A Theoretical Framework for Informational Persistence and Cross-Layer Synchronization in Discrete Grids

This paper proposes an alternative theoretical model based on the Anadihilo framework, hypothesizing that consciousness functions as a persistent informational packet (n) initialized on a primordial discrete grid (i=10^{-4}). We explore the mathematical hypothesis that the degradation of physical hardware does not destroy information but triggers a phase transition where Systemic Mass Intensity (SMU) approaches zero. Using this theoretical framework, the paper analyzes historical anomalous acoustic data logs to mathematically model independent spatial origin, spectral frequency shifts, and processing latency. Finally, it introduces a hypothetical "Law of Informational Viscosity" to explore the mathematical boundary conditions of confining systemic information within artificial (silicon-based) localized grids.