When the directoral-basis of the wave-tug/wave-pull of the Rarita Structure via the Ricci Scalar is reversed in terms of the corresponding holomorphic-based direction of the correponding Hamiltonian operation through a reltively superconformally invariant field that beares a minimal scalar projection in terms of the basis of the Lagrangian that this is happening in, then, the said eigenstate of Rarita Structure is applying its fractal of angular momnetum in the opposite tense of holomorphic directoral permittivity in basically a static-based equilibrium manner, to where, this is said to be an example of antigravity.
When the motion of the Rarita Structure as a kinematic wholeistic entity is reversed in terms of the direction that it is moving -- when the Hamiltonian operation here happens through a relatively more variant basis of Lagrangian when in terms of the corresponding scalar projection of the eluded to general locus, then, one is said to have a condition of reverse-gravity.
This is apart from the concepts of Ante-De-Sitter and De-Sitter gravitational modes.
Simple is best. I will continue with the suspense later! Sincerely, Samuel David Roach.
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