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Results (28 matches)

  displayed columns for results
Label Name Order Parity Solvable Subfields Low Degree Siblings
9T9 $C_3^2:C_4$ $36$ $1$ 6T10 x 2, 12T17 x 2, 18T10, 36T14
9T14 $C_3^2:Q_8$ $72$ $1$ 12T47, 18T35 x 3, 24T82, 36T55
9T15 $C_3^2:C_8$ $72$ $-1$ 12T46, 18T28, 24T81, 36T49
9T16 $S_3^2:C_2$ $72$ $-1$ 6T13 x 2, 12T34 x 2, 12T35 x 2, 12T36 x 2, 18T34 x 2, 18T36, 24T72 x 2, 36T53, 36T54 x 2
9T19 $(C_3^2:C_8):C_2$ $144$ $-1$ 12T84, 18T68, 18T71, 18T73, 24T278, 24T279, 24T280, 36T171, 36T172, 36T175
9T23 $(C_3^2:Q_8):C_3$ $216$ $1$ 12T122, 24T562, 24T569, 27T82, 36T287, 36T309
9T26 $((C_3^2:Q_8):C_3):C_2$ $432$ $-1$ 12T157, 18T157, 24T1325, 24T1326, 24T1327, 24T1334, 27T139, 36T689, 36T709
9T27 $\PSL(2,8)$ $504$ $1$ 28T70, 36T712
9T32 $\mathrm{P}\Gamma\mathrm{L}(2,8)$ $1512$ $1$ 27T391, 28T165, 36T2342
9T33 $A_9$ $181440$ $1$ 36T23796
9T34 $S_9$ $362880$ $-1$ 18T887, 36T28590
10T7 $A_{5}$ $60$ $1$ 5T4, 6T12, 12T33, 15T5, 20T15, 30T9
10T13 $S_5$ $120$ $-1$ 5T5, 6T14, 10T12, 12T74, 15T10, 20T30, 20T32, 20T35, 24T202, 30T22, 30T25, 30T27, 40T62
10T26 $\PSL(2,9)$ $360$ $1$ 6T15 x 2, 15T20 x 2, 20T89, 30T88 x 2, 36T555, 40T304, 45T49
10T30 $\PGL(2,9)$ $720$ $-1$ 12T182, 20T146, 30T171, 36T1254, 40T590, 45T110
10T31 $M_{10}$ $720$ $1$ 12T181, 20T148, 20T150 x 2, 30T162, 36T1253, 40T591, 45T109
10T32 $S_{6}$ $720$ $-1$ 6T16 x 2, 12T183 x 2, 15T28 x 2, 20T145, 20T149 x 2, 30T164 x 2, 30T166 x 2, 30T176 x 2, 36T1252, 40T589, 40T592 x 2, 45T96
10T35 $(A_6 : C_2) : C_2$ $1440$ $-1$ 12T220, 20T201, 20T204, 20T208, 24T2960, 30T264, 36T2341, 40T1198, 40T1199, 40T1201, 45T187
10T44 $A_{10}$ $1814400$ $1$ 45T1982
10T45 $S_{10}$ $3628800$ $-1$ 20T1007, 45T2246
11T1 $C_{11}$ $11$ $1$
11T2 $D_{11}$ $22$ $-1$ 22T2
11T3 $C_{11}:C_5$ $55$ $1$
11T4 $F_{11}$ $110$ $-1$ 22T4
11T5 $\PSL(2,11)$ $660$ $1$ 11T5, 12T179
11T6 $M_{11}$ $7920$ $1$ 12T272, 22T22
11T7 $A_{11}$ $19958400$ $1$
11T8 $S_{11}$ $39916800$ $-1$ 22T45
  displayed columns for results

Results are complete for degrees $\leq 23$.