Some Thoughts, As To Innate Inertial Tendencies

 Any given arbitrary mass-bearing cohesive set of discrete energy quanta, (a "team" of mass-bearing discrete energy quanta), that is here to bear an initial hermitian Lagrangian-Based spatial translational propagation, over time, that is Not to bear any immediately externalized perturbative scattering -- which would otherwise tend to be due, to any spurious interactive Yukawa-Based Coupling Operators, -- then it pays to reason, that this will often tend to work to allow, for the general innate inertial-related tendency of motion, by which this is here to be exemplified, by a smooth hermitian-based Lagrangian spatial translational propagation, that is of such a stated set of energy quanta, (which is here to be taken, via the inferred corroborative Fourier Transformation, as is here to be considered, over a directly corresponding sequential series of group-related instantons), this situation of which is to consequently work to form a general Ward-Cauchy-Related condition, by which such an earlier mentioned mass-bearing cohesive set of discrete energy quanta, is thereby often, to tend to consequently result, in such a particular type of a case scenario -- to where, one is to have an innate angular momentum-related "drive," in that general respective transversal direction, of which is to help to work to bear an optimum balance, between both working to be propagated into the Noether-Related holomorphic direction, AND, to also simultaneously, via a central coni-point, to be tugged into the general direction of least resistance/time. TO BE CONTINUED! (INPUT?!) Sincerely, SAMUEL ROACH.