Biscribed Orthotruncated Propello Icosahedron (V=120) and its dual image: Coloring the edges and faces
Generating Elements of mesh modeling the surfaces of convex polyhedrons and its dual images
Coloring edges and faces of polyhedra
Properties of polyhedra
![[size=85][url=http://dmccooey.com/polyhedra/BiscribedOrthotruncatedPropelloIcosahedron.html ]Biscribed Orthotruncated Propello Icosahedron[/url]
biscribed form
[i]Vertices[/i]: 120 (60[3] + 60[4])
[i]Faces[/i]: 92 (20 equilateral triangles + 60 irregular pentagons + 12 regular pentagons)
[i]Edges[/i]: 210 (60 short + 60 medium1 + 30 medium2 + 60 long)
[color=#0000ff]Dual Solid[/color]:
[url=http://dmccooey.com/polyhedra/BiscribedOrthokisPropelloDodecahedron.html]Biscribed Orthokis Propello Dodecahedron[/url]
biscribed form
[i]Vertices[/i]: 92 (20[3] + 12[5] + 60[5])
[i]Faces[/i]: 120 (60 isosceles triangles + 60 irregular tetragons)
[i]Edges:[/i] 210 (60 short + 30 medium1 + 60 medium2 + 60 long) [/size]](https://www.geogebra.org/resource/dpa7jmdr/CyCwqPYzcv3BoaBh/material-dpa7jmdr.png)
Biscribed Orthotruncated Propello Icosahedron
biscribed form
Vertices: 120 (60[3] + 60[4])
Faces: 92 (20 equilateral triangles + 60 irregular pentagons + 12 regular pentagons)
Edges: 210 (60 short + 60 medium1 + 30 medium2 + 60 long)
Dual Solid:
Biscribed Orthokis Propello Dodecahedron
biscribed form
Vertices: 92 (20[3] + 12[5] + 60[5])
Faces: 120 (60 isosceles triangles + 60 irregular tetragons)
Edges: 210 (60 short + 30 medium1 + 60 medium2 + 60 long)