QDL Closure of Classical Gravity: Einstein–Hilbert Minimality, Bianchi Conservation, Geodesic Motion, Keplerian QDC Recovery, and the Planck–Electroweak Hierarchy

The Quantized Dimensional Ledger (QDL) program treats physical theory construction as a problem of structural admissibility, closure completion, transformation stability, and residual survival. This paper develops the gravitational side of QDL in a deliberately restricted form: it focuses on classical general relativity as the minimal closure-compatible metric theory, while quarantining quantum gravity into a separate benchmark layer. The central claim is not that QDL has completed quantum gravity. The central claim is that QDL supplies a classical-gravity closure theorem. Under declared assumptions — four-dimensional local metric dynamics, diffeomorphism covariance, scalar-density action closure, second-order…