Complete destructive report instruments

Fix a finite dictionary within declared representation and resource bounds. Let $C\cong {\mathbb{C}}^D$, $D\ge 2$, have calibrated orthonormal basis $\{|{\tau }_j⟩{\}}_{j=1}^D$. Let $A_{\mathrm{lab}}$ contain all surviving laboratory registers, and install finite words $q_j$ carrying scope, package, evidence, status, and coefficient codes.

Put

The record retains $j$ even when two words coincide. Unused labels and failures have explicit words.