A pause in 4D

If we consider more compression than the 3D vacuum then we would expect a momentary excursion into a fourth line of symmetry.  That slows light just enough to let the  quarks quantize. They will adopt quanta of dual spine, they are exiting a momentary toroid with dual curvature.

This must be the general rule, the coffee cup slosh effect. The reason we have these symmetric atoms like helium and nitrogen.

On the Markov tree, way up around Markov 3 Typle 108, they need to spit symmetry. The slosh effect places the new stable set along six lower Markov 3-Tuples.  This is a optimal Markov 3 Tuple to match the 4 tuple nearest N. The 4th is mostly about 3/4, the duplicates. Hence the split into a three set iLog(i) sequences.  But the effect is to leave a very large magnetic shell, a toroid.

The negative Markov? The Markov nodes have negatives. Any given quark is a combination of the three. They have been sufficiently spread out on the 3 Tuples that they minimally interfere. They each exert contribute a relatively prime dual angle effect on the magnetic field. If they collide occasionally, as they do, they rego the momentary slosh math. That is the key to hooking up with neutrons.

Interesting prime problem. If I had a M +1 tuple divided up into M nodes on the lower tree, then my optimum separation should be M nodes in the lower system. But this includes their negatives.  What I am doing is saying there is the optimum 3D Avogadro, and the error bad is symmetric, so I ran toll that tree around, adding one branch per node. Then I can reduce back by finding the M  nodes that best match. That ant an their negatives.