{"url":"https://api.github.com/gists/5230202","forks_url":"https://api.github.com/gists/5230202/forks","commits_url":"https://api.github.com/gists/5230202/commits","id":"5230202","node_id":"MDQ6R2lzdDUyMzAyMDI=","git_pull_url":"https://gist.github.com/5230202.git","git_push_url":"https://gist.github.com/5230202.git","html_url":"https://gist.github.com/mbostock/5230202","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5230202/raw/7486dc8ae5e8a023194dba5fdbd1b02a4577646e/.block","size":78,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/rectangular-polyconic\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5230202/raw/7bd271a27980d697fa3d0bc766acdd71a6ee9f22/README.md","size":263,"truncated":false,"content":"The [rectangular polyconic projection](http://www.progonos.com/furuti/MapProj/Normal/ProjCon/projCon.html#RPolycon) is available as `d3.geo.rectangularPolyconic` in the [extended projections 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/5230202/raw/707613c81f8a63cac535d3239e02588f1eefef65/index.html","size":1800,"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 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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 + 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de+bNm5eRkYFdSwjwer0G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\n84VKhXiE2ssvvzxz5sxnn33W4XBgYvlCG6TOq1QqeAr0en1DQwNCP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