This upload provides a reviewer-oriented reference report for the MEON Framework, integrating the R12–R27 audit chain with the formal R192 effective-field-theory and computational release. The MEON Framework is presented as a speculative effective field theory candidate and reproducible audit framework for the analysis of topological resonance regimes in mass, lensing, cosmological, and orbital systems. The central diagnostic quantity is an effective dimensionless Q-parameter, interpreted as a regime indicator for structural order, field tension, reconstruction sensitivity, and possible resonance behavior. The R12–R27 audit chain extends the earlier MEON release by organizing several empirical and numerical tests into a single methodological validation sequence. These include lensing-map Q-regime scans, multi-model comparisons across Hubble Frontier Field mass reconstructions, high-Q stress tests, null-map controls, solar-system Q-scaling, and exoplanet resonance-null tests. The strongest empirical result of the audit chain is the repeated appearance of a low-Q regime in real lensing-map reconstructions. High-Q structures remain visible in some cases but are treated as control-sensitive candidates rather than confirmed physical excitations. The R192 release remains the formal analytical and computational core of the project. It contains the effective spin-torsion field-theory structure, the topological selection and resonance framework, and the R189–R192 Mukhanov-Sasaki perturbation, robustness, proxy-likelihood, and bridge-normalization pipeline. The R192 numerical branch reports internally consistent values for n_s, r, and the inflationary energy-scale proxy within the stated toy-model and EFT assumptions. This reviewer report does not claim a completed replacement of established cosmological models. Instead, it positions MEON as a structured research program and diagnostic framework for topological Q-spectroscopy. Its main purpose is to distinguish robust low-Q regimes, model-dependent reconstruction tension, control-sensitive high-Q candidates, and scale-dependent Q-normalizations across different physical systems. The document is intended as a methodological overview and interpretive guide for reviewers, complementing the technical R192 release files and the associated reproducible computational outputs.