Course 5, Session 13, Part Two

Well hello again world, this is Samuel Roach here to speak to you today more about the session that I began discussing over the internet yesterday!
        
Differential geometries recycle in order to allow for the kinematic redistributions of mini-string, whose redelineation allows for the continued Fourier activity of topology via a covariant yet interconnected homotopy (with the exception of what goes into black-holes).  The eigenstates of the operation of the recycling of substringular phenomena gives off indices or constituent-force-sector codifferential loci that eventually become used elsewhere.  These eigenstates bear a Gliossi touch to other phenomena in a manner that may be mathematically based on the angle of 4pi(I) degrees based on the perspective of the globally distinguishable.  The association and relationship of globally distinguishable phenomena with other parallel universe phenomena within a given setting has a differential geometry that involves Imaginary three-dimensional tangency.  This tangency is coupled with the resonant vibration of the associated Bases of Light from within their given tori-sector-ranges.  This relationship, when reverse fractored,  maximizes the ability of color perception of living beings of whom observe phenomena.  If it wasn't for Imaginary tangency, the reverse fractored stipulated condition of color would not be possible.  Waves not only form as energy to form light, yet these waves interact at C(a constant)*Ipi degrees in many ways so as to form our ability to perceive of color.  Real tangency as a basis of borne tangency at the substringular level when reverse fractored could never allow the formation of color.  It takes a Njenhuis interaction via the sundry sequential Fourier Series  of integrated covariant and codifferential phenomena to allow for the reverse fractored condition of color.  The higher the coefficient that is to be multiplied by Ipi to determine a tensoric substringular borne tangency via countless superstings integrated as a unit of phenomena, the more likely that the "color" that would appear in the globally distinguishable would not be perceived, since the described observation of the "color" would then tend to be Ward Polorized to cause the perceived phenomenon to appear to the given viewer as dark matter.  This substringular "sensory perception" is an arbitrary example of a Yakawa Coupling.  This Coupling is an electrodynamic perception that involves electrostatics involving borne tangencies interacting with Njenhuis conditions of unborne tangencies within a proscribed operational field that involves an associated Ward Caucy boundedness.  I will continue with the suspense later.  Sincerely, Sam.