{"url":"https://api.github.com/gists/3884914","forks_url":"https://api.github.com/gists/3884914/forks","commits_url":"https://api.github.com/gists/3884914/commits","id":"3884914","node_id":"MDQ6R2lzdDM4ODQ5MTQ=","git_pull_url":"https://gist.github.com/3884914.git","git_push_url":"https://gist.github.com/3884914.git","html_url":"https://gist.github.com/mbostock/3884914","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3884914/raw/63000c022ed74ebfc121575d44bd8f42eeaa2730/.block","size":81,"truncated":false,"content":"license: gpl-3.0\nredirect: https://beta.observablehq.com/@mbostock/d3-band-chart\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3884914/raw/bd84ff2e40a778666f17012941a93ea83303b4aa/README.md","size":1067,"truncated":false,"content":"This two-value area chart is constructed from a TSV file storing the daily high and low temperature in San Francisco over the last two years. Data is from the [National Climatic Data Center](http://www.ncdc.noaa.gov/). The chart employs [conventional margins](http://bl.ocks.org/3019563) and a number of D3 features:\n\n* [d3.tsv](https://github.com/mbostock/d3/wiki/CSV) - load and parse data\n* [d3.time.format](https://github.com/mbostock/d3/wiki/Time-Formatting) - parse dates\n* [d3.time.scale](https://github.com/mbostock/d3/wiki/Time-Scales) - *x*-position encoding\n* [d3.scale.linear](https://github.com/mbostock/d3/wiki/Quantitative-Scales) - *y*-position encoding\n* [d3.extent](https://github.com/mbostock/d3/wiki/Arrays#wiki-d3_extent), [d3.min](https://github.com/mbostock/d3/wiki/Arrays#wiki-d3_min) and [d3.max](https://github.com/mbostock/d3/wiki/Arrays#wiki-d3_max) - compute domains\n* [d3.svg.axis](https://github.com/mbostock/d3/wiki/SVG-Axes) - display axes\n* [d3.svg.area](https://github.com/mbostock/d3/wiki/SVG-Shapes#wiki-area) - display area 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.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\nd3.tsv(\"data.tsv\", function(error, data) {\n  if (error) throw error;\n\n  data.forEach(function(d) {\n    d.date = parseDate(d.date);\n    d.low = +d.low;\n    d.high = +d.high;\n  });\n\n  x.domain(d3.extent(data, function(d) { return d.date; }));\n  y.domain([d3.min(data, function(d) { return d.low; }), d3.max(data, function(d) { return d.high; })]);\n\n  svg.append(\"path\")\n      .datum(data)\n      .attr(\"class\", \"area\")\n      .attr(\"d\", area);\n\n  svg.append(\"g\")\n      .attr(\"class\", \"x axis\")\n      .attr(\"transform\", \"translate(0,\" + height + \")\")\n      .call(xAxis);\n\n  svg.append(\"g\")\n      .attr(\"class\", \"y axis\")\n      .call(yAxis)\n    .append(\"text\")\n      .attr(\"transform\", \"rotate(-90)\")\n      .attr(\"y\", 6)\n      .attr(\"dy\", \".71em\")\n      .style(\"text-anchor\", \"end\")\n      .text(\"Temperature (ºF)\");\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/3884914/raw/0d9ca14da1fbe6a3eab99ab0beaf4a50e5822a95/thumbnail.png","size":16818,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\ni60GXlplOoVh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