Finite groups have to undergo repeatable sequences, they need to be causal, and that imposes Nyquist. So the speed of light is stuck, it has to count groups by 2^N, and compare that to the prime density. Light can make more groups using increased precision, and that means lower vacuum noise. Then you have a trade off, energy used to maintain precision vs efficiency of group density.
The signal to noise ultimately is the space curvature to the finite randomness. Raising space curvature just causes the sample rate of light to drop until the group efficiency returns. But if you raise curvature (reduce the mixing of large and small bubbles), and populate the space with protons, neutrons and anti protons, then light and baryons will coexist, I think.
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