An Idea About Force

Here is an idea that may tend to describe a force at the most viable micro level:
The kinematic effect of the directoralized motion of the integration of the vibrational indices of the respective individual Chi-based structures of Fadeev-Popov-Traces, to where, the resulting sequential series of the discrete energy impedance indices that the motion of the said Fadeev-Popov-Traces form, integrate to allow for a field trajectory of discrete energy permittivity so that energy may be able to oscillate enough to remain as energy -- period.
Every phenomenon that exists as an entity that is directly observable -- whether in motion or in a standstill -- is comprised of superstrings that are kinematic in a manner that is anywhere from in a state of superconformal invariance, in a state of merely conformal invariance, in a state of being semi-spuriously displaced, in a state of an alterior-based delineatory perturbation, in a state of electromotive pulse, and/or, in a state of tachyonic flow over the course of a sequential series of instantons.
All of the prior mentioned conditions invove angular momentum -- since all physical phenomenea is energy.  Mass is energy in static equilibrium.  So, all tangency of pressure and/or pulse involves an effect of interactive angular momentum -- whether such an action of relatively macro-wave-tug is globally mobile or stationary.  So, all pressure and/or pulse involves a directoralized interaction that may be either multiplicitly codifferentiated, multilateral, entropically delineated, or, in some cases, unitarily delineated upon the motion of a reverse-fractal-based Gliossi tangency that allows the pulse of the tug of one relatively macro-based phenomenon upon another.  
Sincerely, Samuel David Roach.