Finite Group Databasebeta

Groups of order 42484

27 groups of order 42484.

SmallGroupsgroup
(42484, 1)C4×C13×C19×C43 #53754328
(42484, 2)C13×C19×Dic43 #53754329
(42484, 3)C13×C43×Dic19 #53754330
(42484, 4)C13×Dic817 #53754331
(42484, 5)C19×C43×Dic13 #53754332
(42484, 6)C19×Dic559 #53754333
(42484, 7)C43×Dic247 #53754334
(42484, 8)Dic10621 #53754335
(42484, 9)C22×C13×C19×C43 #53754336
(42484, 10)C13×D19×D43 #53754337
(42484, 11)C19×C43×#261 #53754338
(42484, 12)C19×C43⋊#261 #53754339
(42484, 13)C43×C19⋊#261 #53754340
(42484, 14)#53754341
(42484, 15)C19×D13×D43 #53754342
(42484, 16)D43×D247 #53754343
(42484, 17)D13×D19×C43 #53754344
(42484, 18)D19×D559 #53754345
(42484, 19)D13×D817 #53754346
(42484, 20)#53754347
(42484, 21)C2×C13×C19×D43 #53754348
(42484, 22)C2×C13×D19×C43 #53754349
(42484, 23)C2×C13×D817 #53754350
(42484, 24)C2×C19×D13×C43 #53754351
(42484, 25)C2×C19×D559 #53754352
(42484, 26)C2×C43×D247 #53754353
(42484, 27)C2×D10621 #53754354

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