We need to go back to 1/r² and the three dimensional physics of the Inverse Square Law

We need to go back to 1/r² and the three dimensional physics of the Inverse Square Law and the spherical 4πr² geometry of Huygens’ Principle of 1670 that says: “Every point on a light wave front has the potential for a new spherical 4πr² light wave". Each point on the wave front can represent a new moment in time represented by a potential photon ∆E=hf electron interaction or coupling.

Photon energy is continuously transforming potential energy PE of what might happen into the kinetic Eₖ=½mv² energy of what is actually happening. We have a probabilistic uncertain future coming into existence quantum by quantum, moment by moment with a photon electron interactions between each cause and effect, between each action and reaction, forming greater degrees of freedom for statistical entropy. Within this process the Planck constant ħ=h/2π is a constant of action linked to 2π representing that, when spherical surfaces interact they do so as circles and as a two dimensional process. We find 2π in Heisenberg's Uncertainty Principle, between energy and time ∆E ∆t ≥ h/2π. As part of a geometrical process this can represent, not just circular geometry, but also the potential for line symmetry. There is the potential for an infinite number of line symmetries within a circle, that in this theory represent emergent time lines for future possibility and opportunities. If we reformulate this geometrical process based on Heisenberg's Uncertainty Principle ∆×∆p×≥h/4π between position and momentum we find 4π representing the spherical geometry.