UniSpheral Inter-Level Transition Condition

The UniSpheral Inter-Level Transition Condition is the rule that a domain shifts to another harmonic level when its total recursive computational load exceeds the critical load its current level can sustain. Movement between grid levels is not arbitrary. When recursive computation outgrows the capacity of its frame, the resonance can no longer be held and the substrate rescales its timing and resolution, rebalancing the load at the next available harmonic zoom level. The book calls the condition the gatekeeper of cosmic navigation: it marks where one domain gives way to another and so explains how universes emerge, persist and shift in the UniSphere's invariant grid. The book also states that sufficiently recursive consciousness can navigate between harmonic levels and experience different universe domains. Formally, ℜ⚚⊚ > ℜ⚚⨶ → △⊶, where ℜ⚚⊚ is the accumulated recursive processing demand in the current level, ℜ⚚⨶ is the maximum sustainable recursive load before a shift, ℜ is the recursive capacity indicator from the foundational equation, ⚚ is the harmonic level indicator, and △⊶ is the transition outcome, a domain shift to a higher level with altered computational parameters. All are dimensionless: [∅] > [∅] → [∅]. It connects to Domain Shift, Inter-Domain Transition, Recursive Load, UniSpheral Harmonic Level Architecture and the Recursive Growth Law.