UniSpheral Temporal Echo Relation

The UniSpheral Temporal Echo Relation is the statement that local pulse time is the temporal echo of the Prime Pulse at level L = 202: the original Prime Pulse duration scaled by a harmonic factor. In this relation, Planck time is not a primary constant. It arises as the harmonic resonance of the Prime Pulse at level 202, reached through 202 dilations from ℨ (①⥂⧗⌂ = 2²⁰²·f²⁰²·ℨ), an echo that anchors the shift from pre-temporal logic into structured chronology. The Prime Pulse itself belongs to the stage before metric time; the echo is where ordinary, measurable duration begins. The relation is written ⥂⌂ = ⚚ × ⥂₀, where ⥂⌂ is the Local Pulse Tempo, the echo at level 202 [𝕋]; ⚚ is the Local Universe Harmonic Number, the harmonic scaling factor [∅], which the book's predictions set to s = 2^L·f^L ≈ 2.361 × 10⁶²; and ⥂₀ is the Prime Pulse Tempo, the Zinf full cycle, ⥂₀ = ℨ [𝕋]. The analysis reads [𝕋] = [∅] × [𝕋]. It connects to Temporal Echo Relation, Temporal Echo Factor, Prime Pulse, Planck Time and UniSpheral Genesis Prime Pulse Resolution.