Fractal Explorer
Explore the infinite beauty of Mandelbrot and Julia sets with interactive zoom and customizable colors
Fractal View
Center: (-0.500000, 0.000000)
Zoom: 1.00e+0Ć
Render time: 0ms
Controls: Drag to pan ā¢ Scroll to zoom ā¢ Shift+Click to zoom at point
Fractal Type
Rendering Settings
Interesting Locations
About Fractals
The Mandelbrot set is a famous fractal defined by the iteration z ā zĀ² + c, where c is a complex number. Points that don't escape to infinity are part of the set.
Julia sets use the same formula but with a fixed c value and varying starting points. Each c value produces a unique Julia set with its own intricate patterns.
These fractals exhibit infinite complexity - no matter how far you zoom in, you'll always find new details and patterns, including miniature copies of the whole set.
Tips & Tricks
- ā¢Increase iterations for deeper zooms to reveal more detail
- ā¢Try different color schemes to highlight different features
- ā¢Animate Julia set parameters to see how the fractal morphs
- ā¢Look for miniature Mandelbrot sets (minibrots) when zooming
- ā¢The boundary of the set is where the most interesting patterns appear