fLAMcbcbdeehmcaev reducible fLAMcbcbdeehmwaev SFS[D(3,1)(2,1)] fLAMcbcbdeehmjaev SFS[D(3,1)(2,1)] fLAMcbcbdeeairalb SFS[D(2,1)(2,1)] fLAMcbcbdeehiwalb SFS[D(2,1)(2,1)] fLAMcbcbdeehewado SFS[D(5,2)(2,1)] fLAMcbcbdeehejado SFS[D(4,1)(2,1)] fLAMcbcbdeedlcdic T2xI fLAMcbcbdeedlcdmc T2xI fLAMcbcbdeedlcqhr SFS[D(8,3)(2,1)] fLAMcbcbdeedlcqhk SFS[D(7,3)(2,1)] fLAMcbcbdeeahftig SFS[D(3,1)(2,1)] fLAMcbcbdeeahrtig SFS[D(3,1)(2,1)] fLAMcbcbdeeahktig reducible fLAMcbcbdeedlcqqb SFS[D(2,1)(2,1)] fLAMcbcbdeedlcqqj SFS[D(7,2)(2,1)] fLAMcbcbdeedlcqqn SFS[D(5,1)(2,1)] fLAMcbcbdeeaifmlf SFS[D(3,1)(2,1)] fLAMcbcbdeeaifplv SFS[D(3,1)(2,1)] fLAMcbcbdeeaifptv SFS[D(3,1)(2,1)] fLAMcbcbdeedlcaqw SFS[D(2,1)(2,1)] fLAMcbcbdeeaakmtv SFS[D(3,1)(2,1)] fLAMcbcbdeeaakmlf SFS[D(3,1)(2,1)] fLAMcbcbdeedlcaxr SFS[D(2,1)(2,1)] fLAMcbcbdeedlcxhw SFS[D(8,3)(2,1)] fLAMcbcbdeedlcxhs SFS[D(7,3)(2,1)] fLAMcbcbdeeahftmg SFS[D(3,1)(2,1)] fLAMcbcbdeeahrtmg SFS[D(3,1)(2,1)] fLAMcbcbdeeahktmg reducible fLAMcbcbdeedlcxxb SFS[D(2,1)(2,1)] fLAMcbcbdeedlcxxn SFS[D(7,2)(2,1)] fLAMcbcbdeedlcxxj SFS[D(5,1)(2,1)] fLAMcbcbdeeaifmtv SFS[D(3,1)(2,1)] fLAMcbcbdeedlcpio T2xI fLAMcbcbdeedmcxqs SFS[D(5,2)(2,1)] fLAMcbcbdeedmcxqw SFS[D(4,1)(2,1)] fLAMcbcbdeeahfdlf SFS[D(2,1)(2,1)] fLAMcbcbdeedmcxxk SFS[D(5,2)(2,1)] fLAMcbcbdeedmcxxr SFS[D(4,1)(2,1)] fLAMcbcbdeeaifemg SFS[D(2,1)(2,1)] fLAMcbcbdeedmcaxb reducible fLAMcbcbdeedmcaxn SFS[D(3,1)(2,1)] fLAMcbcbdeedmcaxj SFS[D(3,1)(2,1)] fLAMcbcbdeeaakemg SFS[D(2,1)(2,1)] fLAMcbcbdeedmcahw SFS[D(2,1)(2,1)] fLAMcbcbdeedmchqb reducible fLAMcbcbdeedmchqj SFS[D(3,1)(2,1)] fLAMcbcbdeedmchqn SFS[D(3,1)(2,1)] fLAMcbcbdeeahrepb SFS[D(2,1)(2,1)] fLAMcbcbdeedmchhr SFS[D(2,1)(2,1)] fLAMcbcbdeeaiflmo SFS[D(2,1)(2,1)] fLAMcbcbdeedacaln SFS[D(3,1)(2,1)] fLAMcbcbdeedacalj SFS[D(3,1)(2,1)] fLAMcbcbdeedacamr SFS[D(2,1)(2,1)] fLAMcbcbdeedacauw SFS[D(2,1)(2,1)] fLAMcbcbdeeducqxk SFS[D(5,2)(2,1)] fLAMcbcbdeeducqxr SFS[D(4,1)(2,1)] fLAMcbcbdeeahfdtv SFS[D(2,1)(2,1)] fLAMcbcbdeeducqqs SFS[D(5,2)(2,1)] fLAMcbcbdeeducqqw SFS[D(4,1)(2,1)] fLAMcbcbdeeaiflio SFS[D(2,1)(2,1)] fLAMcbcbdeeducaqb reducible fLAMcbcbdeeducaqj SFS[D(3,1)(2,1)] fLAMcbcbdeeducaqn SFS[D(3,1)(2,1)] fLAMcbcbdeeaakeig SFS[D(2,1)(2,1)] fLAMcbcbdeeducahr SFS[D(2,1)(2,1)] fLAMcbcbdeeduchxb reducible fLAMcbcbdeeduchxn SFS[D(3,1)(2,1)] fLAMcbcbdeeduchxj SFS[D(3,1)(2,1)] fLAMcbcbdeeahreuv SFS[D(2,1)(2,1)] fLAMcbcbdeeduchhw SFS[D(2,1)(2,1)] fLAMcbcbdeeaifeig SFS[D(2,1)(2,1)] fLAMcbcbdeedecaij SFS[D(3,1)(2,1)] fLAMcbcbdeedecain SFS[D(3,1)(2,1)] fLAMcbcbdeedawpub SFS[D(2,1)(2,1)] fLAMcbcbdeedawppo SFS[D(2,1)(2,1)] fLAMcbcbdeeaefdpk SFS[D(3,1)(2,1)] fLAMcbcbdeeaefdpr SFS[D(3,1)(2,1)] fLAMcbcbdeeaefdij SFS[D(2,1)(2,1)] fLAMcbcbdeeaefdts SFS[D(2,1)(2,1)] fLAMcbcbdeeaefils SFS[D(2,1)(2,1)] fLAMcbcbdeeaefiuj SFS[D(2,1)(2,1)] fLAMcbcbdeeaefidn SFS[D(3,1)(2,1)] fLAMcbcbdeeaefidr SFS[D(3,1)(2,1)] fLAMcbcbdeeaafdij SFS[D(3,1)(2,1)] fLAMcbcbdeeaafdin SFS[D(3,1)(2,1)] fLAMcbcbdeeaafdtw SFS[D(2,1)(2,1)] fLAMcbcbdeeaafdpr SFS[D(2,1)(2,1)] fLAMcabcdeebcbain SFS[D(3,1)(2,1)] fLAMcabcdeebcbaij SFS[D(3,1)(2,1)] fLAMcabcdeebrwdqn SFS[D(2,1)(2,1)] fLAMcabcdeebcgmqw SFS[D(4,1)(2,1)] fLAMcabcdeebcktxr SFS[D(4,1)(2,1)] fLAMcabcdeebjrphs SFS[D(4,1)(2,1)] fLAMcabcdeebrwpxj toroidal fLAMcacbdeebgjpxj toroidal fLAMcacbdeebgjphs toroidal fLAMcacbdeebgjdhk SFS[D(3,1)(2,1)] fLAMcacbdeebgjdqn SFS[D(3,1)(2,1)] fLAMcabcdeebcgmxr SFS[D(4,1)(2,1)] fLAMcabcdeebcktqw SFS[D(4,1)(2,1)] fLAMcabcdeebjrpxj SFS[D(4,1)(2,1)] fLAMcabcdeebrwphs toroidal fLAMcabcdeebrwdhk SFS[D(2,1)(2,1)] fLAMcacbdeebrjhqn SFS[D(3,1)(3,2)] fLAMcacbdeebrnhqn SFS[D(3,1)(3,1)] fLAMcabcdeebrwqhk SFS[D(7,3)(2,1)] fLAMcabcdeebrgqxr SFS[D(4,1)(2,1)] fLAMcacbdeebgjqhk SFS[D(7,4)(3,1)] fLAMcacbdeebgjxhs SFS[D(7,3)(3,1)] fLAMcabcdeebrwxhs SFS[D(7,3)(2,1)] fLAMcabcdeebrghxj SFS[D(3,1)(2,1)] fLAMcacbdeebrjxqw SFS[D(4,1)(3,1)] fLAMcacbdeebrnxqw SFS[D(4,3)(3,1)] fLAMcabcdeebrbxqw SFS[D(4,1)(2,1)] fLAMcabcdeebrbhqn SFS[D(3,1)(2,1)] fLAMcabcdeebckexj SFS[D(3,1)(2,1)] fLAMcabcdeebcgdqn SFS[D(3,1)(2,1)] fLAMcabcdeebrwixr toroidal fLAMcabcdeebjrthk SFS[D(3,1)(2,1)] fLAMcabcdeebrwmqw SFS[D(5,1)(2,1)] fLAMcacbdeebgjmqw SFS[D(5,1)(3,1)] fLAMcacbdeebgjlhs SFS[D(5,4)(3,1)] fLAMcacbdeebgjthk toroidal fLAMcacbdeebgjixr toroidal fLAMcabcdeebrwlhs SFS[D(5,1)(2,1)] fLAMcabcdeebcglxj SFS[D(3,1)(2,1)] fLAMcabcdeebckiqn SFS[D(3,1)(2,1)] fLAMcabcdeebrwthk toroidal fLAMcabcdeebjrixr SFS[D(3,1)(2,1)] fLAMcabcdeebrwaqw SFS[D(2,1)(2,1)] fLAMcabcdeebrgaqn SFS[D(3,1)(2,1)] fLAMcacbdeebgjaqw SFS[D(3,1)(2,1)] fLAMcacbdeebgjaxr SFS[D(3,1)(2,1)] fLAMcabcdeebrwaxr SFS[D(2,1)(2,1)] fLAMcacbdeebrjaxj SFS[D(3,1)(3,1)] fLAMcacbdeebrnaxj SFS[D(3,1)(3,2)] fLAMcabcdeebrbaxj SFS[D(3,1)(2,1)] fLAMcabcdeebrwqqn SFS[D(5,1)(2,1)] fLAMcabcdeebrgqqw SFS[D(4,1)(2,1)] fLAMcacbdeebgjqqn SFS[D(5,4)(3,1)] fLAMcacbdeebgjxxj SFS[D(5,1)(3,1)] fLAMcabcdeebrwxxj SFS[D(5,1)(2,1)] fLAMcacbdeebrjxxr SFS[D(4,3)(3,1)] fLAMcacbdeebrnxxr SFS[D(4,1)(3,1)] fLAMcabcdeebrbxxr SFS[D(4,1)(2,1)] fLAMcabcdeebrwiqw SFS[D(7,2)(2,1)] fLAMcabcdeebrwmxr SFS[D(7,3)(2,1)] fLAMcacbdeebgjmxr SFS[D(7,3)(3,1)] fLAMcacbdeebgjlxj SFS[D(7,4)(3,1)] fLAMcacbdeebgjtqn SFS[D(7,5)(3,1)] fLAMcacbdeebgjiqw SFS[D(7,2)(3,1)] fLAMcabcdeebrwlxj SFS[D(7,3)(2,1)] fLAMcabcdeebrwtqn SFS[D(7,2)(2,1)] fLAMcabcdeebrwdaj SFS[D(3,1)(2,1)] fLAMcabcdeebrwpan SFS[D(3,1)(2,1)] fLAMcacbdeebgjpan SFS[D(3,1)(3,1)] fLAMcacbdeebgjpar SFS[D(3,1)(3,2)] fLAMcacbdeebgjdaw SFS[D(3,1)(3,1)] fLAMcacbdeebgjdaj SFS[D(3,1)(3,2)] fLAMcabcdeebrwpar SFS[D(3,1)(2,1)] fLAMcabcdeebrwdaw SFS[D(3,1)(2,1)] fLAMcabcdeebrwqaw reducible fLAMcacbdeebgjqaw reducible fLAMcacbdeebgjxar reducible fLAMcabcdeebrwxar reducible fLAMcabcdeebrwian SFS[D(3,1)(2,1)] fLAMcabcdeebrwmaj SFS[D(3,1)(2,1)] fLAMcacbdeebgjmaj SFS[D(3,1)(3,2)] fLAMcacbdeebgjlar SFS[D(3,1)(3,1)] fLAMcacbdeebgjtaw SFS[D(3,1)(3,2)] fLAMcacbdeebgjian SFS[D(3,1)(3,1)] fLAMcabcdeebrwlar SFS[D(3,1)(2,1)] fLAMcabcdeebrwtaw SFS[D(3,1)(2,1)] fLAMcacbdeebrjaar SFS[D(3,1)(2,1)] fLAMcacbdeebrnaar SFS[D(3,1)(2,1)] fLAMcabcdeebrwaaj SFS[D(3,1)(2,1)] fLAMcacbdeebgjaaj SFS[D(3,1)(3,1)] fLAMcacbdeebgjaan SFS[D(3,1)(3,2)] fLAMcabcdeebrwaan SFS[D(3,1)(2,1)] fLAMcabcdeebrgaaw SFS[D(2,1)(2,1)] fLAMcabcdeebrbaar SFS[D(2,1)(2,1)] fLAMcacbdeebrjhaw SFS[D(3,1)(2,1)] fLAMcacbdeebrnhaw SFS[D(3,1)(2,1)] fLAMcabcdeebrwqaj SFS[D(3,1)(2,1)] fLAMcacbdeebgjqaj SFS[D(3,1)(3,1)] fLAMcacbdeebgjxan SFS[D(3,1)(3,2)] fLAMcabcdeebrwxan SFS[D(3,1)(2,1)] fLAMcabcdeebrghar SFS[D(2,1)(2,1)] fLAMcabcdeebrbhaw SFS[D(2,1)(2,1)] fLAMcabcdeebckear SFS[D(2,1)(2,1)] fLAMcabcdeebcgdaw SFS[D(2,1)(2,1)] fLAMcabcdeebrwiaj toroidal fLAMcabcdeebjrtaj SFS[D(2,1)(2,1)] fLAMcabcdeebrwman reducible fLAMcacbdeebgjman reducible fLAMcacbdeebgjlan reducible fLAMcacbdeebgjtaj toroidal fLAMcacbdeebgjiaj toroidal fLAMcabcdeebrwlan reducible fLAMcabcdeebcglar SFS[D(2,1)(2,1)] fLAMcabcdeebckiaw SFS[D(2,1)(2,1)] fLAMcabcdeebrwtaj toroidal fLAMcabcdeebjriaj SFS[D(2,1)(2,1)] fLAMcabcdeebcgmqs SFS[D(5,2)(2,1)] fLAMcabcdeebcktxk SFS[D(5,2)(2,1)] fLAMcabcdeebjrphw SFS[D(5,2)(2,1)] fLAMcabcdeebrwpxn toroidal fLAMcacbdeebgjpxn toroidal fLAMcacbdeebgjphw toroidal fLAMcabcdeebcgmxk SFS[D(5,2)(2,1)] fLAMcabcdeebcktqs SFS[D(5,2)(2,1)] fLAMcabcdeebjrpxn SFS[D(5,2)(2,1)] fLAMcabcdeebrwphw toroidal fLAMcacbdeebrjhqj SFS[D(3,1)(3,1)] fLAMcacbdeebrnhqj SFS[D(3,1)(3,2)] fLAMcabcdeebrwqhr SFS[D(8,3)(2,1)] fLAMcabcdeebrgqxk SFS[D(5,2)(2,1)] fLAMcacbdeebgjqhr SFS[D(8,3)(3,1)] fLAMcacbdeebgjxhw SFS[D(8,3)(3,1)] fLAMcabcdeebrwxhw SFS[D(8,3)(2,1)] fLAMcabcdeebrghxn SFS[D(3,1)(2,1)] fLAMcacbdeebrjxqs SFS[D(5,2)(3,1)] fLAMcacbdeebrnxqs SFS[D(5,3)(3,1)] fLAMcabcdeebrbxqs SFS[D(5,2)(2,1)] fLAMcabcdeebrbhqj SFS[D(3,1)(2,1)] fLAMcabcdeebckexn SFS[D(3,1)(2,1)] fLAMcabcdeebcgdqj SFS[D(3,1)(2,1)] fLAMcabcdeebrwixk toroidal fLAMcabcdeebjrthr SFS[D(3,1)(2,1)] fLAMcabcdeebrwmqj SFS[D(7,2)(2,1)] fLAMcacbdeebgjmqj SFS[D(7,2)(3,1)] fLAMcacbdeebgjlhw SFS[D(7,5)(3,1)] fLAMcacbdeebgjthr toroidal fLAMcacbdeebgjixk toroidal fLAMcabcdeebrwlhw SFS[D(7,2)(2,1)] fLAMcabcdeebcglxn SFS[D(3,1)(2,1)] fLAMcabcdeebckiqj SFS[D(3,1)(2,1)] fLAMcabcdeebrwthr toroidal fLAMcabcdeebjrixk SFS[D(3,1)(2,1)] fLAMcacbdeebrjahw SFS[D(3,1)(2,1)] fLAMcacbdeebrnahw SFS[D(3,1)(2,1)] fLAMcabcdeebrgaqj SFS[D(3,1)(2,1)] fLAMcabcdeebrgahr SFS[D(2,1)(2,1)] fLAMcacbdeebrjaxn SFS[D(3,1)(3,2)] fLAMcacbdeebrnaxn SFS[D(3,1)(3,1)] fLAMcabcdeebrbaxn SFS[D(3,1)(2,1)] fLAMcabcdeebrbahw SFS[D(2,1)(2,1)] fLAMcacbdeebrjhhr SFS[D(3,1)(2,1)] fLAMcacbdeebrnhhr SFS[D(3,1)(2,1)] fLAMcabcdeebrwqqj SFS[D(7,2)(2,1)] fLAMcabcdeebrgqqs SFS[D(5,2)(2,1)] fLAMcacbdeebgjqqj SFS[D(7,5)(3,1)] fLAMcacbdeebgjxxn SFS[D(7,2)(3,1)] fLAMcabcdeebrwxxn SFS[D(7,2)(2,1)] fLAMcabcdeebrghhw SFS[D(2,1)(2,1)] fLAMcacbdeebrjxxk SFS[D(5,3)(3,1)] fLAMcacbdeebrnxxk SFS[D(5,2)(3,1)] fLAMcabcdeebrbxxk SFS[D(5,2)(2,1)] fLAMcabcdeebrbhhr SFS[D(2,1)(2,1)] fLAMcabcdeebckehw SFS[D(2,1)(2,1)] fLAMcabcdeebcgdhr SFS[D(2,1)(2,1)] fLAMcabcdeebrwiqj toroidal fLAMcabcdeebjrtqj SFS[D(2,1)(2,1)] fLAMcabcdeebrwmxk SFS[D(8,3)(2,1)] fLAMcacbdeebgjmxk SFS[D(8,3)(3,1)] fLAMcacbdeebgjlxn SFS[D(8,3)(3,1)] fLAMcacbdeebgjtqj toroidal fLAMcacbdeebgjiqj toroidal fLAMcabcdeebrwlxn SFS[D(8,3)(2,1)] fLAMcabcdeebcglhw SFS[D(2,1)(2,1)] fLAMcabcdeebckihr SFS[D(2,1)(2,1)] fLAMcabcdeebrwtqj toroidal fLAMcabcdeebjriqj SFS[D(2,1)(2,1)] fLAMcabcdeebcbapr SFS[D(2,1)(2,1)] fLAMcabcdeebcbatw SFS[D(2,1)(2,1)] fLAMcacbdeejcjado SFS[D(2,1)(2,1)] fLAMcabcdeejjkado SFS[D(2,1)(2,1)] fLAMcacbdeejgjalc SFS[D(2,1)(2,1)] fLAMcabcdeebrjalb reducible fLAMcabcdeejkwalc SFS[D(3,1)(2,1)] fLAMcabcdeejrjalb SFS[D(3,1)(2,1)] fLAMcabcdeebrvaib reducible fLAMcabcdeejkvado SFS[D(3,1)(2,1)] fLAMcabcdeejrvado SFS[D(3,1)(2,1)] fLAMcacbdeebcjaib reducible fLAMcacbdeebcnaib reducible fLAMcacbdeejcnaib SFS[D(3,1)(3,1)] fLAMcacbdeejfjalb SFS[D(3,1)(3,2)] fLAMcacbdeejcjaib SFS[D(3,1)(3,2)] fLAMcacbdeebrjhqb reducible fLAMcacbdeebrnhqb reducible fLAMcabcdeebrghxb reducible fLAMcabcdeebrbhqb reducible fLAMcabcdeebckexb reducible fLAMcabcdeebcgdqb reducible fLAMcabcdeebrwixf reducible fLAMcabcdeebjrthf reducible fLAMcabcdeebrwmqc SFS[D(2,1)(2,1)] fLAMcacbdeebgjmqc SFS[D(3,1)(2,1)] fLAMcacbdeebgjlhv SFS[D(3,1)(2,1)] fLAMcacbdeebgjthf reducible fLAMcacbdeebgjixf reducible fLAMcabcdeebrwlhv SFS[D(2,1)(2,1)] fLAMcabcdeebcglxb reducible fLAMcabcdeebckiqb reducible fLAMcabcdeebrwthf reducible fLAMcabcdeebjrixf reducible fLAMcabcdeebrgaqb reducible fLAMcacbdeebrjaxb reducible fLAMcacbdeebrnaxb reducible fLAMcabcdeebrbaxb reducible fLAMcabcdeebrwqqb SFS[D(2,1)(2,1)] fLAMcacbdeebgjqqb SFS[D(3,1)(2,1)] fLAMcacbdeebgjxxb SFS[D(3,1)(2,1)] fLAMcabcdeebrwxxb SFS[D(2,1)(2,1)] fLAMcabcdeebcodub reducible fLAMcabcdeebcsepb reducible fLAMcabcdeebrfapo reducible fLAMcacbdeebjjapo reducible fLAMcacbdeebjnapo reducible fLAMcabcdeebrnauv reducible fLAMcabcdeebrnapb reducible fLAMcacbdeebjnaub reducible fLAMcacbdeebjjaub reducible fLAMcabcdeebrfaub reducible fLAMcabcdeebcodpo reducible fLAMcabcdeebcseuv reducible fLAMcabcdeebrfuuv reducible fLAMcacbdeebjjuuv reducible fLAMcacbdeebjnuuv reducible fLAMcabcdeebrnppo reducible fLAMcabcdeebrnpub reducible fLAMcacbdeebjnupb reducible fLAMcacbdeebjjupb reducible fLAMcabcdeebrfupb reducible fLAMcabcdeejkjmag SFS[D(3,1)(2,1)] fLAMcabcdeejrjmag SFS[D(3,1)(2,1)] fLAMcacbdeejgndac SFS[D(3,1)(3,1)] fLAMcacbdeejgjdac SFS[D(3,1)(3,2)] fLAMcabcdeejjomag SFS[D(2,1)(2,1)] fLAMcabcdeejkjpav SFS[D(3,1)(2,1)] fLAMcabcdeejrjpav SFS[D(3,1)(2,1)] fLAMcacbdeejfjmag SFS[D(2,1)(2,1)] fLAMcabcdeebrwqac SFS[D(3,1)(2,1)] fLAMcabcdeebrgqag SFS[D(2,1)(2,1)] fLAMcacbdeebgjqac SFS[D(3,1)(3,2)] fLAMcacbdeebgjxao SFS[D(3,1)(3,1)] fLAMcabcdeebrwxao SFS[D(3,1)(2,1)] fLAMcacbdeebrjxag SFS[D(3,1)(2,1)] fLAMcacbdeebrnxag SFS[D(3,1)(2,1)] fLAMcabcdeebrbxag SFS[D(2,1)(2,1)] fLAMcabcdeebrbdav SFS[D(2,1)(2,1)] fLAMcabcdeebrgeao SFS[D(2,1)(2,1)] fLAMcabcdeebrwiab SFS[D(3,1)(2,1)] fLAMcacbdeebrjdav SFS[D(3,1)(2,1)] fLAMcacbdeebrndav SFS[D(3,1)(2,1)] fLAMcacbdeebrntao SFS[D(3,1)(2,1)] fLAMcacbdeebrjtao SFS[D(3,1)(2,1)] fLAMcabcdeebrwmab SFS[D(3,1)(2,1)] fLAMcacbdeebgjmab SFS[D(3,1)(3,1)] fLAMcacbdeebgjlao SFS[D(3,1)(3,2)] fLAMcacbdeebgjtac SFS[D(3,1)(3,1)] fLAMcacbdeebgjiab SFS[D(3,1)(3,2)] fLAMcabcdeebrwlao SFS[D(3,1)(2,1)] fLAMcabcdeebrgmav SFS[D(2,1)(2,1)] fLAMcabcdeebrwtac SFS[D(3,1)(2,1)] fLAMcabcdeebrbtao SFS[D(2,1)(2,1)] fLAMcabcdeejkjaao SFS[D(3,1)(2,1)] fLAMcabcdeejrjaao SFS[D(3,1)(2,1)] fLAMcacbdeejgnaab SFS[D(3,1)(3,1)] fLAMcacbdeejgjaab SFS[D(3,1)(3,2)] fLAMcabcdeejjoaao SFS[D(2,1)(2,1)] fLAMcacbdeejfjaao SFS[D(2,1)(2,1)] fLAMcbbcdeeaqkadn toroidal fLAMcbbcdeeaicadr toroidal fLAMcbbcdeeaicadn toroidal fLAMcbbcdeedegdhk SFS[D(2,1)(2,1)] fLAMcbbcdeeaikxqw SFS[D(11,4)(3,1)] fLAMcbbcdeeainxhs SFS[D(11,7)(3,1)] fLAMcbbcdeeaijqxr toroidal fLAMcbbcdeeaisqhk toroidal fLAMcbbcdeeaifxqw toroidal fLAMcbbcdeeaifhqn toroidal fLAMcbbcdeeaqbqxr SFS[D(10,3)(2,1)] fLAMcbbcdeeaqbhxj SFS[D(11,4)(2,1)] fLAMcbbcdeeainqhk SFS[D(10,7)(3,1)] fLAMcbbcdeeaikhqn SFS[D(10,3)(3,1)] fLAMcbbcdeeaisxhs toroidal fLAMcbbcdeeaijhxj toroidal fLAMcbbcdeeduwqxr toroidal fLAMcbbcdeeduwhxj toroidal fLAMcbbcdeedugqhk toroidal fLAMcbbcdeeaqjqhk toroidal fLAMcbbcdeedhwhxj m098(0,0) fLAMcbbcdeedurhqn toroidal fLAMcbbcdeedhrhqn m099(0,0) fLAMcbbcdeederhqn toroidal fLAMcbbcdeedurxqw toroidal fLAMcbbcdeederxqw toroidal fLAMcbbcdeedhrxqw m096(0,0) fLAMcbbcdeedhgqhk m044(0,0) fLAMcbbcdeeadsqxr SFS[D(10,3)(2,1)] fLAMcbbcdeeemkqhk m164(0,0) fLAMcbbcdeeaqohqn toroidal fLAMcbbcdeeadoxqw SFS[D(10,3)(2,1)] fLAMcbbcdeeadohqn SFS[D(11,4)(2,1)] fLAMcbbcdeedugxhs toroidal fLAMcbbcdeedhwqxr m095(0,0) fLAMcbbcdeeaqjxhs toroidal fLAMcbbcdeedegqhk SFS[D(7,2)(2,1)] fLAMcbbcdeedhgxhs m043(0,0) fLAMcbbcdeeemkxhs m163(0,0) fLAMcbbcdeeadshxj SFS[D(11,4)(2,1)] fLAMcbbcdeedegixr SFS[D(5,1)(2,1)] fLAMcbbcdeeaikaxj SFS[D(5,3)(3,1)] fLAMcbbcdeeainaxr SFS[D(5,2)(3,1)] fLAMcbbcdeeaijaqn SFS[D(5,3)(3,1)] fLAMcbbcdeeaisaqw SFS[D(5,2)(3,1)] fLAMcbbcdeeaifaxj toroidal fLAMcbbcdeeaifahs toroidal fLAMcbbcdeeaicaqn SFS[D(4,3)(3,1)] fLAMcbbcdeeaicahn SFS[D(4,1)(3,1)] fLAMcbbcdeeaqkahn SFS[D(4,1)(2,1)] fLAMcbbcdeeaqbahn SFS[D(5,2)(2,1)] fLAMcbbcdeeaisaxr toroidal fLAMcbbcdeeaijahn toroidal fLAMcbbcdeeduwaqn toroidal fLAMcbbcdeeduwahn toroidal fLAMcbbcdeedugaqw toroidal fLAMcbbcdeeaqjaqw SFS[D(5,2)(2,1)] fLAMcbbcdeedhwahn m019(0,0) fLAMcbbcdeedurahs toroidal fLAMcbbcdeedhrahs m016(0,0) fLAMcbbcdeederahs toroidal fLAMcbbcdeeduraxj SFS[D(3,1)(2,1)] fLAMcbbcdeederaxj SFS[D(3,1)(2,1)] fLAMcbbcdeedhraxj toroidal fLAMcbbcdeedhgaqw m006(0,0) fLAMcbbcdeeemkaqw m016(0,0) fLAMcbbcdeeaqoahs toroidal fLAMcbbcdeeadoahs SFS[D(5,2)(2,1)] fLAMcbbcdeedugaxr SFS[D(3,1)(2,1)] fLAMcbbcdeedhwaqn m003(0,0) fLAMcbbcdeeaqjaxr toroidal fLAMcbbcdeedegaqw toroidal fLAMcbbcdeeadjaqw SFS[D(4,1)(2,1)] fLAMcbbcdeeadjaxr SFS[D(4,1)(2,1)] fLAMcbbcdeedhgaxr m011(0,0) fLAMcbbcdeeemkaxr m017(0,0) fLAMcbbcdeeadsahn SFS[D(5,2)(2,1)] fLAMcbbcdeeaikxxr SFS[D(9,4)(3,1)] fLAMcbbcdeeainxxj SFS[D(9,5)(3,1)] fLAMcbbcdeeaijqqw SFS[D(9,2)(3,1)] fLAMcbbcdeeaisqqn SFS[D(9,7)(3,1)] fLAMcbbcdeeaifxxr toroidal fLAMcbbcdeeaifhhn toroidal fLAMcbbcdeeaicqqw SFS[D(3,1)(3,1)] fLAMcbbcdeeaichhs SFS[D(3,1)(3,2)] fLAMcbbcdeeaqkhhs SFS[D(3,1)(2,1)] fLAMcbbcdeeaqbqqw SFS[D(6,1)(2,1)] fLAMcbbcdeeaqbhhs SFS[D(9,4)(2,1)] fLAMcbbcdeeainqqn SFS[D(6,5)(3,1)] fLAMcbbcdeeaikhhn SFS[D(6,1)(3,1)] fLAMcbbcdeeaisxxj toroidal fLAMcbbcdeeaijhhs toroidal fLAMcbbcdeeduwqqw toroidal fLAMcbbcdeeduwhhs toroidal fLAMcbbcdeedugqqn toroidal fLAMcbbcdeeaqjqqn SFS[D(9,2)(2,1)] fLAMcbbcdeedhwhhs m071(0,0) fLAMcbbcdeedurhhn toroidal fLAMcbbcdeedhrhhn m072(0,0) fLAMcbbcdeederhhn toroidal fLAMcbbcdeedurxxr SFS[D(3,1)(2,1)] fLAMcbbcdeederxxr toroidal fLAMcbbcdeedhrxxr m049(0,0) fLAMcbbcdeedhgqqn m027(0,0) fLAMcbbcdeeadsqqw SFS[D(6,1)(2,1)] fLAMcbbcdeeemkqqn m123(0,0) fLAMcbbcdeeaqohhn toroidal fLAMcbbcdeeadoxxr SFS[D(6,1)(2,1)] fLAMcbbcdeeadohhn SFS[D(9,4)(2,1)] fLAMcbbcdeedugxxj SFS[D(3,1)(2,1)] fLAMcbbcdeedhwqqw m047(0,0) fLAMcbbcdeeaqjxxj toroidal fLAMcbbcdeedegqqn toroidal fLAMcbbcdeeadjqqn SFS[D(3,1)(2,1)] fLAMcbbcdeeadjxxj SFS[D(3,1)(2,1)] fLAMcbbcdeedhgxxj m026(0,0) fLAMcbbcdeeemkxxj m122(0,0) fLAMcbbcdeeadshhs SFS[D(9,4)(2,1)] fLAMcbbcdeedegiqw SFS[D(7,3)(2,1)] fLAMcbbcdeeaqkapn SFS[D(5,2)(2,1)] fLAMcbbcdeeaifamn SFS[D(5,3)(3,1)] fLAMcbbcdeeaifair SFS[D(5,2)(3,1)] fLAMcbbcdeeaicats SFS[D(5,2)(3,1)] fLAMcbbcdeeaicapn SFS[D(5,3)(3,1)] fLAMcbbcdeeaicaun SFS[D(5,3)(3,1)] fLAMcbbcdeeaicalw SFS[D(5,2)(3,1)] fLAMcbbcdeeaqkalw SFS[D(5,2)(2,1)] fLAMcbbcdeeaqoair SFS[D(5,2)(2,1)] fLAMcbbcdeedegdaj SFS[D(3,1)(2,1)] fLAMcbbcdeeaifxaj reducible fLAMcbbcdeeaifhas reducible fLAMcbbcdeeaicqak SFS[D(3,1)(2,1)] fLAMcbbcdeeaichan SFS[D(3,1)(2,1)] fLAMcbbcdeeaqkhan SFS[D(2,1)(2,1)] fLAMcbbcdeedugqaw SFS[D(3,1)(2,1)] fLAMcbbcdeedurhas SFS[D(3,1)(2,1)] fLAMcbbcdeedurxaj SFS[D(3,1)(2,1)] fLAMcbbcdeedhgqaw SFS[D(3,1)(2,1)] fLAMcbbcdeeaqohas reducible fLAMcbbcdeedugxar SFS[D(3,1)(2,1)] fLAMcbbcdeedegqaw toroidal fLAMcbbcdeeadjqaw SFS[D(2,1)(2,1)] fLAMcbbcdeeadjxar SFS[D(2,1)(2,1)] fLAMcbbcdeedhgxar SFS[D(3,1)(2,1)] fLAMcbbcdeedegian SFS[D(3,1)(2,1)] fLAMcbbcdeeaikaan SFS[D(4,1)(3,1)] fLAMcbbcdeeainaan SFS[D(4,3)(3,1)] fLAMcbbcdeeaijaas toroidal fLAMcbbcdeeaisaaj toroidal fLAMcbbcdeeaifaan toroidal fLAMcbbcdeeaifaar toroidal fLAMcbbcdeeaqbaas SFS[D(5,2)(2,1)] fLAMcbbcdeeaqbaaw SFS[D(4,1)(2,1)] fLAMcbbcdeeainaaj SFS[D(5,3)(3,1)] fLAMcbbcdeeaikaar SFS[D(5,2)(3,1)] fLAMcbbcdeeaisaan SFS[D(5,3)(3,1)] fLAMcbbcdeeaijaaw SFS[D(5,2)(3,1)] fLAMcbbcdeeduwaas toroidal fLAMcbbcdeeduwaaw toroidal fLAMcbbcdeedugaaj SFS[D(3,1)(2,1)] fLAMcbbcdeeaqjaaj toroidal fLAMcbbcdeedhwaaw m006(0,0) fLAMcbbcdeeduraar SFS[D(3,1)(2,1)] fLAMcbbcdeedhraar m011(0,0) fLAMcbbcdeederaar toroidal fLAMcbbcdeeduraan toroidal fLAMcbbcdeederaan toroidal fLAMcbbcdeedhraan m019(0,0) fLAMcbbcdeedhgaaj toroidal fLAMcbbcdeeadsaas SFS[D(5,2)(2,1)] fLAMcbbcdeeemkaaj m016(0,0) fLAMcbbcdeeaqoaan toroidal fLAMcbbcdeeadoaan SFS[D(5,2)(2,1)] fLAMcbbcdeeadoaar SFS[D(4,1)(2,1)] fLAMcbbcdeedugaan toroidal fLAMcbbcdeedhwaas m016(0,0) fLAMcbbcdeeaqjaan SFS[D(5,2)(2,1)] fLAMcbbcdeedegaaj SFS[D(3,1)(2,1)] fLAMcbbcdeedhgaan m003(0,0) fLAMcbbcdeeemkaan m017(0,0) fLAMcbbcdeeadsaaw SFS[D(4,1)(2,1)] fLAMcbbcdeeaikxak SFS[D(4,1)(3,1)] fLAMcbbcdeeainxan SFS[D(4,3)(3,1)] fLAMcbbcdeeaijqaj toroidal fLAMcbbcdeeaisqaj toroidal fLAMcbbcdeeaifxak toroidal fLAMcbbcdeeaifhaw toroidal fLAMcbbcdeeaqbqaj SFS[D(5,2)(2,1)] fLAMcbbcdeeaqbhar SFS[D(4,1)(2,1)] fLAMcbbcdeeainqaj SFS[D(5,3)(3,1)] fLAMcbbcdeeaikhaw SFS[D(5,2)(3,1)] fLAMcbbcdeeaisxan SFS[D(5,3)(3,1)] fLAMcbbcdeeaijhar SFS[D(5,2)(3,1)] fLAMcbbcdeeduwqaj toroidal fLAMcbbcdeeduwhar toroidal fLAMcbbcdeedugqaj SFS[D(3,1)(2,1)] fLAMcbbcdeeaqjqaj toroidal fLAMcbbcdeedhwhar m006(0,0) fLAMcbbcdeedurhaw SFS[D(3,1)(2,1)] fLAMcbbcdeedhrhaw m011(0,0) fLAMcbbcdeederhaw toroidal fLAMcbbcdeedurxak toroidal fLAMcbbcdeederxak toroidal fLAMcbbcdeedhrxak m019(0,0) fLAMcbbcdeedhgqaj toroidal fLAMcbbcdeeadsqaj SFS[D(5,2)(2,1)] fLAMcbbcdeeemkqaj m016(0,0) fLAMcbbcdeeaqohaw toroidal fLAMcbbcdeeadoxak SFS[D(5,2)(2,1)] fLAMcbbcdeeadohaw SFS[D(4,1)(2,1)] fLAMcbbcdeedugxan toroidal fLAMcbbcdeedhwqaj m016(0,0) fLAMcbbcdeeaqjxan SFS[D(5,2)(2,1)] fLAMcbbcdeedegqaj SFS[D(3,1)(2,1)] fLAMcbbcdeedhgxan m003(0,0) fLAMcbbcdeeemkxan m017(0,0) fLAMcbbcdeeadshar SFS[D(4,1)(2,1)] fLAMcbbcdeedegiaj reducible fLAMcbbcdeeaikxqs SFS[D(13,5)(3,1)] fLAMcbbcdeeainxhw SFS[D(13,8)(3,1)] fLAMcbbcdeeaijqxk toroidal fLAMcbbcdeeaisqhr toroidal fLAMcbbcdeeaifxqs toroidal fLAMcbbcdeeaifhqj toroidal fLAMcbbcdeeaicqxk SFS[D(3,1)(2,1)] fLAMcbbcdeeaichxn SFS[D(3,1)(2,1)] fLAMcbbcdeeaqkhxn SFS[D(2,1)(2,1)] fLAMcbbcdeeaqbqxk SFS[D(11,3)(2,1)] fLAMcbbcdeeaqbhxn SFS[D(13,5)(2,1)] fLAMcbbcdeeainqhr SFS[D(11,8)(3,1)] fLAMcbbcdeeaikhqj SFS[D(11,3)(3,1)] fLAMcbbcdeeaisxhw toroidal fLAMcbbcdeeaijhxn toroidal fLAMcbbcdeeduwqxk toroidal fLAMcbbcdeeduwhxn toroidal fLAMcbbcdeedugqhr toroidal fLAMcbbcdeeaqjqhr toroidal fLAMcbbcdeedhwhxn m112(0,0) fLAMcbbcdeedurhqj toroidal fLAMcbbcdeedhrhqj m113(0,0) fLAMcbbcdeederhqj toroidal fLAMcbbcdeedurxqs toroidal fLAMcbbcdeederxqs toroidal fLAMcbbcdeedhrxqs m106(0,0) fLAMcbbcdeedhgqhr m064(0,0) fLAMcbbcdeeadsqxk SFS[D(11,3)(2,1)] fLAMcbbcdeeemkqhr m173(0,0) fLAMcbbcdeeaqohqj toroidal fLAMcbbcdeeadoxqs SFS[D(11,3)(2,1)] fLAMcbbcdeeadohqj SFS[D(13,5)(2,1)] fLAMcbbcdeedugxhw toroidal fLAMcbbcdeedhwqxk m102(0,0) fLAMcbbcdeeaqjxhw toroidal fLAMcbbcdeedegqhr toroidal fLAMcbbcdeeadjqhr SFS[D(2,1)(2,1)] fLAMcbbcdeeadjxhw SFS[D(2,1)(2,1)] fLAMcbbcdeedhgxhw m060(0,0) fLAMcbbcdeeemkxhw m172(0,0) fLAMcbbcdeeadshxn SFS[D(13,5)(2,1)] fLAMcbbcdeedegixk SFS[D(7,2)(2,1)] fLAMcbbcdeeaikaxn SFS[D(4,3)(3,1)] fLAMcbbcdeeainaxk SFS[D(4,1)(3,1)] fLAMcbbcdeeaijaqj toroidal fLAMcbbcdeeaisaqj toroidal fLAMcbbcdeeaifaxn SFS[D(5,3)(3,1)] fLAMcbbcdeeaifahw SFS[D(5,2)(3,1)] fLAMcbbcdeeaicaqj SFS[D(5,3)(3,1)] fLAMcbbcdeeaicahr SFS[D(5,2)(3,1)] fLAMcbbcdeeaqkahr SFS[D(5,2)(2,1)] fLAMcbbcdeeaqbahr SFS[D(4,1)(2,1)] fLAMcbbcdeeaisaxk toroidal fLAMcbbcdeeaijahr toroidal fLAMcbbcdeeduwaqj SFS[D(3,1)(2,1)] fLAMcbbcdeeduwahr SFS[D(3,1)(2,1)] fLAMcbbcdeedugaqj toroidal fLAMcbbcdeeaqjaqj toroidal fLAMcbbcdeedhwahr m011(0,0) fLAMcbbcdeedurahw toroidal fLAMcbbcdeedhrahw m006(0,0) fLAMcbbcdeederahw toroidal fLAMcbbcdeeduraxn toroidal fLAMcbbcdeederaxn SFS[D(3,1)(2,1)] fLAMcbbcdeedhraxn m003(0,0) fLAMcbbcdeedhgaqj m016(0,0) fLAMcbbcdeeemkaqj m017(0,0) fLAMcbbcdeeaqoahw SFS[D(5,2)(2,1)] fLAMcbbcdeeadoahw SFS[D(4,1)(2,1)] fLAMcbbcdeedugaxk toroidal fLAMcbbcdeedhwaqj toroidal fLAMcbbcdeeaqjaxk toroidal fLAMcbbcdeedegaqj toroidal fLAMcbbcdeeadjaqj SFS[D(5,2)(2,1)] fLAMcbbcdeeadjaxk SFS[D(5,2)(2,1)] fLAMcbbcdeedhgaxk m019(0,0) fLAMcbbcdeeemkaxk m016(0,0) fLAMcbbcdeeadsahr SFS[D(4,1)(2,1)] fLAMcbbcdeeaikxxk SFS[D(12,5)(3,1)] fLAMcbbcdeeainxxn SFS[D(12,7)(3,1)] fLAMcbbcdeeaijqqs toroidal fLAMcbbcdeeaisqqj toroidal fLAMcbbcdeeaifxxk toroidal fLAMcbbcdeeaifhhr toroidal fLAMcbbcdeeaicqqs SFS[D(3,1)(3,2)] fLAMcbbcdeeaichhw SFS[D(3,1)(3,1)] fLAMcbbcdeeaqkhhw SFS[D(3,1)(2,1)] fLAMcbbcdeeaqbqqs SFS[D(9,2)(2,1)] fLAMcbbcdeeaqbhhw SFS[D(12,5)(2,1)] fLAMcbbcdeeainqqj SFS[D(9,7)(3,1)] fLAMcbbcdeeaikhhr SFS[D(9,2)(3,1)] fLAMcbbcdeeaisxxn toroidal fLAMcbbcdeeaijhhw toroidal fLAMcbbcdeeduwqqs toroidal fLAMcbbcdeeduwhhw toroidal fLAMcbbcdeedugqqj toroidal fLAMcbbcdeeaqjqqj toroidal fLAMcbbcdeedhwhhw m103(0,0) fLAMcbbcdeedurhhr toroidal fLAMcbbcdeedhrhhr m108(0,0) fLAMcbbcdeederhhr toroidal fLAMcbbcdeedurxxk toroidal fLAMcbbcdeederxxk toroidal fLAMcbbcdeedhrxxk m087(0,0) fLAMcbbcdeedhgqqj m055(0,0) fLAMcbbcdeeadsqqs SFS[D(9,2)(2,1)] fLAMcbbcdeeemkqqj m166(0,0) fLAMcbbcdeeaqohhr toroidal fLAMcbbcdeeadoxxk SFS[D(9,2)(2,1)] fLAMcbbcdeeadohhr SFS[D(12,5)(2,1)] fLAMcbbcdeedugxxn toroidal fLAMcbbcdeedhwqqs m083(0,0) fLAMcbbcdeeaqjxxn toroidal fLAMcbbcdeedegqqj toroidal fLAMcbbcdeeadjqqj SFS[D(3,1)(2,1)] fLAMcbbcdeeadjxxn SFS[D(3,1)(2,1)] fLAMcbbcdeedhgxxn m052(0,0) fLAMcbbcdeeemkxxn m165(0,0) fLAMcbbcdeeadshhw SFS[D(12,5)(2,1)] fLAMcbbcdeedegiqj SFS[D(8,3)(2,1)] fLAMcbbcdeeaqkapr SFS[D(4,1)(2,1)] fLAMcbbcdeeaifamr SFS[D(4,3)(3,1)] fLAMcbbcdeeaifain SFS[D(4,1)(3,1)] fLAMcbbcdeeaicatw SFS[D(4,1)(3,1)] fLAMcbbcdeeaicapr SFS[D(4,3)(3,1)] fLAMcbbcdeeaicauj toroidal fLAMcbbcdeeaicals toroidal fLAMcbbcdeeaqkals toroidal fLAMcbbcdeeaqoain SFS[D(4,1)(2,1)] fLAMcbbcdeepugqtb T2xI fLAMcbbcdeeaifdib reducible fLAMcbbcdeeaifepf reducible fLAMcbbcdeeaicelb reducible fLAMcbbcdeeaicdpf reducible fLAMcbbcdeeaqkdpf reducible fLAMcbbcdeeaqodib reducible fLAMcbbcdeepucaib SFS[A(2,1)] fLAMcbbcdeedecaib SFS[A(2,1)] fLAMcbbcdeeadbaib T2xI fLAMcbbcdeepucado T2xI fLAMcbbcdeehqjaev SFS[D(2,1)(2,1)] fLAMcbbcdeepugaif T2xI fLAMcbbcdeeaikxqv SFS[D(3,1)(2,1)] fLAMcbbcdeeainxhv SFS[D(3,1)(2,1)] fLAMcbbcdeeaijqxf reducible fLAMcbbcdeeaisqhf reducible fLAMcbbcdeeaqbhxb SFS[D(2,1)(2,1)] fLAMcbbcdeeduwqxf SFS[D(3,1)(2,1)] fLAMcbbcdeeduwhxb SFS[D(3,1)(2,1)] fLAMcbbcdeedugqhf SFS[D(3,1)(2,1)] fLAMcbbcdeeaqjqhf reducible fLAMcbbcdeedhwhxb SFS[D(3,1)(2,1)] fLAMcbbcdeedurhqb SFS[D(3,1)(2,1)] fLAMcbbcdeedhrhqb SFS[D(3,1)(2,1)] fLAMcbbcdeederhqb toroidal fLAMcbbcdeeadohqb SFS[D(2,1)(2,1)] fLAMcbbcdeeadshxb SFS[D(2,1)(2,1)] fLAMcbbcdeedegixf SFS[D(2,1)(2,1)] fLAMcbbcdeeaqbaqb SFS[D(2,1)(2,1)] fLAMcbbcdeeainaqc SFS[D(3,1)(2,1)] fLAMcbbcdeeaikahv SFS[D(3,1)(2,1)] fLAMcbbcdeeaisaxf reducible fLAMcbbcdeeaijaho reducible fLAMcbbcdeeduwaqb SFS[D(3,1)(2,1)] fLAMcbbcdeeduwaho SFS[D(3,1)(2,1)] fLAMcbbcdeeduraxb SFS[D(3,1)(2,1)] fLAMcbbcdeederaxb toroidal fLAMcbbcdeedhraxb SFS[D(3,1)(2,1)] fLAMcbbcdeeadsaqb SFS[D(2,1)(2,1)] fLAMcbbcdeeadoaxb SFS[D(2,1)(2,1)] fLAMcbbcdeedugaxf SFS[D(3,1)(2,1)] fLAMcbbcdeedhwaqb SFS[D(3,1)(2,1)] fLAMcbbcdeeaqjaxf reducible fLAMcbbcdeeaikxxf SFS[D(3,1)(3,1)] fLAMcbbcdeeainxxb SFS[D(3,1)(3,2)] fLAMcbbcdeeaijqqv SFS[D(3,1)(3,2)] fLAMcbbcdeeaisqqb SFS[D(3,1)(3,1)] fLAMcbbcdeeaifxxf toroidal fLAMcbbcdeeaifhho toroidal fLAMcbbcdeeaicqqv reducible fLAMcbbcdeeaichhv reducible fLAMcbbcdeeaqkhhv reducible fLAMcbbcdeeaqbqqv SFS[D(3,1)(2,1)] fLAMcbbcdeeaqbhhv SFS[D(3,1)(2,1)] fLAMcbbcdeeainqqb SFS[D(3,1)(3,2)] fLAMcbbcdeeaikhho SFS[D(3,1)(3,1)] fLAMcbbcdeeaisxxb SFS[D(3,1)(3,1)] fLAMcbbcdeeaijhhv SFS[D(3,1)(3,2)] fLAMcbbcdeeduwqqv toroidal fLAMcbbcdeeduwhhv toroidal fLAMcbbcdeedugqqb SFS[D(3,1)(2,1)] fLAMcbbcdeeaqjqqb SFS[D(3,1)(2,1)] fLAMcbbcdeedhwhhv toroidal fLAMcbbcdeedurhho SFS[D(3,1)(2,1)] fLAMcbbcdeedhrhho m003(0,0) fLAMcbbcdeederhho toroidal fLAMcbbcdeedurxxf SFS[D(3,1)(2,1)] fLAMcbbcdeederxxf toroidal fLAMcbbcdeedhrxxf m003(0,0) fLAMcbbcdeedhgqqb SFS[D(3,1)(2,1)] fLAMcbbcdeeadsqqv SFS[D(3,1)(2,1)] fLAMcbbcdeeemkqqb toroidal fLAMcbbcdeeaqohho toroidal fLAMcbbcdeeadoxxf SFS[D(3,1)(2,1)] fLAMcbbcdeeadohho SFS[D(3,1)(2,1)] fLAMcbbcdeedugxxb SFS[D(3,1)(2,1)] fLAMcbbcdeedhwqqv toroidal fLAMcbbcdeeaqjxxb SFS[D(3,1)(2,1)] fLAMcbbcdeedegqqb reducible fLAMcbbcdeeadjqqb reducible fLAMcbbcdeeadjxxb reducible fLAMcbbcdeedhgxxb SFS[D(3,1)(2,1)] fLAMcbbcdeeemkxxb toroidal fLAMcbbcdeeadshhv SFS[D(3,1)(2,1)] fLAMcbbcdeehtgtig m004(0,0) fLAMcbbcdeedejumo toroidal fLAMcbbcdeeadgptv SFS[D(3,1)(2,1)] fLAMcbbcdeeaqktig reducible fLAMcbbcdeedejtig toroidal fLAMcbbcdeeadgmtv SFS[D(3,1)(2,1)] fLAMcbbcdeeadktig SFS[D(3,1)(2,1)] fLAMcbbcdeeadkumo SFS[D(3,1)(2,1)] fLAMcbbcdeeaifmtv SFS[A(3,1)] fLAMcbbcdeeaifmlf SFS[A(3,1)] fLAMcbbcdeeaictig reducible fLAMcbbcdeeaicumo reducible fLAMcbbcdeeaicuio reducible fLAMcbbcdeedqftig SFS[D(3,1)(3,1)] fLAMcbbcdeedtftig SFS[D(3,1)(3,2)] fLAMcbbcdeeaictmg reducible fLAMcbbcdeedtfuio SFS[D(3,1)(3,2)] fLAMcbbcdeedqftmg SFS[D(3,1)(3,1)] fLAMcbbcdeeaqktmg reducible fLAMcbbcdeedejuio toroidal fLAMcbbcdeeadkuio SFS[D(3,1)(2,1)] fLAMcbbcdeeadgplv SFS[D(3,1)(2,1)] fLAMcbbcdeedejtmg toroidal fLAMcbbcdeeadktmg SFS[D(3,1)(2,1)] fLAMcbbcdeeadgmlf SFS[D(3,1)(2,1)] fLAMcbbcdeehtgtmg m004(0,0) fLAMcbbcdeepugdic SFS[A(2,1)] fLAMcbbcdeeaqomlf SFS[A(2,1)] fLAMcbbcdeepugqef T2xI fLAMcbbcdeepugidf T2xI fLAMcbbcdeepugiec T2xI fLAMcbbcdeepugipb SFS[A(2,1)] fLAMcbbcdeedejapo reducible fLAMcbbcdeedtfapo SFS[D(2,1)(2,1)] fLAMcbbcdeedejaub reducible fLAMcbbcdeepugadf T2xI fLAMcbbcdeepugqdb T2xI fLAMcbbcdeepugiub SFS[A(2,1)] fLAMcbbcdeedejuuv reducible fLAMcbbcdeedtfupb SFS[D(2,1)(2,1)] fLAMcbbcdeedejupb reducible fLAMcbbcdeepugddb T2xI fLAMcbbcdeepuctag T2xI fLAMcbbcdeedtnpav SFS[D(2,1)(2,1)] fLAMcbbcdeehqjmag SFS[D(2,1)(2,1)] fLAMcbbcdeedtnmag SFS[D(2,1)(2,1)] fLAMcbbcdeedugdac SFS[D(3,1)(2,1)] fLAMcbbcdeedurmag SFS[D(3,1)(2,1)] fLAMcbbcdeedhgdac SFS[D(3,1)(2,1)] fLAMcbbcdeeaikxag SFS[D(5,2)(3,1)] fLAMcbbcdeeainxao SFS[D(5,3)(3,1)] fLAMcbbcdeeaijqag SFS[D(5,2)(3,1)] fLAMcbbcdeeaisqac SFS[D(5,3)(3,1)] fLAMcbbcdeeaifxag toroidal fLAMcbbcdeeaifhav toroidal fLAMcbbcdeeaqbqag SFS[D(4,1)(2,1)] fLAMcbbcdeeaqbhao SFS[D(5,2)(2,1)] fLAMcbbcdeeainqac SFS[D(4,3)(3,1)] fLAMcbbcdeeaikhav SFS[D(4,1)(3,1)] fLAMcbbcdeeaisxao toroidal fLAMcbbcdeeaijhao toroidal fLAMcbbcdeeduwqag toroidal fLAMcbbcdeeduwhao toroidal fLAMcbbcdeedugqac toroidal fLAMcbbcdeeaqjqac SFS[D(5,2)(2,1)] fLAMcbbcdeedhwhao m016(0,0) fLAMcbbcdeedurhav toroidal fLAMcbbcdeedhrhav m019(0,0) fLAMcbbcdeederhav toroidal fLAMcbbcdeedurxag SFS[D(3,1)(2,1)] fLAMcbbcdeederxag toroidal fLAMcbbcdeedhrxag m011(0,0) fLAMcbbcdeedhgqac m003(0,0) fLAMcbbcdeeadsqag SFS[D(4,1)(2,1)] fLAMcbbcdeeemkqac m017(0,0) fLAMcbbcdeeaqohav toroidal fLAMcbbcdeeadoxag SFS[D(4,1)(2,1)] fLAMcbbcdeeadohav SFS[D(5,2)(2,1)] fLAMcbbcdeedugxao SFS[D(3,1)(2,1)] fLAMcbbcdeedhwqag m006(0,0) fLAMcbbcdeeaqjxao toroidal fLAMcbbcdeedegqac SFS[D(3,1)(2,1)] fLAMcbbcdeedhgxao toroidal fLAMcbbcdeeemkxao m016(0,0) fLAMcbbcdeeadshao SFS[D(5,2)(2,1)] fLAMcbbcdeeaiklao SFS[D(4,1)(3,1)] fLAMcbbcdeeainiab SFS[D(4,3)(3,1)] fLAMcbbcdeeainlao SFS[D(4,3)(3,1)] fLAMcbbcdeeaikeag SFS[D(4,1)(3,1)] fLAMcbbcdeeaijdag toroidal fLAMcbbcdeeaismab toroidal fLAMcbbcdeeaqbiav SFS[D(5,2)(2,1)] fLAMcbbcdeeaqbmav SFS[D(4,1)(2,1)] fLAMcbbcdeeaifeag toroidal fLAMcbbcdeeaifdav toroidal fLAMcbbcdeeaqbdag SFS[D(5,2)(2,1)] fLAMcbbcdeeaqbeao SFS[D(4,1)(2,1)] fLAMcbbcdeeaintac SFS[D(5,3)(3,1)] fLAMcbbcdeeaikdav SFS[D(5,2)(3,1)] fLAMcbbcdeeaisiab SFS[D(5,3)(3,1)] fLAMcbbcdeeaijeao SFS[D(5,2)(3,1)] fLAMcbbcdeeaiktao SFS[D(5,2)(3,1)] fLAMcbbcdeeainmab SFS[D(5,3)(3,1)] fLAMcbbcdeeduwdag toroidal fLAMcbbcdeeduweao toroidal fLAMcbbcdeedugmab SFS[D(3,1)(2,1)] fLAMcbbcdeeaqjmab toroidal fLAMcbbcdeedhweao m006(0,0) fLAMcbbcdeedurdav SFS[D(3,1)(2,1)] fLAMcbbcdeedhrdav m011(0,0) fLAMcbbcdeederdav toroidal fLAMcbbcdeedureag toroidal fLAMcbbcdeedereag toroidal fLAMcbbcdeedhreag m019(0,0) fLAMcbbcdeedhgmab toroidal fLAMcbbcdeeadsdag SFS[D(5,2)(2,1)] fLAMcbbcdeeemkmab m016(0,0) fLAMcbbcdeeaqodav toroidal fLAMcbbcdeeadoeag SFS[D(5,2)(2,1)] fLAMcbbcdeeadodav SFS[D(4,1)(2,1)] fLAMcbbcdeedugiab toroidal fLAMcbbcdeedhwdag m016(0,0) fLAMcbbcdeeaqjiab SFS[D(5,2)(2,1)] fLAMcbbcdeedegiab SFS[D(3,1)(2,1)] fLAMcbbcdeedhgiab m003(0,0) fLAMcbbcdeeemkiab m017(0,0) fLAMcbbcdeeadseao SFS[D(4,1)(2,1)] fLAMcbbcdeepucaav T2xI fLAMcbbcdeedtnaao SFS[D(2,1)(2,1)] fLAMcbbcdeehqjaao SFS[D(2,1)(2,1)] fLAMcbbcdeedugaab SFS[D(3,1)(2,1)] fLAMcbbcdeeduraao SFS[D(3,1)(2,1)] fLAMcbbcdeedhgaab SFS[D(3,1)(2,1)] fLLQccedcdeptvrcw toroidal fLLQccedcdeppvrcr toroidal fLLQccdecdeikxjcn toroidal fLLQccdecdeikxjcj SFS[D(3,1)(2,1)] fLLQccdecdeaslwon SFS[D(3,1)(2,1)] fLLQccdecdeaslson toroidal fLLQccdecdehslron toroidal fLLQccdecdehslnon toroidal fLLQccedcdeiivjcn toroidal fLLQccedcdeiivjcj toroidal fLLQccedcdehivrcj toroidal fLLQccedcdehivncj toroidal fLLQccedcdeilvjcs toroidal fLLQccedcdeilvjcw toroidal fLLQccedcdeilvncw toroidal fLLQccedcdeilvncs toroidal fLLQccedcdeipvjcr toroidal fLLQccedcdeipvjcn toroidal fLLQccedcdeaivscj SFS[D(3,1)(2,1)] fLLQccedcdeaivscn SFS[D(3,1)(2,1)] fLLQccedcdehivrcn toroidal fLLQccedcdehivncn toroidal fLLQccedcdeipvncr toroidal fLLQccedcdeipvncn toroidal fLLQccedcdedivncj SFS[D(3,1)(2,1)] fLLQccedcdedivncn SFS[D(3,1)(2,1)] fLLQccdecdeikxncn toroidal fLLQccdecdeikxncj SFS[D(3,1)(2,1)] fLLQccdecdeaslwoj SFS[D(3,1)(2,1)] fLLQccdecdeaslsoj toroidal fLLQccdecdehslroj toroidal fLLQccdecdehslnoj toroidal fLLQccdecdeqsmnor SFS[D(2,1)(2,1)] fLLQccdecdepkxrcj SFS[D(2,1)(2,1)] fLLQccdecdehkxncn SFS[D(4,1)(2,1)] fLLQccdecdeashsos SFS[D(4,1)(2,1)] fLLQccdecdehkhncw SFS[D(4,3)(3,1)] fLLQccdecdehkhncs SFS[D(4,1)(3,1)] fLLQccedcdehhvncr SFS[D(5,3)(4,1)] fLLQccedcdehhvncn SFS[D(4,3)(4,1)] fLLQccedcdehlvncs SFS[D(4,1)(4,1)] fLLQccedcdehuvncj SFS[D(4,3)(4,1)] fLLQccedcdehpvncr toroidal fLLQccedcdehpvncn SFS[D(5,3)(4,1)] fLLQccedcdehqvncj SFS[D(5,2)(4,1)] fLLQccedcdehqvncn SFS[D(4,1)(4,1)] fLLQccedcdehtvncw toroidal fLLQccedcdehtvncs SFS[D(5,2)(4,1)] fLLQccdecdeqkxncn SFS[D(4,1)(2,1)] fLLQccdecdeasxsoj SFS[D(4,1)(2,1)] fLLQccdecdehsxroj SFS[D(4,1)(3,1)] fLLQccdecdehsxnoj SFS[D(4,3)(3,1)] fLLQccdecdehsxnon SFS[D(5,3)(3,1)] fLLQccdecdehspnon SFS[D(4,1)(3,1)] fLLQccdecdehsinon SFS[D(4,3)(3,1)] fLLQccdecdehsmnor toroidal fLLQccdecdehsmnon SFS[D(5,3)(3,1)] fLLQccdecdehkhrcs SFS[D(5,2)(3,1)] fLLQccdecdehsunow toroidal fLLQccdecdehsunos SFS[D(5,2)(3,1)] fLLQccedcdehhfnor SFS[D(3,1)(3,1)] fLLQccedcdehhfnon SFS[D(3,1)(3,2)] fLLQccedcdeahfson SFS[D(3,1)(2,1)] fLLQccedcdehqbrgn SFS[D(3,1)(2,1)] fLLQccdecdeqgxjgj SFS[D(3,1)(3,2)] fLLQccdecdeqgxngj SFS[D(3,1)(3,1)] fLLQccdecdeagxwgj SFS[D(3,1)(2,1)] fLLQccdecdehgxrgj SFS[D(3,1)(2,1)] fLLQccdecdelkxwcn SFS[D(5,2)(2,1)] fLLQccdecdeasisor SFS[D(5,2)(2,1)] fLLQccdecdehsiror SFS[D(5,2)(3,1)] fLLQccdecdehsinor SFS[D(5,3)(3,1)] fLLQccedcdehlvrcw SFS[D(5,2)(5,2)] fLLQccedcdehlvncw SFS[D(5,2)(4,1)] fLLQccedcdellvscw SFS[D(5,3)(4,1)] fLLQccedcdellvwcw SFS[D(5,3)(5,2)] fLLQccedcdeluvwcn SFS[D(5,2)(5,2)] fLLQccedcdeluvscn SFS[D(5,2)(4,1)] fLLQccedcdelpvwcr toroidal fLLQccedcdelpvwcn SFS[D(5,2)(5,2)] fLLQccedcdehuvrcn SFS[D(5,3)(5,2)] fLLQccedcdehuvncn SFS[D(5,3)(4,1)] fLLQccedcdeltvwcw toroidal fLLQccedcdeltvwcs SFS[D(5,3)(5,2)] fLLQccdecdeqspjoj SFS[D(5,2)(2,1)] fLLQccdecdeaspsoj SFS[D(5,2)(2,1)] fLLQccdecdehsproj SFS[D(5,3)(3,1)] fLLQccdecdehspnoj SFS[D(5,2)(3,1)] fLLQccedcdedpvrcr SFS[D(2,1)(2,1)] fLLQccedcdedpvncr SFS[D(2,1)(2,1)] fLLQccdecdeqsmjon SFS[D(5,2)(2,1)] fLLQccdecdeasmson SFS[D(5,2)(2,1)] fLLQccdecdehsmron SFS[D(5,2)(3,1)] fLLQccedcdehtvrcs SFS[D(5,2)(5,2)] fLLQccedcdeltvscs SFS[D(5,3)(4,1)] fLLQccedcdelpvscn SFS[D(5,2)(4,1)] fLLQccedcdeptvncw toroidal fLLQccedcdeptvncs SFS[D(5,2)(5,2)] fLLQccedcdehpvrcn SFS[D(5,3)(5,2)] fLLQccedcdeppvncr toroidal fLLQccedcdeppvncn SFS[D(5,3)(5,2)] fLLQccdecdepkxncn SFS[D(5,2)(2,1)] fLLQccdecdeasusos SFS[D(5,2)(2,1)] fLLQccdecdehsuros SFS[D(5,3)(3,1)] fLLQccdecdeagawgr SFS[D(2,1)(2,1)] fLLQccedcdeaabwgw SFS[D(2,1)(2,1)] fLLQccdecdeasmsor toroidal fLLQccdecdeasusow toroidal fLLQccedcdeapvwcr SFS[D(2,1)(2,1)] fLLQccedcdeapvscr SFS[D(2,1)(2,1)] fLLQccdecdeasmwor SFS[D(2,1)(2,1)] fLLQccdecdeasuwow SFS[D(2,1)(2,1)] fLLQccdecdeaghwgw SFS[D(2,1)(2,1)] fLLQccdecdehghrgw SFS[D(2,1)(2,1)] fLLQccedcdehhbrgr SFS[D(2,1)(2,1)] fLLQccedcdeahbwgr SFS[D(2,1)(2,1)] fLLQccdecdeqspjon SFS[D(4,1)(2,1)] fLLQccdecdelkxscn SFS[D(4,1)(2,1)] fLLQccdecdeqsmjor toroidal fLLQccdecdepkxrcn toroidal fLLQccdecdehkxrcn SFS[D(5,2)(2,1)] fLLQccdecdeashsow SFS[D(5,2)(2,1)] fLLQccdecdehkhrcw SFS[D(5,3)(3,1)] fLLQccedcdehhvrcr SFS[D(5,3)(5,2)] fLLQccedcdehlvrcs SFS[D(5,2)(4,1)] fLLQccedcdehuvrcj SFS[D(5,3)(4,1)] fLLQccedcdehpvrcr toroidal fLLQccedcdehqvrcj SFS[D(5,2)(5,2)] fLLQccedcdehtvrcw toroidal fLLQccdecdeqkxjcn SFS[D(5,2)(2,1)] fLLQccdecdeasxson SFS[D(5,2)(2,1)] fLLQccdecdehsxron SFS[D(5,2)(3,1)] fLLQccdecdehspron SFS[D(4,3)(3,1)] fLLQccdecdehsiron SFS[D(4,1)(3,1)] fLLQccdecdehsmror toroidal fLLQccdecdehsurow toroidal fLLQccedcdehhfror SFS[D(3,1)(3,2)] fLLQccedcdeahfsor SFS[D(3,1)(2,1)] fLLQccedcdehqbrgj SFS[D(3,1)(2,1)] fLLQccdecdeqgxjgn SFS[D(3,1)(3,1)] fLLQccdecdeagxwgn SFS[D(3,1)(2,1)] fLLQccdecdehgxrgn SFS[D(3,1)(2,1)] fLLQccdecdeasison SFS[D(4,1)(2,1)] fLLQccedcdellvscs SFS[D(4,3)(4,1)] fLLQccedcdeluvscj SFS[D(4,1)(4,1)] fLLQccedcdelpvscr toroidal fLLQccedcdeltvscw toroidal fLLQccdecdeaspson SFS[D(4,1)(2,1)] fLLQccedcdeiivbjb reducible fLLQccedcdeiijjcb SFS[D(3,1)(2,1)] fLLQccedcdeiijncb SFS[D(3,1)(2,1)] fLLQccedcdeipwbor SFS[D(2,1)(2,1)] fLLQccedcdeipsbgr SFS[D(2,1)(2,1)] fLLQccedcdeiikbkb reducible fLLQccedcdehtkojv reducible fLLQccdecdeikxjcb SFS[D(3,1)(2,1)] fLLQccdecdeikxncb SFS[D(3,1)(2,1)] fLLQccdecdeqsmbor SFS[D(2,1)(2,1)] fLLQccdecdepkxrcb SFS[D(2,1)(2,1)] fLLQccdecdepkxojb reducible fLLQccedcdehivocn SFS[D(3,1)(2,1)] fLLQccedcdehivocj SFS[D(3,1)(2,1)] fLLQccedcdehpvocr SFS[D(2,1)(2,1)] fLLQccedcdehtvocw SFS[D(2,1)(2,1)] fLLQccedcdehtvojv reducible fLLQccdecdepvxojb reducible fLLQccdecdehsxoon reducible fLLQccdecdehsxooj reducible fLLQccdecdehspoon reducible fLLQccdecdehspooj reducible fLLQccdecdehsioor reducible fLLQccdecdehsioon reducible fLLQccdecdehsmoor reducible fLLQccdecdehsmoon reducible fLLQccdecdehkhrcv reducible fLLQccdecdehkhncv reducible fLLQccdecdehsuoow reducible fLLQccdecdehsuoos reducible fLLQccdecdedfhogv reducible fLLQccdecdedrhoov reducible fLLQccedcdehhfooo reducible fLLQccedcdehhfoor reducible fLLQccedcdehhfnoo reducible fLLQccedcdeahfsoo reducible fLLQccedcdehqbrgb reducible fLLQccedcdehtnoov reducible fLLQccedcdehtnonv reducible fLLQccedcdehtnorv reducible fLLQccdecdeqgxbgb reducible fLLQccdecdeqgxbgn reducible fLLQccdecdeqgxbgj reducible fLLQccdecdeagxwgb reducible fLLQccdecdehgxrgb reducible fLLQccdecdepcxoob reducible fLLQccdecdepcxorb reducible fLLQccdecdepcxonb reducible fLLQccdecdelvxvgn reducible fLLQccdecdelvxvgj reducible fLLQccdecdelvpvgn reducible fLLQccdecdelvpvgj reducible fLLQccdecdeloiwco reducible fLLQccdecdeloisco reducible fLLQccdecdelvmvgr reducible fLLQccdecdelvmvgn reducible fLLQccdecdehoirco reducible fLLQccdecdehoinco reducible fLLQccdecdelvuvgw reducible fLLQccdecdelvuvgs reducible fLLQccdecdelvxvkn SFS[D(5,2)(3,1)] fLLQccdecdelvxvkj SFS[D(4,1)(3,1)] fLLQccdecdeaoivjo SFS[D(3,1)(2,1)] fLLQccdecdehoirjo SFS[D(5,3)(3,1)] fLLQccdecdehoinjo SFS[D(4,3)(3,1)] fLLQccdecdelvxvjn SFS[D(5,3)(3,1)] fLLQccdecdelvxvjj SFS[D(4,3)(3,1)] fLLQccdecdeaoivwo SFS[D(3,1)(2,1)] fLLQccdecdehoirwo SFS[D(5,2)(3,1)] fLLQccdecdehoinwo SFS[D(4,1)(3,1)] fLLQccedcdehlnoov reducible fLLQccedcdehlnrov reducible fLLQccedcdehlnnov reducible fLLQccedcdealnsov reducible fLLQccedcdehukrgb reducible fLLQccedcdehlnonv reducible fLLQccedcdehlnrnv SFS[D(3,1)(3,2)] fLLQccedcdehlnnnv SFS[D(3,1)(3,1)] fLLQccedcdealnsnv SFS[D(3,1)(2,1)] fLLQccedcdehukrkb SFS[D(3,1)(2,1)] fLLQccedcdealbvjv SFS[D(3,1)(2,1)] fLLQccedcdehlnorv reducible fLLQccedcdehlnrrv SFS[D(3,1)(3,1)] fLLQccedcdehlnnrv SFS[D(3,1)(3,2)] fLLQccedcdealnsrv SFS[D(3,1)(2,1)] fLLQccedcdehukrjb SFS[D(3,1)(2,1)] fLLQccedcdealbvkv SFS[D(3,1)(2,1)] fLLQccdecdeqfpbgb reducible fLLQccdecdeqfpjgb reducible fLLQccdecdeqfpngb reducible fLLQccdecdeafpwgb reducible fLLQccdecdehfprgb reducible fLLQccdecdeqfpbjb reducible fLLQccdecdeqfpjjb SFS[D(3,1)(3,1)] fLLQccdecdeqfpnjb SFS[D(3,1)(3,2)] fLLQccdecdeafpwjb SFS[D(3,1)(2,1)] fLLQccdecdehfprjb SFS[D(3,1)(2,1)] fLLQccdecdearpvnb SFS[D(3,1)(2,1)] fLLQccdecdeqfpbkb reducible fLLQccdecdeqfpjkb SFS[D(3,1)(3,2)] fLLQccdecdeqfpnkb SFS[D(3,1)(3,1)] fLLQccdecdeafpwkb SFS[D(3,1)(2,1)] fLLQccdecdehfprkb SFS[D(3,1)(2,1)] fLLQccdecdearpvrb SFS[D(3,1)(2,1)] fLLQccdecdelkxvwn SFS[D(5,2)(2,1)] fLLQccdecdelkxvwj SFS[D(4,1)(2,1)] fLLQccdecdeasivno SFS[D(2,1)(2,1)] fLLQccdecdehsirno SFS[D(5,2)(2,1)] fLLQccdecdehsinno SFS[D(4,1)(2,1)] fLLQccedcdeilvncv SFS[D(3,1)(2,1)] fLLQccedcdeilvjcv SFS[D(3,1)(2,1)] fLLQccedcdelpvvcr SFS[D(2,1)(2,1)] fLLQccedcdeltvvcw SFS[D(2,1)(2,1)] fLLQccedcdehlvojv reducible fLLQccedcdehlvrjv SFS[D(3,1)(2,1)] fLLQccedcdehlvnjv SFS[D(3,1)(2,1)] fLLQccedcdealvsjv SFS[D(2,1)(2,1)] fLLQccedcdehuvrwb SFS[D(2,1)(2,1)] fLLQccedcdealwvrv SFS[D(2,1)(2,1)] fLLQccdecdeawpvjb SFS[D(2,1)(2,1)] fLLQccdecdeqspbrb reducible fLLQccdecdeqspjrb SFS[D(3,1)(2,1)] fLLQccdecdeqspnrb SFS[D(3,1)(2,1)] fLLQccdecdeaspwrb SFS[D(2,1)(2,1)] fLLQccdecdehsprrb SFS[D(2,1)(2,1)] fLLQccdecdelcxvrn SFS[D(5,2)(2,1)] fLLQccdecdelcxvrj SFS[D(4,1)(2,1)] fLLQccdecdeafivko SFS[D(2,1)(2,1)] fLLQccdecdehfirko SFS[D(5,2)(2,1)] fLLQccdecdehfinko SFS[D(4,1)(2,1)] fLLQccedcdealrvwv SFS[D(2,1)(2,1)] fLLQccedcdehlkojv reducible fLLQccedcdehlkrjv SFS[D(3,1)(2,1)] fLLQccedcdehlknjv SFS[D(3,1)(2,1)] fLLQccedcdealksjv SFS[D(2,1)(2,1)] fLLQccedcdehunrrb SFS[D(2,1)(2,1)] fLLQccdecdeiopjcb SFS[D(3,1)(2,1)] fLLQccdecdeiopncb SFS[D(3,1)(2,1)] fLLQccdecdetopwcb SFS[D(2,1)(2,1)] fLLQccdecdepoprcb SFS[D(2,1)(2,1)] fLLQccdecdeqopbwb reducible fLLQccdecdeqopjwb SFS[D(3,1)(2,1)] fLLQccdecdeqopnwb SFS[D(3,1)(2,1)] fLLQccdecdeaopwwb SFS[D(2,1)(2,1)] fLLQccdecdehoprwb SFS[D(2,1)(2,1)] fLLQccdecdeagpvjb SFS[D(2,1)(2,1)] fLLQccdecdedwlocn SFS[D(3,1)(2,1)] fLLQccdecdedwlocj SFS[D(3,1)(2,1)] fLLQccdecdedwmocr SFS[D(2,1)(2,1)] fLLQccdecdedwuocw SFS[D(2,1)(2,1)] fLLQccedcdedljocs SFS[D(2,1)(2,1)] fLLQccedcdedlrocs SFS[D(2,1)(2,1)] fLLQccedcdeddjocn SFS[D(3,1)(2,1)] fLLQccedcdeddjocr SFS[D(3,1)(2,1)] fLLQccdecdedrxoon reducible fLLQccdecdearesov reducible fLLQccdecdedrhoow reducible fLLQccdecdedrhoos reducible fLLQccedcdedhwoor reducible fLLQccedcdedhwoon reducible fLLQccedcdedlwoos reducible fLLQccedcdedlwoow reducible fLLQccedcdedlsogw reducible fLLQccedcdedlsogs reducible fLLQccedcdedpwoor reducible fLLQccedcdedpwoon reducible fLLQccedcdedhsogr reducible fLLQccedcdedhsogn reducible fLLQccedcdedpsogr reducible fLLQccedcdedpsogn reducible fLLQccdecdedfxogn reducible fLLQccdecdeacesov reducible fLLQccdecdedfhogw reducible fLLQccdecdedfhogs reducible fLLQccdecdeqomjco reducible fLLQccdecdeqomnco reducible fLLQccdecdetvpvgn reducible fLLQccdecdetvpvgj reducible fLLQccdecdelomwco reducible fLLQccdecdelomsco reducible fLLQccdecdetomwco reducible fLLQccdecdetomsco reducible fLLQccdecdehomrco reducible fLLQccdecdehomnco reducible fLLQccdecdepomrco reducible fLLQccdecdepomnco reducible fLLQccdecdeqomjjo SFS[D(5,2)(3,1)] fLLQccdecdeqomnjo SFS[D(4,1)(3,1)] fLLQccdecdeaomvjo SFS[D(3,1)(2,1)] fLLQccdecdehomrjo SFS[D(5,3)(3,1)] fLLQccdecdehomnjo SFS[D(4,3)(3,1)] fLLQccdecdeqomjwo SFS[D(5,3)(3,1)] fLLQccdecdeqomnwo SFS[D(4,3)(3,1)] fLLQccdecdeaomvwo SFS[D(3,1)(2,1)] fLLQccdecdehomrwo SFS[D(5,2)(3,1)] fLLQccdecdehomnwo SFS[D(4,1)(3,1)] fLLQccedcdehtnrov reducible fLLQccedcdehtnnov reducible fLLQccedcdeapkwgo reducible fLLQccedcdehpkrgo reducible fLLQccedcdehtnrnv SFS[D(3,1)(3,2)] fLLQccedcdehtnnnv SFS[D(3,1)(3,1)] fLLQccedcdeapkwko SFS[D(3,1)(2,1)] fLLQccedcdehpkrko SFS[D(3,1)(2,1)] fLLQccedcdeapfvro SFS[D(3,1)(2,1)] fLLQccedcdehtnrrv SFS[D(3,1)(3,1)] fLLQccedcdehtnnrv SFS[D(3,1)(3,2)] fLLQccedcdeapkwjo SFS[D(3,1)(2,1)] fLLQccedcdehpkrjo SFS[D(3,1)(2,1)] fLLQccedcdeapfvno SFS[D(3,1)(2,1)] fLLQccdecdepcxoon reducible fLLQccdecdepcxooj reducible fLLQccdecdeafuwgv reducible fLLQccdecdehfurgv reducible fLLQccdecdepcxonn SFS[D(3,1)(3,1)] fLLQccdecdepcxonj SFS[D(3,1)(3,2)] fLLQccdecdeafuwjv SFS[D(3,1)(2,1)] fLLQccdecdehfurjv SFS[D(3,1)(2,1)] fLLQccdecdearuvnv SFS[D(3,1)(2,1)] fLLQccdecdepcxorn SFS[D(3,1)(3,2)] fLLQccdecdepcxorj SFS[D(3,1)(3,1)] fLLQccdecdeafuwkv SFS[D(3,1)(2,1)] fLLQccdecdehfurkv SFS[D(3,1)(2,1)] fLLQccdecdearuvrv SFS[D(3,1)(2,1)] fLLQccdecdeqsmjno SFS[D(5,2)(2,1)] fLLQccdecdeqsmnno SFS[D(4,1)(2,1)] fLLQccdecdeasmvno SFS[D(2,1)(2,1)] fLLQccdecdehsmrno SFS[D(5,2)(2,1)] fLLQccdecdehsmnno SFS[D(4,1)(2,1)] fLLQccedcdeipvjco SFS[D(3,1)(2,1)] fLLQccedcdeipvnco SFS[D(3,1)(2,1)] fLLQccedcdeptvocw SFS[D(2,1)(2,1)] fLLQccedcdeppvocr SFS[D(2,1)(2,1)] fLLQccedcdehtvrjv SFS[D(3,1)(2,1)] fLLQccedcdehtvnjv SFS[D(3,1)(2,1)] fLLQccedcdeapvwwo SFS[D(2,1)(2,1)] fLLQccedcdehpvrwo SFS[D(2,1)(2,1)] fLLQccedcdeapsvjo SFS[D(2,1)(2,1)] fLLQccdecdeawuvjv SFS[D(2,1)(2,1)] fLLQccdecdepkxojn SFS[D(3,1)(2,1)] fLLQccdecdepkxojj SFS[D(3,1)(2,1)] fLLQccdecdeasuwrv SFS[D(2,1)(2,1)] fLLQccdecdehsurrv SFS[D(2,1)(2,1)] fLLQccdecdeqfmjko SFS[D(5,2)(2,1)] fLLQccdecdeqfmnko SFS[D(4,1)(2,1)] fLLQccdecdeafmvko SFS[D(2,1)(2,1)] fLLQccdecdehfmrko SFS[D(5,2)(2,1)] fLLQccdecdehfmnko SFS[D(4,1)(2,1)] fLLQccedcdeapjvjo SFS[D(2,1)(2,1)] fLLQccedcdehtkrjv SFS[D(3,1)(2,1)] fLLQccedcdehtknjv SFS[D(3,1)(2,1)] fLLQccedcdeapnwro SFS[D(2,1)(2,1)] fLLQccedcdehpnrro SFS[D(2,1)(2,1)] fLLQccdecdeioujcv SFS[D(3,1)(2,1)] fLLQccdecdeiouncv SFS[D(3,1)(2,1)] fLLQccdecdepvmogr SFS[D(2,1)(2,1)] fLLQccdecdepourcv SFS[D(2,1)(2,1)] fLLQccdecdepvxojn SFS[D(3,1)(2,1)] fLLQccdecdepvxojj SFS[D(3,1)(2,1)] fLLQccdecdeaouwwv SFS[D(2,1)(2,1)] fLLQccdecdehourwv SFS[D(2,1)(2,1)] fLLQccdecdeaguvjv SFS[D(2,1)(2,1)] fLLQccdecdeawlvcn SFS[D(3,1)(2,1)] fLLQccdecdeawlvcj SFS[D(3,1)(2,1)] fLLQccdecdeawmvcr SFS[D(2,1)(2,1)] fLLQccdecdeawuvcw SFS[D(2,1)(2,1)] fLLQccedcdealjvcs SFS[D(2,1)(2,1)] fLLQccedcdealrvcs SFS[D(2,1)(2,1)] fLLQccedcdeadjvcn SFS[D(3,1)(2,1)] fLLQccedcdeadjvcr SFS[D(3,1)(2,1)] fLLQccdecdeaslvon SFS[D(3,1)(2,1)] fLLQccdecdeaslvoj SFS[D(3,1)(2,1)] fLLQccdecdeasmvor SFS[D(2,1)(2,1)] fLLQccdecdeasuvow SFS[D(2,1)(2,1)] fLLQccedcdeaisvgj SFS[D(3,1)(2,1)] fLLQccedcdeaisvgn SFS[D(3,1)(2,1)] fLLQccedcdeapwvor SFS[D(2,1)(2,1)] fLLQccedcdeapsvgr SFS[D(2,1)(2,1)] fLLQccdecdeagpvgn SFS[D(2,1)(2,1)] fLLQccdecdeagivgn SFS[D(2,1)(2,1)] fLLQccdecdeagevgw SFS[D(3,1)(2,1)] fLLQccdecdeagevgs SFS[D(3,1)(2,1)] fLLQccdecdeafpvgn SFS[D(2,1)(2,1)] fLLQccdecdeafivgn SFS[D(2,1)(2,1)] fLLQccdecdeafevgw SFS[D(3,1)(2,1)] fLLQccdecdeafevgs SFS[D(3,1)(2,1)] fLLQcadecdebedjsf reducible fLLQcadecdebednsf reducible fLLQcadcedebewusf reducible fLLQcadcedeberlsf reducible fLLQcadecdebldnjf reducible fLLQcadecdebldjjf reducible fLLQcadcedebloljf SFS[D(3,1)(2,1)] fLLQcadcedeblrljf reducible fLLQcadcedeblnljf SFS[D(3,1)(2,1)] fLLQcadcedeblvqjf SFS[D(3,1)(2,1)] fLLQcadcedejloljf toroidal fLLQcadcedenloljf SFS[D(3,1)(2,1)] fLLQcadcedeblvujf SFS[D(3,1)(2,1)] fLLQcadcedeblwujf reducible fLLQcadcedeblsujf SFS[D(3,1)(2,1)] fLLQcadcedeblopjf SFS[D(3,1)(2,1)] fLLQcadcedejlopjf toroidal fLLQcadcedenlopjf SFS[D(3,1)(2,1)] fLLQcaecddebdopjw toroidal fLLQcaecddebdopnw toroidal fLLQcaecddebdopns toroidal fLLQcaecddebdopjs toroidal fLLQcadecdebldjnf reducible fLLQcadecdebldnnf reducible fLLQcadcedeblvunf SFS[D(3,1)(2,1)] fLLQcadcedeblwunf reducible fLLQcadcedeblsunf SFS[D(3,1)(2,1)] fLLQcadcedeblopnf SFS[D(3,1)(2,1)] fLLQcadcedejlopnf toroidal fLLQcadcedenlopnf SFS[D(3,1)(2,1)] fLLQcadcedeblolnf SFS[D(3,1)(2,1)] fLLQcadcedeblrlnf reducible fLLQcadcedeblnlnf SFS[D(3,1)(2,1)] fLLQcadcedeblvqnf SFS[D(3,1)(2,1)] fLLQcadcedejlolnf toroidal fLLQcadcedenlolnf SFS[D(3,1)(2,1)] fLLQcadecdebedjwf reducible fLLQcadecdebednwf reducible fLLQcadcedebewuwf reducible fLLQcadcedeberlwf reducible fLLQcadecdebxdnjf reducible fLLQcadecdebxdjjf reducible fLLQcadcedebxrljf reducible fLLQcadcedejxoljf SFS[D(4,1)(2,1)] fLLQcadcedebxwujf reducible fLLQcadcedejxopjf SFS[D(4,1)(2,1)] fLLQcadcedebxvujr SFS[D(3,1)(2,1)] fLLQcadcedebxopjr SFS[D(3,1)(2,1)] fLLQcaecddebqrpbw reducible fLLQcaecddebqnpbw reducible fLLQcaecddebqsubw reducible fLLQcaecddebqwubw reducible fLLQcaecddebqopjw SFS[D(4,1)(3,1)] fLLQcaecddebqopnw SFS[D(4,3)(3,1)] fLLQcaecddebqnlbw reducible fLLQcaecddebqrlbw reducible fLLQcaecddebqvujw SFS[D(4,1)(3,1)] fLLQcaecddebqvunw SFS[D(4,3)(3,1)] fLLQcadecdebhdjsf reducible fLLQcadecdebhdnsf reducible fLLQcadcedebhwusf reducible fLLQcadcedejhopsf SFS[D(4,1)(2,1)] fLLQcadcedebhrlsf reducible fLLQcadcedejholsf SFS[D(4,1)(2,1)] fLLQcadcedebxwdjg reducible fLLQcadcedebxsdjg reducible fLLQcadcedebxnijg reducible fLLQcadcedebxrijg reducible fLLQcadcedebxvdjj SFS[D(3,1)(3,1)] fLLQcadcedebxvdjk SFS[D(3,1)(3,2)] fLLQcadcedebxrmjg reducible fLLQcadcedebxnmjg reducible fLLQcadcedebxoijj SFS[D(3,1)(3,1)] fLLQcadcedebxoijk SFS[D(3,1)(3,2)] fLLQcadecdebhinsv reducible fLLQcadecdebhijsv reducible fLLQcadcedebhrtsv reducible fLLQcadcedebxvmjw SFS[D(3,1)(2,1)] fLLQcadcedebhwesv reducible fLLQcadcedebxotjw SFS[D(3,1)(2,1)] fLLQcadecdebudjsf reducible fLLQcadecdebudnsf reducible fLLQcadcedebuwusf reducible fLLQcadcedeburlsf reducible fLLQcadcedejuolsf SFS[D(5,2)(2,1)] fLLQcadcedejuopsf SFS[D(5,2)(2,1)] fLLQcadecdebpdnjf reducible fLLQcadecdebpdjjf reducible fLLQcadcedebprljf reducible fLLQcadcedejpoljf SFS[D(5,2)(2,1)] fLLQcadcedebpwujf reducible fLLQcadcedejpopjf SFS[D(5,2)(2,1)] fLLQcaecddeblwubr reducible fLLQcaecddeblsubr reducible fLLQcaecddeblnpbr reducible fLLQcaecddeblrpbr reducible fLLQcaecddebiwubk reducible fLLQcaecddebisubk reducible fLLQcaecddebiwibk reducible fLLQcaecddebisibk reducible fLLQcaecddebivunk SFS[D(5,3)(3,1)] fLLQcaecddebivujk SFS[D(5,2)(3,1)] fLLQcaecddebirpbk reducible fLLQcaecddebinpbk reducible fLLQcaecddebirlbk reducible fLLQcaecddebinlbk reducible fLLQcaecddebiopnk SFS[D(5,3)(3,1)] fLLQcaecddebiopjk SFS[D(5,2)(3,1)] fLLQcaecddeblvujr SFS[D(5,3)(3,1)] fLLQcaecddeblopjr SFS[D(5,3)(3,1)] fLLQcaecddeblvunr SFS[D(5,2)(3,1)] fLLQcaecddeblopnr SFS[D(5,2)(3,1)] fLLQcadecdebidjrf reducible fLLQcadecdebidnrf reducible fLLQcadcedebiwurf reducible fLLQcadcedejioprf SFS[D(5,2)(2,1)] fLLQcadcedebirlrf reducible fLLQcadcedejiolrf SFS[D(5,2)(2,1)] fLLQcadecdebmdjnf reducible fLLQcadecdebmdnnf reducible fLLQcadcedebmwunf reducible fLLQcadcedebmrlnf reducible fLLQcadcedejmolnf SFS[D(5,2)(2,1)] fLLQcadcedejmopnf SFS[D(5,2)(2,1)] fLLQcadcedebawdrg reducible fLLQcadcedebasdrg reducible fLLQcadcedebanirg reducible fLLQcadcedebarirg reducible fLLQcadcedebavdrj SFS[D(3,1)(2,1)] fLLQcadcedebavdrk SFS[D(3,1)(2,1)] fLLQcadcedebarmrg reducible fLLQcadcedebanmrg reducible fLLQcadcedebaoirj SFS[D(3,1)(2,1)] fLLQcadcedebaoirk SFS[D(3,1)(2,1)] fLLQcadecdebadnnf reducible fLLQcadecdebadjnf reducible fLLQcadcedebarlnf reducible fLLQcadcedebawunf reducible fLLQcadecdebadjrf reducible fLLQcadecdebadnrf reducible fLLQcadcedebawurf reducible fLLQcadcedebarlrf reducible fLLQcadcedebavurr SFS[D(2,1)(2,1)] fLLQcadcedebaoprr SFS[D(2,1)(2,1)] fLLQcadecdebaijnv reducible fLLQcadecdebaijrv reducible fLLQcadcedebartrv reducible fLLQcadcedebartnv reducible fLLQcadcedebaotrw SFS[D(2,1)(2,1)] fLLQcadcedebavmrw SFS[D(2,1)(2,1)] fLLQcadcedebhwdwg reducible fLLQcadcedebhsdwg reducible fLLQcadcedebhniwg reducible fLLQcadcedebhriwg reducible fLLQcadcedebhvdwj SFS[D(3,1)(2,1)] fLLQcadcedebhvdwk SFS[D(3,1)(2,1)] fLLQcadcedebhrmwg reducible fLLQcadcedebhnmwg reducible fLLQcadcedebhoiwj SFS[D(3,1)(2,1)] fLLQcadcedebhoiwk SFS[D(3,1)(2,1)] fLLQcadecdebxdnnf reducible fLLQcadecdebxdjnf reducible fLLQcadcedebxrlnf reducible fLLQcadcedejxolnf SFS[D(5,2)(2,1)] fLLQcadcedebxwunf reducible fLLQcadcedejxopnf SFS[D(5,2)(2,1)] fLLQcadcedebxvunr SFS[D(3,1)(2,1)] fLLQcadcedebxopnr SFS[D(3,1)(2,1)] fLLQcaecddebqrpbs reducible fLLQcaecddebqnpbs reducible fLLQcaecddebqsubs reducible fLLQcaecddebqwubs reducible fLLQcaecddebqopjs SFS[D(5,2)(3,1)] fLLQcaecddebqopns SFS[D(5,3)(3,1)] fLLQcaecddebqnlbs reducible fLLQcaecddebqrlbs reducible fLLQcaecddebqvujs SFS[D(5,2)(3,1)] fLLQcaecddebqvuns SFS[D(5,3)(3,1)] fLLQcadecdebhdjwf reducible fLLQcadecdebhdnwf reducible fLLQcadcedebhwuwf reducible fLLQcadcedejhopwf SFS[D(5,2)(2,1)] fLLQcadcedebhrlwf reducible fLLQcadcedejholwf SFS[D(5,2)(2,1)] fLLQcadcedebhvuwr SFS[D(2,1)(2,1)] fLLQcadcedebhopwr SFS[D(2,1)(2,1)] fLLQcadcedebxwdng reducible fLLQcadcedebxsdng reducible fLLQcadcedebxning reducible fLLQcadcedebxring reducible fLLQcadcedebxvdnj SFS[D(3,1)(3,2)] fLLQcadcedebxvdnk SFS[D(3,1)(3,1)] fLLQcadcedebxrmng reducible fLLQcadcedebxnmng reducible fLLQcadcedebxoinj SFS[D(3,1)(3,2)] fLLQcadcedebxoink SFS[D(3,1)(3,1)] fLLQcadecdebhinwv reducible fLLQcadecdebhijwv reducible fLLQcadcedebhrtwv reducible fLLQcadcedebxvmnw SFS[D(3,1)(2,1)] fLLQcadcedebhwewv reducible fLLQcadcedebxotnw SFS[D(3,1)(2,1)] fLLQcadcedebhotww SFS[D(2,1)(2,1)] fLLQcadcedebhvmww SFS[D(2,1)(2,1)] fLLQcadecdebudjwf reducible fLLQcadecdebudnwf reducible fLLQcadcedebuvuwf SFS[D(2,1)(2,1)] fLLQcadcedebuwuwf reducible fLLQcadcedebusuwf SFS[D(2,1)(2,1)] fLLQcadcedebuvqwf SFS[D(2,1)(2,1)] fLLQcadcedebuolwf SFS[D(2,1)(2,1)] fLLQcadcedeburlwf reducible fLLQcadcedebunlwf SFS[D(2,1)(2,1)] fLLQcadcedebuopwf SFS[D(2,1)(2,1)] fLLQcadcedejuolwf toroidal fLLQcadcedejuopwf toroidal fLLQcadcedenuolwf SFS[D(2,1)(2,1)] fLLQcadcedenuopwf SFS[D(2,1)(2,1)] fLLQcadecdebpdnnf reducible fLLQcadecdebpdjnf reducible fLLQcadcedebprlnf reducible fLLQcadcedejpolnf SFS[D(4,1)(2,1)] fLLQcadcedebpwunf reducible fLLQcadcedejpopnf SFS[D(4,1)(2,1)] fLLQcaecddeblwubk reducible fLLQcaecddeblsubk reducible fLLQcaecddeblnpbk reducible fLLQcaecddeblrpbk reducible fLLQcaecddebiwubj reducible fLLQcaecddebisubj reducible fLLQcaecddebiwibj reducible fLLQcaecddebisibj reducible fLLQcaecddebivunj SFS[D(4,3)(3,1)] fLLQcaecddebivujj SFS[D(4,1)(3,1)] fLLQcaecddebirpbj reducible fLLQcaecddebinpbj reducible fLLQcaecddebirlbj reducible fLLQcaecddebinlbj reducible fLLQcaecddebiopnj SFS[D(4,3)(3,1)] fLLQcaecddebiopjj SFS[D(4,1)(3,1)] fLLQcaecddeblvujk toroidal fLLQcaecddeblopjk toroidal fLLQcaecddeblvunk toroidal fLLQcaecddeblopnk toroidal fLLQcadecdebidjnf reducible fLLQcadecdebidnnf reducible fLLQcadcedebiwunf reducible fLLQcadcedejiopnf SFS[D(4,1)(2,1)] fLLQcadcedebirlnf reducible fLLQcadcedejiolnf SFS[D(4,1)(2,1)] fLLQcadecdebmdjrf reducible fLLQcadecdebmdnrf reducible fLLQcadcedebmvurf SFS[D(2,1)(2,1)] fLLQcadcedebmwurf reducible fLLQcadcedebmsurf SFS[D(2,1)(2,1)] fLLQcadcedebmvqrf SFS[D(2,1)(2,1)] fLLQcadcedebmolrf SFS[D(2,1)(2,1)] fLLQcadcedebmrlrf reducible fLLQcadcedebmnlrf SFS[D(2,1)(2,1)] fLLQcadcedebmoprf SFS[D(2,1)(2,1)] fLLQcadcedejmolrf toroidal fLLQcadcedejmoprf toroidal fLLQcadcedenmolrf SFS[D(2,1)(2,1)] fLLQcadcedenmoprf SFS[D(2,1)(2,1)] fLLQcaedcdebpajjf SFS[D(3,1)(3,2)] fLLQcaedcdebpajnf SFS[D(3,1)(3,1)] fLLQcaedcdejdabnv reducible fLLQcaedcdejdabjv reducible fLLQcaecddebprxnf SFS[D(3,1)(2,1)] fLLQcaecddebprxjf SFS[D(3,1)(2,1)] fLLQcadcedeblvibk reducible fLLQcadcedebloxbk reducible fLLQcadcedejloxbk reducible fLLQcadcedenloxbk reducible fLLQcadcedeblvibr reducible fLLQcadcedebloxbr reducible fLLQcadcedejloxbr reducible fLLQcadcedenloxbr reducible fLLQcadecdebexjvg reducible fLLQcadecdebexnvg reducible fLLQcadcedebewhvg reducible fLLQcadcedeberavg reducible fLLQcadcedebloabj reducible fLLQcadcedeblvpbj reducible fLLQcadcedejeoavj reducible fLLQcadcedejeoavk reducible fLLQcadecdejeajvf SFS[D(2,1)(2,1)] fLLQcadcedejesqvf SFS[D(2,1)(2,1)] fLLQcadcedejerxvf SFS[D(3,1)(2,1)] fLLQcadcedejenxvf SFS[D(3,1)(2,1)] fLLQcadcedejeoxvk reducible fLLQcadcedejeoxvr reducible fLLQcadecdebeijvv reducible fLLQcadecdebeinvv reducible fLLQcadcedebewevv reducible fLLQcadcedebertvv reducible fLLQcadcedeblvebs reducible fLLQcadcedebloqbs reducible fLLQcadcedejeoqvs reducible fLLQcadcedejeoqvw reducible fLLQcadecdebxdnbf reducible fLLQcadecdebxdjbf reducible fLLQcadcedebxrlbf reducible fLLQcadcedebxwubf reducible fLLQcadcedebxvubr reducible fLLQcadcedebxopbr reducible fLLQcadecdebhdjvf reducible fLLQcadecdebhdnvf reducible fLLQcadcedebhwuvf reducible fLLQcadcedebhrlvf reducible fLLQcadcedebxwdbg reducible fLLQcadcedebxsdbg reducible fLLQcadcedebxnibg reducible fLLQcadcedebxribg reducible fLLQcadcedebxvdbj reducible fLLQcadcedebxvdbk reducible fLLQcadcedebxrmbg reducible fLLQcadcedebxnmbg reducible fLLQcadcedebxoibj reducible fLLQcadcedebxoibk reducible fLLQcadecdebhinvv reducible fLLQcadecdebhijvv reducible fLLQcadcedebhrtvv reducible fLLQcadcedebxvmbw reducible fLLQcadcedebhwevv reducible fLLQcadcedebxotbw reducible fLLQcadcedebuvxvs reducible fLLQcadcedebuvxvw reducible fLLQcadcedebuodvs reducible fLLQcadcedebuodvw reducible fLLQcadcedebpodbs reducible fLLQcadcedebpvxbs reducible fLLQcadcedebpodbw reducible fLLQcadcedebpvxbw reducible fLLQcadecdebudjvf reducible fLLQcadecdebudnvf reducible fLLQcadcedebuwuvf reducible fLLQcadcedebuvqvk reducible fLLQcadcedeburlvf reducible fLLQcadcedebuolvk reducible fLLQcadecdebixjog reducible fLLQcadecdebixnog reducible fLLQcadcedebiwhog reducible fLLQcadcedebuvhvk reducible fLLQcadcedebiraog reducible fLLQcadcedebuomvk reducible fLLQcadecdebpdnbf reducible fLLQcadecdebpdjbf reducible fLLQcadcedebprlbf reducible fLLQcadcedebpwubf reducible fLLQcadcedebpolbk reducible fLLQcadcedebpvqbk reducible fLLQcadecdebidjof reducible fLLQcadecdebidnof reducible fLLQcadcedebiwuof reducible fLLQcadcedebirlof reducible fLLQcadecdebmxjog reducible fLLQcadecdebmxnog reducible fLLQcadcedebmwhog reducible fLLQcadcedebmraog reducible fLLQcadcedebpvhbk reducible fLLQcadcedebpombk reducible fLLQcadecdebmdjof reducible fLLQcadecdebmdnof reducible fLLQcadcedebmwuof reducible fLLQcadcedebmrlof reducible fLLQcaedcdebaajng SFS[D(3,1)(3,1)] fLLQcaedcdebaajjg SFS[D(3,1)(3,2)] fLLQcaecddebarxng SFS[D(3,1)(2,1)] fLLQcaecddebarxjg SFS[D(3,1)(2,1)] fLLQcaedcdejaabng SFS[D(3,1)(3,2)] fLLQcaedcdejaabjg SFS[D(3,1)(3,1)] fLLQcaecddejaolng SFS[D(2,1)(2,1)] fLLQcadcedejanxof SFS[D(3,1)(2,1)] fLLQcadcedejarxof SFS[D(3,1)(2,1)] fLLQcadecdejaajof SFS[D(2,1)(2,1)] fLLQcadcedejasqof SFS[D(2,1)(2,1)] fLLQcadcedebawiok SFS[D(2,1)(2,1)] fLLQcadcedejaoxok SFS[D(3,1)(2,1)] fLLQcadcedebarpok SFS[D(2,1)(2,1)] fLLQcadecdebaenok SFS[D(3,1)(2,1)] fLLQcadecdebaejok SFS[D(3,1)(2,1)] fLLQcadecdejaebok SFS[D(3,1)(2,1)] fLLQcadecdenaebok SFS[D(3,1)(2,1)] fLLQcadcedejaoxor SFS[D(3,1)(2,1)] fLLQcadcedenavuor SFS[D(2,1)(2,1)] fLLQcadcedenawdog SFS[D(3,1)(2,1)] fLLQcadcedenasdog SFS[D(3,1)(2,1)] fLLQcadcedebawpok SFS[D(2,1)(2,1)] fLLQcadcedebariok SFS[D(2,1)(2,1)] fLLQcadcedenavdoj SFS[D(3,1)(2,1)] fLLQcadcedejaoaoj SFS[D(2,1)(2,1)] fLLQcadcedenavdok SFS[D(3,1)(2,1)] fLLQcadecdebaijos SFS[D(3,1)(3,1)] fLLQcadecdebainos SFS[D(3,1)(3,2)] fLLQcadecdebaijow SFS[D(3,1)(3,2)] fLLQcadecdebainow SFS[D(3,1)(3,1)] fLLQcadcedebaweos SFS[D(3,1)(2,1)] fLLQcadcedebaweow SFS[D(3,1)(2,1)] fLLQcadcedebartos SFS[D(3,1)(2,1)] fLLQcadcedebartow SFS[D(3,1)(2,1)] fLLQcadecdejaibos SFS[D(3,1)(3,2)] fLLQcadecdejaibow SFS[D(3,1)(3,1)] fLLQcadcedejaoqos SFS[D(2,1)(2,1)] fLLQcadecdenaibow SFS[D(3,1)(3,2)] fLLQcadcedenavmow SFS[D(2,1)(2,1)] fLAMcccbdeeimcaej reducible fLAMcccbdeeaicatw reducible fLAMcccbdeeaicapr reducible fLAMcccbdeeamfauw toroidal fLAMcccbdeeaifauw toroidal fLAMcccbdeeaifamr toroidal fLAMcccbdeehpcutw toroidal fLAMcccbdeeiucppr reducible fLAMcccbdeeamfamr toroidal fLAMcccbdeedpcupr toroidal fLAMcccbdeehpcupr toroidal fLAMcccbdeedecdpr toroidal fLAMcccbdeeaxcxpr reducible fLAMcccbdeedlfquw SFS[D(2,1)(2,1)] fLAMcccbdeeimcqpr reducible fLAMcccbdeealfpmr SFS[D(2,1)(2,1)] fLAMcccbdeeaxfxuw toroidal fLAMcccbdeeimfumr toroidal fLAMcccbdeealcptw SFS[D(2,1)(2,1)] fLAMcccbdeeapfxuw SFS[D(2,1)(2,1)] fLAMcccbdeealfxuw SFS[D(2,1)(2,1)] fLAMcccbdeedlfqmr SFS[D(2,1)(2,1)] fLAMcccbdeeaxfxmr toroidal fLAMcccbdeeimcqtw reducible fLAMcccbdeealfxmr SFS[D(2,1)(2,1)] fLAMcccbdeealfpuw SFS[D(2,1)(2,1)] fLAMcccbdeeimfuuw toroidal fLAMcccbdeeapfxmr SFS[D(2,1)(2,1)] fLAMcccbdeealcppr SFS[D(2,1)(2,1)] fLAMcccbdeeimcapj reducible fLAMcccbdeeimcair reducible fLAMcccbdeeamfalj toroidal fLAMcccbdeeaifalj toroidal fLAMcccbdeeaifaln toroidal fLAMcccbdeehpcuij toroidal fLAMcccbdeeamfaln toroidal fLAMcccbdeedpcuij toroidal fLAMcccbdeehpcuin toroidal fLAMcccbdeedecdij toroidal fLAMcccbdeedlfqlj SFS[D(3,1)(2,1)] fLAMcccbdeeimcqin reducible fLAMcccbdeealfpln SFS[D(3,1)(2,1)] fLAMcccbdeeaxfxlj toroidal fLAMcccbdeeimfuln toroidal fLAMcccbdeealcpij SFS[D(3,1)(2,1)] fLAMcccbdeeapfxlj SFS[D(3,1)(2,1)] fLAMcccbdeealfxlj SFS[D(3,1)(2,1)] fLAMcccbdeedlfqln SFS[D(3,1)(2,1)] fLAMcccbdeeaxfxln toroidal fLAMcccbdeeimcqij reducible fLAMcccbdeealfxln SFS[D(3,1)(2,1)] fLAMcccbdeealfplj SFS[D(3,1)(2,1)] fLAMcccbdeeimfulj toroidal fLAMcccbdeeapfxln SFS[D(3,1)(2,1)] fLAMcccbdeealcpin SFS[D(3,1)(2,1)] fLAMcccbdeeimcaik reducible fLAMcccbdeeimcaxr reducible fLAMcccbdeeimclxr reducible fLAMcccbdeedpclxr SFS[D(2,1)(2,1)] fLAMcccbdeedeclxj T2xI fLAMcccbdeeaxraqw SFS[D(10,3)(2,1)] fLAMcccbdeeaxkqqn toroidal fLAMcccbdeeamkhqn toroidal fLAMcccbdeeaikhqn toroidal fLAMcccbdeeaiwqxr SFS[D(10,7)(3,1)] fLAMcccbdeeaijhxj SFS[D(10,3)(3,1)] fLAMcccbdeeamrxqw SFS[D(10,3)(3,1)] fLAMcccbdeeairxqw SFS[D(10,7)(3,1)] fLAMcccbdeeaxjqxj SFS[D(10,3)(2,1)] fLAMcccbdeeaxkaqw toroidal fLAMcccbdeeaxrqqn SFS[D(11,4)(2,1)] fLAMcccbdeeamrhqn SFS[D(11,4)(3,1)] fLAMcccbdeeairhqn SFS[D(11,7)(3,1)] fLAMcccbdeeaijqxr SFS[D(11,8)(3,1)] fLAMcccbdeeaiwhxj SFS[D(11,3)(3,1)] fLAMcccbdeeamkxqw toroidal fLAMcccbdeeaikxqw toroidal fLAMcccbdeeaxjhxr SFS[D(11,3)(2,1)] fLAMcccbdeeaicahn reducible fLAMcccbdeeaicaqn reducible fLAMcccbdeeamfaxj SFS[D(4,3)(3,1)] fLAMcccbdeeaifaxj SFS[D(4,1)(3,1)] fLAMcccbdeeaifahs SFS[D(4,3)(3,1)] fLAMcccbdeehpcuhn SFS[D(4,1)(3,1)] fLAMcccbdeeiucphn reducible fLAMcccbdeeamfahs SFS[D(4,1)(3,1)] fLAMcccbdeedpcuhn toroidal fLAMcccbdeehpcuqn SFS[D(4,3)(3,1)] fLAMcccbdeedecdhn SFS[A(4,1)] fLAMcccbdeeaxcxhn reducible fLAMcccbdeeimcqqn reducible fLAMcccbdeeaxfxxj SFS[D(4,1)(2,1)] fLAMcccbdeeimfuhs SFS[D(4,1)(2,1)] fLAMcccbdeeaxfxhs SFS[D(4,1)(2,1)] fLAMcccbdeeimcqhn reducible fLAMcccbdeeimfuxj SFS[D(4,1)(2,1)] fLAMcccbdeeaijahn toroidal fLAMcccbdeeaiwaqn toroidal fLAMcccbdeeaikahs toroidal fLAMcccbdeeamkahs toroidal fLAMcccbdeeaxjxhn toroidal fLAMcccbdeeaxkxhs toroidal fLAMcccbdeeaiwahn toroidal fLAMcccbdeeaijaqn toroidal fLAMcccbdeeamkaxj SFS[D(5,3)(3,1)] fLAMcccbdeeaikaxj SFS[D(5,2)(3,1)] fLAMcccbdeeairahs SFS[D(5,2)(3,1)] fLAMcccbdeeamrahs SFS[D(5,3)(3,1)] fLAMcccbdeeaxjxqn toroidal fLAMcccbdeeaxkxxj SFS[D(5,2)(2,1)] fLAMcccbdeeaxrxhs SFS[D(5,2)(2,1)] fLAMcccbdeeimfmhk SFS[D(3,1)(2,1)] fLAMcccbdeeaxfaxr SFS[D(3,1)(2,1)] fLAMcccbdeeimcaqw reducible fLAMcccbdeedeclhj SFS[A(3,1)] fLAMcccbdeeaxchqw reducible fLAMcccbdeeaifhhk SFS[D(3,1)(3,1)] fLAMcccbdeeamfhhk SFS[D(3,1)(3,2)] fLAMcccbdeeaifxxr SFS[D(3,1)(3,2)] fLAMcccbdeeiuceqw reducible fLAMcccbdeehpclqw SFS[D(3,1)(3,1)] fLAMcccbdeeamfxxr SFS[D(3,1)(3,1)] fLAMcccbdeehpcmhj SFS[D(3,1)(3,2)] fLAMcccbdeedpclqw toroidal fLAMcccbdeeaichhj reducible fLAMcccbdeeaicqqw reducible fLAMcccbdeeimfdxr SFS[D(3,1)(2,1)] fLAMcccbdeeimclqw reducible fLAMcccbdeeaxfqhk SFS[D(3,1)(2,1)] fLAMcccbdeeaxraxr SFS[D(6,1)(2,1)] fLAMcccbdeeaxjqhj toroidal fLAMcccbdeeaikhhk toroidal fLAMcccbdeeamkhhk toroidal fLAMcccbdeeairxxr SFS[D(6,5)(3,1)] fLAMcccbdeeamrxxr SFS[D(6,1)(3,1)] fLAMcccbdeeaijhhj toroidal fLAMcccbdeeaiwqqw toroidal fLAMcccbdeeaxkqhk toroidal fLAMcccbdeeaxkaxr SFS[D(9,2)(2,1)] fLAMcccbdeeaxjhqw toroidal fLAMcccbdeeairhhk SFS[D(9,5)(3,1)] fLAMcccbdeeamrhhk SFS[D(9,4)(3,1)] fLAMcccbdeeaikxxr SFS[D(9,7)(3,1)] fLAMcccbdeeamkxxr SFS[D(9,2)(3,1)] fLAMcccbdeeaiwhhj toroidal fLAMcccbdeeaijqqw toroidal fLAMcccbdeeaxrqhk SFS[D(9,4)(2,1)] fLAMcccbdeeimcadr reducible fLAMcccbdeeaicalw reducible fLAMcccbdeeaicaun reducible fLAMcccbdeeamfapj SFS[D(5,2)(3,1)] fLAMcccbdeeaifapj SFS[D(5,3)(3,1)] fLAMcccbdeeaifair SFS[D(5,2)(3,1)] fLAMcccbdeehpculw SFS[D(5,3)(3,1)] fLAMcccbdeeiucplw reducible fLAMcccbdeeamfair SFS[D(5,3)(3,1)] fLAMcccbdeedpculw toroidal fLAMcccbdeehpcuun SFS[D(5,2)(3,1)] fLAMcccbdeedecdlw SFS[A(5,2)] fLAMcccbdeeaxcxlw reducible fLAMcccbdeeimcqun reducible fLAMcccbdeeaxfxpj SFS[D(5,2)(2,1)] fLAMcccbdeeimfuir SFS[D(5,2)(2,1)] fLAMcccbdeeaxfxir SFS[D(5,2)(2,1)] fLAMcccbdeeimcqlw reducible fLAMcccbdeeimfupj SFS[D(5,2)(2,1)] fLAMcccbdeeimcauj reducible fLAMcccbdeeimcalw reducible fLAMcccbdeealfair SFS[D(3,1)(2,1)] fLAMcccbdeealftuk SFS[D(3,1)(2,1)] fLAMcccbdeedpcudn SFS[D(2,1)(2,1)] fLAMcccbdeedecddn T2xI fLAMcccbdeeimcqdn reducible fLAMcccbdeeimcqdr reducible fLAMcccbdeeimcalj reducible fLAMcccbdeealftur SFS[D(3,1)(2,1)] fLAMcccbdeealfaik SFS[D(3,1)(2,1)] fLAMcccbdeeimcaew reducible fLAMcccbdeeaicats reducible fLAMcccbdeeaicapn reducible fLAMcccbdeeamfaus SFS[D(5,2)(3,1)] fLAMcccbdeeaifaus SFS[D(5,3)(3,1)] fLAMcccbdeeaifamn SFS[D(5,2)(3,1)] fLAMcccbdeehpcuts SFS[D(5,3)(3,1)] fLAMcccbdeeiucppn reducible fLAMcccbdeeamfamn SFS[D(5,3)(3,1)] fLAMcccbdeedpcupn toroidal fLAMcccbdeehpcupn SFS[D(5,2)(3,1)] fLAMcccbdeedecdpn SFS[A(5,2)] fLAMcccbdeeaxcxpn reducible fLAMcccbdeeimcqpn reducible fLAMcccbdeeaxfxus SFS[D(5,2)(2,1)] fLAMcccbdeeimfumn SFS[D(5,2)(2,1)] fLAMcccbdeeaxfxmn SFS[D(5,2)(2,1)] fLAMcccbdeeimcqts reducible fLAMcccbdeeimfuus SFS[D(5,2)(2,1)] fLAMcccbdeeimcapn reducible fLAMcccbdeeaxfaaj SFS[D(2,1)(2,1)] fLAMcccbdeeimfmaj SFS[D(2,1)(2,1)] fLAMcccbdeeimcaan reducible fLAMcccbdeeimclan reducible fLAMcccbdeeimfdaj SFS[D(2,1)(2,1)] fLAMcccbdeeaxfqaj SFS[D(2,1)(2,1)] fLAMcccbdeeamfhaj SFS[D(3,1)(2,1)] fLAMcccbdeeaifhaj SFS[D(3,1)(2,1)] fLAMcccbdeeaicqan reducible fLAMcccbdeeaichak reducible fLAMcccbdeeamfxaj SFS[D(3,1)(2,1)] fLAMcccbdeedpclan toroidal fLAMcccbdeehpcmak SFS[D(3,1)(2,1)] fLAMcccbdeeaifxaj SFS[D(3,1)(2,1)] fLAMcccbdeehpclan SFS[D(3,1)(2,1)] fLAMcccbdeeiucean reducible fLAMcccbdeedeclak SFS[A(2,1)] fLAMcccbdeeaxchan reducible fLAMcccbdeeaiwqan toroidal fLAMcccbdeeaijhak toroidal fLAMcccbdeeaxjqak toroidal fLAMcccbdeeaijqan toroidal fLAMcccbdeeaiwhak toroidal fLAMcccbdeeaxjhan toroidal fLAMcccbdeedpcuas SFS[D(2,1)(2,1)] fLAMcccbdeedecdas T2xI fLAMcccbdeeimcqas reducible fLAMcccbdeeimcqaw reducible fLAMcccbdeeaijaaw SFS[D(5,2)(3,1)] fLAMcccbdeeaiwaas SFS[D(5,3)(3,1)] fLAMcccbdeeamraan SFS[D(5,2)(3,1)] fLAMcccbdeeairaan SFS[D(5,3)(3,1)] fLAMcccbdeeaikaar SFS[D(5,3)(3,1)] fLAMcccbdeeamkaar SFS[D(5,2)(3,1)] fLAMcccbdeeaxjxaw SFS[D(5,2)(2,1)] fLAMcccbdeeaxrxan SFS[D(5,2)(2,1)] fLAMcccbdeeaxkxar SFS[D(5,2)(2,1)] fLAMcccbdeeaiwaaw SFS[D(4,1)(3,1)] fLAMcccbdeeaijaas SFS[D(4,3)(3,1)] fLAMcccbdeeamkaan toroidal fLAMcccbdeeaikaan toroidal fLAMcccbdeeairaar SFS[D(4,3)(3,1)] fLAMcccbdeeamraar SFS[D(4,1)(3,1)] fLAMcccbdeeaxjxas SFS[D(4,1)(2,1)] fLAMcccbdeeaxkxan toroidal fLAMcccbdeeaxrxar SFS[D(4,1)(2,1)] fLAMcccbdeeimcaaj reducible fLAMcccbdeedeclar T2xI fLAMcccbdeedpclaj SFS[D(2,1)(2,1)] fLAMcccbdeeimclaj reducible fLAMcccbdeeaxraan SFS[D(5,2)(2,1)] fLAMcccbdeeaxjqar SFS[D(5,2)(2,1)] fLAMcccbdeeaikhaw SFS[D(5,3)(3,1)] fLAMcccbdeeamkhaw SFS[D(5,2)(3,1)] fLAMcccbdeeairxan SFS[D(5,3)(3,1)] fLAMcccbdeeamrxan SFS[D(5,2)(3,1)] fLAMcccbdeeaijhar SFS[D(5,2)(3,1)] fLAMcccbdeeaiwqaj SFS[D(5,3)(3,1)] fLAMcccbdeeaxkqaw SFS[D(5,2)(2,1)] fLAMcccbdeeaxkaan toroidal fLAMcccbdeeaxjhaj SFS[D(4,1)(2,1)] fLAMcccbdeeairhaw SFS[D(4,3)(3,1)] fLAMcccbdeeamrhaw SFS[D(4,1)(3,1)] fLAMcccbdeeaikxan toroidal fLAMcccbdeeamkxan toroidal fLAMcccbdeeaiwhar SFS[D(4,1)(3,1)] fLAMcccbdeeaijqaj SFS[D(4,3)(3,1)] fLAMcccbdeeaxrqaw SFS[D(4,1)(2,1)] fLAMcccbdeeaxfaqj SFS[D(2,1)(2,1)] fLAMcccbdeeimfmqj SFS[D(2,1)(2,1)] fLAMcccbdeeimcaxk reducible fLAMcccbdeeimclxk reducible fLAMcccbdeeimfdqj SFS[D(2,1)(2,1)] fLAMcccbdeeaxfqqj SFS[D(2,1)(2,1)] fLAMcccbdeeamfhqj SFS[D(3,1)(2,1)] fLAMcccbdeeaifhqj SFS[D(3,1)(2,1)] fLAMcccbdeeaicqxk reducible fLAMcccbdeeaichxn reducible fLAMcccbdeeamfxqj SFS[D(3,1)(2,1)] fLAMcccbdeedpclxk toroidal fLAMcccbdeehpcmxn SFS[D(3,1)(2,1)] fLAMcccbdeeaifxqj SFS[D(3,1)(2,1)] fLAMcccbdeehpclxk SFS[D(3,1)(2,1)] fLAMcccbdeeiucexk reducible fLAMcccbdeedeclxn SFS[A(2,1)] fLAMcccbdeeaxchxk reducible fLAMcccbdeeaxraqj SFS[D(11,3)(2,1)] fLAMcccbdeeaxkqqj toroidal fLAMcccbdeeamkhqj toroidal fLAMcccbdeeaikhqj toroidal fLAMcccbdeeaiwqxk toroidal fLAMcccbdeeaijhxn toroidal fLAMcccbdeeamrxqj SFS[D(11,3)(3,1)] fLAMcccbdeeairxqj SFS[D(11,8)(3,1)] fLAMcccbdeeaxjqxn toroidal fLAMcccbdeeaxkaqj toroidal fLAMcccbdeeaxrqqj SFS[D(13,5)(2,1)] fLAMcccbdeeamrhqj SFS[D(13,5)(3,1)] fLAMcccbdeeairhqj SFS[D(13,8)(3,1)] fLAMcccbdeeaijqxk toroidal fLAMcccbdeeaiwhxn toroidal fLAMcccbdeeamkxqj toroidal fLAMcccbdeeaikxqj toroidal fLAMcccbdeeaxjhxk toroidal fLAMcccbdeeaicahr reducible fLAMcccbdeeaicaqj reducible fLAMcccbdeeamfaxn SFS[D(5,3)(3,1)] fLAMcccbdeeaifaxn SFS[D(5,2)(3,1)] fLAMcccbdeeaifahw SFS[D(5,3)(3,1)] fLAMcccbdeehpcuhr SFS[D(5,2)(3,1)] fLAMcccbdeeiucphr reducible fLAMcccbdeeamfahw SFS[D(5,2)(3,1)] fLAMcccbdeedpcuhr toroidal fLAMcccbdeehpcuqj SFS[D(5,3)(3,1)] fLAMcccbdeedecdhr SFS[A(5,2)] fLAMcccbdeeaxcxhr reducible fLAMcccbdeeimcqqj reducible fLAMcccbdeeaxfxxn SFS[D(5,2)(2,1)] fLAMcccbdeeimfuhw SFS[D(5,2)(2,1)] fLAMcccbdeeaxfxhw SFS[D(5,2)(2,1)] fLAMcccbdeeimcqhr reducible fLAMcccbdeeimfuxn SFS[D(5,2)(2,1)] fLAMcccbdeeaijahr toroidal fLAMcccbdeeaiwaqj toroidal fLAMcccbdeeaikahw toroidal fLAMcccbdeeamkahw toroidal fLAMcccbdeeaxjxhr toroidal fLAMcccbdeeaxkxhw toroidal fLAMcccbdeeaiwahr toroidal fLAMcccbdeeaijaqj toroidal fLAMcccbdeeamkaxn toroidal fLAMcccbdeeaikaxn toroidal fLAMcccbdeeairahw SFS[D(4,1)(3,1)] fLAMcccbdeeamrahw SFS[D(4,3)(3,1)] fLAMcccbdeeaxjxqj toroidal fLAMcccbdeeaxkxxn toroidal fLAMcccbdeeaxrxhw SFS[D(4,1)(2,1)] fLAMcccbdeeimfmhr SFS[D(3,1)(2,1)] fLAMcccbdeeaxfaxk SFS[D(3,1)(2,1)] fLAMcccbdeeimcaqj reducible fLAMcccbdeedeclhw SFS[A(3,1)] fLAMcccbdeeaxchqj reducible fLAMcccbdeeaifhhr SFS[D(3,1)(3,2)] fLAMcccbdeeamfhhr SFS[D(3,1)(3,1)] fLAMcccbdeeaifxxk SFS[D(3,1)(3,1)] fLAMcccbdeeiuceqj reducible fLAMcccbdeehpclqj SFS[D(3,1)(3,2)] fLAMcccbdeeamfxxk SFS[D(3,1)(3,2)] fLAMcccbdeehpcmhw SFS[D(3,1)(3,1)] fLAMcccbdeedpclqj toroidal fLAMcccbdeeaichhw reducible fLAMcccbdeeaicqqj reducible fLAMcccbdeeimfdxk SFS[D(3,1)(2,1)] fLAMcccbdeeimclqj reducible fLAMcccbdeeaxfqhr SFS[D(3,1)(2,1)] fLAMcccbdeeaxraxk SFS[D(9,2)(2,1)] fLAMcccbdeeaxjqhw toroidal fLAMcccbdeeaikhhr toroidal fLAMcccbdeeamkhhr toroidal fLAMcccbdeeairxxk SFS[D(9,7)(3,1)] fLAMcccbdeeamrxxk SFS[D(9,2)(3,1)] fLAMcccbdeeaijhhw toroidal fLAMcccbdeeaiwqqj toroidal fLAMcccbdeeaxkqhr toroidal fLAMcccbdeeaxkaxk toroidal fLAMcccbdeeaxjhqj toroidal fLAMcccbdeeairhhr SFS[D(12,7)(3,1)] fLAMcccbdeeamrhhr SFS[D(12,5)(3,1)] fLAMcccbdeeaikxxk toroidal fLAMcccbdeeamkxxk toroidal fLAMcccbdeeaiwhhw toroidal fLAMcccbdeeaijqqj toroidal fLAMcccbdeeaxrqhr SFS[D(12,5)(2,1)] fLAMcccbdeeimcadk reducible fLAMcccbdeealfaej SFS[D(2,1)(2,1)] fLAMcccbdeealftdj SFS[D(2,1)(2,1)] fLAMcccbdeeaicals reducible fLAMcccbdeeaicauj reducible fLAMcccbdeeamfapn SFS[D(4,1)(3,1)] fLAMcccbdeeaifapn SFS[D(4,3)(3,1)] fLAMcccbdeeaifain SFS[D(4,1)(3,1)] fLAMcccbdeehpculs SFS[D(4,3)(3,1)] fLAMcccbdeeiucpls reducible fLAMcccbdeeamfain SFS[D(4,3)(3,1)] fLAMcccbdeedpculs toroidal fLAMcccbdeehpcuuj SFS[D(4,1)(3,1)] fLAMcccbdeedecdls SFS[A(4,1)] fLAMcccbdeeaxcxls reducible fLAMcccbdeeimcquj reducible fLAMcccbdeeaxfxpn SFS[D(4,1)(2,1)] fLAMcccbdeeimfuin SFS[D(4,1)(2,1)] fLAMcccbdeeaxfxin SFS[D(4,1)(2,1)] fLAMcccbdeeimcqls reducible fLAMcccbdeeimfupn SFS[D(4,1)(2,1)] fLAMcccbdeeimcaun reducible fLAMcccbdeealftmj SFS[D(2,1)(2,1)] fLAMcccbdeealfapj SFS[D(2,1)(2,1)] fLAMcccbdeeimjiib SFS[D(3,1)(2,1)] fLAMcccbdeedechmb T2xI fLAMcccbdeedpctif SFS[D(2,1)(2,1)] fLAMcccbdeeimcemb reducible fLAMcccbdeeimclif reducible fLAMcccbdeeimketb SFS[D(2,1)(2,1)] fLAMcccbdeeimcaxf reducible fLAMcccbdeeimclxf reducible fLAMcccbdeedpclxf SFS[D(2,1)(2,1)] fLAMcccbdeedeclxb T2xI fLAMcccbdeeaxkaqc reducible fLAMcccbdeeaxrqqb SFS[D(2,1)(2,1)] fLAMcccbdeeamrhqb SFS[D(3,1)(2,1)] fLAMcccbdeeairhqb SFS[D(3,1)(2,1)] fLAMcccbdeeaijqxf SFS[D(3,1)(2,1)] fLAMcccbdeeaiwhxb SFS[D(3,1)(2,1)] fLAMcccbdeeamkxqc reducible fLAMcccbdeeaikxqc reducible fLAMcccbdeeaxjhxf SFS[D(2,1)(2,1)] fLAMcccbdeedpcuho SFS[D(2,1)(2,1)] fLAMcccbdeedecdho T2xI fLAMcccbdeeimcqqb reducible fLAMcccbdeeimcqho reducible fLAMcccbdeeaijaho SFS[D(3,1)(2,1)] fLAMcccbdeeaiwaqb SFS[D(3,1)(2,1)] fLAMcccbdeeamraxb SFS[D(3,1)(2,1)] fLAMcccbdeeairaxb SFS[D(3,1)(2,1)] fLAMcccbdeeaikahv reducible fLAMcccbdeeamkahv reducible fLAMcccbdeeaxjxho SFS[D(2,1)(2,1)] fLAMcccbdeeaxrxxb SFS[D(2,1)(2,1)] fLAMcccbdeeaxkxhv reducible fLAMcccbdeeimfmhf reducible fLAMcccbdeeaxfaxf reducible fLAMcccbdeeimcaqc reducible fLAMcccbdeedeclhc reducible fLAMcccbdeeaxchqc reducible fLAMcccbdeeaifhhf reducible fLAMcccbdeeamfhhf reducible fLAMcccbdeeaifxxf reducible fLAMcccbdeeiuceqc reducible fLAMcccbdeehpclqc reducible fLAMcccbdeeamfxxf reducible fLAMcccbdeehpcmhc reducible fLAMcccbdeedpclqc reducible fLAMcccbdeeaichhc reducible fLAMcccbdeeaicqqc reducible fLAMcccbdeeimfdxf reducible fLAMcccbdeeimclqc reducible fLAMcccbdeeaxfqhf reducible fLAMcccbdeeaxraxf SFS[D(3,1)(2,1)] fLAMcccbdeeaxjqhc reducible fLAMcccbdeeaikhhf SFS[D(3,1)(3,1)] fLAMcccbdeeamkhhf SFS[D(3,1)(3,2)] fLAMcccbdeeairxxf SFS[D(3,1)(3,2)] fLAMcccbdeeamrxxf SFS[D(3,1)(3,1)] fLAMcccbdeeaijhhc reducible fLAMcccbdeeaiwqqc reducible fLAMcccbdeeaxkqhf SFS[D(3,1)(2,1)] fLAMcccbdeeaxkaxf SFS[D(3,1)(2,1)] fLAMcccbdeeaxjhqc reducible fLAMcccbdeeairhhf SFS[D(3,1)(3,2)] fLAMcccbdeeamrhhf SFS[D(3,1)(3,1)] fLAMcccbdeeaikxxf SFS[D(3,1)(3,1)] fLAMcccbdeeamkxxf SFS[D(3,1)(3,2)] fLAMcccbdeeaiwhhc reducible fLAMcccbdeeaijqqc reducible fLAMcccbdeeaxrqhf SFS[D(3,1)(2,1)] fLAMcccbdeeimfpec reducible fLAMcccbdeeaxftdb reducible fLAMcccbdeeimcadf reducible fLAMcccbdeeaifuec reducible fLAMcccbdeeamfuec reducible fLAMcccbdeeaifidb reducible fLAMcccbdeeiucqeb reducible fLAMcccbdeehpceeb reducible fLAMcccbdeeamfidb reducible fLAMcccbdeehpcadf reducible fLAMcccbdeedpcadf reducible fLAMcccbdeedecieb reducible fLAMcccbdeeimfxdb reducible fLAMcccbdeeimceeb reducible fLAMcccbdeeaxfmec reducible fLAMcccbdeedejieb SFS[A(3,1)] fLAMcccbdeedejqdf SFS[A(3,1)] fLAMcccbdeedpculv SFS[D(2,1)(2,1)] fLAMcccbdeedecdlv T2xI fLAMcccbdeeimcqub reducible fLAMcccbdeeimcqlv reducible fLAMcccbdeedejdlv T2xI fLAMcccbdeedejdub SFS[A(2,1)] fLAMcccbdeeimcaub reducible fLAMcccbdeeimcetf reducible fLAMcccbdeedecitf T2xI fLAMcccbdeedpcaub SFS[D(2,1)(2,1)] fLAMcccbdeedejitf T2xI fLAMcccbdeedejqub SFS[A(2,1)] fLAMcccbdeedhfeev SFS[D(3,1)(2,1)] fLAMcccbdeedufeev SFS[D(3,1)(2,1)] fLAMcccbdeelxcxdo SFS[D(3,1)(2,1)] fLAMcccbdeedpcido SFS[D(2,1)(2,1)] fLAMcccbdeehxcqdo SFS[D(2,1)(2,1)] fLAMcccbdeeiuflev SFS[D(2,1)(2,1)] fLAMcccbdeedecado T2xI fLAMcccbdeeimjido reducible fLAMcccbdeedechpc reducible fLAMcccbdeeamfluf reducible fLAMcccbdeeaifluf reducible fLAMcccbdeeaiftif reducible fLAMcccbdeehpctlc reducible fLAMcccbdeeiucdpc reducible fLAMcccbdeeamftif reducible fLAMcccbdeedpctlc reducible fLAMcccbdeehpcxpc reducible fLAMcccbdeeimcepc reducible fLAMcccbdeeaxfduf reducible fLAMcccbdeeimfhif reducible fLAMcccbdeeaxfiif reducible fLAMcccbdeeimcllc reducible fLAMcccbdeeimfeuf reducible fLAMcccbdeeimkeuf reducible fLAMcccbdeeimreuf reducible fLAMcccbdeeimfpdf reducible fLAMcccbdeeaxftef reducible fLAMcccbdeeimcaec reducible fLAMcccbdeeaifudf reducible fLAMcccbdeeamfudf reducible fLAMcccbdeeaifief reducible fLAMcccbdeeiucqdc reducible fLAMcccbdeehpcedc reducible fLAMcccbdeeamfief reducible fLAMcccbdeehpcaec reducible fLAMcccbdeedpcaec reducible fLAMcccbdeedecidc reducible fLAMcccbdeeimfxef reducible fLAMcccbdeeimcedc reducible fLAMcccbdeeaxfmdf reducible fLAMcccbdeedejidc SFS[A(3,1)] fLAMcccbdeedejqec SFS[A(3,1)] fLAMcccbdeedpcupo SFS[D(2,1)(2,1)] fLAMcccbdeedecdpo T2xI fLAMcccbdeeimcqpo reducible fLAMcccbdeeimcqtv reducible fLAMcccbdeedejdtv T2xI fLAMcccbdeedejdpo SFS[A(2,1)] fLAMcccbdeeimcapb reducible fLAMcccbdeeimcelf reducible fLAMcccbdeedecilf T2xI fLAMcccbdeedpcapb SFS[D(2,1)(2,1)] fLAMcccbdeedejilf T2xI fLAMcccbdeedejqpb SFS[A(2,1)] fLAMcccbdeedhfeao SFS[D(3,1)(2,1)] fLAMcccbdeedufeao SFS[D(3,1)(2,1)] fLAMcccbdeelxcxav SFS[D(3,1)(2,1)] fLAMcccbdeedpciav SFS[D(2,1)(2,1)] fLAMcccbdeehxcqav SFS[D(2,1)(2,1)] fLAMcccbdeeiuflao SFS[D(2,1)(2,1)] fLAMcccbdeedecaav T2xI fLAMcccbdeeaijaav toroidal fLAMcccbdeeaiwaav toroidal fLAMcccbdeedhjdav toroidal fLAMcccbdeedhwdav toroidal fLAMcccbdeedhkeao toroidal fLAMcccbdeeaxrlao SFS[D(5,2)(2,1)] fLAMcccbdeehujdav m016(0,0) fLAMcccbdeedukeao toroidal fLAMcccbdeehukeao m019(0,0) fLAMcccbdeeimrqao toroidal fLAMcccbdeedureao SFS[D(3,1)(2,1)] fLAMcccbdeeimkqao toroidal fLAMcccbdeehureao m011(0,0) fLAMcccbdeelxjxav m003(0,0) fLAMcccbdeeaprlao SFS[D(4,1)(2,1)] fLAMcccbdeelpjxav m017(0,0) fLAMcccbdeeaxjxav toroidal fLAMcccbdeealjxav SFS[D(4,1)(2,1)] fLAMcccbdeealwxav SFS[D(5,2)(2,1)] fLAMcccbdeedhreao SFS[D(3,1)(2,1)] fLAMcccbdeehuwdav m006(0,0) fLAMcccbdeeaxklao toroidal fLAMcccbdeeimjiav SFS[D(3,1)(2,1)] fLAMcccbdeelxwxav toroidal fLAMcccbdeelpklao m016(0,0) fLAMcccbdeeapklao SFS[D(5,2)(2,1)] fLAMcccbdeeaireao SFS[D(4,3)(3,1)] fLAMcccbdeeamreao SFS[D(4,1)(3,1)] fLAMcccbdeeaikdao toroidal fLAMcccbdeeamkdao toroidal fLAMcccbdeeaiwdav SFS[D(4,1)(3,1)] fLAMcccbdeeaijeav SFS[D(4,3)(3,1)] fLAMcccbdeeaxjpav SFS[D(4,1)(2,1)] fLAMcccbdeeaxkpao SFS[D(5,2)(2,1)] fLAMcccbdeeamkeao SFS[D(5,2)(3,1)] fLAMcccbdeeaikeao SFS[D(5,3)(3,1)] fLAMcccbdeeaiweav SFS[D(5,3)(3,1)] fLAMcccbdeeaijdav SFS[D(5,2)(3,1)] fLAMcccbdeeamrdao SFS[D(5,2)(3,1)] fLAMcccbdeeairdao SFS[D(5,3)(3,1)] fLAMcccbdeeaxrpao SFS[D(4,1)(2,1)] fLAMcccbdeeaxjlav SFS[D(5,2)(2,1)] fLAMcccbdeedechaf T2xI fLAMcccbdeehxctab SFS[D(2,1)(2,1)] fLAMcccbdeeiufqac SFS[D(2,1)(2,1)] fLAMcccbdeedpctab SFS[D(2,1)(2,1)] fLAMcccbdeedeclaf T2xI fLAMcccbdeedpclab SFS[D(2,1)(2,1)] fLAMcccbdeeiufiab SFS[D(2,1)(2,1)] fLAMcccbdeehxcmaf SFS[D(2,1)(2,1)] fLAMcccbdeedhflac SFS[D(3,1)(2,1)] fLAMcccbdeeduflac SFS[D(3,1)(2,1)] fLAMcccbdeedhfxab SFS[D(3,1)(2,1)] fLAMcccbdeelxceab SFS[D(3,1)(2,1)] fLAMcccbdeedufxab SFS[D(3,1)(2,1)] fLAMcccbdeelxcdaf SFS[D(3,1)(2,1)] fLAMcccbdeeaxjtaf SFS[D(5,2)(2,1)] fLAMcccbdeeaxraab SFS[D(4,1)(2,1)] fLAMcccbdeeaiwmab SFS[D(5,3)(3,1)] fLAMcccbdeeaijiaf SFS[D(5,2)(3,1)] fLAMcccbdeeamklac SFS[D(5,2)(3,1)] fLAMcccbdeeaiklac SFS[D(5,3)(3,1)] fLAMcccbdeeairtab SFS[D(5,3)(3,1)] fLAMcccbdeeamrtab SFS[D(5,2)(3,1)] fLAMcccbdeeaxjqaf SFS[D(4,1)(2,1)] fLAMcccbdeeaxkdac SFS[D(5,2)(2,1)] fLAMcccbdeeaikhac toroidal fLAMcccbdeeamkhac toroidal fLAMcccbdeeairxab SFS[D(4,3)(3,1)] fLAMcccbdeeamrxab SFS[D(4,1)(3,1)] fLAMcccbdeeaijhaf SFS[D(4,3)(3,1)] fLAMcccbdeeaiwqab SFS[D(4,1)(3,1)] fLAMcccbdeedhklac toroidal fLAMcccbdeeduklac toroidal fLAMcccbdeedhjiaf toroidal fLAMcccbdeeaxriab SFS[D(5,2)(2,1)] fLAMcccbdeehuklac m019(0,0) fLAMcccbdeedhwqab toroidal fLAMcccbdeehujiaf m016(0,0) fLAMcccbdeeimrdab toroidal fLAMcccbdeedhrxab SFS[D(3,1)(2,1)] fLAMcccbdeeimjxaf SFS[D(3,1)(2,1)] fLAMcccbdeelxweab toroidal fLAMcccbdeehuwqab m006(0,0) fLAMcccbdeelpkqac m016(0,0) fLAMcccbdeeaxkqac toroidal fLAMcccbdeeapkqac SFS[D(5,2)(2,1)] fLAMcccbdeedurxab SFS[D(3,1)(2,1)] fLAMcccbdeelxjdaf m003(0,0) fLAMcccbdeeaxjdaf toroidal fLAMcccbdeeimkeac toroidal fLAMcccbdeeapriab SFS[D(4,1)(2,1)] fLAMcccbdeealjdaf SFS[D(4,1)(2,1)] fLAMcccbdeehurxab m011(0,0) fLAMcccbdeelpjdaf m017(0,0) fLAMcccbdeealweab SFS[D(5,2)(2,1)] fLAMcccbdeeaijlaf toroidal fLAMcccbdeeaiwpab toroidal fLAMcccbdeeaxjuab SFS[D(4,1)(2,1)] fLAMcccbdeeaxkaab SFS[D(5,2)(2,1)] fLAMcccbdeeaijmab SFS[D(4,3)(3,1)] fLAMcccbdeeaiwiaf SFS[D(4,1)(3,1)] fLAMcccbdeeamrlac SFS[D(4,1)(3,1)] fLAMcccbdeeairlac SFS[D(4,3)(3,1)] fLAMcccbdeeaiktab toroidal fLAMcccbdeeamktab toroidal fLAMcccbdeeaxjhab SFS[D(5,2)(2,1)] fLAMcccbdeeaxrdac SFS[D(4,1)(2,1)] fLAMcccbdeeairhac SFS[D(5,3)(3,1)] fLAMcccbdeeamrhac SFS[D(5,2)(3,1)] fLAMcccbdeeaikxab SFS[D(5,3)(3,1)] fLAMcccbdeeamkxab SFS[D(5,2)(3,1)] fLAMcccbdeeaiwhaf SFS[D(5,3)(3,1)] fLAMcccbdeeaijqab SFS[D(5,2)(3,1)] fLAMcccbdeedhrlac SFS[D(3,1)(2,1)] fLAMcccbdeedurlac SFS[D(3,1)(2,1)] fLAMcccbdeedhwiaf toroidal fLAMcccbdeeaxkiab toroidal fLAMcccbdeehurlac m011(0,0) fLAMcccbdeedhjqab toroidal fLAMcccbdeehuwiaf m006(0,0) fLAMcccbdeeimkdab toroidal fLAMcccbdeedhkxab toroidal fLAMcccbdeeimjlab SFS[D(3,1)(2,1)] fLAMcccbdeelxjeab m003(0,0) fLAMcccbdeehujqab m016(0,0) fLAMcccbdeelpjeab m017(0,0) fLAMcccbdeeaxrqac SFS[D(5,2)(2,1)] fLAMcccbdeeaprqac SFS[D(4,1)(2,1)] fLAMcccbdeedukxab toroidal fLAMcccbdeelxwdaf toroidal fLAMcccbdeeaxjeab toroidal fLAMcccbdeeimreac toroidal fLAMcccbdeeapkiab SFS[D(5,2)(2,1)] fLAMcccbdeealwdaf SFS[D(5,2)(2,1)] fLAMcccbdeehukxab m019(0,0) fLAMcccbdeelpkiab m016(0,0) fLAMcccbdeealjeab SFS[D(4,1)(2,1)] fLAMcccbdeeaiwlaf toroidal fLAMcccbdeeaijpab toroidal fLAMcaccdeebcbain SFS[D(3,1)(2,1)] fLAMcaccdeebffdij SFS[D(3,1)(2,1)] fLAMcaccdeebffdin SFS[D(3,1)(2,1)] fLAMcaccdeebcbaij SFS[D(3,1)(2,1)] fLAMcaccdeensbxxj SFS[D(4,1)(2,1)] fLAMcaccdeejsbxxj SFS[D(5,2)(2,1)] fLAMcaccdeensbaxr SFS[D(4,1)(2,1)] fLAMcaccdeejsbaxr SFS[D(5,2)(2,1)] fLLQccceddehwxwjj m144(0,0) fLLQccceddehwxwwj m066(0,0) fLAMcaccdeebgbxxj SFS[D(5,1)(2,1)] fLAMcaccdeengbxxj m044(0,0) fLAMcaccdeejgbxxj m070(0,0) fLAMcaccdeensjaxr m212(0,0) fLAMcaccdeejsjaxr m196(0,0) fLLQccceddepwxwjj m076(0,0) fLLQccceddepwxwwj m144(0,0) fLAMcaccdeennbxxj m219(0,0) fLAMcaccdeejnbxxj m215(0,0) fLAMcaccdeebsnaxr SFS[D(3,1)(2,1)] fLAMcaccdeensnaxr m071(0,0) fLAMcaccdeejsnaxr m123(0,0) fLLQccceddetnxcjj m082(0,0) fLLQccceddetnxcwj m037(0,0) fLAMcaccdeebsnxxj SFS[D(4,1)(2,1)] fLAMcaccdeensnxxj m019(0,0) fLAMcaccdeejsnxxj m016(0,0) fLAMcaccdeennbaxr m145(0,0) fLAMcaccdeejnbaxr m130(0,0) fLLQccceddelnxcjj m241(0,0) fLLQccceddelnxcwj m179(0,0) fLAMcaccdeebgnxxj toroidal fLAMcaccdeengnxxj toroidal fLAMcaccdeejgnxxj m006(0,0) fLAMcaccdeennjaxr m251(0,0) fLAMcaccdeejnjaxr m208(0,0) fLLQccceddeanxcjj SFS[D(11,3)(2,1)] fLLQccceddeanxcwj SFS[D(10,3)(2,1)] fLAMcaccdeebnnxxj SFS[D(4,1)(2,1)] fLAMcaccdeennnxxj SFS[D(5,2)(2,1)] fLAMcaccdeebnnaxr SFS[D(3,1)(2,1)] fLAMcaccdeennnaxr SFS[D(9,2)(2,1)] fLAMcaccdeejnnaxr SFS[D(6,1)(2,1)] fLLQccceddeqfxjjj m046(0,0) fLLQccceddeqfxjwj m082(0,0) fLAMcaccdeensjxxj m154(0,0) fLAMcaccdeejsjxxj m147(0,0) fLAMcaccdeebgbaxr SFS[D(2,1)(2,1)] fLAMcaccdeengbaxr m043(0,0) fLAMcaccdeejgbaxr m069(0,0) fLLQccceddeifxjjj toroidal fLLQccceddeifxjwj toroidal fLAMcaccdeebgjxxj SFS[D(7,3)(2,1)] fLAMcaccdeengjxxj toroidal fLAMcaccdeejgjxxj SFS[D(7,3)(2,1)] fLAMcaccdeebgjaxr SFS[D(7,3)(2,1)] fLAMcaccdeengjaxr toroidal fLAMcaccdeejgjaxr SFS[D(7,3)(2,1)] fLLQccceddeufxjjj m191(0,0) fLLQccceddeufxjwj m269(0,0) fLAMcaccdeennjxxj m280(0,0) fLAMcaccdeejnjxxj m240(0,0) fLAMcaccdeebgnaxr toroidal fLAMcaccdeengnaxr toroidal fLAMcaccdeejgnaxr m027(0,0) fLLQccceddeakxvjj toroidal fLLQccceddeakxvwj toroidal fLAMcaccdeenjjixj SFS[D(7,5)(5,2)] fLAMcaccdeejjjixj SFS[D(7,5)(4,1)] fLAMcaccdeejjjpxr SFS[D(7,2)(4,1)] fLAMcaccdeenjjpxr SFS[D(7,2)(5,2)] fLAMcaccdeenkkxxj toroidal fLAMcaccdeejkkxxj SFS[D(7,5)(5,2)] fLAMcaccdeenkkaxr toroidal fLAMcaccdeejkkaxr SFS[D(7,2)(5,2)] fLLQccceddeawhvws toroidal fLLQccceddeawhvjs toroidal fLAMcaccdeenjjqqw SFS[D(7,3)(5,2)] fLAMcaccdeejjjqqw SFS[D(7,3)(4,1)] fLAMcaccdeejjjlhj SFS[D(7,4)(4,1)] fLAMcaccdeenjjlhj SFS[D(7,4)(5,2)] fLAMcaccdeenjjdhn SFS[D(7,3)(5,2)] fLAMcaccdeejjjdhn SFS[D(7,3)(4,1)] fLAMcaccdeenkkihn toroidal fLAMcaccdeejkkihn SFS[D(7,3)(5,2)] fLAMcaccdeenjjaqn SFS[D(7,4)(5,2)] fLAMcaccdeejjjaqn SFS[D(7,4)(4,1)] fLAMcaccdeenkkehj toroidal fLAMcaccdeejkkehj SFS[D(7,4)(5,2)] fLAMcaccdeebjnqqw SFS[D(4,1)(2,1)] fLAMcaccdeebkwlqw SFS[D(4,1)(2,1)] fLAMcaccdeebjnaqn SFS[D(3,1)(2,1)] fLAMcaccdeebkwuqn SFS[D(3,1)(2,1)] fLAMcaccdeebwbaqn SFS[D(3,1)(2,1)] fLAMcaccdeebwbqqw SFS[D(4,1)(2,1)] fLAMcaccdeebgnihn SFS[D(2,1)(2,1)] fLAMcaccdeebgnehj SFS[D(5,1)(2,1)] fLLQccecddeahvvjn toroidal fLLQccecddeahvvwn toroidal fLAMcaccdeebjjehn SFS[D(4,1)(2,1)] fLAMcaccdeenjjehn toroidal fLAMcaccdeejjjehn toroidal fLAMcaccdeebjjeqn SFS[D(4,1)(2,1)] fLAMcaccdeejjjeqn toroidal fLAMcaccdeenjjeqn toroidal fLAMcaccdeebkkqhn SFS[D(4,1)(2,1)] fLAMcaccdeenkkqhn toroidal fLAMcaccdeejkkqhn toroidal fLAMcaccdeebkkqqn SFS[D(4,1)(2,1)] fLAMcaccdeenkkqqn toroidal fLAMcaccdeejkkqqn toroidal fLAMcaccdeejgglhn SFS[D(4,1)(2,1)] fLAMcaccdeejgglqn SFS[D(4,1)(2,1)] fLLQccecddedhbbcn reducible fLAMcaccdeebgnexj SFS[D(7,3)(2,1)] fLAMcaccdeebgniqn SFS[D(2,1)(2,1)] fLLQccceddeawxvjj toroidal fLLQccceddeawxvwj toroidal fLAMcaccdeenjjlxj SFS[D(5,3)(5,1)] fLAMcaccdeejjjlxj SFS[D(5,4)(4,1)] fLAMcaccdeejjjqxr SFS[D(5,1)(4,1)] fLAMcaccdeenjjqxr SFS[D(5,2)(5,1)] fLAMcaccdeenjjahn SFS[D(5,3)(5,1)] fLAMcaccdeejjjahn SFS[D(5,4)(4,1)] fLAMcaccdeenkkexj toroidal fLAMcaccdeejkkexj SFS[D(5,3)(5,1)] fLAMcaccdeenjjdqn SFS[D(5,2)(5,1)] fLAMcaccdeejjjdqn SFS[D(5,1)(4,1)] fLAMcaccdeenkkiqn toroidal fLAMcaccdeejkkiqn SFS[D(5,2)(5,1)] fLAMcaccdeebwbqxr SFS[D(4,1)(2,1)] fLAMcaccdeebjnqxr SFS[D(4,1)(2,1)] fLAMcaccdeebkwlxr SFS[D(4,1)(2,1)] fLLQccecddedhrwjn SFS[D(4,1)(3,1)] fLLQccecddedhrwwn SFS[D(4,3)(3,1)] fLAMcaccdeensbqhn toroidal fLAMcaccdeejsbqhn toroidal fLAMcaccdeensbqqn toroidal fLAMcaccdeejsbqqn toroidal fLLQccecddehhrwcn SFS[D(4,3)(3,1)] fLLQccecddehhrwjn m121(0,0) fLLQccecddehhrwwn m029(0,0) fLAMcaccdeebgbqhn SFS[D(7,3)(2,1)] fLAMcaccdeengbqhn m006(0,0) fLAMcaccdeejgbqhn m070(0,0) fLAMcaccdeensjqqn m198(0,0) fLAMcaccdeejsjqqn m194(0,0) fLLQccecddephrwcn SFS[D(4,1)(3,1)] fLLQccecddephrwjn m073(0,0) fLLQccecddephrwwn m121(0,0) fLAMcaccdeennbqhn m242(0,0) fLAMcaccdeejnbqhn m250(0,0) fLAMcaccdeensnqqn m095(0,0) fLAMcaccdeejsnqqn m163(0,0) fLLQccecddepqrwcn SFS[D(4,3)(3,1)] fLLQccecddepqrwwn m034(0,0) fLLQccecddepqrwjn m022(0,0) fLAMcaccdeebsnqhn SFS[D(3,1)(2,1)] fLAMcaccdeensnqhn m047(0,0) fLAMcaccdeejsnqhn m122(0,0) fLAMcaccdeennbqqn m184(0,0) fLAMcaccdeejnbqqn m190(0,0) fLLQccecddelhcccn SFS[D(4,1)(3,1)] fLLQccecddelhccjn m171(0,0) fLLQccecddelhccwn m081(0,0) fLAMcaccdeebgnqhn toroidal fLAMcaccdeengnqhn SFS[D(3,1)(2,1)] fLAMcaccdeejgnqhn m026(0,0) fLAMcaccdeennjqqn m193(0,0) fLAMcaccdeejnjqqn m182(0,0) fLLQccecddeahcccn reducible fLLQccecddeahccjn toroidal fLLQccecddeahccwn toroidal fLAMcaccdeebnnqhn SFS[D(3,1)(2,1)] fLAMcaccdeennnqhn toroidal fLAMcaccdeejnnqhn SFS[D(9,4)(2,1)] fLAMcaccdeennnqqn toroidal fLAMcaccdeejnnqqn SFS[D(11,4)(2,1)] fLLQccecddehqrwcn SFS[D(4,1)(3,1)] fLLQccecddehqrwwn m004(0,0) fLLQccecddehqrwjn m034(0,0) fLAMcaccdeensjqhn m151(0,0) fLAMcaccdeejsjqhn m157(0,0) fLAMcaccdeebgbqqn SFS[D(5,1)(2,1)] fLAMcaccdeengbqqn m011(0,0) fLAMcaccdeejgbqqn m069(0,0) fLLQccecddeihsjcn reducible fLLQccecddeihsjjn toroidal fLLQccecddeihsjwn toroidal fLAMcaccdeebgjqhn SFS[D(2,1)(2,1)] fLAMcaccdeengjqhn toroidal fLAMcaccdeejgjqhn SFS[D(2,1)(2,1)] fLAMcaccdeebgjqqn SFS[D(2,1)(2,1)] fLAMcaccdeengjqqn toroidal fLAMcaccdeejgjqqn SFS[D(2,1)(2,1)] fLLQccecddelqcccn SFS[D(4,3)(3,1)] fLLQccecddelqccwn m117(0,0) fLLQccecddelqccjn m189(0,0) fLAMcaccdeennjqhn m238(0,0) fLAMcaccdeejnjqhn m216(0,0) fLAMcaccdeebgnqqn SFS[D(7,2)(2,1)] fLAMcaccdeengnqqn toroidal fLAMcaccdeejgnqqn m043(0,0) fLLQccceddedwhwjs SFS[D(3,1)(3,2)] fLLQccceddedwhwws SFS[D(3,1)(3,1)] fLAMcaccdeensbxhj toroidal fLAMcaccdeejsbxhj toroidal fLAMcaccdeensbaqw toroidal fLAMcaccdeejsbaqw toroidal fLLQccceddehwhwcs SFS[D(3,1)(3,1)] fLLQccceddehwhwjs m150(0,0) fLLQccceddehwhwws m061(0,0) fLAMcaccdeebgbxhj SFS[D(7,3)(2,1)] fLAMcaccdeengbxhj m027(0,0) fLAMcaccdeejgbxhj m069(0,0) fLAMcaccdeensjaqw m230(0,0) fLAMcaccdeejsjaqw m218(0,0) fLLQccceddepwhwcs SFS[D(3,1)(3,2)] fLLQccceddepwhwjs m093(0,0) fLLQccceddepwhwws m150(0,0) fLAMcaccdeennbxhj m252(0,0) fLAMcaccdeejnbxhj m257(0,0) fLAMcaccdeensnaqw m098(0,0) fLAMcaccdeejsnaqw m164(0,0) fLLQccceddetnhccs SFS[D(3,1)(3,1)] fLLQccceddetnhcjs m007(0,0) fLLQccceddetnhcws toroidal fLAMcaccdeebsnxhj SFS[D(4,1)(2,1)] fLAMcaccdeensnxhj m003(0,0) fLAMcaccdeejsnxhj m017(0,0) fLAMcaccdeennbaqw m030(0,0) fLAMcaccdeejnbaqw m037(0,0) fLLQccceddelnhccs SFS[D(3,1)(3,2)] fLLQccceddelnhcjs m186(0,0) fLLQccceddelnhcws m139(0,0) fLAMcaccdeebgnxhj toroidal fLAMcaccdeengnxhj SFS[D(3,1)(2,1)] fLAMcaccdeejgnxhj m011(0,0) fLAMcaccdeennjaqw m197(0,0) fLAMcaccdeejnjaqw m179(0,0) fLLQccceddeanhccs reducible fLLQccceddeanhcjs toroidal fLLQccceddeanhcws toroidal fLAMcaccdeebnnxhj SFS[D(4,1)(2,1)] fLAMcaccdeennnxhj toroidal fLAMcaccdeejnnxhj SFS[D(5,2)(2,1)] fLAMcaccdeennnaqw toroidal fLAMcaccdeejnnaqw SFS[D(10,3)(2,1)] fLLQccceddeqfhjcs SFS[D(3,1)(3,2)] fLLQccceddeqfhjjs m010(0,0) fLLQccceddeqfhjws m007(0,0) fLAMcaccdeensjxhj m116(0,0) fLAMcaccdeejsjxhj m141(0,0) fLAMcaccdeebgbaqw SFS[D(2,1)(2,1)] fLAMcaccdeengbaqw m026(0,0) fLAMcaccdeejgbaqw m070(0,0) fLLQccceddeifhjcs reducible fLLQccceddeifhjjs toroidal fLLQccceddeifhjws toroidal fLAMcaccdeebgjxhj SFS[D(5,1)(2,1)] fLAMcaccdeengjxhj toroidal fLAMcaccdeejgjxhj SFS[D(5,1)(2,1)] fLAMcaccdeebgjaqw SFS[D(5,1)(2,1)] fLAMcaccdeengjaqw toroidal fLAMcaccdeejgjaqw SFS[D(5,1)(2,1)] fLLQccceddeufhjcs SFS[D(3,1)(3,1)] fLLQccceddeufhjjs m181(0,0) fLLQccceddeufhjws m253(0,0) fLAMcaccdeennjxhj m279(0,0) fLAMcaccdeejnjxhj m243(0,0) fLAMcaccdeebgnaqw SFS[D(7,2)(2,1)] fLAMcaccdeengnaqw toroidal fLAMcaccdeejgnaqw m044(0,0) fLLQccceddeakhvjs toroidal fLLQccceddeakhvws toroidal fLAMcaccdeebjjihj SFS[D(3,1)(2,1)] fLAMcaccdeenjjihj toroidal fLAMcaccdeejjjihj toroidal fLAMcaccdeebjjpqw SFS[D(3,1)(2,1)] fLAMcaccdeejjjpqw toroidal fLAMcaccdeenjjpqw toroidal fLAMcaccdeebkkxhj SFS[D(3,1)(2,1)] fLAMcaccdeenkkxhj toroidal fLAMcaccdeejkkxhj toroidal fLAMcaccdeebkkaqw SFS[D(3,1)(2,1)] fLAMcaccdeenkkaqw toroidal fLAMcaccdeejkkaqw toroidal fLAMcaccdeejggdhj SFS[D(3,1)(2,1)] fLAMcaccdeejgguqw SFS[D(3,1)(2,1)] fLLQccceddedghbcs reducible fLLQccceddeaohvjs toroidal fLLQccceddeaohvws toroidal fLAMcaccdeenjjmxr SFS[D(5,2)(2,1)] fLAMcaccdeejjjmxr SFS[D(4,1)(2,1)] fLAMcaccdeejjjhxj SFS[D(4,1)(2,1)] fLAMcaccdeenjjhxj SFS[D(5,2)(2,1)] fLAMcaccdeenjjhhj SFS[D(5,2)(2,1)] fLAMcaccdeejjjhhj SFS[D(4,1)(2,1)] fLAMcaccdeenkkmhj toroidal fLAMcaccdeejkkmhj SFS[D(5,2)(2,1)] fLAMcaccdeenjjmqw SFS[D(5,2)(2,1)] fLAMcaccdeejjjmqw SFS[D(4,1)(2,1)] fLAMcaccdeenkkmxj toroidal fLAMcaccdeejkkmxj SFS[D(5,2)(2,1)] fLAMcaccdeebwbhxj SFS[D(3,1)(2,1)] fLAMcaccdeebjnhxj SFS[D(3,1)(2,1)] fLAMcaccdeebkwmxj SFS[D(3,1)(2,1)] fLAMcaccdeebgnmhj SFS[D(7,3)(2,1)] fLAMcaccdeebgnmxj SFS[D(5,1)(2,1)] fLLQccecddedpbbcn reducible fLLQccecddedlbbcw reducible fLLQccecddealcccw reducible fLLQccecddeilsjcw reducible fLLQccecddeilsjjw SFS[D(5,3)(3,1)] fLLQccecddeilsjww SFS[D(5,2)(3,1)] fLAMcaccdeengjqlw SFS[D(5,2)(2,1)] fLAMcaccdeengjqts SFS[D(5,2)(2,1)] fLLQccceddedwawjn SFS[D(3,1)(2,1)] fLLQccceddedwawwn SFS[D(3,1)(2,1)] fLAMcaccdeensbxak toroidal fLAMcaccdeejsbxak toroidal fLAMcaccdeensbaan toroidal fLAMcaccdeejsbaan toroidal fLLQccceddehwawcn SFS[D(3,1)(2,1)] fLLQccceddehwawjn toroidal fLLQccceddehwawwn SFS[D(3,1)(2,1)] fLAMcaccdeebgbxak SFS[D(3,1)(2,1)] fLAMcaccdeengbxak SFS[D(3,1)(2,1)] fLAMcaccdeejgbxak toroidal fLAMcaccdeensjaan toroidal fLAMcaccdeejsjaan toroidal fLLQccceddepwawcn SFS[D(3,1)(2,1)] fLLQccceddepwawjn m003(0,0) fLLQccceddepwawwn toroidal fLAMcaccdeennbxak m011(0,0) fLAMcaccdeejnbxak m019(0,0) fLAMcaccdeensnaan m006(0,0) fLAMcaccdeejsnaan m016(0,0) fLLQccceddetnaccn SFS[D(3,1)(2,1)] fLLQccceddetnacjn toroidal fLLQccceddetnacwn m003(0,0) fLAMcaccdeensnxak m006(0,0) fLAMcaccdeejsnxak m016(0,0) fLAMcaccdeennbaan m011(0,0) fLAMcaccdeejnbaan m019(0,0) fLLQccceddelnaccn SFS[D(3,1)(2,1)] fLLQccceddelnacjn toroidal fLLQccceddelnacwn SFS[D(3,1)(2,1)] fLAMcaccdeebgnxak SFS[D(3,1)(2,1)] fLAMcaccdeengnxak SFS[D(3,1)(2,1)] fLAMcaccdeejgnxak toroidal fLAMcaccdeennjaan toroidal fLAMcaccdeejnjaan toroidal fLLQccceddeanaccn reducible fLLQccceddeanacjn toroidal fLLQccceddeanacwn toroidal fLAMcaccdeennnxak toroidal fLAMcaccdeejnnxak SFS[D(5,2)(2,1)] fLAMcaccdeennnaan toroidal fLAMcaccdeejnnaan SFS[D(5,2)(2,1)] fLLQccceddeqfajcn SFS[D(3,1)(2,1)] fLLQccceddeqfajjn SFS[D(3,1)(2,1)] fLLQccceddeqfajwn toroidal fLAMcaccdeensjxak toroidal fLAMcaccdeejsjxak toroidal fLAMcaccdeebgbaan SFS[D(3,1)(2,1)] fLAMcaccdeengbaan SFS[D(3,1)(2,1)] fLAMcaccdeejgbaan toroidal fLLQccceddeifajcn reducible fLLQccceddeifajjn reducible fLLQccceddeifajwn reducible fLAMcaccdeebgjxak reducible fLAMcaccdeengjxak reducible fLAMcaccdeejgjxak reducible fLAMcaccdeebgjaan reducible fLAMcaccdeengjaan reducible fLAMcaccdeejgjaan reducible fLLQccceddeufajcn SFS[D(3,1)(2,1)] fLLQccceddeufajjn SFS[D(3,1)(2,1)] fLLQccceddeufajwn toroidal fLAMcaccdeennjxak toroidal fLAMcaccdeejnjxak toroidal fLAMcaccdeebgnaan SFS[D(3,1)(2,1)] fLAMcaccdeengnaan SFS[D(3,1)(2,1)] fLAMcaccdeejgnaan toroidal fLLQccceddeakavjn toroidal fLLQccceddeakavwn toroidal fLAMcaccdeebjjiak SFS[D(2,1)(2,1)] fLAMcaccdeenjjiak toroidal fLAMcaccdeejjjiak toroidal fLAMcaccdeebjjpan SFS[D(2,1)(2,1)] fLAMcaccdeejjjpan toroidal fLAMcaccdeenjjpan toroidal fLAMcaccdeebkkxak SFS[D(2,1)(2,1)] fLAMcaccdeenkkxak toroidal fLAMcaccdeejkkxak toroidal fLAMcaccdeebkkaan SFS[D(2,1)(2,1)] fLAMcaccdeenkkaan toroidal fLAMcaccdeejkkaan toroidal fLAMcaccdeejggdak SFS[D(2,1)(2,1)] fLAMcaccdeejgguan SFS[D(2,1)(2,1)] fLLQccceddedgabcn reducible fLAMcaccdeenjjqaj reducible fLAMcaccdeejjjqaj reducible fLAMcaccdeejjjlar reducible fLAMcaccdeenjjlar reducible fLAMcaccdeenjjdaw reducible fLAMcaccdeejjjdaw reducible fLAMcaccdeenkkiaw reducible fLAMcaccdeejkkiaw reducible fLAMcaccdeenjjaas reducible fLAMcaccdeejjjaas reducible fLAMcaccdeenkkear reducible fLAMcaccdeejkkear reducible fLAMcaccdeebgniaw SFS[D(3,1)(2,1)] fLAMcaccdeebgnear SFS[D(3,1)(2,1)] fLLQccecddeaavvjw toroidal fLLQccecddeaavvjs toroidal fLAMcaccdeenjjeaw SFS[D(5,3)(3,1)] fLAMcaccdeejjjeaw SFS[D(4,3)(3,1)] fLAMcaccdeejjjeas SFS[D(4,1)(3,1)] fLAMcaccdeenjjeas SFS[D(5,2)(3,1)] fLAMcaccdeenkkqaw toroidal fLAMcaccdeejkkqaw SFS[D(5,3)(3,1)] fLAMcaccdeenkkqas toroidal fLAMcaccdeejkkqas SFS[D(5,2)(3,1)] fLAMcaccdeebgneak reducible fLAMcaccdeebgnias SFS[D(3,1)(2,1)] fLLQccceddeawavjn toroidal fLLQccceddeawavwn toroidal fLAMcaccdeenjjlak SFS[D(5,2)(3,1)] fLAMcaccdeejjjlak SFS[D(4,1)(3,1)] fLAMcaccdeejjjqan SFS[D(4,3)(3,1)] fLAMcaccdeenjjqan SFS[D(5,3)(3,1)] fLAMcaccdeenjjaaw SFS[D(5,2)(3,1)] fLAMcaccdeejjjaaw SFS[D(4,1)(3,1)] fLAMcaccdeenkkeak toroidal fLAMcaccdeejkkeak SFS[D(5,2)(3,1)] fLAMcaccdeenjjdas SFS[D(5,3)(3,1)] fLAMcaccdeejjjdas SFS[D(4,3)(3,1)] fLAMcaccdeenkkias toroidal fLAMcaccdeejkkias SFS[D(5,3)(3,1)] fLAMcaccdeebjnaaw SFS[D(2,1)(2,1)] fLAMcaccdeebkwuaw SFS[D(2,1)(2,1)] fLAMcaccdeebwbaaw SFS[D(2,1)(2,1)] fLAMcaccdeensbqaw SFS[D(4,1)(2,1)] fLAMcaccdeejsbqaw SFS[D(5,2)(2,1)] fLAMcaccdeensbqas SFS[D(4,1)(2,1)] fLAMcaccdeejsbqas SFS[D(5,2)(2,1)] fLLQccecddeharwjw SFS[D(5,2)(2,1)] fLLQccecddeharwww toroidal fLAMcaccdeebgbqaw reducible fLAMcaccdeengbqaw toroidal fLAMcaccdeejgbqaw toroidal fLAMcaccdeensjqas SFS[D(5,2)(2,1)] fLAMcaccdeejsjqas toroidal fLLQccecddeparwjw SFS[D(4,1)(2,1)] fLLQccecddeparwww SFS[D(5,2)(2,1)] fLAMcaccdeennbqaw SFS[D(5,2)(2,1)] fLAMcaccdeejnbqaw SFS[D(4,1)(2,1)] fLAMcaccdeebsnqas SFS[D(2,1)(2,1)] fLLQccecddeparwws m016(0,0) fLLQccecddeparwjs m017(0,0) fLAMcaccdeensnqaw m016(0,0) fLAMcaccdeejsnqaw m017(0,0) fLAMcaccdeennbqas m017(0,0) fLAMcaccdeejnbqas m016(0,0) fLLQccecddelaccjw m019(0,0) fLLQccecddelaccww m011(0,0) fLAMcaccdeebgnqaw SFS[D(3,1)(2,1)] fLAMcaccdeengnqaw toroidal fLAMcaccdeejgnqaw m003(0,0) fLAMcaccdeennjqas m016(0,0) fLAMcaccdeejnjqas m006(0,0) fLLQccecddeaaccjw SFS[D(4,1)(2,1)] fLLQccecddeaaccjs SFS[D(5,2)(2,1)] fLAMcaccdeennnqaw SFS[D(5,2)(2,1)] fLAMcaccdeejnnqaw SFS[D(4,1)(2,1)] fLAMcaccdeebnnqas SFS[D(2,1)(2,1)] fLLQccecddeharwws m006(0,0) fLLQccecddeharwjs m016(0,0) fLAMcaccdeensjqaw m019(0,0) fLAMcaccdeejsjqaw m011(0,0) fLAMcaccdeebgbqas SFS[D(3,1)(2,1)] fLAMcaccdeengbqas m003(0,0) fLAMcaccdeejgbqas toroidal fLLQccecddeiasjjw toroidal fLLQccecddeiasjjs toroidal fLAMcaccdeebgjqaw SFS[D(3,1)(2,1)] fLAMcaccdeengjqaw toroidal fLAMcaccdeejgjqaw SFS[D(3,1)(2,1)] fLAMcaccdeebgjqas SFS[D(3,1)(2,1)] fLAMcaccdeengjqas toroidal fLAMcaccdeejgjqas SFS[D(3,1)(2,1)] fLLQccecddelaccws toroidal fLLQccecddelaccjs toroidal fLAMcaccdeennjqaw toroidal fLAMcaccdeejnjqaw toroidal fLAMcaccdeebgnqas toroidal fLAMcaccdeengnqas SFS[D(3,1)(2,1)] fLAMcaccdeejgnqas SFS[D(3,1)(2,1)] fLAMcaccdeensbxar SFS[D(4,1)(2,1)] fLAMcaccdeejsbxar SFS[D(5,2)(2,1)] fLAMcaccdeensbaaj SFS[D(4,1)(2,1)] fLAMcaccdeejsbaaj SFS[D(5,2)(2,1)] fLLQccceddehwawjr SFS[D(5,2)(2,1)] fLLQccceddehwawwr toroidal fLAMcaccdeebgbxar reducible fLAMcaccdeengbxar toroidal fLAMcaccdeejgbxar toroidal fLAMcaccdeensjaaj SFS[D(5,2)(2,1)] fLAMcaccdeejsjaaj toroidal fLLQccceddepwawjr SFS[D(4,1)(2,1)] fLLQccceddepwawwr SFS[D(5,2)(2,1)] fLAMcaccdeennbxar SFS[D(5,2)(2,1)] fLAMcaccdeejnbxar SFS[D(4,1)(2,1)] fLAMcaccdeebsnaaj SFS[D(2,1)(2,1)] fLLQccceddetnacjr m016(0,0) fLLQccceddetnacwr m017(0,0) fLAMcaccdeensnxar m016(0,0) fLAMcaccdeejsnxar m017(0,0) fLAMcaccdeennbaaj m017(0,0) fLAMcaccdeejnbaaj m016(0,0) fLLQccceddelnacjr m019(0,0) fLLQccceddelnacwr m011(0,0) fLAMcaccdeebgnxar SFS[D(3,1)(2,1)] fLAMcaccdeengnxar toroidal fLAMcaccdeejgnxar m003(0,0) fLAMcaccdeennjaaj m016(0,0) fLAMcaccdeejnjaaj m006(0,0) fLLQccceddeanacjr SFS[D(4,1)(2,1)] fLLQccceddeanacwr SFS[D(5,2)(2,1)] fLAMcaccdeennnxar SFS[D(5,2)(2,1)] fLAMcaccdeejnnxar SFS[D(4,1)(2,1)] fLAMcaccdeebnnaaj SFS[D(2,1)(2,1)] fLLQccceddeqfajjr m006(0,0) fLLQccceddeqfajwr m016(0,0) fLAMcaccdeensjxar m019(0,0) fLAMcaccdeejsjxar m011(0,0) fLAMcaccdeebgbaaj SFS[D(3,1)(2,1)] fLAMcaccdeengbaaj m003(0,0) fLAMcaccdeejgbaaj toroidal fLLQccceddeifajjr toroidal fLLQccceddeifajwr toroidal fLAMcaccdeebgjxar SFS[D(3,1)(2,1)] fLAMcaccdeengjxar toroidal fLAMcaccdeejgjxar SFS[D(3,1)(2,1)] fLAMcaccdeebgjaaj SFS[D(3,1)(2,1)] fLAMcaccdeengjaaj toroidal fLAMcaccdeejgjaaj SFS[D(3,1)(2,1)] fLLQccceddeufajjr toroidal fLLQccceddeufajwr toroidal fLAMcaccdeennjxar toroidal fLAMcaccdeejnjxar toroidal fLAMcaccdeebgnaaj toroidal fLAMcaccdeengnaaj SFS[D(3,1)(2,1)] fLAMcaccdeejgnaaj SFS[D(3,1)(2,1)] fLLQccceddeakavjr toroidal fLLQccceddeakavwr toroidal fLAMcaccdeenjjiar SFS[D(5,3)(3,1)] fLAMcaccdeejjjiar SFS[D(4,3)(3,1)] fLAMcaccdeejjjpaj SFS[D(4,1)(3,1)] fLAMcaccdeenjjpaj SFS[D(5,2)(3,1)] fLAMcaccdeenkkxar toroidal fLAMcaccdeejkkxar SFS[D(5,3)(3,1)] fLAMcaccdeenkkaaj toroidal fLAMcaccdeejkkaaj SFS[D(5,2)(3,1)] fLLQccceddeaoavjr toroidal fLLQccceddeaoavjn toroidal fLAMcaccdeenjjman SFS[D(5,2)(3,1)] fLAMcaccdeejjjman SFS[D(4,1)(3,1)] fLAMcaccdeejjjhak SFS[D(4,3)(3,1)] fLAMcaccdeenjjhak SFS[D(5,3)(3,1)] fLAMcaccdeenjjhar SFS[D(5,2)(3,1)] fLAMcaccdeejjjhar SFS[D(4,1)(3,1)] fLAMcaccdeenkkmar toroidal fLAMcaccdeejkkmar SFS[D(5,2)(3,1)] fLAMcaccdeenjjmaj SFS[D(5,3)(3,1)] fLAMcaccdeejjjmaj SFS[D(4,3)(3,1)] fLAMcaccdeenkkmak toroidal fLAMcaccdeejkkmak SFS[D(5,3)(3,1)] fLAMcaccdeebjnhar SFS[D(2,1)(2,1)] fLAMcaccdeebkwmar SFS[D(2,1)(2,1)] fLAMcaccdeebwbhar SFS[D(2,1)(2,1)] fLAMcaccdeebgnmar reducible fLAMcaccdeebgnmak SFS[D(3,1)(2,1)] fLLQccceddedwxwjn SFS[D(3,1)(2,1)] fLLQccceddedwxwwn SFS[D(3,1)(2,1)] fLAMcaccdeensbxxn toroidal fLAMcaccdeejsbxxn toroidal fLAMcaccdeensbaxk toroidal fLAMcaccdeejsbaxk toroidal fLLQccceddehwxwcn SFS[D(3,1)(2,1)] fLLQccceddehwxwjn m167(0,0) fLLQccceddehwxwwn m089(0,0) fLAMcaccdeebgbxxn SFS[D(7,2)(2,1)] fLAMcaccdeengbxxn m064(0,0) fLAMcaccdeejgbxxn m118(0,0) fLAMcaccdeensjaxk m258(0,0) fLAMcaccdeejsjaxk m248(0,0) fLLQccceddepwxwcn SFS[D(3,1)(2,1)] fLLQccceddepwxwjn m104(0,0) fLLQccceddepwxwwn m167(0,0) fLAMcaccdeennbxxn m271(0,0) fLAMcaccdeejnbxxn m270(0,0) fLAMcaccdeebsnaxk SFS[D(3,1)(2,1)] fLAMcaccdeensnaxk m103(0,0) fLAMcaccdeejsnaxk m166(0,0) fLLQccceddetnxccn SFS[D(3,1)(2,1)] fLLQccceddetnxcjn m100(0,0) fLLQccceddetnxcwn m030(0,0) fLAMcaccdeebsnxxn SFS[D(5,2)(2,1)] fLAMcaccdeensnxxn m011(0,0) fLAMcaccdeejsnxxn m017(0,0) fLAMcaccdeennbaxk m159(0,0) fLAMcaccdeejnbaxk m145(0,0) fLLQccceddelnxccn SFS[D(3,1)(2,1)] fLLQccceddelnxcjn m276(0,0) fLLQccceddelnxcwn m197(0,0) fLAMcaccdeebgnxxn toroidal fLAMcaccdeengnxxn toroidal fLAMcaccdeejgnxxn m016(0,0) fLAMcaccdeennjaxk m287(0,0) fLAMcaccdeejnjaxk m251(0,0) fLLQccceddeanxccn reducible fLLQccceddeanxcjn toroidal fLLQccceddeanxcwn toroidal fLAMcaccdeebnnxxn SFS[D(5,2)(2,1)] fLAMcaccdeennnxxn toroidal fLAMcaccdeebnnaxk SFS[D(3,1)(2,1)] fLAMcaccdeennnaxk toroidal fLAMcaccdeejnnaxk SFS[D(9,2)(2,1)] fLLQccceddeqfxjcn SFS[D(3,1)(2,1)] fLLQccceddeqfxjjn m054(0,0) fLLQccceddeqfxjwn m100(0,0) fLAMcaccdeensjxxn m178(0,0) fLAMcaccdeejsjxxn m185(0,0) fLAMcaccdeengbaxk m060(0,0) fLAMcaccdeejgbaxk m119(0,0) fLLQccceddeifxjcn reducible fLLQccceddeifxjjn toroidal fLLQccceddeifxjwn toroidal fLAMcaccdeebgjxxn SFS[D(8,3)(2,1)] fLAMcaccdeengjxxn toroidal fLAMcaccdeejgjxxn SFS[D(8,3)(2,1)] fLAMcaccdeebgjaxk SFS[D(8,3)(2,1)] fLAMcaccdeengjaxk toroidal fLAMcaccdeejgjaxk SFS[D(8,3)(2,1)] fLLQccceddeufxjcn SFS[D(3,1)(2,1)] fLLQccceddeufxjjn m225(0,0) fLLQccceddeufxjwn m299(0,0) fLAMcaccdeennjxxn m318(0,0) fLAMcaccdeejnjxxn m282(0,0) fLAMcaccdeebgnaxk toroidal fLAMcaccdeengnaxk toroidal fLAMcaccdeejgnaxk m055(0,0) fLLQccceddeakxvjn toroidal fLLQccceddeakxvwn toroidal fLAMcaccdeebjjixn SFS[D(2,1)(2,1)] fLAMcaccdeenjjixn toroidal fLAMcaccdeejjjixn toroidal fLAMcaccdeebjjpxk SFS[D(2,1)(2,1)] fLAMcaccdeejjjpxk toroidal fLAMcaccdeenjjpxk toroidal fLAMcaccdeebkkxxn SFS[D(2,1)(2,1)] fLAMcaccdeenkkxxn toroidal fLAMcaccdeejkkxxn toroidal fLAMcaccdeebkkaxk SFS[D(2,1)(2,1)] fLAMcaccdeenkkaxk toroidal fLAMcaccdeejkkaxk toroidal fLAMcaccdeejggdxn SFS[D(2,1)(2,1)] fLAMcaccdeejgguxk SFS[D(2,1)(2,1)] fLLQccceddedgxbcn reducible fLLQccceddeawhvww toroidal fLLQccceddeawhvjw toroidal fLAMcaccdeenjjqqj SFS[D(8,3)(5,2)] fLAMcaccdeejjjqqj SFS[D(8,3)(4,1)] fLAMcaccdeejjjlhw SFS[D(8,5)(4,1)] fLAMcaccdeenjjlhw SFS[D(8,5)(5,2)] fLAMcaccdeenjjdhr SFS[D(8,3)(5,2)] fLAMcaccdeejjjdhr SFS[D(8,3)(4,1)] fLAMcaccdeenkkihr toroidal fLAMcaccdeejkkihr SFS[D(8,3)(5,2)] fLAMcaccdeenjjaqj SFS[D(8,5)(5,2)] fLAMcaccdeejjjaqj SFS[D(8,5)(4,1)] fLAMcaccdeenkkehw toroidal fLAMcaccdeejkkehw SFS[D(8,5)(5,2)] fLAMcaccdeebjnqqj SFS[D(5,2)(2,1)] fLAMcaccdeebkwlqj SFS[D(5,2)(2,1)] fLAMcaccdeebjnaqj SFS[D(3,1)(2,1)] fLAMcaccdeebkwuqj SFS[D(3,1)(2,1)] fLAMcaccdeebwbaqj SFS[D(3,1)(2,1)] fLAMcaccdeebwbqqj SFS[D(5,2)(2,1)] fLAMcaccdeebgnehw SFS[D(7,2)(2,1)] fLLQccecddeahvvjr toroidal fLLQccecddeahvvwr toroidal fLAMcaccdeebjjehr SFS[D(5,2)(2,1)] fLAMcaccdeenjjehr toroidal fLAMcaccdeejjjehr toroidal fLAMcaccdeebjjeqj SFS[D(5,2)(2,1)] fLAMcaccdeejjjeqj toroidal fLAMcaccdeenjjeqj toroidal fLAMcaccdeebkkqhr SFS[D(5,2)(2,1)] fLAMcaccdeenkkqhr toroidal fLAMcaccdeejkkqhr toroidal fLAMcaccdeebkkqqj SFS[D(5,2)(2,1)] fLAMcaccdeenkkqqj toroidal fLAMcaccdeejkkqqj toroidal fLAMcaccdeejgglhr SFS[D(5,2)(2,1)] fLAMcaccdeejgglqj SFS[D(5,2)(2,1)] fLLQccecddedhbbcr reducible fLAMcaccdeebgnexn SFS[D(8,3)(2,1)] fLLQccceddeawxvjn toroidal fLLQccceddeawxvwn toroidal fLAMcaccdeenjjlxn SFS[D(7,5)(5,2)] fLAMcaccdeejjjlxn SFS[D(7,5)(4,1)] fLAMcaccdeejjjqxk SFS[D(7,2)(4,1)] fLAMcaccdeenjjqxk SFS[D(7,2)(5,2)] fLAMcaccdeenjjahr SFS[D(7,5)(5,2)] fLAMcaccdeejjjahr SFS[D(7,5)(4,1)] fLAMcaccdeenkkexn toroidal fLAMcaccdeejkkexn SFS[D(7,5)(5,2)] fLAMcaccdeenjjdqj SFS[D(7,2)(5,2)] fLAMcaccdeejjjdqj SFS[D(7,2)(4,1)] fLAMcaccdeenkkiqj toroidal fLAMcaccdeejkkiqj SFS[D(7,2)(5,2)] fLAMcaccdeebjnahr SFS[D(2,1)(2,1)] fLAMcaccdeebkwuhr SFS[D(2,1)(2,1)] fLAMcaccdeebwbqxk SFS[D(5,2)(2,1)] fLAMcaccdeebjnqxk SFS[D(5,2)(2,1)] fLAMcaccdeebkwlxk SFS[D(5,2)(2,1)] fLAMcaccdeebwbahr SFS[D(2,1)(2,1)] fLLQccecddedhrwjr SFS[D(5,2)(3,1)] fLLQccecddedhrwwr SFS[D(5,3)(3,1)] fLAMcaccdeensbqhr toroidal fLAMcaccdeejsbqhr toroidal fLAMcaccdeensbqqj toroidal fLAMcaccdeejsbqqj toroidal fLLQccecddehhrwcr SFS[D(5,3)(3,1)] fLLQccecddehhrwjr m143(0,0) fLLQccecddehhrwwr m035(0,0) fLAMcaccdeebgbqhr SFS[D(8,3)(2,1)] fLAMcaccdeengbqhr m016(0,0) fLAMcaccdeejgbqhr m118(0,0) fLAMcaccdeensjqqj m233(0,0) fLAMcaccdeejsjqqj m231(0,0) fLLQccecddephrwcr SFS[D(5,2)(3,1)] fLLQccecddephrwjr m079(0,0) fLLQccecddephrwwr m143(0,0) fLAMcaccdeennbqhr m267(0,0) fLAMcaccdeejnbqhr m273(0,0) fLAMcaccdeebsnqqj SFS[D(2,1)(2,1)] fLAMcaccdeensnqqj m102(0,0) fLAMcaccdeejsnqqj m172(0,0) fLLQccecddepqrwcj SFS[D(5,3)(3,1)] fLLQccecddepqrwwj m115(0,0) fLLQccecddepqrwjj m058(0,0) fLAMcaccdeebsnqhr SFS[D(3,1)(2,1)] fLAMcaccdeensnqhr m083(0,0) fLAMcaccdeejsnqhr m165(0,0) fLAMcaccdeennbqqj m246(0,0) fLAMcaccdeejnbqqj m256(0,0) fLLQccecddelhcccr SFS[D(5,2)(3,1)] fLLQccecddelhccjr m229(0,0) fLLQccecddelhccwr m142(0,0) fLAMcaccdeebgnqhr toroidal fLAMcaccdeengnqhr toroidal fLAMcaccdeejgnqhr m052(0,0) fLAMcaccdeennjqqj m272(0,0) fLAMcaccdeejnjqqj m244(0,0) fLLQccecddeahcccr reducible fLLQccecddeahccjr toroidal fLLQccecddeahccwr toroidal fLAMcaccdeebnnqhr SFS[D(3,1)(2,1)] fLAMcaccdeennnqhr toroidal fLAMcaccdeejnnqhr SFS[D(12,5)(2,1)] fLAMcaccdeebnnqqj SFS[D(2,1)(2,1)] fLAMcaccdeennnqqj toroidal fLAMcaccdeejnnqqj SFS[D(13,5)(2,1)] fLLQccecddehqrwcj SFS[D(5,2)(3,1)] fLLQccecddehqrwwj m015(0,0) fLLQccecddehqrwjj m115(0,0) fLAMcaccdeensjqhr m213(0,0) fLAMcaccdeejsjqhr m214(0,0) fLAMcaccdeebgbqqj SFS[D(7,2)(2,1)] fLAMcaccdeengbqqj m019(0,0) fLAMcaccdeejgbqqj m119(0,0) fLLQccecddeihsjcr reducible fLLQccecddeihsjjr SFS[D(5,3)(3,1)] fLLQccecddeihsjwr SFS[D(5,2)(3,1)] fLAMcaccdeengjqhr SFS[D(5,2)(2,1)] fLAMcaccdeengjqqj SFS[D(5,2)(2,1)] fLLQccecddelqcccj SFS[D(5,3)(3,1)] fLLQccecddelqccwj m146(0,0) fLLQccecddelqccjj m239(0,0) fLAMcaccdeennjqhr m281(0,0) fLAMcaccdeejnjqhr m263(0,0) fLAMcaccdeebgnqqj toroidal fLAMcaccdeengnqqj toroidal fLAMcaccdeejgnqqj m060(0,0) fLLQccceddedwhwjw SFS[D(3,1)(3,1)] fLLQccceddedwhwww SFS[D(3,1)(3,2)] fLAMcaccdeensbxhw toroidal fLAMcaccdeejsbxhw toroidal fLAMcaccdeensbaqj toroidal fLAMcaccdeejsbaqj toroidal fLLQccceddehwhwcw SFS[D(3,1)(3,2)] fLLQccceddehwhwjw m169(0,0) fLLQccceddehwhwww m084(0,0) fLAMcaccdeebgbxhw SFS[D(8,3)(2,1)] fLAMcaccdeengbxhw m055(0,0) fLAMcaccdeejgbxhw m119(0,0) fLAMcaccdeensjaqj m266(0,0) fLAMcaccdeejsjaqj m255(0,0) fLLQccceddepwhwcw SFS[D(3,1)(3,1)] fLLQccceddepwhwjw m110(0,0) fLLQccceddepwhwww m169(0,0) fLAMcaccdeennbxhw m277(0,0) fLAMcaccdeejnbxhw m278(0,0) fLAMcaccdeebsnaqj SFS[D(2,1)(2,1)] fLAMcaccdeensnaqj m112(0,0) fLAMcaccdeejsnaqj m173(0,0) fLLQccceddetnhccw SFS[D(3,1)(3,2)] fLLQccceddetnhcjw m036(0,0) fLLQccceddetnhcww m007(0,0) fLAMcaccdeebsnxhw SFS[D(5,2)(2,1)] fLAMcaccdeensnxhw toroidal fLAMcaccdeejsnxhw m016(0,0) fLAMcaccdeennbaqj m100(0,0) fLAMcaccdeejnbaqj m082(0,0) fLLQccceddelnhccw SFS[D(3,1)(3,1)] fLLQccceddelnhcjw m259(0,0) fLLQccceddelnhcww m186(0,0) fLAMcaccdeebgnxhw toroidal fLAMcaccdeengnxhw toroidal fLAMcaccdeejgnxhw m019(0,0) fLAMcaccdeennjaqj m276(0,0) fLAMcaccdeejnjaqj m241(0,0) fLLQccceddeanhccw reducible fLLQccceddeanhcjw toroidal fLLQccceddeanhcww toroidal fLAMcaccdeebnnxhw SFS[D(5,2)(2,1)] fLAMcaccdeennnxhw toroidal fLAMcaccdeejnnxhw SFS[D(4,1)(2,1)] fLAMcaccdeebnnaqj SFS[D(2,1)(2,1)] fLAMcaccdeennnaqj toroidal fLAMcaccdeejnnaqj SFS[D(11,3)(2,1)] fLLQccceddeqfhjcw SFS[D(3,1)(3,1)] fLLQccceddeqfhjjw m033(0,0) fLLQccceddeqfhjww m036(0,0) fLAMcaccdeensjxhw m170(0,0) fLAMcaccdeejsjxhw m180(0,0) fLAMcaccdeengbaqj m052(0,0) fLAMcaccdeejgbaqj m118(0,0) fLLQccceddeifhjcw reducible fLLQccceddeifhjjw toroidal fLLQccceddeifhjww toroidal fLAMcaccdeebgjxhw SFS[D(7,2)(2,1)] fLAMcaccdeengjxhw toroidal fLAMcaccdeejgjxhw SFS[D(7,2)(2,1)] fLAMcaccdeebgjaqj SFS[D(7,2)(2,1)] fLAMcaccdeengjaqj toroidal fLAMcaccdeejgjaqj SFS[D(7,2)(2,1)] fLLQccceddeufhjcw SFS[D(3,1)(3,2)] fLLQccceddeufhjjw m217(0,0) fLLQccceddeufhjww m296(0,0) fLAMcaccdeennjxhw m316(0,0) fLAMcaccdeejnjxhw m284(0,0) fLAMcaccdeebgnaqj toroidal fLAMcaccdeengnaqj toroidal fLAMcaccdeejgnaqj m064(0,0) fLLQccceddeakhvjw toroidal fLLQccceddeakhvww toroidal fLAMcaccdeebjjihw SFS[D(3,1)(2,1)] fLAMcaccdeenjjihw toroidal fLAMcaccdeejjjihw toroidal fLAMcaccdeebjjpqj SFS[D(3,1)(2,1)] fLAMcaccdeejjjpqj toroidal fLAMcaccdeenjjpqj toroidal fLAMcaccdeebkkxhw SFS[D(3,1)(2,1)] fLAMcaccdeenkkxhw toroidal fLAMcaccdeejkkxhw toroidal fLAMcaccdeebkkaqj SFS[D(3,1)(2,1)] fLAMcaccdeenkkaqj toroidal fLAMcaccdeejkkaqj toroidal fLAMcaccdeejggdhw SFS[D(3,1)(2,1)] fLAMcaccdeejgguqj SFS[D(3,1)(2,1)] fLLQccceddedghbcw reducible fLLQccceddeaohvjw SFS[D(3,1)(2,1)] fLLQccceddeaohvww SFS[D(3,1)(2,1)] fLAMcaccdeenkkmhw SFS[D(2,1)(2,1)] fLAMcaccdeenkkmxn SFS[D(2,1)(2,1)] fLAMcaccdeebjnhhw SFS[D(2,1)(2,1)] fLAMcaccdeebkwmhw SFS[D(2,1)(2,1)] fLAMcaccdeebwbhxn SFS[D(3,1)(2,1)] fLAMcaccdeebjnhxn SFS[D(3,1)(2,1)] fLAMcaccdeebkwmxn SFS[D(3,1)(2,1)] fLAMcaccdeebwbhhw SFS[D(2,1)(2,1)] fLAMcaccdeebgnmhw SFS[D(8,3)(2,1)] fLAMcaccdeebgnmxn SFS[D(7,2)(2,1)] fLAMcaccdeebcbapr SFS[D(2,1)(2,1)] fLAMcaccdeebffdtw SFS[D(2,1)(2,1)] fLLQccecddedpbbcr reducible fLLQccecddedlbbcs reducible fLLQccecddealcccs reducible fLLQccecddeilsjcs reducible fLLQccecddeilsjjs SFS[D(4,3)(3,1)] fLLQccecddeilsjws SFS[D(4,1)(3,1)] fLAMcaccdeengjqls SFS[D(4,1)(2,1)] fLAMcaccdeengjqtw SFS[D(4,1)(2,1)] fLAMcaccdeebffdpr SFS[D(2,1)(2,1)] fLAMcaccdeebcbatw SFS[D(2,1)(2,1)] fLLQccecddeadvvjo SFS[D(3,1)(2,1)] fLAMcaccdeenkkqdo SFS[D(2,1)(2,1)] fLLQccceddeivljcb reducible fLLQccceddeivljjb reducible fLLQccceddeivljwb reducible fLAMcaccdeengjepc reducible fLAMcaccdeengjiib reducible fLLQccceddeinlocb reducible fLAMcaccdeebfvpif reducible fLLQccceddeaoevjv SFS[D(3,1)(2,1)] fLLQccceddeaoevwv SFS[D(3,1)(2,1)] fLAMcaccdeenkkmmb SFS[D(2,1)(2,1)] fLAMcaccdeenkkmpc SFS[D(2,1)(2,1)] fLAMcaccdeenwjmlc SFS[D(2,1)(2,1)] fLAMcaccdeejgvtmb SFS[D(2,1)(2,1)] fLAMcaccdeebcjmif reducible fLAMcaccdeencjmif SFS[D(3,1)(2,1)] fLAMcaccdeejcjmif SFS[D(3,1)(2,1)] fLAMcaccdeensbxxb SFS[D(4,1)(2,1)] fLAMcaccdeejsbxxb SFS[D(5,2)(2,1)] fLAMcaccdeensbaxf SFS[D(4,1)(2,1)] fLAMcaccdeejsbaxf SFS[D(5,2)(2,1)] fLLQccceddehwxwjb SFS[D(5,2)(2,1)] fLLQccceddehwxwwb SFS[D(4,1)(2,1)] fLAMcaccdeebgbxxb SFS[D(2,1)(2,1)] fLAMcaccdeensjaxf SFS[D(5,2)(2,1)] fLAMcaccdeejsjaxf SFS[D(4,1)(2,1)] fLLQccceddepwxwjb toroidal fLLQccceddepwxwwb SFS[D(5,2)(2,1)] fLAMcaccdeennbxxb SFS[D(5,2)(2,1)] fLAMcaccdeejnbxxb toroidal fLAMcaccdeebsnaxf reducible fLAMcaccdeensnaxf toroidal fLAMcaccdeejsnaxf toroidal fLLQccceddeanxcjb SFS[D(2,1)(2,1)] fLAMcaccdeejnnxxb SFS[D(2,1)(2,1)] fLAMcaccdeebnnaxf reducible fLAMcaccdeennnaxf SFS[D(3,1)(2,1)] fLAMcaccdeejnnaxf SFS[D(3,1)(2,1)] fLLQccceddeufxjjb SFS[D(2,1)(2,1)] fLAMcaccdeejnjxxb SFS[D(2,1)(2,1)] fLAMcaccdeebgnaxf reducible fLAMcaccdeengnaxf SFS[D(3,1)(2,1)] fLAMcaccdeejgnaxf SFS[D(3,1)(2,1)] fLLQccceddeakxvjb SFS[D(3,1)(2,1)] fLLQccceddeakxvwb SFS[D(3,1)(2,1)] fLAMcaccdeenkkxxb SFS[D(2,1)(2,1)] fLAMcaccdeenkkaxf SFS[D(2,1)(2,1)] fLLQccceddeawhvwv SFS[D(3,1)(2,1)] fLLQccceddeawhvjv SFS[D(3,1)(2,1)] fLAMcaccdeenkkiho SFS[D(2,1)(2,1)] fLAMcaccdeenkkehc SFS[D(2,1)(2,1)] fLAMcaccdeebjnaqb reducible fLAMcaccdeebkwuqb reducible fLAMcaccdeebwbaqb reducible fLAMcaccdeebgnehc SFS[D(2,1)(2,1)] fLLQccecddeahvvjo SFS[D(3,1)(2,1)] fLLQccecddeahvvwo SFS[D(3,1)(2,1)] fLAMcaccdeenkkqho SFS[D(2,1)(2,1)] fLAMcaccdeenkkqqb SFS[D(2,1)(2,1)] fLLQccceddeawxvjb toroidal fLLQccceddeawxvwb toroidal fLAMcaccdeenjjlxb SFS[D(5,2)(2,1)] fLAMcaccdeejjjlxb SFS[D(4,1)(2,1)] fLAMcaccdeejjjqxf SFS[D(4,1)(2,1)] fLAMcaccdeenjjqxf SFS[D(5,2)(2,1)] fLAMcaccdeenjjaho SFS[D(5,2)(2,1)] fLAMcaccdeejjjaho SFS[D(4,1)(2,1)] fLAMcaccdeenkkexb toroidal fLAMcaccdeejkkexb SFS[D(5,2)(2,1)] fLAMcaccdeenjjdqb SFS[D(5,2)(2,1)] fLAMcaccdeejjjdqb SFS[D(4,1)(2,1)] fLAMcaccdeenkkiqb toroidal fLAMcaccdeejkkiqb SFS[D(5,2)(2,1)] fLAMcaccdeensbqho SFS[D(4,1)(2,1)] fLAMcaccdeejsbqho SFS[D(5,2)(2,1)] fLAMcaccdeensbqqb SFS[D(4,1)(2,1)] fLAMcaccdeejsbqqb SFS[D(5,2)(2,1)] fLLQccecddepqrwwb SFS[D(5,2)(2,1)] fLLQccecddepqrwjb toroidal fLAMcaccdeebsnqho reducible fLAMcaccdeensnqho toroidal fLAMcaccdeejsnqho toroidal fLAMcaccdeennbqqb SFS[D(5,2)(2,1)] fLAMcaccdeejnbqqb toroidal fLLQccecddelhccwo SFS[D(2,1)(2,1)] fLAMcaccdeebgnqho reducible fLAMcaccdeengnqho SFS[D(3,1)(2,1)] fLAMcaccdeejgnqho SFS[D(3,1)(2,1)] fLAMcaccdeejnjqqb SFS[D(2,1)(2,1)] fLLQccecddeahccwo SFS[D(2,1)(2,1)] fLAMcaccdeebnnqho reducible fLAMcaccdeennnqho SFS[D(3,1)(2,1)] fLAMcaccdeejnnqho SFS[D(3,1)(2,1)] fLAMcaccdeejnnqqb SFS[D(2,1)(2,1)] fLLQccecddehqrwwb SFS[D(4,1)(2,1)] fLLQccecddehqrwjb SFS[D(5,2)(2,1)] fLAMcaccdeensjqho SFS[D(5,2)(2,1)] fLAMcaccdeejsjqho SFS[D(4,1)(2,1)] fLAMcaccdeebgbqqb SFS[D(2,1)(2,1)] fLLQccceddedwhwjv reducible fLLQccceddedwhwwv reducible fLAMcaccdeensbxhc reducible fLAMcaccdeensbaqc reducible fLLQccceddehwhwcv reducible fLLQccceddehwhwjv SFS[D(3,1)(3,2)] fLLQccceddehwhwwv SFS[D(3,1)(3,1)] fLAMcaccdeengbxhc SFS[D(3,1)(2,1)] fLAMcaccdeensjaqc SFS[D(3,1)(2,1)] fLLQccceddepwhwcv reducible fLLQccceddepwhwjv SFS[D(3,1)(3,1)] fLLQccceddepwhwwv SFS[D(3,1)(3,2)] fLAMcaccdeennbxhc SFS[D(3,1)(2,1)] fLAMcaccdeensnaqc SFS[D(3,1)(2,1)] fLLQccceddetnhccv reducible fLLQccceddetnhcjv SFS[D(3,1)(3,2)] fLLQccceddetnhcwv SFS[D(3,1)(3,1)] fLAMcaccdeensnxhc SFS[D(3,1)(2,1)] fLAMcaccdeennbaqc SFS[D(3,1)(2,1)] fLLQccceddelnhccv reducible fLLQccceddelnhcjv SFS[D(3,1)(3,1)] fLLQccceddelnhcwv SFS[D(3,1)(3,2)] fLAMcaccdeengnxhc SFS[D(3,1)(2,1)] fLAMcaccdeennjaqc SFS[D(3,1)(2,1)] fLLQccceddeanhccv reducible fLLQccceddeanhcjv reducible fLLQccceddeanhcwv reducible fLAMcaccdeennnxhc reducible fLAMcaccdeennnaqc reducible fLLQccceddeqfhjcv reducible fLLQccceddeqfhjjv SFS[D(3,1)(3,1)] fLLQccceddeqfhjwv SFS[D(3,1)(3,2)] fLAMcaccdeensjxhc SFS[D(3,1)(2,1)] fLAMcaccdeengbaqc SFS[D(3,1)(2,1)] fLLQccceddeifhjcv reducible fLLQccceddeifhjjv toroidal fLLQccceddeifhjwv toroidal fLAMcaccdeebgjxhc SFS[D(2,1)(2,1)] fLAMcaccdeengjxhc toroidal fLAMcaccdeejgjxhc SFS[D(2,1)(2,1)] fLAMcaccdeebgjaqc SFS[D(2,1)(2,1)] fLAMcaccdeengjaqc toroidal fLAMcaccdeejgjaqc SFS[D(2,1)(2,1)] fLLQccceddeufhjcv reducible fLLQccceddeufhjjv SFS[D(3,1)(3,2)] fLLQccceddeufhjwv SFS[D(3,1)(3,1)] fLAMcaccdeennjxhc SFS[D(3,1)(2,1)] fLAMcaccdeengnaqc SFS[D(3,1)(2,1)] fLLQccceddeakhvjv reducible fLLQccceddeakhvwv reducible fLAMcaccdeebjjihc reducible fLAMcaccdeenjjihc reducible fLAMcaccdeejjjihc reducible fLAMcaccdeebjjpqc reducible fLAMcaccdeejjjpqc reducible fLAMcaccdeenjjpqc reducible fLAMcaccdeebkkxhc reducible fLAMcaccdeenkkxhc reducible fLAMcaccdeejkkxhc reducible fLAMcaccdeebkkaqc reducible fLAMcaccdeenkkaqc reducible fLAMcaccdeejkkaqc reducible fLAMcaccdeejggdhc reducible fLAMcaccdeejgguqc reducible fLLQccceddedghbcv reducible fLLQccceddeaohvjv SFS[D(3,1)(2,1)] fLLQccceddeaohvwv SFS[D(3,1)(2,1)] fLAMcaccdeenkkmhc SFS[D(2,1)(2,1)] fLAMcaccdeenkkmxb SFS[D(2,1)(2,1)] fLAMcaccdeebwbhxb reducible fLAMcaccdeebjnhxb reducible fLAMcaccdeebkwmxb reducible fLAMcaccdeebgnmxb SFS[D(2,1)(2,1)] fLLQccceddelomvco reducible fLLQccceddeloivco reducible fLLQccceddepvmbco reducible fLLQccceddehvmbco reducible fLLQccceddedvmbco reducible fLLQccceddepvibco reducible fLLQccceddedvibco reducible fLLQccceddehvibco reducible fLAMcaccdeebrvmec reducible fLAMcaccdeebrvhdc reducible fLAMcaccdeebrvheb reducible fLAMcaccdeebrvmdf reducible fLLQccceddeigijco reducible fLLQccceddeigijwo SFS[A(3,1)] fLLQccceddeigijjo SFS[A(3,1)] fLAMcaccdeebgjmeb T2xI fLAMcaccdeengjmeb SFS[A(2,1)] fLAMcaccdeejgjmeb T2xI fLAMcaccdeebgjmdc T2xI fLAMcaccdeengjmdc SFS[A(2,1)] fLAMcaccdeejgjmdc T2xI fLAMcaccdeebgfxtv SFS[D(2,1)(2,1)] fLAMcaccdeebkfilf reducible fLAMcaccdeebjwdlf reducible fLAMcaccdeebrgilf reducible fLAMcaccdeebgfdlf SFS[D(2,1)(2,1)] fLAMcaccdeebrgdtv reducible fLAMcaccdeebkfdtv reducible fLAMcaccdeebjwxtv reducible fLAMcaccdeebgfxlv SFS[D(2,1)(2,1)] fLAMcaccdeebkfdlv reducible fLAMcaccdeebjwxlv reducible fLAMcaccdeebrgdlv reducible fLAMcaccdeebgbelf T2xI fLAMcaccdeebwwllv reducible fLAMcaccdeebkfitf reducible fLAMcaccdeebjwdtf reducible fLAMcaccdeebrgitf reducible fLAMcaccdeebgfdtf SFS[D(2,1)(2,1)] fLAMcaccdeebgbetf T2xI fLAMcaccdeebwwtlf reducible fLAMcaccdeenjneav SFS[D(5,2)(3,1)] fLAMcaccdeejjneav toroidal fLAMcaccdeejwjeav SFS[D(4,1)(3,1)] fLAMcaccdeenwjeav SFS[D(5,2)(3,1)] fLAMcaccdeencjeav SFS[D(5,3)(3,1)] fLAMcaccdeejcjeav SFS[D(4,3)(3,1)] fLAMcaccdeenkwqav SFS[D(4,1)(3,1)] fLAMcaccdeejkwqav SFS[D(5,2)(3,1)] fLAMcaccdeejnglav toroidal fLAMcaccdeejsglav toroidal fLAMcaccdeenjbeav SFS[D(5,3)(3,1)] fLAMcaccdeejjbeav toroidal fLAMcaccdeenfkqav SFS[D(4,3)(3,1)] fLAMcaccdeejfkqav SFS[D(5,3)(3,1)] fLAMcaccdeebwneav SFS[D(2,1)(2,1)] fLAMcaccdeensbeaf SFS[D(4,1)(2,1)] fLAMcaccdeejsbeaf SFS[D(5,2)(2,1)] fLAMcaccdeensbiav SFS[D(4,1)(2,1)] fLAMcaccdeejsbiav SFS[D(5,2)(2,1)] fLLQccceddehoawjo SFS[D(5,2)(2,1)] fLLQccceddehoawwo toroidal fLAMcaccdeenkvlaf SFS[D(4,1)(2,1)] fLAMcaccdeejkvlaf SFS[D(5,2)(2,1)] fLAMcaccdeenkvaav SFS[D(4,1)(2,1)] fLAMcaccdeejkvaav SFS[D(5,2)(2,1)] fLAMcaccdeengbeaf toroidal fLAMcaccdeejgbeaf toroidal fLAMcaccdeejckeab SFS[D(5,2)(2,1)] fLAMcaccdeejjopav SFS[D(4,1)(2,1)] fLAMcaccdeensjiav SFS[D(5,2)(2,1)] fLAMcaccdeejsjiav toroidal fLAMcaccdeejjoqaf SFS[D(4,1)(2,1)] fLAMcaccdeejckxav SFS[D(5,2)(2,1)] fLLQccceddepoawjo SFS[D(4,1)(2,1)] fLLQccceddepoawwo SFS[D(5,2)(2,1)] fLAMcaccdeennbeaf SFS[D(5,2)(2,1)] fLAMcaccdeejnbeaf SFS[D(4,1)(2,1)] fLLQccceddetbacjo m016(0,0) fLLQccceddetbacwo m017(0,0) fLAMcaccdeensneaf m016(0,0) fLAMcaccdeejsneaf m017(0,0) fLAMcaccdeennbiav m017(0,0) fLAMcaccdeejnbiav m016(0,0) fLLQccceddelbacjo m019(0,0) fLLQccceddelbacwo m011(0,0) fLAMcaccdeebgneaf SFS[D(3,1)(2,1)] fLAMcaccdeengneaf toroidal fLAMcaccdeejgneaf m003(0,0) fLAMcaccdeennjiav m016(0,0) fLAMcaccdeejnjiav m006(0,0) fLLQccceddeabacjo SFS[D(4,1)(2,1)] fLLQccceddeabacwo SFS[D(5,2)(2,1)] fLAMcaccdeennneaf SFS[D(5,2)(2,1)] fLAMcaccdeejnneaf SFS[D(4,1)(2,1)] fLLQccceddeqvajjo m006(0,0) fLLQccceddeqvajwo m016(0,0) fLAMcaccdeensjeaf m019(0,0) fLAMcaccdeejsjeaf m011(0,0) fLAMcaccdeebgbiav SFS[D(3,1)(2,1)] fLAMcaccdeengbiav m003(0,0) fLAMcaccdeejgbiav toroidal fLLQccceddeivajjo toroidal fLLQccceddeivajwo toroidal fLAMcaccdeebgjeaf SFS[D(3,1)(2,1)] fLAMcaccdeengjeaf toroidal fLAMcaccdeejgjeaf SFS[D(3,1)(2,1)] fLAMcaccdeebgjiav SFS[D(3,1)(2,1)] fLAMcaccdeengjiav toroidal fLAMcaccdeejgjiav SFS[D(3,1)(2,1)] fLLQccceddeuvajjo toroidal fLLQccceddeuvajwo toroidal fLAMcaccdeennjeaf toroidal fLAMcaccdeejnjeaf toroidal fLAMcaccdeengniav SFS[D(3,1)(2,1)] fLAMcaccdeejgniav SFS[D(3,1)(2,1)] fLLQccceddeawavjo toroidal fLLQccceddeawavwo toroidal fLAMcaccdeenjjlaf SFS[D(5,3)(3,1)] fLAMcaccdeejjjlaf SFS[D(4,3)(3,1)] fLAMcaccdeejjjqab SFS[D(4,1)(3,1)] fLAMcaccdeenjjqab SFS[D(5,2)(3,1)] fLAMcaccdeenjjaav SFS[D(5,3)(3,1)] fLAMcaccdeejjjaav SFS[D(4,3)(3,1)] fLAMcaccdeenkkeaf toroidal fLAMcaccdeejkkeaf SFS[D(5,3)(3,1)] fLAMcaccdeenjjdav SFS[D(5,2)(3,1)] fLAMcaccdeejjjdav SFS[D(4,1)(3,1)] fLAMcaccdeenkkiav toroidal fLAMcaccdeejkkiav SFS[D(5,2)(3,1)] fLAMcaccdeebjndav SFS[D(2,1)(2,1)] fLAMcaccdeebkwiav SFS[D(2,1)(2,1)] fLAMcaccdeebwbqab SFS[D(2,1)(2,1)] fLAMcaccdeebrweaf SFS[D(2,1)(2,1)] fLAMcaccdeebwbdav SFS[D(2,1)(2,1)] fLAMcaccdeebjnqab SFS[D(2,1)(2,1)] fLAMcaccdeebkwlab SFS[D(2,1)(2,1)] fLLQccecddedarwjv SFS[D(3,1)(2,1)] fLAMcaccdeensbqav toroidal fLAMcaccdeejsbqav toroidal fLLQccecddeharwcv SFS[D(3,1)(2,1)] fLLQccecddeharwjv toroidal fLLQccecddeharwwv SFS[D(3,1)(2,1)] fLAMcaccdeebgbqav SFS[D(3,1)(2,1)] fLAMcaccdeengbqav SFS[D(3,1)(2,1)] fLAMcaccdeejgbqav toroidal fLAMcaccdeensjqav toroidal fLAMcaccdeejsjqav toroidal fLLQccecddeparwcv SFS[D(3,1)(2,1)] fLLQccecddeparwjv m003(0,0) fLLQccecddeparwwv toroidal fLAMcaccdeennbqav m011(0,0) fLAMcaccdeejnbqav m019(0,0) fLAMcaccdeensnqav m006(0,0) fLAMcaccdeejsnqav m016(0,0) fLLQccecddeaaccjv toroidal fLAMcaccdeejffeav SFS[D(4,1)(2,1)] fLAMcaccdeenffeav SFS[D(5,2)(2,1)] fLAMcaccdeennnqav toroidal fLAMcaccdeejnnqav SFS[D(5,2)(2,1)] fLAMcaccdeebkgeav T2xI fLAMcaccdeebjklav T2xI fLLQccecddelacccv SFS[D(3,1)(2,1)] fLLQccecddelaccwv SFS[D(3,1)(2,1)] fLLQccecddelaccjv toroidal fLAMcaccdeennjqav toroidal fLAMcaccdeejnjqav toroidal fLAMcaccdeebgnqav SFS[D(3,1)(2,1)] fLAMcaccdeengnqav SFS[D(3,1)(2,1)] fLAMcaccdeejgnqav toroidal fLAMcaccdeensbxaf SFS[D(4,1)(2,1)] fLAMcaccdeejsbxaf SFS[D(5,2)(2,1)] fLAMcaccdeensbaab SFS[D(4,1)(2,1)] fLAMcaccdeejsbaab SFS[D(5,2)(2,1)] fLLQccceddehwawjo m016(0,0) fLLQccceddehwawwo m006(0,0) fLAMcaccdeebgbxaf SFS[D(3,1)(2,1)] fLAMcaccdeengbxaf m003(0,0) fLAMcaccdeejgbxaf toroidal fLAMcaccdeensjaab m019(0,0) fLAMcaccdeejsjaab m011(0,0) fLLQccceddepwawjo m017(0,0) fLLQccceddepwawwo m016(0,0) fLAMcaccdeennbxaf m017(0,0) fLAMcaccdeejnbxaf m016(0,0) fLAMcaccdeensnaab m016(0,0) fLAMcaccdeejsnaab m017(0,0) fLLQccceddetnacjo SFS[D(5,2)(2,1)] fLLQccceddetnacwo SFS[D(4,1)(2,1)] fLAMcaccdeennbaab SFS[D(5,2)(2,1)] fLAMcaccdeejnbaab SFS[D(4,1)(2,1)] fLLQccceddelnacjo toroidal fLLQccceddelnacwo toroidal fLAMcaccdeengnxaf SFS[D(3,1)(2,1)] fLAMcaccdeejgnxaf SFS[D(3,1)(2,1)] fLAMcaccdeennjaab toroidal fLAMcaccdeejnjaab toroidal fLLQccceddeanacjo SFS[D(5,2)(2,1)] fLLQccceddeanacwo SFS[D(4,1)(2,1)] fLAMcaccdeennnaab SFS[D(5,2)(2,1)] fLAMcaccdeejnnaab SFS[D(4,1)(2,1)] fLLQccceddeqfajjo toroidal fLLQccceddeqfajwo SFS[D(5,2)(2,1)] fLAMcaccdeejkvpab SFS[D(5,2)(2,1)] fLAMcaccdeenkvpab SFS[D(4,1)(2,1)] fLAMcaccdeensjxaf SFS[D(5,2)(2,1)] fLAMcaccdeejsjxaf toroidal fLAMcaccdeengbaab toroidal fLAMcaccdeejgbaab toroidal fLAMcaccdeejckdaf SFS[D(5,2)(2,1)] fLAMcaccdeejjouab SFS[D(4,1)(2,1)] fLLQccceddeifajjo toroidal fLLQccceddeifajwo toroidal fLAMcaccdeebgjxaf SFS[D(3,1)(2,1)] fLAMcaccdeengjxaf toroidal fLAMcaccdeejgjxaf SFS[D(3,1)(2,1)] fLAMcaccdeebgjaab SFS[D(3,1)(2,1)] fLAMcaccdeengjaab toroidal fLAMcaccdeejgjaab SFS[D(3,1)(2,1)] fLLQccceddeufajjo m011(0,0) fLLQccceddeufajwo m019(0,0) fLAMcaccdeennjxaf m016(0,0) fLAMcaccdeejnjxaf m006(0,0) fLAMcaccdeebgnaab SFS[D(3,1)(2,1)] fLAMcaccdeengnaab toroidal fLAMcaccdeejgnaab m003(0,0) fLLQccceddeakavjo toroidal fLLQccceddeakavwo toroidal fLAMcaccdeenjjiaf SFS[D(5,2)(3,1)] fLAMcaccdeejjjiaf SFS[D(4,1)(3,1)] fLAMcaccdeejjjpab SFS[D(4,3)(3,1)] fLAMcaccdeenjjpab SFS[D(5,3)(3,1)] fLAMcaccdeenkkxaf toroidal fLAMcaccdeejkkxaf SFS[D(5,2)(3,1)] fLAMcaccdeenkkaab toroidal fLAMcaccdeejkkaab SFS[D(5,3)(3,1)] fLAMcaccdeebjniaf SFS[D(2,1)(2,1)] fLAMcaccdeebkwxaf SFS[D(2,1)(2,1)] fLAMcaccdeebwbiaf SFS[D(2,1)(2,1)] fLAMcaccdeebrwaab SFS[D(2,1)(2,1)] fLAMcaccdeenjnmab SFS[D(5,2)(3,1)] fLAMcaccdeejjnmab toroidal fLAMcaccdeejwjhaf SFS[D(4,1)(3,1)] fLAMcaccdeenwjhaf SFS[D(5,2)(3,1)] fLAMcaccdeencjhaf SFS[D(5,3)(3,1)] fLAMcaccdeejcjhaf SFS[D(4,3)(3,1)] fLAMcaccdeenkwtab SFS[D(4,1)(3,1)] fLAMcaccdeejkwtab SFS[D(5,2)(3,1)] fLAMcaccdeejngtaf toroidal fLAMcaccdeejsgtaf toroidal fLAMcaccdeenjbmab SFS[D(5,3)(3,1)] fLAMcaccdeejjbmab toroidal fLAMcaccdeenfkmaf SFS[D(4,3)(3,1)] fLAMcaccdeejfkmaf SFS[D(5,3)(3,1)] fLAMcaccdeenwjmab SFS[D(5,2)(3,1)] fLAMcaccdeejwjmab SFS[D(4,1)(3,1)] fLAMcaccdeejjnhaf toroidal fLAMcaccdeenjnhaf SFS[D(5,2)(3,1)] fLAMcaccdeenjbhaf SFS[D(5,3)(3,1)] fLAMcaccdeejjbhaf toroidal fLAMcaccdeenfktab SFS[D(4,3)(3,1)] fLAMcaccdeejfktab SFS[D(5,3)(3,1)] fLAMcaccdeencjmab SFS[D(5,3)(3,1)] fLAMcaccdeejcjmab SFS[D(4,3)(3,1)] fLAMcaccdeenkwmaf SFS[D(4,1)(3,1)] fLAMcaccdeejkwmaf SFS[D(5,2)(3,1)] fLAMcaccdeejnghab toroidal fLAMcaccdeejsghab toroidal fLAMcaccdeebwnmab SFS[D(2,1)(2,1)] fLAMcaccdeebwnhaf SFS[D(2,1)(2,1)] fLLQccceddedkawjo SFS[D(3,1)(2,1)] fLAMcaccdeensbmaf toroidal fLAMcaccdeejsbmaf toroidal fLLQccceddehkawco SFS[D(3,1)(2,1)] fLLQccceddehkawjo toroidal fLLQccceddehkawwo SFS[D(3,1)(2,1)] fLAMcaccdeebgbmaf SFS[D(3,1)(2,1)] fLAMcaccdeengbmaf SFS[D(3,1)(2,1)] fLAMcaccdeejgbmaf toroidal fLAMcaccdeensjmaf toroidal fLAMcaccdeejsjmaf toroidal fLLQccceddepkawco SFS[D(3,1)(2,1)] fLLQccceddepkawjo m003(0,0) fLLQccceddepkawwo toroidal fLAMcaccdeennbmaf m011(0,0) fLAMcaccdeejnbmaf m019(0,0) fLAMcaccdeensnmaf m006(0,0) fLAMcaccdeejsnmaf m016(0,0) fLLQccceddeajacjo toroidal fLAMcaccdeenffmab SFS[D(5,2)(2,1)] fLAMcaccdeejffmab SFS[D(4,1)(2,1)] fLAMcaccdeejffhaf SFS[D(4,1)(2,1)] fLAMcaccdeenffhaf SFS[D(5,2)(2,1)] fLAMcaccdeennnmaf toroidal fLAMcaccdeejnnmaf SFS[D(5,2)(2,1)] fLAMcaccdeebkgmab T2xI fLAMcaccdeebkghaf T2xI fLAMcaccdeebjktaf T2xI fLAMcaccdeebjkhab T2xI fLLQccceddeljacco SFS[D(3,1)(2,1)] fLLQccceddeljacwo SFS[D(3,1)(2,1)] fLLQccceddeljacjo toroidal fLAMcaccdeennjmaf toroidal fLAMcaccdeejnjmaf toroidal fLAMcaccdeebgnmaf SFS[D(3,1)(2,1)] fLAMcaccdeengnmaf SFS[D(3,1)(2,1)] fLAMcaccdeejgnmaf toroidal fLAMcbccdeeaigidn SFS[D(3,1)(2,1)] fLAMcbccdeeaicmlj toroidal fLAMcbccdeeaacein SFS[D(3,1)(2,1)] fLAMcbccdeeaacdin SFS[D(3,1)(2,1)] fLAMcbccdeeaegtmj SFS[D(3,1)(2,1)] fLAMcbccdeeaegtmn SFS[D(3,1)(2,1)] fLAMcbccdeeaacdij SFS[D(3,1)(2,1)] fLAMcbccdeeaigidr SFS[D(3,1)(2,1)] fLAMcbccdeeaicmlw toroidal fLAMcbccdeeaaceij SFS[D(3,1)(2,1)] fLAMcbccdeeahghqw SFS[D(4,1)(2,1)] fLAMcbccdeeahghxr SFS[D(4,1)(2,1)] fLAMcbccdeehhgiqw SFS[D(7,3)(3,1)] fLAMcbccdeeaicmqw SFS[D(4,1)(2,1)] fLAMcbccdeeahshqw SFS[D(5,2)(2,1)] fLAMcbccdeeahnhxr SFS[D(5,2)(2,1)] fLAMcbccdeeaekdhn SFS[D(5,2)(2,1)] fLAMcbccdeeahshxr toroidal fLAMcbccdeehhgixr SFS[D(5,1)(3,1)] fLAMcbccdeeaicmxr SFS[D(4,1)(2,1)] fLAMcbccdeeahgxqn SFS[D(3,1)(2,1)] fLAMcbccdeeahgqxj SFS[D(3,1)(2,1)] fLAMcbccdeehhgdhk SFS[D(3,1)(2,1)] fLAMcbccdeeahnxqn SFS[D(6,1)(2,1)] fLAMcbccdeeahsqxj toroidal fLAMcbccdeeaiclxj SFS[D(3,1)(2,1)] fLAMcbccdeeaeklhj SFS[D(9,4)(2,1)] fLAMcbccdeehhgmxr SFS[D(7,4)(3,1)] fLAMcbccdeeaekmqw SFS[D(6,1)(2,1)] fLAMcbccdeeaicdqn SFS[D(3,1)(2,1)] fLAMcbccdeeahsxqn SFS[D(9,2)(2,1)] fLAMcbccdeeahnqxj SFS[D(9,4)(2,1)] fLAMcbccdeemejdhn m074(0,0) fLAMcbccdeehhnaxr m030(0,0) fLAMcbccdeehhnxxj m062(0,0) fLAMcbccdeemejlhj m094(0,0) fLAMcbccdeehhgaxr toroidal fLAMcbccdeehhsxxj m161(0,0) fLAMcbccdeehhsaxr m026(0,0) fLAMcbccdeehhgxxj toroidal fLAMcbccdeehhnqhk m045(0,0) fLAMcbccdeemejmxr m035(0,0) fLAMcbccdeehhnqqn m009(0,0) fLAMcbccdeemejmqw toroidal fLAMcbccdeehhgqhk SFS[D(7,5)(3,1)] fLAMcbccdeehhsqqn m183(0,0) fLAMcbccdeehhsqhk m211(0,0) fLAMcbccdeehhgqqn toroidal fLAMcbccdeemejdqn m023(0,0) fLAMcbccdeehhnaqw m003(0,0) fLAMcbccdeehhnxhs m067(0,0) fLAMcbccdeemejlxj m077(0,0) fLAMcbccdeehhgaqw toroidal fLAMcbccdeehhsxhs m200(0,0) fLAMcbccdeehhsaqw m116(0,0) fLAMcbccdeehhgxhs SFS[D(7,2)(3,1)] fLAMcbccdeeahnqhj SFS[D(11,4)(2,1)] fLAMcbccdeeaekmxr SFS[D(10,3)(2,1)] fLAMcbccdeeahsxhn toroidal fLAMcbccdeehhgmqw SFS[D(5,4)(3,1)] fLAMcbccdeeahsqhj toroidal fLAMcbccdeeaeklxj SFS[D(11,4)(2,1)] fLAMcbccdeeahnxhn SFS[D(10,3)(2,1)] fLAMcbccdeehhgdqn SFS[D(3,1)(2,1)] fLAMcbccdeeaicmuj SFS[D(5,2)(2,1)] fLAMcbccdeeaicmpn SFS[D(5,2)(2,1)] fLAMcbccdeeaicmdr SFS[D(5,2)(2,1)] fLAMcbccdeeaicmew SFS[D(5,2)(2,1)] fLAMcbccdeehhgiaj reducible fLAMcbccdeeaekdas SFS[D(5,2)(2,1)] fLAMcbccdeeahshaj toroidal fLAMcbccdeeahnhan SFS[D(4,1)(2,1)] fLAMcbccdeeaekdaw SFS[D(4,1)(2,1)] fLAMcbccdeeahnhaj SFS[D(5,2)(2,1)] fLAMcbccdeeahshan SFS[D(5,2)(2,1)] fLAMcbccdeehhgian SFS[D(3,1)(3,2)] fLAMcbccdeehhgdaw SFS[D(3,1)(3,2)] fLAMcbccdeeahnxas SFS[D(5,2)(2,1)] fLAMcbccdeeahsqak SFS[D(5,2)(2,1)] fLAMcbccdeeaeklar SFS[D(4,1)(2,1)] fLAMcbccdeehhgman reducible fLAMcbccdeeaekmaj SFS[D(5,2)(2,1)] fLAMcbccdeeahsxas toroidal fLAMcbccdeeahnqak SFS[D(4,1)(2,1)] fLAMcbccdeemejdaw SFS[D(4,1)(2,1)] fLAMcbccdeehhnaan toroidal fLAMcbccdeehhnxan toroidal fLAMcbccdeemejlar SFS[D(4,1)(2,1)] fLAMcbccdeehhgaan SFS[D(3,1)(3,1)] fLAMcbccdeehhsxan m007(0,0) fLAMcbccdeehhsaan m007(0,0) fLAMcbccdeehhgxan SFS[D(3,1)(3,1)] fLAMcbccdeehhnqaw SFS[D(3,1)(3,1)] fLAMcbccdeemejman m004(0,0) fLAMcbccdeehhnqaj m007(0,0) fLAMcbccdeemejmaj m015(0,0) fLAMcbccdeehhgqaw toroidal fLAMcbccdeehhsqaj m010(0,0) fLAMcbccdeehhsqaw SFS[D(3,1)(3,2)] fLAMcbccdeehhgqaj SFS[D(3,1)(3,2)] fLAMcbccdeemejdas m015(0,0) fLAMcbccdeehhnaaj m007(0,0) fLAMcbccdeehhnxar SFS[D(3,1)(3,1)] fLAMcbccdeemejlak m004(0,0) fLAMcbccdeehhgaaj SFS[D(3,1)(3,2)] fLAMcbccdeehhsxar SFS[D(3,1)(3,2)] fLAMcbccdeehhsaaj m010(0,0) fLAMcbccdeehhgxar toroidal fLAMcbccdeeahgqar SFS[D(2,1)(2,1)] fLAMcbccdeeahgxaw SFS[D(2,1)(2,1)] fLAMcbccdeeaicdaw SFS[D(2,1)(2,1)] fLAMcbccdeehhgmaj SFS[D(3,1)(3,1)] fLAMcbccdeeaiclar SFS[D(2,1)(2,1)] fLAMcbccdeehhgdaj SFS[D(3,1)(3,1)] fLAMcbccdeeahghqj SFS[D(5,2)(2,1)] fLAMcbccdeeahghxk SFS[D(5,2)(2,1)] fLAMcbccdeehhgiqj SFS[D(8,3)(3,1)] fLAMcbccdeeaicmqj SFS[D(5,2)(2,1)] fLAMcbccdeeahshqj toroidal fLAMcbccdeeahnhxk SFS[D(4,1)(2,1)] fLAMcbccdeeaekdhr SFS[D(4,1)(2,1)] fLAMcbccdeeahshxk toroidal fLAMcbccdeehhgixk SFS[D(7,2)(3,1)] fLAMcbccdeeaicmxk SFS[D(5,2)(2,1)] fLAMcbccdeeahgxqj SFS[D(3,1)(2,1)] fLAMcbccdeeahgqxn SFS[D(3,1)(2,1)] fLAMcbccdeeahnxqj SFS[D(9,2)(2,1)] fLAMcbccdeeahsqxn toroidal fLAMcbccdeeaiclxn SFS[D(3,1)(2,1)] fLAMcbccdeeaeklhw SFS[D(12,5)(2,1)] fLAMcbccdeehhgmxk SFS[D(8,3)(3,1)] fLAMcbccdeeaekmqj SFS[D(9,2)(2,1)] fLAMcbccdeeaicdqj SFS[D(3,1)(2,1)] fLAMcbccdeeahsxqj toroidal fLAMcbccdeeahnqxn SFS[D(12,5)(2,1)] fLAMcbccdeemejdhr m080(0,0) fLAMcbccdeehhnaxk m037(0,0) fLAMcbccdeehhnxxn m085(0,0) fLAMcbccdeemejlhw m111(0,0) fLAMcbccdeehhgaxk toroidal fLAMcbccdeehhsxxn m209(0,0) fLAMcbccdeehhsaxk m070(0,0) fLAMcbccdeehhgxxn toroidal fLAMcbccdeehhnqhr m053(0,0) fLAMcbccdeemejmxk m029(0,0) fLAMcbccdeehhnqqj m032(0,0) fLAMcbccdeemejmqj m006(0,0) fLAMcbccdeehhgqhr toroidal fLAMcbccdeehhsqqj m227(0,0) fLAMcbccdeehhsqhr m236(0,0) fLAMcbccdeehhgqqj toroidal fLAMcbccdeemejdqj m059(0,0) fLAMcbccdeehhnaqj m017(0,0) fLAMcbccdeehhnxhw m090(0,0) fLAMcbccdeemejlxn m105(0,0) fLAMcbccdeehhgaqj toroidal fLAMcbccdeehhsxhw m228(0,0) fLAMcbccdeehhsaqj m141(0,0) fLAMcbccdeehhgxhw toroidal fLAMcbccdeeahgqhw SFS[D(2,1)(2,1)] fLAMcbccdeeahgxhr SFS[D(2,1)(2,1)] fLAMcbccdeeahnqhw SFS[D(13,5)(2,1)] fLAMcbccdeeaekmxk SFS[D(11,3)(2,1)] fLAMcbccdeeaicdhr SFS[D(2,1)(2,1)] fLAMcbccdeeahsxhr toroidal fLAMcbccdeehhgmqj SFS[D(7,5)(3,1)] fLAMcbccdeeahsqhw toroidal fLAMcbccdeeaeklxn SFS[D(13,5)(2,1)] fLAMcbccdeeaiclhw SFS[D(2,1)(2,1)] fLAMcbccdeeahnxhr SFS[D(11,3)(2,1)] fLAMcbccdeeaacepr SFS[D(2,1)(2,1)] fLAMcbccdeeaicmun toroidal fLAMcbccdeeaigiuj SFS[D(2,1)(2,1)] fLAMcbccdeeaicmpj SFS[D(4,1)(2,1)] fLAMcbccdeeaacdpr SFS[D(2,1)(2,1)] fLAMcbccdeeaegtdw SFS[D(2,1)(2,1)] fLAMcbccdeeaegtlr SFS[D(2,1)(2,1)] fLAMcbccdeeaacdtw SFS[D(2,1)(2,1)] fLAMcbccdeeaacetw SFS[D(2,1)(2,1)] fLAMcbccdeeaicmdk toroidal fLAMcbccdeeaigils SFS[D(2,1)(2,1)] fLAMcbccdeeaicmej SFS[D(4,1)(2,1)] fLAMcbccdeeaefdib T2xI fLAMcbccdeehegplb SFS[D(2,1)(2,1)] fLAMcbccdeeaicpif reducible fLAMcbccdeeemkido SFS[D(2,1)(2,1)] fLAMcbccdeeemkemb SFS[D(2,1)(2,1)] fLAMcbccdeeapfuib SFS[D(2,1)(2,1)] fLAMcbccdeeaicqif reducible fLAMcbccdeeemktif SFS[D(2,1)(2,1)] fLAMcbccdeeelghif SFS[D(3,1)(2,1)] fLAMcbccdeepenqtb reducible fLAMcbccdeeehjmlc SFS[D(2,1)(2,1)] fLAMcbccdeehljttb SFS[D(3,1)(2,1)] fLAMcbccdeedljttb SFS[D(3,1)(2,1)] fLAMcbccdeeaekdqb SFS[D(2,1)(2,1)] fLAMcbccdeeahnhqc SFS[D(2,1)(2,1)] fLAMcbccdeeahshxf reducible fLAMcbccdeehhgixf SFS[D(3,1)(2,1)] fLAMcbccdeeahgxqb reducible fLAMcbccdeeahgqxb reducible fLAMcbccdeeahnxqb SFS[D(3,1)(2,1)] fLAMcbccdeeahsqxb SFS[D(3,1)(2,1)] fLAMcbccdeeaiclxb reducible fLAMcbccdeeaeklhc SFS[D(3,1)(2,1)] fLAMcbccdeeaekmqc SFS[D(3,1)(2,1)] fLAMcbccdeeaicdqb reducible fLAMcbccdeeahsxqb SFS[D(3,1)(2,1)] fLAMcbccdeeahnqxb SFS[D(3,1)(2,1)] fLAMcbccdeehhnxxb SFS[D(3,1)(2,1)] fLAMcbccdeemejlhc SFS[D(3,1)(2,1)] fLAMcbccdeehhsxxb SFS[D(3,1)(2,1)] fLAMcbccdeehhsaxf SFS[D(2,1)(2,1)] fLAMcbccdeehhgxxb reducible fLAMcbccdeehhnqqb SFS[D(3,1)(2,1)] fLAMcbccdeemejmqc SFS[D(3,1)(2,1)] fLAMcbccdeehhsqqb SFS[D(3,1)(2,1)] fLAMcbccdeehhsqhf SFS[D(2,1)(2,1)] fLAMcbccdeehhgqqb reducible fLAMcbccdeemejdqb toroidal fLAMcbccdeehhnaqc SFS[D(4,1)(2,1)] fLAMcbccdeehhnxhv SFS[D(4,1)(2,1)] fLAMcbccdeemejlxb toroidal fLAMcbccdeeahnqhc SFS[D(2,1)(2,1)] fLAMcbccdeeahsxho reducible fLAMcbccdeehhgmqc SFS[D(3,1)(2,1)] fLAMcbccdeeaeklxb SFS[D(2,1)(2,1)] fLAMcbccdeeemkmtf toroidal fLAMcbccdeedmgiuv SFS[D(5,2)(2,1)] fLAMcbccdeedmgipb SFS[D(5,2)(2,1)] fLAMcbccdeedighub SFS[D(4,1)(2,1)] fLAMcbccdeeaajepo SFS[D(2,1)(2,1)] fLAMcbccdeeemkmlf toroidal fLAMcbccdeedmghub SFS[D(5,2)(2,1)] fLAMcbccdeedmghpb SFS[D(5,2)(2,1)] fLAMcbccdeedighpb SFS[D(4,1)(2,1)] fLAMcbccdeedpfdpb SFS[D(5,2)(2,1)] fLAMcbccdeedunipb toroidal fLAMcbccdeedpfqpb SFS[D(5,2)(2,1)] fLAMcbccdeeduniub toroidal fLAMcbccdeeepbelf SFS[D(4,1)(2,1)] fLAMcbccdeedpfdub SFS[D(5,2)(2,1)] fLAMcbccdeeaajeub SFS[D(2,1)(2,1)] fLAMcbccdeeepbetf SFS[D(4,1)(2,1)] fLAMcbccdeedpfquv SFS[D(5,2)(2,1)] fLAMcbccdeedusipb SFS[D(2,1)(2,1)] fLAMcbccdeedugiub SFS[D(2,1)(2,1)] fLAMcbccdeedugipb SFS[D(2,1)(2,1)] fLAMcbccdeedusiub SFS[D(2,1)(2,1)] fLAMcbccdeeemklpb SFS[D(2,1)(2,1)] fLAMcbccdeeemkaec SFS[D(2,1)(2,1)] fLAMcbccdeehhrepb SFS[D(3,1)(2,1)] fLAMcbccdeeemkilv SFS[D(2,1)(2,1)] fLAMcbccdeeemkedc SFS[D(2,1)(2,1)] fLAMcbccdeehhrxdf SFS[D(3,1)(2,1)] fLAMcbccdeeemkadf SFS[D(2,1)(2,1)] fLAMcbccdeeemklub SFS[D(2,1)(2,1)] fLAMcbccdeehhreuv SFS[D(3,1)(2,1)] fLAMcbccdeeahrilf SFS[D(2,1)(2,1)] fLAMcbccdeeemktdf SFS[D(2,1)(2,1)] fLAMcbccdeeahritf SFS[D(2,1)(2,1)] fLAMcbccdeeemktec SFS[D(2,1)(2,1)] fLAMcbccdeedpfemc SFS[D(3,1)(2,1)] fLAMcbccdeeepbaec reducible fLAMcbccdeeaerieb SFS[D(3,1)(2,1)] fLAMcbccdeeaijhtf SFS[D(3,1)(2,1)] fLAMcbccdeeaijhlf SFS[D(3,1)(2,1)] fLAMcbccdeeepbadf reducible fLAMcbccdeedpfeic SFS[D(3,1)(2,1)] fLAMcbccdeeaeridc SFS[D(3,1)(2,1)] fLAMcbccdeedpkemc toroidal fLAMcbccdeeainxlf SFS[D(2,1)(2,1)] fLAMcbccdeedugqef SFS[D(2,1)(2,1)] fLAMcbccdeeepjaec SFS[D(3,1)(2,1)] fLAMcbccdeeaiwhtf SFS[D(3,1)(2,1)] fLAMcbccdeeaichlf reducible fLAMcbccdeeepnadf SFS[D(3,1)(2,1)] fLAMcbccdeedpreic SFS[D(3,1)(2,1)] fLAMcbccdeeainxtf SFS[D(2,1)(2,1)] fLAMcbccdeedugqdb SFS[D(2,1)(2,1)] fLAMcbccdeedpremc SFS[D(3,1)(2,1)] fLAMcbccdeeepnaec SFS[D(3,1)(2,1)] fLAMcbccdeeaichtf reducible fLAMcbccdeeaiwhlf SFS[D(3,1)(2,1)] fLAMcbccdeeepjadf SFS[D(3,1)(2,1)] fLAMcbccdeedpkeic toroidal fLAMcbccdeeapkxtf SFS[D(2,1)(2,1)] fLAMcbccdeedmgxdb SFS[D(2,1)(2,1)] fLAMcbccdeeapcptv reducible fLAMcbccdeedmgemc SFS[D(3,1)(2,1)] fLAMcbccdeedigemc SFS[D(3,1)(2,1)] fLAMcbccdeeapkaec SFS[D(3,1)(2,1)] fLAMcbccdeeemkaub toroidal fLAMcbccdeedmgqmo SFS[D(3,1)(2,1)] fLAMcbccdeeaajleb SFS[D(3,1)(2,1)] fLAMcbccdeeapkeeb SFS[D(3,1)(2,1)] fLAMcbccdeeapcqtf reducible fLAMcbccdeeemkldf toroidal fLAMcbccdeeapkitv SFS[D(2,1)(2,1)] fLAMcbccdeedmgpdf SFS[D(2,1)(2,1)] fLAMcbccdeeaanetf SFS[D(3,1)(2,1)] fLAMcbccdeehhremo SFS[D(2,1)(2,1)] fLAMcbccdeeaanmeb SFS[D(2,1)(2,1)] fLAMcbccdeeemkitv SFS[D(2,1)(2,1)] fLAMcbccdeeemkeeb SFS[D(2,1)(2,1)] fLAMcbccdeehhrxec SFS[D(3,1)(2,1)] fLAMcbccdeeapkilv SFS[D(2,1)(2,1)] fLAMcbccdeedmgpec SFS[D(2,1)(2,1)] fLAMcbccdeeapcqlf reducible fLAMcbccdeedmgqio SFS[D(3,1)(2,1)] fLAMcbccdeedigeic SFS[D(3,1)(2,1)] fLAMcbccdeeapkedc SFS[D(3,1)(2,1)] fLAMcbccdeeemkapb toroidal fLAMcbccdeedmgeic SFS[D(3,1)(2,1)] fLAMcbccdeeaajldc SFS[D(3,1)(2,1)] fLAMcbccdeeapkadf SFS[D(3,1)(2,1)] fLAMcbccdeeapcplv reducible fLAMcbccdeeemklec toroidal fLAMcbccdeeapkxlf SFS[D(2,1)(2,1)] fLAMcbccdeedmgxef SFS[D(2,1)(2,1)] fLAMcbccdeeaanelf SFS[D(3,1)(2,1)] fLAMcbccdeehhreio SFS[D(2,1)(2,1)] fLAMcbccdeeaanmdc SFS[D(2,1)(2,1)] fLAMcbccdeeahrdtv SFS[D(2,1)(2,1)] fLAMcbccdeeemkmeb SFS[D(2,1)(2,1)] fLAMcbccdeeahrdlv SFS[D(2,1)(2,1)] fLAMcbccdeeemkmdc SFS[D(2,1)(2,1)] fLAMcbccdeedpfqio SFS[D(3,1)(2,1)] fLAMcbccdeeepbedc reducible fLAMcbccdeeaerqdf SFS[D(3,1)(2,1)] fLAMcbccdeeaijelv SFS[D(3,1)(2,1)] fLAMcbccdeeaijetv SFS[D(3,1)(2,1)] fLAMcbccdeeepbeeb reducible fLAMcbccdeedpfqmo SFS[D(3,1)(2,1)] fLAMcbccdeeaerqec SFS[D(3,1)(2,1)] fLAMcbccdeedpkqio toroidal fLAMcbccdeeainitv SFS[D(2,1)(2,1)] fLAMcbccdeedugidf SFS[D(2,1)(2,1)] fLAMcbccdeeepjedc SFS[D(3,1)(2,1)] fLAMcbccdeeaiwelv SFS[D(3,1)(2,1)] fLAMcbccdeeaicetv reducible fLAMcbccdeeepneeb SFS[D(3,1)(2,1)] fLAMcbccdeedprqmo SFS[D(3,1)(2,1)] fLAMcbccdeeainilv SFS[D(2,1)(2,1)] fLAMcbccdeedugiec SFS[D(2,1)(2,1)] fLAMcbccdeedprqio SFS[D(3,1)(2,1)] fLAMcbccdeeepnedc SFS[D(3,1)(2,1)] fLAMcbccdeeaicelv reducible fLAMcbccdeeaiwetv SFS[D(3,1)(2,1)] fLAMcbccdeeepjeeb SFS[D(3,1)(2,1)] fLAMcbccdeedpkqmo toroidal fLAMcbccdeehljxao SFS[D(5,2)(2,1)] fLAMcbccdeepeniab SFS[D(4,1)(2,1)] fLAMcbccdeehektab SFS[D(5,2)(2,1)] fLAMcbccdeehhkdao toroidal fLAMcbccdeehxfdab SFS[D(4,1)(2,1)] fLAMcbccdeehljmab SFS[D(5,2)(2,1)] fLAMcbccdeehhniab toroidal fLAMcbccdeehekdao SFS[D(5,2)(2,1)] fLAMcbccdeehxfqao SFS[D(4,1)(2,1)] fLAMcbccdeemejeav SFS[D(4,1)(2,1)] fLAMcbccdeehhsiab m007(0,0) fLAMcbccdeepesiab m015(0,0) fLAMcbccdeepegiab m004(0,0) fLAMcbccdeehhgiab SFS[D(3,1)(3,1)] fLAMcbccdeehhndac SFS[D(3,1)(3,1)] fLAMcbccdeemejiaf m004(0,0) fLAMcbccdeehhnmab m007(0,0) fLAMcbccdeemejaav m015(0,0) fLAMcbccdeehlkuao SFS[D(3,1)(3,2)] fLAMcbccdeeehkeab m007(0,0) fLAMcbccdeehxkuao m010(0,0) fLAMcbccdeeexveab SFS[D(3,1)(3,1)] fLAMcbccdeeahfhaf toroidal fLAMcbccdeedxwdac m007(0,0) fLAMcbccdeedhgdac SFS[D(3,1)(3,1)] fLAMcbccdeehegpao SFS[D(3,1)(3,2)] fLAMcbccdeehlkxac SFS[D(3,1)(3,2)] fLAMcbccdeeexvdaf SFS[D(3,1)(3,1)] fLAMcbccdeeaekaav SFS[D(5,2)(2,1)] fLAMcbccdeeahkaav SFS[D(4,1)(2,1)] fLAMcbccdeeahsuab toroidal fLAMcbccdeeaesuab SFS[D(5,2)(2,1)] fLAMcbccdeehegdac SFS[D(3,1)(3,2)] fLAMcbccdeehhfiac m009(0,0) fLAMcbccdeeahndaf SFS[D(4,1)(2,1)] fLAMcbccdeehxkxac m010(0,0) fLAMcbccdeedxwaab m007(0,0) fLAMcbccdeeaesqaf SFS[D(5,2)(2,1)] fLAMcbccdeeahklaf SFS[D(4,1)(2,1)] fLAMcbccdeehhsmab m010(0,0) fLAMcbccdeehxcqac m009(0,0) fLAMcbccdeedhgpao SFS[D(3,1)(3,1)] fLAMcbccdeeehkxav m007(0,0) fLAMcbccdeeahnxav SFS[D(4,1)(2,1)] fLAMcbccdeeahfmab toroidal fLAMcbccdeeahsqaf toroidal fLAMcbccdeehxclao m009(0,0) fLAMcbccdeeaeklaf SFS[D(5,2)(2,1)] fLAMcbccdeehhsdac SFS[D(3,1)(3,2)] fLAMcbccdeeeenqab m004(0,0) fLAMcbccdeeaekhaf SFS[D(4,1)(2,1)] fLAMcbccdeederiac m015(0,0) fLAMcbccdeeeeniaf m004(0,0) fLAMcbccdeeahnuab SFS[D(5,2)(2,1)] fLAMcbccdeeaenuab SFS[D(4,1)(2,1)] fLAMcbccdeeahsdaf SFS[D(5,2)(2,1)] fLAMcbccdeederuab m015(0,0) fLAMcbccdeeaenqaf SFS[D(4,1)(2,1)] fLAMcbccdeeeekhab m015(0,0) fLAMcbccdeedegtac m004(0,0) fLAMcbccdeedegmab m004(0,0) fLAMcbccdeehhgmab SFS[D(3,1)(3,2)] fLAMcbccdeeaekmab SFS[D(4,1)(2,1)] fLAMcbccdeeahsxav SFS[D(5,2)(2,1)] fLAMcbccdeeahnqaf SFS[D(5,2)(2,1)] fLAMcbccdeeeektaf m015(0,0) fLAMcbccdeemejdav m004(0,0) fLAMcbccdeehhnaab SFS[D(3,1)(3,1)] fLAMcbccdeehhnxao m007(0,0) fLAMcbccdeemejlaf m015(0,0) fLAMcbccdeehhfaao m009(0,0) fLAMcbccdeehegaab SFS[D(3,1)(3,2)] fLAMcbccdeeahfeav toroidal fLAMcbccdeeexvxav SFS[D(3,1)(3,1)] fLAMcbccdeedxwpao m007(0,0) fLAMcbccdeeehkdaf m007(0,0) fLAMcbccdeehlkpab SFS[D(3,1)(3,2)] fLAMcbccdeehxkpab m010(0,0) fLAMcbccdeedhgaab SFS[D(3,1)(3,1)] fLAMcbccdeeaespav SFS[D(5,2)(2,1)] fLAMcbccdeehxciab m009(0,0) fLAMcbccdeeahspav toroidal fLAMcbccdeeahneab SFS[D(4,1)(2,1)] fLAMcbccdeehhsxao m010(0,0) fLAMcbccdeeahkpab SFS[D(4,1)(2,1)] fLAMcbccdeeaekpab SFS[D(5,2)(2,1)] fLAMcbccdeehhsaab SFS[D(3,1)(3,2)] fLAMcbccdeeeeklav m015(0,0) fLAMcbccdeeaenpav SFS[D(4,1)(2,1)] fLAMcbccdeedegxao m004(0,0) fLAMcbccdeeahnpav SFS[D(5,2)(2,1)] fLAMcbccdeederaao m015(0,0) fLAMcbccdeeeendav m004(0,0) fLAMcbccdeeaekeav SFS[D(4,1)(2,1)] fLAMcbccdeeahseab SFS[D(5,2)(2,1)] fLAMcbccdeehhgxao SFS[D(3,1)(3,2)] fLAMcbccdeehljtac SFS[D(5,2)(2,1)] fLAMcbccdeepenqac SFS[D(4,1)(2,1)] fLAMcbccdeehekhac SFS[D(5,2)(2,1)] fLAMcbccdeehhkhac toroidal fLAMcbccdeehxfeac SFS[D(4,1)(2,1)] fLAMcbccdeehhnqac toroidal fLAMcbccdeemejmab SFS[D(4,1)(2,1)] fLAMcbccdeehhsqac m007(0,0) fLAMcbccdeepesqac m015(0,0) fLAMcbccdeepegqac m004(0,0) fLAMcbccdeehhgqac SFS[D(3,1)(3,1)] fLAPcabcdeebcbfwj reducible fLAPcabcdeebcccrk reducible fLAPcabcdeebrwwbo SFS[D(3,1)(2,1)] fLAPcabcedebcgobs reducible fLAPcabcedebckvbn reducible fLAPcabcedebjrbfw reducible fLAPcabcedebrwbrc reducible fLAPcacbdeebcnwvc reducible fLAPcacbdeebcnjvc reducible fLAPcacbdeebcncvw SFS[D(3,1)(3,1)] fLAPcacbdeebcncvj SFS[D(3,1)(3,2)] fLAPcabcedebcgojv reducible fLAPcabcedebckvno reducible fLAPcabcedebjrbrc reducible fLAPcabcedebrwbfw reducible fLAPcabcdeebrwvbr SFS[D(3,1)(2,1)] fLAPcabcedebcorbk reducible fLAPcabcedebcswbj reducible fLAPcabcdeebcbfww reducible fLAPcabcdeebcccrr reducible fLAPcabcdeebrwsbo SFS[D(3,1)(2,1)] fLAPcabcedebcgobw reducible fLAPcabcedebckvbr reducible fLAPcabcedebjrbfj reducible fLAPcabcedebrwbkc reducible fLAPcacbdeebcjwvc reducible fLAPcacbdeebcjjvc reducible fLAPcacbdeebcjcvw SFS[D(3,1)(3,2)] fLAPcacbdeebcjcvj SFS[D(3,1)(3,1)] fLAPcabcedebcgonv reducible fLAPcabcedebckvjo reducible fLAPcabcedebjrbkc reducible fLAPcabcedebrwbfj reducible fLAPcabcdeebrwvbn SFS[D(3,1)(2,1)] fLAPcabcedebcorbj reducible fLAPcabcedebcswbk reducible fLAPcacbdeebgjsbr SFS[D(3,1)(3,2)] fLAPcacbdeebgjwbr reducible fLAPcacbdeebgjsbn toroidal fLAPcacbdeebgjwbn SFS[D(3,1)(3,1)] fLAPcabcdeebrjfok SFS[D(3,1)(2,1)] fLAPcabcdeebrwjbg SFS[D(3,1)(2,1)] fLAPcabcdeejrjfok SFS[D(5,1)(3,1)] fLAPcabcdeejkjfok SFS[D(7,2)(3,1)] fLAPcabcdeejkwjbg SFS[D(7,2)(3,1)] fLAPcabcdeejjkcvj toroidal fLAPcabcdeebrvcvj SFS[D(3,1)(2,1)] fLAPcabcdeejkvjvc SFS[D(7,3)(3,1)] fLAPcabcdeejjofok SFS[D(8,3)(3,1)] fLAPcabcdeebrvjvc reducible fLAPcabcdeejrvcvj toroidal fLAPcabcdeejkvcvj toroidal fLAPcabcdeebrwkbg SFS[D(3,1)(2,1)] fLAPcabcdeejjkcvw toroidal fLAPcabcdeejkjfor SFS[D(7,5)(3,1)] fLAPcabcdeebrjfor SFS[D(3,1)(2,1)] fLAPcabcdeejkwkbg SFS[D(7,5)(3,1)] fLAPcabcdeejrjfor SFS[D(5,4)(3,1)] fLAPcacbdeebgjkbg SFS[D(3,1)(3,1)] fLAPcacbdeebgjgbj SFS[D(3,1)(3,2)] fLAPcacbdeebgjgbk SFS[D(3,1)(3,1)] fLAPcacbdeebgjkbk SFS[D(3,1)(3,2)] fLAPcacbdeebgjjbk toroidal fLAPcacbdeebgjkbj reducible fLAPcacbdeebgjjbj SFS[D(3,1)(3,1)] fLAPcabcdeebrwgbj SFS[D(3,1)(2,1)] fLAPcabcdeebrjkof reducible fLAPcabcdeejkwgbj toroidal fLAPcabcdeejrjkof toroidal fLAPcabcdeejjkjvc SFS[D(8,3)(3,1)] fLAPcabcdeejkjkof SFS[D(7,4)(3,1)] fLAPcabcdeebrvwvc reducible fLAPcabcdeejkvcvw toroidal fLAPcabcdeejjofor SFS[D(8,3)(3,1)] fLAPcabcdeebrvcvw SFS[D(3,1)(2,1)] fLAPcabcdeejrvcvw toroidal fLAPcabcdeejkvwvc SFS[D(7,4)(3,1)] fLAPcabcdeebrjrof reducible fLAPcabcdeebrwgbk SFS[D(3,1)(2,1)] fLAPcabcdeejkjrof SFS[D(7,3)(3,1)] fLAPcabcdeejrjrof toroidal fLAPcabcdeejjkwvc SFS[D(8,3)(3,1)] fLAPcabcdeejkwgbk toroidal fLAPcacbdeejcnjvc toroidal fLAPcacbdeejfjkof toroidal fLAPcacbdeejcjjvc toroidal fLAPcacbdeejcnwvc toroidal fLAPcabcedebckvjn SFS[D(3,1)(3,1)] fLAPcabcedebckvnn SFS[D(3,1)(3,2)] fLAPcabcedebckvjr SFS[D(3,1)(3,2)] fLAPcabcedebckvnr SFS[D(3,1)(3,1)] fLAPcabcdeebckwno reducible fLAPcabcdeebckwnn SFS[D(3,1)(2,1)] fLAPcabcdeebckwnr SFS[D(3,1)(2,1)] fLAPcabcdeebckrco reducible fLAPcabcdeebckrcn SFS[D(3,1)(2,1)] fLAPcabcdeebckrcr SFS[D(3,1)(2,1)] fLAPcabcdeebfwjrc reducible fLAPcabcdeebfwjrj SFS[D(3,1)(2,1)] fLAPcabcdeebfwjrw SFS[D(3,1)(2,1)] fLAPcabcdeebckwvj SFS[D(2,1)(2,1)] fLAPcabcdeebckrkj SFS[D(2,1)(2,1)] fLAPcabcdeebfwsgc reducible fLAPcabcdeebfwsgj SFS[D(3,1)(2,1)] fLAPcabcdeebfwsgw SFS[D(3,1)(2,1)] fLAPcabcdeebckwkj SFS[D(2,1)(2,1)] fLAPcabcdeebckrvj SFS[D(2,1)(2,1)] fLAPcabcdeebcccgj reducible fLAPcabcdeebcbfrn reducible fLAPcabcdeebcccws reducible fLAPcabcdeebcbfgk reducible fLAPcabcdeebcswbg reducible fLAPcabcdeebcsrgg reducible fLAPcabcdeebrjfss SFS[D(2,1)(2,1)] fLAPcabcdeebcvjrc reducible fLAPcabcdeebkwjrc reducible fLAPcabcdeebrwjrc reducible fLAPcabcdeebcgrsv reducible fLAPcabcdeebjrjrc reducible fLAPcabcdeebrjjjf reducible fLAPcabcdeebrjfjj SFS[D(2,1)(2,1)] fLAPcabcdeebcowgg reducible fLAPcabcdeebrwsbr SFS[D(3,1)(2,1)] fLAPcabcdeebrwwbr reducible fLAPcabcdeebrwsbn toroidal fLAPcabcdeebrwwbn SFS[D(3,1)(2,1)] fLAPcabcdeebrwkwr SFS[D(5,1)(2,1)] fLAPcabcdeebrwjwr SFS[D(7,2)(2,1)] fLAPcabcdeebrwkwn SFS[D(7,2)(2,1)] fLAPcabcdeebrwjwn toroidal fLAPcabcdeebwrwgj SFS[D(7,3)(2,1)] fLAPcabcdeebwrwgw SFS[D(8,3)(2,1)] fLAPcabcdeebwrsgj toroidal fLAPcabcdeebwrsgw toroidal fLAPcabcdeebrwwwg SFS[D(2,1)(2,1)] fLAPcabcdeebrwswk toroidal fLAPcabcdeebrwwwk SFS[D(7,2)(2,1)] fLAPcabcdeebrwswj SFS[D(7,2)(2,1)] fLAPcabcdeebrwwwj SFS[D(5,1)(2,1)] fLAPcabcdeebrwkbk SFS[D(3,1)(2,1)] fLAPcabcdeebrwjbk toroidal fLAPcabcdeebrwkbj reducible fLAPcabcdeebrwjbj SFS[D(3,1)(2,1)] fLAPcabcdeebrwgwr SFS[D(2,1)(2,1)] fLAPcabcdeebwrjrj toroidal fLAPcabcdeebwrjrw toroidal fLAPcabcdeebwrkrj SFS[D(8,3)(2,1)] fLAPcabcdeebwrkrw SFS[D(7,3)(2,1)] fLAPcabcdeebrwsgw toroidal fLAPcabcdeebrwwgw SFS[D(8,3)(2,1)] fLAPcabcdeebrwsgj toroidal fLAPcabcdeebrwwgj SFS[D(7,3)(2,1)] fLAPcabcdeebrwgrw SFS[D(2,1)(2,1)] fLAPcabcdeebrwkrw SFS[D(7,3)(2,1)] fLAPcabcdeebrwjrw toroidal fLAPcabcdeebrwkrj SFS[D(8,3)(2,1)] fLAPcabcdeebrwjrj toroidal fLAPcabcedebrwbkw toroidal fLAPcabcedebrwbrw toroidal fLAPcabcedebrwbkj toroidal fLAPcabcedebrwbrj toroidal fLAPcabcdeebjrsbn SFS[D(2,1)(2,1)] fLAPcabcdeebjrswk SFS[D(2,1)(2,1)] fLAPcabcdeebjrsgj SFS[D(3,1)(2,1)] fLAPcabcdeebjrsgw SFS[D(3,1)(2,1)] fLAPcabcdeebjrjwn SFS[D(2,1)(2,1)] fLAPcabcdeebjrjbk SFS[D(2,1)(2,1)] fLAPcabcdeebjrjrj SFS[D(3,1)(2,1)] fLAPcabcdeebjrjrw SFS[D(3,1)(2,1)] fLAPcabcdeebkwsgw SFS[D(3,1)(2,1)] fLAPcabcdeebkwsgj SFS[D(3,1)(2,1)] fLAPcabcdeebkwjrw SFS[D(3,1)(2,1)] fLAPcabcdeebkwjrj SFS[D(3,1)(2,1)] fLAPcabcedebjrbrj SFS[D(3,1)(3,1)] fLAPcabcedebjrbrw SFS[D(3,1)(3,2)] fLAPcabcedebjrbkj SFS[D(3,1)(3,2)] fLAPcabcedebjrbkw SFS[D(3,1)(3,1)] fLAPcabcedebcgons SFS[D(3,1)(3,1)] fLAPcabcedebcgojs SFS[D(3,1)(3,2)] fLAPcabcedebcgonw SFS[D(3,1)(3,2)] fLAPcabcedebcgojw SFS[D(3,1)(3,1)] fLAPcabcdeebcgrss SFS[D(3,1)(2,1)] fLAPcabcdeebcgrsw SFS[D(3,1)(2,1)] fLAPcabcdeebcgwfv reducible fLAPcabcdeebcgwfs SFS[D(3,1)(2,1)] fLAPcabcdeebcgwfw SFS[D(3,1)(2,1)] fLAPcabcdeebcvjrj SFS[D(3,1)(2,1)] fLAPcabcdeebcvjrw SFS[D(3,1)(2,1)] fLAPcabcdeebcgrok SFS[D(2,1)(2,1)] fLAPcabcdeebcgwjk SFS[D(2,1)(2,1)] fLAPcabcdeebcvsgc reducible fLAPcabcdeebcvsgj SFS[D(3,1)(2,1)] fLAPcabcdeebcvsgw SFS[D(3,1)(2,1)] fLAPcabcdeebcgrjk SFS[D(2,1)(2,1)] fLAPcabcdeebcgwok SFS[D(2,1)(2,1)] fLAPcabcdeebcorbg reducible fLAPcabcdeebrvcnn SFS[D(2,1)(2,1)] fLAPcabcdeebkwsgc reducible fLAPcabcdeebrwsgc reducible fLAPcabcdeebjrsgc reducible fLAPcabcdeebrvkkc reducible fLAPcabcdeebrvckk SFS[D(2,1)(2,1)] fLAPcabceeejrvjrv SFS[D(5,1)(2,1)] fLAPcabceeejrjkow toroidal fLAPcabceeejrjkkw SFS[D(3,1)(2,1)] fLAPcabceeejrjkww SFS[D(3,1)(2,1)] fLAPcacbeeejcnjrv SFS[D(3,1)(2,1)] fLAPcacbeeejcjjrv reducible fLAPcacbeeejgnksb toroidal fLAPcacbeeejgnksk SFS[D(3,1)(3,1)] fLAPcacbeeejgnkss SFS[D(3,1)(3,1)] fLAPcacbeeejgjksb toroidal fLAPcacbeeejgjksk SFS[D(3,1)(3,2)] fLAPcacbeeejfjkow toroidal fLAPcacbeeejfjkkw SFS[D(2,1)(2,1)] fLAPcabceeejkwksb SFS[D(7,3)(2,1)] fLAPcabceeejjkjrv SFS[D(8,3)(2,1)] fLAPcabceeejkjkow toroidal fLAPcabceeejkjkkw SFS[D(3,1)(2,1)] fLAPcabceeejkjkww SFS[D(3,1)(2,1)] fLAPcabceeejkvjrv SFS[D(7,2)(2,1)] fLAPcabceeejjokow toroidal fLAPcabceeejjokkw SFS[D(2,1)(2,1)] fLAPcabceeejjokww SFS[D(2,1)(2,1)] fLAPcacbeeebjnnvn SFS[D(3,1)(2,1)] fLAPcacbeeebjnvvr SFS[D(3,1)(3,1)] fLAPcacbeeebjnvvj SFS[D(3,1)(3,2)] fLAPcacbeeebjnvfv SFS[D(3,1)(3,2)] fLAPcacbeeebjnvgv SFS[D(3,1)(3,1)] fLAPcacbeeebjnovv reducible fLAPcacbeeebjnbvv reducible fLAPcacbeeebjnvkk reducible fLAPcacbeeebjnccv SFS[D(3,1)(2,1)] fLAPcacbeeebcnjrv SFS[D(3,1)(2,1)] fLAPcacbeeebrjron SFS[A(3,1)] fLAPcacbeeebjjnvn SFS[D(3,1)(2,1)] fLAPcacbeeebjjvvr SFS[D(3,1)(3,2)] fLAPcacbeeebjjvvj SFS[D(3,1)(3,1)] fLAPcacbeeebjjvfv SFS[D(3,1)(3,1)] fLAPcacbeeebjjvgv SFS[D(3,1)(3,2)] fLAPcacbeeebjjovv reducible fLAPcacbeeebjjbvv reducible fLAPcacbeeebjjvkk reducible fLAPcacbeeebjjccv SFS[D(3,1)(2,1)] fLAPcacbeeebcjjrv SFS[D(3,1)(2,1)] fLAPcacbeeebrnron SFS[A(3,1)] fLAPcacbeeebgjgwr toroidal fLAPcacbeeebgjbjn toroidal fLAPcacbeeebgjbcf toroidal fLAPcacbeeebgjccf SFS[A(3,1)] fLAPcacbeeebgjfcf SFS[A(3,1)] fLAPcacbeeebgjnbj SFS[A(3,1)] fLAPcacbeeebgjobv reducible fLAPcacbeeebgjovv reducible fLAPcacbeeebgjoov reducible fLAPcacbeeebgjrgw toroidal fLAPcacbeeebgjjnb SFS[A(3,1)] fLAPcacbeeebgjksb reducible fLAPcacbeeebgjkss reducible fLAPcacbeeebgjksk reducible fLAPcacbeeebnjbbk reducible fLAPcacbeeebnjbbs reducible fLAPcacbeeebnjbob reducible fLAPcacbeeebnjbvb reducible fLAPcacbeeebnjrbr reducible fLAPcacbeeebnjggb reducible fLAPcacbeeebnnbbs reducible fLAPcacbeeebnnbbk reducible fLAPcacbeeebnnbvb reducible fLAPcacbeeebnnbob reducible fLAPcacbeeebnnrbr reducible fLAPcacbeeebnnggb reducible fLAPcabceeebcknck SFS[D(2,1)(2,1)] fLAPcabceeebcksvw T2xI fLAPcabceeebckvws SFS[A(2,1)] fLAPcabceeebckvob SFS[A(2,1)] fLAPcabceeebckbob T2xI fLAPcabceeebckoob T2xI fLAPcabceeebckckn SFS[D(2,1)(2,1)] fLAPcabceeebckwsv T2xI fLAPcabceeebcbsgn reducible fLAPcabceeebcbogv SFS[D(2,1)(2,1)] fLAPcabceeebcbowk reducible fLAPcabceeebcbwsv T2xI fLAPcabceeebcsbwb SFS[D(2,1)(2,1)] fLAPcabceeebcswow SFS[D(3,1)(2,1)] fLAPcabceeebcswkw SFS[D(3,1)(2,1)] fLAPcabceeebcscww reducible fLAPcabceeebcsjww reducible fLAPcabceeebcswsj SFS[D(3,1)(2,1)] fLAPcabceeebcswsr SFS[D(3,1)(2,1)] fLAPcabceeebcswcv SFS[D(3,1)(2,1)] fLAPcabceeebcswcj toroidal fLAPcabceeebcswcr SFS[D(3,1)(2,1)] fLAPcabceeebcsjcj SFS[D(2,1)(2,1)] fLAPcabceeebcsccj SFS[D(2,1)(2,1)] fLAPcabceeebcswrv SFS[D(3,1)(2,1)] fLAPcabceeebcswrj SFS[D(3,1)(2,1)] fLAPcabceeebcswrr reducible fLAPcabceeebrjkow SFS[D(2,1)(2,1)] fLAPcabceeebrbron SFS[A(2,1)] fLAPcabceeebrnsso SFS[D(2,1)(2,1)] fLAPcabceeebrnowo SFS[D(3,1)(2,1)] fLAPcabceeebrnoko SFS[D(3,1)(2,1)] fLAPcabceeebrnooc SFS[D(3,1)(2,1)] fLAPcabceeebrnoog SFS[D(3,1)(2,1)] fLAPcabceeebrnvoo reducible fLAPcabceeebrnboo reducible fLAPcabceeebrnojj reducible fLAPcabceeebrnfof SFS[D(2,1)(2,1)] fLAPcabceeebjbwsv T2xI fLAPcabceeebcjnnw SFS[D(3,1)(3,1)] fLAPcabceeebcjnnf SFS[D(3,1)(3,2)] fLAPcabceeebcjnsn SFS[D(3,1)(3,2)] fLAPcabceeebcjosw m004(0,0) fLAPcabceeebcjngn SFS[D(3,1)(3,1)] fLAPcabceeebcjogf m004(0,0) fLAPcabceeebcjbvs SFS[D(3,1)(3,2)] fLAPcabceeebcjbvk SFS[D(3,1)(3,1)] fLAPcabceeebcjbos SFS[D(3,1)(3,1)] fLAPcabceeebcjbok SFS[D(3,1)(3,2)] fLAPcabceeebcjcvb SFS[D(3,1)(3,1)] fLAPcabceeebcjcob SFS[D(3,1)(3,2)] fLAPcabceeebcjfob SFS[D(3,1)(3,1)] fLAPcabceeebcjbwn SFS[D(3,1)(2,1)] fLAPcabceeebcjbcn SFS[D(3,1)(2,1)] fLAPcabceeebcjbjw SFS[D(3,1)(2,1)] fLAPcabceeebcjbcw SFS[D(3,1)(2,1)] fLAPcabceeebcjbjf SFS[D(3,1)(2,1)] fLAPcabceeebcjbwf SFS[D(3,1)(2,1)] fLAPcabceeebcjfjn toroidal fLAPcabceeebcjfwn toroidal fLAPcabceeebcjfcn toroidal fLAPcabceeebcjfjw m003(0,0) fLAPcabceeebcjfww SFS[D(3,1)(2,1)] fLAPcabceeebcjfcw toroidal fLAPcabceeebcjfjf SFS[D(3,1)(2,1)] fLAPcabceeebcjfwf SFS[D(3,1)(2,1)] fLAPcabceeebcjcjn toroidal fLAPcabceeebcjcwn m003(0,0) fLAPcabceeebcjccn SFS[D(3,1)(2,1)] fLAPcabceeebcjcjw toroidal fLAPcabceeebcjcww SFS[D(3,1)(2,1)] fLAPcabceeebcjccw SFS[D(3,1)(2,1)] fLAPcabceeebcjcjf toroidal fLAPcabceeebcjcwf toroidal fLAPcabceeebcjjcj SFS[D(3,1)(3,2)] fLAPcabceeebcjjjr SFS[D(3,1)(3,1)] fLAPcabceeebcjgjj SFS[D(3,1)(3,1)] fLAPcabceeebcjkjj SFS[D(3,1)(3,2)] fLAPcabceeebcjgcv m004(0,0) fLAPcabceeebcjkcr m004(0,0) fLAPcabceeebcjjnk toroidal fLAPcabceeebcjjns toroidal fLAPcabceeebcjknb SFS[D(3,1)(2,1)] fLAPcabceeebcjknk SFS[D(3,1)(2,1)] fLAPcabceeebcjkns toroidal fLAPcabceeebcjgnb SFS[D(3,1)(2,1)] fLAPcabceeebcjgnk m003(0,0) fLAPcabceeebcjgns toroidal fLAPcabceeebcjjgb SFS[D(3,1)(2,1)] fLAPcabceeebcjjgk toroidal fLAPcabceeebcjjgs m003(0,0) fLAPcabceeebcjkgb SFS[D(3,1)(2,1)] fLAPcabceeebcjkgk SFS[D(3,1)(2,1)] fLAPcabceeebcjkgs toroidal fLAPcabceeebcjggk SFS[D(3,1)(2,1)] fLAPcabceeebcjggs SFS[D(3,1)(2,1)] fLAPcabceeebcjjsb SFS[D(3,1)(2,1)] fLAPcabceeebcjjsk toroidal fLAPcabceeebcjjss SFS[D(3,1)(2,1)] fLAPcabceeebcjgsb SFS[D(3,1)(2,1)] fLAPcabceeebcjgsk toroidal fLAPcabceeebcjgss SFS[D(3,1)(2,1)] fLAPcabceeebrkbbk reducible fLAPcabceeebrkbbs reducible fLAPcabceeebrkbob reducible fLAPcabceeebrkbvb reducible fLAPcabceeebrkrbr reducible fLAPcabceeebrkggb reducible fLAPcabceeebrobbk reducible fLAPcabceeebrobbs reducible fLAPcabceeebrobob reducible fLAPcabceeebrobvb reducible fLAPcabceeebrorbr reducible fLAPcabceeebroggb reducible fLAPcabceeebrwgwr toroidal fLAPcabceeebrwbjn toroidal fLAPcabceeebrwbcf toroidal fLAPcabceeebrwccf SFS[A(2,1)] fLAPcabceeebrwfcf SFS[A(2,1)] fLAPcabceeebrwnbj SFS[A(2,1)] fLAPcabceeebrwobv reducible fLAPcabceeebrwovv reducible fLAPcabceeebrwoov reducible fLAPcabceeebrwrgw toroidal fLAPcabceeebrwjnb SFS[A(2,1)] fLAPcabceeebrwksb reducible fLAPcabceeebrwkss reducible fLAPcabceeebrwksk reducible fLAPcabceeebjjbbs reducible fLAPcabceeebjjbbk reducible fLAPcabceeebjjbvb reducible fLAPcabceeebjjbob reducible fLAPcabceeebjjrbr reducible fLAPcabceeebjjggb reducible fLAPcabceeebjvbbs reducible fLAPcabceeebjvbbk reducible fLAPcabceeebjvbvb reducible fLAPcabceeebjvbob reducible fLAPcabceeebjvrbr reducible fLAPcabceeebjvggb reducible fLAPcabceeebjrrgw SFS[D(2,1)(2,1)] fLAPcabceeebjrbjn SFS[A(2,1)] fLAPcabceeebjrbcf SFS[A(2,1)] fLAPcabceeebjrfcf T2xI fLAPcabceeebjrccf T2xI fLAPcabceeebjrnbj T2xI fLAPcabceeebjrgwr SFS[D(2,1)(2,1)] fLAPcabceeebjrjnb T2xI fLAPcabceeebcgsjf SFS[D(2,1)(2,1)] fLAPcabceeebcgnro T2xI fLAPcabceeebcgonr SFS[A(2,1)] fLAPcabceeebcgobv SFS[A(2,1)] fLAPcabceeebcgbbv T2xI fLAPcabceeebcgvbv T2xI fLAPcabceeebcgfsj SFS[D(2,1)(2,1)] fLAPcabceeebcgron T2xI fLAPcabceeebcobbr SFS[D(2,1)(2,1)] fLAPcabceeebcorcr SFS[D(3,1)(2,1)] fLAPcabceeebcorrj SFS[D(3,1)(2,1)] fLAPcabceeebcofrr reducible fLAPcabceeebcokrr reducible fLAPcabceeebcorkn SFS[D(3,1)(2,1)] fLAPcabceeebcorwn SFS[D(3,1)(2,1)] fLAPcabceeebcorof SFS[D(3,1)(2,1)] fLAPcabceeebcorkf toroidal fLAPcabceeebcorwf SFS[D(3,1)(2,1)] fLAPcabceeebcokkf SFS[D(2,1)(2,1)] fLAPcabceeebcofkf SFS[D(2,1)(2,1)] fLAPcabceeebcorow SFS[D(3,1)(2,1)] fLAPcabceeebcorkw SFS[D(3,1)(2,1)] fLAPcabceeebcorww reducible fLAPcabceeebrgwsv SFS[A(2,1)] fLAPcabceeebrfnvn SFS[D(2,1)(2,1)] fLAPcabceeebrfvvr SFS[D(3,1)(2,1)] fLAPcabceeebrfvvj SFS[D(3,1)(2,1)] fLAPcabceeebrfvfv SFS[D(3,1)(2,1)] fLAPcabceeebrfvgv SFS[D(3,1)(2,1)] fLAPcabceeebrfovv reducible fLAPcabceeebrfbvv reducible fLAPcabceeebrfvkk reducible fLAPcabceeebrfccv SFS[D(2,1)(2,1)] fLAPcabceeebrvjrv SFS[D(2,1)(2,1)] fLAPcabceeebjgron T2xI fLzQcabcedebjjgbj reducible fLzQcabcedebjngbj reducible fLzQcabcedebjjgbn reducible fLMPcabcedebcngwo reducible fLMPcabcedebcskjv reducible fLMPcabcedejcskjv reducible fLMPcabcedejfnjko reducible fLMPcabcedebcngjo reducible fLMPcabcedebcskwv reducible fLMPcabcedejcskwv reducible fLMPcabcedejfnjro reducible fLMPcabcedebcwkwv reducible fLMPcabcedebcrgjo reducible fLMPcabcedejcwkwv reducible fLMPcabcedejfrjro reducible fLMPcabcedebcwkjv reducible fLMPcabcedebcrgwo reducible fLMPcabcedejcwkjv reducible fLMPcabcedejfrjko reducible fLPPcabcdeebjoofn reducible fLPPcabcdeebjovrn reducible fLMPcabcdeebrvvvs reducible fLMPcabcdeebjooon reducible fLMPcabcedebcogjr SFS[D(3,1)(3,1)] fLMPcabcedebcogjn SFS[D(3,1)(3,2)] fLMPcabcdeebrovbn reducible fLMPcabcdeebjvobs reducible fLMPcabcedebcvkjs SFS[D(3,1)(3,1)] fLMPcabcedebcvkjw SFS[D(3,1)(3,2)] fLPPcabcdeebjoofr reducible fLPPcabcdeejjoofn reducible fLPPcabcdeejnoofn reducible fLMPcabcdeebjvobw reducible fLMPcabcdeejkvvvs reducible fLMPcabcdeejjooon reducible fLMPcabcedejfojkn reducible fLMPcabcedejfojkr reducible fLPPcabcdeejnoofr reducible fLPPcabcdeejjvvcs reducible fLMPcabcdeebrovbr reducible fLMPcabcdeejrvvvs reducible fLMPcabcedejcvkjs SFS[D(3,1)(3,1)] fLMPcabcedejcvkjw SFS[D(3,1)(3,2)] fLPPcabcdeebjvvcw reducible fLPPcabcdeebjvvcs reducible fLMPcabcdeebrngwo reducible fLMPcabcdeebcokrn SFS[D(3,1)(2,1)] fLMPcabcdeebrogwn reducible fLMPcabcdeebcrggk SFS[D(3,1)(2,1)] fLMPcabcdeebcnkro reducible fLMPcabcdeebcrjgg reducible fLMPcabcdeebjrjgg reducible fLMPcabcdeebrwggj reducible fLMPcabcdeebjrggk SFS[D(3,1)(2,1)] fLPPcabcdeebjvoww reducible fLPPcabcdeebjvows reducible fLMPcabcdeebrvgns reducible fLMPcabcdeebconbn SFS[D(3,1)(2,1)] fLMPcabcdeebrogfn reducible fLMPcabcdeebcvkcs SFS[D(3,1)(2,1)] fLMPcabcdeebcwkbg reducible fLMPcabcdeebcrnbo reducible fLMPcabcdeebjwkbg reducible fLMPcabcdeebrrgbj reducible fLMPcabcdeebjwgbk SFS[D(3,1)(2,1)] fLMPcabcdeebrvvvw reducible fLMPcabcdeebjooor reducible fLMPcabcedebcogwr SFS[D(3,1)(3,2)] fLMPcabcedebcvkww SFS[D(3,1)(3,1)] fLMPcabcdeejkvvvw reducible fLMPcabcdeejjooor reducible fLMPcabcedejfojrr reducible fLMPcabcdeejrvvvw reducible fLMPcabcedejcvkww SFS[D(3,1)(3,1)] fLMPcabcdeebrrgwo reducible fLMPcabcdeebcokrr SFS[D(3,1)(2,1)] fLMPcabcdeebrogwr reducible fLMPcabcdeebcrggj SFS[D(3,1)(2,1)] fLMPcabcdeebcrkro reducible fLMPcabcdeebcrkgg reducible fLMPcabcdeebjrkgg reducible fLMPcabcdeebrwggk reducible fLMPcabcdeebjrggj SFS[D(3,1)(2,1)] fLPPcabcdeebjovrr reducible fLMPcabcdeebrsgnv reducible fLMPcabcdeebconbr SFS[D(3,1)(2,1)] fLMPcabcdeebrngfo reducible fLMPcabcdeebcvkcw SFS[D(3,1)(2,1)] fLMPcabcdeebcskcv reducible fLMPcabcdeebcnnbo reducible fLMPcabcdeebjwjbg reducible fLMPcabcdeebrrgbk reducible fLMPcabcdeebjwgbj SFS[D(3,1)(2,1)] fLMPcabcdeebcvknk SFS[D(2,1)(2,1)] fLMPcabcdeebrrgrw reducible fLMPcabcdeebjwrrg reducible fLMPcabcdeebjwgwr SFS[D(2,1)(2,1)] fLMPcabcdeebjwnrg reducible fLMPcabcdeebcongj SFS[D(2,1)(2,1)] fLMPcabcdeebcokwj SFS[D(2,1)(2,1)] fLMPcabcdeebcnnnc reducible fLMPcabcdeebcrnnc reducible fLMPcabcdeebcokgj SFS[D(2,1)(2,1)] fLMPcabcdeebcrgrr SFS[D(2,1)(2,1)] fLMPcabcdeebcrgww SFS[D(2,1)(2,1)] fLMPcabcdeebcrkkc reducible fLMPcabcdeebcrjvg reducible fLMPcabcdeebcrkvg reducible fLMPcabcdeebcnkkc reducible fLMPcabcdeebjrgrr SFS[D(2,1)(2,1)] fLMPcabcdeebcskwf reducible fLMPcabcdeebrwgrr reducible fLMPcabcdeebjrrwg reducible fLMPcabcdeebjrgww SFS[D(2,1)(2,1)] fLMPcabcdeebrrgwr reducible fLMPcabcdeebrngwr reducible fLMPcabcdeebrrgwn reducible fLMPcabcdeebrngwn reducible fLMPcabcdeebcwkng reducible fLMPcabcdeebjrnwg reducible fLAPcccbdeeaickgf reducible fLAPcccbdeeaicnob reducible fLAPcccbdeeamfsvb reducible fLAPcccbdeedpckjg reducible fLAPcccbdeehpckjg reducible fLAPcccbdeeaifsvb reducible fLAPcccbdeehpcnvv reducible fLAPcccbdeedpfjjf reducible fLAPcccbdeehxcnvv reducible fLAPcccbdeedlfsbv reducible fLAPcccbdeedufjgc reducible fLAPcccbdeedhfjgc reducible fLAPcccbdeedufsrc reducible fLAPcccbdeelxckkc reducible fLAPcccbdeedhfsrc reducible fLAPcccbdeelxcnnc reducible fLAPcccbdeedhcnwf reducible fLAPcccbdeeimfssf reducible fLAPcccbdeehuckgf reducible fLAPcccbdeehufsrc reducible fLAPcccbdeealcnnc reducible fLAPcccbdeelpckkc reducible fLAPcccbdeeaxfjkg reducible fLAPcccbdeeapfjkg reducible fLAPcccbdeedhckgf reducible fLAPcccbdeehufjgc reducible fLAPcccbdeeaxfscg reducible fLAPcccbdeeimfjjf reducible fLAPcccbdeealckkc reducible fLAPcccbdeeapfscg reducible fLAPcccbdeehucnwf reducible fLAPcccbdeelpcnnc reducible fLAPcccbdeedlcngf reducible fLAPcccbdeedlckwf reducible fLAPcccbdeedecknc reducible fLAPcccbdeeaxckro reducible fLAPcccbdeeaxckfg reducible fLAPcccbdeeimfjwv reducible fLAPcccbdeealckro reducible fLAPcccbdeealcnbo reducible fLAPcccbdeeamfjnb reducible fLAPcccbdeeaifjnb reducible fLAPcccbdeeaicnwf reducible fLAPcccbdeedpckcv reducible fLAPcccbdeehpckcv reducible fLAPcccbdeeaicksb reducible fLAPcccbdeehpcnfg reducible fLAPcccbdeedpfssf reducible fLAPcccbdeehxckcv reducible fLAPcccbdeedlfjwv reducible fLAPcccbdeeimckjk reducible fLAPcccbdeealfjkj SFS[D(3,1)(2,1)] fLAPcccbdeealfsck SFS[D(3,1)(2,1)] fLAPcccbdeeimckjj reducible fLAPcccbdeealfjkk SFS[D(3,1)(2,1)] fLAPcccbdeealfscj SFS[D(3,1)(2,1)] fLAPcccbdeeimfkgg reducible fLAPcccbdeeaxfwbo reducible fLAPcccbdeeimcjkf reducible fLAPcccbdeeaifkkf reducible fLAPcccbdeeamfkkf reducible fLAPcccbdeeaifwwf reducible fLAPcccbdeeiucjgg reducible fLAPcccbdeehpcrsf reducible fLAPcccbdeeamfwwf reducible fLAPcccbdeehpcjkf reducible fLAPcccbdeedpcjkf reducible fLAPcccbdeedecjvf reducible fLAPcccbdeeimfwfg reducible fLAPcccbdeeimcjsv reducible fLAPcccbdeeaxfkno reducible fLAPcccbdeeimkwfg reducible fLAPcccbdeeaprkno SFS[D(3,1)(2,1)] fLAPcccbdeealjrcg SFS[D(3,1)(2,1)] fLAPcccbdeeimrwfg reducible fLAPcccbdeeimcjsw reducible fLAPcccbdeeimcjss reducible fLAPcccbedeaicrjf reducible fLAPcccbedeaicjwb reducible fLAPcccbedeamfkrb reducible fLAPcccbededpckwv reducible fLAPcccbedehpcsjg reducible fLAPcccbedeaifkrb reducible fLAPcccbedehpckwv reducible fLAPcccbededpffkf reducible fLAPcccbedehxckwv reducible fLAPcccbededlfgrv reducible fLAPcccbededlcbwf reducible fLAPcccbededlcbjf reducible fLAPcccbededufwkc reducible fLAPcccbededhfwkc reducible fLAPcccbededufwrc reducible fLAPcccbedelxccjc reducible fLAPcccbededhfwrc reducible fLAPcccbedelxccwc reducible fLAPcccbededhcrwf reducible fLAPcccbedeimffrf reducible fLAPcccbedehucrjf reducible fLAPcccbedehufwrc reducible fLAPcccbedealccwc reducible fLAPcccbedelpccjc reducible fLAPcccbedeaxfnkg reducible fLAPcccbedeapfnkg reducible fLAPcccbededhcrjf reducible fLAPcccbedehufwkc reducible fLAPcccbedeaxfnrg reducible fLAPcccbedeimffkf reducible fLAPcccbedealccjc reducible fLAPcccbedeapfnrg reducible fLAPcccbedehucrwf reducible fLAPcccbedelpccwc reducible fLAPcccbedeamfkkb reducible fLAPcccbedeaifkkb reducible fLAPcccbedeaicrwf reducible fLAPcccbededpckjv reducible fLAPcccbedehpckjv reducible fLAPcccbedeaicjjb reducible fLAPcccbedehpcswg reducible fLAPcccbededpffrf reducible fLAPcccbedehxckjv reducible fLAPcccbededlfgkv reducible fLAPcccbededecjjb reducible fLAPcccbedeaxcgjo reducible fLAPcccbedeaxcgwo reducible fLAPcccbedeimfgkv reducible fLAPcccbedealcgjo reducible fLAPcccbedealcgwo reducible fLAPcccbedeimcsjj reducible fLAPcccbedealfnkk SFS[D(3,1)(3,2)] fLAPcccbedealfnrj SFS[D(3,1)(3,2)] fLAPcccbedeimcsjk reducible fLAPcccbedealfnkj SFS[D(3,1)(3,1)] fLAPcccbedealfnrk SFS[D(3,1)(3,1)] fLAPcccbdeeimfsfg reducible fLAPcccbdeeaxfjno reducible fLAPcccbdeeimcksv reducible fLAPcccbdeedeckvf reducible fLAPcccbdeeaifswf reducible fLAPcccbdeeamfswf reducible fLAPcccbdeeaifjkf reducible fLAPcccbdeeiuckgg reducible fLAPcccbdeehpckkf reducible fLAPcccbdeeamfjkf reducible fLAPcccbdeehpcnsf reducible fLAPcccbdeedpckkf reducible fLAPcccbdeeimfjgg reducible fLAPcccbdeeimckkf reducible fLAPcccbdeeaxfsbo reducible fLAPcccbdeeimksfg reducible fLAPcccbdeealjncg SFS[D(3,1)(2,1)] fLAPcccbdeeaprjno SFS[D(3,1)(2,1)] fLAPcccbdeeimrsfg reducible fLAPcccbdeeimckss reducible fLAPcccbdeeimcksw reducible fLAPcccbdeealfsnw SFS[D(2,1)(2,1)] fLAPcccbdeealfjnr SFS[D(2,1)(2,1)] fLAPcccbdeedpcjjg SFS[D(2,1)(2,1)] fLAPcccbdeehxcrvv SFS[D(2,1)(2,1)] fLAPcccbdeedufkgc SFS[D(3,1)(2,1)] fLAPcccbdeedhfkgc SFS[D(3,1)(2,1)] fLAPcccbdeedufwrc SFS[D(3,1)(2,1)] fLAPcccbdeelxcjkc SFS[D(3,1)(2,1)] fLAPcccbdeedhfwrc SFS[D(3,1)(2,1)] fLAPcccbdeelxcrnc SFS[D(3,1)(2,1)] fLAPcccbdeedecjnc T2xI fLAPcccbdeedpcjcv SFS[D(2,1)(2,1)] fLAPcccbdeehxcjcv SFS[D(2,1)(2,1)] fLAPcccbdeeimcjjk reducible fLAPcccbdeeimcjjj reducible fLAPcccbdeeimcjof reducible fLAPcccbdeeaxfsvo reducible fLAPcccbdeeimckof reducible fLAPcccbdeeaifjbf reducible fLAPcccbdeeaifkbf reducible fLAPcccbdeeaifscf reducible fLAPcccbdeedpcjof reducible fLAPcccbdeehpcjof reducible fLAPcccbdeeaifwcf reducible fLAPcccbdeehpckof reducible fLAPcccbdeedpckof reducible fLAPcccbdeedecjff reducible fLAPcccbdeeimcjrv reducible fLAPcccbdeeimckrv reducible fLAPcccbdeeaxfjwo reducible fLAPcccbdeeimcjok reducible fLAPcccbdeeimcjor reducible fLAPcccbdeeimckok reducible fLAPcccbdeeimckor reducible fLAPcccbdeealfjvw SFS[D(2,1)(2,1)] fLAPcccbdeealfsvr SFS[D(2,1)(2,1)] fLAPcccbedeimjsck toroidal fLAPcccbedealknfj SFS[D(3,1)(3,2)] fLAPcccbedeimjscj toroidal fLAPcccbedealrnfj SFS[D(3,1)(3,1)] fLAPcccbedealknfk SFS[D(3,1)(3,1)] fLAPcccbdeeimfvfk SFS[D(3,1)(2,1)] fLAPcccbdeeaxfgnn SFS[D(3,1)(2,1)] fLAPcccbdeeimcgss reducible fLAPcccbdeedecgvr SFS[A(3,1)] fLAPcccbdeeaxcgoj reducible fLAPcccbdeeaifvwr SFS[D(3,1)(3,1)] fLAPcccbdeeamfvwr SFS[D(3,1)(3,2)] fLAPcccbdeeaifgkk SFS[D(3,1)(3,2)] fLAPcccbdeeiucggk reducible fLAPcccbdeehpcgkr SFS[D(3,1)(3,1)] fLAPcccbdeeamfgkk SFS[D(3,1)(3,1)] fLAPcccbdeehpcosk SFS[D(3,1)(3,2)] fLAPcccbdeedpcgkr toroidal fLAPcccbdeeaicorw reducible fLAPcccbdeeaicgjj reducible fLAPcccbdeeimfggj SFS[D(3,1)(2,1)] fLAPcccbdeeimcgkr reducible fLAPcccbdeeaxfvbr SFS[D(3,1)(2,1)] fLAPcccbdeeimkvfk toroidal fLAPcccbdeealjocj SFS[D(3,1)(2,1)] fLAPcccbdeeaprgnn SFS[D(3,1)(2,1)] fLAPcccbdeeimrvfk SFS[D(3,1)(2,1)] fLAPcccbdeeimfvfj SFS[D(3,1)(2,1)] fLAPcccbdeeaxfgnr SFS[D(3,1)(2,1)] fLAPcccbdeeimcgsw reducible fLAPcccbdeedecgvk SFS[A(3,1)] fLAPcccbdeeaxcgow reducible fLAPcccbdeeaifvwk SFS[D(3,1)(3,2)] fLAPcccbdeeamfvwk SFS[D(3,1)(3,1)] fLAPcccbdeeaifgkr SFS[D(3,1)(3,1)] fLAPcccbdeeiucggj reducible fLAPcccbdeehpcgkk SFS[D(3,1)(3,2)] fLAPcccbdeeamfgkr SFS[D(3,1)(3,2)] fLAPcccbdeehpcosr SFS[D(3,1)(3,1)] fLAPcccbdeedpcgkk toroidal fLAPcccbdeeaicorj reducible fLAPcccbdeeaicgjw reducible fLAPcccbdeeimfggk SFS[D(3,1)(2,1)] fLAPcccbdeeimcgkk reducible fLAPcccbdeeaxfvbn SFS[D(3,1)(2,1)] fLAPcccbdeeimkvfj toroidal fLAPcccbdeealjock SFS[D(3,1)(2,1)] fLAPcccbdeeaprgnr SFS[D(3,1)(2,1)] fLAPcccbdeeimrvfj SFS[D(3,1)(2,1)] fLAPcccbdeedpcgjg SFS[D(2,1)(2,1)] fLAPcccbdeehxcovv SFS[D(2,1)(2,1)] fLAPcccbdeedufggc SFS[D(3,1)(2,1)] fLAPcccbdeedhfggc SFS[D(3,1)(2,1)] fLAPcccbdeedufvrc SFS[D(3,1)(2,1)] fLAPcccbdeelxcgkc SFS[D(3,1)(2,1)] fLAPcccbdeedhfvrc SFS[D(3,1)(2,1)] fLAPcccbdeelxconc SFS[D(3,1)(2,1)] fLAPcccbdeedecgnc T2xI fLAPcccbdeedpcgcv SFS[D(2,1)(2,1)] fLAPcccbdeehxcgcv SFS[D(2,1)(2,1)] fLAPcccbdeedecgnj SFS[A(2,1)] fLAPcccbdeeaxcgfk reducible fLAPcccbdeeimcgjk reducible fLAPcccbdeeimfvsr SFS[D(2,1)(2,1)] fLAPcccbdeeaxfgkj SFS[D(2,1)(2,1)] fLAPcccbdeeimcgcs reducible fLAPcccbdeeaxfvgj SFS[D(2,1)(2,1)] fLAPcccbdeeimfgww SFS[D(2,1)(2,1)] fLAPcccbdeeamfgnj SFS[D(3,1)(2,1)] fLAPcccbdeeaifgnj SFS[D(3,1)(2,1)] fLAPcccbdeeaijowf SFS[D(3,1)(2,1)] fLAPcccbdeedpcgcs toroidal fLAPcccbdeehpcgcs SFS[D(3,1)(2,1)] fLAPcccbdeeaifvrj SFS[D(3,1)(2,1)] fLAPcccbdeehpcofj SFS[D(3,1)(2,1)] fLAPcccbdeedpkvsf reducible fLAPcccbdeeaicowk reducible fLAPcccbdeeaicgsn reducible fLAPcccbdeedecgnw T2xI fLAPcccbdeeimcgjj reducible fLAPcccbdeeimcgcw reducible fLAPcccbdeedpcgcw SFS[D(2,1)(2,1)] fLAPcccbdeeimkvsr toroidal fLAPcccbdeealjonw SFS[D(2,1)(2,1)] fLAPcccbdeeaprgkj SFS[D(2,1)(2,1)] fLAPcccbdeeimkvsk SFS[D(2,1)(2,1)] fLAPcccbdeedecgbc T2xI fLAPcccbdeedufgcc SFS[D(3,1)(2,1)] fLAPcccbdeedhfgcc SFS[D(3,1)(2,1)] fLAPcccbdeelxcgwc SFS[D(3,1)(2,1)] fLAPcccbdeedpcgrv SFS[D(2,1)(2,1)] fLAPcccbdeedpcgng SFS[D(2,1)(2,1)] fLAPcccbdeehxcgrv SFS[D(2,1)(2,1)] fLAPcccbdeedecgcb T2xI fLAPcccbdeeaijocf SFS[D(3,1)(2,1)] fLAPcccbdeeaifgcj SFS[D(3,1)(2,1)] fLAPcccbdeeamfvbj SFS[D(3,1)(2,1)] fLAPcccbdeedpcgnj toroidal fLAPcccbdeehpcgnj SFS[D(3,1)(2,1)] fLAPcccbdeeaifvbj SFS[D(3,1)(2,1)] fLAPcccbdeehpcoos SFS[D(3,1)(2,1)] fLAPcccbdeedpkvnf reducible fLAPcccbdeeaicobn reducible fLAPcccbdeeaicgfk reducible fLAPcccbdeeimcgok reducible fLAPcccbdeeimfvow SFS[D(2,1)(2,1)] fLAPcccbdeeaxfgvj SFS[D(2,1)(2,1)] fLAPcccbdeeimcgnj reducible fLAPcccbdeeaxfvwj SFS[D(2,1)(2,1)] fLAPcccbdeeimfgrr SFS[D(2,1)(2,1)] fLAPcccbdeedecgcj SFS[A(2,1)] fLAPcccbdeeaxcgsn reducible fLAPcccbdeedpcgnk SFS[D(2,1)(2,1)] fLAPcccbdeeimcgor reducible fLAPcccbdeeimcgnk reducible fLAPcccbdeedecgcn T2xI fLAPcccbdeeimkvow toroidal fLAPcccbdeealjovr SFS[D(2,1)(2,1)] fLAPcccbdeeimkvos SFS[D(2,1)(2,1)] fLLQcadcdeenawqor toroidal fLLQcadcdeenawqok toroidal fLAPcaccdeenjjrfj SFS[D(5,3)(5,1)] fLAPcaccdeejjjrfj SFS[D(5,4)(4,1)] fLAPcaccdeejjjjfk SFS[D(5,1)(4,1)] fLAPcaccdeenjjjfk SFS[D(5,2)(5,1)] fLAPcaccdeenkkrnr toroidal fLAPcaccdeejkkrnr SFS[D(5,3)(5,1)] fLAPcaccdeenkkjnj toroidal fLAPcaccdeejkkjnj SFS[D(5,2)(5,1)] fLAPcaccedebgnjww SFS[D(5,1)(2,1)] fLLQcadcdeejarxok toroidal fLLQcadcdeejarxor toroidal fLAPcaccdeebjjksn SFS[D(3,1)(2,1)] fLAPcaccdeenjjksn toroidal fLAPcaccdeejjjksn toroidal fLAPcaccdeebjjnoj SFS[D(3,1)(2,1)] fLAPcaccdeejjjnoj toroidal fLAPcaccdeenjjnoj toroidal fLAPcaccedebjjojr SFS[D(3,1)(2,1)] fLAPcaccedenjjojr toroidal fLAPcaccedejjjojr toroidal fLAPcaccdeebkkkcs SFS[D(3,1)(2,1)] fLAPcaccdeenkkkcs toroidal fLAPcaccdeejkkkcs toroidal fLAPcaccdeejggnbn SFS[D(3,1)(2,1)] fLAPcaccdeenggnbn SFS[D(3,1)(2,1)] fLAPcaccedebjjsww SFS[D(3,1)(2,1)] fLAPcaccedenjjsww toroidal fLAPcaccedejjjsww toroidal fLAPcaccdeebkknvw SFS[D(3,1)(2,1)] fLAPcaccdeenkknvw toroidal fLAPcaccdeejkknvw toroidal fLAPcaccdeejggkrr SFS[D(3,1)(2,1)] fLAPcaccdeenggkrr SFS[D(3,1)(2,1)] fLAPcaccdeebsnros SFS[D(3,1)(2,1)] fLAPcaccdeebgnros toroidal fLAPcaccdeebnnros SFS[D(3,1)(2,1)] fLAPcaccdeebsnjok SFS[D(3,1)(2,1)] fLAPcaccdeebgnjok toroidal fLAPcaccdeebnnjok SFS[D(3,1)(2,1)] fLAPcaccdeebgnkjk SFS[D(5,1)(2,1)] fLAPcaccdeebsnrsr SFS[D(3,1)(3,1)] fLAPcaccdeebgnrsr toroidal fLAPcaccdeebnnrsr SFS[D(3,1)(3,1)] fLAPcaccdeenjjjjj reducible fLAPcaccdeejjjjjj reducible fLAPcaccdeejjjrjk reducible fLAPcaccdeenjjrjk reducible fLAPcaccdeenkkjkr reducible fLAPcaccdeejkkjkr reducible fLLQcaeecedjaangj toroidal fLLQcaeecedjaangn toroidal fLAPcaccedebjjjjn SFS[D(3,1)(3,1)] fLAPcaccedenjjjjn toroidal fLAPcaccedejjjjjn toroidal fLAPcaccedebjjjwj SFS[D(3,1)(3,1)] fLAPcaccedejjjjwj toroidal fLAPcaccedenjjjwj toroidal fLAPcaccedebkkkjs SFS[D(3,1)(3,1)] fLAPcaccedenkkkjs toroidal fLAPcaccedejkkkjs toroidal fLAPcaccedebkkkww SFS[D(3,1)(3,1)] fLAPcaccedenkkkww toroidal fLAPcaccedejkkkww toroidal fLAPcaccedejgggjr SFS[D(3,1)(3,1)] fLAPcaccedejgggwn SFS[D(3,1)(3,1)] fLAPcaccdeebgnkss SFS[D(3,1)(2,1)] fLAPcaccdeebgnjsw SFS[D(3,1)(2,1)] fLLQcaeecedjaajgj toroidal fLAPcaccedebjjjwn SFS[D(3,1)(3,2)] fLAPcaccedenjjjwn toroidal fLAPcaccedejjjjwn toroidal fLAPcaccedebjjjjj SFS[D(3,1)(3,2)] fLAPcaccedejjjjjj toroidal fLAPcaccedenjjjjj toroidal fLAPcaccedejgggjn SFS[D(3,1)(3,2)] fLAPcaccedebkkkjw SFS[D(3,1)(3,2)] fLAPcaccedenkkkjw toroidal fLAPcaccedejkkkjw toroidal fLAPcaccedejgggwr SFS[D(3,1)(3,2)] fLAPcaccdeebsnjss SFS[D(2,1)(2,1)] fLAPcaccdeebgnjss toroidal fLAPcaccdeebnnjss SFS[D(2,1)(2,1)] fLAPcaccdeebgnksw reducible fLAPcaccdeebsnnsk SFS[D(3,1)(3,1)] fLAPcaccdeebgnnsk toroidal fLAPcaccdeebnnnsk SFS[D(3,1)(3,1)] fLLQcaddceejaanor toroidal fLLQcaddceejaanok toroidal fLAPcaccdeenjjjjw SFS[D(5,3)(3,1)] fLAPcaccdeejjjjjw SFS[D(4,3)(3,1)] fLAPcaccdeejjjrjr SFS[D(4,1)(3,1)] fLAPcaccdeenjjrjr SFS[D(5,2)(3,1)] fLAPcaccdeenjjnjk SFS[D(5,3)(3,1)] fLAPcaccdeejjjnjk SFS[D(4,3)(3,1)] fLAPcaccdeenkkjkk toroidal fLAPcaccdeejkkjkk SFS[D(5,3)(3,1)] fLAPcaccdeenjjkjj SFS[D(5,2)(3,1)] fLAPcaccdeejjjkjj SFS[D(4,1)(3,1)] fLAPcaccdeenkkkkr toroidal fLAPcaccdeejkkkkr SFS[D(5,2)(3,1)] fLAPcaccdeebsnnsr SFS[D(3,1)(3,2)] fLAPcaccdeebgnnsr toroidal fLAPcaccdeebnnnsr SFS[D(3,1)(3,2)] fLLQcaddceejaajok toroidal fLAPcaccdeebjjkjw SFS[D(2,1)(2,1)] fLAPcaccdeenjjkjw toroidal fLAPcaccdeejjjkjw toroidal fLAPcaccdeebjjnjr SFS[D(2,1)(2,1)] fLAPcaccdeejjjnjr toroidal fLAPcaccdeenjjnjr toroidal fLAPcaccdeejggngj SFS[D(2,1)(2,1)] fLAPcaccdeebkkkkk SFS[D(2,1)(2,1)] fLAPcaccdeenkkkkk toroidal fLAPcaccdeejkkkkk toroidal fLAPcaccdeejggkgj SFS[D(2,1)(2,1)] fLLQcadcdeenarxor toroidal fLLQcadcdeenarxok toroidal fLAPcaccedenjjswj SFS[D(7,4)(5,2)] fLAPcaccedejjjswj SFS[D(7,4)(4,1)] fLAPcaccedejjjojk SFS[D(7,3)(4,1)] fLAPcaccedenjjojk SFS[D(7,3)(5,2)] fLAPcaccdeenjjroj SFS[D(7,4)(5,2)] fLAPcaccdeejjjroj SFS[D(7,4)(4,1)] fLAPcaccdeenkkrvw toroidal fLAPcaccdeejkkrvw SFS[D(7,4)(5,2)] fLAPcaccdeenjjjsn SFS[D(7,3)(5,2)] fLAPcaccdeejjjjsn SFS[D(7,3)(4,1)] fLAPcaccdeenkkjcs toroidal fLAPcaccdeejkkjcs SFS[D(7,3)(5,2)] fLAPcaccdeebsnjor SFS[D(3,1)(2,1)] fLAPcaccdeebgnjor toroidal fLAPcaccdeebnnjor SFS[D(3,1)(2,1)] fLAPcaccdeebgnjjk SFS[D(7,2)(2,1)] fLAPcaccdeebsnjjj SFS[D(2,1)(2,1)] fLAPcaccdeebnnjjj SFS[D(2,1)(2,1)] fLAPcaccdeebgnjjj toroidal fLAPcaccedebgnjjw SFS[D(7,2)(2,1)] fLAPcaccdeebgnrow SFS[D(7,3)(2,1)] fLLQcadcdeejanxor toroidal fLLQcadcdeejanxok toroidal fLAPcaccdeebjjnon SFS[D(3,1)(2,1)] fLAPcaccdeenjjnon toroidal fLAPcaccdeejjjnon toroidal fLAPcaccdeebjjksj SFS[D(3,1)(2,1)] fLAPcaccdeejjjksj toroidal fLAPcaccdeenjjksj toroidal fLAPcaccedebjjsjw SFS[D(3,1)(2,1)] fLAPcaccedenjjsjw toroidal fLAPcaccedejjjsjw toroidal fLAPcaccdeebkknvs SFS[D(3,1)(2,1)] fLAPcaccdeenkknvs toroidal fLAPcaccdeejkknvs toroidal fLAPcaccdeejggkrn SFS[D(3,1)(2,1)] fLAPcaccdeenggkrn SFS[D(3,1)(2,1)] fLAPcaccedebjjowr SFS[D(3,1)(2,1)] fLAPcaccedenjjowr toroidal fLAPcaccedejjjowr toroidal fLAPcaccdeebkkkcw SFS[D(3,1)(2,1)] fLAPcaccdeenkkkcw toroidal fLAPcaccdeejkkkcw toroidal fLAPcaccdeejggnbr SFS[D(3,1)(2,1)] fLAPcaccdeenggnbr SFS[D(3,1)(2,1)] fLAPcaccedebsnjjs SFS[D(2,1)(2,1)] fLAPcaccedebgnjjs toroidal fLAPcaccedebnnjjs SFS[D(2,1)(2,1)] fLAPcaccdeebgnnow SFS[D(8,3)(2,1)] fLLQcadcdeenanxor toroidal fLLQcadcdeenanxok toroidal fLAPcaccdeenjjron SFS[D(8,5)(5,2)] fLAPcaccdeejjjron SFS[D(8,5)(4,1)] fLAPcaccdeejjjjsj SFS[D(8,3)(4,1)] fLAPcaccdeenjjjsj SFS[D(8,3)(5,2)] fLAPcaccedenjjsjj SFS[D(8,5)(5,2)] fLAPcaccedejjjsjj SFS[D(8,5)(4,1)] fLAPcaccdeenkkrvs toroidal fLAPcaccdeejkkrvs SFS[D(8,5)(5,2)] fLAPcaccedenjjowk SFS[D(8,3)(5,2)] fLAPcaccedejjjowk SFS[D(8,3)(4,1)] fLAPcaccdeenkkjcw toroidal fLAPcaccdeejkkjcw SFS[D(8,3)(5,2)] fLAPcaccdeebsnnos SFS[D(3,1)(2,1)] fLAPcaccdeebgnnos toroidal fLAPcaccdeebnnnos SFS[D(3,1)(2,1)] fLLQcadcdeejawqor toroidal fLLQcadcdeejawqok toroidal fLAPcaccdeenjjrfw SFS[D(7,5)(5,2)] fLAPcaccdeejjjrfw SFS[D(7,5)(4,1)] fLAPcaccdeejjjjfr SFS[D(7,2)(4,1)] fLAPcaccdeenjjjfr SFS[D(7,2)(5,2)] fLAPcaccdeenjjnfj SFS[D(7,5)(5,2)] fLAPcaccdeejjjnfj SFS[D(7,5)(4,1)] fLAPcaccdeenkknnr toroidal fLAPcaccdeejkknnr SFS[D(7,5)(5,2)] fLAPcaccdeenjjkfk SFS[D(7,2)(5,2)] fLAPcaccdeejjjkfk SFS[D(7,2)(4,1)] fLAPcaccdeenkkjnk toroidal fLAPcaccdeejkkjnk SFS[D(7,2)(5,2)] fLAPcaccdeebgnkok SFS[D(7,3)(2,1)] fLLQcadcdeejasqor toroidal fLLQcadcdeejasqok toroidal fLAPcaccdeebjjnfw SFS[D(2,1)(2,1)] fLAPcaccdeenjjnfw toroidal fLAPcaccdeejjjnfw toroidal fLAPcaccdeebjjkfr SFS[D(2,1)(2,1)] fLAPcaccdeejjjkfr toroidal fLAPcaccdeenjjkfr toroidal fLAPcaccdeebkknnk SFS[D(2,1)(2,1)] fLAPcaccdeenkknnk toroidal fLAPcaccdeejkknnk toroidal fLAPcaccdeebkkknk SFS[D(2,1)(2,1)] fLAPcaccdeenkkknk toroidal fLAPcaccdeejkkknk toroidal fLAPcaccdeejggnwj SFS[D(2,1)(2,1)] fLAPcaccdeejggkwj SFS[D(2,1)(2,1)] fLAPcaccdeebgnkor SFS[D(8,3)(2,1)] fLLQcaeecedbaajgn reducible fLLQcaeecedbaajgj reducible fLAPcaccedebjjjjb reducible fLAPcaccedenjjjjb reducible fLAPcaccedejjjjjb reducible fLAPcaccedebjjjwb reducible fLAPcaccedejjjjwb reducible fLAPcaccedenjjjwb reducible fLAPcaccedebjjjcn reducible fLAPcaccedenjjjcn reducible fLAPcaccedejjjjcn reducible fLAPcaccedebkkkcs reducible fLAPcaccedenkkkcs reducible fLAPcaccedejkkkcs reducible fLAPcaccedejgggwo reducible fLAPcaccedejgggcr reducible fLAPcaccedebjjjcj reducible fLAPcaccedenjjjcj reducible fLAPcaccedejjjjcj reducible fLAPcaccedebkkkcw reducible fLAPcaccedenkkkcw reducible fLAPcaccedejkkkcw reducible fLAPcaccedejgggjo reducible fLAPcaccedejgggcn reducible fLAPcaccedebcbjjb reducible fLAPcaccedebcbjwb reducible fLAPcaccedebwnjcn reducible fLAPcaccedebwnjcj reducible fLAPcaccedebwnjjb reducible fLAPcaccedebwnjwb reducible fLAPcaccedebrvjjb reducible fLAPcaccedebrvjwb reducible fLAPcaccedebrvjcn reducible fLAPcaccedebrvjcj reducible fLAPcaccedebffjjb reducible fLAPcaccedebffjwb reducible fLAPcaccedebkgjjb reducible fLAPcaccedebkgjwb reducible fLAPcaccedebkgjcn reducible fLAPcaccedebjkgcr reducible fLAPcaccedebkgjcj reducible fLAPcaccedebjkgcn reducible fLLQcaddceenlqbvf reducible fLAPcaccdeebgfjco SFS[D(3,1)(2,1)] fLAPcaccdeebgnksv SFS[D(3,1)(2,1)] fLLQcaddceejlxbkf reducible fLLQcaddceejlxbkk reducible fLLQcaddceejlxbkr reducible fLAPcaccdeengjksv reducible fLAPcaccdeengjnbv reducible fLAPcaccdeebgfkco SFS[D(3,1)(2,1)] fLLQcaddceejlqbvf reducible fLLQcaddceenlxbkf reducible fLLQcaddceenlxbkr reducible fLLQcaddceenlxbkk reducible fLAPcaccdeengjrbv reducible fLAPcaccdeengjjsv reducible fLAPcaccdeebgnjsv SFS[D(3,1)(2,1)] fLLQcaddceebamnff reducible fLAPcaccedebffvwc reducible fLLQcaddceeblxnkf reducible fLLQcaddceeblxnkr SFS[D(3,1)(3,2)] fLLQcaddceeblxnkk SFS[D(3,1)(3,1)] fLAPcaccdeengjobw SFS[D(3,1)(2,1)] fLAPcaccdeengjgss SFS[D(3,1)(2,1)] fLAPcaccdeebgngss SFS[D(3,1)(2,1)] fLAPcaccdeebgfgcr SFS[D(3,1)(2,1)] fLLQcaddceebetnbf reducible fLAPcaccedebcbrjf reducible fLLQcaddceeblqnvf reducible fLAPcaccdeejffrjf SFS[D(3,1)(2,1)] fLAPcaccdeejffojk SFS[D(3,1)(2,1)] fLAPcaccdeebwwggk reducible fLAPcaccdeejwwjgg SFS[D(3,1)(3,1)] fLAPcaccdeejwwggk SFS[D(3,1)(3,2)] fLAPcaccdeebrwgbk reducible fLAPcaccdeebfvkvf SFS[D(3,1)(2,1)] fLAPcaccdeebsnnsf reducible fLAPcaccdeebfvgvr reducible fLAPcaccdeebgnnsf reducible fLAPcaccdeebnnnsf reducible fLLQcaddceebaanor toroidal fLLQcaddceebaanok toroidal fLAPcaccdeenjjjjc SFS[D(5,2)(3,1)] fLAPcaccdeejjjjjc SFS[D(4,1)(3,1)] fLAPcaccdeejjjrjf SFS[D(4,3)(3,1)] fLAPcaccdeenjjrjf SFS[D(5,3)(3,1)] fLAPcaccdeenjjojk SFS[D(5,2)(3,1)] fLAPcaccdeejjjojk SFS[D(4,1)(3,1)] fLAPcaccdeenkkjkf toroidal fLAPcaccdeejkkjkf SFS[D(5,2)(3,1)] fLAPcaccdeenjjgjj SFS[D(5,3)(3,1)] fLAPcaccdeejjjgjj SFS[D(4,3)(3,1)] fLAPcaccdeenkkgkr toroidal fLAPcaccdeejkkgkr SFS[D(5,3)(3,1)] fLAPcaccdeebcjjjc SFS[D(3,1)(2,1)] fLAPcaccdeejgvrgc SFS[D(4,3)(3,1)] fLAPcaccdeejgfogw SFS[D(5,3)(3,1)] fLAPcaccdeenwjgjj SFS[D(4,1)(3,1)] fLAPcaccdeejwjgjj SFS[D(5,2)(3,1)] fLAPcaccdeenwjjjc toroidal fLAPcaccdeejwjjjc SFS[D(5,2)(3,1)] fLAPcaccdeejgfrgc SFS[D(5,3)(3,1)] fLAPcaccdeejgvogw toroidal fLAPcaccdeebcjgjj reducible fLAPcaccdeencjgjj toroidal fLAPcaccdeejcjgjj toroidal fLLQcaddceebamjff reducible fLAPcaccedebffvjc reducible fLLQcaddceeblxjkf reducible fLLQcaddceeblxjkr SFS[D(3,1)(3,1)] fLLQcaddceeblxjkk SFS[D(3,1)(3,2)] fLAPcaccdeengjobs SFS[D(3,1)(2,1)] fLAPcaccdeengjgsw SFS[D(3,1)(2,1)] fLAPcaccdeebgngsw SFS[D(3,1)(2,1)] fLAPcaccdeebgfgcn SFS[D(3,1)(2,1)] fLLQcaddceebetjbf reducible fLAPcaccedebcbrwf reducible fLLQcaddceeblqjvf reducible fLAPcaccdeejffnjf SFS[D(3,1)(2,1)] fLAPcaccdeejffojr SFS[D(3,1)(2,1)] fLAPcaccdeebwwggj reducible fLAPcaccdeejwwkgg SFS[D(3,1)(3,2)] fLAPcaccdeejwwggj SFS[D(3,1)(3,1)] fLAPcaccdeebrwgbj reducible fLAPcaccdeebfvjvf SFS[D(3,1)(2,1)] fLAPcaccdeebsnosr reducible fLAPcaccdeebfvgvk reducible fLAPcaccdeebgnosr reducible fLAPcaccdeebnnosr reducible fLLQcaddceebaajor toroidal fLLQcaddceebaajok toroidal fLAPcaccdeenjjkjc SFS[D(5,3)(3,1)] fLAPcaccdeejjjkjc SFS[D(4,3)(3,1)] fLAPcaccdeejjjnjf SFS[D(4,1)(3,1)] fLAPcaccdeenjjnjf SFS[D(5,2)(3,1)] fLAPcaccdeenjjojr SFS[D(5,3)(3,1)] fLAPcaccdeejjjojr SFS[D(4,3)(3,1)] fLAPcaccdeenkkkkf toroidal fLAPcaccdeejkkkkf SFS[D(5,3)(3,1)] fLAPcaccdeenjjgjw SFS[D(5,2)(3,1)] fLAPcaccdeejjjgjw SFS[D(4,1)(3,1)] fLAPcaccdeenkkgkk toroidal fLAPcaccdeejkkgkk SFS[D(5,2)(3,1)] fLAPcaccdeebcjkjc SFS[D(3,1)(2,1)] fLAPcaccdeejgvngc SFS[D(4,1)(3,1)] fLAPcaccdeejgfogj SFS[D(5,2)(3,1)] fLAPcaccdeenwjgjw SFS[D(4,3)(3,1)] fLAPcaccdeejwjgjw SFS[D(5,3)(3,1)] fLAPcaccdeenwjkjc toroidal fLAPcaccdeejwjkjc SFS[D(5,3)(3,1)] fLAPcaccdeejgfngc SFS[D(5,2)(3,1)] fLAPcaccdeejgvogj toroidal fLAPcaccdeebcjgjw reducible fLAPcaccdeencjgjw toroidal fLAPcaccdeejcjgjw toroidal fLLQcadcdeebaolor SFS[D(3,1)(2,1)] fLLQcadcdeebaolok SFS[D(3,1)(2,1)] fLAPcaccdeenkkogf SFS[D(2,1)(2,1)] fLAPcaccdeenkkgjg SFS[D(2,1)(2,1)] fLAPcaccdeebcjggf reducible fLAPcaccdeejcjggf SFS[D(3,1)(2,1)] fLAPcaccdeencjggf SFS[D(3,1)(2,1)] fLAPcaccdeenwjokc SFS[D(2,1)(2,1)] fLAPcaccdeejgvojg SFS[D(2,1)(2,1)] fLAPcaccdeensbogf SFS[D(4,1)(2,1)] fLAPcaccdeejsbogf SFS[D(5,2)(2,1)] fLAPcaccdeensbgjg SFS[D(4,1)(2,1)] fLAPcaccdeejsbgjg SFS[D(5,2)(2,1)] fLLQcadcdeebuoprr SFS[D(5,2)(2,1)] fLLQcadcdeebuoprk toroidal fLAPcaccdeenrfokc SFS[D(4,1)(2,1)] fLAPcaccdeejrfokc SFS[D(5,2)(2,1)] fLAPcaccdeensnogf toroidal fLAPcaccdeejsnogf toroidal fLAPcaccdeennbgjg SFS[D(5,2)(2,1)] fLAPcaccdeejnbgjg toroidal fLAPcaccdeejcwojg SFS[D(4,1)(2,1)] fLAPcaccdeejwogkc SFS[D(5,2)(2,1)] fLLQcadcdeebpoakk SFS[D(2,1)(2,1)] fLAPcaccdeengnogf SFS[D(3,1)(2,1)] fLAPcaccdeejgnogf SFS[D(3,1)(2,1)] fLAPcaccdeejnjgjg SFS[D(2,1)(2,1)] fLLQcadcdeebaoufk SFS[D(2,1)(2,1)] fLAPcaccdeennnogf SFS[D(3,1)(2,1)] fLAPcaccdeejnnogf SFS[D(3,1)(2,1)] fLAPcaccdeejnngjg SFS[D(2,1)(2,1)] fLLQcadcdeebhoprr SFS[D(4,1)(2,1)] fLLQcadcdeebhoprk SFS[D(5,2)(2,1)] fLAPcaccdeensjogf SFS[D(5,2)(2,1)] fLAPcaccdeejsjogf SFS[D(4,1)(2,1)] fLAPcaccedejffojf SFS[D(2,1)(2,1)] fLAPcaccdeejffooj SFS[D(2,1)(2,1)] fLAPcaccdeebwwgrr reducible fLAPcaccdeenwwgrr SFS[D(3,1)(2,1)] fLAPcaccdeejwwgrr SFS[D(3,1)(2,1)] fLLQcadcdeebarxor toroidal fLLQcadcdeebarxok toroidal fLAPcaccedenjjswc SFS[D(5,2)(2,1)] fLAPcaccedejjjswc SFS[D(4,1)(2,1)] fLAPcaccedejjjojf SFS[D(4,1)(2,1)] fLAPcaccedenjjojf SFS[D(5,2)(2,1)] fLAPcaccdeenjjooj SFS[D(5,2)(2,1)] fLAPcaccdeejjjooj SFS[D(4,1)(2,1)] fLAPcaccdeenkkovw toroidal fLAPcaccdeejkkovw SFS[D(5,2)(2,1)] fLAPcaccdeenjjgsn SFS[D(5,2)(2,1)] fLAPcaccdeejjjgsn SFS[D(4,1)(2,1)] fLAPcaccdeenkkgcs toroidal fLAPcaccdeejkkgcs SFS[D(5,2)(2,1)] fLAPcaccedebcjswc SFS[D(2,1)(2,1)] fLAPcaccdeengfobn SFS[D(4,1)(2,1)] fLAPcaccdeejgfobn SFS[D(5,2)(2,1)] fLAPcaccdeenwjgsn SFS[D(4,1)(2,1)] fLAPcaccdeejwjgsn SFS[D(5,2)(2,1)] fLAPcaccedenwjswc toroidal fLAPcaccedejwjswc SFS[D(5,2)(2,1)] fLAPcaccdeengvobn SFS[D(5,2)(2,1)] fLAPcaccdeejgvobn toroidal fLAPcaccdeebcjgsn reducible fLAPcaccdeencjgsn toroidal fLAPcaccdeejcjgsn toroidal fLAPcaccdeebfvrcf SFS[D(2,1)(2,1)] fLAPcaccdeebsnjof reducible fLAPcaccdeebfvgnj reducible fLAPcaccdeebgnjof reducible fLAPcaccdeebnnjof reducible fLAPcaccdeebgfgkj SFS[D(2,1)(2,1)] fLLQcadcdeeberibf reducible fLAPcaccdeebcbkgf reducible fLLQcadcdeeblrhvf reducible fLLQcadcdeebaruff reducible fLAPcaccdeebffnkc reducible fLLQcadcdeeblrakf reducible fLLQcadcdeeblrakr SFS[D(3,1)(2,1)] fLLQcadcdeeblrakk SFS[D(3,1)(2,1)] fLAPcaccdeengjngf SFS[D(2,1)(2,1)] fLAPcaccdeengjgjk SFS[D(2,1)(2,1)] fLAPcaccdeebgngjk SFS[D(2,1)(2,1)] fLAPcaccdeebrwgwr reducible fLLQcadcdeebanxor SFS[D(3,1)(2,1)] fLLQcadcdeebanxok SFS[D(3,1)(2,1)] fLAPcaccdeenkkovs SFS[D(2,1)(2,1)] fLAPcaccdeenkkgcw SFS[D(2,1)(2,1)] fLAPcaccedenwjsjc SFS[D(2,1)(2,1)] fLAPcaccdeejgvobr SFS[D(2,1)(2,1)] fLAPcaccdeebcjgsj reducible fLAPcaccdeencjgsj SFS[D(3,1)(2,1)] fLAPcaccdeejcjgsj SFS[D(3,1)(2,1)] fLAPcaccdeebfvgnw reducible fLLQcaeceedbdolsn reducible fLLQcaeceedbdolsj reducible fLAPcaccedensbjcv reducible fLAPcaccedensbgcv reducible fLLQcaeceedbqolsb reducible fLLQcaeceedbqolsn SFS[D(3,1)(3,2)] fLLQcaeceedbqolsj SFS[D(3,1)(3,1)] fLAPcaccedengbjcv SFS[D(3,1)(2,1)] fLAPcaccedensjgcv SFS[D(3,1)(2,1)] fLLQcaeceedbivmbb reducible fLLQcaeceedbivmbj SFS[D(3,1)(3,1)] fLLQcaeceedbivmbn SFS[D(3,1)(3,2)] fLAPcaccedennbjcv SFS[D(3,1)(2,1)] fLAPcaccedensngcv SFS[D(3,1)(2,1)] fLLQcaeceedbiotbb reducible fLLQcaeceedbiotbn SFS[D(3,1)(3,2)] fLLQcaeceedbiotbj SFS[D(3,1)(3,1)] fLAPcaccedensnjcv SFS[D(3,1)(2,1)] fLAPcaccedennbgcv SFS[D(3,1)(2,1)] fLLQcaeceedblvpkb reducible fLLQcaeceedblvpkj SFS[D(3,1)(3,1)] fLLQcaeceedblvpkn SFS[D(3,1)(3,2)] fLAPcaccedengnjcv SFS[D(3,1)(2,1)] fLAPcaccedennjgcv SFS[D(3,1)(2,1)] fLLQcaeceedbaotbn reducible fLLQcaeceedbaotbj reducible fLAPcaccedennnjcv reducible fLAPcaccedennngcv reducible fLLQcaeceedbqvqsb reducible fLLQcaeceedbqvqsj SFS[D(3,1)(3,1)] fLLQcaeceedbqvqsn SFS[D(3,1)(3,2)] fLAPcaccedensjjcv SFS[D(3,1)(2,1)] fLAPcaccedengbgcv SFS[D(3,1)(2,1)] fLLQcaeceedbloakb reducible fLLQcaeceedbloakn SFS[D(3,1)(3,2)] fLLQcaeceedbloakj SFS[D(3,1)(3,1)] fLAPcaccedennjjcv SFS[D(3,1)(2,1)] fLAPcaccedengngcv SFS[D(3,1)(2,1)] fLLQcaeceedbivugb reducible fLLQcaeceedbiopgb reducible fLLQcaeceedbqomfb reducible fLLQcaeceedbdomfn reducible fLLQcaeceedbdomfj reducible fLAPcaccedenfwjcv reducible fLAPcaccedenfwgcv reducible fLLQcaeceedbqvhfb reducible fLAPcaccdeebfvgcb reducible fLAPcaccdeebkfgcb reducible fLAPcaccdeebjwgso reducible fLAPcaccdeebrggcb reducible fLLQcadcdeebaoxor SFS[D(3,1)(2,1)] fLLQcadcdeebaoxok SFS[D(3,1)(2,1)] fLAPcaccdeenkkovv SFS[D(2,1)(2,1)] fLAPcaccdeenkkgcv SFS[D(2,1)(2,1)] fLAPcaccdeebcjgsb reducible fLAPcaccdeejcjgsb SFS[D(3,1)(2,1)] fLAPcaccdeencjgsb SFS[D(3,1)(2,1)] fLAPcaccedenwjscc SFS[D(2,1)(2,1)] fLAPcaccdeejgvobo SFS[D(2,1)(2,1)] fLAPcaccdeebwbgsb reducible fLAPcaccdeejwbgsb SFS[D(3,1)(2,1)] fLAPcaccdeenwbgsb SFS[D(3,1)(2,1)] fLAPcaccedencnscc SFS[D(2,1)(2,1)] fLAPcaccdeejsfobo SFS[D(2,1)(2,1)] fLAPcaccdeebjngsb reducible fLAPcaccdeebkwgcv reducible fLAPcaccdeebrggsb reducible fLAPcaccdeebfvgsb reducible fLAPcaccdeebkfgsb reducible fLAPcaccdeebjwgro reducible fLLQcadcdeebaviok SFS[D(3,1)(2,1)] fLLQcadcdeebavior SFS[D(3,1)(2,1)] fLAPcaccdeenkkgrv SFS[D(2,1)(2,1)] fLAPcaccdeenkkoov SFS[D(2,1)(2,1)] fLAPcaccdeebjngcb reducible fLAPcaccdeebkwgrv reducible fLAPcaccdeebcjgcb reducible fLAPcaccdeencjgcb SFS[D(3,1)(2,1)] fLAPcaccdeejcjgcb SFS[D(3,1)(2,1)] fLAPcaccdeejgvovo SFS[D(2,1)(2,1)] fLAPcaccedenwjwcc SFS[D(2,1)(2,1)] fLAPcaccdeebwbgcb reducible fLAPcaccdeenwbgcb SFS[D(3,1)(2,1)] fLAPcaccdeejwbgcb SFS[D(3,1)(2,1)] fLAPcaccdeejsfovo SFS[D(2,1)(2,1)] fLAPcaccedencnwcc SFS[D(2,1)(2,1)] fLAPcaccedebgnjcw SFS[D(2,1)(2,1)] fLLQcaeceedbprakb reducible fLLQcaeceedbprakn reducible fLLQcaeceedbprakj reducible fLAPcaccedengjjcw reducible fLAPcaccedengjgcs reducible fLAPcaccedebgfkwo SFS[D(2,1)(2,1)] fLLQcaeceedbdrmfb reducible fLLQcadcdeenlvdkf reducible fLLQcadcdeenlvdkk reducible fLLQcadcdeenlvdkr reducible fLAPcaccdeengjjrv reducible fLAPcaccdeengjrov reducible fLAPcaccdeebgnrov SFS[D(2,1)(2,1)] fLLQcadcdeejaoxor reducible fLLQcadcdeejaoxok reducible fLAPcaccdeebjjnob reducible fLAPcaccdeenjjnob reducible fLAPcaccdeejjjnob reducible fLAPcaccdeebjjksb reducible fLAPcaccdeejjjksb reducible fLAPcaccdeenjjksb reducible fLAPcaccedebjjscw reducible fLAPcaccedenjjscw reducible fLAPcaccedejjjscw reducible fLAPcaccdeebkknvv reducible fLAPcaccdeenkknvv reducible fLAPcaccdeejkknvv reducible fLAPcaccdeejggkro reducible fLAPcaccdeenggkro reducible fLAPcaccedebjjocr reducible fLAPcaccedenjjocr reducible fLAPcaccedejjjocr reducible fLAPcaccdeebkkkcv reducible fLAPcaccdeenkkkcv reducible fLAPcaccdeejkkkcv reducible fLAPcaccdeejggnbo reducible fLAPcaccdeenggnbo reducible fLAPcaccdeebcbnob reducible fLAPcaccdeebcbksb reducible fLAPcaccedebwnscw reducible fLAPcaccedebwnocr reducible fLAPcaccdeebwnnob reducible fLAPcaccdeebwnksb reducible fLAPcaccdeebrvnob reducible fLAPcaccdeebrvksb reducible fLAPcaccedebrvscw reducible fLAPcaccedebrvocr reducible fLAPcaccdeebffnob reducible fLAPcaccdeebffksb reducible fLAPcaccdeebkgnob reducible fLAPcaccdeebkgksb reducible fLAPcaccedebkgscw reducible fLAPcaccdeebjkkro reducible fLAPcaccedebkgocr reducible fLAPcaccdeebjknbo reducible fLLQcadcdeenlvlvf reducible fLAPcaccdeebgfrvo SFS[D(2,1)(2,1)] fLLQcaeceedbpnakb reducible fLLQcaeceedbpnakn reducible fLLQcaeceedbpnakj reducible fLAPcaccedengjjcs reducible fLAPcaccedengjgcw reducible fLLQcaeceedbdnmfb reducible fLLQcadcdeejlvdkf reducible fLLQcadcdeejlvdkk reducible fLLQcadcdeejlvdkr reducible fLAPcaccdeengjkrv reducible fLAPcaccdeengjnov reducible fLLQcadcdeenaoxor SFS[D(3,1)(2,1)] fLLQcadcdeenaoxok SFS[D(3,1)(2,1)] fLAPcaccdeenkkrvv SFS[D(2,1)(2,1)] fLAPcaccdeenkkjcv SFS[D(2,1)(2,1)] fLLQcadcdeejlvlvf reducible fLLQcadcdeebavqor SFS[D(3,1)(2,1)] fLLQcadcdeebavqok SFS[D(3,1)(2,1)] fLAPcaccdeenkkonf SFS[D(2,1)(2,1)] fLAPcaccdeenkkgng SFS[D(2,1)(2,1)] fLAPcaccdeebcjgff reducible fLAPcaccdeejcjgff SFS[D(3,1)(2,1)] fLAPcaccdeencjgff SFS[D(3,1)(2,1)] fLAPcaccdeenwjofc SFS[D(2,1)(2,1)] fLAPcaccdeejgvowg SFS[D(2,1)(2,1)] fLAPcaccdeebfvgnc reducible fLAPcaccdeebfvgbc reducible fLAPcaccdeensbonf SFS[D(4,1)(2,1)] fLAPcaccdeejsbonf SFS[D(5,2)(2,1)] fLAPcaccdeensbgng SFS[D(4,1)(2,1)] fLAPcaccdeejsbgng SFS[D(5,2)(2,1)] fLLQcadcdeebuvurr SFS[D(5,2)(2,1)] fLLQcadcdeebuvurk toroidal fLAPcaccdeenrfofc SFS[D(4,1)(2,1)] fLAPcaccdeejrfofc SFS[D(5,2)(2,1)] fLAPcaccdeensnonf toroidal fLAPcaccdeejsnonf toroidal fLAPcaccdeennbgng SFS[D(5,2)(2,1)] fLAPcaccdeejnbgng toroidal fLAPcaccdeejcwowg SFS[D(4,1)(2,1)] fLAPcaccdeejwogwc SFS[D(5,2)(2,1)] fLLQcadcdeebpvpkk SFS[D(2,1)(2,1)] fLAPcaccdeengnonf SFS[D(3,1)(2,1)] fLAPcaccdeejgnonf SFS[D(3,1)(2,1)] fLAPcaccdeejnjgng SFS[D(2,1)(2,1)] fLLQcadcdeebavafk SFS[D(2,1)(2,1)] fLAPcaccdeennnonf SFS[D(3,1)(2,1)] fLAPcaccdeejnnonf SFS[D(3,1)(2,1)] fLAPcaccdeejnngng SFS[D(2,1)(2,1)] fLLQcadcdeebhvurr SFS[D(4,1)(2,1)] fLLQcadcdeebhvurk SFS[D(5,2)(2,1)] fLAPcaccdeensjonf SFS[D(5,2)(2,1)] fLAPcaccdeejsjonf SFS[D(4,1)(2,1)] fLAPcaccdeebrwgrw reducible fLAPcaccedebfvnwf SFS[D(2,1)(2,1)] fLAPcaccdeebsnoos reducible fLAPcaccdeebfvgcj reducible fLAPcaccdeebgnoos reducible fLAPcaccdeebnnoos reducible fLLQcadcdeebawqor toroidal fLLQcadcdeebawqok toroidal fLAPcaccdeenjjrfc SFS[D(5,2)(2,1)] fLAPcaccdeejjjrfc SFS[D(4,1)(2,1)] fLAPcaccdeejjjjff SFS[D(4,1)(2,1)] fLAPcaccdeenjjjff SFS[D(5,2)(2,1)] fLAPcaccdeenjjofj SFS[D(5,2)(2,1)] fLAPcaccdeejjjofj SFS[D(4,1)(2,1)] fLAPcaccdeenkkonr toroidal fLAPcaccdeejkkonr SFS[D(5,2)(2,1)] fLAPcaccdeenjjgfk SFS[D(5,2)(2,1)] fLAPcaccdeejjjgfk SFS[D(4,1)(2,1)] fLAPcaccdeenkkgnj toroidal fLAPcaccdeejkkgnj SFS[D(5,2)(2,1)] fLAPcaccdeebcjrfc SFS[D(2,1)(2,1)] fLAPcaccdeejgvjwc SFS[D(4,1)(2,1)] fLAPcaccdeejgfowk SFS[D(5,2)(2,1)] fLAPcaccdeenwjgfk SFS[D(4,1)(2,1)] fLAPcaccdeejwjgfk SFS[D(5,2)(2,1)] fLAPcaccdeenwjrfc toroidal fLAPcaccdeejwjrfc SFS[D(5,2)(2,1)] fLAPcaccdeejgfjwc SFS[D(5,2)(2,1)] fLAPcaccdeejgvowk toroidal fLAPcaccdeebcjgfk reducible fLAPcaccdeencjgfk toroidal fLAPcaccdeejcjgfk toroidal fLLQcadcdeebawlff reducible fLAPcaccdeebffknc reducible fLLQcadcdeeblwhkf reducible fLLQcadcdeeblwhkr SFS[D(3,1)(2,1)] fLLQcadcdeeblwhkk SFS[D(3,1)(2,1)] fLAPcaccdeengjkwf SFS[D(2,1)(2,1)] fLAPcaccdeengjgok SFS[D(2,1)(2,1)] fLAPcaccdeebgngok SFS[D(2,1)(2,1)] fLAPcaccdeebgfgvj SFS[D(2,1)(2,1)] fLLQcadcdeebewpbf reducible fLAPcaccdeebcbnwf reducible fLLQcadcdeeblwavf reducible fLAPcaccdeejffjff SFS[D(2,1)(2,1)] fLAPcaccdeejffofj SFS[D(2,1)(2,1)] fLAPcaccdeebwwgww reducible fLAPcaccdeejwwrwg SFS[D(3,1)(2,1)] fLAPcaccdeejwwgww SFS[D(3,1)(2,1)] fLAPcaccdeebfvgcn reducible fLLQcadcdeebasqor SFS[D(3,1)(2,1)] fLLQcadcdeebasqok SFS[D(3,1)(2,1)] fLAPcaccdeenkknnf SFS[D(2,1)(2,1)] fLAPcaccdeenkkgnk SFS[D(2,1)(2,1)] fLAPcaccdeenwjnfc SFS[D(2,1)(2,1)] fLAPcaccdeejgvowj SFS[D(2,1)(2,1)] fLAPcaccdeebcjgfr reducible fLAPcaccdeencjgfr SFS[D(3,1)(2,1)] fLAPcaccdeejcjgfr SFS[D(3,1)(2,1)] fLAPcbccdeehhgjrw toroidal fLAPcbccdeeaacnkw SFS[D(3,1)(2,1)] fLAPcbccdeeaxckkj SFS[D(3,1)(2,1)] fLAPcbccdeeahgkrr SFS[D(3,1)(2,1)] fLAPcbccdeeaacknj SFS[D(3,1)(2,1)] fLAPcbccdeehhgkwr toroidal fLAPcbccdeehhgsgj SFS[D(5,4)(3,1)] fLAPcbccdeeahgrwk SFS[D(3,1)(2,1)] fLAPcbccdeeahgjww SFS[D(3,1)(2,1)] fLAPcbccdeexxvrvr SFS[D(5,1)(3,1)] fLAPcbccdeehhgsbr SFS[D(3,1)(3,1)] fLAPcbccdeehhgjbj toroidal fLAPcbccdeeaagkbk SFS[D(3,1)(3,1)] fLAPcbccdeeahgjgj SFS[D(3,1)(3,1)] fLAPcbccdeeahgkgk SFS[D(3,1)(3,1)] fLAPcbccdeehhgwbr toroidal fLAPcbccdeeaackvk SFS[D(2,1)(2,1)] fLAPcbccdeehhgjbk toroidal fLAPcbccdeeaagjbk SFS[D(3,1)(3,2)] fLAPcbccdeeaxckcn SFS[D(2,1)(2,1)] fLAPcbccdeeahgkgj SFS[D(3,1)(3,2)] fLAPcbccdeeahgrgw SFS[D(2,1)(2,1)] fLAPcbccdeehhgwbn SFS[D(3,1)(3,2)] fLAPcbccdeehhgkbk toroidal fLAPcbccdeeaagjbj SFS[D(3,1)(3,1)] fLAPcbccdeehhgsbn reducible fLAPcbccdeeahgjgk SFS[D(3,1)(3,2)] fLAPcbccdeeahgrwj SFS[D(3,1)(2,1)] fLAPcbccdeeahgkww SFS[D(3,1)(2,1)] fLAPcbccdeeaacknw SFS[D(3,1)(2,1)] fLAPcbccdeehhgjwr toroidal fLAPcbccdeexxvnvr SFS[D(7,2)(3,1)] fLAPcbccdeeahgrbr SFS[D(2,1)(2,1)] fLAPcbccdeeaxckvk SFS[D(2,1)(2,1)] fLAPcbccdeehhgjwn SFS[D(8,3)(3,1)] fLAPcbccdeexxvnvn toroidal fLAPcbccdeeaackcn SFS[D(2,1)(2,1)] fLAPcbccdeehhgsgw SFS[D(7,5)(3,1)] fLAPcbccdeehhgjrj SFS[D(7,4)(3,1)] fLAPcbccdeeaacnck SFS[D(2,1)(2,1)] fLAPcbccdeehhgwgw toroidal fLAPcbccdeehhgkrw toroidal fLAPcbccdeeaacnkj SFS[D(3,1)(2,1)] fLAPcbccdeeahgjrr SFS[D(3,1)(2,1)] fLAPcbccdeeaxckkw SFS[D(3,1)(2,1)] fLAPcbccdeehhgkwn SFS[D(7,3)(3,1)] fLAPcbccdeehhgkrj SFS[D(8,3)(3,1)] fLAPcbccdeeaegncg reducible fLAPcbccdeeaegroo reducible fLAPcbccdeeehkkco SFS[D(3,1)(3,2)] fLAPcbccdeeahfrjf reducible fLAPcbccdeehhgsbo SFS[D(3,1)(3,2)] fLAPcbccdeedhgsbo SFS[D(3,1)(3,1)] fLAPcbccdeephgsbo toroidal fLAPcbccdeeaicgvr reducible fLAPcbccdeeaxrgbk SFS[D(3,1)(2,1)] fLAPcbccdeeaengoj SFS[D(3,1)(2,1)] fLAPcbccdeeemknbv toroidal fLAPcbccdeeaurkvf SFS[D(3,1)(3,2)] fLAPcbccdeedmgjfv SFS[D(3,1)(3,1)] fLAPcbccdeelugkco SFS[D(3,1)(2,1)] fLAPcbccdeeapkgss SFS[D(3,1)(2,1)] fLAPcbccdeeapkksv SFS[D(3,1)(2,1)] fLAPcbccdeelpkgss toroidal fLAPcbccdeeluggcr SFS[D(3,1)(2,1)] fLAPcbccdeedmggfw SFS[D(3,1)(3,1)] fLAPcbccdeeapckoc reducible fLAPcbccdeediggfw SFS[D(3,1)(3,2)] fLAPcbccdeeaurgvr SFS[D(3,1)(3,2)] fLAPcbccdeeaasgbk SFS[D(3,1)(3,1)] fLAPcbccdeeapcgoj reducible fLAPcbccdeeaufkvf reducible fLAPcbccdeeaicgrn reducible fLAPcbccdeeapwkoc SFS[D(3,1)(3,1)] fLAPcbccdeeaufgvr toroidal fLAPcbccdeeaangbk SFS[D(3,1)(3,2)] fLAPcbccdeeapwgoj SFS[D(3,1)(3,1)] fLAPcbccdeeaickrb SFS[D(3,1)(2,1)] fLAPcbccdeeaukkvf SFS[D(3,1)(3,1)] fLAPcbccdeeaawgrn SFS[D(3,1)(2,1)] fLAPcbccdeeapjkoc SFS[D(3,1)(3,2)] fLAPcbccdeehhggbj reducible fLAPcbccdeeamggbk reducible fLAPcbccdeeaukgvr SFS[D(3,1)(3,1)] fLAPcbccdeeapjgoj SFS[D(3,1)(3,2)] fLAPcbccdeeaiggbk reducible fLAPcbccdeexxjnsf SFS[D(3,1)(2,1)] fLAPcbccdeeahgjgg reducible fLAPcbccdeeahgggk reducible fLAPcbccdeealfgkr SFS[A(3,1)] fLAPcbccdeealfjkf reducible fLAPcbccdeeaegrcg reducible fLAPcbccdeeaegnoo reducible fLAPcbccdeeehkjco SFS[D(3,1)(3,1)] fLAPcbccdeeahfnjf reducible fLAPcbccdeehhgwbo SFS[D(3,1)(3,1)] fLAPcbccdeedhgwbo SFS[D(3,1)(3,2)] fLAPcbccdeephgwbo toroidal fLAPcbccdeeaicgvk reducible fLAPcbccdeeaxrgbj SFS[D(3,1)(2,1)] fLAPcbccdeeaengow SFS[D(3,1)(2,1)] fLAPcbccdeeemkobs toroidal fLAPcbccdeeaurjvf SFS[D(3,1)(3,1)] fLAPcbccdeedmgkfv SFS[D(3,1)(3,2)] fLAPcbccdeelugjco SFS[D(3,1)(2,1)] fLAPcbccdeeapkgsw SFS[D(3,1)(2,1)] fLAPcbccdeeapkjsv SFS[D(3,1)(2,1)] fLAPcbccdeelpkgsw toroidal fLAPcbccdeeluggcn SFS[D(3,1)(2,1)] fLAPcbccdeedmggfs SFS[D(3,1)(3,2)] fLAPcbccdeeapcjoc reducible fLAPcbccdeediggfs SFS[D(3,1)(3,1)] fLAPcbccdeeaurgvk SFS[D(3,1)(3,1)] fLAPcbccdeeaasgbj SFS[D(3,1)(3,2)] fLAPcbccdeeapcgow reducible fLAPcbccdeeaufjvf reducible fLAPcbccdeeaicgrj reducible fLAPcbccdeeapwjoc SFS[D(3,1)(3,2)] fLAPcbccdeeaufgvk toroidal fLAPcbccdeeaangbj SFS[D(3,1)(3,1)] fLAPcbccdeeapwgow SFS[D(3,1)(3,2)] fLAPcbccdeeaicjrb SFS[D(3,1)(2,1)] fLAPcbccdeeaukjvf SFS[D(3,1)(3,2)] fLAPcbccdeeaawgrj SFS[D(3,1)(2,1)] fLAPcbccdeeapjjoc SFS[D(3,1)(3,1)] fLAPcbccdeehhggbk reducible fLAPcbccdeeamggbj reducible fLAPcbccdeeaukgvk SFS[D(3,1)(3,2)] fLAPcbccdeeapjgow SFS[D(3,1)(3,1)] fLAPcbccdeeaiggbj reducible fLAPcbccdeexxjosr SFS[D(3,1)(2,1)] fLAPcbccdeeahgkgg reducible fLAPcbccdeeahgggj reducible fLAPcbccdeealfgkk SFS[A(3,1)] fLAPcbccdeealfkkf reducible fLAPcbccdeeehjgjw SFS[D(4,1)(3,1)] fLAPcbccdeeemkgkk toroidal fLAPcbccdeedmgwgf SFS[D(5,3)(3,1)] fLAPcbccdeeelgggj toroidal fLAPcbccdeedmgvgr SFS[D(5,2)(3,1)] fLAPcbccdeedigsgf SFS[D(4,1)(3,1)] fLAPcbccdeedhkvkj SFS[D(5,3)(3,1)] fLAPcbccdeedljvjk toroidal fLAPcbccdeeaajojr SFS[D(3,1)(2,1)] fLAPcbccdeeemkgkr toroidal fLAPcbccdeedmgsgf SFS[D(5,2)(3,1)] fLAPcbccdeeehjgjj SFS[D(4,3)(3,1)] fLAPcbccdeeelgggk toroidal fLAPcbccdeepensnc reducible fLAPcbccdeehhkvkw SFS[D(4,1)(3,1)] fLAPcbccdeeehjjjc toroidal fLAPcbccdeedhkwkc SFS[D(5,3)(3,1)] fLAPcbccdeehljvjj toroidal fLAPcbccdeedhkvkw SFS[D(5,2)(3,1)] fLAPcbccdeedmgvgk SFS[D(5,3)(3,1)] fLAPcbccdeedigvgk SFS[D(4,3)(3,1)] fLAPcbccdeedljvjj toroidal fLAPcbccdeepenvnw reducible fLAPcbccdeeaajnjf SFS[D(3,1)(2,1)] fLAPcbccdeeehjkjc toroidal fLAPcbccdeedhkskc SFS[D(5,2)(3,1)] fLAPcbccdeehhkskc SFS[D(4,3)(3,1)] fLAPcbccdeehljvjk toroidal fLAPcbccdeehhgvbr SFS[D(3,1)(3,2)] fLAPcbccdeephgvbr reducible fLAPcbccdeeaxrkbg SFS[D(3,1)(2,1)] fLAPcbccdeedhgvbr SFS[D(3,1)(3,1)] fLAPcbccdeeehkgcr SFS[D(3,1)(3,2)] fLAPcbccdeeahfojr reducible fLAPcbccdeeaickvf SFS[D(3,1)(2,1)] fLAPcbccdeeaenkoc SFS[D(3,1)(2,1)] fLAPcbccdeeaicorw reducible fLAPcbccdeeaigokk reducible fLAPcbccdeeehkgcn SFS[D(3,1)(3,1)] fLAPcbccdeeaicjvf SFS[D(3,1)(2,1)] fLAPcbccdeephgvbn reducible fLAPcbccdeehhgvbn SFS[D(3,1)(3,1)] fLAPcbccdeedhgvbn SFS[D(3,1)(3,2)] fLAPcbccdeeahfojk reducible fLAPcbccdeeaxrjbg SFS[D(3,1)(2,1)] fLAPcbccdeeaenjoc SFS[D(3,1)(2,1)] fLAPcbccdeeaicorj reducible fLAPcbccdeeaigokj reducible fLAPcbccdeeelggwc SFS[D(3,1)(2,1)] fLAPcbccdeedljvsc SFS[D(3,1)(2,1)] fLAPcbccdeehljvsc SFS[D(3,1)(2,1)] fLAPcbccdeepengvc reducible fLAPcbccdeeelggro SFS[D(3,1)(2,1)] fLAPcbccdeehljvoo SFS[D(3,1)(2,1)] fLAPcbccdeedljvoo SFS[D(3,1)(2,1)] fLAPcbccdeepenvvo reducible fLAPcbccdeeemkgng SFS[D(2,1)(2,1)] fLAPcbccdeehmgvrg SFS[D(2,1)(2,1)] fLAPcbccdeeemkgcv SFS[D(2,1)(2,1)] fLAPcbccdeeehjofc SFS[D(2,1)(2,1)] fLAPcbccdeeaekgbc SFS[D(2,1)(2,1)] fLAPcbccdeepinvrg reducible fLAPcbccdeelengwc reducible fLAPcbccdeealfgng T2xI fLAPcbccdeeahsobo reducible fLAPcbccdeeehngff SFS[D(3,1)(2,1)] fLAPcbccdeedhrvcf SFS[D(3,1)(2,1)] fLAPcbccdeehhrvcf SFS[D(3,1)(2,1)] fLAPcbccdeephrvcf reducible fLAPcbccdeeaufgbc SFS[D(2,1)(2,1)] fLAPcbccdeeaxwgvg SFS[D(2,1)(2,1)] fLAPcbccdeeepboov reducible fLAPcbccdeeahrgcb SFS[D(2,1)(2,1)] fLAPcbccdeeepbovv reducible fLAPcbccdeeaijgnc SFS[D(3,1)(2,1)] fLAPcbccdeedpfgwv SFS[D(3,1)(2,1)] fLAPcbccdeeahrgsb SFS[D(2,1)(2,1)] fLAPcbccdeedpfgnv SFS[D(3,1)(2,1)] fLAPcbccdeeemkofg SFS[D(2,1)(2,1)] fLAPcbccdeeaijgbc SFS[D(3,1)(2,1)] fLAPcbccdeealkgof SFS[D(3,1)(2,1)] fLAPcbccdeeemkorg SFS[D(2,1)(2,1)] fLAPcbccdeealkgwf SFS[D(3,1)(2,1)] fLAPcbccdeeepjoov SFS[D(3,1)(2,1)] fLAPcbccdeeeljoov SFS[D(3,1)(2,1)] fLAPcbccdeeexjoov reducible fLAPcbccdeelicgnc reducible fLAPcbccdeeepnovv SFS[D(3,1)(2,1)] fLAPcbccdeedprgwv SFS[D(3,1)(2,1)] fLAPcbccdeelpjgso reducible fLAPcbccdeephggwo SFS[D(2,1)(2,1)] fLAPcbccdeeaingcv SFS[D(2,1)(2,1)] fLAPcbccdeedpkgnv toroidal fLAPcbccdeedlkgnv SFS[D(3,1)(2,1)] fLAPcbccdeedxkgnv SFS[D(3,1)(2,1)] fLAPcbccdeeduggwo SFS[D(2,1)(2,1)] fLAPcbccdeeahsgfg SFS[D(3,1)(2,1)] fLAPcbccdeeaufgsb SFS[D(2,1)(2,1)] fLAPcbccdeeaiwgbc SFS[D(3,1)(2,1)] fLAPcbccdeeahngvg SFS[D(3,1)(2,1)] fLAPcbccdeealrgwf SFS[D(3,1)(2,1)] fLAPcbccdeeepnoov SFS[D(3,1)(2,1)] fLAPcbccdeeduggfo SFS[D(2,1)(2,1)] fLAPcbccdeeaufgcb SFS[D(2,1)(2,1)] fLAPcbccdeeaingrv SFS[D(2,1)(2,1)] fLAPcbccdeeepjovv SFS[D(3,1)(2,1)] fLAPcbccdeeaiwgnc SFS[D(3,1)(2,1)] fLAPcbccdeedpkgwv toroidal fLAPcbccdeedprgnv SFS[D(3,1)(2,1)] fLAPcbccdeeexjovv reducible fLAPcbccdeeahngfg SFS[D(3,1)(2,1)] fLAPcbccdeedxkgwv SFS[D(3,1)(2,1)] fLAPcbccdeelpjgro reducible fLAPcbccdeelicgbc reducible fLAPcbccdeealrgof SFS[D(3,1)(2,1)] fLAPcbccdeeahsgvg SFS[D(3,1)(2,1)] fLAPcbccdeephggfo SFS[D(2,1)(2,1)] fLAPcbccdeeeljovv SFS[D(3,1)(2,1)] fLAPcbccdeedlkgwv SFS[D(3,1)(2,1)] fLAPcbccdeehhngsg SFS[D(3,1)(2,1)] fLAPcbccdeemlbonf SFS[D(3,1)(2,1)] fLAPcbccdeepxwgwo SFS[D(2,1)(2,1)] fLAPcbccdeehicgcc reducible fLAPcbccdeehlrgrf SFS[D(3,1)(2,1)] fLAPcbccdeehhsgsg SFS[D(3,1)(2,1)] fLAPcbccdeexxfovo SFS[D(2,1)(2,1)] fLAPcbccdeehhrgfb SFS[D(2,1)(2,1)] fLAPcbccdeealfgrv T2xI fLAPcbccdeellfgrv SFS[A(2,1)] fLAPcbccdeemmgofc T2xI fLAPcbccdeeahgrwg reducible fLAPcbccdeeahggww reducible fLAPcbccdeealfgnj SFS[A(2,1)] fLAPcbccdeeaefnwf reducible fLAPcbccdeeaurgcj SFS[D(3,1)(2,1)] fLAPcbccdeeaajknc SFS[D(3,1)(2,1)] fLAPcbccdeeapcgsn reducible fLAPcbccdeedmggok SFS[D(3,1)(2,1)] fLAPcbccdeeaugkfg reducible fLAPcbccdeediggok SFS[D(3,1)(2,1)] fLAPcbccdeeeiknfg SFS[D(2,1)(2,1)] fLAPcbccdeeaurksb SFS[D(2,1)(2,1)] fLAPcbccdeeemknfg toroidal fLAPcbccdeedmgjcg SFS[D(2,1)(2,1)] fLAPcbccdeeapkgok SFS[D(2,1)(2,1)] fLAPcbccdeeemkork toroidal fLAPcbccdeeapkkwf SFS[D(3,1)(2,1)] fLAPcbccdeeeikork SFS[D(3,1)(2,1)] fLAPcbccdeehhfjsf SFS[D(2,1)(2,1)] fLAPcbccdeeaukgcj SFS[D(3,1)(2,1)] fLAPcbccdeeamggrw reducible fLAPcbccdeeaiggrw reducible fLAPcbccdeeapjgsn SFS[D(3,1)(2,1)] fLAPcbccdeehhggwr reducible fLAPcbccdeeauskfg SFS[D(3,1)(2,1)] fLAPcbccdeeaankcv SFS[D(2,1)(2,1)] fLAPcbccdeeaprkwf SFS[D(3,1)(2,1)] fLAPcbccdeeamgkcv SFS[D(2,1)(2,1)] fLAPcbccdeeaufgcj toroidal fLAPcbccdeeaangrw SFS[D(3,1)(2,1)] fLAPcbccdeeapwgsn SFS[D(3,1)(2,1)] fLAPcbccdeeaunkfg SFS[D(3,1)(2,1)] fLAPcbccdeeaicgbw reducible fLAPcbccdeeapfkwf reducible fLAPcbccdeealcjwc reducible fLAPcbccdeeaegjso reducible fLAPcbccdeelhfjff SFS[D(3,1)(2,1)] fLAPcbccdeeahfjff reducible fLAPcbccdeexxvovr SFS[D(3,1)(2,1)] fLAPcbccdeethfjff SFS[D(3,1)(2,1)] fLAPcbccdeepxwkwo toroidal fLAPcbccdeeaicgcj reducible fLAPcbccdeeaxrgrw SFS[D(2,1)(2,1)] fLAPcbccdeeaengsn SFS[D(2,1)(2,1)] fLAPcbccdeealfgnk T2xI fLAPcbccdeeemkrfg SFS[D(2,1)(2,1)] fLAPcbccdeeemkorj SFS[D(2,1)(2,1)] fLAPcbccdeeaufgcn SFS[D(2,1)(2,1)] fLAPcbccdeeaicgbj reducible fLAPcbccdeepxwjwo SFS[D(2,1)(2,1)] fLAPcbccdeeaicgcn reducible fLAPcbccdeemejgbc toroidal fLAPcbccdeeepbgjg SFS[D(4,1)(2,1)] fLAPcbccdeedpfvrg SFS[D(5,2)(2,1)] fLAPcbccdeedunvsc toroidal fLAPcbccdeeepbgng SFS[D(4,1)(2,1)] fLAPcbccdeeehogkc SFS[D(4,1)(2,1)] fLAPcbccdeehhnvgc SFS[D(4,1)(2,1)] fLAPcbccdeedpfvkg SFS[D(5,2)(2,1)] fLAPcbccdeedunvgc toroidal fLAPcbccdeedhnvgc SFS[D(5,2)(2,1)] fLAPcbccdeehhnvsc SFS[D(4,1)(2,1)] fLAPcbccdeeehogwc SFS[D(4,1)(2,1)] fLAPcbccdeedhnvsc SFS[D(5,2)(2,1)] fLAPcbccdeemejgnc toroidal fLAPcbccdeedusvsc SFS[D(2,1)(2,1)] fLAPcbccdeedugvgc SFS[D(2,1)(2,1)] fLAPcbccdeedugvsc SFS[D(2,1)(2,1)] fLAPcbccdeedusvgc SFS[D(2,1)(2,1)] fLAPcbccdeeehkgkj SFS[D(3,1)(2,1)] fLAPcbccdeeaicrcf SFS[D(2,1)(2,1)] fLAPcbccdeehegsgc reducible fLAPcbccdeehhgsgc SFS[D(3,1)(2,1)] fLAPcbccdeedhgvgj SFS[D(3,1)(2,1)] fLAPcbccdeeahfofj reducible fLAPcbccdeeahknkc SFS[D(2,1)(2,1)] fLAPcbccdeeaenrsc SFS[D(2,1)(2,1)] fLAPcbccdeeaicowk reducible fLAPcbccdeeaigonr reducible fLAPcbccdeeaicobn reducible fLAPcbccdeeaigovw reducible fLAPcbccdeealwkfg SFS[D(2,1)(2,1)] fLAPcbccdeeamgkwf SFS[D(2,1)(2,1)] fLAPcbccdeedhgvwj SFS[D(3,1)(2,1)] fLAPcbccdeeahfooj reducible fLAPcbccdeeehkgvj SFS[D(3,1)(2,1)] fLAPcbccdeeahkknc SFS[D(2,1)(2,1)] fLAPcbccdeehegjrc reducible fLAPcbccdeehhgjrc SFS[D(3,1)(2,1)] fLAPcbccdeeehjgsn SFS[D(4,1)(2,1)] fLAPcbccdeeemkgcs toroidal fLAPcbccdeedmgkrf SFS[D(5,2)(2,1)] fLAPcbccdeeelggrr toroidal fLAPcbccdeedmgvrj SFS[D(5,2)(2,1)] fLAPcbccdeedigvrj SFS[D(4,1)(2,1)] fLAPcbccdeedhkvck SFS[D(5,2)(2,1)] fLAPcbccdeedljvsw toroidal fLAPcbccdeeaajjff SFS[D(2,1)(2,1)] fLAPcbccdeeemkgnj toroidal fLAPcbccdeeeikgnj SFS[D(5,2)(2,1)] fLAPcbccdeeehjgfk SFS[D(4,1)(2,1)] fLAPcbccdeeelggww toroidal fLAPcbccdeepenvvn reducible fLAPcbccdeehhkkcc SFS[D(4,1)(2,1)] fLAPcbccdeeehjrfc toroidal fLAPcbccdeedhkkcc SFS[D(5,2)(2,1)] fLAPcbccdeehljvor toroidal fLAPcbccdeedhkvvn SFS[D(5,2)(2,1)] fLAPcbccdeedmgvbs SFS[D(5,2)(2,1)] fLAPcbccdeedigkrf SFS[D(4,1)(2,1)] fLAPcbccdeedljvor toroidal fLAPcbccdeepenkvc reducible fLAPcbccdeeaajofj SFS[D(2,1)(2,1)] fLAPcbccdeehmgvrj toroidal fLAPcbccdeehigvrj SFS[D(5,2)(2,1)] fLAPcbccdeehhkvck SFS[D(4,1)(2,1)] fLAPcbccdeehljvsw toroidal fLAPcbccdeeemkgcw SFS[D(2,1)(2,1)] fLAPcbccdeeelggrn SFS[D(3,1)(2,1)] fLAPcbccdeedljvsj SFS[D(3,1)(2,1)] fLAPcbccdeeemkgnk SFS[D(2,1)(2,1)] fLAPcbccdeeelggwj SFS[D(3,1)(2,1)] fLAPcbccdeepenvvr reducible fLAPcbccdeeehjnfc SFS[D(2,1)(2,1)] fLAPcbccdeehljvon SFS[D(3,1)(2,1)] fLAPcbccdeedljvon SFS[D(3,1)(2,1)] fLAPcbccdeepenjvc reducible fLAPcbccdeehmgvrk SFS[D(2,1)(2,1)] fLAPcbccdeehljvsj SFS[D(3,1)(2,1)] fLAPcbccdeeehjokc SFS[D(2,1)(2,1)] fLAPcbccdeeemkgrv SFS[D(2,1)(2,1)] fLAPcbccdeeemkgjg SFS[D(2,1)(2,1)] fLAPcbccdeehmgvkg SFS[D(2,1)(2,1)] fLAPcbccdeehljvvo SFS[D(3,1)(2,1)] fLAPcbccdeeelggso SFS[D(3,1)(2,1)] fLAPcbccdeedljvvo SFS[D(3,1)(2,1)] fLAPcbccdeepenvoo reducible fLAPcbccdeeelggkc SFS[D(3,1)(2,1)] fLAPcbccdeedljvgc SFS[D(3,1)(2,1)] fLAPcbccdeehljvgc SFS[D(3,1)(2,1)] fLAPcbccdeepengrc reducible fLAPcbccdeeaxwgfg SFS[D(2,1)(2,1)] fLAPcbccdeeaufgnc SFS[D(2,1)(2,1)] fLAPcbccdeeahsovo reducible fLAPcbccdeeehnggf SFS[D(3,1)(2,1)] fLAPcbccdeedhrvjf SFS[D(3,1)(2,1)] fLAPcbccdeehhrvjf SFS[D(3,1)(2,1)] fLAPcbccdeephrvjf reducible fLAPcbccdeepinvkg reducible fLAPcbccdeealfgjg T2xI fLAPcbccdeelengkc reducible fLAPcbccdeeaekgnc SFS[D(2,1)(2,1)] fLAPcbccdeehhngkg SFS[D(3,1)(2,1)] fLAPcbccdeemlbogf SFS[D(3,1)(2,1)] fLAPcbccdeepxwgfo SFS[D(2,1)(2,1)] fLAPcbccdeehicggc reducible fLAPcbccdeehlrgjf SFS[D(3,1)(2,1)] fLAPcbccdeehhsgkg SFS[D(3,1)(2,1)] fLAPcbccdeexxfobo SFS[D(2,1)(2,1)] fLAPcbccdeehhrgnb SFS[D(2,1)(2,1)] fLAPcbccdeealfgcv T2xI fLAPcbccdeellfgcv SFS[A(2,1)] fLAPcbccdeemmgokc T2xI fLAPcbccdeeemkjrv toroidal fLAPcbccdeeapkngf SFS[D(3,1)(2,1)] fLAPcbccdeedmgwov SFS[D(3,1)(2,1)] fLAPcbccdeeeikkjg SFS[D(2,1)(2,1)] fLAPcbccdeeapkgjk SFS[D(2,1)(2,1)] fLAPcbccdeeapkrov SFS[D(2,1)(2,1)] fLAPcbccdeeemkkjg toroidal fLAPcbccdeedmgskg SFS[D(2,1)(2,1)] fLAPcbccdeedmggjk SFS[D(3,1)(2,1)] fLAPcbccdeeapcrsc reducible fLAPcbccdeediggjk SFS[D(3,1)(2,1)] fLAPcbccdeeaurgnj SFS[D(3,1)(2,1)] fLAPcbccdeeaajnkc SFS[D(3,1)(2,1)] fLAPcbccdeeapcgfk reducible fLAPcbccdeeapfngf reducible fLAPcbccdeeaicggr reducible fLAPcbccdeeapwrsc SFS[D(3,1)(2,1)] fLAPcbccdeeaufgnj toroidal fLAPcbccdeeaangwr SFS[D(3,1)(2,1)] fLAPcbccdeeapwgfk SFS[D(3,1)(2,1)] fLAPcbccdeeaicrbb SFS[D(2,1)(2,1)] fLAPcbccdeeaprngf SFS[D(3,1)(2,1)] fLAPcbccdeeaannvv SFS[D(2,1)(2,1)] fLAPcbccdeeapjrsc SFS[D(3,1)(2,1)] fLAPcbccdeehhggrw reducible fLAPcbccdeeamggwr reducible fLAPcbccdeeaukgnj SFS[D(3,1)(2,1)] fLAPcbccdeeapjgfk SFS[D(3,1)(2,1)] fLAPcbccdeeaiggwr reducible fLAPcbccdeehhfsjf SFS[D(2,1)(2,1)] fLAPcbccdeeahggrr reducible fLAPcbccdeeaxckkc reducible fLAPcbccdeeaefkgf reducible fLAPcbccdeealfgcs SFS[A(2,1)] fLAPcbccdeealcjso reducible fLAPcbccdeeaegjvg reducible fLAPcbccdeeaengfk SFS[D(2,1)(2,1)] fLAPcbccdeeaicgnj reducible fLAPcbccdeeaxrgwr SFS[D(2,1)(2,1)] fLAPcbccdeehhgkwo SFS[D(3,1)(2,1)] fLAPcbccdeeehkrvo SFS[D(3,1)(2,1)] fLAPcbccdeeaxfjof reducible fLAPcbccdeedhgkwo SFS[D(3,1)(2,1)] fLAPcbccdeephgkwo toroidal fLAPcbccdeeemkkrv SFS[D(2,1)(2,1)] fLAPcbccdeeemkjjg SFS[D(2,1)(2,1)] fLAPcbccdeeaicggk reducible fLAPcbccdeeaufgnw SFS[D(2,1)(2,1)] fLAPcbccdeealfgcw T2xI fLAPcbccdeeaicgnw reducible fLAPcbccdeephgjwo SFS[D(2,1)(2,1)] fLAPcacceeengjfon toroidal fLAPcacceeengjksb toroidal fLAPcacceeengjknn toroidal fLAPcacceeengjkfk reducible fLAPcacceeengjkkw reducible fLAPcacceeengjkfw toroidal fLAPcacceeengjkrw toroidal fLAPcacceeengjkfo toroidal fLAPcacceeengjgkk toroidal fLAPcacceeengjjkk toroidal fLAPcacceeengjbfc toroidal fLAPcacceeengjcrs toroidal fLAPcacceeengjcrr toroidal fLAPcacceeengjckc reducible fLAPcacceeengjcrc toroidal fLAPcacceeengjcfc toroidal fLAPcacceeengjffc toroidal fLAPcacceeengjwnr toroidal fLAPcacceeensjksb m328(0,0)(0,0) fLAPcacceeennjksb m388(0,0)(0,0) fLAPcacceeengnksb toroidal fLAPcacceeensnksb m125(0,0)(0,0) fLAPcacceeennnksb toroidal fLAPcacceeengbksb m125(0,0)(0,0) fLAPcacceeensbksb toroidal fLAPcacceeennbksb m328(0,0)(0,0) fLAPcacceeenkkcvn toroidal fLAPcacceeenkkksb toroidal fLAPcacceeenkkkgj toroidal fLAPcacceeenkkjgj toroidal fLAPcacceeenkkggj toroidal fLAPcacceeenkkvnc toroidal fLAPcacceeenkkbks toroidal fLAPcacceeenkkfkr reducible fLAPcacceeenkkfrr reducible fLAPcacceeenkkffr reducible fLAPcacceeejjjofs toroidal fLAPcacceeejjjrvj SFS[A(4,1)] fLAPcacceeejjjnbj reducible fLAPcacceeejjjnbn reducible fLAPcacceeejjjnbb reducible fLAPcacceeejjjjrv toroidal fLAPcacceeejjjjkg toroidal fLAPcacceeejjjkkg SFS[A(4,1)] fLAPcacceeejjjgkg SFS[A(4,1)] fLAPcacceeejjjsof toroidal fLAPcacceeejjjvjr SFS[A(4,1)] fLAPcacceeejjjwjc reducible fLAPcacceeejjjwwc reducible fLAPcacceeejjjwcc reducible fLAPcacceeejcjnbj toroidal fLAPcacceeejcjnbn SFS[D(4,3)(3,1)] fLAPcacceeejcjnbb SFS[D(4,3)(3,1)] fLAPcacceeejwjnbj toroidal fLAPcacceeejwjnbn SFS[D(4,1)(3,1)] fLAPcacceeejwjnbb SFS[D(4,1)(3,1)] fLAPcacceeejffwjc toroidal fLAPcacceeejffwwc SFS[D(4,1)(2,1)] fLAPcacceeejffwcc SFS[D(4,1)(2,1)] fLLQcbdeeedafqhxn toroidal fLLQcbdeeedafpuan toroidal fLLQcbdeeedafmian toroidal fLLQcbdeeedafmiir toroidal fLLQcbdeeedafmiin toroidal fLLQcbdeeedafqhxr toroidal fLLQcbdeeedafapun toroidal fLAPcacceeenffwjc toroidal fLAPcacceeenffwwc SFS[D(5,2)(2,1)] fLAPcacceeenffwcc SFS[D(5,2)(2,1)] fLAPcacceeenjjsof toroidal fLAPcacceeenjjvjr SFS[A(5,2)] fLAPcacceeenjjwjc reducible fLAPcacceeenjjwwc reducible fLAPcacceeenjjwcc reducible fLAPcacceeenjjjrv toroidal fLAPcacceeenjjjkg toroidal fLAPcacceeenjjgkg SFS[A(5,2)] fLAPcacceeenjjkkg SFS[A(5,2)] fLAPcacceeenjjofs toroidal fLAPcacceeenjjrvj SFS[A(5,2)] fLAPcacceeenjjnbj reducible fLAPcacceeenjjnbn reducible fLAPcacceeenjjnbb reducible fLAPcacceeenwjnbj toroidal fLAPcacceeenwjnbn SFS[D(5,2)(3,1)] fLAPcacceeenwjnbb SFS[D(5,2)(3,1)] fLAPcacceeencjnbj toroidal fLAPcacceeencjnbn SFS[D(5,3)(3,1)] fLAPcacceeencjnbb SFS[D(5,3)(3,1)] fLLQcbdeeedmnehqn toroidal fLLQcbdeeedmndxin toroidal fLLQcbdeeedmneein toroidal fLLQcbdeeedmnhiin reducible fLLQcbdeeedmnhiir reducible fLLQcbdeeedmnhuin toroidal fLLQcbdeeedmnhqir toroidal fLLQcbdeeedmnhqin toroidal fLLQcbdeeedmniiar toroidal fLLQcbdeeedmniian toroidal fLLQcbdeeedmnhdpn toroidal fLLQcbdeeedmnhdpr toroidal fLLQcbdeeedmnhhpr toroidal fLLQcbdeeedmnippn reducible fLLQcbdeeedmnhppr toroidal fLLQcbdeeedmnhppn toroidal fLLQcbdeeedmnhhpn toroidal fLLQcbdeeedmnehqr toroidal fLLQcbdeeedhrapur m129(0,0)(0,0) fLLQcbcceeelondqt m292(0,0)(0,0) fLLQcbcceeelordqt m366(0,0)(0,0) fLLQcbcceeetordqt m203(0,0)(0,0) fLLQcbcceeeaondqt toroidal fLLQcbdeeedhrapun m203(0,0)(0,0) fLLQcbdeeedprapun SFS[A(3,1)] fLLQcbcceeetondqt m129(0,0)(0,0) fLAPcacceeejgjfon m004(0,0) fLAPcacceeejgjksb SFS[A(2,1)] fLAPcacceeejgjknn SFS[A(2,1)] fLAPcacceeejgjkfk reducible fLAPcacceeejgjkkw reducible fLAPcacceeejgjkfw SFS[D(3,1)(3,2)] fLAPcacceeejgjkrw SFS[D(3,1)(3,1)] fLAPcacceeejgjkfo SFS[D(3,1)(3,1)] fLAPcacceeejgjgkk SFS[A(3,1)] fLAPcacceeejgjjkk SFS[A(3,1)] fLAPcacceeejgjbfc toroidal fLAPcacceeejgjcrs toroidal fLAPcacceeejgjcrr SFS[D(3,1)(2,1)] fLAPcacceeejgjckc reducible fLAPcacceeejgjcrc SFS[D(3,1)(2,1)] fLAPcacceeejgjcfc SFS[D(3,1)(2,1)] fLAPcacceeejgjffc SFS[D(3,1)(2,1)] fLAPcacceeejgjwnr m004(0,0) fLAPcacceeejsjksb m329(0,0)(0,0) fLAPcacceeejnjksb m357(0,0)(0,0) fLAPcacceeejgnksb m125(0,0)(0,0) fLAPcacceeejsnksb m202(0,0)(0,0) fLAPcacceeejnnksb SFS[A(2,1)] fLAPcacceeejgbksb m202(0,0)(0,0) fLAPcacceeejsbksb toroidal fLAPcacceeejnbksb m329(0,0)(0,0) fLAPcacceeejkkcvn toroidal fLAPcacceeejkkksb toroidal fLAPcacceeejkkkgj toroidal fLAPcacceeejkkjgj SFS[A(5,2)] fLAPcacceeejkkggj SFS[A(5,2)] fLAPcacceeejkkvnc toroidal fLAPcacceeejkkbks SFS[A(5,2)] fLAPcacceeejkkfkr reducible fLAPcacceeejkkfrr reducible fLAPcacceeejkkffr reducible fLAPcacceeejggrbw SFS[D(2,1)(2,1)] fLAPcacceeejggcog T2xI fLAPcacceeejgggco SFS[A(2,1)] fLAPcacceeejgggjk SFS[A(2,1)] fLAPcacceeejggkjk T2xI fLAPcacceeejggjjk T2xI fLAPcacceeejggbwr SFS[D(2,1)(2,1)] fLAPcacceeejggogc T2xI fLAPcacceeejgvngs SFS[D(4,1)(2,1)] fLAPcacceeejgfngs SFS[D(5,2)(2,1)] fLAPcacceeejwwfvg SFS[D(3,1)(2,1)] fLLQcbcceeedbommd SFS[D(3,1)(2,1)] fLLQcbcceeedboadd SFS[D(3,1)(3,2)] fLLQcbcceeedboedd SFS[D(3,1)(3,1)] fLLQcbcceeedboddp SFS[D(3,1)(3,1)] fLLQcbcceeedboddh SFS[D(3,1)(3,2)] fLLQcbcceeedbodid reducible fLLQcbcceeedbodxd reducible fLLQcbcceeedboudu reducible fLLQcbcceeedbodll SFS[D(3,1)(2,1)] fLLQcbcceeemcoaee reducible fLLQcbcceeemcodee reducible fLLQcbcceeemcoaem reducible fLLQcbcceeemcoaex reducible fLLQcbcceeemcodex reducible fLLQcbcceeemcoele reducible fLLQcbcceeemcoheu reducible fLLQcbcceeemcoiei reducible fLLQcbcceeemcoaup reducible fLLQcbcceeemcodph reducible fLLQcbcceeemcoepp reducible fLLQcbcceeehboddp SFS[D(3,1)(3,2)] fLLQcbcceeehboadd SFS[D(3,1)(3,1)] fLLQcbcceeehbodxd reducible fLLQcbcceeehbodid reducible fLLQcbcceeehboudu reducible fLLQcbcceeehbodll SFS[D(3,1)(2,1)] fLAPcacceeebkgjkg SFS[A(2,1)] fLAPcacceeebkggkg T2xI fLAPcacceeebkgkkg T2xI fLAPcacceeebrgwwr reducible fLAPcacceeebrggrg SFS[D(2,1)(2,1)] fLAPcacceeebrgrbb SFS[D(2,1)(2,1)] fLAPcacceeebrgrkr SFS[D(3,1)(2,1)] fLAPcacceeebrgrfr SFS[D(3,1)(2,1)] fLAPcacceeebrgorr SFS[D(3,1)(2,1)] fLAPcacceeebrgnrr SFS[D(3,1)(2,1)] fLAPcacceeebrgrrs reducible fLAPcacceeebrgrrc reducible fLAPcacceeebkfwwr reducible fLAPcacceeebkfgrg SFS[D(2,1)(2,1)] fLAPcacceeebkfrbb SFS[D(2,1)(2,1)] fLAPcacceeebkfrkr SFS[D(3,1)(2,1)] fLAPcacceeebkfrfr SFS[D(3,1)(2,1)] fLAPcacceeebkforr SFS[D(3,1)(2,1)] fLAPcacceeebkfnrr SFS[D(3,1)(2,1)] fLAPcacceeebkfrrs reducible fLAPcacceeebkfrrc reducible fLAPcacceeebffvws reducible fLAPcacceeebffjkg reducible fLAPcacceeebffrvj T2xI fLAPcacceeebffrks SFS[D(2,1)(2,1)] fLAPcacceeebrvsjs SFS[D(2,1)(2,1)] fLAPcacceeebrvjfv SFS[D(3,1)(2,1)] fLAPcacceeebrvjkv SFS[D(3,1)(2,1)] fLAPcacceeebrvjrf SFS[D(3,1)(2,1)] fLAPcacceeebrvjff reducible fLAPcacceeebrvjkf SFS[D(3,1)(2,1)] fLAPcacceeebrvjrg SFS[D(3,1)(2,1)] fLAPcacceeebrvjfg SFS[D(3,1)(2,1)] fLAPcacceeebrvjkg toroidal fLAPcacceeebrvgkg SFS[D(2,1)(2,1)] fLAPcacceeebrvkkg SFS[D(2,1)(2,1)] fLAPcacceeebrvjjb SFS[D(3,1)(2,1)] fLAPcacceeebrvjjn SFS[D(3,1)(2,1)] fLAPcacceeebrvjcj SFS[D(3,1)(2,1)] fLAPcacceeebrvjwj SFS[D(3,1)(2,1)] fLAPcacceeebrvkjj reducible fLAPcacceeebrvgjj reducible fLAPcacceeebrvooj SFS[D(2,1)(2,1)] fLAPcacceeebfvgfv SFS[D(2,1)(2,1)] fLAPcacceeebjjsof SFS[D(2,1)(2,1)] fLAPcacceeebjjvjr T2xI fLAPcacceeebjjjrv SFS[A(2,1)] fLAPcacceeebjjjkg SFS[A(2,1)] fLAPcacceeebjjgkg T2xI fLAPcacceeebjjkkg T2xI fLAPcacceeebjjofs SFS[D(2,1)(2,1)] fLAPcacceeebjjrvj T2xI fLAPcacceeebjbvjr T2xI fLAPcacceeebjnvjr SFS[A(2,1)] fLAPcacceeebwbvjr SFS[A(2,1)] fLAPcacceeebwnjkg toroidal fLAPcacceeebwngkg SFS[D(2,1)(2,1)] fLAPcacceeebwnkkg SFS[D(2,1)(2,1)] fLAPcacceeebcjnbj SFS[D(2,1)(2,1)] fLAPcacceeebcbvog SFS[D(2,1)(2,1)] fLAPcacceeebcbvjr T2xI fLAPcacceeebcbjkg reducible fLAPcacceeebcbron reducible fLLQcbdeeedmndxio reducible fLLQcbdeeedmneeio reducible fLLQcbdeeedmnhiio reducible fLLQcbdeeedmnhuio reducible fLLQcbdeeedmnhqio reducible fLLQcbdeeedmniiao reducible fLLQcbdeeedmnhdpo reducible fLLQcbdeeedmnippo reducible fLLQcbdeeedhrapuo SFS[A(3,1)] fLLQcbcceeeloodqt SFS[A(3,1)] fLLQcbcceeeaoodqt reducible fLLQcbcceeeaoomqq reducible fLLQcbcceeeaoomqi reducible fLLQcbcceeeaoomqu reducible fLLQcbcceeeaoomth reducible fLLQcbcceeeaooqhh reducible fLLQcbcceeetoodqt SFS[A(3,1)] fLAPcacceeebgjfon m004(0,0) fLAPcacceeebgjksb SFS[A(2,1)] fLAPcacceeebgjknn SFS[A(2,1)] fLAPcacceeebgjkfk reducible fLAPcacceeebgjkkw reducible fLAPcacceeebgjkfw SFS[D(3,1)(3,2)] fLAPcacceeebgjkrw SFS[D(3,1)(3,1)] fLAPcacceeebgjkfo SFS[D(3,1)(3,1)] fLAPcacceeebgjgkk SFS[A(3,1)] fLAPcacceeebgjjkk SFS[A(3,1)] fLAPcacceeebgjbfc toroidal fLAPcacceeebgjcrs toroidal fLAPcacceeebgjcrr SFS[D(3,1)(2,1)] fLAPcacceeebgjckc reducible fLAPcacceeebgjcrc SFS[D(3,1)(2,1)] fLAPcacceeebgjcfc SFS[D(3,1)(2,1)] fLAPcacceeebgjffc SFS[D(3,1)(2,1)] fLAPcacceeebgjwnr m004(0,0) fLAPcacceeebsjksb T2xI fLAPcacceeebnjksb T2xI fLAPcacceeebgnfoj toroidal fLAPcacceeebgnksb toroidal fLAPcacceeebgngsn toroidal fLAPcacceeebgngnn SFS[A(2,1)] fLAPcacceeebgnggn SFS[A(2,1)] fLAPcacceeebgnjfo toroidal fLAPcacceeebgnbks SFS[A(2,1)] fLAPcacceeebgncrs reducible fLAPcacceeebgncrr reducible fLAPcacceeebgncrc reducible fLAPcacceeebsnfoj SFS[D(2,1)(2,1)] fLAPcacceeebsnksb SFS[A(2,1)] fLAPcacceeebsngsn SFS[A(2,1)] fLAPcacceeebsngnn T2xI fLAPcacceeebsnggn T2xI fLAPcacceeebsnjfo SFS[D(2,1)(2,1)] fLAPcacceeebsnbks T2xI fLAPcacceeebnnfoj SFS[D(2,1)(2,1)] fLAPcacceeebnnksb SFS[A(2,1)] fLAPcacceeebnngsn SFS[A(2,1)] fLAPcacceeebnngnn T2xI fLAPcacceeebnnggn T2xI fLAPcacceeebnnjfo SFS[D(2,1)(2,1)] fLAPcacceeebnnbks T2xI fLAPcacceeebgbbvb reducible fLAPcacceeebgbbob reducible fLAPcacceeebgbbbj SFS[A(3,1)] fLAPcacceeebgbbbn SFS[A(3,1)] fLAPcacceeebgbfob SFS[D(3,1)(3,1)] fLAPcacceeebgbcvb SFS[D(3,1)(3,1)] fLAPcacceeebgbcob SFS[D(3,1)(3,2)] fLAPcacceeebgbksb SFS[A(2,1)] fLAPcacceeebgbggb SFS[A(2,1)] fLAPcacceeebgbgfo m004(0,0) fLAPcacceeebgbbrr reducible fLAPcacceeebgbcrs toroidal fLAPcacceeebgbcrr SFS[D(3,1)(2,1)] fLAPcacceeebgbcrc SFS[D(3,1)(2,1)] fLAPcacceeebgbfkr toroidal fLAPcacceeebgbfrr SFS[D(3,1)(2,1)] fLAPcacceeebgbffr SFS[D(3,1)(2,1)] fLAPcacceeebgbvgc m004(0,0) fLAPcacceeebsbksb T2xI fLAPcacceeebnbksb T2xI fLAPcacceeebkkcvn SFS[D(2,1)(2,1)] fLAPcacceeebkkksb SFS[A(2,1)] fLAPcacceeebkkkgj SFS[A(2,1)] fLAPcacceeebkkjgj T2xI fLAPcacceeebkkggj T2xI fLAPcacceeebkkvnc SFS[D(2,1)(2,1)] fLAPcacceeebkkbks T2xI fLAPcacceeebfksbk T2xI fLAPcacceeebkwbks SFS[A(2,1)] fLAPcacceeebrwjnb toroidal fLAPcacceeebrwjnn SFS[D(2,1)(2,1)] fLAPcacceeebrwjnj SFS[D(2,1)(2,1)] fLAPcacceeebggcvg SFS[D(3,1)(2,1)] fLAPcacceeebggbog SFS[D(3,1)(2,1)] fLAPcacceeebggcof toroidal fLAPcacceeebggcvv SFS[D(3,1)(2,1)] fLAPcacceeebggbof m003(0,0) fLAPcacceeebggcvf toroidal fLAPcacceeebggbov toroidal fLAPcacceeebggbvg SFS[D(3,1)(2,1)] fLAPcacceeebggbvv SFS[D(3,1)(2,1)] fLAPcacceeebggbbf SFS[D(3,1)(2,1)] fLAPcacceeebggbvf toroidal fLAPcacceeebgggnf SFS[D(3,1)(3,2)] fLAPcacceeebgggnv SFS[D(3,1)(3,1)] fLAPcacceeebggjsg SFS[D(3,1)(3,1)] fLAPcacceeebggjng SFS[D(3,1)(3,2)] fLAPcacceeebggjgv SFS[D(3,1)(3,2)] fLAPcacceeebggjgf SFS[D(3,1)(3,1)] fLAPcacceeebgggcw SFS[D(3,1)(2,1)] fLAPcacceeebgggck SFS[D(3,1)(2,1)] fLAPcacceeebgggjw SFS[D(3,1)(2,1)] fLAPcacceeebggjco toroidal fLAPcacceeebggjwo m003(0,0) fLAPcacceeebggjjo SFS[D(3,1)(2,1)] fLAPcacceeebggjcw toroidal fLAPcacceeebggjww SFS[D(3,1)(2,1)] fLAPcacceeebggjjw SFS[D(3,1)(2,1)] fLAPcacceeebggjck toroidal fLAPcacceeebggjwk toroidal fLAPcacceeebggcjc SFS[D(3,1)(3,2)] fLAPcacceeebggcwc SFS[D(3,1)(3,1)] fLAPcacceeebggccr SFS[D(3,1)(3,1)] fLAPcacceeebggccs SFS[D(3,1)(3,2)] fLAPcacceeebggbcc SFS[D(3,1)(3,1)] fLAPcacceeebggbjs m004(0,0) fLAPcacceeebggfcc SFS[D(3,1)(3,2)] fLAPcacceeebggfjr m004(0,0) fLAPcacceeebggfws m004(0,0) fLAPcacceeebggonc toroidal fLAPcacceeebggngc SFS[D(3,1)(2,1)] fLAPcacceeebggnnc SFS[D(3,1)(2,1)] fLAPcacceeebggnsc toroidal fLAPcacceeebggogr SFS[D(3,1)(2,1)] fLAPcacceeebggosr m003(0,0) fLAPcacceeebggonr toroidal fLAPcacceeebggrnr SFS[D(3,1)(2,1)] fLAPcacceeebggngr SFS[D(3,1)(2,1)] fLAPcacceeebggnsr toroidal fLAPcacceeebggnnr SFS[D(3,1)(2,1)] fLAPcacceeebngbbg reducible fLAPcacceeebngggf reducible fLAPcacceeebngggv reducible fLAPcacceeebngjgg reducible fLAPcacceeebngkgg reducible fLAPcacceeebnggww reducible fLAPcacceeebgfobo SFS[D(3,1)(3,2)] fLAPcacceeebgfovo SFS[D(3,1)(3,1)] fLAPcacceeebgfook SFS[D(3,1)(3,1)] fLAPcacceeebgfoow SFS[D(3,1)(3,2)] fLAPcacceeebgfnoo SFS[D(3,1)(3,1)] fLAPcacceeebgfroo SFS[D(3,1)(3,2)] fLAPcacceeebgfcvv reducible fLAPcacceeebgffof SFS[D(3,1)(2,1)] fLAPcacceeebgfbbg SFS[D(3,1)(2,1)] fLAPcacceeebgfgng SFS[D(3,1)(3,1)] fLAPcacceeebgfgsg SFS[D(3,1)(3,2)] fLAPcacceeebgfggf SFS[D(3,1)(3,2)] fLAPcacceeebgfggv SFS[D(3,1)(3,1)] fLAPcacceeebgfjgg SFS[D(3,1)(3,2)] fLAPcacceeebgfkgg SFS[D(3,1)(3,1)] fLAPcacceeebgfgww SFS[D(3,1)(2,1)] fLAPcacceeebgfkck reducible fLAPcacceeebgfjjo SFS[D(3,1)(2,1)] fLAPcacceeebgfcjc reducible fLAPcacceeebgfcwc reducible fLAPcacceeebgfccr toroidal fLAPcacceeebgfccs toroidal fLAPcacceeebgfbcc reducible fLAPcacceeebgffcc reducible fLAPcacceeebgfosc SFS[D(3,1)(2,1)] fLAPcacceeebgfonc SFS[D(3,1)(2,1)] fLAPcacceeebgfogs toroidal fLAPcacceeebgfoss SFS[D(3,1)(2,1)] fLAPcacceeebgfons m003(0,0) fLAPcacceeebgfogr toroidal fLAPcacceeebgfosr toroidal fLAPcacceeebgfonr toroidal fLAPcacceeebgfrgc SFS[D(3,1)(2,1)] fLAPcacceeebgfrsc reducible fLAPcacceeebgfrnc SFS[D(3,1)(2,1)] fLAPcacceeebgfrgs toroidal fLAPcacceeebgfrss reducible fLAPcacceeebgfrns toroidal fLAPcacceeebgfrgr SFS[D(3,1)(2,1)] fLAPcacceeebgfrsr reducible fLAPcacceeebgfrnr SFS[D(3,1)(2,1)] fLAPcacceeebgfngc SFS[D(3,1)(2,1)] fLAPcacceeebgfnsc SFS[D(3,1)(2,1)] fLAPcacceeebgfnnc toroidal fLAPcacceeebgfngs toroidal fLAPcacceeebgfnss SFS[D(3,1)(2,1)] fLAPcacceeebgfnns SFS[D(3,1)(2,1)] fLAPcacceeebgfngr m003(0,0) fLAPcacceeebgfnsr toroidal fLAPcacceeebgfnnr SFS[D(3,1)(2,1)] fLAPcacceeebjkgjk SFS[A(2,1)] fLAPcacceeebjkjjk T2xI fLAPcacceeebjwcvv SFS[D(2,1)(2,1)] fLAPcacceeebjwbcc SFS[D(3,1)(2,1)] fLAPcacceeebjwfcc SFS[D(3,1)(2,1)] fLAPcacceeebjwcjc SFS[D(3,1)(2,1)] fLAPcacceeebjwcwc SFS[D(3,1)(2,1)] fLAPcacceeebjwccs reducible fLAPcacceeebjwccr reducible fLAPcacceeebjwkck SFS[D(2,1)(2,1)] fLAPcacceeebjwnnc reducible fLAPcacceeebwwcvg SFS[D(3,1)(2,1)] fLAPcacceeebwwbog SFS[D(3,1)(2,1)] fLAPcacceeebwwfvg toroidal fLAPcacceeebwwfvf SFS[D(2,1)(2,1)] fLAPcacceeebwwbvg SFS[D(3,1)(2,1)] fLAPcacceeebwwbbg reducible fLAPcacceeebwwgww SFS[D(2,1)(2,1)] fLAPcacceeebwwgng SFS[D(3,1)(2,1)] fLAPcacceeebwwggf reducible fLAPcacceeebwwjgg SFS[D(3,1)(2,1)] fLAPcacceeebwwrgr SFS[D(2,1)(2,1)] fLAPcacceeebcogco T2xI fLLQcaceeedjkttfj SFS[D(3,1)(3,1)] fLLQcaceeedjouukn SFS[D(3,1)(3,2)] fLLQcaceedejouuwc SFS[D(3,1)(2,1)] fLLQcacddeejkmmbr SFS[D(3,1)(2,1)] fLLQcacddeejoaajr toroidal fLLQcacddeejoaajk toroidal fLLQcacddeejoaafs toroidal fLLQcacddeejoaafw SFS[D(5,2)(2,1)] fLLQcacddeejoaaoj toroidal fLLQcacddeejoaaok SFS[D(5,2)(2,1)] fLLQcaceedejrxxwb toroidal fLLQcaceedenrxxwb toroidal fLLQcbcdedeaofqjj toroidal fLLQcbcdedeaofqjn SFS[D(9,2)(2,1)] fLLQcaceeednkttfn SFS[D(3,1)(3,1)] fLLQcaceedenkttwo SFS[D(3,1)(2,1)] fLLQcacddeejriikk SFS[D(3,1)(2,1)] fLLQcaceeedjrxxwj toroidal fLLQcaceeedjrxxwn toroidal fLLQcacddeejriics SFS[D(2,1)(2,1)] fLLQcaceeednrxxwn toroidal fLLQcacddeenoaajr SFS[D(5,2)(2,1)] fLLQcacddeenoaajk SFS[D(4,1)(2,1)] fLLQcacddeenoaaok SFS[D(4,1)(2,1)] fLLQcaceedejrxxsb SFS[D(10,3)(2,1)] fLLQcaceedenrxxsb SFS[D(11,3)(2,1)] fLLQcbcdedeaofqwn SFS[D(6,1)(2,1)] fLLQcaceeedjkttfn SFS[D(3,1)(3,2)] fLLQcaceedejkttwo SFS[D(3,1)(2,1)] fLLQcacddeejriikr SFS[D(3,1)(2,1)] fLLQcacddeejkmmbk SFS[D(3,1)(2,1)] fLLQcacddeejkmmgs SFS[D(2,1)(2,1)] fLLQcacddeejkmmwj SFS[D(2,1)(2,1)] fLLQcbdcdeeabnfen SFS[D(2,1)(2,1)] fLLQcaceedenouuwc SFS[D(3,1)(2,1)] fLLQcacddeebkuxcv reducible fLLQcacddeebkaewv reducible fLLQcacddeebkpmjv reducible fLLQcacddeebkxecf reducible fLLQcacddeebsxhcf reducible fLLQcacddeebsxhcr SFS[D(3,1)(2,1)] fLLQcacddeebsxhck SFS[D(3,1)(2,1)] fLLQcacddeebsxhks SFS[D(2,1)(2,1)] fLLQcacddeebsxhvj SFS[D(2,1)(2,1)] fLLQcacddeebrhhsg reducible fLLQcacddeebsahns SFS[D(4,1)(2,1)] fLLQcacddeebsahnw SFS[D(5,2)(2,1)] fLLQcacddeebsahcj SFS[D(4,1)(2,1)] fLLQcacddeebsahck SFS[D(5,2)(2,1)] fLLQcacddeebstucf reducible fLLQcacddeebbmiwg reducible fLLQcacddeebbahgg T2xI fLLQcacddeebbqawg reducible fLLQcbdcdeepgofxo SFS[D(2,1)(2,1)] fLLQcaceedebvuavr T2xI fLLQcbdcdeeasvreb reducible fLLQcbcdededjrqgb reducible fLLQcaceedejktlvr SFS[D(5,2)(2,1)] fLLQcaceedenktlvr SFS[D(4,1)(2,1)] fLLQcacddeejkemsv SFS[D(5,2)(2,1)] fLLQcacddeenkemsv SFS[D(4,1)(2,1)] fLLQcbceddemkafof T2xI fLLQcaceedebvdxvr SFS[D(2,1)(2,1)] fLLQcbcdedembrtjv SFS[D(4,1)(2,1)] fLLQcbcdedembrtkv SFS[D(5,2)(2,1)] fLLQcacddeejcapsv SFS[D(4,1)(2,1)] fLLQcacddeencapsv SFS[D(5,2)(2,1)] fLLQcaceedejkuxvr SFS[D(3,1)(2,1)] fLLQcaceedenkuxvr SFS[D(3,1)(2,1)] fLLQcbceddetsmfrv SFS[D(2,1)(2,1)] fLLQcacddeejkaisv SFS[D(2,1)(2,1)] fLLQcaceedenvplvr SFS[D(2,1)(2,1)] fLLQcbcdededfrmjo SFS[D(3,1)(2,1)] fLLQcbcdededfrmko SFS[D(3,1)(2,1)] fLLQcacddeencedsv SFS[D(2,1)(2,1)] fLLQcaceedenrmmvo SFS[D(2,1)(2,1)] fLLQcbdcdeearvfis SFS[D(3,1)(2,1)] fLLQcbdcdeearvfiw SFS[D(3,1)(2,1)] fLLQcacddeenottgv SFS[D(2,1)(2,1)] fLLQcaceedejghhvo SFS[D(3,1)(2,1)] fLLQcaceedenghhvo SFS[D(3,1)(2,1)] fLLQcbdcdeeabwreb SFS[D(2,1)(2,1)] fLLQcacddeejjhhgv SFS[D(2,1)(2,1)] fLLQcbcdedeajfhgv reducible fLLQcaceedejkaqvn SFS[D(5,2)(2,1)] fLLQcaceedenkaqvn SFS[D(4,1)(2,1)] fLLQcbdcdeehcvkav SFS[D(2,1)(2,1)] fLLQcacddeejkqxnv SFS[D(5,2)(2,1)] fLLQcacddeenkqxnv SFS[D(4,1)(2,1)] fLLQcaceedenvqqvn SFS[D(2,1)(2,1)] fLLQcbdcdeeakskxv SFS[D(3,1)(2,1)] fLLQcbdcdeeakwkxv SFS[D(3,1)(2,1)] fLLQcacddeencqqnv SFS[D(2,1)(2,1)] fLLQcaceedebvqdvn SFS[D(2,1)(2,1)] fLLQcbcdedetcrdgo SFS[D(2,1)(2,1)] fLLQcaceedebvitvn SFS[D(2,1)(2,1)] fLLQcaceeedbghqwb reducible fLLQcaceeedbgtmfb reducible fLLQcaceeedbgdpkb reducible fLLQcaceeedbgdpkj SFS[D(3,1)(2,1)] fLLQcaceeedbgdpkn SFS[D(3,1)(2,1)] fLLQcaceedebgdpwc SFS[D(2,1)(2,1)] fLLQcacddeejkaiof SFS[D(2,1)(2,1)] fLLQcaceeedbguukb reducible fLLQcaceeedbguukj SFS[D(3,1)(3,1)] fLLQcaceeedbguukn SFS[D(3,1)(3,2)] fLLQcaceedebguuwc SFS[D(3,1)(2,1)] fLLQcacddeejkxxof SFS[D(3,1)(2,1)] fLLQcaceeedbgeesb reducible fLLQcaceeedbgeesj SFS[D(3,1)(3,2)] fLLQcaceeedbgeesn SFS[D(3,1)(3,1)] fLLQcaceedebgeewj SFS[D(3,1)(2,1)] fLLQcacddeejbxxof SFS[D(3,1)(2,1)] fLLQcaceeedbghhbj reducible fLLQcaceeedbghhbn reducible fLLQcaceedebghhww reducible fLLQcacddeejsxxof reducible fLLQcaceeedbguecb reducible fLLQcaceeedbguqkb reducible fLLQcaceeedbguqkj SFS[D(3,1)(3,2)] fLLQcaceeedbguqkn SFS[D(3,1)(3,1)] fLLQcaceedebguqwc SFS[D(3,1)(2,1)] fLLQcacddeejkuxof SFS[D(3,1)(2,1)] fLLQcaceeedbgemsb reducible fLLQcaceeedbbaigb reducible fLLQcaceeedbglisb reducible fLLQcaceeedbgliwb reducible fLLQcaceeedbbxxgb reducible fLLQcaceeedbgxxbj SFS[D(3,1)(2,1)] fLLQcaceeedbgxxbn SFS[D(3,1)(2,1)] fLLQcaceedebgxxww SFS[D(2,1)(2,1)] fLLQcacddeejsaaof SFS[D(2,1)(2,1)] fLLQcaceeedbguikb reducible fLLQcaceeedbguikj reducible fLLQcaceeedbguikn reducible fLLQcaceedebguiwc reducible fLLQcacddeejktxof reducible fLLQcaceeedbgexsb reducible fLLQcaceeedbbamgb reducible fLLQcaceeedboumcb reducible fLLQcaceeedboumcj SFS[D(3,1)(2,1)] fLLQcaceeedboumcn SFS[D(3,1)(2,1)] fLLQcaceedeboumwk SFS[D(2,1)(2,1)] fLLQcacddeejcmdbf SFS[D(2,1)(2,1)] fLLQcaceedeboapvc T2xI fLLQcacddeebgmhbf T2xI fLLQcaceeedboiqsb reducible fLLQcaceedeboiqvn reducible fLLQcaceeedbkxtfb reducible fLLQcaceeedbotukj reducible fLLQcaceeedbotukn reducible fLLQcaceedebotuwc reducible fLLQcacddeejkmabf reducible fLLQcaceeedboeesb reducible fLLQcaceeedboeesj SFS[D(3,1)(3,1)] fLLQcaceeedboeesn SFS[D(3,1)(3,2)] fLLQcaceedeboeewj SFS[D(3,1)(2,1)] fLLQcacddeejbmmbf SFS[D(3,1)(2,1)] fLLQcaceeedbbttfb reducible fLLQcaceeedbohhbj SFS[D(3,1)(3,2)] fLLQcaceeedbohhbn SFS[D(3,1)(3,1)] fLLQcaceedebohhww SFS[D(3,1)(2,1)] fLLQcacddeejsmmbf SFS[D(3,1)(2,1)] fLLQcaceeedbkutfb reducible fLLQcaceeedboxukj reducible fLLQcaceeedboxukn reducible fLLQcaceedeboxuwc reducible fLLQcacddeejkmibf reducible fLLQcacddeebsmibf SFS[D(2,1)(2,1)] fLLQcaceeedbjpqfb reducible fLLQcacddeebjlibf reducible fLLQcaceeedboluvj reducible fLLQcaceeedboluvn reducible fLLQcaceedeboluwn reducible fLLQcacddeejvlmbf reducible fLLQcaceedebotqvc SFS[D(2,1)(2,1)] fLLQcaceeedbktdfb reducible fLLQcaceeedbouqkj SFS[D(3,1)(3,1)] fLLQcaceeedbouqkn SFS[D(3,1)(3,2)] fLLQcaceedebouqwc SFS[D(3,1)(2,1)] fLLQcacddeejkpmbf SFS[D(3,1)(2,1)] fLLQcaceeedboemsb reducible fLLQcaceeedbbtdfb reducible fLLQcaceeedbbimfb reducible fLLQcaceeedbotxcb reducible fLLQcaceedebotxvk reducible fLLQcacddeebstubf reducible fLLQcaceeedbkiifb reducible fLLQcaceeedboddkj SFS[D(3,1)(2,1)] fLLQcaceeedboddkn SFS[D(3,1)(2,1)] fLLQcaceedeboddwc SFS[D(2,1)(2,1)] fLLQcacddeejkuubf SFS[D(2,1)(2,1)] fLLQcaceeedbktqfb reducible fLLQcaceeedbouikj SFS[D(3,1)(3,2)] fLLQcaceeedbouikn SFS[D(3,1)(3,1)] fLLQcaceedebouiwc SFS[D(3,1)(2,1)] fLLQcacddeejkqmbf SFS[D(3,1)(2,1)] fLLQcaceeedboexsb reducible fLLQcaceeedbbtqfb reducible fLLQcaceeedbcepjb reducible fLLQcacddeebjqhvf reducible fLLQcaceeedbclqvb reducible fLLQcaceeedbbedvb reducible fLLQcaceeedbcuukb reducible fLLQcaceeedbcuukj SFS[D(3,1)(3,2)] fLLQcaceeedbcuukn SFS[D(3,1)(3,1)] fLLQcaceedebcuuwc SFS[D(3,1)(2,1)] fLLQcacddeejkeevf SFS[D(3,1)(2,1)] fLLQcaceeedbceesj reducible fLLQcaceeedbceesn reducible fLLQcaceedebceewj reducible fLLQcacddeejbeevf reducible fLLQcaceeedbbllvb reducible fLLQcaceeedbchhbj SFS[D(3,1)(3,1)] fLLQcaceeedbchhbn SFS[D(3,1)(3,2)] fLLQcaceedebchhww SFS[D(3,1)(2,1)] fLLQcacddeejseevf SFS[D(3,1)(2,1)] fLLQcaceeedbchuwb reducible fLLQcaceeedbctefb reducible fLLQcaceeedbcuqkb reducible fLLQcaceeedbcuqkj toroidal fLLQcaceeedbcuqkn toroidal fLLQcaceedebcuqvc SFS[D(2,1)(2,1)] fLLQcaceedebcuqwc toroidal fLLQcaceedebcuqsc SFS[D(2,1)(2,1)] fLLQcacddeebkaevf SFS[D(2,1)(2,1)] fLLQcacddeejkaevf toroidal fLLQcacddeenkaevf SFS[D(2,1)(2,1)] fLLQcaceeedbcemsb reducible fLLQcaceeedbcemsj SFS[D(3,1)(3,1)] fLLQcaceeedbcemsn SFS[D(3,1)(3,2)] fLLQcaceedebcemwj SFS[D(3,1)(2,1)] fLLQcacddeejbaevf SFS[D(3,1)(2,1)] fLLQcaceeedbblxvb reducible fLLQcaceeedbchpbj SFS[D(3,1)(3,2)] fLLQcaceeedbchpbn SFS[D(3,1)(3,1)] fLLQcaceedebchpww SFS[D(3,1)(2,1)] fLLQcacddeejsaevf SFS[D(3,1)(2,1)] fLLQcacddeebsahvf SFS[D(2,1)(2,1)] fLLQcaceeedbcedgj SFS[D(3,1)(2,1)] fLLQcaceeedbcedgn SFS[D(3,1)(2,1)] fLLQcaceedebcedwr SFS[D(2,1)(2,1)] fLLQcacddeejjuhvf SFS[D(2,1)(2,1)] fLLQcaceeedbcadkb reducible fLLQcaceeedbcadkj reducible fLLQcaceeedbcadkn reducible fLLQcaceeedbcadjb reducible fLLQcaceeedbcadjj reducible fLLQcaceeedbcadjn reducible fLLQcaceeedbcadgj reducible fLLQcaceeedbcadgn reducible fLLQcaceedebcadvr reducible fLLQcaceedebcadwr reducible fLLQcaceedebcadsr reducible fLLQcaceedebcadwc reducible fLLQcaceedebcadsc reducible fLLQcaceedebcadvs reducible fLLQcaceedebcadws reducible fLLQcaceedebcadss reducible fLLQcacddeejgalvf reducible fLLQcacddeengalvf reducible fLLQcacddeebkqpvf reducible fLLQcacddeejkqpvf reducible fLLQcacddeenkqpvf reducible fLLQcacddeebjuevf reducible fLLQcacddeejjuevf reducible fLLQcacddeenjuevf reducible fLLQcaceeedbciisb reducible fLLQcaceedebciivn reducible fLLQcaceeedbcddgj SFS[D(3,1)(2,1)] fLLQcaceeedbcddgn SFS[D(3,1)(2,1)] fLLQcaceedebcddwr SFS[D(2,1)(2,1)] fLLQcacddeejjuuvf SFS[D(2,1)(2,1)] fLLQcaceedebctivc SFS[D(2,1)(2,1)] fLLQcaceeedbcuikb reducible fLLQcaceeedbcuikj SFS[D(3,1)(3,1)] fLLQcaceeedbcuikn SFS[D(3,1)(3,2)] fLLQcaceedebcuiwc SFS[D(3,1)(2,1)] fLLQcacddeejkdevf SFS[D(3,1)(2,1)] fLLQcaceeedbcexsb reducible fLLQcaceeedbcexsj SFS[D(3,1)(3,2)] fLLQcaceeedbcexsn SFS[D(3,1)(3,1)] fLLQcaceedebcexwj SFS[D(3,1)(2,1)] fLLQcacddeejbdevf SFS[D(3,1)(2,1)] fLLQcaceeedbblpvb reducible fLLQcaceeedbchdbj reducible fLLQcaceeedbchdbn reducible fLLQcaceedebchdww reducible fLLQcacddeejsdevf reducible fLLQcacddeebgqqrr SFS[D(2,1)(2,1)] fLLQcacddeebgqqww SFS[D(2,1)(2,1)] fLLQcacddeebbxxbg reducible fLLQcacddeebgqqgj SFS[D(3,1)(2,1)] fLLQcacddeebgqqgk SFS[D(3,1)(2,1)] fLLQcacddeebgadkf SFS[D(2,1)(2,1)] fLLQcacddeebgadcs SFS[D(4,1)(2,1)] fLLQcacddeebgadcw SFS[D(5,2)(2,1)] fLLQcacddeebgadnj SFS[D(4,1)(2,1)] fLLQcacddeebgadnk SFS[D(5,2)(2,1)] fLLQcacddeebgqdcf reducible fLLQcacddeebgtlsg reducible fLLQcacddeebgtlwg reducible fLLQcacddeebgahbg T2xI fLLQcacddeebgxukf reducible fLLQcacddeebgxukr SFS[D(3,1)(2,1)] fLLQcacddeebgxukk SFS[D(3,1)(2,1)] fLLQcacddeebgxucs SFS[D(2,1)(2,1)] fLLQcacddeebgxunj SFS[D(2,1)(2,1)] fLLQcacddeebgmpsg SFS[D(2,1)(2,1)] fLLQcacddeebgaarr SFS[D(4,1)(2,1)] fLLQcacddeebgaark SFS[D(5,2)(2,1)] fLLQcacddeebgaaws SFS[D(5,2)(2,1)] fLLQcacddeebgaaww SFS[D(4,1)(2,1)] fLLQcacddeebgxawg reducible fLLQcacddeebcmhsg SFS[D(2,1)(2,1)] fLLQcacddeebcalrr SFS[D(4,1)(2,1)] fLLQcacddeebcalrk SFS[D(5,2)(2,1)] fLLQcacddeebcalws SFS[D(5,2)(2,1)] fLLQcacddeebcalww SFS[D(4,1)(2,1)] fLLQcacddeebbtuvg SFS[D(2,1)(2,1)] fLLQcacddeebcedor SFS[D(3,1)(2,1)] fLLQcacddeebcedok SFS[D(3,1)(2,1)] fLLQcacddeebcedss SFS[D(2,1)(2,1)] fLLQcacddeebcedjj SFS[D(2,1)(2,1)] fLLQcacddeebcddor SFS[D(3,1)(2,1)] fLLQcacddeebcddok SFS[D(3,1)(2,1)] fLLQcacddeebcddss SFS[D(2,1)(2,1)] fLLQcacddeebcddjj SFS[D(2,1)(2,1)] fLLQcacddeebcttsg reducible fLLQcacddeebcttwg reducible fLLQcacddeebcadkr SFS[D(5,2)(2,1)] fLLQcacddeebcadkk SFS[D(4,1)(2,1)] fLLQcacddeebcadwr SFS[D(4,1)(2,1)] fLLQcacddeebcadwk SFS[D(5,2)(2,1)] fLLQcacddeebcador toroidal fLLQcacddeebcadok toroidal fLLQcacddeebcadss toroidal fLLQcacddeebcadsw SFS[D(5,2)(2,1)] fLLQcacddeebcadrs SFS[D(5,2)(2,1)] fLLQcacddeebcadrw SFS[D(4,1)(2,1)] fLLQcacddeebcadnj SFS[D(5,2)(2,1)] fLLQcacddeebcadnk SFS[D(4,1)(2,1)] fLLQcacddeebcadjj toroidal fLLQcacddeebcadjk SFS[D(5,2)(2,1)] fLLQcacddeebcuqkk SFS[D(2,1)(2,1)] fLLQcacddeebcuqcv reducible fLLQcacddeebcuqcs SFS[D(3,1)(2,1)] fLLQcacddeebcuqcw SFS[D(3,1)(2,1)] fLLQcacddeebcuqnk SFS[D(2,1)(2,1)] fLLQcacddeebcatrr SFS[D(5,2)(2,1)] fLLQcacddeebcatrk toroidal fLLQcacddeebcatwv reducible fLLQcacddeebcatws toroidal fLLQcacddeebcatww toroidal fLLQcacddeebcatgj SFS[D(5,2)(2,1)] fLLQcacddeebcatgk toroidal fLLQcacddeebcpdfk SFS[D(2,1)(2,1)] fLLQcacddeebcpdjv reducible fLLQcacddeebcpdjs SFS[D(3,1)(2,1)] fLLQcacddeebcpdjw SFS[D(3,1)(2,1)] fLLQcacddeebcpdsk SFS[D(2,1)(2,1)] fLLQcacddeebcaaws SFS[D(4,1)(2,1)] fLLQcacddeebcaaww SFS[D(5,2)(2,1)] fLLQcacddeebcaagj SFS[D(4,1)(2,1)] fLLQcacddeebcaagk SFS[D(5,2)(2,1)] fLLQcacddeebbmivg reducible fLLQcacddeeboqhcf reducible fLLQcacddeeboedkr SFS[D(2,1)(2,1)] fLLQcacddeeboedcw SFS[D(2,1)(2,1)] fLLQcacddeebkaeog reducible fLLQcacddeeboednj SFS[D(3,1)(2,1)] fLLQcacddeeboednk SFS[D(3,1)(2,1)] fLLQcacddeeboddkr SFS[D(2,1)(2,1)] fLLQcacddeeboddcw SFS[D(2,1)(2,1)] fLLQcacddeebkeeog reducible fLLQcacddeeboddnj SFS[D(3,1)(2,1)] fLLQcacddeeboddnk SFS[D(3,1)(2,1)] fLLQcacddeeboadkr toroidal fLLQcacddeeboadkk SFS[D(5,2)(2,1)] fLLQcacddeeboadcs SFS[D(5,2)(2,1)] fLLQcacddeeboadcw toroidal fLLQcacddeebkdeog reducible fLLQcacddeeboadnj toroidal fLLQcacddeeboadnk toroidal fLLQcacddeebotlff SFS[D(2,1)(2,1)] fLLQcacddeeboahkf SFS[D(2,1)(2,1)] fLLQcacddeeboahcs SFS[D(4,1)(2,1)] fLLQcacddeeboahcw SFS[D(5,2)(2,1)] fLLQcacddeeboahnj SFS[D(4,1)(2,1)] fLLQcacddeeboahnk SFS[D(5,2)(2,1)] fLLQcacddeebompff reducible fLLQcacddeebompcf reducible fLLQcacddeebouukk SFS[D(2,1)(2,1)] fLLQcacddeebouucs SFS[D(3,1)(2,1)] fLLQcacddeebouucw SFS[D(3,1)(2,1)] fLLQcacddeebouunk SFS[D(2,1)(2,1)] fLLQcacddeeboaarr SFS[D(5,2)(2,1)] fLLQcacddeeboaark toroidal fLLQcacddeeboaajr SFS[D(4,1)(2,1)] fLLQcacddeeboaajk SFS[D(5,2)(2,1)] fLLQcacddeeboaafs SFS[D(5,2)(2,1)] fLLQcacddeeboaafw SFS[D(4,1)(2,1)] fLLQcacddeeboaans SFS[D(4,1)(2,1)] fLLQcacddeeboaanw SFS[D(5,2)(2,1)] fLLQcacddeeboaaws toroidal fLLQcacddeeboaaww toroidal fLLQcacddeeboaagj SFS[D(5,2)(2,1)] fLLQcacddeeboaagk toroidal fLLQcacddeeboaacj SFS[D(4,1)(2,1)] fLLQcacddeeboaack SFS[D(5,2)(2,1)] fLLQcacddeeboppfk SFS[D(2,1)(2,1)] fLLQcacddeeboppjs SFS[D(3,1)(2,1)] fLLQcacddeeboppjw SFS[D(3,1)(2,1)] fLLQcacddeeboppsk SFS[D(2,1)(2,1)] fLLQcacddeeboapkr SFS[D(5,2)(2,1)] fLLQcacddeeboapkk SFS[D(4,1)(2,1)] fLLQcacddeeboapnj SFS[D(5,2)(2,1)] fLLQcacddeeboapnk SFS[D(4,1)(2,1)] fLLQcbdcdeepgofeb SFS[D(2,1)(2,1)] fLLQcaceedebvuavs T2xI fLLQcaceedejkuxvs SFS[D(3,1)(2,1)] fLLQcaceedenkuxvs SFS[D(3,1)(2,1)] fLLQcbceddetsefrb SFS[D(2,1)(2,1)] fLLQcacddeejkairv SFS[D(2,1)(2,1)] fLLQcbdcdeeajvrib reducible fLLQcbdcdeeajvrlv reducible fLLQcaceedenvplvs SFS[D(2,1)(2,1)] fLLQcbcdededfrxgb reducible fLLQcbcdededfrxjb SFS[D(3,1)(2,1)] fLLQcbcdededfrxkb SFS[D(3,1)(2,1)] fLLQcacddeencedrv SFS[D(2,1)(2,1)] fLLQcaceedejktlvs SFS[D(5,2)(2,1)] fLLQcaceedenktlvs SFS[D(4,1)(2,1)] fLLQcacddeejkemrv SFS[D(5,2)(2,1)] fLLQcacddeenkemrv SFS[D(4,1)(2,1)] fLLQcbceddemklfov T2xI fLLQcaceedebvdxvs SFS[D(2,1)(2,1)] fLLQcbcdedembrljf SFS[D(4,1)(2,1)] fLLQcbcdedembrlkf SFS[D(5,2)(2,1)] fLLQcacddeejcaprv SFS[D(4,1)(2,1)] fLLQcacddeencaprv SFS[D(5,2)(2,1)] fLLQcbcdededjrdgo reducible fLLQcbdcdeehoofho SFS[D(2,1)(2,1)] fLLQcbdcdeeakvkxv reducible fLLQcbcdededfrmgo reducible fLLQcaceedebvxmvk SFS[D(2,1)(2,1)] fLLQcbcdedetkrmgo SFS[D(2,1)(2,1)] fLLQcaceedejkiivk SFS[D(3,1)(2,1)] fLLQcaceedenkiivk SFS[D(3,1)(2,1)] fLLQcbcdedeakrmgr SFS[D(2,1)(2,1)] fLLQcacddeejkuukv SFS[D(2,1)(2,1)] fLLQcaceedebveivk SFS[D(2,1)(2,1)] fLLQcbcdedehwkicn SFS[D(4,1)(2,1)] fLLQcbcdedehwkicr SFS[D(5,2)(2,1)] fLLQcacddeejculkv SFS[D(4,1)(2,1)] fLLQcacddeenculkv SFS[D(5,2)(2,1)] fLLQcbdcdeearvfiv reducible fLLQcaceedenrxxvb SFS[D(2,1)(2,1)] fLLQcbcdedeaofqcb reducible fLLQcbcdedeaofqcj SFS[D(3,1)(2,1)] fLLQcbcdedeaofqcn SFS[D(3,1)(2,1)] fLLQcacddeenoaafv SFS[D(2,1)(2,1)] fLLQcaceedejgiivb SFS[D(3,1)(2,1)] fLLQcaceedengiivb SFS[D(3,1)(2,1)] fLLQcbcdedeacftcw SFS[D(2,1)(2,1)] fLLQcacddeejjuufv SFS[D(2,1)(2,1)] fLLQcaceeedbjumkb reducible fLLQcacddeebjhxkf reducible fLLQcaceeedbbupkb reducible fLLQcaceeedbkttfj reducible fLLQcaceeedbkttfn reducible fLLQcaceedebkttwo reducible fLLQcacddeejriikf reducible fLLQcaceeedbklacb reducible fLLQcaceeedbketsb reducible fLLQcaceedebkamvc SFS[D(2,1)(2,1)] fLLQcaceeedbjiakb reducible fLLQcaceedebkuxvs reducible fLLQcaceedebkuxvr reducible fLLQcacddeebjdpkf reducible fLLQcaceedebkiivk reducible fLLQcaceedebkeivc SFS[D(2,1)(2,1)] fLLQcaceeedbbaqwb reducible fLLQcaceeedbbupkj SFS[A(3,1)] fLLQcaceeedbbupkn SFS[A(3,1)] fLLQcaceedebbupvc T2xI fLLQcaceedebbupwc SFS[A(2,1)] fLLQcaceedebbupsc T2xI fLLQcacddeebkthff T2xI fLLQcacddeejkthff SFS[A(2,1)] fLLQcacddeenkthff T2xI fLLQcaceedebbimvk reducible fLLQcaceeedbbtljb reducible fLLQcacddeebjliff reducible fLLQcaceedebbemvc SFS[D(2,1)(2,1)] fLLQcaceeedbbedwb reducible fLLQcaceedebbedvn reducible fLLQcaceeedbslmcb reducible fLLQcaceeedbseqsb reducible fLLQcaceeedbsllvj reducible fLLQcaceeedbsllvn reducible fLLQcaceedebsllwn reducible fLLQcacddeejvllrf reducible fLLQcaceeedbrmpsb reducible fLLQcaceeedbsulkj reducible fLLQcaceeedbsulkn reducible fLLQcaceedebsulwc reducible fLLQcacddeejkmlrf reducible fLLQcaceeedbshicb reducible fLLQcaceeedbjhtcb reducible fLLQcaceeedbjiakj SFS[D(3,1)(2,1)] fLLQcaceeedbjiakn SFS[D(3,1)(2,1)] fLLQcaceedebjiawc SFS[D(2,1)(2,1)] fLLQcacddeejkaiwf SFS[D(2,1)(2,1)] fLLQcaceeedbjemcb reducible fLLQcaceeedbjemcj SFS[D(3,1)(3,2)] fLLQcaceeedbjemcn SFS[D(3,1)(3,1)] fLLQcaceedebjemwk SFS[D(3,1)(2,1)] fLLQcacddeejcadwf SFS[D(3,1)(2,1)] fLLQcaceeedbjmmcj reducible fLLQcaceeedbjmmcn reducible fLLQcaceedebjmmwk reducible fLLQcacddeejcddwf reducible fLLQcaceeedbjxmcb reducible fLLQcaceeedbjxmcj SFS[D(3,1)(3,1)] fLLQcaceeedbjxmcn SFS[D(3,1)(3,2)] fLLQcaceedebjxmwk SFS[D(3,1)(2,1)] fLLQcacddeejcedwf SFS[D(3,1)(2,1)] fLLQcaceeedbjumkj SFS[D(3,1)(2,1)] fLLQcaceeedbjumkn SFS[D(3,1)(2,1)] fLLQcaceedebjumwc SFS[D(2,1)(2,1)] fLLQcacddeejkdmwf SFS[D(2,1)(2,1)] fLLQcaceeedbjeacb reducible fLLQcaceeedbjeacj reducible fLLQcaceeedbjeacn reducible fLLQcaceedebjeawk reducible fLLQcacddeejcapwf reducible fLLQcaceeedbjmacb reducible fLLQcaceeedbjxacb reducible fLLQcaceeedbjeicb reducible fLLQcaceeedbjeicj SFS[D(3,1)(3,1)] fLLQcaceeedbjeicn SFS[D(3,1)(3,2)] fLLQcaceedebjeiwk SFS[D(3,1)(2,1)] fLLQcacddeejcahwf SFS[D(3,1)(2,1)] fLLQcaceeedbjmicb reducible fLLQcaceeedbjxicb reducible fLLQcaceedebvqavc SFS[D(3,1)(2,1)] fLLQcacddeebjtmcf reducible fLLQcaceedebviavc SFS[D(3,1)(2,1)] fLLQcacddeebjphcf reducible fLLQcacddeebjdhcf reducible fLLQcaceeedbvqmkj reducible fLLQcaceeedbvqmkn reducible fLLQcaceedebvqmwc reducible fLLQcaceedebvqmsc reducible fLLQcacddeejkxecf reducible fLLQcacddeenkxecf reducible fLLQcaceedebvumvc SFS[D(3,1)(2,1)] fLLQcaceedebvimvc SFS[D(3,1)(2,1)] fLLQcacddeebjpucf reducible fLLQcacddeebjhucf reducible fLLQcacddeebjducf reducible fLLQcaceedebvqivc SFS[D(3,1)(2,1)] fLLQcaceedebvuivc SFS[D(3,1)(2,1)] fLLQcacddeebjpecf reducible fLLQcacddeebjhecf reducible fLLQcacddeebjdecf reducible fLLQcaceeedbrelwb reducible fLLQcaceeedbrqqwj reducible fLLQcaceeedbrqqwn reducible fLLQcaceedebrqqwb reducible fLLQcacddeejoqqjf reducible fLLQcaceeedbridwb reducible fLLQcaceeedbriqwb reducible fLLQcaceeedbritwb reducible fLLQcaceeedbrxxwb reducible fLLQcaceeedbrxxwj reducible fLLQcaceeedbrxxwn reducible fLLQcaceedebrxxwb reducible fLLQcacddeejoaajf reducible fLLQcaceeedbrudwb reducible fLLQcaceeedbrqdwb reducible fLLQcacddeebjhxkr SFS[D(3,1)(2,1)] fLLQcacddeebjhxkk SFS[D(3,1)(2,1)] fLLQcacddeebjhxcs SFS[D(2,1)(2,1)] fLLQcacddeebjhxnj SFS[D(2,1)(2,1)] fLLQcacddeebjhhcr reducible fLLQcacddeebjhhck reducible fLLQcacddeebjhhks reducible fLLQcacddeebjhhvj reducible fLLQcacddeebjdecr reducible fLLQcacddeebjdeck reducible fLLQcacddeebjdeks reducible fLLQcacddeebjdevj reducible fLLQcacddeebjhecr SFS[D(3,1)(3,2)] fLLQcacddeebjheck SFS[D(3,1)(3,1)] fLLQcacddeebjheks SFS[D(3,1)(2,1)] fLLQcacddeebjhevj SFS[D(3,1)(2,1)] fLLQcacddeebjpecr SFS[D(3,1)(3,1)] fLLQcacddeebjpeck SFS[D(3,1)(3,2)] fLLQcacddeebjpeks SFS[D(3,1)(2,1)] fLLQcacddeebjpevj SFS[D(3,1)(2,1)] fLLQcacddeebjdpkr SFS[D(3,1)(2,1)] fLLQcacddeebjdpkk SFS[D(3,1)(2,1)] fLLQcacddeebjdpcs SFS[D(2,1)(2,1)] fLLQcacddeebjdpnj SFS[D(2,1)(2,1)] fLLQcacddeebjhucr SFS[D(3,1)(3,1)] fLLQcacddeebjhuck SFS[D(3,1)(3,2)] fLLQcacddeebjhuks SFS[D(3,1)(2,1)] fLLQcacddeebjhuvj SFS[D(3,1)(2,1)] fLLQcacddeebrlmwg reducible fLLQcacddeebrtmwg reducible fLLQcacddeebramwg reducible fLLQcacddeebrlibr reducible fLLQcacddeebrligw reducible fLLQcacddeebrliwj reducible fLLQcacddeebrliwk reducible fLLQcacddeebrtiwg reducible fLLQcacddeebraiwg reducible fLLQcacddeebrdebr reducible fLLQcacddeebrdegw reducible fLLQcacddeebrdewg reducible fLLQcacddeebrdewj reducible fLLQcacddeebrdewk reducible fLLQcacddeebrlawg reducible fLLQcacddeebrtawg reducible fLLQcacddeebraawg reducible fLLQcacddeebvqewv reducible fLLQcacddeebvtmjv reducible fLLQcacddeebvtxrk reducible fLLQcacddeebvtxwv reducible fLLQcacddeebvtxws reducible fLLQcacddeebvtxww reducible fLLQcacddeebvtxgk reducible fLLQcacddeebvdefk reducible fLLQcacddeebvdejv reducible fLLQcacddeebvdejs reducible fLLQcacddeebvdejw reducible fLLQcacddeebvdesk reducible fLLQcacddeebvppkk SFS[D(2,1)(2,1)] fLLQcacddeebvppcs SFS[D(3,1)(2,1)] fLLQcacddeebvppcw SFS[D(3,1)(2,1)] fLLQcacddeebvppnk SFS[D(2,1)(2,1)] fLLQcaceedejvqavc SFS[D(3,1)(2,1)] fLLQcaceedenvqavc reducible fLLQcbdcdeehoofhn SFS[D(5,1)(2,1)] fLLQcbdcdeehoofhr SFS[D(7,2)(2,1)] fLLQcacddeejcxqcv SFS[D(7,3)(2,1)] fLLQcacddeencxqcv SFS[D(8,3)(2,1)] fLLQcaceedenkaavc SFS[D(2,1)(2,1)] fLLQcbdcdeeajofhn SFS[D(3,1)(2,1)] fLLQcbdcdeeajnfho SFS[D(3,1)(2,1)] fLLQcacddeenkxxcv SFS[D(2,1)(2,1)] fLLQcaceedejvqmvc SFS[D(3,1)(2,1)] fLLQcaceedenvqmvc SFS[D(3,1)(2,1)] fLLQcbdcdeemrofmw SFS[D(2,1)(2,1)] fLLQcacddeejctqcv SFS[D(2,1)(2,1)] fLLQcaceedenkdivc SFS[D(2,1)(2,1)] fLLQcbceddemktfrg SFS[D(3,1)(2,1)] fLLQcbceddemktfng SFS[D(3,1)(2,1)] fLLQcacddeenkupcv SFS[D(2,1)(2,1)] fLLQcaceedejkaivc toroidal fLLQcaceedenkaivc SFS[D(7,2)(2,1)] fLLQcbceddedwlfov SFS[D(3,1)(2,1)] fLLQcbceddedwlfos SFS[D(3,1)(2,1)] fLLQcbceddedwlfow toroidal fLLQcacddeejkuxcv toroidal fLLQcacddeenkuxcv toroidal fLLQcaceedejkeivc SFS[D(7,2)(2,1)] fLLQcaceedenkeivc SFS[D(5,1)(2,1)] fLLQcbceddehwlfov SFS[D(3,1)(2,1)] fLLQcbceddehwlfnv reducible fLLQcbceddehwlfow SFS[D(3,1)(2,1)] fLLQcacddeejkulcv SFS[D(8,3)(2,1)] fLLQcacddeenkulcv SFS[D(7,3)(2,1)] fLLQcaceedejvqivc toroidal fLLQcaceedenvqivc SFS[D(3,1)(2,1)] fLLQcbcdedelkrmjo SFS[D(7,2)(2,1)] fLLQcbcdedelkrmko toroidal fLLQcacddeejcuqcv toroidal fLLQcacddeencuqcv toroidal fLLQcaceedejvuivc SFS[D(3,1)(2,1)] fLLQcaceedenvuivc reducible fLLQcbcdedetkrmjo SFS[D(5,1)(2,1)] fLLQcbcdedetkrmko SFS[D(7,2)(2,1)] fLLQcacddeejcuicv SFS[D(7,3)(2,1)] fLLQcacddeencuicv SFS[D(8,3)(2,1)] fLLQcaceedejviivc SFS[D(3,1)(2,1)] fLLQcaceedenviivc SFS[D(3,1)(2,1)] fLLQcbcdedeakrmjo SFS[D(2,1)(2,1)] fLLQcacddeejcuucv SFS[D(2,1)(2,1)] fLLQcbceddehgmfov SFS[D(3,1)(2,1)] fLLQcaceedejkamvc SFS[D(7,2)(2,1)] fLLQcaceedenkamvc SFS[D(5,1)(2,1)] fLLQcbceddedgmfov SFS[D(3,1)(2,1)] fLLQcbceddedgmfrv reducible fLLQcbceddedgmfnv SFS[D(3,1)(2,1)] fLLQcacddeejktxcv SFS[D(8,3)(2,1)] fLLQcacddeenktxcv SFS[D(7,3)(2,1)] fLLQcaceedejktdvw SFS[D(2,1)(2,1)] fLLQcbcdededfkeow SFS[D(2,1)(2,1)] fLLQcacddeejkpmjv SFS[D(3,1)(2,1)] fLLQcacddeenkpmjv SFS[D(3,1)(2,1)] fLLQcaceedejvpdvw SFS[D(2,1)(2,1)] fLLQcbcdedelskeow SFS[D(2,1)(2,1)] fLLQcacddeejcpdjv SFS[D(3,1)(2,1)] fLLQcacddeencpdjv SFS[D(3,1)(2,1)] fLLQcaceedejklxvj SFS[D(2,1)(2,1)] fLLQcbceddednqrow SFS[D(2,1)(2,1)] fLLQcacddeejkaewv SFS[D(3,1)(2,1)] fLLQcacddeenkaewv SFS[D(3,1)(2,1)] fLLQcaceedejvmxvj SFS[D(2,1)(2,1)] fLLQcbcdedelbrmko SFS[D(2,1)(2,1)] fLLQcacddeejcatwv SFS[D(3,1)(2,1)] fLLQcacddeencatwv SFS[D(3,1)(2,1)] fLLQcbecdeeaxwcxa toroidal fLLQcbecdeelawcat toroidal fLLQcbecdeeaawcat toroidal fLLQcbecdeelascat toroidal fLLQcbecdeelascal toroidal fLLQcbecdeeaawcal toroidal fLLQcbecdeeaxscxa toroidal fLLQcbecdeeaascat toroidal fLLQcbecdeeaascal toroidal fLLQcbecdeedascad SFS[D(2,1)(2,1)] fLLQcbecdeepascap T2xI fLLQcbecdeeaxwgml SFS[D(3,1)(2,1)] fLLQcbecdeeausolu SFS[D(5,2)(2,1)] fLLQcbecdeeaasoha SFS[D(4,1)(2,1)] fLLQcbecdeeaxsoip toroidal fLLQcbecdeeapsoip toroidal fLLQcbecdeealsoip toroidal fLLQcbecdeeahsohh reducible fLLQcbecdeeaewgee reducible fLLQcbecdeehhsoha SFS[D(4,1)(4,1)] fLLQcbecdeeaawgax SFS[D(4,1)(2,1)] fLLQcbecdeehhwoha SFS[D(5,2)(4,1)] fLLQcbecdeeaxwoip m003(0,0) fLLQcbecdeeauwolu SFS[D(4,1)(2,1)] fLLQcbecdeeaawoha SFS[D(5,2)(2,1)] fLLQcbecdeeapwoip toroidal fLLQcbecdeealwoip SFS[D(3,1)(2,1)] fLLQcbecdeeaxsgml toroidal fLLQcbecdeeaesgee reducible fLLQcbecdeeahwohh reducible fLLQcbecdeeaasgax SFS[D(5,2)(2,1)] fLLQcbecdeeahrnah SFS[D(5,2)(2,1)] fLLQcbecdeeharnah reducible fLLQcbecdeedanwed SFS[D(5,3)(3,1)] fLLQcbecdeeeanwae reducible fLLQcbecdeeaanwda SFS[D(5,2)(3,1)] fLLQcbecdeeearnae reducible fLLQcbecdeedarned SFS[D(5,3)(3,1)] fLLQcbecdeeaanwat SFS[D(5,2)(3,1)] fLLQcbecdeeearnde SFS[D(5,2)(3,1)] fLLQcbecdeedarnad toroidal fLLQcbecdeeaanwal SFS[D(5,3)(3,1)] fLLQcbecdeeaasrea SFS[D(5,2)(3,1)] fLLQcbecdeeaanwqq SFS[D(5,2)(2,1)] fLLQcbecdeeaasrda SFS[D(5,3)(3,1)] fLLQcbecdeeaxsrxa SFS[D(5,2)(2,1)] fLLQcbecdeeaasrat SFS[D(5,3)(3,1)] fLLQcbecdeeaasral SFS[D(5,2)(3,1)] fLLQcbecdeeainwaa SFS[D(5,2)(3,1)] fLLQcbecdeeairnaa SFS[D(5,3)(3,1)] fLLQcbecdeeahsrah SFS[D(5,2)(2,1)] fLLQcbecdeeahnwah SFS[D(5,2)(2,1)] fLLQcbecdeehanwah reducible fLLQcbecdeeaanwea SFS[D(5,3)(3,1)] fLLQcbecdeedasred SFS[D(5,2)(3,1)] fLLQcbecdeedanwad toroidal fLLQcbecdeepanwap SFS[A(5,2)] fLLQcbecdeeaansmm SFS[D(5,2)(3,1)] fLLQcbecdeeainsmm SFS[D(5,3)(3,1)] fLLQcbecdeeairjii reducible fLLQcbecdeeaensee reducible fLLQcbecdeeahskei toroidal fLLQcbecdeeaensum toroidal fLLQcbecdeeaprjip SFS[D(5,2)(2,1)] fLLQcbecdeeahnsum m019(0,0) fLLQcbecdeeapnspe SFS[D(4,1)(2,1)] fLLQcbecdeehansum SFS[D(5,2)(3,1)] fLLQcbecdeehhnvha SFS[D(4,3)(4,1)] fLLQcbecdeeaanvha SFS[D(4,1)(2,1)] fLLQcbecdeeaanvii SFS[D(5,3)(3,1)] fLLQcbecdeeainvii reducible fLLQcbecdeeairbmm SFS[D(5,2)(3,1)] fLLQcbecdeeahnvhh reducible fLLQcbecdeeaesfum toroidal fLLQcbecdeeausfum SFS[D(5,2)(2,1)] fLLQcbecdeeahsfum m016(0,0) fLLQcbecdeeaasfax SFS[D(4,1)(2,1)] fLLQcbecdeeahnvei toroidal fLLQcbecdeehanvei SFS[D(5,3)(3,1)] fLLQcbecdeeaassmi toroidal fLLQcbecdeeaissmi SFS[D(4,1)(2,1)] fLLQcbecdeeamssmi SFS[D(4,1)(2,1)] fLLQcbecdeemtsstq toroidal fLLQcbecdeemlsslp toroidal fLLQcbecdeehassah reducible fLLQcbecdeeaasspi SFS[D(3,1)(2,1)] fLLQcbecdeeaisspi toroidal fLLQcbecdeealssul SFS[D(5,2)(2,1)] fLLQcbecdeeahssah SFS[D(4,1)(2,1)] fLLQcbecdeeamsspi m003(0,0) fLLQcbecdeexxssip toroidal fLLQcbecdeeeasshi toroidal fLLQcbecdeeaassqi m011(0,0) fLLQcbecdeeaissqi SFS[D(5,2)(2,1)] fLLQcbecdeeamssqi m017(0,0) fLLQcbecdeeeassli SFS[D(3,1)(2,1)] fLLQcbecdeeeassae reducible fLLQcbecdeeeassde SFS[D(4,3)(3,1)] fLLQcbecdeeaussuq SFS[D(5,2)(3,1)] fLLQcbecdeeaassat SFS[D(4,1)(3,1)] fLLQcbecdeeaassmq m006(0,0) fLLQcbecdeeaissmq m016(0,0) fLLQcbecdeeausstu SFS[D(5,2)(3,1)] fLLQcbecdeeaassda SFS[D(4,3)(3,1)] fLLQcbecdeeapssqp toroidal fLLQcbecdeeaassqq toroidal fLLQcbecdeeaissqq SFS[D(5,2)(2,1)] fLLQcbecdeeaasspq SFS[D(3,1)(2,1)] fLLQcbecdeeamsspq SFS[D(3,1)(2,1)] fLLQcbecdeeaisspq toroidal fLLQcbecdeeaussxu SFS[D(5,3)(3,1)] fLLQcbecdeeaassea SFS[D(4,1)(3,1)] fLLQcbecdeeapssmp toroidal fLLQcbecdeeaessuu SFS[D(5,2)(3,1)] fLLQcbecdeeahssuu SFS[D(5,3)(3,1)] fLLQcbecdeeamssaa toroidal fLLQcbecdeeaissaa toroidal fLLQcbecdeeaassmu toroidal fLLQcbecdeeaissmu m019(0,0) fLLQcbecdeeamssmu SFS[D(5,2)(2,1)] fLLQcbecdeeaxssxa SFS[D(4,1)(2,1)] fLLQcbecdeehhssmu m175(0,0) fLLQcbecdeedassed SFS[D(4,1)(3,1)] fLLQcbecdeeaussui SFS[D(5,3)(3,1)] fLLQcbecdeeaassal SFS[D(4,3)(3,1)] fLLQcbecdeedassad toroidal fLLQcbecdeedasstu toroidal fLLQcbecdeedassxu reducible fLLQcbecdeeaassqu toroidal fLLQcbecdeeaissqu toroidal fLLQcbecdeeamssqu m016(0,0) fLLQcbecdeeaisspu toroidal fLLQcbecdeeamsspu toroidal fLLQcbecdeeppsspu m359(0,0)(0,0) fLLQcbecdeepassap toroidal fLLQcbecdeepussua m295(0,0)(0,0) fLLQcbecdeeaasvai SFS[D(4,1)(2,1)] fLLQcbecdeeaasvax toroidal fLLQcbecdeexxsvxa toroidal fLLQcbecdeeeasvau SFS[D(4,1)(2,1)] fLLQcbecdeeaasvad SFS[D(5,2)(2,1)] fLLQcbecdeeeasvap toroidal fLLQcbecdeeaasvdi m016(0,0) fLLQcbecdeeaasvdd SFS[D(5,2)(2,1)] fLLQcbecdeeaasvdx toroidal fLLQcbecdeeaesvee reducible fLLQcbecdeeausvee SFS[D(5,3)(3,1)] fLLQcbecdeeahsvee SFS[D(5,2)(3,1)] fLLQcbecdeeamsvmm reducible fLLQcbecdeeaasvmm toroidal fLLQcbecdeeaisvmm toroidal fLLQcbecdeeaasvei m019(0,0) fLLQcbecdeehhsvei m210(0,0) fLLQcbecdeedasveq m019(0,0) fLLQcbecdeedasvel toroidal fLLQcbecdeeaasved toroidal fLLQcbecdeeaasvex toroidal fLLQcbecdeeaaswma SFS[D(4,1)(2,1)] fLLQcbecdeeaaswml m003(0,0) fLLQcbecdeexxswlm m027(0,0) fLLQcbecdeeeaswme SFS[D(4,1)(2,1)] fLLQcbecdeeaaswmt m017(0,0) fLLQcbecdeeeaswmx m003(0,0) fLLQcbecdeeaaswtl SFS[D(3,1)(2,1)] fLLQcbecdeeaeswhh SFS[D(5,3)(3,1)] fLLQcbecdeeauswhh SFS[D(5,2)(3,1)] fLLQcbecdeeahswhh reducible fLLQcbecdeeamswii toroidal fLLQcbecdeeaaswii toroidal fLLQcbecdeeaiswii reducible fLLQcbecdeeaaswha SFS[D(5,2)(2,1)] fLLQcbecdeehhswha SFS[D(5,2)(4,1)] fLLQcbecdeedaswhd SFS[D(5,2)(2,1)] fLLQcbecdeedaswhp toroidal fLLQcbecdeeaaswht m016(0,0) fLLQcbecdeeaaswhl toroidal fLLQcbecdeeaanfmi SFS[D(3,1)(2,1)] fLLQcbecdeemlnflp toroidal fLLQcbecdeemlrflp toroidal fLLQcbecdeehhnfmu m137(0,0) fLLQcbecdeeaenfep SFS[D(4,1)(2,1)] fLLQcbecdeeairfpi SFS[D(5,2)(2,1)] fLLQcbecdeeaanfmu toroidal fLLQcbecdeeainfmu m016(0,0) fLLQcbecdeeairfqi SFS[D(4,1)(2,1)] fLLQcbecdeeaanfmq m003(0,0) fLLQcbecdeeainfmq m017(0,0) fLLQcbecdeeeanfhi SFS[D(3,1)(2,1)] fLLQcbecdeeapnfqp toroidal fLLQcbecdeeaprfpd SFS[D(5,3)(3,1)] fLLQcbecdeedanftu toroidal fLLQcbecdeeairfmq m016(0,0) fLLQcbecdeeaanfqi toroidal fLLQcbecdeeainfqi SFS[D(5,2)(2,1)] fLLQcbecdeeapnfpd SFS[D(4,3)(3,1)] fLLQcbecdeeaprfqp SFS[D(5,3)(3,1)] fLLQcbecdeeapnfph SFS[D(4,1)(3,1)] fLLQcbecdeeaprfmp SFS[D(5,2)(3,1)] fLLQcbecdeeairfqq SFS[D(4,1)(2,1)] fLLQcbecdeeainfqq SFS[D(5,2)(2,1)] fLLQcbecdeeaanfqq toroidal fLLQcbecdeeainfaa toroidal fLLQcbecdeeairfaa toroidal fLLQcbecdeeaerfuu SFS[D(4,3)(3,1)] fLLQcbecdeeahrfuu SFS[D(4,1)(3,1)] fLLQcbecdeeahnfuu SFS[D(5,2)(3,1)] fLLQcbecdeeaenfuu SFS[D(5,3)(3,1)] fLLQcbecdeeainfqu toroidal fLLQcbecdeeaanfqu toroidal fLLQcbecdeeairfpq m019(0,0) fLLQcbecdeehhrfmu m038(0,0) fLLQcbecdeeairfmu m006(0,0) fLLQcbecdeeaanfpi SFS[D(3,1)(2,1)] fLLQcbecdeeainfpi toroidal fLLQcbecdeeaerfep SFS[D(5,2)(2,1)] fLLQcbecdeedanfxu reducible fLLQcbecdeeapnfmp toroidal fLLQcbecdeeaprfph SFS[D(5,2)(3,1)] fLLQcbecdeedarftu SFS[D(3,1)(2,1)] fLLQcbecdeeairfqu toroidal fLLQcbecdeeaanfpq SFS[D(3,1)(2,1)] fLLQcbecdeeainfpq m011(0,0) fLLQcbecdeedanfad SFS[D(2,1)(2,1)] fLLQcbecdeeairfpu toroidal fLLQcbecdeeainfpu toroidal fLLQcbecdeepanfap toroidal fLLQcbecdeepprfpu toroidal fLLQcbecdeeppnfpu m125(0,0)(0,0) fLLQcbecdeehhnkei m232(0,0) fLLQcbecdeeaankei m016(0,0) fLLQcbecdeeaankdi m017(0,0) fLLQcbecdeedankeq m016(0,0) fLLQcbecdeeaankad SFS[D(5,2)(2,1)] fLLQcbecdeeaankdd SFS[D(5,2)(2,1)] fLLQcbecdeeaankmm toroidal fLLQcbecdeeainkmm toroidal fLLQcbecdeeapnkxx SFS[D(4,3)(3,1)] fLLQcbecdeeaerrhh SFS[D(4,1)(3,1)] fLLQcbecdeeahrrhh reducible fLLQcbecdeeaprrll SFS[D(5,2)(3,1)] fLLQcbecdeeahnkee SFS[D(5,3)(3,1)] fLLQcbecdeeaenkee reducible fLLQcbecdeeaanked toroidal fLLQcbecdeehhrrha toroidal fLLQcbecdeeaankax toroidal fLLQcbecdeedankel toroidal fLLQcbecdeedarrhd toroidal fLLQcbecdeeaankdx m011(0,0) fLLQcbecdeeaankex toroidal fLLQcbecdeehhnrha SFS[D(5,3)(4,1)] fLLQcbecdeeaanrha SFS[D(5,2)(2,1)] fLLQcbecdeeaanrta SFS[D(4,1)(2,1)] fLLQcbecdeedanrhd SFS[D(5,2)(2,1)] fLLQcbecdeeaanrmt m016(0,0) fLLQcbecdeeaanrtt SFS[D(4,1)(2,1)] fLLQcbecdeeaanrii toroidal fLLQcbecdeeairkmm toroidal fLLQcbecdeeapnrll SFS[D(4,1)(3,1)] fLLQcbecdeeaerkee reducible fLLQcbecdeeahrkee SFS[D(4,3)(3,1)] fLLQcbecdeeaprkxx SFS[D(5,3)(3,1)] fLLQcbecdeeahnrhh reducible fLLQcbecdeeaenrhh SFS[D(5,2)(3,1)] fLLQcbecdeeaanrht m019(0,0) fLLQcbecdeehhrkei m195(0,0) fLLQcbecdeeaanrml m006(0,0) fLLQcbecdeedanrhp toroidal fLLQcbecdeedarkeq m006(0,0) fLLQcbecdeeaanrtl toroidal fLLQcbecdeeaanrhl toroidal fLLQcbecdeeaawsmi toroidal fLLQcbecdeeaiwsmi SFS[D(5,2)(2,1)] fLLQcbecdeeamwsmi SFS[D(5,2)(2,1)] fLLQcbecdeemtwstq toroidal fLLQcbecdeemlwslp toroidal fLLQcbecdeehawsah reducible fLLQcbecdeeaawspi toroidal fLLQcbecdeeaiwspi toroidal fLLQcbecdeealwsul SFS[D(4,1)(2,1)] fLLQcbecdeeahwsah SFS[D(5,2)(2,1)] fLLQcbecdeeamwspi toroidal fLLQcbecdeexxwsip m026(0,0) fLLQcbecdeeeawshi toroidal fLLQcbecdeeaawsqi m019(0,0) fLLQcbecdeeaiwsqi SFS[D(4,1)(2,1)] fLLQcbecdeeamwsqi m016(0,0) fLLQcbecdeeeawsli toroidal fLLQcbecdeeeawsae reducible fLLQcbecdeeeawsde SFS[D(5,3)(3,1)] fLLQcbecdeeauwsuq toroidal fLLQcbecdeeaawsat SFS[D(5,2)(3,1)] fLLQcbecdeeaawsmq m016(0,0) fLLQcbecdeeaiwsmq m017(0,0) fLLQcbecdeeauwstu SFS[D(4,1)(3,1)] fLLQcbecdeeaawsda SFS[D(5,3)(3,1)] fLLQcbecdeeapwsqp toroidal fLLQcbecdeeaawsqq SFS[D(5,2)(2,1)] fLLQcbecdeeaiwsqq SFS[D(4,1)(2,1)] fLLQcbecdeeaawspq toroidal fLLQcbecdeeamwspq SFS[D(3,1)(2,1)] fLLQcbecdeeaiwspq m003(0,0) fLLQcbecdeeauwsxu SFS[D(4,3)(3,1)] fLLQcbecdeeaawsea SFS[D(5,2)(3,1)] fLLQcbecdeeapwsmp toroidal fLLQcbecdeeaewsuu SFS[D(4,1)(3,1)] fLLQcbecdeeahwsuu SFS[D(4,3)(3,1)] fLLQcbecdeeamwsaa SFS[D(5,2)(3,1)] fLLQcbecdeeaiwsaa SFS[D(5,3)(3,1)] fLLQcbecdeeaawsmu toroidal fLLQcbecdeeaiwsmu m011(0,0) fLLQcbecdeeamwsmu toroidal fLLQcbecdeeaxwsxa SFS[D(5,2)(2,1)] fLLQcbecdeehhwsmu m162(0,0) fLLQcbecdeedawsed SFS[D(5,2)(3,1)] fLLQcbecdeeauwsui toroidal fLLQcbecdeeaawsal SFS[D(5,3)(3,1)] fLLQcbecdeedawsad toroidal fLLQcbecdeedawstu toroidal fLLQcbecdeedawsxu reducible fLLQcbecdeeaawsqu toroidal fLLQcbecdeeaiwsqu toroidal fLLQcbecdeeamwsqu m006(0,0) fLLQcbecdeeaiwspu SFS[D(3,1)(2,1)] fLLQcbecdeeamwspu SFS[D(3,1)(2,1)] fLLQcbecdeeppwspu m391(0,0)(0,0) fLLQcbecdeepawsap SFS[A(5,2)] fLLQcbecdeepuwsua m367(0,0)(0,0) fLLQcbecdeeaawvai SFS[D(5,2)(2,1)] fLLQcbecdeeaawvax toroidal fLLQcbecdeexxwvxa toroidal fLLQcbecdeeeawvau SFS[D(5,2)(2,1)] fLLQcbecdeeaawvad SFS[D(4,1)(2,1)] fLLQcbecdeeeawvap toroidal fLLQcbecdeeaawvdi m017(0,0) fLLQcbecdeeaawvdd SFS[D(4,1)(2,1)] fLLQcbecdeeaawvdx m003(0,0) fLLQcbecdeeaewvee reducible fLLQcbecdeeauwvee SFS[D(4,3)(3,1)] fLLQcbecdeeahwvee SFS[D(4,1)(3,1)] fLLQcbecdeeamwvmm reducible fLLQcbecdeeaawvmm SFS[D(5,3)(3,1)] fLLQcbecdeeaiwvmm SFS[D(5,2)(3,1)] fLLQcbecdeeaawvei m011(0,0) fLLQcbecdeehhwvei m155(0,0) fLLQcbecdeedawveq m011(0,0) fLLQcbecdeedawvel SFS[D(3,1)(2,1)] fLLQcbecdeeaawved toroidal fLLQcbecdeeaawvex SFS[D(3,1)(2,1)] fLLQcbecdeeaawwma SFS[D(5,2)(2,1)] fLLQcbecdeeaawwml toroidal fLLQcbecdeexxwwlm toroidal fLLQcbecdeeeawwme SFS[D(5,2)(2,1)] fLLQcbecdeeaawwmt m016(0,0) fLLQcbecdeeeawwmx toroidal fLLQcbecdeeaawwtl SFS[D(3,1)(2,1)] fLLQcbecdeeaewwhh SFS[D(4,3)(3,1)] fLLQcbecdeeauwwhh SFS[D(4,1)(3,1)] fLLQcbecdeeahwwhh reducible fLLQcbecdeeamwwii SFS[D(5,3)(3,1)] fLLQcbecdeeaawwii SFS[D(5,2)(3,1)] fLLQcbecdeeaiwwii reducible fLLQcbecdeeaawwha toroidal fLLQcbecdeehhwwha toroidal fLLQcbecdeedawwhd toroidal fLLQcbecdeedawwhp SFS[D(3,1)(2,1)] fLLQcbecdeeaawwht m006(0,0) fLLQcbecdeeaawwhl SFS[D(3,1)(2,1)] fLLQcbecdeehannah reducible fLLQcbecdeeahnnah SFS[D(4,1)(2,1)] fLLQcbecdeeearwae reducible fLLQcbecdeedarwed toroidal fLLQcbecdeeaannat toroidal fLLQcbecdeedanned SFS[D(4,3)(3,1)] fLLQcbecdeeeannae reducible fLLQcbecdeeaannda SFS[D(4,1)(3,1)] fLLQcbecdeedannad toroidal fLLQcbecdeeeannde SFS[D(4,1)(3,1)] fLLQcbecdeeaannea SFS[D(4,3)(3,1)] fLLQcbecdeeaawral SFS[D(4,1)(3,1)] fLLQcbecdeeaannqq SFS[D(4,1)(2,1)] fLLQcbecdeeaawrat SFS[D(4,3)(3,1)] fLLQcbecdeeahwrah toroidal fLLQcbecdeeaawrda toroidal fLLQcbecdeeaawrea toroidal fLLQcbecdeeairwaa SFS[D(4,1)(3,1)] fLLQcbecdeeainnaa SFS[D(4,3)(3,1)] fLLQcbecdeeaxwrxa SFS[D(4,1)(2,1)] fLLQcbecdeeharwah reducible fLLQcbecdeeahrwah toroidal fLLQcbecdeedawred toroidal fLLQcbecdeeaannal toroidal fLLQcbecdeedarwad toroidal fLLQcbecdeepannap SFS[A(4,1)] fLLQcbecdeeaanbax SFS[D(5,2)(2,1)] fLLQcbecdeehhrvha SFS[D(5,3)(4,1)] fLLQcbecdeeaawfax SFS[D(5,2)(2,1)] fLLQcbecdeeauwfum toroidal fLLQcbecdeeaewfum SFS[D(3,1)(2,1)] fLLQcbecdeeahwfum m006(0,0) fLLQcbecdeeairvii reducible fLLQcbecdeeaanbmm SFS[D(4,3)(3,1)] fLLQcbecdeeainbmm SFS[D(4,1)(3,1)] fLLQcbecdeeahrvhh reducible fLLQcbecdeeharvei SFS[D(4,3)(3,1)] fLLQcbecdeeahrvei toroidal fLLQcbecdeeahwkei SFS[D(3,1)(2,1)] fLLQcbecdeeairsmm SFS[D(4,3)(3,1)] fLLQcbecdeeaanjii SFS[D(4,1)(3,1)] fLLQcbecdeeainjii reducible fLLQcbecdeeaersee reducible fLLQcbecdeeharsum SFS[D(4,1)(3,1)] fLLQcbecdeeapnjip toroidal fLLQcbecdeeaersum toroidal fLLQcbecdeeahrsum m011(0,0) fLLQcbecdeeaprspe SFS[D(5,2)(2,1)] fLLQcbecdeemlvclp SFS[D(3,1)(2,1)] fLLQcbecdeexavchq SFS[D(2,1)(2,1)] fLLQcbecdeeaxvcqh SFS[D(2,1)(2,1)] fLLQcbecdeealvctl T2xI fLLQcbecdeealvctt T2xI fLLQcbecdeealvcta SFS[A(2,1)] fLLQcbecdeehavcxq reducible fLLQcbecdeeahvcxq SFS[D(2,1)(2,1)] fLLQcbecdeeauvcap T2xI fLLQcbecdeeaavcpu T2xI fLLQcbecdeeapvcua SFS[A(2,1)] fLLQcbecdeeplvcap SFS[D(3,1)(2,1)] fLLQcbecdeehhvoma SFS[D(3,1)(2,1)] fLLQcbecdeeahvotd SFS[D(2,1)(2,1)] fLLQcbecdeehavotd reducible fLLQcbecdeeaxvoip SFS[D(3,1)(2,1)] fLLQcbecdeeapvoip reducible fLLQcbecdeealvoip SFS[D(3,1)(2,1)] fLLQcbecdeexavglm SFS[D(3,1)(2,1)] fLLQcbecdeeeqvgxh SFS[D(3,1)(2,1)] fLLQcbecdeeaxvoid reducible fLLQcbecdeelavgpt reducible fLLQcbecdeeaxvgml SFS[D(3,1)(2,1)] fLLQcbecdeealvgme SFS[D(3,1)(2,1)] fLLQcbecdeeaevotp SFS[D(2,1)(2,1)] fLLQcbecdeedhvgpt reducible fLLQcbecdeedqvgpe SFS[D(2,1)(2,1)] fLLQcbecdeelavoxu reducible fLLQcbecdeepavgxh SFS[D(3,1)(2,1)] fLLQcbecdeeaxvoih SFS[D(3,1)(2,1)] fLLQcbecdeepavgxm SFS[D(3,1)(2,1)] fLLQcbecdeeexonue SFS[D(5,2)(2,1)] fLLQcbecdeedqonqd SFS[D(4,1)(2,1)] fLLQcbecdeemaonhu T2xI fLLQcbecdeeexowue SFS[D(5,2)(2,1)] fLLQcbecdeehhondt SFS[D(4,1)(2,1)] fLLQcbecdeeaaondt SFS[D(2,1)(2,1)] fLLQcbecdeehhowdt SFS[D(4,1)(2,1)] fLLQcbecdeedqowqd SFS[D(4,1)(2,1)] fLLQcbecdeehaowdp SFS[D(2,1)(2,1)] fLLQcbecdeeahowdp reducible fLLQcbecdeelxvrxl reducible fLLQcbecdeeexowxm SFS[D(3,1)(2,1)] fLLQcbecdeehhonea SFS[D(3,1)(2,1)] fLLQcbecdeedaonad SFS[D(2,1)(2,1)] fLLQcbecdeedqowph SFS[D(3,1)(2,1)] fLLQcbecdeeaavrel SFS[D(2,1)(2,1)] fLLQcbecdeeauvreh reducible fLLQcbecdeeapvrxl reducible fLLQcbecdeeaavrpu T2xI fLLQcbecdeedqvrmd SFS[D(3,1)(2,1)] fLLQcbecdeedqvrqd reducible fLLQcbecdeedavrep SFS[D(2,1)(2,1)] fLLQcbecdeedqvrpd SFS[D(3,1)(2,1)] fLLQcbecdeedqonph SFS[D(3,1)(2,1)] fLLQcbecdeeahondp reducible fLLQcbecdeedaowad SFS[D(2,1)(2,1)] fLLQcbecdeepaonxi SFS[D(2,1)(2,1)] fLLQcbecdeemaondx SFS[D(2,1)(2,1)] fLLQcbecdeeaaonpu T2xI fLLQcbecdeepaonap T2xI fLLQcbecdeeeivkhe reducible fLLQcbecdeeemvkhe reducible fLLQcbecdeeaaojdi SFS[D(2,1)(2,1)] fLLQcbecdeeapojdh reducible fLLQcbecdeeaposmq reducible fLLQcbecdeelavkdq SFS[D(2,1)(2,1)] fLLQcbecdeeaavkiu SFS[D(2,1)(2,1)] fLLQcbecdeeahvkeq SFS[D(3,1)(2,1)] fLLQcbecdeeahojqq reducible fLLQcbecdeeahvklq SFS[D(3,1)(2,1)] fLLQcbecdeeaavkxq SFS[D(2,1)(2,1)] fLLQcbecdeeahvkeu reducible fLLQcbecdeeahvkei SFS[D(3,1)(2,1)] fLLQcbecdeedqosti SFS[D(4,1)(2,1)] fLLQcbecdeeaaojxq SFS[D(2,1)(2,1)] fLLQcbecdeehhojxq SFS[D(4,1)(2,1)] fLLQcbecdeeexoshq SFS[D(5,2)(2,1)] fLLQcbecdeehavkeu SFS[D(2,1)(2,1)] fLLQcbecdeeaivfmh SFS[D(2,1)(2,1)] fLLQcbecdeeaevfel SFS[D(3,1)(2,1)] fLLQcbecdeeaevfut SFS[D(3,1)(2,1)] fLLQcbecdeeaevfxt SFS[D(3,1)(2,1)] fLLQcbecdeeapvfmq SFS[D(2,1)(2,1)] fLLQcbecdeeaevfdq reducible fLLQcbecdeeaivfpt SFS[D(2,1)(2,1)] fLLQcbecdeeaevfaq SFS[D(3,1)(2,1)] fLLQcbecdeeaevfeq SFS[D(3,1)(2,1)] fLLQcbecdeeaevfuh reducible fLLQcbecdeeaevfum SFS[D(3,1)(2,1)] fLLQcbecdeeapvfpe SFS[D(2,1)(2,1)] fLLQcbecdeemtvstq SFS[D(3,1)(2,1)] fLLQcbecdeemlvslp SFS[D(3,1)(2,1)] fLLQcbecdeeaavspi SFS[D(3,1)(2,1)] fLLQcbecdeeaivspi reducible fLLQcbecdeeamvspi SFS[D(3,1)(2,1)] fLLQcbecdeexxvsip SFS[D(3,1)(2,1)] fLLQcbecdeeeavsli SFS[D(3,1)(2,1)] fLLQcbecdeeapvspd SFS[D(3,1)(2,1)] fLLQcbecdeeamvsmq SFS[D(2,1)(2,1)] fLLQcbecdeeapvsqp reducible fLLQcbecdeeamvsqq SFS[D(2,1)(2,1)] fLLQcbecdeeaavspq SFS[D(3,1)(2,1)] fLLQcbecdeeamvspq toroidal fLLQcbecdeeaivspq SFS[D(3,1)(2,1)] fLLQcbecdeeapvsmp reducible fLLQcbecdeeaxvspp SFS[D(3,1)(2,1)] fLLQcbecdeealvspp SFS[D(3,1)(2,1)] fLLQcbecdeeaevsep SFS[D(2,1)(2,1)] fLLQcbecdeeapvsph SFS[D(3,1)(2,1)] fLLQcbecdeedavsad SFS[D(2,1)(2,1)] fLLQcbecdeedavsxu reducible fLLQcbecdeeaivspu SFS[D(3,1)(2,1)] fLLQcbecdeeamvspu SFS[D(3,1)(2,1)] fLLQcbecdeeppvspu T2xI fLLQcbecdeepavsap T2xI fLLQcbecdeepuvsua SFS[A(2,1)] fLLQcbecdeexxvvhq SFS[D(2,1)(2,1)] fLLQcbecdeeaavvqh SFS[D(2,1)(2,1)] fLLQcbecdeedlvvut SFS[D(3,1)(2,1)] fLLQcbecdeeeavvap reducible fLLQcbecdeeetvvtm SFS[D(3,1)(2,1)] fLLQcbecdeeelvvlq SFS[D(3,1)(2,1)] fLLQcbecdeeeivvih SFS[D(2,1)(2,1)] fLLQcbecdeeeavvih SFS[D(2,1)(2,1)] fLLQcbecdeeemvvih toroidal fLLQcbecdeeapvvtx SFS[D(3,1)(2,1)] fLLQcbecdeelivvmt SFS[D(2,1)(2,1)] fLLQcbecdeelmvvmh SFS[D(2,1)(2,1)] fLLQcbecdeelavvmh SFS[D(2,1)(2,1)] fLLQcbecdeelivvmh toroidal fLLQcbecdeeaxvvqq SFS[D(2,1)(2,1)] fLLQcbecdeeaavvdx SFS[D(3,1)(2,1)] fLLQcbecdeeamvvdx SFS[D(3,1)(2,1)] fLLQcbecdeeaivvdx reducible fLLQcbecdeeaivvmh SFS[D(2,1)(2,1)] fLLQcbecdeeapvvxx SFS[D(3,1)(2,1)] fLLQcbecdeealvvxx SFS[D(3,1)(2,1)] fLLQcbecdeehhvvei SFS[D(3,1)(2,1)] fLLQcbecdeeapvvux reducible fLLQcbecdeedpvvmt SFS[D(2,1)(2,1)] fLLQcbecdeedavvel SFS[D(3,1)(2,1)] fLLQcbecdeedpvvmh toroidal fLLQcbecdeeduvvxi SFS[D(3,1)(2,1)] fLLQcbecdeeapvvmq SFS[D(2,1)(2,1)] fLLQcbecdeedlvvxt SFS[D(3,1)(2,1)] fLLQcbecdeeaavvex SFS[D(3,1)(2,1)] fLLQcbecdeehhvwma SFS[D(3,1)(2,1)] fLLQcbecdeeahvwtd SFS[D(2,1)(2,1)] fLLQcbecdeehavwtd reducible fLLQcbecdeepqvwxh SFS[D(3,1)(2,1)] fLLQcbecdeeaavwml SFS[D(3,1)(2,1)] fLLQcbecdeexxvwlm SFS[D(3,1)(2,1)] fLLQcbecdeelhvwtp reducible fLLQcbecdeedavwtp reducible fLLQcbecdeeeavwmx SFS[D(3,1)(2,1)] fLLQcbecdeeeavwhx SFS[D(3,1)(2,1)] fLLQcbecdeeauvwth SFS[D(2,1)(2,1)] fLLQcbecdeeaavwdi SFS[D(2,1)(2,1)] fLLQcbecdeeaxvwql SFS[D(3,1)(2,1)] fLLQcbecdeeapvwql toroidal fLLQcbecdeealvwql SFS[D(3,1)(2,1)] fLLQcbecdeeeavwtx reducible fLLQcbecdeeamvwtl SFS[D(3,1)(2,1)] fLLQcbecdeeaivwtl SFS[D(3,1)(2,1)] fLLQcbecdeeauvwqi reducible fLLQcbecdeeapvwdh reducible fLLQcbecdeeaavwiu SFS[D(2,1)(2,1)] fLLQcbecdeeaxvwll SFS[D(3,1)(2,1)] fLLQcbecdeeapvwll SFS[D(3,1)(2,1)] fLLQcbecdeehhvwtl SFS[D(2,1)(2,1)] fLLQcbecdeeaxvwel reducible fLLQcbecdeeapvwel SFS[D(3,1)(2,1)] fLLQcbecdeealvwel SFS[D(3,1)(2,1)] fLLQcbecdeedavwhp SFS[D(3,1)(2,1)] fLLQcbecdeedavwmp SFS[D(3,1)(2,1)] fLLQcbecdeeaavwhl SFS[D(3,1)(2,1)] fLLQcbecdeemlofid SFS[D(2,1)(2,1)] fLLQcbecdeehhofmi SFS[D(2,1)(2,1)] fLLQcbecdeeeaofhu SFS[D(3,1)(2,1)] fLLQcbecdeehaoftq SFS[D(3,1)(2,1)] fLLQcbecdeedqofxl SFS[D(2,1)(2,1)] fLLQcbecdeedaoftq SFS[D(3,1)(2,1)] fLLQcbecdeemloftm T2xI fLLQcbecdeehhofmu SFS[D(5,1)(2,1)] fLLQcbecdeeaaofmu SFS[D(3,1)(2,1)] fLLQcbecdeehaofxq reducible fLLQcbecdeedqoful SFS[D(5,1)(2,1)] fLLQcbecdeeahofxq SFS[D(2,1)(2,1)] fLLQcbecdeedaofti reducible fLLQcbecdeeexofip SFS[D(7,2)(2,1)] fLLQcbecdeeaaofmq SFS[D(3,1)(2,1)] fLLQcbecdeeeaofhi toroidal fLLQcbecdeeeaofhq SFS[D(3,1)(2,1)] fLLQcbecdeeexofhp toroidal fLLQcbecdeedqoftl SFS[D(7,2)(2,1)] fLLQcbecdeedaoftu SFS[D(3,1)(2,1)] fLLQcbecdeedaofxu reducible fLLQcbecdeeahofui SFS[D(2,1)(2,1)] fLLQcbecdeedqofta SFS[D(5,1)(2,1)] fLLQcbecdeeaaofpq SFS[D(3,1)(2,1)] fLLQcbecdeeplofxi toroidal fLLQcbecdeeapofmh SFS[D(2,1)(2,1)] fLLQcbecdeeapofua T2xI fLLQcbecdeeplofap toroidal fLLQcbecdeeppofpu toroidal fLLQcbecdeeeaokau SFS[D(2,1)(2,1)] fLLQcbecdeeexokxu SFS[D(2,1)(2,1)] fLLQcbecdeeexorle SFS[D(2,1)(2,1)] fLLQcacdedenkaxjr toroidal fLLQcacdedejsaqjw m006(0,0) fLLQcacdedejsqqsw m011(0,0) fLLQcacdedejsaqjs toroidal fLLQcacdedejbqxsr m216(0,0) fLLQcacdedenbqxsr m263(0,0) fLLQcacdedejbqxwr m157(0,0) fLLQcacdedejsqxsr m214(0,0) fLLQcacdedenkxxrr m182(0,0) fLLQcacdedenkxxnr m244(0,0) fLLQcacdedejsqask m194(0,0) fLLQcacdedejsqasj m231(0,0) fLLQcacdedejbqqsw m117(0,0) fLLQcacdedejbqqww m004(0,0) fLLQcacdedenbqqsw m146(0,0) fLLQcacdedejsaxjr m015(0,0) fLLQcacdedejbaqnw m188(0,0) fLLQcacdedejbaqjw m291(0,0) fLLQcacdedejbaxjr m223(0,0) fLLQcacdedenbaqjw m303(0,0) fLLQcacdedejbxqnw m312(0,0) fLLQcacdedejbxqrw m339(0,0) fLLQcacdedenbxqnw m338(0,0) fLLQcacdedenbxqrw m350(0,0) fLLQcacdedenkaajj m081(0,0) fLLQcacdedejsaajk m029(0,0) fLLQcacdedenkaajk m142(0,0) fLLQcacdedejsaajj m035(0,0) fLLQcacdedejbxxnr m336(0,0) fLLQcacdedenbxxnr m363(0,0) fLLQcacdedejbxxrr m335(0,0) fLLQcacdedenbxxrr m364(0,0) fLLQcacdedenkxarj m290(0,0) fLLQcacdedenkxanj m351(0,0) fLLQcacdedenkxark m326(0,0) fLLQcacdedenkxank m358(0,0) fLLQcacdedejkqqsw m346(0,0) fLLQcacdedejbaqjs m300(0,0) fLLQcacdedejkqxsk m213(0,0) fLLQcacdedejkqask m401(0,0) fLLQcacdedejkqasj m397(0,0) fLLQcacdedejbaxjk m275(0,0) fLLQcacdedejkaqnw m115(0,0) fLLQcacdedejkxqnw m395(0,0) fLLQcacdedejkxqrw m392(0,0) fLLQcacdedenbaajj m178(0,0) fLLQcacdedejbaajk m185(0,0) fLLQcacdedejbaajj m154(0,0) fLLQcacdedejsxxnr m119(0,0) fLLQcacdedejsxxrr m019(0,0) fLLQcacdedenbxarj m100(0,0) fLLQcacdedenbxanj m054(0,0) fLLQcacdedenbxark m170(0,0) fLLQcacdedenbxank m116(0,0) fLLQcacdedejkaqjw m239(0,0) fLLQcacdedejbqqss m189(0,0) fLLQcacdedejkqxsr m281(0,0) fLLQcacdedejbqxsk m238(0,0) fLLQcacdedenbqask toroidal fLLQcacdedenbqasj m060(0,0) fLLQcacdedejbqask toroidal fLLQcacdedejbqasj m043(0,0) fLLQcacdedejkaxjk m019(0,0) fLLQcacdedejkaxjr toroidal fLLQcacdedejkaxnr m016(0,0) fLLQcacdedejsxqnw toroidal fLLQcacdedejsxqrw m003(0,0) fLLQcacdedensxqnw SFS[D(3,1)(2,1)] fLLQcacdedejkaajk m229(0,0) fLLQcacdedejkaajj m171(0,0) fLLQcacdedejkxxnr m272(0,0) fLLQcacdedejkxxrr m193(0,0) fLLQcacdedensxarj toroidal fLLQcacdedensxanj m052(0,0) fLLQcacdedensxark SFS[D(3,1)(2,1)] fLLQcacdedensxank m026(0,0) fLwQcaceddejgxqsn m010(0,0) fLwQcaceddejgxqsr m007(0,0) fLwQcaceddejgxqwn m033(0,0) fLwQcaceddejgxqwr m036(0,0) fLLQcacdedejkaxnk SFS[D(5,2)(2,1)] fLLQcacdedejbqxwk m151(0,0) fLLQcacdedejkxxrk m198(0,0) fLLQcacdedejkxxnk m233(0,0) fLLQcacdedejbqqws m034(0,0) fLLQcacdedejbaqns m168(0,0) fLLQcacdedejbxqns m352(0,0) fLLQcacdedejbxqrs m361(0,0) fLLQcacdedejkaanj m121(0,0) fLLQcacdedejkaank m143(0,0) fLLQcacdedejbxxnk m360(0,0) fLLQcacdedejbxxrk m374(0,0) fLLQcacdedejkxarj m343(0,0) fLLQcacdedejkxanj m393(0,0) fLLQcacdedejkxark m385(0,0) fLLQcacdedejkxank m402(0,0) fLLQcacdedejbaanj m147(0,0) fLLQcacdedejbxarj m082(0,0) fLLQcacdedejbxanj m046(0,0) fLLQcacdedejbxark m180(0,0) fLLQcacdedejbxank m141(0,0) fLLQcacdedejbqawk m011(0,0) fLLQcacdedejbqawj m069(0,0) fLLQcacdedejsxqns toroidal fLLQcacdedejsxarj m016(0,0) fLLQcacdedejsxanj m118(0,0) fLLQcacdedejsxark m006(0,0) fLLQcacdedejsxank m070(0,0) fLLQcacdedenrqqbw SFS[D(3,1)(2,1)] fLLQcacdedejrqqbw SFS[D(3,1)(2,1)] fLLQcacdedejoqqsf SFS[D(2,1)(2,1)] fLLQcacdedenvaavk SFS[D(2,1)(2,1)] fLLQcacdedejoaqjf SFS[D(2,1)(2,1)] fLLQcacdedenrqabk SFS[D(3,1)(3,1)] fLLQcacdedejrqabk SFS[D(3,1)(3,2)] fLLQcacdedejrqabj SFS[D(3,1)(3,1)] fLLQcacdedejoxqnf SFS[D(3,1)(2,1)] fLLQcacdedejoxqrf SFS[D(3,1)(2,1)] fLLQcacdedenkembg reducible fLLQcacdedejkembg reducible fLLQcacdedejkmivg reducible fLLQcaceddebrdirg reducible fLLQcacdedebgaijf SFS[D(3,1)(2,1)] fLLQcacdedebgadbj reducible fLLQcacdedebgadbk reducible fLLQcacdedebgaqbr reducible fLLQcacdedebgaqbk reducible fLLQcacdedebgmdvk SFS[D(2,1)(2,1)] fLLQcacdedebgtdok SFS[D(2,1)(2,1)] fLLQcacdedebgtmos SFS[D(3,1)(2,1)] fLLQcacdedebgahjg SFS[D(3,1)(2,1)] fLLQcacdedebgqhwg SFS[D(2,1)(2,1)] fLLQcacdedebcaibk reducible fLLQcacdedebcaibr reducible fLLQcacdedebcaxbw reducible fLLQcacdedebcaxbs reducible fLLQcacdedebcapbk reducible fLLQcacdedebcapbj reducible fLLQcacdedebcueov reducible fLLQcacdedebcpevv reducible fLLQcacdedebcahbk reducible fLLQcacdedebcahbj reducible fLLQcaceddebgaqbr reducible fLLQcaceddebgxqbg reducible fLLQcaceddebgxqbk reducible fLLQcaceddebgxqbj reducible fLLQcaceddebghqbw reducible fLLQcaceddebceijf SFS[D(3,1)(2,1)] fLLQcaceddebceinf SFS[D(3,1)(2,1)] fLLQcaceddebceqbk reducible fLLQcaceddebcetwf SFS[D(2,1)(2,1)] fLLQcaceddebcetvk reducible fLLQcaceddebceprf SFS[D(2,1)(2,1)] fLLQcaceddebciqbv reducible fLLQcaceddebciqbs reducible fLLQcaceddebciqbw reducible fLLQcaceddebcitvs reducible fLLQcaceddebcitvw reducible fLLQcacdedebkdmbg reducible fLLQcacdedenkdmbg reducible fLLQcacdedejkdmbg reducible fLLQcaceddebctqbk reducible fLLQcacdedejkmdvv reducible fLLQcaceddebcttvk reducible fLLQcaceddebcxdrg reducible fLLQcacdedebjqlbf reducible fLLQcacdedebjqljf reducible fLLQcacdedebjqlnf reducible fLLQcacdedebjqlbr reducible fLLQcacdedebjqljr SFS[D(3,1)(3,2)] fLLQcacdedebjqlnr SFS[D(3,1)(3,1)] fLLQcacdedebjqlbk reducible fLLQcacdedebjqljk SFS[D(3,1)(3,1)] fLLQcacdedebjqlnk SFS[D(3,1)(3,2)] fLLQcacdedebjalwf reducible fLLQcacdedebjalwr SFS[D(3,1)(2,1)] fLLQcacdedebjalwk SFS[D(3,1)(2,1)] fLLQcacdedebjhlrf reducible fLLQcacdedebjhlrr SFS[D(3,1)(2,1)] fLLQcacdedebjhlrk SFS[D(3,1)(2,1)] fLLQcacdedebjqdbs reducible fLLQcacdedebjqdjs SFS[D(3,1)(2,1)] fLLQcacdedebjqdns SFS[D(3,1)(2,1)] fLLQcacdedebjadws SFS[D(2,1)(2,1)] fLLQcacdedebjhdrs SFS[D(2,1)(2,1)] fLLQcacdedebjqmbj reducible fLLQcacdedebjqmjj SFS[D(3,1)(2,1)] fLLQcacdedebjqmnj SFS[D(3,1)(2,1)] fLLQcacdedebjamwj SFS[D(2,1)(2,1)] fLLQcacdedebjhmrj SFS[D(2,1)(2,1)] fLLQcacdedebrqxbr reducible fLLQcacdedebrqqbw reducible fLLQcacdedebrqabg reducible fLLQcacdedebrqabj reducible fLLQcacdedebrqabk reducible fLLQcacdedebvqpbk reducible fLLQcacdedebvalvk SFS[D(2,1)(2,1)] fLLQcacdedebrdirg reducible fLLQcacdedebvqtbs reducible fLLQcacdedebvqtbw reducible fLLQcacdedebvadvs SFS[D(3,1)(2,1)] fLLQcacdedebvadvw SFS[D(3,1)(2,1)] fLLQcacdedebruijg reducible fLLQcacdedebruing reducible fLLQcacdedebvqibk reducible fLLQcacdedebvamvk SFS[D(2,1)(2,1)] fLLQcacdedebrliwg reducible fLLQcacdedebkaxjf SFS[D(3,1)(2,1)] fLLQcacdedebkaxnf SFS[D(3,1)(2,1)] fLLQcacdedebkadbs reducible fLLQcacdedebkadbw reducible fLLQcacdedebkaibk reducible fLLQcacdedebkaibj reducible fLLQcacdedebkqxwf SFS[D(2,1)(2,1)] fLLQcacdedebkxxrf SFS[D(2,1)(2,1)] fLLQcacdedebkaqbs reducible fLLQcacdedebkaqjs SFS[D(4,3)(3,1)] fLLQcacdedebkaqns SFS[D(4,1)(3,1)] fLLQcacdedebkaqbw reducible fLLQcacdedebkaqjw SFS[D(5,3)(3,1)] fLLQcacdedebkaqnw SFS[D(5,2)(3,1)] fLLQcacdedebkqqws SFS[D(4,1)(2,1)] fLLQcacdedebkqqww SFS[D(5,2)(2,1)] fLLQcacdedebkxqrs SFS[D(4,1)(2,1)] fLLQcacdedebkxqrw SFS[D(5,2)(2,1)] fLLQcacdedebkaabj reducible fLLQcacdedebkaajj SFS[D(4,1)(3,1)] fLLQcacdedebkaanj SFS[D(4,3)(3,1)] fLLQcacdedebkaabk reducible fLLQcacdedebkaajk SFS[D(5,2)(3,1)] fLLQcacdedebkaank SFS[D(5,3)(3,1)] fLLQcacdedebkembg reducible fLLQcacdedebkqawj SFS[D(4,1)(2,1)] fLLQcacdedebkqawk SFS[D(5,2)(2,1)] fLLQcacdedebkxarj SFS[D(4,1)(2,1)] fLLQcacdedebkxark SFS[D(5,2)(2,1)] fLLQcacdedebbaqbw reducible fLLQcacdedebbaxjr SFS[D(4,3)(3,1)] fLLQcacdedebbaxnr SFS[D(4,1)(3,1)] fLLQcacdedebbaqbs reducible fLLQcacdedebbaxjk SFS[D(5,3)(3,1)] fLLQcacdedebbaxnk SFS[D(5,2)(3,1)] fLLQcacdedebbaibk reducible fLLQcacdedebbaibj reducible fLLQcacdedebbqxwr SFS[D(4,1)(2,1)] fLLQcacdedebbqxwk SFS[D(5,2)(2,1)] fLLQcacdedebbxxrr SFS[D(4,1)(2,1)] fLLQcacdedebbxxrk SFS[D(5,2)(2,1)] fLLQcacdedebbaqjs SFS[D(5,2)(3,1)] fLLQcacdedebbaqns SFS[D(5,3)(3,1)] fLLQcacdedebbaqjw SFS[D(4,1)(3,1)] fLLQcacdedebbaqnw SFS[D(4,3)(3,1)] fLLQcacdedebbqqws SFS[D(5,2)(2,1)] fLLQcacdedebbqqww SFS[D(4,1)(2,1)] fLLQcacdedebbxqrs SFS[D(5,2)(2,1)] fLLQcacdedebbxqrw SFS[D(4,1)(2,1)] fLLQcacdedebbaajg SFS[D(3,1)(2,1)] fLLQcacdedebbaang SFS[D(3,1)(2,1)] fLLQcacdedebbqawg SFS[D(2,1)(2,1)] fLLQcacdedebbxarg SFS[D(2,1)(2,1)] fLLQcacdedebsaxjr SFS[D(5,3)(3,1)] fLLQcacdedebsaxnr SFS[D(5,2)(3,1)] fLLQcacdedebsaxjk toroidal fLLQcacdedebsaxnk toroidal fLLQcacdedebsadjs SFS[D(4,3)(3,1)] fLLQcacdedebsadns SFS[D(4,1)(3,1)] fLLQcacdedebsadjw SFS[D(5,3)(3,1)] fLLQcacdedebsadnw SFS[D(5,2)(3,1)] fLLQcacdedebsqxwr SFS[D(5,2)(2,1)] fLLQcacdedebsqxwk toroidal fLLQcacdedebsqxsk SFS[D(2,1)(2,1)] fLLQcacdedebsqdws SFS[D(4,1)(2,1)] fLLQcacdedebsqdww SFS[D(5,2)(2,1)] fLLQcacdedebsxxrr SFS[D(5,2)(2,1)] fLLQcacdedebsxxok SFS[D(2,1)(2,1)] fLLQcacdedebsxxrk toroidal fLLQcacdedebsxxnk SFS[D(2,1)(2,1)] fLLQcacdedebsxdrs SFS[D(4,1)(2,1)] fLLQcacdedebsxdrw SFS[D(5,2)(2,1)] fLLQcacdedebsaqjs toroidal fLLQcacdedebsaqns toroidal fLLQcacdedebsaqjw toroidal fLLQcacdedebsaqnw toroidal fLLQcacdedebsqqws toroidal fLLQcacdedebsqqss SFS[D(3,1)(2,1)] fLLQcacdedebsqqww toroidal fLLQcacdedebsqqsw SFS[D(3,1)(2,1)] fLLQcacdedebsxqos SFS[D(3,1)(2,1)] fLLQcacdedebsxqrs toroidal fLLQcacdedebsxqns SFS[D(3,1)(2,1)] fLLQcacdedebsxqow SFS[D(3,1)(2,1)] fLLQcacdedebsxqrw toroidal fLLQcacdedebsxqnw SFS[D(3,1)(2,1)] fLLQcacdedebsaajj SFS[D(5,2)(3,1)] fLLQcacdedebsaanj SFS[D(5,3)(3,1)] fLLQcacdedebsaajk toroidal fLLQcacdedebsaank toroidal fLLQcacdedebsamjj SFS[D(4,1)(3,1)] fLLQcacdedebsamnj SFS[D(4,3)(3,1)] fLLQcacdedebsamjk SFS[D(5,2)(3,1)] fLLQcacdedebsamnk SFS[D(5,3)(3,1)] fLLQcacdedebsqawj SFS[D(5,2)(2,1)] fLLQcacdedebsqawk toroidal fLLQcacdedebsqask SFS[D(2,1)(2,1)] fLLQcacdedebsqmwj SFS[D(4,1)(2,1)] fLLQcacdedebsqmwk SFS[D(5,2)(2,1)] fLLQcacdedebsxarj SFS[D(5,2)(2,1)] fLLQcacdedebsxaok SFS[D(2,1)(2,1)] fLLQcacdedebsxark toroidal fLLQcacdedebsxank SFS[D(2,1)(2,1)] fLLQcacdedebsxmrj SFS[D(4,1)(2,1)] fLLQcacdedebsxmrk SFS[D(5,2)(2,1)] fLLQcacdedensxqow toroidal fLLQcacdedejsxqow SFS[D(3,1)(2,1)] fLLQcacdedejsxqos reducible fLLQcacdedejbqasg SFS[D(7,2)(2,1)] fLLQcacdedenbqasg toroidal fLLQcacdedejbqawg SFS[D(5,1)(2,1)] fLLQcacdedejsxxor SFS[D(7,2)(2,1)] fLLQcacdedensxaog reducible fLLQcacdedensxaok toroidal fLLQcacdedensxaoj toroidal fLLQcacdedejsxaok SFS[D(7,3)(2,1)] fLLQcacdedejsxaoj SFS[D(8,3)(2,1)] fLLQcacdedejbaang reducible fLLQcacdedejbaajg SFS[D(3,1)(2,1)] fLLQcacdedenbaajg toroidal fLLQcacdedenbxaog reducible fLLQcacdedejbxang SFS[D(8,3)(2,1)] fLLQcacdedenbxang toroidal fLLQcacdedejbxarg SFS[D(7,3)(2,1)] fLLQcacdedenbxarg toroidal fLwQcaceddebgxqso reducible fLwQcaceddebgxqvr reducible fLwQcaceddebgxqsn toroidal fLwQcaceddebgxqsr toroidal fLwQcaceddebgxqwr toroidal fLLQcacdedenbxqow SFS[D(2,1)(2,1)] fLLQcacdedenbxxor SFS[D(2,1)(2,1)] fLLQcacdedenbxaok SFS[D(3,1)(2,1)] fLLQcacdedenbxaoj SFS[D(3,1)(2,1)] fLLQcacdedenkxxor SFS[D(2,1)(2,1)] fLLQcacdedenkaajg SFS[D(2,1)(2,1)] fLLQcacdedensxang SFS[D(3,1)(2,1)] fLLQcacdedensxarg SFS[D(3,1)(2,1)] fLLQcacdedenkxaog reducible fLLQcacdedenkxaok SFS[D(3,1)(2,1)] fLLQcacdedenkxaoj SFS[D(3,1)(2,1)] fLLQcacdedenkxang SFS[D(3,1)(2,1)] fLLQcacdedenkxarg SFS[D(3,1)(2,1)] fLwQcaceddebnxqso reducible fLwQcaceddebnxqsn SFS[D(3,1)(3,2)] fLwQcaceddebnxqwn SFS[D(3,1)(3,1)] fLwQcaceddebnxqsr SFS[D(3,1)(3,1)] fLwQcaceddebnxqwr SFS[D(3,1)(3,2)] fLLQcacedeenkamjj SFS[D(3,1)(2,1)] fLLQcacedeenkamkj SFS[D(7,5)(3,1)] fLLQcacedeenkamgj SFS[D(5,4)(3,1)] fLLQcacedeenkaegg SFS[D(3,1)(2,1)] fLLQcacedeenkdpco toroidal fLLQcacedeenkdpcg toroidal fLLQcacedeenkaxcc reducible fLLQcacedeenkelcc reducible fLLQcacedeenkaxnn toroidal fLLQcacedeenkaeww SFS[D(3,1)(2,1)] fLLQcacedeenkeusf m120(0,0) fLLQcacedeenkdmsc SFS[D(2,1)(2,1)] fLLQcacedeenkdmss toroidal fLLQcacedeenkdmsr SFS[D(2,1)(2,1)] fLLQcacedeenkamsc SFS[D(7,3)(2,1)] fLLQcacedeenkamss m006(0,0) fLLQcacedeenkamsr m070(0,0) fLLQcacedeenkemwc SFS[D(7,3)(2,1)] fLLQcacedeenkemsc toroidal fLLQcacedeenkemss SFS[D(3,1)(2,1)] fLLQcacedeenkemsr m026(0,0) fLLQcacedeenkemvc SFS[D(2,1)(2,1)] fLLQcacedeenkilbr m201(0,0) fLLQcacedeenkhhcc toroidal fLLQcacedeenkhhfc m328(0,0)(0,0) fLLQcacedeenkhhbc m125(0,0)(0,0) fLLQcacedeenklxoo toroidal fLLQcacedeenklevv reducible fLLQcacedeenktmgk SFS[D(7,3)(2,1)] fLLQcacedeenktmjk SFS[D(5,1)(2,1)] fLLQcacedeenktmkk toroidal fLLQcacedeenklmbn m044(0,0) fLLQcacedeenklmbb toroidal fLLQcacedeenklmbj toroidal fLLQcacedeenktxcr SFS[D(5,1)(2,1)] fLLQcacedeenktxrr m011(0,0) fLLQcacedeenktxsr m069(0,0) fLLQcacedeenkimfn SFS[D(5,1)(2,1)] fLLQcacedeenkimbn SFS[D(7,2)(2,1)] fLLQcacedeenkimbb toroidal fLLQcacedeenkimbj m043(0,0) fLLQcacedeenkimcn SFS[D(2,1)(2,1)] fLLQcacedeenktxww SFS[D(3,1)(2,1)] fLLQcacedeenktxow SFS[D(7,4)(3,1)] fLLQcacedeenktxkw toroidal fLLQcacedeenktefw toroidal fLLQcacedeenkteff SFS[D(3,1)(2,1)] fLLQcacedeenktefn m027(0,0) fLLQcacedeenkhmbn toroidal fLLQcacedeenkhmbj toroidal fLLQcacedeenklxjj SFS[D(3,1)(2,1)] fLLQcacedeenklecc toroidal fLLQcacedeenktejj SFS[D(3,1)(2,1)] fLLQcacedeenktejv SFS[D(7,3)(3,1)] fLLQcacedeenktejr toroidal fLLQcacedeenklmww SFS[D(3,1)(2,1)] fLLQcacedeenklmsw SFS[D(7,2)(3,1)] fLLQcacedeenklmvw SFS[D(5,1)(3,1)] fLLQcacedeenktmcs toroidal fLLQcacedeenktmcr toroidal fLLQcacedeenktmbs SFS[D(7,4)(3,1)] fLLQcacedeenktmbr SFS[D(7,3)(3,1)] fLLQcacedeenktmfs SFS[D(5,1)(3,1)] fLLQcacedeenktmfr SFS[D(5,4)(3,1)] fLLQcacedeensdpcc SFS[D(2,1)(2,1)] fLLQcacedeensdpco toroidal fLLQcacedeensdpcg toroidal fLLQcacedeenstmcc reducible fLLQcacedeenstmbc toroidal fLLQcacedeenstmfc toroidal fLLQcacedeenbdpcc SFS[D(2,1)(2,1)] fLLQcacedeenbdpco toroidal fLLQcacedeenbdpcg toroidal fLLQcacedeenbtmcc reducible fLLQcacedeenbtmbc toroidal fLLQcacedeenbtmfc toroidal fLLQcacedeenjuugg reducible fLLQcacedeenjqasc SFS[D(5,2)(3,1)] fLLQcacedeenjqass reducible fLLQcacedeenjqasr SFS[D(5,3)(3,1)] fLLQcacedeenjxxoo reducible fLLQcacedeenjmmbb SFS[A(5,2)] fLLQcacedeenjpikk toroidal fLLQcacedeenjdlcr SFS[D(5,3)(3,1)] fLLQcacedeenjdlrr reducible fLLQcacedeenjdlsr SFS[D(5,2)(3,1)] fLLQcacedeenjhhff SFS[A(5,2)] fLLQcacedeenjpicc reducible fLLQcacedeenvpikk SFS[D(5,3)(3,1)] fLLQcacedeenvpubn SFS[D(7,3)(2,1)] fLLQcacedeenvpmcc SFS[D(2,1)(2,1)] fLLQcacedeenvpmbc SFS[D(7,2)(2,1)] fLLQcacedeenvpmfc SFS[D(5,1)(2,1)] fLLQcacedeenvhacc SFS[D(2,1)(2,1)] fLLQcacedeenrqhww SFS[D(3,1)(2,1)] fLLQcacedeenruiwc SFS[D(3,1)(2,1)] fLLQcacedeenrmiww SFS[D(3,1)(2,1)] fLLQcacedeenrmiwk SFS[D(3,1)(2,1)] fLLQcacedeenrmiwo reducible fLLQcacedeenrpikk SFS[D(5,2)(3,1)] fLLQcacdeeejgaicg SFS[D(3,1)(2,1)] fLLQcacdeeejgaico SFS[D(3,1)(2,1)] fLLQcacdeeejopdjj SFS[D(2,1)(2,1)] fLLQcacdeeejoaxjj SFS[D(2,1)(2,1)] fLLQcacdeeejoaxoo SFS[D(4,1)(2,1)] fLLQcacdeeejoapcj SFS[D(3,1)(3,1)] fLLQcacdeeejcaqnn SFS[D(5,2)(2,1)] fLLQcacdeeejcaekg m007(0,0) fLLQcacedeejghhbb toroidal fLLQcacedeejgudkk SFS[D(2,1)(2,1)] fLLQcacedeejgttff T2xI fLLQcacedeejgudcc reducible fLLQcacedeejctdbc SFS[D(8,3)(2,1)] fLLQcacedeejctdfc toroidal fLLQcacedeejcidfn SFS[D(7,2)(2,1)] fLLQcacedeejouicj SFS[D(5,1)(2,1)] fLLQcacedeejohqjj SFS[D(2,1)(2,1)] fLLQcacedeejoutjj SFS[D(2,1)(2,1)] fLLQcacedeejoutgj SFS[D(7,3)(2,1)] fLLQcacedeejoutkj toroidal fLLQcacdeeenjuxco toroidal fLLQcacdeeenjuxcg toroidal fLLQcacdeeenjhxss SFS[D(5,2)(2,1)] fLLQcacdeeenjumrr SFS[D(5,2)(2,1)] fLLQcacdeeenruxco SFS[D(5,2)(5,2)] fLLQcacdeeenruxcg SFS[D(5,2)(4,1)] fLLQcacdeeenraxww SFS[D(3,1)(2,1)] fLLQcacdeeenrdxwc m032(0,0) fLLQcacdeeenrpdww SFS[D(3,1)(2,1)] fLLQcacdeeenvlxko m053(0,0) fLLQcacdeeenvuxco SFS[D(5,3)(4,1)] fLLQcacdeeenvuxcg SFS[D(5,3)(5,2)] fLLQcacdeeenvqxcc SFS[D(2,1)(2,1)] fLLQcacdeeenvilcc SFS[D(2,1)(2,1)] fLLQcacdeeenvqxnn SFS[D(4,1)(2,1)] fLLQcacdeeenkxxkn m307(0,0) fLLQcacdeeenkqxkc m306(0,0) fLLQcacdeeenkddko toroidal fLLQcacdeeenkddoo reducible fLLQcacdeeenkddwo toroidal fLLQcacdeeenkdisr m189(0,0) fLLQcacdeeenkdirr SFS[D(4,3)(3,1)] fLLQcacdeeenkdicr m117(0,0) fLLQcacdeeenkaxcg SFS[D(3,1)(2,1)] fLLQcacdeeenkaxco SFS[D(3,1)(2,1)] fLLQcacdeeenkdxcc SFS[D(3,1)(2,1)] fLLQcacdeeenkdxco m030(0,0) fLLQcacdeeenkdxcg m100(0,0) fLLQcacdeeenkexcc SFS[D(3,1)(2,1)] fLLQcacdeeenkexco m100(0,0) fLLQcacdeeenkexcg m054(0,0) fLLQcacdeeenkadjj SFS[D(3,1)(2,1)] fLLQcacdeeenkadbj toroidal fLLQcacdeeenkadnj m003(0,0) fLLQcacdeeenkdpcc reducible fLLQcacdeeenkdpco toroidal fLLQcacdeeenkdpcg toroidal fLLQcacdeeenkepcc SFS[D(3,1)(2,1)] fLLQcacdeeenkepco m170(0,0) fLLQcacdeeenkepcg m116(0,0) fLLQcacdeeenkaiww SFS[D(3,1)(2,1)] fLLQcacdeeenkaikw SFS[D(3,1)(2,1)] fLLQcacdeeenkaiow toroidal fLLQcacdeeenkdlcc SFS[D(3,1)(2,1)] fLLQcacdeeenkdlco m026(0,0) fLLQcacdeeenkdlcg m052(0,0) fLLQcacdeeenkelcc reducible fLLQcacdeeenkelco toroidal fLLQcacdeeenkelcg toroidal fLLQcacdeeenkaxjn SFS[D(4,1)(3,1)] fLLQcacdeeenkaxbn SFS[D(4,3)(3,1)] fLLQcacdeeenkexjn m121(0,0) fLLQcacdeeenkexnn SFS[D(4,3)(3,1)] fLLQcacdeeenkexbn m029(0,0) fLLQcacdeeenkdxjn m073(0,0) fLLQcacdeeenkdxnn SFS[D(4,1)(3,1)] fLLQcacdeeenkdxbn m121(0,0) fLLQcacdeeenkadko m022(0,0) fLLQcacdeeenkadoo SFS[D(4,3)(3,1)] fLLQcacdeeenkadwo m034(0,0) fLLQcacdeeenkaisr m034(0,0) fLLQcacdeeenkairr SFS[D(4,1)(3,1)] fLLQcacdeeenkaicr m004(0,0) fLLQcacdeeenkmxsn m074(0,0) fLLQcacdeeenkmxko m053(0,0) fLLQcacdeeenkedko m081(0,0) fLLQcacdeeenkedoo SFS[D(4,1)(3,1)] fLLQcacdeeenkedwo m171(0,0) fLLQcacdeeenkeisr toroidal fLLQcacdeeenkeirr reducible fLLQcacdeeenkeicr toroidal fLLQcacdeeenkaqkc m136(0,0) fLLQcacdeeenkqqcc toroidal fLLQcacdeeenkxakk toroidal fLLQcacdeeenkamcj SFS[D(3,1)(3,1)] fLLQcacdeeenkaakn m135(0,0) fLLQcacdeeenkamkf m023(0,0) fLLQcacdeeenkmmff SFS[A(4,1)] fLLQcacdeeenkmtcc SFS[A(2,1)] fLLQcacdeeenbxxkn m400(0,0) fLLQcacdeeenbaxnn toroidal fLLQcacdeeenbxakk toroidal fLLQcacdeeenbaakn m146(0,0) fLLQcacdeeensxxkn toroidal fLLQcacdeeensaxnn toroidal fLLQcacdeeensxakk toroidal fLLQcacdeeensaakn m168(0,0) fLLQcccddeeqjjshn m009(0,0) fLLQccdcdeeqckvas m010(0,0) fLLQccdcdeepgjsms SFS[D(5,2)(2,1)] fLLQccdcdeepgjsmw SFS[D(4,1)(2,1)] fLLQcccddeelnnour toroidal fLLQcccddeetnnour toroidal fLPMcbcddeelcvnhj SFS[D(3,1)(3,2)] fLPMcbcddeelcvnhw SFS[D(3,1)(3,1)] fLLQccdcdeeagrfms SFS[D(3,1)(3,1)] fLLQccdcdeetgrfms toroidal fLLQccdcdeelgrfms m007(0,0) fLLQcccddeeaknbun SFS[D(3,1)(3,2)] fLLQcccddeepgnoun m007(0,0) fLLQcccddeeujnvun m010(0,0) fLLQccdcdeeagrfmw SFS[D(3,1)(3,2)] fLLQccdcdeelgrfmw m036(0,0) fLLQccdcdeetgrfmw m007(0,0) fLLQccdcdeeagvfms reducible fLLQccdcdeelgvfmw SFS[D(3,1)(3,1)] fLLQccdcdeelgvfms SFS[D(3,1)(3,2)] fLLQcccddeeawnbun SFS[D(3,1)(3,1)] fLLQcccddeepfnoun m033(0,0) fLLQcccddeeunnvun m010(0,0) fLLQcccddeeaknbur SFS[D(3,1)(3,1)] fLLQcccddeeujnvur m033(0,0) fLLQcccddeepgnour m036(0,0) fLLQcccddeeawnbur SFS[D(3,1)(3,2)] fLLQcccddeeunnvur m007(0,0) fLLQcccddeepfnour m036(0,0) fLLQcccddeeaonbun reducible fLLQcccddeepvnoun toroidal fLLQcccddeepvnour toroidal fLLQcccddeelnnrun SFS[D(5,2)(2,1)] fLLQcccddeetnnrun toroidal fLLQccdcdeeugkwms SFS[D(4,1)(2,1)] fLLQccdcdeepgjcms SFS[D(5,2)(2,1)] fLLQccdcdeeugkwmw m017(0,0) fLLQccdcdeepgjcmw m016(0,0) fLLQcccddeelnnrur m016(0,0) fLLQcccddeetnnrur m006(0,0) fLLQcccddeeijbwen SFS[D(4,1)(2,1)] fLLQcccddeedwbken m009(0,0) fLLQcccddeetnnoun m011(0,0) fLLQcccddeelnnoun m019(0,0) fLLQcccddeelnnnur toroidal fLLQcccddeelnnnun toroidal fLLQccdcdeeqckvaw m149(0,0) fLLQccdcdeeacvvas toroidal fLLQcccddeeajjjhn toroidal fLLQcccddeedwbker m032(0,0) fLLQcccddeeqjjshr m148(0,0) fLLQcccddeeijbwer m015(0,0) fLLQcccddeeabbben T2xI fLLQcccddeeaobven SFS[A(3,1)] fLLQcccddeeqjrshn m378(0,0) fLPMcbdcdeeankohw toroidal fLLQcccddeeajrjhn toroidal fLLQcccddeeqjvshr m081(0,0) fLLQcccddeeqjvshn m142(0,0) fLPMcbdcdeeankohj toroidal fLLQcccddeeajrjhr toroidal fLLQcccddeeqjrshr m403(0,0) fLLQcccddeeakvbln SFS[D(3,1)(3,2)] fLLQcccddeepvvrlr toroidal fLLQcccddeepgvoln SFS[D(3,1)(3,1)] fLLQcccddeeajsgxn toroidal fLPMcbcddeelgvfdj toroidal fLPMcbcddeelgvfdk toroidal fLLQcccddeeaosfxn reducible fLLQccdcdeeasvbps reducible fLLQcccddeeajsjxn toroidal fLLQcccddeeaoswxn SFS[D(3,1)(3,1)] fLLQccdcdeehssnps m034(0,0) fLLQcccddeelnvnlr SFS[D(3,1)(2,1)] fLLQcccddeeanvnln toroidal fLLQcccddeelnvnln SFS[D(3,1)(2,1)] fLLQcccddeeljvnlr reducible fLLQcccddeeajskxn toroidal fLLQcccddeelnvrln toroidal fLLQcccddeedwvvln reducible fLLQcccddeelbvnlr SFS[D(3,1)(2,1)] fLLQcccddeeabvnlr toroidal fLLQcccddeelnvoln m003(0,0) fLLQcccddeehovglr SFS[D(3,1)(2,1)] fLLQccdcdeehssnpw SFS[D(4,1)(3,1)] fLLQccdcdeeavvvxs SFS[A(3,1)] fLLQccdcdeepvbbxw m129(0,0)(0,0) fLLQccdcdeepvbbxs m203(0,0)(0,0) fLLQcccddeeajsgxr SFS[D(3,1)(2,1)] fLLQcccddeeajwcpn reducible fLLQcccddeeljvrlr reducible fLLQcccddeeljvrln SFS[D(3,1)(2,1)] fLLQcccddeeajvrln SFS[D(3,1)(2,1)] fLLQcccddeelbvrln SFS[D(3,1)(2,1)] fLLQcccddeeabvrln SFS[D(3,1)(2,1)] fLLQcccddeeljvolr reducible fLLQcccddeeljvnln SFS[D(3,1)(2,1)] fLLQcccddeeajskxr m003(0,0) fLLQcccddeelnvrlr toroidal fLLQcccddeedwvvlr SFS[D(3,1)(2,1)] fLLQcccddeelbvnln toroidal fLLQcccddeeabvnln SFS[D(3,1)(2,1)] fLLQcccddeelnvolr SFS[D(3,1)(2,1)] fLLQcccddeehovgln SFS[D(3,1)(2,1)] fLLQcccddeeakvblr SFS[D(3,1)(3,1)] fLLQcccddeepgvolr reducible fLLQcccddeepvvrln SFS[D(3,1)(3,2)] fLLQcccddeeljvoln toroidal fLLQcccddeeabvrlr toroidal fLLQcccddeelbvrlr toroidal fLLQcccddeelbvoln SFS[D(3,1)(2,1)] fLLQcccddeelbvolr SFS[D(3,1)(2,1)] fLLQcccddeeaoswxr SFS[D(3,1)(3,2)] fLLQcccddeeaowvpn toroidal fLLQcccddeeaovsln SFS[D(3,1)(3,2)] fLLQcccddeepfvolr reducible fLLQcccddeepvvnln SFS[D(3,1)(3,1)] fLLQcccddeeaovslr SFS[D(3,1)(3,1)] fLLQcccddeepvvnlr toroidal fLLQcccddeepfvoln SFS[D(3,1)(3,2)] fLLQcccddeelovbln SFS[D(3,1)(3,1)] fLLQcccddeelovblr SFS[D(3,1)(3,2)] fLLQcccddeedvvolr reducible fLLQcccddeehvvolr reducible fLLQcccddeehvvoln SFS[D(3,1)(3,2)] fLLQcccddeedvvoln SFS[D(3,1)(3,1)] fLPMcbcddeeacbbtj SFS[D(3,1)(2,1)] fLPMcbcddeelgvvdj toroidal fLPMcbcddeelgvgdk toroidal fLLQcccddeeaojblr reducible fLLQcccddeepvjolr toroidal fLLQcccddeepvroln toroidal fLPMcbcddeeacbbtw SFS[D(3,1)(2,1)] fLPMcbcddeelgvgdj toroidal fLPMcbcddeelgvvdk toroidal fLLQcccddeeaojbln reducible fLLQcccddeepvrolr toroidal fLLQcccddeepvjoln toroidal fLLQcacdeeejjuxco toroidal fLLQcacdeeejjuxcg toroidal fLLQcacdeeejjhxss SFS[D(4,1)(2,1)] fLLQcacdeeejjumrr SFS[D(4,1)(2,1)] fLLQcacdeeejruxco SFS[D(5,2)(4,1)] fLLQcacdeeejruxcg SFS[D(4,1)(4,1)] fLLQcacdeeejraxww SFS[D(3,1)(2,1)] fLLQcacdeeejrdxwc m009(0,0) fLLQcacdeeejrpdww SFS[D(3,1)(2,1)] fLLQcacdeeejvlxko m045(0,0) fLLQcacdeeejvuxco SFS[D(4,3)(4,1)] fLLQcacdeeejvuxcg SFS[D(5,3)(4,1)] fLLQcacdeeejvqxnn SFS[D(5,2)(2,1)] fLLQcacdeeejkxxkn m320(0,0) fLLQcacdeeejkqxkc m319(0,0) fLLQcacdeeejkddko toroidal fLLQcacdeeejkddoo reducible fLLQcacdeeejkddwo toroidal fLLQcacdeeejkdisr m239(0,0) fLLQcacdeeejkdirr SFS[D(5,3)(3,1)] fLLQcacdeeejkdicr m146(0,0) fLLQcacdeeejkdxco m037(0,0) fLLQcacdeeejkdxcg m082(0,0) fLLQcacdeeejkexco m082(0,0) fLLQcacdeeejkexcg m046(0,0) fLLQcacdeeejkadbj m016(0,0) fLLQcacdeeejkadnj m017(0,0) fLLQcacdeeejkdpco toroidal fLLQcacdeeejkdpcg toroidal fLLQcacdeeejkepco m180(0,0) fLLQcacdeeejkepcg m141(0,0) fLLQcacdeeejkaikw m006(0,0) fLLQcacdeeejkaiow m016(0,0) fLLQcacdeeejkdlco m070(0,0) fLLQcacdeeejkdlcg m118(0,0) fLLQcacdeeejkelco SFS[D(7,3)(2,1)] fLLQcacdeeejkelcg SFS[D(8,3)(2,1)] fLLQcacdeeejkaxjn SFS[D(5,2)(3,1)] fLLQcacdeeejkaxbn SFS[D(5,3)(3,1)] fLLQcacdeeejkexjn m143(0,0) fLLQcacdeeejkexnn SFS[D(5,3)(3,1)] fLLQcacdeeejkexbn m035(0,0) fLLQcacdeeejkdxjn m079(0,0) fLLQcacdeeejkdxnn SFS[D(5,2)(3,1)] fLLQcacdeeejkdxbn m143(0,0) fLLQcacdeeejkadko m058(0,0) fLLQcacdeeejkadoo SFS[D(5,3)(3,1)] fLLQcacdeeejkadwo m115(0,0) fLLQcacdeeejkaisr m115(0,0) fLLQcacdeeejkairr SFS[D(5,2)(3,1)] fLLQcacdeeejkaicr m015(0,0) fLLQcacdeeejkmxsn m080(0,0) fLLQcacdeeejkmxko m045(0,0) fLLQcacdeeejkedko m142(0,0) fLLQcacdeeejkedoo SFS[D(5,2)(3,1)] fLLQcacdeeejkedwo m229(0,0) fLLQcacdeeejkeisr SFS[D(5,2)(3,1)] fLLQcacdeeejkeirr reducible fLLQcacdeeejkeicr SFS[D(5,3)(3,1)] fLLQcacdeeejkaqkc m261(0,0) fLLQcacdeeejkqqcc toroidal fLLQcacdeeejkxakk toroidal fLLQcacdeeejkamcj m007(0,0) fLLQcacdeeejkaakn m262(0,0) fLLQcacdeeejkamkf m059(0,0) fLLQcacdeeejkmmff SFS[A(5,2)] fLLQcacdeeejkmtcc T2xI fLLQcacdeeejbxxkn m356(0,0) fLLQcacdeeejbaxnn SFS[D(5,3)(3,1)] fLLQcacdeeejbxakk SFS[D(5,3)(3,1)] fLLQcacdeeejbaakn m117(0,0) fLLQcacdeeejsxxkn m011(0,0) fLLQcacdeeejsaxnn SFS[D(5,2)(3,1)] fLLQcacdeeejsxakk SFS[D(5,2)(3,1)] fLLQcacdeeejsaakn m034(0,0) fLLQcacedeejkamkj toroidal fLLQcacedeejkamgj SFS[D(7,5)(3,1)] fLLQcacedeejkaegg toroidal fLLQcacedeejkdpco toroidal fLLQcacedeejkdpcg toroidal fLLQcacedeejkaxnn SFS[D(5,2)(2,1)] fLLQcacedeejkeusf m192(0,0) fLLQcacedeejkdmss SFS[D(5,2)(2,1)] fLLQcacedeejkamsc SFS[D(8,3)(2,1)] fLLQcacedeejkamss m016(0,0) fLLQcacedeejkamsr m118(0,0) fLLQcacedeejkemwc SFS[D(8,3)(2,1)] fLLQcacedeejkemsc toroidal fLLQcacedeejkemss toroidal fLLQcacedeejkemsr m052(0,0) fLLQcacedeejkilbr m224(0,0) fLLQcacedeejkhhcc toroidal fLLQcacedeejkhhfc m329(0,0)(0,0) fLLQcacedeejkhhbc m202(0,0)(0,0) fLLQcacedeejklxoo toroidal fLLQcacedeejklevv reducible fLLQcacedeejktmgk SFS[D(8,3)(2,1)] fLLQcacedeejktmjk SFS[D(7,2)(2,1)] fLLQcacedeejktmkk toroidal fLLQcacedeejklmbn m064(0,0) fLLQcacedeejklmbb toroidal fLLQcacedeejklmbj toroidal fLLQcacedeejktxcr SFS[D(7,2)(2,1)] fLLQcacedeejktxrr m019(0,0) fLLQcacedeejktxsr m119(0,0) fLLQcacedeejkimfn SFS[D(7,2)(2,1)] fLLQcacedeejkimbn toroidal fLLQcacedeejkimbb toroidal fLLQcacedeejkimbj m060(0,0) fLLQcacedeejktxow SFS[D(8,3)(3,1)] fLLQcacedeejktxkw toroidal fLLQcacedeejktefw toroidal fLLQcacedeejkteff toroidal fLLQcacedeejktefn m055(0,0) fLLQcacedeejkhmbn toroidal fLLQcacedeejkhmbj toroidal fLLQcacedeejklecc SFS[D(2,1)(2,1)] fLLQcacedeejktejv SFS[D(8,3)(3,1)] fLLQcacedeejktejr toroidal fLLQcacedeejklmsw toroidal fLLQcacedeejklmvw SFS[D(7,2)(3,1)] fLLQcacedeejktmcs toroidal fLLQcacedeejktmcr toroidal fLLQcacedeejktmbs SFS[D(8,3)(3,1)] fLLQcacedeejktmbr SFS[D(8,3)(3,1)] fLLQcacedeejktmfs SFS[D(7,2)(3,1)] fLLQcacedeejktmfr SFS[D(7,5)(3,1)] fLLQcacedeejsdpco SFS[D(5,2)(5,2)] fLLQcacedeejsdpcg SFS[D(5,2)(4,1)] fLLQcacedeejstmbc SFS[D(8,3)(3,1)] fLLQcacedeejstmfc SFS[D(7,3)(3,1)] fLLQcacedeejbdpco SFS[D(5,3)(4,1)] fLLQcacedeejbdpcg SFS[D(5,3)(5,2)] fLLQcacedeejbtmbc SFS[D(8,3)(3,1)] fLLQcacedeejbtmfc SFS[D(7,4)(3,1)] fLLQcacedeejjuugg reducible fLLQcacedeejjqasc SFS[D(4,1)(3,1)] fLLQcacedeejjqass reducible fLLQcacedeejjqasr SFS[D(4,3)(3,1)] fLLQcacedeejjxxoo reducible fLLQcacedeejjmmbb SFS[A(4,1)] fLLQcacedeejjpikk toroidal fLLQcacedeejjdlcr SFS[D(4,3)(3,1)] fLLQcacedeejjdlrr reducible fLLQcacedeejjdlsr SFS[D(4,1)(3,1)] fLLQcacedeejjhhff toroidal fLLQcacedeejjpicc reducible fLLQcacedeejvpikk SFS[D(4,3)(3,1)] fLLQcacedeejvpubn SFS[D(8,3)(2,1)] fLLQcacedeejvpmbc toroidal fLLQcacedeejvpmfc SFS[D(7,2)(2,1)] fLLQcacedeejrqhww SFS[D(3,1)(2,1)] fLLQcacedeejruiwc reducible fLLQcacedeejrmiww SFS[D(3,1)(2,1)] fLLQcacedeejrmiwk toroidal fLLQcacedeejrmiwo SFS[D(3,1)(2,1)] fLLQcacedeejrpikk SFS[D(4,1)(3,1)] fLLQcacedeebkamgj SFS[D(3,1)(2,1)] fLLQcacedeebkaegg SFS[D(3,1)(2,1)] fLLQcacedeebkdpco SFS[D(3,1)(2,1)] fLLQcacedeebkdpcg SFS[D(3,1)(2,1)] fLLQcacedeebkeusf SFS[D(3,1)(2,1)] fLLQcacedeebkemsc reducible fLLQcacedeebkemss SFS[D(3,1)(2,1)] fLLQcacedeebkemsr SFS[D(3,1)(2,1)] fLLQcacedeebkhhcc T2xI fLLQcacedeebkhhfc T2xI fLLQcacedeebkhhbc SFS[A(2,1)] fLLQcacedeebklevv reducible fLLQcacedeebktmjk SFS[D(2,1)(2,1)] fLLQcacedeebktxcr SFS[D(2,1)(2,1)] fLLQcacedeebkimfn SFS[D(2,1)(2,1)] fLLQcacedeebktxkw reducible fLLQcacedeebktefw toroidal fLLQcacedeebkteff SFS[D(3,1)(2,1)] fLLQcacedeebktefn SFS[D(3,1)(2,1)] fLLQcacedeebkhmbn SFS[D(3,1)(2,1)] fLLQcacedeebkhmbj SFS[D(3,1)(2,1)] fLLQcacedeebklecc SFS[D(2,1)(2,1)] fLLQcacedeebktejr reducible fLLQcacedeebklmvw SFS[D(3,1)(2,1)] fLLQcacedeebktmfs SFS[D(3,1)(2,1)] fLLQcacedeebktmfr SFS[D(3,1)(2,1)] fLLQcacedeebsamgj SFS[D(3,1)(2,1)] fLLQcacedeebsaegg reducible fLLQcacedeebsdxcc reducible fLLQcacedeebsdxco SFS[D(3,1)(2,1)] fLLQcacedeebsdxcg SFS[D(3,1)(2,1)] fLLQcacedeebsdxnw SFS[D(3,1)(2,1)] fLLQcacedeebsdxnn reducible fLLQcacedeebsdxnf SFS[D(3,1)(2,1)] fLLQcacedeebsaeww SFS[D(2,1)(2,1)] fLLQcacedeebseusn SFS[D(3,1)(2,1)] fLLQcacedeebsemsc SFS[D(3,1)(2,1)] fLLQcacedeebsemss reducible fLLQcacedeebsemsr SFS[D(3,1)(2,1)] fLLQcacedeebshhbo SFS[A(2,1)] fLLQcacedeebsuekr SFS[D(3,1)(2,1)] fLLQcacedeebslmww SFS[D(2,1)(2,1)] fLLQcacedeebslmsw SFS[D(2,1)(2,1)] fLLQcacedeebslmvw toroidal fLLQcacedeebstmfc SFS[D(3,1)(2,1)] fLLQcacedeebbaagj SFS[D(3,1)(2,1)] fLLQcacedeebbaagn SFS[D(3,1)(2,1)] fLLQcacedeebbamgj reducible fLLQcacedeebbaigj SFS[D(3,1)(2,1)] fLLQcacedeebbaegg SFS[D(3,1)(2,1)] fLLQcacedeebbdusw SFS[D(2,1)(2,1)] fLLQcacedeebbausw SFS[D(2,1)(2,1)] fLLQcacedeebbahww SFS[D(2,1)(2,1)] fLLQcacedeebbeuww SFS[D(2,1)(2,1)] fLLQcacedeebbeuvw SFS[D(2,1)(2,1)] fLLQcacedeebbeusw toroidal fLLQcacedeebbdmsr SFS[D(2,1)(2,1)] fLLQcacedeebbaawr SFS[D(2,1)(2,1)] fLLQcacedeebbamsr SFS[D(2,1)(2,1)] fLLQcacedeebbaugo reducible fLLQcacedeebbaugg SFS[D(3,1)(2,1)] fLLQcacedeebbaugc SFS[D(3,1)(2,1)] fLLQcacedeebbeisc SFS[D(3,1)(2,1)] fLLQcacedeebbeiss reducible fLLQcacedeebbeisr SFS[D(3,1)(2,1)] fLLQcacedeebbemsc SFS[D(3,1)(2,1)] fLLQcacedeebbemss SFS[D(3,1)(2,1)] fLLQcacedeebbemsr toroidal fLLQcacedeebbliww SFS[D(2,1)(2,1)] fLLQcacedeebblisw SFS[D(2,1)(2,1)] fLLQcacedeebblivw toroidal fLLQcacedeebbhhwr SFS[D(2,1)(2,1)] fLLQcacedeebbxxkn SFS[D(3,1)(2,1)] fLLQcacedeebblmvw SFS[D(3,1)(2,1)] fLLQcacedeebbtmfc SFS[D(3,1)(2,1)] fLLQcacedeebjievn SFS[D(2,1)(2,1)] fLLQcacedeebjiivc SFS[D(2,1)(2,1)] fLLQcacedeebjepnv SFS[D(2,1)(2,1)] fLLQcacedeebjeicn reducible fLLQcacedeebjmmcb SFS[A(2,1)] fLLQcacedeebjmmbb T2xI fLLQcacedeebjmmfb T2xI fLLQcacedeebjpikk SFS[D(2,1)(2,1)] fLLQcacedeebjppcv SFS[D(2,1)(2,1)] fLLQcacedeebjpecn reducible fLLQcacedeebjhhcf SFS[A(2,1)] fLLQcacedeebjhhff T2xI fLLQcacedeebjhhbf T2xI fLLQcacedeebjdicc SFS[D(3,1)(2,1)] fLLQcacedeebjdmcc SFS[D(3,1)(2,1)] fLLQcacedeebjpacc SFS[D(3,1)(2,1)] fLLQcacedeebjpics SFS[D(3,1)(2,1)] fLLQcacedeebjpicr SFS[D(3,1)(2,1)] fLLQcacedeebjpibc reducible fLLQcacedeebjpifc reducible fLLQcacedeebjpmcc SFS[D(3,1)(2,1)] fLLQcacedeebjhacc SFS[D(3,1)(2,1)] fLLQcacedeebjhicc SFS[D(3,1)(2,1)] fLLQcacedeebvqasc SFS[D(2,1)(2,1)] fLLQcacedeebveefg SFS[D(2,1)(2,1)] fLLQcacedeebvpmjk reducible fLLQcacedeebvplcj T2xI fLLQcacedeebvpefw reducible fLLQcacedeebvpmfc SFS[D(2,1)(2,1)] fLLQcacedeebvhafc SFS[D(2,1)(2,1)] fLLQcacedeebrqhgg SFS[D(2,1)(2,1)] fLLQcacedeebrqxbw SFS[D(2,1)(2,1)] fLLQcacedeebriuww reducible fLLQcacedeebrieww SFS[D(3,1)(2,1)] fLLQcacedeebrihww SFS[D(3,1)(2,1)] fLLQcacedeebruuww SFS[D(3,1)(2,1)] fLLQcacedeebrueww reducible fLLQcacedeebruhww SFS[D(3,1)(2,1)] fLLQcacedeebrquww SFS[D(3,1)(2,1)] fLLQcacedeebrqeww SFS[D(3,1)(2,1)] fLLQcacedeebrqhwf SFS[D(3,1)(2,1)] fLLQcacedeebrqhwn SFS[D(3,1)(2,1)] fLLQcacedeebrqhvw reducible fLLQcacedeebrqhsw reducible fLLQcacedeebriiwc SFS[D(3,1)(2,1)] fLLQcacedeebriiws toroidal fLLQcacedeebriiwr SFS[D(3,1)(2,1)] fLLQcacedeebriiss SFS[D(2,1)(2,1)] fLLQcacedeebriivs SFS[D(2,1)(2,1)] fLLQcacedeebruiwc SFS[D(3,1)(2,1)] fLLQcacedeebruiws SFS[D(3,1)(2,1)] fLLQcacedeebruiwr reducible fLLQcacedeebrqawc SFS[D(3,1)(2,1)] fLLQcacedeebrqaws SFS[D(3,1)(2,1)] fLLQcacedeebrqawr reducible fLLQcacedeebrqiws SFS[D(3,1)(2,1)] fLLQcacedeebrqiwr SFS[D(3,1)(2,1)] fLLQcacedeebrqmwc SFS[D(3,1)(2,1)] fLLQcacedeebrqmws toroidal fLLQcacedeebrqmwr SFS[D(3,1)(2,1)] fLLQcacedeebrqmss SFS[D(2,1)(2,1)] fLLQcacedeebrqmvs SFS[D(2,1)(2,1)] fLLQcacedeebrxaww reducible fLLQcacedeebrxmww SFS[D(3,1)(2,1)] fLLQcacedeebrxiww SFS[D(3,1)(2,1)] fLLQcacedeebreaww SFS[D(3,1)(2,1)] fLLQcacedeebremww reducible fLLQcacedeebreiww SFS[D(3,1)(2,1)] fLLQcacedeebrmaww SFS[D(3,1)(2,1)] fLLQcacedeebrmmww SFS[D(3,1)(2,1)] fLLQcacedeebrmisw reducible fLLQcacedeebrmivw reducible fLLQcacedeebrmiwk SFS[D(3,1)(2,1)] fLLQcacedeebrmiwo SFS[D(3,1)(2,1)] fLLQcacedeebrxuwr SFS[D(3,1)(2,1)] fLLQcacedeebrxhwr reducible fLLQcacedeebrxewr SFS[D(3,1)(2,1)] fLLQcacedeebreewr SFS[D(3,1)(2,1)] fLLQcacedeebrmewr reducible fLLQcacedeebrmpwg SFS[D(2,1)(2,1)] fLLQcacedeebrmibb SFS[D(2,1)(2,1)] fLLQcacedeebrdigw SFS[D(2,1)(2,1)] fLLQcacedeebrdpcv SFS[D(3,1)(2,1)] fLLQcacedeebrhxcv SFS[D(3,1)(2,1)] fLLQcacedeebrdpww reducible fLLQcacedeebrhxww reducible fLLQcacedeebrhhbw SFS[D(2,1)(2,1)] fLLQcacdeeebgainn T2xI fLLQcacdeeebgadcv SFS[D(5,2)(2,1)] fLLQcacdeeebgaqbw SFS[D(4,1)(2,1)] fLLQcacdeeebgmiww SFS[D(2,1)(2,1)] fLLQcacdeeebgqqww SFS[D(2,1)(2,1)] fLLQcacdeeebgqikc reducible fLLQcacdeeebgtivs reducible fLLQcacdeeebgqdbw SFS[D(3,1)(2,1)] fLLQcacdeeebgqxsj SFS[D(3,1)(2,1)] fLLQcacdeeebgtmww SFS[D(2,1)(2,1)] fLLQcacdeeebgmmvv SFS[D(2,1)(2,1)] fLLQcacdeeebgmmcc T2xI fLLQcacdeeebgtmbb T2xI fLLQcacdeeebgaekc SFS[D(4,1)(2,1)] fLLQcacdeeebgahww SFS[D(2,1)(2,1)] fLLQcacdeeebgqpbw SFS[D(3,1)(2,1)] fLLQcacdeeebgqhbw reducible fLLQcacdeeebgmhff T2xI fLLQcacdeeebgqecc SFS[D(2,1)(2,1)] fLLQcacdeeebcxdbr reducible fLLQcacdeeebcqdbw reducible fLLQcacdeeebcqmfo SFS[D(3,1)(2,1)] fLLQcacdeeebcxmbb SFS[D(2,1)(2,1)] fLLQcacdeeebcambr SFS[D(4,1)(2,1)] fLLQcacdeeebcaubw SFS[D(4,1)(2,1)] fLLQcacdeeebcaekg toroidal fLLQcacdeeebcaenr toroidal fLLQcacdeeebcxuvc SFS[D(3,1)(2,1)] fLLQcacdeeebcmevv SFS[D(2,1)(2,1)] fLLQcacdeeebcquww SFS[D(2,1)(2,1)] fLLQcacdeeebcteww SFS[D(2,1)(2,1)] fLLQcacedeebgatgg SFS[D(3,1)(2,1)] fLLQcacedeebgalgg SFS[D(3,1)(2,1)] fLLQcacedeebgdlvn SFS[D(2,1)(2,1)] fLLQcacedeebgddvc SFS[D(2,1)(2,1)] fLLQcacedeebgllvj SFS[D(3,1)(2,1)] fLLQcacedeebgllsv reducible fLLQcacedeebgllcc SFS[D(2,1)(2,1)] fLLQcacedeebgldvk reducible fLLQcacedeebgltvv SFS[D(3,1)(2,1)] fLLQcacedeebghtcc T2xI fLLQcacedeebghtfc T2xI fLLQcacedeebghtbc SFS[A(2,1)] fLLQcacedeebcadgb reducible fLLQcacedeebcalgg reducible fLLQcacedeebceasn SFS[D(3,1)(2,1)] fLLQcacedeebcelsf SFS[D(3,1)(2,1)] fLLQcacedeebcldvk SFS[D(3,1)(2,1)] fLLQcacedeebclavv SFS[D(3,1)(2,1)] fLLQcacedeebcltvv reducible fLLQcacedeebcllvv SFS[D(3,1)(2,1)] fLLQcacedeebchuwg SFS[D(2,1)(2,1)] fLLQcacedeebchlbg reducible fLLQcacedeebcidfn SFS[D(2,1)(2,1)] fLLQcacedeebcxdgw SFS[D(2,1)(2,1)] fLLQcacedeebculkv SFS[D(3,1)(2,1)] fLLQcacedeebcxucv SFS[D(3,1)(2,1)] fLLQcacedeebcxuww reducible fLLQcacedeebctlff SFS[D(3,1)(2,1)] fLLQcacedeebctdfc reducible fLLQcacedeebctdfs SFS[D(3,1)(2,1)] fLLQcacedeebctdfr SFS[D(3,1)(2,1)] fLLQcacdeeebjhlkn SFS[D(2,1)(2,1)] fLLQcacdeeebjuxco SFS[D(3,1)(2,1)] fLLQcacdeeebjuxcg SFS[D(3,1)(2,1)] fLLQcacdeeebjqlnn reducible fLLQcacdeeebjhpwc T2xI fLLQcacdeeebjhdvk SFS[D(2,1)(2,1)] fLLQcacdeeebjadvv SFS[D(2,1)(2,1)] fLLQcacdeeebjttcg SFS[D(3,1)(2,1)] fLLQcacdeeebjttco SFS[D(3,1)(2,1)] fLLQcacdeeebjhqcj SFS[A(2,1)] fLLQcacdeeebjhtcb SFS[A(2,1)] fLLQcacdeeebjhtbb T2xI fLLQcacdeeebjhtfb T2xI fLLQcacdeeebjhmjw T2xI fLLQcacdeeebjamkv SFS[D(2,1)(2,1)] fLLQcacdeeebjimcj T2xI fLLQcacdeeebjqmkn SFS[D(2,1)(2,1)] fLLQcacdeeebjlmcw SFS[A(2,1)] fLLQcacdeeebjtmcf SFS[A(2,1)] fLLQcacdeeebjtmff T2xI fLLQcacdeeebjtmbf T2xI fLLQcacdeeebraxgg SFS[D(2,1)(2,1)] fLLQcacdeeebraxww reducible fLLQcacdeeebrtlww reducible fLLQcacdeeebrtlwf SFS[D(3,1)(2,1)] fLLQcacdeeebrtlwn SFS[D(3,1)(2,1)] fLLQcacdeeebrdxwc SFS[D(3,1)(2,1)] fLLQcacdeeebrhpwc SFS[A(2,1)] fLLQcacdeeebrplwc SFS[D(3,1)(2,1)] fLLQcacdeeebrpdww reducible fLLQcacdeeebrpdwk SFS[D(3,1)(2,1)] fLLQcacdeeebrpdwo SFS[D(3,1)(2,1)] fLLQcacdeeebrdtww reducible fLLQcacdeeebradwv SFS[D(3,1)(2,1)] fLLQcacdeeebrtdwv SFS[D(3,1)(2,1)] fLLQcacdeeebrldwv toroidal fLLQcacdeeebrldvv SFS[D(2,1)(2,1)] fLLQcacdeeebrldsv SFS[D(2,1)(2,1)] fLLQcacdeeebrtqwv toroidal fLLQcacdeeebrtqvv SFS[D(2,1)(2,1)] fLLQcacdeeebrtqsv SFS[D(2,1)(2,1)] fLLQcacdeeebrttwv SFS[D(3,1)(2,1)] fLLQcacdeeebrdtbb SFS[D(2,1)(2,1)] fLLQcacdeeebruicr SFS[D(3,1)(2,1)] fLLQcacdeeebruirr reducible fLLQcacdeeebruisr SFS[D(3,1)(2,1)] fLLQcacdeeebrqacr SFS[D(3,1)(2,1)] fLLQcacdeeebrqarr reducible fLLQcacdeeebrqasr SFS[D(3,1)(2,1)] fLLQcacdeeebruiww reducible fLLQcacdeeebruiwn SFS[D(3,1)(2,1)] fLLQcacdeeebruiwf SFS[D(3,1)(2,1)] fLLQcacdeeebrqaww reducible fLLQcacdeeebrqaow SFS[D(3,1)(2,1)] fLLQcacdeeebrqakw SFS[D(3,1)(2,1)] fLLQcacdeeebvtpjg reducible fLLQcacdeeebvqpcg SFS[D(2,1)(2,1)] fLLQcacdeeebvulcg SFS[D(2,1)(2,1)] fLLQcacdeeebvqpnw reducible fLLQcacdeeebvhpwc T2xI fLLQcacdeeebvttfg SFS[D(2,1)(2,1)] fLLQcacdeeebvumcr SFS[D(2,1)(2,1)] fLLQcacdeeebkxxkn reducible fLLQcacdeeebkqxkc reducible fLLQcacdeeebkddko SFS[D(2,1)(2,1)] fLLQcacdeeebkadbj SFS[D(5,2)(2,1)] fLLQcacdeeebkadnj SFS[D(4,1)(2,1)] fLLQcacdeeebkaikw toroidal fLLQcacdeeebkaiow SFS[D(5,2)(2,1)] fLLQcacdeeebkdlco SFS[D(2,1)(2,1)] fLLQcacdeeebkelco SFS[D(2,1)(2,1)] fLLQcacdeeebkadko toroidal fLLQcacdeeebkadwo SFS[D(5,2)(2,1)] fLLQcacdeeebkaisr SFS[D(5,2)(2,1)] fLLQcacdeeebkaicr SFS[D(4,1)(2,1)] fLLQcacdeeebkedko SFS[D(2,1)(2,1)] fLLQcacdeeebkaqkc SFS[D(4,1)(2,1)] fLLQcacdeeebkqqcc SFS[D(2,1)(2,1)] fLLQcacdeeebkxakk SFS[D(2,1)(2,1)] fLLQcacdeeebkamcj toroidal fLLQcacdeeebkaakn SFS[D(4,1)(2,1)] fLLQcacdeeebkamkf toroidal fLLQcacdeeebkmmff T2xI fLLQcacdeeebkmtcc T2xI fLLQcacdeeebbxxkn SFS[D(3,1)(2,1)] fLLQcacdeeebbdisr SFS[D(2,1)(2,1)] fLLQcacdeeebbaikw SFS[D(5,2)(2,1)] fLLQcacdeeebbaiow SFS[D(4,1)(2,1)] fLLQcacdeeebbaisr toroidal fLLQcacdeeebbaicr SFS[D(5,2)(2,1)] fLLQcacdeeebbeisr SFS[D(2,1)(2,1)] fLLQcacdeeebbqqsj SFS[D(3,1)(2,1)] fLLQcacdeeebbdtjr SFS[D(2,1)(2,1)] fLLQcacdeeebbaarr SFS[D(2,1)(2,1)] fLLQcacdeeebbamcr SFS[D(4,1)(2,1)] fLLQcacdeeebbamsr SFS[D(5,2)(2,1)] fLLQcacdeeebbaaww SFS[D(2,1)(2,1)] fLLQcacdeeebbamow SFS[D(5,2)(2,1)] fLLQcacdeeebbamkw toroidal fLLQcacdeeebbetjr SFS[D(2,1)(2,1)] fLLQcacdeeebsxxkn SFS[D(3,1)(2,1)] fLLQcacdeeebsxdso SFS[D(3,1)(2,1)] fLLQcacdeeebsxibr reducible fLLQcacdeeebsairr SFS[D(2,1)(2,1)] fLLQcacdeeebsmlvw reducible fLLQcacdeeebsmlsw reducible fLLQcacdeeebsmiff SFS[D(2,1)(2,1)] fLLQcacdeeebsxmkk SFS[D(2,1)(2,1)] fLLQcacdeeebsaakn SFS[D(5,2)(2,1)] fLLQcacdeeebsamkn SFS[D(4,1)(2,1)] fLLQcccddeeqjjsho toroidal fLLQcccddeeakbveo reducible fLLQcccddeelkbveo SFS[D(3,1)(3,2)] fLLQcccddeetkbveo SFS[D(3,1)(3,1)] fLLQcccddeehgbfeo m004(0,0) fLLQccdcdeeqckvav toroidal fLLQccdcdeepgjsmv toroidal fLLQcccddeehobkeo reducible fLLQcccddeeuvbreo toroidal fLLQcccddeeabbfeo SFS[D(3,1)(2,1)] fLLQcccddeepobkeo SFS[D(3,1)(2,1)] fLLQcccddeedobkeo SFS[D(3,1)(2,1)] fLLQccdcdeelccbav toroidal fLLQccdcdeeaccbav SFS[D(3,1)(2,1)] fLLQccdcdeepgrsmv m003(0,0) fLLQcccddeedkbkeo toroidal fLLQcccddeedonvuo SFS[D(3,1)(2,1)] fLPMcbcddeelcvnhc reducible fLLQccdcdeeagrfmv reducible fLLQccdcdeetgrfmv SFS[D(3,1)(3,1)] fLLQccdcdeelgrfmv SFS[D(3,1)(3,2)] fLLQcccddeeaknbuo reducible fLLQcccddeepgnouo SFS[D(3,1)(3,2)] fLLQcccddeeujnvuo SFS[D(3,1)(3,1)] fLLQccdcdeepgbkmv toroidal fLLQccdcdeedgbkmv SFS[D(3,1)(3,2)] fLLQccdcdeehgbkmv SFS[D(3,1)(3,1)] fLLQcccddeeawnbuo reducible fLLQcccddeeunnvuo SFS[D(3,1)(3,2)] fLLQcccddeepfnouo SFS[D(3,1)(3,1)] fLLQcccddeelonbuo SFS[A(3,1)] fLLQcccddeepvnouo reducible fLPMcbcddeedjonhc SFS[D(3,1)(2,1)] fLLQcccddeelnnruo toroidal fLLQcccddeeannruo SFS[D(3,1)(2,1)] fLLQcccddeetnnruo SFS[D(3,1)(2,1)] fLLQccdcdeeugkwmv m003(0,0) fLLQccdcdeeaggjmv SFS[D(3,1)(2,1)] fLLQccdcdeepgjcmv toroidal fLLQccdcdeelgcjmv SFS[D(3,1)(2,1)] fLLQccdcdeeagcjmv toroidal fLLQccdcdeepgrcmv SFS[D(3,1)(2,1)] fLLQcccddeeajnruo reducible fLLQcccddeeuvnkuo toroidal fLLQcccddeeabnruo SFS[D(3,1)(2,1)] fLLQcccddeeponfuo SFS[D(3,1)(2,1)] fLLQcccddeeijbweo m004(0,0) fLLQccdcdeeacrvav reducible fLLQccdcdeelgvwmv SFS[D(3,1)(3,1)] fLLQccdcdeelcvrav SFS[D(3,1)(3,2)] fLLQcccddeeinnguo m004(0,0) fLLQcccddeedwbkeo SFS[D(3,1)(2,1)] fLLQcccddeedwnvuo SFS[D(3,1)(2,1)] fLLQcccddeetnnouo SFS[D(3,1)(2,1)] fLLQcccddeeannouo SFS[D(3,1)(2,1)] fLLQcccddeelnnouo toroidal fLLQcccddeeqfnbuo reducible fLLQcccddeetnjgho reducible fLLQcccddeeabjkho reducible fLLQcccddeelnjgho reducible fLLQcccddeetnbceo SFS[D(3,1)(2,1)] fLLQcccddeeanbceo SFS[D(3,1)(2,1)] fLLQcccddeelnbceo toroidal fLLQcccddeedwjcho SFS[A(2,1)] fLLQcccddeehonguo SFS[A(2,1)] fLLQccdcdeelcccav SFS[D(3,1)(2,1)] fLLQccdcdeelcvvav reducible fLLQcccddeedkjcho toroidal fLLQcccddeeajbceo reducible fLLQcccddeehfjjho toroidal fLLQcccddeeawbveo reducible fLLQcccddeetwbveo SFS[D(3,1)(3,2)] fLLQcccddeelwbveo SFS[D(3,1)(3,1)] fLLQcccddeedojcho SFS[A(2,1)] fLLQcccddeepobweo SFS[D(3,1)(2,1)] fLLQcccddeeabbceo SFS[D(3,1)(2,1)] fLLQcccddeeuvbjeo toroidal fLLQcccddeelobveo reducible fLLQcccddeepvbbeo SFS[A(3,1)] fLLQcccddeeqjvsho SFS[D(2,1)(2,1)] fLPMcbdcdeeankohc reducible fLLQcccddeedwvcho T2xI fLLQcccddeehfvjho SFS[D(2,1)(2,1)] fLLQccdcdeearccav reducible fLLQcccddeedkrcho SFS[A(2,1)] fLLQcccddeedovcho T2xI fLLQcccddeehfrjho SFS[D(2,1)(2,1)] fLLQcccddeedwrcho T2xI fLLQcccddeeqjrsho SFS[D(2,1)(2,1)] fLLQcccddeedorcho T2xI fLLQcccddeeakvklo SFS[D(3,1)(3,2)] fLLQcccddeedgvrlo m004(0,0) fLLQcccddeeaksnxo SFS[D(3,1)(3,1)] fLLQcccddeepvvrlo SFS[D(3,1)(3,1)] fLLQcccddeepgvolo SFS[D(3,1)(3,2)] fLLQcccddeelkvblo SFS[D(3,1)(3,2)] fLLQcccddeelovklo SFS[D(3,1)(3,1)] fLLQcccddeeakwjpo SFS[D(3,1)(3,2)] fLLQcccddeeakvslo SFS[D(3,1)(3,1)] fLLQcccddeehgvnlo m004(0,0) fLLQcccddeeakwvpo reducible fLLQccdcdeeavgfxv SFS[A(2,1)] fLLQcccddeehossxo reducible fLLQcccddeeajsgxo SFS[D(3,1)(2,1)] fLLQccdcdeeqskbpv toroidal fLLQccdcdeeasgopv SFS[D(3,1)(2,1)] fLLQccdcdeehsjvpv m003(0,0) fLLQccdcdeehsrvpv toroidal fLLQcccddeehowopo SFS[D(3,1)(2,1)] fLPMcbcddeelcbftc SFS[A(3,1)] fLLQcccddeeaksfxo reducible fLLQccdcdeeasrbpv reducible fLLQcccddeepvskxo toroidal fLLQcccddeelosfxo reducible fLLQcccddeeawsfxo reducible fLLQccdcdeelsvbpv reducible fLLQccdcdeepsbopv reducible fLLQccdcdeedsbopv SFS[D(3,1)(3,2)] fLLQccdcdeehsbopv SFS[D(3,1)(3,1)] fLPMcbcddeehjvftc SFS[D(3,1)(2,1)] fLPMcbdcdeeanrfdg SFS[A(2,1)] fLLQccdcdeehsjfpv toroidal fLLQcccddeeqfswxo SFS[D(3,1)(2,1)] fLLQcccddeeajsjxo reducible fLLQccdcdeehsrfpv SFS[D(3,1)(2,1)] fLLQcccddeehoscxo SFS[D(3,1)(2,1)] fLLQcccddeeakwrpo SFS[D(3,1)(3,1)] fLLQccdcdeeavrjxv SFS[D(3,1)(3,2)] fLLQcccddeeakswxo SFS[D(3,1)(3,2)] fLLQcccddeepvwfpo SFS[D(3,1)(3,2)] fLLQcccddeepvsjxo SFS[D(3,1)(3,1)] fLLQcccddeeloswxo SFS[D(3,1)(3,1)] fLLQcccddeelowrpo SFS[D(3,1)(3,2)] fLLQcccddeeawswxo SFS[D(3,1)(3,1)] fLLQccdcdeeasrspv SFS[D(3,1)(3,1)] fLLQccdcdeeqscgpv toroidal fLLQccdcdeehssnpv m004(0,0) fLLQcccddeeawwrpo SFS[D(3,1)(3,2)] fLLQccdcdeeasvspv reducible fLLQcccddeeqfwvpo reducible fLLQcccddeedwvglo SFS[D(3,1)(2,1)] fLLQcccddeepwvglo toroidal fLLQcccddeehwvglo SFS[D(3,1)(2,1)] fLLQcccddeedwsrxo SFS[D(3,1)(2,1)] fLLQcccddeelnskxo toroidal fLLQcccddeehwsrxo m003(0,0) fLLQcccddeetnskxo SFS[D(3,1)(2,1)] fLLQcccddeeanskxo SFS[D(3,1)(2,1)] fLLQcccddeeqfsfxo toroidal fLLQcccddeedwwkpo SFS[D(3,1)(2,1)] fLLQcccddeelbskxo toroidal fLLQcccddeehosrxo SFS[D(3,1)(2,1)] fLLQcccddeetnwfpo reducible fLLQcccddeeabskxo reducible fLLQcccddeelnwfpo reducible fLLQcccddeeqfwrpo SFS[D(3,1)(2,1)] fLLQcccddeetbskxo toroidal fLLQcccddeedosrxo SFS[D(3,1)(2,1)] fLLQcccddeeljskxo toroidal fLLQcccddeehksrxo toroidal fLLQcccddeeljvnlo SFS[D(3,1)(2,1)] fLLQcccddeeajskxo SFS[D(3,1)(2,1)] fLLQcccddeelnvrlo toroidal fLLQcccddeehkvglo SFS[D(3,1)(2,1)] fLLQcccddeepkvglo m003(0,0) fLLQcccddeedksrxo toroidal fLLQcccddeeqfsnxo SFS[D(3,1)(2,1)] fLLQcccddeeqfwjpo SFS[D(3,1)(2,1)] fLLQcccddeedwvvlo SFS[D(3,1)(2,1)] fLLQcccddeepwvvlo toroidal fLLQcccddeehwvvlo m003(0,0) fLLQcccddeelbvnlo SFS[D(3,1)(2,1)] fLLQcccddeeabvnlo SFS[D(3,1)(2,1)] fLLQcccddeelnvolo toroidal fLLQcccddeepovglo SFS[D(3,1)(2,1)] fLLQcccddeedovglo SFS[D(3,1)(2,1)] fLLQccdcdeehvrwxv SFS[D(3,1)(2,1)] fLLQccdcdeeavccxv SFS[A(2,1)] fLLQccdcdeepvbbxv SFS[A(3,1)] fLLQcccddeeajwcpo reducible fLLQcccddeeljvrlo SFS[D(3,1)(2,1)] fLLQcccddeehkvflo SFS[D(3,1)(2,1)] fLLQcccddeeawwvpo reducible fLLQcccddeeawwjpo SFS[D(3,1)(3,1)] fLLQcccddeeawvslo SFS[D(3,1)(3,2)] fLLQcccddeedfvnlo m004(0,0) fLLQcccddeedowkpo SFS[D(3,1)(2,1)] fLLQcccddeelbwfpo SFS[D(3,1)(2,1)] fLLQcccddeehowkpo toroidal fLLQcccddeetbwfpo toroidal fLLQcccddeeabwfpo SFS[D(3,1)(2,1)] fLLQcccddeeqvwrpo m003(0,0) fLLQcccddeehowwpo SFS[D(3,1)(2,1)] fLLQcccddeeljwfpo SFS[D(3,1)(2,1)] fLLQcccddeehkwkpo SFS[D(3,1)(2,1)] fLLQcccddeeljvolo toroidal fLLQcccddeeabvrlo SFS[D(3,1)(2,1)] fLLQcccddeelbvrlo m003(0,0) fLLQcccddeehkvvlo toroidal fLLQcccddeepkvvlo toroidal fLLQcccddeedkvvlo toroidal fLLQcccddeedovvlo SFS[D(3,1)(2,1)] fLLQcccddeehovvlo SFS[D(3,1)(2,1)] fLLQcccddeelbvolo toroidal fLLQcccddeelowvpo toroidal fLLQcccddeepvwbpo reducible fLLQcccddeelowjpo SFS[D(3,1)(3,1)] fLLQcccddeelovslo SFS[D(3,1)(3,2)] fLLQcccddeepvvnlo SFS[D(3,1)(3,2)] fLLQcccddeepfvolo SFS[D(3,1)(3,1)] fLLQcccddeedvvolo SFS[D(3,1)(3,2)] fLLQcccddeehvvolo SFS[D(3,1)(3,1)] fLLQccdcdeeafgfxv T2xI fLLQccdcdeeqccgpv SFS[D(2,1)(2,1)] fLLQcccddeehorglo reducible fLLQccdcdeeqrcgpv SFS[D(2,1)(2,1)] fLLQcccddeehojglo reducible fLLQcccddeelojblo reducible fLLQcccddeelorblo reducible fLLQcccddeepvrolo reducible fLLQcccddeepvjolo reducible fLAPcccbeeeaxkjnb toroidal fLAPcccbeeeimkkfr toroidal fLAPcccbeeeairokw SFS[A(3,1)] fLAPcccbeeeaiwvjr toroidal fLAPcccbeeeaijvjr toroidal fLAPcccbeeeamrokw SFS[A(3,1)] fLAPcccbeeealknor SFS[D(3,1)(2,1)] fLAPcccbeeealrnor SFS[D(3,1)(2,1)] fLAPcccbeeeimjsvw toroidal fLAPcccbeeeaxrjnb SFS[A(2,1)] fLAPcccbeeeaprfwf SFS[D(4,1)(2,1)] fLAPcccbeeeaprfwn toroidal fLAPcccbeeealjjjw SFS[D(4,1)(2,1)] fLAPcccbeeeaikokw toroidal fLAPcccbeeeapkfwn toroidal fLAPcccbeeeapkfwf SFS[D(5,2)(2,1)] fLAPcccbeeealwjjw SFS[D(5,2)(2,1)] fLAPcccbeeeimrkfr toroidal fLAPcccbeeealwjcw toroidal fLAPcccbeeealwjww SFS[D(5,2)(2,1)] fLAPcccbeeealjjcw toroidal fLAPcccbeeealjjww SFS[D(4,1)(2,1)] fLAPcccbeeeaxjcog toroidal fLAPcccbeeeamkokw toroidal fLAPcccbeeedecrvj PxS^1 fLAPcccbeeeaicvjr reducible fLAPcccbeeealfnoj SFS[D(3,1)(2,1)] fLAPcccbeeealfjnb T2xI fLAPcccbeeealfbjn T2xI fLAPcccbeeealfnvj SFS[D(3,1)(2,1)] fLAPcccbeeealfcob SFS[D(2,1)(2,1)] fLAPcccbeeealfnbr SFS[D(3,1)(2,1)] fLAPcccbeeealfnvr SFS[D(3,1)(2,1)] fLAPcccbeeealfnov SFS[D(3,1)(2,1)] fLAPcccbeeealfnbv SFS[D(3,1)(2,1)] fLAPcccbeeealfkjr SFS[D(2,1)(2,1)] fLAPcccbeeealfjcr SFS[D(2,1)(2,1)] fLAPcccbeeealfbok SFS[D(2,1)(2,1)] fLAPcccbeeedhcron reducible fLAPcccbeeedecjkg reducible fLAPcccbeeeaicron reducible fLAPcccbeeeaicjkg reducible fLAPcccbeeehucron reducible fLAPcccbeeeaxfnor reducible fLAPcccbeeeaxfbcf reducible fLAPcccbeeedhfwvs reducible fLAPcccbeeeimcvow reducible fLAPcccbeeeapfnor reducible fLAPcccbeeeapfbcf reducible fLAPcccbeeeimcsow reducible fLAPcccbeeeimcvbo reducible fLAPcccbeeeimccrs reducible fLAPcccbeeehufwvs reducible fLAPcccbeeedufwvs reducible fLAPcccbeeealccbf reducible fLAPcccbeeealcgjk reducible fLAPcccbeeeaxcgjk reducible fLAPcccbeeeimcfvb reducible fLAPcccbeeeimccvb reducible fLAPcccbeeeamfkjg reducible fLAPcccbeeeamfwvs reducible fLAPcccbeeedlcbfc reducible fLAPcccbeeedpckgj reducible fLAPcccbeeeaxffjf SFS[D(2,1)(2,1)] fLAPcccbeeeaxfjnb SFS[A(2,1)] fLAPcccbeeeaxfobv SFS[D(2,1)(2,1)] fLAPcccbeeeaickkv reducible fLAPcccbeeeaicnvn reducible fLAPcccbeeeamfjjo SFS[D(3,1)(2,1)] fLAPcccbeeeaxfooj SFS[D(2,1)(2,1)] fLAPcccbeeeaxffwn SFS[D(2,1)(2,1)] fLAPcccbeeeaxckck reducible fLAPcccbeeeamfsos SFS[D(3,1)(2,1)] fLAPcccbeeeaxfjcr toroidal fLAPcccbeeeapfjnb T2xI fLAPcccbeeeapfjcr SFS[D(2,1)(2,1)] fLAPcccbeeedeckcb T2xI fLAPcccbeeedlfgkj reducible fLAPcccbeeedlfvsw reducible fLAPcccbeeedlffkw SFS[D(2,1)(2,1)] fLAPcccbeeedecrfc reducible fLAPcccbeeeaicvbf reducible fLAPcccbeeeimcbon reducible fLAPcccbeeeaxfjwv reducible fLAPcccbeeeiucovw reducible fLAPcccbeeeaifobc reducible fLAPcccbeeehpcbon reducible fLAPcccbeeeimfvor reducible fLAPcccbeeeaxccws reducible fLAPcccbeeeamfobc reducible fLAPcccbeeedpcbon reducible fLAPcccbeeehpffbc reducible fLAPcccbeeedpffbc reducible fLAPcccbeeeaifjjo SFS[D(3,1)(2,1)] fLAPcccbeeeaifokw SFS[A(3,1)] fLAPcccbeeeaifsbk SFS[D(3,1)(2,1)] fLAPcccbeeeaifobo SFS[D(3,1)(3,1)] fLAPcccbeeeaicvbv reducible fLAPcccbeeeaicvvf reducible fLAPcccbeeeaifovo SFS[D(3,1)(3,2)] fLAPcccbeeeaifkjg reducible fLAPcccbeeeaifwvs reducible fLAPcccbeeeaifsos SFS[D(3,1)(2,1)] fLAPcccbeeeaifooc SFS[D(3,1)(3,2)] fLAPcccbeeeaifjwc SFS[D(3,1)(2,1)] fLAPcccbeeeaifoff reducible fLAPcccbeeeaifoog SFS[D(3,1)(3,1)] fLAPcccbeeeaifovg toroidal fLAPcccbeeealfkcv SFS[D(2,1)(2,1)] fLAPcccbeeealfcvk SFS[D(2,1)(2,1)] fLAPcccbeeehxckgj reducible fLAPcccbeeedxffbc reducible fLAPcccbeeeaxfjcv SFS[D(3,1)(2,1)] fLAPcccbeeedecrfs SFS[A(3,1)] fLAPcccbeeehpcwok SFS[D(3,1)(2,1)] fLAPcccbeeeaifobg SFS[D(3,1)(3,2)] fLAPcccbeeeaicvbg reducible fLAPcccbeeeaicvof reducible fLAPcccbeeeamfobg SFS[D(3,1)(3,1)] fLAPcccbeeehpckgj reducible fLAPcccbeeehpcsvw reducible fLAPcccbeeeaxfjwr SFS[D(3,1)(2,1)] fLAPcccbeeeaifovc SFS[D(3,1)(3,1)] fLAPcccbeeehpcbvn SFS[D(3,1)(3,2)] fLAPcccbeeehpcgsn SFS[D(3,1)(2,1)] fLAPcccbeeeaxccjs reducible fLAPcccbeeehpcboj SFS[D(3,1)(3,1)] fLAPcccbeeeamfovc SFS[D(3,1)(3,2)] fLAPcccbeeedpcboj toroidal fLAPcccbeeedecgfv SFS[A(2,1)] fLAPcccbeeeimfkfr SFS[D(2,1)(2,1)] fLAPcccbeeeaicnbj reducible fLAPcccbeeeaickrf reducible fLAPcccbeeeamfsbk SFS[D(3,1)(2,1)] fLAPcccbeeeimfcog SFS[D(2,1)(2,1)] fLAPcccbeeeamfjwc SFS[D(3,1)(2,1)] fLAPcccbeeedpcgsn toroidal fLAPcccbeeealcogc T2xI fLAPcccbeeealcobk SFS[D(2,1)(2,1)] fLAPcccbeeeaxccog reducible fLAPcccbeeeaxckwo reducible fLAPcccbeeeamfoff reducible fLAPcccbeeeaxccjr reducible fLAPcccbeeeamfokw SFS[A(3,1)] fLAPcccbeeeaicvov reducible fLAPcccbeeeaicvvg reducible fLAPcccbeeeamfovo SFS[D(3,1)(3,1)] fLAPcccbeeeamfoog SFS[D(3,1)(3,2)] fLAPcccbeeedecrks toroidal fLAPcccbeeeaicvog reducible fLAPcccbeeeamfovg toroidal fLAPcccbeeedpcbvj toroidal fLLQcadddeejhahqs m130(0,0) fLLQcadddeejhahaj m037(0,0) fLLQcadddeejxqhaj m368(0,0) fLLQcadeddenxxhhk toroidal fLLQcaddedejaaqhr toroidal fLLQcaddedejhaxaw SFS[D(5,2)(2,1)] fLLQcadeddenaaqhk SFS[D(10,3)(2,1)] fLLQcadeddenaxqhk SFS[D(6,1)(2,1)] fLLQcaddedejaaxhw SFS[D(5,2)(2,1)] fLLQcaedeedjqahxj m140(0,0) fLLQcadddeejhahxr m019(0,0) fLLQcadddeenhahxr m154(0,0) fLLQcadddeejxqhxk m302(0,0) fLLQcadddeenxqhxk m297(0,0) fLLQcaedeedjqahxn m222(0,0) fLLQcaedeedjxahqj m304(0,0) fLLQcadddeejxqhxr m349(0,0) fLLQcadddeenxqhxr m337(0,0) fLLQcadddeejhahxk m016(0,0) fLLQcadddeenhahxk m147(0,0) fLLQcadeddejaxqhk SFS[D(9,2)(2,1)] fLLQcadeddejaxqhj toroidal fLLQcadeddejaaqhr toroidal fLLQcadeddejaaqhk toroidal fLLQcaddedejaaxhs toroidal fLLQcadeddejxxhhk toroidal fLLQcadeddejxxhhj toroidal fLLQcadeddejxahhk SFS[D(11,3)(2,1)] fLLQcaddedejaaqhk toroidal fLLQcaddedejhaxas SFS[D(4,1)(2,1)] fLLQcadddeejxqhqw m069(0,0) fLLQcadddeenhahqw m043(0,0) fLLQcadddeejhahak m082(0,0) fLLQcadddeenhahak m046(0,0) fLLQcadddeejhahqw m145(0,0) fLLQcadddeejxqhak m342(0,0) fLLQcadddeenxqhak m293(0,0) fLLQcaddedejhahaj SFS[D(4,1)(2,1)] fLLQcaddedejaahhk SFS[D(5,2)(2,1)] fLLQcaddedejaahhj toroidal fLLQcaedeedbqaqab reducible fLLQcaedeedbiaqtb reducible fLLQcaedeedbiaitb reducible fLLQcaedeedbiaiqb reducible fLLQcaddedebmaief SFS[D(2,1)(2,1)] fLLQcaedeedbaampn SFS[D(3,1)(2,1)] fLLQcaedeedbaampj SFS[D(3,1)(2,1)] fLLQcadeddebldtmf reducible fLLQcadeddebldpuf reducible fLLQcadddeejaelxf SFS[D(2,1)(2,1)] fLLQcadddeejapuxf SFS[D(2,1)(2,1)] fLLQcaedeedbiamxb reducible fLLQcaedeedbiauqj SFS[D(5,2)(3,1)] fLLQcaedeedbiauqn SFS[D(5,3)(3,1)] fLLQcaedeedbiaexb reducible fLLQcaedeedbladqn toroidal fLLQcaedeedbladqj toroidal fLLQcaedeedbiaxpb reducible fLLQcaedeedbiaqdb reducible fLLQcaedeedbiamlb reducible fLLQcadddeejialxf SFS[D(5,2)(2,1)] fLLQcadddeebmalxf SFS[D(2,1)(2,1)] fLLQcadddeejmalxf toroidal fLLQcadddeenmalxf SFS[D(2,1)(2,1)] fLLQcadddeejputxf SFS[D(5,2)(2,1)] fLLQcadddeebuadxf SFS[D(2,1)(2,1)] fLLQcadddeejuadxf toroidal fLLQcadddeenuadxf SFS[D(2,1)(2,1)] fLLQcaedeedbiaudb reducible fLLQcaedeedbiaudj SFS[D(4,1)(3,1)] fLLQcaedeedbiaudn SFS[D(4,3)(3,1)] fLLQcaedeedbiaepb reducible fLLQcaedeedblahqn SFS[D(5,2)(3,1)] fLLQcaedeedblahqj SFS[D(5,3)(3,1)] fLLQcaedeedbqahxb reducible fLLQcaedeedbqahxj SFS[D(4,1)(3,1)] fLLQcaedeedbqahxn SFS[D(4,3)(3,1)] fLLQcaedeedbqadlb reducible fLLQcadddeejidlxf SFS[D(4,1)(2,1)] fLLQcadddeejmdlxf SFS[D(5,2)(2,1)] fLLQcadddeejxqhxf SFS[D(4,1)(2,1)] fLLQcadddeejhedxf SFS[D(4,1)(2,1)] fLLQcadddeejhadxf SFS[D(5,2)(2,1)] fLLQcadddeejhahxf SFS[D(4,1)(2,1)] fLLQcaedeedbiaiqn SFS[D(4,3)(3,1)] fLLQcaedeedbiaiqj SFS[D(4,1)(3,1)] fLLQcadddeejpxtxf SFS[D(4,1)(2,1)] fLLQcadddeejiatxf SFS[D(4,1)(2,1)] fLLQcadeddebldlif reducible fLLQcadeddeblddef reducible fLLQcadeddebxxdug reducible fLLQcadeddebxxduk SFS[D(3,1)(3,2)] fLLQcadeddebxxduj SFS[D(3,1)(3,1)] fLLQcadeddebhxqag reducible fLLQcadeddebxadur SFS[D(3,1)(2,1)] fLLQcaddedejxpqif SFS[D(3,1)(2,1)] fLLQcaddedebaqdpg reducible fLLQcadeddebmeiuf SFS[D(2,1)(2,1)] fLLQcadeddebxxaag reducible fLLQcadeddebaiuus SFS[D(3,1)(2,1)] fLLQcadeddebaiuuw SFS[D(3,1)(2,1)] fLLQcaddedejaeuef SFS[D(2,1)(2,1)] fLLQcadeddebaeuuk SFS[D(2,1)(2,1)] fLLQcadeddebpitmv reducible fLLQcadeddebuiqms reducible fLLQcadeddebuiqmw reducible fLLQcadeddebpidev reducible fLLQcadeddebpides reducible fLLQcadeddebpidew reducible fLLQcadeddebxxdeg reducible fLLQcadeddebxxdek reducible fLLQcadeddebxxdej reducible fLLQcadeddebldder reducible fLLQcadeddeblddek reducible fLLQcaddedejeaumf reducible fLLQcaddedejeauif reducible fLLQcadeddebxader reducible fLLQcadddeejexidv reducible fLLQcadeddebueqmk reducible fLLQcadeddebpedek reducible fLLQcaddedejeuqlf reducible fLLQcadddeejeapig reducible fLLQcadeddebaxaxg reducible fLLQcadeddebxxpeg reducible fLLQcadeddebxxheg reducible fLLQcadeddebhximg reducible fLLQcaddedebhxdpg reducible fLLQcadeddebueimf SFS[D(2,1)(2,1)] fLLQcadeddebxxlig reducible fLLQcadeddebldlir reducible fLLQcadeddebldlik reducible fLLQcadddeejeapdv reducible fLLQcadddeejexiig reducible fLLQcadeddebxxaig reducible fLLQcadeddebhxdpg reducible fLLQcadeddebmatlf SFS[D(2,1)(2,1)] fLLQcadddeebhxuig reducible fLLQcadeddebxxtig reducible fLLQcadeddebaxqhg reducible fLLQcadeddebaxqhk SFS[D(3,1)(2,1)] fLLQcadeddebaxqhj SFS[D(3,1)(2,1)] fLLQcadeddebaaqhr SFS[D(2,1)(2,1)] fLLQcaddedejhaqaf SFS[D(2,1)(2,1)] fLLQcadeddebaxlpg reducible fLLQcadeddebxxdhg reducible fLLQcadeddebxxdhk SFS[D(3,1)(3,1)] fLLQcadeddebxxdhj SFS[D(3,1)(3,2)] fLLQcadeddebxadhr SFS[D(3,1)(2,1)] fLLQcadddeebaquig reducible fLLQcaddedejmaqhf SFS[D(3,1)(2,1)] fLLQcadeddebxxphk SFS[D(3,1)(3,2)] fLLQcadeddebxxphj SFS[D(3,1)(3,1)] fLLQcadeddebxaphr SFS[D(3,1)(2,1)] fLLQcaddedejiaqhf SFS[D(3,1)(2,1)] fLLQcadeddebxxhhg reducible fLLQcadeddebxxhhk reducible fLLQcadeddebxxhhj reducible fLLQcadeddebxahhr reducible fLLQcaddedejaaqhf reducible fLLQcadeddebxxlmg reducible fLLQcadeddebhxhxg reducible fLLQcadeddebxxamg reducible fLLQcadeddebaxiug reducible fLLQcadeddebaxuek SFS[D(3,1)(2,1)] fLLQcadeddebaxuej SFS[D(3,1)(2,1)] fLLQcadeddebaauer SFS[D(2,1)(2,1)] fLLQcaddedejpuquf SFS[D(2,1)(2,1)] fLLQcadddeebxxaag reducible fLLQcadddeebhahxr SFS[D(4,1)(2,1)] fLLQcadddeebhahxk SFS[D(5,2)(2,1)] fLLQcadddeebhahqs SFS[D(5,2)(2,1)] fLLQcadddeebhahqw SFS[D(4,1)(2,1)] fLLQcadddeebxqhxr SFS[D(2,1)(2,1)] fLLQcadddeebxqhqw SFS[D(2,1)(2,1)] fLLQcadddeebxqhag reducible fLLQcadddeebxqhaj SFS[D(3,1)(2,1)] fLLQcadddeebxqhak SFS[D(3,1)(2,1)] fLLQcaddedebaaqur SFS[D(5,2)(2,1)] fLLQcaddedebaaquk SFS[D(4,1)(2,1)] fLLQcaddedebaahuj SFS[D(5,2)(2,1)] fLLQcaddedebaahuk SFS[D(4,1)(2,1)] fLLQcaddedebaaxhw SFS[D(4,1)(2,1)] fLLQcaddedebaaxhs SFS[D(5,2)(2,1)] fLLQcaddedebaaqhk SFS[D(5,2)(2,1)] fLLQcaddedebaaqhr SFS[D(4,1)(2,1)] fLLQcaddedebapixk SFS[D(2,1)(2,1)] fLLQcaddedebiaier toroidal fLLQcaddedebiaiek SFS[D(5,2)(2,1)] fLLQcaddedebidier SFS[D(2,1)(2,1)] fLLQcadddeenaalmg SFS[D(2,1)(2,1)] fLLQcadddeejialmg SFS[D(5,2)(2,1)] fLLQcadddeenialmg toroidal fLLQcadddeenmalmg SFS[D(2,1)(2,1)] fLLQcadddeebapqtv reducible fLLQcadddeejapqtv SFS[D(3,1)(2,1)] fLLQcadddeenapqtv SFS[D(3,1)(2,1)] fLLQcadddeebputtv reducible fLLQcadddeejputtv toroidal fLLQcadddeenputtv toroidal fLLQcadddeebuadmg reducible fLLQcadddeejuadmg SFS[D(3,1)(2,1)] fLLQcadddeenuadmg SFS[D(3,1)(2,1)] fLLQcaddedebadxes SFS[D(2,1)(2,1)] fLLQcaddedebadqek SFS[D(3,1)(2,1)] fLLQcaddedebadqer SFS[D(3,1)(2,1)] fLLQcaddedebadhej SFS[D(2,1)(2,1)] fLLQcaddedebaaiek SFS[D(4,1)(2,1)] fLLQcaddedebaaier SFS[D(5,2)(2,1)] fLLQcaddedebaaxew SFS[D(5,2)(2,1)] fLLQcaddedebaaxes toroidal fLLQcadddeejpxtmg SFS[D(4,1)(2,1)] fLLQcadddeenpxtmg SFS[D(5,2)(2,1)] fLLQcaddedebaaqek toroidal fLLQcaddedebaaqer toroidal fLLQcadddeejamqmg SFS[D(5,2)(2,1)] fLLQcadddeenamqmg SFS[D(4,1)(2,1)] fLLQcaddedebaamew SFS[D(4,1)(2,1)] fLLQcaddedebaames SFS[D(5,2)(2,1)] fLLQcadddeejiatmg SFS[D(4,1)(2,1)] fLLQcadddeeniatmg SFS[D(5,2)(2,1)] fLLQcaddedebaauer SFS[D(4,1)(2,1)] fLLQcaddedebaauek SFS[D(5,2)(2,1)] fLLQcaddedebaahek SFS[D(5,2)(2,1)] fLLQcaddedebaahej toroidal fLLQcaddedebaqupr SFS[D(2,1)(2,1)] fLLQcaddedebaexes SFS[D(2,1)(2,1)] fLLQcaddedebaqmpw SFS[D(2,1)(2,1)] fLLQcaddedebaeqek SFS[D(3,1)(2,1)] fLLQcaddedebaeqer SFS[D(3,1)(2,1)] fLLQcaddedebaqdpj SFS[D(3,1)(2,1)] fLLQcaddedebaqdpk SFS[D(3,1)(2,1)] fLLQcaddedebaehej SFS[D(2,1)(2,1)] fLLQcaddedebxqhag reducible fLLQcadeedejmdppc toroidal fLLQcadeedejaaeew SFS[D(5,2)(3,1)] fLLQcadeedejatmhf toroidal fLLQcadeedejaeeew reducible fLLQcadeedejaeeev reducible fLLQcadeedejalquv toroidal fLLQcadeedejaapeg toroidal fLLQcadeedejadeew SFS[D(5,3)(3,1)] fLLQcadeedejlueev toroidal fLLQcadeedejidppc SFS[D(5,2)(5,2)] fLLQcadeedejidhpc SFS[D(5,2)(4,1)] fLLQcadeedejahilb SFS[D(3,1)(2,1)] fLLQcadeedejphiho toroidal fLLQcadeedejpliho toroidal fLLQcadeedejuliiv toroidal fLLQcadeedejalilb SFS[D(3,1)(2,1)] fLLQcadeedejadduj SFS[D(5,2)(2,1)] fLLQcaddeeenadexb SFS[D(2,1)(2,1)] fLLQcaddeeenamexw toroidal fLLQcaddeeenpmexo SFS[D(5,3)(5,2)] fLLQcaddeeenuxexv toroidal fLLQcaddeeenaqexw SFS[D(3,1)(2,1)] fLLQcaddeeenuauiw SFS[D(3,1)(2,1)] fLLQcaddeeenpuuic toroidal fLLQcaddeeenapuij SFS[D(3,1)(2,1)] fLLQcaddeeenuaexc toroidal fLLQcaddeeenpuexj m178(0,0) fLLQcaddeeenapexw m011(0,0) fLLQcaddeeenuahdj m011(0,0) fLLQcaddeeenpuhdw m178(0,0) fLLQcaddeeenaphdc toroidal fLLQcaddeeenmdplc m060(0,0) fLLQcaddeeenidplc m043(0,0) fLLQcaddeeenmeplc toroidal fLLQcaddeeenieplc SFS[D(7,2)(2,1)] fLLQcaddeeenmaplc toroidal fLLQcaddeeeniaplc toroidal fLLQcaddeeenuaplw toroidal fLLQcaddeeenuapln m223(0,0) fLLQcaddeeenuaplf m015(0,0) fLLQcaddeeenpuplc toroidal fLLQcaddeeenpupls m303(0,0) fLLQcaddeeenpuplr m146(0,0) fLLQcaddeeenapplg SFS[D(4,3)(3,1)] fLLQcaddeeenapplk SFS[D(5,3)(3,1)] fLLQcaddeeenadppc SFS[D(4,1)(2,1)] fLLQcaddeeenmdppc toroidal fLLQcaddeeenidppc SFS[D(4,1)(2,1)] fLLQcaddeeenaeppc SFS[D(5,2)(2,1)] fLLQcaddeeenmeppc toroidal fLLQcaddeeenieppc m019(0,0) fLLQcaddeeenmqqqs SFS[D(5,3)(3,1)] fLLQcaddeeenaqqqv reducible fLLQcaddeeenaqqqs reducible fLLQcaddeeeniqqqs SFS[D(5,2)(3,1)] fLLQcaddeeenaaqqj SFS[D(5,2)(2,1)] fLLQcaddeeenaaqqn SFS[D(4,1)(2,1)] fLLQcaddeeenmaqqj toroidal fLLQcaddeeeniaqqj m019(0,0) fLLQcaddeeenmappc m006(0,0) fLLQcaddeeeniappc m016(0,0) fLLQcaddeeenaammw SFS[D(4,1)(2,1)] fLLQcaddeeenmammw toroidal fLLQcaddeeeniammw SFS[D(4,1)(2,1)] fLLQcaddeeenuappw toroidal fLLQcaddeeenuappn SFS[D(4,3)(3,1)] fLLQcaddeeenuappf SFS[D(5,2)(3,1)] fLLQcaddeeenpuppc toroidal fLLQcaddeeenpupps SFS[D(4,1)(3,1)] fLLQcaddeeenpuppr SFS[D(5,3)(3,1)] fLLQcaddeeenapppg reducible fLLQcaddeeenapppk reducible fLLQcaddeeenmdpxc m159(0,0) fLLQcaddeeenidpxc m145(0,0) fLLQcaddeeenmepxc m060(0,0) fLLQcaddeeeniepxc m119(0,0) fLLQcaddeeenmapxc toroidal fLLQcaddeeeniapxc toroidal fLLQcaddeeenuapxw m016(0,0) fLLQcaddeeenuapxn m188(0,0) fLLQcaddeeenuapxf m115(0,0) fLLQcaddeeenpupxc m006(0,0) fLLQcaddeeenpupxs m291(0,0) fLLQcaddeeenpupxr m239(0,0) fLLQcaddeeenappxg SFS[D(4,1)(3,1)] fLLQcaddeeenappxk SFS[D(5,2)(3,1)] fLLQcaddeeenaaqac SFS[D(2,1)(2,1)] fLLQcaddeeenaamlb SFS[D(2,1)(2,1)] fLLQcaddeeenadmxb SFS[D(2,1)(2,1)] fLLQcaddeeenammxw SFS[D(4,1)(2,1)] fLLQcaddeeenpmmxo SFS[D(5,3)(4,1)] fLLQcaddeeenuxmxv SFS[D(5,3)(5,2)] fLLQcaddeeenaqmxw m003(0,0) fLLQcaddeeenuaqiw toroidal fLLQcaddeeenpuqic SFS[D(3,1)(2,1)] fLLQcaddeeenapqij m003(0,0) fLLQcaddeeenuamxc toroidal fLLQcaddeeenpumxj m185(0,0) fLLQcaddeeenapmxw m017(0,0) fLLQcaddeeenuapdj m019(0,0) fLLQcaddeeenpupdw m154(0,0) fLLQcaddeeenappdc SFS[D(4,1)(2,1)] fLLQcaddeeenmaiac SFS[D(2,1)(2,1)] fLLQcaddeeenhtxxw SFS[D(11,3)(2,1)] fLLQcaddeeenamxxw SFS[D(4,1)(2,1)] fLLQcaddeeenhxxxw toroidal fLLQcaddeeenhxxxs SFS[D(11,3)(2,1)] fLLQcaddeeenhxxxv SFS[D(2,1)(2,1)] fLLQcaddeeenaqxxs SFS[D(5,2)(2,1)] fLLQcaddeeenaqxxw toroidal fLLQcaddeeenaqxxv SFS[D(4,1)(2,1)] fLLQcaddeeenhuxxw SFS[D(2,1)(2,1)] fLLQcaddeeenmaddw SFS[D(2,1)(2,1)] fLLQcaddeeeniaddw SFS[D(2,1)(2,1)] fLLQcaddeeenuaiiw SFS[D(3,1)(2,1)] fLLQcaddeeenpuiic SFS[D(3,1)(2,1)] fLLQcaddeeenapiij toroidal fLLQcaddeeenapxxw SFS[D(5,2)(2,1)] fLLQcaddeeenapddc SFS[D(4,1)(2,1)] fLLQcaeeddejtuuev toroidal fLLQcaeeddejaiqik SFS[D(4,3)(3,1)] fLLQcaeeddejahtmb toroidal fLLQcaeeddejaiqev toroidal fLLQcaeeddejaiiiw reducible fLLQcaeeddejaiiik reducible fLLQcaeeddejaldxo toroidal fLLQcaeeddejaiuik SFS[D(4,1)(3,1)] fLLQcaeeddejplliv toroidal fLLQcaeeddejaeuhf SFS[D(2,1)(2,1)] fLLQcaeeddejlhuhg toroidal fLLQcaeeddejlhueg toroidal fLLQcaeeddejallxj SFS[D(5,3)(3,1)] fLLQcaeeddejidhpc SFS[D(5,3)(5,2)] fLLQcaeeddejmdhpc SFS[D(5,3)(4,1)] fLLQcaeeddejiddpc toroidal fLLQcaeeddejaeuef SFS[D(2,1)(2,1)] fLLQcaeeddejaeiic SFS[D(4,1)(2,1)] fLLQcaeeddejadllf SFS[D(5,2)(2,1)] fLLQcaeeddejallpj SFS[D(5,2)(3,1)] fLLQcaddeeejaaqas toroidal fLLQcaddeeejaaqar SFS[D(5,2)(2,1)] fLLQcaddeeejaaptk SFS[D(5,2)(2,1)] fLLQcaddeeejmaiac SFS[D(2,1)(2,1)] fLLQcaddeeejadppc SFS[D(5,2)(2,1)] fLLQcaddeeejmdppc toroidal fLLQcaddeeejidppc SFS[D(5,2)(2,1)] fLLQcaddeeejmqqqs SFS[D(4,3)(3,1)] fLLQcaddeeejaqqqs reducible fLLQcaddeeejaqqqv reducible fLLQcaddeeejiqqqs SFS[D(4,1)(3,1)] fLLQcaddeeejaeppc toroidal fLLQcaddeeejmeppc toroidal fLLQcaddeeejieppc m011(0,0) fLLQcaddeeejuappf SFS[D(4,1)(3,1)] fLLQcaddeeejuappw toroidal fLLQcaddeeejuappn SFS[D(5,3)(3,1)] fLLQcaddeeejpuppr SFS[D(4,3)(3,1)] fLLQcaddeeejpuppc toroidal fLLQcaddeeejpupps SFS[D(5,2)(3,1)] fLLQcaddeeejapppk reducible fLLQcaddeeejapppg reducible fLLQcaddeeejmappc m016(0,0) fLLQcaddeeejiappc m017(0,0) fLLQcaddeeejaaqqj toroidal fLLQcaddeeejaaqqn SFS[D(5,2)(2,1)] fLLQcaddeeejmaqqj toroidal fLLQcaddeeejiaqqj m011(0,0) fLLQcaddeeejaammw SFS[D(5,2)(2,1)] fLLQcaddeeejmammw toroidal fLLQcaddeeejiammw SFS[D(5,2)(2,1)] fLLQcaddeeejmdplc m119(0,0) fLLQcaddeeejidplc m069(0,0) fLLQcaddeeejaeplc SFS[D(2,1)(2,1)] fLLQcaddeeejmeplc SFS[D(7,2)(2,1)] fLLQcaddeeejieplc SFS[D(5,1)(2,1)] fLLQcaddeeejuaplf m004(0,0) fLLQcaddeeejuaplw m019(0,0) fLLQcaddeeejuapln m275(0,0) fLLQcaddeeejpuplr m117(0,0) fLLQcaddeeejpuplc m011(0,0) fLLQcaddeeejpupls m346(0,0) fLLQcaddeeejapplk toroidal fLLQcaddeeejapplg SFS[D(5,3)(3,1)] fLLQcaddeeejmaplc m019(0,0) fLLQcaddeeejiaplc m011(0,0) fLLQcaddeeejammxw SFS[D(5,2)(2,1)] fLLQcaddeeejaqmxw toroidal fLLQcaddeeejpmmxo SFS[D(4,3)(4,1)] fLLQcaddeeejuxmxv SFS[D(5,3)(4,1)] fLLQcaddeeejuamxc SFS[D(5,2)(2,1)] fLLQcaddeeejpumxj m147(0,0) fLLQcaddeeejapmxw m016(0,0) fLLQcaddeeejuaqiw toroidal fLLQcaddeeejpuqic reducible fLLQcaddeeejapqij toroidal fLLQcaddeeejuapdj m016(0,0) fLLQcaddeeejpupdw m147(0,0) fLLQcaddeeejappdc SFS[D(5,2)(2,1)] fLLQcaddeeejamexw toroidal fLLQcaddeeejaqexw toroidal fLLQcaddeeejpmexo SFS[D(5,3)(4,1)] fLLQcaddeeejuxexv toroidal fLLQcaddeeejuaexc SFS[D(4,1)(2,1)] fLLQcaddeeejpuexj m154(0,0) fLLQcaddeeejapexw m019(0,0) fLLQcaddeeejuauiw m003(0,0) fLLQcaddeeejpuuic SFS[D(3,1)(2,1)] fLLQcaddeeejapuij toroidal fLLQcaddeeejuahdj m017(0,0) fLLQcaddeeejpuhdw m185(0,0) fLLQcaddeeejaphdc toroidal fLLQcaddeeejamxxw SFS[D(5,2)(2,1)] fLLQcaddeeejhtxxw SFS[D(10,3)(2,1)] fLLQcaddeeejaqxxw toroidal fLLQcaddeeejaqxxv SFS[D(5,2)(2,1)] fLLQcaddeeejaqxxs SFS[D(4,1)(2,1)] fLLQcaddeeejhxxxw toroidal fLLQcaddeeejhxxxs SFS[D(10,3)(2,1)] fLLQcaddeeejapxxw SFS[D(4,1)(2,1)] fLLQcaddeeejuaiiw SFS[D(3,1)(2,1)] fLLQcaddeeejpuiic SFS[D(3,1)(2,1)] fLLQcaddeeejapiij toroidal fLLQcaddeeejapddc SFS[D(5,2)(2,1)] fLLQcaddeeejmdpxc m145(0,0) fLLQcaddeeejidpxc m130(0,0) fLLQcaddeeejaepxc SFS[D(2,1)(2,1)] fLLQcaddeeejmepxc m043(0,0) fLLQcaddeeejiepxc m069(0,0) fLLQcaddeeejuapxf m034(0,0) fLLQcaddeeejuapxw SFS[D(5,2)(2,1)] fLLQcaddeeejuapxn m168(0,0) fLLQcaddeeejpupxr m189(0,0) fLLQcaddeeejpupxc toroidal fLLQcaddeeejpupxs m300(0,0) fLLQcaddeeejappxk toroidal fLLQcaddeeejappxg SFS[D(5,2)(3,1)] fLLQcaddeeejmapxc SFS[D(4,1)(2,1)] fLLQcaddeeejiapxc SFS[D(5,2)(2,1)] fLLQcadeedenmdppc toroidal fLLQcadeedenaaeew SFS[D(4,1)(3,1)] fLLQcadeedenatmhf SFS[A(2,1)] fLLQcadeedenaeeew reducible fLLQcadeedenaeeev reducible fLLQcadeedenalquv SFS[D(3,1)(2,1)] fLLQcadeedenaapeg SFS[D(3,1)(2,1)] fLLQcadeedenadeew SFS[D(4,3)(3,1)] fLLQcadeedenlueev toroidal fLLQcadeedenadhpc SFS[D(2,1)(2,1)] fLLQcadeedenidppc toroidal fLLQcadeedenidhpc toroidal fLLQcadeedenahilb SFS[D(3,1)(2,1)] fLLQcadeedenphiho toroidal fLLQcadeedenpliho toroidal fLLQcadeedenuliiv toroidal fLLQcadeedenalilb SFS[D(3,1)(2,1)] fLLQcadeedenadduj SFS[D(4,1)(2,1)] fLLQcadeedenadppc SFS[D(2,1)(2,1)] fLLQcadedeejatqpc SFS[D(3,1)(2,1)] fLLQcadedeejaaqqj toroidal fLLQcadedeejaaqqn SFS[D(9,2)(2,1)] fLLQcadedeejaaqqb SFS[D(3,1)(2,1)] fLLQcadedeejalqmw SFS[D(9,2)(2,1)] fLLQcadedeejpdtqo SFS[D(5,2)(5,2)] fLLQcadedeejuddqv toroidal fLLQcadedeejaeaak SFS[D(5,3)(3,1)] fLLQcadedeejulhlv SFS[D(3,1)(2,1)] fLLQcadedeejalqlb SFS[D(5,2)(2,1)] fLLQcadedeejpltlo m016(0,0) fLLQcadedeejuldlv toroidal fLLQcadedeejaaqas toroidal fLLQcadedeejaaqac SFS[D(5,2)(2,1)] fLLQcadedeejpatan m006(0,0) fLLQcadedeejuadag SFS[D(3,1)(2,1)] fLLQcadedeejutdtf SFS[D(3,1)(2,1)] fLLQcadedeejmlllw SFS[D(4,3)(3,1)] fLLQcadedeejmllls SFS[D(5,3)(3,1)] fLLQcadedeejalllw reducible fLLQcadedeejallls reducible fLLQcadedeejilllw SFS[D(4,1)(3,1)] fLLQcadedeejillls SFS[D(5,2)(3,1)] fLLQcadedeejalulb toroidal fLLQcadedeejplalo m006(0,0) fLLQcadedeejulplv SFS[D(3,1)(2,1)] fLLQcadedeejuauaw SFS[D(4,1)(3,1)] fLLQcadedeejpapac SFS[D(4,3)(3,1)] fLLQcadedeejaaaaj reducible fLLQcadedeejaaaak reducible fLLQcadedeejadaak SFS[D(5,2)(3,1)] fLLQcadedeejpdtto SFS[D(5,2)(4,1)] fLLQcadedeejuddtv SFS[D(5,2)(5,2)] fLLQcadedeejpllpo m082(0,0) fLLQcadedeejulhpv m100(0,0) fLLQcadedeejpltpo m180(0,0) fLLQcadedeejuldpv m170(0,0) fLLQcadedeejmllpw m029(0,0) fLLQcadedeejmllpv m185(0,0) fLLQcadedeejmllps m229(0,0) fLLQcadedeejallpw toroidal fLLQcadedeejallps SFS[D(5,2)(3,1)] fLLQcadedeejillpw m081(0,0) fLLQcadedeejillpv m178(0,0) fLLQcadedeejillps m142(0,0) fLLQcadedeejalupb SFS[D(2,1)(2,1)] fLLQcadedeejplapo SFS[D(7,3)(2,1)] fLLQcadedeejulppv toroidal fLLQcadedeejatixc SFS[D(3,1)(2,1)] fLLQcadedeejmtlxk toroidal fLLQcadedeejatlxk m017(0,0) fLLQcadedeejitlxk m141(0,0) fLLQcadedeejmalds m118(0,0) fLLQcadedeejaalds m016(0,0) fLLQcadedeejialds SFS[D(8,3)(2,1)] fLLQcadedeejmllib m082(0,0) fLLQcadedeejillib m046(0,0) fLLQcadedeejmtuxc SFS[D(5,2)(4,1)] fLLQcadedeejituxc SFS[D(4,1)(4,1)] fLLQcadedeejataxk m016(0,0) fLLQcadedeejauixc SFS[D(3,1)(2,1)] fLLQcadedeejautxk SFS[D(3,1)(2,1)] fLLQcadedeejmulxk toroidal fLLQcadedeejaulxk m003(0,0) fLLQcadedeejiulxk m116(0,0) fLLQcadedeejmelds m052(0,0) fLLQcadedeejaelds toroidal fLLQcadedeejields toroidal fLLQcadedeejmhlib m100(0,0) fLLQcadedeejahlib SFS[D(3,1)(2,1)] fLLQcadedeejihlib m054(0,0) fLLQcadedeejmuuxc toroidal fLLQcadedeejiuuxc SFS[D(5,2)(4,1)] fLLQcadedeejauaxk toroidal fLLQcadedeejxxlxn SFS[D(6,1)(2,1)] fLLQcadedeejxxtxn SFS[D(3,1)(2,1)] fLLQcadedeejpitir SFS[D(3,1)(2,1)] fLLQcadedeejuidif SFS[D(3,1)(2,1)] fLLQcadedeejaxlxk SFS[D(4,1)(2,1)] fLLQcadedeejadlds SFS[D(5,2)(2,1)] fLLQcadedeejxxaxw SFS[D(3,1)(2,1)] fLLQcadedeejxxaxf SFS[D(6,1)(2,1)] fLLQcadedeejxxaxn SFS[D(9,2)(2,1)] fLLQcadedeejaxaxk SFS[D(5,2)(2,1)] fLLQcadedeejaxaxj SFS[D(4,1)(2,1)] fLLQcadedeejpllxo m037(0,0) fLLQcadedeejulhxv m030(0,0) fLLQcadedeejpltxo toroidal fLLQcadedeejuldxv toroidal fLLQcadedeejmllxw m121(0,0) fLLQcadedeejmllxv m147(0,0) fLLQcadedeejmllxs m143(0,0) fLLQcadedeejallxw toroidal fLLQcadedeejallxs SFS[D(5,3)(3,1)] fLLQcadedeejillxw m171(0,0) fLLQcadedeejillxv m154(0,0) fLLQcadedeejillxs m035(0,0) fLLQcadedeejaluxb SFS[D(2,1)(2,1)] fLLQcadedeejplaxo m070(0,0) fLLQcadedeejulpxv m026(0,0) fLLQcaddeeebxqhqr SFS[D(2,1)(2,1)] fLLQcaddeeebhahqr SFS[D(4,1)(2,1)] fLLQcaddeeebethtf T2xI fLLQcaddeeebamhtb T2xI fLLQcaddeeebaahto toroidal fLLQcaddeeebeahtr toroidal fLLQcaddeeebuxexv SFS[D(2,1)(2,1)] fLLQcaddeeebaqexw SFS[D(3,1)(2,1)] fLLQcaddeeebaauir SFS[D(4,1)(2,1)] fLLQcaddeeebaauis SFS[D(5,2)(2,1)] fLLQcaddeeebaahdk SFS[D(4,1)(2,1)] fLLQcaddeeebiahdk SFS[D(5,2)(2,1)] fLLQcaddeeebeauiw SFS[D(5,2)(2,1)] fLLQcaddeeebuauiw toroidal fLLQcaddeeebpuuic SFS[D(3,1)(2,1)] fLLQcaddeeebapuij SFS[D(3,1)(2,1)] fLLQcaddeeebhauiw SFS[D(4,1)(2,1)] fLLQcaddeeebuaexc SFS[D(4,1)(2,1)] fLLQcaddeeebuahdj SFS[D(5,2)(2,1)] fLLQcaddeeebuahdr toroidal fLLQcaddeeebpuhdk SFS[D(2,1)(2,1)] fLLQcaddeeebaphdf SFS[D(2,1)(2,1)] fLLQcaddeeebadqtj SFS[D(2,1)(2,1)] fLLQcaddeeebidplc SFS[D(2,1)(2,1)] fLLQcaddeeebaeqtj SFS[D(2,1)(2,1)] fLLQcaddeeebieplc SFS[D(2,1)(2,1)] fLLQcaddeeebuxmac SFS[D(3,1)(2,1)] fLLQcaddeeebaaqtj toroidal fLLQcaddeeebaaqtn SFS[D(5,2)(2,1)] fLLQcaddeeebmaplc SFS[D(5,2)(2,1)] fLLQcaddeeebiaplc toroidal fLLQcaddeeebaamaw SFS[D(5,2)(2,1)] fLLQcaddeeebeaqtg SFS[D(4,1)(2,1)] fLLQcaddeeebuaqtg SFS[D(5,2)(2,1)] fLLQcaddeeebuaplw toroidal fLLQcaddeeebuapln SFS[D(5,2)(2,1)] fLLQcaddeeebuaplf SFS[D(4,1)(2,1)] fLLQcaddeeebpuplc SFS[D(3,1)(2,1)] fLLQcaddeeebapplj SFS[D(3,1)(2,1)] fLLQcaddeeebutqqw reducible fLLQcaddeeebutqqs reducible fLLQcaddeeebxqqqg reducible fLLQcaddeeebetmmf T2xI fLLQcaddeeeblqmmv reducible fLLQcaddeeebimqqs SFS[D(2,1)(2,1)] fLLQcaddeeebuxmmc reducible fLLQcaddeeebhaqqg SFS[D(2,1)(2,1)] fLLQcaddeeebuammv SFS[D(2,1)(2,1)] fLLQcaddeeebuxmic SFS[D(3,1)(2,1)] fLLQcaddeeebaqmib SFS[D(2,1)(2,1)] fLLQcaddeeebaaqdj SFS[D(5,2)(2,1)] fLLQcaddeeebaaqdn SFS[D(4,1)(2,1)] fLLQcaddeeebmapxc SFS[D(4,1)(2,1)] fLLQcaddeeebiapxc SFS[D(5,2)(2,1)] fLLQcaddeeebaamiw SFS[D(4,1)(2,1)] fLLQcaddeeebeaqdg SFS[D(5,2)(2,1)] fLLQcaddeeebuaqdg toroidal fLLQcaddeeebpuqdn SFS[D(2,1)(2,1)] fLLQcaddeeebapqds SFS[D(2,1)(2,1)] fLLQcaddeeebuapxw toroidal fLLQcaddeeebuapxn SFS[D(4,1)(2,1)] fLLQcaddeeebuapxf SFS[D(5,2)(2,1)] fLLQcaddeeebpupxc SFS[D(3,1)(2,1)] fLLQcaddeeebappxj SFS[D(3,1)(2,1)] fLLQcaddeeebutmpv SFS[D(2,1)(2,1)] fLLQcaddeeebetpqf SFS[D(2,1)(2,1)] fLLQcaddeeebxxmpb reducible fLLQcaddeeebimmpw reducible fLLQcaddeeebimmpv reducible fLLQcaddeeebampqc reducible fLLQcaddeeebampqf reducible fLLQcaddeeebaqmpw reducible fLLQcaddeeebmqpqc reducible fLLQcaddeeebmapqk SFS[D(2,1)(2,1)] fLLQcaddeeebuaqmw reducible fLLQcaddeeebpuqmc reducible fLLQcaddeeebapqmj reducible fLLQcaddeeebhampg T2xI fLLQcaddeeebuxmlv SFS[D(2,1)(2,1)] fLLQcaddeeebaqmlw SFS[D(3,1)(2,1)] fLLQcaddeeebaaqar SFS[D(4,1)(2,1)] fLLQcaddeeebaaqas SFS[D(5,2)(2,1)] fLLQcaddeeebaaptk SFS[D(4,1)(2,1)] fLLQcaddeeebiaptk SFS[D(5,2)(2,1)] fLLQcaddeeebeaqaw SFS[D(5,2)(2,1)] fLLQcaddeeebuaqaw toroidal fLLQcaddeeebpuqac SFS[D(3,1)(2,1)] fLLQcaddeeebapqaj SFS[D(3,1)(2,1)] fLLQcaddeeebhaqaw SFS[D(4,1)(2,1)] fLLQcaddeeebuamlc SFS[D(4,1)(2,1)] fLLQcaddeeebuaptj SFS[D(5,2)(2,1)] fLLQcaddeeebuaptr toroidal fLLQcaddeeebpuptk SFS[D(2,1)(2,1)] fLLQcaddeeebapptf SFS[D(2,1)(2,1)] fLLQcaddeeebadqis SFS[D(2,1)(2,1)] fLLQcaddeeebidpdk SFS[D(2,1)(2,1)] fLLQcaddeeebaeqis SFS[D(2,1)(2,1)] fLLQcaddeeebiepdk SFS[D(2,1)(2,1)] fLLQcaddeeebaqmxw SFS[D(3,1)(2,1)] fLLQcaddeeebaaqir SFS[D(5,2)(2,1)] fLLQcaddeeebaaqis toroidal fLLQcaddeeebaapdk SFS[D(5,2)(2,1)] fLLQcaddeeebiapdk toroidal fLLQcaddeeebeaqiw SFS[D(4,1)(2,1)] fLLQcaddeeebuaqiw toroidal fLLQcaddeeebpuqic SFS[D(3,1)(2,1)] fLLQcaddeeebapqij SFS[D(3,1)(2,1)] fLLQcaddeeebhaqiw SFS[D(5,2)(2,1)] fLLQcaddeeebuamxc SFS[D(5,2)(2,1)] fLLQcaddeeebuapdj SFS[D(4,1)(2,1)] fLLQcaddeeebuapdr SFS[D(5,2)(2,1)] fLLQcaddeeebxqutg reducible fLLQcaddeeebxxutb reducible fLLQcaddeeebuxeac reducible fLLQcaddeeebmqeac reducible fLLQcaddeeebuahlw reducible fLLQcaddeeebpuhlc reducible fLLQcaddeeebaphlj reducible fLLQcaddeeebxquqg SFS[D(3,1)(2,1)] fLLQcaddeeebxqudg SFS[D(3,1)(2,1)] fLLQcaddeeebhadqr SFS[D(5,2)(2,1)] fLLQcaddeeebxqdtr SFS[D(2,1)(2,1)] fLLQcaddeeebhadtr SFS[D(4,1)(2,1)] fLLQcaddeeebhxxxw reducible fLLQcaddeeebaqxxw reducible fLLQcaddeeebmaddk SFS[D(2,1)(2,1)] fLLQcaddeeebuaddv SFS[D(2,1)(2,1)] fLLQcaddeeebuxxac SFS[D(3,1)(2,1)] fLLQcaddeeebaqxab SFS[D(2,1)(2,1)] fLLQcaddeeebaaitj SFS[D(5,2)(2,1)] fLLQcaddeeebaaitn SFS[D(4,1)(2,1)] fLLQcaddeeebmadlc SFS[D(4,1)(2,1)] fLLQcaddeeebiadlc SFS[D(5,2)(2,1)] fLLQcaddeeebaaxaw SFS[D(4,1)(2,1)] fLLQcaddeeebeaitg SFS[D(5,2)(2,1)] fLLQcaddeeebuaitg toroidal fLLQcaddeeebpuitn SFS[D(2,1)(2,1)] fLLQcaddeeebapits SFS[D(2,1)(2,1)] fLLQcaddeeebuadlw toroidal fLLQcaddeeebuadln SFS[D(4,1)(2,1)] fLLQcaddeeebuadlf SFS[D(5,2)(2,1)] fLLQcaddeeebpudlc SFS[D(3,1)(2,1)] fLLQcaddeeebapdlj SFS[D(3,1)(2,1)] fLLQcaddeeebxqiqg SFS[D(3,1)(2,1)] fLLQcaddeeebetxif SFS[D(2,1)(2,1)] fLLQcaddeeebamxib SFS[D(2,1)(2,1)] fLLQcaddeeebaaxio toroidal fLLQcaddeeebeaxir toroidal fLLQcaeeddebdttmf toroidal fLLQcaeeddebahtmb reducible fLLQcaeeddebaalig reducible fLLQcaeeddebllliv reducible fLLQcaeeddebialig reducible fLLQcaeeddebdtlif reducible fLLQcaeeddebpllmv reducible fLLQcaeeddebdelis reducible fLLQcaeeddebahlic reducible fLLQcaeeddebillic reducible fLLQcaeeddebihqhr SFS[D(3,1)(2,1)] fLLQcaeeddebahhxw reducible fLLQcaeeddebidhxc SFS[D(2,1)(2,1)] fLLQcaeeddebqxhxw SFS[D(2,1)(2,1)] fLLQcaeeddebadiuw SFS[D(2,1)(2,1)] fLLQcaeeddebaadeg reducible fLLQcaeeddeblldev reducible fLLQcaeeddebiadeg reducible fLLQcaeeddebdtdef reducible fLLQcaeeddebpldev reducible fLLQcaeeddebpulmk reducible fLLQcaeeddebdedes reducible fLLQcaeeddebpuduk reducible fLLQcaeeddebihdeb reducible fLLQcaeeddebahdeb reducible fLLQcaeeddebpudek reducible fLLQcaeeddebludek reducible fLLQcaeeddebliqmn reducible fLLQcaeeddebiddek reducible fLLQcaeeddebpuhxc reducible fLLQcaeeddeblides reducible fLLQcaeeddeblttxw reducible fLLQcaeeddebildec reducible fLLQcaeeddebltdej reducible fLLQcaeeddebpuaxn reducible fLLQcaeeddebihdhb SFS[D(3,1)(3,2)] fLLQcaeeddebluhek SFS[D(3,1)(3,1)] fLLQcaeeddebahdhb reducible fLLQcaeeddebadimr SFS[D(2,1)(2,1)] fLLQcaeeddebidhek SFS[D(3,1)(2,1)] fLLQcaeeddebluhxc SFS[D(3,1)(2,1)] fLLQcaeeddebplaxc reducible fLLQcaeeddebqedus SFS[D(3,1)(3,1)] fLLQcaeeddebihdub SFS[D(3,1)(3,1)] fLLQcaeeddeblupek SFS[D(3,1)(3,2)] fLLQcaeeddebahdub reducible fLLQcaeeddebidpek SFS[D(3,1)(2,1)] fLLQcaeeddebqeqho SFS[D(3,1)(2,1)] fLLQcaeeddebidhuk SFS[D(3,1)(2,1)] fLLQcaeeddebahdpw reducible fLLQcaeeddebiddpc SFS[D(2,1)(2,1)] fLLQcaeeddebaatmg reducible fLLQcaeeddebaapug reducible fLLQcaeeddebihphb SFS[D(3,1)(3,1)] fLLQcaeeddebahhub reducible fLLQcaeeddebdetms toroidal fLLQcaeeddebdepus toroidal fLLQcaeeddebahpub reducible fLLQcadeedebxhqhg SFS[D(2,1)(2,1)] fLLQcadeedebelqmv SFS[D(3,1)(2,1)] fLLQcadeedebeapmg SFS[D(3,1)(2,1)] fLLQcadeedebmdppc SFS[D(2,1)(2,1)] fLLQcadeedebatmhb T2xI fLLQcadeedebatmhf SFS[A(2,1)] fLLQcadeedebatmhc T2xI fLLQcadeedebalquv SFS[D(3,1)(2,1)] fLLQcadeedebaapeg SFS[D(3,1)(2,1)] fLLQcadeedeblueev SFS[D(2,1)(2,1)] fLLQcadeedebeehpn SFS[D(3,1)(2,1)] fLLQcadeedebldeec reducible fLLQcadeedebahupj SFS[D(3,1)(2,1)] fLLQcadeedebahupn SFS[D(3,1)(2,1)] fLLQcadeedebaehpc reducible fLLQcadeedebldpuw SFS[D(3,1)(2,1)] fLLQcadeedebiehpc SFS[D(3,1)(2,1)] fLLQcadeedebauepw SFS[D(3,1)(2,1)] fLLQcadeedebaluev SFS[D(3,1)(2,1)] fLLQcadeedebaaheg SFS[D(3,1)(2,1)] fLLQcadeedebhuimk SFS[D(3,1)(2,1)] fLLQcadeedebateef reducible fLLQcadeedebeteif SFS[D(3,1)(2,1)] fLLQcadeedebaahug SFS[D(3,1)(2,1)] fLLQcadeedebhadig reducible fLLQcadeedebildxk SFS[D(3,1)(2,1)] fLLQcadeedebaamew SFS[D(2,1)(2,1)] fLLQcadeedebhamiw SFS[D(2,1)(2,1)] fLLQcadeedebhtqpf SFS[D(3,1)(2,1)] fLLQcadeedebelppv SFS[D(3,1)(2,1)] fLLQcadeedebldein reducible fLLQcadeedebhlppv SFS[D(3,1)(2,1)] fLLQcadeedebatqpc reducible fLLQcadeedebatqpr SFS[D(3,1)(2,1)] fLLQcadeedebatqps SFS[D(3,1)(2,1)] fLLQcadeedebalppk SFS[D(3,1)(2,1)] fLLQcadeedebldpic reducible fLLQcadeedebilppk SFS[D(3,1)(2,1)] fLLQcadeedebhuqmk SFS[D(3,1)(2,1)] fLLQcadeedebaxqhg SFS[D(2,1)(2,1)] fLLQcadeedebhtixw SFS[D(3,1)(2,1)] fLLQcadeedebhhqxg reducible fLLQcadeedebahihv T2xI fLLQcadeedebalihv SFS[A(2,1)] fLLQcadeedebaadeg reducible fLLQcadeedebetxif reducible fLLQcadeedebahhlo T2xI fLLQcadeedebaihpk SFS[D(2,1)(2,1)] fLLQcadeedebaldxk SFS[D(3,1)(2,1)] fLLQcadeedebaxmpw SFS[D(2,1)(2,1)] fLLQcadeedebaxxxw SFS[D(2,1)(2,1)] fLLQcadeedebaxulc reducible fLLQcadeedebatulc reducible fLLQcadeedebaxupr SFS[D(2,1)(2,1)] fLLQcadeedebatixs SFS[D(3,1)(2,1)] fLLQcadeedebatixr SFS[D(3,1)(2,1)] fLLQcadeedebatixc reducible fLLQcadeedebaiqpn SFS[D(2,1)(2,1)] fLLQcadeedebaiixn SFS[D(2,1)(2,1)] fLLQcadeedebaaxxb reducible fLLQcadeedebaaxhw SFS[D(2,1)(2,1)] fLLQcadeedebmldxk reducible fLLQcadeedebetixw SFS[D(3,1)(2,1)] fLLQcadeedebutixw toroidal fLLQcadeedebptimc SFS[D(2,1)(2,1)] fLLQcadeedebatiej SFS[D(2,1)(2,1)] fLLQcadeedebuaxxc SFS[D(3,1)(2,1)] fLLQcadeedebuldxv reducible fLLQcadeedebuldxj SFS[D(3,1)(2,1)] fLLQcadeedebuldxr SFS[D(3,1)(2,1)] fLLQcadedeebmtqpc SFS[D(3,1)(2,1)] fLLQcadedeebehhmc T2xI fLLQcadedeebehhmb SFS[A(2,1)] fLLQcadedeebauttf reducible fLLQcadedeebptdpc SFS[D(2,1)(2,1)] fLLQcadedeebahlmb SFS[D(3,1)(2,1)] fLLQcadedeebaiamf SFS[D(2,1)(2,1)] fLLQcadedeebahamb SFS[D(3,1)(2,1)] fLLQcadedeebattpj SFS[D(2,1)(2,1)] fLLQcadedeebautpk SFS[D(3,1)(2,1)] fLLQcadedeebaalag SFS[D(3,1)(2,1)] fLLQcadedeebaltlv SFS[D(3,1)(2,1)] fLLQcadedeebaetqs SFS[D(3,1)(2,1)] fLLQcadedeebaatag SFS[D(3,1)(2,1)] fLLQcadedeebulqmv reducible fLLQcadedeebaxttf reducible fLLQcadedeebutqpf SFS[D(3,1)(2,1)] fLLQcadedeebutqpw toroidal fLLQcadedeebutqpn SFS[D(3,1)(2,1)] fLLQcadedeebaxltb SFS[D(2,1)(2,1)] fLLQcadedeebuaqqg SFS[D(3,1)(2,1)] fLLQcadedeebaials SFS[D(2,1)(2,1)] fLLQcadedeeblllav SFS[D(2,1)(2,1)] fLLQcadedeebatulc reducible fLLQcadedeebldtqo SFS[D(3,1)(2,1)] fLLQcadedeebitulc SFS[D(3,1)(2,1)] fLLQcadedeebaautj SFS[D(3,1)(2,1)] fLLQcadedeebaautn SFS[D(3,1)(2,1)] fLLQcadedeebaluaw SFS[D(3,1)(2,1)] fLLQcadedeebetuln SFS[D(3,1)(2,1)] fLLQcadedeebldlan reducible fLLQcadedeebhhdib reducible fLLQcadedeebautlk SFS[D(3,1)(2,1)] fLLQcadedeebhtpdf SFS[D(3,1)(2,1)] fLLQcadedeebaetts reducible fLLQcadedeebahtab SFS[D(3,1)(2,1)] fLLQcadedeebahlab SFS[D(3,1)(2,1)] fLLQcadedeebeepts SFS[D(3,1)(2,1)] fLLQcadedeebitqpc SFS[D(3,1)(2,1)] fLLQcadedeebhhdpw SFS[D(2,1)(2,1)] fLLQcadedeebahlpw SFS[D(2,1)(2,1)] fLLQcadedeebaeums SFS[D(3,1)(2,1)] fLLQcadedeebaeumc reducible fLLQcadedeebaeumr SFS[D(3,1)(2,1)] fLLQcadedeebauuqk SFS[D(3,1)(2,1)] fLLQcadedeeblddqn reducible fLLQcadedeebiuuqk SFS[D(3,1)(2,1)] fLLQcadedeebheumf SFS[D(3,1)(2,1)] fLLQcadedeebeuuqv SFS[D(3,1)(2,1)] fLLQcadedeeblddac reducible fLLQcadedeebhuuqv SFS[D(3,1)(2,1)] fLLQcadedeebihlib SFS[D(3,1)(2,1)] fLLQcadedeebattqf SFS[D(3,1)(2,1)] fLLQcadedeebiulxk SFS[D(3,1)(2,1)] fLLQcadedeebillxv SFS[D(3,1)(2,1)] fLLQcadedeeballpv SFS[D(3,1)(2,1)] fLLQcadedeebillps SFS[D(2,1)(2,1)] fLLQcadedeebillpv toroidal fLLQcadedeebaalmg SFS[D(3,1)(2,1)] fLLQcadedeebatlqc SFS[D(2,1)(2,1)] fLLQcadedeebatlqf toroidal fLLQcadedeebatlqb SFS[D(2,1)(2,1)] fLLQcadedeebields reducible fLLQcadedeebieads SFS[D(3,1)(2,1)] fLLQcadedeebietds SFS[D(3,1)(2,1)] fLLQcadedeebetpqf reducible fLLQcadedeebhtpqf SFS[D(3,1)(2,1)] fLLQcadedeebataqf SFS[D(3,1)(2,1)] fLLQcadedeebhuqdr SFS[D(3,1)(2,1)] fLLQcadedeebhaqqg reducible fLLQcadedeebaxaqb SFS[D(2,1)(2,1)] fLLQcadedeebatixc reducible fLLQcadedeebattxk SFS[D(2,1)(2,1)] fLLQcadedeebmatds SFS[D(2,1)(2,1)] fLLQcadedeebpeadg SFS[D(2,1)(2,1)] fLLQcadedeebulhmc SFS[D(2,1)(2,1)] fLLQcadedeebautxk toroidal fLLQcadedeebmetds toroidal fLLQcadedeebaetds SFS[D(3,1)(2,1)] fLLQcadedeebahtib SFS[D(3,1)(2,1)] fLLQcadedeebmulxk reducible fLLQcadedeebaulxk SFS[D(3,1)(2,1)] fLLQcadedeebmelds SFS[D(3,1)(2,1)] fLLQcadedeebaelds SFS[D(3,1)(2,1)] fLLQcadedeebmhlib SFS[D(3,1)(2,1)] fLLQcadedeebahlic reducible fLLQcadedeebahlif reducible fLLQcadedeebmuuxc SFS[D(2,1)(2,1)] fLLQcadedeebuepdv SFS[D(2,1)(2,1)] fLLQcadedeebuepds toroidal fLLQcadedeebauaxk SFS[D(3,1)(2,1)] fLLQcadedeebmeads SFS[D(3,1)(2,1)] fLLQcadedeebaeads reducible fLLQcadedeebahaib SFS[D(3,1)(2,1)] fLLQcadedeebalqmw SFS[D(3,1)(2,1)] fLLQcadedeebahuiw SFS[D(2,1)(2,1)] fLLQcadedeebaiiio T2xI fLLQcadedeebatqtk SFS[D(2,1)(2,1)] fLLQcadedeebatudk SFS[D(2,1)(2,1)] fLLQcadedeebaitif SFS[D(2,1)(2,1)] fLLQcadedeebatqpc reducible fLLQcadedeebauixc reducible fLLQcadedeebaaqqb reducible fLLQcadedeebaaqqn SFS[D(3,1)(2,1)] fLLQcadedeebaaqqj SFS[D(3,1)(2,1)] fLLQcadedeebaeudn SFS[D(2,1)(2,1)] fLLQcadedeebaaqar SFS[D(2,1)(2,1)] fLLQcadedeebaauir SFS[D(2,1)(2,1)] fLLQcadedeebattdf SFS[D(3,1)(2,1)] fLLQcadedeebmllxv reducible fLLQcadedeeballxv SFS[D(3,1)(2,1)] fLLQcadedeebaalig reducible fLLQcadedeebatldf SFS[D(3,1)(2,1)] fLLQcadedeebetpdf SFS[D(3,1)(2,1)] fLLQcadedeebatadf reducible fLLQcadedeebeaqqg SFS[D(3,1)(2,1)] fLAPcbbceeeaicsgn SFS[D(3,1)(2,1)] fLAPcbbceeeaicnvn SFS[D(3,1)(2,1)] fLAPcbbceeeaicnfw reducible fLAPcbbceeeaicvvj reducible fLAPcbbceeeaicvvr reducible fLAPcbbceeeaicbvv SFS[D(3,1)(3,2)] fLAPcbbceeeaicvfv SFS[D(3,1)(3,1)] fLAPcbbceeeaicbgv SFS[D(3,1)(3,1)] fLAPcbbceeeaicbfv toroidal fLAPcbbceeeaicovv SFS[D(3,1)(3,1)] fLAPcbbceeeaicogv reducible fLAPcbbceeeaicofv SFS[D(3,1)(3,2)] fLAPcbbceeeaicvkk SFS[D(3,1)(2,1)] fLAPcbbceeeaicowk SFS[D(3,1)(2,1)] fLAPcbbceeeaicbks reducible fLAPcbbceeeaicwsv SFS[A(3,1)] fLAPcbbceeeaicccv reducible fLAPcbbceeeaijwsv toroidal fLAPcbbceeeaikron SFS[A(3,1)] fLAPcbbceeeaifgbf toroidal fLAPcbbceeeaifowo toroidal fLAPcbbceeeaifoko toroidal fLAPcbbceeeaifvoc toroidal fLAPcbbceeeaifboc toroidal fLAPcbbceeeaifbog toroidal fLAPcbbceeeaifojj reducible fLAPcbbceeeaifbnj toroidal fLAPcbbceeeadkvvr toroidal fLAPcbbceeeadgowo toroidal fLAPcbbceeeaifsrc toroidal fLAPcbbceeeadkvvj toroidal fLAPcbbceeeadgoko toroidal fLAPcbbceeeaiffcv toroidal fLAPcbbceeeaifron toroidal fLAPcbbceeeaiffof toroidal fLAPcbbceeeaisjnb toroidal fLAPcbbceeeainjnb SFS[A(3,1)] fLAPcbbceeeaqkbfv toroidal fLAPcbbceeeaqkogv reducible fLAPcbbceeeaqoboc toroidal fLAPcbbceeeaqkbgv SFS[D(3,1)(2,1)] fLAPcbbceeeaqobog toroidal fLAPcbbceeeadjrgw SFS[D(2,1)(2,1)] fLAPcbbceeeadjbjn T2xI fLAPcbbceeeadjgwr SFS[D(2,1)(2,1)] fLAPcbbceeeadjjnb SFS[A(2,1)] fLAPcbbceeeadjksb SFS[A(2,1)] fLAPcbbceeeadjksk T2xI fLAPcbbceeeadjkss T2xI fLAPcbbceeeadgfof toroidal fLAPcbbceeeadkccv toroidal fLAPcbbceeeadoron SFS[A(2,1)] fLAPcbbceeeadswsv SFS[A(2,1)] fLAPcbbceeeadbjrv reducible fLAPcbbceeeaqjjnb toroidal fLAPcbbceeeaqbwsv SFS[A(2,1)] fLAPcbbceeeaqknvn SFS[D(2,1)(2,1)] fLAPcbbceeeaqkowk SFS[D(2,1)(2,1)] fLAPcbbceeeaqkbks reducible fLAPcbbceeeaqkwsv SFS[A(2,1)] fLAPcbbceeeaqkccv reducible fLAPcbbceeeaqobnj toroidal fLAPcbbceeeaqofcv toroidal fLAPcbbceeeaqoron toroidal fLAPcbbceeeaqofof toroidal fLAPcbbceeeemkjnb m202(0,0)(0,0) fLAPcbbceeedhwwsv m125(0,0)(0,0) fLAPcbbceeedhrron m125(0,0)(0,0) fLAPcbbceeedhgjnb m125(0,0)(0,0) fLAPcbbceeeduwwsv toroidal fLAPcbbceeedurron toroidal fLAPcbbceeedugjnb toroidal fLAPcbbceeederron toroidal fLAPcbbceeedecjrv reducible fLAPcbbceeedegbjn SFS[A(2,1)] fLAPcbbceeedeggwr toroidal fLAPcbbceeedegjnb toroidal fLAPcbbceeedegksb toroidal fLAPcbcceeeahrnrr SFS[D(4,3)(3,1)] fLAPcbcceeeaernrr toroidal fLAPcbcceeeemkgkk toroidal fLAPcbcceeeapkkkw SFS[D(5,2)(3,1)] fLAPcbcceeedigggc SFS[D(3,1)(2,1)] fLAPcbcceeeaajgjj SFS[D(4,3)(3,1)] fLAPcbcceeeaijjjb toroidal fLAPcbcceeeaisvss SFS[D(5,2)(3,1)] fLAPcbcceeeapkkko SFS[D(5,3)(3,1)] fLAPcbcceeeaerorr toroidal fLAPcbcceeeahrorr SFS[D(4,1)(3,1)] fLAPcbcceeeapkjkk SFS[D(5,3)(3,1)] fLAPcbcceeeemkjkk toroidal fLAPcbcceeedigggo SFS[D(3,1)(2,1)] fLAPcbcceeeaisssc SFS[D(5,3)(3,1)] fLAPcbcceeedpfffn toroidal fLAPcbcceeedunnnw SFS[D(4,1)(3,1)] fLAPcbcceeeahrrrs toroidal fLAPcbcceeeaiswss SFS[D(5,3)(3,1)] fLAPcbcceeedunnnf SFS[D(4,3)(3,1)] fLAPcbcceeeepbbvb reducible fLAPcbcceeeaijjjn toroidal fLAPcbcceeedpfffw toroidal fLAPcbcceeeapkgkk SFS[D(5,2)(3,1)] fLAPcbcceeeaajjjn SFS[D(4,1)(3,1)] fLAPcbcceeeahrrrc toroidal fLAPcbcceeeaisssr SFS[D(5,2)(3,1)] fLAPcbcceeeepbbob reducible fLAPcbcceeeaicjjb reducible fLAPcbcceeedprffn toroidal fLAPcbcceeedusnnw SFS[D(8,3)(3,1)] fLAPcbcceeedpkbff SFS[D(8,3)(3,1)] fLAPcbcceeeainwss SFS[D(4,3)(3,1)] fLAPcbcceeedugnnf toroidal fLAPcbcceeeepjbvb toroidal fLAPcbcceeeaiwjjn toroidal fLAPcbcceeedpkffw toroidal fLAPcbcceeeaanssr SFS[D(5,2)(3,1)] fLAPcbcceeeainssr toroidal fLAPcbcceeeaicgjj SFS[D(3,1)(2,1)] fLAPcbcceeeepnbob toroidal fLAPcbcceeedprcff SFS[D(7,4)(3,1)] fLAPcbcceeeaanssc SFS[D(5,3)(3,1)] fLAPcbcceeeaiwjjb toroidal fLAPcbcceeeainvss SFS[D(4,1)(3,1)] fLAPcbcceeeainssc toroidal fLAPcbcceeedpkffn toroidal fLAPcbcceeedugnnw toroidal fLAPcbcceeedprbff SFS[D(7,3)(3,1)] fLAPcbcceeedusnnf SFS[D(8,3)(3,1)] fLAPcbcceeeepnbvb toroidal fLAPcbcceeeaicjjn reducible fLAPcbcceeedprffw toroidal fLAPcbcceeeaickjj SFS[D(3,1)(2,1)] fLAPcbcceeeepjbob toroidal fLAPcbcceeedpkcff SFS[D(8,3)(3,1)] fLAPcbcceeeemksns toroidal fLAPcbcceeeapksns SFS[D(4,3)(3,1)] fLAPcbcceeedmgvbv SFS[D(8,3)(3,1)] fLAPcbcceeeapcovo SFS[D(3,1)(2,1)] fLAPcbcceeedmgbff SFS[D(7,2)(3,1)] fLAPcbcceeedigbff SFS[D(5,1)(3,1)] fLAPcbcceeeapcnoo SFS[D(3,1)(2,1)] fLAPcbcceeeemkbbn toroidal fLAPcbcceeedmgfrf SFS[D(7,2)(3,1)] fLAPcbcceeedmgvvr SFS[D(8,3)(3,1)] fLAPcbcceeedigvbv SFS[D(7,3)(3,1)] fLAPcbcceeeapkvss SFS[D(4,3)(3,1)] fLAPcbcceeeaajorr SFS[D(5,3)(3,1)] fLAPcbcceeeaankfk SFS[D(4,3)(3,1)] fLAPcbcceeehhrvww toroidal fLAPcbcceeeaajwvv toroidal fLAPcbcceeedmgffn toroidal fLAPcbcceeeapcoow reducible fLAPcbcceeedigffn toroidal fLAPcbcceeedmgsvv toroidal fLAPcbcceeedigsvv SFS[D(7,2)(3,1)] fLAPcbcceeeemkwss toroidal fLAPcbcceeeaajrrc SFS[D(5,3)(3,1)] fLAPcbcceeeapkssr toroidal fLAPcbcceeeemkbob toroidal fLAPcbcceeeapkfbb toroidal fLAPcbcceeehhrwwf toroidal fLAPcbcceeeaangkk toroidal fLAPcbcceeeaanbbn toroidal fLAPcbcceeeemkkkw toroidal fLAPcbcceeedmggng toroidal fLAPcbcceeediggng toroidal fLAPcbcceeeaajjwj toroidal fLAPcbcceeeapkkfk SFS[D(5,2)(3,1)] fLAPcbcceeeemkkko toroidal fLAPcbcceeedmggsg toroidal fLAPcbcceeediggsg toroidal fLAPcbcceeeaissns SFS[D(5,2)(3,1)] fLAPcbcceeedpffkf toroidal fLAPcbcceeedunngn toroidal fLAPcbcceeeahrrfr SFS[D(4,1)(3,1)] fLAPcbcceeedpffrf toroidal fLAPcbcceeeaissgs SFS[D(5,3)(3,1)] fLAPcbcceeedunnsn toroidal fLAPcbcceeeepbbbn toroidal fLAPcbcceeeapkkrk SFS[D(5,3)(3,1)] fLAPcbcceeeaajjcj toroidal fLAPcbcceeeahrrkr SFS[D(4,3)(3,1)] fLAPcbcceeeepbbbj toroidal fLAPcbcceeedprfkf SFS[D(7,2)(3,1)] fLAPcbcceeedusngn toroidal fLAPcbcceeedpkfrf SFS[D(8,3)(3,1)] fLAPcbcceeeainsgs SFS[D(4,3)(3,1)] fLAPcbcceeedugnsn toroidal fLAPcbcceeeepjbbn SFS[D(7,3)(3,1)] fLAPcbcceeeaansgs SFS[D(5,3)(3,1)] fLAPcbcceeeaicjwj SFS[D(3,1)(2,1)] fLAPcbcceeeepnbbj SFS[D(5,1)(3,1)] fLAPcbcceeeaansns SFS[D(5,2)(3,1)] fLAPcbcceeeainsns SFS[D(4,1)(3,1)] fLAPcbcceeedpkfkf SFS[D(8,3)(3,1)] fLAPcbcceeedugngn toroidal fLAPcbcceeedprfrf SFS[D(7,5)(3,1)] fLAPcbcceeedusnsn toroidal fLAPcbcceeeepnbbn SFS[D(5,4)(3,1)] fLAPcbcceeeaicjcj SFS[D(3,1)(2,1)] fLAPcbcceeeepjbbj SFS[D(7,4)(3,1)] fLAPcbcceeeaajsvv toroidal fLAPcbcceeedmgffw toroidal fLAPcbcceeeapcook reducible fLAPcbcceeedigffw toroidal fLAPcbcceeedmgwvv toroidal fLAPcbcceeedigwvv SFS[D(7,5)(3,1)] fLAPcbcceeeemkvss toroidal fLAPcbcceeeaajrrs SFS[D(5,2)(3,1)] fLAPcbcceeeapkssc toroidal fLAPcbcceeeemkbvb toroidal fLAPcbcceeeapkcbb toroidal fLAPcbcceeehhrwwn toroidal fLAPcbcceeeaanjkk toroidal fLAPcbcceeeaanbbj toroidal fLAPcbcceeeapkwss SFS[D(4,1)(3,1)] fLAPcbcceeeaajnrr SFS[D(5,2)(3,1)] fLAPcbcceeedmgvvj SFS[D(8,3)(3,1)] fLAPcbcceeedigvov SFS[D(7,4)(3,1)] fLAPcbcceeeapcobo SFS[D(3,1)(2,1)] fLAPcbcceeedmgcff SFS[D(7,5)(3,1)] fLAPcbcceeedigcff SFS[D(5,4)(3,1)] fLAPcbcceeeemkbbj toroidal fLAPcbcceeedmgfkf SFS[D(7,5)(3,1)] fLAPcbcceeeapcroo SFS[D(3,1)(2,1)] fLAPcbcceeeemksgs toroidal fLAPcbcceeeapksgs SFS[D(4,1)(3,1)] fLAPcbcceeedmgvov SFS[D(8,3)(3,1)] fLAPcbcceeehhrsww toroidal fLAPcbcceeeaankkw SFS[D(4,1)(3,1)] fLAPcbcceeeaegjgv SFS[D(2,1)(2,1)] fLAPcbcceeeaacnrs SFS[D(2,1)(2,1)] fLAPcbcceeeaacjwn SFS[D(2,1)(2,1)] fLAPcbcceeeaigsnr SFS[D(2,1)(2,1)] fLAPcbcceeeaickwj toroidal fLAPcbcceeeaicgcj reducible fLAPcbcceeeaicgwj SFS[D(3,1)(2,1)] fLAPcbcceeeaickcj SFS[D(3,1)(2,1)] fLAPcbcceeeaegogc T2xI fLAPcbcceeehhnjnb m129(0,0)(0,0) fLAPcbcceeeahgogc T2xI fLAPcbcceeemejrvj m129(0,0)(0,0) fLAPcbcceeehhsjnb m292(0,0)(0,0) fLAPcbcceeehhgjnb toroidal fLAPcbcceeeahgcog SFS[A(2,1)] fLAPcbcceeeahggco T2xI fLAPcbcceeeaekrvj SFS[A(2,1)] fLAPcbcceeeahncog SFS[A(2,1)] fLAPcbcceeeahscog toroidal fLAPcbcceeehhgbjn SFS[A(3,1)] fLAPcbcceeeaigsbk T2xI fLAPcbcceeeaicrvj SFS[A(2,1)] fLAPcbcceeeaacjrv T2xI fLAPcbcceeehhgrgw toroidal fLAPcbcceeeaackcn SFS[D(2,1)(2,1)] fLAPcbcceeeahgbwr SFS[D(2,1)(2,1)] fLAPcbcceeeahgrbw SFS[D(2,1)(2,1)] fLAPcbcceeeaacnkc SFS[D(2,1)(2,1)] fLAPcbcceeehhggwr toroidal fLAPcbcceeehhkrff toroidal fLAPcbcceeeaajwcc SFS[D(4,1)(2,1)] fLAPcbcceeehljcww SFS[D(5,2)(2,1)] fLAPcbcceeepenggs SFS[D(4,1)(2,1)] fLAPcbcceeehljccw SFS[D(5,2)(2,1)] fLAPcbcceeepengss SFS[D(4,1)(2,1)] fLAPcbcceeedigssn SFS[D(2,1)(2,1)] fLAPcbcceeehhkrrf toroidal fLAPcbcceeedigsnn SFS[D(2,1)(2,1)] fLAPcbcceeeemkwoo toroidal fLAPcbcceeeaajwwc SFS[D(4,1)(2,1)] fLAPcbcceeeapkffr SFS[D(5,2)(2,1)] fLAPcbcceeeemkwow toroidal fLAPcbcceeeapkfrr SFS[D(5,2)(2,1)] fLAPcbcceeepegggs m004(0,0) fLAPcbcceeepesgss m015(0,0) fLAPcbcceeeaangnn SFS[D(5,2)(2,1)] fLAPcbcceeeaanggn SFS[D(5,2)(2,1)] fLAPcbcceeepesggs m015(0,0) fLAPcbcceeepeggss m004(0,0) fLAPcbcceeeehkrsr m007(0,0) fLAPcbcceeehegfcf SFS[D(3,1)(3,2)] fLAPcbcceeehhgfcf reducible fLAPcbcceeedhgoov SFS[D(3,1)(3,1)] fLAPcbcceeeaeskwk SFS[D(5,2)(2,1)] fLAPcbcceeeahfwcc toroidal fLAPcbcceeeahksws SFS[D(4,1)(2,1)] fLAPcbcceeeeeknns m015(0,0) fLAPcbcceeeaenkwk SFS[D(4,1)(2,1)] fLAPcbcceeedegrvr m004(0,0) fLAPcbcceeehhgccf reducible fLAPcbcceeehegccf SFS[D(3,1)(3,2)] fLAPcbcceeeaeskww SFS[D(5,2)(2,1)] fLAPcbcceeeahkwws SFS[D(4,1)(2,1)] fLAPcbcceeedhgovv SFS[D(3,1)(3,1)] fLAPcbcceeeehkrss m007(0,0) fLAPcbcceeeahfwwc toroidal fLAPcbcceeeaenkww SFS[D(4,1)(2,1)] fLAPcbcceeeeeknss m015(0,0) fLAPcbcceeedegrvv m004(0,0) fLAPcbcceeeaajscs SFS[D(5,2)(2,1)] fLAPcbcceeedmgwsw SFS[D(8,3)(2,1)] fLAPcbcceeedigwsw SFS[D(7,3)(2,1)] fLAPcbcceeeapckwk SFS[D(2,1)(2,1)] fLAPcbcceeedmgwnw SFS[D(7,2)(2,1)] fLAPcbcceeedigwnw SFS[D(5,1)(2,1)] fLAPcbcceeeemkvvo toroidal fLAPcbcceeeemkvvw toroidal fLAPcbcceeeapkcrc SFS[D(4,1)(2,1)] fLAPcbcceeeaanjgj SFS[D(4,1)(2,1)] fLAPcbcceeehhfnrn m009(0,0) fLAPcbcceeehhgksk SFS[A(3,1)] fLAPcbcceeeahgfvv T2xI fLAPcbcceeeahgfvf T2xI fLAPcbcceeeaajscc SFS[D(5,2)(2,1)] fLAPcbcceeedmgssw SFS[D(8,3)(2,1)] fLAPcbcceeedigssw SFS[D(7,3)(2,1)] fLAPcbcceeeapckww SFS[D(2,1)(2,1)] fLAPcbcceeedmgwnn SFS[D(7,2)(2,1)] fLAPcbcceeedigwnn SFS[D(5,1)(2,1)] fLAPcbcceeeemkvoo toroidal fLAPcbcceeeemkwvw toroidal fLAPcbcceeeapkcrr SFS[D(4,1)(2,1)] fLAPcbcceeeaanggj SFS[D(4,1)(2,1)] fLAPcbcceeehhfrrn m009(0,0) fLAPcbcceeehhgkss SFS[A(3,1)] fLAPcbcceeeaajvcc toroidal fLAPcbcceeedmgssf toroidal fLAPcbcceeeapcjjo reducible fLAPcbcceeedigssf toroidal fLAPcbcceeedmgvnn toroidal fLAPcbcceeedigvnn SFS[D(7,2)(2,1)] fLAPcbcceeeemksoo toroidal fLAPcbcceeeaajwwr SFS[D(5,2)(2,1)] fLAPcbcceeeapkffs toroidal fLAPcbcceeeemkwbw toroidal fLAPcbcceeeapkbrr toroidal fLAPcbcceeehhrrrw toroidal fLAPcbcceeeaanknn toroidal fLAPcbcceeeaanggb toroidal fLAPcbcceeeapksoo SFS[D(4,1)(2,1)] fLAPcbcceeeaajgrg SFS[D(5,2)(2,1)] fLAPcbcceeedmgkkv SFS[D(8,3)(2,1)] fLAPcbcceeedigcvc SFS[D(7,3)(2,1)] fLAPcbcceeeapcfof SFS[D(2,1)(2,1)] fLAPcbcceeedmgfoo SFS[D(7,2)(2,1)] fLAPcbcceeedigfoo SFS[D(5,1)(2,1)] fLAPcbcceeeemkbrr toroidal fLAPcbcceeedmgjfj SFS[D(7,2)(2,1)] fLAPcbcceeeapcoss SFS[D(2,1)(2,1)] fLAPcbcceeeemkffs toroidal fLAPcbcceeeapkjsj SFS[D(4,1)(2,1)] fLAPcbcceeedmgcvc SFS[D(8,3)(2,1)] fLAPcbcceeehhrgwg toroidal fLAPcbcceeeaanckc SFS[D(4,1)(2,1)] fLAPcbcceeeahrrbb SFS[D(4,1)(2,1)] fLAPcbcceeeaerrbb toroidal fLAPcbcceeeemkckc toroidal fLAPcbcceeeapkvvk SFS[D(5,2)(2,1)] fLAPcbcceeedigbbg SFS[D(2,1)(2,1)] fLAPcbcceeeaisffs SFS[D(5,2)(2,1)] fLAPcbcceeedpfssf toroidal fLAPcbcceeedunccn SFS[D(4,1)(2,1)] fLAPcbcceeeahrwwr toroidal fLAPcbcceeeaissoo SFS[D(5,2)(2,1)] fLAPcbcceeeaijooj toroidal fLAPcbcceeeapkknn SFS[D(5,2)(2,1)] fLAPcbcceeeaajjff SFS[D(4,1)(2,1)] fLAPcbcceeeepbbrr reducible fLAPcbcceeeaanffs SFS[D(5,2)(2,1)] fLAPcbcceeeaiwooj toroidal fLAPcbcceeeainsoo SFS[D(4,1)(2,1)] fLAPcbcceeeainffs toroidal fLAPcbcceeedpkssf toroidal fLAPcbcceeedugccn toroidal fLAPcbcceeedprfoo SFS[D(7,3)(2,1)] fLAPcbcceeedusccn SFS[D(8,3)(2,1)] fLAPcbcceeeepnbrr toroidal fLAPcbcceeeaicooj reducible fLAPcbcceeedprssf toroidal fLAPcbcceeeaicjff SFS[D(2,1)(2,1)] fLAPcbcceeeepjbrr toroidal fLAPcbcceeedpkfoo SFS[D(8,3)(2,1)] fLAPcbcceeeepbggb toroidal fLAPcbcceeeahrgrg SFS[D(4,1)(2,1)] fLAPcbcceeeaisjsj SFS[D(5,2)(2,1)] fLAPcbcceeedpfjfj toroidal fLAPcbcceeedunknk toroidal fLAPcbcceeedmgwgw toroidal fLAPcbcceeedigwgw toroidal fLAPcbcceeeaajsjs toroidal fLAPcbcceeeemkvvk toroidal fLAPcbcceeeapkckc SFS[D(5,2)(2,1)] fLAPcbcceeeepnggb SFS[D(5,1)(2,1)] fLAPcbcceeedpkjfj SFS[D(8,3)(2,1)] fLAPcbcceeeainjsj SFS[D(4,1)(2,1)] fLAPcbcceeedugknk toroidal fLAPcbcceeeaanjsj SFS[D(5,2)(2,1)] fLAPcbcceeeepjggb SFS[D(7,3)(2,1)] fLAPcbcceeedprjfj SFS[D(7,2)(2,1)] fLAPcbcceeedusknk toroidal fLAPcbcceeeaicsjs SFS[D(2,1)(2,1)] fLAPcbcceeeaajwcs m016(0,0) fLAPcbcceeedmgwsn m119(0,0) fLAPcbcceeedigwsn m069(0,0) fLAPcbcceeedmgsnw m118(0,0) fLAPcbcceeedigsnw m070(0,0) fLAPcbcceeeemkwvo toroidal fLAPcbcceeeaajswc m017(0,0) fLAPcbcceeeapkcfr m016(0,0) fLAPcbcceeeemkvow toroidal fLAPcbcceeeapkfrc m017(0,0) fLAPcbcceeeaangnj m016(0,0) fLAPcbcceeeaanjgn m017(0,0) fLAPcbcceeeaajwcr m019(0,0) fLAPcbcceeedmgvsn m060(0,0) fLAPcbcceeedigvsn m043(0,0) fLAPcbcceeeapcjwo SFS[D(3,1)(2,1)] fLAPcbcceeedmgsnf m052(0,0) fLAPcbcceeedigsnf m026(0,0) fLAPcbcceeeemkwbo toroidal fLAPcbcceeeaajvwc m003(0,0) fLAPcbcceeeapkbfr toroidal fLAPcbcceeeemksow toroidal fLAPcbcceeeapkfrs m011(0,0) fLAPcbcceeeaangnb toroidal fLAPcbcceeeaankgn m011(0,0) fLAPcbcceeeaacvwc SFS[D(3,1)(2,1)] fLAPcbcceeeaajvcs toroidal fLAPcbcceeedmgwsf m055(0,0) fLAPcbcceeeapckjo SFS[D(3,1)(2,1)] fLAPcbcceeedigwsf m027(0,0) fLAPcbcceeedmgvnw m064(0,0) fLAPcbcceeedigvnw m044(0,0) fLAPcbcceeeemksvo toroidal fLAPcbcceeeaajswr m016(0,0) fLAPcbcceeeapkcfs m006(0,0) fLAPcbcceeeemkvbw toroidal fLAPcbcceeeapkbrc m003(0,0) fLAPcbcceeeaacvcs SFS[D(3,1)(2,1)] fLAPcbcceeeaanknj m006(0,0) fLAPcbcceeeaanjgb m003(0,0) fLAPcbcceeeaajsjc m011(0,0) fLAPcbcceeedmgsgw m016(0,0) fLAPcbcceeedigsgw m006(0,0) fLAPcbcceeedmgwgn m019(0,0) fLAPcbcceeedigwgn m011(0,0) fLAPcbcceeeemkvok toroidal fLAPcbcceeeaajwjs m006(0,0) fLAPcbcceeeapkfkc m016(0,0) fLAPcbcceeeemkwvk toroidal fLAPcbcceeeapkckr m019(0,0) fLAPcbcceeeaanjsn m016(0,0) fLAPcbcceeeaangsj m019(0,0) fLAPcbcceeeaajvcr toroidal fLAPcbcceeedmgvsf toroidal fLAPcbcceeeapcgjo SFS[D(3,1)(2,1)] fLAPcbcceeedigvsf toroidal fLAPcbcceeeapcgwo SFS[D(3,1)(2,1)] fLAPcbcceeedmgvnf toroidal fLAPcbcceeedigvnf toroidal fLAPcbcceeeemksbo toroidal fLAPcbcceeeaajvwr toroidal fLAPcbcceeeapkbfs SFS[D(3,1)(2,1)] fLAPcbcceeeemksbw toroidal fLAPcbcceeeapkbrs SFS[D(3,1)(2,1)] fLAPcbcceeeaacvcr SFS[D(3,1)(2,1)] fLAPcbcceeeaanknb SFS[D(3,1)(2,1)] fLAPcbcceeeaankgb SFS[D(3,1)(2,1)] fLAPcbcceeeaacvwr SFS[D(3,1)(2,1)] fLAPcbcceeeaajvjs SFS[D(3,1)(2,1)] fLAPcbcceeedmgwgf toroidal fLAPcbcceeeapckco SFS[D(3,1)(2,1)] fLAPcbcceeedigwgf SFS[D(3,1)(2,1)] fLAPcbcceeedmgvgw toroidal fLAPcbcceeedigvgw toroidal fLAPcbcceeeemksvk toroidal fLAPcbcceeeaajsjr toroidal fLAPcbcceeeapkcks toroidal fLAPcbcceeeemkvbk toroidal fLAPcbcceeeapkbkc toroidal fLAPcbcceeeaacvjs SFS[D(3,1)(2,1)] fLAPcbcceeeaanksj toroidal fLAPcbcceeeaanjsb toroidal fLAPcbcceeeaajvjc SFS[D(3,1)(2,1)] fLAPcbcceeedmgsgf toroidal fLAPcbcceeeapcjco SFS[D(3,1)(2,1)] fLAPcbcceeedigsgf SFS[D(3,1)(2,1)] fLAPcbcceeedmgvgn toroidal fLAPcbcceeedigvgn toroidal fLAPcbcceeeemksok toroidal fLAPcbcceeeaajwjr toroidal fLAPcbcceeeapkfks toroidal fLAPcbcceeeemkwbk toroidal fLAPcbcceeeapkbkr toroidal fLAPcbcceeeaacvjc SFS[D(3,1)(2,1)] fLAPcbcceeeaanksn toroidal fLAPcbcceeeaangsb toroidal fLAPcbcceeeaajscr toroidal fLAPcbcceeedmgvsw toroidal fLAPcbcceeedigvsw toroidal fLAPcbcceeeapckwo toroidal fLAPcbcceeedmgwnf toroidal fLAPcbcceeedigwnf toroidal fLAPcbcceeeemkvbo toroidal fLAPcbcceeeaajvws SFS[D(3,1)(2,1)] fLAPcbcceeeapkbfc SFS[D(3,1)(2,1)] fLAPcbcceeeemksvw toroidal fLAPcbcceeeapkcrs toroidal fLAPcbcceeeaicscr SFS[D(2,1)(2,1)] fLAPcbcceeeapwkwo SFS[D(3,1)(2,1)] fLAPcbcceeeaanjnb SFS[D(3,1)(2,1)] fLAPcbcceeeapfbfc reducible fLAPcbcceeeaankgj toroidal fLAPcbcceeeaigjnb reducible fLAPcbcceeehhforn toroidal fLAPcbcceeeapjkwo SFS[D(3,1)(2,1)] fLAPcbcceeeaprbfc SFS[D(3,1)(2,1)] fLAPcbcceeeaicvws reducible fLAPcbcceeehhgksb toroidal fLAPcbcceeeahgfvg SFS[A(2,1)] fLAPcbcceeeaefron reducible fLAPcbcceeeaegbov reducible fLAPcbcceeeaegjcw reducible fLAPcbcceeeaigfkr reducible fLAPcbcceeedegrvj toroidal fLAPcbcceeeeekngs toroidal fLAPcbcceeeaenkwo toroidal fLAPcbcceeeaickrf reducible fLAPcbcceeeahfwjc toroidal fLAPcbcceeeehkrsc toroidal fLAPcbcceeedhgobv toroidal fLAPcbcceeehhgbcf reducible fLAPcbcceeehegbcf toroidal fLAPcbcceeeaicgfv SFS[D(2,1)(2,1)] fLAPcbcceeeahkvws toroidal fLAPcbcceeeaeskwo toroidal fLAPcbcceeehljcjw toroidal fLAPcbcceeepengns toroidal fLAPcbcceeedmgsgn SFS[D(5,2)(2,1)] fLAPcbcceeedigsgn toroidal fLAPcbcceeeehjnbj SFS[D(4,1)(2,1)] fLAPcbcceeehhkrkf toroidal fLAPcbcceeedhkrkf SFS[D(5,2)(2,1)] fLAPcbcceeeaajwjc toroidal fLAPcbcceeeemkwok toroidal fLAPcbcceeeapkfkr toroidal fLAPcbcceeeaangsn toroidal fLAPcbcceeepesgns toroidal fLAPcbcceeepeggns toroidal fLMPcbcdeeeaeeajk SFS[D(5,2)(2,1)] fLMPcbcdeeeaeehvn toroidal fLMPcbcdeeeaaemss SFS[D(4,1)(2,1)] fLMPcbcdeeeaehqvk m007(0,0) fLMPcbcdeeeaaehnn SFS[D(5,2)(2,1)] fLMPcbcdeeeaehajk toroidal fLMPcbcdeeeaemhgb SFS[D(3,1)(3,1)] fLMPcbcdeeeaemagv SFS[D(2,1)(2,1)] fLMPcbcdeeeaaahjv SFS[D(5,2)(2,1)] fLMPcbcdeeeaaemvs m015(0,0) fLMPcbcdeeeaaamrj SFS[D(4,1)(2,1)] fLMPcbcdeeeaaedow m015(0,0) fLMPcbcdeeeaaedgs m004(0,0) fLMPcbcdeeeaaemws m004(0,0) fLMPcbcdeeeaaehgb SFS[D(3,1)(3,2)] fLMPcbcdeeeaeiqvv SFS[D(4,1)(2,1)] fLMPcbcdeeeaeihgb reducible fLMPcbcdeeeahhhjc SFS[D(5,2)(2,1)] fLMPcbcdeeeahhhkc toroidal fLMPcbcdeeeahhaof toroidal fLMPcbcdeeeahhqrg SFS[D(4,1)(2,1)] fLMPcbcdeeeahhajs toroidal fLMPcbcdeeeahhhvn toroidal fLMPcbcdeeeaahxoo SFS[D(4,1)(2,1)] fLMPcbcdeeeahhhjo SFS[D(4,1)(2,1)] fLMPcbcdeeeaaahos toroidal fLMPcbcdeeeaahhgs SFS[D(3,1)(3,2)] fLMPcbcdeeeaahxrg m009(0,0) fLMPcbcdeeeaaahkv SFS[D(4,1)(2,1)] fLMPcbcdeeeaahhjs m010(0,0) fLMPcbcdeeeaahhjk m007(0,0) fLMPcbcdeeeaahxnc m010(0,0) fLMPcbcdeeeaahhof m009(0,0) fLMPcbcdeeeaahhgk SFS[D(3,1)(3,1)] fLMPcbcdeeeaaahjf toroidal fLMPcbcdeeeahxhjf m009(0,0) fLMPcbcdeeeaahhkk toroidal fLMPcbcdeeeahxhbw m010(0,0) fLMPcbcdeeeahxqfo toroidal fLMPcbcdeeeahxhrg m009(0,0) fLMPcbcdeeeahxqjs toroidal fLMPcbcdeeeaahhnn toroidal fLMPcbcdeeeahxarb SFS[D(4,1)(2,1)] fLMPcbcdeeeahxhso m010(0,0) fLMPcbcdeeeahxagw SFS[D(4,1)(2,1)] fLMPcbcdeeeahihgb SFS[D(3,1)(3,1)] fLMPcbcdeeeahimgg SFS[D(2,1)(2,1)] fLMPcbcdeeeaipxvc toroidal fLMPcbcdeeeaiphvn m010(0,0) fLMPcbcdeeeaiuhgb SFS[D(3,1)(3,2)] fLMPcbcdeeeaahdgb SFS[D(3,1)(3,1)] fLMPcbcdeeeaahenc m007(0,0) fLMPcbcdeeeahhajk SFS[D(5,2)(2,1)] fLMPcbcdeeeahmhss SFS[D(5,2)(2,1)] fLMPcbcdeeeahmhgb SFS[D(3,1)(3,2)] fLMPcbcdeeedhhhgb SFS[D(5,1)(3,1)] fLMPcbcdeeedxqxbw m078(0,0) fLMPcbcdeeehhhhvc m039(0,0) fLMPcbcdeeehhhqrb m234(0,0) fLMPcbcdeeehhhhkn m040(0,0) fLMPcbcdeeehhhqwg m235(0,0) fLMPcbcdeeehhqqnk m370(0,0) fLMPcbcdeeehhqqvc m369(0,0) fLMPcbcdeeehehhgb SFS[D(5,4)(3,1)] fLLQcbeddeemaffdh toroidal fLLQcbeddeemabfxu m007(0,0) fLLQcbeddeemacfxu SFS[D(3,1)(3,1)] fLLQcbeddeemabgdh reducible fLLQcbeddeemacgdh SFS[D(3,1)(3,2)] fLLQcbeddeeaegkiu toroidal fLLQcbeddeeaejkiu SFS[D(7,2)(2,1)] fLLQcbeddeemabsle m015(0,0) fLLQcbeddeepafsiq m009(0,0) fLLQcbeddeeaeffih SFS[D(2,1)(2,1)] fLLQcbeddeeaebfpq SFS[D(7,2)(2,1)] fLLQcbeddeeaebfih SFS[D(5,1)(2,1)] fLLQcbeddeeaeffat T2xI fLLQcbeddeeaekfpx m004(0,0) fLLQcbeddeeaejfxt SFS[A(3,1)] fLLQcbededealjajd SFS[D(4,1)(2,1)] fLLQcbeddeemabslm SFS[D(4,1)(2,1)] fLLQcbeddeeaenrie SFS[D(2,1)(2,1)] fLLQcbeddeemabsxm SFS[D(5,2)(2,1)] fLLQcbeddeemafsxm SFS[D(4,1)(2,1)] fLLQcbeddeeaeggie SFS[D(5,2)(2,1)] fLLQcbeddeeaegvie SFS[D(4,1)(2,1)] fLLQcbeddeeaejfae T2xI fLLQcbeddeeaegfid SFS[D(8,3)(2,1)] fLLQcbeddeeaeggid SFS[D(4,1)(2,1)] fLLQcbeddeeaegvid toroidal fLLQcbeddeeaegfia SFS[D(7,3)(2,1)] fLLQcbeddeeaegvia SFS[D(8,3)(2,1)] fLLQcbeddeehacvxq toroidal fLLQcbeddeehaccxh toroidal fLLQcbededeahnift m015(0,0) fLLQcbededeahnint SFS[D(4,1)(2,1)] fLLQcbededeahniwt m004(0,0) fLLQcbeddeeahokll m004(0,0) fLLQcbeddeeahooll SFS[D(4,1)(2,1)] fLLQcbeddeeahowll m015(0,0) fLLQcbeddeeahcvxq toroidal fLLQcbededeaxgabx SFS[D(4,1)(2,1)] fLLQcbededeaxjasx toroidal fLLQcbeddeeahccxh SFS[D(4,1)(2,1)] fLLQcbeddeedarrxu SFS[D(4,1)(2,1)] fLLQcbededeamfqft SFS[D(5,2)(2,1)] fLLQcbeddeeeakkdu SFS[D(4,1)(2,1)] fLLQcbededeamgqrt SFS[D(3,1)(3,2)] fLLQcbeddeeainche reducible fLLQcbeddeedabsxd SFS[D(5,2)(2,1)] fLLQcbeddeedabrxd toroidal fLLQcbededeaioafd SFS[D(5,2)(2,1)] fLLQcbeddeeapjoep SFS[D(5,2)(2,1)] fLLQcbeddeeapjwhp SFS[D(5,2)(2,1)] fLLQcbeddeeapjohp toroidal fLLQcbeddeeaioohh SFS[D(5,2)(2,1)] fLLQcbeddeeaiooht SFS[D(4,1)(2,1)] fLLQcbeddeeapggeu SFS[D(4,1)(2,1)] fLLQcbeddeeapkvht reducible fLLQcbeddeeaibghh SFS[D(3,1)(3,2)] fLLQcbeddeeaijohi toroidal fLLQcbeddeeaijohq m007(0,0) fLLQcbeddeeaijohu SFS[D(3,1)(3,1)] fLLQcbededeamoqfm toroidal fLLQcbeddeeeajvda SFS[D(4,1)(2,1)] fLLQcbededeamoqfq SFS[D(3,1)(3,1)] fLLQcbeddeedakvpu m007(0,0) fLLQcbeddeeeansda SFS[D(4,1)(2,1)] fLLQcbeddeedansae m004(0,0) fLLQcbeddeeaiosxm SFS[D(3,1)(3,1)] fLLQcbeddeeaiosxq SFS[D(3,1)(3,2)] fLLQcbeddeeaiosxp toroidal fLLQcbededeaioqfm m007(0,0) fLLQcbeddeedajvae m015(0,0) fLLQcbededeaioqfq SFS[D(3,1)(3,2)] fLLQcbeddeeeakvxi m010(0,0) fLLQcbeddeeaiooxi SFS[D(2,1)(2,1)] fLLQcbeddeeaposap SFS[D(2,1)(2,1)] fLLQcbeddeeaprsmp SFS[D(2,1)(2,1)] fLLQcbeddeeapggim SFS[D(2,1)(2,1)] fLLQcbeddeeaicvxx SFS[D(3,1)(3,1)] fLLQcbeddeeapbrmt SFS[D(3,1)(3,1)] fLLQcbededeaigqrt reducible fLLQcbeddeeaigwxl SFS[D(3,1)(3,2)] fLLQcbeddeeeabsle SFS[D(4,1)(2,1)] fLLQcbeddeeeabrle SFS[D(5,2)(2,1)] fLLQcbededeamoafd SFS[D(4,1)(2,1)] fLLQcbeddeeearrli SFS[D(5,2)(2,1)] fLLQcbededeaifqft toroidal fLLQcbeddeedakkaq SFS[D(5,2)(2,1)] fLLQcbeddeehabgah SFS[A(3,1)] fLLQcbeddeeahjvid m004(0,0) fLLQcbeddeeahggaa T2xI fLLQcbededeahfdfq SFS[D(5,2)(2,1)] fLLQcbeddeehakkiu SFS[D(4,1)(2,1)] fLLQcbeddeehajkiu m004(0,0) fLLQcbeddeehagkiu m015(0,0) fLLQcbeddeehakkaq SFS[D(4,1)(2,1)] fLLQcbeddeehankah m009(0,0) fLLQcbeddeeahnkah toroidal fLLQcbeddeeahbgah toroidal fLLQcbeddeeahkkiu SFS[D(2,1)(2,1)] fLLQcbeddeeahgkiu SFS[D(7,2)(2,1)] fLLQcbeddeeahjkiu SFS[D(5,1)(2,1)] fLLQcbeddeeahkkaq SFS[D(2,1)(2,1)] fLLQcbeddeehajvid m004(0,0) fLLQcbededeaxrhfq SFS[D(3,1)(3,2)] fLLQcbededeaxrhnq SFS[D(3,1)(3,1)] fLLQcbededeaxrhwq toroidal fLLQcbededeaxnhfq m007(0,0) fLLQcbededeaxnhnq toroidal fLLQcbededeaxnhwq SFS[D(3,1)(3,1)] fLLQcbededeaxohfq m010(0,0) fLLQcbededeaxohnq m007(0,0) fLLQcbededeaxohwq SFS[D(3,1)(3,2)] fLLQcbededeaxkhkq toroidal fLLQcbeddeehakkiq SFS[D(5,2)(2,1)] fLLQcbeddeeaabsxa SFS[D(5,2)(2,1)] fLLQcbeddeeaafsxa SFS[D(4,1)(2,1)] fLLQcbeddeeaabrxa toroidal fLLQcbeddeeaabsll m015(0,0) fLLQcbeddeeaabslt m004(0,0) fLLQcbededeaabanq SFS[D(5,2)(2,1)] fLLQcbededeaabqwa toroidal fLLQcbededeaabawq SFS[D(4,1)(2,1)] fLLQcbeddeeaajwla SFS[D(4,1)(2,1)] fLLQcbeddeeaajola SFS[D(5,2)(2,1)] fLLQcbededeaagqra toroidal fLLQcbededeaagarq SFS[D(4,1)(2,1)] fLLQcbeddeeaabsla SFS[D(4,1)(2,1)] fLLQcbeddeeaabrla SFS[D(5,2)(2,1)] fLLQcbeddeeaabruq m007(0,0) fLLQcbededeaagqrt SFS[D(3,1)(3,1)] fLLQcbeddeeaajoxa SFS[D(4,1)(2,1)] fLLQcbeddeeaagwxa toroidal fLLQcbeddeeaajwll m004(0,0) fLLQcbeddeeaabghm SFS[D(3,1)(3,1)] fLLQcbeddeeaajwlt m015(0,0) fLLQcbeddeeaagwxt m007(0,0) fLLQcbeddeeaankhh m009(0,0) fLLQcbeddeeaaoohh toroidal fLLQcbeddeeaaffhh toroidal fLLQcbeddeeaabfhh SFS[D(3,1)(3,1)] fLLQcbeddeeaabfxx m007(0,0) fLLQcbeddeeaabvhh SFS[D(3,1)(3,2)] fLLQcbeddeeaabgxx m010(0,0) fLLQcbeddeeaakkhq SFS[D(4,1)(2,1)] fLLQcbeddeeaajohq m010(0,0) fLLQcbeddeeaagwhq m009(0,0) fLLQcbeddeeaakkeu SFS[D(4,1)(2,1)] fLLQcbeddeeaagkeu m015(0,0) fLLQcbeddeeaajkeu m004(0,0) fLLQcbeddeeaabgeh SFS[D(3,1)(3,2)] fLLQcbededeaaoqwq SFS[D(3,1)(3,2)] fLLQcbededeaanqwq m007(0,0) fLLQcbededeaarqwq m010(0,0) fLLQcbededeaanqfq SFS[D(3,1)(3,1)] fLLQcbededeaanqnq toroidal fLLQcbeddeeaabreq SFS[D(3,1)(3,2)] fLLQcbeddeeaanoet m004(0,0) fLLQcbeddeeaaooet SFS[D(4,1)(2,1)] fLLQcbeddeeaaokld m015(0,0) fLLQcbededeaakqkq toroidal fLLQcbededeaagqbq m009(0,0) fLLQcbeddeeaakkeq SFS[D(5,2)(2,1)] fLLQcbeddeeaafshq m009(0,0) fLLQcbeddeeaacchq SFS[D(4,1)(2,1)] fLLQcbeddeeaabrhq m010(0,0) fLLQcbeddeeaacchu SFS[D(5,2)(2,1)] fLLQcbeddeedqjvap m015(0,0) fLLQcbeddeehtjkiu m117(0,0) fLLQcbeddeehtgkiu m146(0,0) fLLQcbedededifpft reducible fLLQcbeddeeplkkpd SFS[D(3,1)(2,1)] fLLQcbedededifhft SFS[D(3,1)(2,1)] fLLQcbeddeemlrrml SFS[D(3,1)(2,1)] fLLQcbeddeedtggma SFS[D(7,2)(2,1)] fLLQcbeddeedtoomm toroidal fLLQcbeddeedtccmi SFS[D(8,3)(2,1)] fLLQcbeddeedtooam SFS[D(8,3)(2,1)] fLLQcbeddeedtooim SFS[D(7,2)(2,1)] fLLQcbeddeedlccmi SFS[D(7,3)(2,1)] fLLQcbeddeedloomm toroidal fLLQcbeddeedlggma SFS[D(5,1)(2,1)] fLLQcbeddeeddgfua m340(0,0) fLLQcbeddeeddggua m004(0,0) fLLQcbeddeeddgvua m148(0,0) fLLQcbedededhclfi SFS[D(2,1)(2,1)] fLLQcbeddeehpccei SFS[D(3,1)(3,1)] fLLQcbeddeeexbsme SFS[D(4,1)(2,1)] fLLQcbeddeedpoohh toroidal fLLQcbeddeedpoohm toroidal fLLQcbeddeedpooht toroidal fLLQcbeddeeedgfid m289(0,0) fLLQcbeddeeedggid m015(0,0) fLLQcbeddeeedgvid m009(0,0) fLLQcbededeeikqki SFS[D(2,1)(2,1)] fLLQcbeddeedprrlm SFS[D(2,1)(2,1)] fLLQcbeddeeeikkxe SFS[D(2,1)(2,1)] fLLQcbedededpgqrt toroidal fLLQcbededeeioqfi SFS[D(3,1)(3,2)] fLLQcbededeeioifi m007(0,0) fLLQcbeddeeeikvxi m010(0,0) fLLQcbedededpoqfq m006(0,0) fLLQcbeddeeeibrle toroidal fLLQcbeddeeexjvdx SFS[D(4,1)(2,1)] fLLQcbeddeehlgkiu SFS[D(5,3)(3,1)] fLLQcbeddeehljkiu toroidal fLLQcbedededlkivd SFS[D(5,2)(2,1)] fLLQcbededeelohfh m017(0,0) fLLQcbeddeedlbrxd m011(0,0) fLLQcbedededloufu m033(0,0) fLLQcbeddeedlkvpu toroidal fLLQcbedededloifu m007(0,0) fLLQcbeddeedqbshd SFS[D(5,2)(2,1)] fLLQcbeddeehuccml m007(0,0) fLLQcbededeemkqki SFS[D(2,1)(2,1)] fLLQcbedededugtrd SFS[D(4,1)(2,1)] fLLQcbededeemoqfi SFS[D(3,1)(3,1)] fLLQcbedededtoufu m036(0,0) fLLQcbeddeedtkvpu m033(0,0) fLLQcbeddeeemkkxe SFS[D(2,1)(2,1)] fLLQcbeddeeembrle m019(0,0) fLLQcbeddeeemkvxi toroidal fLLQcbedededtoifu m036(0,0) fLLQcbeddeedurrhx SFS[D(2,1)(2,1)] fLLQcbedededuotft m016(0,0) fLLQcbeddeedtbrxd toroidal fLLQcbedededtkivd toroidal fLLQcbededediftfd SFS[D(3,1)(2,1)] fLLQcbeddeemlkktp SFS[D(3,1)(2,1)] fLLQcbededediftfp reducible fLLQcbeddeeplrrad SFS[D(3,1)(2,1)] fLLQcbededehhjqsq m371(0,0) fLLQcbededehhjqja toroidal fLLQcbeddeehhowld m038(0,0) fLLQcbeddeehhoold toroidal fLLQcbeddeehhokld m260(0,0) fLLQcbeddeehhcvxx m305(0,0) fLLQcbededexxgxbx m045(0,0) fLLQcbededexxjxsx m035(0,0) fLLQcbeddeehhccxa m009(0,0) fLLQcbededehhgaba m295(0,0)(0,0) fLLQcbeddeehhggha SFS[A(3,1)] fLLQcbeddeehhjved m004(0,0) fLLQcbededehhfafq reducible fLLQcbeddeehhkkuq SFS[D(3,1)(2,1)] fLLQcbededehhflfq SFS[D(3,1)(2,1)] fLLQcbeddeehhkkei SFS[D(3,1)(2,1)] fLLQcbededehhflfi reducible fLLQcbededehhclfi toroidal fLLQcbededehhblfi toroidal fLLQcbeddeehhccei reducible fLLQcbededehhoafa m148(0,0) fLLQcbeddeehhnkhh m140(0,0) fLLQcbeddeehhbghh m125(0,0)(0,0) fLLQcbeddeehhkkhq SFS[D(6,1)(2,1)] fLLQcbeddeehhkkeu SFS[D(6,1)(2,1)] fLLQcbeddeehhgkeu m199(0,0) fLLQcbeddeehhjkeu m120(0,0) fLLQcbededexxohwh SFS[D(3,1)(3,2)] fLLQcbededexxnhwh m288(0,0) fLLQcbededexxrhwh m294(0,0) fLLQcbededexxnhfh m160(0,0) fLLQcbededexxnhnh toroidal fLLQcbededexxohfh m149(0,0) fLLQcbededexxkhkh toroidal fLLQcbeddeehhkkeq SFS[D(9,2)(2,1)] fLLQcbeddeemdcgll m137(0,0) fLLQcbeddeehigkhp SFS[D(4,3)(3,1)] fLLQcbeddeehijkhp SFS[D(5,3)(3,1)] fLLQcbededehijtjp SFS[D(5,2)(2,1)] fLLQcbeddeemqbsxd SFS[D(5,2)(2,1)] fLLQcbededemdodfd m015(0,0) fLLQcbededempohfh m032(0,0) fLLQcbeddeemqjvae m015(0,0) fLLQcbeddeehdccei SFS[D(3,1)(3,2)] fLLQcbededehdblfi SFS[D(8,3)(2,1)] fLLQcbededehdclfi SFS[D(7,3)(2,1)] fLLQcbddeeeabjppm SFS[D(3,1)(2,1)] fLLQcbcdeeedfrpqq SFS[D(3,1)(2,1)] fLLQcbcdeeeebrxuu reducible fLLQcbcdeeehvnxqq SFS[D(2,1)(2,1)] fLLQcbcdeeelrrptt reducible fLLQcbddeeeavrtpl SFS[D(3,1)(2,1)] fLLQcbddeeeavrtxl SFS[D(3,1)(2,1)] fLLQcbcdeeelckutt reducible fLLQcbddeeeavnaxq reducible fLLQcbcdeeedffpdd SFS[D(3,1)(2,1)] fLLQcbcdeeeebfxee SFS[D(3,1)(2,1)] fLLQcbcdeeepjrpdd SFS[D(2,1)(2,1)] fLLQcbcdeeemrwpee SFS[D(2,1)(2,1)] fLLQcbcedeelsakqq SFS[D(3,1)(2,1)] fLLQcbddeeeavjpuu reducible fLLQcbcedeetodgqq SFS[D(3,1)(2,1)] fLLQcbcdeeeaoctqq reducible fLLQcbcedeelodgqq SFS[D(3,1)(2,1)] fLLQcbddeeeavjpeu SFS[D(3,1)(2,1)] fLLQcbddeeeavgduq SFS[D(3,1)(2,1)] fLLQcbddeeeabjuux SFS[D(3,1)(2,1)] fLLQcbcdeeedfkptt toroidal fLLQcbcdeeeebkxhh SFS[D(3,1)(2,1)] fLLQcbcedeednartt SFS[D(2,1)(2,1)] fLLQcbcedeedwuftt SFS[D(2,1)(2,1)] fLLQcbcedeedwlstt SFS[D(2,1)(2,1)] fLLQcbcdeeehjctqq SFS[D(2,1)(2,1)] fLLQcbcedeednqgtt SFS[D(2,1)(2,1)] fLLQcbcedeelsardd SFS[D(3,1)(2,1)] fLLQcbddeeeabjumq SFS[D(3,1)(2,1)] fLLQcbcdeeelsnett reducible fLLQcbddeeeabjqmq SFS[D(3,1)(2,1)] fLLQcbcedeelsantt SFS[D(3,1)(2,1)] fLLQcbddeeeajraam reducible fLLQcbcedeednaodd toroidal fLLQcbcedeedvajdd toroidal fLLQcbddeeeajgaaq reducible fLLQcbcedeedwuvdd SFS[D(5,2)(3,1)] fLLQcbcedeedgajdd SFS[D(5,3)(3,1)] fLLQcbddeeeajoaat reducible fLLQcbddeeeajoaah reducible fLLQcbddeeeajnaat reducible fLLQcbcdeeeerwxee SFS[D(5,2)(3,1)] fLLQcbcdeeedowpdd SFS[D(5,3)(3,1)] fLLQcbcedeetsabqq m016(0,0) fLLQcbcedeeajavqq SFS[D(5,2)(2,1)] fLLQcbcedeelsabqq toroidal fLLQcbcdeeeabbuqq SFS[D(5,2)(2,1)] fLLQcbcdeeeaccaqq SFS[D(4,1)(2,1)] fLLQcbcedeetoagqq toroidal fLLQcbcdeeeaocaqq toroidal fLLQcbcedeeloagqq toroidal fLLQcbcedeetsajdd m017(0,0) fLLQcbcedeeajastt SFS[D(4,1)(2,1)] fLLQcbcedeelsajdd m003(0,0) fLLQcbddeeeajnqmd toroidal fLLQcbcedeelsawtt SFS[D(3,1)(2,1)] fLLQcbddeeeakjaaa reducible fLLQcbcedeednawdd SFS[D(5,2)(3,1)] fLLQcbcedeedvdjdd SFS[D(5,3)(3,1)] fLLQcbddeeeajjaaq reducible fLLQcbcedeedwujdd SFS[D(4,1)(3,1)] fLLQcbcedeedgdjdd SFS[D(4,3)(3,1)] fLLQcbddeeeakbaat reducible fLLQcbddeeearjaaq reducible fLLQcbddeeeajnaam reducible fLLQcbddeeearnaam reducible fLLQcbcdeeeerwlee SFS[D(4,1)(3,1)] fLLQcbcdeeedowxdd SFS[D(4,3)(3,1)] fLLQcbcedeetsasqq m006(0,0) fLLQcbcedeeajajqq toroidal fLLQcbcedeelsasqq SFS[D(3,1)(2,1)] fLLQcbcdeeeabcuqq SFS[D(4,1)(2,1)] fLLQcbcdeeeacclqq SFS[D(5,2)(2,1)] fLLQcbcedeetoegqq m003(0,0) fLLQcbcdeeeaoclqq toroidal fLLQcbcedeeloegqq SFS[D(3,1)(2,1)] fLLQcbcedeetsavdd m016(0,0) fLLQcbcedeeajabtt SFS[D(5,2)(2,1)] fLLQcbcedeelsavdd toroidal fLLQcbddeeeanbqmt SFS[D(3,1)(2,1)] fLLQcbcdeeehwkuqq SFS[D(2,1)(2,1)] fLLQcbcdeeeakkaqq SFS[D(2,1)(2,1)] fLLQcbdeedeabmufx SFS[D(3,1)(2,1)] fLLQcbcedeelsufqq SFS[D(3,1)(2,1)] fLLQcbdeedeabpuvq reducible fLLQcbdeedeabmifu T2xI fLLQcbdeedeabpunu reducible fLLQcbdeedeabmijq SFS[A(2,1)] fLLQcbdeedeabmift T2xI fLLQcbdeedeabmijl T2xI fLLQcbcdeeehvjmqq SFS[D(2,1)(2,1)] fLLQcbddeeeavkaxh reducible fLLQcbcedeelsmndd SFS[D(3,1)(2,1)] fLLQcbddeeeavktxh SFS[D(3,1)(2,1)] fLLQcbcdeeetsfatt T2xI fLLQcbcdeeeajfadd T2xI fLLQcbcdeeelsfatt SFS[A(2,1)] fLLQcbcdeeedfkudd SFS[D(3,1)(2,1)] fLLQcbcdeeeebkiee SFS[D(3,1)(2,1)] fLLQcbcdeeedkrudd reducible fLLQcbcdeeeejriee reducible fLLQcbcdeeepjgtdd SFS[D(2,1)(2,1)] fLLQcbcedeetsentt SFS[D(2,1)(2,1)] fLLQcbcedeeajlwdd SFS[D(2,1)(2,1)] fLLQcbddeeeabktpx SFS[D(3,1)(2,1)] fLLQcbcedeelsentt toroidal fLLQcbddeeeabktxx SFS[D(3,1)(2,1)] fLLQcbddeeeabgaxx SFS[D(2,1)(2,1)] fLLQcbdeedeajmisq toroidal fLLQcbdeedeakmijq SFS[A(2,1)] fLLQcbcedeetoectt SFS[D(4,1)(2,1)] fLLQcbcdeeeaogldd SFS[D(4,1)(2,1)] fLLQcbcedeeloectt toroidal fLLQcbcedeelsdntt SFS[D(3,1)(2,1)] fLLQcbcdeeeakrpqq SFS[D(2,1)(2,1)] fLLQcbcedeelsebqq SFS[D(3,1)(2,1)] fLLQcbddeeeabcdut SFS[D(3,1)(2,1)] fLLQcbddeeeabbpuh reducible fLLQcbcedeetoafqq SFS[D(3,1)(2,1)] fLLQcbddeeeabbpeh SFS[D(3,1)(2,1)] fLLQcbcedeeloafqq SFS[D(3,1)(2,1)] fLLQcbddeeeabfuuq SFS[D(3,1)(2,1)] fLLQcbcdeeedfkaqq SFS[D(3,1)(2,1)] fLLQcbcdeeeebkduu reducible fLLQcbcedeehwlvqq SFS[D(2,1)(2,1)] fLLQcbcedeelsmbtt reducible fLLQcbddeeeabcqmd SFS[D(3,1)(2,1)] fLLQcbddeeeabfppd SFS[D(3,1)(2,1)] fLLQcbcedeedwhvtt SFS[D(2,1)(2,1)] fLLQcbcedeedntott SFS[D(2,1)(2,1)] fLLQcbcdeeehjoqqq SFS[D(2,1)(2,1)] fLLQcbcdeeelkkptt SFS[D(2,1)(2,1)] fLLQcbcedeelspfdd SFS[D(3,1)(2,1)] fLLQcbddeeeabftxe SFS[D(3,1)(2,1)] fLLQcbddeeeabbaxq SFS[D(2,1)(2,1)] fLLQcbcdeeelbkptt SFS[D(2,1)(2,1)] fLLQcbcdeeedbfudd SFS[D(3,1)(2,1)] fLLQcbcdeeeecfiee SFS[D(3,1)(2,1)] fLLQcbcdeeemcoeee reducible fLLQcbcdeeehbfudd SFS[D(3,1)(2,1)] fLLQcbddeeeascqmd toroidal fLLQcbcedeetoaodd m016(0,0) fLLQcbcdeeeaooatt SFS[D(4,1)(2,1)] fLLQcbcedeeloaodd m019(0,0) fLLQcbcedeetoactt SFS[D(5,2)(2,1)] fLLQcbcdeeeaogadd SFS[D(5,2)(2,1)] fLLQcbcedeeloactt toroidal fLLQcbcdeeeacbaqq SFS[D(5,2)(2,1)] fLLQcbcedeetsdbqq m006(0,0) fLLQcbcedeeajtvqq toroidal fLLQcbcedeelsdbqq SFS[D(3,1)(2,1)] fLLQcbcdeeeabbhqq SFS[D(4,1)(2,1)] fLLQcbcedeetoavqq m003(0,0) fLLQcbcdeeeaobaqq toroidal fLLQcbcedeeloavqq SFS[D(3,1)(2,1)] fLLQcbddeeeakcqmd SFS[D(3,1)(2,1)] fLLQcbcedeetoawdd m017(0,0) fLLQcbcdeeeaonatt SFS[D(5,2)(2,1)] fLLQcbcedeeloawdd m011(0,0) fLLQcbcedeetoastt SFS[D(4,1)(2,1)] fLLQcbcdeeeaojadd SFS[D(4,1)(2,1)] fLLQcbcedeeloastt toroidal fLLQcbddeeeajgaau reducible fLLQcbcedeedgavdd SFS[D(4,3)(3,1)] fLLQcbcedeedwqvdd SFS[D(4,1)(3,1)] fLLQcbddeeeakfaah reducible fLLQcbddeeeakcaah reducible fLLQcbcdeeedoopdd SFS[D(4,3)(3,1)] fLLQcbcdeeeeroxee SFS[D(4,1)(3,1)] fLLQcbddeeeakbaam reducible fLLQcbcedeedvavdd SFS[D(5,3)(3,1)] fLLQcbcedeedneodd SFS[D(5,2)(3,1)] fLLQcbddeeeannppp SFS[D(4,1)(3,1)] fLLQcbddeeeanrppm SFS[D(4,1)(3,1)] fLLQcbddeeearkaph SFS[D(5,2)(2,1)] fLLQcbcedeetjdrtt SFS[D(4,1)(2,1)] fLLQcbddeeearkaxh toroidal fLLQcbcedeetsmwdd m017(0,0) fLLQcbcedeeajdrtt SFS[D(4,1)(2,1)] fLLQcbcedeelsmwdd m003(0,0) fLLQcbddeeearktph m011(0,0) fLLQcbcedeeljdrtt toroidal fLLQcbddeeearktxh SFS[D(3,1)(2,1)] fLLQcbddeeeargaxh SFS[D(4,1)(2,1)] fLLQcbddeeearjaxp toroidal fLLQcbddeeearjaxh SFS[D(5,2)(2,1)] fLLQcbddeeearkaau reducible fLLQcbddeeeakgaae reducible fLLQcbddeeeargduq SFS[D(3,1)(2,1)] fLLQcbddeeearjpeu SFS[D(3,1)(2,1)] fLLQcbddeeearkuup SFS[D(4,3)(3,1)] fLLQcbddeeeanruux SFS[D(4,3)(3,1)] fLLQcbddeeeannumm m006(0,0) fLLQcbddeeeajkppl toroidal fLLQcbddeeeajjppl SFS[D(5,2)(3,1)] fLLQcbddeeeajkaph SFS[D(4,1)(2,1)] fLLQcbcedeetjhrtt SFS[D(5,2)(2,1)] fLLQcbddeeeajkaxh toroidal fLLQcbcedeetsmfdd m016(0,0) fLLQcbcedeeajhrtt SFS[D(5,2)(2,1)] fLLQcbcedeelsmfdd toroidal fLLQcbddeeeajktph m019(0,0) fLLQcbcedeeljhrtt toroidal fLLQcbddeeeajktxh toroidal fLLQcbddeeeajgaxh SFS[D(5,2)(2,1)] fLLQcbddeeeajjaxp SFS[D(5,2)(2,1)] fLLQcbddeeeajjaxh SFS[D(4,1)(2,1)] fLLQcbddeeeajkaai reducible fLLQcbddeeeajkaau reducible fLLQcbddeeeajjaai reducible fLLQcbddeeeajgduq toroidal fLLQcbddeeeajjpeu toroidal fLLQcbddeeeajkuuh toroidal fLLQcbddeeeajkuup SFS[D(5,3)(3,1)] fLLQcbddeeeajjuuh SFS[D(5,3)(3,1)] fLLQcbddeeeajjuma m016(0,0) fLLQcbddeeeannuuu SFS[D(4,3)(3,1)] fLLQcbcdeeeacjdqq SFS[D(4,1)(2,1)] fLLQcbdeedeakpufx toroidal fLLQcbcedeetjdfqq m019(0,0) fLLQcbdeedeakmufx toroidal fLLQcbcedeetstfqq m016(0,0) fLLQcbcedeeajdfqq SFS[D(5,2)(2,1)] fLLQcbcedeelstfqq toroidal fLLQcbdeedeakpifx toroidal fLLQcbcedeeljdfqq toroidal fLLQcbcdeeeackhqq SFS[D(4,1)(2,1)] fLLQcbddeeeawcuup SFS[D(4,1)(3,1)] fLLQcbddeeeawbaxp SFS[D(5,2)(2,1)] fLLQcbddeeeawfapp SFS[D(5,2)(2,1)] fLLQcbcedeetjhbdd m016(0,0) fLLQcbddeeeawftpp toroidal fLLQcbcedeelsdftt SFS[D(3,1)(2,1)] fLLQcbddeeeawfaxp toroidal fLLQcbcedeeljhbdd m006(0,0) fLLQcbddeeeawftxp SFS[D(3,1)(2,1)] fLLQcbddeeeawbaxd toroidal fLLQcbddeeeawbaxh SFS[D(4,1)(2,1)] fLLQcbcdeeedkchdd toroidal fLLQcbcdeeeejcmee toroidal fLLQcbcedeedgmwdd SFS[D(5,3)(3,1)] fLLQcbcedeedwtfdd SFS[D(5,2)(3,1)] fLLQcbcedeedwlndd SFS[D(5,2)(3,1)] fLLQcbcedeedgqfdd SFS[D(5,3)(3,1)] fLLQcbcdeeedjjtdd SFS[D(4,1)(3,1)] fLLQcbcdeeeegjhee SFS[D(4,3)(3,1)] fLLQcbcedeednqsdd toroidal fLLQcbcedeedvqfdd toroidal fLLQcbcdeeeejraee toroidal fLLQcbcdeeedkredd toroidal fLLQcbcedeedvmwdd toroidal fLLQcbcedeednmrdd toroidal fLLQcbcdeeeegkpee SFS[D(4,3)(3,1)] fLLQcbcdeeedjkldd SFS[D(4,1)(3,1)] fLLQcbddeeeanoaxu SFS[D(4,1)(2,1)] fLLQcbddeeeannaxu SFS[D(5,2)(2,1)] fLLQcbddeeeanrapu SFS[D(5,2)(2,1)] fLLQcbcedeetjhjtt SFS[D(4,1)(2,1)] fLLQcbddeeeanraxu toroidal fLLQcbcedeetsqfdd m017(0,0) fLLQcbcedeeajhjtt SFS[D(4,1)(2,1)] fLLQcbcedeelsqfdd m003(0,0) fLLQcbddeeeanrtpu m011(0,0) fLLQcbcedeeljhjtt toroidal fLLQcbddeeeanrtxu SFS[D(3,1)(2,1)] fLLQcbddeeeannaxx toroidal fLLQcbcdeeeackdqq SFS[D(5,2)(2,1)] fLLQcbdeedeajpufh toroidal fLLQcbcedeetjhfqq m011(0,0) fLLQcbdeedeajpifh SFS[D(3,1)(2,1)] fLLQcbcedeetsxfqq m006(0,0) fLLQcbcedeeajhfqq toroidal fLLQcbcedeelsxfqq SFS[D(3,1)(2,1)] fLLQcbdeedeajmufh toroidal fLLQcbcedeeljhfqq toroidal fLLQcbcdeeedkrhdd toroidal fLLQcbcdeeeejrmee toroidal fLLQcbcedeedgmfdd SFS[D(4,3)(3,1)] fLLQcbcedeedwlfdd SFS[D(4,1)(3,1)] fLLQcbcdeeedjktdd SFS[D(5,2)(3,1)] fLLQcbcdeeeegkhee SFS[D(5,3)(3,1)] fLLQcbcedeednqrdd SFS[D(5,2)(3,1)] fLLQcbcedeedvmfdd SFS[D(5,3)(3,1)] fLLQcbddeeeakgdua SFS[D(3,1)(2,1)] fLLQcbddeeeakjped SFS[D(3,1)(2,1)] fLLQcbddeeeakkuuu SFS[D(4,1)(3,1)] fLLQcbddeeeakguux SFS[D(4,1)(3,1)] fLLQcbddeeeakjumq m003(0,0) fLLQcbddeeeakkppp SFS[D(4,3)(3,1)] fLLQcbddeeeakgppm SFS[D(4,3)(3,1)] fLLQcbddeeeakkapx SFS[D(5,2)(2,1)] fLLQcbddeeeakkaxx toroidal fLLQcbcedeetjdkdd m016(0,0) fLLQcbcedeeljdkdd m006(0,0) fLLQcbddeeeakktpx toroidal fLLQcbcedeelsewtt SFS[D(3,1)(2,1)] fLLQcbddeeeakktxx SFS[D(3,1)(2,1)] fLLQcbddeeeakjaxt toroidal fLLQcbddeeeakjaxx SFS[D(5,2)(2,1)] fLLQcbddeeeakjaxu SFS[D(4,1)(2,1)] fLLQcbddeeeakkaaa reducible fLLQcbddeeeakkuux SFS[D(5,2)(3,1)] fLLQcbddeeeaskuux toroidal fLLQcbddeeeasguux SFS[D(5,2)(3,1)] fLLQcbddeeeasjumq toroidal fLLQcbddeeeakkppm SFS[D(5,3)(3,1)] fLLQcbddeeeaskppm toroidal fLLQcbddeeeaskapx SFS[D(4,1)(2,1)] fLLQcbddeeeaskaxx SFS[D(5,2)(2,1)] fLLQcbcedeetjhkdd m017(0,0) fLLQcbcedeeljhkdd m016(0,0) fLLQcbddeeeasktpx m003(0,0) fLLQcbcedeelseftt SFS[D(3,1)(2,1)] fLLQcbddeeeasktxx toroidal fLLQcbddeeeasjaxt toroidal fLLQcbddeeeasjaxx SFS[D(4,1)(2,1)] fLLQcbddeeeasjaxu SFS[D(5,2)(2,1)] fLLQcbcedeelsdwtt reducible fLLQcbddeeeafcaph toroidal fLLQcbddeeeafcpui toroidal fLLQcbddeeeafcual toroidal fLLQcbcdeeetsohtt toroidal fLLQcbcdeeeajoxdd toroidal fLLQcbcdeeelsohtt toroidal fLLQcbdeedeafpujh toroidal fLLQcbcedeetsqstt toroidal fLLQcbcedeeajqjdd toroidal fLLQcbcedeelsqstt toroidal fLLQcbddeeeafnuam toroidal fLLQcbcdeeelscitt reducible fLLQcbddeeeafnapx toroidal fLLQcbcedeedwlkaq toroidal fLLQcbcedeedwusti SFS[D(4,1)(2,1)] fLLQcbcedeedwlfti reducible fLLQcbcedeedwufmd m004(0,0) fLLQcbcedeedwunmd m275(0,0) fLLQcbcedeedwuwmd m019(0,0) fLLQcbcdeeeejkmmx SFS[D(3,1)(2,1)] fLLQcbcdeeeacjdqi m015(0,0) fLLQcbcdeeeegrhdp SFS[D(3,1)(2,1)] fLLQcbcedeedwuvqa m016(0,0) fLLQcbcedeedwlrmd toroidal fLLQcbcedeedwlvmd toroidal fLLQcbcedeedwljmd m019(0,0) fLLQcbcdeeeaogled toroidal fLLQcbcdeeeacclqu toroidal fLLQcbcdeeeabcuqi toroidal fLLQcbcdeeeaoclqu toroidal fLLQcbcdeeeaonaxt toroidal fLLQcbcdeeedjrtal reducible fLLQcbcdeeeacjdqu m004(0,0) fLLQcbcdeeedbcpdi m249(0,0) fLLQcbcdeeeajoxdp SFS[D(3,1)(3,1)] fLLQcbcdeeedbcpxi m149(0,0) fLLQcbcdeeedfreaq SFS[D(3,1)(2,1)] fLLQcbcdeeedfreae SFS[D(3,1)(2,1)] fLLQcbcdeeedfreal reducible fLLQcbcdeeedfriei SFS[D(5,2)(3,1)] fLLQcbcdeeedfniei toroidal fLLQcbcdeeeabfuqu SFS[D(7,3)(2,1)] fLLQcbcdeeeacctqi SFS[D(2,1)(2,1)] fLLQcbcdeeeaoctqi toroidal fLLQcbcdeeedfoeum SFS[D(5,1)(2,1)] fLLQcbcdeeedfnpti toroidal fLLQcbcdeeeaocaqi reducible fLLQcbcdeeeabcuqu SFS[D(8,3)(2,1)] fLLQcbcdeeeaoclqi toroidal fLLQcbcdeeedfketi reducible fLLQcbcdeeedfjimu m081(0,0) fLLQcbcdeeeaogtad SFS[D(7,3)(2,1)] fLLQcbcdeeedfgead SFS[D(2,1)(2,1)] fLLQcbcdeeedfgeah SFS[D(7,2)(2,1)] fLLQcbcdeeedfgeap SFS[D(5,1)(2,1)] fLLQcbcdeeedfkpmd SFS[D(4,1)(3,1)] fLLQcbcdeeedfgpmd SFS[D(5,3)(3,1)] fLLQcbcdeeedfjpmd toroidal fLLQcbcdeeeaoglad SFS[D(8,3)(2,1)] fLLQcbcdeeedfbpqa m006(0,0) fLLQcbcdeeedfceei SFS[D(2,1)(2,1)] fLLQcbcdeeedfbaxu m032(0,0) fLLQcbcdeeeaoottm SFS[D(2,1)(2,1)] fLLQcbcdeeedfbahl m053(0,0) fLLQcbcdeeedfbiha m029(0,0) fLLQcbcdeeedffemd SFS[D(3,1)(2,1)] fLLQcbcdeeeebbdmp m045(0,0) fLLQcbcdeeeebbqmd m035(0,0) fLLQcbcdeeeaogted SFS[D(8,3)(2,1)] fLLQcbcdeeeebnqaq SFS[D(5,2)(3,1)] fLLQcbcdeeeebrqaq SFS[D(4,1)(3,1)] fLLQcbcdeeeabfuqi SFS[D(8,3)(2,1)] fLLQcbcdeeeaoctqu toroidal fLLQcbcdeeeebjqti m142(0,0) fLLQcbcdeeeebbdli m009(0,0) fLLQcbcdeeeebkahq SFS[D(3,1)(2,1)] fLLQcbcdeeeeboait SFS[D(7,2)(2,1)] fLLQcbcdeeeebradu toroidal fLLQcbcdeeeebrada SFS[D(3,1)(2,1)] fLLQcbcdeeeebradp SFS[D(3,1)(2,1)] fLLQcbcdeeeebgadx SFS[D(7,2)(2,1)] fLLQcbcdeeeebgadm toroidal fLLQcbcdeeeebfate SFS[D(3,1)(2,1)] fLLQcbcedeedvmfxq toroidal fLLQcbcedeedvxfet SFS[D(3,1)(2,1)] fLLQcbcedeedvafmd SFS[D(4,1)(2,1)] fLLQcbcedeedvdfmd m017(0,0) fLLQcbcedeedvefmd m003(0,0) fLLQcbcedeedgmfxq SFS[D(3,1)(2,1)] fLLQcbcedeedgxfet SFS[D(3,1)(2,1)] fLLQcbcedeedgafmd SFS[D(5,2)(2,1)] fLLQcbcedeedgdfmd m016(0,0) fLLQcbcedeedgefmd toroidal fLLQcbcdeeeebbxud toroidal fLLQcbcdeeeebnxhq m011(0,0) fLLQcbcdeeeebjxte toroidal fLLQcbcdeeeebkxte SFS[D(5,2)(3,1)] fLLQcbcdeeeebgxte SFS[D(4,3)(3,1)] fLLQcbcedeedvujxq m017(0,0) fLLQcbcedeedvpjmd m016(0,0) fLLQcbcedeedvmjmd m115(0,0) fLLQcbcedeedvqjmd m188(0,0) fLLQcbcedeedgajet SFS[D(5,2)(2,1)] fLLQcbcedeedgujxq SFS[D(5,2)(2,1)] fLLQcbcedeedgpjmd toroidal fLLQcbcedeedgmjmd m015(0,0) fLLQcbcedeedgqjmd m223(0,0) fLLQcbcedeednqfaq SFS[D(3,1)(2,1)] fLLQcbcedeednagti SFS[D(4,1)(2,1)] fLLQcbcdeeeerwdli m009(0,0) fLLQcbcdeeeeccxeq m036(0,0) fLLQcbcdeeeajoxdh m007(0,0) fLLQcbcdeeeeccxlq m010(0,0) fLLQcbcedeednqrti reducible fLLQcbcedeednarmd m034(0,0) fLLQcbcedeednasmd m168(0,0) fLLQcbcedeednacmd SFS[D(5,2)(2,1)] fLLQcbcedeednqkmd SFS[D(3,1)(2,1)] fLLQcbcedeednqomd toroidal fLLQcbcedeednqwmd m011(0,0) fLLQcbcdeeeerwlle m140(0,0) fLLQcbcdeeeaogaed SFS[D(4,1)(2,1)] fLLQcbcdeeeaccaqu SFS[D(5,2)(2,1)] fLLQcbcdeeeabbuqi SFS[D(4,1)(2,1)] fLLQcbcdeeeaocaqu toroidal fLLQcbcdeeeaooath SFS[D(5,2)(2,1)] fLLQcbcdeeedowaxu m032(0,0) fLLQcbcdeeedowxxd m222(0,0) fLLQcbcdeeedowxid m304(0,0) fLLQcbcdeeedkkhhp SFS[D(3,1)(2,1)] fLLQcbcdeeembradu SFS[D(3,1)(2,1)] fLLQcbcdeeehkkhtp SFS[D(3,1)(2,1)] fLLQcbdeedehgepfm reducible fLLQcbdeedehgehfm reducible fLLQcbcdeeexgrhep SFS[D(3,1)(2,1)] fLLQcbcdeeepjrtdl reducible fLLQcbddeeehwjpeu m322(0,0) fLLQcbdeedehgahfm SFS[D(3,1)(3,2)] fLLQcbdeedehwepfl toroidal fLLQcbdeedehwehfl reducible fLLQcbddeeexkjxae SFS[D(5,2)(3,1)] fLLQcbddeeehrcdui m390(0,0) fLLQcbddeeexnrxad m034(0,0) fLLQcbddeeemvjxai SFS[D(4,3)(3,1)] fLLQcbddeeehgcdut m038(0,0) fLLQcbcdeeembbxud SFS[D(5,2)(2,1)] fLLQcbdeedehgahvi m137(0,0) fLLQcbcdeeepjgpdl SFS[D(4,1)(2,1)] fLLQcbddeeehgjped SFS[D(4,1)(3,1)] fLLQcbddeeemkjxae SFS[D(4,3)(3,1)] fLLQcbddeeepwjpeu SFS[D(5,2)(2,1)] fLLQcbdeedepgapfm toroidal fLLQcbdeedehgapfm SFS[D(3,1)(3,1)] fLLQcbdeedehwapfl m007(0,0) fLLQcbdeedemkdxft SFS[D(3,1)(3,2)] fLLQcbddeeepgjped SFS[D(5,3)(3,1)] fLLQcbcdeeehkkhmp toroidal fLLQcbcdeeehkkxxh m140(0,0) fLLQcbcdeeehkvhxh toroidal fLLQcbcdeeexgbhaq toroidal fLLQcbcdeeexgrhdp toroidal fLLQcbcdeeepfgeap m137(0,0) fLLQcbcdeeembrqaq m222(0,0) fLLQcbcdeeehkvhuh SFS[D(5,3)(3,1)] fLLQcbcdeeembbaai SFS[D(4,3)(3,1)] fLLQcbcdeeembradp SFS[D(3,1)(2,1)] fLLQcbcdeeemgohdp m009(0,0) fLLQcbcdeeemgnhdp m032(0,0) fLLQcbcdeeemgrhdp SFS[D(3,1)(2,1)] fLLQcbcdeeemgoddp m015(0,0) fLLQcbcdeeemgopdp m289(0,0) fLLQcbcedeemktflq SFS[A(2,1)] fLLQcbcedeemktfam m129(0,0)(0,0) fLLQcbcdeeehnbdhl m015(0,0) fLLQcbcdeeehfgeap m038(0,0) fLLQcbcdeeepjgpel m015(0,0) fLLQcbcdeeemrwaai m015(0,0) fLLQcbddeeemvnute toroidal fLLQcbdeedemkamrl m129(0,0)(0,0) fLLQcbdeedemkamvq m129(0,0)(0,0) fLLQcbdeedembamrl m203(0,0)(0,0) fLLQcbdeedemkamfu SFS[A(3,1)] fLLQcbddeeemkcute toroidal fLLQcbddeeemkkhll toroidal fLLQcbddeeemvkeaq toroidal fLLQcbdeedembamft SFS[A(3,1)] fLLQcbdeedemkamnx m129(0,0)(0,0) fLLQcbddeeemkkeaa toroidal fLLQcbdeedemnamjp m412(0,0)(0,0) fLLQcbcdeeeaccahh SFS[D(4,1)(2,1)] fLLQcbcdeeeajgxxx SFS[D(5,2)(2,1)] fLLQcbcdeeeajclua m004(0,0) fLLQcbcdeeeajkllt m015(0,0) fLLQcbcdeeeajklll SFS[D(4,1)(2,1)] fLLQcbcdeeeajklla m004(0,0) fLLQcbcdeeeaccull SFS[D(5,2)(2,1)] fLLQcbcdeeeajoxll toroidal fLLQcbcdeeeajwpql SFS[D(7,2)(2,1)] fLLQcbcdeeeajwpll SFS[D(2,1)(2,1)] fLLQcbcdeeeajwpel SFS[D(5,1)(2,1)] fLLQcbcdeeeajoxih SFS[D(3,1)(3,2)] fLLQcbcdeeeajoxip toroidal fLLQcbcdeeeajoxxh m010(0,0) fLLQcbcdeeeabjuuu SFS[D(2,1)(2,1)] fLLQcbcdeeeajgpme m004(0,0) fLLQcbcdeeeabrxtx m007(0,0) fLLQcbcdeeeabrxxx toroidal fLLQcbcdeeeabrxud reducible fLLQcbcdeeeabrxux SFS[D(3,1)(3,1)] fLLQcbcdeeeabrxui SFS[D(3,1)(3,2)] fLLQcbcdeeeabnueq toroidal fLLQcbcdeeeabnuel SFS[D(7,2)(2,1)] fLLQcbcdeeeabrhxh m009(0,0) fLLQcbcdeeeabnlpl m015(0,0) fLLQcbcdeeeaknuel SFS[D(2,1)(2,1)] fLLQcbcdeeeaknhxh SFS[D(4,1)(2,1)] fLLQcbcdeeeaknaqh SFS[D(2,1)(2,1)] fLLQcbcdeeeaknlpl SFS[D(4,1)(2,1)] fLLQcbcdeeeaknlml SFS[D(5,2)(2,1)] fLLQcbcdeeeajsapi toroidal fLLQcbcdeeeajcmda SFS[D(5,1)(2,1)] fLLQcbcdeeeajcmaa SFS[D(2,1)(2,1)] fLLQcbcdeeeajcmea SFS[D(7,2)(2,1)] fLLQcbcdeeeajsadl toroidal fLLQcbcdeeeabjutu SFS[D(7,2)(2,1)] fLLQcbcdeeeabjuxu SFS[D(5,1)(2,1)] fLLQcbcdeeeabghah SFS[A(3,1)] fLLQcbcdeeeabgaaa T2xI fLLQcbcdeeeabjlxl m004(0,0) fLLQcbcdeeeakkpqh SFS[D(3,1)(3,1)] fLLQcbcdeeeakkxqh toroidal fLLQcbcdeeeakklqh SFS[D(3,1)(3,2)] fLLQcbcdeeeakketi SFS[D(3,1)(3,2)] fLLQcbcdeeeakkmdl SFS[D(3,1)(3,1)] fLLQcbcdeeeajfhxh m009(0,0) fLLQcbcdeeeajfhdl SFS[A(3,1)] fLLQcbcdeeeajgede m004(0,0) fLLQcbcdeeeajgeee SFS[D(4,1)(2,1)] fLLQcbcdeeeajgeae m015(0,0) fLLQcbcdeeeabbxxp SFS[D(5,2)(2,1)] fLLQcbcdeeeabbxxh SFS[D(4,1)(2,1)] fLLQcbcdeeeabblxp SFS[D(4,1)(2,1)] fLLQcbcdeeeabbuhp SFS[D(2,1)(2,1)] fLLQcbcdeeeabbaha T2xI fLLQcbcdeeeakcxxh m010(0,0) fLLQcbcdeeeakfmxu m004(0,0) fLLQcbcdeeeakcuei SFS[D(3,1)(3,1)] fLLQcbcdeeeakceei SFS[D(3,1)(3,2)] fLLQcbcdeeeakchei reducible fLLQcbcdeeeacfahh SFS[D(5,2)(2,1)] fLLQcbcdeeeakchhh toroidal fLLQcbcdeeeakfmma m015(0,0) fLLQcbcdeeeakcmml m007(0,0) fLLQcbcdeeeakclll SFS[D(5,2)(2,1)] fLLQcbcedeeajartp SFS[D(5,2)(2,1)] fLLQcbcedeeajajmd SFS[D(4,1)(2,1)] fLLQcbcedeeajajtp toroidal fLLQcbcdeeexgrhaa m009(0,0) fLLQcbcdeeehjrtee m010(0,0) fLLQcbcedeeajqjet m009(0,0) fLLQcbcdeeeaortee toroidal fLLQcbcedeeajqjqa toroidal fLLQcbcdeeexcrull m010(0,0) fLLQcbcdeeehbrqxx toroidal fLLQcbcedeeajhrxq SFS[D(3,1)(3,2)] fLLQcbcedeeajhvxq m007(0,0) fLLQcbcedeeajhjxq m010(0,0) fLLQcbcdeeeacrdmm SFS[D(4,1)(2,1)] fLLQcbcedeeajhjdu m009(0,0) fLLQcbcdeeehvrmmm SFS[D(4,1)(2,1)] fLLQcbcdeeehnrdmm toroidal fLLQcbcdeeeaccath SFS[D(5,2)(2,1)] fLLQcbcdeeeacnaxh toroidal fLLQcbcdeeeacktxq SFS[D(3,1)(3,1)] fLLQcbcdeeeackaxq toroidal fLLQcbcdeeeacklxq m007(0,0) fLLQcbcedeeajhfpi m009(0,0) fLLQcbcedeeajhwdl SFS[D(3,1)(3,1)] fLLQcbcedeeajdfdl SFS[D(3,1)(3,2)] fLLQcbcedeeajhfdt SFS[D(3,1)(3,2)] fLLQcbcedeeajhfda SFS[D(3,1)(3,1)] fLLQcbcedeeajhfat m007(0,0) fLLQcbcedeeajhfaa toroidal fLLQcbcedeeajhfal SFS[D(3,1)(3,1)] fLLQcbcedeeajhfet m010(0,0) fLLQcbcedeeajhfea m007(0,0) fLLQcbcedeeajhfel SFS[D(3,1)(3,2)] fLLQcbcdeeeaccdxq SFS[D(5,2)(2,1)] fLLQcbcdeeeaccdxu SFS[D(4,1)(2,1)] fLLQcbcdeeeacbdxu m015(0,0) fLLQcbcdeeeacfdxu m004(0,0) fLLQcbcdeeeaccpxi SFS[D(2,1)(2,1)] fLLQcbcdeeeacchxq toroidal fLLQcbcdeeeacchxu SFS[D(5,2)(2,1)] fLLQcbcdeeeacndmm SFS[D(5,2)(2,1)] fLLQcbcdeeeacrdmt m015(0,0) fLLQcbcdeeeacrdmh m004(0,0) fLLQcbcdeeeacndei SFS[D(3,1)(3,2)] fLLQcbcdeeeacnpei SFS[D(3,1)(3,1)] fLLQcbcdeeeacnhei reducible fLLQcbcdeeeackdet SFS[D(3,1)(3,2)] fLLQcbcdeeeaccdhl SFS[D(4,1)(2,1)] fLLQcbcdeeeaccdml SFS[D(5,2)(2,1)] fLLQcbcdeeeacfdhl m015(0,0) fLLQcbcdeeeacbdhl m004(0,0) fLLQcbcdeeehgrxxx toroidal fLLQcbcedeeajhkpt SFS[D(3,1)(3,1)] fLLQcbcedeeajhbpt m007(0,0) fLLQcbcedeeajafxq SFS[D(4,1)(2,1)] fLLQcbcedeeajafti toroidal fLLQcbcedeeajanxq SFS[D(5,2)(2,1)] fLLQcbcdeeembraaa SFS[D(5,2)(2,1)] fLLQcbcdeeehkkhhh SFS[D(4,1)(2,1)] fLLQcbcdeeehfreee toroidal fLLQcbcdeeepfreee SFS[D(5,2)(2,1)] fLLQcbcdeeetsreee SFS[D(5,2)(2,1)] fLLQcbcedeeajasaq toroidal fLLQcbcdeeeljklll SFS[D(5,2)(2,1)] fLLQcbcdeeeaccqih SFS[D(5,2)(2,1)] fLLQcbcdeeeaccqxh toroidal fLLQcbcdeeeackqmd reducible fLLQcbcdeeeacnuml m007(0,0) fLLQcbcdeeeacnqxx SFS[D(4,1)(2,1)] fLLQcbcdeeeaccuql toroidal fLLQcbcdeeeaocath toroidal fLLQcbcdeeeaocuql toroidal fLLQcbcdeeeaocuel toroidal fLLQcbcdeeeaofqxh toroidal fLLQcbcdeeeaocpdi toroidal fLLQcbcdeeeaocpxi SFS[D(7,2)(2,1)] fLLQcbcdeeeaojhdl toroidal fLLQcbcdeeeaogpat SFS[D(7,2)(2,1)] fLLQcbcdeeeaogpal SFS[D(5,1)(2,1)] fLLQcbcdeeeaooaxh toroidal fLLQcbcdeeeaogaui SFS[D(2,1)(2,1)] fLLQcbcdeeeaooteq toroidal fLLQcbcdeeeaootel SFS[D(4,1)(2,1)] fLLQcbcdeeeaonteq toroidal fLLQcbcdeeeaontel SFS[D(8,3)(2,1)] fLLQcbcdeeeaorteq toroidal fLLQcbcdeeeaortel toroidal fLLQcbcdeeeaooadq toroidal fLLQcbcdeeeaooade SFS[D(5,2)(2,1)] fLLQcbcdeeeaooadl SFS[D(4,1)(2,1)] fLLQcbcdeeeaooaeq toroidal fLLQcbcdeeeaooael SFS[D(5,2)(2,1)] fLLQcbcdeeeaonaeq reducible fLLQcbcdeeeaonleq toroidal fLLQcbcdeeeaonlee SFS[D(2,1)(2,1)] fLLQcbcdeeeaonlel SFS[D(7,3)(2,1)] fLLQcbcedeelsabud SFS[D(4,3)(3,1)] fLLQcbcedeelsakud m034(0,0) fLLQcbcedeelsasud m022(0,0) fLLQcbcedeelsasti m136(0,0) fLLQcbcdeeembrada toroidal fLLQcbcdeeehkkhhp m003(0,0) fLLQcbcdeeehfreae SFS[D(3,1)(2,1)] fLLQcbcdeeepfreae toroidal fLLQcbcedeelsaret SFS[D(4,1)(3,1)] fLLQcbcedeelsajqt SFS[D(4,3)(3,1)] fLLQcbcedeelsajqa m022(0,0) fLLQcbcedeelsajea SFS[D(4,3)(3,1)] fLLQcbcedeelsavet SFS[D(4,3)(3,1)] fLLQcbcdeeehgrxux m023(0,0) fLLQcbcedeelsefmd reducible fLLQcbcedeelsdfmd SFS[D(3,1)(3,2)] fLLQcbcedeelsanqh SFS[D(4,1)(3,1)] fLLQcbcedeelsafqh m004(0,0) fLLQcbcedeelsafmd SFS[D(3,1)(3,1)] fLLQcbcedeelsawqh m034(0,0) fLLQcbcdeeehnrdmh m023(0,0) fLLQcbcdeeehvrmpm m135(0,0) fLLQcbcedeehgmfxu SFS[D(3,1)(2,1)] fLLQcbcedeelsufet reducible fLLQcbcedeelsxfdt reducible fLLQcbcedeelsxfdl SFS[D(3,1)(3,1)] fLLQcbcedeelsxfea reducible fLLQcbcedeelsxfel reducible fLLQcbcedeelstfet reducible fLLQcbcdeeexcrulq m023(0,0) fLLQcbcdeeehbrqxi m207(0,0) fLLQcbcedeelsmfxq reducible fLLQcbcedeelspfxq SFS[D(3,1)(3,2)] fLLQcbcedeelsqfxq SFS[D(3,1)(3,1)] fLLQcbcedeelsqfti toroidal fLLQcbcdeeexgrhap SFS[D(3,1)(2,1)] fLLQcbcdeeehjrtel toroidal fLLQcbcedeelsqsdl m022(0,0) fLLQcbcedeelsqsaq m206(0,0) fLLQcbcedeeloaoqt m016(0,0) fLLQcbcedeeloaoet m188(0,0) fLLQcbcedeeloaoqa toroidal fLLQcbcedeeloaoea SFS[D(4,3)(3,1)] fLLQcbcedeeloxset m410(0,0) fLLQcbcedeeloqfaq toroidal fLLQcbcdeeeljklla m034(0,0) fLLQcbcdeeelrwpet toroidal fLLQcbcdeeehvnmpm m168(0,0) fLLQcbcdeeelrriet toroidal fLLQcbcdeeeljgeae m223(0,0) fLLQcbcdeeehjotel m010(0,0) fLLQcbcedeeljqjet m376(0,0) fLLQcbcedeeljhfdt m036(0,0) fLLQcbcedeeljhfdl SFS[D(3,1)(3,1)] fLLQcbcedeeljhfal SFS[D(3,1)(3,2)] fLLQcbcedeeljhfet toroidal fLLQcbcedeeljhfea toroidal fLLQcbcedeeljhfel reducible fLLQcbcedeeljasdl toroidal fLLQcbcdeeelccuet toroidal fLLQcbcdeeehvompm m146(0,0) fLLQcbcdeeelckdet toroidal fLLQcbcdeeelonlel m389(0,0) fLLQcbcdeeehjntel m149(0,0) fLLQcbcdeeelsfxet m129(0,0)(0,0) fLLQcbcdeeelsclla SFS[D(5,2)(3,1)] fLLQcbcdeeelsfxxh m015(0,0) fLLQcbcdeeelsculi m004(0,0) fLLQcbcdeeehgjuxu m038(0,0) fLLQcbcdeeelsjaet toroidal fLLQcbcdeeelogpal m137(0,0) fLLQcbcdeeelsohuh SFS[D(3,1)(3,2)] fLLQcbcdeeehbcpxi m160(0,0) fLLQcbcdeeelsohxh m007(0,0) fLLQcbcdeeelsgeap m004(0,0) fLLQcbcdeeelsreae SFS[D(4,1)(3,1)] fLLQcbcdeeelsnuel m038(0,0) fLLQcbcedeetsabud SFS[D(5,3)(3,1)] fLLQcbcedeetsakud m115(0,0) fLLQcbcedeetsasud m058(0,0) fLLQcbcedeetsasti m261(0,0) fLLQcbcdeeembraea m016(0,0) fLLQcbcdeeehkkhhd m017(0,0) fLLQcbcdeeehfrede m006(0,0) fLLQcbcdeeepfrede m016(0,0) fLLQcbcedeetsaret SFS[D(5,2)(3,1)] fLLQcbcedeetsajqt SFS[D(5,3)(3,1)] fLLQcbcdeeelsrede SFS[D(5,2)(3,1)] fLLQcbcedeetsajqa m058(0,0) fLLQcbcdeeeljkllt m115(0,0) fLLQcbcedeetsajea SFS[D(5,3)(3,1)] fLLQcbcedeetsavet SFS[D(5,3)(3,1)] fLLQcbcdeeehgrxtx m059(0,0) fLLQcbcedeetsefmd SFS[D(3,1)(3,2)] fLLQcbcedeetsdfmd m036(0,0) fLLQcbcedeetsanqh SFS[D(5,2)(3,1)] fLLQcbcedeetsafqh m015(0,0) fLLQcbcedeetsafmd m007(0,0) fLLQcbcedeetsawqh m115(0,0) fLLQcbcdeeehnrdmt m059(0,0) fLLQcbcdeeehvrmqm m262(0,0) fLLQcbcedeehgmftu m032(0,0) fLLQcbcedeetsufet SFS[D(3,1)(3,2)] fLLQcbcedeetsxfdt SFS[D(3,1)(3,1)] fLLQcbcedeetsxfda m036(0,0) fLLQcbcedeetsxfdl m033(0,0) fLLQcbcedeeljhfat m036(0,0) fLLQcbcedeelsxfda SFS[D(3,1)(3,2)] fLLQcbcedeetsxfel SFS[D(3,1)(3,1)] fLLQcbcedeetstfet SFS[D(3,1)(3,1)] fLLQcbcdeeexcrule m286(0,0) fLLQcbcdeeehbrqxd m373(0,0) fLLQcbcedeetsmfxq SFS[D(3,1)(3,1)] fLLQcbcedeetspfxq m036(0,0) fLLQcbcedeetsqfxq m033(0,0) fLLQcbcedeetsqfti m148(0,0) fLLQcbcdeeexgrhau m032(0,0) fLLQcbcdeeehjrteq m149(0,0) fLLQcbcedeetsqsdl m285(0,0) fLLQcbcedeetsqsaq m372(0,0) fLLQcbcedeetoaoqt SFS[D(5,2)(2,1)] fLLQcbcedeetoaoet m168(0,0) fLLQcbcdeeeljgede m275(0,0) fLLQcbcedeetoaoqa toroidal fLLQcbcdeeelscllt SFS[D(4,1)(3,1)] fLLQcbcedeetoaoea SFS[D(5,3)(3,1)] fLLQcbcedeetoxset m305(0,0) fLLQcbcedeetoqfaq toroidal fLLQcbcdeeetjkllt SFS[D(5,2)(3,1)] fLLQcbcdeeetjklla SFS[D(4,1)(3,1)] fLLQcbcdeeetrwpet SFS[D(5,2)(3,1)] fLLQcbcdeeehvnmqm m034(0,0) fLLQcbcdeeetrriet SFS[D(3,1)(3,2)] fLLQcbcdeeetjgede m019(0,0) fLLQcbcdeeetjgeae toroidal fLLQcbcdeeehjoteq SFS[D(3,1)(3,2)] fLLQcbcedeetjqjet m168(0,0) fLLQcbcedeetjhfdt m007(0,0) fLLQcbcedeetjhfda m036(0,0) fLLQcbcedeetjhfdl SFS[D(3,1)(3,2)] fLLQcbcedeetjhfat SFS[D(3,1)(3,2)] fLLQcbcedeelsxfat reducible fLLQcbcedeetjhfet m010(0,0) fLLQcbcedeeljhfda m033(0,0) fLLQcbcedeetjhfel SFS[D(3,1)(3,1)] fLLQcbcedeetjasdl toroidal fLLQcbcdeeetccuet SFS[D(5,3)(3,1)] fLLQcbcdeeehvomqm m117(0,0) fLLQcbcdeeelsgiat m038(0,0) fLLQcbcdeeetckdet SFS[D(3,1)(3,1)] fLLQcbcdeeetonleq m221(0,0) fLLQcbcdeeelonleq m345(0,0) fLLQcbcdeeehjnteq m160(0,0) fLLQcbcdeeetsfxet m203(0,0)(0,0) fLLQcbcdeeetscllt m034(0,0) fLLQcbcdeeetsclla m115(0,0) fLLQcbcdeeetsfxxh m289(0,0) fLLQcbcdeeemrwxup toroidal fLLQcbcdeeehgjutu m310(0,0) fLLQcbcdeeetsjaet m125(0,0)(0,0) fLLQcbcdeeetogpat m137(0,0) fLLQcbcdeeelogpat m220(0,0) fLLQcbcdeeemccxeq toroidal fLLQcbcdeeehbcpdi m247(0,0) fLLQcbcdeeetsohxh m036(0,0) fLLQcbcdeeepjgpat toroidal fLLQcbcdeeetsrede m115(0,0) fLLQcbcdeeetsreae m034(0,0) fLLQcbcdeeetsnueq m220(0,0) fLLQcbcdeeelsnueq m137(0,0) fvPQccdedeecckcjf m129(0,0)(0,0) fvPQccdedeecbbffn SFS[D(2,1)(2,1)] fvPQccdedeeforvvv SFS[D(4,1)(2,1)] fvPQccdedeefojvvv SFS[D(5,2)(2,1)] fvPQccdedeejskvff SFS[D(5,1)(2,1)] fvPQccdedeewovsso SFS[D(2,1)(2,1)] fvPQccdedeewovsbo SFS[D(7,2)(2,1)] fvPQccdedeejkvssv SFS[D(5,2)(3,1)] fvPQccdedeejojsso toroidal fvPQccdedeejwvssv SFS[D(4,1)(3,1)] fvPQccdedeejjnjbc m137(0,0) fvPQccdedeejokvfs m038(0,0) fvPQccdedeeccvssg m015(0,0) fvPQccdedeefofvvn SFS[D(5,2)(2,1)] fvPQccdedeefokvss m004(0,0) fvPQccdedeeckvgfb reducible fvPQccdedeeckvgwb reducible fvPQccdedeeckvgnb reducible fvPQccdedeecjvfwj SFS[D(3,1)(3,1)] fvPQccdedeeccvvfn SFS[D(3,1)(3,2)] fvPQccdedeecojgfb SFS[A(3,1)] fvPQccdedeecbvffj SFS[D(3,1)(3,2)] fvPQccdedeecjvffj SFS[D(3,1)(3,1)] fvPQccdedeecojgnb SFS[A(3,1)] fvPQccdedeecojgwb toroidal fvPQccdedeecbvfnj toroidal fvPQccdedeejkrjfk m010(0,0) fvPQccdedeecjvfnj toroidal fvPQccdedeejkrjfs m033(0,0) fvPQccdedeejkjjfk m007(0,0) fvPQccdedeeccvvnn toroidal fvPQccdedeejkjjfs m036(0,0) fvPQccdedeegjrkfw toroidal fvPQccdedeegjjkfw toroidal fvPQccdedeeccvswr m004(0,0) fvPQccdedeeccvsnr toroidal fvPQccdedeeccjwfo m015(0,0) fvPQccdedeeccrwfo SFS[D(4,1)(2,1)] fvPQccdedeecovswj SFS[D(3,1)(2,1)] fvPQccdedeecovwnw toroidal fvPQccdedeecckffj toroidal fvPQccdedeejojvfj m006(0,0) fvPQccdedeejojsfj toroidal fvPQccdedeecojvfc m032(0,0) fvPQccdedeecckbfj toroidal fvPQccdedeejorvfj toroidal fvPQccdedeejorsfj m011(0,0) fvPQccdedeecorvfc m009(0,0) fvPQccdedeeccvbfb SFS[D(3,1)(2,1)] fvPQccdedeecjvgwr reducible fvPQccdedeecrvbfb SFS[D(3,1)(2,1)] fvPQccdedeecovsfj SFS[D(3,1)(2,1)] fvPQccdedeecjvgfr reducible fvPQccdedeeccvbwb SFS[D(3,1)(2,1)] fvPQccdedeeccvbfs SFS[D(3,1)(2,1)] fvPQccdedeeckvvwc toroidal fvPQccdedeecjvgnr reducible fvPQccdedeeccvbnb toroidal fvPQccdedeeccvbfk toroidal fvPQccdedeeccvbnk toroidal fvPQccdedeecobsfn toroidal fvPQccdedeecbbgfb T2xI fvPQccdedeeccvsfr m004(0,0) fvPQccdedeegjkcjg toroidal fvPQccdedeekskfww m148(0,0) fvPQccdedeekjnfww m009(0,0) fvPQccdedeecovwfw SFS[A(2,1)] fvPQccdedeecbvjfo SFS[A(2,1)] fvPQccdedeecokgfr toroidal fvPQccdedeecokgnr SFS[A(2,1)] fvPQccdedeeckvvfc toroidal fvPQccdedeecorgkn m202(0,0)(0,0) fvPQccdedeeckvvnc toroidal fvPQccdedeecojgkn m125(0,0)(0,0) fvPQccdedeecobgfj toroidal fvPQccdedeecbvjno toroidal fvPQccdedeeccjbkn toroidal fvPQccdedeejkvjbn m016(0,0) fvPQccdedeejkvjsn toroidal fvPQccdedeeccjfkn toroidal fvPQccdedeejkwjvb SFS[D(5,2)(2,1)] fvPQccdedeejkwjjb m019(0,0) fvPQccdedeeccvbkn toroidal fvPQccdedeejksjwj toroidal fvPQccdedeejksjnj toroidal fvPQccdedeefjfbgg SFS[D(5,3)(3,1)] fvPQcdecdeebccvvc SFS[D(5,2)(3,1)] fvPQcceddeeksfvvf m034(0,0) fvPQcceddeekcnvvc m168(0,0) fvPQcceddeecggbng toroidal fvPQcceddeekcckvc toroidal fvPQcceddeecggbwg toroidal fvPQcceddeekgjwss m140(0,0) fvPQcceddeeccwssc m222(0,0) fvPQcceddeeccvvvc m203(0,0)(0,0)