An elongated pentagonal orthocupolarotunda is formed by attaching a pentagonal cupola and a pentagonal rotunda to the two decagonal bases of a decagonal prism, with their outer pentagonal faces aligned.
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The convex equilateral form with regular polygonal faces
is the Johnson solid 
.
It has 35 polyhedron vertices, 70 polyhedron edges, and 37 faces. The faces consist of 15 equilateral triangles, 15 squares, and 7 regular pentagons (McCooey).
