Status (XVI-L, this draft).

(XVI-L, this draft).{ Overall release: XVI-L constructs the complete-source contribution for the specified two-edge graph, conditional on the imported root hypotheses, using a coherent extension on the fixed admissible numerical span. It characterizes coherent collision freedom abstractly and constructs a smooth subtraction-scale family. All-sector contraction is computationally verified as reported on the stated residual-metric background. L-D is not claimed. L-A and L-C of Section sec:ladder: Constructed, conditional on (R1)–(R3). L-B: abstract finite-dimensional characterization (all numerical-kernel relations; selected constraints exhibited; raw contact counts are not dimensions). L-D is not claimed. L.0: Recorded. L.1–L.2: constructed-as-stated with complete-graph contraction computationally verified (Sections sec:l1–sec:l2). L.3–L.5: constructed-as-stated with inventory/coherence repairs as recorded (Sections sec:l3–sec:l5). L.6 (renormalization scale): constructed-as-stated — scale family ${\mathfrak{R}}_{\mathrm{L},\mu }$, first scale theorem, infinitesimal generator $A_{\mu }$, prescription versus scale-variation-coefficient distinction Proved locally; explicit nonzero scaling residue (anomaly form) Unresolved (Section sec:l6). L.7 (root attachment and exact regressions): constructed-as-stated — ${U^{{\mathfrak{R}}_{\mathrm{L}}}}_{\mathrm{L}}$, ${{\mathcal{C}}^{{\mathfrak{R}}_{\mathrm{L}}}}_{\mathrm{L}}$, source-sector K regression and separate restriction ${\mathfrak{R}}_{\mathrm{L}}{|}_{{\mathcal{V}}_{\mathrm{K}}}={\mathfrak{R}}_{\mathrm{K}}$, propagated $\Delta {\mathcal{C}}_{\mathrm{L}}$ and scale variation through $B_{f,g}$ Proved locally; truncation regressions Computationally verified (Section sec:l7). L.8 (bridge to gravitational EFT): Recorded as matching questions only — short matching section and BV boundary; L-D remains not claimed (Section sec:l8). }