Do the quarks match the theory?

Here is how I am working the problem.  First, I am pretty sure the charge numbers got embedded when atoms got made. For now I skip that.

Second, The golden rate quantizes wave modes, fewer wave modes then the Pauli rate quantizes mass. But it generates wave modes in opposite phases.

The colors are mass exchanges (or mass balances) across the wave.  The system is in balance because there is some generational difference in which wave quantization matches mass quantization, to a whole number. At that point, there are three mass transfers possible that match wave quantization. The proper balance creates the colors.

Gell-Mann–Okubo mass formula is the thing in the formula. I think we can get at a closer model for that.

Up down, top bottom, and charm/strange are the Pauli generated masses that most match the golden generated quantization. The mass differences are huge, they are about (3/2)** 10 apart. The largest, top and bottom have this huge spread in mass. My guess is that the Hadron is really a mass balancing act, part packed Nulls and part free nulls.

In short, what I am doing goes to the heart of the matter. We are dealing with two cross coupling sampling rates, and free nulls move at light speed, they are not mass. The condition when quarks are stable is the Shannon result:

The -j(log(j) and the -i(log(i) for the golden and the pauli match, that is maximum entropy.  There will be a set of three j, and some j*.82 of i, all scaled to the generation of masses you are dealing with.

Three colors, and wave quants in plus or minus,  give us about eight or nine quantization matches in which wave modes make mass balances.

Here is the thing.  Free Nulls are not mass, they are empty spheres of vacuum, they sit still but phase vacuum exchanges with them at the Golden rate.  Packed mass gains inertia because the packed nulls are indistinguishable, they have no Pauli path.  Standing and moving wave can handle free Nulls. So, what we see in the rest case, much free Null in the wave modes at these high quantization levels.  They are not weighable.  But when the color matches are completed, you get captured nulls, you get this semi particle.  This all happens because the duality is real. Free Nulls are not mass, not wave really, but wave modes don't mind them a bit.