Compensation — Due To Relations, Involving “Regional-Swipe-Inhabitation”

 That physical condition, by which sub-cohomology-related eigenstates, are to tend to work to bear a greater scalar magnitude of a covariant “regional-swipe-inhabitation,” as the spatial dimensionality of the directly corresponding proximal local mass-bearing super string of discrete energy permittivity is to increase in its value, — works, to compensate for the general physical condition — to where, when two of such different inferred Noether-related mass-bearing super strings , that are here to otherwise be of the same basic nature, are to work Alter by a different number of spatial dimensions, — the scalar magnitude of their directly corresponding “regional-swipe-inhabitation,” will consequently tend to result in basically being of the same  scalar magnitude. So; when the Beti number is to increase/decrease (for a super string of discrete energy permittivity, that is to otherwise, besides altering in its number of spatial dimensions, to be of the same general nature), in order for the “regional-swipe-inhabitation” of the correlative super string to be maintained in its scalar magnitude, — the directly corresponding individually taken proximal local eigenstates of sub-cohomology, are to respectively increase/decrease, in their correlative scalar magnitude. I will continue with the suspense later! To Be Continued! Sincerely, SAM ROACH.