Manuscript XIX-D@1 · XIX-D.tex · section · 1f47e33b

The release is an inventory, not a newly earned certificate

Main nontransfer theorem and exact inventory release › The release is an inventory, not a newly earned certificate · lines 1702–1757

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Entry	Missing native construction retained	Ending here
$C_{VI}$	Interacting gauge prescription, coordinate-kernel products, complete counterterm images, state-dependent radiative target, response matrix, and quantum gauge certificate	RG-open in the supplied VI record; no native radiative calculation performed
$C_{E}$	Q1 covariance, Q2 state or parametrix, Q3 product and counterterm class, Q4 complete remainder or removal limit, Q5 retained-order quantum gauge identity	All five slots remain unsupplied by this manuscript; original rods and interval away from $t = 0$ retained
$C_{VIII}$	Native refinement and continuum realization, source acquisition, regulator-removal target where relevant, physical causal embedding, autonomous geometry and invariant-speed dictionary	Finite quantum updates are not denied; no native continuum or clock-defined quantum evolution is constructed
$R_{X}$	Any newly declared dynamical or quantum profile target, with its own action, state, products, and gauge law	Prescribed non-clock retained; no quantum-clock upgrade

scopes are not changed. The free benchmarks are not invalidated. The reported Q11 two-point check remains reported within its 21-direction, 23-row prescription and stated verification limits. It is not adopted as Q5 for any entry in the table.

The sheet-specific H2 stop, later internal I2 advance, remaining I3/J2 full-map boundaries, and technical XV-B interface results retain their respective scopes. None is closed or promoted by this inventory.

Declared path: null.

This is a relationship convention: no comparison label makes Em02-E, VI, XVI-Q, the incidence papers, or the OpenAI catalogue a theorem premise of another native quantum construction. It is not a claim that every future connecting map must vanish.

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$Declared path: null.$