Finite Group Databasebeta

Groups of order 52098

30 groups of order 52098.

SmallGroupsgroup
(52098, 1)C2×C3×C19×C457 #62936694
(52098, 2)C2×C3×C457⋊C19 #62936695
(52098, 3)C2×C19×C457⋊C3 #62936696
(52098, 4)C2×C19⋊C3×C457 #62936697
(52098, 5)C2×#39907493 #62936698
(52098, 6)C2×#39907492 #62936699
(52098, 7)C2×(C457⋊C3)⋊C19 #62936700
(52098, 8)C3×C19×D457 #62936701
(52098, 9)C3×D19×C457 #62936702
(52098, 10)C3×D8683 #62936703
(52098, 11)D3×C19×C457 #62936704
(52098, 12)C19×D1371 #62936705
(52098, 13)D57×C457 #62936706
(52098, 14)D26049 #62936707
(52098, 15)C3×D457⋊C19 #62936708
(52098, 16)D3×C457⋊C19 #62936709
(52098, 17)#62936710
(52098, 18)C19×D457⋊C3 #62936711
(52098, 19)C19⋊C3×D457 #62936712
(52098, 20)#62936713
(52098, 21)#62936714
(52098, 22)D19×C457⋊C3 #62936715
(52098, 23)D19⋊C3×C457 #62936716
(52098, 24)#62936717
(52098, 25)#62936718
(52098, 26)#62936719
(52098, 27)#62936720
(52098, 28)#62936721
(52098, 29)#62936722
(52098, 30)#62936723

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