Part One of Session One of Course 18 About the Ricci Scalar and the Kaeler Metric

Superstringular modulii are bound to the multiplicit eigenstates of the Ricci Scalar.  The multiplilcit eigenstates of the Ricci Scalar are those respective eigenstates, that act as individual indical-based values of the magnitude of gravitational force, that work to pull the respective local topological-based entities of holonomic substrate in an interdependent manner -- that causes a simultaneous (through the vantage point of a central conipoint) wave-tug, that is directly kinematicaly viable down from the directly corresponding superstrings of discrete energy permittivity -- towards the correlative gravitons and gravitinos that work to form the multiplicitly local genus of gravity.  This happens, while the just eluded-to general format of the said gravitons and gravitinos, is, via the same general modulus, provided an environment of Hamiltonian operand -- by which such eluded-to gravitational-based superstrings may be able to afford that respective basis of the multivarious respective characteristics of wave-tug, that may here then work to afford the eluded-to "closure" of that general interaction of such gravitational particles -- that happens likewise upon the earlier mentioned superstrings of discrete energy permittivity.  The general genus of that activity that acts in the direction of the wave-pull of discrete energy permittivity upon any given arbitrary directly corresponding stratum of gravitational-based superstrings, is the generified basis of gravity, whereas, the general coniditionality of the general activity that acts in the direction of the wave-pull of gravitational particles upon superstings of discrete energy permittivity -- which here implies the reversal of the Ricci Scalar -- is the jist of what antigravity is. Both gravity and antigravity will here involve an Ante-de-Sitter/De-sitter mode -- since this is based upon the manner in which gluons pull-in subatomic particles in so as to form the strong force.