/*
www-ATLAS of Group Representations.
S8(2) represented as 35 x 35 matrices over GF(3).
*/

F:=GF(3);

x:=CambridgeMatrix(1,F,35,[
"20221222001001201120012112211102122",
"22201022110202211012112201122100000",
"12121120210112102111122211022211120",
"02010210221010121202112121020022201",
"20210202221220011120121121110012101",
"12002020011222020210021002000002121",
"11200020002210211201011211022211211",
"01110010100220110110201002101111211",
"02010210122100120011002012222201110",
"01012211211121020202220010121122220",
"11202110101022222120210202220211100",
"11212121211100012202210122210211211",
"10212100111100002120121020011000210",
"10220220210201100000200112100002202",
"12100101220221111122221122212112122",
"21201011221211112210120022002112010",
"12200102022210111012002200021202201",
"10201002211001100022202012112012012",
"21212011002121100100211211110110021",
"00112122100201212200020002111200002",
"12000010221010200212000120011121220",
"22110101122202220200210112201022200",
"01121200210110111022011102212200121",
"20010220020020201120202011211110000",
"02001022120101200021212100010012210",
"10111121101022112202201110212022210",
"20022002201021122221100011100000220",
"20112121000022001012122212010002011",
"21120100012100012122222201212002112",
"21112201001212221101110110010110220",
"22202021202102220212021222100002021",
"21212101200200020211021000012002110",
"11222110020021012011101120220201201",
"10222121121211012120001222102201222",
"20122012000011121112102112110222011"]);

y:=CambridgeMatrix(1,F,35,[
"01221001120200010210212002101102211",
"21211010100221211121212112112022202",
"11200001120121202122010100212122101",
"11200121210212102010221120112020000",
"01111101212111122111210101210200112",
"11122200000222011122211000221222110",
"02021022010010011202000001101021002",
"20012111011001120112222201001201010",
"10010101000002000222220002100001220",
"22211210111021002202121222211010022",
"01011012221022121120012202120110001",
"22012222110222110011112101011001222",
"20200220020022002212110220021212201",
"22010210101000112011211220000010121",
"20202012202220021011012010221111022",
"02021120020122210111200221010112211",
"20222201012111011121122022110221021",
"10102201011021201100000100021111011",
"00201021201201112022222101002000201",
"21102121112010020121020121021011212",
"12110012021212102000220020012210211",
"22122200120221221200221110110210220",
"12122021101112020000122111200012011",
"11112210201001101212222112001122000",
"22101011001022100222210221100010010",
"21202221010222001012120202211111120",
"12100212012101110012222120220202201",
"20022111201011201111222121221112012",
"02102222222221010121221010200021011",
"20010020222201112010120101121122102",
"01002110010001121111010222211011110",
"00022121202121022120110100221021222",
"22100121111002220101000112010100110",
"21122011210221012122020221210201020",
"20001101010002212101021002020111220"]);

G<x,y>:=MatrixGroup<35,F|x,y>;
print "Group G is S8(2) < GL(35,GF(3))";