Finite Group Databasebeta

Groups of order 272

54 groups of order 272.

SmallGroupsgroup
(272, 1)#63214
(272, 2)C16×C17 #63215
(272, 3)#63216
(272, 4)C8×D17 #63217
(272, 5)#63218
(272, 6)#63219
(272, 7)D136 #63220
(272, 8)Dic68 #63221
(272, 9)C2×#3622 #63222
(272, 10)#63223
(272, 11)C4×Dic17 #63224
(272, 12)#63225
(272, 13)C4⋊Dic17 #63226
(272, 14)#63227
(272, 15)#63228
(272, 16)#63229
(272, 17)#63230
(272, 18)#63231
(272, 19)C22⋊Dic17 #63232
(272, 20)C42×C17 #63233
(272, 21)C22⋊C4×C17 #63234
(272, 22)C4⋊C4×C17 #63235
(272, 23)C2×C8×C17 #63236
(272, 24)M16×C17 #63237
(272, 25)D8×C17 #63238
(272, 26)SD16×C17 #63239
(272, 27)Q16×C17 #63240
(272, 28)#63241
(272, 29)#63242
(272, 30)#63243
(272, 31)C4×#595 #63244
(272, 32)C4⋊#595 #63245
(272, 33)C2×#3624 #63246
(272, 34)#63247
(272, 35)C22⋊#595 #63248
(272, 36)C2×Dic34 #63249
(272, 37)C2×C4×D17 #63250
(272, 38)C2×D68 #63251
(272, 39)#63252
(272, 40)D4×D17 #63253
(272, 41)#63254
(272, 42)Q8×D17 #63255
(272, 43)#63256
(272, 44)C22×Dic17 #63257
(272, 45)C2×C22⋊D17 #63258
(272, 46)C22×C4×C17 #63259
(272, 47)C2×D4×C17 #63260
(272, 48)C2×Q8×C17 #63261
(272, 49)#41×C17 #63262
(272, 50)AGL(1,𝔽17) #63263
(272, 51)C2×#3633 #63264
(272, 52)C22×#595 #63265
(272, 53)C23×D17 #63266
(272, 54)C24×C17 #63267

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