I can't be sure until I understand the packing issue where the vacuum agglomerates Nulls into packed sets making matter. But a free null in space is just another phase value, and travels at light speed, or the Pauli rate. But, unlike EM wave, it has no right angle, thourh in an aligned phase environment it will follow minimum path. EM waves, by virtue of the density carry a Pauli path along with them. And free space is slightly curved anyway.
Shannon packs such that increasing masses are farther apart, in packing order. So there is plenty of spectrum for free Nulls to float about.
That leaves the possibility that quantization levels may include Nulls, but I cannot answer until I know how efficient and stable the vacuum packing system work. Also of interest, is how many free Nulls float around in general.
The second question. If waves carry nulls, and the universe is Shannon packed, then we have the spectral separation issue. Gravity has long wavelength and small quantization levels. So, a proton/electron wave, which must exist, hits a region of gravity where its entire wave fits into one quantization of phase. The quantization spread exceed the Pauli rate, then the wave is rebalanced. It becomes matter if, and I am not sure, waves carry unpacked Nulls, or if the wave hits a region of nulls where the gravitrons live. Otherwise, it breaks into lower frequency components, likely coupling with the negative phase of the gravity field.
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