{"url":"https://api.github.com/gists/714554","forks_url":"https://api.github.com/gists/714554/forks","commits_url":"https://api.github.com/gists/714554/commits","id":"714554","node_id":"MDQ6R2lzdDcxNDU1NA==","git_pull_url":"https://gist.github.com/714554.git","git_push_url":"https://gist.github.com/714554.git","html_url":"https://gist.github.com/mbostock/714554","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/714554/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/714554/raw/a530633e4eeeae03d4a9dc289a0cbf710fc7a038/README.md","size":148,"truncated":false,"content":"Interactive Moiré pattern implemented in [D3](https://d3js.org/). Inspired by [Max Ogden](http://twitter.com/#!/maxogden/status/7525578898939904).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/714554/raw/5cbc2479e5eedd1845e73b382548cfe6789a7f18/index.html","size":1073,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<title>Moiré Patterns</title>\n<style>\n\nrect {\n  fill: none;\n  pointer-events: all;\n}\n\ncircle {\n  fill: none;\n  stroke: #000;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar w = 960,\n    h = 500;\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", w)\n    .attr(\"height\", h);\n\nsvg.append(\"rect\")\n    .attr(\"width\", w)\n    .attr(\"height\", h);\n\nsvg.append(\"g\").selectAll(\"circle\")\n    .data(d3.range(110))\n  .enter().append(\"circle\")\n    .attr(\"transform\", \"translate(\" + w / 2 + \",\" + h / 2 + \")\")\n    .attr(\"r\", function(d) { return d * 5; });\n\nvar circle = svg.append(\"g\").selectAll(\"circle\")\n    .data(d3.range(60))\n  .enter().append(\"circle\")\n    .attr(\"transform\", \"translate(\" + w / 2 + \",\" + h / 2 + \")\")\n    .attr(\"r\", function(d) { return d * 3; });\n\nsvg.on(\"mousemove\", function() {\n  var mouse = d3.mouse(this),\n      r = (Math.sqrt(mouse[0]) + 10) / 10;\n\n  circle\n      .attr(\"transform\", \"translate(\" + mouse + \")\")\n      .attr(\"r\", function(d) { return d * r; });\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/714554/raw/6f3ca98f8f86bcf51db522ea218bb5a74bd69b37/thumbnail.png","size":26595,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\nsgkoUPhphCuqR9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