Results (displaying all 47 matches)
| Label | Name | Order | Parity | Solvable | Subfields | Low Degree Siblings |
|---|---|---|---|---|---|---|
| 1T1 | Trivial | 1 | 1 | Yes | ||
| 2T1 | $C_2$ | 2 | -1 | Yes | ||
| 3T1 | $C_3$ | 3 | 1 | Yes | ||
| 4T1 | $C_4$ | 4 | -1 | Yes | $C_2$ | |
| 5T1 | $C_5$ | 5 | 1 | Yes | ||
| 6T1 | $C_6$ | 6 | -1 | Yes | $C_2$, $C_3$ | |
| 7T1 | $C_7$ | 7 | 1 | Yes | ||
| 8T1 | $C_8$ | 8 | -1 | Yes | $C_2$, $C_4$ | |
| 9T1 | $C_9$ | 9 | 1 | Yes | $C_3$ | |
| 10T1 | $C_{10}$ | 10 | -1 | Yes | $C_2$, $C_5$ | |
| 11T1 | $C_{11}$ | 11 | 1 | Yes | ||
| 12T1 | $C_{12}$ | 12 | -1 | Yes | $C_2$, $C_3$, $C_4$, $C_6$ | |
| 13T1 | $C_{13}$ | 13 | 1 | Yes | ||
| 14T1 | $C_{14}$ | 14 | -1 | Yes | $C_2$, $C_7$ | |
| 15T1 | $C_{15}$ | 15 | 1 | Yes | $C_3$, $C_5$ | |
| 16T1 | $C_{16}$ | 16 | -1 | Yes | $C_2$, $C_4$, $C_8$ | |
| 17T1 | $C_{17}$ | 17 | 1 | Yes | ||
| 18T1 | $C_{18}$ | 18 | -1 | Yes | $C_2$, $C_3$, $C_6$, $C_9$ | |
| 19T1 | $C_{19}$ | 19 | 1 | Yes | ||
| 20T1 | $C_{20}$ | 20 | -1 | Yes | $C_2$, $C_4$, $C_5$, $C_{10}$ | |
| 21T1 | $C_{21}$ | 21 | 1 | Yes | $C_3$, $C_7$ | |
| 22T1 | $C_{22}$ | 22 | -1 | Yes | $C_2$, $C_{11}$ | |
| 23T1 | $C_{23}$ | 23 | 1 | Yes | ||
| 24T1 | $C_{24}$ | 24 | -1 | Yes | $C_2$, $C_3$, $C_4$, $C_6$, $C_8$, $C_{12}$ | |
| 25T1 | $C_{25}$ | 25 | 1 | Yes | $C_5$ | |
| 26T1 | $C_{26}$ | 26 | -1 | Yes | $C_2$, $C_{13}$ | |
| 27T1 | $C_{27}$ | 27 | 1 | Yes | $C_3$, $C_9$ | |
| 28T1 | $C_{28}$ | 28 | -1 | Yes | $C_2$, $C_4$, $C_7$, $C_{14}$ | |
| 29T1 | $C_{29}$ | 29 | 1 | Yes | ||
| 30T1 | $C_{30}$ | 30 | -1 | Yes | $C_2$, $C_3$, $C_5$, $C_6$, $C_{10}$, $C_{15}$ | |
| 31T1 | $C_{31}$ | 31 | 1 | Yes | ||
| 32T33 | $C_{32}$ | 32 | -1 | Yes | $C_2$, $C_4$, $C_8$, $C_{16}$ | |
| 33T1 | $C_{33}$ | 33 | 1 | Yes | $C_3$, $C_{11}$ | |
| 34T1 | $C_{34}$ | 34 | -1 | Yes | $C_2$, $C_{17}$ | |
| 35T1 | $C_{35}$ | 35 | 1 | Yes | $C_5$, $C_7$ | |
| 36T1 | $C_{36}$ | 36 | -1 | Yes | $C_2$, $C_3$, $C_4$, $C_6$, $C_9$, $C_{12}$, $C_{18}$ | |
| 37T1 | $C_{37}$ | 37 | 1 | Yes | ||
| 38T1 | $C_{38}$ | 38 | -1 | Yes | $C_2$, $C_{19}$ | |
| 39T1 | $C_{39}$ | 39 | 1 | Yes | $C_3$, $C_{13}$ | |
| 40T1 | $C_{40}$ | 40 | -1 | Yes | $C_2$, $C_4$, $C_5$, $C_8$, $C_{10}$, 20T1 | |
| 41T1 | $C_{41}$ | 41 | 1 | Yes | ||
| 42T1 | $C_{42}$ | 42 | -1 | Yes | $C_2$, $C_3$, $C_6$, $C_7$, $C_{14}$, $C_{21}$ | |
| 43T1 | $C_{43}$ | 43 | 1 | Yes | ||
| 44T1 | $C_{44}$ | 44 | -1 | Yes | $C_2$, $C_4$, $C_{11}$, 22T1 | |
| 45T1 | $C_{45}$ | 45 | 1 | Yes | $C_3$, $C_5$, $C_9$, $C_{15}$ | |
| 46T1 | $C_{46}$ | 46 | -1 | Yes | $C_2$, $C_{23}$ | |
| 47T1 | $C_{47}$ | 47 | 1 | Yes |
Results are complete for degrees $\leq 23$.