¶ Vector Equilibrium: Spheres & Spaces (1)
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Index Entry
Vector Equilibrium: Spheres & Spaces:
"Spheres enclose the packing of the spaces between them. And the spaces turn into only two kinds: there is a concave vector equilibrium and a concave octahedron. Those are the two spaces.
"So I call the sphere a convex vector equilibrium and space a concave vector equilibrium: and an alternate one, which is the octahedron. So it is a precessional side shift. There are three alternates: so suddenly a space, a sphere, becomes a space and the space becomes a sphere. And I have a model where you can see it actually do that. You just press one energy action and the whole thing takes place and propagates an omnidirectional wave. You can literally see it-- drop a stone in the water and you can see an omnidirectional wave occurring… So the curves are generated and are not instantaneous. I have really the only instantaneous way of carrying on, where I don’t have a curve generated by a hexagon: I simply have the hexagon, and its chords are equal to its radii.
“Physics has had only two kinds of acceleration: angular and linear. But it hasn’t been able to coordinate the angular, so she uses only the liner and tries to experiment. So she hasn’t been able to use the angular, so she uses only the linear and”
