Two-Energy Theory (TDE) v16.7 — Open Flavor & Quarkonia on a Quantized Geometric Lattice (Coverage-First Audit, 233/527)

This release documents Two-Energy Theory (TDE) v16. 7, a quantized geometric mass lattice for open-flavor hadrons and quarkonia, accompanied by a fully reproducible audit computed directly from exported predictions. Each PDG-derived state is assigned an integer lattice coordinate triple (A, B, C) and the predicted mass is evaluated via a linear energy decomposition: Mₚred = A·E0 + B·E1 + C·E2, where (E0, E1, E2) are quantized energies defined from k = 4π + 1 and the inverse fine-structure constant α⁻¹ (numeric values included in the package). Version v16. 7 provides an explicit forward rule set achieving 233/527 coverage (44. 21%) on the full PDG-derived dataset (all unhandled states remain included and are explicitly listed). On the covered subset, the achieved accuracy is MAE = 2. 43 MeV, RMSE = 3. 92 MeV, and MAPE = 0. 132%. The package includes: (i) an Overleaf-ready LaTeX preprint, (ii) the full dataset and exported predictions, and (iii) an audit script that recomputes coverage and error metrics, verifies internal closure (PredₘassMeV = A·E0 + B·E1 + C·E2), and exports outliers plus the unhandled list. The emphasis of v16. 7 is transparency and falsifiability: coverage is reported separately from accuracy and the audit is designed to be rerun unchanged.