DeBroglies-Bohm quants don't go to infinity

And its a low band width spectra of the bubbles, just enough for about 1.5 quant of organization out to the bandwdth of space, or about 180 meters in all directions. It is just the curvature of space being maintained by the proton. It is simply the low frequency end of my spectral chart. The baind limit is also the limit we need to keep  the sample rate of light adjusted to within precision. I do not think travelling waves are enough to set the vacuum 1.5 quants.

We have to have this otherwise the universe would disperse. The universe does require the distribution of free protons. They are the 'chain letter'.

In quantum mechanics (and computation), weak measurements are a type of quantum measurement, where the measured system is very weakly coupled to the measuring device. After the measurement the measuring device pointer is shifted by what is called the "weak value", so that a pointer initially pointing at zero before the measurement would point at the weak value after the measurement. The system is not disturbed by the measurement. Although this may seem to contradict some basic aspects of quantum theory, the formalism lies within the boundaries of the theory and does not contradict any fundamental concept, in particular not Heisenberg's uncertainty principle.^[1]

No contradiction when we measure orthogonal quant numbers within the quant boundaries. But you need a large rule with on mark on it, one that does not do multiply. They mostly verified the manufacture of yardsticks. To make yardsticks of N dimension one need N long flat markers that can mark one N long stick, putting the ith mark  in sequence. When done, cut the yardstick into N sections. The idea is to decouple the multiply operation from the manufacture of multipliers.