

Although the possible outcomes from running this code are infinite, I chose these two images to represent my project, as they are relatively 'normal' outcomes, shown in both background configurations.
The concept for this project is based on the theory of alternate, parallel universes. Imagine there are two versions of our universe, and both (for the sake of simplicity) 'began' at the same point in time. However, the two universes were very slightly affected by different, small, chaotic occurrences along the way, and thus are not entirely congruent, but because they started at the same point and share similar characteristics, they are, for the most part, reflective of the other.
This project takes those ideas and converts them into something simple that can be seen. The figure that is drawn on the right side of the screen is our universe, and, on the left, a parallel universe. Because of the math used to generate the drawing, they are, technically, a 'reflection' of one another, due to the fact that part of the equation is raising a value to the power of -1, causing it to alternate while it draws.
However, they are not entirely true reflections of each other, because an element of chaos (or, for the sake of this project and limits of math randomness) affecting the draw frequency of the lines (on which the math is partly based), there exist slight discrepancies. Also, you may note that the two sides do not 'look' congruent, but again, the congruency is purely mathematical, so they will not appear as true reflections, even though visual similarities exist.












