MOTIF CODE THEORY: FULLY UNIFIED TOE

MCT encodes gravity and non‑gravitational interactions on a simplicial substrate governed by countable motifs, local conserving rules, and permanent records. Regge/EPRL/FK dynamics reproduce GR in the continuum, RG flows exhibit a fixed point γ^* ≈ 0.25, and a Calabi–Yau moduli potential organizes non‑gravitational couplings. Triangulated Taub–NUT and Kerr–Newman geometries predict gravitational‑wave strains consistent with LISA and numerical relativity. With N = 10^{10} simulations matching current cosmology, MCT is computationally efficient and yields sharp, testable signatures, supporting a falsifiable path toward a unified theory of everything.