An Event Driven First Passage Model from Quantum to Classical Transition (EDFPM)

A comprehensive, falsifiable model in which classical definiteness, motion and structure arise from a multi scale cascade of first passage events in invariant proper time. Building on the Theory of Emergent Motion (ToEM), in which directional motion emerges across a discrete temporal threshold T0, this aims to extend to event dependent thresholds, relativistic Continuous Spontaneous Localization (CSL) with quantized time (Bedingham and Pearle), and Loop Quantum Gravity (LQG) as a discrete spacetime arena. Each degree of freedom carries a hazard λhit (τ ) for its first event at proper time T0 along a world line or world tube. Before T0, evolution is Hamiltonian; after T0, CSL type de phasing applies with rate A. Higher scale events arise from OR/AND/ k-of- n gates over lower scale first passage times, inducing either constant or ageing hazards without new postulates. Derived closed form gate calculus, ensemble visibility, and paired shot covariance, and validate with analytic checks and Monte Carlo simulations. Experimental implementations include ultracold 87/88Sr atom interferometry (paired shot T0 protocol), as well as high energy analogues in gluon splitting. Key predictions are: a strict early time plateau in visibility, a positive covariance shoulder C(δ) up to delays ≲ E [T0], delayed CSL heating, and variance scaling signatures that separate independent gates from clustered micro events. The model provides a unified, Lorentz covariant account of the quantum to classical transition using only proper time first passage plus CSL, without exotic fields or dualist assumptions.