Potential Mapping As To Stringular Allocations

 Superstrings are always being redelineated to a different Laplacian-based mapping as to where these are distributed per iteration of group instanton. So, a superstring is always going to be delineated to at least a slightly different quantum of Planck scalar variance in-between two successive iterations of instanton. The ghost anomalies that map the trajectory as to where substringular phenomena have been are constantly being formed and broken down in one manner or another over any given arbitrary Fourier Transformation that works to describe the translation of discrete energy over any corresponding time period. Yet, if one is to be able to know the basis of the course in which certain substringular phenomena are to kinematically differentiate over time -- in terms of their redelineatons and redistributions -- then, one is here able to have the potential capacity of determining the trajectoral course of the motion of one or more substringular phenomena. This way, one is able to map-out a potential tracing as to where superstrings will be at over the course of the given arbitrary substringular Fourier-based translation. I will continue with the suspense later! Sincerely, Sam Roach