/*
www-ATLAS of Group Representations.
O10+(2) represented as 155 x 155 matrices over GF(3).
*/

F:=GF(3);

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"01021211210111012010102021022110020102200121201010121212112121020002011122011021000201122020100220202002022102111012012101001112121111202121020002220211200",
"20210012122210220222202100201200011021220212121221222101020112212102012021222112222102100201001001012120112000021201202011101002211012110002121120021002200",
"00011000112100221221112100202202102002001222221000012000221101012222011011111212002010020102111011010201100112200220212122121110002121200000111201210001210",
"21022100201211111101120101102120001000211000020200001201202202010121202202201112011121001120012220000002120010110020210110212210102120021220011121021000210",
"22002000112112121220111111022102121110010122112111210121000010210202021120120022221122220222110102010200101111212022012011121100022120101101211102211110220",
"20111200012122111120121111000111022002100222210000101100010000211102000211111220000021212012000012210021102121001010202022120211011000220122222121100002100"]);

G<x,y>:=MatrixGroup<155,F|x,y>;
print "Group G is O10+(2) < GL(155,GF(3))";