Using Dr. Christian Corda's Independent Experiment to Ground General Relativity Also as a Quantum Theory

This work presents an experimental and theoretical validation of General Relativity as a Quantum Theory (RGTQ), grounded in the resolution of the energy anomaly in the Mössbauer effect in rotating systems. Starting from the forensic reanalysis of Kündig's data by Kholmetskii and Yarman, which demonstrates an experimental deviation ($k \approx 0.6$) incompatible with the standard prediction of purely kinematic time dilation ($k=0.5$), we integrate the exact solution derived by Christian Corda. Corda proved that clock synchronization in a rotating frame introduces a phase correction term ($k_{sync} = 1/6$), resulting in a total prediction ($k=2/3$) that fits the experimental data. From the perspective of RGTQ, we reinterpret this "synchronization cost" not as a coordinate artifact, but as the direct measure of the **Geometric Impedance** of spacetime. We demonstrate that the energy dissipated to maintain phase coherence in the macroscopic rotor is phenomenologically identical to the discretization of action ($h$) responsible for the stability of elementary particles and the Muon mass spectrum (Vol. VII). It is concluded that quantization is not an external postulate, but a necessary thermodynamic consequence of temporal synchronization in Riemannian geometries, thus unifying gravity and quantum mechanics into a single physical ontology.