Groups of order 1920

Statistics at a glance
The number 1920 has prime factors 2,3, and 5. The prime factorization is:

$$\! 1920 = 2^7 \cdot 3 \cdot 5 = 128 \cdot 3 \cdot 5$$

GAP implementation
gap> SmallGroupsInformation(1920);

There are 241004 groups of order 1920. There are sorted using Hall subgroups. 1 - 2328 are the nilpotent groups. 2329 - 236344 have a normal Hall (3,5)-subgroup. 236345 - 240416 are solvable without normal Hall (3,5)-subgroup. 240417 - 241004 are not solvable.

This size belongs to layer 6 of the SmallGroups library. IdSmallGroup is available for this size.