Finite Group Databasebeta

Groups of order 224

197 groups of order 224.

SmallGroupsgroup
(224, 1)C7⋊C32 #6369
(224, 2)C7×C32 #6370
(224, 3)D7×C16 #6371
(224, 4)#6372
(224, 5)D112 #6373
(224, 6)#6374
(224, 7)Dic56 #6375
(224, 8)C4×C7⋊C8 #6376
(224, 9)#6377
(224, 10)C4⋊(C7⋊C8) #6378
(224, 11)#6379
(224, 12)#6380
(224, 13)#6381
(224, 14)#6382
(224, 15)#6383
(224, 16)#6384
(224, 17)C2×C7⋊C16 #6385
(224, 18)#6386
(224, 19)C8×Dic7 #6387
(224, 20)Dic7⋊C8 #6388
(224, 21)#6389
(224, 22)#6390
(224, 23)#6391
(224, 24)#6392
(224, 25)#6393
(224, 26)(C2×D7)⋊C8 #6394
(224, 27)#6395
(224, 28)#6396
(224, 29)#6397
(224, 30)#6398
(224, 31)#6399
(224, 32)#6400
(224, 33)#6401
(224, 34)#6402
(224, 35)#6403
(224, 36)C22⋊(C7⋊C8) #6404
(224, 37)C7⋊#95 #6405
(224, 38)#6406
(224, 39)#6407
(224, 40)#6408
(224, 41)#6409
(224, 42)#6410
(224, 43)#6411
(224, 44)C7×#95 #6412
(224, 45)C4×C7×C8 #6413
(224, 46)C7×#97 #6414
(224, 47)C7×C22⋊C8 #6415
(224, 48)C7×#99 #6416
(224, 49)C7×#100 #6417
(224, 50)C7×#101 #6418
(224, 51)C7×#102 #6419
(224, 52)C7×#103 #6420
(224, 53)C7×#104 #6421
(224, 54)C7×C4⋊C8 #6422
(224, 55)C7×#106 #6423
(224, 56)C7×#107 #6424
(224, 57)C7×#108 #6425
(224, 58)C2×C7×C16 #6426
(224, 59)C7×M32 #6427
(224, 60)C7×D16 #6428
(224, 61)C7×SD32 #6429
(224, 62)C7×Q32 #6430
(224, 63)C4×Dic14 #6431
(224, 64)#6432
(224, 65)#6433
(224, 66)C42×D7 #6434
(224, 67)#6435
(224, 68)C4×D28 #6436
(224, 69)#6437
(224, 70)#6438
(224, 71)#6439
(224, 72)#6440
(224, 73)#6441
(224, 74)#6442
(224, 75)D7×C22⋊C4 #6443
(224, 76)(C22⋊D7)⋊C4 #6444
(224, 77)#6445
(224, 78)#6446
(224, 79)#6447
(224, 80)#6448
(224, 81)#6449
(224, 82)#6450
(224, 83)#6451
(224, 84)#6452
(224, 85)#6453
(224, 86)D7×C4⋊C4 #6454
(224, 87)#6455
(224, 88)#6456
(224, 89)#6457
(224, 90)#6458
(224, 91)#6459
(224, 92)#6460
(224, 93)#6461
(224, 94)C2×C8×D7 #6462
(224, 95)C2×#1131 #6463
(224, 96)#6464
(224, 97)C2×#1132 #6465
(224, 98)C2×D56 #6466
(224, 99)#6467
(224, 100)C2×Dic28 #6468
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