Finite Group Databasebeta

Groups of order 16896

Selected groups only. The database does not include every group of order 16896 — only a selection is listed here.

32 groups of order 16896 in the database.

SmallGroupsgroup
—C3×C11×C512 #72194823
—C2×C3×C11×C256 #72194824
—C3×C4×C11×C128 #72194825
—C22×C3×C11×C128 #72194826
—C3×C8×C11×C64 #72194827
—C2×C3×C4×C11×C64 #72194828
—C3×C11×C16×C32 #72194829
—C23×C3×C11×C64 #72194830
—C3×C42×C11×C32 #72194831
—C2×C3×C8×C11×C32 #72194832
—C24×C3×C11×C32 #72194833
—C22×C3×C4×C11×C32 #72194834
—C2×C3×C11×C162 #72194835
—C3×C4×C8×C11×C16 #72194836
—C22×C3×C8×C11×C16 #72194837
—C2×C3×C42×C11×C16 #72194838
—C25×C3×C11×C16 #72194839
—C3×C83×C11 #72194840
—C23×C3×C4×C11×C16 #72194841
—C2×C3×C4×C82×C11 #72194842
—C3×C43×C8×C11 #72194843
—C23×C3×C82×C11 #72194844
—C22×C3×C42×C8×C11 #72194845
—C24×C3×C4×C8×C11 #72194846
—C26×C3×C8×C11 #72194847
—C2×C3×C44×C11 #72194848
—C23×C3×C43×C11 #72194849
—C25×C3×C42×C11 #72194850
—C27×C3×C4×C11 #72194851
—C29×C3×C11 #72194853
—D8448 #72213407
—Dic4224 #72215625

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