¶ Prime Vector
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Index Entry
Prime Vector:
"Of the eight corners of the cube only four are sphere centers; therefore only cube diagonals can connect spheres.
"The diagonals of the cube which connect sphere centers coincide with the tetra edges of the two tetrahedra that structure the cube. They are two aspects of the same thing.
"The tetra edge connecting the two cube corners that are sphere centers is the prime vector-- just another aspect of the radial line connecting any two tangent sphere centers.
“This is what I am talking about in the Deliberately Nonstraight Line. It is what the ancients were talking about in the Pythagorean Theorem: the square of the hypotenuse equals the sum of the squares of the two legs.”
