¶ Axis of Spin
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Axis of Spin:
"This brings us to an identification. I have two kinds of twoness here. There was the polar twoness, the two in every layer. . .
“There is another kind of twoness-- because remember in this formula we have in the first layer, 12 balls, then 42 balls, then 92 around one ball. And I said the center, the top ball there, was just one ball all by itself. Let us take our formula for how many balls there are in a layer. Quite clearly, the first ball has no layers-- no outside layer, does it? So the frequency is zero. You can’t have frequency without two to give it some integral. So our single ball, as nucleus per se, doesn’t have any layers around it, so it is zero. So frequency is zero. Frequency to the second power is zero times ten, which is zero, and plus two is two. So the center ball always has a value of two. Because the exterior is convex and the interior is concave, and because convex and concave are not the same-- because one is an energy diffuser and one is an energy concentrator-- this means then that every ball has two kinds of qualities of two. It has an additive twoness of the balls plus an insideness-and-outsideness twoness.”
