{"url":"https://api.github.com/gists/3031319","forks_url":"https://api.github.com/gists/3031319/forks","commits_url":"https://api.github.com/gists/3031319/commits","id":"3031319","node_id":"MDQ6R2lzdDMwMzEzMTk=","git_pull_url":"https://gist.github.com/3031319.git","git_push_url":"https://gist.github.com/3031319.git","html_url":"https://gist.github.com/mbostock/3031319","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3031319/raw/7bda8441d61ad503f578d18fba1d4f9d9b2d626d/.block","size":77,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/orthographic-shading\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3031319/raw/dd479b28d455a82878c65169da377eae8c2eed34/README.md","size":283,"truncated":false,"content":"The above grid demonstrates an orthographic azimuthal projection. The lines are at uniform 10º increments of latitude and longitude.\n\nPart 3 of 3.\n\n1. [Orthographic Grid](http://bl.ocks.org/2974930)\n2. [Orthographic Clipping](http://bl.ocks.org/3021474)\n3. **Orthographic Shading**\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3031319/raw/afcb2f36e6cb6e9511c3aebfe21bd59736bb0549/index.html","size":1377,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\ncircle,\npath {\n  fill: none;\n  stroke: #123;\n  stroke-opacity: .5;\n}\n\ncircle {\n  stroke-width: 2px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar rotate = [-71.03, 42.37],\n    velocity = [.018, .006];\n\nvar projection = d3.geo.orthographic()\n    .scale(240)\n    .clipAngle(90);\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\nvar gradient = svg.append(\"defs\").append(\"radialGradient\")\n    .attr(\"id\", \"gradient\")\n    .attr(\"cx\", \"75%\")\n    .attr(\"cy\", \"25%\");\n\ngradient.append(\"stop\")\n    .attr(\"offset\", \"5%\")\n    .attr(\"stop-color\", \"#ffd\");\n\ngradient.append(\"stop\")\n    .attr(\"offset\", \"100%\")\n    .attr(\"stop-color\", \"#ba9\");\n\nvar fill = svg.append(\"circle\")\n    .attr(\"cx\", width / 2)\n    .attr(\"cy\", height / 2)\n    .attr(\"r\", 240)\n    .style(\"fill\", \"url(#gradient)\");\n\nvar feature = svg.append(\"path\")\n    .datum(graticule);\n\nd3.timer(function(elapsed) {\n  projection.rotate([rotate[0] + elapsed * velocity[0], rotate[1] + elapsed * velocity[1]]);\n  fill.attr(\"transform\", \"rotate(\" + (rotate[0] + elapsed * velocity[0]) + \" \" + width / 2 + \",\" + height / 2 + \")\");\n  feature.attr(\"d\", 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BOZZPJbXNuTBnZsyq6wX/UTL\n/fl4g8gymFyxA0BYxImlQwAKCymqdajCt/YiChSAOz0+lE/zajvoASUMzIJj\nsY0MBBMVIFay1DJWFqFUc2/A2oGEf5IgDHfTsOAYco0EUoigErGN5mKR/SIw\nYZ1iaiMOxS2CmHtbV2uBe4gbQUirpD7ZOsk3o6jRlQL5njRbk3wDeEQHzIfa\nYmauhrIKmVYomSO6Tb4WaWK/pYF6ZH15VeYXFs5VN/dzBcwPP/xIRnpTGfAZ\njzCUdTP3FALLmsjiQKXbFkpcbBih6FRhR2vI3FVzFgrnJfoZooxUobTdfAtm\nHT4UUrv3bi3Y7s/7GcAx/bLwGnE/9MhVRfhZLNLY8SD1AEsEDUfoI5ScoKKi\nBRlel1o0N/aaPR3VybLOhC9MY8iz6a04uXZ84kPE5/oE21jczzUBhlsMbGBh\njmZSSGuc4tUs3mP7ET5umsv14gxQG8Dkhem2MaQtuXvnVgnMs3rcuvmh9NSr\nXuoUAgz0uYn+VVgYbWPMzIEVG0pR/X/g+lczK53FTCGkwKQSw7re+ZoEaCxi\nWnTcX1yXn964J5996opX/oeKFIt2UpOYFtnGQRaSIQFQJ/uU5N9CtDXpAO0k\n7NwM/aUhnVxFBIhNPWTf5SEAWxSVrndWQF3P53vaoFwveoZdMcNNmsiQ3DQ5\nYTonbTnR5T3fQFz8YEXghQ5+aJExZZFB8rkuPLijj36hBOZZO7b39tUkeiCj\nRP9q1Xz3jj8f6SIjdYFJ2uuLj+BQ4guXhTjoyfNg4qV5ORcibXxHghUt16xa\noMPzjaROXn3hsdCw2RpchfeEGWAeBA3infesUsTnmTRbx3aOTKKELYy827dW\nmcd5s2ZLk1TD39MCewHcKoXctg8lvzTkmvhzY/eBh33M4Gei6gGg1Wqn+15U\nCxHgsQoW3ey4/3o1NOHiPvissDhCB4bEWDE7Ac6w2VWTYkQ5+KsXx4dlT8E/\n/+CemtzbMjzYXwLzLB137tyT5EhNo94+W1xHHpBBIBD9KxaL5eHM/JM8GBKr\nN1D4EKmFOWmYRVS2lkvgqnl5FcCtZSGwQ57u4sSItREh3QLwoioG8FdNBF4P\n0jcWtn4Bsm5/bqUS9a5tL+1q6waRSW9vl/u6gdWP9JpauqnEvCPg2TDdaS33\nF2PAJ/c1PW8ZxjlUcgBmBUQmhaBQsDTSQH/FgbeeEiEVwqZG+Vyr3XZhQss+\nr93tQ2utWfNCaTanOL8zyccTRhM4yee/cCDEf+/Ogv4b3pHhc9LB/dwA8969\nu9KoBabb8W4DVRcP1D0yyCi7KOiOwRIb2NMMQR7zGwFjLSzCke5ee56NWd9l\ndkjoHyvOZBVX1vB8lhzmYt2Lj4lcxm7rlqskeOSd+fB9d72omOcCLsDLhsKJ\nAHvNxQ/BVExywMWxB+av7lQMuHQPaPuQo4qnasgZGgNL57FiQ66ChRyaf8Fi\nlRC0Stqd2s24EYi/f5T8Rf+82669lp87ddM/ao8JeNlndsoHbheAz0Y1NtiQ\nW7dvn5vRCucGmKvLiwYCipvJFVoXOob7VKt58AFzteLBFqKeACRWhgSmauSB\nG/xHwE2ABCYFWDAwJhhWsg2TrYRcZbWa5TWPQRIXAj8ADTYBaFR5YKK2ttrm\no1E4jclHygN2JsAUxd4UF+MbJ0laiI46w9n7Vu0XKk3inJF4f+Rpj4+DaKGd\nhY51mO8EiUI3hmrebiSmaeJGVfWNIPHIrLFrkhV8405nwGLkNRYBYCWw8fRb\n14bQygQJonVA0PsNxdiSm8hhpmeW5403VhZLH/MsHbDH+uqypIcHMjU2bMBE\neXK6IVXqPhbpCAAJ45H4BySM18O0PDwKxcqYsSwWGz+wuRMWF71WdbFZIypr\nPoCEreLDJCVvcRl9SUxXoqt3F1alTxfrjPpTlE+xWGExgNWr79HbE0GizK/P\n5RoW17YN5JiFMJK9ZxIYE+DvNg8NSFk0DvEPKzXpMibszqOmBGziNGjSOu12\nGBHIphKnfxlTJqkzNLeSGiBzxuS/tBMNLooW5FRoKnNGZeOyyhgH/aZVrwTT\nnxIwXpFPNDMxvJr++1t6vXvnou3IuQDm5uaWrK+tymPTA8Y2Idqa5Y22YmIc\nQLI4xq3VY5jN0S48hxYi+ICAaKK33wCPcogFBjORe6OmMM69rFYqJ/KHmKO8\nBtPswKY/91rfHfJ1AICKFJpowZgEovARAaq1D7F2lkHMTstHTOqD4+Dvrm4e\nGiD4G6azyedY5CzwpAOaPHMhnf6x3B8bTxxVz2fD8F3AD4NjwgM8roVzR+BV\nQkQp932DKdth1WLWpNivtrgRhg7zYvduJm2lYnM7YfCgm411sBYNkqR1JKtr\n6yUwz8qxvLIio/31EAjxxdLKQu8e/Dt2a9gBlgIsCA4im7JAkMfR89QaP48N\nmilH6w7+BuMRELI2jLq46CAAqDFxg4A9zXOGPM8CPQoozF/qL63psr7vqLM4\nm0PoA9tnGwDpCK7x4CjMFKEeNPWIcK+anTb70vOLFB2jBSZFw3Vcqo3Yojfm\nLAAk8yqSOPDWTMjoU5NH7QrF4XHDwpTHEqAhdqY/Y/6yQfGZ9bgJHNqopKYF\nzpk061TAtJzJH3VEa6ChPjgCA8x3Ninum/KvSjT900w21tdFZmdKYJ4VYPZ4\nHi51CRoLE5MxjroLbJDk/U5tjLmCgoAQJiugBAQAdmllK4jVB/uNSWAYfCSr\nuNfH7ysLAjSqPGJXPBZsKMkK6QWADcApgIbpFhgKOzqoYAwd4+aWN22RDvb3\n2uK2HkBqvu4dHanNKSaSiNdrxilBFp9NCWOPDvcFlkcUD5tSctWo55PGOv19\nOima0wmV2PWdY0g3LJpcR5ni0VEz30g6Y+jx0Tvnj2PrE+l0MngkMHOABl0t\nTMkGiTsxrxsMn61YPyP1yQ/2Sh/zrBx7u7ums2xnwSxi0SA8B0SAIQZ/rDaw\nHQQFmK0sfBsW5KVIy95CBF8SkKKGIaBCBwTYD58QZuPv6zRmdjZpe1EwbMZi\n5nmw2NWZMbmnIG4YyHutJab1lVUA8Fz6AVkgSL82dYFemRkzH4wNhVF4MB0b\nRhSpR4CwoGFy/j7k6qPQ7GrHCrB5P64fc9Xykt5nNvcb8xxnTJ8E4Gdu+0cf\nOSqKYF3GMMTu71Z61hXyxUHZ07bXxcbP1j87OzlSvih8531alufttvww7M/1\nDfbUpXV8VALzrBzHhweWEgkNslrWPoTIYF804VyOBwCtFEkXGCzJwoiRwThE\n6JlrFwxUpDIAK/4e5+O1gBAGwdzEVOVnDusg1wi5RJgU4PE+RHLJ0fHzhYlh\n2zhgTjS3QYgwZOdm0TNeYcBNbPxQvm/vhObMEWgVH2hEd4SG35sxDXWP3IvX\nnmLy0pqE6wfY4oXTWSHVEYM6wcdL887qRT1uHDjEpgNQuW6LUO/tmwm+oRYC\nwLcWLJy/kp3scZub1lHFdBKs/M6mQY3qe7fnpbeLQFqrBOaZicoCTAXODgNd\nN5uh3YfX/OURWfKbulAB01NXLphqJc4KISKLmTY1NiBH3vcGMLFg6PEKSxJR\nhfFsChYVJpXU3hMm5LnWrX0v9AIiuMHzEMbPTI6YPhfz03r2KABg5sDUtHkc\nlPdvzYfuB3r9NpHLOwqMYlq2g4A+bDYNAx4ALo59z83SJEjdrCmWF26z/ueX\n1+1aGccQirJD/9eowsEq6K7WHy4LSzp5TD5LfM6Q2mjYF49h3nNvXLvVWw7W\n8s/Wh2rniqBHlYTGCK5ZDbTt3Dsfpuy5aMYVJV8ETwiqEBVtu4I7mlB0JsB8\nmrJu6GFhWlXJ1q7l28YUYMPq7y0ra/IYwIld84jiYqJisvVY+/8wLj0m9SOQ\nOL+lXI6bluZIfJitjUjQRXfs6QLATIsSWkxicl+9OC4XJofNhGWmSuq50Bis\nwQ9loC6bByP2YF4rkHbhRJDphZSHeL7xsNk0//bi9KilkLgeTPNFNZFp8Eyg\nBxbjvegiiKROYlOvmBKJWlhvD1InipoE9V+8ZzaJ6Ykh9Z1DN0BMXT4//G3x\nc4V/h5NLMUzH7kwKC0XhXVYhVDLmGTmYBE2u0WocK+mJkidSAkjFYCtAERLv\nmaUDMCttNIEVR4sNDNo/OpLhrh7LHQKekOurqI+5Y2Yq0ctQuhXaPiZpLKGq\n5FK5yDBxtB+siXkK6FnEPbTB1EX+vppvl6bHLDprutGpEUuj4F8C3qjNxdSu\nWeV/W65fmvBeRNv5OHhM3Xa7k7PlerZ3D41hrfmVDU/qsS/8Ua6NjaYz/Ceo\ndELlSfuEqZu5eEFc6B4jvlkaS806AoPJsSHzcff1M8LqsMFNaWizAvCbzVZu\n2loXv2qam7cEzOgGuN46LhnzrBy7mJAKJAIJrXanKiRMYQ5KoB4f2mrBIgb4\nKOjYoW2wkIQ2IARPaJ7FsWCM1raWGURvMc+CmXoUAivHIZ1gKb40yZmLRcsi\nZ0MAWACW11t7jZ4u8xkJnmC2sSEAEBs/4Mwy0B8GBgHo2IYkCOFDIy7MWwBH\nf9yRoTC+ga+WK3dioAggWM9WVwvFNipcGxvB8GCf+b28DiZeMCY9zKdE5/lM\nV0FxvorrhsWrZWxTStL83LG1Ju8Lk9KVMPU2LRvmjyd5SsU2szQ9Yd5aF4Xm\nsbRLYJ6NA9AAoFbWkY/BLuzYLH5rm+jBBtjmDkqcni4LAIUKDjGgoPLBF0LO\n94C5G101b914aEGPppeIdXcHdqnVqh4pDaDq9jkeMDO+IO9IKsCYSR+3dIRu\nDh/cWTT2wXyFhcnpsTFUvd9OXcFzcWrUrmtuaSPkGo+P7bniUVTMSRb/5Zkx\nAwId5ZdWt0IXdi+xIoVTrCyJPxfsSYuswsKDHnGmMXacbs2GUKmG9pp0DYyC\ndBPLF85pn6FvTlG6FwI+qX0WMxMhV4nZjsAgETkZpXXNofXDTULLltKUPQMH\n1Q602Ij+Hv/OBF4AXrGzeGrF0wdmMtUcrCwGmNV2eiZo6X/4YjPjQ8YU+KZE\nfHu8Z48xRxpTJKF/bOJyvNh4C38On9JArD+z4LkmzOiWR4EHfSNBqUS0E99s\nwgYf1fLI6fjooJmed+dXbCN4+rEZ+94J0oTv/X2hITSlb6s202RHLl8YM6A3\ns7anQQpJRfcdg69csa9Gd2A6AEkwJ479wwVARdU7GDqmG7Db+VvnIwxN2qcf\nRDtp5RrbxAEaB/eiVII5522SWhAviG0kWV4k3m63/puVpiVjfmJ8zOCjVL2h\nFBOhSZcE5mp6S5HEwILZSLSVBcIubukF9Ylgy9i9DQDRcR0TmF2+5crrQ31t\nb3d3rqKpxhSDM0msfYQ5YulZ9Dk/vLto74MfeWVm3BZn7LPTTb5V/TMCM2wG\nsUdQBHkX08kYXKuMGKta8gnQaUceh0hgVNkeEFgkVwEqPn4vmqaR8bhGntPf\n1x1KOX1T43mcB1OZSDP+OZ8BJnwmoWAaXW7xXJjZ3EMnWBT0tsaM7oNHS4b8\nK8op8sCbroLK85yJ5ML90pQ9C8A0SVjLwMC4AusV2xO7sR37ZOdDyzcCNnzD\n0F9233KImK5x9yeySyc3CwYp2C8om7G7MwohCMKD6dblBcWAJEZRY7c9k70x\n4o/FtxtSMTV9PqZsYKeg0sF8jkJ0wDczPWpgiuDkGtHqAhBjwGrVfgfgVX/f\n4oh2VvbalrKlAn9azUduArBjARzFc3ppV9NVSkzkikxYLKY2SaBaHP3K7ER2\nbc4Kn4GyqfnElXC/PC9UxNRzfzuPxKYh7xpHKsRzA2bAn3m0/MBrVNlU00rl\nRKeDEpif4KNWq+e9bPZMFdNrJhmLhX9s6jMJwCBEjwW6RD0/vL9svpWNcxex\nRcciYngQq2bX+r0mFowxIXo9dCFngZLEB1i7Nqfk2HKbsDAKIfKd+z6dmZpI\nIrEXJ0eD2qiS+IChAQMLOU4bVuv+74wyKuAMbTO3DRyD6qdyf6N6HVPjwz5b\nZT104KsGduV9YCD8055G6F00rvd7QZkP8YKZkOo/hk2lZs/FR7W6UWfT6DvG\n71wT94f1MDLcZz4x5meswNn3CG9op1I9sUlEQXsAXYhix1TMoWuPYc5h3QTp\nmRQLwpmhmZaMeUaA2RXHqh/Zwom9Z2ITKYCCWqeT90zNXxzxwAzgAyyYsOQc\nW556AOT4RUGg3jIQk56YYPZjb+ib2vRWkyxWq9HUBQczWopEn9f0oupQX5l4\nuVlgmlEFJwu8ZfM8Kh7IqhhDfXBnwVIOYwrGqJyJowwmlcWJqi7oJoA/CDCO\n1WJg8yHfGTWwFphiYrT6sQSTuH7MUgBK5cqwj0QomsXxe8UFDwA/DtQNvYFq\nBlRYnM+JihusknY0c6NJmoZWoRXvHl88P/fFNcdiatwI7oNUVABxCcyzEfzp\napj/WLVFWA89Wd3vOoiLy+dcsjBsiI8Cc1YXq/mU+wcGwm7TlYZFxGILbS47\nw4ZsyKs3PO6xOs4g/IZ9AcTMxIixVeqd4fBxDfgerCG9QaApmnpdbt5inqaV\nDqOsqo+MH8o1r5FeiW0nndlY0DD4rD6H62aA7SoF4mYqnzRvzXx0QQCvwcwl\n6IOkjlQSm1Jk3ZOMF3xHXhPZLooCrLWmghVgc4/c84KC3SKu3rUh+u+mNEo6\n08GsEqWVuaAhdDJgc0D4gWa2r6+vBOZZOQYGB6zLHcxQs/B+6Muz7ePyum1U\nQmdMXBjs02vJc8wpTFiCG7BlFLvbcCEvuWp5ZLPu6phWu9O71ZpVxWnKHvxo\ntlveBrPuQ2RDGJPrq3rQJTb7ovYQk5t0ByYnoITlohmKibxmfnO1kzuMqiD9\n/ZKyK77yvLJnd6ynPA2yJM03A5L8+LPPPH7J/oZJTICn6r5dx88MLB3nVyan\nmnoZ+6uFwn1MKYNHLTBszCYZ1UIWefVN0qK23jXBNrzY4gVft7c79EqqdZXA\nPCvH0NCwmnJh0GyXt5nE9MK0G0ZB010P/XXUXDzwiVUx54j5SVoFLWrs3tZy\nMDUs0hiE8SGyWclrHGOtkwEhS3L5H+xDYCXOqET7unfCfO336WKdJlVEZBEP\nfHBrPviGI4MG/sSBhwWwTFVHtXKSDX20PPf9zKcuWaCnI0oo5DAdTJjJlkZS\nFrT5KcrymLhcA6VsmJKx4x2medOKvk++ZxQs8Hr8bEQTsZk2Zvc0Rd5qVZAH\nJuhUr9c6wZ/Uu+pZ17/QLSHmXFMvPK/X6yUwzw4wh9TBqVtTLdgRVLIorH2k\nLgY6uxFYYIoWfhNBj6zdqbJgcRN9pbYx+oucJ5Yx4SuFwuKwKDHF8oBJrP/0\ndAk+k5nSrnAhx0gBtXjz5m4XmRP9rbnWddPNcBZprMNMCubfjIkNUgddJQcb\n7w3bjVudZ7dcmhmz9yCtgvIIAUQ8F6ayzSahM/1giIjG9Aj5U74IdqHS4XpM\ncDHUl7NdBLexbxIUO1gm/W5VRBPbfGCajun1ADai3myQqXfAZ2Nks7LF6X5o\nzQcNcY5BtX5KYJ4VU3agX0ZHRnUHP8hziPTM6cjwEjNd7y2uh2BRNc2DHsyO\n5Dn8na8NNYkpYkYaF30rCqURMURT1VpsVNIcqBGUHLCsiQCkA1S+ULNEhhzz\niOyOMg4mKCbh1MSQPHV9RpZdCtgxK8O1To4PGkDmlIkwdVnMi2o2GtC95Ivz\no1cFqJsKCM6VuoCAL6wCIrxpelLBE4qp62Y6kwfd2T00n7HlQDvtt6Zujlsn\nvnr1oeBRiMYey1X1Z7FY8M8xcUlXNa3lZz3//LFueuwza8kRc0J7Sh/zzByY\nr5NT07bjx+hh0yZpdWZyWMK/2XQC6HQ7JwiCGCEO/yHPyZ9DPvE4B2LNUipJ\n7helLs6Oizz2xYkRTCSBedogEwNf1ZtOxWT+nbllM23xzyL7wlywYJrrUjsm\nL6DD7yUaC+gA21iMwhZMY8xEcqL8fn9+1cAQBeu8PivmLaNMz5sxI+Pj6+nH\nLpkJzkYQhRJp2jHZLYI90Oud5OUEcDH9M0tjBdBaJJs5o5tBlVT10fHB32yb\nb20leklN+gZKxjxTx9jElOweHlmlCb4RxbuYrVHqBQCZCN3yNo9xAbFYG169\nb9O8YK+xQdOlEkFF3B0rScKk6ADtOFckzadpSS76jgXNMZeHOct5AT+LE38O\n05NIrrGpz/4w+VpPyEF2orEdVmYhT+i1cdy+vxR+LkRRO+Vf4dpIqwDmBQUX\nyqNpZcScKU9FbqPfCFvyO9c35WkZxP1sBi0vz4o+c5fVdiYnSsRS8z0PzVyP\nj9sUNH0u6RqCXQsrW8aoLavTrJg8cv9QGVjZcmRouATmWTomp6b0HzoJ4/fo\nAqBMBDhi2gTlj/X1UTOK4EuMjvZEKZkvsANvQkVfGhNfV0ID40WTpQWtayhZ\nqnbGKVQ6tZMstEaj7uZoaLJMn1cATkCE90VEgLmJ+Ug0Nk9XpB4MYmyALn6E\nEVWPxqbeXhLAwv7PPXVF7ikbYgVUK5WHgBYjoH193dJFBwQFGmmZludCi88r\nmuN8NmwYmUeayePOTo9JL43I9B4QuMegmmvvTgaHsjDiAfM6KzA5n0+YmDZo\neWCCcSvrO7lZu69m/eDIWAi4lcA8O8fExKR0NXosl1b1nqmA1CZYwZwSOqUD\nBnZwgi/HPiszy8edhyGzJiR3YRqsgG6UgBGgpaaSIBHSNwJMsAN+EjI5cqY8\ntu8mYDQ5KWpGcABzjnkBNqw+rKwcayOLYOFiERmQJuHaq17lAdsiDIgm7fTk\nsCyvboXI5ulKkiSogUwvq8dTj120YM68Xhefi5mmhfe0kQtqQjeYxB1zj26G\n81nAdrMXPAilgIodE2xUYIG19w7DubEEpMDGWCchZxpyxZPK9kSIwyjBMCp+\nYmrmvCzX8wPM0dFhGR6bslEGqStXEAwYeHThY1rFHqgMUUXDCisB4BAhdLas\nVfO6yhj4wVfCFMNPMvNuoMeLk0NksmktNo4smktkmHwlfzf/UQFJ4n9ibMCA\nawu0ID4nqBPA06lv5ACMF6ZGjaF4DwDO9U+7P2pmr94T5uqy6XgPTuQ6EQBs\n+T1yDVwjrMnPXCdBJ75Xvc7y4CA09GL8etyoTgR0rMY1PBdpHhsK0V8rBrCR\nEGnewW/Efc94DjORqUnV94/MfGQbzKCBmIlfktZl9vLVEphn8UaHJ2ZssdGC\nkYVEjSbCAZPWNeqdmRuW7A/Df1Y872dKF2sJUstTBCGbkuV9VTtVJaHfKwyE\n2YdZShQXNiTiSj6vGCkNaYmKAXZbwdKpWxQr+6IXD8KCjkkbTGOAB7h//M5N\n+9vkhPtfaYfNrEG0msZ0MMcsrnmfWVgbs5c8pfnB/nz+DpiR1QFoi9ymqel4\nJ6yw+aTfmadJPG3E9XN/RG+5XwD6QH1mmP3QCwa6XdAuhWbbfLZ9bt6maRRw\ndNlmt6lMndV6ZHp6qgTmWTwuXJyV/ePMTMO4Yze6QteBOFWLI3Yjx0S1HrC6\nKMWbUtHyI4byrWi5VjupAe1kRvIRdWkaWonECVltb9Vx4PrZOBuEVAULMgaK\nImgRp8Omh4fNfMweTLau5jLgevL6RWWY4/ye8uCNB5e4visXJ8zfxHyGvYjs\nXlTfMFZqFH1J3hPQX7k0aZbFB7fmzJdE/5uzZdqR4HXECTsWDEoKfY6wIPAZ\nyXvevL9k/YlOi9mJ4Npks2pn7HzVqmy6QncEfXxqZvaX9qUtgfkJP6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