Finite Group Databasebeta

Groups of order 256

← order 255 order 257 →

56092 groups of order 256.

SmallGroupsgroup
(256, 301)#7313
(256, 302)#7314
(256, 303)#7315
(256, 304)#7316
(256, 305)#7317
(256, 306)#7318
(256, 307)#7319
(256, 308)#7320
(256, 309)#7321
(256, 310)#7322
(256, 311)#7323
(256, 312)#7324
(256, 313)#7325
(256, 314)#7326
(256, 315)#7327
(256, 316)C8×C32 #7328
(256, 317)#7329
(256, 318)#7330
(256, 319)#7331
(256, 320)#7332
(256, 321)#7333
(256, 322)#7334
(256, 323)#7335
(256, 324)#7336
(256, 325)#7337
(256, 326)#7338
(256, 327)#7339
(256, 328)#7340
(256, 329)#7341
(256, 330)#7342
(256, 331)#7343
(256, 332)#7344
(256, 333)#7345
(256, 334)#7346
(256, 335)#7347
(256, 336)#7348
(256, 337)#7349
(256, 338)#7350
(256, 339)#7351
(256, 340)#7352
(256, 341)#7353
(256, 342)#7354
(256, 343)#7355
(256, 344)#7356
(256, 345)#7357
(256, 346)#7358
(256, 347)#7359
(256, 348)#7360
(256, 349)#7361
(256, 350)#7362
(256, 351)#7363
(256, 352)#7364
(256, 353)#7365
(256, 354)#7366
(256, 355)#7367
(256, 356)#7368
(256, 357)#7369
(256, 358)#7370
(256, 359)#7371
(256, 360)#7372
(256, 361)#7373
(256, 362)#7374
(256, 363)#7375
(256, 364)#7376
(256, 365)#7377
(256, 366)#7378
(256, 367)D4⋊C32 #7379
(256, 368)#7380
(256, 369)#7381
(256, 370)#7382
(256, 371)#7383
(256, 372)#7384
(256, 373)#7385
(256, 374)#7386
(256, 375)#7387
(256, 376)#7388
(256, 377)#7389
(256, 378)#7390
(256, 379)#7391
(256, 380)Q8⋊C32 #7392
(256, 381)#7393
(256, 382)#7394
(256, 383)#7395
(256, 384)#7396
(256, 385)#7397
(256, 386)#7398
(256, 387)#7399
(256, 388)#7400
(256, 389)#7401
(256, 390)#7402
(256, 391)#7403
(256, 392)#7404
(256, 393)#7405
(256, 394)#7406
(256, 395)#7407
(256, 396)#7408
(256, 397)#7409
(256, 398)#7410
(256, 399)#7411
(256, 400)#7412
of 561

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