Finite Group Databasebeta

Groups of order 12580

51 groups of order 12580.

SmallGroupsgroup
(12580, 1)C4×C5×C17×C37 #27160349
(12580, 2)C5×C17×Dic37 #27160350
(12580, 3)C5×C37×Dic17 #27160351
(12580, 4)C5×Dic629 #27160352
(12580, 5)C17×Dic5×C37 #27160353
(12580, 6)C17×Dic185 #27160354
(12580, 7)C37×Dic85 #27160355
(12580, 8)Dic3145 #27160356
(12580, 9)C22×C5×C17×C37 #27160357
(12580, 10)C5×C17×#3866 #27160358
(12580, 11)C5×C37×#595 #27160359
(12580, 12)C5×#14578979 #27160360
(12580, 13)C5×#14578980 #27160361
(12580, 14)C5×#14578981 #27160362
(12580, 15)C5×#14578982 #27160363
(12580, 16)C5×D17×D37 #27160364
(12580, 17)C17×AGL(1,𝔽5)×C37 #27160365
(12580, 18)C17×#10625191 #27160366
(12580, 19)C17×#10625192 #27160367
(12580, 20)C17×#10625193 #27160368
(12580, 21)C37×#66775 #27160369
(12580, 22)#27160370
(12580, 23)#27160371
(12580, 24)#27160372
(12580, 25)C37×#66776 #27160373
(12580, 26)#27160374
(12580, 27)#27160375
(12580, 28)#27160376
(12580, 29)C37×#66774 #27160377
(12580, 30)#27160378
(12580, 31)#27160379
(12580, 32)#27160380
(12580, 33)C17×#10625194 #27160381
(12580, 34)D5×C17×D37 #27160382
(12580, 35)C37×#66772 #27160383
(12580, 36)#27160384
(12580, 37)#27160385
(12580, 38)#27160386
(12580, 39)#27160387
(12580, 40)D37×D85 #27160388
(12580, 41)D5×D17×C37 #27160389
(12580, 42)D17×D185 #27160390
(12580, 43)D5×D629 #27160391
(12580, 44)D85⋊D37 #27160392
(12580, 45)C2×D3145 #27160393
(12580, 46)C2×C37×D85 #27160394
(12580, 47)C2×C17×D185 #27160395
(12580, 48)C2×D5×C17×C37 #27160396
(12580, 49)C2×C5×D629 #27160397
(12580, 50)C2×C5×D17×C37 #27160398
(12580, 51)C2×C5×C17×D37 #27160399

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