Small group number 527 of order 128

G is the group 128gp527

G has 3 minimal generators, rank 4 and exponent 8. The centre has rank 1.

The 7 maximal subgroups are: 64gp102 (2x), 64gp264, 64gp91, 64gp94, 64gp99 (2x).

There are 3 conjugacy classes of maximal elementary abelian subgroups. Their ranks are: 4, 4, 4.

At present no information on the cohomology ring.


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