The higher the genus of a Chern-Simmons Lagrange-based singularity is, the more likely that the directly corresponding superstring, or, orbifold of one or more superstrings, is at being pulled out of its initial spatiality of Gaussian-based format. So, if an orbifold moves through a Lagrangian in a kinematic manner over time in such a manner in so that there is a change in eight more derivatives than the dimensionality of its initial euclidean Real Reimmanian arc, then, the said given arbitrary orbifold is more likely to become of a Li Algebra-based pretense -- subsequent to the eluded to metric of Chern-Simmons-based perturbation that would be along what is here then its Njenhuis-based Lagrangian kappa scattering -- than an orbifold that only changes in one more derivative than the number of spatial dimensions that it is traveling through over time, to become of a different universal setting of Gaussian format and/or of a different layer of reality.
I will continue with the suspense later! Sincerely, Samuel David Roach.
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