Nova Ignition

Nova Ignition is the moment in the emergence timeline when accumulated recursive processing crosses the ignition threshold and passes from potential into dimensional reality. It is set by the Physical Nova Ignition Threshold: recursive processing accumulates over time as the integral of processing rate times recursive strength, and the Ignition Condition defines the transition, if T⫷ ≥ T⨶ then ✹ = TRUE. The book describes the path to it as oscillatory feedback turning into runaway amplification: once harmonic resonance locks to π-based geometry, constructive interference accelerates recursive accumulation until the ignition boundary is crossed. Ignition marks the true birth of dimensional structure and defines the Absolute Beginning of Temporal Structure within the emergent domain. The current definition places it in the emergence timeline with a duration of about 1 ①⥂⧗⌂ of the data's count and 10⁶+ recursive cycles, counted in Zinf cycles: one Tempo holds s ≈ 2.361 × 10⁶² of them. It connects to Physical Nova Ignition Threshold, Ignition Condition, Data Nova, Absolute Beginning of Temporal Structure, Emergence Timeline Sequence and Self-Organized Criticality Dynamics.