Non-claims

No quantum coefficient is constructed or admitted. In particular,

The inherited tree coefficient is not substituted for this unconstructed quantum coefficient.

No Ward identity, interacting differential, master-equation defect, anomaly, state, instrument, numerical loop amplitude, or sharp-width limit is formed. An unresolved distributional coefficient is not an anomaly. A source patch does not define a quantum operation merely by giving its expected species and normalization.

No identification of the four $P$ symbols discussed in the XV-F record is made. The source's $\mathcal{P}$ in the response display remains that source symbol. No identification of the kernel $R$, the functional retarded map $R_1$, the coefficient ${R_1}^{(1)}$, and the separately named $\mathcal{R}$ is made. The source-internal statement that $R$ is the kernel of ${E_0}^{\mathrm{R}}$ is retained because it is explicitly supplied; it is not a same-letter transfer between excluded manuscripts.

No common product phase is introduced. The existing internal Fourier amplitudes represent defined tensor factors. Their pole is not a new prescription for a graph product. Their frequency degree is not a transverse degree of the characteristic quantum target.

No claim that the correction class is exhaustive is made. No finite-dimensionality conclusion follows from the normal contact bound six. Even a finite list of normal multiindices can carry infinitely many tangential coefficient choices. The graph differential order and spectator singularities are separate data.

No characteristic-supported ambiguity is added to ${\mathfrak{C}}_{\mathrm{part}}$. No new cutoff or restoring limit is used to repair a missing product. The refusal of the complement equation is not bypassed by changing the carrier or omitting a retained branch.

Canonical agreement on $O$ gives the restricted kernel inclusion (eq:restricteddescent). It is not global descent through (eq:descent). One null presentation is not coverage of all reconstruction identities, and one supported-sector reference is not the complete six-entry map.