
Home | www.chaoticafractals.com
Chaotica is a next-generation fractal art application, designed for both novices and professional artists. Novice users can enjoy editing randomised fractals to produce stunning HD wallpapers …
Download | www.chaoticafractals.com
Download Chaotica is free for noncommercial use, and can render up to 1.23 megapixel images (e.g. 1280x960 resolution) and up to 30 second 480p animations without a licence.
Chaotica 2 | www.chaoticafractals.com
Chaotica 2 is here. Chaotica 2 brings brand new GPU rendering, faster CPU rendering, more animation controls, video output, and easier fractal creation than ever before.
Features | www.chaoticafractals.com
Chaotica supports all Apophysis / Flam3 features except the "3D hack" and Direct Colouring modifications. Over 240 "variation" transforms are natively supported, re-implemented for …
Manual | www.chaoticafractals.com
This manual will introduce the basic principles of rendering fractals with Chaotica, as well as document the various user interface components and program features.
Blog | www.chaoticafractals.com
Chaotica 2 is the next major version of Chaotica, and is currently in development. Major new features include faster CPU rendering, multi-GPU rendering, and an improved animation editor.
Basic Usage Tutorial | www.chaoticafractals.com
Before starting, please ensure that you have installed the latest version of Chaotica, which is available from the downloads page. Opening and rendering an example
Getting Started | www.chaoticafractals.com
The first step to creating and rendering amazing fractals with Chaotica is to choose a distribution to install. This will primarily depend on your Operating System (OS), and there are versions for …
Chaotica 1.5 | www.chaoticafractals.com
After tremendous encouragement from both our followers on Facebook and the deviantArt community it's time for a long-awaited update, with some big improvements that keep …
Introduction | www.chaoticafractals.com
Chaotica is an environment for creating and rendering fractal art. The most fundamental trait of a fractal image is geometric recursion, and the resulting "self-similar" structure where a certain …