Finite Group Databasebeta

Groups of order 243

← order 242 order 244 →

67 groups of order 243.

SmallGroupsgroup
(243, 1)C243 #6854
(243, 2)#6855
(243, 3)#6856
(243, 4)#6857
(243, 5)#6858
(243, 6)#6859
(243, 7)#6860
(243, 8)#6861
(243, 9)#6862
(243, 10)C9×C27 #6863
(243, 11)#6864
(243, 12)C32⋊C27 #6865
(243, 13)#6866
(243, 14)#6867
(243, 15)#6868
(243, 16)#6869
(243, 17)H(3,𝔽3)⋊C9 #6870
(243, 18)3−1+2⋊C9 #6871
(243, 19)#6872
(243, 20)#6873
(243, 21)C9⋊C27 #6874
(243, 22)#6875
(243, 23)C3×C81 #6876
(243, 24)C81⋊C3 #6877
(243, 25)#6878
(243, 26)#6879
(243, 27)#6880
(243, 28)#6881
(243, 29)#6882
(243, 30)#6883
(243, 31)C3×C92 #6884
(243, 32)C3×C32⋊C9 #6885
(243, 33)C3×C9⋊C9 #6886
(243, 34)#6887
(243, 35)C9×H(3,𝔽3) #6888
(243, 36)C9×3−1+2 #6889
(243, 37)C32⋊H(3,𝔽3) #6890
(243, 38)#6891
(243, 39)C9⋊H(3,𝔽3) #6892
(243, 40)#6893
(243, 41)#6894
(243, 42)#6895
(243, 43)#6896
(243, 44)#6897
(243, 45)#6898
(243, 46)#6899
(243, 47)#6900
(243, 48)C32×C27 #6901
(243, 49)C3×C27⋊C3 #6902
(243, 50)#6903
(243, 51)C3×AΣL(1,𝔽27) #6904
(243, 52)C3×#731 #6905
(243, 53)C3×#732 #6906
(243, 54)C3×#733 #6907
(243, 55)#6908
(243, 56)#6909
(243, 57)#6910
(243, 58)#6911
(243, 59)#6912
(243, 60)#6913
(243, 61)C33×C9 #6914
(243, 62)C32×H(3,𝔽3) #6915
(243, 63)C32×3−1+2 #6916
(243, 64)C3×#737 #6917
(243, 65)H(5,𝔽3) #6918
(243, 66)3−1+4 #6919
(243, 67)C35 #6920

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