Images . Rhombicosidodecahedron (V=60) from Biscribed Pentakis Dodecahedron for the case of trisection of its 8th-order segments(Variant1)

[size=85]Generating Elements of mesh modeling the surfaces of polyhedron, its dual image and the coloring of their edges and faces can be found in the [url=https://www.geogebra.org/m/vkr2d9bb]applet[/url]. [/size][br]
[size=85][b]Elements[/b] in polyhedron [b]Biscribed Pentakis Dodecahedron(8)[/b] :[br][b]Vertices[/b]: V=60. [br][b]Faces:[/b] F=62. (20 equilateral triangles{3} + 30 rectangles{4} + 12 regular pentagons{5})[br][b]Edges: [/b]E=120. 60+60 - The order of the number of edges in this polyhedron are according to their length. [br][br][b][color=#0000ff][url=https://en.wikipedia.org/wiki/Rhombicosidodecahedron]Rhombicosidodecahedron[/url]: [/color][/b] [br] Type Archimedean solid; Uniform polyhedron[br][b]Elements [/b] F = 62, E = 120, V = 60 (χ = 2)[br][b]Faces by sides[/b] 20{3}+30{4}+12{5}[br][img]data:image/png;base64,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[/img][/size]
Faces and Edges of the Biscribed Pentakis Dodecahedron(8) -Rhombicosidodecahedron (n=60)
[size=85]The [b]elements[/b] of the [b]dual [/b]to the [b]Biscribed Pentakis Dodecahedron(8)[/b]: [br][b]Vertices:[/b] V=62 [br][b]Faces:[/b] F=120. 120 scalene triangles {3} [br][b]Edges:[/b] E=180. 60+60+60 - The order of the number of edges in this polyhedron are according to their length. [br][br] [i]If we assume[/i] that two triangles with a common long side lie in the same plane, we get:[br][b]Vertices:[/b] V=62 [br][b]Faces:[/b] F=60. 60 kites{4}[br][b]Edges:[/b] E=120. 60+60 [br][br][color=#0000ff][url=https://en.wikipedia.org/wiki/Deltoidal_hexecontahedron][b]Deltoidal Hexecontahedron[/b][/url][/color] [b][color=#0000ff]:[/color][/b][br][b]Vertices:[/b] 62 = 12 + 20 + 30[br][b]Face polygon:[/b] 60 kites{4}[br][b]Edges: [/b] 120[/size][br][br]

Information: Images . Rhombicosidodecahedron (V=60) from Biscribed Pentakis Dodecahedron for the case of trisection of its 8th-order segments(Variant1)