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Mandelbrot

Everything below is normally invisible. It is what search engines and LLMs read to decide whether to retrieve and cite this page.

About

The Mandelbrot set: click anywhere to zoom in toward the boundary, right-click to back out, reset to start over. The edge never stops revealing new structure.

How it works

For each pixel it maps to a complex number c and iterates z → z² + c until z escapes or the iteration cap is hit; the escape count picks the colour. Drawn straight into a canvas ImageData buffer. Pure client-side maths, no backend.

Metadata
title
Mandelbrot
description
Explore the Mandelbrot set in the browser — click to dive into infinite detail, right-click to zoom back out. Rendered live on a canvas.
canonical
https://kaspirius.com/mandelbrot
updated
Last updated
Heading outline
Structured data (JSON-LD)
TechArticle

Same as Article, flagged as technical/developer reference material.

{
  "@context": "https://schema.org",
  "@type": "TechArticle",
  "headline": "Mandelbrot — toy",
  "description": "Explore the Mandelbrot set in the browser — click to dive into infinite detail, right-click to zoom back out. Rendered live on a canvas.",
  "url": "https://kaspirius.com/mandelbrot",
  "mainEntityOfPage": {
    "@type": "WebPage",
    "@id": "https://kaspirius.com/mandelbrot"
  },
  "datePublished": "2026-06-18",
  "dateModified": "2026-06-18",
  "author": {
    "@type": "Person",
    "name": "kaspirius",
    "url": "https://kaspirius.com"
  },
  "publisher": {
    "@type": "Organization",
    "name": "kaspirius",
    "url": "https://kaspirius.com"
  }
}
↖ kaspirius