Finite Group Databasebeta

Groups of order 38125

← order 38124 order 38126 →

59 groups of order 38125.

SmallGroupsgroup
(38125, 1)C61×C625 #49185631
(38125, 2)C252×C61 #49185632
(38125, 3)C61×C52⋊C25 #49185633
(38125, 4)C61×C25⋊C25 #49185634
(38125, 5)C5×C61×C125 #49185635
(38125, 6)C61×C125⋊C5 #49185636
(38125, 7)C61×H(3,𝔽5)⋊C5 #49185637
(38125, 8)C61×#10597831 #49185638
(38125, 9)C61×#10597832 #49185639
(38125, 10)C61×#10597833 #49185640
(38125, 11)C52×C25×C61 #49185641
(38125, 12)C5×C61×H(3,𝔽5) #49185642
(38125, 13)C5×C61×5−1+2 #49185643
(38125, 14)C61×#10597837 #49185644
(38125, 15)C54×C61 #49185645
(38125, 16)C61⋊C625 #49185646
(38125, 17)C25×C61⋊C25 #49185647
(38125, 18)(C5×C61⋊C5)⋊C25 #49185648
(38125, 19)C52⋊(C61⋊C25) #49185649
(38125, 20)(C61⋊C25)⋊C25 #49185650
(38125, 21)#49185651
(38125, 22)#49185652
(38125, 23)#49185653
(38125, 24)#49185654
(38125, 25)C125×C61⋊C5 #49185655
(38125, 26)C5×C61⋊C125 #49185656
(38125, 27)#49185657
(38125, 28)#49185658
(38125, 29)#49185659
(38125, 30)#49185660
(38125, 31)#49185661
(38125, 32)H(3,𝔽5)⋊(C61⋊C5) #49185662
(38125, 33)#49185663
(38125, 34)#49185664
(38125, 35)#49185665
(38125, 36)#49185666
(38125, 37)#49185667
(38125, 38)#49185668
(38125, 39)#49185669
(38125, 40)#49185670
(38125, 41)#49185671
(38125, 42)#49185672
(38125, 43)#49185673
(38125, 44)#49185674
(38125, 45)#49185675
(38125, 46)C5×C25×C61⋊C5 #49185676
(38125, 47)C52×C61⋊C25 #49185677
(38125, 48)H(3,𝔽5)×C61⋊C5 #49185678
(38125, 49)C5×C52⋊(C61⋊C5) #49185679
(38125, 50)5−1+2×C61⋊C5 #49185680
(38125, 51)C5×#21439342 #49185681
(38125, 52)C5×#21439343 #49185682
(38125, 53)C5×#21439344 #49185683
(38125, 54)C5×#21439345 #49185684
(38125, 55)C5×#21439346 #49185685
(38125, 56)#49185686
(38125, 57)#49185687
(38125, 58)#49185688
(38125, 59)C53×C61⋊C5 #49185689

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