UniSpheral Zinf ℨ Pixel Size

UniSpheral Zinf ℨ Pixel Size (🟑ℨ) is the fundamental spatial pixel of reality, the length that corresponds to one Zinf ℨ tick, obtained from the Zinf unit and the speed of light. Spacetime in the theory is built from indivisible Zinf-scale pixels, each with a duration ℨ and a length derived from the UniSphere's original cadence. Every point in space corresponds to exactly one such pixel, so the universe is described as a vast three-dimensional display with a fixed pixel size set by the primordial Zinf timing: digital, not analog. This pixel is reality's resolution limit, and it forms the lattice on which physical law is executed. Formally, 🟑ℨ = κ_z × 𝒞→ × ℨ, where 🟑ℨ is the spatial pixel size, κ_z is the Zinf coupling constant (reality's aspect ratio), 𝒞→ is the speed of light (maximum information transfer rate), and ℨ is the Zinf unit (the temporal pixel duration). The book's check, with κ_z as [∅] and ℨ as [ℨ], reads [∅] × [𝕃·𝕋⁻¹] × [ℨ] = [ℨ·𝕃·𝕋⁻¹] and is marked valid. It connects to Zinf ℨ Pixel Quantum, UniSpheral Pixel Size, Zinf Length, Zinf-Limit Spatial Quantum and One Pixel = One Zinf. The pixel is the Zinf's grain, the same across the whole UniSphere: one Zinf Diameter wide, one Zinf Rhythm long, two bits per Zinf cycle, so κ_z = ½ by definition and not a free constant. A universe's own grain is its cell, the local Pulse Diameter, (2f)^L pixels across (the author, 2026-11-04).