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Snub dodecahedron
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==Orthogonal projections== [[File:Polyhedron snub 12-20 left from vertex.png|thumb|The snub dodecahedron has no [[Point reflection|point symmetry]], so the vertex in the front does not correspond to an opposite vertex in the back.]] The ''snub dodecahedron '' has two especially symmetric [[orthogonal projection]]s as shown below, centered on two types of faces: triangles and pentagons, corresponding to the A<sub>2</sub> and H<sub>2</sub> [[Coxeter plane]]s. {|class=wikitable width=500 |+ Orthogonal projections |- !Centered by !Face<br>Triangle !Face<br>Pentagon !Edge |- !Solid |[[File:Polyhedron snub 12-20 left from yellow max.png|120px]] |[[File:Polyhedron snub 12-20 left from red max.png|120px]] |[[File:Polyhedron snub 12-20 left from blue max.png|120px]] |- !Wireframe |[[Image:Snub dodecahedron A2.png|120px]] |[[Image:Snub dodecahedron H2.png|120px]] |[[Image:Snub dodecahedron e1.png|120px]] |- align=center !Projective<BR>symmetry |[3] |[5] |[2] |- !Dual |[[Image:Dual snub dodecahedron A2.png|120px]] |[[Image:Dual snub dodecahedron H2.png|120px]] |[[Image:Dual snub dodecahedron e1.png|120px]] |}
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