Pentagonal duocomb

The pentagonal duocomb is a regular skew polyhedron found within four-dimensional Euclidean space. It can be formed as the comb product of two pentagons, or the from the extended Schläfli symbol $$\{4,4\mid 5\}$$. It has 25 square faces, 50 edges, and 25 vertices. It is a self-dual polyhedron.

Vertex coordinates
Its vertex coordinates are the same as those of the pentagonal duoprism.