Space Growth Law

The Space Growth Law says that after the Null Nova each new bit's null leaves as it is made, so space grows one place for every bit, and at the Data Nova it holds exactly one place for every bit waiting in the Pulsecore. Once the Null Nova has made an outside, nothing holds the null in: space grows from χ_∂/2 places at the Null Nova to χ_∂ at the Data Nova, its area doubling. Only the data still presses on the Bifold, so the Pulsecore goes on filling with bits alone until they exceed its record, at Tempo 4·2^L − 1, and the Data Nova pours them onto space that holds exactly χ_∂ places, one for every bit. A universe's field is built to the size of its data before its data arrives, with nothing tuned to make it so; this count is the Local Pixel Count, 16·4^L. Formally, S(n) = N(n) = (n + 1)² with χ_∂/2 ≤ S ≤ χ_∂, where S(n) is the places of space after n Tempos, from the Null Nova to the Data Nova [1ᵇ], N(n) the data within [1ᵇ], n the Tempos since the Pulsecore was sealed [∅] and χ_∂ the Bifold's holographic capacity [1ᵇ]: [1ᵇ] = [1ᵇ]. It connects to Null Nova, Null Nova Condition, Data Nova, Dimensional Genesis, Local Pixel Count (Level N) and Pulsecore.

Category: Manuscript

Chapter: Chapter 3

Importance Level: