Tense Of Spin-Orbital Momentum And Opposite Charge

Let us initially consider two different given arbitrary charged mass-bearing orbifold eigensets, of which are to work to bear two different distinct respective fields -- to where their fields may potentially work to bear a Yukawa-based relationship to one another.  Let us next presume that the mini-stringular segmentation that is here to work to bind such a covariant field between these two so-stated orbifold eigensets, is here to be of a relatively tightly-knit nature.  If the spin-orbital momentum of these two just mentioned individually taken mass-bearing orbifold eigensets, is to work to bear a net tense of a metric-related Chern-Simons Invariance, --  that is here to work to form a covariant net wave-tug between these two said eigensets, that is to bear a directoral-related drive, that is here to initially be directed externally away from one another, then, as an equal and opposite reaction that is here to be happening in the opposite direction, this will often work to result in these two said orbifold eigensets to work to form an opposite clockwise tense of a covariant spin, which will consequently often tend to form a tense of an opposite chirality in charge (positive versus negative, or vice versa) when in relationship to one another, -- of which will consequently tend to work to form a physical attraction between these two said charged mass-bearing orbifold eigensets. Sincerely, Samuel David Roach.