Physical realizations at every sufficiently fine scale

Apply Theorem thm:schedule directly to the fixed continuum Bell dilation graph. This gives physical realizations at every sufficiently large $n$. Let $K_{\mathrm{B}}$ be its compact declared support and $K_{\mathrm{B},n}$ the target declared support. Actual acquisition events are denoted ${B_{L,n}}^{\mathrm{acq}},{B_{R,n}}^{\mathrm{acq}}$.

The encodings and decodings of Theorem thm:identity give

for every sufficiently large $n$.