Indexes:

Index by type Alphabetic index Visual index Number of faces

Home > Other Polyhedra	<< previous
	>> next

Pictures of Other Polyhedra

	Dodecadodecahedron Number of faces: 24 Number of edges: 60 Number of vertices: 30
	Pentagonal Hexecontahedron Number of faces: 60 Number of edges: 150 Number of vertices: 92
	Pentagonal Icositetrahedron Number of faces: 24 Number of edges: 60 Number of vertices: 38

	Square Trapezohedron Number of faces: 8 Number of edges: 16 Number of vertices: 10
	Decahedron (pentagonal trapezohedron) Number of faces: 10 Number of edges: 20 Number of vertices: 12
	Rhombic Dodecahedron Number of faces: 12 Number of edges: 24 Number of vertices: 14
	Great Rhombihexacron Number of faces: 24 Number of edges: 48 Number of vertices: 18
	Small Triakisoctahedron (triakis octahedron) Number of faces: 24 Number of edges: 36 Number of vertices: 14
	Small Triambic Icosahedron (first stellation of the icosahedron) Number of faces: 20 Number of edges: 60 Number of vertices: 32
	Isosceles Dodecahedron Number of faces: 12 Number of edges: 18 Number of vertices: 8
	Hexakaidecahedron Number of faces: 16 Number of edges: 24 Number of vertices: 10
	Isosceles Icosahedron Number of faces: 20 Number of edges: 30 Number of vertices: 12
	Tetracontahedron Number of faces: 40 Number of edges: 60 Number of vertices: 22
	Hecatohedron Number of faces: 100 Number of edges: 150 Number of vertices: 52
	Half Isosceles Dodecahedron (1) (heptahedron) Number of faces: 7 Number of edges: 11 Number of vertices: 6
	Half Isosceles Dodecahedron (2) (octahedron) Number of faces: 8 Number of edges: 13 Number of vertices: 7
	Half Hexakaidecahedron (1) (enneahedron) Number of faces: 9 Number of edges: 14 Number of vertices: 7
	Half Hexakaidecahedron (2) (enneahedron) Number of faces: 9 Number of edges: 15 Number of vertices: 8
	Half Tricontidihedron (2) (heptakaidecahedron) Number of faces: 17 Number of edges: 29 Number of vertices: 14
	Seventh Stellation of The Icosahedron Number of faces: 20 Number of edges: 0 Number of vertices: 0
	Ninth Stellation of The Icosahedron Number of faces: 20 Number of edges: 0 Number of vertices: 0
	Obelisk Number of faces: 9 Number of edges: 16 Number of vertices: 9
	Cubic Shape 1 Number of faces: 9 Number of edges: 21 Number of vertices: 14
	Cubic Shape 2 Number of faces: 12 Number of edges: 30 Number of vertices: 20
	Cubic Shape 3 Number of faces: 15 Number of edges: 34 Number of vertices: 21
	Cubic Shape 4 Number of faces: 12 Number of edges: 30 Number of vertices: 20
	Cubic Shape 5 Number of faces: 12 Number of edges: 30 Number of vertices: 20
	Cubic Shape 6 Number of faces: 12 Number of edges: 26 Number of vertices: 16
	Half Cuboctahedron
	Half Icosidodecahedron
	Half Truncated Tetrahedron
	Half Truncated Octahedron
	Half Truncated Cube
	Half Truncated Icosahedron (half football)
	Decagonal Dipyramidal Antiprism (decagonal gyroelongated bipyramid or tetracontahedron) Number of faces: 40 Number of edges: 60 Number of vertices: 22
	Pentagonal-pentagrammic Shape Number of faces: 17 Number of edges: 30 Number of vertices: 15
	Hebdomicontadissaedron (heptacontadihedron) Number of faces: 72 Number of edges: 132 Number of vertices: 62
	Hectohexecontadihedron Number of faces: 162 Number of edges: 306 Number of vertices: 146
	Faceted Oloid Number of faces: 40 Number of edges: 80 Number of vertices: 42
	Tetrakis Hexahedron (disdyakis hexahedron) Number of faces: 24 Number of edges: 36 Number of vertices: 14
	Square Based Elevated Half Truncated Icosahedron
	Elevated Half Truncated Icosahedron
	Pentagonal Based Elevated Half Truncated Icosahedron
	Football Star (pentagrammic based elevated half truncated icosahedron)
	Pentagonal-decagonal Solid Number of faces: 17 Number of edges: 30 Number of vertices: 15
	Square-decagonal Solid Number of faces: 18 Number of edges: 34 Number of vertices: 18
	Prolate Hectohexecontadihedron (prolate spheroid like polyhedron) Number of faces: 162 Number of edges: 306 Number of vertices: 146
	Prolate Heptacontadihedron (prolate spheroid like polyhedron with 72 faces) Number of faces: 72 Number of edges: 132 Number of vertices: 62
	Semi Prolate Heptacontadihedron (egg like polyhedron with 72 faces) Number of faces: 72 Number of edges: 132 Number of vertices: 62

Other Polyhedra
pentakisdodecahedron
icositetrahedron
icosioctahedron
tricontidihedron
tricontihexahedron
half isosceles icosahedron (1)
half isosceles icosahedron (2)
half icositetrahedron (1)
half icositetrahedron (2)
half icosioctahedron (1)
half icosioctahedron (2)
half tricontidihedron (1)
half tricontihexahedron (1)
half tricontihexahedron (2)
half tetracontahedron (1)
half tetracontahedron (2)
half hecatohedron (1)
half hecatohedron (2)
third stellation of the icosahedron
sixth stellation of the icosahedron
eighth stellation of the icosahedron
final stellation of the icosahedron
half truncated dodecahedron
half rhombicuboctahedron
half truncated cuboctahedron
half rhombicosidodecahedron
half truncated icosidodecahedron
semi prolate hectohexecontadihedron

Tweet

Copyright © 1998-2013 Gijs Korthals Altes All rights reserved.
It's permitted to make prints of the nets for non-commercial purposes only.

Paper Models of Polyhedra

Types:

Platonic Solids Archimedean Solids Kepler-Poinsot Polyhedra Other Uniform Polyhedra Compounds Pyramids Concave Pyramids Truncated Pyramids Dipyramids Other Pyramids Prisms Antiprisms Concave Prisms Concave Antiprisms Twisted Prisms Other Prisms Other Polyhedra Kaleidocycles Other Paper Models Polyhedra Collections

Selections:

Christmas Decorations Selection 1 Selection of Pyramids Selection of Prisms Dodecahedra Isosceles Tetracontahedra New Paper Models Complex Paper Models Pictures of decorated polyhedra models Download Page (PDF-files) Simple Paper Models Oblique Paper Models Egyptian Pyramids

Languages:
中文
Español
Nederlands
Italiano