Another Interim In-Between Sessions 7 and 8 of Course 19 -- The Klein Bottle and Orbifold Differentiation

When one is to consider any given arbitrary set of fermionic superstrings of discrete energy permittivity -- that would here come together in so as to work to comprise a fermionic orbifold eigenset -- the existence of such open strand associated superstrings of the said nature, would, as the respective orbifold eigenset that these work to comprise, work to bear the nature of having a fractional spin.  Over the course of when such a so-stated open-strand-based superstring is to undergo the Kahler-Metric, this would then tend to imply that the directoral-associated topological sway of those Hodge-based indices that would here work to comprise the integration of the summed fractal-based partials -- that are of the quantum discrete energy angular momentum-based permittivity, that would be directly associated with the Hamiltonian-based operation of the so-eluded-to one-dimensional superstring of discrete energy permittivity -- would tend to bear a relatively annharmonic pulse-like flow, during the individually taken iterations of BRST in which such a respective given arbitrary superstring is metrically propagated through, over a sequential series of instantons -- to where the so-stated flow of the so-eluded-to Hodge-based indices of the fractals of discrete energy permittivity, that would here come together in so as to work to form a discrete quantum of energy permittivity, would tend to bear more of a tendency to acquaint with an orbifold eigenset, of which will here involve more of a perturbative distribution of the individual superstrings that work to make it up -- in the process of their delineation towards their contingent Klein Bottle eigenstate -- to where such a tendency would then work to imply the need for the relatively local existence of potentially additional Klein Bottle eigenstates, in so as to be able to fascilitate the activity of the here needed Kahler-Metric to occur at the inferred proximal related general region at hand in such a case.  To Be Continued!  Sincerely, Sam Roach.