We present the MEON-R2 v1. 21/v125 consolidated framework as an effective theoretical and numerical test construction combining R²/reservoir closure, an early-universe activation switch, spin/torsion anchoring, and the v125 baryonic torsion-activation scale. The v125 extension introduces the baryonic activation relation rₛ (M ₁₀ₑ) = r₀ (M ₁₀ₑ/M₀) ^ with 0. 3, incorporated through the additional effective term T^ bar/tors (rₛ (M bar) ) and source contribution S ₁₀ₑ (r, M ₁₀ₑ) . In the v1. 21 combination test, all internal numerical gates pass, including reservoir closure, balanced dark-sector bookkeeping, stable effective torsion evolution, externally anchored spin/torsion proxies, and CMB-compatible equality within the embedded comparison data. The preferred effective comparison yields ²=0 relative to the ΛCDM baseline in the included CMB test data. Under the conditional closure scenario in which the reservoir/baryonic structure replaces one effective free parameter, the framework shows an Occam advantage with AIC=-2. 0 and BIC=-8. 58; under a harsher count in which all R² hyperparameters are treated as free, the model is penalized. Additional supplementary toy tests examine the mechanical interpretation of the framework as a broad viscoelastic halo boundary layer, a stationary action-balance system with S ₄₅₅0, a tensor-flow source-sector structure, a universal-circuit reservoir model, and a boundary-layer lensing analogue. The most distinctive proposed observational signature is not merely an excess halo amplitude, but a spin-correlated torsional weak-lensing residual: a very weak parity-odd or curl/twist-like component localized near rₛ (M ₁₀ₑ) , with a sign correlated with baryonic spin or jet handedness and suppressed under randomized-spin controls. This prediction is falsifiable and motivates future tests using spin-aligned weak-lensing stacks. These results should be interpreted conservatively. MEON-R2 v1. 21/v125 demonstrates internal numerical consistency and a conditional Occam advantage in the tested effective CMB-compatible limit, and it motivates a distinctive torsional lensing search strategy. It does not constitute a final disproof of ΛCDM. Remaining requirements include a full covariant action-level derivation, official Planck high-/lensing likelihood evaluation, real SPARC-scale MCMC inference, and observational validation of the proposed spin-correlated weak-lensing signature.
Asil Karahan (Sat,) studied this question.
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