{"url":"https://api.github.com/gists/3710082","forks_url":"https://api.github.com/gists/3710082/forks","commits_url":"https://api.github.com/gists/3710082/commits","id":"3710082","node_id":"MDQ6R2lzdDM3MTAwODI=","git_pull_url":"https://gist.github.com/3710082.git","git_push_url":"https://gist.github.com/3710082.git","html_url":"https://gist.github.com/mbostock/3710082","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3710082/raw/ea954ad0add5a6b6c685e4edc92fb2f4e5b67bfb/.block","size":71,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/kavrayskiy-vii\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3710082/raw/66990628e231234c3893b2c30138a143adf2603d/README.md","size":220,"truncated":false,"content":"The [Kavrayskiy VII projection](http://en.wikipedia.org/wiki/Kavrayskiy_VII_projection) is available as `d3.geo.kavrayskiy7` 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/3710082/raw/9f6b8e8d4cd84a5b3c413547854c18fe4532448c/index.html","size":1770,"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 = 570;\n\nvar projection = d3.geo.kavrayskiy7()\n    .scale(170)\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 + 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z5xGJRJCWloaZM2eirq4O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\n47bbbkNGRgZ0Oh06OjpY2hPwUfvxQCCQUJhKti8T+QYZ4SjBlVwoS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