a garden of procedural wonders
A recursive structure unfolds from a single axiom. Each branch spawns two children at complementary angles, their lengths diminishing by the golden ratio. The fern remembers its origin in every frond.
Phyllotaxis governs the arrangement: each new growth point rotates by 137.5 degrees from the last. The moss colony expands in Fibonacci spirals that no individual plant intended but all collectively produce.
The stem reaches upward through a simple rule: grow, then branch. At each branching point, a decision between flower and leaf is made by a probability that shifts with height. The highest branches bloom most freely.
Diffusion-limited aggregation builds structure from randomness. Particles wander until they touch an existing branch, then stick. The result is a fractal skeleton that looks designed but was only discovered.
The tendril follows a thigmotropic algorithm: it reaches outward until it touches a surface, then coils. Each coil tightens by a factor determined by the elasticity parameter. The vine knows nothing of purpose; it only knows contact.
Symbiosis rendered as geometry. Two organisms share a boundary that neither controls. The colony's edge advances at the rate of mutual benefit, forming lobed patterns that map cooperation in real space.
every world is a seed
every seed is a world