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• => TIME CHEST - 3.2.2 The Five Regular Polyhedra

... ete symmetry. Many philosophers wondered why there cannot be more, or fewer, so perfectly symmetrical shapes. They are usually called Platonic Solids, because Plato composed a complete theor ...

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• => ULTIMATE SYMMETRY - IV.3 Complex-Time Geometry and the Five Regular Polyhedra

... ete symmetry. Many philosophers wondered why there cannot be more, or fewer, so perfectly symmetrical shapes. They are usually called Platonic Solids, because Plato composed a complete theor ...

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• => ULTIMATE SYMMETRY - I.2.1 Fractals and Divergent Series

... abstract thought. When we draw any shape, including the circle, as the simplest and most symmetrical shape, we are making a number of movements in various directions, and even when we try t ...

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• => Ultimate Symmetry

... ete symmetry. Many philosophers wondered why there cannot be more, or fewer, so perfectly symmetrical shapes. They are usually called Platonic Solids, because Plato composed a complete theor ...

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• => DUALITY OF TIME - 7.3.1  The Problem of Infinity

... abstract thought. When we draw any shape, including the circle, as the simplest and most symmetrical shape, we are making a number of movements in various directions, and even when we try t ...

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