqo m004(0,0) gLLMQbcdfeffhjoatjf SFS[D(3,1)(3,1)] gLLMQbdedfffhgafxof m007(0,0) gLLMQbcdefffhvnthjf SFS[D(2,1)(2,1)] gLLMQbddefffmvgxirw m015(0,0) gLLMQbdedfffhganxof m036(0,0) gLLMQbdedfffhgawxof SFS[D(3,1)(3,2)] gLLMQbcdfeffhjoadkc toroidal gLLMQbcdfeffhnoadkc SFS[D(3,1)(3,2)] gLLMQbcdfeffhboadkc SFS[D(3,1)(3,1)] gLLMQbdedfffhgpfxkv m010(0,0) gLLAQbddefffmvndhkc SFS[D(4,1)(2,1)] gLLMQbdedfffhgpnxkv toroidal gLLMQbdedfffhfawxof SFS[D(3,1)(3,1)] gLLMQbcdfeffhjoaqwr SFS[D(3,1)(3,2)] gLLMQbdedfffhfanxof m033(0,0) gLLMQbdedfffhfafxof m010(0,0) gLLAQbddefffxvkxqrw SFS[D(3,1)(3,1)] gLLAQbddefffxvkxirw m036(0,0) gLLAQbddefffxvjxurf m015(0,0) gLLAQbddefffxvkqlsf m019(0,0) gLLMQbdedfffhcqkavn toroidal gLLAQbddefffxsfxtrw SFS[D(3,1)(3,2)] gLLAQbddefffxsfxafs toroidal gLLAQbddefffxsfxmrw m036(0,0) gLLAQbddefffxsfxikv m249(0,0) gLLAQbddefffxsfxhrw m007(0,0) gLLAQbddefffxsfqpwr SFS[D(5,2)(3,1)] gLLAQbddefffhgfuawb m015(0,0) gLLAQbddefffxsfquwr m115(0,0) gLLAQbddefffxsfqxsf s479(0,0) gLLAQbddefffxsfqtvk m015(0,0) gLLMQbddefffhgkidkn SFS[D(5,2)(2,1)] gLLAQbddefffxwrqdvk m004(0,0) gLLAQbddefffxvkqqvk SFS[D(4,1)(2,1)] gLLAQbddefffhgfltjs SFS[D(5,2)(2,1)] gLLMQbdedfffhgqrqgr SFS[D(4,1)(2,1)] gLLMQbdedfffhcqktgr m015(0,0) gLLMQbdedfffhoqfdgr m004(0,0) gLLMQbceefffmvplaqo SFS[A(3,1)] gLLMQbdedfffhkafdon T2xI gLLAQbddefffxbjxerf T2xI gLLMQbdedfffhsavpon SFS[A(3,1)] gLLAQbddefffxfrxdrf SFS[A(3,1)] gLLAQbddefffxfrxdjb m295(0,0)(0,0) gLLAQbddefffxwrxdrw reducible gLLAQbddefffxvkxakv toroidal gLLAQbddefffxwrxmkv m247(0,0) gLLAQbddefffxwrxerw toroidal gLLAQbddefffxwrqpsf s705(0,0) gLLMQbddefffhgkilso m011(0,0) gLLAQbddefffxwrqlwr SFS[D(4,3)(3,1)] gLLAQbddefffxvkqxwr toroidal gLLMQbddefffxvrdtkc toroidal gLLMQbddefffxvrmpck toroidal gLLMQbddefffmvrmpck SFS[D(3,1)(2,1)] gLLMQbcdefffpnrmebw SFS[D(7,2)(2,1)] gLLMQbcdefffxortecv toroidal gLLMQbcdefffxofqhcv SFS[D(7,2)(2,1)] gLLMQbcdefffhoklikv SFS[D(4,1)(3,1)] gLLMQbceffefxoeumpv SFS[D(5,2)(3,1)] gLLMQbddefffxvrxtrn m009(0,0) gLLMQbceffefxohumqf m142(0,0) gLLMQbceefffmktahab m045(0,0) gLLMQbceffefxouummg m035(0,0) gLLMQbddefffmkbmpck SFS[D(3,1)(2,1)] gLLAQbddefffhgfuhvn SFS[D(5,2)(2,1)] gLLAQbddefffhgfuisj m223(0,0) gLLAQbddefffhgfumvn toroidal gLLAQbddefffhgfutvn SFS[D(5,2)(2,1)] gLLAQbddefffhgflpnv SFS[D(3,1)(2,1)] gLLAQbddefffhgflanv SFS[D(3,1)(2,1)] gLLAQbddefffhgflunv toroidal gLLAQbddefffhgflxbw m016(0,0) gLLAQbddefffhgchacg reducible gLLMQbddefffhgcamkb m009(0,0) gLLMQbddefffhgkiiso m017(0,0) gLLAQbddefffxwrqhwr m188(0,0) gLLAQbddefffxvkqewr m016(0,0) gLLMQbddefffmkgqiwr m032(0,0) gLLMQbddefffxvrmack SFS[D(3,1)(2,1)] gLLMQbdedfffhgqrpfo m003(0,0) gLLMQbdedfffhcqklfo m017(0,0) gLLAQbddefffxrrxhrw toroidal gLLAQbddefffxrrxxbw toroidal gLLAQbddefffxroxhrw toroidal gLLAQbddefffxrrhabw s119(0,0) gLLAQbddefffxrrqawr toroidal gLLAQbddefffxroqawr toroidal gLLAQbddefffxvrxtrf m032(0,0) gLLAQbddefffxvnqawr SFS[D(3,1)(2,1)] gLLAQbddefffxvreaoj SFS[D(2,1)(2,1)] gLLAQbddefffxvrxhrw m006(0,0) gLLAQbddefffxvrxxbw m029(0,0) gLLAQbddefffxvrxtgs m053(0,0) gLLAQbddefffxvomack toroidal gLLAQbddefffxvoxhrw m016(0,0) gLLAQbddefffxvnmack SFS[D(3,1)(2,1)] gLLAQbddefffxvnpaos reducible gLLAQbddefffxvrhabw SFS[D(7,2)(2,1)] gLLAQbddefffxvrhafw SFS[D(5,1)(2,1)] gLLAQbddefffxvrdhkc toroidal gLLAQbddefffxvrhhkc SFS[D(5,3)(3,1)] gLLAQbddefffxvrphkc SFS[D(4,1)(3,1)] gLLAQbddefffxvrdxkn m081(0,0) gLLAQbddefffxvopaos reducible gLLAQbddefffxvodhkc m019(0,0) gLLAQbddefffxvohhkc m275(0,0) gLLAQbddefffxvophkc m004(0,0) gLLAQbddefffxvndhkc SFS[D(5,2)(2,1)] gLLAQbddefffxvnhhkc m168(0,0) gLLAQbddefffxvnphkc m034(0,0) gLLAQbddefffxvrixoj toroidal gLLAQbddefffxvrqxoj SFS[D(5,2)(3,1)] gLLAQbddefffxvrihos toroidal gLLAQbddefffxvruank SFS[D(5,1)(2,1)] gLLAQbddefffmvnmack reducible gLLAQbddefffxvoihos SFS[D(4,1)(2,1)] gLLAQbddefffxvnihos SFS[D(4,1)(2,1)] gLLAQbddefffxjrxhrw toroidal gLLAQbddefffxjrxxbw m081(0,0) gLLAQbddefffxjoxhrw toroidal gLLAQbddefffxjrhabw s244(0,0) gLLAQbddefffxjrqawr m011(0,0) gLLAQbddefffxjoqawr m019(0,0) gLLMQbceefffxoullmb toroidal gLLMQbcdefffxoritkc m371(0,0) gLLMQbcdefffxortpck s779(0,0) gLLMQbcdefffxbbeurv reducible gLLAQbddefffmvndafj m038(0,0) gLLMQbcdefffmsniack m148(0,0) gLLMQbcdefffhkkdtgv reducible gLLMQbcdefffhokmigw m286(0,0) gLLMQbcdefffhokltgw m120(0,0) gLLMQbcdefffhokltgo m199(0,0) gLLMQbcdefffhoklijv m222(0,0) gLLMQbcdefffhocuijv m222(0,0) gLLAQbddefffmkcdafj m038(0,0) gLLAQbddefffmkcuhjf m015(0,0) gLLMQbcdefffmsnthkc m009(0,0) gLLAQbddefffmvnuhjf m015(0,0) gLLMQbddefffmkbmtjf SFS[D(5,3)(3,1)] gLLMQccdefffqbvlpfs SFS[D(5,1)(2,1)] gLLMQccdefffibvlpfs SFS[D(7,2)(2,1)] gLLMQbddefffmvrmtjf SFS[D(5,3)(3,1)] gLLMQbdedfffmkxrqks m015(0,0) gLLMQbdedfffmjufxbk m289(0,0) gLLMQbdedfffmkurpbk SFS[D(3,1)(2,1)] gLLMQbdedfffmkurqks m009(0,0) gLLMQbdedfffmfuklbk m032(0,0) gLLAQbddefffmvopaog SFS[A(2,1)] gLLAQbddefffmvndhgc m015(0,0) gLLMQbddefffmvrmpbk SFS[D(3,1)(2,1)] gLLMQbddefffmvjmxbk m015(0,0) gLLMQbddefffmkbmpbk SFS[D(3,1)(2,1)] gLLMQbddefffmfnmlbk m032(0,0) gLLMQbddefffmrjmxbk m009(0,0) gLLMQbddefffmjjmxbk m289(0,0) gLLAQbddefffmkfpaog SFS[A(2,1)] gLLAQbddefffmkcdhgc m015(0,0) gLLAQbddefffmwbdugc m004(0,0) gLLAQbddefffmvjdigc SFS[D(5,2)(2,1)] gLLMQbdedfffmvxfdks SFS[D(5,2)(2,1)] gLLMQbdedfffmfxktks m004(0,0) gLLMQbdedfffmrxfdks SFS[D(4,1)(2,1)] gLLMQbdedfffmfuktks m148(0,0) gLLMQbdedfffmrufdks toroidal gLLMQbdedfffmftktks m340(0,0) gLLMQbdedfffmjufdks SFS[D(8,3)(2,1)] gLLMQbdedfffmjtfdks SFS[D(7,3)(2,1)] gLLAQbddefffmkjdegc SFS[D(5,2)(2,1)] gLLAQbddefffmsjdegc SFS[D(4,1)(2,1)] gLLMQbdedfffmfukasb s648(0,0) gLLMQbcdefffmbbeurv SFS[D(3,1)(3,2)] gLLAQbddefffmvndafw m137(0,0) gLLAQbddefffmvopafw m129(0,0)(0,0) gLLMQbcdefffmsnthgc m032(0,0) gLLAQbddefffmvrhafw m137(0,0) gLLMQbcdefffmjketks SFS[D(3,1)(3,2)] gLLMQbcdefffmrwligc m015(0,0) gLLAQbddefffmkcdafw m137(0,0) gLLAQbddefffmkfpafw m129(0,0)(0,0) gLLMQbcdefffmvftaog s780(0,0)(0,0) gLLAQbddefffmkbhafw m137(0,0) gLLMQbcefeffpnaaxpw m015(0,0) gLLMQbcefeffpnqahpw m015(0,0) gLLMQbcdefffmccembk m137(0,0) gLLMQbddefffmkbmtjr SFS[D(4,3)(3,1)] gLLMQccdefffibvlpfr toroidal gLLMQbddefffmvrmtjr SFS[D(4,3)(3,1)] gLLAQbddefffmkghpks m137(0,0) gLLAQbddefffmvghtks m137(0,0) gLLMQbcdefffasfiirn m149(0,0) gLLMQbcdefffasfiion m010(0,0) gLLMQbcdefffabbhaww reducible gLLMQbcdefffagjphff SFS[D(3,1)(2,1)] gLLMQbcdefffasbiunn m003(0,0) gLLMQbcdefffasflugg reducible gLLAQbdedfffdwmsxrr toroidal gLLMQbcdefffasfqxoo reducible gLLAQbdedfffevtsxnn toroidal gLLMQbcdefffasfetcc SFS[A(2,1)] gLLMQbcdefffascligf m032(0,0) gLLMQbcdefffascligv m009(0,0) gLLMQbcdefffagjuhkk toroidal gLLMQbcdefffasclugg SFS[D(3,1)(2,1)] gLLMQbcdefffasclebv toroidal gLLMQbcdefffasblugg SFS[D(3,1)(2,1)] gLLMQbcdefffasftevv SFS[A(2,1)] gLLMQbcdefffaggahrr reducible gLLMQbcdefffagjahrr SFS[D(3,1)(2,1)] gLLMQbcdefffasbhisk m017(0,0) gLLMQbcdefffasbhisb SFS[D(4,1)(2,1)] gLLMQbcdefffasbhusk SFS[D(5,2)(2,1)] gLLMQbcdefffasbhuss toroidal gLLMQbcdefffasbhusb SFS[D(4,1)(2,1)] gLLMQbcdefffasbhqsk m011(0,0) gLLMQbcdefffagkahrr SFS[D(3,1)(2,1)] gLLMQbcdefffasbhqsb toroidal gLLMQbcdefffabbmaww SFS[D(3,1)(2,1)] gLLMQbcdefffabfxljj reducible gLLMQbcdefffabfxtjj SFS[D(3,1)(2,1)] gLLMQbcdefffabcmaww toroidal gLLMQbcdefffabcxljj reducible gLLMQbcdefffabcxtjj toroidal gLLMQbcdefffabbxabw SFS[D(2,1)(2,1)] gLLMQbcdefffabbdunn reducible gLLMQbcdefffabbiunn SFS[D(3,1)(2,1)] gLLMQbcdefffabbxunn SFS[D(3,1)(2,1)] gLLMQbcdefffabbxmnv SFS[D(5,1)(2,1)] gLLMQbcdefffabbxxbb reducible gLLMQbcdefffabbxijs SFS[D(7,2)(2,1)] gLLMQbcdefffabbxujs SFS[D(2,1)(2,1)] gLLMQbcdefffabbxqjs SFS[D(5,1)(2,1)] gLLMQbcdefffabbxajj SFS[D(3,1)(2,1)] gLLMQbcdefffabbxljj reducible gLLMQbcdefffabbxtjj SFS[D(3,1)(2,1)] gLLMQbcdefffabbqujf SFS[D(2,1)(2,1)] gLLMQbcdefffabblugg SFS[D(3,1)(2,1)] gLLAQbddefffhgkthrr SFS[D(5,1)(2,1)] gLLMQbcdefffabbqabr SFS[D(2,1)(2,1)] gLLMQbcdefffabbqlbr SFS[D(5,1)(2,1)] gLLMQbcdefffabbqtbr SFS[D(7,2)(2,1)] gLLMQbcdefffabbeafc T2xI gLLMQbcdefffabbeabc T2xI gLLAQbddefffxvruujj SFS[D(2,1)(2,1)] gLLMQbcdefffabbhxwb SFS[D(2,1)(2,1)] gLLMQbcdefffabbhqrb SFS[D(2,1)(2,1)] gLLMQbcdefffabbhqss SFS[D(3,1)(2,1)] gLLMQbcdefffabbhlsj SFS[D(2,1)(2,1)] gLLMQbcdefffabbtaww SFS[D(3,1)(2,1)] gLLMQbcdefffakbiunn toroidal gLLMQbcdefffakfelcc SFS[A(2,1)] gLLMQbcdefffakblugg toroidal gLLMQbcdefffakfmtww SFS[D(3,1)(2,1)] gLLMQbcdefffakbhisk m016(0,0) gLLMQbcdefffakbhisb SFS[D(5,2)(2,1)] gLLMQbcdefffakbhusk SFS[D(4,1)(2,1)] gLLMQbcdefffakbhuss toroidal gLLMQbcdefffakbhusb SFS[D(5,2)(2,1)] gLLMQbcdefffakbhqsk m019(0,0) gLLMQbcdefffagkdhrr toroidal gLLMQbcdefffakbhqsb toroidal gLLMQbcdefffaskpqnn SFS[D(3,1)(3,1)] gLLMQbcdefffasjpinf toroidal gLLMQbcdefffasjpinn toroidal gLLMQbcdefffasjpinw toroidal gLLMQbcdefffasgpunn SFS[D(3,1)(3,1)] gLLMQbcdefffaskuikg m033(0,0) gLLMQbcdefffaskuigg SFS[D(3,1)(3,1)] gLLMQbcdefffaskuijg m010(0,0) gLLMQbcdefffaskuqkg m007(0,0) gLLMQbcdefffaskuqgg SFS[D(3,1)(3,2)] gLLMQbcdefffaskuqjg m010(0,0) gLLMQbcdefffaskuukg toroidal gLLMQbcdefffaskuugg reducible gLLMQbcdefffaskuujg toroidal gLLMQbcdefffasjuugg reducible gLLMQbcdefffaccluss reducible gLLMQbcdefffasguugg reducible gLLMQbcdefffaskaqss reducible gLLMQbcdefffasjdlwf toroidal gLLMQbcdefffasjdlww toroidal gLLMQbcdefffasjdlwn toroidal gLLMQbcdefffasjeevv reducible gLLMQbcdefffasjaqss reducible gLLMQbcdefffasgairs m007(0,0) gLLMQbcdefffasgaiss SFS[D(3,1)(3,1)] gLLMQbcdefffasgaics toroidal gLLMQbcdefffasgauss SFS[D(3,1)(3,2)] gLLMQbcdefffasgaqss reducible gLLMQbcdefffasgatcj m009(0,0) gLLMQbcdefffabjminn SFS[D(3,1)(3,1)] gLLMQbcdefffabjpajr m007(0,0) gLLMQbcdefffabjpajv toroidal gLLMQbcdefffabjeasv m009(0,0) gLLMQbcdefffakjqinn SFS[D(3,1)(3,1)] gLLAQbdedfffdoagpkk m007(0,0) gLLAQbdedffferdgpjj m010(0,0) gLLAQbdedfffdkagpkk toroidal gLLAQbdedfffejdgpjj toroidal gLLAQbdedfffdwagpkk m033(0,0) gLLAQbdedfffevdgpjj m010(0,0) gLLMQbcdefffasrpmnn SFS[D(3,1)(2,1)] gLLMQbcdefffakneavv SFS[D(3,1)(2,1)] gLLAQbddefffdwnhaff m032(0,0) gLLMQbcdefffasneavv SFS[D(3,1)(2,1)] gLLAQbddefffevnmabb m009(0,0) gLLMQbcdefffabneavv toroidal gLLMQbcdefffabbhmvv SFS[D(3,1)(2,1)] gLLMQbcdefffaojpevv toroidal gLLMQbcdefffasnphnn SFS[D(3,1)(2,1)] gLLMQbcdefffasnpanv m038(0,0) gLLMQbcdefffasruacg toroidal gLLMQbcdefffasnehvn SFS[D(4,1)(3,1)] gLLMQbcdefffasnehvw SFS[D(4,3)(3,1)] gLLAQbddefffdwriakk m006(0,0) gLLAQbddefffevrqajj toroidal gLLAQbddefffmvrqajj SFS[D(5,2)(2,1)] gLLMQbcdefffabopaov m129(0,0)(0,0) gLLMQbcdefffabnphnn toroidal gLLMQbcdefffabnpanv m137(0,0) gLLMQbcdefffabouaoo SFS[A(2,1)] gLLAQbddefffmvnuajj m004(0,0) gLLAQbddefffmvouajj m015(0,0) gLLMQbcdefffabnehvn SFS[D(5,2)(3,1)] gLLMQbcdefffabnehvw SFS[D(5,3)(3,1)] gLLAQbddefffdwrqakk m016(0,0) gLLAQbddefffevruajj SFS[D(5,2)(2,1)] gLLAQbddefffmvruajj SFS[D(4,1)(2,1)] gLLAQbdedfffdvawakk toroidal gLLMQbcdefffakndavv SFS[D(3,1)(2,1)] gLLAQbdedfffesdwajj m011(0,0) gLLAQbdedfffdsavikk toroidal gLLMQbcdefffakrqubb reducible gLLAQbdedfffewdvijj toroidal gLLAQbdedfffdwasmkk m006(0,0) gLLMQbcdefffakrqpbb SFS[D(3,1)(2,1)] gLLAQbdedfffevdsmjj toroidal gLLAQbdedfffdvaoakk toroidal gLLMQbcdefffakodavv toroidal gLLAQbdedfffesdoajj m019(0,0) gLLAQbdedfffdsagikk toroidal gLLMQbcdefffakoqubb reducible gLLAQbdedfffewdgijj toroidal gLLAQbdedfffdwacmkk m016(0,0) gLLMQbcdefffakoqpbb toroidal gLLAQbdedfffevdcmjj SFS[D(5,2)(2,1)] gLLMQbcdefffaknqhnn reducible gLLMQbcdefffaknmhnn SFS[D(3,1)(2,1)] gLLMQbcdefffaknphnn SFS[D(3,1)(2,1)] gLLMQbcdefffaknqanv SFS[D(2,1)(2,1)] gLLMQbcdefffaknmanv SFS[D(7,2)(2,1)] gLLMQbcdefffaknpanv SFS[D(5,1)(2,1)] gLLMQbcdefffaknqabb SFS[D(3,1)(2,1)] gLLMQbcdefffaknqubb reducible gLLMQbcdefffaknqpbb SFS[D(3,1)(2,1)] gLLMQbcdefffaknqdjj SFS[D(3,1)(2,1)] gLLMQbcdefffakntaoo reducible gLLMQbcdefffakotaoo reducible gLLMQbcdefffaknxhgg SFS[D(3,1)(2,1)] gLLMQbcdefffaknxabg SFS[D(5,1)(2,1)] gLLMQbcdefffaknthos SFS[D(2,1)(2,1)] gLLMQbcdefffakneiww reducible gLLMQbcdefffaknahvn SFS[D(2,1)(2,1)] gLLMQbcdefffabrqabb reducible gLLMQbcdefffakneaos SFS[D(2,1)(2,1)] gLLMQbcdefffajrdmvv SFS[D(3,1)(2,1)] gLLMQbcdefffaknehss reducible gLLMQbcdefffagkdeoo SFS[D(3,1)(2,1)] gLLMQbcdefffajkmigw m004(0,0) gLLMQbcdefffajkmtww m004(0,0) gLLMQbcdefffabjpajj SFS[D(3,1)(3,1)] gLLMQbcdefffajwmmvv reducible gLLMQbcdefffajwtiss reducible gLLMQbcdefffajwmiss SFS[D(3,1)(3,2)] gLLMQbcdefffajwhisk m007(0,0) gLLMQbcdefffajwhiss SFS[D(3,1)(3,1)] gLLMQbcdefffajwhisb toroidal gLLMQbcdefffajomlww toroidal gLLMQbcdefffajkltgw m004(0,0) gLLMQbcdefffajkltgo m015(0,0) gLLMQbcdefffajkligf m015(0,0) gLLMQbcdefffajkligg m004(0,0) gLLMQbcdefffajkligv SFS[D(4,1)(2,1)] gLLMQbcdefffajklijv SFS[D(5,2)(2,1)] gLLMQbcdefffajwxijb m009(0,0) gLLMQbcdefffabjmajj SFS[D(3,1)(3,2)] gLLMQbcdefffavvamss reducible gLLMQbcdefffavwmiss SFS[D(3,1)(3,1)] gLLMQbcdefffavwhisk m036(0,0) gLLMQbcdefffavwhisb m007(0,0) gLLMQbcdefffavketcc m004(0,0) gLLMQbcdefffavwxijb m032(0,0) gLLMQbcdefffagbxhff m004(0,0) gLLMQbcdefffavoilbn m015(0,0) gLLAQbddefffmkbupjj SFS[D(5,2)(2,1)] gLLMQbcdefffarwmuvw SFS[D(3,1)(2,1)] gLLMQbcdefffakjqajj reducible gLLMQbcdefffabjqajj reducible gLLMQbcdefffarwhawf reducible gLLMQbcdefffarwhaww reducible gLLMQbcdefffarwhawn reducible gLLAQbdedfffdoagukk SFS[D(3,1)(3,2)] gLLMQbcdefffarvdmss reducible gLLAQbdedffferdgujj SFS[D(3,1)(3,1)] gLLAQbdedfffdkagukk reducible gLLMQbcdefffarwmmvv reducible gLLAQbdedfffejdgujj reducible gLLAQbdedfffdwagukk SFS[D(3,1)(3,1)] gLLMQbcdefffajvdmss reducible gLLAQbdedfffevdgujj SFS[D(3,1)(3,2)] gLLMQbcdefffarwtiss reducible gLLMQbcdefffarwmiss reducible gLLMQbcdefffarwhisk SFS[D(3,1)(3,2)] gLLMQbcdefffarwhisb SFS[D(3,1)(3,1)] gLLMQbcdefffarweqoc SFS[A(2,1)] gLLMQbcdefffarkiunn SFS[D(3,1)(3,2)] gLLMQbcdefffarkixbb SFS[D(3,1)(3,1)] gLLMQbcdefffarkdtjr m007(0,0) gLLMQbcdefffarkdtjj SFS[D(3,1)(3,1)] gLLMQbcdefffarkdtjv toroidal gLLMQbcdefffarkitjr SFS[D(3,1)(3,2)] gLLMQbcdefffarkitjj toroidal gLLMQbcdefffarkitjv SFS[D(3,1)(3,1)] gLLMQbcdefffarkxtjr m010(0,0) gLLMQbcdefffarkxtjj SFS[D(3,1)(3,2)] gLLMQbcdefffarkxtjv m007(0,0) gLLMQbcdefffarwdunf reducible gLLMQbcdefffarwdunn reducible gLLMQbcdefffarwdunw reducible gLLMQbcdefffarwiunn reducible gLLMQbcdefffarwxunn reducible gLLAQbddefffdwguxkk SFS[D(3,1)(3,1)] gLLMQbcdefffarwdxbb reducible gLLAQbddefffevgixjj SFS[D(3,1)(3,2)] gLLMQbcdefffarwixbb reducible gLLMQbcdefffarwxxbb reducible gLLMQbcdefffarwdtjr SFS[D(3,1)(3,2)] gLLMQbcdefffarwdtjj reducible gLLMQbcdefffarwdtjv SFS[D(3,1)(3,1)] gLLMQbcdefffarwitjr reducible gLLMQbcdefffarwitjj reducible gLLMQbcdefffarwitjv reducible gLLMQbcdefffarwxtjr SFS[D(3,1)(3,1)] gLLMQbcdefffarwxtjj reducible gLLMQbcdefffarwxtjv SFS[D(3,1)(3,2)] gLLMQbcdefffarwxijb SFS[D(3,1)(2,1)] gLLMQbcdefffaroiunn SFS[D(3,1)(3,1)] gLLMQbcdefffaroixbb SFS[D(3,1)(3,2)] gLLMQbcdefffarodtjr m036(0,0) gLLMQbcdefffarodtjj SFS[D(3,1)(3,2)] gLLMQbcdefffarodtjv m007(0,0) gLLMQbcdefffaroitjr SFS[D(3,1)(3,1)] gLLMQbcdefffaroitjj toroidal gLLMQbcdefffaroitjv SFS[D(3,1)(3,2)] gLLMQbcdefffaroxtjr m033(0,0) gLLMQbcdefffaroxtjj SFS[D(3,1)(3,1)] gLLMQbcdefffaroxtjv m036(0,0) gLLMQbcdefffajrdaww m003(0,0) gLLMQbcdefffajrdirs SFS[D(5,2)(2,1)] gLLMQbcdefffajrdiss toroidal gLLMQbcdefffajrdics SFS[D(4,1)(2,1)] gLLMQbcdefffajrairs m017(0,0) gLLMQbcdefffajraiss m003(0,0) gLLMQbcdefffajraics SFS[D(4,1)(2,1)] gLLMQbcdefffajreirs m011(0,0) gLLMQbcdefffabbhiss SFS[D(3,1)(2,1)] gLLMQbcdefffajreics toroidal gLLMQbcdefffajcdign SFS[D(4,3)(3,1)] gLLMQbcdefffajcdigw SFS[D(4,1)(3,1)] gLLMQbcdefffacjpugg SFS[D(3,1)(2,1)] gLLMQbcdefffajsdlwf toroidal gLLMQbcdefffajsdlww toroidal gLLMQbcdefffajsdlwn toroidal gLLMQbcdefffajcutgw m038(0,0) gLLMQbcdefffajcuikg m006(0,0) gLLMQbcdefffajcuigg SFS[D(3,1)(2,1)] gLLMQbcdefffajcuijg toroidal gLLMQbcdefffajcuijv SFS[D(5,2)(2,1)] gLLMQbcdefffajspinf toroidal gLLMQbcdefffajspinn toroidal gLLMQbcdefffajspinw toroidal gLLMQbcdefffavcaxvv SFS[A(2,1)] gLLMQbcdefffavselww SFS[D(3,1)(2,1)] gLLMQbcdefffavsemwb m038(0,0) gLLMQbcdefffavcxacc SFS[A(2,1)] gLLMQbcdefffavrmxnj toroidal gLLMQbcdefffavcqqow SFS[D(3,1)(3,2)] gLLMQbcdefffavsplbw SFS[D(4,1)(3,1)] gLLMQbcdefffavsplbn SFS[D(4,3)(3,1)] gLLAQbddefffdwrqpkk m006(0,0) gLLAQbddefffevrupjj toroidal gLLAQbddefffmvrupjj SFS[D(5,2)(2,1)] gLLMQbcdefffarsalww m003(0,0) gLLMQbcdefffarcxuns toroidal gLLMQbcdefffarsulcc SFS[D(3,1)(2,1)] gLLMQbcdefffarspajr m017(0,0) gLLMQbcdefffarspajv SFS[D(4,1)(2,1)] gLLMQbcdefffarspljr SFS[D(5,2)(2,1)] gLLMQbcdefffarspljj toroidal gLLMQbcdefffarspljv SFS[D(4,1)(2,1)] gLLMQbcdefffarsptjr m011(0,0) gLLMQbcdefffagkdunn SFS[D(3,1)(2,1)] gLLMQbcdefffarsptjv toroidal gLLMQbcdefffajfddkw SFS[D(8,3)(2,1)] gLLMQbcdefffajfddww toroidal gLLMQbcdefffajfddow SFS[D(4,1)(2,1)] gLLMQbcdefffajvdiww SFS[D(3,1)(3,1)] gLLAQbdedfffdoegakk m007(0,0) gLLMQbcdefffajvdavv SFS[D(3,1)(3,2)] gLLAQbdedffferagajj m010(0,0) gLLAQbdedfffdkegakk toroidal gLLMQbcdefffajvaavv reducible gLLAQbdedfffejagajj toroidal gLLAQbdedfffdwegakk m033(0,0) gLLMQbcdefffajveavv SFS[D(3,1)(3,1)] gLLAQbdedfffevagajj m010(0,0) gLLMQbcdefffajgdxww m004(0,0) gLLMQbcdefffajgdaob m015(0,0) gLLMQbcdefffajgdawb m004(0,0) gLLAQbdedfffdwmfarr m148(0,0) gLLMQbcdefffajfxaoo toroidal gLLAQbdedfffevtfann m009(0,0) gLLMQbcdefffajgmxbw m004(0,0) gLLAQbdedfffdwxvaff m015(0,0) gLLMQbcdefffajgmabb m004(0,0) gLLAQbdedfffevlvabb SFS[D(4,1)(2,1)] gLLAQbddefffmkbqajj SFS[D(5,2)(2,1)] gLLMQbcdefffavfaavv SFS[A(3,1)] gLLMQbcdefffavvahvn reducible gLLMQbcdefffakjmmbb reducible gLLMQbcdefffabjmmbb reducible gLLMQbcdefffavveiwf reducible gLLMQbcdefffasjmmbb reducible gLLMQbcdefffavveiwn reducible gLLAQbdedfffdodgakk SFS[D(3,1)(3,2)] gLLAQbdedffferegajj SFS[D(3,1)(3,1)] gLLAQbddefffdfcdaff SFS[A(3,1)] gLLAQbdedfffdkdgakk reducible gLLAQbdedfffejegajj reducible gLLAQbddefffebceabb SFS[A(3,1)] gLLAQbdedfffdwdgakk SFS[D(3,1)(3,1)] gLLAQbdedfffevegajj SFS[D(3,1)(3,2)] gLLMQbcdefffavvaxcv SFS[A(2,1)] gLLMQbcdefffavvemsk SFS[D(3,1)(3,2)] gLLMQbcdefffavvemsb SFS[D(3,1)(3,1)] gLLMQbcdefffavgaavv SFS[A(3,1)] gLLMQbcdefffavvxxcc reducible gLLMQbcdefffavvuabv SFS[A(2,1)] gLLMQbcdefffavvxacv SFS[A(2,1)] gLLAQbddefffhgctarr m004(0,0) gLLAQbddefffmkfuajj m015(0,0) gLLMQbcdefffavfmanj m032(0,0) gLLMQbcdefffavfmdjj SFS[A(3,1)] gLLMQbcdefffavvqhrw SFS[D(3,1)(3,1)] gLLMQbcdefffavvqhnf reducible gLLMQbcdefffavvqhnn reducible gLLMQbcdefffavvqhnw reducible gLLMQbcdefffavvqhow SFS[D(3,1)(3,2)] gLLMQbcdefffavvpibn SFS[D(3,1)(2,1)] gLLAQbddefffmkcuajj m004(0,0) gLLMQbcdefffavvqanv reducible gLLMQbcdefffavvqanj SFS[D(3,1)(2,1)] gLLMQbcdefffavvmanj SFS[D(3,1)(2,1)] gLLMQbcdefffavvpanj toroidal gLLMQbcdefffavvmdjj reducible gLLMQbcdefffavvpmjb SFS[D(3,1)(2,1)] gLLAQbddefffmkbuajj SFS[D(4,1)(2,1)] gLLMQbcdefffavgmanj m009(0,0) gLLMQbcdefffavgmdjj SFS[A(3,1)] gLLMQbcdefffakjqmbb SFS[D(3,1)(3,2)] gLLAQbdedfffdoagakk m036(0,0) gLLMQbcdefffarvdavv SFS[D(3,1)(3,1)] gLLAQbdedffferdgajj m033(0,0) gLLAQbdedfffdkagakk toroidal gLLMQbcdefffarvaavv reducible gLLAQbdedfffejdgajj toroidal gLLAQbdedfffdwagakk m036(0,0) gLLAQbdedfffevdgajj m007(0,0) gLLMQbceefffajlxain SFS[D(4,1)(2,1)] gLLMQbceefffajataio m004(0,0) gLLMQbceefffajauair SFS[D(3,1)(3,2)] gLLMQbcdeffftsjdlww toroidal gLLMQbceefffajaupir SFS[D(3,1)(3,1)] gLLMQbcdfefftjsetnn toroidal gLLMQbcdfeffljsetnn toroidal gLLMQbceefffajauaqr SFS[D(3,1)(3,1)] gLLMQbcdeffflsjdlww toroidal gLLMQbceefffajaupqr SFS[D(3,1)(3,2)] gLLMQbceefffajaxain m004(0,0) gLLMQbceefffajtxain m015(0,0) gLLMQbcefeffajaplig m004(0,0) gLLAQbddefffmkcdhjj m004(0,0) gLLMQbcdefffxccepbb SFS[A(2,1)] gLLMQbcdfeffaggxqrr reducible gLLMQbceefffasattev SFS[A(2,1)] gLLAQbddefffxvgxunn m004(0,0) gLLMQbcdefffacctprr reducible gLLMQbceefffasaxhlr m004(0,0) gLLMQbceefffhwluttj SFS[D(3,1)(3,2)] gLLMQbcdefffhwkiunn SFS[D(3,1)(3,2)] gLLMQbddefffmvnpmff SFS[D(4,1)(2,1)] gLLMQbceffefagpxmhj m015(0,0) gLLMQbceefffajhqain m004(0,0) gLLMQbceefffajhpaio m004(0,0) gLLMQbceefffajhmair SFS[D(3,1)(3,2)] gLLMQbcdeffftjsdlww m010(0,0) gLLMQbceefffajhmpir m007(0,0) gLLMQbcdfefftsjetnn m149(0,0) gLLMQbcdfefflsjetnn m010(0,0) gLLMQbceefffajhmaqr m160(0,0) gLLMQbcdefffljsdlww m149(0,0) gLLMQbceefffajhmpqr SFS[D(3,1)(3,2)] gLLMQbceefffajdpaio m015(0,0) gLLMQbceefffajppaio SFS[D(4,1)(2,1)] gLLMQbcefeffajhpdig m015(0,0) gLLMQbcdfeffaccmdss SFS[A(2,1)] gLLAQbddefffmvndhjj m004(0,0) gLLMQbcdefffaggtiss reducible gLLMQbcefeffajhddlg m129(0,0)(0,0) gLLMQbceefffasxaxxo reducible gLLMQbcdfeffxccmuoo toroidal gLLAQbddefffxnbxunn m038(0,0) gLLMQbceefffasxahlr m004(0,0) gLLMQbceefffastaxxo SFS[D(3,1)(2,1)] gLLMQbceefffasuaxxo SFS[D(3,1)(2,1)] gLLMQbcdfefftrvpmww SFS[D(4,1)(2,1)] gLLMQbcdeffftkbiunn SFS[D(5,2)(2,1)] gLLMQbcdeffflkbiunn SFS[D(4,1)(2,1)] gLLMQbcdfefflrvpmww SFS[D(5,2)(2,1)] gLLMQbceeffftspuxxb m016(0,0) gLLMQbceeffflspuxxb SFS[D(5,2)(2,1)] gLLMQbcdfefftcoamnn m019(0,0) gLLMQbcdfeffacoamnn toroidal gLLMQbcdfefflcoamnn toroidal gLLMQbcdeffftbbiunn m011(0,0) gLLMQbcdeffflbbiunn toroidal gLLMQbcdfeffaooamnn reducible gLLMQbcdeffftsbiunn m017(0,0) gLLMQbcdeffflsbiunn SFS[D(4,1)(2,1)] gLLMQbcdfeffagoamnn toroidal gLLAQbdedfffdvxwxkk toroidal gLLAQbdedfffeslwxjj m011(0,0) gLLAQbdedfffdwxslkk m006(0,0) gLLAQbdedfffevlsljj toroidal gLLAQbddefffmkjqebb SFS[D(5,2)(2,1)] gLLAQbdedfffdsxvpkk toroidal gLLAQbdedfffewlvpjj toroidal gLLMQbcdeffftrsalww SFS[D(4,1)(2,1)] gLLMQbcdeffflrsalww m017(0,0) gLLMQbdedfffpcdvpww SFS[D(4,1)(2,1)] gLLMQbcdeffftcgainn SFS[D(5,2)(2,1)] gLLMQbcdefffacgainn toroidal gLLMQbcdeffflcgainn m016(0,0) gLLMQbcdefffpfbhuss SFS[D(5,3)(3,1)] gLLMQbcdefffxbbmuww SFS[D(4,1)(3,1)] gLLMQbcdefffhfbhuss SFS[D(5,2)(3,1)] gLLMQbcdefffmbbmuww SFS[D(4,3)(3,1)] gLLMQbcdeffftkblugg SFS[D(5,2)(2,1)] gLLMQbcdeffflkblugg m016(0,0) gLLMQbddefffpfchmww SFS[D(5,2)(2,1)] gLLMQbcdeffftbblugg toroidal gLLMQbcdeffflbblugg m006(0,0) gLLMQbcefeffhnaxlxo m038(0,0) gLLMQbcdefffhngainn m137(0,0) gLLMQbcdeffftkbhuss toroidal gLLMQbcdeffflkbhuss m019(0,0) gLLMQbcdeffftsbhuss m016(0,0) gLLMQbcdeffflsbhuss SFS[D(5,2)(2,1)] gLLMQbddefffmkcpmff SFS[D(4,1)(2,1)] gLLMQbcdeffftbbhuss toroidal gLLMQbcdeffflbbhuss toroidal gLLAQbddefffdwnqhff m032(0,0) gLLAQbddefffevnuhbb m009(0,0) gLLMQbcdfeffmccmxww toroidal gLLMQbceefffagtquhf m015(0,0) gLLMQbcdeffftvselww m009(0,0) gLLMQbcdeffflvselww m032(0,0) gLLMQbcefeffagtdxhk m009(0,0) gLLMQbcefeffagtdxpk m032(0,0) gLLMQbcefeffagteihg m015(0,0) gLLAQbdedfffdwqslff m032(0,0) gLLAQbdedfffevuslbb m009(0,0) gLLMQbcdfeffmccmdkk toroidal gLLMQbcefeffagtxxxb SFS[D(3,1)(2,1)] gLLMQbcefeffagxxxxb reducible gLLMQbcdfeffmgoamoo m129(0,0)(0,0) gLLMQbceffefagtiqtb m015(0,0) gLLMQbcdefffaogmigg SFS[A(2,1)] gLLMQbcdefffmsnihkk toroidal gLLMQbceefffpnauppo toroidal gLLMQbcdfeffaccmagg SFS[A(2,1)] gLLMQbcdfeffagcmagg SFS[A(2,1)] gLLMQbcdfeffaocmagg toroidal gLLMQbcdefffmogaioo m129(0,0)(0,0) gLLMQbceffefagtxmaj m015(0,0) gLLMQbcdfeffaooaigg SFS[A(2,1)] gLLMQbceffefagxiqtb m004(0,0) gLLMQbceffefaguiqtb SFS[D(4,1)(2,1)] gLLMQbceefffajimais SFS[D(5,2)(2,1)] gLLMQbceefffajuqaib m015(0,0) gLLMQbcefeffajiexes SFS[D(3,1)(3,2)] gLLMQbceefffhwluxxb m007(0,0) gLLMQbdedfffpsdbuww SFS[D(4,1)(2,1)] gLLAQbddefffmvjqibb SFS[D(5,2)(2,1)] gLLMQccdefffajsxqrr SFS[D(3,1)(3,1)] gLLMQbcdefffhwkixbb m160(0,0) gLLMQbceefffagaquhv m004(0,0) gLLMQbcdeffftsjeevv SFS[A(3,1)] gLLMQbcdeffflsjeevv SFS[A(3,1)] gLLMQbcefeffagdxxxr reducible gLLMQbcefeffagaddhn SFS[A(3,1)] gLLMQbcefeffagadddn reducible gLLMQbcefeffagaddpn SFS[A(3,1)] gLLMQbcefeffagaexhf m004(0,0) gLLMQbcefeffagaxxxr reducible gLLMQbcefeffagexxxr reducible gLLMQbceffefagdiqtr SFS[D(4,1)(2,1)] gLLMQbcdefffmccamcc SFS[A(2,1)] gLLMQbceffefagaiqtr m004(0,0) gLLMQbcdfeffaggiioo reducible gLLMQbcdefffmgoiacc SFS[A(2,1)] gLLMQbcdefffmcoiacc toroidal gLLMQbcdefffmooiacc SFS[A(2,1)] gLLMQbcdfeffmcgimcc SFS[A(2,1)] gLLMQbcdefffaccmmoo reducible gLLMQbceffefagaxmlw m004(0,0) gLLMQbceffefageiqtr m015(0,0) gLLMQbceefffajitaig m015(0,0) gLLMQbceefffajuuaiv SFS[D(5,2)(2,1)] gLLMQbceefffaspuxxb toroidal gLLMQbdedfffpfdftww SFS[D(4,1)(2,1)] gLLAQbddefffmvoptjj m015(0,0) gLLMQbcdefffagjudkk SFS[D(3,1)(2,1)] gLLMQccdfeffajbievv SFS[D(3,1)(2,1)] gLLAQbddefffxvrutbb SFS[D(7,3)(2,1)] gLLMQbceefffagatpho T2xI gLLMQbceefffagatppo SFS[A(2,1)] gLLMQbceefffagatpdo T2xI gLLMQbceefffagaxahw SFS[D(8,3)(2,1)] gLLMQbceefffagaxahk SFS[D(7,3)(2,1)] gLLMQbcefeffagaaqhr SFS[D(8,3)(2,1)] gLLMQbcefeffagaaqhs SFS[D(7,3)(2,1)] gLLMQbcdeffftsfetcc T2xI gLLMQbcdeffflsfetcc T2xI gLLAQbddefffhgktdkk SFS[D(7,3)(2,1)] gLLMQbcefeffagaxexo SFS[D(3,1)(2,1)] gLLMQbceffefagdxmpc SFS[D(4,1)(2,1)] gLLMQbceffefagexmpc SFS[D(5,2)(2,1)] gLLMQbceffefagallpo SFS[D(3,1)(2,1)] gLLMQbceefffajhdteg m007(0,0) gLLMQbceefffajhdhxg m015(0,0) gLLMQbcdefffacrqtgg m004(0,0) gLLMQbceefffajpdaiv SFS[D(4,1)(2,1)] gLLMQbceefffajddaiv SFS[D(5,2)(2,1)] gLLMQbcdeffftofqqss m009(0,0) gLLMQbcdefffaofqqss toroidal gLLMQbcdeffflofqqss m148(0,0) gLLMQbcefeffajhemeg SFS[D(3,1)(3,1)] gLLMQbcdefffhwkdtjj m160(0,0) gLLMQbceefffasxpxxc m004(0,0) gLLMQbcdefffxcrhtww m038(0,0) gLLAQbdedfffdwafdrr m148(0,0) gLLAQbdedfffevdfdnn m009(0,0) gLLMQbceefffhwluuun m010(0,0) gLLMQbceefffpnquppf m009(0,0) gLLMQbcdeffftskaqss SFS[D(3,1)(3,1)] gLLMQbcdeffflskaqss SFS[D(3,1)(3,2)] gLLMQccdefffajveagj m007(0,0) gLLMQbcdfeffagkdagg SFS[D(3,1)(3,2)] gLLMQccdefffajveakj m036(0,0) gLLMQccdefffajvlagj toroidal gLLMQccdefffajvlajj SFS[D(3,1)(3,1)] gLLMQccdefffajvlakj m007(0,0) gLLMQbdedfffpkdfdww SFS[D(4,1)(2,1)] gLLMQbcdeffftsjaqss reducible gLLMQbcdeffflsjaqss reducible gLLMQbcdeffftsgaqss SFS[D(3,1)(3,2)] gLLMQbcdeffflsgaqss SFS[D(3,1)(3,1)] gLLMQbcefefftselllw SFS[D(3,1)(3,2)] gLLMQbcefeffajleeen reducible gLLMQbcefefflselllw SFS[D(3,1)(3,1)] gLLMQbddefffpsfhqww m015(0,0) gLLMQccdefffajvidgk m007(0,0) gLLMQccdefffajvidkk SFS[D(3,1)(3,2)] gLLMQccdefffajvidjk m036(0,0) gLLMQccdefffajvihgk m010(0,0) gLLMQbcefeffagqxexf SFS[D(3,1)(3,1)] gLLMQccdefffajvihjk m033(0,0) gLLAQbddefffdwklqkk m036(0,0) gLLAQbddefffevkpqjj m007(0,0) gLLAQbddefffmkfptjj m015(0,0) gLLAQbddefffxfrpdjj m148(0,0) gLLAQbddefffdoklqkk m036(0,0) gLLAQbddeffferkpqjj m033(0,0) gLLAQbddefffdkklqkk toroidal gLLAQbddefffejkpqjj toroidal gLLMQbcdefffmvftdgg m032(0,0) gLLMQbcefefftsxlilc m007(0,0) gLLMQbcefefflsxlilc toroidal gLLMQbcdeffftskuqgg m036(0,0) gLLMQbcdeffflskuqgg m007(0,0) gLLMQccdefffajvednr m033(0,0) gLLMQbcdfeffagkdpss SFS[D(3,1)(3,1)] gLLMQccdefffajvedor m036(0,0) gLLMQccdefffajvldnr SFS[D(3,1)(3,1)] gLLMQbdedfffdoqfdjj SFS[D(3,1)(3,2)] gLLMQbdedffferufdgg SFS[D(3,1)(3,1)] gLLMQccdefffajvldor SFS[D(3,1)(3,2)] gLLMQbdedfffdkqfdjj m010(0,0) gLLMQbdedfffejufdgg m007(0,0) gLLMQbcdefffhwkitjj m149(0,0) gLLMQbcdefffpnfiqgg m032(0,0) gLLMQbcefefftsalllw reducible gLLMQbcefeffajaeeen reducible gLLMQbcefefflsalllw reducible gLLMQbcefefftsdlllw SFS[D(3,1)(3,1)] gLLMQbcefeffajteeen reducible gLLMQbcefefflsdlllw SFS[D(3,1)(3,2)] gLLMQbdedfffmvhfdff SFS[D(4,1)(2,1)] gLLMQbdedfffhktfdcc m009(0,0) gLLMQbcdeffftskpqnn m033(0,0) gLLMQbcdeffflskpqnn m010(0,0) gLLMQbdefeffdoxaiuk m007(0,0) gLLMQccdefffajvlevv SFS[D(3,1)(3,2)] gLLMQbdefefferlaquj m010(0,0) gLLMQbdefeffdkxaiuk toroidal gLLMQbcdfeffagkdunn reducible gLLMQbdefeffejlaquj toroidal gLLMQbceefffmktaxxg m009(0,0) gLLMQbcdefffacfhqnn SFS[A(3,1)] gLLMQbcdfeffaggdunn reducible gLLMQbcdefffacchqnn toroidal gLLMQbcdfeffagjdunn reducible gLLMQbcdefffacbhqnn SFS[A(3,1)] gLLMQbceefffagtdqxk SFS[D(3,1)(3,2)] gLLMQbceefffagteuhk SFS[D(5,2)(2,1)] gLLMQbceefffagtephk SFS[D(4,1)(2,1)] gLLMQbceefffagteppk m004(0,0) gLLMQbceefffagtepdk m015(0,0) gLLMQbcdefffpokmtww m015(0,0) gLLMQbcdefffhokmtww m004(0,0) gLLMQbcefeffagtehhc SFS[D(5,2)(2,1)] gLLMQbcdeffftvketcc SFS[D(4,1)(2,1)] gLLMQbcdeffflvketcc m015(0,0) gLLMQbcefeffagtlhpk m015(0,0) gLLMQbcefeffagtlhdk m004(0,0) gLLMQbcefeffagtxmxk SFS[D(3,1)(3,2)] gLLMQbcdefffhwkxtjj SFS[D(3,1)(3,2)] gLLMQbcdefffhkketcc m004(0,0) gLLMQbcdefffmjkatff m015(0,0) gLLMQbceeffftsxpxxc m015(0,0) gLLMQbceeffflsxpxxc SFS[D(4,1)(2,1)] gLLMQbceffefagtiqqk SFS[D(5,2)(2,1)] gLLMQbceffefagttpik m004(0,0) gLLMQbceffefagttaik m015(0,0) gLLMQbcdfefftsrdinn m015(0,0) gLLMQbcdfefflsrdinn SFS[D(4,1)(2,1)] gLLMQbceffefagtxmic SFS[D(5,2)(2,1)] gLLMQbceffefaguxmic SFS[D(4,1)(2,1)] gLLMQbceefffajldais SFS[D(4,1)(2,1)] gLLMQbceefffajtdais SFS[D(5,2)(2,1)] gLLMQbcdfeffacrltoo SFS[D(3,1)(2,1)] gLLMQbcdeffftsfqxoo toroidal gLLMQbcdeffflsfqxoo toroidal gLLMQbcefeffagtidis SFS[D(3,1)(2,1)] gLLMQbcdfeffxcrless SFS[D(5,1)(2,1)] gLLMQbceefffasapxxv SFS[D(3,1)(2,1)] gLLMQbcdefffxkrhprr SFS[D(5,1)(2,1)] gLLAQbdedfffdrafmrr toroidal gLLMQbcdfeffaofptvv reducible gLLAQbdedfffendfmnn toroidal gLLMQbddefffpcnheww m004(0,0) gLLMQccdefffajfahff reducible gLLMQbcefeffagtiiis SFS[D(3,1)(2,1)] gLLMQbdedfffmkhfuff SFS[D(4,1)(2,1)] gLLMQbcefeffagpxmxv toroidal gLLMQbceffefagqxmuw m004(0,0) gLLMQbceffefagpiqqv SFS[D(5,2)(2,1)] gLLMQbcdeffftgjupkk m009(0,0) gLLMQbcdeffflgjupkk m032(0,0) gLLMQbcdfeffaoodmbw SFS[D(2,1)(2,1)] gLLMQbcdfeffaooahjf reducible gLLAQbddefffhgkdpkk SFS[D(7,3)(2,1)] gLLAQbddefffxvrexjj SFS[D(2,1)(2,1)] gLLAQbddefffhvkdpkk SFS[D(2,1)(2,1)] gLLAQbddefffhfkdpkk toroidal gLLMQbcdfeffaooxtcv SFS[D(7,3)(2,1)] gLLMQbcdfeffaoottcv SFS[D(8,3)(2,1)] gLLMQbcdfeffaooumrj reducible gLLMQbcdfeffaooumrv reducible gLLMQbcdfeffaooxmcv SFS[D(2,1)(2,1)] gLLMQbcdfeffaoouhcv reducible gLLMQbcdfeffaooxhcv toroidal gLLMQbcdfeffaoothcv toroidal gLLMQbcdfeffaooeqvc toroidal gLLMQbcdfeffaoodqvc toroidal gLLMQbcdfeffaooaqws SFS[D(2,1)(2,1)] gLLMQbcdfeffaooaqvs SFS[D(2,1)(2,1)] gLLMQbcdfeffaooeevc SFS[D(8,3)(2,1)] gLLMQbcdfeffaoodevc SFS[D(7,3)(2,1)] gLLMQbcdfeffaooelvc SFS[D(7,2)(2,1)] gLLMQbcdfeffaoodlvc SFS[D(5,1)(2,1)] gLLMQbcdfeffaooalvc SFS[D(2,1)(2,1)] gLLAQbddefffxrrhxbb toroidal gLLAQbddefffhgktpff toroidal gLLAQbddefffxvrhxbb SFS[D(7,3)(2,1)] gLLAQbddefffxjrhxbb SFS[D(5,1)(2,1)] gLLMQbcdfeffaooxqjo toroidal gLLMQbcdfeffaootqjo toroidal gLLMQbcdfeffaooulgw SFS[D(2,1)(2,1)] gLLMQbcdfeffaooudbw SFS[D(2,1)(2,1)] gLLMQbcdfeffaootdbw SFS[D(7,2)(2,1)] gLLMQbcdfeffaooxdbw SFS[D(5,1)(2,1)] gLLMQbcdfeffaoouxcn reducible gLLAQbddefffhgkqprr SFS[D(5,1)(2,1)] gLLAQbddefffxvruxnn toroidal gLLMQbcdfeffaooadkc SFS[D(2,1)(2,1)] gLLMQbcdfeffaooexjo toroidal gLLMQbcdfeffaooaxjo reducible gLLMQbcdfeffaoodxjo toroidal gLLAQbdedfffdwasuff m032(0,0) gLLAQbdedfffevdsubb m009(0,0) gLLMQbcdfeffaggxqcr reducible gLLMQbcdfeffaggxqsr reducible gLLMQbcdeffftsgpunn m007(0,0) gLLMQbcdeffflsgpunn toroidal gLLMQbcdfeffagjaunn SFS[D(3,1)(3,2)] gLLMQbcdeffftskuugg SFS[D(3,1)(3,1)] gLLMQbcdeffflskuugg SFS[D(3,1)(3,2)] gLLMQbcdfeffagkdpsc toroidal gLLMQbcdfeffagkdpsr m007(0,0) gLLMQbcdfeffagkapsc m007(0,0) gLLMQbcdfeffagkapss SFS[D(3,1)(3,2)] gLLMQbcdfeffagkapsr m036(0,0) gLLMQbcdeffftsjuugg reducible gLLMQbcdeffflsjuugg reducible gLLMQbcdeffftsguugg SFS[D(3,1)(3,2)] gLLMQbcdeffflsguugg SFS[D(3,1)(3,1)] gLLMQbcdfeffaggaagg PxS^1 gLLMQbcdeffftsgauss m036(0,0) gLLMQbcdeffflsgauss m007(0,0) gLLMQbcdfeffaoguucv toroidal gLLMQbcdfeffaojuucj toroidal gLLMQbcdeffftjomlww SFS[D(4,1)(2,1)] gLLMQbcdfeffaojuucv SFS[D(5,2)(2,1)] gLLMQbcdfeffaojuurj toroidal gLLMQbcdfeffaojuurv toroidal gLLMQbcdfeffaojuusj toroidal gLLMQbcdefffljomlww SFS[D(8,3)(2,1)] gLLMQbcdfeffaogddvc toroidal gLLMQbcdefffhjopmgg toroidal gLLMQbcdfeffaojddvc SFS[D(7,2)(2,1)] gLLMQbcdefffxrwtlvv toroidal gLLAQbddefffhrnqprr toroidal gLLAQbdedfffdwavhff m015(0,0) gLLAQbdedfffevdvhbb SFS[D(4,1)(2,1)] gLLMQbcdfeffagbqqcv m007(0,0) gLLMQbcdfeffagcaioo SFS[A(2,1)] gLLMQbcdfeffagbhhvc m015(0,0) gLLMQbcdfeffagbahbb SFS[A(2,1)] gLLMQbcdefffxvcxxcc m129(0,0)(0,0) gLLMQbcdfeffagflaff SFS[A(2,1)] gLLMQbcdfeffaccaioo SFS[A(2,1)] gLLMQbcdfeffagfaavv toroidal gLLMQbcdefffaogamoo SFS[A(2,1)] gLLMQbcdfeffagbaabg toroidal gLLMQbcdfeffaoflucr toroidal gLLMQbcdfeffaoflurr reducible gLLMQbcdfeffaoflusr toroidal gLLAQbdedfffdwtsirr toroidal gLLAQbdedfffevhsinn toroidal gLLMQbcdfeffaobaabo toroidal gLLMQbcdfeffacclikn SFS[D(2,1)(2,1)] gLLMQbcdefffxkrhurr SFS[D(2,1)(2,1)] gLLAQbdedfffdcafaff T2xI gLLAQbdedfffefdfabb T2xI gLLMQbcdeffftsftevv T2xI gLLMQbcdeffflsftevv T2xI gLLMQbcdfeffacflpkk reducible gLLMQbcdfeffacblpkk reducible gLLMQbcdfeffaccmdsc T2xI gLLMQbcdfeffaccmdsr T2xI gLLMQbcdfeffaccmpkn SFS[D(2,1)(2,1)] gLLMQbcdfeffacclpkk reducible gLLMQbcdfeffaccmtvn SFS[D(2,1)(2,1)] gLLMQbcdfeffaccmagc T2xI gLLMQbcdfeffaccmago T2xI gLLMQbcdefffagchhcv toroidal gLLMQbcdefffagbhhof m015(0,0) gLLMQbcdefffagbhxoo m004(0,0) gLLMQbcdefffagbhhcv SFS[D(5,2)(2,1)] gLLMQbcdefffagcqqvc toroidal gLLMQbcdefffagcqxvk toroidal gLLMQbcdefffagbqqvc SFS[D(7,2)(2,1)] gLLMQbcdefffagcxxvv reducible gLLMQbcdefffagcxhkv toroidal gLLMQbcdefffagbxxfo m038(0,0) gLLMQbcdefffaofhhcv toroidal gLLMQbcdefffaochhcv toroidal gLLMQbcdefffaobhhcv toroidal gLLMQbcdefffaofqqws SFS[D(8,3)(2,1)] gLLMQbcdefffaofqqwr SFS[D(7,3)(2,1)] gLLMQbcdefffaofqqsc SFS[D(4,1)(2,1)] gLLMQbcdefffaofqqsr SFS[D(8,3)(2,1)] gLLMQbcdefffaofqqvc SFS[D(5,2)(2,1)] gLLMQbcdefffaofqqvs SFS[D(4,1)(2,1)] gLLMQbcdefffaocqqvc toroidal gLLMQbcdefffaocqxvk toroidal gLLMQbcdefffaobqqvc toroidal gLLAQbddefffxnruqnn toroidal gLLMQbcdefffaocxxvv reducible gLLMQbcdefffaocxhkv toroidal gLLAQbddefffxfrxqjj m148(0,0) gLLMQbcdefffacfhhcv SFS[D(8,3)(2,1)] gLLAQbdedfffdfacdff SFS[A(3,1)] gLLAQbdedfffebdcdbb SFS[A(3,1)] gLLAQbddefffxfoxqjj toroidal gLLMQbcdefffacctpcr SFS[A(3,1)] gLLMQbcdefffacctpsr SFS[A(3,1)] gLLMQbcdefffacchhcv toroidal gLLAQbddefffxfnxqjj m009(0,0) gLLMQbcdefffacbhhcv SFS[D(4,1)(2,1)] gLLMQbcdefffacfqqvc SFS[D(4,1)(2,1)] gLLMQbcdefffaccqqvc toroidal gLLMQbcdefffacclusc SFS[A(3,1)] gLLMQbcdefffacclusr SFS[A(3,1)] gLLMQbcdefffaccqxvk toroidal gLLMQbcdefffacbqqvc SFS[D(8,3)(2,1)] gLLMQbcdefffacfxqkc m009(0,0) gLLMQbcdefffacciigc SFS[A(3,1)] gLLMQbcdefffacciigg reducible gLLMQbcdefffacciigo SFS[A(3,1)] gLLMQbcdefffaccxqkc toroidal gLLMQbcdefffaccxhkv toroidal gLLMQbcdefffacbxqkc m148(0,0) gLLMQbcdefffagkdhcr SFS[D(5,2)(2,1)] gLLMQbcdefffagkdhsr m016(0,0) gLLMQbcdefffagkehcr toroidal gLLMQbcdefffagkehsr m006(0,0) gLLMQbcdefffagjuhjk m016(0,0) gLLMQbcdefffagjuhgk SFS[D(5,2)(2,1)] gLLMQbcdefffagjupkk SFS[D(3,1)(2,1)] gLLMQbcdefffagjphfw m006(0,0) gLLMQbcdefffagjphfn toroidal gLLMQbcdefffaojxqsc toroidal gLLMQbcdefffaojxqss reducible gLLMQbcdefffaojxqsr toroidal gLLMQbcdefffaokmmfg reducible gLLAQbddefffdwoqdrr toroidal gLLAQbddefffevoudnn toroidal gLLMQbcdefffacjpugc m032(0,0) gLLMQbcdefffacjpugo m009(0,0) gLLMQbcdefffagneqcr SFS[D(4,1)(2,1)] gLLMQbcdefffagneqsr m015(0,0) gLLMQbcdefffagoppvv reducible gLLMQbcdefffaorepnv toroidal gLLMQbcdefffaoreecv SFS[D(8,3)(2,1)] gLLMQbcdefffaooepnv reducible gLLMQbcdefffaooeecv toroidal gLLMQbcdefffaonepnv toroidal gLLMQbcdefffaoneecv SFS[D(4,1)(2,1)] gLLMQbcdefffaorttvc SFS[D(4,1)(2,1)] gLLMQbcdefffaoottvc toroidal gLLMQbcdefffaootpvk toroidal gLLMQbcdefffaonttvc SFS[D(8,3)(2,1)] gLLMQbcdefffaorptvn toroidal gLLMQbcdefffaorppvv toroidal gLLMQbcdefffaooptvn reducible gLLAQbdedfffdrtoirr toroidal gLLAQbddefffdroqmrr reducible gLLAQbddefffenoumnn reducible gLLAQbdedfffenhoinn toroidal gLLMQbcdefffaooqmgg reducible gLLMQbcdefffaoopmgg reducible gLLMQbcdefffaoopekv toroidal gLLMQbcdefffaonptvn toroidal gLLMQbcdefffaonppvv toroidal gLLMQbcdefffacrqtgc m015(0,0) gLLMQbcdefffacrqtgo SFS[D(4,1)(2,1)] gLLMQbcdefffacoppvv reducible gLLMQbceffeflsmmadc m015(0,0) gLLMQbceffeflspmapb SFS[D(5,2)(2,1)] gLLMQbcdefffhwkitjv m160(0,0) gLLMQbceefffhwlupun m007(0,0) gLLMQbcdefffhwkxtjv m288(0,0) gLLMQbceefffhwlxpun SFS[D(3,1)(3,1)] gLLMQbcdefffxcrhtsw toroidal gLLMQbcdefffhwkdtjv toroidal gLLMQbceefffhwltpun toroidal gLLMQbceefffxvphpuo SFS[D(4,1)(2,1)] gLLMQbceffeflsumatb SFS[D(4,1)(2,1)] gLLMQbceffeflstmatb SFS[D(5,2)(2,1)] gLLAQbdedfffevlsmoj m371(0,0) gLLAQbdedfffevusurb m305(0,0) gLLAQbdedfffevdrqok SFS[D(4,1)(2,1)] gLLAQbdedfffevdcqok SFS[D(5,2)(2,1)] gLLAQbdedfffevdslbr m045(0,0) gLLAQbdedfffevdsloj m035(0,0) gLLMQbceefffhgattls m295(0,0)(0,0) gLLAQbddefffxvgxurn m148(0,0) gLLMQbceeffflsaxhlr m004(0,0) gLLMQbcdefffxccepbo m125(0,0)(0,0) gLLAQbddefffmkcdhjc m004(0,0) gLLMQbcefefflsameuc m140(0,0) gLLMQbceffeflsemahw SFS[D(4,1)(2,1)] gLLMQbceffeflsamado m004(0,0) gLLMQbceffeflsamapk SFS[D(3,1)(3,2)] gLLMQbceffeflsamupk m294(0,0) gLLMQbceffeflsaqapk m149(0,0) gLLMQbceffeflsaqupk SFS[D(3,1)(3,2)] gLLMQbceffeflsamahw m004(0,0) gLLMQbceffeflsdmahw m015(0,0) gLLMQbcdfeffxccmubo toroidal gLLAQbddefffxnbxurn toroidal gLLMQbceeffflsxahlr m004(0,0) gLLMQbcefeffhgaldtv SFS[A(3,1)] gLLAQbddefffmvndhjc m004(0,0) gLLMQbcefefflsxmtuc m009(0,0) gLLMQbceffeflsxmaqw m004(0,0) gLLMQbceffeflsxmauo m004(0,0) gLLMQbceffeflsxmaik SFS[D(3,1)(3,2)] gLLMQbceffeflsxmuik m010(0,0) gLLMQbceffeflsxqaik toroidal gLLMQbceffeflsxquik SFS[D(3,1)(3,2)] gLLMQbceffeflstmauo m015(0,0) gLLMQbceffeflsumauo SFS[D(4,1)(2,1)] gLLAQbddefffevkuqok SFS[D(5,2)(2,1)] gLLAQbddefffevgilgf m015(0,0) gLLMQcdcfefftwoeajk s649(0,0) gLLMQbcdfeffljsetnw m288(0,0) gLLAQbdedfffeslwaoj s244(0,0) gLLAQbdedfffesdwxoj SFS[D(5,2)(3,1)] gLLMQbcdefffljsdlwn SFS[D(3,1)(3,1)] gLLMQbceffeflgqiqdf SFS[D(7,3)(2,1)] gLLMQbcdeffflkbhusb m275(0,0) gLLMQbcdeffflsbhusb m168(0,0) gLLMQbcdeffflbbhusb SFS[D(5,3)(3,1)] gLLMQbcdfeffmgoamoc m203(0,0)(0,0) gLLMQbceffeflgtiqtb m289(0,0) gLLMQbceffeflgxiqtb m340(0,0) gLLMQbceffeflguiqtb SFS[D(8,3)(2,1)] gLLAQbdedfffebdrqsw SFS[D(8,3)(2,1)] gLLAQbdedfffebdcqsw m340(0,0) gLLAQbdedfffebdcacf m367(0,0)(0,0) gLLAQbdedfffebdsqsw m289(0,0) gLLMQbceeffflgaulxo m053(0,0) gLLMQbceffeflgaiqdo SFS[D(7,3)(2,1)] gLLMQbcdeffflskuqjg m010(0,0) gLLMQccdefffpkveqvs m033(0,0) gLLMQccdefffpkvlqvs SFS[D(3,1)(3,1)] gLLMQbcefefflgtlhpk m004(0,0) gLLAQbdedfffendfmsn m260(0,0) gLLAQbdedfffewlvioj m403(0,0) gLLAQbdedfffewdvpoj m142(0,0) gLLMQbcdeffflofqqvs m004(0,0) gLLMQbcdefffmrwmicw m015(0,0) gLLMQbcdfefflsrmebr SFS[D(3,1)(2,1)] gLLMQbcdfefflsrmebc m003(0,0) gLLMQbcdfefflsrmebs toroidal gLLMQbcdfefflsrdenc toroidal gLLMQbcdfefflsrdeoc SFS[D(5,3)(3,1)] gLLMQbcdefffhokligv m140(0,0) gLLMQbcdfefflsnmxjv m023(0,0) gLLMQbcdfefflsgmpfs SFS[D(3,1)(2,1)] gLLMQbcdfefflsgmpbs toroidal gLLMQbcdefffhnjpugo toroidal gLLMQbcdefffpfcligv m222(0,0) gLLMQbcdefffhfcligv m140(0,0) gLLMQbcdfefflsjetnw m007(0,0) gLLAQbdedffferdgajv s874(0,0) gLLAQbdedfffejdgajv s495(0,0) gLLAQbdedffferagajv m010(0,0) gLLAQbdedfffevlvhgb m140(0,0) gLLAQbddefffhgbiaks SFS[D(3,1)(2,1)] gLLAQbdedfffevlvafb m003(0,0) gLLAQbddefffmkbqawj toroidal gLLAQbdedfffevtfang SFS[D(3,1)(2,1)] gLLAQbdedfffevdfdsn m015(0,0) gLLAQbdedfffevagajv toroidal gLLAQbdedfffevdvanb SFS[D(5,3)(3,1)] gLLAQbdedfffevdvagb toroidal gLLAQbdedfffejegajv toroidal gLLAQbdedfffejagajv m149(0,0) gLLMQbcdeffflkbhisb m168(0,0) gLLMQbcdeffflkbhqsb s907(0,0) gLLMQbcdeffflsbhisb m135(0,0) gLLMQbcdeffflsbhqsb m146(0,0) gLLAQbdedfffevtsxng m038(0,0) gLLMQbcdeffflsclebv m038(0,0) gLLMQbcdeffflscligv SFS[D(3,1)(2,1)] gLLMQbcdeffflsfiion m023(0,0) gLLMQbcdeffflbbhisb m146(0,0) gLLMQbcdeffflbbhqsb m239(0,0) gLLMQbcdeffflsjdlwn m160(0,0) gLLMQbcdeffflsgaics m023(0,0) gLLMQbcdeffflsgatcj m015(0,0) gLLMQbcdeffflskuijg toroidal gLLMQbcdeffflskuujg m149(0,0) gLLMQbcdeffflsjpinw m207(0,0) gLLAQbddefffevnmhgb m140(0,0) gLLAQbddefffevnmhgs m222(0,0) gLLAQbddefffevnmack SFS[D(3,1)(2,1)] gLLAQbddefffevnmabk SFS[D(3,1)(2,1)] gLLAQbddefffevnmafk toroidal gLLAQbddefffevrhafw m038(0,0) gLLAQbddefffevnuagb toroidal gLLMQbceffeftsmmadc toroidal gLLMQbceffeftspmapb toroidal gLLMQbcdefffhwkitjr SFS[D(3,1)(3,2)] gLLMQbceefffhwluaun SFS[D(3,1)(3,2)] gLLMQbcdefffhwkxtjr m294(0,0) gLLMQbceefffhwlxaun toroidal gLLMQbcdefffxcrhtvw m260(0,0) gLLAQbdedfffevdfdgn m289(0,0) gLLMQbcdefffhwkdtjr m288(0,0) gLLMQbcdeffflofqqws m340(0,0) gLLMQbceefffhwltaun SFS[D(3,1)(3,1)] gLLMQbceefffxvphauo m004(0,0) gLLMQbceffeftsumatb toroidal gLLMQbceffeftstmatb toroidal gLLAQbdedfffdwxsmnk s644(0,0) gLLAQbdedfffdwtsirc s469(0,0) gLLAQbdedfffdwqsuof s528(0,0) gLLAQbdedfffdwmsxrj m310(0,0) gLLAQbdedfffdwarqgn toroidal gLLAQbdedfffdwacqgn toroidal gLLAQbdedfffdwaslof m053(0,0) gLLAQbdedfffdwaslkn m029(0,0) gLLMQbceefffhgattas m367(0,0)(0,0) gLLAQbddefffxvgxuon m340(0,0) gLLMQbceeffftsaxhlr toroidal gLLMQbcdefffxccepbv m202(0,0)(0,0) gLLAQbddefffmkcdhjw toroidal gLLMQbcefefftsameuc s403(0,0) gLLMQbceffeftsemahw toroidal gLLMQbceffeftsamado toroidal gLLMQbceffeftsamapk toroidal gLLMQbceffeftsamupk s458(0,0) gLLMQbcdfeffljsetnf s455(0,0) gLLMQbceffeftsaqapk m249(0,0) gLLMQbcdeffflsjdlwf m247(0,0) gLLMQbceffeftsaqupk toroidal gLLMQbceffeftsamahw toroidal gLLMQbceffeftsdmahw toroidal gLLMQbcdfeffxccmuvo m125(0,0)(0,0) gLLAQbddefffxnbxuon m310(0,0) gLLMQbceeffftsxahlr toroidal gLLMQbcefeffhgaldav m203(0,0)(0,0) gLLAQbddefffmvndhjw toroidal gLLMQbcefefftsxmtuc m289(0,0) gLLMQbceffeftsxmaqw toroidal gLLMQbceffeftsxmauo toroidal gLLMQbceffeftsxmaik toroidal gLLMQbceffeftsxmuik m036(0,0) gLLMQbcdfefflsjetnf m036(0,0) gLLMQbceffeftsxqaik m247(0,0) gLLMQbcdefffljsdlwf m249(0,0) gLLMQbceffeftsxquik toroidal gLLMQbceffeftstmauo toroidal gLLMQbceffeftsumauo toroidal gLLAQbddefffdwkqqgn toroidal gLLAQbddefffdwgulcj toroidal gLLMQbcdeffflkbhqsk s705(0,0) gLLMQbcdeffflsbhqsk m117(0,0) gLLMQbcdeffflbbhqsk m291(0,0) gLLMQbcdeffflskuukg m160(0,0) gLLMQcdcfefflwoeagk s778(0,0) gLLMQcdcfefflwoeajk s481(0,0) gLLMQccdefffpkveqws toroidal gLLMQbcdfefftjsetnf m247(0,0) gLLMQbcdfefftjsetnw m160(0,0) gLLAQbdedfffdvxwank s119(0,0) gLLAQbdedfffdvawxkn toroidal gLLMQbcdeffftjsdlwf m036(0,0) gLLMQbcdeffftjsdlwn m007(0,0) gLLMQbceffeftgqiqdf SFS[D(8,3)(2,1)] gLLMQbcdeffftkbhusk m015(0,0) gLLMQbcdeffflkbhusk m004(0,0) gLLMQbcdeffftsbhusk m115(0,0) gLLMQbcdeffflsbhusk m034(0,0) gLLMQbcdeffftbbhusk SFS[D(5,2)(3,1)] gLLMQbcdeffflbbhusk SFS[D(4,1)(3,1)] gLLMQbcdfeffmgoamog SFS[A(3,1)] gLLMQbceffeftgtiqtb m009(0,0) gLLMQbceffeftgxiqtb m148(0,0) gLLMQbceffeftguiqtb toroidal gLLAQbdedfffdfarqsv toroidal gLLAQbdedfffdfacqsv m148(0,0) gLLAQbdedfffdfacacb m295(0,0)(0,0) gLLAQbdedfffdfasqsv m009(0,0) gLLMQbceeffftgaulxo m045(0,0) gLLMQbceffeftgaiqdo SFS[D(8,3)(2,1)] gLLMQbcdeffftskuqkg m036(0,0) gLLMQbcdeffflskuqkg SFS[D(3,1)(3,2)] gLLMQccdefffugvetfc m007(0,0) gLLMQccdefffugvetbc SFS[D(3,1)(3,1)] gLLMQccdefffugvltfc SFS[D(3,1)(3,2)] gLLMQccdefffpkvlqws reducible gLLMQbcefeffmouupxb SFS[D(4,1)(2,1)] gLLMQbceffeftgtiqqk SFS[D(4,1)(2,1)] gLLAQbddefffdfjuevw SFS[D(4,1)(2,1)] gLLAQbdedfffdrafmrj m310(0,0) gLLAQbdedfffdrafmrv m038(0,0) gLLAQbdedfffdsxvink m378(0,0) gLLAQbdedfffdsavpkn m081(0,0) gLLMQbcdeffftofqqws m289(0,0) gLLMQbcdeffftofqqvs m015(0,0) gLLMQbcdefffmrwmijw m289(0,0) gLLMQbcdfefftsrmefc toroidal gLLMQbcdfefflsrmefc m017(0,0) gLLMQbcdfefftsrmebs m016(0,0) gLLMQbcdfefftsrdenc m117(0,0) gLLMQbcdfefftsrdeoc m146(0,0) gLLMQbcdefffhokligf s403(0,0) gLLMQbcdfefftsnmxjr toroidal gLLMQbcdfefflsnmxjr m059(0,0) gLLMQbcdeffflsfiirn m059(0,0) gLLMQbcdeffflscligf m006(0,0) gLLMQbcdfefftsgmpbs m016(0,0) gLLMQbcdefffhnjpugc m310(0,0) gLLMQbcdeffflkbhisk m188(0,0) gLLMQbcdeffflsbhisk m262(0,0) gLLMQbcdeffflbbhisk m303(0,0) gLLMQbcdefffpfcligf m304(0,0) gLLMQbcdefffhfcligf m222(0,0) gLLMQbcdfefftsjetnf m249(0,0) gLLMQbcdfefftsjetnw SFS[D(3,1)(3,1)] gLLAQbdedfffdoagaok toroidal gLLAQbdedfffdoagawk m249(0,0) gLLAQbdedfffdkagaok m249(0,0) gLLAQbdedfffdodgawk s313(0,0) gLLAQbdedfffdoegaok m036(0,0) gLLAQbdedfffdoegawk SFS[D(3,1)(3,2)] gLLAQbdedfffdwxvhjf s403(0,0) gLLAQbdedfffdwxvabf toroidal gLLAQbdedfffdwxvacf m017(0,0) gLLAQbddefffmkbqacj m016(0,0) gLLAQbdedfffdwmfarv s648(0,0) gLLAQbdedfffdwmfarj m032(0,0) gLLAQbdedfffdwafdrj m340(0,0) gLLAQbdedfffdwafdrv m004(0,0) gLLAQbdedfffdwagawk toroidal gLLAQbdedfffdwdgawk s297(0,0) gLLAQbdedfffdwegaok s649(0,0) gLLAQbdedfffdwegawk m149(0,0) gLLAQbdedfffdwavafr m146(0,0) gLLAQbdedfffdwavafj m117(0,0) gLLAQbdedfffdkagawk m247(0,0) gLLAQbdedfffdkdgaok toroidal gLLAQbdedfffdkdgawk toroidal gLLAQbdedfffdkegaok s481(0,0) gLLAQbdedfffdkegawk m160(0,0) gLLMQbcdeffftkbhisk m115(0,0) gLLMQbcdeffftkbhisb m034(0,0) gLLMQbcdeffftkbhusb m223(0,0) gLLMQbcdeffftkbhqsk s479(0,0) gLLMQbcdeffftkbhqsb s572(0,0) gLLMQbcdeffftsbhisk s725(0,0) gLLMQbcdeffftsbhisb m262(0,0) gLLMQbcdeffftsbhusb m188(0,0) gLLMQbcdeffftsbhqsk m346(0,0) gLLMQbcdeffftsbhqsb m303(0,0) gLLAQbdedfffdwmsxrv s469(0,0) gLLAQbdedfffevtsxns m260(0,0) gLLMQbcdeffftsclebv m310(0,0) gLLMQbcdeffftscligf toroidal gLLMQbcdeffftscligv m032(0,0) gLLMQbcdeffftsfiirn s801(0,0) gLLMQbcdeffftsfiion m286(0,0) gLLMQbcdeffftbbhisk m346(0,0) gLLMQbcdeffftbbhisb m117(0,0) gLLMQbcdeffftbbhusb SFS[D(4,3)(3,1)] gLLMQbcdeffftbbhqsk m300(0,0) gLLMQbcdeffftbbhqsb m189(0,0) gLLMQbcdeffftsjdlwf s455(0,0) gLLMQbcdeffftsjdlwn m288(0,0) gLLMQbcdeffftsgairs toroidal gLLMQbcdeffflsgairs m059(0,0) gLLMQbcdefffpnbhunw m289(0,0) gLLMQbcdeffftskuikg s649(0,0) gLLMQbcdeffflskuikg m149(0,0) gLLMQbcdeffftskuukg s481(0,0) gLLMQbcdeffftskuujg s297(0,0) gLLMQbcdeffftskuqjg toroidal gLLMQbcdeffftsjpinf s899(0,0) gLLMQbcdeffflsjpinf m373(0,0) gLLAQbddefffdwnhhjf m222(0,0) gLLAQbddefffdwnhhjv m304(0,0) gLLAQbddefffdwnhafv toroidal gLLAQbddefffdwnhafg m006(0,0) gLLAQbddefffdwnhacg m016(0,0) gLLAQbddefffdwrtacs m310(0,0) gLLAQbddefffdwriaks m032(0,0) gLLAQbddefffdwnqafj m310(0,0) gLLMQbdeefffabaaaaj reducible gLLMQbdeefffabaiaan SFS[D(3,1)(3,2)] gLLMQbdeefffabaittr SFS[D(3,1)(3,1)] gLLMQbdeefffabaillk SFS[D(3,1)(3,1)] gLLMQbdeefffabaiaab reducible gLLMQbdeefffabaitts SFS[D(3,1)(3,2)] gLLMQbdeefffabaillw SFS[D(3,1)(3,2)] gLLMQbdeefffabaiaaj SFS[D(3,1)(3,1)] gLLMQbdeefffabaittc reducible gLLMQbdeefffabdallo toroidal gLLMQbdeefffabdaaab SFS[A(3,1)] gLLMQbdeefffabdattc reducible gLLMQbdeefffabdillo SFS[D(3,1)(3,2)] gLLMQbdeefffabdmllo SFS[D(3,1)(3,1)] gLLMQbdeefffabdidqc SFS[D(2,1)(2,1)] gLLMQbdeefffabaadls reducible gLLMQbdeefffabaidls SFS[D(3,1)(2,1)] gLLMQbdeefffabaiitn SFS[D(3,1)(2,1)] gLLMQbdeefffabailmj SFS[D(3,1)(2,1)] gLLMQbdeefffabaitpk SFS[D(3,1)(2,1)] gLLAQcddeffflvvttjg SFS[D(3,1)(2,1)] gLLAQcddeffflvvttkg SFS[D(3,1)(2,1)] gLLAQcddefffdvvxmvr SFS[D(2,1)(2,1)] gLLAQcddefffhssulbb reducible gLLAQcddefffassxpcc reducible gLLAQcddefffavjxxcc reducible gLLAQcddefffafvppbb reducible gLLAQcddefffafvxxcc reducible gLLAQcddefffavjppbb toroidal gLLAQcddefffavvttgf SFS[A(3,1)] gLLAQcddefffafrxxcc SFS[D(3,1)(3,2)] gLLAQcddefffafjxxcc SFS[D(3,1)(3,1)] gLLAQcddefffpvvxmjj reducible gLLMQbdeefffabuxllo SFS[D(3,1)(2,1)] gLLMQbdeefffabuxllk toroidal gLLMQbdeefffabuxllw m003(0,0) gLLMQbdeefffabuxaaj toroidal gLLMQbdeefffabuxttc SFS[D(3,1)(2,1)] gLLMQbdeefffabxxllo toroidal gLLMQbdeefffabxxaan SFS[D(3,1)(2,1)] gLLMQbdeefffabxxllw SFS[D(3,1)(2,1)] gLLMQbdeefffabxxaab reducible gLLMQbdeefffabxxaaj SFS[D(3,1)(2,1)] gLLMQbdeefffabtxllo SFS[D(3,1)(2,1)] gLLMQbdeefffabtxllk SFS[D(3,1)(2,1)] gLLMQbdeefffabtxllw toroidal gLLMQbdeefffabtxaaj SFS[D(3,1)(2,1)] gLLMQbdeefffabtxttc SFS[D(3,1)(2,1)] gLLMQbdeefffabuxtpk SFS[D(3,1)(2,1)] gLLMQbdeefffabtxdlc SFS[D(3,1)(2,1)] gLLMQbdeefffabxxitn reducible gLLMQbdeefffabxxaqr SFS[D(2,1)(2,1)] gLLMQbdeefffabtxtpk SFS[D(3,1)(2,1)] gLLAQcddeffflvvxxkk reducible gLLAQcddefffhvvxmkn SFS[D(3,1)(2,1)] gLLAQcddefffhvvtpvk SFS[D(3,1)(2,1)] gLLAQcddefffaosxxcc SFS[D(3,1)(2,1)] gLLAQcddefffacvpxbb SFS[D(3,1)(2,1)] gLLAQcddefffagwxpcc toroidal gLLAQcddefffavnplbb SFS[D(3,1)(2,1)] gLLAQcddefffavvttnc SFS[D(3,1)(2,1)] gLLAQcddefffakkppbb reducible gLLAQcddefffavvttrr SFS[A(2,1)] gLLMQbdeefffaspmttj toroidal gLLMQbdeefffasmmttj reducible gLLMQbdeefffasqillf toroidal gLLMQbdeefffasqmttj toroidal gLLMQbdeefffaspmtpf m118(0,0) gLLMQbdeefffasmmtpf SFS[D(8,3)(2,1)] gLLMQbdeefffasqilms toroidal gLLMQbdeefffasqmtpf m016(0,0) gLLAQcddefffhwwxqkn m052(0,0) gLLAQcddefffacvxxoo m003(0,0) gLLAQcddefffhwwupkk toroidal gLLMQbdeefffakaaitj reducible gLLMQbdeefffakaaaaj reducible gLLMQbdeefffakaatts reducible gLLMQbdeefffafaadds reducible gLLMQbdeefffakamllo SFS[D(3,1)(3,2)] gLLMQbdeefffakamaan reducible gLLMQbdeefffakamttr SFS[D(3,1)(3,1)] gLLMQbdeefffakamtts reducible gLLMQbdeefffakamttc SFS[D(3,1)(3,2)] gLLMQbdeefffakaillo SFS[D(3,1)(3,1)] gLLMQbdeefffakaiaan reducible gLLMQbdeefffakaittr SFS[D(3,1)(3,2)] gLLMQbdeefffakaitts reducible gLLMQbdeefffakaittc SFS[D(3,1)(3,1)] gLLMQbdeefffakaalmj reducible gLLMQbdeefffakaaaqs reducible gLLMQbdeefffafaaaxj reducible gLLMQbdeefffakamlmj SFS[D(5,4)(3,1)] gLLMQbdeefffakamtpk SFS[D(5,4)(3,1)] gLLMQbdeefffakamtpo SFS[D(3,1)(2,1)] gLLMQbdeefffakamtpw SFS[D(7,5)(3,1)] gLLMQbdeefffakamaqc SFS[D(3,1)(2,1)] gLLMQbdeefffakailmj SFS[D(5,1)(3,1)] gLLMQbdeefffakaitpk SFS[D(5,1)(3,1)] gLLMQbdeefffakaitpo SFS[D(3,1)(2,1)] gLLMQbdeefffakaitpw SFS[D(7,2)(3,1)] gLLMQbdeefffakaiaqc SFS[D(3,1)(2,1)] gLLAQcddefffhssuass reducible gLLAQcddefffhssxlbb reducible gLLAQcddefffhssxass reducible gLLAQcddefffassxdgg reducible gLLAQcddefffasstpcc reducible gLLAQcddefffasstdgg reducible gLLAQcddefffqssppcc reducible gLLMQbdeefffakuxttc toroidal gLLMQbdeefffakxpaan SFS[D(3,1)(2,1)] gLLMQbdeefffakxlaan SFS[D(3,1)(2,1)] gLLMQbdeefffakxxllw reducible gLLMQbdeefffakxxaan toroidal gLLMQbdeefffakxxaab SFS[D(3,1)(2,1)] gLLMQbdeefffakxxaaj SFS[D(3,1)(2,1)] gLLMQbdeefffakxxttc SFS[D(3,1)(2,1)] gLLMQbdeefffaktxttc SFS[D(3,1)(2,1)] gLLMQbdeefffakuxtpk m026(0,0) gLLMQbdeefffakxpaqc m011(0,0) gLLMQbdeefffakxlaqc SFS[D(3,1)(2,1)] gLLMQbdeefffakxxlmb SFS[D(2,1)(2,1)] gLLMQbdeefffakxxtpk toroidal gLLMQbdeefffakxxaqs SFS[D(7,3)(2,1)] gLLMQbdeefffakxxaqr SFS[D(5,1)(2,1)] gLLMQbdeefffakxxaqc toroidal gLLMQbdeefffaktxtpk SFS[D(3,1)(2,1)] gLLAQcddefffhssxakn SFS[D(3,1)(2,1)] gLLAQcddefffhsstlvk SFS[D(3,1)(2,1)] gLLAQcddefffacvqxbb SFS[D(3,1)(2,1)] gLLAQcddefffasstdnc SFS[D(3,1)(2,1)] gLLAQbdeefffanuupic SFS[D(5,4)(3,1)] gLLMQbdeefffakpmttj toroidal gLLMQbdeefffakmmttj SFS[D(3,1)(2,1)] gLLMQbdeefffakqillf SFS[D(3,1)(2,1)] gLLMQbdeefffakqmttj SFS[D(3,1)(2,1)] gLLMQbdeefffakpmtpf m070(0,0) gLLMQbdeefffakmmtpf SFS[D(7,3)(2,1)] gLLMQbdeefffakqilms SFS[D(3,1)(2,1)] gLLMQbdeefffakqmtpf m006(0,0) gLLAQcddefffhssxdkn m026(0,0) gLLAQcddefffacvtxoo toroidal gLLAQcddefffhssuxkk SFS[D(7,2)(3,1)] gLLAQcddefffhssudss SFS[D(5,1)(3,1)] gLLAQcddefffhssxxkk SFS[D(5,1)(3,1)] gLLAQbdeefffanadqqr reducible gLLAQbdeefffanddqqr reducible gLLAQbdeefffanedqqr reducible gLLAQbdeefffanadqxw SFS[D(2,1)(2,1)] gLLAQbdeefffanddqxw SFS[D(2,1)(2,1)] gLLAQbdeefffanedqxw toroidal gLLAQbdeefffanapdmg SFS[D(7,3)(2,1)] gLLAQbdeefffanahdmv SFS[D(5,1)(2,1)] gLLAQbdeefffanahdmg toroidal gLLAQbdeefffanahdmf SFS[D(7,3)(2,1)] gLLAQbdeefffanahhak SFS[D(2,1)(2,1)] gLLAQbdeefffanahpir toroidal gLLAQbdeefffanaddmg SFS[D(5,1)(2,1)] gLLAQbdeefffandpdmg m069(0,0) gLLAQbdeefffandhdmg m011(0,0) gLLAQbdeefffandddmg SFS[D(5,1)(2,1)] gLLAQbdeefffanepdmg m027(0,0) gLLAQbdeefffanehdmg SFS[D(3,1)(2,1)] gLLAQbdeefffaneddmg toroidal gLLAQbdeefffanedpmw SFS[D(4,1)(2,1)] gLLAQbdeefffanedqmw SFS[D(5,2)(2,1)] gLLAQbdeefffanapmmw SFS[D(3,1)(2,1)] gLLAQbdeefffanahmmo SFS[D(3,1)(2,1)] gLLAQbdeefffanahiig SFS[D(3,1)(2,1)] gLLAQbdeefffanahaac reducible gLLAQbdeefffanahmmw toroidal gLLAQbdeefffanahmmk SFS[D(3,1)(2,1)] gLLAQbdeefffanadmmw SFS[D(3,1)(2,1)] gLLAQbdeefffandpmmw toroidal gLLAQbdeefffandhmmw SFS[D(3,1)(2,1)] gLLAQbdeefffanddmmw SFS[D(3,1)(2,1)] gLLAQbdeefffanepmmw m003(0,0) gLLAQbdeefffanehmmw SFS[D(3,1)(2,1)] gLLAQbdeefffanedmmw toroidal gLLAQbdeefffabxqeag SFS[D(2,1)(2,1)] gLLAQbdeefffabxqpuk SFS[D(2,1)(2,1)] gLLAQbdeefffabuuddr reducible gLLAQbdeefffabtuhhv SFS[D(3,1)(3,2)] gLLAQbdeefffabxuhhv SFS[D(3,1)(3,1)] gLLAQbdeefffabuiddr SFS[D(3,1)(3,2)] gLLAQbdeefffabtihhg m004(0,0) gLLAQbdeefffabuqddr SFS[D(3,1)(3,1)] gLLAQbdeefffabtqhhf m004(0,0) gLLAQbdeefffabxqppk toroidal gLLAQbdeefffabxqpak SFS[D(2,1)(2,1)] gLLAQbdeefffabuihdo SFS[D(2,1)(2,1)] gLLAQbdeefffabxqdag SFS[D(2,1)(2,1)] gLLAQbdeefffabuuqpo SFS[D(3,1)(2,1)] gLLAQbdeefffabuuqak SFS[D(3,1)(2,1)] gLLAQbdeefffabuueis SFS[D(3,1)(2,1)] gLLAQbdeefffabuuiio reducible gLLAQbdeefffabuuiiw SFS[D(3,1)(3,2)] gLLAQbdeefffabuuiik SFS[D(3,1)(3,1)] gLLAQbdeefffabuuaag SFS[D(3,1)(3,1)] gLLAQbdeefffabuuaaf SFS[D(3,1)(3,2)] gLLAQbdeefffabuummc SFS[D(3,1)(3,2)] gLLAQbdeefffabuumms SFS[D(3,1)(3,1)] gLLAQbdeefffabuummr reducible gLLAQbdeefffabtuaav SFS[D(3,1)(3,2)] gLLAQbdeefffabxuaav SFS[D(3,1)(3,1)] gLLAQbdeefffabuiaav SFS[D(3,1)(3,2)] gLLAQbdeefffabtiaag m004(0,0) gLLAQbdeefffabxiaaf m004(0,0) gLLAQbdeefffabuqaav SFS[D(3,1)(3,1)] gLLAQbdeefffabtqaaf m004(0,0) gLLAQbdeefffabuuitf SFS[D(3,1)(2,1)] gLLAQbdeefffabuuaxc SFS[D(3,1)(2,1)] gLLAQbdeefffabuumpo SFS[D(3,1)(2,1)] gLLAQbdeefffabuimao SFS[D(2,1)(2,1)] gLLAQbdeefffabadeaf T2xI gLLAQbdeefffabedeaf SFS[A(2,1)] gLLAQbdeefffabddeaf T2xI gLLAQbdeefffabappuo T2xI gLLAQbdeefffabaphhf SFS[D(3,1)(2,1)] gLLAQbdeefffabapppo SFS[A(2,1)] gLLAQbdeefffabapdds SFS[D(3,1)(2,1)] gLLAQbdeefffabadhhv SFS[D(3,1)(2,1)] gLLAQbdeefffabadppw reducible gLLAQbdeefffabaddds SFS[D(3,1)(2,1)] gLLAQbdeefffabadddr SFS[D(3,1)(2,1)] gLLAQbdeefffabedhhv toroidal gLLAQbdeefffabedppw reducible gLLAQbdeefffabeddds toroidal gLLAQbdeefffabedddr toroidal gLLAQbdeefffabddhhv SFS[D(3,1)(2,1)] gLLAQbdeefffabddppw reducible gLLAQbdeefffabdddds SFS[D(3,1)(2,1)] gLLAQbdeefffabddddr SFS[D(3,1)(2,1)] gLLAQbdeefffabahhhg SFS[A(2,1)] gLLAQbdeefffabahdds reducible gLLAQbdeefffabappao T2xI gLLAQbdeefffabedhdo reducible gLLAQbdeefffabedhdk reducible gLLAQbdeefffabadptr SFS[D(2,1)(2,1)] gLLAQbdeefffabedptr toroidal gLLAQbdeefffabddptr SFS[D(2,1)(2,1)] gLLAQbdeefffabaddaf T2xI gLLAQbdeefffabeddaf SFS[A(2,1)] gLLAQbdeefffabdddaf T2xI gLLAQbdeefffabadedc T2xI gLLAQbdeefffabededc SFS[A(2,1)] gLLAQbdeefffabddedc T2xI gLLAQbdeefffabahqpk reducible gLLAQbdeefffabahqaw reducible gLLAQbdeefffabaheic SFS[D(2,1)(2,1)] gLLAQbdeefffabehqaw SFS[D(3,1)(2,1)] gLLAQbdeefffabdhqaw SFS[D(3,1)(2,1)] gLLAQbdeefffabahapg reducible gLLAQbdeefffabahaug reducible gLLAQbdeefffabapiiw SFS[D(3,1)(2,1)] gLLAQbdeefffabapaag SFS[D(3,1)(2,1)] gLLAQbdeefffabapaaf SFS[D(3,1)(2,1)] gLLAQbdeefffabapmms SFS[D(3,1)(2,1)] gLLAQbdeefffabepiiw SFS[D(3,1)(2,1)] gLLAQbdeefffabepaag m003(0,0) gLLAQbdeefffabepaav toroidal gLLAQbdeefffabepaaf SFS[D(3,1)(2,1)] gLLAQbdeefffabepmms m003(0,0) gLLAQbdeefffabdpiiw toroidal gLLAQbdeefffabdpaag toroidal gLLAQbdeefffabdpaav toroidal gLLAQbdeefffabdpaaf toroidal gLLAQbdeefffabdpmms toroidal gLLAQbdeefffabadiiw reducible gLLAQbdeefffabadaag SFS[D(3,1)(2,1)] gLLAQbdeefffabadaav SFS[D(3,1)(2,1)] gLLAQbdeefffabadmms SFS[D(3,1)(2,1)] gLLAQbdeefffabediiw reducible gLLAQbdeefffabedaag toroidal gLLAQbdeefffabedaav toroidal gLLAQbdeefffabedmms toroidal gLLAQbdeefffabddiiw reducible gLLAQbdeefffabddaag SFS[D(3,1)(2,1)] gLLAQbdeefffabddaav SFS[D(3,1)(2,1)] gLLAQbdeefffabddmms SFS[D(3,1)(2,1)] gLLAQbdeefffabahiio SFS[D(3,1)(2,1)] gLLAQbdeefffabahiiw SFS[D(3,1)(2,1)] gLLAQbdeefffabahiik reducible gLLAQbdeefffabahaav SFS[D(3,1)(2,1)] gLLAQbdeefffabahaaf SFS[D(3,1)(2,1)] gLLAQbdeefffabahmmc SFS[D(3,1)(2,1)] gLLAQbdeefffabahmms toroidal gLLAQbdeefffabahmmr SFS[D(3,1)(2,1)] gLLAQbdeefffabehiiw SFS[D(3,1)(2,1)] gLLAQbdeefffabehaag SFS[D(3,1)(2,1)] gLLAQbdeefffabehaav toroidal gLLAQbdeefffabehaaf SFS[D(3,1)(2,1)] gLLAQbdeefffabehmms SFS[D(3,1)(2,1)] gLLAQbdeefffabdhiiw toroidal gLLAQbdeefffabdhaag SFS[D(3,1)(2,1)] gLLAQbdeefffabdhaav m003(0,0) gLLAQbdeefffabdhaaf toroidal gLLAQbdeefffabdhmms SFS[D(3,1)(2,1)] gLLAQbdeefffabepitg SFS[D(3,1)(2,1)] gLLAQbdeefffabaditg SFS[D(2,1)(2,1)] gLLAQbdeefffabeditg toroidal gLLAQbdeefffabdditg SFS[D(2,1)(2,1)] gLLAQbdeefffabahitv SFS[D(2,1)(2,1)] gLLAQbdeefffabahaxr reducible gLLAQbdeefffabehitg SFS[D(3,1)(2,1)] gLLAQbdeefffabadadc T2xI gLLAQbdeefffabedadc SFS[A(2,1)] gLLAQbdeefffabddadc T2xI gLLAQbdeefffabahmpk reducible gLLAQbdeefffabedmao reducible gLLAQbdeefffabedmak reducible gLLAQbdeefffabdahhb reducible gLLAQbdeefffabdaddf SFS[A(3,1)] gLLAQbdeefffabalhhb SFS[A(3,1)] gLLAQbdeefffabalddf reducible gLLAQbdeefffabdaqpv SFS[D(3,1)(2,1)] gLLAQbdeefffabdampv SFS[D(3,1)(2,1)] gLLAQbdeefffabalqpv reducible gLLAQbdeefffabalmpv reducible gLLAQbdeefffabdaqar SFS[D(3,1)(2,1)] gLLAQbdeefffabdaein reducible gLLAQbdeefffabdaaxw SFS[D(3,1)(2,1)] gLLAQbdeefffabdaitk reducible gLLAQbdeefffabalqar reducible gLLAQbdeefffabalein SFS[D(3,1)(2,1)] gLLAQbdeefffabalaxw reducible gLLAQbdeefffabalitk SFS[D(3,1)(2,1)] gLLAQbdeefffabdaapb reducible gLLAQbdeefffabdaaub reducible gLLAQbdeefffabalapb reducible gLLAQbdeefffabalaub reducible gLLAQbdeefffabdaiiv toroidal gLLAQbdeefffabdaiij SFS[D(3,1)(3,1)] gLLAQbdeefffabdaiir SFS[D(3,1)(3,2)] gLLAQbdeefffabdaaas SFS[D(3,1)(3,2)] gLLAQbdeefffabdaaak SFS[D(3,1)(3,1)] gLLAQbdeefffabdammw SFS[D(3,1)(3,1)] gLLAQbdeefffabdammn SFS[D(3,1)(3,2)] gLLAQbdeefffabdammf reducible gLLAQbdeefffabaliiv reducible gLLAQbdeefffabalaas SFS[D(3,1)(3,2)] gLLAQbdeefffabalmmw SFS[D(3,1)(3,1)] gLLAQbdeefffabaliij SFS[D(3,1)(3,1)] gLLAQbdeefffabalmmn SFS[D(3,1)(3,2)] gLLAQbdeefffabaliir SFS[D(3,1)(3,2)] gLLAQbdeefffabalaak SFS[D(3,1)(3,1)] gLLAQbdeefffabalmmf toroidal gLLAQbdeefffabdtaab SFS[D(3,1)(3,2)] gLLAQbdeefffabdlaab SFS[D(3,1)(3,1)] gLLAQbdeefffabtaqhk SFS[D(2,1)(2,1)] gLLAQbdeefffabttqhk SFS[D(2,1)(2,1)] gLLAQbdeefffabtlqhk toroidal gLLAQbdeefffabuapub T2xI gLLAQbdeefffabuahhr SFS[D(3,1)(2,1)] gLLAQbdeefffabuappb SFS[A(2,1)] gLLAQbdeefffabuaddg SFS[D(3,1)(2,1)] gLLAQbdeefffabxahhr reducible gLLAQbdeefffabxaddj SFS[A(2,1)] gLLAQbdeefffabtahho SFS[D(3,1)(2,1)] gLLAQbdeefffabtahhr SFS[D(3,1)(2,1)] gLLAQbdeefffabtappf reducible gLLAQbdeefffabtaddk SFS[D(3,1)(2,1)] gLLAQbdeefffabtthho SFS[D(3,1)(2,1)] gLLAQbdeefffabtthhr SFS[D(3,1)(2,1)] gLLAQbdeefffabttppf reducible gLLAQbdeefffabttddk SFS[D(3,1)(2,1)] gLLAQbdeefffabtlhho toroidal gLLAQbdeefffabtlhhr toroidal gLLAQbdeefffabtlppf reducible gLLAQbdeefffabtlddk toroidal gLLAQbdeefffabuapab T2xI gLLAQbdeefffabtldpn SFS[D(2,1)(2,1)] gLLAQbdeefffabxaqpc SFS[D(2,1)(2,1)] gLLAQbdeefffabxaqab SFS[D(2,1)(2,1)] gLLAQbdeefffabxaeik reducible gLLAQbdeefffabtaqac SFS[D(2,1)(2,1)] gLLAQbdeefffabttqac SFS[D(2,1)(2,1)] gLLAQbdeefffabulqac SFS[D(3,1)(2,1)] gLLAQbdeefffabxlqac SFS[D(3,1)(2,1)] gLLAQbdeefffabtlqac toroidal gLLAQbdeefffabxaapr reducible gLLAQbdeefffabxaaur reducible gLLAQbdeefffabuaiic SFS[D(3,1)(2,1)] gLLAQbdeefffabuaaan SFS[D(3,1)(2,1)] gLLAQbdeefffabuaaar SFS[D(3,1)(2,1)] gLLAQbdeefffabuammg SFS[D(3,1)(2,1)] gLLAQbdeefffabxaiib SFS[D(3,1)(2,1)] gLLAQbdeefffabxaiic toroidal gLLAQbdeefffabxaiif SFS[D(3,1)(2,1)] gLLAQbdeefffabxaaan SFS[D(3,1)(2,1)] gLLAQbdeefffabxaaao SFS[D(3,1)(2,1)] gLLAQbdeefffabxammj reducible gLLAQbdeefffabxammg SFS[D(3,1)(2,1)] gLLAQbdeefffabxammk SFS[D(3,1)(2,1)] gLLAQbdeefffabtaiic SFS[D(3,1)(2,1)] gLLAQbdeefffabtaaao SFS[D(3,1)(2,1)] gLLAQbdeefffabtaaar SFS[D(3,1)(2,1)] gLLAQbdeefffabtammg reducible gLLAQbdeefffabutiic toroidal gLLAQbdeefffabutaan toroidal gLLAQbdeefffabutaao toroidal gLLAQbdeefffabutaar toroidal gLLAQbdeefffabutmmg toroidal gLLAQbdeefffabxtiic SFS[D(3,1)(2,1)] gLLAQbdeefffabxtaan toroidal gLLAQbdeefffabxtaao m003(0,0) gLLAQbdeefffabxtaar SFS[D(3,1)(2,1)] gLLAQbdeefffabxtmmg toroidal gLLAQbdeefffabttiic SFS[D(3,1)(2,1)] gLLAQbdeefffabttaao SFS[D(3,1)(2,1)] gLLAQbdeefffabttaar SFS[D(3,1)(2,1)] gLLAQbdeefffabttmmg reducible gLLAQbdeefffabuliic m003(0,0) gLLAQbdeefffabulaan SFS[D(3,1)(2,1)] gLLAQbdeefffabulaao toroidal gLLAQbdeefffabulaar m003(0,0) gLLAQbdeefffabulmmg SFS[D(3,1)(2,1)] gLLAQbdeefffabxliic SFS[D(3,1)(2,1)] gLLAQbdeefffabxlaan SFS[D(3,1)(2,1)] gLLAQbdeefffabxlaao toroidal gLLAQbdeefffabxlaar SFS[D(3,1)(2,1)] gLLAQbdeefffabxlmmg SFS[D(3,1)(2,1)] gLLAQbdeefffabtliic toroidal gLLAQbdeefffabtlaao toroidal gLLAQbdeefffabtlaar toroidal gLLAQbdeefffabtlmmg reducible gLLAQbdeefffabxaitn reducible gLLAQbdeefffabxaaxg SFS[D(2,1)(2,1)] gLLAQbdeefffabxtitn SFS[D(3,1)(2,1)] gLLAQbdeefffabxlitn SFS[D(3,1)(2,1)] gLLAQbdeefffabxampc SFS[D(2,1)(2,1)] gLLAQbdeefffabtlimn SFS[D(2,1)(2,1)] gLLAQbdeefffabqhear SFS[D(2,1)(2,1)] gLLAQbdeefffabqhpuc SFS[D(2,1)(2,1)] gLLAQbdeefffabpphho reducible gLLAQbdeefffabppddk reducible gLLAQbdeefffabqphho SFS[D(3,1)(3,1)] gLLAQbdeefffabmphho SFS[D(3,1)(3,2)] gLLAQbdeefffabphddk SFS[D(3,1)(3,1)] gLLAQbdeefffabqhppc toroidal gLLAQbdeefffabpdddk SFS[D(3,1)(3,2)] gLLAQbdeefffabqdddg m004(0,0) gLLAQbdeefffabmdddj m004(0,0) gLLAQbdeefffabqhpac SFS[D(2,1)(2,1)] gLLAQbdeefffabqhdar SFS[D(2,1)(2,1)] gLLAQbdeefffabppqpb SFS[D(3,1)(2,1)] gLLAQbdeefffabppqaf SFS[D(3,1)(2,1)] gLLAQbdeefffabppeig SFS[D(3,1)(2,1)] gLLAQbdeefffabppiib reducible gLLAQbdeefffabppiic SFS[D(3,1)(3,1)] gLLAQbdeefffabppiif SFS[D(3,1)(3,2)] gLLAQbdeefffabppaan SFS[D(3,1)(3,2)] gLLAQbdeefffabppaar SFS[D(3,1)(3,1)] gLLAQbdeefffabppmmj SFS[D(3,1)(3,1)] gLLAQbdeefffabppmmg SFS[D(3,1)(3,2)] gLLAQbdeefffabppmmk reducible gLLAQbdeefffabqpaao SFS[D(3,1)(3,1)] gLLAQbdeefffabmpaao SFS[D(3,1)(3,2)] gLLAQbdeefffabphaao SFS[D(3,1)(3,1)] gLLAQbdeefffabmhaan m004(0,0) gLLAQbdeefffabpdaao SFS[D(3,1)(3,2)] gLLAQbdeefffabqdaan m004(0,0) gLLAQbdeefffabmdaar m004(0,0) gLLAQbdeefffabppitr SFS[D(3,1)(2,1)] gLLAQbdeefffabppaxj SFS[D(3,1)(2,1)] gLLAQbdeefffabppmpb SFS[D(3,1)(2,1)] gLLAQbdeefffabpupav SFS[A(2,1)] gLLAQbdeefffabmihts T2xI gLLAQbdeefffabmihms T2xI gLLAQbdeefffabmipav SFS[A(2,1)] gLLAQbdeefffabmidiw T2xI gLLAQbdeefffabmidxw T2xI gLLAQbdeefffabpuddn toroidal gLLAQbdeefffabpuppv toroidal gLLAQbdeefffabqqhhb reducible gLLAQbdeefffabqqddf reducible gLLAQbdeefffabmihhs SFS[A(2,1)] gLLAQbdeefffabmippv toroidal gLLAQbdeefffabmiddw SFS[A(2,1)] gLLAQbdeefffabmieus T2xI gLLAQbdeefffabmieps SFS[A(2,1)] gLLAQbdeefffabmieas T2xI gLLAQbdeefffabmidas T2xI gLLAQbdeefffabmidab T2xI gLLAQbdeefffabmidak SFS[A(2,1)] gLLAQbdeefffabmieak SFS[A(2,1)] gLLAQbdeefffabmilts T2xI gLLAQbdeefffabqqmpv SFS[D(2,1)(2,1)] gLLAQbdeefffabqqaxw SFS[D(2,1)(2,1)] gLLAQbdeefffabqqein SFS[D(2,1)(2,1)] gLLAQbdeefffabmuits SFS[D(3,1)(2,1)] gLLAQbdeefffabmqits SFS[D(3,1)(2,1)] gLLAQbdeefffabpuaas toroidal gLLAQbdeefffabpuaak toroidal gLLAQbdeefffabmuiij SFS[D(3,1)(2,1)] gLLAQbdeefffabmuaas toroidal gLLAQbdeefffabmuaab SFS[D(3,1)(2,1)] gLLAQbdeefffabmuaak SFS[D(3,1)(2,1)] gLLAQbdeefffabmummn toroidal gLLAQbdeefffabpqaas m003(0,0) gLLAQbdeefffabpqiij toroidal gLLAQbdeefffabpqaab SFS[D(3,1)(2,1)] gLLAQbdeefffabpqmmn m003(0,0) gLLAQbdeefffabpqaak toroidal gLLAQbdeefffabqqiiv reducible gLLAQbdeefffabqqaas SFS[D(3,1)(2,1)] gLLAQbdeefffabqqiir SFS[D(3,1)(2,1)] gLLAQbdeefffabqqaak SFS[D(3,1)(2,1)] gLLAQbdeefffabqqmmf reducible gLLAQbdeefffabmqaas toroidal gLLAQbdeefffabmqiij SFS[D(3,1)(2,1)] gLLAQbdeefffabmqaab SFS[D(3,1)(2,1)] gLLAQbdeefffabmqmmn toroidal gLLAQbdeefffabmqaak SFS[D(3,1)(2,1)] gLLAQbdeefffajppaqn toroidal gLLAQbdeefffajppmlj SFS[D(7,2)(3,1)] gLLAQbdeefffajppiig SFS[D(3,1)(3,1)] gLLAQbdeefffajtlpun SFS[D(5,2)(2,1)] gLLAQbdeefffajtauun SFS[D(3,1)(2,1)] gLLAQbdeefffajtluun toroidal gLLAQbdeefffajttuun SFS[D(3,1)(2,1)] gLLAQbdeefffajtlaun SFS[D(4,1)(2,1)] gLLAQbdeefffajtaduk SFS[D(7,2)(2,1)] gLLAQbdeefffajtlduk toroidal gLLAQbdeefffajttduk SFS[D(7,2)(2,1)] gLLAQbdeefffajuaaqn SFS[D(8,3)(2,1)] gLLAQbdeefffajulaqn m016(0,0) gLLAQbdeefffajutaqn m118(0,0) gLLAQbdeefffajtlaqn SFS[D(5,2)(2,1)] gLLAQbdeefffajxaiec toroidal gLLAQbdeefffajxaaqn toroidal gLLAQbdeefffajxaaqo SFS[D(8,3)(2,1)] gLLAQbdeefffajxamlg SFS[D(7,2)(2,1)] gLLAQbdeefffajxlaqn toroidal gLLAQbdeefffajxtaqn m052(0,0) gLLAQbdeefffajuaaac reducible gLLAQbdeefffajulaac toroidal gLLAQbdeefffajutaac toroidal gLLAQbdeefffajtaaac SFS[D(3,1)(2,1)] gLLAQbdeefffajtlaac toroidal gLLAQbdeefffajttaac SFS[D(3,1)(2,1)] gLLAQbdeefffajxammr SFS[D(3,1)(2,1)] gLLAQbdeefffajxaaac SFS[D(3,1)(2,1)] gLLAQbdeefffajxaaab SFS[D(3,1)(2,1)] gLLAQbdeefffajxaaaf reducible gLLAQbdeefffajxaiik SFS[D(3,1)(2,1)] gLLAQbdeefffajxlaac toroidal gLLAQbdeefffajxtaac m003(0,0) gLLAQbdeefffajataqs SFS[D(8,3)(3,1)] gLLAQbdeefffajataqb toroidal gLLAQbdeefffajataqk SFS[D(7,5)(3,1)] gLLAQbdeefffajatmlw toroidal gLLAQbdeefffajalaqs SFS[D(8,3)(3,1)] gLLAQbdeefffajalaqb toroidal gLLAQbdeefffajalaqk SFS[D(7,2)(3,1)] gLLAQbdeefffajalmlw toroidal gLLAQbdeefffajatmmb SFS[D(3,1)(3,1)] gLLAQbdeefffajataaj reducible gLLAQbdeefffajataav SFS[D(3,1)(3,1)] gLLAQbdeefffajataar SFS[D(3,1)(3,2)] gLLAQbdeefffajatiin SFS[D(3,1)(3,2)] gLLAQbdeefffajalmmb SFS[D(3,1)(3,2)] gLLAQbdeefffajalaaj reducible gLLAQbdeefffajalaav SFS[D(3,1)(3,2)] gLLAQbdeefffajalaar SFS[D(3,1)(3,1)] gLLAQbdeefffajaliin SFS[D(3,1)(3,1)] gLLAQbdeefffajedalw SFS[D(5,2)(2,1)] gLLAQbdeefffajadttr SFS[D(3,1)(2,1)] gLLAQbdeefffajddttr SFS[D(3,1)(2,1)] gLLAQbdeefffajedttr toroidal gLLAQbdeefffajedptw SFS[D(5,2)(2,1)] gLLAQbdeefffajedatw SFS[D(4,1)(2,1)] gLLAQbdeefffajapaqg SFS[D(8,3)(2,1)] gLLAQbdeefffajahaqg toroidal gLLAQbdeefffajahaqv SFS[D(7,2)(2,1)] gLLAQbdeefffajahaqf SFS[D(8,3)(2,1)] gLLAQbdeefffajahmlr toroidal gLLAQbdeefffajadaqg SFS[D(7,2)(2,1)] gLLAQbdeefffajdpaqg m119(0,0) gLLAQbdeefffajdhaqg m019(0,0) gLLAQbdeefffajddaqg SFS[D(7,2)(2,1)] gLLAQbdeefffajepaqg m055(0,0) gLLAQbdeefffajehaqg toroidal gLLAQbdeefffajedaqg toroidal gLLAQbdeefffajapaaw reducible gLLAQbdeefffajahmmg SFS[D(3,1)(2,1)] gLLAQbdeefffajahaaw SFS[D(3,1)(2,1)] gLLAQbdeefffajahaao reducible gLLAQbdeefffajahaak SFS[D(3,1)(2,1)] gLLAQbdeefffajahiic SFS[D(3,1)(2,1)] gLLAQbdeefffajadaaw SFS[D(3,1)(2,1)] gLLAQbdeefffajdpaaw toroidal gLLAQbdeefffajdhaaw m003(0,0) gLLAQbdeefffajddaaw SFS[D(3,1)(2,1)] gLLAQbdeefffajepaaw toroidal gLLAQbdeefffajehaaw toroidal gLLAQbdeefffajedaaw toroidal gLLAQbdeefffajuuaqg toroidal gLLAQbdeefffajuumlc SFS[D(7,5)(3,1)] gLLAQbdeefffajppaac toroidal gLLAQbdeefffajuuiis SFS[D(3,1)(3,2)] gLLAQbdeefffajmixxj toroidal gLLAQbdeefffajmihxs toroidal gLLAQbdeefffajpuaqs toroidal gLLAQbdeefffajpiaqs toroidal gLLAQbdeefffajpqaqs m064(0,0) gLLAQbdeefffajquaqs m060(0,0) gLLAQbdeefffajqiaqs toroidal gLLAQbdeefffajqqaqs toroidal gLLAQbdeefffajqqaqk SFS[D(7,2)(2,1)] gLLAQbdeefffajmuaqs toroidal gLLAQbdeefffajmqaqs toroidal gLLAQbdeefffajpuaaj reducible gLLAQbdeefffajpiaaj SFS[D(3,1)(2,1)] gLLAQbdeefffajpqaaj SFS[D(3,1)(2,1)] gLLAQbdeefffajquaaj SFS[D(3,1)(2,1)] gLLAQbdeefffajqiaaj SFS[D(3,1)(2,1)] gLLAQbdeefffajqqaav SFS[D(3,1)(2,1)] gLLAQbdeefffajqqaaj toroidal gLLAQbdeefffajqqaar SFS[D(3,1)(2,1)] gLLAQbdeefffajmuaaj SFS[D(3,1)(2,1)] gLLAQbdeefffajmqaaj SFS[D(3,1)(2,1)] gLLAQbdeefffajppaqr SFS[D(7,2)(3,1)] gLLAQbdeefffakuuqak SFS[D(5,1)(3,1)] gLLAQbdeefffakuueis SFS[D(5,1)(3,1)] gLLAQbdeefffajuuaak SFS[D(3,1)(3,2)] gLLAQbdeefffakuummc reducible gLLAQbdeefffakedpuw SFS[D(4,1)(2,1)] gLLAQbdeefffakadppw SFS[D(3,1)(2,1)] gLLAQbdeefffakedppw toroidal gLLAQbdeefffakddppw SFS[D(3,1)(2,1)] gLLAQbdeefffakedpaw SFS[D(5,2)(2,1)] gLLAQbdeefffakadptr SFS[D(5,1)(2,1)] gLLAQbdeefffakedptr toroidal gLLAQbdeefffakddptr SFS[D(5,1)(2,1)] gLLAQbdeefffakapqaw SFS[D(7,3)(2,1)] gLLAQbdeefffakepqaw m006(0,0) gLLAQbdeefffakdpqaw m070(0,0) gLLAQbdeefffakadqaw SFS[D(2,1)(2,1)] gLLAQbdeefffakedqaw toroidal gLLAQbdeefffakddqaw SFS[D(2,1)(2,1)] gLLAQbdeefffakahlmg toroidal gLLAQbdeefffakahqaw toroidal gLLAQbdeefffakahqao SFS[D(7,3)(2,1)] gLLAQbdeefffakahqak SFS[D(2,1)(2,1)] gLLAQbdeefffakaheic SFS[D(5,1)(2,1)] gLLAQbdeefffakehqaw SFS[D(3,1)(2,1)] gLLAQbdeefffakdhqaw m026(0,0) gLLAQbdeefffakapaag SFS[D(3,1)(2,1)] gLLAQbdeefffakepaag SFS[D(3,1)(2,1)] gLLAQbdeefffakdpaag toroidal gLLAQbdeefffakadaag reducible gLLAQbdeefffakedaag reducible gLLAQbdeefffakddaag reducible gLLAQbdeefffakahiik SFS[D(3,1)(2,1)] gLLAQbdeefffakahaag SFS[D(3,1)(2,1)] gLLAQbdeefffakahaav reducible gLLAQbdeefffakahaaf SFS[D(3,1)(2,1)] gLLAQbdeefffakahmmr toroidal gLLAQbdeefffakehaag SFS[D(3,1)(2,1)] gLLAQbdeefffakdhaag toroidal gLLAQbdeefffakdalmb SFS[D(3,1)(2,1)] gLLAQbdeefffakdaqaj SFS[D(7,3)(3,1)] gLLAQbdeefffakdaqav toroidal gLLAQbdeefffakdaqar SFS[D(5,4)(3,1)] gLLAQbdeefffakdaein toroidal gLLAQbdeefffakealmb SFS[D(3,1)(2,1)] gLLAQbdeefffakeaqaj SFS[D(7,4)(3,1)] gLLAQbdeefffakeaqav toroidal gLLAQbdeefffakeaqar SFS[D(5,1)(3,1)] gLLAQbdeefffakeaein toroidal gLLAQbdeefffakallmb toroidal gLLAQbdeefffakalqaj SFS[D(7,3)(3,1)] gLLAQbdeefffakalqav SFS[D(3,1)(2,1)] gLLAQbdeefffakalqar toroidal gLLAQbdeefffakalein SFS[D(5,4)(3,1)] gLLAQbdeefffakatlmb toroidal gLLAQbdeefffakatqaj SFS[D(7,4)(3,1)] gLLAQbdeefffakatqav SFS[D(3,1)(2,1)] gLLAQbdeefffakatqar toroidal gLLAQbdeefffakatein SFS[D(5,1)(3,1)] gLLAQbdeefffakdaiiv SFS[D(3,1)(3,2)] gLLAQbdeefffakdaaas SFS[D(3,1)(3,1)] gLLAQbdeefffakdaaab SFS[D(3,1)(3,2)] gLLAQbdeefffakdaaak toroidal gLLAQbdeefffakdammw reducible gLLAQbdeefffakeaiiv SFS[D(3,1)(3,1)] gLLAQbdeefffakeaaas SFS[D(3,1)(3,2)] gLLAQbdeefffakeaaab SFS[D(3,1)(3,1)] gLLAQbdeefffakeaaak toroidal gLLAQbdeefffakeammw reducible gLLAQbdeefffakaliiv SFS[D(3,1)(3,2)] gLLAQbdeefffakalaas SFS[D(3,1)(3,1)] gLLAQbdeefffakalaab SFS[D(3,1)(3,2)] gLLAQbdeefffakalaak reducible gLLAQbdeefffakalmmw toroidal gLLAQbdeefffakatiiv SFS[D(3,1)(3,1)] gLLAQbdeefffakataas SFS[D(3,1)(3,2)] gLLAQbdeefffakataab SFS[D(3,1)(3,1)] gLLAQbdeefffakataak reducible gLLAQbdeefffakatmmw toroidal gLLAQbdeefffaktlean SFS[D(4,1)(2,1)] gLLAQbdeefffaktaddk reducible gLLAQbdeefffakttddk reducible gLLAQbdeefffaktlddk reducible gLLAQbdeefffaktadun SFS[D(2,1)(2,1)] gLLAQbdeefffakttdun SFS[D(2,1)(2,1)] gLLAQbdeefffaktldun toroidal gLLAQbdeefffaktldan SFS[D(5,2)(2,1)] gLLAQbdeefffakuaqac SFS[D(7,3)(2,1)] gLLAQbdeefffakxalmr SFS[D(2,1)(2,1)] gLLAQbdeefffakxaqac toroidal gLLAQbdeefffakxaqab SFS[D(5,1)(2,1)] gLLAQbdeefffakxaqaf SFS[D(7,3)(2,1)] gLLAQbdeefffakxaeik toroidal gLLAQbdeefffaktaqac SFS[D(5,1)(2,1)] gLLAQbdeefffakutqac m069(0,0) gLLAQbdeefffakxtqac m011(0,0) gLLAQbdeefffakttqac SFS[D(5,1)(2,1)] gLLAQbdeefffakulqac m027(0,0) gLLAQbdeefffakxlqac SFS[D(3,1)(2,1)] gLLAQbdeefffaktlqac toroidal gLLAQbdeefffakuaaan SFS[D(3,1)(2,1)] gLLAQbdeefffakxaiic SFS[D(3,1)(2,1)] gLLAQbdeefffakxaaan toroidal gLLAQbdeefffakxaaao SFS[D(3,1)(2,1)] gLLAQbdeefffakxaaar SFS[D(3,1)(2,1)] gLLAQbdeefffakxammg reducible gLLAQbdeefffaktaaan SFS[D(3,1)(2,1)] gLLAQbdeefffakutaan toroidal gLLAQbdeefffakxtaan SFS[D(3,1)(2,1)] gLLAQbdeefffakttaan SFS[D(3,1)(2,1)] gLLAQbdeefffakulaan m003(0,0) gLLAQbdeefffakxlaan SFS[D(3,1)(2,1)] gLLAQbdeefffaktlaan toroidal gLLAQbdeefffajuuaqf SFS[D(7,5)(3,1)] gLLAQbdeefffakppqaf SFS[D(5,4)(3,1)] gLLAQbdeefffakppeig SFS[D(5,4)(3,1)] gLLAQbdeefffajppaaf SFS[D(3,1)(3,1)] gLLAQbdeefffakppaar reducible gLLAQbdeefffakppmmj reducible gLLAQbdeefffakmihhs SFS[A(2,1)] gLLAQbdeefffakmihxj SFS[A(2,1)] gLLAQbdeefffakpuqaj toroidal gLLAQbdeefffakmuqaj toroidal gLLAQbdeefffakquqaj m044(0,0) gLLAQbdeefffakpqqaj m043(0,0) gLLAQbdeefffakmqqaj toroidal gLLAQbdeefffakqqlmb SFS[D(2,1)(2,1)] gLLAQbdeefffakqqqaj SFS[D(7,2)(2,1)] gLLAQbdeefffakqqqav SFS[D(2,1)(2,1)] gLLAQbdeefffakqqqar SFS[D(5,1)(2,1)] gLLAQbdeefffakqqein SFS[D(5,1)(2,1)] gLLAQbdeefffakpiqaj toroidal gLLAQbdeefffakqiqaj toroidal gLLAQbdeefffakpuaas toroidal gLLAQbdeefffakmuaas SFS[D(3,1)(2,1)] gLLAQbdeefffakquaas m003(0,0) gLLAQbdeefffakpqaas toroidal gLLAQbdeefffakmqaas SFS[D(3,1)(2,1)] gLLAQbdeefffakqqiiv SFS[D(3,1)(2,1)] gLLAQbdeefffakqqaas SFS[D(3,1)(2,1)] gLLAQbdeefffakqqaab SFS[D(3,1)(2,1)] gLLAQbdeefffakqqaak reducible gLLAQbdeefffakqqmmw reducible gLLAQbdeefffakpiaas toroidal gLLAQbdeefffakqiaas toroidal gLLMQbdeefffabqilms SFS[D(3,1)(2,1)] gLLMQbdeefffabpmllb toroidal gLLMQbdeefffabpmllf toroidal gLLMQbdeefffabpmllc toroidal gLLMQbdeefffabpmaaw toroidal gLLMQbdeefffabpmttj toroidal gLLMQbdeefffabmmllb SFS[D(3,1)(2,1)] gLLMQbdeefffabmmllf SFS[D(3,1)(2,1)] gLLMQbdeefffabmmaaw SFS[D(3,1)(2,1)] gLLMQbdeefffabmmttj SFS[D(3,1)(2,1)] gLLMQbdeefffabqattk toroidal gLLMQbdeefffabqallf reducible gLLMQbdeefffabqaaaw reducible gLLMQbdeefffabqiaas SFS[D(3,1)(2,1)] gLLMQbdeefffabqillf SFS[D(3,1)(2,1)] gLLMQbdeefffabqiaav toroidal gLLMQbdeefffabqittg SFS[D(3,1)(2,1)] gLLMQbdeefffabqiaaw SFS[D(3,1)(2,1)] gLLMQbdeefffabqmllb m003(0,0) gLLMQbdeefffabqmllf SFS[D(3,1)(2,1)] gLLMQbdeefffabqmllc toroidal gLLMQbdeefffabqmaaw SFS[D(3,1)(2,1)] gLLMQbdeefffabqmttj m003(0,0) gLLMQbdeefffabqixaf SFS[D(3,1)(2,1)] gLLMQbdeefffabqmdlj SFS[D(3,1)(2,1)] gLLAQcddeffftffmpjj T2xI gLLAQcddeffflffmpjj T2xI gLLAQcddefffaosxdcc toroidal gLLAQcddefffacvuxoo SFS[D(3,1)(2,1)] gLLAQcddefffagwxqcc m003(0,0) gLLAQcddefffavnphbb SFS[D(3,1)(2,1)] gLLAQcddefffavvqtjs toroidal gLLAQcddefffaffmpjj SFS[A(2,1)] gLLAQcddefffakkpubb SFS[D(3,1)(2,1)] gLLAQcddefffaffxqcc SFS[D(3,1)(2,1)] gLLAQcddefffacvmljj reducible gLLAQcddefffavnuloo reducible gLLAQcddefffavnxqcc toroidal gLLAQcddefffhvvxtkn SFS[D(3,1)(2,1)] gLLMQbdeefffabtultv SFS[D(2,1)(2,1)] gLLMQbdeefffabuullb reducible gLLMQbdeefffabuuttj reducible gLLMQbdeefffabtuttj SFS[D(3,1)(3,2)] gLLMQbdeefffabxuttj SFS[D(3,1)(3,1)] gLLMQbdeefffabuellb SFS[D(3,1)(3,2)] gLLMQbdeefffabxettg m004(0,0) gLLMQbdeefffabuhllb SFS[D(3,1)(3,1)] gLLMQbdeefffabthaas m004(0,0) gLLAQcddefffdfvuabb SFS[D(2,1)(2,1)] gLLMQbdeefffabuueav SFS[D(3,1)(2,1)] gLLAQcddefffuckhegg SFS[D(2,1)(2,1)] gLLAQcddefffhssplvv SFS[D(3,1)(2,1)] gLLAQcddefffhssqtff SFS[D(3,1)(2,1)] gLLAQcddeffflckxqcc SFS[D(2,1)(2,1)] gLLAQcddeffftckxqcc SFS[D(2,1)(2,1)] gLLAQcddefffavvmxjj reducible gLLAQcddefffavvmubb SFS[D(3,1)(3,1)] gLLAQcddefffassmpjj SFS[D(3,1)(3,2)] gLLAQcddefffavvpxjj SFS[D(3,1)(3,2)] gLLAQcddefffassuloo SFS[D(3,1)(3,1)] gLLAQcddefffassxqcc SFS[D(3,1)(3,1)] gLLAQcddefffassphbb SFS[D(3,1)(3,2)] gLLAQcddefffavvqtnn reducible gLLAQcddefffavjupoo SFS[D(3,1)(3,2)] gLLAQcddefffavjpubb SFS[D(3,1)(3,1)] gLLAQcddefffafvupoo SFS[D(3,1)(3,2)] gLLAQcddefffarbxqcc m004(0,0) gLLAQcddefffafvpubb SFS[D(3,1)(3,1)] gLLAQcddefffackxqcc toroidal gLLAQcddefffhsstxkk SFS[D(3,1)(2,1)] gLLAQcddefffhssuibb SFS[D(3,1)(2,1)] gLLMQbdeefffabuudav SFS[D(3,1)(2,1)] gLLAQcddefffpcktxkk SFS[D(2,1)(2,1)] gLLMQbdeefffajaappo reducible gLLMQbdeefffakaallo reducible gLLMQbdeefffaraappo reducible gLLMQbdeefffavaimmb reducible gLLMQbdeefffavaippk SFS[D(3,1)(3,1)] gLLMQbdeefffavaiqqs SFS[D(3,1)(3,2)] gLLMQbdeefffavaimmn SFS[D(3,1)(3,2)] gLLMQbdeefffavaippo reducible gLLMQbdeefffavaiqqr SFS[D(3,1)(3,1)] gLLMQbdeefffavaimmj SFS[D(3,1)(3,1)] gLLMQbdeefffavaippw SFS[D(3,1)(3,2)] gLLMQbdeefffavdammb reducible gLLMQbdeefffavdappo SFS[A(3,1)] gLLMQbdeefffavdaqqc toroidal gLLMQbdeefffavdiqqc SFS[D(3,1)(3,2)] gLLMQbdeefffavdmqqc SFS[D(3,1)(3,1)] gLLMQbdeefffaraalmo reducible gLLMQbdeefffajaaqxo reducible gLLMQbdeefffakaatpo reducible gLLMQbdeefffavaiqxk SFS[D(3,1)(2,1)] gLLMQbdeefffavaipij SFS[D(3,1)(2,1)] gLLMQbdeefffavaiaqn SFS[D(3,1)(2,1)] gLLMQbdeefffavaitps SFS[D(3,1)(2,1)] gLLAQcddeffflvvmdgj SFS[D(3,1)(2,1)] gLLAQcddeffflvvmdkj SFS[D(3,1)(2,1)] gLLAQcddefffhvvqavv reducible gLLAQcddefffhsspivv reducible gLLAQcddefffhssttkk reducible gLLAQcddefffavvmpbb reducible gLLAQcddefffassmqjj reducible gLLAQcddefffassuhoo reducible gLLAQcddefffavjuuoo reducible gLLAQcddefffavvqhon reducible gLLAQcddefffavjmdjj SFS[A(3,1)] gLLAQcddefffafvuuoo toroidal gLLAQcddefffavvqhnf reducible gLLAQcddefffavvqhow SFS[D(3,1)(3,2)] gLLAQcddefffavvqhof SFS[D(3,1)(3,1)] gLLAQcddefffpvvqljj reducible gLLMQbdeefffavuxmmb SFS[D(3,1)(2,1)] gLLMQbdeefffavuxppk toroidal gLLMQbdeefffavuxqqs m003(0,0) gLLMQbdeefffavuxqqr toroidal gLLMQbdeefffavuxqqc SFS[D(3,1)(2,1)] gLLMQbdeefffavxxmmn SFS[D(3,1)(2,1)] gLLMQbdeefffavxxmmj SFS[D(3,1)(2,1)] gLLMQbdeefffavxxppo reducible gLLMQbdeefffavxxppw SFS[D(3,1)(2,1)] gLLMQbdeefffavxxqqc toroidal gLLMQbdeefffavtxmmb SFS[D(3,1)(2,1)] gLLMQbdeefffavtxppk SFS[D(3,1)(2,1)] gLLMQbdeefffavtxqqs toroidal gLLMQbdeefffavtxqqr SFS[D(3,1)(2,1)] gLLMQbdeefffavtxqqc SFS[D(3,1)(2,1)] gLLMQbdeefffavuxqxk SFS[D(3,1)(2,1)] gLLMQbdeefffavtxqxk SFS[D(3,1)(2,1)] gLLMQbdeefffavxxlmw SFS[D(2,1)(2,1)] gLLMQbdeefffavxxaqn reducible gLLMQbdeefffavtxtpc SFS[D(3,1)(2,1)] gLLAQcddeffflvvqhkk SFS[D(2,1)(2,1)] gLLAQcddefffhvvqafo SFS[D(3,1)(2,1)] gLLAQcddefffhvvmtsf SFS[D(3,1)(2,1)] gLLAQcddefffaosmdjj SFS[D(3,1)(2,1)] gLLAQcddefffacvmtjj SFS[D(3,1)(2,1)] gLLAQcddefffagwmqjj toroidal gLLAQcddefffavnuhoo SFS[D(3,1)(2,1)] gLLAQcddefffavvqhgb SFS[D(3,1)(2,1)] gLLAQcddefffakkmdjj SFS[A(2,1)] gLLAQcddefffakkuuoo reducible gLLMQbdeefffajpmppf toroidal gLLMQbdeefffajmmppf reducible gLLMQbdeefffajqimms toroidal gLLMQbdeefffajqmppf toroidal gLLMQbdeefffajpmtpj m119(0,0) gLLMQbdeefffajmmtpj SFS[D(8,3)(2,1)] gLLMQbdeefffajqilmf toroidal gLLMQbdeefffajqmtpj m055(0,0) gLLAQcddefffhwwqxfo m019(0,0) gLLAQcddefffawwqqjs m003(0,0) gLLAQcddefffhwwpdff toroidal gLLAQcddefffawwpljj toroidal gLLAQcddefffassuqcc SFS[D(3,1)(3,2)] gLLMQbdeefffajaaqxk reducible gLLMQbdeefffabaaitn reducible gLLMQbdeefffajaapij reducible gLLMQbdeefffajaamds reducible gLLMQbdeefffafaadmn reducible gLLMQbdeefffabaaaan reducible gLLMQbdeefffajaammn reducible gLLMQbdeefffajaammj reducible gLLMQbdeefffajaappk reducible gLLMQbdeefffajaaqqs reducible gLLMQbdeefffafaaiin reducible gLLMQbdeefffajammmj SFS[D(3,1)(3,1)] gLLMQbdeefffajamppk SFS[D(3,1)(3,1)] gLLMQbdeefffajamppo SFS[D(3,1)(3,2)] gLLMQbdeefffajamppw toroidal gLLMQbdeefffajamqqc SFS[D(3,1)(3,2)] gLLMQbdeefffajaimmj SFS[D(3,1)(3,2)] gLLMQbdeefffajaippk SFS[D(3,1)(3,2)] gLLMQbdeefffajaippo SFS[D(3,1)(3,1)] gLLMQbdeefffajaippw toroidal gLLMQbdeefffajaiqqc SFS[D(3,1)(3,1)] gLLMQbdeefffajaalmk reducible gLLMQbdeefffajaaaqn reducible gLLMQbdeefffajaaaqj reducible gLLMQbdeefffajaatps reducible gLLMQbdeefffajamaqn SFS[D(7,2)(3,1)] gLLMQbdeefffajamtpr toroidal gLLMQbdeefffajamtps SFS[D(7,2)(3,1)] gLLMQbdeefffajaiaqn SFS[D(7,5)(3,1)] gLLMQbdeefffajaitpr toroidal gLLMQbdeefffajaitps SFS[D(7,5)(3,1)] gLLAQcddefffhwwqmvv reducible gLLAQcddefffhwwqqgg reducible gLLAQcddefffhwwppff reducible gLLAQcddefffhssutkk reducible gLLAQcddefffawwmxbb reducible gLLAQcddefffawwptjj reducible gLLAQcddefffavvuxcc reducible gLLAQcddefffassupcc reducible gLLAQcddefffassxhoo reducible gLLAQcddefffawwqunn reducible gLLAQcddefffhvvtpbb reducible gLLAQcddefffhsstlbb reducible gLLAQcddefffqwwaunn reducible gLLAQcddefffqsspdgg reducible gLLAQcddefffqwwdlcc reducible gLLMQbdeefffajuxppk m003(0,0) gLLMQbdeefffajxpqqc m003(0,0) gLLMQbdeefffajxlqqc toroidal gLLMQbdeefffajxxmmb SFS[D(3,1)(2,1)] gLLMQbdeefffajxxppk SFS[D(3,1)(2,1)] gLLMQbdeefffajxxqqs reducible gLLMQbdeefffajxxqqr SFS[D(3,1)(2,1)] gLLMQbdeefffajxxqqc SFS[D(3,1)(2,1)] gLLMQbdeefffajtxppk toroidal gLLMQbdeefffajuxtpc m019(0,0) gLLMQbdeefffajxpaqn m052(0,0) gLLMQbdeefffajxlaqn toroidal gLLMQbdeefffajxxlmw SFS[D(7,2)(2,1)] gLLMQbdeefffajxxaqn toroidal gLLMQbdeefffajxxaqj SFS[D(8,3)(2,1)] gLLMQbdeefffajxxtpc toroidal gLLMQbdeefffajtxtpc toroidal gLLAQcddefffhwwqmfo toroidal gLLAQcddefffhwwmqsf toroidal gLLAQcddefffawwqujs toroidal gLLAQcddefffacvmxbb toroidal gLLMQbdeefffanpmxxf toroidal gLLMQbdeefffanmmxxf SFS[D(3,1)(2,1)] gLLMQbdeefffanqiiis SFS[D(3,1)(2,1)] gLLMQbdeefffanqmxxf m003(0,0) gLLMQbdeefffanpmxqj m069(0,0) gLLMQbdeefffanmmxqj SFS[D(7,3)(2,1)] gLLMQbdeefffanqiipf SFS[D(3,1)(2,1)] gLLMQbdeefffanqmxqj m027(0,0) gLLAQcddefffhssqlfo m011(0,0) gLLAQcddefffassqdjs SFS[D(3,1)(2,1)] gLLAQcddefffhssptff SFS[D(7,5)(3,1)] gLLAQcddefffhsspagg SFS[D(5,4)(3,1)] gLLAQcddefffhssmtff SFS[D(5,4)(3,1)] gLLAQcddefffassppjj SFS[D(3,1)(3,1)] gLLAQcddefffasspdnn reducible gLLAQcddefffassqpjj reducible gLLAQbdeefffantaeen SFS[D(3,1)(2,1)] gLLAQbdeefffantteen SFS[D(3,1)(2,1)] gLLAQbdeefffantleen toroidal gLLAQbdeefffantaetk SFS[D(5,1)(2,1)] gLLAQbdeefffanttetk SFS[D(5,1)(2,1)] gLLAQbdeefffantletk toroidal gLLAQbdeefffantlemn SFS[D(5,2)(2,1)] gLLAQbdeefffanuadmn SFS[D(7,3)(2,1)] gLLAQbdeefffanxadmo SFS[D(7,3)(2,1)] gLLAQbdeefffanxahac toroidal gLLAQbdeefffanxapig SFS[D(5,1)(2,1)] gLLAQbdeefffanxadmn toroidal gLLAQbdeefffanxadmr SFS[D(2,1)(2,1)] gLLAQbdeefffantadmn SFS[D(2,1)(2,1)] gLLAQbdeefffanutdmn m070(0,0) gLLAQbdeefffanxtdmn m026(0,0) gLLAQbdeefffanttdmn SFS[D(2,1)(2,1)] gLLAQbdeefffanuldmn m006(0,0) gLLAQbdeefffanxldmn SFS[D(3,1)(2,1)] gLLAQbdeefffantldmn toroidal gLLAQbdeefffanuammc SFS[D(3,1)(2,1)] gLLAQbdeefffanxammb reducible gLLAQbdeefffanxammc SFS[D(3,1)(2,1)] gLLAQbdeefffanxammf SFS[D(3,1)(2,1)] gLLAQbdeefffanxaiir SFS[D(3,1)(2,1)] gLLAQbdeefffanxaaak toroidal gLLAQbdeefffantammc reducible gLLAQbdeefffanutmmc toroidal gLLAQbdeefffanxtmmc toroidal gLLAQbdeefffanttmmc reducible gLLAQbdeefffanulmmc SFS[D(3,1)(2,1)] gLLAQbdeefffanxlmmc SFS[D(3,1)(2,1)] gLLAQbdeefffantlmmc reducible gLLAQbdeefffantlexn SFS[D(4,1)(2,1)] gLLMQbdeefffajaaqxw reducible gLLMQbdeefffaraaqxw reducible gLLMQbdeefffajaatpr reducible gLLMQbdeefffakaatpw reducible gLLMQbdeefffakaadlr reducible gLLMQbdeefffabaallw reducible gLLMQbdeefffajaaqqr reducible gLLMQbdeefffakaallw reducible gLLMQbdeefffajaappw reducible gLLMQbdeefffaraappw reducible gLLMQbdeefffakaattr reducible gLLMQbdeefffaraaqqr reducible gLLMQbdeefffafaaddr reducible gLLMQbdeefffarammmj reducible gLLMQbdeefffaramppk reducible gLLMQbdeefffaramppo SFS[D(3,1)(3,1)] gLLMQbdeefffaramppw SFS[D(3,1)(3,2)] gLLMQbdeefffaramqqc SFS[D(3,1)(3,1)] gLLMQbdeefffaraimmj reducible gLLMQbdeefffaraippk reducible gLLMQbdeefffaraippo SFS[D(3,1)(3,2)] gLLMQbdeefffaraippw SFS[D(3,1)(3,1)] gLLMQbdeefffaraiqqc SFS[D(3,1)(3,2)] gLLMQbdeefffajaalmw reducible gLLMQbdeefffaraalmw reducible gLLMQbdeefffajaamdr reducible gLLMQbdeefffabaaaqr reducible gLLMQbdeefffakaaxaw reducible gLLMQbdeefffaraamdr reducible gLLMQbdeefffakaaaqr reducible gLLMQbdeefffafaaipw reducible gLLMQbdeefffaramlmo SFS[D(3,1)(2,1)] gLLMQbdeefffaramaqn SFS[D(5,1)(3,1)] gLLMQbdeefffaramtpr SFS[D(7,2)(3,1)] gLLMQbdeefffaramtps SFS[D(5,1)(3,1)] gLLMQbdeefffaramtpc SFS[D(3,1)(2,1)] gLLMQbdeefffarailmo SFS[D(3,1)(2,1)] gLLMQbdeefffaraiaqn SFS[D(5,4)(3,1)] gLLMQbdeefffaraitpr SFS[D(7,5)(3,1)] gLLMQbdeefffaraitps SFS[D(5,4)(3,1)] gLLMQbdeefffaraitpc SFS[D(3,1)(2,1)] gLLAQcddefffhssqxff reducible gLLAQcddefffhssqivv reducible gLLAQcddefffhssqdgg reducible gLLAQcddefffhsspxff reducible gLLAQcddefffhsspdgg reducible gLLAQcddefffhssmxff reducible gLLAQcddefffhssmivv reducible gLLAQcddefffhssmdgg reducible gLLAQcddefffassmlbb reducible gLLAQcddefffassmenn reducible gLLAQcddefffasspqjj reducible gLLAQcddefffassplbb reducible gLLAQcddefffasspenn reducible gLLAQcddefffassqqjj reducible gLLAQcddefffassqlbb reducible gLLAQcddefffassqenn reducible gLLAQcddefffhwwmmvv reducible gLLAQcddefffhsstass reducible gLLAQcddefffqssaenn reducible gLLAQcddefffqssaqjj reducible gLLAQcddefffqssddgg reducible gLLMQbdeefffaruxppk SFS[D(3,1)(2,1)] gLLMQbdeefffarxpqqc toroidal gLLMQbdeefffarxlqqc SFS[D(3,1)(2,1)] gLLMQbdeefffarxxmmb SFS[D(3,1)(2,1)] gLLMQbdeefffarxxppk toroidal gLLMQbdeefffarxxqqs SFS[D(3,1)(2,1)] gLLMQbdeefffarxxqqr reducible gLLMQbdeefffarxxqqc SFS[D(3,1)(2,1)] gLLMQbdeefffartxppk SFS[D(3,1)(2,1)] gLLMQbdeefffaruxtpc m011(0,0) gLLMQbdeefffarxpaqn m026(0,0) gLLMQbdeefffarxlaqn SFS[D(3,1)(2,1)] gLLMQbdeefffarxxlmw SFS[D(5,1)(2,1)] gLLMQbdeefffarxxaqn toroidal gLLMQbdeefffarxxaqb SFS[D(2,1)(2,1)] gLLMQbdeefffarxxaqj SFS[D(7,3)(2,1)] gLLMQbdeefffarxxtpc toroidal gLLMQbdeefffartxtpc SFS[D(3,1)(2,1)] gLLAQcddefffhssqifo SFS[D(3,1)(2,1)] gLLAQcddefffhssmdsf SFS[D(3,1)(2,1)] gLLAQcddefffassqejs SFS[D(3,1)(2,1)] gLLAQcddefffacvmunn SFS[D(3,1)(2,1)] gLLAQbdeefffanpppij SFS[D(5,1)(3,1)] gLLAQbdeefffanppaag reducible gLLAQbdeefffafalllv SFS[A(3,1)] gLLAQbdeefffafaleeb reducible gLLAQbdeefffafalqqf reducible gLLAQbdeefffafaliib reducible gLLAQbdeefffafalmmv toroidal gLLAQbdeefffafalaaf reducible gLLAQbdeefffafahllk SFS[A(2,1)] gLLAQbdeefffafaheeg reducible gLLAQbdeefffafahqqs reducible gLLAQbdeefffafahiig reducible gLLAQbdeefffafahmmk toroidal gLLAQbdeefffafahaas reducible gLLAQbdeefffafqqeeb reducible gLLAQbdeefffafqqiib reducible gLLMQbdeefffafqaddk reducible gLLMQbdeefffafqaxxf toroidal gLLAQcddefffacvqqnn toroidal gLLAQcddefffavntegg reducible gLLMQbdeefffafaixxo reducible gLLMQbdeefffafaiddc reducible gLLMQbdeefffafdaiib toroidal gLLMQbdeefffafdaxxo reducible gLLMQbdeefffafdaddc SFS[A(3,1)] gLLAQcddefffafvqhnn reducible gLLMQbdeefffafaiuuc reducible gLLAQcddefffavjqhnn reducible gLLAQcddefffafvttgg SFS[A(3,1)] gLLMQbdeefffafdauuc toroidal gLLMQbdeefffafxxiib toroidal gLLMQbdeefffafxxxxo reducible gLLMQbdeefffafxxddc reducible gLLAQcddefffakkqhnn reducible gLLAQcddefffakkttgg SFS[A(2,1)] gLLMQbdeefffafxxuuc reducible gLLAQcddefffafvttgv m203(0,0)(0,0) gLLAQcddefffafvttgf m129(0,0)(0,0) gLLAQcddefffafvuuff reducible gLLAQbdeeffflvmpaio SFS[D(5,1)(2,1)] gLLMQbdeeffflvqilmf m009(0,0) gLLMQbdeeffflvmmqmb SFS[D(5,2)(2,1)] gLLMQbdeefffdompmmo SFS[D(5,2)(2,1)] gLLMQbdeefffdwmpmmo toroidal gLLMQbdeefffdkmpmmo SFS[D(5,2)(2,1)] gLLMQbdeeffflvqammw m010(0,0) gLLMQbdeeffflvqimms m009(0,0) gLLMQbdeefffertxmmr SFS[D(4,1)(2,1)] gLLMQbdeefffevtxmmr toroidal gLLMQbdeefffejtxmmr SFS[D(4,1)(2,1)] gLLAQcddefffuffldnw reducible gLLAQcddefffafvpurr toroidal gLLAQcddefffpffqtfn reducible gLLMQbdeeffflvxummv toroidal gLLMQbdeeffflvxemms SFS[D(4,1)(2,1)] gLLAQcddefffafvqxgr m034(0,0) gLLAQbdeeffflvttttg T2xI gLLAQbdeeffflvtttag SFS[A(5,2)] gLLAQbdeefffhgeaaab SFS[D(3,1)(2,1)] gLLAQbdeefffdwphaab m003(0,0) gLLAQbdeefffdophaab toroidal gLLAQbdeefffdkphaab SFS[D(3,1)(2,1)] gLLAQbdeefffevxmaac SFS[D(3,1)(2,1)] gLLAQbdeeffferxmaac toroidal gLLAQbdeefffejxmaac SFS[D(3,1)(2,1)] gLLAQbdeeffflvttaac toroidal gLLAQbdeeffflvttaab toroidal gLLAQbdeeffflvxlaac reducible gLLAQbdeeffflvxlaqn reducible gLLAQbdeeffflvtttlg toroidal gLLAQbdeeffflvuqxxo m033(0,0) gLLAQbdeeffflvuqaao SFS[D(3,1)(3,2)] gLLAQbdeeffflvqpaio SFS[D(7,2)(2,1)] gLLAQbdeeffftvqpaio toroidal gLLAQbdeeffftvttttg T2xI gLLAQbdeeffftvtttlg SFS[A(5,2)] gLLAQbdeefffmkxeqac SFS[D(3,1)(2,1)] gLLAQbdeefffdwpdaab SFS[D(3,1)(2,1)] gLLAQbdeefffdopdaab reducible gLLAQbdeefffdkpdaab SFS[D(3,1)(2,1)] gLLAQbdeeffftvttaac SFS[D(3,1)(2,1)] gLLAQbdeeffftvttaab SFS[D(3,1)(2,1)] gLLAQbdeefffhgdaaab SFS[D(3,1)(2,1)] gLLAQbdeefffmkedaac SFS[D(3,1)(2,1)] gLLAQbdeefffevxeaac toroidal gLLAQbdeeffferxeaac SFS[D(3,1)(2,1)] gLLAQbdeefffejxeaac SFS[D(3,1)(2,1)] gLLAQbdeeffftvtttag SFS[A(4,1)] gLLAQbdeeffflvalxxv toroidal gLLAQbdeeffflvatxxv toroidal gLLAQbdeeffflnalhav reducible gLLAQbdeeffflkatqav SFS[D(3,1)(2,1)] gLLAQbdeeffflvalpav toroidal gLLAQbdeeffflvatpav toroidal gLLAQbdeeffflvatuav toroidal gLLAQbdeefffljalaav toroidal gLLAQbdeeffflsaliiv reducible gLLAQbdeeffflvaliiw reducible gLLAQbdeeffflralaav toroidal gLLAQbdeeffflsatiiv SFS[D(3,1)(3,1)] gLLAQbdeefffljataav SFS[D(3,1)(3,2)] gLLAQbdeeffflrataav SFS[D(3,1)(3,1)] gLLAQbdeeffflvataar SFS[D(3,1)(3,2)] gLLAQbdeeffflbdaaab SFS[D(3,1)(3,2)] gLLAQbdeeffflvdlaav reducible gLLAQbdeeffflvdtaav SFS[D(3,1)(3,1)] gLLAQbdeeffflbeaaab SFS[D(3,1)(3,1)] gLLAQbdeeffflvelaav reducible gLLAQbdeeffflvetaav SFS[D(3,1)(3,2)] gLLAQbdeeffflkalqav toroidal gLLAQbdeeffflnathav SFS[D(3,1)(2,1)] gLLAQbdeefffpcqplqo m045(0,0) gLLAQbdeeffftvddalw SFS[D(4,1)(2,1)] gLLAQbdeefffpcatllv m009(0,0) gLLAQbdeefffdoatxxv toroidal gLLAQbdeefffdwatxxv toroidal gLLAQbdeefffdkatxxv m011(0,0) gLLAQbdeeffferdhxxs SFS[D(5,2)(2,1)] gLLAQbdeefffevdhxxs toroidal gLLAQbdeefffejdhxxs m019(0,0) gLLAQbdeeffftvddatw SFS[D(5,2)(2,1)] gLLAQbdeefffdwatdxv SFS[D(5,2)(3,1)] gLLAQbdeeffftvddxew reducible gLLAQbdeefffevdhdxs SFS[D(5,3)(3,1)] gLLAQbdeefffpfqpaao reducible gLLAQbdeefffhkataav SFS[D(3,1)(2,1)] gLLAQbdeefffdwataav SFS[D(3,1)(2,1)] gLLAQbdeefffdoataav reducible gLLAQbdeefffdkataav SFS[D(3,1)(2,1)] gLLAQbdeeffftvddaaw toroidal gLLAQbdeeffftvddaao toroidal gLLAQbdeeffftvddaak toroidal gLLAQbdeefffevdhaas SFS[D(3,1)(2,1)] gLLAQbdeeffferdhaas toroidal gLLAQbdeefffejdhaas m003(0,0) gLLAQbdeefffdwatixv SFS[D(4,3)(3,1)] gLLAQbdeeffftvddxmw reducible gLLAQbdeefffevdhixs SFS[D(4,1)(3,1)] gLLAQbdeefffpfatmav SFS[D(8,3)(2,1)] gLLAQbdeeffftvxqpug m378(0,0) gLLAQbdeeffftvpdxxb m010(0,0) gLLAQbdeeffflvpdxxb m007(0,0) gLLAQbdeeffftvxquug m009(0,0) gLLAQbdeeffftvtqttc SFS[D(4,1)(2,1)] gLLAQbdeeffftvxqaug m142(0,0) gLLAQbdeeffftvpdaab toroidal gLLAQbdeeffflvpdaab SFS[D(3,1)(3,1)] gLLAQbdeeffflvqqaub toroidal gLLAQbdeeffflvqquub toroidal gLLAQbdeeffflvqqpub toroidal gLLAQbdeeffflvqqaib SFS[D(5,3)(3,1)] gLLAQbdeeffflvqquib toroidal gLLAQbdeeffflvqqpib SFS[D(5,2)(3,1)] gLLAQbdeefffdwuqaao toroidal gLLAQbdeefffdouqaao reducible gLLAQbdeefffdkuqaao toroidal gLLAQbdeefffdwtummv toroidal gLLAQbdeefffdouiaao SFS[D(3,1)(2,1)] gLLAQbdeefffdkuiaao SFS[D(3,1)(2,1)] gLLAQbdeefffevhimms reducible gLLAQbdeeffferiqaar reducible gLLAQbdeefffejiqaar reducible gLLAQbdeeffflvqqmmb toroidal gLLAQbdeeffflvqqaaj toroidal gLLAQbdeeffflvqqiin toroidal gLLAQbdeeffflvqqmms m003(0,0) gLLAQbdeeffflvqqaav SFS[D(3,1)(2,1)] gLLAQbdeeffflvqqiiw toroidal gLLAQbdeeffflvqqmmk SFS[D(3,1)(2,1)] gLLAQbdeeffflvqqaar SFS[D(3,1)(2,1)] gLLAQbdeeffflvqqiif reducible gLLAQbdeefffeviuaar SFS[D(3,1)(2,1)] gLLAQbdeeffferiuaar SFS[D(3,1)(2,1)] gLLAQbdeefffejiuaar toroidal gLLAQbdeeffflvqqaqb SFS[D(4,1)(3,1)] gLLAQbdeeffflvqquqb toroidal gLLAQbdeeffflvqqpqb SFS[D(4,3)(3,1)] gLLAQbdeefffdwpdaac reducible gLLAQbdeeffftjttaac SFS[D(3,1)(2,1)] gLLAQbdeefffevxeaaf SFS[D(3,1)(2,1)] gLLAQbdeeffflsalaas reducible gLLAQbdeefffljataaj reducible gLLAQbdeeffflrataaj SFS[D(3,1)(3,2)] gLLAQbdeefffdwatatj m147(0,0) gLLAQbdeeffftjddalw m016(0,0) gLLAQbdeefffevdhatg SFS[D(5,2)(2,1)] gLLAQbdeefffdwatalj m147(0,0) gLLAQbdeeffftjddatw SFS[D(5,2)(2,1)] gLLAQbdeefffevdhalg m016(0,0) gLLAQbdeefffdwataaj reducible gLLAQbdeeffftjddaaw toroidal gLLAQbdeefffevdhaag toroidal gLLAQbdeefffdwuqaaw reducible gLLAQbdeeffflsqqaab toroidal gLLAQbdeeffflsqqaas SFS[D(3,1)(2,1)] gLLAQbdeeffflsqqaak SFS[D(3,1)(2,1)] gLLAQbdeefffeviuaav SFS[D(3,1)(2,1)] gLLAQbdeefffdwpdaaf SFS[D(3,1)(2,1)] gLLAQbdeeffftrttaac reducible gLLAQbdeefffevxeaab SFS[D(3,1)(2,1)] gLLAQbdeeffflsalmmw reducible gLLAQbdeeffflwalaaw reducible gLLAQbdeefffljataar SFS[D(3,1)(3,1)] gLLAQbdeeffflrataar toroidal gLLAQbdeefffdwatatr m154(0,0) gLLAQbdeeffftrddalw m019(0,0) gLLAQbdeefffevdhatn SFS[D(4,1)(2,1)] gLLAQbdeefffdwatalr m185(0,0) gLLAQbdeeffftrddatw toroidal gLLAQbdeefffevdhaln m017(0,0) gLLAQbdeefffdwataar SFS[D(3,1)(2,1)] gLLAQbdeeffftrddaaw toroidal gLLAQbdeefffevdhaan m003(0,0) gLLAQbdeefffdwuqaak toroidal gLLAQbdeeffflwqqiib toroidal gLLAQbdeeffflwqqiis toroidal gLLAQbdeeffflwqqiik reducible gLLAQbdeefffeviuaaj toroidal gLLMQbdeefffdoqpmmo m016(0,0) gLLMQbdeefffdwpxppv m019(0,0) gLLMQbdeefffdkqpmmo SFS[D(4,1)(2,1)] gLLMQbdeeffftvqammw m149(0,0) gLLMQbdeefffmkuxaar m032(0,0) gLLMQbdeeffferuxmmr m017(0,0) gLLMQbdeefffevuxmmr m011(0,0) gLLMQbdeefffejuxmmr SFS[D(5,2)(2,1)] gLLMQbdeeffftvmmqmb SFS[D(4,1)(2,1)] gLLMQbdeefffmvuxaqr m032(0,0) gLLAQcddefffpffqtfw reducible gLLAQcddefffafvupff SFS[D(3,1)(2,1)] gLLAQcddefffuffldnf reducible gLLMQbdeeffftvtummv m036(0,0) gLLMQbdeeffflvtummv m007(0,0) gLLMQbdeeffftvxemms m015(0,0) gLLAQcddefffafvxhjf SFS[D(4,1)(3,1)] gLLAQbdeeffflvddatw SFS[D(4,1)(2,1)] gLLAQbdeeffflvapttc m032(0,0) gLLAQbdeefffdoalxxv m006(0,0) gLLAQbdeefffdwalxxv toroidal gLLAQbdeefffdkalxxv toroidal gLLAQbdeeffferdpxxs m016(0,0) gLLAQbdeefffevdpxxs toroidal gLLAQbdeefffejdpxxs toroidal gLLAQbdeeffflvapdqs m053(0,0) gLLAQbdeeffflvddalw SFS[D(5,2)(2,1)] gLLAQbdeeffflvapaif SFS[D(7,3)(2,1)] gLLAQbdeefffdwalixv SFS[D(5,3)(3,1)] gLLAQbdeeffflvddxmw reducible gLLAQbdeefffevdpixs SFS[D(5,2)(3,1)] gLLAQbdeeffflvapaak SFS[D(3,1)(2,1)] gLLAQbdeefffhkalaav SFS[D(3,1)(2,1)] gLLAQbdeefffdwalaav SFS[D(3,1)(2,1)] gLLAQbdeefffdoalaav SFS[D(3,1)(2,1)] gLLAQbdeefffdkalaav toroidal gLLAQbdeeffflvddaaw toroidal gLLAQbdeeffflvddaao m003(0,0) gLLAQbdeeffflvddaak SFS[D(3,1)(2,1)] gLLAQbdeefffevdpaas SFS[D(3,1)(2,1)] gLLAQbdeeffferdpaas toroidal gLLAQbdeefffejdpaas SFS[D(3,1)(2,1)] gLLAQbdeefffdwaldxv SFS[D(4,1)(3,1)] gLLAQbdeeffflvddxew reducible gLLAQbdeefffevdpdxs SFS[D(4,3)(3,1)] gLLMQbdeeffflvailmo SFS[D(4,1)(4,1)] gLLMQbdeeffflvamqmo SFS[D(4,3)(4,1)] gLLMQbdeeffflbaillo SFS[D(3,1)(3,1)] gLLMQbdeefffljaippo m033(0,0) gLLMQbdeeffflnaixxo m036(0,0) gLLMQbdeeffflsaillo m007(0,0) gLLMQbdeeffflvaippo toroidal gLLMQbdeeffflvaiqqr m033(0,0) gLLMQbdeeffflkaillo toroidal gLLMQbdeeffflraippo m007(0,0) gLLMQbdeeffflfaixxo SFS[D(3,1)(3,1)] gLLMQbdeeffflbamllo SFS[D(3,1)(3,2)] gLLMQbdeeffflsamllo m036(0,0) gLLMQbdeeffflkamllo m007(0,0) gLLMQbdeefffljamppo m010(0,0) gLLMQbdeeffflvamppo toroidal gLLMQbdeeffflramppo m010(0,0) gLLMQbdeeffflnamxxo m007(0,0) gLLMQbdeeffflvamppw m036(0,0) gLLMQbdeeffflfamxxo SFS[D(3,1)(3,2)] gLLMQbdeeffflveammb SFS[D(3,1)(3,1)] gLLMQbdeeffflvdammb SFS[D(3,1)(3,2)] gLLMQbdeeffflvailxo SFS[D(5,3)(4,1)] gLLMQbdeeffflvamlxo SFS[D(5,3)(5,2)] gLLMQbdeeffflvaiqxo SFS[D(5,2)(5,2)] gLLMQbdeeffflvamlmo SFS[D(5,2)(4,1)] gLLAQcddeffflgvmdgj toroidal gLLAQcddeffflgvmdkj toroidal gLLAQcddeffflfvmdkj toroidal gLLAQcddeffflfvmdgj toroidal gLLAQcddefffafvmdkj toroidal gLLAQcddefffafvmdgj toroidal gLLAQcddefffpfvqljj toroidal gLLMQbdeefffdwueppb SFS[D(5,2)(2,1)] gLLMQbdeefffdsuexxb SFS[D(4,1)(2,1)] gLLMQbdeefffdwuhppb m016(0,0) gLLMQbdeefffdsuhxxb m017(0,0) gLLMQbdeefffevimppc m006(0,0) gLLMQbdeefffewimxxc m016(0,0) gLLMQbdeefffeviappc toroidal gLLMQbdeefffewiaxxc SFS[D(5,2)(2,1)] gLLAQcddefffpgvqljj toroidal gLLAQcddefffafvpprr toroidal gLLAQbdeeffflvxqaug m081(0,0) gLLAQbdeeffflvxquug m148(0,0) gLLAQbdeeffflvtqttc m015(0,0) gLLAQbdeeffflvphxxb m036(0,0) gLLAQbdeeffflvxqpug m403(0,0) gLLAQbdeeffflvphaab reducible gLLMQbdeefffdwpxppr SFS[D(4,1)(2,1)] gLLMQbdeefffevuxppn SFS[D(5,2)(2,1)] gLLAQbdeefffdwaluus toroidal gLLAQbdeefffevdpuuw toroidal gLLAQbdeefffdwalaus m146(0,0) gLLAQbdeeffflsddpaw SFS[D(5,3)(3,1)] gLLAQbdeefffevdpauw m015(0,0) gLLAQbdeefffdwalpus m303(0,0) gLLAQbdeeffflsddpuw SFS[D(4,3)(3,1)] gLLAQbdeefffevdppuw m223(0,0) gLLMQbdeeffflsaiaan toroidal gLLMQbdeefffljamppk m007(0,0) gLLMQbdeeffflramppk SFS[D(3,1)(3,2)] gLLMQbdeefffdwueppf SFS[D(4,1)(2,1)] gLLMQbdeefffeviappb SFS[D(5,2)(2,1)] gLLMQbdeefffdwpxppj m016(0,0) gLLMQbdeefffevuxqqo m017(0,0) gLLAQbdeefffdwalttw m006(0,0) gLLAQbdeefffevdpttv m016(0,0) gLLAQbdeefffdwalmtw m239(0,0) gLLAQbdeeffflwddilw SFS[D(5,2)(3,1)] gLLAQbdeefffevdpmtv m115(0,0) gLLAQbdeefffdwalhtw m291(0,0) gLLAQbdeeffflwddhlw SFS[D(4,1)(3,1)] gLLAQbdeefffevdphtv m188(0,0) gLLMQbdeeffflsaittr SFS[D(3,1)(3,1)] gLLMQbdeeffflwaiddr m036(0,0) gLLMQbdeefffljamppw SFS[D(3,1)(3,2)] gLLMQbdeeffflramppw m007(0,0) gLLMQbdeeffflwxxiin SFS[D(2,1)(2,1)] gLLMQbdeefffdwmpqqn SFS[D(5,2)(2,1)] gLLMQbdeefffevtxqqo SFS[D(4,1)(2,1)] gLLAQbdeefffdwphaaf SFS[D(3,1)(2,1)] gLLAQbdeefffevxmaab SFS[D(3,1)(2,1)] gLLAQbdeeffflrttaac reducible gLLMQbdeeffflkqillf m009(0,0) gLLMQbdeeffflkqilms m009(0,0) gLLAQbdeeffflkxlqac reducible gLLAQbdeeffflkxlaan reducible gLLMQcecfeffaacxmeb reducible gLLMQbdeeffflfqaxxf m010(0,0) gLLAQbdeeffflralaar toroidal gLLAQbdeefffdwatttw toroidal gLLAQbdeefffevdhttv SFS[D(5,2)(2,1)] gLLAQbdeefffdwathtw m300(0,0) gLLAQbdeeffftwddhlw SFS[D(5,2)(3,1)] gLLAQbdeefffevdhhtv m168(0,0) gLLAQbdeefffdwatmtw m189(0,0) gLLAQbdeeffftwddilw toroidal gLLAQbdeefffevdhmtv m034(0,0) gLLAQbdeefffdwtuiis SFS[D(3,1)(2,1)] gLLAQbdeefffevhiiiw reducible gLLAQbdeeffflrqqmmb SFS[D(3,1)(2,1)] gLLAQbdeeffflrqqaaj SFS[D(3,1)(2,1)] gLLAQbdeeffflrqqiin reducible gLLAQbdeeffflkalaak reducible gLLAQbdeeffflkqqqar m038(0,0) gLLAQbdeeffflkqqaab SFS[D(3,1)(2,1)] gLLAQbdeeffflfalaaf toroidal gLLAQbdeeffflfataaf toroidal gLLAQbdeefffhsatqqf toroidal gLLAQbdeeffflfqqiib reducible gLLAQbdeefffdwalalr m178(0,0) gLLAQbdeeffflrddatw toroidal gLLAQbdeefffevdpaln m011(0,0) gLLAQbdeefffdwalatr m178(0,0) gLLAQbdeeffflrddalw m011(0,0) gLLAQbdeefffevdpatn toroidal gLLAQbdeefffdwalaar toroidal gLLAQbdeeffflrddaaw SFS[D(3,1)(2,1)] gLLAQbdeefffevdpaan SFS[D(3,1)(2,1)] gLLMQbdeeffflraippw toroidal gLLMQbdeeffflrxxppk SFS[D(2,1)(2,1)] gLLMQbdeeffflkailmj s254(0,0) gLLMQbdeeffftfqaxxf m149(0,0) gLLAQbdeefffhsalqqf toroidal gLLMQbdeeffflfxxxxo toroidal gLLMQbdeefffdwmpppr SFS[D(5,2)(2,1)] gLLMQbdeefffevtxppn SFS[D(4,1)(2,1)] gLLAQbdeefffdwphaac toroidal gLLAQbdeefffevxmaaf toroidal gLLAQbdeefffljttaac toroidal gLLMQbdeeffflfdaxxo SFS[D(3,1)(3,2)] gLLMQbdeeffflfeaxxo SFS[D(3,1)(3,1)] gLLMQccefeffloaqdqk reducible gLLAQbdeefffhkeaaav SFS[D(3,1)(2,1)] gLLAQbdeefffljalaaj reducible gLLAQbdeefffljalaar toroidal gLLAQbdeefffdwatpus m346(0,0) gLLAQbdeeffftsddpuw SFS[D(5,3)(3,1)] gLLAQbdeefffevdhpuw m275(0,0) gLLAQbdeefffdwatuus m011(0,0) gLLAQbdeefffevdhuuw m019(0,0) gLLAQbdeefffdwataus m117(0,0) gLLAQbdeeffftsddpaw toroidal gLLAQbdeefffevdhauw m004(0,0) gLLAQbdeefffdwtuaaw SFS[D(3,1)(2,1)] gLLAQbdeefffevhiaav reducible gLLAQbdeefffljqqaaj SFS[D(3,1)(2,1)] gLLAQbdeefffljqqmmb m003(0,0) gLLAQbdeefffljqqiin toroidal gLLAQbdeefffmkedqan SFS[D(3,1)(2,1)] gLLAQbdeefffmkxeaan SFS[D(3,1)(2,1)] gLLAQbdeeffflnalaan reducible gLLAQbdeeffflkataak reducible gLLAQbdeeffflnqqpiw m137(0,0) gLLAQbdeeffflnqqiib toroidal gLLAQbdeefffhkdaaav SFS[D(3,1)(2,1)] gLLAQbdeefffhgataab SFS[D(3,1)(2,1)] gLLAQbdeeffflbqqaab SFS[D(3,1)(2,1)] gLLAQbdeefffdwalatj m185(0,0) gLLAQbdeefffljddalw m017(0,0) gLLAQbdeefffevdpatg toroidal gLLAQbdeefffdwalalj m154(0,0) gLLAQbdeefffljddatw SFS[D(4,1)(2,1)] gLLAQbdeefffevdpalg m019(0,0) gLLAQbdeefffdwalaaj SFS[D(3,1)(2,1)] gLLAQbdeefffljddaaw m003(0,0) gLLAQbdeefffevdpaag toroidal gLLMQbdeefffljaippk m036(0,0) gLLMQbdeefffljaippw SFS[D(3,1)(3,1)] gLLMQbdeefffdwuhppf m017(0,0) gLLMQbdeefffevimppb m016(0,0) gLLMQbdeefffmvuxqqb m032(0,0) gLLMQbdeefffmkuxaqb m032(0,0) gLLMQbdeeffflnaixqs s580(0,0) gLLMQbdeeffflkamlmj s451(0,0) gLLAQbdeefffhgalaab SFS[D(3,1)(2,1)] gLLAQcddefffhsjxqkn s806(0,0) gLLAQcddefffacvxxbg m022(0,0) gLLAQcddefffacvqxnv m136(0,0) gLLAQbdeefffhgpiaab SFS[D(3,1)(3,1)] gLLAQcddefffacvpxoj m034(0,0) gLLAQbdeefffhgahqaw toroidal gLLAQbdeefffhwepaqg toroidal gLLAQbdeefffhwehaqg reducible gLLAQbdeefffhwahaaw reducible gLLAQbdeefffhgepaag SFS[D(3,1)(3,1)] gLLAQbdeefffhwehaaw reducible gLLAQbdeefffhgxaaar toroidal gLLAQbdeefffhkahaak toroidal gLLAQbdeefffhgahaav reducible gLLAQbdeefffhoahaao reducible gLLAQbdeefffhcahmmo reducible gLLAQbdeefffhgmuaab m004(0,0) gLLAQcddefffhsjqxfo m188(0,0) gLLAQcddefffasjqqjs toroidal gLLAQcddefffavnqhnv toroidal gLLAQcddefffaosxdgw SFS[D(4,3)(3,1)] gLLAQcddefffacvuxcv SFS[D(4,1)(3,1)] gLLAQcddefffagwxqgw reducible gLLAQbdeefffhgulaao SFS[D(3,1)(3,2)] gLLMQbdeefffxneiahv s897(0,0) gLLAQbdeefffhrahaar toroidal gLLAQcddefffasvqqjs SFS[D(4,3)(3,1)] gLLAQcddefffhsvxqkn SFS[D(4,3)(3,1)] gLLAQcddefffacvqqjs m022(0,0) gLLAQcddefffacvqqgb m206(0,0) gLLAQcddefffqcvaqgb toroidal gLLMQbdeefffxvulqqv m160(0,0) gLLMQbdeefffxvtlqqv SFS[D(3,1)(3,2)] gLLMQbdeefffxvtpqqv m007(0,0) gLLAQcddefffacvqqof m023(0,0) gLLAQcddefffacvqqrw m207(0,0) gLLAQbdeefffhgqhear m149(0,0) gLLAQbdeefffhgqdddg m004(0,0) gLLAQbdeefffhgqhdar m010(0,0) gLLAQbdeefffhgmdaar SFS[D(3,1)(2,1)] gLLAQbdeefffhgqhaar toroidal gLLAQbdeefffhgahhhg toroidal gLLAQbdeefffhgahapg toroidal gLLAQbdeefffhgepqaw SFS[D(3,1)(3,1)] gLLAQbdeefffhgehqaw reducible gLLAQbdeefffhgehaag reducible gLLAQbdeefffhgahaxr m410(0,0) gLLAQbdeefffhgetaab SFS[D(3,1)(2,1)] gLLAQbdeefffhgelaab toroidal gLLAQbdeefffhgdtaab toroidal gLLAQbdeefffhgdlaab m003(0,0) gLLAQbdeefffhgpiaas reducible gLLAQbdeefffhgmuiij SFS[D(4,1)(3,1)] gLLAQbdeefffhcmummj m034(0,0) gLLAQbdeefffhgtihhg m038(0,0) gLLAQbdeefffhgtiaag SFS[D(3,1)(2,1)] gLLAQbdeefffhfulaan SFS[D(3,1)(3,2)] gLLAQbdeefffhcahiig reducible gLLAQbdeefffhcahaac reducible gLLAQbdeefffhfpiaas SFS[D(3,1)(3,1)] gLLMQbdeefffhgxettg m004(0,0) gLLAQcddeffftckxhcv m146(0,0) gLLAQcddeffflckxhcv m168(0,0) gLLAQcddefffacvqxfs m023(0,0) gLLAQcddefffackxhcv m135(0,0) gLLAQcddefffacvmxoj SFS[D(4,3)(3,1)] gLLMQbdeefffhgahaag m129(0,0)(0,0) gLLAQcddeffflcvxxcv toroidal gLLAQcddefffhcvxqkn m376(0,0) gLLAQcddeffftcvxxcv toroidal gLLAQcddefffacvxxcg SFS[D(4,3)(3,1)] gLLAQcddefffhcvqxfo toroidal gLLAQcddefffhsvqxfo SFS[D(4,3)(3,1)] gLLMQbdeefffhgmlaag m015(0,0) gLLAQcddefffacvxxrw m023(0,0) gLLAQcddefffacvqxoj m022(0,0) gLLAQcddefffacvtxcv SFS[D(4,3)(3,1)] gLLAQcddefffagwxeos SFS[D(4,1)(3,1)] gLLAQcddefffhcjxqkn m015(0,0) gLLAQcddefffacjxxcv SFS[D(4,3)(3,1)] gLLAQbdeefffpgapqaw toroidal gLLAQbdeefffhgapqaw m036(0,0) gLLAQbdeefffhwapaqg m249(0,0) gLLAQbdeefffmkdxqav SFS[D(3,1)(3,2)] gLLAQbdeefffpgapaag reducible gLLAQbdeefffhwapaaw reducible gLLAQbdeefffhgapaag reducible gLLAQbdeefffmkdxaak SFS[D(3,1)(3,2)] gLLAQbdeefffpcaplqf toroidal gLLAQbdeefffpcapllk toroidal gLLAQbdeefffpcapaac reducible gLLAQbdeefffpcappus toroidal gLLAQcddefffhcjqxfo m016(0,0) gLLAQcddefffacjqqjs SFS[D(4,3)(3,1)] gLLAQbdeefffprapqqr toroidal gLLAQbdeefffprapdtr toroidal gLLAQbdeefffprapmir toroidal gLLAQbdeefffprapaar toroidal gLLMQbdeefffprauddw m129(0,0)(0,0) gLLMQbdeefffprautqw m137(0,0) gLLMQbdeefffprauapw m137(0,0) gLLMQbdeefffprauuuw m129(0,0)(0,0) gLLAQcddefffafjxhjf reducible gLLAQbdeefffmkepaac toroidal gLLAQbdeefffmkteqac toroidal gLLAQcddefffaknxxnk toroidal gLLAQcddefffafjaafj reducible gLLAQcddefffaknaakn toroidal gLLAQcddefffarbaarb reducible gLLAQbdeefffmkepqan toroidal gLLAQbdeefffmkteaan toroidal gLLMQcecefffhabxudr toroidal gLLMQcecefffhabaahb toroidal gLLMQccefeffhgaixtw SFS[D(7,2)(2,1)] gLLAQcddefffaofqqof SFS[A(4,1)] gLLAQcddefffackqhck toroidal gLLAQcddefffaofaaof reducible gLLAQcddefffackaack toroidal gLLMQcceffefhgatiag SFS[D(5,2)(2,1)] gLLMQcceffefdfatdlg SFS[D(5,2)(2,1)] gLLAQbdeefffmkueqac SFS[D(3,1)(2,1)] gLLAQbdeefffmkehaac SFS[D(3,1)(2,1)] gLLAQcddefffafjaafr reducible gLLAQcddefffafraafr reducible gLLMQcceefffdvapeag SFS[D(5,2)(2,1)] gLLAQcddefffakfaakf reducible gLLAQbdeefffmkhuqav SFS[A(2,1)] gLLAQbdeefffmkhuaak SFS[A(2,1)] gLLAQcddefffdcbaabf s780(0,0)(0,0) gLLAQcddefffacbaacb reducible gLLAQbdeefffmkuedun m015(0,0) gLLAQbdeefffmkuedpn m289(0,0) gLLAQbdeefffmkuedan m009(0,0) gLLAQbdeefffmkehpun m289(0,0) gLLAQbdeefffmkehppn m015(0,0) gLLAQbdeefffmkehpan m009(0,0) gLLAQbdeefffmkueean m032(0,0) gLLAQbdeefffmkehqan SFS[D(3,1)(2,1)] gLLAQbdeefffmkueaan SFS[D(3,1)(2,1)] gLLAQbdeefffmkehman m032(0,0) gLLAQcddefffafrxhjf SFS[D(4,3)(3,1)] gLLMQccefeffdfeqldg s912(0,0) gLLAQcddefffarkaark reducible gLLAQbdeefffmkueddk m015(0,0) gLLAQbdeefffmkehptv m015(0,0) gLLMQcecefffdabaadb toroidal gLLAQcddefffhsvupbs toroidal gLLAQbdeefffmktqhxg toroidal gLLAQbdeefffmkamldv m129(0,0)(0,0) gLLAQbdeefffmkamqhn m412(0,0)(0,0) gLLAQbdeefffmkamppv m129(0,0)(0,0) gLLAQbdeefffmkamddn m129(0,0)(0,0) gLLAQbdeefffmkamdpk m203(0,0)(0,0) gLLAQbdeefffmkamduk m129(0,0)(0,0) gLLAQbdeefffmkamptn m129(0,0)(0,0) gLLAQbdeefffmkamapk SFS[A(3,1)] gLLAQbdeefffmkammav SFS[A(3,1)] gLLAQbdeefffmkampav SFS[A(3,1)] gLLAQbdeefffmkamlms SFS[A(3,1)] gLLAQbdeefffmkamitk m129(0,0)(0,0) gLLAQbdeefffmbamitk m203(0,0)(0,0) gLLAQbdeefffmbamqav SFS[A(3,1)] gLLAQbdeefffmkamein m129(0,0)(0,0) gLLAQbdeefffmkamaas SFS[A(3,1)] gLLAQbdeefffmkamiiv m129(0,0)(0,0) gLLAQbdeefffmbamiiv m203(0,0)(0,0) gLLAQbdeefffmbamaak SFS[A(3,1)] gLLAQbdeefffmkammmn m129(0,0)(0,0) gLLAQbdeefffmkammuv m129(0,0)(0,0) gLLAQbdeefffmkamaxn m412(0,0)(0,0) gLLAQbdeefffmkammpv m203(0,0)(0,0) gLLAQbdeefffmklphho toroidal gLLAQbdeefffmklphxf toroidal gLLAQbdeefffmbamaab reducible gLLAQbdeefffmbammmw m129(0,0)(0,0) gLLAQbdeefffmramaar toroidal gLLAQbdeefffmbamaas SFS[A(3,1)] gLLAQcddefffhsvppgv toroidal gLLAQcddefffasvptbn toroidal gLLAQcddefffhsvpdgv toroidal gLLAQcddefffasvplbn toroidal gLLAQbdeefffmnamqqn toroidal gLLAQbdeefffmnamdln s937(0,0)(0,0) gLLAQbdeefffmnammun s940(0,0)(0,0) gLLAQbdeefffmnamaan toroidal gLLMQbdeefffxnaadmk toroidal gLLMQbdeefffdreeiig toroidal gLLMQbdeefffxvaammk SFS[D(5,1)(2,1)] gLLMQbdeefffenaaiik toroidal gLLMQbdeefffdweepig m148(0,0) gLLMQbdeefffevaapik m009(0,0) gLLAQcddefffhrrxqkn m038(0,0) gLLAQcddefffacvxxff m004(0,0) gLLAQcddefffarrtunr reducible gLLAQcddefffarrtuor reducible gLLAQcddefffqrjpurr toroidal gLLAQcddefffqrrpuor toroidal gLLAQcddefffqrrpurr toroidal gLLMQbdeefffdceeddf T2xI gLLMQbdeefffxvaammf SFS[D(7,2)(2,1)] gLLMQbdeefffxraaqqb SFS[D(2,1)(2,1)] gLLMQbdeefffxjaaqqb SFS[D(5,1)(2,1)] gLLMQbdeefffebaaaaf T2xI gLLMQcceffefabaiiaw SFS[D(3,1)(2,1)] gLLMQcceffefabaiilw reducible gLLMQcceffefabpiipj SFS[D(3,1)(2,1)] gLLMQcceffefabpiihj reducible gLLAQbdeefffdwqqiun m007(0,0) gLLAQbdeefffevuuiuo toroidal gLLAQbdeefffdwqqiqn m036(0,0) gLLAQbdeefffevuuiqo m007(0,0) gLLAQbdeefffdwqqiin SFS[D(3,1)(3,2)] gLLAQbdeefffevuuiio SFS[D(3,1)(3,1)] gLLMQcceffefabuiiuc toroidal gLLMQcceffefabuiiic reducible gLLMQccefeffhfatxtg SFS[D(2,1)(2,1)] gLLMQccefeffinmdmdr m009(0,0) gLLMQccefeffinidmdr m032(0,0) gLLAQcddefffaffudkf SFS[D(3,1)(2,1)] gLLMQcceffefabeqqpg m004(0,0) gLLMQcceffefabaqqak SFS[D(3,1)(2,1)] gLLMQcceffefabpqqpr SFS[D(3,1)(2,1)] gLLAQcddefffacvqxrr SFS[D(3,1)(3,1)] gLLAQcddefffaffxhbf reducible gLLAQcddefffaffxhcf reducible gLLAQcddefffaffxhcg SFS[D(3,1)(3,2)] gLLAQcddefffhsvqqww SFS[D(3,1)(3,2)] gLLMQcceffefabuqquf toroidal gLLMQcceffefabaqaaw SFS[D(2,1)(2,1)] gLLAQcddefffaffxajf reducible gLLMQcceffefajaqqaj toroidal gLLMQcceffefabaqqaj SFS[D(3,1)(2,1)] gLLMQcceffefajaqqlk reducible gLLMQcceffefajeqqdg SFS[D(3,1)(3,2)] gLLMQcceffefajhqqdg SFS[D(3,1)(3,1)] gLLAQcddeffflkkxxkk toroidal gLLAQcddefffakkxxkk toroidal gLLAQbdeefffdwqqatj m036(0,0) gLLAQbdeefffevuuatg m007(0,0) gLLMQcceefffanapeer reducible gLLAQbdeefffdwqqalj m033(0,0) gLLAQbdeefffevuualg m010(0,0) gLLAQbdeefffdwqqaaj SFS[D(3,1)(3,1)] gLLAQcddefffakkepkk reducible gLLAQcddefffaffpmff reducible gLLAQbdeefffevuuaag SFS[D(3,1)(3,2)] gLLAQbdeefffdwttain m032(0,0) gLLAQbdeefffevhhaio m009(0,0) gLLAQcddefffdrrapww SFS[D(3,1)(2,1)] gLLAQcddefffafjxaff reducible gLLAQcddefffafrxaff SFS[D(3,1)(2,1)] gLLAQbdeefffhgddldw SFS[D(7,2)(2,1)] gLLAQbdeefffhrddllw SFS[D(5,1)(2,1)] gLLAQbdeefffdwddxxw toroidal gLLMQcceefffanaqaav reducible gLLAQbdeefffeveexxv toroidal gLLAQbdeefffdwddalw SFS[D(3,1)(3,1)] gLLAQcddeffflrraarr reducible gLLAQbdeefffeveealv SFS[D(3,1)(3,2)] gLLAQbdeefffpgddqaw SFS[D(3,1)(3,2)] gLLAQbdeefffhgddqaw m007(0,0) gLLAQbdeefffdgddqaw m010(0,0) gLLAQbdeefffdwddaqg m149(0,0) gLLAQbdeefffeveeaqk m010(0,0) gLLAQcddefffhrrahww toroidal gLLAQbdeefffhwddaqg m160(0,0) gLLAQbdeefffmkeeqav SFS[D(3,1)(3,2)] gLLAQbdeefffekeeqav m149(0,0) gLLAQbdeefffdwddatw SFS[D(3,1)(3,2)] gLLAQbdeefffeveeatv SFS[D(3,1)(3,1)] gLLAQbdeefffpgddaag SFS[D(3,1)(3,2)] gLLAQbdeefffhwddaaw SFS[D(3,1)(3,1)] gLLAQbdeefffdoddaaw SFS[D(3,1)(3,1)] gLLAQbdeefffdkddaaw SFS[D(3,1)(3,2)] gLLAQbdeefffdgddaag toroidal gLLAQbdeefffekeeaak toroidal gLLAQcddefffakkairr reducible gLLAQcddefffaffamrr reducible gLLAQbdeefffhgddaag SFS[D(3,1)(3,1)] gLLAQbdeefffmkeeaak SFS[D(3,1)(3,2)] gLLAQbdeefffereeaav SFS[D(3,1)(3,2)] gLLAQbdeefffejeeaav SFS[D(3,1)(3,1)] gLLAQbdeefffdrddhaw toroidal gLLAQcddefffqrrqarr reducible gLLAQbdeefffeneehav toroidal gLLMQcceefffanapetg SFS[D(2,1)(2,1)] gLLAQcddefffarkaqrr SFS[D(3,1)(2,1)] gLLAQcddefffarbaqrr reducible gLLAQbdeefffdwttatc m007(0,0) gLLAQcddeffftrrelrr reducible gLLAQcddeffflrratrr SFS[D(3,1)(3,1)] gLLAQcddeffftrrdlrr SFS[D(3,1)(3,2)] gLLAQbdeefffevhhatf toroidal gLLAQbdeefffdwqqpus m016(0,0) gLLAQbdeefffevuupuw SFS[D(5,2)(2,1)] gLLAQcddefffurruqff toroidal gLLAQcddefffpkktuww SFS[D(3,1)(2,1)] gLLAQcddefffuffudff SFS[D(3,1)(2,1)] gLLMQcceefffanamddg SFS[D(3,1)(2,1)] gLLMQcceefffajamddg toroidal gLLMQcceefffabamddg SFS[D(3,1)(2,1)] gLLAQbdeefffdwqqaus m017(0,0) gLLAQbdeefffevuuauw SFS[D(4,1)(2,1)] gLLAQcddefffprradww m003(0,0) gLLAQcddefffpkkaqww SFS[D(3,1)(2,1)] gLLAQcddefffpffatww toroidal gLLAQbdeefffdwttalc m036(0,0) gLLAQcddeffflrrelrr reducible gLLAQcddeffflrralrr SFS[D(3,1)(3,2)] gLLAQcddeffflrrdlrr SFS[D(3,1)(3,1)] gLLAQbdeefffevhhalf m007(0,0) gLLAQbdeefffdwttaac SFS[D(3,1)(3,2)] gLLAQcddefffakkeukk reducible gLLAQcddefffarralrr reducible gLLAQcddefffaffumkk reducible gLLAQbdeefffevhhaaf SFS[D(3,1)(3,1)] gLLAQbdeefffhgtthhr SFS[D(5,1)(2,1)] gLLAQbdeefffhgttaar m004(0,0) gLLAQcddefffdffadcc SFS[A(2,1)] gLLAQcddefffaffaqof SFS[A(2,1)] gLLAQcddefffacbadff SFS[A(2,1)] gLLMQcceefffabaqaaw reducible gLLAQcddeffflffaaff SFS[A(3,1)] gLLMQcceefffabiaaab reducible gLLAQbdeefffdwddaak SFS[D(3,1)(3,1)] gLLAQbdeefffdoddaak SFS[D(3,1)(3,2)] gLLAQbdeefffdkddaak reducible gLLAQbdeefffdcddaac SFS[A(3,1)] gLLAQbdeefffebeeaab SFS[A(3,1)] gLLAQbdeefffeveeaaj SFS[D(3,1)(3,2)] gLLAQbdeefffereeaaj SFS[D(3,1)(3,1)] gLLAQbdeefffejeeaaj reducible gLLAQcddefffqffqaff SFS[A(2,1)] gLLAQcddeffflkfauff m009(0,0) gLLMQcceefffabaqqag SFS[D(2,1)(2,1)] gLLAQcddeffflffapkf m032(0,0) gLLAQcddefffiffqpkf toroidal gLLAQcddefffaffapkf SFS[D(3,1)(2,1)] gLLAQcddefffaffahfr SFS[D(3,1)(2,1)] gLLAQcddefffaffadrk toroidal gLLAQcddefffaffahfj reducible gLLAQbdeefffmkuudpj SFS[D(5,2)(2,1)] gLLAQbdeefffmkuudaj SFS[D(4,1)(2,1)] gLLAQbdeefffdwqqpuk m006(0,0) gLLAQbdeefffevuupuj toroidal gLLAQbdeefffmkhhpub SFS[D(5,2)(2,1)] gLLAQbdeefffhgttppf SFS[D(2,1)(2,1)] gLLAQbdeefffdwqqauk m016(0,0) gLLAQbdeefffevuuauj SFS[D(5,2)(2,1)] gLLAQbdeefffmkhhpab SFS[D(4,1)(2,1)] gLLAQbdeefffmkuueaj m015(0,0) gLLAQbdeefffmkhhqab m004(0,0) gLLAQbdeefffmkuuaaj m004(0,0) gLLAQbdeefffmkhhmab m015(0,0) gLLAQcddefffuffumof m038(0,0) gLLMQcceefffabamdmw SFS[D(5,1)(2,1)] gLLAQcddefffpffaebw m137(0,0) gLLAQcddefffdcbaecc m129(0,0)(0,0) gLLAQbdeefffmkuuqas m004(0,0) gLLMQcceefffajieeev reducible gLLMQcceefffajmeeev reducible gLLAQbdeefffhkqqaav toroidal gLLAQbdeefffdwttmmo SFS[D(3,1)(3,1)] gLLAQbdeefffdvttaao SFS[D(3,1)(3,2)] gLLAQbdeefffdsttiio reducible gLLAQbdeefffevhhmmr SFS[D(3,1)(3,2)] gLLAQbdeefffeshhaar SFS[D(3,1)(3,1)] gLLAQbdeefffewhhiir reducible gLLAQcddefffaffuiff reducible gLLAQbdeefffmkhhaar m004(0,0) gLLAQcddefffdkkaajj SFS[D(3,1)(2,1)] gLLMQcceefffajapudr SFS[D(5,1)(2,1)] gLLAQcddefffakfmaff SFS[D(3,1)(2,1)] gLLMQcceefffajaqaas toroidal gLLAQcddeffflkkaakk toroidal gLLAQcddefffhffahjj reducible gLLAQbdeefffdwddaao SFS[D(3,1)(3,2)] gLLAQbdeefffdoddaao reducible gLLAQbdeefffdkddaao SFS[D(3,1)(3,1)] gLLAQcddefffaffaikk reducible gLLAQbdeefffeveeaar SFS[D(3,1)(3,1)] gLLAQbdeefffereeaar reducible gLLAQbdeefffejeeaar SFS[D(3,1)(3,2)] gLLAQcddeffflkkxank m010(0,0) gLLAQcddeffflkkaxkn m149(0,0) gLLAQcddefffakkatrk SFS[D(3,1)(2,1)] gLLAQcddefffakkaxkn toroidal gLLAQbdeefffpcqqlqb SFS[D(5,2)(2,1)] gLLAQbdeefffdwqquub SFS[D(2,1)(2,1)] gLLAQbdeefffevuuuuc SFS[D(2,1)(2,1)] gLLMQcceefffajaqddg SFS[D(3,1)(2,1)] gLLMQcceefffajapddg SFS[D(3,1)(2,1)] gLLAQbdeefffhsqqeeb SFS[D(2,1)(2,1)] gLLAQbdeefffdwqqmeb SFS[D(3,1)(3,1)] gLLAQbdeefffevuumec SFS[D(3,1)(3,2)] gLLAQbdeefffdwqqmxb SFS[D(3,1)(3,2)] gLLAQbdeefffevuumxc SFS[D(3,1)(3,1)] gLLAQbdeefffpfqqaab m004(0,0) gLLAQbdeefffdwqqmmb toroidal gLLAQbdeefffdvqqaab SFS[D(3,1)(3,1)] gLLAQbdeefffdsqqiib SFS[D(3,1)(3,2)] gLLAQbdeefffevuummc toroidal gLLAQbdeefffesuuaac SFS[D(3,1)(3,2)] gLLAQbdeefffewuuiic SFS[D(3,1)(3,1)] gLLAQcddefffakkapkk reducible gLLAQcddefffaffpirr reducible gLLAQbdeefffpfttmab m015(0,0) gLLMQccefeffanatier SFS[D(2,1)(2,1)] gLLMQccefeffanahdhn SFS[D(3,1)(2,1)] gLLMQccefeffanahihn SFS[D(3,1)(2,1)] gLLMQccefeffanahxhn reducible gLLMQbdeefffdwmmpqs m015(0,0) gLLMQbdeefffevttpqw SFS[D(4,1)(2,1)] gLLMQccefeffanlhxhs m004(0,0) gLLAQcddefffprjudcc m016(0,0) gLLAQcddefffprrudcc toroidal gLLAQcddefffprrudbc SFS[D(5,2)(2,1)] gLLAQcddefffaffxhff reducible gLLAQcddefffurjpqrr m006(0,0) gLLAQcddefffurrpqrr SFS[D(3,1)(2,1)] gLLAQcddefffurrpqor toroidal gLLMQbdeefffpgeetpr toroidal gLLMQbdeefffhgeetpr SFS[D(5,2)(2,1)] gLLMQbdeefffdgeetpr SFS[D(4,1)(2,1)] gLLMQccefeffanhxetg toroidal gLLMQccefeffanhuetg toroidal gLLMQccefeffanhtetg toroidal gLLMQbdeefffxkaatpn toroidal gLLMQbdeefffekaatpn SFS[D(8,3)(2,1)] gLLMQccefeffanaxitg reducible gLLMQccefeffanauitg reducible gLLMQccefeffajatitg SFS[D(3,1)(2,1)] gLLMQccefeffabatitg SFS[D(3,1)(2,1)] gLLMQbdeefffdreeipr m009(0,0) gLLMQccefeffanxtitw toroidal gLLMQbdeefffenaaipn m148(0,0) gLLAQcddefffprrpdjj SFS[D(3,1)(2,1)] gLLAQcddefffhrrqxfo m015(0,0) gLLAQcddefffarrqqjs m004(0,0) gLLAQcddefffarjmerr SFS[A(3,1)] gLLAQcddefffarrmerr toroidal gLLAQcddefffarrmerj SFS[A(3,1)] gLLAQcddefffurraqkk SFS[D(3,1)(2,1)] gLLMQbdeefffhgmmllc SFS[D(2,1)(2,1)] gLLMQccefeffabahdhn SFS[D(3,1)(2,1)] gLLMQccefeffabxhdhk m004(0,0) gLLAQcddefffaffqqff reducible gLLAQcddefffqffaqff SFS[A(2,1)] gLLMQccefeffabaidtw SFS[D(2,1)(2,1)] gLLMQccefeffabaiitw SFS[D(7,2)(2,1)] gLLMQccefeffabaixtw SFS[D(5,1)(2,1)] gLLAQcddefffaffqaof SFS[A(2,1)] gLLMQccefeffabatxtg SFS[D(3,1)(2,1)] gLLMQbdeefffxjaaqqo SFS[D(2,1)(2,1)] gLLMQccefeffabeqldg m015(0,0) gLLAQcddefffuffldof SFS[D(4,1)(3,1)] gLLAQcddefffuffldrf SFS[D(4,3)(3,1)] gLLAQcddefffpffqtbw SFS[D(5,2)(3,1)] gLLAQcddefffpffqtcw SFS[D(5,3)(3,1)] gLLAQcddefffaffpdrf SFS[D(3,1)(2,1)] gLLAQcddefffufflmff SFS[D(3,1)(2,1)] gLLMQccefeffabamdmw SFS[D(3,1)(2,1)] gLLAQcddefffpffqeww toroidal gLLMQccefeffabimmmb SFS[D(3,1)(3,1)] gLLMQccefeffabmmmmb SFS[D(3,1)(3,2)] gLLAQbdeefffdwttiig reducible gLLAQbdeefffevhhiik reducible gLLAQcddefffaffpakk reducible gLLMQccefeffajahdhn reducible gLLMQccefeffajatdtg SFS[D(3,1)(2,1)] gLLMQbdeefffxvaammr SFS[D(2,1)(2,1)] gLLAQcddeffftffmpff SFS[A(3,1)] gLLAQcddeffflffmpff SFS[A(3,1)] gLLAQcddefffaffmpff reducible gLLAQbdeefffhgddddr SFS[D(5,1)(2,1)] gLLAQbdeefffhrdddlr toroidal gLLMQcecefffalcaaac reducible gLLAQbdeefffdwddhar toroidal gLLAQbdeefffeveehan toroidal gLLAQbdeefffdrddaar reducible gLLAQbdeefffeneeaan reducible gLLMQccefeffhfihhhf toroidal gLLMQccefeffhfmhhhf toroidal gLLAQcddefffackqakk reducible gLLAQbdeefffhgttddk SFS[D(7,2)(2,1)] gLLAQbdeefffhvttddk SFS[D(2,1)(2,1)] gLLAQbdeefffhfttddk SFS[D(5,1)(2,1)] gLLAQbdeefffhgqqddf SFS[D(2,1)(2,1)] gLLMQcecefffadcedeb toroidal gLLMQbdeefffhfmmttj SFS[D(2,1)(2,1)] gLLMQbdeefffxvaamdv SFS[D(7,3)(2,1)] gLLMQbdeefffdgeettw SFS[D(2,1)(2,1)] gLLMQbdeefffxbaattv SFS[D(2,1)(2,1)] gLLMQbdeefffxvaaqqv toroidal gLLMQbdeefffxjaaqqv SFS[D(7,2)(2,1)] gLLMQbdeefffxnaaddv SFS[D(5,1)(2,1)] gLLMQbdeefffekaattv SFS[D(2,1)(2,1)] gLLMQbdeefffpweetpw toroidal gLLMQbdeefffhweetpw SFS[D(7,2)(2,1)] gLLMQbdeefffdweetpw SFS[D(8,3)(2,1)] gLLMQccefeffufxqiqn toroidal gLLMQccefeffpwxdidf toroidal gLLMQbdeefffxvaatpv SFS[D(5,2)(2,1)] gLLMQbdeefffevaatpv SFS[D(4,1)(2,1)] gLLAQcddeffflcvqqkk SFS[D(4,1)(2,1)] gLLAQcddeffftcvqqkk SFS[D(8,3)(2,1)] gLLAQcddefffacvqqkk toroidal gLLMQcecfeffaqcxitw toroidal gLLMQcecfeffaqcuitw toroidal gLLMQcecfeffaqctitw toroidal gLLMQbdeefffekeattv toroidal gLLMQbdeefffekeatpn m376(0,0) gLLAQcddefffhsrxqkn s865(0,0) gLLAQcddefffacvxxfg m034(0,0) gLLMQbdeefffebeaaaf SFS[A(4,1)] gLLMQbdeefffereammr toroidal gLLMQbdeefffereappn toroidal gLLMQbdeefffejeammr reducible gLLAQbdeefffekdxqav s313(0,0) gLLAQbdeefffekaxqav toroidal gLLAQbdeefffekaeqav toroidal gLLAQbdeefffekdmqav toroidal gLLAQbdeefffekamqav reducible gLLAQbdeefffekemqav toroidal gLLAQbdeefffekdxaak SFS[D(3,1)(3,1)] gLLAQbdeefffekaxaak reducible gLLAQbdeefffekaeaak reducible gLLAQbdeefffekdmaak SFS[D(3,1)(3,2)] gLLAQbdeefffekamaak reducible gLLAQbdeefffekemaak SFS[D(3,1)(3,1)] gLLAQbdeefffebaeaab reducible gLLAQbdeeffferaeaav toroidal gLLAQbdeeffferaeaar reducible gLLAQbdeefffejaeaar toroidal gLLMQbdeefffevamppn toroidal gLLMQbdeefffenamipn s682(0,0) gLLAQcddefffhsrqxfo m223(0,0) gLLAQcddefffasrqqjs SFS[D(4,1)(3,1)] gLLMQbdeefffendiipn m223(0,0) gLLMQbdeefffendmipn s657(0,0) gLLMQbdeefffeneiipn m223(0,0) gLLMQbdeefffenemipn SFS[D(4,3)(3,1)] gLLMQbdeefffendiiik SFS[D(5,3)(3,1)] gLLMQbdeefffendmiik SFS[D(5,2)(3,1)] gLLMQbdeefffeneiiik SFS[D(4,1)(3,1)] gLLMQbdeefffenemiik SFS[D(4,3)(3,1)] gLLAQbdeefffendmetn s938(0,0) gLLAQbdeefffendmeek m137(0,0) gLLAQbdeefffenaeaan toroidal gLLMQbdeefffxvammdv m389(0,0) gLLMQbdeefffxnamddv m038(0,0) gLLMQcecfeffpqraidf s944(0,0) gLLMQbdeefffevdipik SFS[D(5,2)(2,1)] gLLMQbdeefffevdmpik m034(0,0) gLLMQbdeefffeveipik m322(0,0) gLLMQbdeefffevempik SFS[D(4,3)(3,1)] gLLMQbdeefffevdippn SFS[D(5,3)(3,1)] gLLMQbdeefffevdmppn SFS[D(5,2)(3,1)] gLLMQbdeefffeveippn SFS[D(4,1)(3,1)] gLLMQbdeefffevemppn SFS[D(4,3)(3,1)] gLLMQbdeefffeneaipn m188(0,0) gLLAQcddefffprvpdjv SFS[D(4,1)(3,1)] gLLAQcddefffhrvqxfo SFS[D(5,2)(3,1)] gLLAQcddefffarvqqjs m034(0,0) gLLAQcddefffarvmerj m129(0,0)(0,0) gLLAQcddefffurvaqkb SFS[D(4,3)(3,1)] gLLMQbdeefffejeappn toroidal gLLMQbdeefffejeaqqo toroidal gLLAQbdeefffevuqpuw m034(0,0) gLLAQbdeefffevuquuw SFS[D(4,1)(3,1)] gLLAQbdeefffevuqauw m004(0,0) gLLAQbdeefffevehttv SFS[D(4,1)(2,1)] gLLAQbdeefffevepaan SFS[D(3,1)(2,1)] gLLAQbdeefffevapaan reducible gLLAQbdeefffevdmtek m137(0,0) gLLAQbdeefffevaexxv toroidal gLLAQbdeefffevdmttn m137(0,0) gLLAQbdeefffevaealv reducible gLLAQbdeefffevdxaqk m007(0,0) gLLAQbdeefffevaxaqk toroidal gLLAQbdeefffevdmaqk SFS[D(3,1)(3,2)] gLLAQbdeefffevamaqk reducible gLLAQbdeefffevemaqk SFS[D(3,1)(3,1)] gLLAQbdeefffevdxaav SFS[D(3,1)(3,1)] gLLAQbdeefffevaxaav reducible gLLAQbdeefffevdmaav SFS[D(3,1)(3,2)] gLLAQbdeefffevamaav reducible gLLAQbdeefffenaehav m410(0,0) gLLAQbdeefffevueaac SFS[D(3,1)(2,1)] gLLAQbdeefffevteaac SFS[D(3,1)(2,1)] gLLAQbdeefffevlhalf SFS[D(3,1)(3,2)] gLLAQbdeefffevlhatf SFS[D(3,1)(3,1)] gLLAQbdeefffevlhaaf reducible gLLAQbdeefffevhpaio toroidal gLLAQbdeefffejaeaav toroidal gLLAQbdeefffejaeaaj reducible gLLMQbdeefffevlappc SFS[D(5,2)(2,1)] gLLMQbdeefffevtqpqw m136(0,0) gLLAQcddefffurvpqor m022(0,0) gLLMQbdeefffevutppb SFS[D(4,3)(3,1)] gLLAQcddefffprvudbc m034(0,0) gLLMQbdeefffxnamdmk m390(0,0) gLLMQbdeefffxvammmk m038(0,0) gLLMQbdeefffenamiik toroidal gLLMQbdeefffevampik m022(0,0) gLLAQcddefffhrvxqkn m322(0,0) gLLAQcddefffacvxxcf SFS[D(4,1)(3,1)] gLLAQcddefffarvtuor toroidal gLLAQcddefffqrvpuor m206(0,0) gLLMQbdeefffdgaettw toroidal gLLMQbdeefffdgdettw toroidal gLLMQbdeefffdgaetpr m188(0,0) gLLMQbdeefffdgdetpr m168(0,0) gLLAQcddefffhcrxqkn s741(0,0) gLLAQcddefffacrxxcv SFS[D(4,1)(3,1)] gLLMQbdeefffdcaeddf toroidal gLLMQbdeefffdcdeddf SFS[A(5,2)] gLLMQbdeefffdoaemmo SFS[D(4,3)(3,1)] gLLMQbdeefffdoaeppr SFS[D(4,1)(3,1)] gLLMQbdeefffdkaemmo reducible gLLMQbdeefffdodemmo SFS[D(5,3)(3,1)] gLLMQbdeefffdodeppr SFS[D(5,2)(3,1)] gLLMQbdeefffdodeqqn reducible gLLAQbdeefffdgapqaw m249(0,0) gLLAQbdeefffdgepqaw m033(0,0) gLLAQbdeefffdgdpqaw s874(0,0) gLLAQbdeefffdgadqaw toroidal gLLAQbdeefffdgedqaw m010(0,0) gLLAQbdeefffdgahqaw m247(0,0) gLLAQbdeefffdgehqaw SFS[D(3,1)(3,1)] gLLAQbdeefffdgdhqaw s495(0,0) gLLAQbdeefffdgapaag reducible gLLAQbdeefffdgepaag SFS[D(3,1)(3,2)] gLLAQbdeefffdgdpaag SFS[D(3,1)(3,1)] gLLAQbdeefffdgadaag reducible gLLAQbdeefffdgedaag toroidal gLLAQbdeefffdgahaag reducible gLLAQbdeefffdgehaag SFS[D(3,1)(3,1)] gLLAQbdeefffdgdhaag SFS[D(3,1)(3,2)] gLLAQbdeefffdcadaac toroidal gLLAQbdeefffdcedaac SFS[A(3,1)] gLLAQbdeefffdoadaaw reducible gLLAQbdeefffdoadaao reducible gLLAQbdeefffdkadaao reducible gLLAQbdeefffdoedaaw SFS[D(3,1)(3,2)] gLLAQbdeefffdoedaao reducible gLLAQbdeefffdoedaak SFS[D(3,1)(3,1)] gLLMQbdeefffdweuppr toroidal gLLMQbdeefffevaippn toroidal gLLMQbdeefffdreuipr s885(0,0) gLLMQbdeefffenaiipn m223(0,0) gLLAQcddefffhcrqxfo toroidal gLLAQcddefffacrqqjs m034(0,0) gLLMQbdeefffdrauipr m015(0,0) gLLMQbdeefffdrahipr s741(0,0) gLLMQbdeefffdrehipr s888(0,0) gLLMQbdeefffdrduipr m275(0,0) gLLMQbdeefffdrdhipr SFS[D(5,3)(3,1)] gLLMQbdeefffdrdeipr m168(0,0) gLLMQbdeefffdrauiig SFS[D(4,3)(3,1)] gLLMQbdeefffdrahiig SFS[D(4,1)(3,1)] gLLMQbdeefffdrehiig toroidal gLLMQbdeefffdrduiig SFS[D(5,2)(3,1)] gLLMQbdeefffdrdhiig SFS[D(5,3)(3,1)] gLLMQbdeefffdrdeiig toroidal gLLAQbdeefffdrahetr s882(0,0) gLLAQbdeefffdraheeg m038(0,0) gLLAQbdeefffdradaar toroidal gLLAQbdeefffdredaar toroidal gLLAQbdeefffdredhaw m305(0,0) gLLMQbdeefffxvaimdv m345(0,0) gLLMQbdeefffxnaiddv m137(0,0) gLLAQcddefffarvtunr toroidal gLLMQcecfeffuqsmiqn s897(0,0) gLLMQcecfeffpqreidf s928(0,0) gLLMQbdeefffdwaupig m016(0,0) gLLMQbdeefffdwahpig m115(0,0) gLLMQbdeefffdwehpig m058(0,0) gLLMQbdeefffdwdupig s729(0,0) gLLMQbdeefffdwdhpig SFS[D(5,3)(3,1)] gLLMQbdeefffdwdepig s699(0,0) gLLMQbdeefffdwauppr SFS[D(4,3)(3,1)] gLLMQbdeefffdwahppr SFS[D(4,1)(3,1)] gLLMQbdeefffdwehppr toroidal gLLMQbdeefffdwduppr SFS[D(5,2)(3,1)] gLLMQbdeefffdwdhppr SFS[D(5,3)(3,1)] gLLMQbdeefffdwdemmo SFS[D(5,2)(3,1)] gLLMQbdeefffdwdeppj SFS[D(5,3)(3,1)] gLLMQbdeefffdraeipr m376(0,0) gLLMQbdeefffdwdetpw s699(0,0) gLLAQcddefffprjpdjr toroidal gLLAQcddefffprjpdjv SFS[D(5,2)(3,1)] gLLAQcddefffhrjqxfo m115(0,0) gLLAQcddefffarjqqjs SFS[D(4,1)(3,1)] gLLAQcddefffarjmerv m129(0,0)(0,0) gLLAQcddefffarjmerj m203(0,0)(0,0) gLLAQcddefffurjaqks toroidal gLLAQcddefffurjaqkb SFS[D(5,3)(3,1)] gLLMQbdeefffdkaeppr SFS[D(4,3)(3,1)] gLLMQbdeefffdkaeqqn SFS[D(4,1)(3,1)] gLLMQbdeefffdkdemmo reducible gLLMQbdeefffdkdeppr SFS[D(5,3)(3,1)] gLLMQbdeefffdkdeqqn SFS[D(5,2)(3,1)] gLLAQbdeefffdwmqalj m007(0,0) gLLAQbdeefffdwqupus toroidal gLLAQbdeefffdwqipus m115(0,0) gLLAQbdeefffdwquuus toroidal gLLAQbdeefffdwqiuus SFS[D(5,2)(3,1)] gLLAQbdeefffdwquaus toroidal gLLAQbdeefffdwqiaus m015(0,0) gLLAQbdeefffdwmqatj m036(0,0) gLLAQbdeefffdwmqaaj SFS[D(3,1)(3,2)] gLLAQbdeefffdwdtttw SFS[D(5,2)(2,1)] gLLAQbdeefffdwdlaar SFS[D(3,1)(2,1)] gLLAQbdeefffdwelaar SFS[D(3,1)(2,1)] gLLAQbdeefffdwahteg m220(0,0) gLLAQbdeefffdwadxxw toroidal gLLAQbdeefffdwedxxw m125(0,0)(0,0) gLLAQbdeefffdwahttr m038(0,0) gLLAQbdeefffdwadalw toroidal gLLAQbdeefffdwedatw SFS[D(3,1)(3,1)] gLLAQbdeefffdwapaqg m036(0,0) gLLAQbdeefffdwepaqg s481(0,0) gLLAQbdeefffdwdpaqg s649(0,0) gLLAQbdeefffdwedaqg s297(0,0) gLLAQbdeefffdwahaqg m036(0,0) gLLAQbdeefffdwehaqg SFS[D(3,1)(3,1)] gLLAQbdeefffdwdhaqg m033(0,0) gLLAQbdeefffdwedalw SFS[D(3,1)(3,2)] gLLAQbdeefffdwapaaw reducible gLLAQbdeefffdwepaaw SFS[D(3,1)(3,2)] gLLAQbdeefffdwedaao SFS[D(3,1)(3,1)] gLLAQbdeefffdwedaak SFS[D(3,1)(3,2)] gLLAQbdeefffdwahaaw reducible gLLAQbdeefffdwehaaw SFS[D(3,1)(3,1)] gLLAQbdeefffdwdhaaw SFS[D(3,1)(3,2)] gLLAQbdeefffdradhaw m410(0,0) gLLAQbdeefffdwedhar s916(0,0) gLLAQbdeefffdwqdaab reducible gLLAQbdeefffdwmdaab SFS[D(3,1)(2,1)] gLLAQbdeefffdwpqatj toroidal gLLAQbdeefffdwxtalc m036(0,0) gLLAQbdeefffdwpqalj toroidal gLLAQbdeefffdwxtatc m033(0,0) gLLAQbdeefffdwpqaaj toroidal gLLAQbdeefffdwxtaac SFS[D(3,1)(3,1)] gLLAQbdeefffdwtaain s648(0,0) gLLAQbdeefffdwtlain m148(0,0) gLLAQbdeefffdkadaaw reducible gLLAQbdeefffdkadaak reducible gLLAQbdeefffdkedaaw SFS[D(3,1)(3,1)] gLLAQbdeefffdkedaao SFS[D(3,1)(3,2)] gLLAQbdeefffdkedaak reducible gLLMQbdeefffdwxeppb SFS[D(4,1)(2,1)] gLLMQbdeefffdwmapqs s726(0,0) gLLMQbdeefffdwmipqs m261(0,0) gLLAQcddefffurjpqnr toroidal gLLAQcddefffurjpqor m058(0,0) gLLMQbdeefffdwpmppf toroidal gLLMQbdeefffdwqmppf SFS[D(5,3)(3,1)] gLLAQcddefffprjudfc toroidal gLLAQcddefffprjudbc m115(0,0) gLLMQbdeefffxnaidmk s869(0,0) gLLMQbdeefffdreuiig toroidal gLLMQbdeefffxvaimmk m137(0,0) gLLMQbdeefffenaiiik toroidal gLLMQbdeefffdweupig s802(0,0) gLLMQbdeefffevaipik m285(0,0) gLLAQcddefffhrjxqkn s691(0,0) gLLAQcddefffacvxxbf m034(0,0) gLLAQcddefffarjtunr toroidal gLLAQcddefffarjtuor toroidal gLLAQcddefffqrjpunr s900(0,0) gLLAQcddefffqrjpuor m372(0,0) gLLAQcdeefffaoaadeo reducible gLLAQcdeefffaoaaimo reducible gLLAQcdeefffacaaiao reducible gLLAQcdeefffacaapuc reducible gLLAQcdeefffacaamic reducible gLLAQcdeefffafedaab reducible gLLAQcdeefffakaahxv reducible gLLAQcdeefffafhxaao reducible gLLAQcdeefffacaahqv reducible gLLAQcdeefffafaqiic reducible gLLAQcdeefffafhxiic toroidal gLLAQcdeefffafhxmmg toroidal gLLAQcdeefffaoaedew SFS[A(3,1)] gLLAQcdeefffavhahxv toroidal gLLAQcdeefffacaeltw reducible gLLAQcdeefffacaellw reducible gLLAQcdeefffacaelaw reducible gLLAQcdeefffafuxpac SFS[D(3,1)(3,1)] gLLAQcdeefffafuxppc SFS[D(3,1)(3,1)] gLLAQcdeefffafuxpuc toroidal gLLAQcdeefffafpmpaj SFS[D(3,1)(3,2)] gLLAQcdeefffafpmppj SFS[D(3,1)(3,2)] gLLAQcdeefffafpmpuj toroidal gLLAQcdeefffafeahdv m004(0,0) gLLAQcdeefffakaadeo reducible gLLAQcdeefffaoaatlr reducible gLLAQcdeefffaoaatar reducible gLLAQcdeefffaoaattr reducible gLLAQcdeefffaramdaj SFS[A(3,1)] gLLAQcdeefffarameaj SFS[A(3,1)] gLLAQcdeefffacaaamg reducible gLLAQcdeefffafmmaan reducible gLLAQcdeefffafimaan reducible gLLAQcdeefffafamaan reducible gLLAQcdeefffacaapur reducible gLLAQcdeefffacaaaef reducible gLLAQcdeefffacaaeef reducible gLLAQcdeefffafamhhn reducible gLLAQcdeefffafamddj SFS[D(3,1)(2,1)] gLLAQcdeefffafamphg m004(0,0) gLLAQcdeefffafampab SFS[D(3,1)(2,1)] gLLAQcdeefffafamppb SFS[D(3,1)(2,1)] gLLAQcdeefffafampub toroidal gLLAQcdeefffafeaddf SFS[A(2,1)] gLLAQcdeefffafxqaas reducible gLLAQcdeefffacaaqxk reducible gLLAQcdeefffafiaqhs toroidal gLLAQcdeefffafmaqhs toroidal gLLAQcdeefffacaqhqn toroidal gLLAQcdeefffafaqmmg reducible gLLAQcdeefffaoaadew reducible gLLAQcdeefffafeaaab reducible gLLAQcdeefffafuadak reducible gLLAQcdeefffafuaeak reducible gLLAQcdeefffafuaeuk SFS[D(3,1)(3,2)] gLLAQcdeefffafuaepk SFS[D(3,1)(3,1)] gLLAQcdeefffafapdar reducible gLLAQcdeefffafapear reducible gLLAQcdeefffafapeur SFS[D(3,1)(3,2)] gLLAQcdeefffafapepr SFS[D(3,1)(3,1)] gLLAQcdeefffafpudaf reducible gLLAQcdeefffafpueaf reducible gLLAQcdeefffafpueuf toroidal gLLAQcdeefffafpuepf toroidal gLLAQcdeefffacaapus reducible gLLAQcdeefffafiaqao reducible gLLAQcdeefffafmaqao reducible gLLAQcdeefffacaaltw reducible gLLAQcdeefffacaallw reducible gLLAQcdeefffacaalaw reducible gLLAQcdeefffakaqaqn toroidal gLLAQcdeefffafaqpab reducible gLLAQcdeefffafaqppb reducible gLLAQcdeefffafaqpub reducible gLLAQcdeefffaoaddew SFS[A(3,1)] gLLAQcdeefffafhtmab m004(0,0) gLLAQcdeefffacadltw reducible gLLAQcdeefffacadllw reducible gLLAQcdeefffacadlaw reducible gLLAQcdeefffaveamaj SFS[D(3,1)(2,1)] gLLAQcdeefffafeamav SFS[D(3,1)(2,1)] gLLAQcdeefffafhamav reducible gLLAQcdeefffafuamav SFS[D(3,1)(2,1)] gLLAQcdeefffafapmab SFS[D(3,1)(2,1)] gLLAQcdeefffafpumao toroidal gLLAQcdeefffafuaqav reducible gLLAQcdeefffafapqab reducible gLLAQcdeefffafpuqao reducible gLLAQcdeefffafuapav SFS[D(3,1)(2,1)] gLLAQcdeefffafappab SFS[D(3,1)(2,1)] gLLAQcdeefffafpupao toroidal gLLAQcdeefffafuappv SFS[D(3,1)(2,1)] gLLAQcdeefffafapppb SFS[D(3,1)(2,1)] gLLAQcdeefffafpuppo toroidal gLLAQcdeefffafuapuv toroidal gLLAQcdeefffafappub toroidal gLLAQcdeefffafpupuo toroidal gLLAQcdeefffaoiauao reducible gLLAQcdeefffaoiapao reducible gLLAQcdeefffaoiaalo reducible gLLAQcdeefffaoiaato reducible gLLAQcdeefffawaadew reducible gLLAQcdeefffakaqpac reducible gLLAQcdeefffakaqalc toroidal gLLAQcdeefffakaqxxc reducible gLLAQcdeefffakhdder toroidal gLLAQcdeefffakhxmmo toroidal gLLAQcdeefffakhahxk toroidal gLLAQcdeefffaolmaib m004(0,0) gLLAQcdeefffakhxuac toroidal gLLAQcdeefffakhxpac toroidal gLLAQcdeefffakhxalc toroidal gLLAQcdeefffakhxatc toroidal gLLAQcdeefffawaedek SFS[A(3,1)] gLLAQcdeefffaopummg reducible gLLAQcdeefffaoapiij reducible gLLAQcdeefffaopuiic reducible gLLAQcdeefffakhaxqn toroidal gLLAQcdeefffaolmman m004(0,0) gLLAQcdeefffakhxiig toroidal gLLAQcdeefffawaedew toroidal gLLAQcdeefffawaeaiv SFS[A(3,1)] gLLAQcdeefffakhxxxc toroidal gLLAQcdeefffaolmimj toroidal gLLAQcdeefffakheder m125(0,0)(0,0) gLLAQcdeefffaoamimc toroidal gLLAQcdeefffawaddew toroidal gLLAQcdeefffakhtimb toroidal gLLAQcdeefffaoeaais SFS[D(3,1)(2,1)] gLLAQcdeefffakeaais SFS[D(3,1)(2,1)] gLLAQcdeefffakuaais SFS[D(3,1)(2,1)] gLLAQcdeefffakpuaig toroidal gLLAQcdeefffakapain SFS[D(3,1)(2,1)] gLLAQcdeefffakhaais reducible gLLAQcdeefffakhaaub reducible gLLAQcdeefffakhauub reducible gLLAQcdeefffakhapub reducible gLLAQcdeefffaweauav reducible gLLAQcdeefffaweapav reducible gLLAQcdeefffaweaalv reducible gLLAQcdeefffaweaulv SFS[D(3,1)(3,1)] gLLAQcdeefffaweaplv SFS[D(3,1)(3,2)] gLLAQcdeefffaweaatv reducible gLLAQcdeefffaweautv SFS[D(3,1)(3,2)] gLLAQcdeefffaweaptv SFS[D(3,1)(3,1)] gLLAQcdeefffaouauav SFS[A(3,1)] gLLAQcdeefffaouapav SFS[A(3,1)] gLLAQcdeefffaouaalv reducible gLLAQcdeefffaouaatv reducible gLLAQcdeefffaoapuab SFS[A(3,1)] gLLAQcdeefffaoappab SFS[A(3,1)] gLLAQcdeefffaoapalb reducible gLLAQcdeefffaoapatb reducible gLLAQcdeefffaopuuao toroidal gLLAQcdeefffaopupao toroidal gLLAQcdeefffaopualo reducible gLLAQcdeefffaopuato reducible gLLAQcdeefffakeamaw SFS[D(3,1)(2,1)] gLLAQcdeefffaoeamaw SFS[D(3,1)(2,1)] gLLAQcdeefffakhamaw reducible gLLAQcdeefffakuamaw SFS[D(3,1)(2,1)] gLLAQcdeefffakapmaj SFS[D(3,1)(2,1)] gLLAQcdeefffakpumac toroidal gLLAQcdeefffakhataf SFS[A(2,1)] gLLAQcdeefffakhattf SFS[A(2,1)] gLLAQcdeefffakhatlf toroidal gLLAQcdeefffaweaimj toroidal gLLAQcdeefffaweaimr toroidal gLLAQcdeefffaweaxxv SFS[A(2,1)] gLLAQcdeefffaweadev SFS[A(2,1)] gLLAQcdeefffawhadev toroidal gLLAQcdeefffawuadev SFS[A(2,1)] gLLAQcdeefffawmpdeb m202(0,0)(0,0) gLLAQcdeefffawipdeb m125(0,0)(0,0) gLLAQcdeefffawapdeb SFS[A(2,1)] gLLAQcdeefffawxudeo m125(0,0)(0,0) gLLAQcdeefffawludeo toroidal gLLAQcdeefffawpudeo toroidal gLLAQcdeefffakeaimv toroidal gLLAQcdeefffakhaimv reducible gLLAQcdeefffakhadev SFS[A(2,1)] gLLAQcdeefffakhadej SFS[A(2,1)] gLLAQcdeefffakhader toroidal gLLAQcdeefffakuaimv toroidal gLLAQcdeefffakapimb toroidal gLLAQcdeefffakpuimo toroidal gLLAQcdeefffaoeaimv toroidal gLLAQcdeefffaohadev SFS[A(2,1)] gLLAQcdeefffaouaxxv reducible gLLAQcdeefffaoapxxb reducible gLLAQcdeefffaopuxxo reducible gLLAQcdeefffakaadek reducible gLLAQcdeefffakaaimk reducible gLLAQcdeefffaraamir reducible gLLAQcdeefffaradqxw toroidal gLLAQcdeefffakaedew SFS[A(3,1)] gLLAQcdeefffasuapev m004(0,0) gLLAQcdeefffasappeb m004(0,0) gLLAQcdeefffaspupeo toroidal gLLAQcdeefffacielaw SFS[D(3,1)(3,1)] gLLAQcdeefffacapqmb SFS[D(3,1)(3,1)] gLLAQcdeefffacieltw toroidal gLLAQcdeefffacmelaw SFS[D(3,1)(3,2)] gLLAQcdeefffacappmb SFS[D(3,1)(3,2)] gLLAQcdeefffacmeltw toroidal gLLAQcdeefffachaqxv toroidal gLLAQcdeefffaceaqev m004(0,0) gLLAQcdeefffarexlac m004(0,0) gLLAQcdeefffarappxb m004(0,0) gLLAQcdeefffarexltc toroidal gLLAQcdeefffaraaqxw reducible gLLAQcdeefffakaqiig reducible gLLAQcdeefffaraeqxw toroidal gLLAQcdeefffarameen SFS[D(3,1)(2,1)] gLLAQcdeefffacameer SFS[D(3,1)(2,1)] gLLAQcdeefffacamhun m004(0,0) gLLAQcdeefffakamaun SFS[D(3,1)(2,1)] gLLAQcdeefffakamuun SFS[D(3,1)(2,1)] gLLAQcdeefffakampun toroidal gLLAQcdeefffacamiac SFS[A(2,1)] gLLAQcdeefffakaddew SFS[A(3,1)] gLLAQcdeefffacidlaw SFS[D(3,1)(3,2)] gLLAQcdeefffacmdlaw SFS[D(3,1)(3,1)] gLLAQcdeefffacaplin SFS[D(3,1)(3,2)] gLLAQcdeefffacaphin SFS[D(3,1)(3,1)] gLLAQcdeefffacidltw toroidal gLLAQcdeefffacmdltw toroidal gLLAQcdeefffakhtain m004(0,0) gLLAQcdeefffaseaiar SFS[D(3,1)(2,1)] gLLAQcdeefffaseaiaj SFS[D(3,1)(2,1)] gLLAQcdeefffashalav SFS[A(2,1)] gLLAQcdeefffasaphab SFS[A(2,1)] gLLAQcdeefffashaltv toroidal gLLAQcdeefffaceaiav SFS[D(3,1)(2,1)] gLLAQcdeefffacualav SFS[D(3,1)(2,1)] gLLAQcdeefffacualar SFS[D(3,1)(2,1)] gLLAQcdeefffacualaj reducible gLLAQcdeefffacaplab SFS[D(3,1)(2,1)] gLLAQcdeefffacaplaf SFS[D(3,1)(2,1)] gLLAQcdeefffacaplac reducible gLLAQcdeefffacpulao toroidal gLLAQcdeefffacpulak toroidal gLLAQcdeefffacpulaw reducible gLLAQcdeefffacapllb SFS[D(3,1)(2,1)] gLLAQcdeefffacapllf SFS[D(3,1)(2,1)] gLLAQcdeefffacapllc reducible gLLAQcdeefffacapltb toroidal gLLAQcdeefffacapltf toroidal gLLAQcdeefffacapltc reducible gLLAQcdeefffacpulto toroidal gLLAQcdeefffacpultk toroidal gLLAQcdeefffacpultw reducible gLLAQcdeefffareaiav SFS[D(3,1)(2,1)] gLLAQcdeefffareahav reducible gLLAQcdeefffarealav SFS[D(3,1)(2,1)] gLLAQcdeefffarapiab SFS[D(3,1)(2,1)] gLLAQcdeefffarealtv toroidal gLLAQcdeefffakaadew reducible gLLAQcdeefffaomahas reducible gLLAQcdeefffaoiahas reducible gLLAQcdeefffakaatas reducible gLLAQcdeefffakaatts reducible gLLAQcdeefffacialaw reducible gLLAQcdeefffacmalaw reducible gLLAQcdeefffacapeaj reducible gLLAQcdeefffacapdaj reducible gLLAQcdeefffacialtw reducible gLLAQcdeefffacmaltw reducible gLLAQcdeefffakaamar reducible gLLAQcdeefffacaqhac reducible gLLAQcdeefffaoaqtag SFS[A(2,1)] gLLAQcdeefffaoaqttg SFS[A(2,1)] gLLAQcdeefffaoaqtlg toroidal gLLAQcedefffadvealw reducible gLLAQcedefffaivmalj SFS[A(3,1)] gLLAQcdeefffdwppeev toroidal gLLAQcdeefffdwiaeeo SFS[A(3,1)] gLLAQcdeefffdwuueeb toroidal gLLAQcdeefffdwmaeeo SFS[A(3,1)] gLLAQcedefffadveplw toroidal gLLAQcedefffadveptw toroidal gLLAQcdeefffiwlhmmg toroidal gLLAQcedefffaavximc toroidal gLLAQcedefffadvedew toroidal gLLAQcedefffahvedew toroidal gLLAQcedefffaivmixj m125(0,0)(0,0) gLLAQcedefffaavxdec toroidal gLLAQcdeefffdwaqeef SFS[A(2,1)] gLLAQcedefffaivmdxj toroidal gLLMQcdeefffaopeaac SFS[D(2,1)(2,1)] gLLAQcdeeffftcxqqqn SFS[D(4,1)(2,1)] gLLAQcdeeffflfamphg SFS[D(4,1)(2,1)] gLLAQcdeeffflcxqqqn SFS[D(8,3)(2,1)] gLLAQcdeeffflglqddw m015(0,0) gLLAQcedeffflavtttg T2xI gLLAQcdeefffhfmaaaj toroidal gLLAQcdeefffhsmaaxj s554(0,0) gLLAQcdeeffflfampab toroidal gLLAQcdeeffflfampub SFS[D(5,2)(2,1)] gLLAQcdeefffhfiaaaj toroidal gLLAQcdeeffflcuaqmv m033(0,0) gLLAQcdeeffflcapqmb m033(0,0) gLLAQcdeeffflcpuqmo m033(0,0) gLLAQcdeeffflcuapmv m007(0,0) gLLAQcdeeffflcappmb m010(0,0) gLLAQcdeeffflcpupmo m036(0,0) gLLAQcdeefffhfiaxao m148(0,0) gLLAQcdeefffdfiaxpo m015(0,0) gLLAQcdeefffdriaxxo m032(0,0) gLLAQcdeeffflraqllf T2xI gLLAQcdeeffflrexllc m015(0,0) gLLAQcdeefffhsiaaxj s702(0,0) gLLAQcedeffflavxxxc toroidal gLLAQcdeeffflopualo SFS[D(3,1)(3,2)] gLLAQcdeefffloapalb toroidal gLLAQcdeefffhkhathn toroidal gLLAQcdeeffflkhxxxc m148(0,0) gLLAQcdeefffdfmaxpo SFS[D(4,1)(2,1)] gLLAQcdeefffhfmaxao m009(0,0) gLLAQcdeeffflfpmpuj m010(0,0) gLLAQcdeeffflgpuido m010(0,0) gLLAQcdeeffflfpmppj m036(0,0) gLLAQcdeeffflgapidb m007(0,0) gLLAQcdeeffflfpmpaj m007(0,0) gLLAQcdeeffflguaidv m036(0,0) gLLAQcdeefffdrmaxxo m009(0,0) gLLAQcdeefffloaqttg T2xI gLLAQcdeeffftrexllc SFS[D(4,1)(2,1)] gLLAQcdeefffpvmaxuo SFS[D(3,1)(3,2)] gLLAQcdeeffflopuato SFS[D(3,1)(3,1)] gLLAQcdeeffftoapatb toroidal gLLAQcdeefffloapatb toroidal gLLAQcdeeffflouaatv SFS[D(3,1)(3,1)] gLLAQcdeefffhkhamhn toroidal gLLAQcdeeffflkaqxxc toroidal gLLAQcdeeffftkhxxxc m009(0,0) gLLAQcdeeffflguaddw m006(0,0) gLLAQcdeeffflgpuddc m016(0,0) gLLAQcdeefffdoiaado T2xI gLLAQcdeefffhoiaaho toroidal gLLAQcdeeffflvappab toroidal gLLAQcdeeffflvpupao toroidal gLLAQcdeeffflvuappv toroidal gLLAQcdeeffflvpuppo toroidal gLLAQcdeeffflvuapuv toroidal gLLAQcdeeffflvappub toroidal gLLAQcdeeffflvpupuo toroidal gLLAQcdeeffflgappab toroidal gLLAQcdeeffflgpupao SFS[D(5,2)(2,1)] gLLAQcdeeffflguappv toroidal gLLAQcdeeffflgpuppo toroidal gLLAQcdeeffflguapuv toroidal gLLAQcdeeffflgappub SFS[D(5,2)(2,1)] gLLAQcdeeffflgpupuo toroidal gLLAQcdeeffflfappab m011(0,0) gLLAQcdeeffflfpupao m019(0,0) gLLAQcdeeffflfuappv m006(0,0) gLLAQcdeeffflfpuppo m016(0,0) gLLAQcdeeffflfuapuv m016(0,0) gLLAQcdeeffflfappub m019(0,0) gLLAQcdeeffflfpupuo toroidal gLLAQcdeeffflfaqpab toroidal gLLAQcdeeffflfaqpub toroidal gLLAQcdeefffloiaalo toroidal gLLAQcdeeffflomaato toroidal gLLAQcdeefffloiaato toroidal gLLAQcdeeffflguahhs toroidal gLLAQcdeeffflgpuhhg toroidal gLLAQcdeefffdfhaiqj toroidal gLLAQcdeefffdwltadk T2xI gLLAQcdeefffiwlhpig toroidal gLLAQcdeefffiwlhaqg toroidal gLLAQcdeefffiwepaio SFS[D(2,1)(2,1)] gLLAQcdeefffdkhaliw toroidal gLLAQcdeefffdkhxadf s940(0,0)(0,0) gLLAQcedefffdhvqadf m129(0,0)(0,0) gLLMQcdeefffdgedhqr SFS[D(5,3)(3,1)] gLLMQcdeefffdkhpeag m222(0,0) gLLAQcdeefffdoapadb toroidal gLLAQcdeefffhoapahb toroidal gLLAQcdeefffpoapapb toroidal gLLAQcdeefffpoapppb toroidal gLLAQcdeefffpoapupb m125(0,0)(0,0) gLLAQcdeefffuoaauuo toroidal gLLAQcdeefffuoaaauo toroidal gLLAQcdeefffpgapllf SFS[D(2,1)(2,1)] gLLAQcdeefffpfaqaav SFS[D(2,1)(2,1)] gLLAQcdeefffhgaqllf SFS[D(2,1)(2,1)] gLLAQcdeefffhsamxxc SFS[D(2,1)(2,1)] gLLAQcdeefffpgamapv reducible gLLAQcdeefffhfputts SFS[D(5,2)(3,1)] gLLAQcdeefffdfputts SFS[D(5,3)(3,1)] gLLAQcdeefffpfputts reducible gLLAQcdeefffpcpuxxw reducible gLLAQcdeefffhfuattn SFS[D(4,1)(3,1)] gLLAQcdeefffdfuattn SFS[D(4,3)(3,1)] gLLAQcdeefffpcuaxxj reducible gLLAQcdeefffdcaqlpf m015(0,0) gLLAQcdeefffucepeeo SFS[D(4,1)(2,1)] gLLAQcdeefffpceuxxb SFS[D(5,2)(2,1)] gLLAQcdeefffqcalhun m004(0,0) gLLAQcdeefffhramiiw SFS[D(2,1)(2,1)] gLLAQcdeefffpgamalk SFS[D(5,2)(2,1)] gLLAQcdeefffpflqttn SFS[D(4,1)(2,1)] gLLAQcdeefffhkhappj m129(0,0)(0,0) gLLAQcdeefffpvapapv SFS[A(4,1)] gLLAQcdeefffpopuppo SFS[A(5,2)] gLLAQcdeefffpvapaav T2xI gLLAQcdeefffpvpuaab SFS[A(5,2)] gLLAQcdeefffpouappv SFS[A(4,1)] gLLAQcdeefffhsaptig m015(0,0) gLLAQcdeefffqkhduun m160(0,0) gLLAQcdeefffiwalain toroidal gLLAQcdeefffpvaqllf SFS[D(2,1)(2,1)] gLLAQcdeefffhfapitw m007(0,0) gLLMQcdeefffaclhmhw SFS[D(5,2)(2,1)] gLLAQcdeefffqraleeo SFS[D(5,1)(2,1)] gLLAQcdeefffqraleer SFS[D(2,1)(2,1)] gLLAQcdeefffdkaqadf m129(0,0)(0,0) gLLAQcdeefffqkalpun m137(0,0) gLLAQcdeefffqkalaun m038(0,0) gLLAQcdeefffqkaluun SFS[D(5,1)(2,1)] gLLAQcdeefffpfaqlqf SFS[D(4,1)(3,1)] gLLAQcdeefffpfaqtmg SFS[D(4,3)(3,1)] gLLAQcdeefffpfaqapv toroidal gLLAQcdeefffpfaqlef SFS[D(5,2)(3,1)] gLLAQcdeefffpfaqthg SFS[D(5,3)(3,1)] gLLAQcdeefffpfaqauv toroidal gLLAQcdeefffpgudllr toroidal gLLAQcdeefffpguellr toroidal gLLAQcdeefffpguallr toroidal gLLAQcdeefffqraleen SFS[D(7,2)(2,1)] gLLAQcdeefffhsamdxs m004(0,0) gLLMQcdeefffarluhto SFS[D(5,2)(2,1)] gLLAQcdeefffiwlhuug toroidal gLLAQcedefffhavuahb toroidal gLLAQcedefffpavuapb toroidal gLLAQcedefffpavuppb toroidal gLLAQcedefffpavuupb m125(0,0)(0,0) gLLAQcedefffppvappo toroidal gLLAQcedefffhavulmb m038(0,0) gLLAQcdeefffdopuado s780(0,0)(0,0) gLLAQcdeefffhopuaho s785(0,0)(0,0) gLLAQcdeefffpopuapo s785(0,0)(0,0) gLLAQcdeefffpopuupo s898(0,0)(0,0) gLLAQcdeefffpouaupv s647(0,0)(0,0) gLLAQcdeefffpvpuapb s785(0,0)(0,0) gLLAQcdeefffhkhaphj m292(0,0)(0,0) gLLAQcdeefffhsputis s730(0,0) gLLAQcdeefffhfpuitj s949(0,0) gLLAQcdeefffhkhapdj toroidal gLLAQcdeefffhsuatin m120(0,0) gLLAQcdeefffiwlhaug toroidal gLLAQcdeefffiwlhpug toroidal gLLAQcedefffppvaapo SFS[A(2,1)] gLLAQcedefffpuvpupv m202(0,0)(0,0) gLLAQcedefffhhvapdo SFS[A(2,1)] gLLAQcedefffhqvtpdk m137(0,0) gLLAQcedefffhpvalmo SFS[D(5,1)(2,1)] gLLAQcdeefffqkhdpun s939(0,0) gLLAQcdeefffhfuaitc s847(0,0) gLLAQcdeefffqkhdaun s581(0,0) gLLPQcdefeffacaxxxf reducible gLLPQcdefeffaraxxxf reducible gLLPQcdefeffasattak SFS[A(3,1)] gLLPQcdefeffasatttk reducible gLLPQcdefeffaraxxeg toroidal gLLPQcdefeffacaxxxg reducible gLLPQcdefeffacatttw reducible gLLPQcdefeffacdptmf SFS[D(4,1)(2,1)] gLLPQcdefeffarmhdif SFS[D(5,2)(2,1)] gLLPQcdefeffaceptmf m015(0,0) gLLPQcdefeffasappxb T2xI gLLPQcdefeffarapqxb toroidal gLLPQcdefeffaceexmo toroidal gLLPQcdefeffaceexxo toroidal gLLPQcdefeffaceetmo m006(0,0) gLLPQcdefeffaceetxo m016(0,0) gLLPQcdefeffaceeumo toroidal gLLPQcdefeffaceeuxo toroidal gLLPQcdefeffareummj m137(0,0) gLLPQcdefeffarmuxxc m129(0,0)(0,0) gLLPQcdefeffastqplb SFS[D(5,2)(2,1)] gLLPQcdefeffacteqqj SFS[D(5,2)(2,1)] gLLPQcdefeffacdeqqf SFS[D(4,1)(2,1)] gLLPQcdefeffacqeuij m007(0,0) gLLPQcdefeffasalpxb T2xI gLLPQcdefeffaralqxb toroidal gLLPQcdefeffacdexxo toroidal gLLPQcdefeffacdeuxo m019(0,0) gLLPQcdefeffacdetxo SFS[D(5,2)(2,1)] gLLPQcdefeffacdexmo toroidal gLLPQcdefeffacdeumo m011(0,0) gLLPQcdefeffacdetmo toroidal gLLPQcdefeffasadpus SFS[D(2,1)(2,1)] gLLPQcdefeffasalxlc SFS[A(2,1)] gLLPQcdefeffaoaulur SFS[A(2,1)] gLLPQcdefeffaouuiuk T2xI gLLPQcdefeffaopuhuf T2xI gLLPQcdefeffakatqtk SFS[D(3,1)(2,1)] gLLPQcdefeffakatetk SFS[D(3,1)(2,1)] gLLPQcdefeffaraqxqg reducible gLLPQcdefeffakateto SFS[D(3,1)(2,1)] gLLPQcdefeffacaexeo reducible gLLPQcdefeffacaeueo SFS[D(3,1)(2,1)] gLLPQcdefeffacaeteo SFS[D(3,1)(2,1)] gLLPQcdefeffacaetek SFS[D(3,1)(2,1)] gLLPQcdefeffacaetew reducible gLLPQcdefeffacaexxo reducible gLLPQcdefeffacaeuxo toroidal gLLPQcdefeffacaetxo toroidal gLLPQcdefeffacaexmo reducible gLLPQcdefeffacaeumo SFS[D(3,1)(2,1)] gLLPQcdefeffacaetmo SFS[D(3,1)(2,1)] gLLPQcdefeffacaemmv SFS[D(2,1)(2,1)] gLLPQcdefeffacaemxv SFS[D(2,1)(2,1)] gLLPQcdefeffacpexxf SFS[D(4,3)(3,1)] gLLPQcdefeffacpexxb toroidal gLLPQcdefeffacpexxc SFS[D(4,1)(3,1)] gLLPQcdefeffacueemk toroidal gLLPQcdefeffacueemo toroidal gLLPQcdefeffacueemw toroidal gLLPQcdefeffacpexmf SFS[D(5,3)(3,1)] gLLPQcdefeffacpexmb toroidal gLLPQcdefeffacpexmc SFS[D(5,2)(3,1)] gLLPQcdefeffawalllc reducible gLLPQcdefeffawaeeeo reducible gLLPQcdefeffakaeeeo reducible gLLPQcdefeffaoaeeeo reducible gLLPQcdefeffaoalllr reducible gLLPQcdefeffaoaeeek reducible gLLPQcdefeffaoaqqqf reducible gLLPQcdefeffaoplhlf SFS[A(3,1)] gLLPQcdefeffakallls toroidal gLLPQcdefeffakallas SFS[A(3,1)] gLLPQcdefeffakaeeew reducible gLLPQcdefeffakaeeek reducible gLLPQcdefeffakaqqqv reducible gLLPQcdefeffaodeiif SFS[D(4,1)(3,1)] gLLPQcdefeffaodhiif SFS[D(4,3)(3,1)] gLLPQcdefeffawqhlmb m004(0,0) gLLPQcdefeffawteteo SFS[D(3,1)(2,1)] gLLPQcdefeffaodeiej SFS[D(3,1)(2,1)] gLLPQcdefeffaoqqqqo SFS[A(2,1)] gLLPQcdefeffakdldlf SFS[D(3,1)(2,1)] gLLPQcdefeffawmehuf SFS[D(4,1)(2,1)] gLLPQcdefeffakeqltk SFS[D(5,2)(2,1)] gLLPQcdefeffakeqqtk m011(0,0) gLLPQcdefeffakeqetk m017(0,0) gLLPQcdefeffakeueek m036(0,0) gLLPQcdefeffawmhhuf SFS[D(5,2)(2,1)] gLLPQcdefeffaomhtif m015(0,0) gLLPQcdefeffakedltk SFS[D(4,1)(2,1)] gLLPQcdefeffakedqtk m019(0,0) gLLPQcdefeffakedetk m016(0,0) gLLPQcdefeffakeheek m007(0,0) gLLPQcdefeffawelllc SFS[A(3,1)] gLLPQcdefeffaweeeeo reducible gLLPQcdefeffaoeeeeo SFS[D(3,1)(3,2)] gLLPQcdefeffaoxqiqn m004(0,0) gLLPQcdefeffakeeeeo SFS[D(3,1)(3,1)] gLLPQcdefeffakeeeew reducible gLLPQcdefeffakeeeek SFS[D(3,1)(3,2)] gLLPQcdefeffakxldlj toroidal gLLPQcdefeffakxldaj m148(0,0) gLLPQcdefeffakxldtj m009(0,0) gLLPQcdefeffaoehiif SFS[D(5,3)(3,1)] gLLPQcdefeffakdqltk SFS[D(4,1)(2,1)] gLLPQcdefeffakdqqtk toroidal gLLPQcdefeffakdqetk SFS[D(4,1)(2,1)] gLLPQcdefeffakddltk SFS[D(5,2)(2,1)] gLLPQcdefeffakddqtk toroidal gLLPQcdefeffakddetk SFS[D(5,2)(2,1)] gLLPQcdefeffakdheek toroidal gLLPQcdefeffaktdxqr SFS[D(4,1)(2,1)] gLLPQcdefeffakqpmlf toroidal gLLPQcdefeffakqpmtf SFS[D(5,2)(2,1)] gLLPQcdefeffawdlllc SFS[A(3,1)] gLLPQcdefeffawdeeeo reducible gLLPQcdefeffaodeeeo SFS[D(3,1)(3,1)] gLLPQcdefeffakdeeeo SFS[D(3,1)(3,2)] gLLPQcdefeffakdeeew reducible gLLPQcdefeffakdeeek SFS[D(3,1)(3,1)] gLLPQcdefeffaktqxqr m004(0,0) gLLPQcdefeffakqlmlf toroidal gLLPQcdefeffakqlmaf SFS[D(8,3)(2,1)] gLLPQcdefeffakqlmtf SFS[D(4,1)(2,1)] gLLPQcdefeffawalxxb toroidal gLLPQcdefeffakaldxb SFS[D(2,1)(2,1)] gLLPQcdefeffakaldms SFS[D(2,1)(2,1)] gLLPQcdefeffakpqqtc SFS[D(4,1)(3,1)] gLLPQcdefeffakpqqtb reducible gLLPQcdefeffakpqqtf SFS[D(4,3)(3,1)] gLLPQcdefeffakuqttw SFS[D(5,2)(3,1)] gLLPQcdefeffakuqtto reducible gLLPQcdefeffakuqttk SFS[D(5,3)(3,1)] gLLPQcdefeffawapxxb toroidal gLLPQcdefeffawaddlj SFS[D(5,1)(2,1)] gLLPQcdefeffaoadxlj SFS[D(5,1)(2,1)] gLLPQcdefeffaoaddlj SFS[D(7,2)(2,1)] gLLPQcdefeffaoadilj SFS[D(2,1)(2,1)] gLLPQcdefeffakapdxb SFS[D(2,1)(2,1)] gLLPQcdefeffakaddlj SFS[D(2,1)(2,1)] gLLPQcdefeffakpdqtc SFS[D(5,2)(3,1)] gLLPQcdefeffakpdqtb reducible gLLPQcdefeffakpdqtf SFS[D(5,3)(3,1)] gLLPQcdefeffakudttw toroidal gLLPQcdefeffakudtto reducible gLLPQcdefeffakudttk toroidal gLLPQcdefeffaoadius SFS[D(2,1)(2,1)] gLLPQcdefeffakapdlf reducible gLLPQcdefeffawaxxxb reducible gLLPQcdefeffaoaxixb reducible gLLPQcdefeffakaxdxb toroidal gLLPQcdefeffakaudun SFS[D(3,1)(2,1)] gLLPQcdefeffakatdtj SFS[D(3,1)(2,1)] gLLPQcdefeffaoaxxxs reducible gLLPQcdefeffaoaxdxs SFS[D(3,1)(2,1)] gLLPQcdefeffakaxxxk toroidal gLLPQcdefeffakaxdxs SFS[D(3,1)(2,1)] gLLPQcdefeffakaxdxk SFS[D(3,1)(2,1)] gLLPQcdefeffakatxtr SFS[D(3,1)(2,1)] gLLPQcdefeffakauduw SFS[D(3,1)(2,1)] gLLPQcdefeffakatitr reducible gLLPQcdefeffakatdtr SFS[D(3,1)(2,1)] gLLPQcdefeffawaldlf SFS[D(3,1)(2,1)] gLLPQcdefeffawalilf SFS[D(3,1)(2,1)] gLLPQcdefeffawaeier SFS[D(3,1)(2,1)] gLLPQcdefeffawaqiqk reducible gLLPQcdefeffaoalxlf SFS[D(3,1)(2,1)] gLLPQcdefeffaoaldlf SFS[D(3,1)(2,1)] gLLPQcdefeffaoaeier SFS[D(3,1)(2,1)] gLLPQcdefeffaoaeiev reducible gLLPQcdefeffaoaeiej SFS[D(3,1)(2,1)] gLLPQcdefeffaoaqiqk SFS[D(3,1)(2,1)] gLLPQcdefeffakalxlf SFS[D(3,1)(2,1)] gLLPQcdefeffakaldlw SFS[D(3,1)(2,1)] gLLPQcdefeffakaldln SFS[D(3,1)(2,1)] gLLPQcdefeffakalilf SFS[D(3,1)(2,1)] gLLPQcdefeffakaexer SFS[D(3,1)(2,1)] gLLPQcdefeffakaeder SFS[D(3,1)(2,1)] gLLPQcdefeffakaeier toroidal gLLPQcdefeffakaqxqk reducible gLLPQcdefeffakaqdqk SFS[D(3,1)(2,1)] gLLPQcdefeffakaqiqk SFS[D(3,1)(2,1)] gLLPQcdefeffakplqlk SFS[D(3,1)(2,1)] gLLPQcdefeffakpeeef SFS[D(3,1)(2,1)] gLLPQcdefeffakpeqef toroidal gLLPQcdefeffakpeqmf SFS[D(5,2)(2,1)] gLLPQcdefeffakpeqxf m016(0,0) gLLPQcdefeffakpelef SFS[D(3,1)(2,1)] gLLPQcdefeffakpqqqr SFS[D(3,1)(2,1)] gLLPQcdefeffakpqqir toroidal gLLPQcdefeffakpqqur m006(0,0) gLLPQcdefeffakultlr SFS[D(3,1)(2,1)] gLLPQcdefeffakuemek toroidal gLLPQcdefeffakuetek m003(0,0) gLLPQcdefeffakuetmk SFS[D(4,1)(2,1)] gLLPQcdefeffakuetxk m017(0,0) gLLPQcdefeffakuehek SFS[D(3,1)(2,1)] gLLPQcdefeffakuqtqf toroidal gLLPQcdefeffakuqtif SFS[D(5,2)(2,1)] gLLPQcdefeffakuqtuf m016(0,0) gLLPQcdeffefavalllf PxS^1 gLLPQcdeffefavaliqf SFS[D(3,1)(3,2)] gLLPQcdeffefavaealr SFS[D(3,1)(3,2)] gLLPQcdeffefavaqqqk reducible gLLPQcdeffefavaqmqk reducible gLLPQcdeffefavaeaqr SFS[D(3,1)(3,1)] gLLPQcdeffefavaeeer reducible gLLPQcdeffefavaeaer reducible gLLPQcdeffefavplhmk m036(0,0) gLLPQcdeffefavpqpmr m007(0,0) gLLPQcdeffefavpeahf m007(0,0) gLLPQcdeffefavpeatf toroidal gLLPQcdeffefavpeemf reducible gLLPQcdeffefavpeamf SFS[D(3,1)(3,1)] gLLPQcdeffefavpedmf SFS[D(3,1)(3,2)] gLLPQcdeffefafaqqqo reducible gLLPQcdeffefafaeeec reducible gLLPQcdeffefafaeaec SFS[A(3,1)] gLLPQcdeffefagalllv reducible gLLPQcdeffefagaqqqw toroidal gLLPQcdeffefagaeees reducible gLLPQcdeffefagaeaes toroidal gLLPQcdefeffavalxpf SFS[A(2,1)] gLLPQcdefeffavaluuf SFS[A(2,1)] gLLPQcdefeffavaltaf SFS[A(2,1)] gLLPQcdefeffafaqudo SFS[D(3,1)(2,1)] gLLPQcdefeffavaltag toroidal gLLPQcdefeffafaltag SFS[A(2,1)] gLLPQcdefeffafttatv SFS[A(2,1)] gLLPQcdefeffavaltav SFS[A(2,1)] gLLPQcdeffefafapllg reducible gLLPQcdeffefagahalc m004(0,0) gLLPQcdeffefagahees reducible gLLPQcdeffefagahaes SFS[D(3,1)(3,1)] gLLPQcdeffefagahdes SFS[D(3,1)(3,2)] gLLPQcdeffefacaeepr reducible gLLPQcdeffefacaeapr SFS[D(3,1)(2,1)] gLLPQcdeffefacaedpr SFS[D(3,1)(2,1)] gLLPQcdeffefacaeahr m003(0,0) gLLPQcdeffefacaeadr toroidal gLLPQcdeffefacpeaif SFS[D(4,1)(2,1)] gLLPQcdeffefacpeaqf SFS[D(5,2)(2,1)] gLLPQcdeffefacuealk m017(0,0) gLLPQcdeffefacueatk m016(0,0) gLLPQcdeffefacaeapc SFS[D(3,1)(2,1)] gLLPQcdeffefacaeahc SFS[D(3,1)(2,1)] gLLPQcdeffefacpeauw m006(0,0) gLLPQcdeffefacpeaiw toroidal gLLPQcdeffefacpeaqw toroidal gLLPQcdeffefacueaaj toroidal gLLPQcdeffefacuealj m011(0,0) gLLPQcdeffefacueatj toroidal gLLPQcdeffefagapmec SFS[D(3,1)(2,1)] gLLPQcdeffefagapmes SFS[D(3,1)(2,1)] gLLPQcdeffefacaeaps toroidal gLLPQcdeffefagahllw SFS[D(3,1)(2,1)] gLLPQcdeffefagahhqw toroidal gLLPQcdeffefagahieo SFS[D(3,1)(2,1)] gLLPQcdeffefagahiew m003(0,0) gLLPQcdeffefacaeahs toroidal gLLPQcdeffefagadaeg reducible gLLPQcdeffefagadaev toroidal gLLPQcdeffefacaeads toroidal gLLPQcdeffefacpeaun m016(0,0) gLLPQcdeffefacpeain SFS[D(4,1)(2,1)] gLLPQcdeffefacpeaqn m019(0,0) gLLPQcdeffefacueaag SFS[D(5,2)(2,1)] gLLPQcdeffefacuealg SFS[D(5,2)(2,1)] gLLPQcdeffefacueatg toroidal gLLPQcdefeffaralxxg reducible gLLPQcdefeffasaqulo m004(0,0) gLLPQcdefeffaspqalv m015(0,0) gLLPQcdefeffasttplb SFS[D(4,1)(2,1)] gLLPQcdefeffacaeuus reducible gLLPQcdefeffacaeuqs SFS[D(3,1)(3,2)] gLLPQcdefeffacaeuis SFS[D(3,1)(3,1)] gLLPQcdefeffakaqltk toroidal gLLPQcdefeffakaqetk m003(0,0) gLLPQcdefeffakaqqtk SFS[D(3,1)(2,1)] gLLPQcdefeffakaqqak reducible gLLPQcdefeffakaqqlk SFS[D(3,1)(2,1)] gLLPQcdefeffaoaqqao SFS[A(2,1)] gLLPQcdeffefavdeaxn toroidal gLLPQcdeffefavdeaxw SFS[D(4,1)(2,1)] gLLPQcdeffefavdeaxf SFS[D(4,1)(2,1)] gLLPQcdeffefafteamc m009(0,0) gLLPQcdeffefagqeaej m010(0,0) gLLPQcdeffefavttatf m129(0,0)(0,0) gLLPQcdeffefafttamv toroidal gLLPQcdeffefafttahv toroidal gLLPQcdeffefagttatg m129(0,0)(0,0) gLLPQcdeffefagqhaej m007(0,0) gLLPQcdeffefafddadb toroidal gLLPQcdeffefagqhllb SFS[D(4,1)(3,1)] gLLPQcdeffefafdueif toroidal gLLPQcdeffefafduaif SFS[D(5,2)(2,1)] gLLPQcdeffefafqxllr toroidal gLLPQcdeffefafttqhk m009(0,0) gLLPQcdeffefacttpac SFS[D(3,1)(3,2)] gLLPQcdeffefafqqaqo toroidal gLLPQcdeffefafmeatf SFS[D(4,1)(2,1)] gLLPQcdeffefageqqqw toroidal gLLPQcdeffefagmhehf SFS[D(4,1)(2,1)] gLLPQcdeffefagmhdhf SFS[D(5,2)(2,1)] gLLPQcdeffefagehhqw toroidal gLLPQcdeffefafxxhin toroidal gLLPQcdeffefafmuatf SFS[D(5,2)(2,1)] gLLPQcdeffefafxqain m038(0,0) gLLPQcdeffefasepqaf toroidal gLLPQcdeffefarepqaf SFS[D(5,2)(2,1)] gLLPQcdeffefacepqaf SFS[D(5,2)(2,1)] gLLPQcdeffefacmdadr m009(0,0) gLLPQcdefeffardummj m038(0,0) gLLPQcdefeffakxphtc m015(0,0) gLLPQcdeffefavxdatf m137(0,0) gLLPQcdeffefafedadb m125(0,0)(0,0) gLLPQcdeffefagmhllb SFS[D(4,3)(3,1)] gLLPQcdefeffafdtudo SFS[D(5,2)(2,1)] gLLPQcdefeffafttpdb SFS[D(4,1)(2,1)] gLLPQcdefeffafttpxb m015(0,0) gLLPQcdefeffafttpib m004(0,0) gLLPQcdeffefagdqqqw toroidal gLLPQcdeffefarttaqf m015(0,0) gLLPQcdeffefacdtaas SFS[D(4,1)(2,1)] gLLPQcdeffefacttaug m015(0,0) gLLPQcdeffefacqtapn m004(0,0) gLLPQcdeffefavtdaxr SFS[D(4,1)(2,1)] gLLPQcdeffefagdhhqw toroidal gLLPQcdeffefavtqaxr m004(0,0) gLLPQcdeffefavaqqxv reducible gLLPQcdeffefafaeadf T2xI gLLPQcdeffefagaeeif reducible gLLPQcdeffefagaedif reducible gLLPQcdeffefavaplxb T2xI gLLPQcdeffefafapldb toroidal gLLPQcdeffefagppllo toroidal gLLPQcdeffefagpdqlc m019(0,0) gLLPQcdeffefagphelg SFS[D(5,2)(2,1)] gLLPQcdeffefagphdlg SFS[D(4,1)(2,1)] gLLPQcdeffefaguplhv toroidal gLLPQcdeffefagudqhw m011(0,0) gLLPQcdeffefaguhehs toroidal gLLPQcdeffefaguhdhs SFS[D(5,2)(2,1)] gLLPQcdeffefafadadb toroidal gLLPQcdeffefagadaib SFS[D(2,1)(2,1)] gLLPQcdeffefagppmlj SFS[D(5,3)(3,1)] gLLPQcdeffefagphilb reducible gLLPQcdeffefagphllb reducible gLLPQcdeffefagpdaln SFS[D(5,2)(3,1)] gLLPQcdeffefagupmhc SFS[D(4,3)(3,1)] gLLPQcdeffefaguhiho reducible gLLPQcdeffefaguhlho reducible gLLPQcdeffefagudahg SFS[D(4,1)(3,1)] gLLPQcdefeffakqxhxk reducible gLLPQcdefeffakqxtxk toroidal gLLPQcdefeffakqxmxk toroidal gLLPQcdefeffakqutuf SFS[D(7,3)(2,1)] gLLPQcdefeffakqumuf SFS[D(8,3)(2,1)] gLLPQcdefeffakqtttr SFS[D(2,1)(2,1)] gLLPQcdefeffakqxmxs toroidal gLLPQcdefeffakqumuw SFS[D(7,3)(2,1)] gLLPQcdefeffakqtmtv SFS[D(2,1)(2,1)] gLLPQcdefeffakqxmxb reducible gLLPQcdeffefavalmdf SFS[D(2,1)(2,1)] gLLPQcdeffefavaeidr SFS[D(7,2)(2,1)] gLLPQcdeffefavaeiir toroidal gLLPQcdeffefavaqaxk SFS[D(2,1)(2,1)] gLLPQcdeffefavaqadk SFS[D(5,1)(2,1)] gLLPQcdeffefavaqaik SFS[D(7,2)(2,1)] gLLPQcdeffefavplpek toroidal gLLPQcdeffefavpqaqr m038(0,0) gLLPQcdeffefavulpmr toroidal gLLPQcdeffefavuqatf m137(0,0) gLLPQcdeffefafalpdf SFS[D(2,1)(2,1)] gLLPQcdeffefafalmif SFS[D(2,1)(2,1)] gLLPQcdeffefafaeiir SFS[D(7,2)(2,1)] gLLPQcdeffefafaqaik SFS[D(5,1)(2,1)] gLLPQcdeffefagaqaik SFS[D(2,1)(2,1)] gLLPQcdefeffafauuuo reducible gLLPQcdefeffavauuao SFS[A(3,1)] gLLPQcdefeffafauuuw reducible gLLPQcdefeffafauuuk reducible gLLPQcdefeffafatttv reducible gLLPQcdefeffavqluuo toroidal gLLPQcdefeffaftqddo SFS[D(4,3)(3,1)] gLLPQcdefeffafequdo m006(0,0) gLLPQcdefeffavaeuuo reducible gLLPQcdefeffafaeuuo SFS[D(3,1)(3,2)] gLLPQcdefeffafeuuuo SFS[D(3,1)(3,1)] gLLPQcdefeffafeuuuw reducible gLLPQcdefeffafeuuuk SFS[D(3,1)(3,2)] gLLPQcdefeffavalpxf T2xI gLLPQcdefeffafuqdmf SFS[D(4,1)(2,1)] gLLPQcdefeffafpqtmr SFS[D(5,2)(2,1)] gLLPQcdefeffavdeuuo toroidal gLLPQcdefeffafdeuuo m007(0,0) gLLPQcdefeffafehuuo m033(0,0) gLLPQcdefeffafetudo m016(0,0) gLLPQcdefeffaveeuuo toroidal gLLPQcdefeffafeeuuo m036(0,0) gLLPQcdefeffafttddo SFS[D(5,3)(3,1)] gLLPQcdefeffafxqddo SFS[D(4,1)(3,1)] gLLPQcdefeffasaxxlc toroidal gLLPQcdefeffacauumo reducible gLLPQcdefeffafatudo toroidal gLLPQcdefeffafxxaxs reducible gLLPQcdefeffafxxais toroidal gLLPQcdefeffafxxads toroidal gLLPQcdefeffakxtttw SFS[D(2,1)(2,1)] gLLPQcdefeffafutddo reducible gLLPQcdefeffafpttdb reducible gLLPQcdefeffafaupmf SFS[D(2,1)(2,1)] gLLPQcdefeffavmxuuo toroidal gLLPQcdefeffafxtddo SFS[D(5,2)(3,1)] gLLPQcdefeffafdqudo toroidal gLLPQcdefeffaftqpdb SFS[D(5,2)(2,1)] gLLPQcdefeffavahuuo reducible gLLPQcdefeffafahuuo SFS[D(3,1)(3,1)] gLLPQcdefeffafaptdr m004(0,0) gLLPQcdefeffafppddf SFS[D(4,1)(2,1)] gLLPQcdefeffafupqdk m015(0,0) gLLPQcdefeffafduuuo SFS[D(3,1)(3,2)] gLLPQcdefeffafduuuw reducible gLLPQcdefeffafduuuk SFS[D(3,1)(3,1)] gLLPQcdefeffafttptr m004(0,0) gLLPQcdefeffafqxaxf toroidal gLLPQcdefeffafqxaif SFS[D(8,3)(2,1)] gLLPQcdefeffafqxadf SFS[D(4,1)(2,1)] gLLPQcdefeffavdhuuo toroidal gLLPQcdefeffafdhuuo m010(0,0) gLLPQcdefeffafqdxdc SFS[D(2,1)(2,1)] gLLPQcdefeffafpqtdb reducible gLLPQcdefeffafuqddo reducible gLLPQcdefeffavapxpf SFS[A(2,1)] gLLPQcdefeffavadudo reducible gLLPQcdefeffafadxdk reducible gLLPQcdefeffafadudk SFS[D(3,1)(2,1)] gLLPQcdefeffafadudw reducible gLLPQcdefeffafadudo SFS[D(3,1)(2,1)] gLLPQcdefeffafadtdk SFS[D(3,1)(2,1)] gLLPQcdefeffafaupuj reducible gLLPQcdefeffafauquj SFS[D(3,1)(2,1)] gLLPQcdefeffafaumuj SFS[D(3,1)(2,1)] gLLPQcdefeffafatqts SFS[D(3,1)(2,1)] gLLPQcdefeffafpuuuc reducible gLLPQcdefeffafputuc toroidal gLLPQcdefeffafpuxuc toroidal gLLPQcdefeffafuuauw reducible gLLPQcdefeffafuuduw SFS[D(3,1)(2,1)] gLLPQcdefeffafuueuw SFS[D(3,1)(2,1)] gLLPQcdefeffavappab toroidal gLLPQcdefeffavappub toroidal gLLPQcdefeffavppuuo toroidal gLLPQcdefeffavupaav toroidal gLLPQcdefeffavppuao m125(0,0)(0,0) gLLPQcdefeffafpdudc SFS[D(2,1)(2,1)] gLLPQcdefeffafudadw SFS[D(2,1)(2,1)] gLLPQcdefeffavappxf T2xI gLLPQcdeffefawapppf reducible gLLPQcdeffefawadddk reducible gLLPQcdeffefaoadddk reducible gLLPQcdeffefakadddk reducible gLLPQcdeffefawadidk toroidal gLLPQcdeffefaoadxdk SFS[D(3,1)(3,2)] gLLPQcdeffefakadxdk SFS[D(3,1)(3,1)] gLLPQcdeffefaoadidk SFS[D(3,1)(3,1)] gLLPQcdeffefakadidk SFS[D(3,1)(3,2)] gLLPQcdeffefawahhhr toroidal gLLPQcdeffefawphhif toroidal gLLPQcdeffefakadddo reducible gLLPQcdeffefakahhhc reducible gLLPQcdeffefaoadddw reducible gLLPQcdeffefakadddw reducible gLLPQcdeffefaoahhhs reducible gLLPQcdefeffacaptmf m004(0,0) gLLPQcdefeffarapxxg reducible gLLPQcdefeffacahuus reducible gLLPQcdefeffakadltk toroidal gLLPQcdefeffakadetk toroidal gLLPQcdefeffakadqtk toroidal gLLPQcdefeffaoaheic SFS[D(3,1)(2,1)] gLLPQcdefeffawadlaw SFS[D(3,1)(2,1)] gLLPQcdeffefakdehaf toroidal gLLPQcdeffefakqlppr toroidal gLLPQcdeffefaktqduk m009(0,0) gLLPQcdeffefaoqemhj SFS[D(3,1)(3,2)] gLLPQcdeffefawdddlv SFS[D(3,1)(2,1)] gLLPQcdeffefakdhhaf SFS[D(3,1)(2,1)] gLLPQcdeffefakqpppr toroidal gLLPQcdeffefaktdduk SFS[D(3,1)(2,1)] gLLPQcdefeffakaxdlf reducible gLLPQcdefeffaoaxxaf SFS[D(2,1)(2,1)] gLLPQcdefeffawaxdaf SFS[D(2,1)(2,1)] gLLPQcdeffefawepppf SFS[A(3,1)] gLLPQcdeffefawedddk reducible gLLPQcdeffefawedidk SFS[D(3,1)(3,2)] gLLPQcdeffefawedxdk SFS[D(3,1)(3,1)] gLLPQcdeffefawehhhr toroidal gLLPQcdeffefawxhhlk SFS[D(3,1)(3,1)] gLLPQcdeffefawmhhif SFS[D(3,1)(3,2)] gLLPQcdeffefakedddk SFS[D(3,1)(3,1)] gLLPQcdeffefakedidk m010(0,0) gLLPQcdeffefakedxdk m033(0,0) gLLPQcdeffefakxpptr toroidal gLLPQcdeffefakxpatr m009(0,0) gLLPQcdeffefakxputr m148(0,0) gLLPQcdeffefakmhhqf m004(0,0) gLLPQcdeffefakmhmqf SFS[D(4,1)(2,1)] gLLPQcdeffefakmhtqf m015(0,0) gLLPQcdeffefaoedddk SFS[D(3,1)(3,2)] gLLPQcdeffefaoedddw reducible gLLPQcdeffefaoedddo SFS[D(3,1)(3,1)] gLLPQcdeffefaoedidk m007(0,0) gLLPQcdeffefaoedxdk m036(0,0) gLLPQcdeffefaomhhuf m004(0,0) gLLPQcdeffefaoelidc m032(0,0) gLLPQcdefeffasaupmj SFS[D(2,1)(2,1)] gLLPQcdefeffasauqmj SFS[D(5,1)(2,1)] gLLPQcdefeffasaummj SFS[D(7,2)(2,1)] gLLPQcdefeffacaummj SFS[D(2,1)(2,1)] gLLPQcdefeffaraummj SFS[D(5,1)(2,1)] gLLPQcdefeffakeldlf SFS[D(3,1)(2,1)] gLLPQcdefeffaoeeiej toroidal gLLPQcdeffefawdpppf SFS[A(3,1)] gLLPQcdeffefawddddk reducible gLLPQcdeffefawddidk SFS[D(3,1)(3,1)] gLLPQcdeffefawddxdk SFS[D(3,1)(3,2)] gLLPQcdeffefawdhhhr toroidal gLLPQcdeffefawthhlk SFS[D(3,1)(3,2)] gLLPQcdeffefawqhhif SFS[D(3,1)(3,1)] gLLPQcdeffefakddddk SFS[D(3,1)(3,2)] gLLPQcdeffefakddidk m007(0,0) gLLPQcdeffefakddxdk m036(0,0) gLLPQcdeffefaoddddk SFS[D(3,1)(3,1)] gLLPQcdeffefaoddddw reducible gLLPQcdeffefaoddddo SFS[D(3,1)(3,2)] gLLPQcdeffefaoddidk toroidal gLLPQcdeffefaoddxdk m007(0,0) gLLPQcdeffefaodlidc m009(0,0) gLLPQcdeffefawaqxlj SFS[D(2,1)(2,1)] gLLPQcdeffefaoaxxlf SFS[D(3,1)(2,1)] gLLPQcdeffefakaxxlf SFS[D(3,1)(2,1)] gLLPQcdeffefawaxilf reducible gLLPQcdeffefawaxdlf reducible gLLPQcdeffefawaxxtf SFS[D(3,1)(2,1)] gLLPQcdeffefaoaxxtf SFS[D(3,1)(2,1)] gLLPQcdeffefakaxxtf toroidal gLLPQcdeffefawaxxaf SFS[D(3,1)(2,1)] gLLPQcdeffefaoaxxaf reducible gLLPQcdeffefakaxxaf SFS[D(3,1)(2,1)] gLLPQcdeffefawauulr SFS[D(3,1)(2,1)] gLLPQcdeffefawattlk SFS[D(3,1)(2,1)] gLLPQcdeffefakaxxan toroidal gLLPQcdeffefaoaxxaw SFS[D(3,1)(2,1)] gLLPQcdeffefakaxxaw SFS[D(3,1)(2,1)] gLLPQcdeffefaoauaav T2xI gLLPQcdeffefaoaupav T2xI gLLPQcdeffefaoattas SFS[D(3,1)(2,1)] gLLPQcdeffefaopuppb toroidal gLLPQcdeffefaouuauo SFS[A(4,1)] gLLPQcdeffefaopuapb SFS[A(5,2)] gLLPQcdeffefawappls SFS[D(3,1)(2,1)] gLLPQcdeffefawapplk SFS[D(3,1)(2,1)] gLLPQcdeffefawaddlj SFS[D(3,1)(2,1)] gLLPQcdeffefawaddlv toroidal gLLPQcdeffefawaddlr SFS[D(3,1)(2,1)] gLLPQcdeffefawadilv SFS[D(2,1)(2,1)] gLLPQcdeffefawadxlv SFS[D(2,1)(2,1)] gLLPQcdeffefawahhln SFS[D(3,1)(2,1)] gLLPQcdeffefawahhlw SFS[D(3,1)(2,1)] gLLPQcdeffefawahhlf reducible gLLPQcdeffefawahhtn reducible gLLPQcdeffefawahhtw SFS[D(3,1)(2,1)] gLLPQcdeffefawahhtf SFS[D(3,1)(2,1)] gLLPQcdeffefawahhan SFS[D(3,1)(2,1)] gLLPQcdeffefawahhaw toroidal gLLPQcdeffefawahhaf SFS[D(3,1)(2,1)] gLLPQcdeffefakapatb toroidal gLLPQcdeffefakaputb toroidal gLLPQcdeffefakaddlj reducible gLLPQcdeffefakahhan reducible gLLPQcdeffefakahhaw SFS[D(3,1)(2,1)] gLLPQcdeffefakahhaf SFS[D(3,1)(2,1)] gLLPQcdeffefaoapaab T2xI gLLPQcdeffefaoapuab T2xI gLLPQcdeffefaoaddlj SFS[D(3,1)(2,1)] gLLPQcdeffefaoaddtj reducible gLLPQcdeffefaoaddaj SFS[D(3,1)(2,1)] gLLPQcdeffefaoahhan SFS[D(3,1)(2,1)] gLLPQcdeffefaoahhaw SFS[D(3,1)(2,1)] gLLPQcdeffefaoahhaf reducible gLLPQcdeffefaopddhc toroidal gLLPQcdeffefaopdddc reducible gLLPQcdeffefaopddpc toroidal gLLPQcdeffefaophhpg toroidal gLLPQcdeffefaouddiw SFS[D(3,1)(2,1)] gLLPQcdeffefaouddqw reducible gLLPQcdeffefaoudduw SFS[D(3,1)(2,1)] gLLPQcdeffefaouhhus SFS[D(3,1)(2,1)] gLLPQcdeffefawppxhk toroidal gLLPQcdeffefawupxir toroidal gLLPQcdeffefakapxtf SFS[D(2,1)(2,1)] gLLPQcdeffefaoahaaj SFS[D(2,1)(2,1)] gLLPQcdefeffaoxxixr SFS[D(2,1)(2,1)] gLLPQcdefeffaoxxixn SFS[D(5,1)(2,1)] gLLPQcdefeffaoxxixo SFS[D(7,2)(2,1)] gLLPQcdefeffaoxxdxo SFS[D(5,1)(2,1)] gLLPQcdefeffaoxxxxo SFS[D(2,1)(2,1)] gLLPQcdeffefawplxhk toroidal gLLPQcdeffefawulxir toroidal gLLPQcdeffefakaldlf SFS[D(2,1)(2,1)] gLLPQcdeffefakalxtf SFS[D(2,1)(2,1)] gLLPQcdeffefaoaldtf SFS[D(2,1)(2,1)] gLLPQcdeffefaoahaho reducible gLLPQcdeffefacahahc reducible gLLPQcdeffefaraphhf SFS[D(3,1)(2,1)] gLLPQcdeffefaradqpk toroidal gLLPQcdeffefaradqdk SFS[D(3,1)(2,1)] gLLPQcdeffefaradqhk m003(0,0) gLLPQcdeffefarahahr toroidal gLLPQcdeffefaruhalk m149(0,0) gLLPQcdeffefarphaif m010(0,0) gLLPQcdeffefasapppc reducible gLLPQcdeffefasahhho reducible gLLPQcdeffefacapppr reducible gLLPQcdeffefacahhhk reducible gLLPQcdeffefacadddf toroidal gLLPQcdeffefacadadf SFS[A(3,1)] gLLPQcdeffefacpppuf reducible gLLPQcdeffefarappps reducible gLLPQcdeffefarapmps reducible gLLPQcdeffefaradapv SFS[D(3,1)(3,2)] gLLPQcdeffefarahipw SFS[D(3,1)(3,1)] gLLPQcdeffefarahhhw toroidal gLLPQcdeffefaradddv reducible gLLPQcdeffefaradadv reducible gLLPQcdeffefaradahv SFS[D(3,1)(3,1)] gLLPQcdefeffasapxlc SFS[A(2,1)] gLLPQcdefeffasahumo SFS[D(3,1)(2,1)] gLLPQcdefeffacahumo SFS[D(3,1)(2,1)] gLLPQcdefeffarahumo toroidal gLLPQcdefeffasphamv m032(0,0) gLLPQcdefeffasttelw m009(0,0) gLLPQcdefeffarahumk SFS[D(3,1)(2,1)] gLLPQcdefeffarahxxw toroidal gLLPQcdefeffarahtew SFS[D(3,1)(2,1)] gLLPQcdefeffarahumw SFS[D(3,1)(2,1)] gLLPQcdefeffawaheeo reducible gLLPQcdefeffakapqtc m004(0,0) gLLPQcdefeffawaheek SFS[D(3,1)(3,2)] gLLPQcdefeffakaheek SFS[D(3,1)(3,1)] gLLPQcdefeffaoaheek reducible gLLPQcdefeffawahlmw m004(0,0) gLLPQcdefeffawaheew SFS[D(3,1)(3,1)] gLLPQcdefeffawahqxw toroidal gLLPQcdeffefasdeaaf toroidal gLLPQcdeffefacdliak SFS[D(4,1)(3,1)] gLLPQcdeffefacdqmar SFS[D(4,3)(3,1)] gLLPQcdeffefacdealf SFS[D(4,1)(3,1)] gLLPQcdeffefacdeatf SFS[D(4,3)(3,1)] gLLPQcdeffefacdeaan toroidal gLLPQcdeffefacdeaaw toroidal gLLPQcdeffefacqeapk SFS[D(4,1)(3,1)] gLLPQcdeffefacteaur SFS[D(4,3)(3,1)] gLLPQcdeffefardeaaf toroidal gLLPQcdeffefacdhaaf SFS[D(4,1)(3,1)] gLLPQcdeffefasdpqaf toroidal gLLPQcdeffefacdpqaf SFS[D(4,1)(2,1)] gLLPQcdeffefardpqaf SFS[D(4,1)(2,1)] gLLPQcdeffefastxiiv reducible gLLPQcdeffefasttmiw toroidal gLLPQcdeffefacduaaf SFS[D(4,3)(3,1)] gLLPQcdeffefacdehaj toroidal gLLPQcdeffefaseeahs m011(0,0) gLLPQcdeffefaceeahs SFS[D(5,2)(2,1)] gLLPQcdeffefacmeaqf SFS[D(4,1)(2,1)] gLLPQcdeffefarelhhv m006(0,0) gLLPQcdeffefareqqhw toroidal gLLPQcdeffefareeahs m017(0,0) gLLPQcdefeffakqxmlf toroidal gLLPQcdefeffakdueek m007(0,0) gLLPQcdefeffakttxqr m015(0,0) gLLPQcdefeffakqxmaf toroidal gLLPQcdefeffakqxmtf toroidal gLLPQcdeffefasmheuf SFS[D(4,1)(2,1)] gLLPQcdeffefasmhauf m004(0,0) gLLPQcdeffefasmhduf m015(0,0) gLLPQcdeffefacmhaqf m004(0,0) gLLPQcdeffefarephhf m032(0,0) gLLPQcdeffefaredqpk SFS[D(5,2)(2,1)] gLLPQcdeffefaredqdk m011(0,0) gLLPQcdeffefaredqhk m017(0,0) gLLPQcdeffefarehahr m149(0,0) gLLPQcdeffefarxhalk m160(0,0) gLLPQcdeffefarmhaif SFS[D(3,1)(3,2)] gLLPQcdeffefarepqhs m007(0,0) gLLPQcdeffefarehhhw toroidal gLLPQcdeffefaredapv m007(0,0) gLLPQcdeffefaredadv toroidal gLLPQcdeffefaredahv m033(0,0) gLLPQcdeffefacmuaqf m015(0,0) gLLPQcdeffefakqxppr toroidal gLLPQcdeffefakduhaf m006(0,0) gLLPQcdeffefakttduk m032(0,0) gLLPQcdeffefaseehho toroidal gLLPQcdeffefaceehho m007(0,0) gLLPQcdeffefarelqhc m015(0,0) gLLPQcdeffefareehho m033(0,0) gLLPQcdeffefareqahg m148(0,0) gLLPQcdeffefaceeaan SFS[D(5,2)(3,1)] gLLPQcdeffefaceealf SFS[D(5,2)(3,1)] gLLPQcdeffefaceeatf SFS[D(5,3)(3,1)] gLLPQcdeffefacmeapk SFS[D(5,3)(3,1)] gLLPQcdeffefacxeaur SFS[D(5,2)(3,1)] gLLPQcdeffefaceeaaw SFS[D(5,3)(3,1)] gLLPQcdefeffaceeqqf SFS[D(5,2)(2,1)] gLLPQcdefeffasttpir m004(0,0) gLLPQcdefeffaoeeiif SFS[D(5,2)(3,1)] gLLPQcdeffefakxluqv m038(0,0) gLLPQcdeffefaceehaj SFS[D(5,2)(2,1)] gLLPQcdeffefasdeahs toroidal gLLPQcdeffefacdeahs SFS[D(4,1)(2,1)] gLLPQcdeffefacteaaj SFS[D(5,2)(2,1)] gLLPQcdeffefardlhhv toroidal gLLPQcdeffefardqqhw toroidal gLLPQcdeffefardeahs SFS[D(4,1)(2,1)] gLLPQcdeffefacttaao SFS[D(5,2)(2,1)] gLLPQcdeffefardxqhr toroidal gLLPQcdeffefarduhhk toroidal gLLPQcdeffefardtahf SFS[D(4,1)(2,1)] gLLPQcdeffefarttalr SFS[D(5,2)(2,1)] gLLPQcdeffefarqxqif SFS[D(5,2)(2,1)] gLLPQcdeffefardphhf m009(0,0) gLLPQcdeffefarddqpk SFS[D(4,1)(2,1)] gLLPQcdeffefarddqdk toroidal gLLPQcdeffefarddqhk SFS[D(4,1)(2,1)] gLLPQcdeffefardhahr m010(0,0) gLLPQcdeffefarthalk SFS[D(3,1)(3,2)] gLLPQcdeffefarqhaif m007(0,0) gLLPQcdeffefasqdaub m009(0,0) gLLPQcdeffefactdaao SFS[D(4,1)(2,1)] gLLPQcdeffefardpqhs toroidal gLLPQcdeffefardhhhw toroidal gLLPQcdeffefarddapv m010(0,0) gLLPQcdeffefarddadv toroidal gLLPQcdeffefarddahv m010(0,0) gLLPQcdeffefasdehho toroidal gLLPQcdeffefacdehho m010(0,0) gLLPQcdeffefardlqhc SFS[D(4,1)(2,1)] gLLPQcdeffefardehho m010(0,0) gLLPQcdeffefardqahg m009(0,0) gLLPQcdeffefasaealf SFS[D(2,1)(2,1)] gLLPQcdeffefacpeapk toroidal gLLPQcdeffefacueaur toroidal gLLPQcdeffefasaxqaf SFS[D(2,1)(2,1)] gLLPQcdeffefaoqxxqw SFS[D(7,3)(2,1)] gLLPQcdeffefakqxxqw toroidal gLLPQcdeffefacaxqan reducible gLLPQcdeffefaraxqlf SFS[D(2,1)(2,1)] gLLPQcdeffefaoqxxuf SFS[D(7,3)(2,1)] gLLPQcdeffefakqxxuf toroidal gLLPQcdeffefaraxptf reducible gLLPQcdeffefakqxxif reducible gLLPQcdeffefaoqxxqf SFS[D(8,3)(2,1)] gLLPQcdeffefakqxxqf toroidal gLLPQcdeffefarptadr SFS[D(5,2)(2,1)] gLLPQcdeffefarutaqf SFS[D(4,1)(2,1)] gLLPQcdeffefasapllb toroidal gLLPQcdeffefasahaan SFS[D(5,1)(2,1)] gLLPQcdeffefasahaaw SFS[D(7,2)(2,1)] gLLPQcdeffefasahaaf SFS[D(2,1)(2,1)] gLLPQcdeffefasphapg m137(0,0) gLLPQcdeffefasuhaus m038(0,0) gLLPQcdeffefacahaan SFS[D(2,1)(2,1)] gLLPQcdeffefarapltb SFS[D(2,1)(2,1)] gLLPQcdeffefarahaln SFS[D(5,1)(2,1)] gLLPQcdeffefarahalw SFS[D(7,2)(2,1)] gLLPQcdeffefarahalf SFS[D(2,1)(2,1)] gLLPQcdeffefarahatn SFS[D(2,1)(2,1)] gLLPQcdeffefarahaan SFS[D(7,2)(2,1)] gLLPQcdeffefarahaaw toroidal gLLPQcdeffefarpdqdc SFS[D(4,1)(3,1)] gLLPQcdeffefarpdqdb reducible gLLPQcdeffefarpdqdf SFS[D(4,3)(3,1)] gLLPQcdeffefarudqqw SFS[D(5,2)(3,1)] gLLPQcdeffefarudqqo reducible gLLPQcdeffefarudqqk SFS[D(5,3)(3,1)] gLLPQcdeffefasadalb toroidal gLLPQcdeffefacahhav reducible gLLPQcdeffefacadaab T2xI gLLPQcdeffefarapptf reducible gLLPQcdeffefarpdadr toroidal gLLPQcdeffefarpdadn m011(0,0) gLLPQcdeffefarpdado toroidal gLLPQcdeffefarudaqf SFS[D(5,2)(2,1)] gLLPQcdeffefarudaqg m019(0,0) gLLPQcdeffefarudaqv toroidal gLLPQcdefeffaoduiqf reducible gLLPQcdefeffaoduiif reducible gLLPQcdeffefasalplf T2xI gLLPQcdfefefawapppf reducible gLLPQcdfefefawaaaar reducible gLLPQcdfefefawaaalr reducible gLLPQcdfefefawauuuk reducible gLLPQcdfefefawiuxur reducible gLLPQcdfefefaoaaaao PxS^1 gLLPQcdfefefaoauuub reducible gLLPQcdfefefaoipdpw reducible gLLPQcdfefefakapppg reducible gLLPQcdfefefakaaaan reducible gLLPQcdfefefakauuus toroidal gLLPQcdfefefakdpxlf SFS[D(4,3)(3,1)] gLLPQcdfefefaodpxlf SFS[D(4,1)(3,1)] gLLPQcdfefefawdpxtf SFS[D(4,1)(3,1)] gLLPQcdfefefawdpxaf SFS[D(4,3)(3,1)] gLLPQcdfefefawdpilf toroidal gLLPQcdfefefawdpdlf toroidal gLLPQcdfefefawduxhk toroidal gLLPQcdfefefawdaxir toroidal gLLPQcdfefefawdxxln SFS[D(5,3)(3,1)] gLLPQcdfefefawdxxlw SFS[D(5,2)(3,1)] gLLPQcdfefefawdxxtf SFS[D(5,3)(3,1)] gLLPQcdfefefawdxxaf SFS[D(5,2)(3,1)] gLLPQcdfefefawdxilf SFS[D(5,2)(3,1)] gLLPQcdfefefawdxdlf SFS[D(5,3)(3,1)] gLLPQcdfefefawdexhk SFS[D(5,3)(3,1)] gLLPQcdfefefawdmxir SFS[D(5,2)(3,1)] gLLPQcdfefefawpxulr SFS[D(5,3)(3,1)] gLLPQcdfefefawhxtlk SFS[D(5,2)(3,1)] gLLPQcdfefefaodxxlf SFS[D(5,2)(3,1)] gLLPQcdfefefakdxxlf SFS[D(5,3)(3,1)] gLLPQcdfefefawdpxps SFS[D(3,1)(2,1)] gLLPQcdfefefawdpxpr SFS[D(3,1)(2,1)] gLLPQcdfefefawdpxdc toroidal gLLPQcdfefefawdpxds toroidal gLLPQcdfefefawdpxdr m011(0,0) gLLPQcdfefefawdpxhc toroidal gLLPQcdfefefawdpxhs m006(0,0) gLLPQcdfefefawdpxhr toroidal gLLPQcdfefefawdaxaj toroidal gLLPQcdfefefawdaxag SFS[D(3,1)(2,1)] gLLPQcdfefefawdaxak m003(0,0) gLLPQcdfefefawdaxtj m016(0,0) gLLPQcdfefefawdaxtk m017(0,0) gLLPQcdfefefawdaxlj SFS[D(5,2)(2,1)] gLLPQcdfefefawdaxlk SFS[D(4,1)(2,1)] gLLPQcdfefefawduxuw toroidal gLLPQcdfefefawduxun toroidal gLLPQcdfefefawduxuf toroidal gLLPQcdfefefawduxqw toroidal gLLPQcdfefefawduxqn SFS[D(5,2)(2,1)] gLLPQcdfefefawduxqf SFS[D(5,2)(2,1)] gLLPQcdfefefawduxiw m019(0,0) gLLPQcdfefefawduxin m016(0,0) gLLPQcdfefefawduxif SFS[D(4,1)(2,1)] gLLPQcdfefefawduiuw reducible gLLPQcdfefefawduiun SFS[D(3,1)(2,1)] gLLPQcdfefefawduiuf SFS[D(3,1)(2,1)] gLLPQcdfefefawduduw toroidal gLLPQcdfefefawdudun SFS[D(3,1)(2,1)] gLLPQcdfefefawduduf m003(0,0) gLLPQcdfefefaoppupo SFS[A(2,1)] gLLPQcdfefefaoppapo toroidal gLLPQcdfefefaoppppo SFS[A(2,1)] gLLPQcdfefefaopaaab SFS[A(2,1)] gLLPQcdfefefaopuauv SFS[A(2,1)] gLLPQcdfefefakhptpg SFS[A(2,1)] gLLPQcdfefefakhahan reducible gLLPQcdfefefakmeppc SFS[D(4,1)(3,1)] gLLPQcdfefefawlxxlj SFS[D(5,2)(2,1)] gLLPQcdfefefaoqmhus m038(0,0) gLLPQcdfefefakexatb m009(0,0) gLLPQcdfefefakleipc m004(0,0) gLLPQcdfefefaklxidk SFS[D(5,2)(2,1)] gLLPQcdfefefawepppf SFS[A(3,1)] gLLPQcdfefefaweaaar reducible gLLPQcdfefefaweaatr SFS[D(3,1)(3,1)] gLLPQcdfefefaweaalr SFS[D(3,1)(3,2)] gLLPQcdfefefaweuuuk toroidal gLLPQcdfefefawluxur SFS[D(3,1)(3,2)] gLLPQcdfefefawqutuf SFS[D(3,1)(3,1)] gLLPQcdfefefaoeaaar SFS[D(3,1)(3,2)] gLLPQcdfefefaoeaatr m007(0,0) gLLPQcdfefefaoeaalr m036(0,0) gLLPQcdfefefaoquhuf m004(0,0) gLLPQcdfefefakeaaar SFS[D(3,1)(3,1)] gLLPQcdfefefakeaaan reducible gLLPQcdfefefakeaaao SFS[D(3,1)(3,2)] gLLPQcdfefefakeaatr toroidal gLLPQcdfefefakeaalr m007(0,0) gLLPQcdfefefaklpipk m004(0,0) gLLPQcdfefefaklpidk SFS[D(4,1)(2,1)] gLLPQcdfefefaklpihk m015(0,0) gLLPQcdfeeffavapppb toroidal gLLPQcdfeeffavauuuo toroidal gLLPQcdfeeffavipmdj toroidal gLLPQcdfeeffafipmdj m010(0,0) gLLPQcdfeeffafapppk toroidal gLLPQcdfeeffafippdr toroidal gLLPQcdfeeffafauuur toroidal gLLPQcdfeeffafaaaaf toroidal gLLPQcdfeeffafipqdv toroidal gLLPQcdfeeffafipxdk toroidal gLLPQcdfeeffafipudo m009(0,0) gLLPQcdfeeffafiptdw toroidal gLLPQcdfeeffafdxpdf SFS[D(4,1)(2,1)] gLLPQcdfeeffafdeudk SFS[D(4,1)(2,1)] gLLPQcdfeeffafdmadr toroidal gLLPQcdfeeffafpeuuf m009(0,0) gLLPQcdfeeffafheumr m010(0,0) gLLPQcdfeeffafhetmr m007(0,0) gLLPQcdfeeffafhexmr SFS[D(3,1)(3,2)] gLLPQcdfeeffaflpxdk SFS[D(5,2)(2,1)] gLLPQcdfeeffavdpxxc toroidal gLLPQcdfeeffavpapab m129(0,0)(0,0) gLLPQcdfeeffavhpttg toroidal gLLPQcdfeeffafppuuo toroidal gLLPQcdfeeffafauudg toroidal gLLPQcdfeeffafaeepk toroidal gLLPQcdfeeffafmeehf toroidal gLLPQcdfeeffafieedr toroidal gLLPQcdfeeffafieadv SFS[D(4,1)(2,1)] gLLPQcdfeeffafieaxv SFS[D(4,1)(2,1)] gLLPQcdfeeffafieaiv toroidal gLLPQcdfeeffacimqqo toroidal gLLPQcdfeeffavmxuuo toroidal gLLPQcdfeeffafieudf toroidal gLLPQcdfeeffafaeuur toroidal gLLPQcdfeeffafmxpmf m010(0,0) gLLPQcdfeeffafmmamr toroidal gLLPQcdfeeffafmeumk m010(0,0) gLLPQcdfeeffafiexdc SFS[D(4,1)(2,1)] gLLPQcdfeeffafietdb toroidal gLLPQcdfeeffaveeuuo toroidal gLLPQcdfeeffafleudc SFS[D(4,1)(2,1)] gLLPQcdfeeffafeeuuo m010(0,0) gLLPQcdfeeffafqeumg m009(0,0) gLLPQcdfeeffaflexdc SFS[D(5,2)(2,1)] gLLPQcdfeeffaveedus toroidal gLLPQcdfeeffafeedus SFS[D(4,1)(2,1)] gLLPQcdfeeffafmeuuc toroidal gLLPQcdfeeffafaeudg toroidal gLLPQcdfeeffafieumo SFS[D(4,1)(2,1)] gLLPQcdfeeffafmexuc SFS[D(5,2)(2,1)] gLLPQcdfeeffawaxxxb toroidal gLLPQcdfeeffawaeeeo reducible gLLPQcdfeeffakaxxxk reducible gLLPQcdfeeffakaeeer toroidal gLLPQcdfeeffakammmf reducible gLLPQcdfeeffakixxtr reducible gLLPQcdfeeffakimmtk SFS[D(3,1)(3,2)] gLLPQcdfeeffakieetf SFS[D(3,1)(3,1)] gLLPQcdfeeffakimmlk SFS[D(3,1)(3,1)] gLLPQcdfeeffakimmak reducible gLLPQcdfeeffaoaxxxs reducible gLLPQcdfeeffaoaxdxs reducible gLLPQcdfeeffaoaeeen reducible gLLPQcdfeeffaoammmg reducible gLLPQcdfeeffakipltk SFS[D(5,2)(2,1)] gLLPQcdfeeffawdpdaf SFS[D(4,1)(2,1)] gLLPQcdfeeffawdxdlf toroidal gLLPQcdfeeffawdxilf toroidal gLLPQcdfeeffawdxxaf toroidal gLLPQcdfeeffawdxdaf SFS[D(5,2)(2,1)] gLLPQcdfeeffawdxiaf m016(0,0) gLLPQcdfeeffawdxxtf toroidal gLLPQcdfeeffawdxdtf m019(0,0) gLLPQcdfeeffawdxitf toroidal gLLPQcdfeeffawdeetk toroidal gLLPQcdfeeffawdmmtr reducible gLLPQcdfeeffakdxxlf SFS[D(3,1)(2,1)] gLLPQcdfeeffakdxdlf toroidal gLLPQcdfeeffakdxilf m011(0,0) gLLPQcdfeeffakdxxaf m003(0,0) gLLPQcdfeeffakdxdaf SFS[D(4,1)(2,1)] gLLPQcdfeeffakdxiaf m017(0,0) gLLPQcdfeeffakdxxtf toroidal gLLPQcdfeeffakdxdtf SFS[D(4,1)(2,1)] gLLPQcdfeeffakdxitf SFS[D(5,2)(2,1)] gLLPQcdfeeffakdeetk m003(0,0) gLLPQcdfeeffakdmmtr SFS[D(3,1)(2,1)] gLLPQcdfeeffakpxxer SFS[D(3,1)(2,1)] gLLPQcdfeeffakpeeef SFS[D(3,1)(2,1)] gLLPQcdfeeffakpmmek toroidal gLLPQcdfeeffakpmmmk SFS[D(3,1)(2,1)] gLLPQcdfeeffakpmtmk m009(0,0) gLLPQcdfeeffakpmhmk m032(0,0) gLLPQcdfeeffakpmmxk SFS[D(3,1)(2,1)] gLLPQcdfeeffakhxxqk reducible gLLPQcdfeeffakheeir toroidal gLLPQcdfeeffakheqir m010(0,0) gLLPQcdfeeffakhelir m149(0,0) gLLPQcdfeeffakhmmuf reducible gLLPQcdfeeffaodxxlf SFS[D(3,1)(2,1)] gLLPQcdfeeffaodxdlf m006(0,0) gLLPQcdfeeffaodxilf toroidal gLLPQcdfeeffaodxxaf SFS[D(3,1)(2,1)] gLLPQcdfeeffaodxxtf toroidal gLLPQcdfeeffaodxdtf m016(0,0) gLLPQcdfeeffaodxitf SFS[D(5,2)(2,1)] gLLPQcdfeeffaodeetk SFS[D(3,1)(2,1)] gLLPQcdfeeffaodmmtr SFS[D(3,1)(2,1)] gLLPQcdfeeffawdxllc toroidal gLLPQcdfeeffawdpllc m125(0,0)(0,0) gLLPQcdfeeffawdaxaj m137(0,0) gLLPQcdfeeffawieeio SFS[D(3,1)(2,1)] gLLPQcdfeeffakaeetg toroidal gLLPQcdfeeffakmeeec SFS[D(3,1)(2,1)] gLLPQcdfeeffakieeio m003(0,0) gLLPQcdfeeffaoaxxaf reducible gLLPQcdfeeffaommmmo SFS[A(2,1)] gLLPQcdfeeffaoieeio toroidal gLLPQcdfeeffakmpeek m038(0,0) gLLPQcdfeeffaoeueer toroidal gLLPQcdfeeffaoqpiqf SFS[D(5,2)(2,1)] gLLPQcdfeeffawexxxb SFS[A(3,1)] gLLPQcdfeeffaweeeeo reducible gLLPQcdfeeffakeeeeo SFS[D(3,1)(3,1)] gLLPQcdfeeffakleetc m004(0,0) gLLPQcdfeeffakqeeig toroidal gLLPQcdfeeffaoeeeeo SFS[D(3,1)(3,2)] gLLPQcdfeeffaoeeeen reducible gLLPQcdfeeffaoeeeer SFS[D(3,1)(3,1)] gLLPQcdfeeffaolxxlj m004(0,0) gLLPQcdfeeffaolxdlj m015(0,0) gLLPQcdfeeffaolxilj SFS[D(4,1)(2,1)] gLLPQcdfeeffaoqmmqs m004(0,0) gLLPQcdfeeffaklxltk SFS[D(5,2)(2,1)] gLLPQcdfeeffaoemixr SFS[D(4,1)(2,1)] gLLPQcdfeeffaoemimr toroidal gLLPQcdfeeffaoemier SFS[D(4,1)(2,1)] gLLPQcdfeeffaklpltk SFS[D(4,1)(2,1)] gLLPQcdfeeffaklpqtk m015(0,0) gLLPQcdfeeffaklpetk m004(0,0) gLLPQcdfeeffaoeaixr SFS[D(5,2)(2,1)] gLLPQcdfeeffaoeaimr toroidal gLLPQcdfeeffaoeaier SFS[D(5,2)(2,1)] gLLPQcdfeeffaoqumqf m015(0,0) gLLPQcdfeeffasaxxxf toroidal gLLPQcdfeeffasampmr toroidal gLLPQcdfeeffasaeeek toroidal gLLPQcdfeeffacaeeeb toroidal gLLPQcdfeeffaraxxxg toroidal gLLPQcdfeeffaraeees toroidal gLLPQcdfeeffarmexxc SFS[D(4,3)(3,1)] gLLPQcdfeeffasdxpln SFS[D(4,3)(3,1)] gLLPQcdfeeffasdxplw SFS[D(4,1)(3,1)] gLLPQcdfeeffasdxqlf SFS[D(4,1)(3,1)] gLLPQcdfeeffasdxmlf SFS[D(4,3)(3,1)] gLLPQcdfeeffasdmalr toroidal gLLPQcdfeeffasdeulk toroidal gLLPQcdfeeffacdxplf SFS[D(4,1)(3,1)] gLLPQcdfeeffacpmemk toroidal gLLPQcdfeeffacpmemw toroidal gLLPQcdfeeffacpmemo reducible gLLPQcdfeeffardxplf SFS[D(4,3)(3,1)] gLLPQcdfeeffakixltk toroidal gLLPQcdfeeffasdaplj SFS[D(4,1)(2,1)] gLLPQcdfeeffaslxmlj m015(0,0) gLLPQcdfeeffashapqn m004(0,0) gLLPQcdfeeffarlexac m015(0,0) gLLPQcdfeeffarmuxxf SFS[D(4,3)(3,1)] gLLPQcdfeeffarmpmxj toroidal gLLPQcdfeeffacmuxxc SFS[D(4,1)(3,1)] gLLPQcdfeeffarmaexw toroidal gLLPQcdfeeffakauetg toroidal gLLPQcdfeeffarluxac SFS[D(4,1)(2,1)] gLLPQcdfeeffarauees toroidal gLvQQbefdfefaalfatn reducible gLvQQbefdfefaalfdtf reducible gLvQQbefdfefaalfetw SFS[D(3,1)(3,2)] gLvQQbefdfefaalfetn SFS[D(3,1)(3,1)] gLvQQbefdfefaalfdtw SFS[D(3,1)(3,1)] gLvQQbefdfefaalfdtn SFS[D(3,1)(3,2)] gLvQQbefdfefaaafaan reducible gLvQQbefdfefaaafdaf SFS[A(3,1)] gLvQQbefdfefadlnetf m036(0,0) gLvQQbefdfefadlfetf toroidal gLvQQbefdfefadlfetn m010(0,0) gLvQQbefdfefadlfdtf toroidal gLvQQbefdfefadlfdtw m033(0,0) gLvQQbefdfefadlfdtn m007(0,0) gLvQQbefdfefaalnatn reducible gLvQQbefdfefaalnatw reducible gLvQQbefdfefaalwdtw toroidal gLvQQbefdfefaalndtw SFS[D(3,1)(3,2)] gLvQQbefdfefaalnetw SFS[D(3,1)(3,1)] gLvQQbefdfefaaanaan reducible gLvQQbefdfefaaanaaw reducible gLvQQbefdfefadlndtw m036(0,0) gLvQQbefdfefaalndtn reducible gLvQQbefdfefadlnetn SFS[D(3,1)(3,2)] gLvQQbefdfefadlnetw m007(0,0) gLvQQbefdfefadlndtn SFS[D(3,1)(3,1)] gLvQQbefdfefadlwdtn toroidal gLvQQbefdfefapqfmqf toroidal gLvQQbefdfefapufquf m038(0,0) gLvQQbefdfefaqqfqqf toroidal gLvQQbefdfefamifpqf toroidal gLvQQbefdeffaaqfqlf reducible gLvQQbefdeffaaifqaf reducible gLvQQbefdeffaaqfplf SFS[D(3,1)(3,2)] gLvQQbefdeffaaqfptf SFS[D(3,1)(3,1)] gLvQQbefdeffaaifqtf SFS[D(3,1)(3,1)] gLvQQbefdeffaaifqlf SFS[D(3,1)(3,2)] gLvQQbefdeffaaufpln SFS[D(3,1)(3,2)] gLvQQbefdeffaaufplw SFS[D(3,1)(3,1)] gLvQQbefdeffaaufptn SFS[D(3,1)(3,1)] gLvQQbefdeffaaufptw SFS[D(3,1)(3,2)] gLvQQbefdeffaaifpaf reducible gLvQQbefdeffaaifplf SFS[D(3,1)(3,1)] gLvQQbefdeffaaifptf SFS[D(3,1)(3,2)] gLvQQbefdeffaaifman reducible gLvQQbefdeffaaifmaw reducible gLvQQbefdeffaaifmlf reducible gLvQQbefdeffadqfqlf toroidal gLvQQbefdeffadqfqtf toroidal gLvQQbefdeffadifqlf m007(0,0) gLvQQbefdeffadqfmtf m036(0,0) gLvQQbefdeffadqfmlf m033(0,0) gLvQQbefdeffadufmlf m036(0,0) gLvQQbefdeffadifqtf m010(0,0) gLvQQbefdeffadifplf toroidal gLvQQbefdeffadifptf m007(0,0) gLvQQbefdeffadifmlf SFS[D(3,1)(3,1)] gLvQQbefdeffadifmtf SFS[D(3,1)(3,2)] gLvQQbefdeffaaiwmaw reducible gLvQQbefdeffaainman reducible gLvQQbefdeffaainmaw reducible gLvQQbefdeffaalfqiw toroidal gLvQQbefdeffaalfqin toroidal gLvQQbefdeffaalfpif SFS[D(3,1)(2,1)] gLvQQbefdeffaalfpiw toroidal gLvQQbefdeffaalfpin m003(0,0) gLvQQbefdeffaalfpuf SFS[D(3,1)(2,1)] gLvQQbefdeffaalfpqf reducible gLvQQbefdeffaalfmif SFS[D(3,1)(2,1)] gLvQQbefdeffaalfmiw toroidal gLvQQbefdeffaalfmin SFS[D(3,1)(2,1)] gLvQQbefdeffaaafqqf SFS[A(2,1)] gLvQQbefdeffaaafpif SFS[D(3,1)(2,1)] gLvQQbefdeffaaafpiw toroidal gLvQQbefdeffaaafpin SFS[D(3,1)(2,1)] gLvQQbefdeffaaafmuf SFS[D(3,1)(2,1)] gLvQQbefdeffaatfquf SFS[A(2,1)] gLvQQbefdeffaatfpif reducible gLvQQbefdeffaatfpiw toroidal gLvQQbefdeffaatfpin toroidal gLvQQbefdeffaelfqif toroidal gLvQQbefdeffaelfqiw toroidal gLvQQbefdeffaelfqin m016(0,0) gLvQQbefdeffaelfpif m011(0,0) gLvQQbefdeffaelfpiw SFS[D(5,2)(2,1)] gLvQQbefdeffaelfpin m017(0,0) gLvQQbefdeffaelfmif toroidal gLvQQbefdeffaelfmiw SFS[D(5,2)(2,1)] gLvQQbefdeffaeafmuf m009(0,0) gLvQQbefdeffadlfqif toroidal gLvQQbefdeffadlfqiw m019(0,0) gLvQQbefdeffadlfqin SFS[D(5,2)(2,1)] gLvQQbefdeffadlfpif toroidal gLvQQbefdeffadlfpiw SFS[D(4,1)(2,1)] gLvQQbefdeffadlfpin SFS[D(4,1)(2,1)] gLvQQbefdeffadlfmif m006(0,0) gLvQQbefdeffadlfmiw m016(0,0) gLvQQbefdeffadafmuf m032(0,0) gLvQQbefdeffaalwpuf toroidal gLvQQbefdeffaaawmuf toroidal gLvQQbefdeffaatwquf toroidal gLvQQbefdeffaalnpuf SFS[D(3,1)(2,1)] gLvQQbefdeffaaanmuf SFS[D(3,1)(2,1)] gLvQQbefdeffaatnquf SFS[A(2,1)] gLvQQbefdeffaplfdiw toroidal gLvQQbefdeffaplfdin toroidal gLvQQbefdeffamlfdif SFS[D(4,3)(3,1)] gLvQQbefdeffaplfdqf SFS[D(4,1)(3,1)] gLvQQbefdeffaplfeif SFS[D(4,1)(3,1)] gLvQQbefdeffapafdif SFS[D(4,3)(3,1)] gLvQQbefdeffaqafaqf m129(0,0)(0,0) gLvQQbefdeffamtfeuf m129(0,0)(0,0) gLLPQcdeffeflgttatg toroidal gLLPQcdefeffukuheek s691(0,0) gLLPQcdfeefftklpltk SFS[D(5,2)(2,1)] gLLPQcdfeefftklpqtk m115(0,0) gLLPQcdfeefftklpetk m034(0,0) gLLPQcdfeefftoeaixr SFS[D(4,1)(2,1)] gLLPQcdefeffucueqqf SFS[D(5,3)(3,1)] gLLPQcdefeffuruhmxj toroidal gLLPQcdefeffurphexw toroidal gLLPQcdefeffurahxxc toroidal gLLPQcdfefeftrpuaif m019(0,0) gLLPQcdfefeftrhuqdb m017(0,0) gLLPQcdfefeftrpuapj m322(0,0) gLLPQcdfefeftcppaaf toroidal gLLPQcdefeffuoddiio toroidal gLLPQcdfeefftoppiif m006(0,0) gLLPQcdefeffloduiqf SFS[D(5,2)(3,1)] gLLPQcdeffeflfduaif m011(0,0) gLLPQcdfefeflwiixuk m011(0,0) gLLPQcdfefeflkiixuk s296(0,0) gLLPQcdfefefloiixuk s667(0,0) gLLPQcdfeefflfiiddo toroidal gLLPQcdfefeftrduqiw m140(0,0) gLLPQcdfefeftrduqin m222(0,0) gLLPQcdfefeftrduqif SFS[D(4,1)(3,1)] gLLPQcdfefeftrhuadr m033(0,0) gLLPQcdfefeftoeaatr toroidal gLLPQcdfeefflgppmuj m168(0,0) gLLPQcdfeefflvaaaav toroidal gLLPQcdfeefflvppuuo toroidal gLLPQcdfeefflgppuuo toroidal gLLPQcdfeefflfppuuo toroidal gLLPQcdfeefflfipudo m376(0,0) gLLPQcdefefflkedltk SFS[D(5,2)(2,1)] gLvQQbefdeffedqfhms SFS[D(5,3)(3,1)] gLvQQbefdeffedqfhmk SFS[D(5,2)(3,1)] gLvQQbefdeffedqflmb SFS[D(5,3)(3,1)] gLvQQbefdeffedifhmb SFS[D(5,2)(3,1)] gLvQQbefdeffeaqfhmb SFS[D(5,3)(3,1)] gLvQQbefdeffeeqfhmb SFS[D(5,2)(3,1)] gLvQQbefdeffedqfheb SFS[D(5,3)(3,1)] gLvQQbefdeffedqfhxb SFS[D(5,2)(3,1)] gLLPQcdefeffuoueiqf m016(0,0) gLLPQcdefeffukuqltk SFS[D(5,2)(2,1)] gLLPQcdefeffukuqetk m275(0,0) gLLPQcdefeffukuqqtk m223(0,0) gLLPQcdfefefuoaaauo s785(0,0)(0,0) gLvQQbefdeffelqfamb SFS[D(5,2)(2,1)] gLvQQbfedeffddpfdhc toroidal gLvQQbfedeffdddfddc toroidal gLLPQcdefefflraxxxg toroidal gLLPQcdefefflraxxeg toroidal gLLPQcdefefflraxxmg toroidal gLLPQcdefefflsahpin SFS[D(5,2)(2,1)] gLLPQcdefefflcdeqqf m168(0,0) gLLPQcdefefflsaqulo toroidal gLLPQcdefefflspqalv SFS[D(5,3)(3,1)] gLLPQcdefefflcaeqqf SFS[D(5,3)(3,1)] gLLPQcdeffefpwxixlj toroidal gLLPQcdeffefpweixds toroidal gLLPQcdeffefpwmixuf toroidal gLLPQcdfeeffpwmthuf SFS[D(4,1)(2,1)] gLLPQcdfeeffpkiqltk SFS[D(5,2)(2,1)] gLLPQcdeffeftwatxlj SFS[D(8,3)(2,1)] gLLPQcdeffeftwaxals SFS[D(7,2)(2,1)] gLLPQcdeffeftoaxals m220(0,0) gLLPQcdeffeftkaxals m137(0,0) gLLPQcdfeeffpweqllc toroidal gLLPQcdfeeffpoldiqn toroidal gLLPQcdefefflfmdxdc m035(0,0) gLLPQcdfeeffpkeudlf SFS[D(3,1)(2,1)] gLLPQcdeffefufteatf SFS[D(2,1)(2,1)] gLLPQcdefeffpvxxmdf toroidal gLLPQcdefeffpfxxmdf m015(0,0) gLLPQcdefeffpgxxmdf m015(0,0) gLLPQcdefeffpfxxqdc m148(0,0) gLLPQcdefeffpfxxpdb m033(0,0) gLLPQcdeffefuguqads toroidal gLLPQcdeffefugpqatg toroidal gLLPQcdeffefugaqaqn toroidal gLLPQcdefeffuoueixj m036(0,0) gLLPQcdeffeftcttpac SFS[D(3,1)(3,1)] gLLPQcdeffefufuliqf SFS[D(5,2)(2,1)] gLLPQcdeffefufuqmqk toroidal gLLPQcdeffeftkqxaus s869(0,0) gLLPQcdeffefugutaeg m137(0,0) gLLPQcdeffeftvttpxc SFS[D(3,1)(2,1)] gLLPQcdeffefuflliqo SFS[D(5,2)(2,1)] gLLPQcdeffefufleaqg toroidal gLLPQcdeffefuflqmqc toroidal gLLPQcdfeeffpvpuuuo toroidal gLLPQcdfeeffpgmpmac SFS[D(4,1)(2,1)] gLLPQcdefefftrxxamg m305(0,0) gLLPQcdefefflrxxamg m410(0,0) gLLPQcdefeffloeuiqf SFS[D(4,1)(3,1)] gLLPQcdeffeflfeuaif m019(0,0) gLLPQcdeffeflfmualk s479(0,0) gLLPQcdeffeflfxuahr s705(0,0) gLLPQcdfeeffpfdladf toroidal gLLPQcdeffeftfeuaif m016(0,0) gLLPQcdeffeftfxuahr m188(0,0) gLLPQcdeffeftfmualk m115(0,0) gLLPQcdfeeffpvapaav SFS[A(2,1)] gLLPQcdefefftoeuiqf SFS[D(4,3)(3,1)] gLLPQcdeffefpfmlatf SFS[D(2,1)(2,1)] gLLPQcdfefefpwmpalc m010(0,0) gLLPQcdfefefpkiqidk m007(0,0) gLLPQcdfefefpoppauo s647(0,0)(0,0) gLLPQcdfefeflrhhadr toroidal gLLPQcdefeffpgxxmmo SFS[D(4,3)(3,1)] gLLPQcdfeeffpkdlmtf SFS[D(3,1)(2,1)] gLLPQcdfefeflrheadr reducible gLLPQcdeffeflceeaaf SFS[D(5,2)(3,1)] gLLPQcdefefflceeqqf m275(0,0) gLLPQcdfefeflcppaaf m019(0,0) gLLPQcdfefeflrpuapj m285(0,0) gLLPQcdfefeflrhuqdb m011(0,0) gLLPQcdfefeflrhuadr toroidal gLLPQcdfeefflgppmmf SFS[D(4,1)(2,1)] gLLPQcdeffeftfduaif m017(0,0) gLLPQcdfeeffloppiif m016(0,0) gLLPQcdefeffpoxxiio toroidal gLLPQcdfefeflrpuaif toroidal gLLPQcdfefeflrduqiw m222(0,0) gLLPQcdfefeflrduqif SFS[D(4,3)(3,1)] gLLPQcdfefeflrduqin m304(0,0) gLLPQcdfefeflrmuaif toroidal gLLPQcdfefeflrmuaiw s667(0,0) gLLPQcdfefeflrmuain s777(0,0) gLLPQcdefefftoduiqf SFS[D(5,3)(3,1)] gLLPQcdeffeflraualf SFS[D(2,1)(2,1)] gLLPQcdefeffukddmtk m010(0,0) gLLPQcdeffeflrapqds m160(0,0) gLLPQcdeffeflradapv m149(0,0) gLLPQcdeffeflsadalb m038(0,0) gLLPQcdeffeflrapqlf toroidal gLLPQcdeffeflrddqpk toroidal gLLPQcdeffeflredqpk toroidal gLLPQcdeffeflradqpk toroidal gLLPQcdeffeflsapllb toroidal gLLPQcdeffeflrahaln m038(0,0) gLLPQcdeffeflrahalf SFS[D(5,1)(2,1)] gLLPQcdeffeflrahalw m137(0,0) gLLPQcdeffeflcttaao toroidal gLLPQcdeffeflraxqlf toroidal gLLPQcdeffefloqxxuf m345(0,0) gLLPQcdeffeflkqxxuf m221(0,0) gLLPQcdeffeflcdeaaf toroidal gLLPQcdeffeflsaeads toroidal gLLPQcdeffeflraeads toroidal gLLPQcdeffeflcaeads reducible gLLPQcdeffeflsaealf SFS[D(5,1)(2,1)] gLLPQcdeffeflraealf SFS[D(7,2)(2,1)] gLLPQcdeffeflcaealf SFS[D(2,1)(2,1)] gLLPQcdeffeflsalplf SFS[A(2,1)] gLLPQcdeffeflralqlf reducible gLLPQcdefeffukudltk SFS[D(4,1)(2,1)] gLLPQcdeffefpwethlf SFS[D(8,3)(2,1)] gLLPQcdeffefpoxxdiw m310(0,0) gLLPQcdeffefpwauppf toroidal gLLPQcdeffefpoaxdpw toroidal gLLPQcdeffefpoathps toroidal gLLPQcdeffefpkauppg toroidal gLLPQcdeffefpkaixlf toroidal gLLPQcdeffefpoaixlf toroidal gLLPQcdeffefpwaixtf toroidal gLLPQcdeffefpwaaulr toroidal gLLPQcdeffefpwaiilf toroidal gLLPQcdeffefpwaidlf toroidal gLLPQcdeffefpwpixhk toroidal gLLPQcdeffefpwuixir toroidal gLLPQcdeffefpwdixln toroidal gLLPQcdeffefpwdixlw toroidal gLLPQcdeffefpwdixtf toroidal gLLPQcdeffefpwdixaf toroidal gLLPQcdeffefpwdiilf SFS[D(4,3)(3,1)] gLLPQcdeffefpwdidlf SFS[D(4,1)(3,1)] gLLPQcdeffefpwqixhk toroidal gLLPQcdeffefpwtixir toroidal gLLPQcdeffefpwdaulr SFS[D(4,3)(3,1)] gLLPQcdeffefpwdmtlk SFS[D(4,1)(3,1)] gLLPQcdeffefpodixlf SFS[D(4,1)(3,1)] gLLPQcdeffefpkdixlf SFS[D(4,3)(3,1)] gLLPQcdeffefpwdixds toroidal gLLPQcdeffefpwtixlj toroidal gLLPQcdeffefpwqixuf toroidal gLLPQcdeffefpweixln toroidal gLLPQcdeffefpweixlw toroidal gLLPQcdeffefpweixtf toroidal gLLPQcdeffefpweixaf toroidal gLLPQcdeffefpweiilf SFS[D(8,3)(3,1)] gLLPQcdeffefpweidlf SFS[D(8,3)(3,1)] gLLPQcdeffefpwmixhk toroidal gLLPQcdeffefpwxixir toroidal gLLPQcdeffefpweaulr SFS[D(8,3)(3,1)] gLLPQcdeffefpwemtlk SFS[D(8,3)(3,1)] gLLPQcdeffefpoeixlf SFS[D(8,3)(3,1)] gLLPQcdeffefpkeixlf SFS[D(8,3)(3,1)] gLLPQcdeffefpwaixps toroidal gLLPQcdeffefpwaixpr toroidal gLLPQcdeffefpwaixdc toroidal gLLPQcdeffefpwaixds toroidal gLLPQcdeffefpwaixdr toroidal gLLPQcdeffefpwaixhc toroidal gLLPQcdeffefpwaixhs toroidal gLLPQcdeffefpwaixhr toroidal gLLPQcdeffefpwuixaj toroidal gLLPQcdeffefpwuixag toroidal gLLPQcdeffefpwuixak toroidal gLLPQcdeffefpwuixtj toroidal gLLPQcdeffefpwuixtg toroidal gLLPQcdeffefpwuixtk toroidal gLLPQcdeffefpwuixlj toroidal gLLPQcdeffefpwuixlg toroidal gLLPQcdeffefpwuixlk toroidal gLLPQcdeffefpwpixuw toroidal gLLPQcdeffefpwpixun toroidal gLLPQcdeffefpwpixuf toroidal gLLPQcdeffefpwpixqw toroidal gLLPQcdeffefpwpixqn toroidal gLLPQcdeffefpwpixqf toroidal gLLPQcdeffefpwpixiw toroidal gLLPQcdeffefpwpixin toroidal gLLPQcdeffefpwpixif toroidal gLLPQcdeffefpoaaupo toroidal gLLPQcdeffefpoaaapo toroidal gLLPQcdeffefpoaappo m125(0,0)(0,0) gLLPQcdeffefpkamtpg toroidal gLLPQcdefefflkddltk SFS[D(4,1)(2,1)] gLLPQcdefefflfddxdk SFS[D(8,3)(2,1)] gLLPQcdeffeflwdpppf m292(0,0)(0,0) gLLPQcdeffefpkatppk m120(0,0) gLLPQcdeffefpwdexlj toroidal gLLPQcdefefftwapdaf toroidal gLLPQcdeffefpwaqppf m129(0,0)(0,0) gLLPQcdeffefpkaeipk SFS[D(4,1)(3,1)] gLLPQcdeffefpkaeihk SFS[D(5,2)(3,1)] gLLPQcdefeffpvaqmdf toroidal gLLPQcdefeffpfaqmdf m004(0,0) gLLPQcdefeffpgaqmdf m004(0,0) gLLPQcdefeffpgalmpj SFS[D(3,1)(3,1)] gLLPQcdefeffpgaemhs toroidal gLLPQcdefeffpfqqddf SFS[D(4,1)(3,1)] gLLPQcdefeffpvauppb s776(0,0)(0,0)(0,0) gLLPQcdefeffpvatqhn s783(0,0) gLLPQcdefeffpfaxmdj m286(0,0) gLLPQcdefeffpgaxmdj m023(0,0) gLLPQcdefeffpfaxqdv toroidal gLLPQcdefeffpfauppk s784(0,0) gLLPQcdefeffpfaxpdr m373(0,0) gLLPQcdefeffpfatphf m207(0,0) gLLPQcdefeffpgatmhf toroidal gLLPQcdefeffpfqxudf m059(0,0) gLLPQcdefeffpfqxtdb m006(0,0) gLLPQcdefeffpfqxxdc m262(0,0) gLLPQcdefeffpfquepk toroidal gLLPQcdefeffpfqxedr m007(0,0) gLLPQcdefeffpfqxddj m058(0,0) gLLPQcdefeffpfqxadv m261(0,0) gLLPQcdefeffpfqtehf m007(0,0) gLLPQcdefeffpfxxadk m149(0,0) gLLPQcdefeffpfxxddo m017(0,0) gLLPQcdefeffpfxxedw m032(0,0) gLLPQcdefeffpfaxxdk toroidal gLLPQcdefeffpfaxtdw m372(0,0) gLLPQcdefeffpfaxudo m285(0,0) gLLPQcdefeffpgaimxf toroidal gLLPQcdefeffpgaamuj m022(0,0) gLLPQcdefeffpgammts m206(0,0) gLLPQcdefeffpfqauuf m289(0,0) gLLPQcdefeffpgdimxf SFS[D(4,1)(2,1)] gLLPQcdefeffpgeimxf SFS[D(8,3)(2,1)] gLLPQcdefeffpvaixxc SFS[A(2,1)] gLLPQcdefeffpvamttg SFS[A(2,1)] gLLPQcdefeffpfaauuo toroidal gLLPQcdefeffpgaauuo toroidal gLLPQcdefeffpgaimas toroidal gLLPQcdefeffpgammij SFS[D(3,1)(2,1)] gLLPQcdefeffpgaammf m003(0,0) gLLPQcdefefflwqpmaf m117(0,0) gLLPQcdefeffpfamxdk toroidal gLLPQcdefeffpgaupif toroidal gLLPQcdefeffpgauqif SFS[D(3,1)(3,1)] gLLPQcdefeffpgaumif SFS[D(3,1)(3,1)] gLLPQcdefeffpgatmaj m136(0,0) gLLPQcdefeffpcatqqf m022(0,0) gLLPQcdefeffpgaqmus m023(0,0) gLLPQcdefeffpgaemxj m135(0,0) gLLPQcdefeffpgalmtf SFS[D(3,1)(2,1)] gLLPQcdefeffpfqexdc m034(0,0) gLLPQcdefeffpgdemxj m168(0,0) gLLPQcdefeffpgeemxj m146(0,0) gLLPQcdefeffpfaexdk toroidal gLLPQcdefeffpgaquuf m015(0,0) gLLPQcdeffefpgaeads toroidal gLLPQcdeffefpgpeaqn toroidal gLLPQcdeffefpgueatg toroidal gLLPQcdeffefpgamaeg SFS[D(5,1)(2,1)] gLLPQcdeffeflcttpac reducible gLLPQcdeffeflvttpxc SFS[D(3,1)(2,1)] gLLPQcdeffeflkqxaus m390(0,0) gLLPQcdefeffpoalixj SFS[D(3,1)(3,2)] gLLPQcdeffefpfqemqc toroidal gLLPQcdeffefpfqlaqg toroidal gLLPQcdeffefpfalaqr SFS[D(2,1)(2,1)] gLLPQcdefeffpkxxmtk SFS[D(3,1)(3,2)] gLLPQcdefeffpkaxltk toroidal gLLPQcdefeffpwaidaf toroidal gLLPQcdefeffpwdidaf SFS[D(4,1)(2,1)] gLLPQcdefeffpweidaf SFS[D(8,3)(2,1)] gLLPQcdefeffpwaillc SFS[A(2,1)] gLLPQcdefeffpoaaiuf reducible gLLPQcdefeffpoaaiif SFS[D(3,1)(2,1)] gLLPQcdefeffpoaaiqf SFS[D(3,1)(2,1)] gLLPQcdefeffpkamltk reducible gLLPQcdefeffpkateek m322(0,0) gLLPQcdefeffpoaliqf toroidal gLLPQcdefeffpkaeltk toroidal gLLPQcdefeffpkaeqtk toroidal gLLPQcdefeffpkaeetk m019(0,0) gLLPQcdefeffpcaaqqf m034(0,0) gLLPQcdefeffpratmxj toroidal gLLPQcdefeffprptxxc toroidal gLLPQcdefeffprutexw toroidal gLLPQcdefeffpcalqqf SFS[D(4,3)(3,1)] gLLPQcdefeffpraetak SFS[D(2,1)(2,1)] gLLPQcdefeffuwqxdaf SFS[D(7,3)(2,1)] gLLPQcdeffeflwepppf m129(0,0)(0,0) gLLPQcdeffeflwapplk toroidal gLLPQcdeffeflwappls toroidal gLLPQcdeffeflwahhln SFS[D(3,1)(2,1)] gLLPQcdeffeflwahhlf toroidal gLLPQcdeffeflwahhlw m026(0,0) gLLPQcdeffeflwaddlj SFS[D(3,1)(2,1)] gLLPQcdeffeflwaddlr m027(0,0) gLLPQcdeffeflwaddlv toroidal gLLPQcdeffeflwapulb toroidal gLLPQcdeffeflwapulk toroidal gLLPQcdeffeflwapuls m044(0,0) gLLPQcdeffeflwahtln m006(0,0) gLLPQcdeffeflwahtlf SFS[D(7,3)(2,1)] gLLPQcdeffeflwahtlw m070(0,0) gLLPQcdeffeflwadxlj toroidal gLLPQcdeffeflwadxlr SFS[D(7,3)(2,1)] gLLPQcdeffeflwadxlv SFS[D(5,1)(2,1)] gLLPQcdeffeflwapalb toroidal gLLPQcdeffeflwapalk m043(0,0) gLLPQcdeffeflwapals SFS[D(7,2)(2,1)] gLLPQcdeffeflwahmln toroidal gLLPQcdeffeflwahmlf SFS[D(2,1)(2,1)] gLLPQcdeffeflwahmlw SFS[D(2,1)(2,1)] gLLPQcdeffeflwadilj m011(0,0) gLLPQcdeffeflwadilr m069(0,0) gLLPQcdeffeflwadilv SFS[D(5,1)(2,1)] gLLPQcdeffeflkaddlj reducible gLLPQcdeffefloaddlj SFS[D(3,1)(2,1)] gLLPQcdeffeflouddiw SFS[D(3,1)(2,1)] gLLPQcdeffeflopddhc toroidal gLLPQcdefefflwaxdaf SFS[D(5,1)(2,1)] gLLPQcdeffefloaxxlf SFS[D(5,4)(3,1)] gLLPQcdeffeflkaxxlf SFS[D(5,1)(3,1)] gLLPQcdeffeflwaxilf toroidal gLLPQcdeffeflwaxdlf toroidal gLLPQcdeffeflwattlk SFS[D(5,4)(3,1)] gLLPQcdeffeflwauulr SFS[D(5,1)(3,1)] gLLPQcdeffeflwaxxaf toroidal gLLPQcdeffeflwaxxtf toroidal gLLPQcdeffeflwxlxlj toroidal gLLPQcdefeffuwuxllc m202(0,0)(0,0) gLvQQbefdeffedefhqb toroidal gLvQQbefdeffedeflqb toroidal gLvQQbefdeffedewlqb toroidal gLvQQbefdeffedenlqb toroidal gLvQQbefdeffedefiqb reducible gLvQQbefdeffedefhub toroidal gLvQQbefdeffedmfhib toroidal gLvQQbefdeffedmfhqb toroidal gLvQQbefdeffedmfhub m016(0,0) gLvQQbefdeffedxfhib toroidal gLvQQbefdeffedxfhqb m019(0,0) gLvQQbefdeffedxfhub SFS[D(5,2)(2,1)] gLvQQbefdeffedefhik SFS[D(3,1)(2,1)] gLvQQbefdeffedefhqk toroidal gLvQQbefdeffedefhuk SFS[D(3,1)(2,1)] gLvQQbefdeffedmfhik toroidal gLvQQbefdeffedmfhqk SFS[D(5,2)(2,1)] gLvQQbefdeffedxfhik m006(0,0) gLvQQbefdeffedxfhqk m016(0,0) gLvQQbefdeffedefhis SFS[D(3,1)(2,1)] gLvQQbefdeffedefhqs toroidal gLvQQbefdeffedefhus m003(0,0) gLvQQbefdeffedmfhis m011(0,0) gLvQQbefdeffedmfhqs SFS[D(5,2)(2,1)] gLvQQbefdeffedmfhus m017(0,0) gLvQQbefdeffedxfhis toroidal gLvQQbefdeffedxfhqs SFS[D(4,1)(2,1)] gLvQQbefdeffedxfhus SFS[D(4,1)(2,1)] gLLPQcdfeefftwexxxb toroidal gLLPQcdfeefftkleetc toroidal gLvQQbefdfefdadfedr reducible gLvQQbefdfefdadfeds reducible gLvQQbefdfefdadfepc reducible gLvQQbefdfefdadfepr toroidal gLvQQbefdfefdadfeps toroidal gLvQQbefdfefdadfehc reducible gLvQQbefdfefdadfehr toroidal gLvQQbefdfefdadfehs toroidal gLvQQbefdfefdadwepc SFS[D(3,1)(3,2)] gLvQQbefdfefdadnepc SFS[D(3,1)(3,1)] gLvQQbefdfefdapfepc SFS[D(3,1)(3,1)] gLvQQbefdfefdapfepr m036(0,0) gLvQQbefdfefdapfeps m033(0,0) gLvQQbefdfefdahwepc m007(0,0) gLvQQbefdfefdahnepc m010(0,0) gLvQQbefdfefdadwehc SFS[D(3,1)(3,1)] gLvQQbefdfefdadnehc SFS[D(3,1)(3,2)] gLvQQbefdfefdahfepc SFS[D(3,1)(3,2)] gLvQQbefdfefdahfepr m036(0,0) gLvQQbefdfefdahfeps m007(0,0) gLvQQbefdfefdahfehc SFS[D(3,1)(3,1)] gLvQQbefdfefdahfehr m033(0,0) gLvQQbefdfefdahfehs m010(0,0) gLvQQbefdfefdadwedr toroidal gLvQQbefdfefdadwepr m249(0,0) gLvQQbefdfefdadwehr s481(0,0) gLvQQbefdfefdapwepr toroidal gLvQQbefdfefdahwepr m036(0,0) gLvQQbefdfefdahwehr s649(0,0) gLvQQbefdfefdadnedr toroidal gLvQQbefdfefdadneds toroidal gLvQQbefdfefdadnepr m247(0,0) gLvQQbefdfefdadneps s495(0,0) gLvQQbefdfefdadnehr m160(0,0) gLvQQbefdfefdadnehs m149(0,0) gLvQQbefdfefdadweps s313(0,0) gLvQQbefdfefdapnepr m249(0,0) gLvQQbefdfefdapneps s874(0,0) gLvQQbefdfefdahweps SFS[D(3,1)(3,2)] gLvQQbefdfefdadwehs s297(0,0) gLvQQbefdfefdahnepr toroidal gLvQQbefdfefdahneps m010(0,0) gLvQQbefdfefdahnehr m149(0,0) gLvQQbefdfefdahnehs toroidal gLLPQcdefefflwapxxb m125(0,0)(0,0) gLvQQbefdfefduifuqc SFS[A(2,1)] gLLPQcdeffefuwdxxlj SFS[D(8,3)(2,1)] gLLPQcdeffefuwqxxds SFS[D(7,2)(2,1)] gLLPQcdefeffuwuxdaf SFS[D(8,3)(2,1)] gLLPQcdeffefukuxxlf SFS[D(8,3)(3,1)] gLLPQcdeffefuouxxlf SFS[D(8,3)(3,1)] gLLPQcdeffefuwuttlk SFS[D(8,3)(3,1)] gLLPQcdeffefuwuuulr SFS[D(8,3)(3,1)] gLLPQcdeffefuwpxxir toroidal gLLPQcdeffefuwaxxhk toroidal gLLPQcdeffefuwuxdlf toroidal gLLPQcdeffefuwuxilf toroidal gLLPQcdeffefuwulppf m203(0,0)(0,0) gLLPQcdeffefukuqipk m034(0,0) gLLPQcdeffefukuqihk m115(0,0) gLLPQcdeffefukuqidk SFS[D(5,2)(2,1)] gLLPQcdeffefukuhppk m192(0,0) gLLPQcdeffefuwuxxpr toroidal gLLPQcdeffefuwuxxps toroidal gLLPQcdeffefuwaxxuw toroidal gLLPQcdeffefuwaxxuf toroidal gLLPQcdeffefuwaxxun m052(0,0) gLLPQcdeffefuwpxxaj toroidal gLLPQcdeffefuwpxxak m055(0,0) gLLPQcdeffefuwpxxag toroidal gLLPQcdeffefuwuxxhc toroidal gLLPQcdeffefuwuxxhr toroidal gLLPQcdeffefuwuxxhs m064(0,0) gLLPQcdeffefuwaxxiw m016(0,0) gLLPQcdeffefuwaxxif SFS[D(8,3)(2,1)] gLLPQcdeffefuwaxxin m118(0,0) gLLPQcdeffefuwpxxlj toroidal gLLPQcdeffefuwpxxlk SFS[D(8,3)(2,1)] gLLPQcdeffefuwpxxlg SFS[D(7,2)(2,1)] gLLPQcdeffefuwuxxdc toroidal gLLPQcdeffefuwuxxdr m060(0,0) gLLPQcdeffefuwuxxds toroidal gLLPQcdeffefuwaxxqw SFS[D(5,2)(2,1)] gLLPQcdeffefuwpxxtj m019(0,0) gLLPQcdeffefuwpxxtk m119(0,0) gLLPQcdeffefuwpxxtg SFS[D(7,2)(2,1)] gLLPQcdeffefuouuupo SFS[A(2,1)] gLLPQcdeffefuouuppo m202(0,0)(0,0) gLLPQcdeffefuouuapo m125(0,0)(0,0) gLLPQcdeffefukuttpg SFS[A(2,1)] gLLPQcdefefflwapdaf SFS[D(7,2)(2,1)] gLLPQcdeffefloapxlf SFS[D(7,5)(3,1)] gLLPQcdeffeflkapxlf SFS[D(7,2)(3,1)] gLLPQcdeffeflwapilf SFS[D(7,4)(3,1)] gLLPQcdeffeflwapdlf SFS[D(7,3)(3,1)] gLLPQcdeffeflwadtlk SFS[D(7,5)(3,1)] gLLPQcdeffeflwahulr SFS[D(7,2)(3,1)] gLLPQcdeffeflwapxaf toroidal gLLPQcdeffeflwapxtf toroidal gLLPQcdeffeflwppxhk toroidal gLLPQcdeffeflwupxir toroidal gLLPQcdeffeflwapxln SFS[D(7,4)(3,1)] gLLPQcdeffeflwapxlw SFS[D(7,3)(3,1)] gLLPQcdeffefuwlxxuf SFS[D(8,3)(2,1)] gLLPQcdeffefuwhxxlj SFS[D(7,2)(2,1)] gLLPQcdeffefuwiqxlj toroidal gLLPQcdeffefuwixxln toroidal gLLPQcdeffefuwixxlw toroidal gLLPQcdeffefuwixdlf toroidal gLLPQcdeffefuwixilf toroidal gLLPQcdfeeffukiemtf m003(0,0) gLLPQcdfeeffukqpdlf SFS[D(3,1)(2,1)] gLLPQcdfeeffuwqlllc SFS[A(3,1)] gLLPQcdfeeffuoeiiqn m004(0,0) gLLPQcdeffeflwatxlj SFS[D(7,3)(2,1)] gLLPQcdeffeflwauhlf SFS[D(2,1)(2,1)] gLLPQcdeffeflwaxals SFS[D(5,1)(2,1)] gLLPQcdeffefloaxals m137(0,0) gLLPQcdeffeflkaxals m038(0,0) gLLPQcdfeefflklldtv reducible gLLPQcdfeeffuouiixr SFS[D(2,1)(2,1)] gLLPQcdfefefukxlidk SFS[D(3,1)(3,2)] gLLPQcdfefeftrheadr SFS[D(3,1)(3,1)] gLvQQbefdeffdudfduc SFS[A(3,1)] gLvQQbefdeffdxdfdic toroidal gLvQQbefdeffdxdfaic SFS[D(3,1)(3,2)] gLvQQbefdeffdxdfeic SFS[D(3,1)(3,1)] gLvQQbefdeffdxdfeis SFS[D(3,1)(3,2)] gLvQQbefdeffdxdfeir toroidal gLvQQbefdeffdtdfdqc reducible gLvQQbefdeffdtpfdqc SFS[D(3,1)(3,1)] gLvQQbefdeffdthfdqc SFS[D(3,1)(3,2)] gLvQQbefdeffdxdnaic SFS[D(3,1)(3,1)] gLvQQbefdeffdxdwaic reducible gLLPQcdfeefftodxxaf SFS[D(3,1)(2,1)] gLvQQbefdeffdadftur SFS[D(3,1)(2,1)] gLvQQbefdeffdadftus SFS[D(3,1)(2,1)] gLvQQbefdeffdadftic SFS[D(3,1)(2,1)] gLvQQbefdeffdadftir reducible gLvQQbefdeffdadftis SFS[D(3,1)(2,1)] gLvQQbefdeffdadfxic SFS[D(3,1)(2,1)] gLvQQbefdeffdadfuic reducible gLvQQbefdeffdadftqc SFS[D(3,1)(2,1)] gLvQQbefdeffdadftqr SFS[D(3,1)(2,1)] gLvQQbefdeffdadftqs toroidal gLvQQbefdeffdapftqs SFS[D(2,1)(2,1)] gLvQQbefdeffdahftqs SFS[D(2,1)(2,1)] gLvQQbefdeffdadnxic toroidal gLvQQbefdeffdadwxic SFS[D(3,1)(2,1)] gLLPQcdefeffloalxaf SFS[D(2,1)(2,1)] gLLPQcdefefflkaldlf reducible gLLPQcdefefflwaldaf SFS[D(2,1)(2,1)] gLLPQcdeffefloalxlf SFS[D(3,1)(2,1)] gLLPQcdeffeflkalxlf SFS[D(3,1)(2,1)] gLLPQcdeffeflwalilf SFS[D(3,1)(2,1)] gLLPQcdeffefloalilf reducible gLLPQcdeffeflkalilf SFS[D(3,1)(2,1)] gLLPQcdeffeflwaldlf SFS[D(3,1)(2,1)] gLLPQcdeffefloaldlf SFS[D(3,1)(2,1)] gLLPQcdeffeflkaldlf toroidal gLLPQcdeffeflwaqtlk SFS[D(3,1)(2,1)] gLLPQcdeffeflwaeulr SFS[D(3,1)(2,1)] gLLPQcdeffeflwalxaf reducible gLLPQcdeffeflwalxtf reducible gLLPQcdeffeflwplxhk reducible gLLPQcdeffeflwulxir reducible gLLPQcdeffeflwalxln toroidal gLLPQcdeffeflwalxlw toroidal gLLPQcdfefefloeaatr SFS[D(3,1)(3,1)] gLvQQbefdeffddifthc toroidal gLvQQbefdeffdeifthc toroidal gLLPQcdfeefflodxxaf reducible gLLPQcdfeefflwexxxb SFS[A(3,1)] gLLPQcdfeefflkleetc m004(0,0) gLLPQcdeffeflwaqxlj SFS[D(5,1)(2,1)] gLLPQcdeffeflwaehlf SFS[D(7,3)(2,1)] gLLPQcdeffeflwalals SFS[D(2,1)(2,1)] gLLPQcdfeefflwquhuf SFS[D(2,1)(2,1)] gLLPQcdfeefflklpetk SFS[D(4,1)(3,1)] gLLPQcdfeefflklpqtk SFS[D(5,2)(3,1)] gLLPQcdefefflgatmxj m029(0,0) gLLPQcdefefflgapmxf SFS[D(7,3)(2,1)] gLLPQcdefefflvxdmdf reducible gLLPQcdefefflfqdxdc m142(0,0) gLLPQcdefefflfadxdk toroidal gLLPQcdefefflvapppb toroidal gLLPQcdefefflvadmdj SFS[D(2,1)(2,1)] gLLPQcdefefflfudedw SFS[D(4,1)(3,1)] gLLPQcdefefflfpdxdc SFS[D(5,2)(3,1)] gLLPQcdefefflgadmxj toroidal gLLPQcdefefflgadmij SFS[D(5,2)(3,1)] gLLPQcdefefflvaxxxc toroidal gLLPQcdefefflvatttg toroidal gLLPQcdefefflgaxmxf toroidal gLLPQcdefefflgaqmxj m081(0,0) gLLPQcdefefflvalmdf reducible gLLPQcdefefflgalmxf SFS[D(2,1)(2,1)] gLLPQcdefefflgalpif SFS[D(2,1)(2,1)] gLLPQcdeffeftwdpppf m366(0,0)(0,0) gLLPQcdeffeftwalxlw toroidal gLLPQcdeffeftwalxln toroidal gLLPQcdeffeftwplxhk toroidal gLLPQcdeffeftwulxir toroidal gLLPQcdeffeftkaldlf SFS[D(2,1)(2,1)] gLLPQcdeffeftwaqxlj SFS[D(7,2)(2,1)] gLLPQcdeffeftwaehlf SFS[D(8,3)(2,1)] gLLPQcdeffeftoaxxlf SFS[D(7,5)(3,1)] gLLPQcdeffeftkaxxlf SFS[D(7,2)(3,1)] gLLPQcdeffeftwaxilf toroidal gLLPQcdeffeftwaxdlf toroidal gLLPQcdeffeftwaxxtf SFS[D(7,3)(3,1)] gLLPQcdeffeftwaxxaf SFS[D(7,4)(3,1)] gLLPQcdeffeftwauulr SFS[D(7,2)(3,1)] gLLPQcdeffeftwattlk SFS[D(7,5)(3,1)] gLLPQcdeffeftwappls toroidal gLLPQcdeffeftwapplk toroidal gLLPQcdeffeftwapalb toroidal gLLPQcdeffeftwapals toroidal gLLPQcdeffeftwapalk m060(0,0) gLLPQcdeffeftwapulb toroidal gLLPQcdeffeftwapuls m064(0,0) gLLPQcdeffeftwapulk toroidal gLLPQcdeffeftwaddlj toroidal gLLPQcdeffeftwaddlv toroidal gLLPQcdeffeftwaddlr m055(0,0) gLLPQcdeffeftwadilj m019(0,0) gLLPQcdeffeftwadilv SFS[D(7,2)(2,1)] gLLPQcdeffeftwadilr m119(0,0) gLLPQcdeffeftwadxlj toroidal gLLPQcdeffeftwadxlv SFS[D(7,2)(2,1)] gLLPQcdeffeftwadxlr SFS[D(8,3)(2,1)] gLLPQcdeffeftwahhln toroidal gLLPQcdeffeftwahhlw m052(0,0) gLLPQcdeffeftwahhlf toroidal gLLPQcdeffeftwahmln SFS[D(5,2)(2,1)] gLLPQcdeffeftwahtln m016(0,0) gLLPQcdeffeftwahtlw m118(0,0) gLLPQcdeffeftwahtlf SFS[D(8,3)(2,1)] gLLPQcdeffeftkaddlj reducible gLLPQcdeffeftoaddlj toroidal gLLPQcdeffeftopddhc toroidal gLLPQcdeffeftouddiw toroidal gLLPQcdefefflkadltk toroidal gLLPQcdeffeflwapppf toroidal gLLPQcdeffeftwxlxlj toroidal gLLPQcdeffeftwepppf m203(0,0)(0,0) gLLPQcdeffeftceeaaf SFS[D(5,3)(3,1)] gLLPQcdefeffucuuqqf m115(0,0) gLLPQcdeffeftcttaao m016(0,0) gLLPQcdeffeftrddqpk SFS[D(8,3)(2,1)] gLLPQcdeffeftsalplf T2xI gLLPQcdeffeftsaealf SFS[D(7,2)(2,1)] gLLPQcdeffeftraealf toroidal gLLPQcdeffeftraxqlf SFS[D(7,3)(2,1)] gLLPQcdeffeftoqxxuf m389(0,0) gLLPQcdeffeftkqxxuf m345(0,0) gLLPQcdeffeftsapllb m125(0,0)(0,0) gLLPQcdeffeftrahaln m137(0,0) gLLPQcdeffeftrahalw m220(0,0) gLLPQcdeffeftrahalf SFS[D(7,2)(2,1)] gLLPQcdeffeflgadaeg toroidal gLLPQcdeffeflgadaef toroidal gLLPQcdeffeflgadaev toroidal gLLPQcdeffeflwapxds toroidal gLLPQcdeffeftcdeaaf toroidal gLLPQcdefefftceeqqf m223(0,0) gLLPQcdefefftcaeqqf SFS[D(4,3)(3,1)] gLLPQcdefefftsahpin SFS[D(4,1)(2,1)] gLLPQcdefefftsaqulo m117(0,0) gLLPQcdefefftspqalv m146(0,0) gLLPQcdefefftcdeqqf m188(0,0) gLLPQcdefefftkaldlf reducible gLLPQcdefefftwaxdaf SFS[D(7,2)(2,1)] gLLPQcdefefftwapxxb toroidal gLLPQcdefefftkadltk reducible gLLPQcdeffeflgalllv toroidal gLLPQcdeffeftgttatg m292(0,0)(0,0) gLLPQcdfeeffqwuheeo toroidal gLLPQcdfeeffqwullxf T2xI gLLPQcdefeffhsaixlc m129(0,0)(0,0) gLLPQcdefeffhsaaumo SFS[D(4,1)(3,1)] gLLPQcdefeffhspaamv m222(0,0) gLLPQcdefeffhsteelw m140(0,0) gLLPQcdefeffhraaumo SFS[D(5,2)(3,1)] gLLPQcdefeffhstepir m004(0,0) gLLPQcdefeffhstxplb SFS[D(9,2)(2,1)] gLLPQcdefeffhstmplb SFS[D(3,1)(2,1)] gLLPQcdefeffhsaxulo m120(0,0) gLLPQcdefeffhspxalv m199(0,0) gLLPQcdefeffhsteplb SFS[D(6,1)(2,1)] gLLPQcdefeffhsaqxlc m292(0,0)(0,0) gLLPQcdefeffhsaqpxb toroidal gLLPQcdefeffhkaudlf toroidal gLLPQcdefeffhoatier toroidal gLLPQcdefeffhoaxiqk toroidal gLLPQcdefeffhkaudaf SFS[A(3,1)] gLLPQcdefeffhkaudtf SFS[A(3,1)] gLLPQcdefeffhsaqxxv toroidal gLLPQcdefeffhsaqxxg toroidal gLLPQcdefeffhsaetak toroidal gLLPQcdefeffhsaetlk m125(0,0)(0,0) gLLPQcdefeffhsaettk toroidal gLLPQcdefeffhraqxxf toroidal gLLPQcdefeffhraqxxv toroidal gLLPQcdefeffhraqxxg toroidal gLLPQcdefeffhcaqxxf toroidal gLLPQcdefeffhcaqxxv toroidal gLLPQcdefeffhcaqxxg toroidal gLLPQcdefeffhktetto SFS[D(3,1)(2,1)] gLLPQcdefeffhwaleeo toroidal gLLPQcdefeffhwaaeeo toroidal gLLPQcdefeffhkaiqtc m015(0,0) gLLPQcdefeffhwateeo toroidal gLLPQcdefeffhoateew m372(0,0) gLLPQcdefeffhkateek m285(0,0) gLLPQcdefeffhwaqlxf SFS[A(2,1)] gLLPQcdefeffhoallur SFS[A(2,1)] gLLPQcdefeffhouliuk T2xI gLLPQcdefeffhoplhuf T2xI gLLPQcdefeffhkaeqtk toroidal gLLPQcdefeffhkaeetk toroidal gLLPQcdeffefhsaqqaf toroidal gLLPQcdeffefhraqqaf SFS[D(3,1)(3,2)] gLLPQcdeffefhcaqqaf SFS[D(3,1)(3,2)] gLLPQcdeffefhfaaaxn m247(0,0) gLLPQcdeffefhfaaaxw m160(0,0) gLLPQcdeffefhcaqqan toroidal gLLPQcdeffefhgaaaxn m249(0,0) gLLPQcdeffefhgaaaxw m149(0,0) gLLPQcdeffefhcaqqaw SFS[D(3,1)(3,1)] gLLPQcdefeffhsalpmj toroidal gLLPQcdefeffhsalmmj s704(0,0) gLLPQcdefeffhsalqmj m390(0,0) gLLPQcdeffefhfxxain m221(0,0) gLLPQcdeffefhvteaxr m015(0,0) gLLPQcdeffefhfalhqw m390(0,0) gLLPQcdeffefhgamaeg SFS[D(2,1)(2,1)] gLLPQcdeffefhfalaqr SFS[D(5,1)(2,1)] gLLPQcdeffefhfuladk SFS[D(7,2)(2,1)] gLLPQcdeffefhfplatf SFS[D(2,1)(2,1)] gLLPQcdefeffhgaamuj m034(0,0) gLLPQcdefeffhgaimab reducible gLLPQcdefeffhgammij SFS[D(3,1)(2,1)] gLLPQcdefeffhgaammn SFS[D(3,1)(2,1)] gLLPQcdefeffhgaammw m003(0,0) gLLPQcdefeffhgaammf toroidal gLLPQcdefeffhsaupxb SFS[A(3,1)] gLLPQcdefeffhgaupif reducible gLLPQcdefeffhgauqif reducible gLLPQcdefeffhgaumif reducible gLLPQcdefeffhvetuuo toroidal gLLPQcdefeffhvdtuuo toroidal gLLPQcdefeffhfxxddo m011(0,0) gLLPQcdefeffhvaluuo reducible gLLPQcdefeffhfaxudo m322(0,0) gLLPQcdefeffhvaauuo toroidal gLLPQcdefeffhgaauuo toroidal gLLPQcdefeffhfaauuo m019(0,0) gLLPQcdefeffhvatuuo toroidal gLLPQcdefeffhvaqxpf SFS[A(2,1)] gLLPQcdefeffhsampus toroidal gLLPQcdeffefhwtemlr SFS[D(4,1)(2,1)] gLLPQcdeffefhoaaaho SFS[D(2,1)(2,1)] gLLPQcdeffefhsaiqaf toroidal gLLPQcdeffefhkaiutb m148(0,0) gLLPQcdeffefhcaiqaf SFS[D(3,1)(3,1)] gLLPQcdeffefhraiqaf SFS[D(3,1)(3,1)] gLLPQcdeffefhsaillb m295(0,0)(0,0) gLLPQcdeffefhsaaaan toroidal gLLPQcdeffefhraaaan toroidal gLLPQcdeffefhcaaaan reducible gLLPQcdeffefhspaapg m345(0,0) gLLPQcdeffefhsuaaus m221(0,0) gLLPQcdeffefhcaaaaf toroidal gLLPQcdeffefhraaaaw toroidal gLLPQcdeffefhcaaaaw toroidal gLLPQcdefeffhsaipxb SFS[A(3,1)] gLLPQcdefeffhsaapin reducible gLLPQcdefeffhsaapif reducible gLLPQcdefeffhsaapiw reducible gLLPQcdefeffhoaaiin SFS[D(3,1)(2,1)] gLLPQcdefeffhoaaiif toroidal gLLPQcdefeffhoaaiiw SFS[D(3,1)(2,1)] gLLPQcdeffefhsetahs s244(0,0) gLLPQcdeffefhsmaeuf toroidal gLLPQcdeffefhsmaauf m038(0,0) gLLPQcdeffefhsmaduf m260(0,0) gLLPQcdeffefhsethho toroidal gLLPQcdefeffqkddttw toroidal gLLPQcdefeffqkddtto SFS[D(4,1)(2,1)] gLLPQcdefeffqkddttk SFS[D(4,1)(2,1)] gLLPQcdeffefhsdiqaf toroidal gLLPQcdeffefhcdiqaf toroidal gLLPQcdeffefhrdiqaf toroidal gLLPQcdeffefhstqiiv toroidal gLLPQcdeffefhstemiw m009(0,0) gLLPQcdeffefhstlais m148(0,0) gLLPQcdefeffqcddetw s119(0,0) gLLPQcdefeffqkhldtj toroidal gLLPQcdeffefhsetaaf m011(0,0) gLLPQcdeffefhcetaaf SFS[D(5,2)(2,1)] gLLPQcdeffefhretaaf m017(0,0) gLLPQcdeffefhseiqaf toroidal gLLPQcdeffefhceiqaf m007(0,0) gLLPQcdeffefhreiqaf m007(0,0) gLLPQcdeffefhsalhho toroidal gLLPQcdeffefhsalhhw m221(0,0) gLLPQcdeffefhsalhhk m345(0,0) gLLPQcdeffefhsataps SFS[D(5,1)(2,1)] gLLPQcdeffefhsatads SFS[D(2,1)(2,1)] gLLPQcdeffefhsatahs SFS[D(7,2)(2,1)] gLLPQcdeffefhsaippc SFS[A(2,1)] gLLPQcdeffefhsaahho reducible gLLPQcdeffefhsaaahs SFS[D(2,1)(2,1)] gLLPQcdefeffhweteeo toroidal gLLPQcdefeffhoxxiqn m038(0,0) gLLPQcdeffefhsaqlpf toroidal gLLPQcdeffefhsalahr m038(0,0) gLLPQcdeffefhsalahs SFS[D(5,1)(2,1)] gLLPQcdeffefhsalahc m137(0,0) gLLPQcdeffefhsulalk m310(0,0) gLLPQcdeffefhsplaif toroidal gLLPQcdfefefhwmumln SFS[D(5,2)(2,1)] gLLPQcdfefefhoipdiw m009(0,0) gLLPQcdeffefqrdtaqf SFS[D(4,1)(2,1)] gLLPQcdfeeffqoiiieo m137(0,0) gLLPQcdfefefhkqpuik SFS[D(2,1)(2,1)] gLLPQcdfeeffhfdqpdf toroidal gLLPQcdfeeffhfdtudk m305(0,0) gLLPQcdfeeffhfddadr m410(0,0) gLLPQcdfeeffhfatepk toroidal gLLPQcdfeeffhfitedr SFS[D(4,1)(2,1)] gLLPQcdfeeffhfmtehf SFS[D(4,1)(2,1)] gLLPQcdfeeffhfipedw m140(0,0) gLLPQcdeffefqrdtqqo toroidal gLLPQcdfeeffhfdtuun s775(0,0) gLLPQcdfeeffhfetddw m168(0,0) gLLPQcdfeeffhfetddn m188(0,0) gLLPQcdfeeffhfetddf SFS[D(4,1)(2,1)] gLLPQcdeffefqfaqaqo toroidal gLLPQcdeffefqvieaxn toroidal gLLPQcdeffefqvieaxf SFS[D(5,2)(2,1)] gLLPQcdeffefqvieaxw SFS[D(5,2)(2,1)] gLLPQcdeffefqrddaqf SFS[D(5,2)(2,1)] gLLPQcdeffefqfddaxr m285(0,0) gLLPQcdeffefqgddaxr m322(0,0) gLLPQcdeffefqgddahg m120(0,0) gLLPQcdfeeffhkiqltk toroidal gLLPQcdfeeffhrdqplf toroidal gLLPQcdfeeffhcdqplf toroidal gLLPQcdfeeffhsdqqlf toroidal gLLPQcdfeeffhsdqmlf toroidal gLLPQcdfeeffhsddalr toroidal gLLPQcdfeeffhsdqptf toroidal gLLPQcdefeffqkqldlf toroidal gLLPQcdefeffqkqldaf m009(0,0) gLLPQcdefeffqkqldtf m009(0,0) gLLPQcdfeeffhsaqxxf m412(0,0)(0,0) gLLPQcdfeeffhsadqmr toroidal gLLPQcdfeeffhsadpmr m305(0,0) gLLPQcdfeeffhsadmmr m410(0,0) gLLPQcdfeeffhodqilf toroidal gLLPQcdfeeffhsetdlw toroidal gLLPQcdfeeffhsetdlf toroidal gLLPQcdfeeffhsetdln toroidal gLLPQcdefeffqctexxf m016(0,0) gLLPQcdefeffqctexxc m115(0,0) gLLPQcdefeffqctexxb m188(0,0) gLvQQbefdfefhadfedc SFS[A(3,1)] gLvQQbefdfefhahfahc m004(0,0) gLvQQbefdfefhahfahs SFS[D(4,1)(2,1)] gLvQQbefdfefhahfahr m015(0,0) gLvQQbefdfefhehfahc m004(0,0) gLvQQbefdfefhdhfahc toroidal gLvQQbefdfefhahwahr toroidal gLvQQbefdfefhahnahs m003(0,0) gLvQQbefdfefhahnahr m017(0,0) gLLPQcdfeeffqreimun toroidal gLLPQcdfeeffqoeiiqn SFS[D(4,1)(2,1)] gLLPQcdfeeffqoeiiin SFS[D(5,2)(2,1)] gLLPQcdfeeffqoeiiir m016(0,0) gLLPQcdfeeffqoeiiio toroidal gLLPQcdfeeffqwuueeo toroidal gLvQQbefdfefhuufuuc toroidal gLvQQbefdeffhadftuc T2xI gLLPQcdfefefqoaaaqo s785(0,0)(0,0) gLLPQcdfefefqkeihqv s847(0,0) gLLPQcdfefefqkeihan SFS[D(5,2)(3,1)] gLvQQbefdeffxdqfhmk SFS[D(4,1)(3,1)] gLvQQbefdeffxdqfhms SFS[D(4,3)(3,1)] gLvQQbefdeffxaqfhmb SFS[D(4,3)(3,1)] gLvQQbefdeffxdqfheb SFS[D(4,1)(3,1)] gLvQQbefdeffxdqflmb toroidal gLvQQbefdeffxdifhmb toroidal gLvQQbefdeffxdxfhub SFS[D(4,1)(2,1)] gLvQQbefdeffxexfhub m004(0,0) gLvQQbefdeffxaxfhub m015(0,0) gLLPQcdfeeffqrluxxf m015(0,0) gLLPQcdfeeffqrluxxb s741(0,0) gLLPQcdfeeffqrluxxc m376(0,0) gLLPQcdeffefqwaxxqw SFS[D(4,1)(2,1)] gLLPQcdeffefqkaxxqw m004(0,0) gLLPQcdeffefqkaxxqn toroidal gLLPQcdeffefqkaxxqf m117(0,0) gLLPQcdeffefqoaxxqw m015(0,0) gLLPQcdeffefqoaxxqn SFS[D(5,3)(3,1)] gLLPQcdeffefqoaxxqf m146(0,0) gLLPQcdeffefqkhluqv m004(0,0) gLLPQcdeffefqkhuuik SFS[D(2,1)(2,1)] gLLPQcdeffefqkhuuqk m142(0,0) gLLPQcdeffefqkhuuuk m081(0,0) gLLPQcdeffefqcuuaaf toroidal gLLPQcdeffefqrptqqo m006(0,0) gLLPQcdefeffqouuiif toroidal gLLPQcdeffefqrptaqf m015(0,0) gLLPQcdeffefqcteaqf SFS[D(5,2)(2,1)] gLLPQcdeffefqcteaqn m275(0,0) gLLPQcdeffefqcteaqw m223(0,0) gLLPQcdeffefqrhtqqo SFS[D(3,1)(2,1)] gLLPQcdeffefqcieaan m034(0,0) gLLPQcdeffefqcieaaw m115(0,0) gLLPQcdeffefqcieaaf SFS[D(5,2)(2,1)] gLLPQcdeffefqrhtaqf m004(0,0) gLLPQcdefeffqrqxxxg toroidal gLLPQcdefeffqkuheek s645(0,0) gLLPQcdefeffqkuqltk SFS[D(4,1)(2,1)] gLLPQcdefeffqkuqqtk m188(0,0) gLLPQcdefeffqkuqetk m168(0,0) gLLPQcdefeffdraeqib toroidal gLLPQcdefeffikaqqtb SFS[D(3,1)(2,1)] gLLPQcdefeffioddiqn m137(0,0) gLLPQcdefeffikddhtk m009(0,0) gLLPQcdefeffikdthtk m289(0,0) gLLPQcdefeffikdqhtk m015(0,0) gLLPQcdefeffdkateek SFS[D(5,2)(2,1)] gLLPQcdefeffiwpqitf reducible gLLPQcdefeffikuqqtk SFS[D(4,3)(3,1)] gLLPQcdefeffikuqetk SFS[D(5,3)(3,1)] gLLPQcdeffefigpuamc m032(0,0) gLLPQcdeffefigtuahf SFS[D(5,3)(3,1)] gLLPQcdeffefigtuamf SFS[D(4,3)(3,1)] gLLPQcdeffefigtuamn m222(0,0) gLLPQcdeffefigtuamw m304(0,0) gLLPQcdeffefdsxxaiv m345(0,0) gLLPQcdeffefivaeatf T2xI gLLPQcdefeffdfaxudo SFS[D(5,2)(2,1)] gLLPQcdefeffdfxxddo SFS[D(5,2)(2,1)] gLLPQcdefeffdgalxhr reducible gLLPQcdefeffdgaupif toroidal gLLPQcdefeffdgaumif SFS[D(3,1)(3,2)] gLLPQcdefeffdgauqif SFS[D(3,1)(3,2)] gLLPQcdefeffdgaimak reducible gLLPQcdefeffdgaammf SFS[D(3,1)(2,1)] gLLPQcdefeffdgammij toroidal gLLPQcdefeffdgammir SFS[D(3,1)(2,1)] gLLPQcdefeffdgammiv SFS[D(3,1)(2,1)] gLLPQcdefeffdfaiuuv m015(0,0) gLLPQcdefeffdgaamuj SFS[D(4,3)(3,1)] gLLPQcdefeffdvaauuo toroidal gLLPQcdefeffdfaauuo SFS[D(5,2)(2,1)] gLLPQcdefeffdfaiudc m015(0,0) gLLPQcdefeffdfamuhg m004(0,0) gLLPQcdefeffdfaaupo SFS[D(4,1)(2,1)] gLLPQcdefeffdgaauuo m016(0,0) gLLPQcdeffefdsataps m137(0,0) gLLPQcdeffeficuuaaf toroidal gLLPQcdeffefirpuauc m372(0,0) gLLPQcdefeffiouuiif SFS[D(5,2)(2,1)] gLLPQcdeffeficltadr SFS[A(3,1)] gLLPQcdeffeficleadg m203(0,0)(0,0) gLLPQcdeffeficheaag m289(0,0) gLLPQcdeffefdretatf m032(0,0) gLLPQcdeffefdfxxadr m372(0,0) gLLPQcdeffeficaeaif T2xI gLLPQcdeffefdramqtv toroidal gLLPQcdeffefdreiptf toroidal gLLPQcdeffefdreiqtf m015(0,0) gLLPQcdeffefdreimtf m015(0,0) gLLPQcdeffefdrematk m009(0,0) gLLPQcdeffefdreaitr m289(0,0) gLLPQcdeffefdrdiptf toroidal gLLPQcdeffefdrdiqtf SFS[D(4,1)(2,1)] gLLPQcdeffefdrdimtf SFS[D(4,1)(2,1)] gLLPQcdeffefdrdmatk toroidal gLLPQcdeffefdrdaitr SFS[D(8,3)(2,1)] gLLPQcdeffefdraiptf toroidal gLLPQcdeffefdraiqtf m004(0,0) gLLPQcdeffefdraimtf m004(0,0) gLLPQcdeffefdramatk m148(0,0) gLLPQcdeffefdraaitr m340(0,0) gLLPQcdeffefdsaippc SFS[A(2,1)] gLLPQcdefeffdoaaiif SFS[D(3,1)(2,1)] gLLPQcdeffefdsaqlpf SFS[A(2,1)] gLLPQcdfefefioaaaio s780(0,0)(0,0) gLLPQcdfefefioxadiw m032(0,0) gLLPQcdfeeffdgdpmig toroidal gLLPQcdfeeffdgepmig toroidal gLLPQcdeffefdremqtv toroidal gLLPQcdfeeffdgeupif toroidal gLLPQcdfeeffdgeumif SFS[D(5,2)(2,1)] gLLPQcdfeeffdgeuqif SFS[D(5,2)(2,1)] gLLPQcdfeeffdgepdir SFS[D(4,1)(2,1)] gLLPQcdfeeffdgiumij m222(0,0) gLLPQcdfeeffdcdaeaf m412(0,0)(0,0) gLLPQcdfeeffdvqquuo toroidal gLLPQcdefeffdwaqitf toroidal gLLPQcdefeffdoaqitf m004(0,0) gLLPQcdefeffdkaqitf m004(0,0) gLLPQcdeffefdvaqllf m129(0,0)(0,0) gLLPQcdeffefdvaeplk m137(0,0) gLLPQcdeffefdvalalr m137(0,0) gLLPQcdeffefdvplahf SFS[D(7,2)(2,1)] gLLPQcdeffefdvulaik m220(0,0) gLLPQcdeffefdvalaer m038(0,0) gLLPQcdeffefdvplamf SFS[D(5,1)(2,1)] gLLPQcdeffefdvulaxk m137(0,0) gLLPQcdeffefdvalaqr SFS[D(5,1)(2,1)] gLLPQcdeffefdvplatf SFS[D(2,1)(2,1)] gLLPQcdeffefdvuladk SFS[D(7,2)(2,1)] gLLPQcdeffefdfalaqr SFS[D(7,2)(2,1)] gLLPQcdeffefdfuladk toroidal gLLPQcdeffefdgalaqr SFS[D(2,1)(2,1)] gLLPQcdeffefdvelaxn toroidal gLLPQcdeffefdvelaxf m015(0,0) gLLPQcdeffefdvelaxw m015(0,0) gLLPQcdeffefdvdlaxn toroidal gLLPQcdeffefdvdlaxf SFS[D(4,1)(2,1)] gLLPQcdeffefdvdlaxw SFS[D(4,1)(2,1)] gLLPQcdeffefdcaedab m129(0,0)(0,0) gLLPQcdeffefdcaeaab m203(0,0)(0,0) gLLPQcdeffefdcaeeab SFS[A(3,1)] gLLPQcdeffefdfamadb toroidal gLLPQcdeffefdvaiplc m129(0,0)(0,0) gLLPQcdeffefdvaallo m137(0,0) gLLPQcdeffefdvamalg m137(0,0) gLLPQcdeffefdfamalg m038(0,0) gLLPQcdeffefdgamalg SFS[D(5,1)(2,1)] gLLPQcdeffefdgamaeg SFS[D(7,2)(2,1)] gLLPQcdeffefdgamaqg SFS[D(2,1)(2,1)] gLLPQcdfeeffikihhtf toroidal gLLPQcdfeeffioaiimc SFS[A(2,1)] gLLPQcdeffefdrdmqtv toroidal gLLPQcdefeffdkaqets m015(0,0) gLLPQcdfeeffiwxiitf reducible gLLPQcdfeeffikthhif SFS[D(8,3)(2,1)] gLLPQcdfeeffikthhqf SFS[D(7,3)(2,1)] gLLPQcdfeeffioiiimo m129(0,0)(0,0) gLLPQcdfeeffioeiiqn m015(0,0) gLLPQcdfeeffdsetdlw toroidal gLLPQcdfeeffdsetdlf SFS[D(5,2)(2,1)] gLLPQcdfeeffdsetdln SFS[D(5,2)(2,1)] gLvQQbefdfefmdefaeb SFS[A(3,1)] gLvQQbefdfefmexfaxb toroidal gLvQQbefdfefmexfaxs m009(0,0) gLvQQbefdfefmexfaxk m148(0,0) gLvQQbefdfefmexnaxk s648(0,0) gLvQQbefdfefmexwaxs SFS[D(3,1)(2,1)] gLvQQbefdfefmexnaxs m032(0,0) gLvQQbefdfefmiufiqb reducible gLLPQcdefeffdkaeltk toroidal gLLPQcdefeffdkaeetk SFS[D(5,2)(2,1)] gLLPQcdefeffdkaeqtk m016(0,0) gLLPQcdefeffdkaqeef m015(0,0) gLLPQcdefeffdkaleqr m004(0,0) gLLPQcdefeffdkplmqf m004(0,0) gLLPQcdefeffdkulxqk toroidal gLLPQcdefeffdkaeelk SFS[D(4,1)(2,1)] gLLPQcdefeffdwamqqg reducible gLvQQbefdeffmdqfhxb toroidal gLvQQbefdeffmdqfheb toroidal gLvQQbefdeffmeifhmb SFS[D(2,1)(2,1)] gLvQQbefdeffmeifimb SFS[D(5,1)(2,1)] gLvQQbefdeffmeifixb m038(0,0) gLvQQbefdeffmeifieb m137(0,0) gLvQQbefdeffmeuflmb toroidal gLvQQbefdeffmeiflmb SFS[D(7,2)(2,1)] gLvQQbefdeffmiqfemb T2xI gLLPQcdfeeffdwapmmv reducible gLLPQceeffefaaehaqx toroidal gLLPQceefeffaadqxxq reducible gLLPQceeffefapmtaht SFS[D(3,1)(3,2)] gLLPQceeffefaattqmu SFS[D(3,1)(3,2)] gLLPQceeffefalttqmu toroidal gLLPQceeffefatttqmi SFS[D(3,1)(3,1)] gLLPQceeffefaattqmi SFS[D(3,1)(3,1)] gLLPQceeffefalttqmi toroidal gLLPQceeffefaqxeeie reducible gLLPQceeffefaqxeaie toroidal gLLPQceeffefaqxedie toroidal gLLPQceeffefaqxqqxq reducible gLLPQceeffefaqxqaxa toroidal gLLPQceeffefadmdata m004(0,0) gLLPQceefeffdaaltpq m004(0,0) gLLPQceeffefaddhaxm m004(0,0) gLLPQceefeffhaaltuu reducible gLLPQceeffefaqqhaqx toroidal gLLPQceefeffdaatxtx SFS[A(2,1)] gLLPQceeffefaddtait SFS[D(3,1)(2,1)] gLLPQceeffefaattdht SFS[D(3,1)(2,1)] gLLPQceeffefaddtail toroidal gLLPQceeffefatttamt SFS[D(3,1)(2,1)] gLLPQceeffefaattamt SFS[D(3,1)(2,1)] gLLPQceeffefalttamt toroidal gLLPQceeffefatttaht SFS[D(3,1)(2,1)] gLLPQceeffefaattaht SFS[D(3,1)(2,1)] gLLPQceeffefalttaht toroidal gLLPQceeffefaattaml toroidal gLLPQceeffefalttaml toroidal gLLPQceeffefaattahl toroidal gLLPQceeffefalttahl toroidal gLLPQceeffefaattama SFS[D(3,1)(2,1)] gLLPQceeffefaattaha SFS[D(3,1)(2,1)] gLLPQceefeffhaaaxhx toroidal gLLPQceeffefaqqtalt reducible gLLPQceeffefaatteht reducible gLLPQceeffefaltteht reducible gLLPQceeffefaddeede reducible gLLPQceeffefaddeade SFS[A(3,1)] gLLPQceeffefaddedde SFS[A(3,1)] gLLPQceeffefaddqqiq reducible gLLPQceeffefatteehe reducible gLLPQceeffefatteahe reducible gLLPQceeffefattedhe reducible gLLPQceeffefatteahm SFS[D(3,1)(3,2)] gLLPQceeffefatteahx SFS[D(3,1)(3,1)] gLLPQceeffefalteehe reducible gLLPQceeffefalteahe reducible gLLPQceeffefaltedhe reducible gLLPQceeffefalteahm toroidal gLLPQceeffefalteahx toroidal gLLPQceeffefaateehe reducible gLLPQceeffefaateahe reducible gLLPQceeffefaatedhe reducible gLLPQceeffefaateahm SFS[D(3,1)(3,2)] gLLPQceeffefaateahx SFS[D(3,1)(3,1)] gLLPQceeffefaddqaia reducible gLLPQceeffefattqama reducible gLLPQceeffefaltqama reducible gLLPQceeffefaatqama reducible gLLPQceefeffdaaatmm SFS[D(3,1)(2,1)] gLLPQceeffefadddaxa SFS[D(3,1)(2,1)] gLLPQceeffefadddaia SFS[D(3,1)(2,1)] gLLPQceeffefaddhidi SFS[D(3,1)(2,1)] gLLPQceeffefattdama SFS[D(3,1)(2,1)] gLLPQceeffefaltdama toroidal gLLPQceeffefaatdama SFS[D(3,1)(2,1)] gLLPQceeffefaqqdaea reducible gLLPQceefefflaatutt reducible gLLPQceeffefalahaqx toroidal gLLPQceefefflaautuu reducible gLLPQceeffefatahaqx toroidal gLLPQceefeffahaxqix reducible gLLPQceefeffapaupau SFS[A(3,1)] gLLPQceefeffaattata SFS[A(3,1)] gLLPQceefeffalttata toroidal gLLPQceefeffahaxqdx reducible gLLPQceefeffalaltal SFS[A(3,1)] gLLPQceefeffaattatl SFS[A(3,1)] gLLPQceefeffalaltat toroidal gLLPQceefeffahaxqxe toroidal gLLPQceefeffalapupa reducible gLLPQceefeffaattaht reducible gLLPQceefeffalapuua reducible gLLPQceefeffahaxqxm toroidal gLLPQceefeffapaupui reducible gLLPQceefeffaattamt reducible gLLPQceefeffalttamt reducible gLLPQceefeffaadxxix reducible gLLPQceefeffaadxxdx reducible gLLPQceefeffaadxxxe reducible gLLPQceefeffaadxxxm reducible gLLPQceeffefaladaea reducible gLLPQceeffefatadaea reducible gLLPQceeffefahpdama SFS[D(3,1)(3,1)] gLLPQceeffefadpdama SFS[D(3,1)(3,2)] gLLPQceeffefaqudaxa SFS[D(3,1)(3,1)] gLLPQceefeffdaamuhl m004(0,0) gLLPQceeffefadahaxm m004(0,0) gLLPQceefeffhaaeutt reducible gLLPQceeffefahahaxx toroidal gLLPQceeffefaltdqmq reducible gLLPQceeffefapahaxe SFS[D(3,1)(3,1)] gLLPQceeffefapahdxe SFS[D(3,1)(3,2)] gLLPQceeffefaatdqmq reducible gLLPQceeffefaauhame SFS[D(3,1)(3,1)] gLLPQceeffefaauhdme SFS[D(3,1)(3,2)] gLLPQceeffefattdqmq reducible gLLPQceeffefauphaee toroidal gLLPQceeffefauphdee toroidal gLLPQceefeffdaaxxxu SFS[A(2,1)] gLLPQceeffefadatait SFS[D(3,1)(2,1)] gLLPQceeffefaauuhtu SFS[D(3,1)(2,1)] gLLPQceeffefadatail toroidal gLLPQceefeffhaaxxxq reducible gLLPQceeffefahatadt SFS[A(2,1)] gLLPQceeffefaauulhu SFS[A(2,1)] gLLPQceeffefahatadl toroidal gLLPQceefeffpaaxxxi reducible gLLPQceefeffpaaxxii reducible gLLPQceefeffpaaxxdi reducible gLLPQceeffefaauuimu SFS[D(3,1)(2,1)] gLLPQceeffefapataxl toroidal gLLPQceeffefapataxt SFS[D(3,1)(2,1)] gLLPQceeffefaautamt SFS[D(3,1)(2,1)] gLLPQceeffefapauixq toroidal gLLPQceeffefaauxmmm reducible gLLPQceeffefaautama SFS[D(3,1)(2,1)] gLLPQceefeffpauiexx reducible gLLPQceefeffppaimxx reducible gLLPQceeffefaauuimq toroidal gLLPQceeffefaautaml toroidal gLLPQceeffefauptael toroidal gLLPQceefeffdaaxttt reducible gLLPQceeffefadaeede reducible gLLPQceeffefadaeade SFS[A(3,1)] gLLPQceeffefadaedde SFS[A(3,1)] gLLPQceeffefadaqqiq reducible gLLPQceefeffpaamttt reducible gLLPQceeffefaltqqmq reducible gLLPQceeffefapaeaxe reducible gLLPQceeffefapaedxe reducible gLLPQceeffefapaqqdq reducible gLLPQceeffefaaullhl reducible gLLPQceeffefaatqqmq reducible gLLPQceeffefaaueame reducible gLLPQceeffefaauedme reducible gLLPQceeffefaauqqtq reducible gLLPQceeffefattqqmq reducible gLLPQceeffefaupeaee reducible gLLPQceeffefaupedee reducible gLLPQceeffefaupqqqq reducible gLLPQceeffefadaqaia reducible gLLPQceeffefapaqada SFS[A(2,1)] gLLPQceeffefaauqata SFS[A(2,1)] gLLPQceeffefaupqaqa toroidal gLLPQceefeffaadhxhx reducible gLLPQceeffefaadtalt reducible gLLPQceeffefapauaxe SFS[D(3,1)(3,2)] gLLPQceeffefapaudxe SFS[D(3,1)(3,1)] gLLPQceeffefaittadt m004(0,0) gLLPQceeffefapauaix m004(0,0) gLLPQceeffefaadtala reducible gLLPQceeffefaauuame SFS[D(3,1)(3,2)] gLLPQceeffefaauudme SFS[D(3,1)(3,1)] gLLPQceeffefaauuatm m004(0,0) gLLPQceeffefaauuahx m004(0,0) gLLPQceeffefaadtall reducible gLLPQceeffefaupuaee toroidal gLLPQceeffefapqtahl toroidal gLLPQceeffefaittadl toroidal gLLPQceeffefaqttaxl toroidal gLLPQceefeffdaaeuii SFS[D(3,1)(2,1)] gLLPQceeffefadadaxa SFS[D(3,1)(2,1)] gLLPQceeffefadadaia SFS[D(3,1)(2,1)] gLLPQceeffefadahidi SFS[D(3,1)(2,1)] gLLPQceeffefahadaia reducible gLLPQceeffefapadaia SFS[D(3,1)(2,1)] gLLPQceeffefaaudaha SFS[D(3,1)(2,1)] gLLPQceeffefaupdala toroidal gLLPQceeffefaadhaqx toroidal gLLPQceeffefahqllml reducible gLLPQceeffefahqeete reducible gLLPQceeffefahqeate toroidal gLLPQceeffefahqedte toroidal gLLPQceeffefahqqqhq reducible gLLPQceeffefahqqaha toroidal gLLPQceeffefaaddaea SFS[A(3,1)] gLLPQceeffefadqdaha m004(0,0) gLLPQceefeffdadltpq toroidal gLLPQceeffefaaxhahx toroidal gLLPQceefeffadaxppl toroidal gLLPQceefeffadehqhm toroidal gLLPQceefeffaattedq toroidal gLLPQceefeffadehqtm toroidal gLLPQceefeffaaxhahx reducible gLLPQceefeffaaxleal reducible gLLPQceefeffaattaii reducible gLLPQceefeffaaxleat reducible gLLPQceefeffaimdtdi SFS[A(2,1)] gLLPQceefeffaattdxu SFS[A(2,1)] gLLPQceefeffaimdtxi toroidal gLLPQceefeffdadtuuu reducible gLLPQceeffefadeeede reducible gLLPQceeffefadeeade toroidal gLLPQceeffefadeqqiq reducible gLLPQceefeffdaatuuu reducible gLLPQceefeffdpmxdtt SFS[A(3,1)] gLLPQceefeffdlatuuu SFS[A(3,1)] gLLPQceeffefaimeeqe reducible gLLPQceeffefaimeaqe toroidal gLLPQceeffefaimeele reducible gLLPQceeffefaimedle SFS[A(3,1)] gLLPQceeffefaimeale SFS[A(3,1)] gLLPQceeffefaimqqlq reducible gLLPQceeffefadeqaia reducible gLLPQceefeffdattduu SFS[A(2,1)] gLLPQceeffefaimqala SFS[A(2,1)] gLLPQceeffefaimehli m125(0,0)(0,0) gLLPQceeffefaimeili toroidal gLLPQceeffefaimelli toroidal gLLPQceefeffdadatmm toroidal gLLPQceeffefadedaia toroidal gLLPQceeffefaaxdata SFS[A(2,1)] gLLPQceefeffddatmuu toroidal gLLPQceeffefaimdaqt m202(0,0)(0,0) gLLPQceeffefaimdaqa SFS[A(2,1)] gLLPQceeffefaimdaql m125(0,0)(0,0) gLLPQceefeffaaxxadx reducible gLLPQceefeffalaxxxm toroidal gLLPQceefeffalaxxxe toroidal gLLPQceefeffalaxxix reducible gLLPQceefeffalaxxdx reducible gLLPQceefeffaadltal reducible gLLPQceefeffaadltaa reducible gLLPQceefeffaadltat reducible gLLPQceefeffadalppl SFS[A(2,1)] gLLPQceefeffadaqmiq SFS[D(3,1)(2,1)] gLLPQceefeffaatdedq SFS[D(3,1)(2,1)] gLLPQceefeffadaqmiu toroidal gLLPQceefeffahalpal SFS[A(2,1)] gLLPQceefeffaatpapt SFS[A(2,1)] gLLPQceefeffahalpat toroidal gLLPQceefeffahaqqxq reducible gLLPQceefeffadapppl SFS[A(2,1)] gLLPQceefeffadahqhm SFS[D(3,1)(2,1)] gLLPQceefeffaatqedq SFS[D(3,1)(2,1)] gLLPQceefeffadahqtm toroidal gLLPQceefeffahapmpa reducible gLLPQceefeffaateate reducible gLLPQceefeffahapmua reducible gLLPQceefeffahahqhx toroidal gLLPQceefeffadexppl toroidal gLLPQceefeffaimxuut toroidal gLLPQcefefefaqqmede m004(0,0) gLvQQbefeeffamamamm SFS[A(3,1)] gLvQQbefeeffamtmeuu SFS[A(2,1)] gLvQQbefeeffautuehx toroidal gLvQQbefeeffaatamhx reducible gLvQQbefeeffaaiamim reducible gLvQQbefeeffaaiamde reducible gLvQQbefeeffaauapde reducible gLvQQbefeeffaaiapde reducible gLvQQbefeeffaauipxx reducible gLvQQbefeeffaaaapau reducible gLvQQbefeeffaaaapuu reducible gLvQQbefeeffaaaamai reducible gLLPQcefefefaahaqhq reducible gLLPQcefefefaalaqtq SFS[A(2,1)] gLvQQbefeffeamumldu m004(0,0) gLvQQbefeffeauiuhxi toroidal gLvQQbefeffeaaaaima reducible gLLPQceefffelaxdddu reducible gLvQQbefeffeaxaxhha toroidal gLLPQceeffeflatqama reducible gLLPQceeffeflattama SFS[D(3,1)(2,1)] gLLPQceeffeflattaha SFS[D(3,1)(2,1)] gLLPQcefefefaqqmdde SFS[D(4,1)(3,1)] gLLPQceeffeflatdama SFS[D(3,1)(2,1)] gLLPQceeffeftattama toroidal gLLPQceeffeftattaha toroidal gLLPQceeffeftatqama reducible gLLPQceeffeftatdama toroidal gLLPQceefefflattatl SFS[A(3,1)] gLLPQceefeffllaltaa toroidal gLLPQceeffefltadaea reducible gLLPQceeffefttadaea reducible gLLPQceeffefthpdama SFS[D(3,1)(3,2)] gLLPQceeffeftiudaxa SFS[D(3,1)(3,1)] gLLPQceeffeftpauaxe m149(0,0) gLLPQceeffeftpaudxe s297(0,0) gLLPQceeffeftauuame SFS[D(3,1)(3,1)] gLLPQceeffeftauudme reducible gLLPQceeffeftupuaee m249(0,0) gLLPQceeffeftupudee s313(0,0) gLLPQceeffefhtamaea SFS[D(3,1)(2,1)] gLLPQceefefflaxxaxe toroidal gLLPQceefefflaxxaxm toroidal gLLPQceefefflattata reducible gLLPQceefefflpaupui toroidal gLLPQceefefflauuaui reducible gLLPQceeffeflladaea reducible gLLPQceeffefliudaxa reducible gLLPQceeffeflhpdama reducible gLLPQceefeffltapupa toroidal gLLPQceefefflauuauq reducible gLLPQceefefflpaupuq toroidal gLLPQceefeffllapupa toroidal gLLPQceefeffllapuaa reducible gLLPQceefffeptataah SFS[D(3,1)(2,1)] gLLPQceefffetauhaai toroidal gLLPQceefffepaxxedu SFS[D(3,1)(2,1)] gLLPQceeffeflupudee s495(0,0) gLLPQceeffeflauudme SFS[D(3,1)(3,2)] gLLPQceeffeflpaudxe s481(0,0) gLLPQceeffefdpmxama SFS[D(3,1)(2,1)] gLLPQceeffefhattdhe SFS[D(3,1)(2,1)] gLLPQceefffeptataad toroidal gLLPQceefffetaueaai SFS[D(3,1)(2,1)] gLLPQceefffepaxxedq SFS[D(3,1)(2,1)] gLLPQceeffefdtataqm m340(0,0) gLLPQceefeffdpmxexu m367(0,0)(0,0) gLLPQceefffeptatapp m026(0,0) gLLPQceefffeptataap SFS[D(3,1)(2,1)] gLLPQceefffeplxxedi m052(0,0) gLLPQceefffeptalapp toroidal gLLPQceefffeptalaap toroidal gLLPQceefffeptalaup toroidal gLLPQceefffeptaaapp toroidal gLLPQceefffeptaaaap SFS[D(3,1)(2,1)] gLLPQceefffeptaaaup toroidal gLLPQceefffetauuaai m003(0,0) gLLPQceefffetauuaaq SFS[D(3,1)(2,1)] gLLPQceefffetauuaau toroidal gLLPQceefffepaxxedi toroidal gLLPQceefffeptxxedi toroidal gLLPQceefffetauuapq SFS[D(3,1)(2,1)] gLLPQceefffetupuapd toroidal gLLPQceefffetauuapu SFS[D(3,1)(2,1)] gLLPQceefffetupuapp toroidal gLLPQceefffelhqdedu s704(0,0) gLLPQceefffethqdedu s890(0,0) gLLPQceefffelaxdedu toroidal gLLPQceefffelaxdadu toroidal gLLPQcefefefaqqmade m034(0,0) gLLPQceeffefdlataqm m148(0,0) gLLPQceeffefduxxaxa reducible gLLPQceeffefhattahe SFS[D(3,1)(2,1)] gLLPQceefffelpaeaal SFS[D(3,1)(2,1)] gLLPQceefffelaueaai toroidal gLLPQceefffelupeaah m003(0,0) gLLPQceeffeflpauaxe m160(0,0) gLLPQceeffeflauuame toroidal gLLPQceeffeflupuaee m247(0,0) gLLPQceefeffdlatxtx m295(0,0)(0,0) gLLPQceefffelpauaul toroidal gLLPQceefffelauuaui reducible gLLPQceefffelpauapl toroidal gLLPQceefffelpauaua toroidal gLLPQceefffelauuauu SFS[D(3,1)(2,1)] gLLPQceefffelpauapa toroidal gLLPQceefffelpauaut m027(0,0) gLLPQceefffelauuauq SFS[D(3,1)(2,1)] gLLPQceefffelpauapt m055(0,0) gLLPQceefffelauuaai toroidal gLLPQceefffelauuaau toroidal gLLPQceefffelauuaaq toroidal gLLPQceefffelauuapi toroidal gLLPQceefffelupuaph toroidal gLLPQceefffelauuapu SFS[D(3,1)(2,1)] gLLPQceefffelupuapp toroidal gLLPQceefffelauuapq m003(0,0) gLLPQceefffelupuapd toroidal gLLPQceefffelpahaal SFS[D(3,1)(2,1)] gLLPQceefffelauhaai toroidal gLLPQceefffeluphaah SFS[D(3,1)(2,1)] gLLPQceeffefhlamaea SFS[D(3,1)(2,1)] gLLPQceefffelhqdadu m390(0,0) gLLPQceefeffddatqtx toroidal gLLPQceeffefiiaellu s780(0,0)(0,0) gLLPQceeffefiiaealx s776(0,0)(0,0)(0,0) gLLPQceefeffddauppl toroidal gLLPQceefeffdhauput s774(0,0)(0,0) gLLPQceefeffddaiqde toroidal gLLPQceefeffddaupde toroidal gLLPQceeffefddalaix toroidal gLLPQcefefefhqqhaxx toroidal gLLPQcefefefqhahahx toroidal gLLPQcefefefiiaiadm toroidal gLLPQcefefefiiaiaxm toroidal gLLPQcefeeffaahieii reducible gLLPQcefefefaapmiti SFS[D(3,1)(3,1)] gLLPQceeffefqaddaha m004(0,0) gLLPQcefefefaammdmm SFS[D(3,1)(2,1)] gLLPQcefefefaammamx toroidal gLLPQcefefefaammdmx toroidal gLLPQceeffefdaxxata m004(0,0) gLLPQcefeeffaalidii reducible gLLPQcefefefaapmihi reducible gLLPQcefefefaaqmihi SFS[D(3,1)(3,2)] gLLPQceeffefdattahm SFS[D(3,1)(2,1)] gLLPQceeffefhqxxaxa toroidal gLLPQceeffefpattahm SFS[D(3,1)(2,1)] gLLPQceeffefpixxaxa reducible gLLPQcefefefaammahm SFS[D(3,1)(2,1)] gLLPQcefefefaammdhm toroidal gLLPQcefefefaammahx m003(0,0) gLLPQcefefefaammdhx SFS[D(3,1)(2,1)] gLLPQceeffefhattahm toroidal gLLPQceeffefhattahx SFS[D(3,1)(2,1)] gLLPQceefeffdattatx reducible gLLPQceefeffhaxxaxq toroidal gLLPQceefeffpaxxaxi reducible gLLPQceefeffpaxxadi toroidal gLLPQceeffefpaxxama SFS[D(3,1)(3,1)] gLLPQceeffefpaxxamt SFS[D(3,1)(3,2)] gLLPQceeffefpaxxaml reducible gLLPQceeffefuaddaml SFS[D(3,1)(3,1)] gLLPQceefeffpattatm reducible gLLPQceefeffpattahm reducible gLLPQceefeffppaqqaa reducible gLLPQcefeeffaadieaa reducible gLLPQceefeffhattate reducible gLLPQceefeffddaimaa reducible gLLPQceefeffppaimaa toroidal gLLPQceeffefuaddama SFS[D(3,1)(3,2)] gLLPQceeffefuaddamt toroidal gLLPQcefefefaammatm SFS[D(3,1)(2,1)] gLLPQcefefefaammdtm SFS[D(3,1)(2,1)] gLLPQcefefefaammatx SFS[D(3,1)(2,1)] gLLPQcefefefaammdtx SFS[D(3,1)(2,1)] gLLPQceefffeuqpeaaa SFS[D(3,1)(2,1)] gLLPQceeffefuhttaha SFS[D(3,1)(2,1)] gLLPQceeffefphmmaha SFS[D(3,1)(2,1)] gLLPQceefffepqulaaa SFS[D(3,1)(2,1)] gLLPQcefefefahhhata SFS[D(3,1)(2,1)] gLLPQcefefefahhhama SFS[D(3,1)(2,1)] gLLPQceefffeudaeaau reducible gLLPQcefefefadhhaha SFS[D(3,1)(2,1)] gLLPQceefffepdplaau SFS[D(3,1)(2,1)] gLLPQcefefefaihiaia SFS[D(3,1)(2,1)] gLLPQcefefefaqhiaia m003(0,0) gLLPQcefeeffhahhaha toroidal gLLPQcefeeffdahhahl reducible gLLPQcefeeffddaaaaa reducible gLLPQcefefefaiiimii SFS[A(3,1)] gLLPQcefeeffhappapi reducible gLLPQcefefefaqiimiu reducible gLLPQcefefefahlhaha SFS[D(3,1)(2,1)] gLLPQcefefefahlhata reducible gLLPQcefefefahlhama SFS[D(3,1)(2,1)] gLLPQcefefefadlhaha SFS[D(3,1)(2,1)] gLLPQcefefefailiaia SFS[D(3,1)(2,1)] gLLPQcefefefaqliaia SFS[D(3,1)(2,1)] gLLPQcefefefahqhahx toroidal gLLPQcefefefaqqiaix SFS[D(3,1)(3,1)] gLLPQcefefefaqpiaix SFS[D(3,1)(3,2)] gLLPQceeffefdaumaha SFS[D(3,1)(3,2)] gLLPQceeffefhaumaha SFS[D(3,1)(3,1)] gLLPQceeffefpaumaha reducible gLLPQcefefefaahaahl reducible gLLPQceeffefiaptaha SFS[D(3,1)(3,2)] gLLPQceeffefuaptaha reducible gLLPQcefeeffaahaaha reducible gLLPQceefffepauaapu m129(0,0)(0,0) gLLPQceefffepauaaau SFS[A(3,1)] gLLPQceefffepauaauu m203(0,0)(0,0) gLLPQceefffeuapuapu m203(0,0)(0,0) gLLPQceefffeuapuaau SFS[A(3,1)] gLLPQceefffeuapuauu m129(0,0)(0,0) gLLPQcefeeffaaiidii reducible gLLPQcefefefaalaatl SFS[A(3,1)] gLLPQcefefefaahaata reducible gLLPQceeffefhaullhu SFS[A(4,1)] gLLPQceeffefqapeahx m207(0,0) gLLPQcefeeffaaiadha toroidal gLLPQcefefefaaqaahx toroidal gLLPQceeffefhaulahx m023(0,0) gLLPQceefeffpauqdaa reducible gLLPQceefeffpauieaa toroidal gLLPQceefeffpaxxaii toroidal gLLPQceefffepaxuiii toroidal gLLPQceeffefpatummm reducible gLLPQcefeeffaahaeii reducible gLLPQceefeffpattamm reducible gLLPQcefeeffaalaeha reducible gLLPQcefefefahhuaha SFS[D(3,1)(2,1)] gLLPQcefefefahhuata toroidal gLLPQcefefefahhuama m003(0,0) gLLPQcefefefaqhaaxa toroidal gLLPQcefefefahmuamx m034(0,0) gLLPQcefefefaimaaim m203(0,0)(0,0) gLLPQcefefefahluama toroidal gLLPQcefeeffhamdemm SFS[D(3,1)(2,1)] gLLPQcefefefaqlaaia reducible gLLPQcefefefaqqaiii SFS[D(3,1)(2,1)] gLLPQcefefefahquamx m022(0,0) gLLPQcefefefaqqaaxx m136(0,0) gLLPQcefeeffaalmaml reducible gLLPQcefefefaaiimtu SFS[D(3,1)(2,1)] gLLPQcefefefaamiatx SFS[D(3,1)(2,1)] gLLPQcefefefaahmmmu reducible gLLPQcefeeffhaipeml SFS[D(4,1)(3,1)] gLLPQcefefefahpuamx SFS[D(4,3)(3,1)] gLLPQcefefefahhummu reducible gLLPQceeffefhateahl m034(0,0) gLLPQceeffefhateaha m004(0,0) gLLPQceeffefhateeht reducible gLLPQceeffefhateaht SFS[D(4,1)(3,1)] gLLPQceeffefhatedht SFS[D(4,3)(3,1)] gLLPQcefeeffaahmeii reducible gLLPQcefefefaahiama SFS[D(3,1)(3,2)] gLLPQcefefefaahiata SFS[D(3,1)(3,1)] gLLPQcefefefaahiaha reducible gLLPQceeffefqahqaha toroidal gLLPQcefeeffaahidii reducible gLLPQcefefefaaimata SFS[D(3,1)(3,1)] gLLPQcefefefaaliata reducible gLLPQcefefefaahmata SFS[D(3,1)(3,2)] gLLPQcefefefaapiihi reducible gLLPQceeffefqaduahx m023(0,0) gLLPQcefefefaapiahx SFS[D(3,1)(2,1)] gLLPQceeffefhaxaahx m135(0,0) gLLPQceeffefpatxama SFS[D(3,1)(3,2)] gLLPQceefffepaxtaai SFS[D(3,1)(3,1)] gLLPQceefffepaxxmmi SFS[D(3,1)(3,2)] gLLPQcefefefaaiiata SFS[D(3,1)(3,2)] gLLPQcefefefaahmama SFS[D(3,1)(3,1)] gLLPQceeffefpattimi SFS[D(3,1)(3,1)] gLLPQcefefefaapiatx toroidal gLLPQcefeeffhahheii SFS[D(3,1)(2,1)] gLLPQcefefefahheata SFS[D(3,1)(2,1)] gLLPQcefefefahheama toroidal gLLPQcefeeffaddeade m129(0,0)(0,0) gLLPQcefefefahleama SFS[D(3,1)(2,1)] gLLPQcefeeffhapdemm toroidal gLLPQcefeeffhappemm SFS[D(3,1)(2,1)] gLLPQcefefefaqlmaxa SFS[D(3,1)(2,1)] gLLPQcefefefaqqmidi m003(0,0) gLLPQcefefefaqlmada toroidal gLLPQcefefefahqeatx m206(0,0) gLLPQcefefefaqqmadm SFS[D(4,3)(3,1)] gLLPQcefefefaqqmddm toroidal gLLPQcefefefaqqmadx m022(0,0) gLLPQcefeeffaaiidha SFS[D(3,1)(2,1)] gLLPQcefeeffaaaieie toroidal gLLPQcefeeffaaiieml SFS[D(3,1)(2,1)] gLLPQcefeeffaaimdha SFS[D(3,1)(2,1)] gLLPQceefeffdauuaut toroidal gLLPQceefeffhauuaul toroidal gLLPQceefeffpauuaua toroidal gLLPQceefeffpauuaaa reducible gLLPQceefeffpauuapa toroidal gLLPQceefeffddaupaa toroidal gLLPQceefeffppaupaa toroidal gLLPQcefeeffaadieie SFS[D(3,1)(2,1)] gLLPQcefeeffaadmddm SFS[D(3,1)(2,1)] gLLPQcefeeffahhhaha toroidal gLLPQceeffefhaxqqhx toroidal gLLPQcefeeffadaeede toroidal gLLPQcefeeffahaeeie toroidal gLLPQceeffefidltata SFS[A(2,1)] gLLPQcefefefddlaata reducible gLLPQcefefefhhlaata reducible gLLPQcefefefqqeiada reducible gLLPQceeffefiiatala PxS^1 gLLPQceeffefdipmala SFS[D(3,1)(3,2)] gLLPQceeffefhupmala SFS[D(3,1)(3,2)] gLLPQceeffefhhamaia reducible gLLPQceeffefhpamaia reducible gLLPQceeffefdhamaia reducible gLLPQceeffefuuatala reducible gLLPQceeffefpupmala reducible gLLPQceeffefdlumaha SFS[D(3,1)(3,1)] gLLPQceeffefdpamaia reducible gLLPQceeffefddamaia reducible gLLPQceeffefppamaia reducible gLvQQbeffeefamtteeu PxS^1 gLvQQbefeffehepeitp m023(0,0) gLvQQbeffeefaqttxhq m003(0,0) gLvQQbefeffehqhxaah toroidal gLvQQbeffeefaettmlq SFS[D(3,1)(2,1)] gLvQQbeffeefadttmlq SFS[D(3,1)(2,1)] gLLPQceeffefhdpmama toroidal gLLPQceeffefqqptaxa SFS[D(3,1)(2,1)] gLLPQceeffefhqumaxa m003(0,0) gLvQQbeffeefaqmuxhq m022(0,0) gLvQQbeffeefaqxhxhq toroidal gLLPQcefefefqqeiaxa SFS[D(3,1)(3,1)] gLLPQcefefefhqldaxa m004(0,0) gLLPQcefefefhqqdixi m034(0,0) gLvQQbefffeeaqitqhh SFS[D(3,1)(2,1)] gLvQQbefeffehmumllu SFS[D(3,1)(3,1)] gLvQQbefffeeaqxxqhh toroidal gLLPQceeffefhqteaxa SFS[D(3,1)(2,1)] gLvQQbeffeefxeuulle toroidal gLLPQceeffefqqhqaxa toroidal gLLPQceeffefiilqaqa reducible gLLPQceeffefhhaeada reducible gLLPQceefffeuuauaap reducible gLLPQceefffepupaaap SFS[A(3,1)] gLLPQceefffeppaaaaa reducible gLLPQcefefefhhiaama reducible gLLPQcefefefddiaama reducible gLLPQcefefefdhiaama reducible gLLPQcefefefhqipaxa SFS[D(3,1)(3,1)] gLLPQcefefefqqxaaxa toroidal gLLPQceeffefiilqaqt toroidal gLLPQceeffefiilqaql toroidal gLLPQceeffefhhaeadl toroidal gLLPQceefffeppaaapa toroidal gLLPQceeffefhqteaxl m192(0,0) gLLPQceeffefhqteaxt m120(0,0) gLLPQceeffefhpalliu s647(0,0)(0,0) gLLPQceeffefhpalaix m286(0,0) gLvQQbefeeffedimipt s958(0,0) gLLPQceefffepupaapp m292(0,0)(0,0) gLLPQceefffepupaaup m366(0,0)(0,0) gLLPQceefffeuuauapp toroidal gLLPQceeffefhuplllu s785(0,0)(0,0) gLLPQceeffefhuplalx s783(0,0) gLLPQceefeffdluuaut s774(0,0)(0,0) gLLPQceefeffppauppa s774(0,0)(0,0) gLLPQceefeffpupuupa s959(0,0)(0,0) gLLPQceefeffhhaupal s774(0,0)(0,0) gLLPQceeffefqlpeahx s784(0,0) gLvQQbefeeffdauhulm s847(0,0) gLLPQceeffefphalaix m373(0,0) gvLQQcdfeeffwctsctl s596(0,0)(0,0) gvLQQcdfeeffwcasctl m203(0,0)(0,0) gvLQQcdefeffffjpram toroidal gvLQQcdefeffgjjuwpx m009(0,0) gvLQQcdeffefffcedbq toroidal gvLQQcdefeffonrxrmp SFS[D(4,1)(2,1)] gvLQQcdfeeffwfunram toroidal gvLQQcdfeeffwfuwram toroidal gvLQQcdefeffjofdjdq toroidal gvLQQcdefeffjofljlq toroidal gvLQQcdefeffjfjdfuu s704(0,0) gvLQQcdefeffjojdfdu m310(0,0) gvLQQcdefeffjfjqfaa toroidal gvLQQcdfefefgwqfxru m004(0,0) gvLQQcdfefefgwpfxru SFS[D(4,1)(2,1)] gvLQQcdefeffbojlclu m223(0,0) gvLQQcdefeffbojlceu toroidal gvLQQcdefeffjofqjqa m009(0,0) gvLQQcdeffefwwraabq m304(0,0) gvLQQcedfeffkvchkaq m140(0,0) gvLQQcdefeffjffqjaa m009(0,0) gvLQQcdeffefjvgulbq m015(0,0) gvLQQcdfefefgwmfxru m015(0,0) gvLQQcdeffefgvjutbx m222(0,0) gvLQQcdefeffbcjtceu SFS[D(4,1)(2,1)] gvLQQcdefeffkjsasll SFS[D(2,1)(2,1)] gvLQQcdefeffncjtceu m004(0,0) gvLQQcdefeffonkakla s783(0,0) gvLQQcdefeffonkakll m286(0,0) gvLQQcdfeeffwfufram toroidal gvLQQcdeffefkwraera toroidal gvLQQcdefeffffkpram toroidal gvLQQcdefeffjojqfqa toroidal gvLQQcdfeeffoodffdu toroidal gvLQQcdfeeffooqrrqi toroidal gvLQQcdeffefffgpxbm SFS[D(4,3)(3,1)] gvLQQcdeffefffjexru m034(0,0) gvLQQcdeffefffbuubh toroidal gvLQQcdeffefffkppkx s784(0,0) gvLQQcdfeeffjjafoaq toroidal gvLQQcdfeeffkoqjnqi SFS[D(4,3)(3,1)] gvLQQcdfeeffwclfctp SFS[D(5,2)(3,1)] gvLQQcdfeeffffafoiq toroidal gvLQQcdfeeffffafomq toroidal gvLQQcdfeeffgfarkaa toroidal gvLQQcdfeeffffannap reducible gvLQQcdefeffjofqjql SFS[D(3,1)(2,1)] gvLQQcdefeffjgftjtp toroidal gvLQQcdefeffjcftjtp SFS[D(3,1)(2,1)] gvLQQcdfeeffwolsblt reducible gvLQQcdefeffjgftktp SFS[D(3,1)(2,1)] gvLQQcdefeffbobqjql SFS[D(3,1)(2,1)] gvLQQcdeffefjvrllvt SFS[A(2,1)] gvLQQcdeffefjvralvt T2xI gvLQQcdefeffkwfhcmh m032(0,0) gvLQQcdefeffkcfhceh m053(0,0) gvLQQcdefeffbgftktp m009(0,0) gvLQQcdefeffbrcabii m045(0,0) gvLQQcedfeffknchoie SFS[D(4,1)(3,1)] gvLQQcedfeffkjchgiu SFS[D(5,2)(3,1)] gvLQQcedffefffjaebq SFS[D(4,3)(3,1)] gvLQQcedffefffveecu SFS[D(5,3)(3,1)] gvLQQcedfeffkrclghh toroidal gvLQQcedfeffkjclghh SFS[D(2,1)(2,1)] gvLQQcedfeffkrcigll SFS[D(3,1)(2,1)] gvLQQcedfeffkvchgiu toroidal gvLQQcedffeffkfemre reducible gvLQQcedffeffrveeoh toroidal gvLQQcdeffefjvkttbx toroidal gvLQQcdfeeffwoqfnqp SFS[D(3,1)(2,1)] gvLQQcedffefgvcembe reducible gvLQQcedfefffvgenxe SFS[D(3,1)(2,1)] gvLQQcdeffefjjbalbh toroidal gvLQQcedffefgvbembe SFS[D(3,1)(2,1)] gvLQQcdfeeffoolffei SFS[D(3,1)(2,1)] gvLQQcdeffefjjbllbh SFS[D(3,1)(2,1)] gvLQQcedffefvvbembe toroidal gvLQQcdfeeffoolffli SFS[D(3,1)(2,1)] gvLQQcdeffefjrkttbx SFS[D(3,1)(2,1)] gvLQQcdefeffkrvivhd reducible gvLQQcdfeeffkoqfnqp SFS[D(3,1)(2,1)] gvLQQcdeffefjjbtlbh m003(0,0) gvLQQcedffeffvbembe SFS[D(3,1)(2,1)] gvLQQcdfeeffoolffqi toroidal gvLQQcdfefefgvmftbx SFS[D(5,2)(2,1)] gvLQQcdfefefwnlfuvi toroidal gvLQQcdeffefjrbalbh m016(0,0) gvLQQcdfeeffkolffei m006(0,0) gvLQQcdeffefjvbalbh SFS[D(5,2)(2,1)] gvLQQcdeffefjvbtlbh SFS[D(4,1)(2,1)] gvLQQcdfeeffwolffei toroidal gvLQQcdfeeffwolffqi SFS[D(5,2)(2,1)] gvLQQcedffefkvceebe SFS[D(2,1)(2,1)] gvLQQcdeffefkvrhtbx m016(0,0) gvLQQcdfeeffwrqfjip m006(0,0) gvLQQcdeffefjrbtlbh m017(0,0) gvLQQcdfeeffkolffqi m016(0,0) gvLQQcdeffefjrjttbu SFS[D(3,1)(2,1)] gvLQQcdeffefjjbtqbh SFS[D(3,1)(2,1)] gvLQQcdeffefjrjttbx toroidal gvLQQcdefeffkvohwmh SFS[D(4,1)(3,1)] gvLQQcdeffefjvgttbx SFS[D(3,1)(2,1)] gvLQQcdeffefjjbtebh toroidal gvLQQcdeffefjrgttbx SFS[D(3,1)(2,1)] gvLQQcdfeeffkoqfoqp reducible gvLQQcdefeffwrsugii SFS[D(5,2)(3,1)] gvLQQcdfeeffgrafjet SFS[D(3,1)(2,1)] gvLQQcdfeeffwflfrad toroidal gvLQQcdeffefkwraebq SFS[D(5,3)(3,1)] gvLQQcdeffeffvjelbd SFS[D(5,3)(3,1)] gvLQQcdeffeffgjetjd SFS[D(4,3)(3,1)] gvLQQcdfeeffwflwrad reducible gvLQQcdfeeffnfqcrad reducible gvLQQcdeffeffvjelsd reducible gvLQQcdeffeffgjetcd reducible gvLQQcdfefefgnqftbd SFS[D(2,1)(2,1)] gvLQQcdfeeffgoafnxt SFS[D(3,1)(2,1)] gvLQQcdfeeffwflnrad toroidal gvLQQcdeffefjwkpebq SFS[D(5,2)(3,1)] gvLQQcdeffeffvjelkd SFS[D(5,2)(3,1)] gvLQQcdeffeffgjetwd SFS[D(4,1)(3,1)] gvLQQcdeffefwwraebq SFS[D(4,3)(3,1)] gvLQQcdfefefgwmfxbd SFS[D(4,3)(3,1)] gvLQQcdfefefgwqfxbd SFS[D(4,1)(3,1)] gvLQQcdfefefgwpfxbd reducible gvLQQcdfeeffnfqokaq reducible gvLQQcdeffefnwkpebq SFS[D(4,1)(3,1)] gvLQQcdeffeffgbetoq reducible gvLQQcdfefefgnxfpbd SFS[D(2,1)(2,1)] gvLQQcdfeeffgoafnqp SFS[D(3,1)(2,1)] gvLQQcdeffeffjbelbh m019(0,0) gvLQQcdfeeffgfqfrad toroidal gvLQQcdfeeffffpfoad toroidal gvLQQcdeffeffwjetbd m011(0,0) gvLQQcdeffeffnjetbd toroidal gvLQQcdeffefffgexbd SFS[D(3,1)(2,1)] gvLQQcdeffeffjbulbh m011(0,0) gvLQQcdfeeffgfqrkaq toroidal gvLQQcdfeeffffqrkaq SFS[D(3,1)(2,1)] gvLQQcdefeffffkefaq SFS[D(3,1)(2,1)] gvLQQcdfeeffgrarbed reducible gvLQQcdefeffbjrpnxd SFS[D(2,1)(2,1)] gvLQQcdfeeffgrarbil reducible gvLQQcdeffefjnkiubp SFS[D(2,1)(2,1)] gvLQQcdeffefknfxujx SFS[D(3,1)(2,1)] gvLQQcdfeeffgrafjip SFS[D(3,1)(2,1)] gvLQQcdeffeffrbelbh m016(0,0) gvLQQcdfeeffgfmfrad SFS[D(5,2)(2,1)] gvLQQcdfeeffffmfrad toroidal gvLQQcdeffeffwjeubd m017(0,0) gvLQQcdeffeffnjeubd SFS[D(4,1)(2,1)] gvLQQcdeffefffjeubd m003(0,0) gvLQQcdeffeffwneurt toroidal gvLQQcdeffeffnneurt toroidal gvLQQcdeffefffkpmbt toroidal gvLQQcdeffefgwjuxbd m006(0,0) gvLQQcdeffeffwjexbd SFS[D(5,2)(2,1)] gvLQQcdeffefgwjexbd toroidal gvLQQcdeffefgwjhxbd SFS[D(3,1)(2,1)] gvLQQcdeffeffrbulbh m017(0,0) gvLQQcdfeeffgfmrkaq SFS[D(4,1)(2,1)] gvLQQcdfeeffffmrkaq m003(0,0) gvLQQcdefeffffgefau reducible gvLQQcdeffeffvjelru m016(0,0) gvLQQcdeffeffvbelbh SFS[D(4,1)(2,1)] gvLQQcdeffeffvjelju SFS[D(5,2)(2,1)] gvLQQcdeffeffvjelvu toroidal gvLQQcdefeffffjefau SFS[D(3,1)(2,1)] gvLQQcdeffeffgjetsu m006(0,0) gvLQQcdefefffrbeoiq SFS[D(5,2)(2,1)] gvLQQcdeffeffgjetnu toroidal gvLQQcdeffefffbeuwq SFS[D(3,1)(2,1)] gvLQQcdefeffffkefau SFS[D(3,1)(2,1)] gvLQQcdeffefjnktube SFS[D(2,1)(2,1)] gvLQQcdeffefknfhujh SFS[D(3,1)(2,1)] gvLQQcdefeffffgerae SFS[D(2,1)(2,1)] gvLQQcdefeffffcekau SFS[D(2,1)(2,1)] gvLQQcdfeeffgfpfrad SFS[D(5,2)(2,1)] gvLQQcdfeeffffpfrad toroidal gvLQQcdeffeffnjexbd SFS[D(4,1)(2,1)] gvLQQcdeffefffjexbd toroidal gvLQQcdeffeffvbulbh SFS[D(5,2)(2,1)] gvLQQcdfeeffgfprkaq SFS[D(4,1)(2,1)] gvLQQcdfeeffffprkaq toroidal gvLQQcdefeffffkefai reducible gvLQQcdefeffbjrpsxd m081(0,0) gvLQQcdefeffbcrpcmd m029(0,0) gvLQQcdefeffffgeria SFS[D(5,2)(3,1)] gvLQQcdefeffffcekii toroidal gvLQQcdeffefkvghlvm SFS[D(8,3)(2,1)] gvLQQcdefeffffbhnah SFS[D(2,1)(2,1)] gvLQQcdefeffffkebii SFS[D(7,3)(2,1)] gvLQQcdefeffffkefii toroidal gvLQQcdefeffbjrpgxd m142(0,0) gvLQQcdefeffbcrpfmd m035(0,0) gvLQQcdefeffffgerma SFS[D(4,1)(3,1)] gvLQQcdefeffffcekmi SFS[D(5,2)(3,1)] gvLQQcdfeeffgfufrpq SFS[D(4,1)(2,1)] gvLQQcdefefffrbeoiu toroidal gvLQQcdfeeffgfurkpt toroidal gvLQQcdfeeffffurkpt toroidal gvLQQcdefeffffkebmi SFS[D(8,3)(2,1)] gvLQQcdefeffffkefmi toroidal gvLQQcdeffefffgexba SFS[D(3,1)(2,1)] gvLQQcdeffefffgexbe reducible gvLQQcedfefffwgerxu SFS[D(4,1)(3,1)] gvLQQcedfefffngerxu reducible gvLQQcefdeffwnlnrxu reducible gvLQQcedffeffnveecu reducible gvLQQcedfeffffgerxu SFS[D(4,3)(3,1)] gvLQQcedffeffjveeoh reducible gvLQQcedfeffgvjlnul SFS[D(3,1)(2,1)] gvLQQcedffeffbfemre SFS[D(3,1)(2,1)] gvLQQcedfeffkvchkiq SFS[D(4,1)(3,1)] gvLQQcedfefffvgekxh SFS[D(5,2)(3,1)] gvLQQcedfefffjgekxh reducible gvLQQcefdeffnjqskxh reducible gvLQQcedffefgvbpibl reducible gvLQQcefdeffnjqrkxh SFS[D(4,3)(3,1)] gvLQQcedfefffrgekxh SFS[D(5,3)(3,1)] gvLQQcdefeffjwftkpp SFS[D(3,1)(2,1)] gvLQQcdefeffjwftgpp SFS[D(3,1)(2,1)] gvLQQcdefeffjfftjpp SFS[D(3,1)(2,1)] gvLQQcdefeffjnftjpp SFS[D(3,1)(2,1)] gvLQQcdefeffjwftjpp toroidal gvLQQcdefeffkoohrqh reducible gvLQQcdeffefjnntuwe SFS[D(2,1)(2,1)] gvLQQcdfeeffgrmfniu SFS[D(2,1)(2,1)] gvLQQcdefeffknkhkpp m003(0,0) gvLQQcdfefefwnlfuri SFS[D(5,2)(2,1)] gvLQQcdeffefkwshard toroidal gvLQQcdeffeffnkpubp SFS[D(4,1)(2,1)] gvLQQcdefeffgrnxnix SFS[D(3,1)(2,1)] gvLQQcdefeffkfkhgpp m003(0,0) gvLQQcdfeeffwolfcei SFS[D(5,2)(2,1)] gvLQQcdfeeffgcmnctd toroidal gvLQQcdeffefbncqukd SFS[D(4,1)(2,1)] gvLQQcdefefffroxnix SFS[D(3,1)(2,1)] gvLQQcdefeffknkhgpp toroidal gvLQQcdfeeffwolfcqi SFS[D(4,1)(2,1)] gvLQQcdefeffkcshctd toroidal gvLQQcdefeffbrcqwid SFS[D(5,2)(2,1)] gvLQQcdefeffgroxnix toroidal gvLQQcdefeffkwkhgpp SFS[D(3,1)(2,1)] gvLQQcdefeffbcgtctd SFS[D(3,1)(2,1)] gvLQQcdefeffknkhjpp SFS[D(3,1)(2,1)] gvLQQcdefeffkjshsld reducible gvLQQcdefeffgrrxnix SFS[D(3,1)(2,1)] gvLQQcdefeffjrjtgii SFS[D(3,1)(2,1)] gvLQQcdeffefjnftubm SFS[D(2,1)(2,1)] gvLQQcdefeffffkpbmt toroidal gvLQQcdfeeffgfmrkpp toroidal gvLQQcdfeeffgfmfrpx toroidal gvLQQcdefeffncgqcqt reducible gvLQQcdfeeffwolfbli SFS[D(2,1)(2,1)] gvLQQcdefeffwjslsit reducible gvLQQcdefeffkwfhkma m032(0,0) gvLQQcdefeffknkhrmm m017(0,0) gvLQQcdefeffknkhrmt SFS[D(5,2)(2,1)] gvLQQcdefeffknkhrmh m011(0,0) gvLQQcdefeffkvkhwmh SFS[D(5,2)(3,1)] gvLQQcdefeffffkpfmt m249(0,0) gvLQQcdefeffkfrhfmi m149(0,0) gvLQQcdefeffkfrhfai SFS[D(3,1)(3,1)] gvLQQcdfeeffgrmfniq SFS[D(2,1)(2,1)] gvLQQcdefeffbwftkpp m009(0,0) gvLQQcdefeffgrjuniu SFS[D(4,1)(2,1)] gvLQQcdefeffgrjuniq SFS[D(4,1)(2,1)] gvLQQcdefeffgrjunii toroidal gvLQQcdefeffwrsunii toroidal gvLQQcdefeffffkpcmt m036(0,0) gvLQQcdefefffrbujih m010(0,0) gvLQQcdefefffrbejih m007(0,0) gvLQQcdeffeffnkeuri toroidal gvLQQcdeffeffwkeuri toroidal gvLQQcdeffefffkeuri toroidal gvLQQcdefefffokecqi SFS[D(5,2)(2,1)] gvLQQcdefefffckecqi toroidal gvLQQcdefeffbrcuwid SFS[D(4,1)(2,1)] gvLQQcdefefffjkesii toroidal gvLQQcdefefffvkesii SFS[D(8,3)(2,1)] gvLQQcdeffefjwftubm SFS[D(7,2)(2,1)] gvLQQcdeffefkwshdrd toroidal gvLQQcdeffeffwkpubp SFS[D(8,3)(2,1)] gvLQQcdefeffkcshchd reducible gvLQQcdfeeffnrqrsii SFS[D(2,1)(2,1)] gvLQQcdefeffkjshspd toroidal gvLQQcdefefforwxwid SFS[D(7,3)(2,1)] gvLQQcdeffeffjkehbu SFS[D(5,1)(2,1)] gvLQQcdefeffjcjtctd toroidal gvLQQcdefeffbocqrqd SFS[D(4,3)(3,1)] gvLQQcdfeeffgcmwctd m016(0,0) gvLQQcdeffefbncqusd m188(0,0) gvLQQcdefeffkcchctd toroidal gvLQQcdefeffbrcqcid m223(0,0) gvLQQcdefeffjcktctd toroidal gvLQQcdefeffbocqnqd SFS[D(5,3)(3,1)] gvLQQcdfeeffgcmfctd SFS[D(5,2)(2,1)] gvLQQcdeffefbncqubd m168(0,0) gvLQQcdefeffffkpbat m036(0,0) gvLQQcdefeffffkpbit m249(0,0) gvLQQcdefeffkwkiguu m011(0,0) gvLQQcdefeffkfkiguu m017(0,0) gvLQQcdefeffknkiguu SFS[D(5,2)(2,1)] gvLQQcdefeffkwklgaa toroidal gvLQQcdefeffkfklgaa SFS[D(4,1)(2,1)] gvLQQcdefeffknklgaa SFS[D(4,1)(2,1)] gvLQQcdfeeffgferkaa m010(0,0) gvLQQcdfeeffgfxrkuu m149(0,0) gvLQQcdefeffbcjtctd toroidal gvLQQcdefeffgromnhm SFS[D(5,2)(2,1)] gvLQQcdefeffbcktctd m006(0,0) gvLQQcdefeffgroenle m016(0,0) gvLQQcdeffefjjbambq reducible gvLQQcdeffefjjblmbq SFS[D(3,1)(3,2)] gvLQQcdeffefjjbttbq reducible gvLQQcdfeeffwctfftd SFS[D(4,1)(3,1)] gvLQQcdfeeffwclfftd SFS[D(5,2)(3,1)] gvLQQcdefeffjgotjtx SFS[D(5,3)(3,1)] gvLQQcdefeffkwchbpp toroidal gvLQQcdefeffbfjlcau m115(0,0) gvLQQcdefeffjvgtnpp m372(0,0) gvLQQcdefeffjgotjhx m058(0,0) gvLQQcdeffeffjcembl m148(0,0) gvLQQcdefeffjgotjtu SFS[D(4,3)(3,1)] gvLQQcdefeffvrfxcix toroidal gvLQQcdefeffbfjlfau m034(0,0) gvLQQcdefeffjvgtnph m206(0,0) gvLQQcdefeffjgotjhu m022(0,0) gvLQQcdeffefffceubt toroidal gvLQQcdfeeffwolfcqq m015(0,0) gvLQQcdeffeffjcembq m009(0,0) gvLQQcdefeffjgotjht toroidal gvLQQcdefeffjvgtnpd toroidal gvLQQcdefeffbnrpfpd SFS[D(4,1)(2,1)] gvLQQcdeffeffngeuba m009(0,0) gvLQQcdefeffjfctjai m010(0,0) gvLQQcdefeffbwrpfpd SFS[D(5,2)(2,1)] gvLQQcdfeeffwolfcqu m004(0,0) gvLQQcdeffeffnbeubh m010(0,0) gvLQQcdeffeffnneuwe SFS[D(4,1)(2,1)] gvLQQcdeffeffnjeuru m009(0,0) gvLQQcdefefffobenqh SFS[D(3,1)(3,2)] gvLQQcdeffefkwshabu SFS[D(3,1)(3,2)] gvLQQcdefeffknkakpt SFS[D(3,1)(3,1)] gvLQQcdefeffgrnxneq reducible gvLQQcdfefefwnlfube m007(0,0) gvLQQcdeffeffnkeube m010(0,0) gvLQQcdefeffjwfpkpt m004(0,0) gvLQQcdefeffwnkakpt m007(0,0) gvLQQcdefeffnwfpkpt m015(0,0) gvLQQcdefeffonkakpt toroidal gvLQQcdeffeffnreurh toroidal gvLQQcdefeffbwfpkpt SFS[D(4,1)(2,1)] gvLQQcdfefefnnqkubm SFS[D(5,2)(2,1)] gvLQQcdfefefnnqkusm SFS[D(4,1)(2,1)] gvLQQcdeffeffnfeubm SFS[D(4,1)(2,1)] gvLQQcdeffeffnreuwa toroidal gvLQQcdfeeffwolfclq SFS[D(5,2)(3,1)] gvLQQcdfeeffwolfclu SFS[D(4,1)(3,1)] gvLQQcdeffeffnjetru m376(0,0) gvLQQcdefeffjwfpgpt m004(0,0) gvLQQcdfeeffwolfceq m115(0,0) gvLQQcdfeeffwolfceu m034(0,0) gvLQQcdeffeffnjexru m168(0,0) gvLQQcdefeffjwfpjpt toroidal gvLQQcdefeffffkpcat m036(0,0) gvLQQcdefeffffkpcit toroidal gvLQQcdeffefkwshdbu m160(0,0) gvLQQcdefeffonkakxt m059(0,0) gvLQQcdeffeffnrhurh m373(0,0) gvLQQcdeffeffnbuubh m007(0,0) gvLQQcdefefffobunqh SFS[D(3,1)(3,2)] gvLQQcdeffeffwkeube m149(0,0) gvLQQcdeffefffkeube toroidal gvLQQcdefeffonkaklt m023(0,0) gvLQQcdeffefffkppbx m207(0,0) gvLQQcdefeffjwotjxt SFS[D(4,1)(2,1)] gvLQQcdeffefffkipba SFS[D(3,1)(3,1)] gvLQQcdeffeffwreuwa m007(0,0) gvLQQcdeffeffffeubm m004(0,0) gvLQQcdeffeffwfeubm m015(0,0) gvLQQcdfefefwnufurt SFS[D(5,2)(2,1)] gvLQQcdeffeffnkpurt toroidal gvLQQcdfeeffwoufcqt SFS[D(4,1)(2,1)] gvLQQcdeffefbrcqebd SFS[D(5,2)(2,1)] gvLQQcdfeeffwopfcdq SFS[D(5,2)(2,1)] gvLQQcdeffefbjcqebd toroidal gvLQQcdfeeffjrakwid SFS[D(2,1)(2,1)] gvLQQcdefefffokpcqt SFS[D(5,2)(2,1)] gvLQQcdefefffjkpsit SFS[D(7,2)(2,1)] gvLQQcdeffeffwkpurt toroidal gvLQQcdefefffvkpsit toroidal gvLQQcdefefffgkpcqt toroidal gvLQQcdeffefffkpurt toroidal gvLQQcdfeeffnrarsit SFS[D(2,1)(2,1)] gvLQQcdfeeffjrawwid SFS[D(5,1)(2,1)] gvLQQcdfeeffbrawwid SFS[D(2,1)(2,1)] gvLQQcdfeeffnrawwid SFS[D(7,2)(2,1)] gvLQQcdeffefgwkpurt SFS[D(7,2)(2,1)] gvLQQcdeffefjjctmbq toroidal gvLQQcdefeffjwntjxt m136(0,0) gvLQQcdeffefbjkqqbm m023(0,0) gvLQQcdfefefnnakusd toroidal gvLQQcdeffefbvcqqbd SFS[D(4,3)(3,1)] gvLQQcdfeeffwoqfcqt m004(0,0) gvLQQcdfeeffbrakcid SFS[D(4,1)(3,1)] gvLQQcdeffefbrcqqbd m034(0,0) gvLQQcdfeeffwodfcdq m034(0,0) gvLQQcdfeeffboakrqd SFS[D(4,3)(3,1)] gvLQQcdeffefbjcqqbd m022(0,0) gvLQQcdfeeffncmrctd toroidal gvLQQcdefefffckhctd toroidal gvLQQcdfeeffwotfctd SFS[D(4,1)(3,1)] gvLQQcdfeeffwjtfsld toroidal gvLQQcdfeeffwcafntu m146(0,0) gvLQQcdfeeffwctfntu m135(0,0) gvLQQcdfeeffwclfntu m168(0,0) gvLQQcdeffefjjbtmbq SFS[D(3,1)(3,1)] gvLQQcdefeffjwrtjxt m261(0,0) gvLQQcdeffefgnreuwa m059(0,0) gvLQQcdfefefnnakubd SFS[D(5,3)(3,1)] gvLQQcdeffefbvcqlbd SFS[D(5,3)(3,1)] gvLQQcdfeeffwoifcqt m015(0,0) gvLQQcdfeeffbrakjid SFS[D(5,2)(3,1)] gvLQQcdeffefbrcqlbd m115(0,0) gvLQQcdfeeffwohfcdq m115(0,0) gvLQQcdfeeffboaknqd SFS[D(5,3)(3,1)] gvLQQcdeffefbjcqlbd m058(0,0) gvLQQcdfeeffncqrctd SFS[D(5,2)(3,1)] gvLQQcdefefffckectd SFS[D(5,3)(3,1)] gvLQQcdfeeffwolfctd SFS[D(5,2)(3,1)] gvLQQcdfeeffwjlfsld SFS[D(5,2)(3,1)] gvLQQcdfeeffwjafjlu m117(0,0) gvLQQcdfeeffwjtfjlu m262(0,0) gvLQQcdfeeffwjlfjlu m034(0,0) gvLQQcdeffefjjcthbq m007(0,0) gvLQQcdefeffkjshspp m221(0,0) gvLQQcdeffefgwkpxrt m220(0,0) gvLQQcdefefforwxwii m389(0,0) gvLQQcdefeffkjshsph m345(0,0) gvLQQcdfeeffjrawwii m038(0,0) gvLQQcdeffefgwkptrt m137(0,0) gvLQQcdfeeffgoafcqt m004(0,0) gvLQQcdeffefffgipba SFS[D(3,1)(3,2)] gvLQQcdefeffbfjlbau SFS[D(5,2)(2,1)] gvLQQcdfefefgvmflbe m015(0,0) gvLQQcdeffefjvgllvi m129(0,0)(0,0) gvLQQcdefeffbokqrqm m015(0,0) gvLQQcdeffefjvgalvi m203(0,0)(0,0) gvLQQcdefeffoorlrqm m289(0,0) gvLQQcdeffefbrcaqbm toroidal gvLQQcdefeffffkpfat toroidal gvLQQcdefeffffkpfit m247(0,0) gvLQQcdeffeffwgeuba m032(0,0) gvLQQcdefeffbnrpfxd m262(0,0) gvLQQcdefeffbfrpfxd m117(0,0) gvLQQcdefeffbwrpfxd m034(0,0) gvLQQcdefeffjfctjii m286(0,0) gvLQQcdeffeffffeanh toroidal gvLQQcdfeeffbraccim m004(0,0) gvLQQcdfeefffferkaa SFS[D(3,1)(3,2)] gvLQQcdefeffjfktfmi m160(0,0) gvLQQcdeffefffgeuba SFS[D(3,1)(2,1)] gvLQQcdefeffbnrpfld m135(0,0) gvLQQcdefeffbfrpfld m146(0,0) gvLQQcdefeffbrnugid m168(0,0) gvLQQcdefeffjfctjmi m023(0,0) gvLQQcdeffeffffxpbe m004(0,0) gvLQQcdfeeffgfefram m007(0,0) gvLQQcdfeeffgfxfrue SFS[D(3,1)(3,1)] gvLQQcdeffefjvgtlvi SFS[A(3,1)] gvLQQcdeffefffjipba reducible gvLQQcdfeeffffefram SFS[D(3,1)(3,2)] gvLQQcdefeffjfktfai toroidal gvLQQcdeffefjjbthbq SFS[D(3,1)(3,2)] gvLQQcdfeeffwctfbtd SFS[D(4,3)(3,1)] gvLQQcdeffefjjfthbq m036(0,0) gvLQQcdfeeffwclfbtd SFS[D(5,3)(3,1)] gvLQQcdeffefknkhebe m036(0,0) gvLQQcdeffeffrbehbe SFS[D(3,1)(3,1)] gvLQQcdeffeffwjeuru m285(0,0) gvLQQcdefeffkcrhctd m019(0,0) gvLQQcdeffeffwneuwe m261(0,0) gvLQQcdeffeffwbeubh m033(0,0) gvLQQcdeffefkroxlbx toroidal gvLQQcdfeeffgfafram SFS[D(3,1)(3,2)] gvLQQcdfeeffffafnap reducible gvLQQcdeffefffjeuru m022(0,0) gvLQQcdefeffbrcqjid m275(0,0) gvLQQcdeffefffkimbe m136(0,0) gvLQQcdeffefffbeubh SFS[D(3,1)(3,1)] gvLQQcdfeeffkrlfgpp toroidal gvLQQcdefeffjofdjdu m032(0,0) gvLQQcdefeffjofljeq m029(0,0) gvLQQcdefeffjofajlq m053(0,0) gvLQQcdefeffjoftjeq m035(0,0) gvLQQcdefeffjofajqq m045(0,0) gvLQQcdefeffjcjtceu m015(0,0) gvLQQcdefeffjvbtwmh m140(0,0) gvLQQcdeffefnwkpabq m222(0,0) gvLQQcdeffefnwkpdbq m140(0,0) gvLQQcdefefffwgerma m222(0,0) gvLQQcedfeffkvchkmq m222(0,0) gvLQQcefdeffnrqrkxh m304(0,0) gvLQQcdefeffjffdjuu m032(0,0) gvLQQcdefeffbcjlctd SFS[D(5,2)(2,1)] gvLQQcdefeffkjsxsep m038(0,0) gvLQQcdefeffbcjlcmd m115(0,0) gvLQQcdefefforwawpx m137(0,0) gvLQQcdefeffbcjlchd m034(0,0) gvLQQcdeffefffgetba toroidal gvLQQcdefefffngerma m140(0,0) gvLQQcdefeffbojlcqu m015(0,0) gvLQQcdefeffbcjlcqu m275(0,0) gvLQQcdefeffbgjlcqu s885(0,0) gvLQQcdefeffjoftjth toroidal gvLQQcdefeffjofdjdi m006(0,0) gvLQQcdefeffjojtftp m038(0,0) gvLQQcdeffefknkeebe m010(0,0) gvLQQcdeffeffwjetru m322(0,0) gvLQQcdeffeffwjexru SFS[D(5,2)(2,1)] gvLQQcdefeffffkpcal m033(0,0) gvLQQcdeffeffwrhurh m373(0,0) gvLQQcdeffefkvsplbq SFS[D(4,1)(2,1)] gvLQQcdeffeffwbuubh m033(0,0) gvLQQcdeffefffkppsx m373(0,0) gvLQQcdeffefjrkttrh SFS[D(4,1)(3,1)] gvLQQcdeffefkvoxlbx SFS[D(5,3)(3,1)] gvLQQcdefeffjgftjth SFS[D(5,2)(2,1)] gvLQQcdefeffjgftjtd m016(0,0) gvLQQcdeffeffrbehke SFS[D(3,1)(3,1)] gvLQQcdefeffjfjtfpp m390(0,0) gvLQQcdefeffffkpbal m007(0,0) gvLQQcdefeffffkpfal toroidal gvLQQcdefeffffkpbaa SFS[D(3,1)(3,2)] gvLQQcdefeffffkpfaa reducible gvLQQcdefeffffkpcaa SFS[D(3,1)(3,1)] gvLQQcdefefffwfeope toroidal gvLQQcdefefffffeope m004(0,0) gvLQQcdefefffnfeope m004(0,0) gvLQQcdefefffffxoax m148(0,0) gvLQQcdefefffffmoum m340(0,0) gvLQQcdefeffojfxsax toroidal gvLQQcdefeffonkxkml m015(0,0) gvLQQcdefeffjwnpjxp s595(0,0) gvLQQcdefeffjwopjxp m168(0,0) gvLQQcdefeffjwrpjxp s942(0,0) gvLQQcdefeffbgjlclu m223(0,0) gvLQQcdefeffbgjlceu toroidal gvLQQcdefeffbcnhchd toroidal gvLQQcdeffefjwkpera m019(0,0) gvLQQcdfeeffnfacram SFS[D(5,2)(2,1)] gvLQQcdefeffbfrifad m015(0,0) gvLQQcdefeffbjrisad m286(0,0) gvLQQcdefeffbcjlclu m223(0,0) gvLQQcdefeffbcjlceu SFS[D(5,2)(2,1)] gvLQQcdfeeffnoafgxx m034(0,0) gvLQQcdefeffffgirea toroidal gvLQQcdefeffffgpram m016(0,0) gvLQQcdfeeffnoqfghx SFS[D(5,2)(3,1)] gvLQQcdefeffwcgmctx toroidal gvLQQcdefeffwcgmktq s915(0,0) gvLQQcdeffefnwkpdra s296(0,0) gvLQQcefdeffjrarjhh toroidal gvLQQcdeffefwwraara s777(0,0) gvLQQcdeffefnwkpara s667(0,0) gvLQQcdefefffffmjuu m310(0,0) gvLQQcedffefffsadcq m222(0,0) gvLQQcedfeffvvgagll SFS[A(2,1)] gvLQQcdefeffogoiomi m129(0,0)(0,0) gvLQQcedffeffffatbq m015(0,0) gvLQQcedffeffnbmhbp toroidal gvLQQcdefefffffejpp m038(0,0) gvLQQcdefeffffcikei toroidal gvLQQcdefeffbwgpfll m009(0,0) gvLQQcdefeffbngpfll toroidal gvLQQcdefeffbfgpfll m148(0,0) gvLQQcdefeffffnpfai toroidal gvLQQcefdeffjjacjuh SFS[D(3,1)(2,1)] gvLQQcefdeffjjdcjuh SFS[D(3,1)(2,1)] gvLQQcedffeffnfelba toroidal gvLQQcedffeffnbelba toroidal gvLQQcefdeffjjarjhh m032(0,0) gvLQQcefdeffjjacjhh SFS[D(3,1)(2,1)] gvLQQcefdeffjjasjhh m009(0,0) gvLQQcedfefffvgpkhh toroidal gvLQQcdefefffffxjaa toroidal gvLQQcedfeffgvgujiu reducible gvLQQcedffefgvbulwq m004(0,0) gvLQQcedfeffgvgujii reducible gvLQQcedffeffnfelkd m019(0,0) gvLQQcedffeffjfpdwh toroidal gvLQQcefdeffjrdcjuh m011(0,0) gvLQQcefdeffjvdcjuh toroidal gvLQQcdefeffffolfad m032(0,0) gvLQQcdefeffffflgaa T2xI gvLQQcdefeffffglfaa SFS[A(3,1)] gvLQQcdefeffgjnuspl m148(0,0) gvLQQcdefeffgjbuvpp toroidal gvLQQcdefeffffrpfai toroidal gvLQQcdefeffffopfai m006(0,0) gvLQQcdeffefwwraera toroidal gvLQQcdeffefnwkpera m011(0,0) gvLQQcdfeeffnfaokaa toroidal gvLQQcefdeffjracjhh m006(0,0) gvLQQcefdeffjvacjhh toroidal gvLQQcedfefffjgpkhh SFS[D(5,2)(2,1)] gvLQQcedffeffjvppoh toroidal gvLQQcdefeffwjsasll SFS[D(7,2)(2,1)] gvLQQcdefefffnfejpp SFS[D(5,1)(2,1)] gvLQQcedfefffrgpkhh m016(0,0) gvLQQcedffefgvbpiwd SFS[D(4,1)(2,1)] gvLQQcdefefffwfejpp m137(0,0) gvLQQcdefeffwckinti s244(0,0) gvLQQcdefeffwjkijli s119(0,0) gvLQQcedffeffvsexvu m140(0,0) gvLQQcdefeffgcoigmm toroidal gvLQQcdfeeffbfaogaa m009(0,0) gvLQQcdefeffgcgicma SFS[A(3,1)] gvLQQcdeffefffcedbl toroidal gvLQQcdefeffofsxfaa toroidal gvLQQcdefefffvcejpe toroidal gvLQQcdefefffgcenhe toroidal gvLQQcdefeffffgafll m295(0,0)(0,0) gvLQQcdeffeffffaafa s776(0,0)(0,0)(0,0) gvLQQcdefeffffoifxi m029(0,0) gvLQQcdefeffbwbpoeh toroidal gvLQQcdefeffgcoacim m203(0,0)(0,0) gvLQQcdefeffgcoicim s596(0,0)(0,0) gvLQQcdefeffgnombhm m289(0,0) gvLQQcdefeffgjnlsel toroidal gvLQQcdefeffffrifxi m081(0,0) gvLQQcdefeffojsxsaa m148(0,0) gvLQQcdefeffffnifxi toroidal gvLQQcdefeffffolfhl m053(0,0) gvLQQcdefeffbwjpcuu toroidal gLLAQcecdfefdhrwhrr SFS[D(5,3)(5,2)]