Cistercian Numerals is a generative exploration of a forgotten numerical system developed by Cistercian monks in the 13th century. Unlike the familiar Arabic numerals we use today, this system encodes numbers from 1 to 9999 into a single glyph, constructed by combining strokes around a central vertical axis. Each quadrant represents units, tens, hundreds, and thousands, resulting in a compact and elegant visual language where arithmetic becomes geometry.

This project reinterprets that historical system through generative processes. Each iteration is deterministically assigned a number within the Cistercian range (1–9999), which is then translated into its corresponding Cistercian numeral.

1 token = 1 number.

Every output directly represents a specific value from the system, encoded as a single symbolic form, inviting collectors to seek and collect specific numbers.

The resulting form is not merely drawn, but expressed through layered strokes, controlled randomness, and subtle variations in density, pressure, and composition. While the underlying number is fixed per token, its visual manifestation introduces nuance and individuality, balancing structure and entropy.

The piece exists at the intersection of medieval information design and contemporary generative art: a system where logic defines the symbol, and code defines its expression. Each output is both a number and a sign, an encoded identity rendered through algorithmic interpretation.

(https://en.wikipedia.org/wiki/Cistercian_numerals)