Finite Group Databasebeta

Groups of order 51472

54 groups of order 51472.

SmallGroupsgroup
(51472, 1)C16×C3217 #62929955
(51472, 2)C42×C3217 #62929956
(51472, 3)C22⋊C4×C3217 #62929957
(51472, 4)C4⋊C4×C3217 #62929958
(51472, 5)C2×C8×C3217 #62929959
(51472, 6)M16×C3217 #62929960
(51472, 7)D8×C3217 #62929961
(51472, 8)SD16×C3217 #62929962
(51472, 9)Q16×C3217 #62929963
(51472, 10)C22×C4×C3217 #62929964
(51472, 11)C2×D4×C3217 #62929965
(51472, 12)C2×Q8×C3217 #62929966
(51472, 13)#41×C3217 #62929967
(51472, 14)C24×C3217 #62929968
(51472, 15)#62929969
(51472, 16)C4×Dic3217 #62929970
(51472, 17)#62929971
(51472, 18)#62929972
(51472, 19)#62929973
(51472, 20)#62929974
(51472, 21)C8×D3217 #62929975
(51472, 22)C2×#38787753 #62929976
(51472, 23)#62929977
(51472, 24)#62929978
(51472, 25)#62929979
(51472, 26)D25736 #62929980
(51472, 27)#62929981
(51472, 28)#62929982
(51472, 29)#62929983
(51472, 30)#62929984
(51472, 31)Dic12868 #62929985
(51472, 32)C2×C4×D3217 #62929986
(51472, 33)C22×Dic3217 #62929987
(51472, 34)D4×D3217 #62929988
(51472, 35)C2×C22⋊D3217 #62929989
(51472, 36)C2×D12868 #62929990
(51472, 37)Q8×D3217 #62929991
(51472, 38)C2×Dic6434 #62929992
(51472, 39)#62929993
(51472, 40)#62929994
(51472, 41)#62929995
(51472, 42)C23×D3217 #62929996
(51472, 43)#62929997
(51472, 44)C4×#27166002 #62929998
(51472, 45)#62929999
(51472, 46)#62930000
(51472, 47)C2×#38787760 #62930001
(51472, 48)#62930002
(51472, 49)#62930003
(51472, 50)#62930004
(51472, 51)C22×#27166002 #62930005
(51472, 52)#62930006
(51472, 53)C2×#38787762 #62930007
(51472, 54)#62930008

About group order →