One Rule: Double The Rice On Every Chessboard Square 🍚 | 8 Simulations, No Talking

この作品について

One grain of rice on the first square of a chessboard, two on the next, four on the next, and so on to square 64: a sack hops along the board, a pillar grows on every square, and the counter ends at 18.4 quintillion grains. After it come seven more pictures that finish themselves one piece at a time: a walking beach machine bolted together leg by leg, a beaver dam that floods a valley, pine trees that turn white flake by flake, a spider web spun in the real order, a coral reef that branches into life, a monarch butterfly whose wings colour in scale by scale, and a village street hung with festival flags. No talking.

The number under each chapter title is the simulation's own count in that frame: squares poured (with the running grain total under it), parts fitted, sticks placed, snowflakes landed, threads laid, coral branches, wing scales coloured on one side (the other side is a mirror image) and flags hung.

What is real and what is simplified? The grain total is exact (2 to the power of 64, minus one), but the pillars are drawn on a log scale, because the real heap on square 64 would be taller than the sky. Each leg of the walking machine is a real four-bar linkage: one turning crank moves the foot along a D-shaped path, and the body moves at the speed the feet push the sand, so the feet do not slide. The spider lays its frame, then the spokes, then the sticky spiral from the outside in, the way garden spiders do. Everything else runs on a fixed timetable so that each picture finishes on time: the beaver, the snowflakes, the coral, the scales and the flags are placed by plan, not by physics. The rules, the code and the sound are all original.