Finite Group Databasebeta

Non-abelian indecomposable groups of order 144

← order 143 order 145 →

81 non-abelian indecomposable groups of order 144.

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

SmallGroupsgroup
(144, 1)C9⋊C16 #3658
(144, 3)C42⋊C9 #3660
(144, 4)Dic36 #3661
(144, 6)#3663
(144, 7)#3664
(144, 8)D72 #3665
(144, 10)#3667
(144, 12)Dic9⋊C4 #3669
(144, 13)C4⋊Dic9 #3670
(144, 14)(C2×D9)⋊C4 #3671
(144, 15)#3672
(144, 16)#3673
(144, 17)#3674
(144, 18)#3675
(144, 19)#3676
(144, 29)C3⋊(C3⋊C16) #3686
(144, 31)#3688
(144, 32)#3689
(144, 33)(C22⋊C9)⋊C4 #3690
(144, 36)#41⋊C9 #3693
(144, 40)#3697
(144, 42)#3699
(144, 44)#3701
(144, 51)#3708
(144, 53)#3710
(144, 54)#3711
(144, 55)#3712
(144, 56)#3713
(144, 57)#3714
(144, 58)#3715
(144, 59)#3716
(144, 60)#3717
(144, 61)#3718
(144, 62)#3719
(144, 64)(C2×D3)⋊Dic3 #3721
(144, 65)#3722
(144, 66)Dic3⋊Dic3 #3723
(144, 67)#3724
(144, 86)#3743
(144, 87)#3744
(144, 88)#3745
(144, 89)#3746
(144, 91)#3748
(144, 93)#3750
(144, 94)C4⋊(C3⋊Dic3) #3751
(144, 95)#3752
(144, 96)#3753
(144, 97)#3754
(144, 98)#3755
(144, 99)#3756
(144, 100)#3757
(144, 111)C22⋊(C22⋊C9) #3768
(144, 114)#3771
(144, 115)D32⋊C4 #3772
(144, 116)#3773
(144, 117)#3774
(144, 118)#3775
(144, 119)#3776
(144, 120)#3777
(144, 124)C3⋊#226 #3781
(144, 125)C3⋊GL(2,𝔽3) #3782
(144, 126)C3⋊SL(2,ℤ/4) #3783
(144, 127)C3⋊(#41⋊C3) #3784
(144, 130)#3787
(144, 131)#3788
(144, 133)C4⋊#157 #3790
(144, 135)#3792
(144, 136)C22⋊#157 #3793
(144, 138)#3795
(144, 139)#3796
(144, 140)#3797
(144, 141)#3798
(144, 142)#3799
(144, 145)#3802
(144, 147)#3804
(144, 148)#3805
(144, 154)#3811
(144, 171)#3828
(144, 173)#3830
(144, 175)#3832
(144, 182)AΓL(1,𝔽9) #3839

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