Finite Group Databasebeta

Groups of order 144

197 groups of order 144.

SmallGroupsgroup
(144, 101)C32×C42 #3758
(144, 102)C32×C22⋊C4 #3759
(144, 103)C32×C4⋊C4 #3760
(144, 104)C2×C32×C8 #3761
(144, 105)C32×M16 #3762
(144, 106)C32×D8 #3763
(144, 107)C32×SD16 #3764
(144, 108)C32×Q16 #3765
(144, 109)C2×(C22⋊C9)⋊C2 #3766
(144, 110)C22×C22⋊C9 #3767
(144, 111)C22⋊(C22⋊C9) #3768
(144, 112)C23×D9 #3769
(144, 113)C24×C9 #3770
(144, 114)#3771
(144, 115)D32⋊C4 #3772
(144, 116)#3773
(144, 117)#3774
(144, 118)#3775
(144, 119)#3776
(144, 120)#3777
(144, 121)C3×#226 #3778
(144, 122)C3×GL(2,𝔽3) #3779
(144, 123)C3×SL(2,ℤ/4) #3780
(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, 128)D3×SL(2,𝔽3) #3785
(144, 129)Dic3×A4 #3786
(144, 130)#3787
(144, 131)#3788
(144, 132)C4×#157 #3789
(144, 133)C4⋊#157 #3790
(144, 134)C2×#622 #3791
(144, 135)#3792
(144, 136)C22⋊#157 #3793
(144, 137)D3×Dic6 #3794
(144, 138)#3795
(144, 139)#3796
(144, 140)#3797
(144, 141)#3798
(144, 142)#3799
(144, 143)C4×D32 #3800
(144, 144)D3×D12 #3801
(144, 145)#3802
(144, 146)C2×D3×Dic3 #3803
(144, 147)#3804
(144, 148)#3805
(144, 149)C2×#624 #3806
(144, 150)C2×#625 #3807
(144, 151)C2×#626 #3808
(144, 152)C2×#627 #3809
(144, 153)D3×#67 #3810
(144, 154)#3811
(144, 155)C3×C4×A4 #3812
(144, 156)C2×C3×SL(2,𝔽3) #3813
(144, 157)C3×#41⋊C3 #3814
(144, 158)C2×C3×Dic6 #3815
(144, 159)C2×C3×C4×D3 #3816
(144, 160)C2×C3×D12 #3817
(144, 161)C3×#235 #3818
(144, 162)C3×D3×D4 #3819
(144, 163)C3×#237 #3820
(144, 164)C3×D3×Q8 #3821
(144, 165)C3×#239 #3822
(144, 166)C22×C3×Dic3 #3823
(144, 167)C2×C3×#67 #3824
(144, 168)C2×#634 #3825
(144, 169)C2×C4×C3⋊D3 #3826
(144, 170)C2×C4⋊(C3⋊D3) #3827
(144, 171)#3828
(144, 172)D4×C3⋊D3 #3829
(144, 173)#3830
(144, 174)Q8×C3⋊D3 #3831
(144, 175)#3832
(144, 176)C22×C3⋊Dic3 #3833
(144, 177)C2×#638 #3834
(144, 178)C22×C32×C4 #3835
(144, 179)C2×C32×D4 #3836
(144, 180)C2×C32×Q8 #3837
(144, 181)C32×#41 #3838
(144, 182)AΓL(1,𝔽9) #3839
(144, 183)D3×S4 #3840
(144, 184)A42 #3841
(144, 185)C2×AGL(1,𝔽9) #3842
(144, 186)C2×GO+(4,𝔽2) #3843
(144, 187)C2×PSU(3,𝔽2) #3844
(144, 188)C2×C3×S4 #3845
(144, 189)C2×C3⋊S4 #3846
(144, 190)C2×D3×A4 #3847
(144, 191)C22×#157 #3848
(144, 192)C22×D32 #3849
(144, 193)C22×C3×A4 #3850
(144, 194)C3×C22⋊A4 #3851
(144, 195)C23×C3×D3 #3852
(144, 196)C23×C3⋊D3 #3853
(144, 197)C24×C32 #3854
of 2

About group order →