Finite Group Databasebeta

Groups of order 25228

35 groups of order 25228.

SmallGroupsgroup
(25228, 1)C4×C7×C17×C53 #38759779
(25228, 2)C7×C17×Dic53 #38759780
(25228, 3)C7×C53×Dic17 #38759781
(25228, 4)C7×Dic901 #38759782
(25228, 5)C17×Dic7×C53 #38759783
(25228, 6)C17×Dic371 #38759784
(25228, 7)C53×Dic119 #38759785
(25228, 8)Dic6307 #38759786
(25228, 9)C22×C7×C17×C53 #38759787
(25228, 10)C7×C17×#6157 #38759788
(25228, 11)C7×C53×#595 #38759789
(25228, 12)C7×#16813357 #38759790
(25228, 13)C7×#16813358 #38759791
(25228, 14)C7×#16813359 #38759792
(25228, 15)C7×#16813360 #38759793
(25228, 16)C7×D17×D53 #38759794
(25228, 17)C17×C7⋊#6157 #38759795
(25228, 18)D7×C17×D53 #38759796
(25228, 19)C53×C7⋊#595 #38759797
(25228, 20)C7⋊#16813357 #38759798
(25228, 21)C7⋊#16813358 #38759799
(25228, 22)C7⋊#16813359 #38759800
(25228, 23)C7⋊#16813360 #38759801
(25228, 24)D53×D119 #38759802
(25228, 25)D7×D17×C53 #38759803
(25228, 26)D17×D371 #38759804
(25228, 27)D7×D901 #38759805
(25228, 28)D119⋊D53 #38759806
(25228, 29)C2×C7×C17×D53 #38759807
(25228, 30)C2×C7×D17×C53 #38759808
(25228, 31)C2×C7×D901 #38759809
(25228, 32)C2×D7×C17×C53 #38759810
(25228, 33)C2×C17×D371 #38759811
(25228, 34)C2×C53×D119 #38759812
(25228, 35)C2×D6307 #38759813

About group order →