THE CONTINUUM FORMULATION OF NON-LINEAR TEMPORAL COMPRESSION: RECONCILING DIFFERENTIAL AND INTEGRAL CALCULUS ON THE SABTO KRONO CONSTANT (Sc)

This study maps the parameters of energy transition and the non-linear dynamics of temporal compression under the absolute governance of the Universal Sabto Krono Constant (Sc = 0.00000672). By operating a continuous differential calculus approach, this paper demonstrates that the systemic collapse of macro-historical scales into rigid, real-world micro-timeframes occurs as a geometric process that accelerates at every infinitesimal fraction of a second, completely eliminating the necessity for velocity parameters or speed-of-light constants found in conventional relativity. The universal extensibility of this model is rigorously tested across five distinct empirical datasets: the retrocausal astronomical tracking of Indonesia's 1945 sovereignty transition (350-year De Facto and 30-year De Jure domains), the Levant maritime hydrological recovery during the era of Prophet Elijah (3.5 years), the Babylonian exile (70 years), the restoration of the Second Temple (70 years), and the bureaucratic palace latency of Samaria during the era of Prophet Elisha (7 years). A formal reconciliation using integral calculus proves that the continuous accumulation of these micro-temporal compression rates yields a flawless execution that locks perfectly onto the initial power-law function y = Sc . x1.25 with zero rounding errors, providing a robust, non-linear methodology for quantitative historians (cliometricians) to decrypt the predetermined spatiotemporal blueprints of the universe.