Finite Group Databasebeta

Non-abelian indecomposable groups of order 400

101 non-abelian indecomposable groups of order 400.

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

SmallGroupsgroup
(400, 1)#87707
(400, 3)#87709
(400, 4)Dic100 #87710
(400, 6)#87712
(400, 7)#87713
(400, 8)D200 #87714
(400, 10)#87716
(400, 12)#87718
(400, 13)C4⋊Dic25 #87719
(400, 14)#87720
(400, 15)#87721
(400, 16)#87722
(400, 17)#87723
(400, 18)#87724
(400, 19)C22⋊Dic25 #87725
(400, 28)D25⋊C8 #87734
(400, 29)#87735
(400, 31)C4⋊#1035 #87737
(400, 33)#87739
(400, 34)C22⋊#1035 #87740
(400, 38)#87744
(400, 40)#87746
(400, 42)#87748
(400, 50)#87756
(400, 52)C24⋊C25 #87758
(400, 57)#87763
(400, 58)#87764
(400, 59)#87765
(400, 61)#87767
(400, 62)#87768
(400, 63)#87769
(400, 64)#87770
(400, 65)#87771
(400, 66)#87772
(400, 67)#87773
(400, 68)#87774
(400, 69)#87775
(400, 70)#87776
(400, 72)#87778
(400, 73)#87779
(400, 74)#87780
(400, 75)#87781
(400, 93)#87799
(400, 94)#87800
(400, 95)#87801
(400, 96)#87802
(400, 98)#87804
(400, 100)#87806
(400, 101)C4⋊#1039 #87807
(400, 102)#87808
(400, 103)#87809
(400, 104)#87810
(400, 105)#87811
(400, 106)#87812
(400, 107)C22⋊#1039 #87813
(400, 116)#87822
(400, 118)(C2×AGL(1,𝔽5))⋊D5 #87824
(400, 119)#87825
(400, 121)#87827
(400, 122)#87828
(400, 123)#87829
(400, 124)#87830
(400, 125)#87831
(400, 126)#87832
(400, 127)D5⋊#170 #87833
(400, 128)#87834
(400, 129)#87835
(400, 130)#87836
(400, 131)#87837
(400, 132)#87838
(400, 133)#87839
(400, 134)#87840
(400, 142)D5⋊#168 #87848
(400, 143)#87849
(400, 145)C4⋊#1042 #87851
(400, 147)#87853
(400, 148)C22⋊#1042 #87854
(400, 149)#87855
(400, 150)#87856
(400, 152)C4⋊#1043 #87858
(400, 154)#87860
(400, 155)C22⋊#1043 #87861
(400, 156)#87862
(400, 157)#87863
(400, 159)C4⋊#1044 #87865
(400, 161)#87867
(400, 162)C22⋊#1044 #87868
(400, 164)#87870
(400, 165)#87871
(400, 166)#87872
(400, 167)#87873
(400, 168)#87874
(400, 171)#87877
(400, 173)#87879
(400, 174)#87880
(400, 180)#87886
(400, 194)#87900
(400, 196)#87902
(400, 198)#87904
(400, 206)#6053⋊C2 #87912
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