Part Three of the Seventh Session of Course 16

Phenomena that are of a Kaluza-Klein light-cone-gauge topology work more toward the condition as to the scattering of cohomologies that happen during the general activity of the Calabi Metric.  This is due to the condition that electromagnetic energy tends to be scattered to more of a degree by phenomena of mass than the degree as to the scattering of the same general electromagnetic energy when it strikes phenomena that are not of mass (and, mass is generally considered to be of a Kaluza-Klein topology), and, because photons are temporarily of a Kaluza-Klein light-cone-gauge topology after the first 384 instantons after these eluded to entropic photons strike the just eluded to phenomena of mass.  Again, what an eigenstate of a Calabi Metric is is the duration that is involved with those Gaussian Transformations that would here appertain to the scattering of electromagnetic energy.  Yet, these so-stated eigenstates of Kaluza-Klein light-cone-gauge topology work toward the conditionality that those eigenbases of cohomologies must be of a Gaussian nature -- when relative to one another -- if these so-stated cohomologies are to be of the same universe, due to the condition that mass is more inter-related to gravity than certain other phenomena, and, gravity -- through the Rarita Structure -- bears a major role in the activity of superstrings being able to be viabely Real Reimmanian when relative to one another.   This conditionality works toward the inter-relationship of the multivarious cohomologies that are interconnected to one another in a viable manner, when such integrations of ghost-based world-sheets are put together in such a manner in so that these may interact with each other in both a Real and viable manner.  I will continue with the suspense later!  Sincerely, Sam Roach.