Stochastic and Metrological Verification of an Archaic Geodetic Standard: A Monte Carlo Approach to Planar Anomalies on the WGS84 Geoid

Abstract

This paper presents a rigorous metrological reconstruction and stochastic verification of an archaic spatial standard designated as the Sacred Cubit (SC = 0.623538… m). Moving away from traditional archaeological reverse engineering of degraded structures, we present a top-down model geometrically and arithmetically derived directly from the ideal dimensions of the Earth. Applying this standard to three official geodetic benchmarks within the central Bosnian topography (the Bosnian Pyramid of the Sun, the Vratnica Tumulus, and the Ravne 2 Tunnel), a remarkable spatial correlation was uncovered, materializing a right-angled triangular matrix (30°- 60°- 90°) with an internal margin of error below 0.1 % along key linear vectors. To eliminate the hypothesis of accidental geomorphological coincidence (the null hypothesis), an independent stochastic simulator (ARK-2160 Kernel) was developed in the Python 3.12 programming language. Running 1,000,000 spatial Monte Carlo iterations within a bounded geodetic framework of 10 x 10 km under highly stringent angular (± 0.05%) and scalar (± 0.005%) tolerances yielded a probability of random convergence of P < 0.000001 %. These mathematical and statistical indicators demonstrate a highly significant planar anomaly on the WGS84 geoid, confirming the existence of an integrated, complex archaic geodetic system that links terrestrial dimensions, arithmetic cycles, and landscape macro-organization.