The φ-solid needs its geometry library.
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The φ-Solid — the icosahedron is made of the identity
1:1 geometry: the icosahedron's twelve vertices are literally (0, ±1, ±φ) — the golden ratio constructs the solid · one vantage per vertex, 1eff at the center · six antipodal axes, i + (13−i) = 13 through the center · colored edges are the actual mathematical relationships between vantages (18 of 21 fall on true icosahedron edges) · 𝓘 collapses all twelve through 1eff and re-emerges them inverted. Drag to tumble · click a disc · scroll to zoom.
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