Deep Lorenz is a graphic abstraction of the Lorenz Attractor. For each solution of this strange attractor, a single graphic instance of the circle above is placed. The circle is scaled to represent three-dimensional depth. In this implementation, the attractor is allowed to run continuously, replacing older instances so as to conserve computational resources. Notice how the solutions never quite fall into a stable orbit. This is the unusual property observable in most strange attractors. I find this particular abstraction of the Lorenz Attractor extremely beautiful. At much higher resolutions of 10,000 iterations or more, subsystems exhibiting organic qualities begin to emerge within the structure.
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