Finite Group Databasebeta

Groups of order 7084

32 groups of order 7084.

SmallGroupsgroup
(7084, 1)C4×C7×C11×C23 #20296710
(7084, 2)C4×C7×C23⋊C11 #20296711
(7084, 3)C7×C11×Dic23 #20296712
(7084, 4)C7×C23×Dic11 #20296713
(7084, 5)C7×Dic253 #20296714
(7084, 6)C11×C23×Dic7 #20296715
(7084, 7)C11×Dic161 #20296716
(7084, 8)C23×Dic77 #20296717
(7084, 9)Dic1771 #20296718
(7084, 10)C7×Dic23⋊C11 #20296719
(7084, 11)Dic7×C23⋊C11 #20296720
(7084, 12)C7⋊(Dic23⋊C11) #20296721
(7084, 13)C22×C7×C11×C23 #20296722
(7084, 14)D7×AGL(1,𝔽23) #20296723
(7084, 15)C2×C7×AGL(1,𝔽23) #20296724
(7084, 16)C2×C7⋊AGL(1,𝔽23) #20296725
(7084, 17)C2×D7×C23⋊C11 #20296726
(7084, 18)C22×C7×C23⋊C11 #20296727
(7084, 19)C7×D11×D23 #20296728
(7084, 20)C11×D7×D23 #20296729
(7084, 21)D23×D77 #20296730
(7084, 22)D7×D11×C23 #20296731
(7084, 23)D11×D161 #20296732
(7084, 24)D7×D253 #20296733
(7084, 25)D77⋊D23 #20296734
(7084, 26)C2×D1771 #20296735
(7084, 27)C2×C23×D77 #20296736
(7084, 28)C2×C11×D161 #20296737
(7084, 29)C2×C11×D7×C23 #20296738
(7084, 30)C2×C7×D253 #20296739
(7084, 31)C2×C7×D11×C23 #20296740
(7084, 32)C2×C7×C11×D23 #20296741

About group order →