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I have attached a mathematica script for the 3d simulation at the bottom.
Ive built a quantum theory of gravity that unifies the concepts of mass-energy (e=mc^2) and energy-momentum (e=pc) with gravity to represent the diff(m) gauge symmetry group in a quantum framework that transitions to classical at the higgs mechanism - recovering newtonian physics.
The image is a simulation of up quark decay from planck scale to the higgs - representinf diff(m) symmetry breaking (as well as the other relevant symmetries). It was not contrived in photoshop or paint. It is a direct representation of the math/theory.
This relationship, and the relevant gauge symmetries are embedded within the relationships within this image - that is a 3d simulation of an up quark starting at the planck scale at t = 0. Transitioning to its rest-mass (newtonian) form after the higgs mechanism.
At the begining, the up quark is massless and pure kinetic energy. Through T_mu\nu, the kinetic energy sources a quantum harmonic gravitational potential, mediated by gravitons (blue spines), that confines the quarks wavefunction (yellow-green cloud).
At the midway point, the quark is radiating energy, and as it does this it loses kinetic and the gravitational potential. This isnt clearly shown in the image. But what is shown is the begining of electro-weak symmetry breaking - the red vertices lines representing the U(1) gauge symmetry of photons.
The final state - is post-higgs. T_mu\nu acquires a rest-mass term that sources a classical gravitational potential, which is too weak to be visually represented relatively speaking. What is clearly shown is the RBG color charge of SU(3) symmetry.
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