/* www-ATLAS of Group Representations. L3(11) represented as permutations on 133 points. */ G:=PermutationGroup<133|\[ 2,3,1,5,7,8,4,11,12,10,6,16,17,19,21,9,24,25,27,28,30,32,34,13,35, 36,14,39,23,15,43,33,22,29,18,49,50,40,20,54,55,56,58,60,62,63,65,67,26,69, 70,72,45,38,76,77,79,31,57,83,85,53,87,89,90,86,80,92,37,93,94,96,78,99,84, 41,42,103,59,48,97,106,44,107,109,111,46,113,101,47,116,98,51,119,120,52,122,68,108,114, 64,110,73,125,88,126,75,74,61,117,66,128,105,124,123,130,102,132,71,133,112,81,129,100,131, 82,118,121,115,91,104,127,95] ,\[ 1,2,4,6,5,9,10,8,13,14,15,12,18,20,22,23,17,26,21,29,31,33,32,28,25, 37,38,40,41,42,44,45,46,47,48,36,51,52,53,34,30,57,59,61,39,64,66,68,19,50, 71,73,74,75,72,78,80,81,82,84,60,86,88,27,67,83,91,62,79,70,95,97,98,100,85, 101,102,99,63,104,105,96,87,108,110,111,112,54,114,115,117,118,56,94,3,121,65,11,123,58, 35,124,122,7,16,76,109,127,106,77,107,90,129,128,24,131,103,113,55,120,93,132,126,69,89, 43,130,92,116,49,133,119,125] >; print "Group G is L3(11) < Sym(133)";