Results (displaying matches 1-50 of 2113) Next
| Label | Name | Order | Parity | Solvable | Subfields | Low Degree Siblings |
|---|---|---|---|---|---|---|
| 44T1 | $C_{44}$ | 44 | -1 | Yes | $C_2$, $C_4$, $C_{11}$, 22T1 | |
| 44T2 | $C_2\times C_{22}$ | 44 | 1 | Yes | $C_2$ x 3, $C_2^2$, $C_{11}$, 22T1 x 3 | |
| 44T3 | $C_{11}:C_4$ | 44 | -1 | Yes | $C_2$, $C_4$, $D_{11}$, 22T2 | |
| 44T4 | $D_{22}$ | 44 | 1 | Yes | $C_2$ x 3, $C_2^2$, $D_{11}$, 22T2, $D_{22}$ x 2 | 22T3 x 2 |
| 44T5 | $C_{11}\times D_4$ | 88 | -1 | Yes | $C_2$, $D_{4}$, $C_{11}$, 22T1 | |
| 44T6 | $D_{22}:C_2$ | 88 | -1 | Yes | $C_2$, $D_{4}$, $D_{11}$, 22T2 | |
| 44T7 | $C_4\times D_{11}$ | 88 | -1 | Yes | $C_2$, $C_4$, $D_{11}$, $D_{22}$ | |
| 44T8 | $D_{22}:C_2$ | 88 | -1 | Yes | $C_2$, $D_{4}$, $D_{11}$, $D_{22}$ | |
| 44T9 | $D_{44}$ | 88 | -1 | Yes | $C_2$, $D_{4}$, $D_{11}$, $D_{22}$ | |
| 44T10 | $C_2^2\times D_{11}$ | 88 | 1 | Yes | $C_2$ x 3, $C_2^2$, $D_{11}$, $D_{22}$ x 3 | |
| 44T11 | $C_{11}\times A_4$ | 132 | 1 | Yes | $A_4$, $C_{11}$ | |
| 44T12 | $D_4\times D_{11}$ | 176 | -1 | Yes | $C_2$, $D_{4}$, $D_{11}$, $D_{22}$ | |
| 44T13 | $C_{11}:C_{20}$ | 220 | -1 | Yes | $C_2$, $C_4$, $F_{11}$, 22T4 | |
| 44T14 | $C_2\times F_{11}$ | 220 | 1 | Yes | $C_2$ x 3, $C_2^2$, $F_{11}$, 22T4, 22T6 x 2 | 22T6 x 2 |
| 44T15 | $C_4\times C_{11}:C_5$ | 220 | -1 | Yes | $C_2$, $C_4$, $C_{11}:C_5$, 22T5 | |
| 44T16 | $C_2^2\times C_{11}:C_5$ | 220 | 1 | Yes | $C_2$ x 3, $C_2^2$, $C_{11}:C_5$, 22T5 x 3 | |
| 44T17 | $C_{11}\times S_4$ | 264 | -1 | Yes | $S_4$, $C_{11}$ | |
| 44T18 | $A_4\times D_{11}$ | 264 | 1 | Yes | $A_4$, $D_{11}$ | |
| 44T19 | $C_{11}:S_4$ | 264 | -1 | Yes | $S_4$, $D_{11}$ | |
| 44T20 | $C_2^2:F_{11}$ | 440 | -1 | Yes | $C_2$, $D_{4}$, $F_{11}$, 22T4 | |
| 44T21 | $D_4\times C_{11}:C_5$ | 440 | -1 | Yes | $C_2$, $D_{4}$, $C_{11}:C_5$, 22T5 | |
| 44T22 | $C_2^2:F_{11}$ | 440 | -1 | Yes | $C_2$, $D_{4}$, $F_{11}$, 22T6 | |
| 44T23 | $D_{44}:C_5$ | 440 | -1 | Yes | $C_2$, $D_{4}$, $F_{11}$, 22T6 | |
| 44T24 | $C_4\times F_{11}$ | 440 | -1 | Yes | $C_2$, $C_4$, $F_{11}$, 22T6 | |
| 44T25 | $C_2^2\times F_{11}$ | 440 | 1 | Yes | $C_2$ x 3, $C_2^2$, $F_{11}$, 22T6 x 3 | |
| 44T26 | $C_{11}\times C_{11}:C_4$ | 484 | -1 | Yes | $C_2$, $C_4$, 22T7 | |
| 44T27 | $C_{22}\times D_{11}$ | 484 | 1 | Yes | $C_2$ x 3, $C_2^2$, 22T7 | |
| 44T28 | $C_{11}:D_{11}.C_2$ | 484 | -1 | Yes | $C_2$, $C_4$, 22T8 | 22T8 x 6 |
| 44T29 | $D_{11}^2$ | 484 | 1 | Yes | $C_2$ x 3, $C_2^2$, 22T9 | 22T9 x 5 |
| 44T30 | t44n30 | 528 | -1 | Yes | $S_4$, $D_{11}$ | |
| 44T31 | t44n31 | 660 | 1 | Yes | $A_4$, $C_{11}:C_5$ | |
| 44T32 | t44n32 | 880 | -1 | Yes | $C_2$, $D_{4}$, $F_{11}$, 22T6 | |
| 44T33 | t44n33 | 968 | -1 | Yes | $C_2$, $D_{4}$, 22T7 | |
| 44T34 | t44n34 | 968 | -1 | Yes | $C_2$, $C_4$, 22T8 | |
| 44T35 | t44n35 | 968 | 1 | Yes | $C_2$ x 3, $C_2^2$, 22T8 | |
| 44T36 | t44n36 | 968 | -1 | Yes | $C_2$, $C_4$, 22T9 | |
| 44T37 | t44n37 | 968 | 1 | Yes | $C_2$ x 3, $C_2^2$, 22T9 | |
| 44T38 | t44n38 | 968 | -1 | Yes | $C_2$, $D_{4}$, 22T9 | |
| 44T39 | t44n39 | 968 | -1 | Yes | $C_2$, $D_{4}$, 22T10 | 22T10 x 2 |
| 44T40 | t44n40 | 968 | 1 | Yes | $C_2$ x 3, $C_2^2$, 22T10 | 22T10 x 2 |
| 44T41 | t44n41 | 968 | -1 | Yes | $C_2$, $D_{4}$, 22T10 | 22T10 x 2 |
| 44T42 | t44n42 | 968 | 1 | Yes | $C_2$, $C_4$ | |
| 44T43 | t44n43 | 968 | 1 | Yes | $C_2$ x 3, $C_2^2$ | |
| 44T44 | t44n44 | 968 | 1 | Yes | $C_2$ x 3, $C_2^2$ | 22T10 x 2 |
| 44T45 | t44n45 | 1320 | -1 | Yes | $S_4$, $C_{11}:C_5$ | |
| 44T46 | t44n46 | 1320 | 1 | Yes | $A_4$, $F_{11}$ | |
| 44T47 | t44n47 | 1320 | -1 | Yes | $S_4$, $F_{11}$ | |
| 44T48 | t44n48 | 1936 | -1 | Yes | $C_2$, $D_{4}$, 22T8 | |
| 44T49 | t44n49 | 1936 | -1 | Yes | $C_2$, $D_{4}$, 22T9 | |
| 44T50 | t44n50 | 1936 | 1 | Yes | $C_2$ x 3, $C_2^2$, 22T10 |
Results are complete for degrees $\leq 23$.