In the post on tallying up the quant chain I mentioned some problems with the magnetic. There is no apriori reason to think the magnetic lines of phase around the Sun are the same order as those around the atom. We call them the same only because of bias in the way they were discovered, but the free electrons in the Sun and spinning atoms in the planets might both be entirely different orders than the magnetic dipole of the proton. Only group theory can sort that out.
We need to compute all the 'general relativity' smoothers along the quant chain, including free protons in space. But it is not too difficult in a sampled data system. Here is the algorithm:
1) Take your best guess at the lifetime of the proton, then take the ratio of Big Bang time to Universe span, divide that out to get cycle time. Then you get the phase gradient caused by free protons in space. Free protons going up and out are signal, vacuum going back down is noise. The proton density, going as r cubed, will phase lock to the reverse flow.
2) For the entire quant chain, from the fringes to the Higgs, do the following
a) Find the Shannon matches for order, say four. That is signal energy.
b) Compute the noise between Shannon barriers as kinetic energy.
c) Add in the proton phase gradient, and see if the SNR is smooth thru the path. Then repeat with adding in the next Shannon match, look again.
At some point the SNR, Shannon matches, proton lifetime, standard model, and universe cycle period will all match pretty well. Then you get a Swedish banana.
The accuracy of the vacuum, including the vacuum that makes up our mathematicians and physicists is quite amazing. I doubt we all got this accurate and are still looking at after shocks. This is not the first time through.
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