Finite Group Databasebeta

Groups of order 18816

Selected groups only. The database does not include every group of order 18816 — only a selection is listed here.

48 groups of order 18816 in the database.

SmallGroupsgroup
—C3×C49×C128 #72196542
—C3×C72×C128 #72196544
—C2×C3×C49×C64 #72196545
—C2×C3×C72×C64 #72196546
—C3×C4×C32×C49 #72196547
—C3×C4×C72×C32 #72196548
—C22×C3×C32×C49 #72196549
—C22×C3×C72×C32 #72196550
—C3×C8×C16×C49 #72196551
—C3×C72×C8×C16 #72196552
—C2×C3×C4×C16×C49 #72196553
—C2×C3×C4×C72×C16 #72196554
—C23×C3×C16×C49 #72196555
—C23×C3×C72×C16 #72196556
—C2×C3×C82×C49 #72196557
—C2×C3×C72×C82 #72196558
—C3×C42×C72×C8 #72196559
—C3×C42×C8×C49 #72196560
—C22×C3×C4×C8×C49 #72196561
—C22×C3×C4×C72×C8 #72196562
—C24×C3×C72×C8 #72196563
—C24×C3×C8×C49 #72196564
—C2×C3×C43×C49 #72196565
—C2×C3×C43×C72 #72196566
—C23×C3×C42×C49 #72196567
—C23×C3×C42×C72 #72196568
—C25×C3×C4×C49 #72196569
—C25×C3×C4×C72 #72196570
—C27×C3×C49 #72196571
—C27×C3×C72 #72196572
—D9408 #72214364
—D7×AGL(3,𝔽2) #72214586
—#72215081
—#72215186
—Dic4704 #72216160
—#72224560
—C2×#72214179 #72228742
—D3×AGL(1,𝔽8)2 #72244676
—#72245962
—#72246074
—#72246128
—#72246153
—B(4,𝔽2)×#64424 #72246177
—B(4,𝔽2)×ΓL(1,𝔽8)⋊D7 #72246192
—B(4,𝔽2)×#64425 #72246206
—#453×#64424 #72246264
—#453×ΓL(1,𝔽8)⋊D7 #72246302
—#453×#64425 #72246341

About group order →