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Label | Name | Order | Parity | Solvable | Subfields | Low Degree Siblings |
---|---|---|---|---|---|---|
6T15 | $A_6$ | $360$ | $1$ | 6T15, 10T26, 15T20 x 2, 20T89, 30T88 x 2, 36T555, 40T304, 45T49 | ||
10T26 | $\PSL(2,9)$ | $360$ | $1$ | 6T15 x 2, 15T20 x 2, 20T89, 30T88 x 2, 36T555, 40T304, 45T49 | ||
15T20 | $A_6$ | $360$ | $1$ | 6T15 x 2, 10T26, 15T20, 20T89, 30T88 x 2, 36T555, 40T304, 45T49 | ||
20T89 | $A_6$ | $360$ | $1$ | $\PSL(2,9)$ | 6T15 x 2, 10T26, 15T20 x 2, 30T88 x 2, 36T555, 40T304, 45T49 | |
30T88 | $A_6$ | $360$ | $1$ | $A_6$, $A_6$ | 6T15 x 2, 10T26, 15T20 x 2, 20T89, 30T88, 36T555, 40T304, 45T49 | |
36T555 | $A_6$ | $360$ | $1$ | $A_6$ x 2 | 6T15 x 2, 10T26, 15T20 x 2, 20T89, 30T88 x 2, 40T304, 45T49 | |
40T304 | $A_6$ | $360$ | $1$ | $\PSL(2,9)$, $A_6$ | 6T15 x 2, 10T26, 15T20 x 2, 20T89, 30T88 x 2, 36T555, 45T49 | |
45T49 | $A_6$ | $360$ | $1$ | $A_6$ x 2 | 6T15 x 2, 10T26, 15T20 x 2, 20T89, 30T88 x 2, 36T555, 40T304 |
Results are complete for degrees $\leq 23$.