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There is no space between consecutive thoughts or between the never-ending series of actions. All pack tight, and mould their surfaces against each other, so that in the long run there is a wonderful average uniformity in the forms of both thoughts and actions, just as you find that cylinders crowded all become hexagonal prisms, and spheres pressed together are formed into regular polyhedra.
There is no space between consecutive thoughts, or between the never-ending series of actions. All pack tight, and mould their surfaces against each other, so that in the long run there is a wonderful average uniformity in the forms of both thoughts and actions, just as you find that cylinders crowded all become hexagonal prisms, and spheres pressed together are formed into regular polyhedra.
Among lost works were the Catoptrica, On Sphere-making, and investigations into polyhedra, including thirteen semi-regular solids, the discovery of which is attributed by Pappus to Archimedes. Speaking generally, the geometrical works are directed to the measurement of curvilinear areas and volumes; and Archimedes employs a method which is a development of Eudoxus's method of exhaustion.
There is no space between consecutive thoughts, or between the never-ending series of actions. All pack tight, and mould their surfaces against each other, so that in the long run there is a wonderful average uniformity in the forms of both thoughts and actions, just as you find that cylinders crowded all become hexagonal prisms, and spheres pressed together are formed into regular polyhedra.
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