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Pictures of Other Polyhedra

Paper model dodecadodecahedron


Number of faces: 24
Number of edges: 60
Number of vertices: 30

Paper model pentagonal hexecontahedron


Number of faces: 60
Number of edges: 150
Number of vertices: 92

Paper model pentagonal icositetrahedron


Number of faces: 24
Number of edges: 60
Number of vertices: 38

Paper model square trapezohedron


Number of faces: 8
Number of edges: 16
Number of vertices: 10

Paper model decahedron


(pentagonal trapezohedron)
Number of faces: 10
Number of edges: 20
Number of vertices: 12

Paper model rhombic dodecahedron


Number of faces: 12
Number of edges: 24
Number of vertices: 14

Paper model great rhombihexacron Paper model great rhombihexacron


Number of faces: 24
Number of edges: 48
Number of vertices: 18

pentakis dodecahedron pentakis dodecahedron


Number of faces: 60
Number of edges: 90
Number of vertices: 32

triakis octahedron small triakisoctahedron


(triakis octahedron)
Number of faces: 24
Number of edges: 36
Number of vertices: 14

Paper model small triambic icosahedron


(first stellation of the icosahedron)
Number of faces: 20
Number of edges: 60
Number of vertices: 32

Paper model isosceles dodecahedron


Number of faces: 12
Number of edges: 18
Number of vertices: 8

hexakaidecahedron paper model hexakaidecahedron


Number of faces: 16
Number of edges: 24
Number of vertices: 10

isosceles icosahedron paper model isosceles icosahedron


Number of faces: 20
Number of edges: 30
Number of vertices: 12

icositetrahedron icositetrahedron


Number of faces: 24
Number of edges: 36
Number of vertices: 14

icosioctahedron faceted sphericons


Number of faces: 28
Number of edges: 42
Number of vertices: 16

tricontidihedron tricontidihedron


Number of faces: 32
Number of edges: 48
Number of vertices: 18

tricontihexahedron


Number of faces: 36
Number of edges: 54
Number of vertices: 20

Paper model tetracontahedron


Number of faces: 40
Number of edges: 60
Number of vertices: 22

Paper model hecatohedron Paper model hecatohedron


Number of faces: 100
Number of edges: 150
Number of vertices: 52

Paper model half isosceles dodecahedron (1)


(heptahedron)
Number of faces: 7
Number of edges: 11
Number of vertices: 6

Paper model half isosceles dodecahedron (2)


(octahedron)
Number of faces: 8
Number of edges: 13
Number of vertices: 7

half hexakaidecahedron (1) half hexakaidecahedron (1)


(enneahedron)
Number of faces: 9
Number of edges: 14
Number of vertices: 7

half hexakaidecahedron (2) half hexakaidecahedron (2)


(enneahedron)
Number of faces: 9
Number of edges: 15
Number of vertices: 8

half isosceles icosahedron (1)


(hendecahedron)
Number of faces: 11
Number of edges: 17
Number of vertices: 8

half isosceles icosahedron (2) half isosceles icosahedron (2)


(dodecahedron)
Number of faces: 12
Number of edges: 20
Number of vertices: 10

half icositetrahedron (1)


(triskaidecahedron)
Number of faces: 13
Number of edges: 20
Number of vertices: 9

half icositetrahedron (2) half icositetrahedron (2)


(triskaidecahedron)
Number of faces: 13
Number of edges: 22
Number of vertices: 11

half icosioctahedron (1) half icosioctahedron (1)


(pentakaidecahedron)
Number of faces: 15
Number of edges: 23
Number of vertices: 10

half icosioctahedron (2) half icosioctahedron (2)


(hexakaidecahedron)
Number of faces: 16
Number of edges: 27
Number of vertices: 13

half tricontidihedron (1) half tricontidihedron (1)


(heptakaidecahedron)
Number of faces: 17
Number of edges: 26
Number of vertices: 11

Paper model half tricontidihedron (2) half tricontidihedron (2)


(heptakaidecahedron)
Number of faces: 17
Number of edges: 29
Number of vertices: 14

half tricontihexahedron (1) half tricontihexahedron (1)


(enneakaidecahedron)
Number of faces: 19
Number of edges: 29
Number of vertices: 12

half tricontihexahedron (2) half tricontihexahedron (2)


(icosahedron)
Number of faces: 20
Number of edges: 34
Number of vertices: 16

half tetracontahedron (1) half tetracontahedron (1)


(icosimonohedron)
Number of faces: 21
Number of edges: 32
Number of vertices: 13

half tetracontahedron (2) half tetracontahedron (2)


(icosimonohedron)
Number of faces: 21
Number of edges: 36
Number of vertices: 17

half hecatohedron (1) half hecatohedron (1)


(pentacontamonohedron)
Number of faces: 51
Number of edges: 77
Number of vertices: 28

half hecatohedron (2) half hecatohedron (2)


(pentacontadihedron)
Number of faces: 52
Number of edges: 90
Number of vertices: 40

third stellation of the icosahedron third stellation of the icosahedron
Paper model seventh stellation of the icosahedron
Paper model ninth stellation of the icosahedron
Paper model obelisk obelisks


Number of faces: 9
Number of edges: 16
Number of vertices: 9

Paper model cubic shape 1


Number of faces: 9
Number of edges: 21
Number of vertices: 14

Paper model cubic shape 2


Number of faces: 12
Number of edges: 30
Number of vertices: 20

Paper model cubic shape 3


Number of faces: 15
Number of edges: 34
Number of vertices: 21

Paper model cubic shape 4


Number of faces: 12
Number of edges: 30
Number of vertices: 20

Paper model cubic shape 5


Number of faces: 12
Number of edges: 30
Number of vertices: 20

Paper model cubic shape 6


Number of faces: 12
Number of edges: 26
Number of vertices: 16

Paper model half cuboctahedron
Paper model half icosidodecahedron
Paper model half truncated tetrahedron
Paper model half truncated octahedron
Paper model half truncated cube
half truncated icosahedron half football (half truncated icosahedon)


(half football)

half truncated dodecahedron half truncated dodecahedron
half rhombicuboctahedron half rhombicuboctahedron
half truncated cuboctahedron half truncated cuboctahedron
half rhombicosidodecahedron half rhombicosidodecahedron
half truncated icosidodecahedron half archimedean solids
decagonal dipyramidal antiprism or tetracontahedron


(decagonal gyroelongated bipyramid or tetracontahedron)
Number of faces: 40
Number of edges: 60
Number of vertices: 22

pentagonal-pentagrammic shape paper model pentagonal-pentagrammic shape


Number of faces: 17
Number of edges: 30
Number of vertices: 15

paper model 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 faceted oloid


Number of faces: 40
Number of edges: 80
Number of vertices: 42

tetrakis hexahedron dual of the truncated octahedron tetrakis hexahedron (equilateral triangles)


(disdyakis hexahedron)
Number of faces: 24
Number of edges: 36
Number of vertices: 14

Paper model square based elevated half truncated icosahedron
Paper model elevated half truncated icosahedron
Paper model pentagonal based elevated half truncated icosahedron Paper model pentagonal based elevated half truncated icosahedron
Paper model football star Paper model football star


(pentagrammic based elevated half truncated icosahedron)

Paper model pentagonal-decagonal solid Paper model pentagonal-decagonal solid


Number of faces: 17
Number of edges: 30
Number of vertices: 15

Paper model square-decagonal solid Paper model square-decagonal solid


Number of faces: 18
Number of edges: 34
Number of vertices: 18

Paper model prolate hectohexecontadihedron (rugby ball) Paper model prolate hectohexecontadihedron (prolate spheroid like polyhedron)


(prolate spheroid like polyhedron)
Number of faces: 162
Number of edges: 306
Number of vertices: 146

Paper model prolate heptacontadihedron (prolate spheroid like polyhedron) Paper model prolate heptacontadihedron (prolate spheroid like polyhedron)


(prolate spheroid like polyhedron with 72 faces)
Number of faces: 72
Number of edges: 132
Number of vertices: 62

Paper model semi prolate heptacontadihedron (egg like polyhedron) Paper model semi prolate heptacontadihedron (semi prolate spheroid like polyhedron)


(egg like polyhedron with 72 faces)
Number of faces: 72
Number of edges: 132
Number of vertices: 62

pentagonal obelisk


Number of faces: 11
Number of edges: 20
Number of vertices: 11

hexagonal obelisk


Number of faces: 13
Number of edges: 24
Number of vertices: 13

heptagonal obelisk


Number of faces: 15
Number of edges: 28
Number of vertices: 15

octagonal obelisk


Number of faces: 17
Number of edges: 32
Number of vertices: 17

decagonal obelisk


Number of faces: 21
Number of edges: 40
Number of vertices: 21

standing pentagram standing pentagram


Number of faces: 7
Number of edges: 14
Number of vertices: 9

rhombicuboctahedron variation rhombicuboctahedron variation


Number of faces: 18
Number of edges: 48
Number of vertices: 32

Other Polyhedra
sixth stellation of the icosahedron
eighth stellation of the icosahedron
final stellation of the icosahedron
semi prolate hectohexecontadihedron



Other Polyhedra:
Other Polyhedra

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