Direct product of M16 and Z2

Definition
The direct product of M16 and Z2 is defined as the group obtained as the external direct product of the group M16 and the cyclic group of order two.

Other descriptions
The group can be described using the DirectProduct, SmallGroup, and [{GAP:CyclicGroup|CyclicGroup]] functions:

DirectProduct(SmallGroup(16,6),CyclicGroup(2))