Finite Group Databasebeta

Groups of order 38364

49 groups of order 38364.

SmallGroupsgroup
(38364, 1)C3×C4×C23×C139 #50306857
(38364, 2)C3×C4×C139⋊C23 #50306858
(38364, 3)C4×C23×C139⋊C3 #50306859
(38364, 4)C4×(C139⋊C3)⋊C23 #50306860
(38364, 5)C3×C23×Dic139 #50306861
(38364, 6)C3×Dic23×C139 #50306862
(38364, 7)C3×Dic3197 #50306863
(38364, 8)Dic3×C23×C139 #50306864
(38364, 9)C23×Dic417 #50306865
(38364, 10)C139×Dic69 #50306866
(38364, 11)Dic9591 #50306867
(38364, 12)C3×Dic139⋊C23 #50306868
(38364, 13)Dic3×C139⋊C23 #50306869
(38364, 14)C3⋊(Dic139⋊C23) #50306870
(38364, 15)C23×(C139⋊C3)⋊C4 #50306871
(38364, 16)Dic23×C139⋊C3 #50306872
(38364, 17)C23⋊((C139⋊C3)⋊C4) #50306873
(38364, 18)((C139⋊C3)⋊C4)⋊C23 #50306874
(38364, 19)C22×C3×C23×C139 #50306875
(38364, 20)C2×AGL(1,𝔽139) #50306876
(38364, 21)D3×D139⋊C23 #50306877
(38364, 22)C22⋊((C139⋊C3)⋊C23) #50306878
(38364, 23)A4×C139⋊C23 #50306879
(38364, 24)C22×(C139⋊C3)⋊C23 #50306880
(38364, 25)C2×C3×D139⋊C23 #50306881
(38364, 26)C2×C3⋊(D139⋊C23) #50306882
(38364, 27)C2×D3×C139⋊C23 #50306883
(38364, 28)C22×C3×C139⋊C23 #50306884
(38364, 29)D23×D139⋊C3 #50306885
(38364, 30)C2×C23×D139⋊C3 #50306886
(38364, 31)C2×C23⋊(D139⋊C3) #50306887
(38364, 32)C2×D23×C139⋊C3 #50306888
(38364, 33)C3×D23×D139 #50306889
(38364, 34)D3×C23×D139 #50306890
(38364, 35)D69×D139 #50306891
(38364, 36)D3×D23×C139 #50306892
(38364, 37)D23×D417 #50306893
(38364, 38)D3×D3197 #50306894
(38364, 39)D69⋊D139 #50306895
(38364, 40)A4×C23×C139 #50306896
(38364, 41)C23×C22⋊(C139⋊C3) #50306897
(38364, 42)C22×C23×C139⋊C3 #50306898
(38364, 43)C2×C3×C23×D139 #50306899
(38364, 44)C2×C3×D23×C139 #50306900
(38364, 45)C2×C3×D3197 #50306901
(38364, 46)C2×D3×C23×C139 #50306902
(38364, 47)C2×C23×D417 #50306903
(38364, 48)C2×D69×C139 #50306904
(38364, 49)C2×D9591 #50306905

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