Inherited relational prescription

X-A supplies the coordinate prescription

with the fixed data ${{\mathsf{X}}_{\mathsf{q}}}^{\mu }{|}_{\Sigma }=x^{\mu }{|}_{\Sigma }$ and ${\partial }_t{{\mathsf{X}}_{\mathsf{q}}}^{\mu }{|}_{\Sigma }={{\delta }^{\mu }}_0$. The observable is the fixed label-space smearing of $\varphi \circ {{\mathsf{X}}_{\mathsf{q}}}^{-1}$.

Its plateau covariance and X-A's Route II are premises XA. They are not reproved here. The ramp does not enter the gravitational action.

X-B, X-C, and X-D are not inputs. VI and VII-A are comparison manuscripts with different signature and metric prescriptions. VII-C, X-Enter, and the cone papers supply no premise. No quantum cancellation from another relational prescription is imported Frob.