Voxel Quantum State

The Voxel Quantum State is the quantum state held by each voxel of the substrate lattice, a superposition over 64 basis states that gives each spatial unit substantial storage and processing capacity. It is the second of the book's Quantum Substrate Architecture Requirements, after the 10⁶-voxel lattice. The complex amplitudes over a 64-dimensional Hilbert space are what give dense quantum processing, and the Information Density per Voxel builds on it, I🟑 = 64 × log₂(C≋) · ℨᵇ with C≋ = 1 + χ≋ and χ≋ ≥ 0.1, which the book reads as quantum superposition adding storage beyond classical bits. |ψ🟑⟩ = Σᵢ₌₁⁶⁴ cᵢ|i⟩, where |ψ🟑⟩ is the voxel quantum state vector, cᵢ are complex probability amplitudes normalized so that Σᵢ|cᵢ|² = 1, |i⟩ are basis states spanning the 64-dimensional Hilbert space and 64 is the Hilbert space dimension. All are [∅]. It fills the Voxel Lattice Structure within the Three-Dimensional Voxel Lattice and feeds Information Density per Voxel.