{"url":"https://api.github.com/gists/5628479","forks_url":"https://api.github.com/gists/5628479/forks","commits_url":"https://api.github.com/gists/5628479/commits","id":"5628479","node_id":"MDQ6R2lzdDU2Mjg0Nzk=","git_pull_url":"https://gist.github.com/5628479.git","git_push_url":"https://gist.github.com/5628479.git","html_url":"https://gist.github.com/mbostock/5628479","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5628479/raw/fc2e8c2b8d06fc6021cdb0509253fbc21ba54d1b/.block","size":75,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/tissots-indicatrix\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5628479/raw/a9cc644f8b5270667843a00cae0612488a2676a8/README.md","size":275,"truncated":false,"content":"False [Tissot's Indicatrix](http://en.wikipedia.org/wiki/Tissot's_indicatrix) approximated with small circles, based on work by [Tom Carden](/RandomEtc/4052873). A [true Tissot’s Indicatrix](http://www.jasondavies.com/maps/tissot/) has now been implemented by Jason Davies.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5628479/raw/6b298f0a0c66852ac6c608433f131f1ec8b51e9c/index.html","size":2176,"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.tissot {\n  fill: orange;\n  fill-opacity: .4;\n  stroke: brown;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 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\"graticule\")\n    .attr(\"d\", path);\n\nsvg.append(\"path\")\n    .datum({type: \"GeometryCollection\", geometries: circles})\n    .attr(\"class\", \"tissot\")\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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b0jGRYMPDwDRG2n1d5A4F4CQYQiC91hY/uDvxnTSiCU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\nfOAvl48uh/7wAj9b42Idth8/ZqM/+eSTb7r55kcffTQYDNq2HQ6Hf/rTn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qWnw4cP1+rTNpjc/uEf/gHmR5zj/8bUPi3ogFiQ5gev4Zzq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\nFAoFQyG/IKEQoGmqbVv5fAGDdsSRxDM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