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Parity Cyclic Solvable Primitive Equivalent siblings
Degree $T$-number Order Group Nilpotency class
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Results (1-50 of 331 matches)

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Label Name Order Parity Solvable Subfields Low Degree Siblings
33T17 $C_3\times \PSL(2,11)$ $1980$ $1$ $C_3$, $\PSL(2,11)$ 33T17, 36T3021
33T22 $S_3\times \PSL(2,11)$ $3960$ $-1$ $S_3$, $\PSL(2,11)$ 33T22, 36T4977
33T35 $C_3\times M_{11}$ $23760$ $1$ $C_3$, $M_{11}$ 36T12768
33T40 $\PSL(2,32)$ $32736$ $1$
33T45 $S_3\times M_{11}$ $47520$ $-1$ $S_3$, $M_{11}$ 36T16207
33T54 $C_3^5:\PSL(2,11)$ $160380$ $1$ $\PSL(2,11)$
33T55 $\PSL(2,32).C_5$ $163680$ $1$
33T60 $C_3^5:(C_2\times \PSL(2,11))$ $320760$ $-1$ $\PSL(2,11)$
33T63 $C_3^6:\PSL(2,11)$ $481140$ $1$ $\PSL(2,11)$ 33T63
33T69 $C_3^5:(S_3\times \PSL(2,11))$ $962280$ $-1$ $\PSL(2,11)$ 33T69
33T77 $C_3^5:M_{11}$ $1924560$ $1$ $M_{11}$
33T83 $C_3^5:(C_2\times M_{11})$ $3849120$ $-1$ $M_{11}$
33T90 $C_3^6:M_{11}$ $5773680$ $1$ $M_{11}$
33T97 $C_3^5.(S_3\times M_{11})$ $11547360$ $-1$ $M_{11}$
33T103 $C_3^{10}.\PSL(2,11)$ $38972340$ $1$ $\PSL(2,11)$
33T104 $C_3\times A_{11}$ $59875200$ $1$ $C_3$, $A_{11}$
33T105 $C_3^{10}.C_2.\PSL(2,11)$ $77944680$ $-1$ $\PSL(2,11)$
33T106 $C_3^{11}.\PSL(2,11)$ $116917020$ $1$ $\PSL(2,11)$ 33T106
33T107 $S_3\times A_{11}$ $119750400$ $-1$ $S_3$, $A_{11}$
33T108 $C_3\times S_{11}$ $119750400$ $-1$ $C_3$, $S_{11}$
33T109 $C_3.S_{11}$ $119750400$ $1$ $S_3$, $S_{11}$
33T110 $C_3^{10}.\PSL(2,11).S_3$ $233834040$ $-1$ $\PSL(2,11)$ 33T110
33T111 $S_3\times S_{11}$ $239500800$ $-1$ $S_3$, $S_{11}$
33T112 $C_3^{10}.M_{11}$ $467668080$ $1$ $M_{11}$
33T113 $\PSL(2,11)\wr C_3$ $862488000$ $1$ $C_3$ 33T113, 36T92835
33T114 $C_3^{10}.C_2.M_{11}$ $935336160$ $-1$ $M_{11}$
33T115 $C_3^{11}.M_{11}$ $1403004240$ $1$ $M_{11}$ 33T115
33T116 $C_3^{11}.M_{11}$ $1403004240$ $1$ $M_{11}$
33T117 $\PSL(2,11)\wr S_3$ $1724976000$ $-1$ $S_3$ 33T117, 36T97582
33T119 $C_3^{11}.C_2.M_{11}$ $2806008480$ $-1$ $M_{11}$ 33T119
33T120 $C_3^{11}.C_2.M_{11}$ $2806008480$ $-1$ $M_{11}$
33T130 $C_3^{11}.C_2^{10}.\PSL(2,11)$ $119723028480$ $1$ $\PSL(2,11)$
33T131 $C_3^{11}.C_2^{10}.C_2.\PSL(2,11)$ $239446056960$ $-1$ $\PSL(2,11)$
33T132 $C_3^{10}.A_{11}$ $1178523561600$ $1$ $A_{11}$
33T133 $C_3^{11}.C_2^{10}.M_{11}$ $1436676341760$ $1$ $M_{11}$
33T134 $M_{11}\wr C_3$ $1490379264000$ $1$ $C_3$ 36T119673
33T135 $C_3^{10}.A_{11}.C_2$ $2357047123200$ $-1$ $A_{11}$
33T136 $C_3^{10}.A_{11}.C_2$ $2357047123200$ $-1$ $S_{11}$
33T137 $C_3^{10}.A_{11}.C_2$ $2357047123200$ $1$ $S_{11}$
33T138 $C_3^{11}.C_2^{10}.C_2.M_{11}$ $2873352683520$ $-1$ $M_{11}$
33T139 $M_{11}\wr S_3$ $2980758528000$ $-1$ $S_3$ 36T120048
33T140 $C_3^{11}.A_{11}$ $3535570684800$ $1$ $A_{11}$ 33T140
33T141 $C_3^{10}.A_{11}.C_2^2$ $4714094246400$ $-1$ $S_{11}$
33T142 $C_3^{10}.A_{11}.S_3$ $7071141369600$ $-1$ $A_{11}$ 33T142
33T143 $C_3^{10}.A_{11}.C_6$ $7071141369600$ $-1$ $S_{11}$ 33T143
33T144 $C_3^{10}.A_{11}.S_3$ $7071141369600$ $1$ $S_{11}$ 33T144
33T145 $C_3^{10}.A_{11}.D_6$ $14142282739200$ $-1$ $S_{11}$ 33T145
33T146 $C_3^{11}.C_2^{10}.A_{11}$ $3620424381235200$ $1$ $A_{11}$
33T147 $C_3^{11}.C_2^{10}.A_{11}.C_2$ $7240848762470400$ $-1$ $A_{11}$
33T148 $C_3^{11}.C_2^{10}.A_{11}.C_2$ $7240848762470400$ $1$ $S_{11}$
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Results are complete for degrees $\leq 23$.