Temporal Suspension

Temporal Suspension is the apparent halt of proper-time progression inside a null well, as seen from outside: after collapse, the physical binary Pulse sequence sits at a persistent 0 and physical evolution appears to stop, while the data keeps flowing through the rupture and carries the information on. The book lists it among the three features of the suspended state, with metric degeneracy and causal disconnection, that together form a zone of apparent physical silence and give its answer to the singularity problem: instead of infinite curvature there is a finite, static state that holds for all times after the collapse time. The apparent suspension is not permanent. When the tension accumulated in the well exceeds the reactivation threshold, T⫷ ≥ T⇌ [𝕄·𝕃²·𝕋⁻²], the apparent silence ends: tension that has been building as T(τ) = T₀ + ∫₀^τ σ(s) ds reaches the threshold, the physical 0 → 1 transition resumes through a renewed Prime Pulse Bifurcation, and a new spacetime domain emerges. The book writes the suspension as dτ/dτ⌂ → 0 (proper time appears to freeze). Temporal Suspension connects to Recursive State Suspension, Null Well State, Causal Disconnection, Tension Accumulation Rate, Genesis Reactivation and Null Well.