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Results (1-50 of 71 matches)

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Label Name Order Parity Solvable Subfields Low Degree Siblings
24T24930 $A_6\wr C_4$ $67184640000$ $1$ $C_2$, $C_4$ 24T24930, 40T305315
24T24931 $A_6\wr C_2^2$ $67184640000$ $1$ $C_2$ x 3, $C_2^2$ 24T24931, 40T305316
24T24932 $C_3^8.(C_2^8.S_8)$ $67722117120$ $-1$ $S_8$
24T24933 $C_2^{12}.(C_3^6.C_2^5:S_6)$ $68797071360$ $1$ $S_6$ 36T115316, 36T115317, 36T115318, 36T115319
24T24934 $C_2^{12}.(C_3^6.(C_2^5.S_6))$ $68797071360$ $-1$ $S_6$ 36T115308, 36T115309, 36T115310, 36T115311
24T24935 $C_2^{12}.(C_3^6.C_2\wr A_6)$ $68797071360$ $-1$ $A_6$ 36T115312, 36T115313, 36T115314, 36T115315
24T24936 $A_6^4.D_4$ $134369280000$ $1$ $C_2$, $D_{4}$ 24T24936, 40T307749
24T24937 $A_6\wr D_4$ $134369280000$ $1$ $C_2$, $D_{4}$ 24T24937, 40T307747
24T24938 $A_6\wr C_4.C_2$ $134369280000$ $1$ $C_2$, $C_4$ 24T24938, 40T307732
24T24939 $A_6^4.C_8$ $134369280000$ $-1$ $C_2$, $C_4$ 24T24939, 40T307733
24T24940 $A_6^4.D_4$ $134369280000$ $1$ $C_2$ x 3, $C_2^2$ 24T24940, 40T307736
24T24941 $A_6^4.C_2^3$ $134369280000$ $1$ $C_2$ x 3, $C_2^2$ 24T24941, 40T307735
24T24942 $A_6^4.C_4.C_2$ $134369280000$ $1$ $C_2$ x 3, $C_2^2$ 24T24942, 40T307737
24T24943 $A_6^4.Q_8$ $134369280000$ $1$ $C_2$ x 3, $C_2^2$ 24T24943, 40T307734
24T24944 $C_2^{12}.(C_3^6.(C_2^6.S_6))$ $137594142720$ $-1$ $S_6$ 36T116856, 36T116857, 36T116858, 36T116859, 36T116860, 36T116861, 36T116862, 36T116863
24T24945 $A_6\wr A_4$ $201553920000$ $1$ $A_4$ 24T24945, 40T308243
24T24946 $A_6^4.\OD_{16}$ $268738560000$ $-1$ $C_2$, $C_4$ 24T24946, 40T308925
24T24947 $A_6^4.C_2^3.C_2$ $268738560000$ $1$ $C_2$, $C_4$ 24T24947, 40T308924
24T24948 $A_6^4.D_4.C_2$ $268738560000$ $1$ $C_2$ x 3, $C_2^2$ 24T24948, 40T308966
24T24949 $A_6^4.D_4:C_2$ $268738560000$ $1$ $C_2$ x 3, $C_2^2$ 24T24949, 40T308965
24T24950 $A_6\wr C_4.C_2^2$ $268738560000$ $1$ $C_2$, $D_{4}$ 24T24950, 40T308984
24T24951 $A_6^4.C_2^3.C_2$ $268738560000$ $1$ $C_2$, $D_{4}$ 24T24951, 40T308989
24T24952 $A_6^4.D_8$ $268738560000$ $-1$ $C_2$, $D_{4}$ 24T24952, 40T308991
24T24953 $A_6^4.\SD_{16}$ $268738560000$ $-1$ $C_2$, $D_{4}$ 24T24953, 40T308987
24T24954 $A_6^4.S_4$ $403107840000$ $1$ $S_4$ 24T24954, 40T309334
24T24955 $A_6^4.S_4$ $403107840000$ $1$ $S_4$ 24T24955, 40T309332
24T24956 $A_6\wr A_4.C_2$ $403107840000$ $1$ $A_4$ 24T24956, 40T309327
24T24957 $A_6^4.Q_8.C_3$ $403107840000$ $1$ $A_4$ 24T24957, 40T309326
24T24958 $C_2^{11}.A_{12}$ $490497638400$ $1$ $A_{12}$
24T24959 $A_6^4.C_2^4.C_2$ $537477120000$ $1$ $C_2$, $D_{4}$ 24T24959, 40T309776
24T24960 $A_6^4.C_2^3.C_4$ $537477120000$ $1$ $C_2$, $D_{4}$ 24T24960, 40T309773
24T24961 $A_6^4.C_4\wr C_2$ $537477120000$ $-1$ $C_2$, $D_{4}$ 24T24961, 40T309780
24T24962 $A_6^4.D_8.C_2$ $537477120000$ $-1$ $C_2$, $D_{4}$ 24T24962, 40T309779
24T24963 $A_6^4.C_2^3.C_2^2$ $537477120000$ $1$ $C_2$, $C_4$ 24T24963, 40T309644
24T24964 $A_6^4.\OD_{16}.C_2$ $537477120000$ $-1$ $C_2$, $C_4$ 24T24964, 40T309645
24T24965 $A_6^4.C_2.C_2^4$ $537477120000$ $1$ $C_2$ x 3, $C_2^2$ 24T24965, 40T309678
24T24966 $A_6^4.C_2^3.C_2^2$ $537477120000$ $-1$ $C_2$ x 3, $C_2^2$ 24T24966, 40T309679
24T24967 $A_6\wr C_2^2.D_6$ $806215680000$ $1$ $S_4$ 24T24967, 40T310027
24T24968 $A_6^4.Q_8.S_3$ $806215680000$ $-1$ $S_4$ 24T24968, 40T310030
24T24969 $C_2^{12}.A_{12}$ $980995276800$ $-1$ $A_{12}$ 24T24969
24T24970 $C_2^{11}.A_{12}.C_2$ $980995276800$ $1$ $S_{12}$ 24T24970
24T24971 $C_2^{11}.A_{12}.C_2$ $980995276800$ $-1$ $S_{12}$ 24T24971
24T24972 $A_6^4.C_2\wr C_2^2$ $1074954240000$ $1$ $C_2$, $D_{4}$ 24T24972, 40T310431
24T24973 $A_6^4.C_4^2:C_4$ $1074954240000$ $-1$ $C_2$, $D_{4}$ 24T24973, 40T310436
24T24974 $A_6^4.D_4:D_4$ $1074954240000$ $-1$ $C_2$, $D_{4}$ 24T24974, 40T310433
24T24975 $A_6^4.C_2\wr C_4$ $1074954240000$ $-1$ $C_2$, $D_{4}$ 24T24975, 40T310437
24T24976 $A_6^4.C_2\wr C_4$ $1074954240000$ $-1$ $C_2$, $C_4$ 24T24976, 40T310259
24T24977 $A_6^4.C_2\wr C_2^2$ $1074954240000$ $-1$ $C_2$ x 3, $C_2^2$ 24T24977, 40T310309
24T24978 $A_6^4.Q_8.A_4$ $1612431360000$ $1$ $A_4$ 24T24978, 40T310634
24T24979 $C_2^{12}.S_{12}$ $1961990553600$ $-1$ $S_{12}$ 24T24979 x 3
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Results are complete for degrees $\leq 23$.