Tightly Braided Cohomology -- Less Inhibited By Covariant Immediately Surrounding Impdedence

 With a transversally moving mass-bearing cohesive set of discrete energy quanta, that is spinning, of which is here to be working to bear an increasing tense of a recursively smooth Ricci Flow -- the more tightly braided that its resultant cohomology-related net set of cohesive eigenstates is to be, the less inhibited that such a stated mass-bearing cohesive set of discrete energy quanta, will therefore tend to be, from its covariant immediately surrounding Ward-Cauchy-related impedance, -- as this is here to be taken at an internal reference-frame, in respects to each reiterative positioning, of the covariant "frets" of the successive delineation-related distributions, as taken over the piecewise continuous flow, of the respective given arbitrary Lagrangian-Based motion, of the inferred set of mass-based phenomena. SAM ROACH.