understanding the splitting forces
sphere is set of singular points where every point is global
representor of its own sphere. to split the sphere you will need to
apply four forces on four distances from the center of the sphere. two
of them forces acting on one diameter (two collinear opposite
radiuses) above the equator must make the prospin and the other two
forces opposite with the first ones acting on diameter below the
equator parallel with the first one must make the antispin. now i
understand that to create force acting forward you must consume
backward distance. so how come the splitting forces are vertical when
the spinning planes are horizontal:
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the answer is simple. the spinning forces cause volumumetric
deformations. the equatorial shift neutralizes with the spinning
forces with respect to the radiuses on which they act (so far we have
covered two dimensions of the 3d-volume) and so on the account of the
vertical part of the volumetirc deformations (along the meridian)
arrize the vertical splitting forces. but in this case we have four
forces two of them causing the repulsion in the center and two of them
causing the distancing of the halves away from the center.
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