Back-And-Forth Of Fading Of A Tense Of Pressurized Vacuum

When any given arbitrary discrete increment of mini-stringular segmentation, is to be re-distributed by one discrete increment of spatial translation, from one positional delineation to another, -- it is to fade in and out of a tense of substringular pressurized vacuum, at an extremely rapid rate.  Here's what I mean by that.  A bead of mini-stringular segmentation (one discrete increment of "zero-point-energy"), is to be spatially translated via an externally applied wave-tug, through a sub-metric-related scalar distance, that is tantamount to the magnitude of the cross-sectional thickness of a generally normal segment of mini-stringular fabric.  The kinematic action of such an inferred externally applied wave-tug, that is here to act, in so as to re-distribute the said discrete increment of zero-point-energy, -- is to initially work to Temporarily (over an extremely infinitesimal duration) convert the said discrete increment of segmentation, into briefly existing as a tense of a tugged-upon "entity" of pressurized vacuum.  Consequently; as an equal and opposite reaction, that is happening from the opposite general direction -- since this temporary tense of pressurized vacuum is being tugged-upon, by the multifarious external Ward-Cauchy-related activities -- this multiplicit general action, will then almost always tend to work to immediately convert the "tugged-upon" pressurized vacuum, to go back into existing as a bead of mini-stringular segmentation, or, in other words, this will consequently tend to result in such said "tugged-upon" pressurized vacuum, to thereby re-convert back into being a discrete increment of "zero-point-energy." Samuel David Roach.