- Vertex description: (5/2.4.3.4.5/3.4.3/2.4)/2
- Faces: 124 (24 pentagrams, 40 triangles, 60 squares)
- Edges: 240
- Vertices: 60
- External facelets: 1280
- Dual: Great Dirhombicosidodecacron
This model has 1280 external facelets to put together! The polyhedron is uniform, so all the faces are regular although it's hard to make them all out. It is the only uniform polyhedron with as many as 8 faces meeting at each vertex (two purple pentagrams, two red triangles, and four yellow squares). It is also the only uniform polyhedron with snub faces other than triangles. Here they are squares. All faces occur in coplanar pairs, with the squares passing through the centre of the polyhedron.
This model has an edge length of about 21.6 centimetres, and a diameter of 30.6 centimetres. The nets filled up 42 A4 pages! 10 red, 9 purple and 23 yellow.