CHAOS translates chaotic systems into graphic form. Drawing from nonlinear equations, including the Chen-Lee Attractor and Halvorsen Attractor, the project turns mathematical instability into visual structure．

The project is built around a single proposition: //chaos_orderInDisorder

Using Processing, chaotic equations are iterated, and the resulting trajectories are reconstructed in C4D as tubular chrome letterforms and attractor-based spatial structures. Rather than concealing the computational process, the project exposes it: IDE screenshots, file directories, and code fragments are layered directly into the poster surface.

This is not a decorative choice. It mirrors the logic of chaos theory, a system governed by strict rules, yet producing outcomes that appear unstable and unpredictable. Saturated electric blue, neutral gray, and yellow annotation blocks hold the tension between precision and disruption. Code systems, linguistic structures, and visual planes are forced onto the same surface, set to interfere with each other.

The final output includes a series of static posters, animated GIFs, and an interactive Processing sketch, forms that do not simply illustrate chaos theory, but operate through its logic.