/*
www-ATLAS of Group Representations.
6.Suz:2 represented as 24 x 24 matrices over GF(3).
*/

F:=GF(3);

x:=CambridgeMatrix(1,F,24,[
"000010021012100001020012",
"000120022102000002020022",
"000020121001000102010012",
"020010011002000002210022",
"211201200110222110202100",
"000020012011100002010021",
"002010012001000002022012",
"111202200120111120202200",
"212201100120112220201100",
"020020022001000001220011",
"200022011002000002020011",
"112102200210212120201100",
"200012022001000001010022",
"000010022002001002010111",
"000010021001020022020021",
"002020021002000001012021",
"000020011001001001020122",
"211101100210211220202200",
"000110011101000001010011",
"112202100110221210201200",
"000010112002000101020021",
"000020012002020021010012",
"212101200220121110201200",
"111102100220122210202100"]);

y:=CambridgeMatrix(1,F,24,[
"220111001102220121111222",
"001222012221111210222011",
"110222210221101212220011",
"111122212220111012222111",
"111222010021111212202101",
"101222210221110202022111",
"111220212221010212202011",
"200101121112222121101220",
"011222212021110212220110",
"202110101012202121111222",
"222110120102222120111220",
"222011121111222021111222",
"011202200221011212222111",
"111022212220111112222111",
"111202212221100210222101",
"202111121102022121110202",
"222101121002222121011022",
"010220212221111212022101",
"222111021112002121011220",
"022111121102202101101222",
"222100021112222101110222",
"222111101112222120000222",
"111222202221111202222000",
"220111121012022100111222"]);

G<x,y>:=MatrixGroup<24,F|x,y>;
print "Group G is 6.Suz:2 < GL(24,GF(3))";