Finite Group Databasebeta

Groups of order 12672

Selected groups only. The database does not include every group of order 12672 — only a selection is listed here.

32 groups of order 12672 in the database.

SmallGroupsgroup
—C32×C11×C128 #72191005
—C9×C11×C128 #72191006
—C2×C9×C11×C64 #72191007
—C2×C32×C11×C64 #72191008
—C4×C9×C11×C32 #72191009
—C32×C4×C11×C32 #72191010
—C22×C9×C11×C32 #72191011
—C22×C32×C11×C32 #72191012
—C8×C9×C11×C16 #72191013
—C32×C8×C11×C16 #72191014
—C2×C4×C9×C11×C16 #72191015
—C2×C32×C4×C11×C16 #72191016
—C23×C9×C11×C16 #72191017
—C23×C32×C11×C16 #72191018
—C2×C82×C9×C11 #72191019
—C2×C32×C82×C11 #72191020
—C32×C42×C8×C11 #72191021
—C42×C8×C9×C11 #72191022
—C22×C4×C8×C9×C11 #72191023
—C22×C32×C4×C8×C11 #72191024
—C24×C8×C9×C11 #72191025
—C24×C32×C8×C11 #72191026
—C2×C43×C9×C11 #72191027
—C2×C32×C43×C11 #72191028
—C23×C42×C9×C11 #72191029
—C23×C32×C42×C11 #72191030
—C25×C32×C4×C11 #72191031
—C25×C4×C9×C11 #72191032
—C27×C9×C11 #72191033
—C27×C32×C11 #72191034
—D6336 #72212192
—Dic3168 #72213487

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