Abstract

Release Q11 continues the P.6 one-loop ${\kappa }^3$ three-point sector as an honest partial. In the gauge-fixed BV variables the antifield of $h$ enters through $\tilde{K}=K+\bar{c}\cdot F^{\prime }(h)$. Of the nonzero $F$ images, 71 of 194 lie in $N$, and 8 of 33 $G$ images lie in $N$; those images also satisfy the ghost equation. The remaining failures are open. They are not traced to the $\eta$-trace hypothesis alone. The classification $\dim N_g=104=46+24-9+43$ is conditional: the 46 directions are trivial only if this $\sigma$ is the correct linearised Slavnov–Taylor operator on the evanescent sector. No direction is certified physical. The invariant evanescent basis and the p22 ${\kappa }^2$ consistency check stay open. Q10 withdrew the earlier counts of BRST-trivial directions. Those withdrawn counts are not current. The O.1 record is closed only for the one-loop ${\kappa }^2$ two-point sector of the bulk invariant action $S_{\mathrm{inv}}$, and an independent rebuild confirmed that closure in Q02. Q03 records that confirmation as O1_closure_confirmed. The scope assumes zero mass, the gauge fermion held fixed, QdS external legs, and XVI-P's prescription, including the p22 evanescent counterterms. All 23 rows of that bulk identity are cancelled by local counterterms, and the cancellation is fully consistent under ${\sigma }_0$ on the bulk 11 directions. The counterterm domain is enlarged beyond XVI-O's. XVI-O's prescription is not the one used, so the record does not update XVI-O, where O.1 stays NOT_CLOSED. This is the base for P.6, and one secured foothold for a quantum-gravity theory, not proof of one. It does not restore bulk symmetry, it does not discharge Route B or XVI-N, and it says nothing about three-point functions, higher loops, or ultraviolet completeness. The inherited insertion stays frozen. XV-B is not opened. XIV-J is not opened. The OpenAI catalogue and the En05–En07 sheets are not premises. No quantum coefficient of the inherited characteristic graph is admitted. No compilation is asserted.