eLAkbcbdddawmb    SFS[D(2,1)(2,1)]
eLAkbcbddmabmj    SFS[D(3,1)(2,1)]
eLAkbcbdddlcqs    SFS[D(5,2)(2,1)]
eLAkbcbdddlcqw    SFS[D(4,1)(2,1)]
eLAkbcbdddlcxk    SFS[D(5,2)(2,1)]
eLAkbcbdddlcxr    SFS[D(4,1)(2,1)]
eLAkbcbdddmcxb    reducible
eLAkbcbdddmcxn    SFS[D(3,1)(2,1)]
eLAkbcbdddmcxj    SFS[D(3,1)(2,1)]
eLAkbcbddairdc    SFS[D(2,1)(2,1)]
eLAkbcbdddmchw    SFS[D(2,1)(2,1)]
eLAkbcbddducqb    reducible
eLAkbcbddducqj    SFS[D(3,1)(2,1)]
eLAkbcbddducqn    SFS[D(3,1)(2,1)]
eLAkbcbddaireb    SFS[D(2,1)(2,1)]
eLAkbcbddduchr    SFS[D(2,1)(2,1)]
eLAkabcddbcgmj    SFS[D(3,1)(2,1)]
eLAkabcddbcktn    SFS[D(3,1)(2,1)]
eLAkabcddbjrpr    SFS[D(3,1)(2,1)]
eLAkabcddbrwpk    toroidal 
eLAkacbddbgjpk    toroidal 
eLAkacbddbgjpr    toroidal 
eLAkabcddbcgmn    SFS[D(3,1)(2,1)]
eLAkabcddbcktj    SFS[D(3,1)(2,1)]
eLAkabcddbjrpk    SFS[D(3,1)(2,1)]
eLAkabcddbrwpr    toroidal 
eLAkabcddbrwqw    SFS[D(4,1)(2,1)]
eLAkabcddbrgqn    SFS[D(3,1)(2,1)]
eLAkacbddbgjqw    SFS[D(4,3)(3,1)]
eLAkacbddbgjxr    SFS[D(4,1)(3,1)]
eLAkabcddbrwxr    SFS[D(4,1)(2,1)]
eLAkacbddbrjxj    SFS[D(3,1)(3,2)]
eLAkacbddbrnxj    SFS[D(3,1)(3,1)]
eLAkabcddbrbxj    SFS[D(3,1)(2,1)]
eLAkabcddbrwik    SFS[D(5,2)(2,1)]
eLAkabcddbrwmj    SFS[D(5,2)(2,1)]
eLAkacbddbgjmj    SFS[D(5,2)(3,1)]
eLAkacbddbgjlr    SFS[D(5,3)(3,1)]
eLAkacbddbgjtw    SFS[D(5,3)(3,1)]
eLAkacbddbgjik    SFS[D(5,2)(3,1)]
eLAkabcddbrwlr    SFS[D(5,2)(2,1)]
eLAkabcddbrwtw    SFS[D(5,2)(2,1)]
eLAkacbddbrjar    SFS[D(3,1)(2,1)]
eLAkacbddbrnar    SFS[D(3,1)(2,1)]
eLAkabcddbrgaw    SFS[D(2,1)(2,1)]
eLAkabcddbrbar    SFS[D(2,1)(2,1)]
eLAkacbddbrjhw    SFS[D(3,1)(2,1)]
eLAkacbddbrnhw    SFS[D(3,1)(2,1)]
eLAkabcddbrwqs    SFS[D(5,2)(2,1)]
eLAkabcddbrgqj    SFS[D(3,1)(2,1)]
eLAkacbddbgjqs    SFS[D(5,3)(3,1)]
eLAkacbddbgjxk    SFS[D(5,2)(3,1)]
eLAkabcddbrwxk    SFS[D(5,2)(2,1)]
eLAkabcddbrghr    SFS[D(2,1)(2,1)]
eLAkacbddbrjxn    SFS[D(3,1)(3,1)]
eLAkacbddbrnxn    SFS[D(3,1)(3,2)]
eLAkabcddbrbxn    SFS[D(3,1)(2,1)]
eLAkabcddbrbhw    SFS[D(2,1)(2,1)]
eLAkabcddbcker    SFS[D(2,1)(2,1)]
eLAkabcddbcgdw    SFS[D(2,1)(2,1)]
eLAkabcddbrwij    toroidal 
eLAkabcddbjrts    SFS[D(2,1)(2,1)]
eLAkabcddbrwmk    SFS[D(4,1)(2,1)]
eLAkacbddbgjmk    SFS[D(4,1)(3,1)]
eLAkacbddbgjlk    SFS[D(4,3)(3,1)]
eLAkacbddbgjts    toroidal 
eLAkacbddbgjij    toroidal 
eLAkabcddbrwlk    SFS[D(4,1)(2,1)]
eLAkabcddbcglr    SFS[D(2,1)(2,1)]
eLAkabcddbckiw    SFS[D(2,1)(2,1)]
eLAkabcddbrwts    toroidal 
eLAkabcddbjrij    SFS[D(2,1)(2,1)]
eLAkacbddbjntb    reducible
eLAkacbddbjjtb    reducible
eLAkabcddbrnmb    reducible
eLAkabcddbrftb    reducible
eLAkabcddbrgqb    reducible
eLAkacbddbrjxb    reducible
eLAkacbddbrnxb    reducible
eLAkabcddbrbxb    reducible
eLAkacbddbcjef    reducible
eLAkacbddbcnef    reducible
eLAkacbddbcndb    reducible
eLAkacbddjcndb    SFS[D(3,1)(3,1)]
eLAkacbddjfjdc    SFS[D(3,1)(3,2)]
eLAkacbddbcjdb    reducible
eLAkacbddjcjdb    SFS[D(3,1)(3,2)]
eLAkacbddjcnef    SFS[D(3,1)(3,1)]
eLAkabcddbrjdc    reducible
eLAkabcddjrjdc    SFS[D(3,1)(2,1)]
eLAkabcddjkwig    SFS[D(3,1)(2,1)]
eLAkabcddbrvef    reducible
eLAkabcddjkvmc    SFS[D(3,1)(2,1)]
eLAkabcddjrvef    SFS[D(3,1)(2,1)]
eLAkabcddbrjeb    reducible
eLAkabcddjkwmg    SFS[D(3,1)(2,1)]
eLAkabcddjrjeb    SFS[D(3,1)(2,1)]
eLAkacbddjgjig    SFS[D(2,1)(2,1)]
eLAkabcddjjkmc    SFS[D(2,1)(2,1)]
eLAkabcddbrvdb    reducible
eLAkabcddjrvdb    SFS[D(3,1)(2,1)]
eLAkabcddjkvic    SFS[D(3,1)(2,1)]
eLAkabcddjjkic    SFS[D(2,1)(2,1)]
eLAkacbddjcjic    SFS[D(2,1)(2,1)]
eLAkbbcddaikxj    SFS[D(7,3)(3,1)]
eLAkbbcddainxr    SFS[D(7,4)(3,1)]
eLAkbbcddaijqn    SFS[D(7,2)(3,1)]
eLAkbbcddaisqw    SFS[D(7,5)(3,1)]
eLAkbbcddaifxj    toroidal 
eLAkbbcddaifhj    toroidal 
eLAkbbcddaicqn    SFS[D(3,1)(2,1)]
eLAkbbcddaichk    SFS[D(3,1)(2,1)]
eLAkbbcddaqkhk    SFS[D(2,1)(2,1)]
eLAkbbcddaqbqn    SFS[D(5,1)(2,1)]
eLAkbbcddaqbhk    SFS[D(7,3)(2,1)]
eLAkbbcddainqw    SFS[D(5,4)(3,1)]
eLAkbbcddaikhj    SFS[D(5,1)(3,1)]
eLAkbbcddaisxr    toroidal 
eLAkbbcddaijhk    toroidal 
eLAkbbcddduwqn    toroidal 
eLAkbbcddduwhk    toroidal 
eLAkbbcdddugqw    toroidal 
eLAkbbcddaqjqw    SFS[D(7,2)(2,1)]
eLAkbbcdddhwhk    m043(0,0)
eLAkbbcdddurhj    toroidal 
eLAkbbcdddhrhj    m044(0,0)
eLAkbbcddderhj    toroidal 
eLAkbbcdddurxj    SFS[D(3,1)(2,1)]
eLAkbbcddderxj    toroidal 
eLAkbbcdddhrxj    m027(0,0)
eLAkbbcdddhgqw    m011(0,0)
eLAkbbcddadsqn    SFS[D(5,1)(2,1)]
eLAkbbcddemkqw    m069(0,0)
eLAkbbcddaqohj    toroidal 
eLAkbbcddadoxj    SFS[D(5,1)(2,1)]
eLAkbbcddadohj    SFS[D(7,3)(2,1)]
eLAkbbcdddugxr    SFS[D(3,1)(2,1)]
eLAkbbcdddhwqn    m026(0,0)
eLAkbbcddaqjxr    toroidal 
eLAkbbcdddegqw    toroidal 
eLAkbbcddadjqw    SFS[D(2,1)(2,1)]
eLAkbbcddadjxr    SFS[D(2,1)(2,1)]
eLAkbbcdddhgxr    m006(0,0)
eLAkbbcddemkxr    m070(0,0)
eLAkbbcddadshk    SFS[D(7,3)(2,1)]
eLAkbbcdddegik    SFS[D(5,2)(2,1)]
eLAkbbcddaikak    reducible
eLAkbbcddainak    reducible
eLAkbbcddaijaj    toroidal 
eLAkbbcddaisaj    toroidal 
eLAkbbcddaifak    SFS[D(3,1)(3,2)]
eLAkbbcddaifar    SFS[D(3,1)(3,1)]
eLAkbbcddaicaj    SFS[D(3,1)(3,1)]
eLAkbbcddaicaw    SFS[D(3,1)(3,2)]
eLAkbbcddaqkaj    SFS[D(3,1)(2,1)]
eLAkbbcddaqbaj    SFS[D(3,1)(2,1)]
eLAkbbcddaqbaw    reducible
eLAkbbcddainaj    SFS[D(3,1)(3,1)]
eLAkbbcddaikar    SFS[D(3,1)(3,2)]
eLAkbbcddaisak    SFS[D(3,1)(3,2)]
eLAkbbcddaijaw    SFS[D(3,1)(3,1)]
eLAkbbcddduwaj    SFS[D(3,1)(2,1)]
eLAkbbcddduwaw    SFS[D(3,1)(2,1)]
eLAkbbcdddugaj    SFS[D(3,1)(2,1)]
eLAkbbcddaqjaj    toroidal 
eLAkbbcdddhwaw    SFS[D(3,1)(2,1)]
eLAkbbcdddurar    SFS[D(3,1)(2,1)]
eLAkbbcdddhrar    SFS[D(3,1)(2,1)]
eLAkbbcddderar    reducible
eLAkbbcdddurak    toroidal 
eLAkbbcddderak    toroidal 
eLAkbbcdddhrak    toroidal 
eLAkbbcdddhgaj    m003(0,0)
eLAkbbcddadsaj    SFS[D(3,1)(2,1)]
eLAkbbcddemkaj    toroidal 
eLAkbbcddaqoak    SFS[D(3,1)(2,1)]
eLAkbbcddadoak    SFS[D(3,1)(2,1)]
eLAkbbcddadoar    reducible
eLAkbbcdddugak    toroidal 
eLAkbbcdddhwaj    m003(0,0)
eLAkbbcddaqjak    SFS[D(3,1)(2,1)]
eLAkbbcdddegaj    toroidal 
eLAkbbcddadjaj    SFS[D(3,1)(2,1)]
eLAkbbcddadjak    SFS[D(3,1)(2,1)]
eLAkbbcdddhgak    toroidal 
eLAkbbcddemkak    toroidal 
eLAkbbcddadsaw    reducible
eLAkbbcddaikxn    SFS[D(8,3)(3,1)]
eLAkbbcddainxk    SFS[D(8,3)(3,1)]
eLAkbbcddaijqj    toroidal 
eLAkbbcddaisqs    toroidal 
eLAkbbcddaifxn    toroidal 
eLAkbbcddaifhw    toroidal 
eLAkbbcddaqbqj    SFS[D(7,2)(2,1)]
eLAkbbcddaqbhr    SFS[D(8,3)(2,1)]
eLAkbbcddainqs    SFS[D(7,5)(3,1)]
eLAkbbcddaikhw    SFS[D(7,2)(3,1)]
eLAkbbcddaisxk    toroidal 
eLAkbbcddaijhr    toroidal 
eLAkbbcddduwqj    toroidal 
eLAkbbcddduwhr    toroidal 
eLAkbbcdddugqs    toroidal 
eLAkbbcddaqjqs    toroidal 
eLAkbbcdddhwhr    m060(0,0)
eLAkbbcdddurhw    toroidal 
eLAkbbcdddhrhw    m064(0,0)
eLAkbbcddderhw    toroidal 
eLAkbbcdddurxn    toroidal 
eLAkbbcddderxn    toroidal 
eLAkbbcdddhrxn    m055(0,0)
eLAkbbcdddhgqs    m019(0,0)
eLAkbbcddadsqj    SFS[D(7,2)(2,1)]
eLAkbbcddemkqs    m119(0,0)
eLAkbbcddaqohw    toroidal 
eLAkbbcddadoxn    SFS[D(7,2)(2,1)]
eLAkbbcddadohw    SFS[D(8,3)(2,1)]
eLAkbbcdddugxk    toroidal 
eLAkbbcdddhwqj    m052(0,0)
eLAkbbcddaqjxk    toroidal 
eLAkbbcdddegqs    SFS[D(5,2)(2,1)]
eLAkbbcdddhgxk    m016(0,0)
eLAkbbcddemkxk    m118(0,0)
eLAkbbcddadshr    SFS[D(8,3)(2,1)]
eLAkbbcdddegij    SFS[D(4,1)(2,1)]
eLAkbbcdddtftb    SFS[D(2,1)(2,1)]
eLAkbbcdddejtb    reducible
eLAkbbcddpugdv     T2xI 
eLAkbbcddaqbqb    SFS[D(2,1)(2,1)]
eLAkbbcddainqv    SFS[D(3,1)(2,1)]
eLAkbbcddaikhc    SFS[D(3,1)(2,1)]
eLAkbbcddaisxf    reducible
eLAkbbcddaijhf    reducible
eLAkbbcddduwqb    SFS[D(3,1)(2,1)]
eLAkbbcddduwhf    SFS[D(3,1)(2,1)]
eLAkbbcdddurxb    SFS[D(3,1)(2,1)]
eLAkbbcddderxb    toroidal 
eLAkbbcdddhrxb    SFS[D(3,1)(2,1)]
eLAkbbcddadsqb    SFS[D(2,1)(2,1)]
eLAkbbcddadoxb    SFS[D(2,1)(2,1)]
eLAkbbcdddugxf    SFS[D(3,1)(2,1)]
eLAkbbcdddhwqb    SFS[D(3,1)(2,1)]
eLAkbbcddaqjxf    reducible
eLAkbbcddhqjeb    SFS[D(2,1)(2,1)]
eLAkbbcddpucic     T2xI 
eLAkbbcddpucdb    SFS[A(2,1)]
eLAkbbcdddecdb    SFS[A(2,1)]
eLAkbbcddadbdb     T2xI 
eLAkbbcddadbef     T2xI 
eLAkbbcddhqjdc    SFS[D(2,1)(2,1)]
eLAkbbcddpugig     T2xI 
eLAkbbcdddtbaf    SFS[D(3,1)(3,2)]
eLAkbbcdddqbaf    SFS[D(3,1)(3,1)]
eLAkbbcdddtfac    SFS[D(3,1)(3,2)]
eLAkbbcdddqfac    SFS[D(3,1)(3,1)]
eLAkbbcdddujac    SFS[D(3,1)(2,1)]
eLAkbbcddducac    SFS[D(3,1)(2,1)]
eLAkbbcdddhcac    SFS[D(3,1)(2,1)]
eLAkbbcdddukaf    toroidal 
eLAkbbcdddhjac    m003(0,0)
eLAkbbcddaqbac    SFS[D(3,1)(2,1)]
eLAkbbcdddejac    toroidal 
eLAkbbcddadkac    SFS[D(3,1)(2,1)]
eLAkbbcddadgaf    SFS[D(3,1)(2,1)]
eLAkbbcdddhkaf    toroidal 
eLAkbbcddembaf    toroidal 
eLAkbbcddainag    SFS[D(3,1)(3,2)]
eLAkbbcddaikaf    SFS[D(3,1)(3,1)]
eLAkbbcddaisag    SFS[D(3,1)(3,1)]
eLAkbbcddaijac    SFS[D(3,1)(3,2)]
eLAkbbcddhtgac    m004(0,0)
eLAkbbcddhtnaf    m004(0,0)
eLAkbbcddduwac    toroidal 
eLAkbbcdddugag    SFS[D(3,1)(2,1)]
eLAkbbcddaqjag    SFS[D(3,1)(2,1)]
eLAkbbcdddhwac    toroidal 
eLAkbbcddduraf    SFS[D(3,1)(2,1)]
eLAkbbcdddhraf    m003(0,0)
eLAkbbcddderaf    toroidal 
eLAkbbcddadoaf    SFS[D(3,1)(2,1)]
eLAkbbcdddhgag    SFS[D(3,1)(2,1)]
eLAkbbcddemkag    toroidal 
eLAkbbcddadsac    SFS[D(3,1)(2,1)]
eLMkabdcdbrdjf    reducible
eLMkabdcdbjejc    reducible
eLMkabdcdbjenc    reducible
eLMkabdcdbrdnf    reducible
eLMkabdcdbcejw    SFS[D(3,1)(3,2)]
eLMkabdcdbcejj    SFS[D(3,1)(3,1)]
eLMkabcddjcolw    reducible
eLMkabcddjcolj    reducible
eLMkabcddbcrpj    SFS[D(3,1)(2,1)]
eLMkabcddbjrpc    reducible
eLMkabcddbcwij    SFS[D(3,1)(2,1)]
eLMkabcddbrrig    reducible
eLMkabdcdbcenw    SFS[D(3,1)(3,1)]
eLMkabcddbcrpw    SFS[D(3,1)(2,1)]
eLMkabcddbrwdg    reducible
eLMkabcddbcwiw    SFS[D(3,1)(2,1)]
eLMkabcddbjwic    reducible
eLMkabcddbcwtk    SFS[D(2,1)(2,1)]
eLMkabcddbcrtn    SFS[D(2,1)(2,1)]
eLMkabcddbcrek    SFS[D(2,1)(2,1)]
eLMkabcddbjwmo    reducible
eLMkabcddbjrdo    reducible
eLAkccbddaxraj    SFS[D(5,1)(2,1)]
eLAkccbddaxjqn    toroidal 
eLAkccbddaijhn    toroidal 
eLAkccbddaikhs    toroidal 
eLAkccbddamrxj    SFS[D(5,1)(3,1)]
eLAkccbddairxj    SFS[D(5,4)(3,1)]
eLAkccbddaijaw    toroidal 
eLAkccbddaiwaj    toroidal 
eLAkccbddaikar    SFS[D(3,1)(3,2)]
eLAkccbddairak    SFS[D(3,1)(3,1)]
eLAkccbddaxjxw    toroidal 
eLAkccbddaxkxr    SFS[D(3,1)(2,1)]
eLAkccbddaijaj    toroidal 
eLAkccbddaikak    toroidal 
eLAkccbddairar    reducible
eLAkccbddaxjxj    toroidal 
eLAkccbddaxkxk    toroidal 
eLAkccbddaxrxr    reducible
eLAkccbddaxkaj    SFS[D(7,2)(2,1)]
eLAkccbddaxjqr    SFS[D(7,3)(2,1)]
eLAkccbddaijqk    toroidal 
eLAkccbddaiwhn    toroidal 
eLAkccbddaikxj    SFS[D(7,5)(3,1)]
eLAkccbddamkxj    SFS[D(7,2)(3,1)]
eLAkccbddaijhr    SFS[D(7,3)(3,1)]
eLAkccbddairhs    SFS[D(7,4)(3,1)]
eLAkccbddaxjhk    toroidal 
eLAkccbddaxkak    toroidal 
eLAkccbddaxjhj    SFS[D(8,3)(2,1)]
eLAkccbddaijqj    SFS[D(8,3)(3,1)]
eLAkccbddaiwhr    SFS[D(8,3)(3,1)]
eLAkccbddaikxk    toroidal 
eLAkccbddamkxk    toroidal 
eLAkccbddaicaw    reducible
eLAkccbddaicaj    reducible
eLAkccbddaifar    SFS[D(3,1)(3,1)]
eLAkccbddairaf    SFS[D(3,1)(3,2)]
eLAkccbddaikaf    SFS[D(3,1)(3,1)]
eLAkccbddhpcuw    SFS[D(3,1)(3,2)]
eLAkccbdddpcuj    toroidal 
eLAkccbddaifak    SFS[D(3,1)(3,2)]
eLAkccbdddpjuc    reducible
eLAkccbddhpcuj    SFS[D(3,1)(3,1)]
eLAkccbdddecdj    SFS[A(3,1)]
eLAkccbddaxcxj    reducible
eLAkccbddimfuk    SFS[D(3,1)(2,1)]
eLAkccbddaxfxr    SFS[D(3,1)(2,1)]
eLAkccbddimcqw    reducible
eLAkccbddaxfxk    SFS[D(3,1)(2,1)]
eLAkccbddimfur    SFS[D(3,1)(2,1)]
eLAkccbddimcqj    reducible
eLAkccbdddhfug    SFS[D(3,1)(2,1)]
eLAkccbdddufug    SFS[D(3,1)(2,1)]
eLAkccbdddufhv    SFS[D(3,1)(2,1)]
eLAkccbddlxcug    SFS[D(3,1)(2,1)]
eLAkccbdddhfhv    SFS[D(3,1)(2,1)]
eLAkccbddlxcto    SFS[D(3,1)(2,1)]
eLAkccbdddecio     T2xI 
eLAkccbdddpclg    SFS[D(2,1)(2,1)]
eLAkccbddhxclg    SFS[D(2,1)(2,1)]
eLAkccbdddpcag    SFS[D(2,1)(2,1)]
eLAkccbddhxceo    SFS[D(2,1)(2,1)]
eLAkccbddimfms    SFS[D(2,1)(2,1)]
eLAkccbddaxfaj    SFS[D(2,1)(2,1)]
eLAkccbddimcak    reducible
eLAkccbddaxfqs    SFS[D(2,1)(2,1)]
eLAkccbddimfdj    SFS[D(2,1)(2,1)]
eLAkccbddimclk    reducible
eLAkccbddaicqk    reducible
eLAkccbddaichn    reducible
eLAkccbddaifxj    SFS[D(3,1)(2,1)]
eLAkccbddamfxj    SFS[D(3,1)(2,1)]
eLAkccbddaijho    SFS[D(3,1)(2,1)]
eLAkccbddhpclk    SFS[D(3,1)(2,1)]
eLAkccbdddpclk    toroidal 
eLAkccbddaifhs    SFS[D(3,1)(2,1)]
eLAkccbdddpkmv    reducible
eLAkccbddhpcmn    SFS[D(3,1)(2,1)]
eLAkccbdddecln    SFS[A(2,1)]
eLAkccbddaxchk    reducible
eLAkccbddimcaj    reducible
eLAkccbddimclj    reducible
eLAkccbdddpclj    SFS[D(2,1)(2,1)]
eLAkccbdddeclr     T2xI 
eLAkaccddngjxn    toroidal 
eLAkaccddngjak    toroidal 
eLAkaccddngbxn    m011(0,0)
eLAkaccddnsjak    m159(0,0)
eLAkaccddnnbxn    m178(0,0)
eLAkaccddnnjak    m060(0,0)
eLAkaccddngnxn    SFS[D(3,1)(2,1)]
eLAkaccddnnnxn    toroidal 
eLAkaccddnnnak    toroidal 
eLAkaccddngbak    m006(0,0)
eLAkaccddngnak    toroidal 
eLAkaccddnkkxn    toroidal 
eLAkaccddnkkak    toroidal 
eLAkaccddjjjqj    SFS[D(4,1)(4,1)]
eLAkaccddjjjlr    SFS[D(4,3)(4,1)]
eLAkaccddjjjdw    SFS[D(4,1)(4,1)]
eLAkaccddjjjpk    toroidal 
eLAkaccddjjjpj    SFS[D(5,2)(4,1)]
eLAkaccddjjjaj    SFS[D(4,3)(4,1)]
eLAkaccddjjjin    toroidal 
eLAkaccddjjjir    SFS[D(5,3)(4,1)]
eLPkaccddjggan    toroidal 
eLPkaccddjggaj    toroidal 
eLAkaccddnjjew    toroidal 
eLAkaccddjjjew    toroidal 
eLAkaccddjjjej    toroidal 
eLAkaccddnjjej    toroidal 
eLAkaccddnkkqw    toroidal 
eLAkaccddjkkqw    toroidal 
eLAkaccddnkkqj    toroidal 
eLAkaccddjkkqj    toroidal 
eLAkaccddjgglw    SFS[D(3,1)(2,1)]
eLAkaccddjgglj    SFS[D(3,1)(2,1)]
eLAkaccddnjjln    SFS[D(5,3)(5,2)]
eLAkaccddjjjln    SFS[D(5,3)(4,1)]
eLAkaccddjjjqk    SFS[D(5,2)(4,1)]
eLAkaccddnjjqk    SFS[D(5,2)(5,2)]
eLAkaccddnjjaw    SFS[D(5,3)(5,2)]
eLAkaccddjjjaw    SFS[D(5,3)(4,1)]
eLAkaccddnjjin    toroidal 
eLAkaccddjkken    SFS[D(5,3)(5,2)]
eLAkaccddnjjdj    SFS[D(5,2)(5,2)]
eLAkaccddjjjdj    SFS[D(5,2)(4,1)]
eLAkaccddnjjpk    toroidal 
eLAkaccddjkkij    SFS[D(5,2)(5,2)]
eLPkaccddjjkan    SFS[D(3,1)(3,2)]
eLPkaccddjjkaj    SFS[D(3,1)(3,1)]
eLAkaccddnsbqw    toroidal 
eLAkaccddjsbqw    toroidal 
eLAkaccddnsbqj    toroidal 
eLAkaccddjsbqj    toroidal 
eLPkaccddjjsan    m007(0,0)
eLPkaccddjjsaj    toroidal 
eLAkaccddngbqw    m003(0,0)
eLAkaccddjgbqw    m017(0,0)
eLAkaccddnsjqj    m030(0,0)
eLAkaccddjsjqj    m037(0,0)
eLPkaccddjjban    m010(0,0)
eLPkaccddjbsaj    m007(0,0)
eLAkaccddnnbqw    m116(0,0)
eLAkaccddjnbqw    m141(0,0)
eLAkaccddnsnqj    m026(0,0)
eLAkaccddjsnqj    m070(0,0)
eLPkaccddjbkan    m036(0,0)
eLAkaccddnsnqw    m052(0,0)
eLAkaccddjsnqw    m118(0,0)
eLAkaccddnnbqj    m170(0,0)
eLAkaccddjnbqj    m180(0,0)
eLAkaccddngnqw    toroidal 
eLAkaccddjgnqw    m016(0,0)
eLAkaccddnnjqj    m100(0,0)
eLAkaccddjnjqj    m082(0,0)
eLPkaccddjbban    toroidal 
eLPkaccddjbbaj    toroidal 
eLAkaccddnnnqw    toroidal 
eLAkaccddjnnqw    SFS[D(8,3)(2,1)]
eLAkaccddnnnqj    toroidal 
eLAkaccddjnnqj    SFS[D(7,3)(2,1)]
eLPkaccddjnkaj    m036(0,0)
eLAkaccddnsjqw    m100(0,0)
eLAkaccddjsjqw    m082(0,0)
eLAkaccddngbqj    toroidal 
eLAkaccddjgbqj    m016(0,0)
eLAkaccddngjqw    SFS[D(3,1)(2,1)]
eLAkaccddngjqj    SFS[D(3,1)(2,1)]
eLPkaccddjbkaj    m033(0,0)
eLAkaccddnnjqw    m054(0,0)
eLAkaccddjnjqw    m046(0,0)
eLAkaccddngnqj    SFS[D(3,1)(2,1)]
eLAkaccddjgnqj    m006(0,0)
eLAkaccddjgjxn    SFS[D(4,1)(2,1)]
eLAkaccddjgjxr    SFS[D(5,2)(2,1)]
eLAkaccddjgjak    SFS[D(4,1)(2,1)]
eLAkaccddjgjaj    SFS[D(5,2)(2,1)]
eLAkaccddjsjxn    m019(0,0)
eLAkaccddjgbxr    m016(0,0)
eLAkaccddjsjak    m145(0,0)
eLAkaccddjsjaj    m130(0,0)
eLAkaccddjnjxn    m154(0,0)
eLAkaccddjnbxr    m147(0,0)
eLAkaccddjnjak    m043(0,0)
eLAkaccddjnjaj    m069(0,0)
eLAkaccddjgnxn    m003(0,0)
eLAkaccddjgnxr    toroidal 
eLAkaccddjgnak    m019(0,0)
eLAkaccddjsnxn    toroidal 
eLAkaccddjsnak    m119(0,0)
eLAkaccddjnnxn    SFS[D(3,1)(2,1)]
eLAkaccddjnnxr    reducible
eLAkaccddjnnak    SFS[D(7,2)(2,1)]
eLAkaccddjnnaj    SFS[D(5,1)(2,1)]
eLAkaccddjgbxn    m017(0,0)
eLAkaccddjgbak    m016(0,0)
eLAkaccddjgbaj    m017(0,0)
eLAkaccddjsbxn    toroidal 
eLAkaccddjsbak    toroidal 
eLAkaccddjnbxn    m185(0,0)
eLAkaccddjnbak    toroidal 
eLAkaccddjgnaj    m011(0,0)
eLAkaccddjkkxn    toroidal 
eLAkaccddjkkxr    SFS[D(5,3)(5,2)]
eLAkaccddjkkak    toroidal 
eLAkaccddjkkaj    SFS[D(5,2)(5,2)]
eLAkaccddjggdn    SFS[D(2,1)(2,1)]
eLAkaccddjgguk    SFS[D(2,1)(2,1)]
eLPkaccddbfgab    reducible
eLPkaccddbfcaj    reducible
eLAkaccddnfwqc    reducible
eLPkaccddbfoab    reducible
eLAkaccddbrgqg    reducible
eLAkaccddbfvqg    reducible
eLAkaccddbfvmg    reducible
eLAkaccddbjjew    SFS[D(3,1)(2,1)]
eLAkaccddbjjej    SFS[D(3,1)(2,1)]
eLAkaccddbjjin    SFS[D(2,1)(2,1)]
eLAkaccddbjjpk    SFS[D(2,1)(2,1)]
eLAkaccddbcjqg    reducible
eLAkaccddbjnqj    SFS[D(3,1)(2,1)]
eLAkaccddbjnqk    SFS[D(3,1)(2,1)]
eLAkaccddbjnaw    SFS[D(2,1)(2,1)]
eLAkaccddbjnhr    SFS[D(2,1)(2,1)]
eLAkaccddbwbqg    reducible
eLAkaccddbwbqj    SFS[D(3,1)(2,1)]
eLAkaccddbwbqk    SFS[D(3,1)(2,1)]
eLAkaccddbwbaw    SFS[D(2,1)(2,1)]
eLAkaccddbwbhr    SFS[D(2,1)(2,1)]
eLAkaccddbcjpg    reducible
eLPkaccddbjkaj    reducible
eLAkaccddnsbqc    reducible
eLPkaccddbjsab    reducible
eLPkaccddbjsan    SFS[D(3,1)(3,2)]
eLPkaccddbjsaj    SFS[D(3,1)(3,1)]
eLAkaccddngbqc    SFS[D(3,1)(2,1)]
eLAkaccddnsjqc    SFS[D(3,1)(2,1)]
eLPkaccddbbkab    reducible
eLPkaccddbbkaj    SFS[D(3,1)(3,1)]
eLPkaccddbbkan    SFS[D(3,1)(3,2)]
eLAkaccddnnbqc    SFS[D(3,1)(2,1)]
eLAkaccddnsnqc    SFS[D(3,1)(2,1)]
eLPkaccddbbbaj    reducible
eLAkaccddnnnqc    reducible
eLPkaccddbbsaj    SFS[D(3,1)(3,2)]
eLPkaccddbbsan    SFS[D(3,1)(3,1)]
eLAkaccddnnjqc    SFS[D(3,1)(2,1)]
eLAkaccddngnqc    SFS[D(3,1)(2,1)]
eLAkaccddbgjxn    SFS[D(4,1)(2,1)]
eLAkaccddbgjxr    SFS[D(5,2)(2,1)]
eLAkaccddbgjak    SFS[D(4,1)(2,1)]
eLAkaccddbgjaj    SFS[D(5,2)(2,1)]
eLAkaccddbgnqw    SFS[D(5,2)(2,1)]
eLAkaccddbgnqj    toroidal 
eLAkaccddbgnen    SFS[D(4,1)(2,1)]
eLAkaccddbgner    SFS[D(5,2)(2,1)]
eLAkaccddbgnxn    toroidal 
eLAkaccddbgnxr    toroidal 
eLAkaccddbgnak    SFS[D(5,2)(2,1)]
eLAkaccddbgnaj    toroidal 
eLAkaccddbgnmr    SFS[D(4,1)(2,1)]
eLAkaccddbgnmn    SFS[D(5,2)(2,1)]
eLAkaccddbsnqj    SFS[D(2,1)(2,1)]
eLAkaccddbsnxn    SFS[D(3,1)(2,1)]
eLAkaccddbsnxr    SFS[D(3,1)(2,1)]
eLAkaccddbsnaj    SFS[D(2,1)(2,1)]
eLAkaccddbnnqj    SFS[D(2,1)(2,1)]
eLAkaccddbnnxn    SFS[D(3,1)(2,1)]
eLAkaccddbnnxr    SFS[D(3,1)(2,1)]
eLAkaccddbnnaj    SFS[D(2,1)(2,1)]
eLAkaccddbgbqw    SFS[D(4,1)(2,1)]
eLAkaccddbgbqj    SFS[D(5,2)(2,1)]
eLAkaccddbgbxn    SFS[D(5,2)(2,1)]
eLAkaccddbgbxr    SFS[D(4,1)(2,1)]
eLAkaccddbkkqw    SFS[D(3,1)(2,1)]
eLAkaccddbkkqj    SFS[D(3,1)(2,1)]
eLAkaccddbkkxn    SFS[D(2,1)(2,1)]
eLAkaccddbkkak    SFS[D(2,1)(2,1)]
eLAkaccddbkwlj    SFS[D(3,1)(2,1)]
eLAkaccddbkwlk    SFS[D(3,1)(2,1)]
eLAkaccddbkwuw    SFS[D(2,1)(2,1)]
eLAkaccddbkwmr    SFS[D(2,1)(2,1)]
eLAkbccddahghj    SFS[D(3,1)(2,1)]
eLAkbccddahghk    SFS[D(3,1)(2,1)]
eLAkbccddhhgij    SFS[D(4,1)(3,1)]
eLAkbccddaicmj    SFS[D(3,1)(2,1)]
eLAkbccddaekdj    SFS[D(3,1)(2,1)]
eLAkbccddahshj    toroidal 
eLAkbccddahnhk    reducible
eLAkbccddaekdw    reducible
eLAkbccddahnhj    SFS[D(3,1)(2,1)]
eLAkbccddahshk    SFS[D(3,1)(2,1)]
eLAkbccddhhgik    SFS[D(5,2)(3,1)]
eLAkbccddaicmk    SFS[D(3,1)(2,1)]
eLAkbccddahnxj    SFS[D(7,2)(2,1)]
eLAkbccddahsqn    toroidal 
eLAkbccddaeklr    SFS[D(8,3)(2,1)]
eLAkbccddhhgmk    SFS[D(4,3)(3,1)]
eLAkbccddaekmj    SFS[D(7,2)(2,1)]
eLAkbccddahsxj    toroidal 
eLAkbccddahnqn    SFS[D(8,3)(2,1)]
eLAkbccddmejdw    m009(0,0)
eLAkbccddhhnak    toroidal 
eLAkbccddhhnxk    m035(0,0)
eLAkbccddmejlr    m045(0,0)
eLAkbccddhhgak    toroidal 
eLAkbccddhhsxk    m142(0,0)
eLAkbccddhhsak    m011(0,0)
eLAkbccddhhgxk    SFS[D(5,2)(3,1)]
eLAkbccddhhnqw    m004(0,0)
eLAkbccddmejmk    SFS[D(3,1)(3,1)]
eLAkbccddhhnqs    m015(0,0)
eLAkbccddmejmj    m007(0,0)
eLAkbccddhhgqw    toroidal 
eLAkbccddhhsqs    m146(0,0)
eLAkbccddhhsqw    m117(0,0)
eLAkbccddhhgqs    SFS[D(5,3)(3,1)]
eLAkbccddmejdj    m032(0,0)
eLAkbccddhhnaj    m006(0,0)
eLAkbccddhhnxr    m029(0,0)
eLAkbccddmejln    m053(0,0)
eLAkbccddhhgaj    toroidal 
eLAkbccddhhsxr    m081(0,0)
eLAkbccddhhsaj    toroidal 
eLAkbccddhhgxr    toroidal 
eLAkbccddahgqr    SFS[D(2,1)(2,1)]
eLAkbccddahgxw    SFS[D(2,1)(2,1)]
eLAkbccddahnqr    SFS[D(7,3)(2,1)]
eLAkbccddaekmk    SFS[D(5,1)(2,1)]
eLAkbccddaicdw    SFS[D(2,1)(2,1)]
eLAkbccddahsxw    SFS[D(7,2)(2,1)]
eLAkbccddhhgmj    SFS[D(5,3)(3,1)]
eLAkbccddahsqr    toroidal 
eLAkbccddaekln    SFS[D(7,3)(2,1)]
eLAkbccddaiclr    SFS[D(2,1)(2,1)]
eLAkbccddahnxw    SFS[D(5,1)(2,1)]
eLAkbccddaerdc    SFS[D(3,1)(2,1)]
eLAkbccddemkmo    SFS[D(2,1)(2,1)]
eLAkbccdddpfdg    SFS[D(3,1)(2,1)]
eLAkbccddahrqg    SFS[D(2,1)(2,1)]
eLAkbccddaijmg    SFS[D(3,1)(2,1)]
eLAkbccddepbeo    reducible
eLAkbccddaekdc    SFS[D(3,1)(2,1)]
eLAkbccddaiwmg    SFS[D(3,1)(2,1)]
eLAkbccddahnhg    SFS[D(3,1)(2,1)]
eLAkbccddapfqc    SFS[D(2,1)(2,1)]
eLAkbccddahshg    SFS[D(3,1)(2,1)]
eLAkbccddheglf    SFS[D(2,1)(2,1)]
eLAkbccddainlg    SFS[D(2,1)(2,1)]
eLAkbccdddpkdg    toroidal 
eLAkbccdddugig    SFS[D(2,1)(2,1)]
eLAkbccdddlkdg    SFS[D(3,1)(2,1)]
eLAkbccdddxkdg    SFS[D(3,1)(2,1)]
eLAkbccddepneo    SFS[D(3,1)(2,1)]
eLAkbccddeifac    reducible
eLAkbccdddurdf    reducible
eLAkbccdddprdg    SFS[D(3,1)(2,1)]
eLAkbccddepjeo    SFS[D(3,1)(2,1)]
eLAkbccddeljeo    SFS[D(3,1)(2,1)]
eLAkbccddexjeo    reducible
eLAkbccddehjio    SFS[D(2,1)(2,1)]
eLAkbccddemklg    SFS[D(2,1)(2,1)]
eLAkbccddemkag    SFS[D(2,1)(2,1)]
eLAkbccddehjac    SFS[D(2,1)(2,1)]
eLAkbccddhljdv    SFS[D(3,1)(2,1)]
eLAkbccddelgeg    SFS[D(3,1)(2,1)]
eLAkbccdddljdv    SFS[D(3,1)(2,1)]
eLAkbccddpendv    reducible
eLAkbccddelgug    SFS[D(3,1)(2,1)]
eLAkbccdddljqv    SFS[D(3,1)(2,1)]
eLAkbccddhljqv    SFS[D(3,1)(2,1)]
eLAkbccddpenmg    reducible
eLAkbccddahnxc    SFS[D(2,1)(2,1)]
eLAkbccddapfic    SFS[D(2,1)(2,1)]
eLAkbccddahsqo    reducible
eLAkbccddehnpg    SFS[D(3,1)(2,1)]
eLAkbccdddhrlv    SFS[D(3,1)(2,1)]
eLAkbccddhhref    SFS[D(3,1)(2,1)]
eLAkbccddhlclf    reducible
eLAkbccdddlwlf    reducible
eLAkbccddaefac     T2xI 
eLAkbccddelvpc    reducible
eLAkbccddaekmg    SFS[D(2,1)(2,1)]
eLAkbccddmejdc    SFS[D(3,1)(2,1)]
eLAkbccddhhnag    SFS[D(3,1)(2,1)]
eLAkbccddhhrxg    SFS[D(2,1)(2,1)]
eLAkbccdddefaf     T2xI 
eLAkbccddeebdc    SFS[A(2,1)]
eLAkbccddaefec     T2xI 
eLAkbccddhhsxf    SFS[D(2,1)(2,1)]
eLAkbccddexfxc    reducible
eLAkbccddhlrpg    SFS[D(3,1)(2,1)]
eLAkbccddhhsag    SFS[D(3,1)(2,1)]
eLAkbccddhegxf    SFS[D(2,1)(2,1)]
eLAkbccdddpfev    SFS[D(5,2)(2,1)]
eLAkbccdddunqv    toroidal 
eLAkbccddehoug    SFS[D(4,1)(2,1)]
eLAkbccdddhnqv    SFS[D(5,2)(2,1)]
eLAkbccddhhnqv    SFS[D(4,1)(2,1)]
eLAkbccddepbag    SFS[D(4,1)(2,1)]
eLAkbccddmejmg    toroidal 
eLAkbccdddugqv    SFS[D(2,1)(2,1)]
eLAkbccdddusqv    SFS[D(2,1)(2,1)]
eLMkbbdddaixqh    toroidal 
eLMkbbdddaiapu    SFS[A(3,1)]
eLMkbbdddaiade    reducible
eLMkbbdddadeeh    reducible
eLMkbbdddadeeu    reducible
eLMkbbdddaiqhx    toroidal 
eLMkbbdddaipua    toroidal 
eLMkbbdddaimia    toroidal 
eLMkbbdddaddee    SFS[A(3,1)]
eLMkbbdddadaee    SFS[A(3,1)]
eLMkbbddddeali    toroidal 
eLMkbbdddademh    SFS[D(3,1)(3,2)]
eLMkbbddddealm    toroidal 
eLMkbbdddademu    SFS[D(3,1)(3,1)]
eLMkbbdddadexh    SFS[D(3,1)(3,1)]
eLMkbbdddadhtx    m004(0,0)
eLMkbbdddadelq    SFS[A(2,1)]
eLMkbbdddadett    SFS[A(2,1)]
eLMkbbdddadlih    toroidal 
eLMkbbdddadiqu    toroidal 
eLMkbbdddadiih    SFS[D(3,1)(2,1)]
eLMkbbdddadiie    reducible
eLMkbbdddadiiu    SFS[D(3,1)(2,1)]
eLMkbbdddadhih    SFS[D(3,1)(2,1)]
eLMkbbdddadmut    m004(0,0)
eLMkbbdddaqelq    toroidal 
eLMkbbdddaqdtq    toroidal 
eLMkbbdddaqaxh    toroidal 
eLMkbbdddaqlqe    SFS[A(2,1)]
eLMkbbdddaqiqu    reducible
eLMkbbdddemdxi    m202(0,0)(0,0)
eLMkbbddddhapu    m125(0,0)(0,0)
eLMkbbdddduapu    toroidal 
eLMkbbddddeapu    toroidal 
eLMkbbddddemhl    toroidal 
eLMkbbddddepqm    toroidal 
eLMkbcdddaeluu    SFS[D(3,1)(3,2)]
eLMkbcdddaaeap    SFS[D(3,1)(2,1)]
eLMkbcdddaaeah    SFS[D(3,1)(2,1)]
eLMkbcdddaaedh    toroidal 
eLMkbcdddaeeda    SFS[A(3,1)]
eLMkbcdddaehaa    reducible
eLMkbcdddaempp    reducible
eLMkbcdddaeetp    SFS[D(3,1)(2,1)]
eLMkbcdddaeexx    SFS[A(2,1)]
eLMkbcdddaemah    SFS[D(3,1)(2,1)]
eLMkbcdddaehtp    toroidal 
eLMkbcdddaeipp    SFS[D(3,1)(3,1)]
eLMkbcdddaaadt    SFS[D(3,1)(3,2)]
eLMkbcdddaaetq    m004(0,0)
eLMkbcdddaeiah    reducible
eLMkbcdddahxuu    SFS[D(3,1)(3,1)]
eLMkbcdddahxte    m004(0,0)
eLMkbcdddahxxh    toroidal 
eLMkbcdddaaamu    SFS[D(3,1)(2,1)]
eLMkbcdddaahep    m003(0,0)
eLMkbcdddahhai    reducible
eLMkbcdddahhdi    SFS[D(3,1)(3,2)]
eLMkbcdddahhdm    SFS[D(3,1)(3,1)]
eLMkbcdddahhtp    SFS[D(3,1)(2,1)]
eLMkbcdddaaadl    SFS[D(3,1)(3,1)]
eLMkbcdddaahti    m004(0,0)
eLMkbcdddahxpi    m003(0,0)
eLMkbcdddahxmm    SFS[D(3,1)(2,1)]
eLMkbcdddahxqa    toroidal 
eLMkbcdddahmpp    SFS[D(3,1)(3,2)]
eLMkbcdddaimat    SFS[D(3,1)(3,1)]
eLMkbcdddaimal    SFS[D(3,1)(3,2)]
eLMkbcdddaipua    SFS[D(3,1)(2,1)]
eLMkbcdddaipta    SFS[D(3,1)(2,1)]
eLMkbcdddaipxa    toroidal 
eLMkbcdddaiptl    toroidal 
eLMkbcdddaipul    m003(0,0)
eLMkbcdddaaiqi    SFS[D(3,1)(2,1)]
eLMkbcdddaahad    SFS[D(3,1)(2,1)]
eLMkbcdddaaimq    toroidal 
eLMkbcdddaaamq    SFS[D(3,1)(2,1)]
eLMkbcdddaaipq    m003(0,0)
eLMkbcdddaahdp    toroidal 
eLMkbcdddaiuap    SFS[D(3,1)(2,1)]
eLMkbcdddaiuad    reducible
eLMkbcdddaiuah    SFS[D(3,1)(2,1)]
eLMkbcdddaiudh    toroidal 
eLMkbcdddahipp    reducible
eLMkbcdddaiial    reducible
eLMkbcdddaiida    toroidal 
eLMkbcdddaiiqq    reducible
eLMkbcdddahiah    SFS[D(3,1)(2,1)]
eLMkbcdddaippp    SFS[D(3,1)(3,1)]
eLMkbcdddaiuuu    SFS[D(3,1)(3,2)]
eLMkbcdddaaial    SFS[D(3,1)(3,2)]
eLMkbcdddaaiat    SFS[D(3,1)(3,1)]
eLMkbcdddaaiea    SFS[D(3,1)(3,1)]
eLMkbcdddahmah    SFS[D(3,1)(2,1)]
eLMkbcdddaimqq    SFS[D(3,1)(2,1)]
eLMkbcddddedae    m129(0,0)(0,0)
eLMkbcddddedde    m203(0,0)(0,0)
eLMkbcddddhhah    SFS[D(4,1)(3,1)]
eLMkbcddddxqpe    m034(0,0)
eLMkbcddddlihu    toroidal 
eLMkbcddddlihe    toroidal 
eLMkbcdddhhqqa    m136(0,0)
eLMkbcdddhhhdu    m022(0,0)
eLMkbcdddhhhml    m023(0,0)
eLMkbcdddhhqxh    m135(0,0)
eLMkbcdddhxqlm    m207(0,0)
eLMkbcdddhxqdu    m206(0,0)
eLMkbcdddhehah    SFS[D(4,3)(3,1)]
eLPkbcdddajjjs    toroidal 
eLPkbcdddaknbg    SFS[D(5,1)(2,1)]
eLPkbcdddacfcb     T2xI 
eLPkbcdddakkcc    reducible
eLPkbcdddackcn    SFS[D(2,1)(2,1)]
eLPkbcdddackjj    SFS[D(3,1)(2,1)]
eLPkbcdddacjnn    SFS[D(3,1)(2,1)]
eLPkbcdddajsjj    toroidal 
eLPkbcdddakwoo    reducible
eLPkbcdddajkjj    SFS[D(3,1)(2,1)]
eLPkbcdddacrjs    SFS[D(2,1)(2,1)]
eLPkbcdddacfnr    SFS[D(2,1)(2,1)]
eLPkbcdddajnnv    SFS[D(7,2)(2,1)]
eLPkbcdddakrnc    SFS[D(5,1)(2,1)]
eLPkbcdddacrnn    SFS[D(3,1)(2,1)]
eLPkbcdddaffno    toroidal 
eLPkbcdddaffbf    toroidal 
eLPkbcddddksfg    toroidal 
eLPkbcddddksfv    toroidal 
eLPkbcddddkwrc    m016(0,0)
eLPkbcdddlgnvv    toroidal 
eLPkbcddddgkvf    SFS[D(5,2)(2,1)]
eLPkbcdddlgngj    SFS[D(4,1)(2,1)]
eLPkbcdddlcbcf    toroidal 
eLPkbcdddlcbbf    toroidal 
eLPkbcdddlgvgn    SFS[D(4,3)(3,1)]
eLPkbcdddlgvgw    SFS[D(4,1)(3,1)]
eLPkbcdddlgvvn    SFS[D(5,2)(3,1)]
eLPkbcdddlgvvw    SFS[D(5,3)(3,1)]
eLPkbcdddlgjgf    toroidal 
eLPkbcdddlgjvf    SFS[D(5,3)(3,1)]
eLPkbcdddlgrgf    toroidal 
eLPkbcdddlgrvf    SFS[D(5,2)(3,1)]
eLPkbcdddlgscr    SFS[D(4,3)(3,1)]
eLPkbcdddlgwok    SFS[D(4,1)(3,1)]
eLPkbcddddjvcf    SFS[D(4,1)(2,1)]
eLPkbcddddjvbf    SFS[D(5,2)(2,1)]
eLPkbcdddlgvss    toroidal 
eLPkbcddddjsnr    m011(0,0)
eLPkbcdddlgrss    SFS[D(3,1)(2,1)]
eLPkbcddddkvkw    toroidal 
eLPkbcddddjwjk    m017(0,0)
eLPkbcdddlgjss    m003(0,0)
eLPkbcddddgovf    SFS[D(4,1)(2,1)]
eLPkbcddddjwgk    m016(0,0)
eLPkbcdddlgsww    toroidal 
eLPkbcddddgogf    SFS[D(5,2)(2,1)]
eLPkbcdddlkscc    SFS[D(3,1)(2,1)]
eLPkbcdddljsjj    SFS[D(3,1)(2,1)]
eLPkbcddddjsor    m019(0,0)
eLPkbcdddlgwvv    toroidal 
eLPkbcddddkvko    toroidal 
eLPkbcdddlkwoo    reducible
eLPkbcdddljwbb    toroidal 
eLPkbcdddlgkkf    SFS[D(5,2)(2,1)]
eLPkbcddddgkgf    toroidal 
eLPkbcdddlgkww    SFS[D(3,1)(2,1)]
eLPkbcddddkwrs    m006(0,0)
eLPkbcdddlcvnn    SFS[D(3,1)(2,1)]
eLPkbcdddlrkgw    m038(0,0)
eLPkbcdddlfffv    toroidal 
eLPkbcdddlfffg    m125(0,0)(0,0)
eLPkbcdddlwnnv    m137(0,0)
eLPkbcdddhwwjs    m160(0,0)
eLPkbcdddhrrcv    m038(0,0)
eLPkbcdddhggcv    m015(0,0)
eLPkbcdddhggsj    m007(0,0)
eLPkbcdddmkksj    SFS[D(3,1)(3,2)]
eLPkbcdddmbkgo    m015(0,0)
eLPkbcdddmbkgw    m004(0,0)
eLPkbcdddmbvjv    SFS[D(5,2)(2,1)]
eLPkbdcddhbbbg    toroidal 
eLPkbdcddhgggb    m129(0,0)(0,0)
eLPkbdcddmgogo    m129(0,0)(0,0)
eLPkbdcddmcrws    toroidal 
eLPkbdcddajjsj    toroidal 
eLPkbdcddabgbg    SFS[A(2,1)]
eLPkbcdddhcknn    toroidal 
eLPkbcddddccbb    SFS[A(3,1)]
eLPkbcddddkkgg    reducible
eLPkbdcddabrws    SFS[D(3,1)(2,1)]
eLPkbdcddabrwb    reducible
eLPkbcddddjonn    reducible
eLPkbcddddjwnn    SFS[D(3,1)(3,2)]
eLPkbdcddajkjj    reducible
eLPkbcddddgoss    SFS[D(3,1)(3,1)]
eLPkbcddddjknn    SFS[D(3,1)(3,1)]
eLPkbdcddabkbb    reducible
eLPkbcddddkogg    SFS[D(3,1)(3,2)]
eLPkbdcddabjws    SFS[D(3,1)(2,1)]
eLPkbdcddabobv    SFS[A(2,1)]
eLPkbdcddabvws    toroidal 
eLPkbcdddmbvgg    m004(0,0)
eLPkbcdddhgrvv    m004(0,0)
eLPkbcdddmkvss    SFS[D(3,1)(3,2)]
eLPkbcddddwgjj    toroidal 
eLPkbcdddhgwss    SFS[D(3,1)(3,1)]
eLPkbcddddgkss    SFS[D(3,1)(3,2)]
eLPkbcddddkwgg    SFS[D(3,1)(3,1)]
eLPkbdcddaoobv    toroidal 
eLPkbcddddggsj    m010(0,0)
eLPkbcddddgcws    m009(0,0)
eLPkbcddddgcgj    SFS[D(4,1)(2,1)]
eLPkbcddddgwcs    SFS[D(3,1)(3,1)]
eLPkbcddddgwrs    SFS[D(3,1)(3,2)]
eLPkbcddddgocs    toroidal 
eLPkbcddddgors    m007(0,0)
eLPkbcddddgkcs    m007(0,0)
eLPkbcddddkokg    m036(0,0)
eLPkbcddddgrfj    m009(0,0)
eLPkbcddddcwrf    m015(0,0)
eLPkbcddddjwnw    m036(0,0)
eLPkbcddddgkrs    m010(0,0)
eLPkbcddddjknw    m033(0,0)
eLPkbcddddwwjs    m149(0,0)
eLPkbcddddcwjb    m032(0,0)
eLPkbcddddrwjf    m148(0,0)
eLPkbcddddkkkg    toroidal 
eLPkbcddddkkjg    toroidal