tmprimar.tom

GAP源码

[ "8^2:S3", "8^2:s3", "l39m6", "u3(7)m3" ],
[ "91:3", "l39m7" ],
[ "31:5", "l5(2)m5" ],
[ "3^3:L3(3)", "3^3:l3(3)", "l4(3)m1", "l4(3)m2" ],
[ "3^4:2(A4xA4).2", "3^4:2(a4xa4).2", "l4(3)m5" ],
[ "(4xA6):2", "(4xa6):2", "l4(3)m6" ],
[ "S4xS4", "s4xs4", "l4(3)m8" ],
[ "2^6:(7xL2(8))", "2^6:(7xl2(8))", "l3(8)m1", "l3(8)m2" ],
[ "7^2:S3", "7^2:s3", "l3(8)m3" ],
[ "11^2:(5x2L2(11).2)", "l3(11)m1", "l3(11)m2", "11^2:(5x2l2(11).2)" ],
[ "133:3", "l3(11)m5" ]],
# file "tml52.tom"
[[ "L5(2)", "l5(2)", "a4(2)" ]],
# file "tms11m3.tom"
[[ "S9x2", "s9x2", "s11m3" ]],
# file "tms11m4.tom"
[[ "S8xS3", "s8xs3", "s11m4" ]],
# file "tms11m5.tom"
[[ "S7xS4", "s7xs4", "s11m5" ]],
# file "tms11m6.tom"
[[ "S6xS5", "s6xs5", "s11m6" ]],
# file "tmx3l34.tom"
[[ "3.L3(4)", "3.l3(4)", "3.l3(4).2_3m1" ],
[ "3.L3(4).2_3", "3.l3(4).2_3", "3.l3(4):2_3", "g2(4)m5" ]],
# file "tmlinoam.tom"
[[ "3^2:2S4x2", "3^2:2s4x2", "l3(4).d12m8" ],
[ "S3xS5", "s3xs5", "l3(4).d12m6", "s4(5)m6", "S5xS3", "s5xs3", "s8m7" ],
[ "7:6xS3", "7:6xs3", "l3(4).d12m7" ]],
# file "tmsymp.tom"
[[ "S4(4)", "s4(4)", "s4(4).2m1", "c2(4)", "o5(4)" ],
[ "S4(5)", "s4(5)", "c2(5)", "o5(5)" ],
[ "S6(2)", "s6(2)", "c3(2)", "o7(2)", "b3(2)", "o8-(2)m2", "o8+(2)m1", 
  "o8+(2)m2", "o8+(2)m3" ]],
# file "tmsympmx.tom"
[[ "2^6:(3xA5)", "2^6:(3xa5)", "s4(4)m1", "s4(4)m2", "2^2.(2^4:(3xA5))", 
  "2^2.l3(4).3m3", "2^2.(2^4:(3xa5))", "2^2.l3(4).3m2" ],
[ "(A5xA5):2", "(a5xa5):2", "s4(4)m5", "s4(4)m6" ],
[ "5^(1+2)+:4A5", "5^(1+2)+:4a5", "s4(5)m1" ],
[ "5^3:(2xA5).2", "5^3:(2xa5).2", "s4(5)m2" ],
[ "2.(A5xA5).2", "2.(a5xa5).2", "s4(5)m4" ],
[ "2^6:L3(2)", "2^6:l3(2)", "s6(2)m5" ]],
# file "tmsympam.tom"
[[ "2^6:(3xA5):2", "2^6:(3xa5):2", "s4(4).2m2", "s4(4).2m3", 
  "2^2.(2^4(3xA5)2)", "2^2.l3(4).3.2_2m3", "2^2.l3(4).3.2_2m4", 
  "2^2.(2^4(3xa5)2)" ],
[ "(A5xA5):2^2", "(a5xa5):2^2", "s4(4).2m6", "s4(4).2m7", "o8+(2)m15", 
  "o8+(2)m16", "o8+(2)m17" ]],
# file "tms62mx3.tom"
[[ "2^5:S6", "2^5:s6", "s6(2)m3" ]],
# file "tms62mx6.tom"
[[ "2.[2^6]:(S3xS3)", "2.[2^6]:(s3xs3)", "s6(2)m6" ]],
# file "tm2s62.tom"
[[ "2.S6(2)", "2.s6(2)", "co3m6" ]],
# file "tm2s62m3.tom"
[[ "2.(2^5:S6)", "2.(2^5:s6)", "2.s6(2)m3" ]],
# file "tm2s62mx.tom"
[[ "2.2^6.L3(2)", "2.2^6.l3(2)", "2.s6(2)m5" ],
[ "2.(S3xS6)", "2.(s3xs6)", "2.s6(2)m7" ]],
# file "tm2s62m6.tom"
[[ "2^2.[2^6].(S3xS3)", "2^2.[2^6].(s3xs3)", "2.s6(2)m6" ]],
# file "tmunitc.tom"
[[ "2.U4(2).2", "2.u4(2).2", "2.s6(2)m1", "2.u4(2):2" ],
[ "2.U4(2)", "2.u4(2)", "2.u4(2).2m1" ]],
# file "tmtw.tom"
[[ "Sz(8)", "sz(8)", "2`b2(8)" ],
[ "2F4(2)'", "2f4(2)'", "r(2)'" ],
[ "Sz(32)", "sz(32)", "2`b2(32)" ]],
# file "tmtwmx.tom"
[[ "2^(3+3):7", "sz(8)m1" ],
[ "13:4", "sz(8)m2", "l2(25).2_2m5", "3d4(2)m9" ],
[ "5:4", "sz(8)m3", "s5m3", "a6.2_3m2" ],
[ "D14", "d14", "l2(8)m3", "l2(13)m2" ],
[ "2.[2^8]:5:4", "2`f4(2)'m3" ],
[ "2^2.[2^8]:S3", "2^2.[2^8]:s3", "2`f4(2)'m5" ],
[ "25:4", "sz(32)m3" ],
[ "D62", "d62", "sz(32)m4" ],
[ "2^(5+5):31", "sz(32)m1" ],
[ "41:4", "sz(32)m2" ],
[ "S3xL2(8)", "3d4(2)m4", "l2(8)xs3", "s3xl2(8)" ],
[ "(7xL2(7)):2", "(l2(7)x7):2", "3d4(2)m5", "(7xl2(7)):2" ],
[ "3^(1+2)+.2S4", "3d4(2)m6", "3^(1+2)+.2s4" ],
[ "7^2:2A4", "3d4(2)m7", "7^2:2a4" ]],
# file "tmunitmx.tom"
[[ "2^(2+4):15", "u3(4)m1" ],
[ "5xA5", "5xa5", "u3(4)m2", "a5x5" ],
[ "5^2:S3", "5^2:s3", "u3(4)m3" ],
[ "13:3", "u3(4)m4", "l3(3)m3" ],
[ "5^(1+2)+:8", "u3(5)m4" ],
[ "11^(1+2)+:40", "u311m1" ],
[ "2(L2(11)x2).2", "2(l2(11)x2).2", "u311m2" ],
[ "(4^2x3):S3", "(4^2x3):s3", "u311m9" ],
[ "37:3", "u311m10" ],
[ "7^(1+2):48", "u3(7)m1" ],
[ "2(L2(7)x4).2", "2(l2(7)x4).2", "u3(7)m2" ],
[ "43:3", "u3(7)m5" ],
[ "2^(3+6):21", "u3(8)m1" ],
[ "3xL2(8)", "3xl2(8)", "u3(8)m2" ],
[ "(9x3).S3", "(9x3).s3", "u3(8)m6" ],
[ "3^(2+4):80", "u3(9)m1" ],
[ "5x2.A6.2_2", "5x2.a6.2_2", "u3(9)m2" ],
[ "10^2:S3", "10^2:s3", "u3(9)m4", "l3(11)m4" ],
[ "73:3", "u3(9)m5", "l3(8)m4" ],
[ "3^(1+2)+:2A4", "3^(1+2)+:2a4", "u4(2)m3" ],
[ "3^3:S4`", "3^3:s4`", "u4(2)m4", "3^3:s4b" ],
[ "2.(A4xA4).2", "2.(a4xa4).2", "u4(2)m5" ],
[ "2^(1+6)-:3^(1+2)+:2A4", "2^(1+6)-:3^(1+2)+:2a4", "u5(2)m1" ],
[ "3xU4(2)", "3xu4(2)", "u5(2)m2", "u4(2)x3" ],
[ "2^(4+4):(3xA5)", "2^(4+4):(3xa5)", "u5(2)m3" ],
[ "3^4:S5", "3^4:s5", "u5(2)m4" ],
[ "S3x3^(1+2)+:2A4", "s3x3^(1+2)+:2a4", "u5(2)m5" ],
[ "3^4:A6", "3^4:a6", "u4(3)m1" ],
[ "3^(1+4)+.2S4", "3^(1+4)+.2s4", "u4(3)m6" ],
[ "2(A4xA4).4", "2(a4xa4).4", "u4(3)m14" ]],
# file "tmunitam.tom"
[[ "2^(2+4):(3xD10)", "2^(2+4):(3xd10)", "u3(4).2m2" ],
[ "13:6", "u3(4).2m5", "l2(13)m1", "l3(3).2m4" ],
[ "5^(1+2)+:24", "u3(5).3m4" ],
[ "3x2S5", "3x2s5", "u3(5).3m6" ],
[ "6^2:S3", "6^2:s3", "u3(5).3m2" ],
[ "7:3x3", "u3(5).3m3" ],
[ "5^(1+2)+:8:2", "u3(5).2m4" ],
[ "2S5.2", "2s5.2", "u3(5).2m6" ],
[ "(3x2S5).2", "(3x2s5).2", "u3(5).s3m7" ],
[ "6^2:D12", "6^2:d12", "u3(5).s3m3" ],
[ "(7:3x3):2", "u3(5).s3m4" ],
[ "3^(1+2)+:2S4", "3^(1+2)+:2s4", "u4(2).2m4" ],
[ "2.(A4xA4).2.2", "2.(a4xa4).2.2", "u4(2).2m6" ],
[ "3^4:(2xA6)", "3^4:(2xa6)", "u4(3).2_1m2" ],
[ "3^(1+4)+.4S4", "3^(1+4)+.4s4", "u4(3).2_1m7" ],
[ "U3(3)x2", "u3(3)x2", "u4(3).2_1m8" ],
[ "4(A4xA4).4", "4(a4xa4).4", "u4(3).2_1m11" ],
[ "3^(1+4)+.(2S4x2)", "3^(1+4)+.(2s4x2)", "u4(3).2_3m6" ],
[ "2(A4xA4).4.2", "2(a4xa4).4.2", "u4(3).2_3m9" ],
[ "M10x2", "m10x2", "u4(3).2_3m8" ],
[ "(4^2x2)S4", "(4^2x2)s4", "u4(3).2_3m3" ]],
# file "tmutw.tom"
[[ "G2(3)", "g2(3)", "g2(3).2m1" ]],
# file "tmutwmx.tom"
[[ "(3^(1+2)+x3^2):2S4", "(3^(1+2)+x3^2):2s4", "g2(3)m3", "g2(3)m4" ],
[ "2^3.L3(2)`", "2^3.l3(2)`", "g2(3)m8", "2^3.l3(2)b" ],
[ "2^(1+4)+:3^2.2", "g2(3)m10" ],
[ "A5xA5", "a5xa5", "g2(4)m7" ]],
# file "tmutwa.tom"
[[ "G2(3).2", "g2(3).2" ]],
# file "tmutwam.tom"
[[ "3^2.(3x3^(1+2)+):D8", "3^2.(3x3^(1+2)+):d8", "g2(3).2m2" ],
[ "L2(8):3x2", "l2(8):3x2", "g2(3).2m3", "2.(L2(8):3)", "2.(l2(8):3)", 
  "2.s6(2)m8" ],
[ "2^3.L3(2):2", "2^3.l3(2):2", "g2(3).2m4" ],
[ "2^(1+4)+.(S3xS3)", "2^(1+4)+.(s3xs3)", "g2(3).2m6" ]],
# file "tmunitcm.tom"
[[ "2.(2^4:S5)", "2.(2^4:s5)", "2.u4(2).2m2" ],
[ "2.(S6x2)", "2.(s6x2)", "2.u4(2).2m3" ],
[ "2.(3^(1+2)+:2S4)", "2.(3^(1+2)+:2s4)", "2.u4(2).2m4" ],
[ "2.(3^3:(S4x2))", "2.(3^3:(s4x2))", "2.u4(2).2m5" ],
[ "2.(2.(A4xA4).2.2)", "2.(2.(a4xa4).2.2)", "2.u4(2).2m6" ]],
# file "tm4l34.tom"
[[ "2^2.L3(4).2_2", "2^2.l3(4).2_2", "2^2.l3(4).3.2_2m2" ],
[ "2^2.L3(4)", "2^2.l3(4)", "2^2.l3(4).3m1" ],
[ "2^2.L3(4).3", "2^2.l3(4).3", "2^2.l3(4).3.2_2m1" ]],
# file "tm4l34mx.tom"
[[ "2^2.(2^4S5)", "2^2.l3(4).2_2m2", "2^2.l3(4).2_2m3", "2^2.(2^4s5)" ],
[ "2^2.S6", "2^2.l3(4).2_2m4", "2^2.s6" ],
[ "2^2.(L2(7)x2)", "2^2.l3(4).2_2m5", "2^2.(l2(7)x2)" ],
[ "2^2.(3^2:Q8.2)", "2^2.l3(4).2_2m6", "2^2.(3^2:q8.2)" ],
[ "2^2.(2^4:A5)", "2^2.l3(4)m1", "2^2.l3(4)m2", "2^2.(2^4:a5)" ],
[ "2^2xA6", "2^2.l3(4)m3", "2^2.l3(4)m4", "2^2.l3(4)m5", "2^2xa6" ],
[ "2^2xL2(7)", "2^2.l3(4)m6", "2^2.l3(4)m7", "2^2.l3(4)m8", "2^2xl2(7)" ],
[ "2^2.(3^2:Q8)", "2^2.l3(4)m9", "2^2.(3^2:q8)" ],
[ "2^2.(3^2:2A4)", "2^2.l3(4).3m5", "2^2.(3^2:2a4)" ],
[ "A4x7:3", "a4x7:3", "2^2.l3(4).3m4" ],
[ "2^2.(3^2:2S4)", "2^2.l3(4).3.2_2m6", "2^2.(3^2:2s4)" ],
[ "2^2.(7:3xS3)", "2^2.l3(4).3.2_2m5", "2^2.(7:3xs3)" ]],
# file "tmu43v4.tom"
[[ "U4(3).2^2_133", "u4(3).2^2_133", "u4(3):(2^2)_133", "u4(3):2^2_133", 
  "co3m3" ]],
# file "tmu43v4m.tom"
[[ "3^(1+4)+.2^(1+4)-.S3", "u4(3).2^2_133m8", "3^(1+4)+.2^(1+4)-.s3" ],
[ "U3(3):2x2", "u4(3).2^2_133m9", "u3(3):2x2", "2.(U3(3).2)", "2.(u3(3).2)", 
  "2.s6(2)m4", "2.(u3(3):2)", "2.u3(3):2" ],
[ "2(A4xA4).4.2^2", "u4(3).2^2_133m11", "2(a4xa4).4.2^2" ],
[ "2xA6.2^2", "u4(3).2^2_133m13", "u4(3).2^2_133m5", "u4(3).2^2_133m12", 
  "m10.2^2", "2xa6.2^2", "hsm11" ],
[ "(4^2x2)(2xS4)", "u4(3).2^2_133m10", "(4^2x2)(2xs4)" ]],
# file "tma12mx.tom"
[[ "(A9x3):2", "a12m3", "(a9x3):2" ],
[ "(A7xA5):2", "a12m6", "(a7xa5):2" ],
[ "3^4:2^3.S4", "a12m11", "3^4:2^3.s4" ]],
# file "tma12m4.tom"
[[ "(A6xA6):2^2", "a12m4", "(a6xa6):2^2" ]],
# file "tma12m5.tom"
[[ "(A8xA4):2", "a12m5", "(a8xa4):2" ]],
# file "tma12m9.tom"
[[ "2^6:3^3:S4", "a12m9", "2^6:3^3:s4" ]],
# file "tma12.tom"
[[ "A12", "a12" ]],
# file "tmg24.tom"
[[ "G2(4)", "g2(4)" ]],
# file "tm3d42.tom"
[[ "3D4(2)", "3d4(2)" ]],
# file "tm3d42m1.tom"
[[ "2^(1+8)+:L2(8)", "3d4(2)m1", "2^(1+8)+:l2(8)" ]],
# file "tmco3.tom"
[[ "Co3", "co3" ]],
# file "tmco3mx.tom"
[[ "2^4`A8", "2^4.a8'", "co3m9", "2^4`a8" ],
[ "2xM12", "m12x2", "co3m11", "2xm12" ],
[ "S3xL2(8):3", "co3m13", "s3xl2(8):3" ],
[ "A4xS5", "s5xa4", "co3m14", "a4xs5" ]],
# file "tmo8m2.tom"
[[ "O8-(2)", "o8-(2)" ]],
# file "tmo8p2.tom"
[[ "O8+(2)", "o8+(2)" ]],
# file "tmo8m2m1.tom"
[[ "2^6:U4(2)", "2^6:u4(2)", "o8-(2)m1" ]],
# file "tmo82mx.tom"
[[ "(S3xS3xA5):2", "(s3xs3xa5):2", "o8-(2)m7" ],
[ "(3xU4(2)):2", "o8+(2)m10", "o8+(2)m11", "o8+(2)m12", "(3xu4(2)):2" ],
[ "3^4:2^3.S4(a)", "o8+(2)m14", "3^4:2^3.s4(a)" ]],
# file "tmo8p2m4.tom"
[[ "2^6:A8", "o8+(2)m4", "o8+(2)m5", "o8+(2)m6", "2^6:a8" ]]];

LIBTOMLIST.files:=
[ "tmalt1", "tmjank", "tmlin2", "tmjankmx", "tmunit", "tmlin2a", "tmsym1", 
  "tmmath", "tmm24", "tmaltc", "tmmathmx", "tmlino", "tmealt", "tmesym", 
  "tmlinoa", "tmm24m5", "tmm24m7", "tmunita", "tmhsmclm", "tmhsmcl", 
  "tmsymc", "tmhe", "tmhemx", "tmsympa", "tm4l34s3", "tmalt1mx", "tms11", 
  "tms10m1", "tms10m2", "tmsym1mx", "tmlin2mx", "tmlinomx", "tml52", 
  "tms11m3", "tms11m4", "tms11m5", "tms11m6", "tmx3l34", "tmlinoam", 
  "tmsymp", "tmsympmx", "tmsympam", "tms62mx3", "tms62mx6", "tm2s62", 
  "tm2s62m3", "tm2s62mx", "tm2s62m6", "tmunitc", "tmtw", "tmtwmx", 
  "tmunitmx", "tmunitam", "tmutw", "tmutwmx", "tmutwa", "tmutwam", 
  "tmunitcm", "tm4l34", "tm4l34mx", "tmu43v4", "tmu43v4m", "tma12mx", 
  "tma12m4", "tma12m5", "tma12m9", "tma12", "tmg24", "tm3d42", "tm3d42m1", 
  "tmco3", "tmco3mx", "tmo8m2", "tmo8p2", "tmo8m2m1", "tmo82mx", "tmo8p2m4" ];

LIBTOMLIST.fusions:=[
# file "tmalt1.tom"
[# fusions to 'A5'
[  ],
# fusions to 'A6'
[ [ "A5", 20 ], [ "A5", 21 ], [ "S4", 18 ], [ "S4", 17 ] ],
# fusions to 'A7'
[ [ "A6", 39 ], [ "L2(7)", 38 ], [ "L2(7)", 37 ], [ "S5", 36 ], 
  [ "(A4x3):2", 35 ] ],
# fusions to 'A8'
[ [ "A7", 136 ], [ "S6", 133 ], [ "2^3:L3(2)", 134 ], [ "2^3:L3(2)", 135 ], 
  [ "2^4:(S3xS3)", 132 ], [ "(A5x3):2", 131 ] ],
# fusions to 'A9'
[ [ "A8", 222 ], [ "S7", 221 ], [ "(A6x3):2", 219 ], [ "L2(8).3", 218 ], 
  [ "L2(8).3", 217 ], [ "(A4xA5):2", 216 ], [ "3^3:S4", 210 ], 
  [ "3^2:2A4", 193 ] ],
# fusions to 'A10'
[ [ "A9", 429 ], [ "S8", 428 ], [ "2^4:S5", 415 ], [ "A6.2_3", 401 ], 
  [ "(A7x3):2", 426 ], [ "(A5xA5):4", 425 ], [ "(A6xA4):2", 424 ] ],
# fusions to 'A11'
[ [ "A10", 787 ], [ "S9", 786 ], [ "M11", 769 ], [ "M11", 768 ], 
  [ "(A8x3):2", 784 ], [ "(A7xA4):2", 783 ], [ "(A6xA5):2", 781 ] ]],

# file "tmjank.tom"
[# fusions to 'J1'
[ [ "L2(11)", 39 ], [ "2^3:7:3", 38 ], [ "2xA5", 37 ], [ "19:6", 36 ], 
  [ "11:10", 35 ], [ "D6xD10", 34 ], [ "7:6", 28 ] ],
# fusions to 'J2'
[ [ "U3(3)", 145 ], [ "3.PGL2(9)", 144 ], [ "2^(1+4)-:A5", 143 ], 
  [ "2^(2+4):(3xS3)", 142 ], [ "A4xA5", 140 ], [ "A5xD10", 139 ], 
  [ "L2(7).2", 135 ], [ "5^2:D12", 133 ], [ "A5", 99 ] ],
# fusions to 'J2.2'
[ [ "J2", 372 ], [ "U3(3).2", 371 ], [ "3.A6.2^2", 369 ], 
  [ "2^(1+4)-.S5", 368 ], [ "2^(2+4):(3xS3).2", 367 ], [ "(A4xA5):2", 362 ], 
  [ "(A5xD10).2", 361 ], [ "L3(2).2x2", 353 ], [ "5^2:(4xS3)", 351 ], 
  [ "S5", 288 ] ],
# fusions to 'J3'
[ [ "L2(16).2", 136 ], [ "L2(19)", 134 ], [ "L2(19)", 133 ], 
  [ "2^4:(3xA5)", 132 ], [ "L2(17)", 131 ], [ "(3xA6):2_2", 130 ], 
  [ "3^2.3^(1+2):8", 129 ], [ "2^(1+4)-:A5", 128 ], [ "2^(2+4):(3xS3)", 127 ] 
 ],
# fusions to 'J3.2'
[ [ "J3", 353 ], [ "L2(16).4", 352 ], [ "2^4:(3xA5).2", 350 ], 
  [ "L2(17)x2", 349 ], [ "(3xM10):2", 348 ], [ "3^2.3^(1+2):8.2", 346 ], 
  [ "2^(1+4)-.S5", 345 ], [ "2^(2+4):(3xS3).2", 341 ], [ "19:18", 300 ] ]],

# file "tmlin2.tom"
[# fusions to 'L2(11)'
[ [ "A5", 14 ], [ "A5", 15 ] ],
# fusions to 'L2(19)'
[ [ "A5", 17 ], [ "A5", 16 ] ],
# fusions to 'L2(17)'
[ [ "S4", 17 ], [ "S4", 18 ] ],
# fusions to 'L2(23)'
[ [ "23:11", 22 ], [ "S4", 20 ], [ "S4", 21 ] ],
# fusions to 'L2(7)'
[ [ "S4", 14 ], [ "S4", 13 ] ],
# fusions to 'L2(8)'
[ [ "D14", 9 ] ],
# fusions to 'L2(13)'
[ [ "13:6", 15 ], [ "D14", 12 ] ],
# fusions to 'L2(16)'
[ [ "A5", 18 ] ],
# fusions to 'L2(25)'
[ [ "S5", 33 ], [ "S5", 34 ] ],
# fusions to 'L2(27)'
[  ],
# fusions to 'L2(29)'
[ [ "A5", 19 ], [ "A5", 18 ] ],
# fusions to 'L2(31)'
[ [ "A5", 24 ], [ "A5", 25 ] ],
# fusions to 'L2(37)'
[  ],
# fusions to 'L2(32)'
[  ],
# fusions to 'L2(41)'
[  ],
# fusions to 'L2(43)'
[  ],
# fusions to 'L2(47)'
[  ],
# fusions to 'L2(49)'
[  ],
# fusions to 'L2(53)'
[  ],
# fusions to 'L2(59)'
[  ],
# fusions to 'L2(61)'
[  ],
# fusions to 'L2(67)'
[  ],
# fusions to 'L2(71)'
[  ],
# fusions to 'L2(73)'
[  ],
# fusions to 'L2(79)'
[  ],
# fusions to 'L2(64)'
[  ],
# fusions to 'L2(81)'
[  ],
# fusions to 'L2(83)'
[  ],
# fusions to 'L2(89)'
[  ],
# fusions to 'L2(97)'
[  ],
# fusions to 'L2(101)'
[  ],
# fusions to 'L2(103)'
[  ],
# fusions to 'L2(107)'
[  ],
# fusions to 'L2(109)'
[ [ "A5", 24 ], [ "A5", 25 ], [ "109:54", 35 ], [ "(5x11).2", 28 ], 
  [ "27:2^2", 26 ] ],
# fusions to 'L2(113)'
[ [ "113:56", 38 ], [ "(3x19).2", 31 ], [ "28.2^2", 29 ], [ "S4", 20 ], 
  [ "S4", 19 ] ],
# fusions to 'L2(121)'
[ [ "L2(11).2", 56 ], [ "L2(11).2", 57 ], [ "11^2:60", 62 ], [ "D122", 47 ], 
  [ "30.2^2", 45 ] ],
# fusions to 'L2(125)'
[ [ "A5", 18 ], [ "5^3:62", 28 ], [ "63:2", 25 ], [ "D62x2", 23 ] ]],

# file "tmjankmx.tom"
[# fusions to '2^3:7:3'
[  ],
# fusions to '2xA5'
[  ],
# fusions to '19:6'
[  ],
# fusions to '11:10'
[  ],
# fusions to 'D6xD10'
[  ],
# fusions to '7:6'
[  ],
# fusions to '3.PGL2(9)'
[  ],
# fusions to '2^(1+4)-:A5'
[  ],
# fusions to '2^(2+4):(3xS3)'
[  ],
# fusions to 'A4xA5'
[  ],
# fusions to 'A5xD10'
[  ],
# fusions to '5^2:D12'
[  ],
# fusions to '3.A6.2^2'
[  ],
# fusions to '2^(1+4)-.S5'
[  ],
# fusions to '2^(2+4):(3xS3).2'
[  ],
# fusions to '(A4xA5):2'
[  ],
# fusions to '(A5xD10).2'
[  ],
# fusions to 'L3(2).2x2'
[  ],
# fusions to '5^2:(4xS3)'
[  ],
# fusions to '2^4:(3xA5)'
[  ],
# fusions to '(3xA6):2_2'
[  ],
# fusions to '3^2.3^(1+2):8'
[  ],
# fusions to '2^4:(3xA5).2'
[  ],
# fusions to 'L2(17)x2'
[  ],
# fusions to '(3xM10):2'
[  ],
# fusions to '3^2.3^(1+2):8.2'
[  ],
# fusions to '19:18'
[  ]],

# file "tmunit.tom"
[# fusions to 'U3(3)'
[ [ "L2(7)", 34 ], [ "4^2:S3", 32 ] ],
# fusions to 'U4(3)'
[ [ "3^4:A6", 380 ], [ "U4(2)", 379 ], [ "U4(2)", 378 ], [ "L3(4)", 377 ], 
  [ "L3(4)", 376 ], [ "3^(1+4)+.2S4", 375 ], [ "U3(3)", 374 ], 
  [ "2^4:A6", 372 ], [ "2^4:A6", 371 ], [ "A7", 366 ], [ "A7", 365 ], 
  [ "A7", 364 ], [ "A7", 363 ], [ "2(A4xA4).4", 356 ], [ "A6.2_3", 345 ], 
  [ "A6.2_3", 344 ] ],
# fusions to 'U3(5)'
[ [ "A7", 77 ], [ "A7", 78 ], [ "A7", 79 ], [ "A6.2_3", 75 ], 
  [ "A6.2_3", 73 ], [ "A6.2_3", 74 ], [ "2.S5", 67 ], [ "5^(1+2)+:8", 76 ] ],
# fusions to 'U3(4)'
[ [ "5xA5", 31 ], [ "5^2:S3", 29 ], [ "2^(2+4):15", 33 ], [ "13:3", 22 ] ],
# fusions to 'U3(11)'
[ [ "L2(11).2", 115 ], [ "L2(11).2", 114 ], [ "L2(11).2", 113 ], 
  [ "A6", 99 ], [ "A6", 101 ], [ "A6", 100 ], [ "11^(1+2)+:40", 125 ], 
  [ "2(L2(11)x2).2", 119 ], [ "(4^2x3):S3", 98 ], [ "37:3", 87 ], 
  [ "3^2:Q8", 75 ] ],
# fusions to 'U3(7)'
[ [ "7^(1+2):48", 94 ], [ "2(L2(7)x4).2", 89 ], [ "L2(7).2", 80 ], 
  [ "43:3", 71 ], [ "8^2:S3", 82 ] ],
# fusions to 'U3(8)'
[ [ "2^(3+6):21", 251 ], [ "3xL2(8)", 248 ], [ "(9x3).S3", 232 ], 
  [ "3^2:2A4", 235 ], [ "3^2:2A4", 234 ], [ "3^2:2A4", 236 ], [ "19:3", 122 ] 
 ],
# fusions to 'U3(9)'
[ [ "A6.2_2", 113 ], [ "3^(2+4):80", 126 ], [ "5x2.A6.2_2", 121 ], 
  [ "10^2:S3", 109 ], [ "73:3", 100 ] ],
# fusions to 'U4(2)'
[ [ "2^4:A5`", 115 ], [ "S6", 114 ], [ "3^3:S4`", 113 ], 
  [ "2.(A4xA4).2", 111 ], [ "3^(1+2)+:2A4", 112 ] ],
# fusions to 'U5(2)'
[ [ "L2(11)", 484 ], [ "2^(1+6)-:3^(1+2)+:2A4", 555 ], 
  [ "2^(1+6)-:3^(1+2)+:2A4", 555 ], [ "3xU4(2)", 554 ],