Finite Group Databasebeta

Groups of order 256

← order 255 order 257 →

56092 groups of order 256.

SmallGroupsgroup
(256, 101)#7113
(256, 102)#7114
(256, 103)#7115
(256, 104)#7116
(256, 105)#7117
(256, 106)#7118
(256, 107)#7119
(256, 108)#7120
(256, 109)#7121
(256, 110)#7122
(256, 111)#7123
(256, 112)#7124
(256, 113)#7125
(256, 114)#7126
(256, 115)#7127
(256, 116)#7128
(256, 117)#7129
(256, 118)#7130
(256, 119)#7131
(256, 120)#7132
(256, 121)#7133
(256, 122)#7134
(256, 123)#7135
(256, 124)#7136
(256, 125)#7137
(256, 126)#7138
(256, 127)#7139
(256, 128)#7140
(256, 129)#7141
(256, 130)#7142
(256, 131)#7143
(256, 132)#7144
(256, 133)#7145
(256, 134)#7146
(256, 135)#7147
(256, 136)#7148
(256, 137)#7149
(256, 138)#7150
(256, 139)#7151
(256, 140)#7152
(256, 141)#7153
(256, 142)#7154
(256, 143)#7155
(256, 144)#7156
(256, 145)#7157
(256, 146)#7158
(256, 147)#7159
(256, 148)#7160
(256, 149)#7161
(256, 150)#7162
(256, 151)#7163
(256, 152)#7164
(256, 153)#7165
(256, 154)#7166
(256, 155)#7167
(256, 156)#7168
(256, 157)#7169
(256, 158)#7170
(256, 159)#7171
(256, 160)#7172
(256, 161)#7173
(256, 162)#7174
(256, 163)#7175
(256, 164)#7176
(256, 165)#7177
(256, 166)#7178
(256, 167)#7179
(256, 168)#7180
(256, 169)#7181
(256, 170)#7182
(256, 171)#7183
(256, 172)#7184
(256, 173)#7185
(256, 174)#7186
(256, 175)#7187
(256, 176)#7188
(256, 177)#7189
(256, 178)#7190
(256, 179)#7191
(256, 180)#7192
(256, 181)#7193
(256, 182)#7194
(256, 183)#7195
(256, 184)#7196
(256, 185)#7197
(256, 186)#7198
(256, 187)#7199
(256, 188)#7200
(256, 189)#7201
(256, 190)#7202
(256, 191)#7203
(256, 192)#7204
(256, 193)#7205
(256, 194)#7206
(256, 195)#7207
(256, 196)#7208
(256, 197)#7209
(256, 198)#7210
(256, 199)#7211
(256, 200)#7212
of 561

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