{"url":"https://api.github.com/gists/9539958","forks_url":"https://api.github.com/gists/9539958/forks","commits_url":"https://api.github.com/gists/9539958/commits","id":"9539958","node_id":"MDQ6R2lzdDk1Mzk5NTg=","git_pull_url":"https://gist.github.com/9539958.git","git_push_url":"https://gist.github.com/9539958.git","html_url":"https://gist.github.com/mbostock/9539958","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/9539958/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/9539958/raw/2325b2fdda6860b7c542d8ffe05f957a28a167db/README.md","size":153,"truncated":false,"content":"A slightly updated version of [OMG Particles!](/mbostock/1062544) using Canvas and [smooth interpolation](/mbostock/6499018) towards the mouse location.\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/9539958/raw/176a6767eef035f05d7f857b6f2d4e88d0f20b3d/index.html","size":1339,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  margin: 0;\n  background: #111;\n  min-width: 960px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar width = Math.max(960, innerWidth),\n    height = Math.max(500, innerHeight);\n\nvar x1 = width / 2,\n    y1 = height / 2,\n    x0 = x1,\n    y0 = y1,\n    i = 0,\n    r = 200,\n    τ = 2 * Math.PI;\n\nvar canvas = d3.select(\"body\").append(\"canvas\")\n    .attr(\"width\", width)\n    .attr(\"height\", height)\n    .on(\"ontouchstart\" in document ? \"touchmove\" : \"mousemove\", move);\n\nvar context = canvas.node().getContext(\"2d\");\ncontext.globalCompositeOperation = \"lighter\";\ncontext.lineWidth = 2;\n\nd3.timer(function() {\n  context.clearRect(0, 0, width, height);\n\n  var z = d3.hsl(++i % 360, 1, .5).rgb(),\n      c = \"rgba(\" + z.r + \",\" + z.g + \",\" + z.b + \",\",\n      x = x0 += (x1 - x0) * .1,\n      y = y0 += (y1 - y0) * .1;\n\n  d3.select({}).transition()\n      .duration(2000)\n      .ease(Math.sqrt)\n      .tween(\"circle\", function() {\n        return function(t) {\n          context.strokeStyle = c + (1 - t) + \")\";\n          context.beginPath();\n          context.arc(x, y, r * t, 0, τ);\n          context.stroke();\n        };\n      });\n});\n\nfunction move() {\n  var mouse = d3.mouse(this);\n  x1 = mouse[0];\n  y1 = mouse[1];\n  d3.event.preventDefault();\n}\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/9539958/raw/5bb0627ad6e7a9bf6e61732b59169269dbf71b61/thumbnail.png","size":21781,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKnmlDQ1BpY20A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\nzE3osRXZNak/84P5Q4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gl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\nMHhGko6GDWNCkAgwR9TGQGsmFdimzK0MCa3c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