The Next Part of the 12th Session of Course 18 -- The Ricci Scalar and the Kaeler Metric

If an orbifold is not moving in a tachyonic-based manner, then, it is moving as is according to Noether Flow.  Any given arbitrary orbifold, or, set of superstrings, that operate in so as to perform a specific function -- that moves in a transversal -based manner, from an initial locus, over the course of one iteration of group-related instanton -- to the directly succeeding locus, over the course of the next respective iteration of group-related instanton -- then, the overall distance that the said respective given arbitrary orbifold will move, as one whole holonomic substrate, will be one Planck Length.  This is in the direction of the directoral wave-tug/wave-pull -- that is directly correlative to the consequential flow of the overall permittivity of the so-stated orbifold, as it is re-delineated over the Hamiltonian operand of the Lagrangian, that the so-stated orbifold is being redistributed through.  If an orbifold is not moving in a tachyonic-based manner, then, such a condition of the said orbifold -- as it is moving in a Noether-based manner -- will potentially bear a radial spin amplitude, that will -- if it indeed does spin in a radial-based manner, through the so-eluded-to tensoric-based Hamiltonian operand, to a scalar degree of amplitude that is by a re-positioned distance of Planck-Radii.  This so-eluded-to re-displacement is through the respective given arbitrary direction of the correlative directoral wave-tug/wave-pull, that is directly affiliated with the permittivity-based Lagrangian -- that is most affiliated with the Hamiltonian-based operand, that would here involve the conditionality of optimum rest.  This would then work to involve the redelineation of the orbifold, as a whole, being redistributed as a holonomic substrate by just one Planck-Radii -- from the initial said respective positioning of the so-stated orbifold at the initial condition of group-related instanton, to the ensuing said respective positioning of the so-stated orbifold at the second condition of group-related instanton.