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Results (11 matches)

  displayed columns for results
Label Name Order Parity Solvable Subfields Low Degree Siblings
27T97 $\He_3:C_3^2$ $243$ $1$ $C_3$, $C_3^2:C_3$ 27T96, 27T97 x 8
27T109 $C_3^2.C_3^3$ $243$ $1$ $C_3$, $C_3^2:C_3$ 27T99, 27T109 x 2
27T114 $C_3^3:C_3^2$ $243$ $1$ $C_3$, $C_3^2:C_3$ 27T100 x 3, 27T102, 27T114 x 2
27T190 $C_3^3.(C_3\times S_3)$ $486$ $-1$ $C_3$, $C_3^2 : S_3 $ 27T190 x 2, 27T204
27T191 $C_3\wr C_3:C_6$ $486$ $-1$ $C_3$, $C_3^2 : S_3 $ 27T150 x 3, 27T168, 27T191 x 2
27T203 $C_3^3.(C_3\times S_3)$ $486$ $-1$ $C_3$, $C_3^2 : S_3 $ 27T183, 27T203 x 2
27T222 $C_3^3.C_3^3$ $729$ $1$ $C_3$, $C_3^2:C_3$ 27T222 x 8, 27T243 x 3
27T245 $C_3^4.C_3^2$ $729$ $1$ $C_3$, $C_9:C_3$ 27T245 x 8, 27T253 x 3
27T315 $(C_3^2\times \He_3):C_6$ $1458$ $-1$ $C_3$, $C_3^2 : S_3 $ 27T315 x 8, 27T372 x 3
28T19 $C_2\times F_8$ $112$ $1$ $C_7$, $F_8$, $C_2\times F_8$ 14T9, 16T196, 28T19 x 2, 28T20
28T89 $F_8:A_4$ $672$ $1$ $C_7:C_3$ 28T89 x 2, 32T34610, 42T127
  displayed columns for results

Results are complete for degrees $\leq 23$.