wire frame drawing
pent
hex
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wire frame drawing |
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pent |
hex |
2-fold (15)
3-fold (10)
5-fold (6) |
 wire frame drawing |
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 triangle |
 pent |
2-fold (15)
3-fold (10)
5-fold (6) |
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 spherical peel |
 spherical truss |
 Triacontahedron |
 spherical peel |
 spherical truss |
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Faces: 12 pentagons 20 hexagons Vertices: 60, each with 3 edges meeting Edges: 90 Dihedral angles: 138 degrees 11 minutes 142 degrees 37 minutes |
| By downloading the full-size pentagon & hexagon JPEGs you can print them in the quantities specified. You can modify them by adding tabs to aid in glueing or tapeing them together. Use a photo image application to fit more of the images on a single printed page. If you are crafty, create a peel pattern to reduce the amount of seams in the model. | |
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2-fold (15)
3-fold (10)
5-fold (6) |
The fold drawing shows the symmetry of rotation and the number of times it occurs. n-fold (x) The centers of rotation occur fist on an edge then a hex face then a pent face. The designation appearing over the image expresses first the type of symmetry then the number of times it is repeated in the polyhedron. The dotted lines show the mirrored planes. |
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Faces: 20 triangles 12 pentagons Vertices: 30, each with 4 edges meeting Edges: 60 Dihedral angle: 142 degrees 37 minutes |
| By downloading the full-size triangle & pentagon JPEGs you can print them in the quantities specified. You can modify them by adding tabs to aid in glueing or tapeing them together. Use a photo image application to fit more of the images on a single printed page. If you are crafty, create a peel pattern to reduce the amount of seams in the model. | |
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2-fold (15)
3-fold (10)
5-fold (6) |
The fold drawing shows the symmetry of rotation and the number of times it occurs. n-fold (x) The centers of rotation occur fist on a vertex then a triangle face then a pent face. The designation appearing over the image expresses first the type of symmetry then the number of times it is repeated in the polyhedron. The dotted lines show the mirrored planes. |
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| By downloading the full-size spherical peel & spherical truss JPEGs you can print them. You can modify them by adding tabs to aid in glueing or tapeing them together. Use a photo image application to fit more of the images on a single printed page. If you are crafty, create a peel pattern to reduce the amount of seams in the model. |
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| By downloading the full-size spherical peel & spherical truss JPEGs you can print them. You can modify them by adding tabs to aid in glueing or tapeing them together. Use a photo image application to fit more of the images on a single printed page. If you are crafty, create a peel pattern to reduce the amount of seams in the model. |