Results: (displaying matches 1-50 of 63)

Label Name Order Parity Solvable Subfields Low Degree Siblings
14T1 $C_{14}$ 14 -1 Yes 7T1, 2T1
14T2 $D_{7}$ 14 -1 Yes 7T2, 2T1 7T2
14T3 $D_{14}$ 28 -1 Yes 7T2, 2T1 14T3b
14T4 $F_7$ 42 -1 Yes 7T4, 2T1 7T4, 21T4
14T5 $(C_7:C_3) \times C_2$ 42 -1 Yes 7T3, 2T1
14T6 56 1 Yes 7T1 8T25
14T7 $F_7 \times C_2$ 84 -1 Yes 7T4, 2T1 14T7b
14T8 $C_7 \wr C_2$ 98 -1 Yes 2T1 14T8b, 14T8c
14T9 112 -1 Yes 7T1 16T196
14T10 $\GL(3,2)$ 168 1 No 7T5 7T5a, 7T5b, 8T37, 14T10b, 21T14
14T11 168 1 Yes 7T3 8T36
14T12 196 1 Yes 2T1 14T12b, 14T12c, 14T12d
14T13 196 -1 Yes 2T1 14T13b, 14T13c
14T14 294 -1 Yes 2T1 14T14b, 14T14c
14T15 294 -1 Yes 2T1 21T17, 21T18
14T16 336 -1 No 2T1 8T43, 16T713, 21T20
14T17 336 -1 No 7T5 14T17b, 14T19a, 14T19b, 16T714
14T18 336 -1 Yes 7T3 16T712
14T19 $\GL(3,2) \times C_2$ 336 -1 No 7T5, 2T1 14T17a, 14T17b, 14T19b, 16T714
14T20 $D_7 \wr C_2$ 392 -1 Yes 2T1 14T20b
14T21 448 1 Yes 7T1 14T21b, 14T21c, 14T21d, 14T21e, 14T21f, 14T21g
14T22 588 1 Yes 2T1
14T23 588 1 Yes 2T1 14T23b, 14T23c, 14T23d
14T24 588 -1 Yes 2T1 14T24b, 14T24c
14T25 588 -1 Yes 2T1 21T23a, 21T23b
14T26 882 -1 Yes 2T1 21T25, 21T26
14T27 896 -1 Yes 7T2 14T27b, 14T27c, 14T27d, 14T27e, 14T27f, 14T27g, 14T28a, 14T28b, 14T28c, 14T28d, 14T28e, 14T28f, 14T28g, 16T1078
14T28 896 1 Yes 7T2 14T27a, 14T27b, 14T27c, 14T27d, 14T27e, 14T27f, 14T27g, 14T28b, 14T28c, 14T28d, 14T28e, 14T28f, 14T28g, 16T1078
14T29 $C_2 \wr C_7$ 896 -1 Yes 7T1 14T29b, 14T29c, 14T29d, 14T29e, 14T29f, 14T29g
14T30 1092 1 No
14T31 1176 -1 Yes 2T1
14T32 1176 -1 Yes 2T1 14T32b
14T33 1344 1 No 7T5 14T33b
14T34 1344 1 No 7T5 8T48a, 8T48b, 14T34b
14T35 1344 1 Yes 7T3
14T36 1764 1 Yes 2T1
14T37 1764 -1 Yes 2T1 21T29a, 21T29b
14T38 1792 -1 Yes 7T2 14T38b, 14T38c, 14T38d, 14T38e, 14T38f, 14T38g, 14T38h, 14T38i, 14T38j, 14T38k, 14T38l, 14T38m, 14T38n
14T39 $\PGL(2,13)$ 2184 -1 No
14T40 2688 -1 Yes 7T4 14T41, 16T1502
14T41 2688 1 Yes 7T4 14T40, 16T1502
14T42 2688 -1 No 7T5 14T42b
14T43 2688 -1 No 7T5 14T43b, 16T1504a, 16T1504b
14T44 2688 -1 Yes 7T3
14T45 3528 -1 Yes 2T1
14T46 5040 -1 No 7T7, 2T1 7T7, 21T38
14T47 $A_7\times C_2$ 5040 -1 No 7T6, 2T1
14T48 5376 -1 Yes 7T4 14T48b
14T49 $S_7\times C_2$ 10080 -1 No 7T7, 2T1 14T49b
14T50 10752 1 No 7T5 14T50b

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