1,730 constructions in four inks on cream — one for every proposition in the first six books of Euclid, and nine variations of each. Drawn by compass, straightedge, and code. Stored entirely on-chain.
The four inks
In 1847 Oliver Byrne replaced the A, B, C of Euclid's proofs with flat printed colour — the argument became something you could see. Every token in this collection is set in the inks measured from the book itself.
Six books · 173 propositions · rarity by Euclid
Equilateral constructions with their compass arcs, congruent pairs, coloured angle sectors — and the windmill of Proposition 47, the most famous diagram in mathematics.
Geometric algebra: dissected squares, complements, L-shaped gnomons under a drawn diagonal. Mondrian, seventy years early. The fourteen canon plates of the pilot book live here.
Inscribed angles, chords and their segments, tangent lines at their point of contact, circles touching circles, rings within rings.
Triangles, squares, pentagons, hexagons and the fifteen-sided figure, inscribed and circumscribed — fans, rings, and alternating segments.
Byrne's most abstract pages — magnitudes as rows of coloured units, squares, circles and diamonds in ratio. Minimal art, 1847.
Nested similar triangles, the mean proportional beneath its semicircle, and the golden section — extreme and mean ratio, with its spiral of dashed arcs.
Provenance