The Last Part of this Session of Course 16

Often, Planck-like phenomena, or, in other words, Fadeev-Popov-Trace eigenstates, kinematically differentiate over time in a radial manner -- in accordance to Noether Flow.  Often, Planck-like phenomena, or, in other words, Fadeev-Popov-Trace eigenstates, kinematically differentiate over time in a transversel manner -- in accordance to Noether Flow.  Yet, often, Planck-like phenomena, or, in other words, Fadeev-Popov-Trace eigenstates, kinematically differentiate over time in both a radial and in a transversal manner -- in accordance to Noether Flow.  And often, the same homotopically-based Planck-like phenomenon that I have just described in general will kinematically alter from moving in just a radial manner, to moving in just a transversal manner, to moving in both a radial and a transversal manner, over the kinematic course of its time-wise differentiation -- in accordance to Noether Flow.  The previous so-stated condition often involves multiple tenses of conformal invariance, that the eluded to Fadeev-Popov-Trace eigenstates that behave as such will undergo.  Likewise, superstrings of discrete energy permittivity may often kinematically differentiate in either both a radial manner, a transversal manner, and/or both a radial and a transversal manner, over time -- in accordance to Noether Flow.  Again, the readjustments that occur -- in order for the so-stated superstrings of discrete energy permittivity to be able to go from kimatically differentiating in just a radial manner, to kinematically differentiating in just a transversal manner, to kinematically differentiating in both a radial manner and in a transversal manner over time -- will then here elude to the condition of a changing pretense of different settings of conformal invariance, that the so-stated eluded to superstring of discrete energy permittivity will be moved into over time.  Yet, when any given arbitrary Fadeev-Popov-Trace eigenstate is to kinematically move in either a radial manner, a transversal manner, and/or both a radial manner and a transversal manner at the same time, the directly corresponding superstring of discrete energy permittivity will tend to move in a respective manner that is isometrically chiral to the eluded to motion of its directly corresponding Fadeev-Popov-Trace eigenstate.  So, when changes in Gaussian-based norm-conditions call for at least a partial kinematic topological sway that works to bear a Noether-based transversal motion, the Poincaire eigenstates that would here be directly corresponding between any given Fadeev-Popov-Trace eigenstate and its correlative superstring of discrete energy permittivity would then bear a certain degree of Yau-Exact isosymmetry -- that would here be chiral to at least one photon of transversal light propagation, in the process of that substringular juggling that is then here involved with the recycling of substringular norm-state conditions.