Micro-Parity Audit: Absolute Numerical Junction of Muon g-2 (127 ppb) and CP Asymmetry via 128-bit Register Phase-Slip Logic Validation of Universe OS V10-B: Proof Core v1.2 (Vol. 9)

Abstract: This paper presents a rigorous computational resolution to two major anomalies in the Standard Model of particle physics: the tension in the muon anomalous magnetic moment (Muon $g-2$, approx. 127 ppb) and the CP asymmetry in neutral kaon decay ($\epsilon_K$). By applying the immutable, transcendental constants defined in the "Proof Core v1.2" framework without any free parameter tuning, we demonstrate that these discrepancies are not evidence of unknown particles, but deterministic "operation logs" inherent to a discrete geometric lattice. We numerically prove that the 127 ppb deviation in the muon magnetic moment corresponds exactly to a geometric phase slip caused by a 310 ppm connection bias ($\delta_{\text{obs}}$) interfering with the synchronization lag ($\Delta_{\text{Res}}$) of the spacetime manifold. Furthermore, we derive the CP asymmetry parameter ($\epsilon_K \approx 2.24 \times 10^{-3}$) as a necessary consequence of parity error purging within a 4-bit sub-register architecture. These findings suggest that quantum anomalies can be fully resolved as geometric constraints of a 128-bit computational system.