{"url":"https://api.github.com/gists/3035090","forks_url":"https://api.github.com/gists/3035090/forks","commits_url":"https://api.github.com/gists/3035090/commits","id":"3035090","node_id":"MDQ6R2lzdDMwMzUwOTA=","git_pull_url":"https://gist.github.com/3035090.git","git_push_url":"https://gist.github.com/3035090.git","html_url":"https://gist.github.com/mbostock/3035090","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3035090/raw/650bcfc2cb51488642c9f96f17fc85035757b55b/.block","size":79,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/area-with-missing-data\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3035090/raw/f640eaee5e04bb0c92d78fda18491f12d500119e/README.md","size":98,"truncated":false,"content":"A demonstration of [*area*.defined](https://github.com/mbostock/d3/wiki/SVG-Shapes#area_defined).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3035090/raw/31b63b1c7107eed17bd107bcee620274aac22c6b/index.html","size":1854,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  font: 10px sans-serif;\n}\n\n.axis path,\n.axis line {\n  fill: none;\n  stroke: #000;\n  shape-rendering: crispEdges;\n}\n\n.area {\n  fill: lightsteelblue;\n}\n\n.line {\n  fill: none;\n  stroke: steelblue;\n  stroke-width: 1.5px;\n}\n\n.dot {\n  fill: white;\n  stroke: steelblue;\n  stroke-width: 1.5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v4.0.0-alpha.15.min.js\"></script>\n<script>\n\nvar data = d3.range(40).map(function(i) {\n  return i % 5 ? {x: i / 39, y: (Math.sin(i / 3) + 2) / 4} : null;\n});\n\nvar margin = {top: 40, right: 40, bottom: 40, left: 40},\n    width = 960 - margin.left - margin.right,\n    height = 500 - margin.top - margin.bottom;\n\nvar x = d3.scaleLinear()\n    .range([0, width]);\n\nvar y = d3.scaleLinear()\n    .range([height, 0]);\n\nvar line = d3.line()\n    .defined(function(d) { return d; })\n    .x(function(d) { return x(d.x); })\n    .y(function(d) { return y(d.y); });\n\nvar area = d3.area()\n    .defined(line.defined())\n    .x(line.x())\n    .y1(line.y())\n    .y0(y(0));\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .datum(data)\n    .attr(\"width\", width + margin.left + margin.right)\n    .attr(\"height\", height + margin.top + margin.bottom)\n  .append(\"g\")\n    .attr(\"transform\", \"translate(\" + margin.left + \",\" + margin.top + \")\");\n\nsvg.append(\"path\")\n    .attr(\"class\", \"area\")\n    .attr(\"d\", area);\n\nsvg.append(\"g\")\n    .attr(\"class\", \"x axis\")\n    .attr(\"transform\", \"translate(0,\" + height + \")\")\n    .call(d3.axisBottom(x));\n\nsvg.append(\"g\")\n    .attr(\"class\", \"y axis\")\n    .call(d3.axisLeft(y));\n\nsvg.append(\"path\")\n    .attr(\"class\", \"line\")\n    .attr(\"d\", line);\n\nsvg.selectAll(\".dot\")\n    .data(data.filter(function(d) { return d; }))\n  .enter().append(\"circle\")\n    .attr(\"class\", \"dot\")\n    .attr(\"cx\", line.x())\n    .attr(\"cy\", line.y())\n    .attr(\"r\", 3.5);\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3035090/raw/ec1dd62d9767e8c828b72401f0124d3a9a5fdc2d/thumbnail.png","size":7027,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKmWlDQ1BpY20A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\nRU5ErkJggg==\n","encoding":"base64"}},"publ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