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Results (1-50 of 548 matches)

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Label Name Order Parity Solvable Subfields Low Degree Siblings
25T192 $A_5\wr A_5$ $46656000000$ $1$ $A_5$ 30T5357
25T193 $A_5^5.C_2^4.C_5$ $62208000000$ $1$ $C_5$ 30T5366
25T194 $A_5\wr A_5.C_2$ $93312000000$ $-1$ $A_5$ 30T5382
25T195 $A_5\wr S_5$ $93312000000$ $-1$ $S_5$ 30T5383
25T196 $A_5^5.S_5$ $93312000000$ $1$ $S_5$ 30T5381
25T197 $A_5^5.C_2^4.D_5$ $124416000000$ $-1$ $D_{5}$ 30T5395
25T198 $A_5^5.C_2^4.C_{10}$ $124416000000$ $-1$ $C_5$ 30T5393
25T199 $A_5^5.C_2^4.D_5$ $124416000000$ $1$ $D_{5}$ 30T5394
25T200 $A_5\wr S_5.C_2$ $186624000000$ $-1$ $S_5$ 30T5404
25T201 $A_5^5.C_2^4.F_5$ $248832000000$ $-1$ $F_5$ 30T5417
25T202 $A_5^5.C_2^4.D_{10}$ $248832000000$ $-1$ $D_{5}$ 30T5416
25T203 $A_5^5.C_2^4.F_5$ $248832000000$ $1$ $F_5$ 30T5415
25T204 $A_5^5.C_2^4.C_{10}.C_4$ $497664000000$ $-1$ $F_5$ 30T5432
25T205 $A_5^5.C_2^4.A_5$ $746496000000$ $1$ $A_5$ 30T5441
25T206 $A_5^5.C_2^5.A_5$ $1492992000000$ $-1$ $A_5$ 30T5469
25T207 $A_5^5.C_2^4.S_5$ $1492992000000$ $1$ $S_5$ 30T5471
25T208 $A_5^5.C_2^4.S_5$ $1492992000000$ $-1$ $S_5$ 30T5470
25T209 $C_2^6.C_3^3.C_6$ $2985984000000$ $-1$ $S_5$ 30T5501
25T210 $A_{25}$ $7755605021665492992000000$ $1$
25T211 $S_{25}$ $15511210043330985984000000$ $-1$
26T86 $C_2^{12}.A_{13}$ $12752938598400$ $1$ $A_{13}$
26T87 $C_2^{12}.S_{13}$ $25505877196800$ $-1$ $S_{13}$ 26T88
26T88 $C_2^{12}.S_{13}$ $25505877196800$ $1$ $S_{13}$ 26T87
26T89 $C_2^{13}.A_{13}$ $25505877196800$ $-1$ $A_{13}$
26T90 $C_2^{12}.(C_2\times S_{13})$ $51011754393600$ $-1$ $S_{13}$ 26T90
26T91 $A_{13}\wr C_2$ $19387894021816320000$ $-1$ $C_2$
26T92 $A_{13}^2.C_4$ $38775788043632640000$ $1$ $C_2$
26T93 $A_{13}^2.C_2^2$ $38775788043632640000$ $-1$ $C_2$
26T94 $S_{13}\wr C_2$ $77551576087265280000$ $-1$ $C_2$
26T95 $A_{26}$ $201645730563302817792000000$ $1$
26T96 $S_{26}$ $403291461126605635584000000$ $-1$
27T2376 $C_3^9.C_2^8.A_9$ $914248581120$ $1$ $A_9$
27T2377 $C_3^9.C_2^8.A_9.C_2$ $1828497162240$ $1$ $S_9$
27T2378 $C_3^9.C_2^8.A_9.C_2$ $1828497162240$ $-1$ $A_9$
27T2379 $C_3^9.C_2^8.A_9.C_2$ $1828497162240$ $-1$ $S_9$
27T2380 $C_3^9.C_2^8.A_9.C_2^2$ $3656994324480$ $-1$ $S_9$
27T2381 $A_9\wr C_3$ $17919272189952000$ $1$ $C_3$
27T2382 $A_9\wr S_3$ $35838544379904000$ $-1$ $S_3$
27T2383 $A_9^3.S_3$ $35838544379904000$ $1$ $S_3$
27T2384 $A_9^3.C_6$ $35838544379904000$ $-1$ $C_3$
27T2385 $A_9^3.D_6$ $71677088759808000$ $-1$ $S_3$
27T2386 $A_9^3.A_4$ $71677088759808000$ $1$ $C_3$
27T2387 $S_9\wr C_3$ $143354177519616000$ $-1$ $C_3$
27T2388 $A_9^3.S_4$ $143354177519616000$ $-1$ $S_3$
27T2389 $A_9^3.S_4$ $143354177519616000$ $1$ $S_3$
27T2390 $S_9\wr C_3.C_2$ $286708355039232000$ $-1$ $S_3$
27T2391 $A_{27}$ $5444434725209176080384000000$ $1$
27T2392 $S_{27}$ $10888869450418352160768000000$ $-1$
28T1746 $C_2^{14}.C_3^7.C_2^6.C_7.C_3$ $48157949952$ $1$ $C_7:C_3$ 42T7228, 42T7229 x 2, 42T7230
28T1747 $C_2^{14}.C_3^7.C_2^3.\PSL(2,7)$ $48157949952$ $1$ $\GL(3,2)$ 42T7220, 42T7221, 42T7222, 42T7223
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Results are complete for degrees $\leq 23$.