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Results (1-50 of 211 matches)

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Label Name Order Parity Solvable Subfields Low Degree Siblings
25T1 $C_{25}$ $25$ $1$ yes $C_5$
25T2 $C_5^2$ $25$ $1$ yes $C_5$ x 6
25T3 $C_5\times D_5$ $50$ $1$ yes $C_5$, $D_{5}$ 10T6 x 2
25T4 $D_{25}$ $50$ $1$ yes $D_{5}$
25T5 $C_5:D_5$ $50$ $1$ yes $D_{5}$ x 6
25T6 $C_5^2:C_3$ $75$ $1$ yes 15T9 x 2
25T7 $C_5\times F_5$ $100$ $-1$ yes $C_5$, $F_5$ 20T29
25T8 $D_{25}.C_2$ $100$ $1$ yes $F_5$
25T9 $C_5^2:C_4$ $100$ $1$ yes $F_5$ x 6
25T10 $C_5:F_5$ $100$ $1$ yes $F_5$ x 2 10T10 x 2, 20T27 x 2
25T11 $D_5.D_5$ $100$ $-1$ yes $D_{5}$, $F_5$ 20T26
25T12 $D_5^2$ $100$ $1$ yes $D_{5}$ x 2 10T9 x 2, 20T28 x 2
25T13 $C_{25}:C_5$ $125$ $1$ yes $C_5$
25T14 $He_5$ $125$ $1$ yes $C_5$ 25T14 x 5
25T15 $C_5^2:C_6$ $150$ $1$ yes 15T12 x 2, 30T35 x 2
25T16 $C_5^2:S_3$ $150$ $1$ yes 15T13, 15T14, 30T37, 30T38
25T17 $C_5^2:Q_8$ $200$ $1$ yes 10T20 x 3, 20T47 x 3, 40T166 x 3
25T18 $D_5\times F_5$ $200$ $-1$ yes $D_{5}$, $F_5$ 20T51, 40T168
25T19 $D_5:F_5$ $200$ $1$ yes $F_5$ x 2 10T17 x 2, 20T54 x 2, 40T169 x 2
25T20 $C_5:D_5.C_4$ $200$ $-1$ yes 10T18 x 3, 20T56 x 3, 40T171 x 3
25T21 $D_5\wr C_2$ $200$ $1$ yes 10T19, 10T21 x 2, 20T48 x 2, 20T50 x 2, 20T55, 20T57 x 2, 40T167 x 2, 40T170
25T22 $He_5:C_2$ $250$ $1$ yes $D_{5}$ 25T22 x 5
25T23 $C_5^2:C_{10}$ $250$ $1$ yes $D_{5}$ 25T24
25T24 $C_5^2:C_{10}$ $250$ $1$ yes $C_5$ 25T23
25T25 $D_{25}:C_5$ $250$ $1$ yes $D_{5}$
25T26 $C_5^2:C_{12}$ $300$ $1$ yes 15T19 x 2, 30T78 x 2
25T27 $C_5^2:D_6$ $300$ $1$ yes 15T18 x 2, 30T66 x 2, 30T72 x 2, 30T80 x 2
25T28 $C_5^2:(C_3:C_4)$ $300$ $1$ yes 15T17 x 2, 30T71 x 2
25T29 $C_5\times A_5$ $300$ $1$ no $C_5$, $A_5$ 30T69
25T30 $D_5\wr C_2:C_2$ $400$ $1$ yes 10T27 x 3, 20T90 x 3, 20T96 x 3, 20T97 x 3, 40T393 x 3, 40T394 x 3, 40T395 x 3
25T31 $D_5^2.C_4$ $400$ $-1$ yes 10T28, 20T104, 20T107, 20T109, 20T115, 40T397, 40T398, 40T399, 40T400
25T32 $F_5^2$ $400$ $-1$ yes $F_5$ x 2 20T102, 40T396
25T33 $C_5^2:F_5$ $500$ $-1$ yes $F_5$ 25T33 x 5
25T34 $C_5^2:C_4:C_5$ $500$ $1$ yes $F_5$ 25T37
25T35 $C_5.C_5:F_5$ $500$ $-1$ yes $F_5$ 25T35
25T36 $C_5^2:C_{10}.C_2$ $500$ $-1$ yes $D_{5}$ 25T39
25T37 $C_5^2:C_4:C_5$ $500$ $-1$ yes $C_5$ 25T34
25T38 $C_5.D_5^2$ $500$ $1$ yes $D_{5}$ 25T38
25T39 $C_5^2:C_{10}.C_2$ $500$ $1$ yes $F_5$ 25T36
25T40 $D_{25}.C_{10}$ $500$ $1$ yes $F_5$
25T41 t25n41 $600$ $1$ yes 30T126
25T42 t25n42 $600$ $-1$ no $C_5$, $S_5$ 30T145
25T43 t25n43 $600$ $1$ yes 15T27 x 2, 30T150 x 2, 30T153 x 2, 30T155 x 2
25T44 t25n44 $600$ $-1$ no $D_{5}$, $S_5$ 30T144
25T45 t25n45 $600$ $-1$ yes 30T143
25T46 t25n46 $600$ $1$ no $D_{5}$, $A_5$ 30T128
25T47 t25n47 $600$ $-1$ yes 30T131
25T48 t25n48 $625$ $1$ yes $C_5$ 25T48 x 4
25T49 t25n49 $625$ $1$ yes $C_5$ 25T49 x 4
25T50 t25n50 $800$ $-1$ yes 10T33, 20T155, 20T161, 20T167, 20T169, 40T874, 40T875, 40T876, 40T877, 40T878, 40T879, 40T880, 40T881, 40T882, 40T883
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Results are complete for degrees $\leq 23$.