Emergent Dynamics of CCPR-Gated Binary Fields

This work presents a computational study of coherence-constrained path resolution (CCPR) in a minimal binary field model, demonstrating the emergence of structural bottlenecks, metastability, and irreversible ordering without energy functions, equilibrium assumptions, or imposed time evolution. Through direct simulations, the study establishes that persistence alone is sufficient to produce long-lived congestion, freeze–release cycles, and history-bearing dynamics. Post-hoc diagnostic mappings motivated by Processing-Rate Theory (PRT) are included as falsifiable exploratory tools, revealing finite interior clock behavior in compact configurations while deliberately suppressing General Relativity comparisons when weak-field anchoring is absent. The results constitute an existence proof for regulated, non-energetic ordering dynamics driven purely by coherence constraints.