/*
www-ATLAS of Group Representations.
2.A11 represented as 144 x 144 matrices over GF(3).
*/

F:=GF(3);

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"011110211012021021100021201012001220220012202100002022020012122020210001011011002211201110122211011121112021220222020202001212021122101100220200",
"212100120212101200022102111211011222121012202202002200202021112120221022002120000211020012021012101211002211212121102010011000002020110211120002",
"202011122201102001121002201122000100011020212011211221110012111100221101201121121202200021211020010120211010212120111101211101212110111112001222",
"002220212212100210002001100122222002201011111122122200120012001010210021110210102211100202222111012220200110210011202120212120201002210001120202",
"100120002100211221011220210001212100202202000121112100100120110012220010120220022102001110221221020022222002202110020210221111000002012110201100"]);

G<x,y>:=MatrixGroup<144,F|x,y>;
print "Group G is 2.A11 < GL(144,GF(3))";