What are we?
At the centre of this piece sits the Vesica Piscis — one of the oldest geometric symbols in human history, found in sacred sites from ancient Egypt to medieval cathedrals. Two circles overlapping. Two worlds sharing the same space. From this single relationship, everything else radiates outward: mandalas, spectrum light, Greek meander patterns, a cosmos of planets and asteroids spinning at the edges.
The title is a reference to Mandelbrot's fractal geometry — the mathematical proof that infinite complexity can emerge from the simplest possible rules. Look closely enough at any system — a coastline, a snowflake, a neural network, the universe itself — and the same patterns repeat at every scale. This piece asks a quiet question: what if consciousness works the same way? What if everything we experience is just geometry, looking at itself?
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