¶ Vector: Threeness of the Vector (1)
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RBF Definitions
"There is a constant relative abundance for every vertex in the Universe. There will always be two faces and there will always be three edges. Which is to say then, that for every event in the Universe the number of lines (which are the vectors, the energy actions) will always be three-- or multiples of three.
“Now this is consistent with what we used to have in engineering where we learned that ‘every action has a reaction.’ But since the discovery of the speed of light . . . we realize that every action has a reaction and a resultant. The resultant and the reaction are not the same. This, then, gives you something very interesting. Every energy action, every energy event is three-part: action and reaction and resultant. They are the vectors. Now we find that the reaction and the resultant are never a 180° continuance of the vectors. There is always something that transpires that makes it precess. So an energy action is some kind of a ‘Z’-- an open ‘Z’ if you think of a ‘Z’ as three connecting lines. Now the ends of the same three could come around and make it look like a triangle. So it might be a ‘Z’ or a triangle. There are always three parts, but never at 180° so it’s not a straight line”
¶ Citations
- RBF to Verner Smythe, NYC, Reel 2, p.6, 11 Mar’69
