Cites Where Mini-Stringular Segmentation Is Pushed Into And Out Of

The eigenstates of the centralized knotting of the Rarita Structure -- are the holonomic substrate-based entities, that act in so as to be of that phenomenology of the strong force, that works to imbue the Fourier-based general conditions -- that act in so as to help to piece together those multivarious sub-atomic particles together, in so as to work at helping to form the basic particles that work to form the multiplicit mass of atoms.  Such so-stated eigenstates of the centralized knotting of the Rarita Structure, are the main cites to where these act as the multivarious loci to where mini-stringular segmenation is to here be fed both outward and inward -- into where such said mini-stringular segmentation is to then be respectively fed into and out of the directly corresponding ever-changing multiplicit "knotted" holonomic substrate, that acts as the corresponding respective multiplicit nodal-based phenomenology, that is of the recycling of those general indistinguishably different point-fill-based conditions, that are of the directly corresponding commuators that operate in so as to function as first-ordered point particles.  The manner of such a general format of activity -- that is as the manner of a to-and-fro-based ebbing of mini-stringular segmentation, happens in such a manner in so as to work to provide more of a point-fill to the first-ordered point particles, that work to comprise discrete energy quanta, rather than that point-fill that is instead more directly affiliated with the composition of an eigenstate of a norm-state-projection.  What "point-fill" is, is the scalar amplitude of the density of a first-ordered point particle.  A superstring of discrete energy permittivity -- during BRST -- tends to be at a scalar amplitude of one-half that of being at a maximum density -- as to the Ward-Caucy-based modulae (combined fractal and elastic modulae) of the tightness of that mini-stringular segmentation, that works to comprise it.  (As to the respective Laplacian-based substringular condition, that is of the said respective general genus of such  first-ordered point particles.)  Yet, an eigenstate-related first-ordered point particle, that works to comprise a norm-state-projection, instead, tends to bear a scalar amplitude on the order of one-ten-thousandth of that maximum density as to the Ward-Caucy-based modulae (combined fractal and elastic modulae) of the tightness of that mini-stringular segmentation -- that works to comprise it.  (As to the respective Laplacian-based substringular condition, that is of the said respective general genus of such first-ordered point particles.)  The tighter the modulae of one eigenstate of the centralized knotting of the Rarita Structure is, -- the more likely that such a directly affiliated eigenindex of such a respective locus, will then tend to exhibit a strong force-related reaction.  Yet, the weaker the modulae of one eigenstate of the centralized knotting of the Rarita Structure is, -- the more likely that such a directly affiliated eigenindex of such a respective locus, will then tend to exhibit a weak force-related reaction.
I will continue with the suspense later!  To Be Continued! Sincerely, Samuel David Roach.