This record presents the officially pre-registered falsifiable predictions of Radial Coherential Dynamics (RCD), preserved both in PDF form and through permanent web archiving. These predictions were publicly released and timestamped on 10 December 2025 and are derived solely from the universal coherential parameterα≈1.3×10−4\alpha \approx 1.3 \times 10^{-4}α≈1.3×10−4. The RCD One-Page Summary provides a consolidated view of the theory’s experimental commitments: 1. Gravitational Wave Echoes (LIGO–Virgo–KAGRA O5, 2027) From the coherential framework, post-merger horizons produce delayed reflections with: Echo amplitude: α=1.14%\sqrt{\alpha} = 1.14\%α=1.14% Echo delay: Δt=2.8 GM/c3\Delta t = 2.8\,GM/c^3Δt=2.8GM/c3These values are fully derived, not fitted, and constitute a decisive falsification channel. 2. Hubble Tension Prediction RCD predicts that early- vs late-Universe measurements differ by:ΔH0/H0=α1/4=10.7%\Delta H_0/H_0 = \alpha^{1/4} = 10.7\%ΔH0/H0=α1/4=10.7%This matches the observed ≈9–10% discrepancy between SH0ES and Planck. The tension is therefore not an error but a consequence of evolving coherence. 3. Decoherence Propagation Speed Quantum correlations propagate with a finite coherential delay:Δt=3.336 ns/m\Delta t = 3.336\,\mathrm{ns/m}Δt=3.336ns/mTestable through long-baseline Bell experiments. 4. Theoretical Context The predictions arise from the coherential dynamics of the field C(x,t)C(x,t)C(x,t), the emergent metricgμν=(1−C)2ημν+ℓ02(1−C)4∂μC∂νCg_{\mu\nu} = (1-C)^2 \eta_{\mu\nu} + \ell_0^2 (1-C)^4 \partial_\mu C \partial_\nu Cgμν=(1−C)2ημν+ℓ02(1−C)4∂μC∂νC,and the structure of gravitational and quantum-coherential interactions outlined across the RCD papers. This record includes: The permanent Wayback Machine archive of the public page containing these predictions The PDF version of the summary A SHA-256 hash for integrity verification Its purpose is to ensure scientific transparency, reproducibility, and immutable timestamping of the numerical predictions that the RCD program commits to empirical validation.