Some Stuff As To The Substringular Nature of Electrons In The Substringular

You may wonder about the vibrations of an electron from within the neighborhood as the said electron exists as a transposition of indical bases of which appertains to eigenstates of both mass and kinetic energy which quantify within the expected range of a double-majorized-plane-sector, which has a probablity that is minimized analogously to the elevation of tensorism as delineated by the covariance of the iteration and the reiteration of the superstrings and the quantific waves which work to form the eigenspace of the neighborhood of the said electron as it may be transiently measured within a range which is homogeneously proximal to its path operand.  Well, then, what is this vibration???  Such a vibration is the applied tensorism of the association of redistributed eigenstates of superstrings which swipe out a semigroup of heterogeneous potential morphology, whose field bears covariance with an inexact and nonlineaer differential association of reassorted factor groups -- which work to integrate the pulse of the said electron after each group convergent series of the directly corresponding magnetic dipole -- as the so-stated dipole delineates a morphological tense of permittivity -- which causes the constancy of the electrons tangency to abide by its directly associated orbital conditions.  So, what is a potential application to this eluded-to tensorism?  I will only give you a hint on my blog.  As the physical point particles (of the first-order) which work to comprise the relevant superstrings are minimized -- in terms of their repulsion factors -- the rate of the integrating factors, caused by the relative angular momentum of the orientation of that parity that is among the neighboring point commutators, increases -- in terms of the magnitude of reassortment transition.  This implied activity works to pull together first-ordered point particles to the given arbitrary regional distribution, which may be most "eigen" within the so-eluded-to tense of spontaneity.  If one were to be able to "pull" such a directoral topological sway -- on account of the added condition of all substringular wave that is unfrayed, being connected by the condition of Cassimer Invariance -- an equal and opposite "push" that would be inacted in the opposite general direction, will then be afforded by the directly corresponding activities that appertain to the presence of homotopy -- which would work to form a semi-permeable flow of wave-based delineation to be exacted, in terms of the wanted tenses of condensed wave oscillation, whose pushing-out of waves from the thence forming superstrings of discrete energy permttivity would work to help control the sub-atomic vibrations of the so-eluded-to given arbitrary electrons that appertain to such an activity.