{"url":"https://api.github.com/gists/6059532","forks_url":"https://api.github.com/gists/6059532/forks","commits_url":"https://api.github.com/gists/6059532/commits","id":"6059532","node_id":"MDQ6R2lzdDYwNTk1MzI=","git_pull_url":"https://gist.github.com/6059532.git","git_push_url":"https://gist.github.com/6059532.git","html_url":"https://gist.github.com/mbostock/6059532","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/6059532/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/6059532/raw/7bee7dd22efeb0ff8e0f4dbcf2c40728bdc5c98d/README.md","size":68,"truncated":false,"content":"A work-in-progress prototype of a bump chart using stroke gradients.","encoding":"utf-8"},"data.tsv":{"filename":"data.tsv","type":"text/tab-separated-values","language":"TSV","raw_url":"https://gist.githubusercontent.com/mbostock/6059532/raw/7e83647c2b1936411aa8c2f4d3e58241adf47e27/data.tsv","size":607,"truncated":false,"content":"weight\ta\tb\tc\n158\t12.58\t8.15\t20.13\n147\t6.25\t-5.08\t4.31\n129\t5.71\t6.68\t6.28\n126\t25.38\t23.75\t18.83\n97\t14.29\t12.8\t11.13\n95\t0.39\t-5.85\t-1.57\n95\t10.34\t7.32\t0.1\n90\t10.3\t8.9\t13.96\n73\t23.77\t25.43\t24.73\n73\t8.26\t6.52\t8.91\n68\t11.84\t8.97\t14.2\n54\t5.99\t5.42\t11.37\n52\t30.81\t30.22\t30.41\n49\t21.36\t24.25\t24.86\n47\t17.21\t14.87\t13.9\n38\t26.77\t23.35\t30.25\n31\t23\t25.08\t16.4\n31\t5.79\t13.94\t9.67\n29\t3.96\t-10.45\t0.09\n27\t27.18\t31.83\t15.14\n26\t19.1\t16.53\t15.94\n23\t18.66\t22.12\t24.1\n20\t4.03\t7.69\t8.05\n16\t21.87\t22.08\t17.92\n15\t27.49\t36.58\t25.15\n14\t21.55\t18.41\t20.25\n12\t23.27\t23.55\t20.4\n12\t0.47\t-2.25\t0.42\n11\t23.39\t21.7\t19.01\n10\t9.92\t4.51\t11.14\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/6059532/raw/c3dde333a8c96e61cfd282d233dab37fca1fb4e3/index.html","size":4089,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.bump path {\n  fill: none;\n  stroke: #000;\n  stroke-linejoin: round;\n}\n\n.bump .halo {\n  stroke: #fff;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar margin = {top: 10, right: 10, bottom: 10, left: 10},\n    width = 960 - margin.left - margin.right,\n    height = 500 - margin.top - margin.bottom,\n    pairId = 0;\n\nvar x = d3.scale.ordinal()\n    .domain([\"a\", \"b\", \"c\"])\n    .rangeBands([0, width], .5, 0);\n\nvar xTangent = 40, // Length of Bézier tangents to control curve.\n    yPadding = .3; // Fraction of height for vertical spacing between lines.\n\nvar y = d3.scale.linear()\n    .range([0, height]);\n\nvar z = {\n  a: d3.scale.linear().range([\"#EEE8B8\", \"#973333\"]).interpolate(d3.interpolateHcl),\n  b: d3.scale.linear().range([\"#88A391\", \"#D0D6AF\"]).interpolate(d3.interpolateHcl),\n  c: d3.scale.linear().range([\"#245B7B\", \"#6A8D94\"]).interpolate(d3.interpolateHcl)\n};\n\nvar svg = d3.select(\"body\").append(\"svg\")\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\nd3.tsv(\"data.tsv\", type, function(error, data) {\n  y.domain([0, d3.sum(data, function(d) { return d.weight; }) / (1 - yPadding)]);\n\n  x.domain().forEach(function(k) {\n    var n = data.length, y0 = 0, dy = y.domain()[1] * yPadding / (n - 1);\n    data.sort(function(a, b) { return a[k] - b[k]; }).forEach(function(d, i) {\n      d[k + \"-offset\"] = y0 + d.weight / 2;\n      y0 += d.weight + dy;\n    });\n    z[k].domain([data[0][k], data[n - 1][k]]);\n  });\n\n  data.sort(function(a, b) { return b.weight - a.weight; });\n\n  var bump = svg.append(\"g\")\n      .attr(\"class\", \"bump\")\n    .selectAll(\"g\")\n      .data(data)\n    .enter().append(\"g\");\n\n  bump.append(\"path\")\n      .attr(\"class\", \"halo\")\n      .style(\"stroke-width\", function(d) { return y(d.weight) + 2; })\n      .attr(\"d\", line);\n\n  x.domain().slice(1).forEach(function(b, i) {\n    var a = x.domain()[i];\n\n    var path = bump.append(\"path\")\n        .style(\"stroke-width\", function(d) { return y(d.weight); });\n\n    var gradient = bump.append(\"linearGradient\")\n        .attr(\"id\", function(d) { return \"gradient-\" + a + \"-\" + d.index; })\n        .attr(\"x1\", function(d) { return x(a) + x.rangeBand(); })\n        .attr(\"y1\", function(d) { return y(d[a + \"-offset\"]); })\n        .attr(\"x2\", function(d) { return x(b); })\n        .attr(\"y2\", function(d) { return y(d[b + \"-offset\"]); })\n        .attr(\"gradientUnits\", \"userSpaceOnUse\")\n        .attr(\"spreadMethod\", \"pad\");\n\n    gradient.append(\"svg:stop\")\n        .attr(\"offset\", \"0%\")\n        .attr(\"stop-color\", function(d) { return z[a](d[a]); })\n        .attr(\"stop-opacity\", 1);\n\n    gradient.append(\"svg:stop\")\n        .attr(\"offset\", \"100%\")\n        .attr(\"stop-color\", function(d) { return z[b](d[b]); })\n        .attr(\"stop-opacity\", 1);\n\n    path\n        .style(\"stroke\", function(d) { return \"url(#gradient-\" + a + \"-\" + d.index + \")\"; })\n        .attr(\"d\", function(d) {\n          return \"M\" + x(a) + \",\" + y(d[a + \"-offset\"])\n              + \"h\" + x.rangeBand()\n              + curve(a, b, d)\n              + \"h1\";\n        });\n  });\n\n  bump.append(\"path\")\n      .style(\"stroke-width\", function(d) { return y(d.weight); })\n      .style(\"stroke\", function(d) { return z.c(d.c); })\n      .attr(\"d\", function(d) { return \"M\" + x(\"c\") + \",\" + y(d[\"c-offset\"]) + \"h\" + x.rangeBand(); });\n});\n\nfunction type(d, i) {\n  for (var k in d) d[k] = +d[k];\n  d.index = i;\n  return d;\n}\n\nfunction line(d) {\n  var path = [];\n  x.domain().slice(1).forEach(function(b, i) {\n    var a = x.domain()[i];\n    path.push(\"L\", x(a), \",\", y(d[a + \"-offset\"]), \"h\", x.rangeBand(), curve(a, b, d));\n  });\n  path[0] = \"M\";\n  path.push(\"h\", x.rangeBand());\n  return path.join(\"\");\n}\n\nfunction curve(a, b, d) {\n  return \"C\" + (x(a) + xTangent + x.rangeBand()) + \",\" + y(d[a + \"-offset\"]) + \" \"\n      + (x(b) - xTangent) + \",\" + y(d[b + \"-offset\"]) + \" \"\n      + x(b) + \",\" + y(d[b + \"-offset\"]);\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/6059532/raw/b65eeaf584e0623c0c3efe0a47df4df4f230901a/thumbnail.png","size":26520,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAL5GlDQ1BpY20A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\nfq+z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