There are two sizes of bubbles that exchange with null, the small one will curl a bit more in packed a group of Nulls. But they get behind on the next go round, and the large bubbles curl in sooner. When they pack, we get small bubble in one slot sticking out, and they skip a slot, then we get large bubbles sticking out.
The successive slots go in even and odd pairs, because they evenutally get out of phase. Between two potential barriers, the phase, chansin bubblwe in between the slots, will alternate between odd and even pairs. They never pack, but they alternate between even and odd as they bounce between the barriers, each time leaving a group behind. So one can see that they will easily count out the power series of the sinh and cosh functions.
If you apply enough phase imbalance to the slot, they will count out more of the power series, until they get crowded, then they take off, becoming a travelling wave. Really, it all works out, you just gotta think like a vacuum. All those quantum numbers in the electron orbitals are just spectral patterns that just squeeze up against the sample rate of bubble. They will be a series of powers of even and odd hyperbolics, the powers sometime skipping when the interference pattern exceeds light. Its all a sample rate issue, bandwidth management. They work it just like a Huffman encoder, almost exactly like it, as I first expected months ago.
My floundering about was mainly trying to get the channel to close. Flat space does not do it. It works because of Higgs on the upper end and a bit of curve on the lower, and a slight difference in the size of bubble. Now I need to figure out negative particles, I have become a believer. But the key will be a space that curves the other way around.
You always have some 6e18 or so, single bit processors working the problem.
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