Since adjacent PLP that are of the same universe are to be orphoganal with a covariant, codifferentiable, and a codeterminable wobble of ~1.104735878*10^(-81)I degrees -- relative to one another -- even when including adjacent PLP that are from different orbifolds, then, the relative configuration and the relative permutations that exist in respective orbifolds that are of the same universe is influenced by the relative placement of the corresponding PLP that exist in the corelative orbifolds that are of the same universe. Again, orbifolds that are of the same universe represent spaces that are Real Reimmanian relative to one another, and, are thus of a Real Gaussian Basis relative to one another. So, if two adjacent orbifolds are angled, orbiting, and spinning in one manner relative to one another, this will influence the shape that the two orbifolds will be bearing relative to one another in a Laplacian-based mapping -- both relative to themselves, as well as relative to one another.
I will continue with the next test solution later!
Sincerely,
Sam Roach.
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