Global Falsification and Canonical Synthesis of FCLET: Cross-Regime Closure, Exact Decision Relations, and Bayesian Model Evidence

This article assembles the conditional consistency relations and proposed falsification tests of Finite-Capacity Local Event Theory. The construction combines event-local records, an assumed finite operational record capacity, specified capacity-load dynamics, a latency field χ, and the universal operational metric A shared action and common parameter state constrain the regime calculations once the source dynamics, operational record specification, initial data and boundary conditions have been supplied. These requirements do not follow from temporal non-storage alone. Zero full source and zero free field data recover χ = 0; recovery of a vacuum general-relativistic metric additionally requires vanishing non-gravitational stress. The constant cosmological benchmark uses with matched distance co-transport. The growth relation is an additional registered-response assumption. The quoted λ = 0.9227318522 is reproduced by a one-parameter fit to the SH0ES 2022 H₀ and DES Y3 S₈ summaries with the baseline fixed. It is a calibrated effective coordinate, not an independently predicted numerical constant. The resulting H₀ and S₈ agreement is therefore not independent validation on those same data. For this explicitly defined two-anchor Gaussian benchmark, a uniform prior on [0.85, 1.05] gives Δχ² = −44.0693 and ln B₁₀ = 20.0546 relative to the fixed λ = 1 reference. This comparison is not a Bayes factor against a freely fitted ΛCDM cosmology, and it does not establish a BAO, supernova or full CMB likelihood result. Exact ratio invariants and conditional cross-regime relations remain useful tests. A completed numerical global comparison additionally requires a physically specified capacity source, a derived or fully parameterized CMB response, reproducible likelihoods and consistent nuisance-parameter treatment. Those requirements are distinguished here from the reproducible two-anchor illustration.