Finite Group Databasebeta

Groups of order 39393

16 groups of order 39393.

SmallGroupsgroup
(39393, 1)C27×C1459 #51425823
(39393, 2)C3×C9×C1459 #51425824
(39393, 3)H(3,𝔽3)×C1459 #51425825
(39393, 4)3−1+2×C1459 #51425826
(39393, 5)C33×C1459 #51425827
(39393, 6)#51425828
(39393, 7)C9×C1459⋊C3 #51425829
(39393, 8)C3×#27190056 #51425830
(39393, 9)#51425831
(39393, 10)#51425832
(39393, 11)#51425833
(39393, 12)#51425834
(39393, 13)C32×C1459⋊C3 #51425835
(39393, 14)#51425836
(39393, 15)C3×#27190058 #51425837
(39393, 16)#51425838

About group order →