{"url":"https://api.github.com/gists/4496212","forks_url":"https://api.github.com/gists/4496212/forks","commits_url":"https://api.github.com/gists/4496212/commits","id":"4496212","node_id":"MDQ6R2lzdDQ0OTYyMTI=","git_pull_url":"https://gist.github.com/4496212.git","git_push_url":"https://gist.github.com/4496212.git","html_url":"https://gist.github.com/mbostock/4496212","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4496212/raw/76f6178b8ce81d62383bdd6a637b991cb3131e5b/.block","size":81,"truncated":false,"content":"license: gpl-3.0\nredirect: https://beta.observablehq.com/@mbostock/d3-hammer?b=4\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4496212/raw/90203eeae53e6efacc5871bcd4c8ca8a0b5c6f27/README.md","size":238,"truncated":false,"content":"The Eckert–Greifendorff projection is a customization of the [Hammer projection](/3712397) with *B* = 4, and is available as `d3.geo.hammer` 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/4496212/raw/77ab42fe6304622b5d4bb1468ba4f7f6abc50eb3/index.html","size":1785,"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 = 460;\n\nvar projection = d3.geo.hammer()\n    .coefficient(4)\n    .scale(153)\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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2NjapVKqKijF5eXlqtRrm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\nFSqpyi7JIXQk1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