{"url":"https://api.github.com/gists/4489342","forks_url":"https://api.github.com/gists/4489342/forks","commits_url":"https://api.github.com/gists/4489342/commits","id":"4489342","node_id":"MDQ6R2lzdDQ0ODkzNDI=","git_pull_url":"https://gist.github.com/4489342.git","git_push_url":"https://gist.github.com/4489342.git","html_url":"https://gist.github.com/mbostock/4489342","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4489342/raw/8dae2b0af51de23ba600e1aa72bea8c999410cc0/.block","size":78,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/laskowski-tri-optimal\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4489342/raw/2fb6aca01532fe3b5e704ffcc36a1b632c676550/README.md","size":261,"truncated":false,"content":"The [Laskowski tri-optimal projection](http://members.shaw.ca/quadibloc/maps/mmi0903.htm) minimizes area and shape distortion, and is available as `d3.geo.laskowski` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4489342/raw/43b3afeee9434da30b41bf67203c28202ee0229a/index.html","size":1768,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  background: #fcfcfa;\n}\n\n.stroke {\n  fill: none;\n  stroke: #000;\n  stroke-width: 3px;\n}\n\n.fill {\n  fill: #fff;\n}\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-width: .5px;\n  stroke-opacity: .5;\n}\n\n.land {\n  fill: #222;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/d3.geo.projection.v0.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 580;\n\nvar projection = d3.geo.laskowski()\n    .scale(150)\n    .translate([width / 2, height / 2])\n    .precision(.1);\n\nvar path = d3.geo.path()\n    .projection(projection);\n\nvar graticule = d3.geo.graticule();\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nsvg.append(\"defs\").append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"id\", \"sphere\")\n    .attr(\"d\", path);\n\nsvg.append(\"use\")\n    .attr(\"class\", \"stroke\")\n    .attr(\"xlink:href\", \"#sphere\");\n\nsvg.append(\"use\")\n    .attr(\"class\", \"fill\")\n    .attr(\"xlink:href\", \"#sphere\");\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nd3.json(\"/mbostock/raw/4090846/world-50m.json\", function(error, world) {\n  if (error) throw error;\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.feature(world, world.objects.land))\n      .attr(\"class\", \"land\")\n      .attr(\"d\", path);\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.mesh(world, world.objects.countries, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"boundary\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + \"px\");\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4489342/raw/514b420d5ef2d6b8a2ec33183e185ab84fc1fc9f/thumbnail.png","size":31523,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKnWlDQ1BpY20A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\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I6PPvpowIAB119//QMPPLBx48b6+nq327106VKPxwPP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\n7ntFRcXnn3++mCw1gPVLsWplyUKIPOW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