F := GF(5^3);
a1 := CambridgeMatrix(3,F,23,
[55,110,32,97,104,35,86,35,102,10,10,5,92,29,97,120,87,35,26,73,31,1,85,
30,5,34,83,110,21,72,105,48,84,89,95,29,119,98,82,74,105,27,75,70,26,98,
102,97,21,111,22,111,2,121,88,7,52,64,112,9,38,22,95,24,73,1,18,116,68,
110,114,6,66,29,74,69,0,90,51,82,2,81,47,104,80,15,54,124,4,89,77,74,
64,45,70,80,68,27,0,116,6,109,107,39,97,29,107,88,105,91,72,55,89,43,16,
99,5,112,25,12,72,62,54,35,52,88,92,67,39,28,107,42,11,77,119,22,123,52,
68,30,9,42,11,86,123,115,105,39,48,41,7,124,4,39,56,55,82,110,87,88,94,
57,114,119,9,33,68,73,40,53,44,59,107,72,54,63,40,53,123,23,90,90,97,89,
53,122,25,29,25,83,88,123,103,91,15,72,63,114,91,116,71,93,99,0,100,5,65,
72,122,1,47,117,21,113,119,35,90,62,114,55,103,38,95,94,51,110,15,33,120,17,
58,108,103,44,13,55,83,30,12,78,56,66,96,87,23,27,65,15,17,0,82,72,29,
117,87,56,30,51,100,57,70,29,69,89,4,1,14,71,5,2,120,49,18,98,56,56,
42,114,51,21,53,46,14,119,28,14,50,119,76,0,21,103,13,57,37,2,75,72,25,
73,115,21,78,119,17,95,87,108,70,52,38,46,13,59,22,71,67,16,57,67,9,38,
65,47,68,17,57,86,18,32,46,33,0,43,55,31,22,83,13,16,102,23,13,110,28,
16,94,68,9,106,123,33,111,40,100,72,22,91,31,89,25,114,11,2,114,52,46,113,
104,70,98,69,39,120,36,24,26,88,100,61,7,80,47,115,100,25,79,9,17,51,71,
89,111,45,82,29,39,16,113,78,7,66,53,50,43,5,85,116,24,102,74,107,19,116,
37,56,89,118,17,85,109,26,67,106,70,30,78,16,53,11,40,73,22,91,97,44,46,
117,21,101,68,82,69,96,83,77,85,26,9,14,57,36,36,61,116,110,8,2,47,64,
108,53,18,5,18,80,32,21,77,59,89,108,49,72,46,55,78,9,117,43,89,17,47,
111,29,33,18,106,53,45,102,20,24,95,121,104,108,19,38,89,20,109,117,11,76,76,
112,29,90,4,71,11,82,10,62,96,71,89,56,52,57,53,118,70,31,105,30,106,108
]);
a2 := CambridgeMatrix(3,F,23,
[59,76,51,117,96,115,96,119,104,23,11,60,78,18,74,32,10,114,4,69,108,83,51,
66,55,18,107,36,59,9,3,81,24,63,14,10,22,77,16,89,79,34,94,55,46,30,
43,73,26,92,52,18,12,120,92,33,19,2,13,111,119,118,50,122,11,76,30,34,13,
113,36,32,98,34,124,90,116,100,34,11,36,99,63,108,86,114,72,27,83,42,4,23,
35,118,52,66,94,0,26,93,19,46,102,116,77,103,33,26,3,112,79,58,88,67,26,
84,84,64,80,105,64,123,47,45,47,4,83,46,111,8,71,44,39,52,22,2,67,74,
70,74,43,59,49,121,18,89,36,70,78,30,18,40,114,9,8,22,51,124,83,50,33,
27,33,119,92,54,87,109,25,110,16,56,46,60,68,86,106,101,75,75,6,57,100,59,
44,65,69,93,80,74,69,7,7,20,27,113,104,98,75,41,24,124,91,65,75,108,94,
24,96,92,34,38,101,112,17,88,109,21,29,69,114,109,103,77,27,48,103,74,2,116,
79,75,91,80,80,13,20,69,101,116,39,123,72,69,90,65,51,77,79,77,122,105,82,
36,111,8,48,29,40,108,82,116,93,12,66,26,120,66,44,39,106,81,105,52,15,76,
53,28,65,78,118,87,53,33,86,68,31,22,2,100,29,6,33,0,78,49,56,76,1,
86,3,51,97,2,11,85,48,32,56,22,96,31,31,100,30,6,63,106,74,110,16,4,
109,48,104,101,94,2,10,20,92,82,78,116,115,12,4,7,84,90,124,102,49,108,122,
1,80,67,89,123,122,107,32,64,124,109,78,14,57,49,42,31,109,88,37,32,18,39,
91,70,2,14,11,115,15,93,110,101,82,101,74,114,74,121,105,78,58,92,36,76,45,
30,10,110,49,4,81,27,52,15,106,44,30,46,84,50,63,18,77,2,122,44,60,32,
113,113,28,97,7,82,58,28,112,18,112,21,34,55,15,8,85,47,73,7,24,116,108,
2,4,64,31,112,24,120,42,78,47,95,88,39,48,116,15,85,116,49,22,122,106,117,
77,2,50,123,48,43,5,72,58,118,3,74,13,115,35,19,98,72,10,123,20,70,39,
36,26,99,74,124,95,93,103,46,99,41,72,76,57,16,79,83,58,86,116,99,34,107,
83,124,10,80,52,7,92,59,88,118,22,88,82,68,103,76,24,20,0,118,80,44,58
]);
G<a1,a2>:=MatrixGroup<23,F|a1,a2>;
