Static Equilibrium Of Gravitational Pull

Let us initially consider an array or a set of superstrings -- each of such individually taken sets of superstrings of which keep going from an initial tense of conformal invariance, while then each of such so-stated sets of superstrings of which are then perturbated out of their correlative Majorana-Weyl-Invariant-based modes, while then each of such respective sets of superstrings then re-attaining a different tense of a Majorana-Weyl-Invariant-Mode -- at an ensuing locus as to where and how their subsequent proximal tense of Majorana-Weyl-Invariance is to take place, over a sequential series of group-related instantons.  Let us now consider here, a Ward-Caucy-based field that is both external to the initially so-stated set of superstrings and of a greater Hodge-Index of superstringular eigenmembers.  Let us now say that the so-eluded-to reverse fractal of the initially so-eluded-to superstringular field is in more of a steady-state of conformal invariance than the initially stated set of superstrings -- at the Poincaire level of the outer Ward-Neumman bounds of the second field that is being considered here, to where the said respective reverse fractal-based field is then behaving in such a manner to where it displays a tense of a Majorana-Weyl-Invariant-Mode, over time.  Let us now consider the condition -- that the "gluing" together of sub-atomic particles, in so as to form larger discrete parts of the multivarious atoms that work to form the Calabi-Yau manifolds that work to form matter -- is indicative of the centralized knotting of those Rarita Structure eigenstates, in so that the structure that works to form the holonomic substrate of gravity (the Rarita Structure) bears its centralized ties, at the specific loci, where that so-stated gluing together of subatomic particles is to happen -- in order for the key ingredients that work to form matter may be able to come together in order to form the said multivarious Calabi-Yau manifolds that make-up matter.  The just mentioned gluing together of subatomic particles -- in so as to form things such as protons, neutrons, and electrons (such as the condition that gluons work to bind quarks to leptons in protons), is what the strong force is all about.  The Rarita Structure is that substringular fabric, that works as the physically-based liaison between superstrings of discrete energy quanta and gravitational-based particles, so that gravity may be taken into effect.  The centralized knotting of the  Rarita Structure is that multiplicit holonomic substrate -- that acts as the phenomenology of the overtly taken eigenstates of the strong force.  The strong force is much stronger than the gravitational force.  Yet, it is the centralized knotting of the translational fabric of the gravitational force -- that works to form the phenomenology of the specific eigenstates of what the strong force is.  So, the perturbative adjustments of the centralized knotting of the Rarita Structure, would theoretically alter the positional clause of a locally taken consideration of the gravitational force.  Yet, when one is to reverse fractal the Poincaire level as to the consideration of what the gravitational force is, at a more macroscopic level -- if the said more macroscopic level is in a state of static equilibrium -- then, the condition of gravity at the so-stated reverse fractal-based state will be of less of a perturbative state, thereby working to form more of an Invariant-based tense to the local state of gravity, that is at the more macroscopic level that is being mentioned here in this case.