Finite Group Databasebeta

Groups of order 64

← order 63 order 65 →

267 groups of order 64.

SmallGroupsgroup
(64, 201)#520
(64, 202)C2×#120 #521
(64, 203)C2×#121 #522
(64, 204)C2×C22⋊Q8 #523
(64, 205)C2×#123 #524
(64, 206)#525
(64, 207)C2×#124 #526
(64, 208)C2×#125 #527
(64, 209)C2×#126 #528
(64, 210)#529
(64, 211)C2×#127 #530
(64, 212)C2×C4⋊Q8 #531
(64, 213)#532
(64, 214)#533
(64, 215)#534
(64, 216)#535
(64, 217)#536
(64, 218)#537
(64, 219)#538
(64, 220)#539
(64, 221)#540
(64, 222)#541
(64, 223)#542
(64, 224)#543
(64, 225)#544
(64, 226)D42 #545
(64, 227)#546
(64, 228)#547
(64, 229)#548
(64, 230)D4×Q8 #549
(64, 231)#550
(64, 232)#551
(64, 233)#552
(64, 234)#553
(64, 235)#554
(64, 236)#555
(64, 237)#556
(64, 238)#557
(64, 239)Q82 #558
(64, 240)#559
(64, 241)#560
(64, 242)H(3,𝔽4) #561
(64, 243)#562
(64, 244)#563
(64, 245)#564
(64, 246)C23×C8 #565
(64, 247)C22×M16 #566
(64, 248)C2×#131 #567
(64, 249)#568
(64, 250)C22×D8 #569
(64, 251)C22×SD16 #570
(64, 252)C22×Q16 #571
(64, 253)C2×#135 #572
(64, 254)C2×AGL(1,ℤ/8) #573
(64, 255)C2×#137 #574
(64, 256)#575
(64, 257)#576
(64, 258)#577
(64, 259)#578
(64, 260)C24×C4 #579
(64, 261)C23×D4 #580
(64, 262)C23×Q8 #581
(64, 263)C22×#41 #582
(64, 264)C2×H(5,𝔽2) #583
(64, 265)C2×2−1+4 #584
(64, 266)#585
(64, 267)C26 #586
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