Reimman Scattering And Relative Lack Of Entropy

When one is to have the general premiss -- as to the correlative Ward-Cauchy-based conditions of any directly corresponding substringular situation, to be of such a nature, to where there is here to be a relative lack of entropy -- then, there is to be, in such a case, a hightened probability as to the potential presence of what would here be a higher relatively proximal local density of the sum of the correlative individually taken Reimman scatterings, -- as well as there to here be a lowered probability as to the potential presence of what would here be a lowered relatively proximal local density of the sum of the correlative individually taken Rayleigh scatterings.  The higher the scalar amplitude of the integrative sum of the intensity of the relatively proximal local respective given arbitrary Reimman scatterings -- that are to be present here, the more likely that there it to be -- at the general region of the parametric Ward-Cauchy-based stratum that is here being implied, in which such scattering is to here to be taking place, the relatively lower scalar magnitude that the general Ward-Cauchy-based conditions of entropy will then tend to be, from within the physical confines of the just mentioned Ward-Cauchy-based parametric region.  I will continue with the suspense later!  To Be Continued!
Sincerely, Samuel David Roach.