Supplemental File: Numerical Evidence for Ising Universality in the Dynergic Lattice Model

This repository contains the source code, data, and results for a numerical study of the Dynergic lattice model. This model is a minimal Ising-like system designed to test the foundational axioms of the Dynergic framework and derive its single free parameter, χ, from first principles.The materials herein provide a complete analysis of the model's phase transition in both two and three spatial dimensions.* 2D Precision Test: High-precision 2D simulations establish a critical point at χ_c ≈ 0.0294 and confirm the model's membership in the 2D Ising universality class via data collapse.* 3D Universality Test: 3D simulations confirm the model's robustness, locating a new critical point at χ_c ≈ 0.0579 and demonstrating a successful data collapse with the expected 3D Ising exponents.* Visualizations: The archive includes 3D visualizations of the lattice in its ordered, critical, and disordered (Relational Coherence Deficit) phases.To ensure full transparency and reproducibility, this archive includes the complete Python source code used to perform the simulations and generate the figures, as well as the raw numerical data output.>Together, these materials provide the foundational, ab initio validation for the value of the Dynergic constant χ used across a series of papers on dark matter, dark energy, quantum gravity, and quantum measurement.