Finite Group Databasebeta

Non-abelian indecomposable groups of order 576

5648 non-abelian indecomposable groups of order 576.

Groups that are neither abelian nor a non-trivial direct product.

SmallGroupsgroup
(576, 1)C9⋊C64 #10588119
(576, 3)C82⋊C9 #10588121
(576, 4)#338⋊C9 #10588122
(576, 6)#10588124
(576, 7)D288 #10588125
(576, 8)#10588126
(576, 9)Dic144 #10588127
(576, 10)#10588128
(576, 11)#10588129
(576, 13)#10588131
(576, 14)#10588132
(576, 15)#10588133
(576, 16)#10588134
(576, 17)#10588135
(576, 18)#10588136
(576, 20)#10588138
(576, 21)C4⋊(C9⋊C16) #10588139
(576, 22)#10588140
(576, 23)#10588141
(576, 24)#10588142
(576, 25)#10588143
(576, 26)#10588144
(576, 27)#10588145
(576, 28)#10588146
(576, 29)#10588147
(576, 30)#10588148
(576, 31)#10588149
(576, 32)#10588150
(576, 33)#10588151
(576, 34)#10588152
(576, 35)#10588153
(576, 36)#10588154
(576, 37)#10588155
(576, 38)#10588156
(576, 39)#10588157
(576, 40)#10588158
(576, 41)#10588159
(576, 42)#10588160
(576, 43)#10588161
(576, 44)#10588162
(576, 45)#10588163
(576, 46)#10588164
(576, 47)#10588165
(576, 48)#10588166
(576, 49)#10588167
(576, 50)#10588168
(576, 51)#10588169
(576, 52)#10588170
(576, 53)#10588171
(576, 54)#10588172
(576, 55)#10588173
(576, 56)#10588174
(576, 58)#10588176
(576, 60)Dic9⋊C16 #10588178
(576, 61)#10588179
(576, 62)#10588180
(576, 63)#10588181
(576, 64)#10588182
(576, 65)#10588183
(576, 66)(C2×D9)⋊C16 #10588184
(576, 67)#10588185
(576, 68)#10588186
(576, 69)#10588187
(576, 70)#10588188
(576, 71)#10588189
(576, 72)#10588190
(576, 73)#10588191
(576, 74)#10588192
(576, 75)#10588193
(576, 76)#10588194
(576, 77)#10588195
(576, 78)#10588196
(576, 79)#10588197
(576, 80)#10588198
(576, 81)#10588199
(576, 82)#10588200
(576, 83)#10588201
(576, 84)#10588202
(576, 85)#10588203
(576, 86)#10588204
(576, 87)#10588205
(576, 88)#10588206
(576, 89)#10588207
(576, 90)#10588208
(576, 91)#10588209
(576, 92)#10588210
(576, 93)D4⋊(C9⋊C8) #10588211
(576, 94)#10588212
(576, 95)#10588213
(576, 96)#10588214
(576, 97)#10588215
(576, 98)#10588216
(576, 99)#10588217
(576, 100)#10588218
(576, 101)#10588219
(576, 102)#10588220
(576, 103)#10588221
(576, 104)#10588222
(576, 105)#10588223
(576, 106)#10588224
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