Finite Group Databasebeta

Groups of order 49780

36 groups of order 49780.

SmallGroupsgroup
(49780, 1)C4×C5×C19×C131 #60653515
(49780, 2)C4×C19×C131⋊C5 #60653516
(49780, 3)C5×C19×Dic131 #60653517
(49780, 4)C5×Dic19×C131 #60653518
(49780, 5)C5×Dic2489 #60653519
(49780, 6)C19×Dic5×C131 #60653520
(49780, 7)C19×Dic655 #60653521
(49780, 8)C131×Dic95 #60653522
(49780, 9)Dic12445 #60653523
(49780, 10)C19×Dic131⋊C5 #60653524
(49780, 11)Dic19×C131⋊C5 #60653525
(49780, 12)#60653526
(49780, 13)C22×C5×C19×C131 #60653527
(49780, 14)D19×D131⋊C5 #60653528
(49780, 15)C2×C19×D131⋊C5 #60653529
(49780, 16)C2×C19⋊(D131⋊C5) #60653530
(49780, 17)C2×D19×C131⋊C5 #60653531
(49780, 18)C22×C19×C131⋊C5 #60653532
(49780, 19)C5×D19×D131 #60653533
(49780, 20)C19×AGL(1,𝔽5)×C131 #60653534
(49780, 21)C19×C131⋊AGL(1,𝔽5) #60653535
(49780, 22)C131×C19⋊AGL(1,𝔽5) #60653536
(49780, 23)#60653537
(49780, 24)D5×C19×D131 #60653538
(49780, 25)D95×D131 #60653539
(49780, 26)D5×D19×C131 #60653540
(49780, 27)D19×D655 #60653541
(49780, 28)D5×D2489 #60653542
(49780, 29)#60653543
(49780, 30)C2×C5×C19×D131 #60653544
(49780, 31)C2×C5×D19×C131 #60653545
(49780, 32)C2×C5×D2489 #60653546
(49780, 33)C2×D5×C19×C131 #60653547
(49780, 34)C2×C19×D655 #60653548
(49780, 35)C2×C131×D95 #60653549
(49780, 36)C2×D12445 #60653550

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