Manuscript XII-F@1 · XII-F.tex · section · 54cb3169

F0: entering status

The question, the endings, and the copied handoff › F0: entering status · lines 433–463

Object	Status entering XII-F
$Φ^{(2)}_{D} = A_{2}^{sc} (γ, 0; ϕ) - C_{3, D}$	Constructed and admitted; insertion included once with coefficient $- 1$
Companion $- A_{1} (K ρ_{ξ}; ϕ)$	Displayed; zero under (CP); propagated above the ramp
Einstein row $\int L_{ξ} β \cdot A γ$	Displayed; zero under the local Einstein condition
Auxiliary row $- 2 \int D L_{ξ} β \cdot b$	Printed; its general free-shell value not decided
Scalar-sourced slot $A_{1} (r_{g} [ϕ]; ϕ)$	Admitted; metric variation zero
$Q_{H} Φ^{(2)}_{D}$	Class of a classical insertion, not a retarded product
Old exclusion, empty jet, inverse coefficient	Retained; not reopened

F0 is Recorded. In particular, the auxiliary row is not assumed to vanish.