The Fifth Part Of the Addendum Before Course 17

Could I explain what I just wrote -- in the earlier parts of this addendum -- in terms of a one-dimensional superstring, when in correlation with its directly associated Fock Space, and, the correlative associated space-hole eigenstate sthat is directly viable right before an eigenmetric of the instanton-quaternionci-field-impulse-range?  Yes.  A conformal set of physical points approximate a relatively linear holonomic substrate over the course of the metric that here involves the Bases Of Light that I have mentioned in previous posts.  (This is during part of the duration that happens over the course of the generally unnoticed portion of  Ultimon Flow.)  The waves that are subtended in-between the so-eluded-to superstring and its correlative counterpart work to bear a ground-based eigenbasis that works to form norm-state quantifiers that are positioned in an equidistant manner at the center-state path operand, that is localized in-between yet among the given superstring and its counterpart.  As soon as all of the strings of the directly associated layer of reality (tori-sector-range) that are coded for as indical bases of the transition kernel of the given tori, theses are differentiably caused to bear an equilibrium of wave residue -- the so-eluded-to homotopic residue will here act as a static physical presence over the sub-metric of this scenario -- the norm-state quantifiers will then act here as indices of wave generation (the so-stated quantifiers will work to add wave-pull/wave-tug upon those mini-string segments that act most directly as core-field-density, that is correlative to the activity of pulling superstrings of discrete energy permittivity and Fadeev-Popov-Trace eigenstates of discrete energy impedance into their ensuing delineation-based distributions), in so that the said wave-generation surplus will then go on into its ensuing steps of norm-state recycling (more specifically, the recycling of the holonomic topology of mini-string-based segmental partials, that works to bear multiplicit indistinguishable differences in the process of the multiplicit activity of Cassimer Invariance).   This activity of norm-state recycling in the substringular works in such a manner -- that will here involve an exponentially determined momenta, through the eluded-to multiplicit general modus of path operand that is thence formed -- to where the thence determined correlative homotopic conditions of homotopy are then effected respectively, in a relatively local manner, by the general Dirac operation that is here due to the then lowered flux, of which is conditioned by both the kinematic-based and the static-based differentiability of physical points (of the first-order), that happens when the resultant wave-based delineation of core-field-density that is Gliossi to the correlative superstrings -- at the Poincaire level -- is pulled back into the general locus of the so-stated one-dimensional superstring.  I will continue with the suspense later!  Part Five will be continued soon!  Sincerely, Sam.