Along The Poincaire of Certain Topology

As one maps-out the topology of any given arbitrary superstring, in so as to extrapolate the existence of mini-string segmental cusps that work to allow for discrete energy permittivity -- so that the directly associated superstring may be able to act as a discrete unit of energy permittivity, the said critical cusps that I have just eluded to -- at the Poincaire level of the directly associated neighboring of holonomic substrate -- are mini-string segments, or, substringular field densities in this case, that are relatively tightly bound and subtended upon the general locus of the mutliplicit topological surfaces of both one and two-dimensional superstrings.  So, superstrings have partitions, or, discrepancies, that are due to the curvature of space-time-fabric.  Yet, there are, present along the relatively near locus of all superstrings that are unfrayed, certain densities of mini-string segmental holonomic substrate that work to form the basis of permittivity, so that the directly associated superstrings that this happens to may be able to remain as discrete units of energy permittivity.  These said critical cusps jut-out from the Poincaire level of the topology of the said superstrings in order to be able to be mapped relatively outward from such a general condition of being extended from the topology of the said strings in such a manner, and via such a Lagrangian-based format, over time, in order that the directly corresponding superstrings may be able to travel in the direction that these are being propagated in over the eluded to time.  As a superstring loses most of such a previously mentioned critical cusp format, the directly associated superstrings are then about to change in terms of their general holomorphic directoral-basis that these were just moving in.  Just as superstrings are undergoing such changes in their corresponding holomorphism and momentum directoralization, this works to trigger the Wick Action to be formed in order to allow for the ensuing Gaussian Transformation.  I will continue with the suspense later!  Sincerely, Samuel David Roach.