The "Raffey" Coupling

 I happen to call one discrete increment of interaction, between the i*PI(del) Action with zero-point energy, the "Raffey" Coupling. I consider the particular "whereabouts" of such a coupling, to be on the order of being, about 2.15547*10^(-226) Coulomb*Seconds Squared*Joules. This works to mean, that in the general process, in which homotopic residue is to be conserved, that whenever harmonically recalibrated Chern-Simons Invariant metric-gauge eigenstates are being generated, the discrete interaction of such generative harmonic eigenstates with zero-point energy, at the most reductional level, has a scalar magnitude, of somewhere around, 2.15547*10^(-226) Coulomb*Seconds Squared*Joules.SAM ROACH.

Thought waves that are proximal local to a field of anti gravitational force, tend to bear a greater affinity, for being propagated in a tachyon-related manner, than if these were, instead, to be proximal local to a field of heuristic gravitational force.  

What I term of as, “The Raffey Couping,” is crucial, because it often works to help facilitate, both the initiation of the conservation of homotopic residue, the initiation of the formation of charge, as well as the initiation of the formation of entropy. This may often work to help facilitate, the capability of the spontaneous incursion, of adhesion and cohesion, so that there may consequently be an enhanced capability of the probability of the existence of physical attraction and repulsion, so that masses may associate, so that physical reality may persist at existing at all. Sincerely, Thank You For Reading!!!Samuel Roach. 

When thought waves work to bear a tense of the Kahler-Metric, their consequential eminent physical spatial transference, will often tend to work to bear hermitian characteristics.  

Additionally: The strong incursion of anti gravity, upon the topological manifold, of a kinematically transferred Kahler Manifold, may often tend to facilitate, the spontaneously resultant proximal local presence, of an eminently corroborative De Rham cohomology. Whereas; The strong incursion of heuristic gravity, upon the topological manifold, of a kinematically transferred Kahler Manifold, may often tend to facilitate, the spontaneously resultant proximal local presence, of an eminently corroborative Dolbeault cohomology. 

The higher the order of helictity that a neutrino-related frequency tends to express, the higher the order of Slater-Based Expansion that it may often tend to work to exhibit.  

A given arbitrary Calabi-Yau Hamiltonian Operator, that works to express a Khovanov geometry, may often tend to work to bear the exhibition, of the spontaneous proximal local homology-related presence, of what may be akin, to being eminently related, to the spontaneous physical expression, of a Floer homology.  

The physical attribute of Electromotive Resistance, often tends to work to be facilitated, into its ensuing proximal local existence, by the respective spontaneous coupling, of the eminently related electromotive frequency, upon itself.  

Let’s consider two different kinematically translated, covariant differentiable, De Rham Calabi-Yau Manifolds, that are both being kinetically transferred through space, over a proscribed duration of time. Let’s say, that both of these implicit Kahler Hamiltonian Operators, are each to bear an otherwise analogous tense of a hermitian flow, except for the grounds of the physical stipulation, that one of these “teams” of mass-bearing energy, is to bear more spatial dimensions, than the other implicit “team” of mass-bearing energy.  That Kahler Hamiltonian Operator of the two, which works to eminently involve more spatial dimensions, than the other of these stated De Rham Calabi-Yau Manifolds, will often tend to bear a stronger metric-gauge, than the other of the two, kinetically transferred, implicit Kahler topological manifolds.  

The stronger that the Slater-Based Incursion, upon an aeronautical craft in a worm-hole, will tend to be, the further that such a worm-hole, may often tend to be able to transfer, the net spatial eigenstate, of such an implicit aeronautical craft.  

The accelerative enhancement, due to the spontaneous incursion of a Slater-Based delineative force, tends to be more effectual, when taken under the guise of an anti gravitational field, than when this is otherwise taken, instead, under the guise of a heuristic gravitational field. 

A Kahler Hamiltonian Operator, that works to bear an eminent tense of resolute kinetic motion, will often tend to bear an isotropic tense, of kinematic pulsation. Furthermore; A Kahler Hamiltonian Operator, that works to bear an eminent tense of succinct kinetic motion, will often tend to bear an isotropic tense, of transversal spatial transference.