Nulls are at minimum phase already, they can pack together. They will be underpacked and extra null interspaced with phase to stabilize wave. For phase, in any unbalanced situation, all the phase elements will swap with a Null. The two phases being unequal, N not equal to M, N+M nulls are moved, and one or two nulls will sit between them in a straight line for instance. Hence the Fibonacci quantization. That also explains the half integer spin, the remainder when Nulls haven't quit gotten the full power of two. Phase, still fractionally unbalanced will swap the null in place, giving the motion we call angular motion. It likely is simply being swapped constantly by phase. The quantization of nulls obeys the 3/2 quantization rule regardless of the original density. Hence the proton is stable because the quarks and gluons complete the rule when bound.
Charge is another of those things that come in 3/2 often. The is phase embedded in a packed Null set, though I do not completely understand it. So, I am pretty sure I have this almost right.
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