User:Tomruen/Grünbaum-Dress polyhedron

A Gruenbaum-Dress polyhedron is a regular polyhedron in one of 8 classes in ordinary euclidean space.

8 Classes TOTAL 45?
 * 1) 5 Platonic solids: {3,3}, {3,4}, {4,3}, {3,5}, {5,3}
 * [[Image:Tetrahedron.svg|80px]][[Image:Octahedron.svg|80px]][[Image:Hexahedron.svg|80px]][[Image:Icosahedron.svg|80px]][[Image:Dodecahedron.svg|80px]]
 * 1) 3 regular tilings: {3,6}, {6,3}, {4,4}
 * 1-uniform n11.svg1-uniform n1.svg1-uniform n5.svg
 * 1) 4 Kepler-Poinsot solids: {3,5/2}, {5/2,3}, {5,5/2}, {5/2,5}
 * Great icosahedron (gray with yellow face).svgGreat_stellated_dodecahedron_(gray_with_yellow_face).svgGreat dodecahedron (gray with yellow face).svgSmall_stellated_dodecahedron_(gray_with_yellow_face).svg
 * 1) 3 Coxeter-Petrie polyhedron: {4,6|4}, {6,4|4}, {6,6|3}
 * Mucube.pngMuoctahedron.pngMutetrahedron.png
 * 1) 9 petrial regular polyhedra (finite skew regular polygons): {3,3}$\pi$, {4,3}π, {3,4}π, {5,3}π,{3,5}π {5,5/2}π, {5/2,5}π, {3,5/2}π, {5/2,3}π
 * Tetrahedron_3_petrie_polygons.pngCube_4_petrie_polygons.pngOctahedron_4_petrie_polygons.pngPetrial_dodecahedron.pngpetrial_icosahedron.pngPetrial_great_dodecahedron.pngPetrial small stellated dodecahedron.pngPetrial great icosahedron.pngPetrial great stellated dodecahedron.png
 * 1) 6 infinite regular polyhedra with finite skew regular polygons: {4&pi;/3 /1, 3}, {6&pi;/3 /1, 4}, {6&pi;/2 /1, 4}, {10&pi;/3 /1, 5}, {6&pi;/5 /1, 5}, {10&pi;/3 /3, 5/2}, {103&pi;/5 /1, 3}, {10&pi;/5 /3, 3}
 * 2) 6 Regular polyhedra with zig-zag polygons
 * 3) 9 Polyhedra with helical polygons