{"url":"https://api.github.com/gists/4132797","forks_url":"https://api.github.com/gists/4132797/forks","commits_url":"https://api.github.com/gists/4132797/commits","id":"4132797","node_id":"MDQ6R2lzdDQxMzI3OTc=","git_pull_url":"https://gist.github.com/4132797.git","git_push_url":"https://gist.github.com/4132797.git","html_url":"https://gist.github.com/mbostock/4132797","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4132797/raw/f00d408096adeae2e4da6d9e826f54843f13f7f9/.block","size":75,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/zoomable-map-tiles\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4132797/raw/8a36bd1c1b318fdfb27a4cb9c0a0859960e156de/README.md","size":546,"truncated":false,"content":"A demo of the [d3.geo.tile](https://github.com/d3/d3-plugins/tree/master/geo/tile) plugin, which determines which 256x256 tiles are visible in the viewport based on a scale and translate. This demo combines the tile plugin with [d3.behavior.zoom](https://github.com/mbostock/d3/wiki/Zoom-Behavior) for panning and zooming, resulting in a a simple slippy map. Based partly on [an example](http://bl.ocks.org/3943330) by [Tom MacWright](http://macwright.org/).\n\nTiles copyright [OpenStreetMap contributors](https://www.openstreetmap.org/copyright).","encoding":"utf-8"},"d3.geo.tile.min.js":{"filename":"d3.geo.tile.min.js","type":"text/javascript","language":"JavaScript","raw_url":"https://gist.githubusercontent.com/mbostock/4132797/raw/993cba6cb7f8649eab6ca3cff4f826551b9cd7d5/d3.geo.tile.min.js","size":684,"truncated":false,"content":"d3.geo.tile=function(){function t(){var t=Math.max(Math.log(n)/Math.LN2-8,0),h=Math.round(t+e),o=Math.pow(2,t-h+8),u=[(r[0]-n/2)/o,(r[1]-n/2)/o],l=[],c=d3.range(Math.max(0,Math.floor(-u[0])),Math.max(0,Math.ceil(a[0]/o-u[0]))),M=d3.range(Math.max(0,Math.floor(-u[1])),Math.max(0,Math.ceil(a[1]/o-u[1])));return M.forEach(function(t){c.forEach(function(a){l.push([a,t,h])})}),l.translate=u,l.scale=o,l}var a=[960,500],n=256,r=[a[0]/2,a[1]/2],e=0;return t.size=function(n){return 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tpP54wrjOQznEy2/ECW4++mVA4jqpa8ei0QgH1mib1/8dQGMAi6KWaIQ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\nH95p5qkx+vBkbBQ187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