Part One of Session 6 of Course 19 -- The Klein Bottle and Orbifold Differentiation

Superstrings tend to differrentiate -- in a Fourier-based manner -- in manifolds.  This means to say, that the kinematic activity of superstrings of discrete energy permittivity, tends to happen in a manner that works as being the operation of membranes of superstringular phenomenology -- that are formed by the integration of the respective given arbitrary multivarious bundles of discrete energy, that come together, in so as to perform certain respective specific Hamiltonian operations, that act in so as to perform one individual function per each eigenset of such membranous quanta of holonomic substrate, over time.  This alone works to just consider the kinematic interplay of the multiplilcit superstrings of discrete energy, over time -- yet alone the Laplacian-based differentiation, or, the "snapshot"-based differences, that exist among substringular eigenmembers -- over a non-time-oriented framework, in so as to work to consider those multivarious differentiable-based characteristics, that come together in so as to work to indicate the topological-based differences in both the individually taken holonomic substrate and in the individually taken cohomological-based mappable tracing, as such timeless differences may be extrapolated by the prominent relatively high expectation values -- that may be utilized in so as to work to help determine the relative displacements and the relative delineations of those so-stated substringular eigenmembers, that work to comprise the phenomenology of the substringular.  To Be Continued!  Sincerely, Sam Roach.