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Cupole geodetiche

Cupole geodetiche

The periodic table of Platonic and Archimedean solids and tessellations supplemented by the sequence of one of the infinite numbers of two-dimensional hyperbolic tessellations. In order to emerge, the regular solids are given in their projected-onto-sphere form.

Clusters Produced by Placing Rhombic Triacontahedra at the Vertices of Polyhedra « The Mathematica Journal

Johannes Kepler's Polyhedra. Kepler shows how a dodecahedron can be constructed by adding "roofs" to the six sides of a cube (the construction which Euclid uses).  Below, right, is how Kepler constructs a rhombic dodecahedron analogously.  These figures are from his book Epitome of Copernican Astronomy.

Johannes Kepler's Polyhedra. Kepler shows how a dodecahedron can be constructed by adding "roofs" to the six sides of a cube (the construction which Euclid uses). Below, right, is how Kepler constructs a rhombic dodecahedron analogously. These figures are from his book Epitome of Copernican Astronomy.

molded ovals, mid-X, how to see a curve in a circle....."hairy ball theorem of algebraic topology states

molded ovals, mid-X, how to see a curve in a circle."hairy ball theorem of algebraic topology states

Gem Stone Cutting

Diamond Gemstones How would you describe this? Diamond Gemstones Vintage Print of Antique Diamond CutsVintage Print of Antique Diamond Cuts Refer:

polyhedrons

polyhedrons

Coelum (c) - Perspectiva Corporum Regularium - Wenzel Jamnitzer 1568

Perspectiva Corporum Regularium (Perspective of the Regular Solids): Heaven -- Dodecahedron

Perspectiva Corporum Regularium - Wenzel Jamnitzer 1568

Wenzel Jamnitzer - 1571 Wenzel Jamnitzer ( a veces Jamitzer, o Gemniczer Wenzel ) – 19 de diciembre de 1585 ) .

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