¶ Sphere: Volume-surface Ratios
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Index Entry
The largest number of similar triangles into which the whole surface of a sphere may be divided is 120. The surface triangles of each of these 120 triangles consist of one angle of 90°, one of 60°, and one of 36°. Each of these 120 surface triangles is the fourth face of a similar tetrahedron whose three other faces are internal to the sphere. Each of these 120 tetra has the same volume as have the A or B Quanta Modules. Where the tetra is 1, the sphere’s volume is 5. Dividing 120 by 5 = 24 quanta modules per tetra. The division of the sphere of volume 5 by its 120 quanta modules discloses another unit system behavior of the number 24 as well as its appearance in the 24 external vector edges of the vector equilibrium.
