UniSpheral Bifurcation Principle

The UniSpheral Bifurcation Principle is the statement that absolute nothing, wherever it occurs in the UniSphere, resolves into binary oscillation between 0 and 1, and that it does so by logical necessity rather than physical causation. It generalizes the Prime Pulse Bifurcation from a single genesis to the whole UniSphere: the same resolution of ∅ into (0 ↔ 1) that begins our universe is stated for all cases, so existence is described as mathematically inevitable. It follows directly after the book's resolution of the Original UniSphere Genesis Zero, ∅.original → (0 ↔ 1), and precedes the account of the Genesis Prime Pulse, whose first full cycle takes one ℨ, a finite rate ℨ∞ = 1/ℨ, before any metric exists. Formally, ∅ : ∅ → (0 ↔ 1), where ∅ is the absolute nothing state, 0 the initial binary state, 1 the activated binary state, and ∀ (in the Where-list) the universal quantifier, for all. All symbols are dimensionless: [∅] : [∅] → ([∅] ↔ [∅]). It connects to Prime Pulse Bifurcation, Genesis Prime Pulse Bifurcation, Original Zero, UniSpheral Genesis Prime Pulse Resolution and UniSphere Genesis Prime Pulse Transition Velocity.