About The Pheonmenology of Substringular Recycling

Let us say that a first-ordered point particle bears core field density -- in the form of mini-string holonomic substrate -- that is being recycled in an indistinguishably different manner. So, just as mini-string segments are homotopically fed out of the given arbitrary eluded to point particle that I have mentioned here, an equal amount of mini-string holonomic substrate is fed back into the said first-ordered point particle.  Even though the directly corresponding superstring that I have eluded here will, at this point, be only extrapolated as being in the same general condition as before the specific metrical index that I have eluded to had happened, the literal mini-string segmental holonomic substrate that one would have started out with, here, under the said arbitrary instant under consideration, is not the identically same mini-string segmental-based holonomic substrate as what one would have after the group metric in which the substringular recycling that I have mentioned in this post had proceeded any further. Substringular recycling is constant.  Every mini-string segmental-based holonomic substrate is constantly being shuffled and re-shuffled in an indistinguishably different manner, in so that the wear and tear that is imbued upon the eluded to core field density of superstrings will not have as much of a possibility of damaging the directly related superstrings. Also, substringular reycling works to interchange norm-based states with ground-based states -- so that relatively smooth-oriented curvature that is kinematically-based may be re-oriented with jointal-oriented curvature that is kinematically-based.  Not only does such activity work to allow for the possibility of Gaussian transformation, yet, this activity works to form a continual change in the genus of abelian-based interaction that the various operands in the substringular may be able to imbue upon the literal phenomenology of the said indices of the said mini-string segmental-based holonomic substrate eigenstates.  For instance, as an analogy, if one works different muscle groups each day of the week, one is less likely to injure your muscles.  So, on a much fractal-based scale, the interchange of the usage of mini-string segments over time -- in a recycling-based manner -- works to allow for the perpetual existence of the substringular.
I will continue with the suspense later!  Sincerely, Samuel David Roach.