|
{
"version": "01-May-2025, 05:40:21 UTC",
"idenum": "CTblLib.Data.IdEnumerator",
"attrid": "indiv",
"automatic": [
],
"nonautomatic": [
["(L3(2)xL3(4)).2",[
["IndividualGroupConstruction","perms",
[[2,3,7,4,8,6,5,1,61,23,55,33,43,17,45,59,63,47,21,42,35,26,40,19,37,31,16,15,11,60,56,13,44,10,39,29,9,52,18,53,46,48,49,62,27,58,57,64,32,34,41,28,30,12,25,20,24,51,38,50,36,14,54,22],
[6,2,1,3,7,8,4,5,61,59,12,26,63,49,13,48,43,52,55,57,9,39,18,23,47,16,40,51,64,25,56,41,15,45,53,42,27,54,31,33,60,19,11,34,24,21,20,17,36,14,10,44,30,58,50,29,35,28,38,46,32,22,37,62]],
"subdirect product of L3(2).2 and L3(4).2_1"]]],
["(L3(2)xL3(4).2_2).2",[
["IndividualGroupConstruction","perms",
[[1,2,10,6,3,9,7,8,5,4,113,84,75,87,51,118,96,48,53,57,78,26,82,16,97,70,13,62,14,66,108,39,67,11,88,42,104,103,64,81,63,21,71,76,45,60,12,46,35,54,105,61,89,95,65,122,32,93,33,79,38,15,40,22,114,30,23,121,56,20,59,111,37,17,34,41,44,31,92,107,101,100,55,68,80,27,58,47,91,120,109,90,69,74,19,85,72,110,86,43,77,36,52,106,24,73,112,115,50,119,25,94,99,116,102,98,117,28,83,18,49,29],
[2,1,4,9,8,7,5,10,6,3,76,52,93,88,58,38,79,107,61,50,104,71,57,101,66,99,74,63,113,51,82,46,110,112,103,120,85,15,72,12,62,19,42,95,92,81,22,45,44,96,77,49,64,14,28,24,121,33,36,31,109,87,118,60,100,25,83,69,89,18,117,70,116,68,32,90,105,54,39,11,27,114,73,41,47,29,97,80,102,26,40,17,34,37,21,86,56,106,78,122,35,75,84,115,98,55,48,67,108,111,65,53,119,13,91,43,23,30,59,20,94,16]],
"subdirect product of L3(2).2 and L3(4).2^2"]]],
["12.A6.2_3",[
["IndividualGroupConstruction","perms",
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[3,6,9,10,12,7,13,15,18,19,20,22,11,4,25,26,28,31,32,2,34,36,5,38,41,42,43,40,27,47,50,51,1,53,44,55,57,60,37,24,21,61,39,62,16,64,67,46,69,71,72,58,45,65,74,33,76,77,23,79,8,52,35,81,82,29,75,84,86,68,14,59,85,56,88,63,89,90,66,17,87,78,54,48,83,30,73,70,80,49,93,95,97,99,94,101,103,104,106,108,110,112,114,116,117,118,92,120,122,109,124,126,102,115,128,130,132,123,134,136,138,105,96,121,139,140,141,142,144,146,98,107,131,125,119,148,100,147,150,152,91,137,113,154,156,149,158,127,111,160,133,153,162,164,165,166,161,168,170,143,159,135,167,169,129,157,155,151,145,163],
[4,7,10,5,1,13,11,16,19,12,2,3,20,23,26,21,29,32,22,6,8,9,33,39,42,34,44,27,35,48,51,36,14,15,17,18,58,37,52,43,61,53,62,28,41,65,46,54,70,72,55,24,25,30,31,71,77,38,56,57,45,40,80,82,47,63,64,85,68,73,59,74,49,50,81,89,60,75,76,66,78,67,86,83,69,84,90,87,79,88,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170]],
"subdirect product of 3.A6.2_3 and 4.A6.2_3"]]],
["12_1.L3(4).2_2",[
["IndividualGroupConstruction","perms",
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"subdirect product of 4_1.L3(4).2_2 and 3.L3(4).2_2"]]],
["12_1.L3(4).2_3",[
["IndividualGroupConstruction","perms",
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"subdirect product of 4_1.L3(4).2_3 and 3.L3(4).2_3"]]],
["12_1.U4(3)",[
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