Finite Group Databasebeta

Groups of order 672

← order 671 order 673 →

1280 groups of order 672.

SmallGroupsgroup
(672, 301)#6446⋊C3 #10620719
(672, 302)#6447⋊C3 #10620720
(672, 303)#6448⋊C3 #10620721
(672, 304)#6449⋊C3 #10620722
(672, 305)#6450⋊C3 #10620723
(672, 306)#6451⋊C3 #10620724
(672, 307)#6452⋊C3 #10620725
(672, 308)#6453⋊C3 #10620726
(672, 309)C4⋊C4×AGL(1,𝔽7) #10620727
(672, 310)#6455⋊C3 #10620728
(672, 311)#6456⋊C3 #10620729
(672, 312)#6457⋊C3 #10620730
(672, 313)#6458⋊C3 #10620731
(672, 314)#6459⋊C3 #10620732
(672, 315)#6460⋊C3 #10620733
(672, 316)#6461⋊C3 #10620734
(672, 317)C2×C8×AGL(1,𝔽7) #10620735
(672, 318)C2×#1131⋊C3 #10620736
(672, 319)#6464⋊C3 #10620737
(672, 320)C2×#1132⋊C3 #10620738
(672, 321)C2×D56⋊C3 #10620739
(672, 322)#6467⋊C3 #10620740
(672, 323)C2×Dic28⋊C3 #10620741
(672, 324)M16×AGL(1,𝔽7) #10620742
(672, 325)#6470⋊C3 #10620743
(672, 326)#6471⋊C3 #10620744
(672, 327)#6472⋊C3 #10620745
(672, 328)D8×AGL(1,𝔽7) #10620746
(672, 329)#6474⋊C3 #10620747
(672, 330)#6475⋊C3 #10620748
(672, 331)SD16×AGL(1,𝔽7) #10620749
(672, 332)#6477⋊C3 #10620750
(672, 333)#6478⋊C3 #10620751
(672, 334)#6479⋊C3 #10620752
(672, 335)Q16×AGL(1,𝔽7) #10620753
(672, 336)#6481⋊C3 #10620754
(672, 337)#6482⋊C3 #10620755
(672, 338)C22×ΓL(1,𝔽8)⋊C8 #10620756
(672, 339)C2×#1136⋊C3 #10620757
(672, 340)C2×C4×ΓL(1,𝔽8)⋊C4 #10620758
(672, 341)C2×(ΓL(1,𝔽8)⋊C4)⋊C4 #10620759
(672, 342)#6487⋊C3 #10620760
(672, 343)C2×C4⋊(ΓL(1,𝔽8)⋊C4) #10620761
(672, 344)#6489⋊C3 #10620762
(672, 345)C2×(C2×AGL(1,𝔽7))⋊C4 #10620763
(672, 346)C4×(C22⋊D7)⋊C3 #10620764
(672, 347)#6492⋊C3 #10620765
(672, 348)#6493⋊C3 #10620766
(672, 349)C2×#1141⋊C3 #10620767
(672, 350)#6495⋊C3 #10620768
(672, 351)C2×#1142⋊C3 #10620769
(672, 352)D4×ΓL(1,𝔽8)⋊C4 #10620770
(672, 353)#6498⋊C3 #10620771
(672, 354)#6499⋊C3 #10620772
(672, 355)#6500⋊C3 #10620773
(672, 356)#6501⋊C3 #10620774
(672, 357)#6502⋊C3 #10620775
(672, 358)#6503⋊C3 #10620776
(672, 359)C2×#1143⋊C3 #10620777
(672, 360)#6505⋊C3 #10620778
(672, 361)C2×#1144⋊C3 #10620779
(672, 362)#6507⋊C3 #10620780
(672, 363)Q8×ΓL(1,𝔽8)⋊C4 #10620781
(672, 364)#6509⋊C3 #10620782
(672, 365)#6510⋊C3 #10620783
(672, 366)#10620784
(672, 367)#6512⋊C3 #10620785
(672, 368)#6513⋊C3 #10620786
(672, 369)#6514⋊C3 #10620787
(672, 370)C2×(C22⋊Dic7)⋊C3 #10620788
(672, 371)#10620789
(672, 372)#10620790
(672, 373)#10620791
(672, 374)D7×C42⋊C3 #10620792
(672, 375)A4×C7⋊C8 #10620793
(672, 376)SL(2,𝔽3)×Dic7 #10620794
(672, 377)#10620795
(672, 378)#10620796
(672, 379)#10620797
(672, 380)#10620798
(672, 381)#10620799
(672, 382)D7⋊(C42⋊C3) #10620800
(672, 383)(C7⋊C8)⋊A4 #10620801
(672, 384)Dic7⋊SL(2,𝔽3) #10620802
(672, 385)#10620803
(672, 386)#10620804
(672, 387)D3×C8×D7 #10620805
(672, 388)D7×ΓL(1,𝔽25) #10620806
(672, 389)D3×#1131 #10620807
(672, 390)#10620808
(672, 391)D7×#204 #10620809
(672, 392)D7×D24 #10620810
(672, 393)#10620811
(672, 394)#10620812
(672, 395)D3×#1132 #10620813
(672, 396)D3×D56 #10620814
(672, 397)#10620815
(672, 398)#10620816
(672, 399)#10620817
(672, 400)#10620818
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