This live visualization computes the 120 vertices of the 4D regular 600-cell dynamically using the Golden Ratio
Φ = (1 + √5)/2. The coordinates are formed by the 16 tesseract vertices, 8 16-cell vertices,
and 96 even permutations of (±Φ, ±1, ±Φ⁻¹, 0).
By dividing this topology into a 5x5 Rook Grid, we partition it into 5 disjoint 24-cells, enabling O(1) projective addressing via PG(2, 𝔽₄). This guarantees drift-less floating-point accuracy across distributed networks.
Mined directly from the DCoop / Paul Bachler University Proof Package.