Non-abelian indecomposable groups of order 1200

406 non-abelian indecomposable groups of order 1200.

Groups that are neither abelian nor a non-trivial direct product.

SmallGroups	group
(1200, 3)	C₃⋊#87707 #11924793
(1200, 6)	C₃⋊#87709 #11924796
(1200, 8)	#11924798
(1200, 9)	#11924799
(1200, 10)	#11924800
(1200, 11)	#11924801
(1200, 12)	#11924802
(1200, 13)	#11924803
(1200, 14)	#11924804
(1200, 16)	#11924806
(1200, 17)	#11924807
(1200, 18)	#11924808
(1200, 19)	#11924809
(1200, 20)	#11924810
(1200, 21)	#11924811
(1200, 22)	#11924812
(1200, 23)	#11924813
(1200, 24)	#11924814
(1200, 26)	#11924816
(1200, 27)	#11924817
(1200, 28)	Dic₃⋊Dic₂₅ #11924818
(1200, 29)	#11924819
(1200, 30)	#11924820
(1200, 31)	(C₂×D₃)⋊Dic₂₅ #11924821
(1200, 65)	Dic₃₀₀ #11924855
(1200, 67)	#11924857
(1200, 68)	#11924858
(1200, 69)	D₆₀₀ #11924859
(1200, 71)	#11924861
(1200, 73)	#11924863
(1200, 74)	C₄⋊Dic₇₅ #11924864
(1200, 75)	#11924865
(1200, 76)	#11924866
(1200, 77)	#11924867
(1200, 78)	#11924868
(1200, 79)	#11924869
(1200, 80)	#11924870
(1200, 89)	#11924879
(1200, 90)	#11924880
(1200, 92)	Dic₃⋊#1035 #11924882
(1200, 94)	#11924884
(1200, 95)	(C₂×D₃)⋊#1035 #11924885
(1200, 99)	C₂₅⋊#226 #11924889
(1200, 100)	C₂₅⋊GL(2,𝔽₃) #11924890
(1200, 101)	A₄⋊Dic₂₅ #11924891
(1200, 102)	C₂₅⋊(#41⋊C₃) #11924892
(1200, 112)	D₂₅⋊(C₃⋊C₈) #11924902
(1200, 113)	#11924903
(1200, 115)	C₄⋊(C₃⋊#1035) #11924905
(1200, 117)	#11924907
(1200, 118)	#11924908
(1200, 120)	#11924910
(1200, 121)	#11924911
(1200, 122)	#11924912
(1200, 123)	D₇₅⋊Q₈ #11924913
(1200, 124)	#11924914
(1200, 126)	#11924916
(1200, 127)	#11924917
(1200, 128)	#11924918
(1200, 132)	#11924922
(1200, 135)	#11924925
(1200, 136)	#11924926
(1200, 140)	#11924930
(1200, 145)	#11924935
(1200, 172)	#11924962
(1200, 174)	#11924964
(1200, 176)	#11924966
(1200, 183)	#11924973
(1200, 184)	#87756⋊C₃ #11924974
(1200, 190)	C₃⋊#87756 #11924980
(1200, 192)	(C₂²⋊A₄)⋊C₂₅ #11924982
(1200, 193)	A₄⋊#1035 #11924983
(1200, 210)	#11925000
(1200, 211)	#87764⋊C₃ #11925001
(1200, 212)	#11925002
(1200, 213)	#11925003
(1200, 214)	#11925004
(1200, 215)	#11925005
(1200, 216)	#11925006
(1200, 217)	#11925007
(1200, 218)	#11925008
(1200, 219)	#11925009
(1200, 220)	#11925010
(1200, 221)	#11925011
(1200, 222)	#11925012
(1200, 223)	#11925013
(1200, 224)	#11925014
(1200, 225)	#11925015
(1200, 226)	#11925016
(1200, 227)	#11925017
(1200, 228)	#11925018
(1200, 230)	#11925020
(1200, 231)	#11925021
(1200, 232)	#11925022
(1200, 234)	#11925024
(1200, 236)	#11925026
(1200, 237)	C₄⋊#64470 #11925027
(1200, 238)	#11925028
(1200, 239)	#11925029
(1200, 240)	#11925030

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