Field Equations for a Discrete, Deterministic, and Fully Unified Universe Without Approximations

We present a formal and concise formulation of the RigbySpace (RS) Field Equations. In this $\pi$-free framework, conventional continuous functions are replaced by discrete, saturating AT/TA transformations. With RS constants VEN and LUC set to 22 and 7 respectively, the natural ratio $\frac{22}{7}$ emerges as an effective angular measure. Iterative RS transformations yield complementary ratios (e.g. $7/19$) whose difference, expressible as $\frac{22}{19}$, encodes an intrinsic power-scale imbalance. The following formulation, comprising 13 key equations, captures the unified, recursive, and deterministic blueprint underlying our universe.