Permutation Representations

Points ID Prim Trans Rank Suborbits Char Stab Files
12 a Primitive 5 2 1, 11 M11 m b g M view
12 b Primitive 5 2 1, 11 M11 m b g M view
66 a Primitive 1 3 1, 20, 45 A6.22 m b g M view
66 b Primitive 1 3 1, 20, 45 A6.22 m b g M view

Matrix Representations

Char Ring Dim ID Ind Character Char Rng H1 H2 Schur Irr Files
0 Z 11 a + χ2 ? m b g M view
0 Z 11 b + χ3 ? m b g M view
0 C 16 a o χ4 ? m b g M view
0 C 16 b o χ5 ? m b g M view
0 Z 32 χ4 + χ5 Z 1 Irr not abs irr m b g M view
0 Z 45 + χ6 ? m b g M view
0 Z 54 + χ7 ? m b g M view
0 Z 55 a + χ8 ? m b g M view
0 Z 55 b + χ9 ? m b g M view
0 Z 55 c + χ10 ? m b g M view
0 Z 66 + χ11 ? m b g M view
0 Z 99 + χ12 ? m b g M view
0 Z 120 + χ13 ? m b g M view
0 Z 144 + χ14 ? m b g M view
0 Z 176 + χ15 ? m b g M view
Char Ring Dim ID Ind Character Char Rng H1 H2 Schur Irr Files
2 GF(2) 10 + Abs irr m b g M view
2 GF(4) 16 a Abs irr m b g M view
2 GF(4) 16 b Abs irr m b g M view
2 GF(2) 44 Abs irr m b g M view
2 GF(2) 144 Abs irr m b g M view
Char Ring Dim ID Ind Character Char Rng H1 H2 Schur Irr Files
3 GF(3) 10 a Abs irr m b g M view
3 GF(3) 15 b Abs irr m b g M view
3 GF(3) 34 Abs irr m b g M view
3 GF(3) 45 a Abs irr m b g M view
3 GF(3) 45 b Abs irr m b g M view
3 GF(3) 54 Abs irr m b g M view
3 GF(3) 99 Abs irr m b g M view
Char Ring Dim ID Ind Character Char Rng H1 H2 Schur Irr Files
5 GF(5) 11 a Abs irr m b g M view
5 GF(5) 16 b o Abs irr m b g M view
5 GF(5) 45 Abs irr m b g M view
5 GF(5) 55 a Abs irr m b g M view
5 GF(5) 55 c Abs irr m b g M view
5 GF(5) 66 Abs irr m b g M view
5 GF(5) 78 Abs irr m b g M view
5 GF(5) 98 Abs irr m b g M view
5 GF(5) 120 Abs irr m b g M view
Char Ring Dim ID Ind Character Char Rng H1 H2 Schur Irr Files
11 GF(11) 11 a + Z 0 0 Abs irr m b g M view
11 GF(11) 16 Abs irr m b g M view
11 GF(11) 29 Abs irr m b g M view
11 GF(11) 53 Abs irr m b g M view
11 GF(11) 55 a Abs irr m b g M view
11 GF(11) 55 c Abs irr m b g M view
11 GF(11) 66 Abs irr m b g M view
11 GF(11) 91 Abs irr m b g M view
11 GF(11) 99 Abs irr m b g M view
11 GF(11) 176 Abs irr m b g M view