Finite Group Databasebeta

Groups of order 6399

49 groups of order 6399.

SmallGroupsgroup
(6399, 1)C79×C81 #20264217
(6399, 2)C92×C79 #20264218
(6399, 3)C79×C32⋊C9 #20264219
(6399, 4)C79×C9⋊C9 #20264220
(6399, 5)C3×C27×C79 #20264221
(6399, 6)C79×C27⋊C3 #20264222
(6399, 7)C79×AΣL(1,𝔽27) #20264223
(6399, 8)C79×#731 #20264224
(6399, 9)C79×#732 #20264225
(6399, 10)C79×#733 #20264226
(6399, 11)C32×C9×C79 #20264227
(6399, 12)C3×H(3,𝔽3)×C79 #20264228
(6399, 13)C3×3−1+2×C79 #20264229
(6399, 14)C79×#737 #20264230
(6399, 15)C34×C79 #20264231
(6399, 16)C79⋊C81 #20264232
(6399, 17)C9×C79⋊C9 #20264233
(6399, 18)(C3×C79⋊C3)⋊C9 #20264234
(6399, 19)C32⋊(C79⋊C9) #20264235
(6399, 20)(C79⋊C9)⋊C9 #20264236
(6399, 21)#20264237
(6399, 22)#20264238
(6399, 23)C27×C79⋊C3 #20264239
(6399, 24)C3×C79⋊C27 #20264240
(6399, 25)#20264241
(6399, 26)#20264242
(6399, 27)#20264243
(6399, 28)#20264244
(6399, 29)#20264245
(6399, 30)#20264246
(6399, 31)#20264247
(6399, 32)#20264248
(6399, 33)#20264249
(6399, 34)#20264250
(6399, 35)#20264251
(6399, 36)#20264252
(6399, 37)#20264253
(6399, 38)C3×C9×C79⋊C3 #20264254
(6399, 39)C32×C79⋊C9 #20264255
(6399, 40)H(3,𝔽3)×C79⋊C3 #20264256
(6399, 41)C3×C32⋊(C79⋊C3) #20264257
(6399, 42)3−1+2×C79⋊C3 #20264258
(6399, 43)C3×#14523838 #20264259
(6399, 44)C3×#14523839 #20264260
(6399, 45)C3×#14523840 #20264261
(6399, 46)#20264262
(6399, 47)#20264263
(6399, 48)#20264264
(6399, 49)C33×C79⋊C3 #20264265

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