A Little As to When The Kahler-Metric Is Gliosis To Strings

When any given arbitrary superstring of discrete energy permittivity, is to be pushed into an eigenstate of the holonomic substrate of the Klein Bottle -- during the course of any respective given arbitrary individually taken iteration of instanton, in which the said respective superstring of such a case is to be brought into a Gliosis-based interaction with such a so-eluded-to eigenstate of holonomic substrate, -- the holomorphic direction of the said superstring is to be aligned with the general direction of the length of the so-eluded-to holonomic substrate of the said Klein Bottle eigenstate.  Furthermore -- the general holomorphic direction of an entire discrete quantum of energy, that is to be pushed into a Gliosis-based interaction with the holonomic substrate of such a Klein Bottle eigenstate, this happens to where this is to be aligned with the general direction of the length of the so-stated eigenstate of the Klein Bottle, -- over the course of each individually taken iteration of instanton, by which such a direct Yukawa-based wave-tug of the Kahler-Metric is to occur upon the topological substrate of such a discrete bundle of energy -- so that those fractals of discrete energy quanta may be re-attained, -- so that discrete energy may both persist and continue as discrete energy.  I will next elaborate as to how this works to involve the wave-tug of an orbifold eigenset, that is to undergo the Gliosis-based interaction of the Kahler-Metric with a set of discrete energy quanta that work to perform one specific function, in so as to work to re-attain their existing condition of being a packet of a discrete quanta of energy over time.
I will continue with the suspense later!  To Be Continued!  Sincerely, Samuel David Roach.