Finite Group Databasebeta

Groups of order 16119

← order 16118 order 16120 →

60 groups of order 16119.

SmallGroupsgroup
(16119, 1)C81×C199 #30633106
(16119, 2)C92×C199 #30633107
(16119, 3)C32⋊C9×C199 #30633108
(16119, 4)C9⋊C9×C199 #30633109
(16119, 5)C3×C27×C199 #30633110
(16119, 6)C27⋊C3×C199 #30633111
(16119, 7)AΣL(1,𝔽27)×C199 #30633112
(16119, 8)#731×C199 #30633113
(16119, 9)#732×C199 #30633114
(16119, 10)#733×C199 #30633115
(16119, 11)C32×C9×C199 #30633116
(16119, 12)C3×H(3,𝔽3)×C199 #30633117
(16119, 13)C3×3−1+2×C199 #30633118
(16119, 14)#737×C199 #30633119
(16119, 15)C34×C199 #30633120
(16119, 16)#30633121
(16119, 17)C9×#13184224 #30633122
(16119, 18)#30633123
(16119, 19)C32⋊#13184224 #30633124
(16119, 20)#30633125
(16119, 21)#30633126
(16119, 22)#30633127
(16119, 23)C27×C199⋊C3 #30633128
(16119, 24)C3×#19129011 #30633129
(16119, 25)#30633130
(16119, 26)#30633131
(16119, 27)#30633132
(16119, 28)#30633133
(16119, 29)#30633134
(16119, 30)#30633135
(16119, 31)#30633136
(16119, 32)#30633137
(16119, 33)#30633138
(16119, 34)#30633139
(16119, 35)#30633140
(16119, 36)#30633141
(16119, 37)#30633142
(16119, 38)C3×C9×C199⋊C3 #30633143
(16119, 39)C32×#13184224 #30633144
(16119, 40)H(3,𝔽3)×C199⋊C3 #30633145
(16119, 41)C3×C32⋊(C199⋊C3) #30633146
(16119, 42)3−1+2×C199⋊C3 #30633147
(16119, 43)C3×#19129015 #30633148
(16119, 44)C3×#19129016 #30633149
(16119, 45)C3×#19129017 #30633150
(16119, 46)#30633151
(16119, 47)#30633152
(16119, 48)#30633153
(16119, 49)C33×C199⋊C3 #30633154
(16119, 50)#30633155
(16119, 51)C9×#13184226 #30633156
(16119, 52)C32⋊#13184226 #30633157
(16119, 53)#30633158
(16119, 54)#30633159
(16119, 55)C3×#19129019 #30633160
(16119, 56)(C199⋊C3)⋊C27 #30633161
(16119, 57)#30633162
(16119, 58)#30633163
(16119, 59)#30633164
(16119, 60)C32×#13184226 #30633165

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