Disturbance In Space

The most primal disturbance in space, works to form what I term of -- as a tense of the strongest fractal of a state of pressurized vacuum. A discrete transversal increment of such a tense of a fractal of a pressurized vacuum, works to form what I term of as a tense of the linkage that exists in-between the individually taken holonomic substrate of the third-ordered point particles in time and space.  The discrete radial-based integration of sub-mini-stringular linkages, works to form those of the smallest volume-based point particles -- that I term of as third-ordered point particles.  Third-Ordered point particles are bound by sub-mini-stringular segmentation -- in so as to form a reverse-fractal of the discrete radial-based integration, that acts in so as to help to form such particles, that come together in so as to work to form that general tense of the volume-based particles -- that I term of as second-ordered point particles.  Second-Ordered point particles are both formed by and are linked by, the here so-stated third-ordered point particles that I have here mentioned.  A "chain" of second-ordered point particles, works to form what I term of as mini-stringular segmentation.  Mini-stringular segmentation, works to form what I term of as the core-field-density eigenindices that exist in the substringular.  It is the just mentioned mini-stringular segmentation, that works in so as to help to form -- that phenomenology that may be described of here, as the pseudo-energy that exists -- even in a complete vacuum.  It is the just mentioned mini-stringular segmentation, that acts as the smallest discrete phenomenology that tends to exist, all by itself.  You won't tend to find any unfrayed phenomenology in the substringular, that is loose -- that is smaller than mini-stringular segmentation.  Mini-Stringular segmentation comes together, in what tends to exist in a spherical-based manner -- in so as to work to form what I term of as first-ordered point particles.  A "chain" of second-ordered point particles that is bound at opposite relative ends, when taken individually, by one first-ordered point particle, that is then neither of the holonomic substrate of a Campbell Projection, nor of a Hausendorf Projection, nor of a Campbell-Hausendorf Projection, is what comes together in so as to form what I term of as a zero-norm-state-projection.  A zero-norm-state-projection is then, basically a segment of mini-stringular segmentation -- that is bound at both ends by a first-ordered point particle.   A set of what amounts to basically act in such a manner, that is to work to form a radial-based tense of an integration of first-ordered point particles -- that undergo the Polyakov Action during BRST, come together, in so as to help to work to form a two-dimensional superstring of discrete energy permittivity.  And, a set of what amounts to basically work to act in such a manner, that is to work to form a linear-based integration of first-ordered point particles -- that undergo the Polyakov Action during BRST, come together, in so as to help to work to form a one-dimensional superstring of discrete energy permittivity.  Superstrings work in groups that I term of as orbifold eigensets, and, orbifold eigensets work to form the holonomic substrate of those particles that are in the arena of the subatomic level.
I will continue with the suspense later! To Be Continued!  Sincerely, Samuel David Roach.