Gravity as Geometric Process inside General Relativity: Complete Process Description and Proposed Equation

Working package. Not a detection. Not a joint fit. Lock unmoved. No fourth door. Daryl Jacobs, Curve Lake First Nation, Ontario, Canada. 29 October 2026. This package organises a process description of gravitational organisation inside general relativity. It does not rewrite the Einstein equation, introduce a new force, or open a fourth door. The locked geometric marks remain parked and are not inputs: w0 = -phi/2, wa = -1/phi, residual window centred on approximately 0.040. Gravity is treated as the low-energy equalising display of base action once geometry has formed the place in which that action can be read, not as an independent entity or particle. The selective-retention operator (retained equals select of options given conditions) runs at every scale. The Continuity Model language of Roy (@roydherbert) is used solely as a parallel descriptive reading and is named and attributed. The residual is the unfinished remainder of the same base action, treated as a closed system for analysis so that no external insertion is required in advance. A proposed equation is written inside the geometric standard: the divergence of (temporal density times four-velocity) equals the unfinished residual. When the residual gate closes, the right-hand side vanishes and the equation reduces to ordinary continuity. The Einstein equation and the geodesic principle remain untouched. No additional continuous parameter is introduced. Data anchors (equivalence, Event Horizon Telescope shadows, late-time gravitational-wave strain, calculated Hawking temperature) are read inside the process description without contradiction. An everyday river-and-bed illustration closes the package. Prior deposits are not replaced. The package is organised so that a professional can check it against existing data or show where it fails.