Finite Group Databasebeta

Groups of order 40816

← order 40815 order 40817 →

42 groups of order 40816.

SmallGroups	group
(40816, 1)	C₁₆×C₂₅₅₁ #52624406
(40816, 2)	C₄²×C₂₅₅₁ #52624407
(40816, 3)	C₂²⋊C₄×C₂₅₅₁ #52624408
(40816, 4)	C₄⋊C₄×C₂₅₅₁ #52624409
(40816, 5)	C₂×C₈×C₂₅₅₁ #52624410
(40816, 6)	M₁₆×C₂₅₅₁ #52624411
(40816, 7)	D₈×C₂₅₅₁ #52624412
(40816, 8)	SD₁₆×C₂₅₅₁ #52624413
(40816, 9)	Q₁₆×C₂₅₅₁ #52624414
(40816, 10)	C₂²×C₄×C₂₅₅₁ #52624415
(40816, 11)	C₂×D₄×C₂₅₅₁ #52624416
(40816, 12)	C₂×Q₈×C₂₅₅₁ #52624417
(40816, 13)	#41×C₂₅₅₁ #52624418
(40816, 14)	C₂⁴×C₂₅₅₁ #52624419
(40816, 15)	#52624420
(40816, 16)	C₄×Dic₂₅₅₁ #52624421
(40816, 17)	#52624422
(40816, 18)	#52624423
(40816, 19)	#52624424
(40816, 20)	#52624425
(40816, 21)	C₈×D₂₅₅₁ #52624426
(40816, 22)	C₂×C₂₅₅₁⋊C₈ #52624427
(40816, 23)	#52624428
(40816, 24)	#52624429
(40816, 25)	#52624430
(40816, 26)	D₂₀₄₀₈ #52624431
(40816, 27)	#52624432
(40816, 28)	#52624433
(40816, 29)	#52624434
(40816, 30)	#52624435
(40816, 31)	Dic₁₀₂₀₄ #52624436
(40816, 32)	C₂×C₄×D₂₅₅₁ #52624437
(40816, 33)	C₂²×Dic₂₅₅₁ #52624438
(40816, 34)	D₄×D₂₅₅₁ #52624439
(40816, 35)	C₂×C₂²⋊D₂₅₅₁ #52624440
(40816, 36)	C₂×D₁₀₂₀₄ #52624441
(40816, 37)	Q₈×D₂₅₅₁ #52624442
(40816, 38)	C₂×Dic₅₁₀₂ #52624443
(40816, 39)	#52624444
(40816, 40)	#52624445
(40816, 41)	#52624446
(40816, 42)	C₂³×D₂₅₅₁ #52624447

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