This paper presents a complete analytic derivation of low-energy physics---the Standard Model of particle physics together with Einstein gravity and the Born rule---from six minimal axioms of Global Entropic Consistency Principle (GEC) defined on a toroidal qutrit lattice (Layer~0). The theory is organized in a strict two-layer ontology. Layer~0 consists solely of discrete informational distinctions and the requirement of exact global entropy invariance. Layer~1 is obtained via an explicit coarse-graining map and renormalization-group flow. The central Master Theorem proves that the emergent low-energy theory is unique: it necessarily contains a Lorentzian metric from the entropic Hessian, a Dirac operator satisfying the Clifford algebra, the gauge group \ (U (1) Y SU (2) L SU (3) c\), Einstein gravity, and the Born rule. All quantitative parameters---including the flavor-scale parameter \ (\), Newton’s constant, the cosmological constant, and the MOND acceleration scale---are fixed analytically from the width of the microscopic UTHC stability window and the cosmological ratio \ ( (L/a) \). The construction is logically closed by the Consistency Layer (C1--C5), which eliminates circularity, and is supported by rigorous no-go theorems, area-law proofs, and numerical tensor-network validation. Limitations are stated explicitly, and all major predictions are falsifiable with current or near-future experiments. The framework thus offers a unified, parameter-free microscopic foundation for the observed laws of physics emerging from pure informational consistency.
Omni-Coherence Research Group (Thu,) studied this question.