{"url":"https://api.github.com/gists/3074470","forks_url":"https://api.github.com/gists/3074470/forks","commits_url":"https://api.github.com/gists/3074470/commits","id":"3074470","node_id":"MDQ6R2lzdDMwNzQ0NzA=","git_pull_url":"https://gist.github.com/3074470.git","git_push_url":"https://gist.github.com/3074470.git","html_url":"https://gist.github.com/mbostock/3074470","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3074470/raw/82c335cada282541f0737bcf660181c289bb7837/.block","size":29,"truncated":false,"content":"license: gpl-3.0\nheight: 673\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3074470/raw/e62d94c19685317c0ce737c8ab2097ecc3494456/README.md","size":62,"truncated":false,"content":"See also a [contour plot](/mbostock/4241134) of this dataset.\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3074470/raw/79d58b286557c1a147c40c4d81979761384a7e65/index.html","size":1126,"truncated":false,"content":"<!DOCTYPE html>\n<canvas style=\"width:960px;\"></canvas>\n<script src=\"https://d3js.org/d3.v4.min.js\"></script>\n<script src=\"https://d3js.org/d3-hsv.v0.1.min.js\"></script>\n<script>\n\nvar i0 = d3.interpolateHsvLong(d3.hsv(120, 1, 0.65), d3.hsv(60, 1, 0.90)),\n    i1 = d3.interpolateHsvLong(d3.hsv(60, 1, 0.90), d3.hsv(0, 0, 0.95)),\n    interpolateTerrain = function(t) { return t < 0.5 ? i0(t * 2) : i1((t - 0.5) * 2); },\n    color = d3.scaleSequential(interpolateTerrain).domain([90, 190]);\n\nd3.json(\"volcano.json\", function(error, volcano) {\n  if (error) throw error;\n\n  var n = volcano.width,\n      m = volcano.height;\n\n  var canvas = d3.select(\"canvas\")\n      .attr(\"width\", n)\n      .attr(\"height\", m);\n\n  var context = canvas.node().getContext(\"2d\"),\n      image = context.createImageData(n, m);\n\n  for (var j = 0, k = 0, l = 0; j < m; ++j) {\n    for (var i = 0; i < n; ++i, ++k, l += 4) {\n      var c = d3.rgb(color(volcano.values[k]));\n      image.data[l + 0] = c.r;\n      image.data[l + 1] = c.g;\n      image.data[l + 2] = c.b;\n      image.data[l + 3] = 255;\n    }\n  }\n\n  context.putImageData(image, 0, 0);\n});\n\n</script>\n","encoding":"utf-8"},"preview.jpg":{"filename":"preview.jpg","type":"image/jpeg","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3074470/raw/c354bcd2b3da765ed8fcbbf58afa8e5fa389d814/preview.jpg","size":14555,"truncated":false,"content":"/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsL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\n2NI6jpxp2eenTm/pxeenTm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kwT36X171+dNmbV1bfqrXu6pfLrmpDB7V6N6WbmNY0LXgOyP9Gm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\ncP4Dr18sz7AIkBpDe9pPaufEa2S0ywFOXykHlDd9jnHcsddAa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