Every Rule Runs Until It Finds Perfect Order | 10 Calm Simulations

Về tác phẩm này

Ten simulations, and every one of them ends in a clean, finished picture: a three-tier cake glazed in six rainbow colours, a field cut up and claimed square by square, a jar of sand that sorts itself into stripes, a flower that appears upside down through a pinhole, an airport that fills its sixteen colour gates, a dish of raindrops that fuse into one, a spiral of jellies that all reach the centre, a board of 144 tiles that blends into a smooth gradient, a train loop that carries 640 passengers home, and a mosaic that untwists into one colour wheel. No talking.

The promise is the same every time: each chapter starts empty or messy and stops when the picture is finished. The counter under the chapter title is the count from the simulation in that frame, and a chapter winds down a few seconds after its goal is reached.

How it was made, honestly: the sand jar swaps every heavier grain with the lighter grain above it, cell by cell. The tile gradient is a real relaxation solve, where each tile takes the average of its neighbours until nothing changes. The colour wheel is a real run of the XY rule, where tiles turn toward their neighbours' hue and swirls of opposite spin cancel until one is left. The raindrop dish merges any two drops that touch, with a simple rolling model. The field-claiming game is played by a small AI that samples cuts and follows a pace curve, and the last open cells are filled in a ripple so it ends on time. Several chapters follow a fixed timetable fitted to finish on time: the airport, the train loop, the cake's six glaze pours and the order the pinhole rays arrive in (the drip lengths and sprinkle positions come from the seed). The jelly spiral is a soft-body simulation that ignores centrifugal force, and the pinhole is a flat 2.5-D diagram. The rules, the code and the sound are original.