Here is what I mean about spectral factoring

The wave exponent at the neutron/proton is 7*13, when maximally orthogonal. If we drop a wave number we get 5*3*3*2. But we crowd out the electron.
But the quarks, along separate symmetries add, they do not multiply, unless the mutually symmetric axis can be separated by another charge axis, they can add.

So a neutron can do a [3,2,2] * 13; the 13 is left to make 13 powers and control the gyro. But it is on the knifes edge, and can easily lose too much coupling.

Then you make the electron, the wave number drops and we can get combinations like:
[2,2,1] * 17, making the gyro machine much more accurate, with the 17 matching to the electron. The electron completing the even odd.

The quant numbers are the powers counted out  in the hyperbolic series. The 17 counts out 17 powers, but is odd and the electron must be even to complete the sequence.

Now all modes include the odd/even, even if they are counted out across two slots.  But the packed nulls end in even/odd pairs; making the thing they call charge. The odd and even need to be matched to the small and large dots.

Anyway, there are rules for spectral addition and multiplication.  But the gyro on the middle will always be prime.  The axis of symmetry can be adjusted to make balance, especially with the quark pairs forming an equilateral.

It is really a form of Huffman encoding of quantum numbers. When one has a complete, and balanced sequence, then one can compute the sinh and cosh function of the previous power series, also a cosh and sinh. Then, across the sphere of the proton, plot them.  Then plot the thing, making the large dot just bigger than the grid size, the small dot just smaller.  Then step it through want watch the dots make a perfect sphere in the center.
  

The center wave mode is a prime because I made it a prime to represent the fact that if it breaks up, it multiplies and comes up against the congestion limit, thus returning to the center.  My whole approach has been to come up with ratios that are stable and match physics constants.  Then thinking up methods that the vacuum would use to make my algebra work.