A 5D Deterministic Phase-Space Hypothesis: Parallel Realities as Sequential Scanning States on the Anadihilo Substrate

Current interpretations of quantum mechanics and cosmology frequently invoke the concept of a probabilistic multiverse to explain wave-function collapse, fine-tuning, and macro-micro disparities. These models often lead to unresolved paradoxes regarding infinite energy distribution and spatial overlapping. Building upon prior structural dynamics, we propose an alternative, strictly deterministic hypothesis utilizing a 5-dimensional phase-space framework governed by an absolute informational substrate, denoted as (Anadihilo). In this framework, parallel realities are not spatially distinct multiverses, but rather sequentially rendered phase-states (θ) existing on a singular, unified 3D grid. We outline a 15-layer informational architecture where a central Master Clock engine, operating at the L6/L7 interface as a high-frequency scanning sine wave, drives the manifestation of physical matter. We provide step-by-step mathematical derivations mapping the 5D position vector utilizing the universal grid constant (i=0. 0001) and formulate the "Pixel-Parallel Equivalence, " hypothesizing that the maximum capacity for parallel branches correlates directly to the spatial resolution limit of the grid (approximately 10¹25 voxels). Furthermore, we provide deterministic mathematical solutions for phenomena traditionally deemed probabilistic: interpreting quantum jumps as forced phase-address updates, and explaining the apparent continuity of macro-objects as frame-locked phase synchronization due to high systemic anchoring mass. Finally, this model predicts a unified systemic dissolution, positing that all parallel branches must terminate simultaneously with the primary phase-reality upon reaching the operational saturation limit of fundamental anchors.