More, As To An Idea, Of What A Cohomology-Related Eigenstate Is

 To my current perception, in a way; A cohomology-related eigenstate, in effect, is an individually taken integrable covariant increment, of which tends to be distributed in its reductional tense of delineation, at a given arbitrary respective locus, that is proximal local to the general region, which is immediately external to the actual topological stratum of the core-field-density, of a respective inferred entity of superstring-like phenomenology of topological manifold, to where such an eigenstate, is here to act as a metaphorical "entity of peripheral pressure locus," of which is here to act as a given arbitrary superstring-related locus of convergence, that is "privy" to one of MANY "destination-points," that are here to work to come together in a quantized manner, in so as to work to help form the core-field-density, of a respective given arbitrary superstring-related phenomenology. I WILL CONTINUE WITH THE SUSPENSE LATER! SINCERELY, SAM ROACH.