Part Two of Session 5 of Course Six of Fock Space and the Light-Cone-Gauge

Initially, I would like to make a mild refinement on what I described in Part one of this session.

              
Unless a superstring is tachyonic, it spacially differentiates per instanton either by one Planck Length and/or by one Planck Radius.  Yet again, a superstring is only traveling at the speed of light in a vacuum if a group of one or more superstrings travels through a discretely directoralized Lagrangian that is thereby not in static equilibrium over the course of a sequential series of instantons.  Ultimon Flow is referring to motion that happens in-between the duration of individual instantons.  Ultimon Flow is indiscernable to life forms in general, since such activity involves relatively unorganized metrics.  Therefore, for every second, there is one Real second comprised of 10^43 instantons and one Imaginary yet not fake second that is comprised of 10^43 circuits of Ultimon Flow.  Mass, since it has a Kaluza-Klein light-cone-gauge topology as well as having singularities between the superstrings that comprise these that are completely Yau-Exact, is energy in static equilibrium.  A discretely directoralized Lagrangian-based progagation that bears a consistancy as a kinematic group of one or more superstringular units cannot exist in a cohesive state of static equilibrium through an untorsioned space operator or else it would need to have all of the mass in the universe, and there is no infinite mass.
Again, mass that is translated through a worm-hole is initially converted from having a Kaluza-Klein light-cone-gauge topology to having a Yang-Mills light-cone-gauge topology just as such a phenomenon that initially acted as a mass is technically not a mass while in a worm-hole.  Upon exiting a given worm-hole, the so-called mass that was translated mainly by the torsioning of space reconverts back to having a Kaluza-Klein light-cone-gauge topology -- which converts the electromotive-based entity that  was in the said worm-hole back into a mass as the described phenomenon exits the associated worm-hole.
Even when a Planck-Related phenomenon merely vibrates the Planck-Radius per cetain arbitrary sets of instantons, it always wobbles back-and-forth during instanton by ~1.104745878*10^(-81) Imaginary degree.  Why specifically this?  Take 32piI degrees.   This is the overall degrees of freedom that exist exclusively to one set of parallel universes.  Divide that number by the number of universes that exist in a set of parallely universes, which is 91*10^81 universes.  You will get the number
~1.104735878*10^(-81) I degrees.  So, a "perfectly standstill" superstring is not perfectly standstill.  Such a superstring will  vary in its posisition so that, when it is detected, it appears as to have a toroidal shape.  Such a toroidal appearance may have two different main reasons. -- 1) One may be noticing the Gliossi-Shirk-Olive field of the static equilibrium region where a superstring has kinematically differentiated over a set of instantons.  Most of such a field that is extrapolated here is the detection of ghost states.  2) One may notice to some extent the direct field inter-relation of a given superstring with its associated field over a relatively tight-knit Laplacian.
A one-dimensional superstring, when detected, will often appear as having a figure-eight shape that has a Minkowski-Based planar sub-volume -- with two annuli-based "orifaces."  One of these annuli is near the relatively norm-to holomorphic position of the described "figure-eight", while one of these annuli is near the relatively norm-to-antiholomorphic position of the described "figure-eight."
A two-dimensional superstring, when detected over a relatively tightly-knit Laplacian often appears as having a doughnut-shaped configuration that has a small oriface in the middle section of the given morphological configuration.  A significantly spacewise and Fourier Translated differentiating superstring will not be detected if it is not in at least some sort of covariantly determined condition of static equilibrium.  Yet, such a superstring may be extrapolated by the demonstrable extrapolation via an understanding of the said superstrings propagated environment.  A string that comprises a loose photon  is significantly spacially differentiating over time, and thus may not be detected until it is quantized with other EM energy.  This is part of why, although a photon is a discrete unit of EM energy, when it quantizes  with other EM energy, in a way, that whole discrete beam of the mentioned quantized light, in effect, acts as a "multiplicitly" unitarily directoralized ray that travels through a discrete Lagrangian as far as light-speed goes, given its medium that it travels in, to where the individual photons and the unitary beam that is comprised of these describe photons behave as fractor-based emulations of each other.  I will continue with the suspense of the next part of this session later!  God Bless You in the name of Yahweh!  Sincerely, Sam.