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Crawling insects, a flock of bird or fish, leaves on the surface of water, grass in the wind. \nDAI simulates and extends those movement patterns with autonomous interacting Dots. \n\nTwo visual elements produce different outcomes like the Insect movement pattern I mentioned above; Gravity; traces of a flock birds or fish; String art; squishy glitches; wild chaos\n1. The Dots themselves draw traces of their Path\n2. Lines between the Dots: I bet you did some string art back in elementary school :)\n\nHow does it work:\nA random number of Dots with a random amount of movement are placed on the canvas. They sense Dots in a given radius. They attract or repel each other and they flock together, or not. They draw their movement path and/or their connection to neighbouring Dots. Doing all that they paint a more or less beautiful, chaotic, colourful picture. \nYou will mint an iteration based on a given set of parameters. Your mint will always have that set of parameters. However the movement and so the drawing is completely random. Every time you load your minted iteration it will look different. The longer you run an iteration the more it gets painted over and over and over (at least in most cases)\n\nSome iterations build up with high speed. Some require patience because they build up slowly. Some might even get to a halt and don’t develop any further. Some are delicate, some are bold. Some Dots escape beyond their set borders, most don’t. Some colors are piercing your eyes, some shine subtly.\n\n\nYou have some keyboard functionality:\n\nSwitch modes\n[1] reset and show only Lines\n[2] reset and show only Path\n[3] show Lines and Path, don’t reset\n\n[r] reset current drawing without reloading\n[x] toggle flocking on / off  (If a piece got stuck and nothing is moving anymore, try to toggle flocking. Often it will kick some Dots out of its’ gravity trap.)\n[p] pause for admiration \n\n[s] save the current screen as png ATTENTION! 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to load resource: the server responded with a status of 500 (Internal Server Error)","level":"error","timestamp":1758807289874}],"screenshotDelay":20000},"timestamp":1758807289601},"created_at":"2025-09-25T13:35:10.022+00:00","updated_at":"2025-09-25T13:35:10.022+00:00"}