{"url":"https://api.github.com/gists/5050837","forks_url":"https://api.github.com/gists/5050837/forks","commits_url":"https://api.github.com/gists/5050837/commits","id":"5050837","node_id":"MDQ6R2lzdDUwNTA4Mzc=","git_pull_url":"https://gist.github.com/5050837.git","git_push_url":"https://gist.github.com/5050837.git","html_url":"https://gist.github.com/mbostock/5050837","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5050837/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5050837/raw/7806ed5addc1fe56649eda9e54ce597117a2d3a7/README.md","size":1381,"truncated":false,"content":"Use the brush to select extent coordinates interactively.\n\nThe [gdalwarp](http://www.gdal.org/gdalwarp.html) utility can crop the warped output image using the `-te` argument, which specifies a geographic extent as *xmin ymin xmax ymax* coordinates in the target projection. For example, the extent -2030000 -1250000 -1300000 -40400 shown above encompasses California when using EPSG:2163, the [U.S. National Atlas projection](http://spatialreference.org/ref/epsg/2163/).\n\nThe trick to computing these coordinates is to know the scale of the underlying Lambert azimuthal equal-area projection: 6,370,997 meters, as shown in the [human-readable projection definition](http://spatialreference.org/ref/epsg/2163/prettywkt/). From there, it is possible to translate between pixel space and EPSG:2163 coordinates.\n\n```js\nfunction te(projection) {\n var radius = 6370997,\n scale = projection.scale(),\n rotate = projection.rotate(),\n translate = projection.translate(),\n offset = projection.rotate([0, 0]).translate([0, 0])([0, 0]);\n\n projection.rotate(rotate).translate(translate);\n\n return [\n Math.round((-offset[0] - translate[0]) / scale * radius),\n Math.round((offset[1] + translate[1] - height) / scale * radius),\n Math.round((-offset[0] - translate[0] + width) / scale * radius),\n Math.round((offset[1] + translate[1]) / scale * radius)\n ];\n}\n```","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5050837/raw/ad174b0d16be92b177b336441d7b531bdc97e122/index.html","size":2687,"truncated":false,"content":"\n\n\n

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Exu92O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\nsnFZFh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