Going Newtonian

I want to let go to divisible axis, orthogonal, N to infinity. Then I should get three independent gaussian arrivals. Interactions of color operators is a Bayesian system using Poisson to ask when spin is long or short, to determine a fermion move or a boson when operators collide. Then the three axis are orthogonal, and you know the partition ratio.

If you saw N as a specra, then when N was maximally Avogadro, then there should be three peaks a bit lower for the quarks having the aliasing problem. It is the maximally massive thing and will have sharp dual curvature, and kinetic energy about the Avogadro peak. The proton can put a big hole in its sphere, like a snail, and carries most of Avogadro of the sub atomic world. There is a maximum mass. The quarks split the merged path space and look like side lobes on the N spectra.

These combined Hamiltonian and Markov systems will be about partitioning groups of N,  in compressed vs Euclidian.