The unrelated six-step characteristic programme

The dossier appends a six-step analytic plan for a different quantum coefficient. It is not completed by categorical recovery.

For a reconstruction map

a linear presentation-level candidate $\tilde{M}$ descends to reconstructed objects exactly when

Indeed, equal reconstructions have a difference in $\ker \mathrm{Rec}$, and the inclusion is precisely what makes their images equal.

This elementary condition does not define a missing distributional product. The supplied relation

shows why a highest-degree presentation term is not automatically an intrinsic reconstructed symbol CheungXIVJ,CheungXVB.

The remaining analytic chain retains all six separate obligations:

1. construct the full joint characteristic map on tests meeting the characteristic locus;

2. construct its joint section and complete controlled remainder;

3. prove the actual uniform transverse estimates;

4. prove compatibility with the permitted contacts and singular spectators;

5. prove the full output wavefront theorem after composition and proper pushforward;

6. identify and admit the normalized coefficient in its named output space.

The supplied internal I2 advancement is not undone by repeating the historical H2 stop. The missing full target at I3/J2 remains a different operation CheungXIVH,CheungXIVI,CheungXIVJ.

Neither our finite Kraus matrices nor the Ward-defect evaluation defines that graph. Failure to construct it is not a proof that every permitted prescription is impossible.