Approach symmetry with proper gravity
This one resembles a single celled organism, with a uniform outer wall and an interior that seems random even though it isn’t. We tend to think of mathematically ‘perfect’ structures, like the cycloids in a spirograph, or the forms in the mandelbrot set, or snowflakes, as reflecting something pure, a higher ideal or standard of beauty than the messiness we see in an eroded hillside, or in the seemingly haphazard way organs are distributed within the torso. It takes less information to fully describe the former than the latter, which means the former are actually less complex, that they reflect a higher level of entropy. It is easy to favor the comprehensible over the complex, to prefer seeing as recognition rather than as reckoning.