Finite Group Databasebeta

Groups of order 5766

23 groups of order 5766.

SmallGroupsgroup
(5766, 1)C2×C3×C961 #19153435
(5766, 2)D961⋊C3 #19153436
(5766, 3)C2×C961⋊C3 #19153437
(5766, 4)D3×C961 #19153438
(5766, 5)C3×D961 #19153439
(5766, 6)D2883 #19153440
(5766, 7)C2×C3×C312 #19153441
(5766, 8)C31×D31⋊C3 #19153442
(5766, 9)#19153443
(5766, 10)#19153444
(5766, 11)#19153445
(5766, 12)#19153446
(5766, 13)(C31⋊C3)⋊D31 #19153447
(5766, 14)D31×C31⋊C3 #19153448
(5766, 15)#19153449
(5766, 16)C2×C31×C31⋊C3 #19153450
(5766, 17)C2×#15668332 #19153451
(5766, 18)C2×#15668333 #19153452
(5766, 19)C3×C31×D31 #19153453
(5766, 20)C3×C31⋊D31 #19153454
(5766, 21)D3×C312 #19153455
(5766, 22)C31×D93 #19153456
(5766, 23)C3⋊(C31⋊D31) #19153457

About group order →