Finite Group Databasebeta

Groups of order 10287

← order 10286 order 10288 →

60 groups of order 10287.

SmallGroupsgroup
(10287, 1)C81×C127 #23779814
(10287, 2)C92×C127 #23779815
(10287, 3)C32⋊C9×C127 #23779816
(10287, 4)C9⋊C9×C127 #23779817
(10287, 5)C3×C27×C127 #23779818
(10287, 6)C27⋊C3×C127 #23779819
(10287, 7)AΣL(1,𝔽27)×C127 #23779820
(10287, 8)#731×C127 #23779821
(10287, 9)#732×C127 #23779822
(10287, 10)#733×C127 #23779823
(10287, 11)C32×C9×C127 #23779824
(10287, 12)C3×H(3,𝔽3)×C127 #23779825
(10287, 13)C3×3−1+2×C127 #23779826
(10287, 14)#737×C127 #23779827
(10287, 15)C34×C127 #23779828
(10287, 16)#23779829
(10287, 17)C9×#11765917 #23779830
(10287, 18)#23779831
(10287, 19)C32⋊#11765917 #23779832
(10287, 20)#23779833
(10287, 21)#23779834
(10287, 22)#23779835
(10287, 23)C27×C127⋊C3 #23779836
(10287, 24)C3×#16812178 #23779837
(10287, 25)#23779838
(10287, 26)#23779839
(10287, 27)#23779840
(10287, 28)#23779841
(10287, 29)#23779842
(10287, 30)#23779843
(10287, 31)#23779844
(10287, 32)#23779845
(10287, 33)#23779846
(10287, 34)#23779847
(10287, 35)#23779848
(10287, 36)#23779849
(10287, 37)#23779850
(10287, 38)C3×C9×C127⋊C3 #23779851
(10287, 39)C32×#11765917 #23779852
(10287, 40)H(3,𝔽3)×C127⋊C3 #23779853
(10287, 41)C3×C32⋊(C127⋊C3) #23779854
(10287, 42)3−1+2×C127⋊C3 #23779855
(10287, 43)C3×#16812182 #23779856
(10287, 44)C3×#16812183 #23779857
(10287, 45)C3×#16812184 #23779858
(10287, 46)#23779859
(10287, 47)#23779860
(10287, 48)#23779861
(10287, 49)C33×C127⋊C3 #23779862
(10287, 50)#23779863
(10287, 51)C9×#11765919 #23779864
(10287, 52)C32⋊#11765919 #23779865
(10287, 53)#23779866
(10287, 54)#23779867
(10287, 55)C3×#16812186 #23779868
(10287, 56)(C127⋊C3)⋊C27 #23779869
(10287, 57)#23779870
(10287, 58)#23779871
(10287, 59)#23779872
(10287, 60)C32×#11765919 #23779873

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