Finite Group Databasebeta

Groups of order 39004

28 groups of order 39004.

SmallGroupsgroup
(39004, 1)C4×C49×C199 #51400532
(39004, 2)Dic49×C199 #51400533
(39004, 3)C49×Dic199 #51400534
(39004, 4)Dic9751 #51400535
(39004, 5)C22×C49×C199 #51400536
(39004, 6)D49×D199 #51400537
(39004, 7)C2×D9751 #51400538
(39004, 8)C2×D49×C199 #51400539
(39004, 9)C2×C49×D199 #51400540
(39004, 10)C4×C72×C199 #51400541
(39004, 11)#51400542
(39004, 12)C7⋊Dic7×C199 #51400543
(39004, 13)C7×Dic1393 #51400544
(39004, 14)C7×Dic7×C199 #51400545
(39004, 15)C72×Dic199 #51400546
(39004, 16)C22×C72×C199 #51400547
(39004, 17)#5997×C199 #51400548
(39004, 18)#51400549
(39004, 19)C7×D7×D199 #51400550
(39004, 20)D72×C199 #51400551
(39004, 21)D7×D1393 #51400552
(39004, 22)#51400553
(39004, 23)C7⋊D7×D199 #51400554
(39004, 24)C2×C72×D199 #51400555
(39004, 25)C2×C7×D7×C199 #51400556
(39004, 26)C2×C7×D1393 #51400557
(39004, 27)C2×C7⋊D7×C199 #51400558
(39004, 28)C2×C7⋊D1393 #51400559

About group order →