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RBF Definitions
“. . . . Talking about edges of the three frequency vector equilibrium where there are 92 balls on the surface. Now there would be then a frequency of @ three, but there are four balls to an edge going point-to-point, with three spaces in between them. An edge of four balls could either belong to the adjacent square ot it could belong to the triangle. It can’t belong to them exclusively: it is like our bonding … where we get common edges. When I began to take the sequence of the @ wave pattern I found them running through the indigs of always eight of the zero nine. I found some of them are characterized by not only that one that 's plus one, plus two, plus three, plus four, minus, plus four, plus three— what am I saying? Minus one, minus two, minus three, minus four, plus four, plus three, plus two, plus one.”
