Every place the search kept, marked on the plane it came out of. Blue is a location on the parameter plane itself; red is a location on the dynamical plane of the point it sits on. Hover a mark to fill the three pictures, and click one to open it here. For more, read Fractal atlases.

This visualizes a guided walk through escape-time fractals. It is mostly a demonstration of how the process works: the finished galleries are the best results after running it continuously for many weeks. For more, read Finding good locations.

Zoom far past where ordinary rendering breaks down, into the Mandelbrot set, its higher-degree cousins and their Julia sets. Deep frames take longer to draw and are colored smooth only. Find minibrots finds tiny copies of the set worth diving into. For more, read Deep zoom rendering.

Dive

Search for minibrots near

Here Paste Random

then dive into zoom out to symmetry point save those minibrots

None Here Paste Random

Go

New coloring on arrival Keep diving

Each point c of this plane is a Phoenix set, z ↦ z² + c + p·z₋₁ at this p. Click a point to draw its set. The classic Phoenix, c = 0.5667 at p = −0.5, is marked; it sits just outside the plane's set.

Nothing saved yet. The bookmark on any picture, or Save beside the downloads, keeps it here.

Kept in this browser only. Safari may clear it after a week without a visit.