Exclusions that persist

No ramp on $J_3$; no switch on the Einstein–Hilbert density; the metric Cauchy surface is $\Sigma$.

${G_{\mathrm{gr}}}^{\mathrm{R}}=-\mathcal{P}{{\mathsf{E}}_0}^{\mathrm{R}}$; neither $-2\mathcal{P}{{\mathsf{E}}_0}^{\mathrm{R}}$ nor $-4\mathcal{P}{{\mathsf{E}}_0}^{\mathrm{R}}$; X-F's sum is not used.

VII-C's (E1)–(E4) are not the admission interface; no reflected residue or finite part is subtracted.

No state, no Hadamard selection beyond XI-E's product data, no expectation value, no mixed loop, no sharp limit.

${\mathcal{J}}_g({\varphi }_m)=\varnothing$ stands; no Enter record.