{"url":"https://api.github.com/gists/3734342","forks_url":"https://api.github.com/gists/3734342/forks","commits_url":"https://api.github.com/gists/3734342/commits","id":"3734342","node_id":"MDQ6R2lzdDM3MzQzNDI=","git_pull_url":"https://gist.github.com/3734342.git","git_push_url":"https://gist.github.com/3734342.git","html_url":"https://gist.github.com/mbostock/3734342","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3734342/raw/0081eec102016fbab0de55b268b8a68dc9a360d8/.block","size":68,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/nell-hammer\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3734342/raw/d80eb3bb2064356c3481dd036eef36225f1425c7/README.md","size":225,"truncated":false,"content":"The [Nell–Hammer projection](http://www.mapthematics.com/ProjectionsList.php?Projection=71) is available as `d3.geo.nellHammer` 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/3734342/raw/13dbb3aa993b6ac6dcb030f4b24716370bee1893/index.html","size":1769,"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 = 360;\n\nvar projection = d3.geo.nellHammer()\n    .scale(150)\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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Bg5G8clBwGIvm0ucTDtnWUZNkY4tfUrHOQk+DFmZb//\n+79fv1Qhb7iVg5JjCwh2Gr1qaZkj7dUXT2RjzNhD5BHdsh8zoqApsLAZazp9\nGTadcyAzE/rZLdz0LSC4hwN+18aLQxiLLbIZ/eGkR7YtS3DPJtgcIHsH3uEX\nGOHijHhQdsEX5zao/b2aQ8o+trfnn7M2gcCHftmMcWVfHuUEwpPx43vKyg40\n2rXT7uP84bWKMYydkhC9N2oal2a45/kRcvq7JyT1jgyqXh2hKSOolNXFSr2+\nRWQTjraEFAElenIwSlDHIdFKONaTtro9IFbvFTS/ImHMjInA9KG88Bya4Elk\nDT05a6+d/lMQWqbq8k5wxptqc+211zRj/krRJHKjw5HgxCCM711X6a2Z0qMi\nuB/+iIeXUT/gAQ+o2ZSTmvG8sM8p0fyQBz9kOP+z55cD+fWJTQvt8WW2Iydy\nN6bsQtZho8nuMFmSGdjSZCgdpAez5U+1t4wA5zCjeFRjM82a1LqXXOiQfsw0\n7IET688R4MKbe+Nri960jbw5hr4CjD5AP9kDHgUB8kE/PbItYwM44Vdmg1Aw\nkY2wKTpRb2xHbJLjwhNb0QY+G4gCnGf/bBDoZ8LIr3wENzo06wuOZlltIsPq\n1P6g3xhXX91+odWCAFo2tEF2I0LllMH0BEJEKNZkXowWyTEKaW/g2hEOAjCi\nfoxbPabhw2hfr44iHOmrDC6zszMF60+o+jPc/B7S64R2M/OcCW2OCKRSixaM\nDjhwzwyN5oAIzAB6mlIXXslrCpalwHg1dmbpcX98+M3rd3/3d9fGlOjNeKxP\nLm2zCH79IuQ5z/m54dnP/tlKq7LLuL1FaUZ8cnvLZFt7LMJptWdAb27fOjIb\nGvuGpotPtvUkI5YeWrdqT77hFx1xBDSa9awnzZL0jX67jJ63eiMJX2ZX712j\nwz27OfbYY1p6fVml2HDTAZ7I1thSbyl31q/GKhobnfQ7W1m2eIvJrI2uQPBp\nB9BUae7Nj6yNNnrCE3xocdY/zsxBzLzW1mSsLYidxBHJz9jkrL+gzhEFec6m\nn5S+h3ypgY141dMbWAHyg1vgGAO5oRsvmzHmIkrpG4c5A0Rxvs3CKUVaBoxh\nzIz7c57esXq8cCFMP8yO+7pHPNyuHdqh01mqgwnR0Vl64/zjP/7jFf1tgFg7\nAO3RgR6ziv/wxTimwJjajmlK2x3tNcT924sWU4Avh/5TMCWntFOnHyOh/Js3\nA3v1q1+V6uKHUZkBpZvaOIAMwZrblwM4J4fxHSQByg+jbXj98i//cq2r8W2m\nEs39/pbhZZ1Jnjby6HVbc1aB16xHFgkA5MMgvUlkk8zjKe8a+/2r2cIMxEHx\nAh9Zw5+U1vNXXwwwOzPS2hlvfKDbLCjAclRyEOSkj2Zd8unBvcDjiJ1K743J\ndujcmQOatfDMRqTwbMLY8Bunx41X9+oFGZkJ2gQmdXh+4z+/scaVafQQH+GI\nMhl+Y0YFqWPDCSZj50SvMYy9oaUeuwlRx4B7CnBAFCFQooEcGFePWcjGYFB1\n+vb1MVxE+DKZTZQe1IdA+Md9EY0mdZQiGjIkBsWQKME9HPm1R/DjixLj5EVb\nG5+zAvWUpa+v2O3e3WhfqUcH2oxP4GOZqQ9uxh++I1ftKUQ7dKsfA57MRNaH\nHCI7pcbzXq+1pHXmxRe1Ty224EAO6uwOctjf/u3fLqehG0bqXobhMZDdZzOx\nTR1ppyWIFNT7zeTlZ0tTEBmrm7UZTNCTBpr50Oetoz/5kz+pz7mQzV/+5V9W\n4Ja+Wlvpjxd6ObIFm8vbJ0MFUjqgL+tIfJC796Dx45qsOARQNraFqmh/Ymfk\nTLbwunaQOVmUobc695G7cuNqN8aNZo+UbGwKaoKPcfD9R3/0R4Xj7/7u72qd\nysbZSwA+9Aooz3ve82o/w6+AjKcOjQB/ygSO0KRcvfvNnuP5ilggzGFQhE5D\nSJIqGlgEnHJKg2OCkY4ZNoZ6jCPMGCG0H58A9R+DvoSJFvWMROT1rRnXgFL3\nb/jl6j3D6sILxyFM+ALq3KNJfe77evwC9X1fZdr3fQjcPV5Sr8/c6eePEapi\n5Y92ZGqN522R+97vvnUv3cr60roZ3kMOPaQcI7itYcyI0Zc+0q9T25smaJDi\nMQ77AmTlJ3MyHptgv/Vbv1WzrZetOQKH40SyEjI2wxiT3JVJtc0ydKsdPNah\nZOIwprSZw9pEstTg+DZXLjz8wnJEs6S1KPyCvZTWbMuB6EydmRXdbIXcI/te\nZtFX7AGvIGe6VNc7tvsAuuA3prYAn5xSqmqNbfb2NpkZkLwFEoHOBpiAIxuA\ns7cHtNq8sgeDV/Kw660cDvQZB7/6uu5tVX29xO6iPziNxkGSOlFY1LaBgqkx\nIM5ADkLXr4cYprJFTstwe0H1/ZXDLS2xVX5qMwIpFeHVrNf8DPNoD839GS71\nFNWX5xp+NMapUp4z5ZEJGlPWn0MfZWtnLEEqbfAM91iu6iMb/DHSyy+7vLbu\nRWkGbkYz+6nPLOHXPZwQUDIn4pzWb7/7u79bDsOZA4yEXtDAmTmYmVMg8DiJ\n8XAIDipN5qQMj7wdx9/2+OEOt79D0SAA2vX2HDTOzFDhxAt6Z7NZGb7UFx40\nGgsPnBkfZIEedG3ePH9bRp30lfGzswTKOE/4cY7Mc+1s/BxxTmdtx/XK6FO9\nPs54vaQFC7SyJTImF3q5y9feZTi12Z3nltbX21rKLwjiCeDHteBic0gGYSdd\ndjDWeyaw9Imd1LkRs2faaIgJr4/qMRpnivD1ufxgWrtR9xIyAxyXF9XtDyUs\nqjdGiE37nAlQhGYwdvxAXlyP8OGNY6Zff+43stBnvB4EpBjKVD3ZoC98j/sz\nIk4fJfW4XatPwBvX4e/a9kaVT7GQkQ0b4FU7Wc3OnTuGf2nprLWkFNIsYyyb\nLhzKZo8gJX0SGBgTA4ML4B1v2QjBQ2Rljeq57taWdaj321yfI4HDh8w4O3mQ\nPzqlnNoa3+t9aAJmYmtRuJTpQxboYbwc2Oxv/W/2Na6NFHRw8KzZpMD6oZ/D\nwkfW9DsF+MKPtmNAgzpt1I91pp5OAfzqHdomlVbH1mysRbd06TVQP5gne+ts\nQH74Meva+Eng9MhHMCQ/tJhI2kglI3ZFllXe6DH+nuS4IQ1hIXTMRDZUpCWU\nhQCEYq5n0PUYUo8wxxh36hO5Uq+cYA877PC2OfCZSo1OefwpwzN/5Jk1kxgH\nQ+CGRk99Abzu9v4DNyMBwd+3Uh9DnqqPUKf614zdKkJLj9d1ZLKoXhtLiozP\n+URcWYpg5Ncgf92eG4+BrmQw+NIuhkNXxnTgRTmj0QbAb9bzPM9M6qBPshag\npG6cjMPITjiJIGFW5lQczyYOmVhPcjo/cQooC8Abm0Gr9Nb4jBF+MjHTmmUY\nsjUoI0YLO9veNmGA+9hoFaz8SWCGx3WvO9fGJx8yWFRP7vpHZuQqm8CrIJSU\n1ZCcVpDymRlylrZyVDhsfOWVR7zYKCW36D1nTgnQRw5knsxA+apjEnAGVNGD\nzuqtJyjJGx42DQhNBAzTBEDZBKAsxggXghyLohahR/D6G09/Za7f174B6hUx\nzyY9WCYYEMOr9q2d9lMQfHBPgXoQwY3brFdfzyjFwCarKehlwTiM07dVT7Fm\nC8/BfD6lB+md54j66Q+Ck9MwJHWf/9znh1sf075UuHG+pNAm7SLfDa2d534B\n9Qye48IVpxAYjj3OR4xvXc7HocyQSVfdm/GcrY+la2wALoYW/tDF6OA3wyeI\nGBfPWccyfo4KP4M3U8ocpMhoj+6CN3y5JxNtIpvwljO6FtXDo54M0Rj8Himh\nD8+c9AUveEE5ozJ9pKicFr3s2gYkf7DbjVY+YqM08uK8sdvQBQ/5wMl3yAnU\nGtMFQRKYRlOgHtLk/nYCGUtSM4jVE65rTBEEMDimGTelRTEihXKC0BZzlASn\nCIy5bLP7nMjP/MzP1DorgtEvQtQX7RlzzINxl9VTDFjUf716BpF/RGc8tnu8\na4NfuNAS2tW7N4tYKtik8XyPQTIIAZHDSP0YDl4d8JAXOUlnRWv/DIFU3yaS\n2dG6yDjwC6o+CGXtJqjiNSkUHKHJNfCI4J3veGfNnjEoujQmezDDWT9yXKl1\neGNgcPWAf/V0b1x40IUP9wKFfjIEcmI/ZnFtjBP64JT6KVfmDOAP3a5T7owW\nZaGpr9dXm/TPtXOu9WP3Mha2Z91PHyD2og1Z2FX3KEoaa6OIfMOrc8apzu2P\nMYD+6ukUznpXlrJ14BDOBTq0hjoQHsOmHMKzZW+nSrkfJ3uuBiHEhKad50mi\nX6ZnDMEtekhVRKEAhtTBx5CsYXqQxnk2RPCJiOgCYVo0IgRtUlYJ9QoPSTUY\nh7EiEG3hwheBhM5xfYzBGCWjFYFGRgwVrshw3B9vZEQe2oVGPODJ2Gf+xZnD\nU5/y1FprkQ8D0H57S+XoCNBDAA782pq3QWSW8aE0Mw1Aq0cv2UDyfDOf7VTv\nMySz2fzrDaI/x/faotRLXw7ukYr1IUchA86OVo9svI6Gzm3bthUPZghgxiXP\nMZA9mi9rLx1YS5MJmm1qaW98ZdoYCx3WeVJCeon+pdjkkXJ1kQVdkhH505N2\n7vFDN8AY0U9o1F9fvN1wfZPx3F+qOrhlBzZ9fITNj9fhkClpaynj8ZyNN3qW\n3exo+wLKQMa7+qr24/r2YssaO21jA+PHTjcn+iGacBARqIHbvXKRjrAYkWgu\nYsi/gRd7KU6d6EaRHExU1o8jEpKx7P5Zf3juxuikSzYbfvInf3I1F5cOwKmt\nZ0hbW7oQRYehnkbjUgDGevq1wYOx0Q4oaapNeEyAqcYrf+Dwb2Z4dgjXuL9x\n4Z+PL1jsefwEhdTx+kafvlGQM7qVkYPXsT732XmwIjfGx9lttTMkhsVoAvqj\nw5iyC/xTKvlIKTmBe8/hgK3/6E7gNC45+5X9GBggZ/c5E7rUj345Aho4p0cZ\nNz/y5qvP8gTr3/u936uvWfh9rg1C9KOd48BBxtZjggA7Qb86dHp53LjsEF2z\nFjD0kTGxNW3xyBbcsyUZRdJocvBvnR7Y7A3QozJ2iF78mCiyVkz9WJfkRobj\nevJm75ZRNnJs+HiJY2yP6MYP+ub2sNafZFXwJED3so9O8dy+u7SpZjEETQHB\nEgQB6uiwY2crmfABRBihbErniPASJIMicM4nJRNtPOSeNQYAR/EStVRBW5CN\nA+NyTLhdLwLjoE8QmAL90ZOIOW6D7hbwhoO3TL8NpD0F6k/YUxAj652nb+e1\nuiiKkZMTutDNSKVJDNrzRtkGxZIrmaA9AYU+eohO9ImOGCtAi1lnV4vqvnXq\nXnrIweDhJCdtO6lmP7Tpz6iklZYpxt/eZmuzAN6DX9B0eEzF0KWx7qXdZmf9\nPIgHUmwptLHNjNrKmjiLGVJA0z6BiC5sPHE6Y5MR/eJTW3Jw75/ZECil0dqS\nYWTBDshYOb7gwDd6PYs3hrIpgJ8vOI9BPzKwB0B/vihhLLo3dkBfAcK/SzoF\ncIBF9upl942QLnJKnfMhKgwaXNTzMxfppunadrGoLgIAxDMkr1dZLxCmfiIN\n4/BK02zFKbXXlnAZoL451OWFBpETUMgUqF/kENqrN84iUO9jSIsATXggg2Ww\nXj0clJIZi4EKWGYB3xz14Nq6hGw5D5miG3305BhDypzJIDQ4o1t0vuKKr5RT\neBkDLnXO5OmbM8aiJ8ZsPI8GXve619Wa/owzzqh0VTn64WRQ+JDGWsuaiZ77\n3OfW+hVOmyT48jqbFwj8mFgwty8Bh2eCHJRTGxs++PHAeczGAo02xlFuXMFB\nmm486aB7tsvJBXYBXXBQJp0WzL0LLCXXn7zNoGwtchvLUztH6BnXKwfWkOjW\nFk8BeNF8/YRjp41++dfVU9af/VOAmyFZBITsHyo1cBhhLKeffvpAYfL/B530\noOouAsUYFMAbQxFxfRdIxARhBl7pTpwqRqUe2MoHFKXMLIKpHpSjLQLr63LN\nCMf9Uuesfln/OT17hN/3dW18R6+gcRs48KlNghijoWD/Opn+6DDzeCmAPAU3\nMxsDXATw6cfYXHMuhuoazsg0qbpytOCXM6p3HfqNy6illt7yEUitTe0joIsO\nMtsYM0Yuffa7XDi98icNvv/97j9c/OWLawxLFjOjNTCIUfd7DcoFKTjwTk7o\n6oEM1Ut3BTj0S/3RgTbBx4zLgclSms9hyeX1//T6okl7AYsDBz+5RDbkqc55\nDJHn+Jx2ZBN5CnpTv9nVVjn/WqTbjXGKIO7PBonjIjog7UAYxu94hzvWa12c\njxDmRjx3PsInLCmLzzAA9frCRygOQgi4D9M2NOwgMjTpsQgYo4hACS/tg6M/\nZ4z1HG8ZjjnNe/jv8bsOLb2Mxm3ch2fXDMNrX5YDjMrSwAvgNro4o5RQ6k/W\n0svIJWPBAdyTH6MnG+t/1/rAI8XjlJE5Ghx40jdBIuXa6Wub379WZp3vDReb\nHa7pIqB/6DGm9NfjDetaO8yWBmZFb7+Y0WwOcRi7vd419WUEdiNDEAge1mZV\nP5LgcFJw6/Kx3mI/bA2/jJtzc2T0edyEZ+mkNBof+rj3CCk2im48Ry5wJeiE\nJ3X6akdHUuMvXfilYp9+zPY2y7TJQRd8xrn/5xwis5z5nXFizynPefVxSQpy\nplQE9U7jPgwh0tpB6sAYPJ9CpNktgzEq6YtNgbwZAT88wBjwYSR41UVIiIcP\nDYRGYeqU9zjcjxVYA7Q/HBfuno/U5YwOQSQ4U54zpVLSojEoJVE2fcZnO33o\nhEdbGYeUjvy2t7WUGcD4xmDMghmDs/lCjhxZP/X46QFONFpbas8gw7N7zseI\n9I/s8Cy1wzfHUA4HYNjkpY9U1Bs929rOK+fyFT8zEocYy4tulHE8uM877wOt\n/Zn1xhj+jDWbzWq9J6XM+jAP6U9uew/0zWbweXmb5WIXPb/GcKjTLnKNbA5o\ns9H553+2+FbHVm3+CDhsyFMAtCgjB3xzWDTBiTftOCOc2pogpNBfab+V9YlU\nbylZwtn08k6sdiAycY6zpq7nwTW9GX/KNtd8WqTviAnTrM49RFCYIWyCRIRd\nKmskO25Zq+hPyN6EsB5FaI8vhtbjZwiiLePg6PpJi2ZNoYDQ4MEMXNKaZXRq\nDwh3CuCCgyIWgXrjUfIUkAWjXJSW6NPLUwp7cnu9i1Kl8tubY8JBgWSHV7wJ\nfAyGc5mpZChmnH4jjOzh1k4//Jgh4aIbAc092ji3zAM/6hmsNS28AeWO6MY+\nga8ISmmvbv0e32jmeJwU3hii/myDjARatANZj40Xa072gk5ZQX6cXY3anziZ\ncX2n2KMcAclBtvSnDTAmfTDq3GsDtx1Tjqetl1HIw0xt2UW28OvLTgU+zke+\n5GRNK81VbvbtwR6AN51MQlmSsVHPLR/32MdVdmDMXh7Gpt9kJT2+XJMheY1t\na9LSEM8weicKogzMkCzUAxgC+kbIERyBBXriKc/aA4OMlMGJtGYRs8a2FqU/\neN4HaxPC5oFDubHjBOhZRifhUMQiQM9U/779um32AQd8xhEoBBy/k8SHWYlB\nkBFaIz/8OShMimsHlQEJIIKXcrzDx/AZo3RSSsdRGSpjU86R7LRyJummMbVz\nto5n9MYFnBKgFT0MUUpL7nYhHZ5tcmgOHn22pLb66aPMOOizieNeSskxGHxs\naCx3fY1vDOtURu2TMFJ+tKuDSzsAj2u82vmXtXl/1feR8CMwkYWfvJkgbEDK\nKrSXrVgqkKuAwUHo4dxzz60Jxlcb0M5GfQQ8wbEGXvnDXk1GFTQa/+ErbfDn\nMN7Y8dJGX34yrt+MoB4gT0RVThA9qMf0dU1o6gjLwF5HAhxUvXZxno985KPD\nrEVzgtYeMdYWHBD4ZXzGldYQNmK1O/nBJw/HHHtM/bbQbHHqqaeWozEq7bTX\nNnTGwApx+3PNNe2jWu0DvDe0cdMmdcbUF54NrXDXiNe0IyN9CXkKR2ZleKbq\nlZOp8fAvFfRbP7OJWYxTJniQWdqJpA5Gp79dag7GwMwA8Jr14JRlcHSOmwgN\n961ufatar5opOQZ5cVaOAjf+BccYRsrw4TBjAb8H9ZIHQ7SO8xjLOpBOtUMz\nIAs4c48+To1+Tul9WptLaCuDbn17gEu5f2LRWbDhlOhDW2TsHt/G4iDKgUyE\njJQLTOg/vW1WkotfRqGZs5KBLISjclKTjJlQPz+4t9GV9Wp2cuEDCSh4xBf7\np7/QUI3aH/XqjEcneBuDNuwrzps2mzHfgwoKhijC7etdI+bgxqi+iCGwU5vD\nmAkoUAQnTHjA2We/sqUOJ65GdcLwggEQDW0WEJz2xiRweF0bi2HmB6oc0m6h\ndQ/w/M/6lUMSGDx40BeOHTv2r88HVuPujzbaa+PsN5wZs2tWZfiT8kxBxkFz\nDAc++EPHzl3zFwkoz8ExASNAt3bh2XXJd0X+ZKIsjmP2M1tJ8WUaorq1T3in\nYAdQZlue86DN2GYFTs1BGaJUtfhv9WhBB70mwKHRzEPm21vKbYfz2c9+dsnX\nOllwlQqjD61444yuBRz9GaZNIc9oPZTnEIzcOHibApkTXWrrsYvgnRcTyBw4\n0ws54IPjmwWNiSc00Ska/Wjcw/2X/u1LKyUVLDxGwZusQWBzrW2eo1t7+wqE\nF/CzHocXIHtje8RGXgIenZFp7CE0kjvQbvOmRk/ruEJ+8Q6ftnQ296d5/V5r\nzCh2kSEahIerD5HKgKjMMeXj0gMg8hCY/NzLvXYfRVVRThsOZwYYA8NwoMcW\nu09XiH6Mg7CtA9zDYxNB1GcIjFYfgqB0Y2XmHo/hnkAJT/spMNZ6OBg+ow+O\nOHiUM8YhrWIAtvYZsHo04BcuxjhrGYaUFcBD1sbAm0hOZtralGBk+gaHawCv\nlJLR0Zn+wWHGQoMZyUaTQKxfnNK1cckQXvJ+6EMf1nbgf7MM172fhHEIBg0P\nOTsYKucwK9koAWZAaSbHRRfaM7NXg9Ef9YCdWZ969RPPAnPkmhkP/T4Wxul7\noDdt8ezMRvIITrbCoemfHPCLV/ds1oswAoMsxYxJLotAoPOjA+8hS73HQBaA\nHBcB/fTyWF1jIgrxDCXROWU9MkJVPnZK5RzES9iilncKfUTJh4mkTVJc6Q/F\nSDcI6YlPeGK9PgY/IfbMM0DjILb/mNGsGSyQrmgTWqVHAXwwFEp1DaZ4UY7u\ntHEfSPsYufKUpU3OcPSQiM1R4dbPEbBBIQJvbc/sbIwBStM+zsWYGDlD0Zeh\nwgufugoCjbWkmnCoo5e057DK9I2ctAPKGTaceNQvfLgO3/oJoHT2qled3XR5\n19pUYax+ZcQ5zcKMOA5sfAED2MWVPtopTjYTGo3nugd9wwf9Ag7JpvzUTDBL\nkPGckFN67BKnTH/9yIg9kxeQxQGPfqydfbBNYDcjkpFdWg5rWcZ+vCYq+zPe\nFIR+fNGj1xs5tXF7OsgwE8AYT9qRA12QobJVxyQMYLAoMWU9Mi/mllH0he0a\n4hBq1sKQh9K+h8pAOK0fWtv0sL7kcNddf117c+jPWhS8uNIhTp2IwzAQCUJ8\nrpn4rlZPmISCTm2A69DH2dWnvC66P32frrguw3s/dsrGbd2nTnsBgUFQBuNP\nkNHuwpb22XWkePR7MB8n0E9ZjJU8GQUebD4IXHCRnTZSrT6Qwg+XMm3JXDRX\nFmPRD13wodmywrjGApGJa/XK48CeufpkiOyFbjkbo39ne/sHH2YgRg4YuJ1c\nxx5+BPS5ncHdj1Wd2p/IEb1xTEHdp1M8TzUeuxAMrAuz4x9c6Q+fcdGfMnIj\nM5ODsje0Taw3tLecyFedGR79eJGlveac1wwv//uXV1CAJ3yMaRVALS0EkNge\n/Ghy1s85ekh/Z+WAz8Uxla15jqnjzvZZx0VfgYNAZ0hCgLIAhIiheAJEsMgq\nqusjZTDT2elSL5p6q0REFvU4sMgMT09kiIfbEYETVpxXm4zvrI6BoiH9Q2fO\ncOE5OFLenxmH/glWfV2ujYMf7TIWvJHTzkZLxpH6+cUH5VvjzGaz4lWKLk1j\ncI5sPAhwnAgdIr61GWezriMvxiQAwY8OM4A2UlhrO7OMNZ96cqM311vbbC3F\nNRYnJgugjUMbZfgRLNAADz5lQYA+ydnre5YxnNyLJN75Ndtsa7vqkYf2/XXk\nOmVHadvLld3o78UEtAsCaPdTQI4Vu9A3oL1xjOEaX9aB9OIQcOx1cHw737Ku\nWdOHQOXs37o0C9ol1mYMcBqXTKzXLdPI35iWVal3JifHIjtCW3xL+5oxo4A5\nE1nczpUyJgbyKWEGRwwgxPT9DW7GxCgDlZf75/PyHE06oh8cIO+vwl33rU69\ne3QQCHCtHKStOnjwxPFCX9oET3Wa+JP2Pb8p65src4xhjbO3+tBnPWYThBI4\nlp1mzkU2aI6jcC6Gz+jybJczcw5OwDijTDMXPt2jxRh0ZEbJ4xH0oIGxMzJt\nrQXNFIHw0euXDKXdwNs5+jM6H/XCg40S31X1a34pq0DMOIPL2U+dvIKGP/fo\ncJAtSFndrPyJvNQ50OQna2ZO4+LR4xHLAs+5x9DjdE0+UlUyd49/dHs54Pjj\nb9vuN1TAFPTIWEZjPcph7doKTI2SRuzaAJNx6cDsLRiaaMgpwUQb9KMb9LTN\n7+GcB8X4T3lhhEBQ8eiUFaaVP0GIqTGkvTZRrHb9kT4UKxcXXZ/0pCfVi8bW\nkXlwCwdo6pufVxTpxmLcZpIZxW4kMIbxHbnGBzrivKFP+/5a+ylIm+Ac90sf\n9TlSNnXOOIzcw3WbZJzFbOVMsQyBUeNxa3M89HsZQQaiDs+uGRQ8Mg9vnzAe\nmzGcWqpm9pWJ0CfjEPjQ6N5YDJSMGbeZR7ocg0A7o+SwvpxnVtHObAg/HNpL\nVW3maOsBPj1at6EfLrOxoGNcX/lXBtyD2IjrlLnuITLL2V6F3VWbZ/gACSxj\nHLk3Dprd5xx8cEg/jz/+uOLFiw8nnniP1ccnAhh559Fc0/RetGYc/HnOLlDR\npefE8AXiV+7TJ3UrIilbjZw2tedpp1OSQ0oEAb/YvXu+yZM6SEQBHbXBZOpy\n1gYOA2N+qo0yzAJ4rEdFYgb6pLY1zZGMQ2hwhFDb7VJfv1ChfOmTh8Bye2Pq\nZwawRnDNiOB3Hfr6s/H3hR9pHOVGsT0OctrZ1tzwzOU2l2PfJuMoCx7vWUqp\n7OJJm0RYjsXIrAulr2YeDueak5o5pVrkYaYQ3MgxhufaLItfUZtDJkUlcwcg\nK+m9dRaaOS2n1z8O6fGU8dC25ZD5pg656kcn+sFjQ4Z8ZrNZjU2Pdkf9OsVM\npNwsql/oJAeAj8htyk608Rqj9sacZ3ObSh5mMLSSm0dtZKUejGVvnPRFg0Mb\nY8ILD1maEfF95zvfqYIQ/eDHTxI9miNXNtDjzzU8dCVDEbSsw+GiB04KjGfG\nhGPKlvo25LuhdZZb1GZKlFaYRn8gU48YCnMegzYI41Qx1L6NeoKizEQ6BNvB\n42Sil5SIsETFWVOsCOTNjfz208NfKZ2PF1N4nNwPgSnajpp0+Snt1yxm5Sk6\n0fTV8MPAo9D1+Onr+3Fcw+PfifGLHWATCN8UaobBC94yM6GdgqWuZkIzJdnJ\nFKRbytCFFxDjEaCksPSkPdxmRmt961RyCw40xXCDg070swb2nSWzJR3pr61x\ntHEIknDn0Q4cHJbz5Mty+GK8AfTCw1DZwZSOtEGDcx9g0G6d6fmiD115xunt\nnTw3jyyM1Y+jH3pDh2tje2ke/WY7tklmHiV5ewjuJz7xiUUfm1S3scm7FYSV\nkr/0V1AUIGQynufzFUEVbpkEHsf8rCJpF5EBWRln9TkmoggKA4sAYoZAMYuA\nY8LRC6hvOx4HQdoyPt8izSxm3eCRCwMzU3r0Yg0qusHhcQvholkQiGFYl8n1\n/T7Qiwfj9BgtoY3wXCct6unMNX5KIZ1hpc4ZDeSSQNPX5Xo8TgyEwYvMQJyG\nJQAAPwBJREFUZrdHPPwR9S8bc1LpKx7JWcR1tktIJhmHY0mxtHMAupHukhkn\n8igBfo6ujuGQN0fd3tJdgdBMIfChiXGTJ7rogdORn9kSDnLSjrwZONmYWeEl\nI85G91m7ym6kg9Fx5OG8L3JDi74cEwSPVNz7uw48esnEd3SnQB/GngDgHu3R\ngWWRXWapZ56xqhf0OBa5ATjwn/uMhWeOqS+Z4Z9eBCbZiB9V+zdXyRI/xiWr\nRWAc+l51zH3p1M+GU4gxHWVN1SuL4/XERUjqzZSEbYPkbW9/2/CgBz6o1jgc\nUvSxznA2lnYE5YjyMEY4FvnSX86dRzDwA305JIeihGWOKR2BT7sp4BQcLw4z\n1UY9CI1pgw4Pz/0jTQxj27ZtNZNJi5IKcRw0eMOH4+CdU3EU4LkeQAcn0Y9i\nycb60+89GY/2dMOh0cG53JOT9JkhcmqOhBczAJnPWtbCwPLyPFxxTNd4MLYx\n4WLMAqydW6/vRdZFZPfHGzDXrDh2V7zmkq0Yg/xXwWTVEoTQcd4Hzxvufre7\n15rdCyy9LaUP+eGJznsbDm3nnntuZQTSVrylXP/gG9tK2vAbtqGfcejAxEBm\nfp9qRiZbywX8OGIrcMPTO3tsZdPpv3T66RjVwQB9ozCWszblzY3BKTBQlDRV\nr4xAAUYCBBZGKZcxooWReAVNxHYNP8IZlgjEUO1oiqDK4eaYZgl1DM0zNsaL\nbvfOCQr4iWOHlvFZG46LxinYV56nZAsnQ/ZWi4zBW1DubbtzLGsoDmEzCI9m\nT2sqhx1tfHn3lKLtcpsByZGBmBUFMfcemUjFzIScjTHFADgqwydzxsdwyYhc\nXKPLjA4P+SVIuSdv8nEmUw7uV0bbWoDxpo+No0VyI8v17MkYe9lTU4Py2OmG\n9rEr/1isL9PROxiPiT72ppweQMpcz2azWiP6GodsI7amLu3RAcaO64V++x32\nOuDHk3RW+nrEEYe3Z6+PaW+9ndTwzNeWsSe4enrcA7yxqUbtnoIxQ/OaPX91\nWtamVa8Li3DAqw4wHM5AGMoYSJhgYFIF9ZyYEAmZs2pDYYQpchHyFy74Qi3e\nGRhnlbaIjB5WL+MFHaHH9XKYdtrlfea1lMCgvY2CXutOX1S3pjb7kYU0nROe\nePcTh1vf5taraO99r3vPH4S3Z8DeOZbuZsOIo5BFghkZcT7rsQQy6S4n1Ia8\nbC5Jy/AtIMQJGZMNK/jM3ORG7vSDdoaoTlBU9qxnPatkHT2uEtxdrMp+ZQbs\nqlYvV9uslswvlKPR+Yg2trUmPlI2al630SU6gc/j2ESTUQhg9iNOPfXU2rix\nRsRv+mjPpuKcoYus7RKf22ZcDmvda8IgS/DY9nMwstu0ae2LDsvoFGh27Wqb\niYWh/anGK9EkZf05RIaovm7P9XLHTbtFOFKesQhDlDcjMB5AAAyGkKR1ZgCR\n3u4uo5OCMUIzAec9YesJ1ZdjErbZx1sr1qzS5YwZ2qbO67Vp9nGjAY9440hm\nQRsOlJt0B2J0AoYOIgvfvXnRi15Uh8BktvJ9HfIgA04mheKQnFx2YSZlOJzS\nzEq+Zk/plscinAwtrq0VOSB8goP1Lxz0w8C1pQOBkmMw6DPOOKM2UowfPRbR\nE3/I1bPBNpdM1C4vik6MUZ+QbNseKZvqGVqctZP2yiTMdDa2ZCpeMfSrHzYS\nx9R26pcw7IdT0pWNIju35BHdOOtLLgIWW6RrEBqm6Kw3o1qw2kgwq41XWoaJ\nlPfnlSZrTmmf81T71DlHgCnrkSnjfBQrEolqs9msIk/aYZqxMKBE/e1t3QUv\nQ/FcjTDg8vqflMruohkz0THvQyaC9rTkei6Z6ZlztU0bo78OjWtkEEStMG37\ndhSGX8FGFpBAhM8oWn0cU3sHXJzFIY3zu0FOLEBJpTgjpzMTw01mHNHGGWNk\ngO6Vk7n0mXNlo8c/mWcZQa7+XRXrdXWCHzm75tDWx/p58duzzfCzTM+RT+SR\nc8rn8tmTRfXy6tsYw69G+rK0Dc6io9OBerbjN582ZmQKnivb2XdtjQj0d3C+\n/fbbv/RCZv6FNL8f9m/KfOzj7cNpF3+5Alj0oq/r8G8s9zI/EJ2GPmVrrptP\nrr6SR3G8G7Ig1KG/ThvlPaRNBqTklKVd7rXhDD3haeOcdpxSumkmZAjK9dMf\nHTZ0RCgRHePGNBOYKbVRJrpnM8R4IjuHBX714GdEImYgY/fn9XjWl1CX8exn\nX8t4hiPj9GO77u/xRUeB1Pme6qbGnzUgvjimdmZKjsmJRH1jOMs4QKI4PHjQ\nx8xLrtp++lOfrllTuiqAc2DGxYGNoa1dzUMPObRma6kgnAA+ePEdOqui+9Pz\n3LfJtdkjbbpudZk2Mehl8p+yOR9i5tBbt26twxcT2M9pp51WPAuQ7AewHWmr\n/Q7y9bFzKbA308jkzW95cz3mstwQ6MgbPc6WDeRpgqAfO9iRSXgwRq6d8bw5\nmwAGADqF2Spof1rb1ng+SyFyCiCEKwoZ49DnhhtE/fm3ZhE+buOeQ3lc4LmS\nXT2zBLyicgRslmRcIpvob6uag3o9C46kadJX/FgXmXHQblxlHJ6jStdERPRb\nDxAKcA8XuSzjWZ/gHvMTPHAYk9FOtdFuqfxbqrejObcfp/e0RInGx4OgJFuQ\nFdgV9KiDDOzOSt3IEv+Rg/49kK+lAflJXfFm4wd+G1HGAHgxq6sH57z2nNp4\ncp8x8BMZ3jiem801etaTv/HoLGMVQd0f5VPyV44vtiWb8vxYGu6tLDP/oS3L\nShBna7KFfIbTYzs2JUhZi+sja+GU/acy2ZcNOUAf6ITTuGQMXJM7cCYrbVbX\nmFWz6M8oDVjUbFk5ZUp7DCxKMZAelCsTYc4666yqstMIPJtk1JyQI7kmGELF\nhA0hoJzReYjv3UwzrTaMiCKAMRiqF62tt2y6WHNybOsxswABoqcEtWuezqR/\nIen/3ASyWYOujbsXNNLXutC8BRqBmY4c/JiZfKSYovNsNqsAZnYjA7Nl79hz\nLPO/+GPkR7WUWOpPR8CLDPDBT4fkJ3hanwqWZkzGpx4O+EPXHPPyv4vbTnG8\nHNdXU7u7OQFezGYczHNQSwEpuVfpZFP4JBPg/oTbnbC6caaMrZgVt7VdaJtH\n3hSyNpelbf/09vq5olnYz9MEPLMlR/RIkG2TlaWHgEY/aCEP95vagvd0BAKE\nuB4fm1bKlrZpSvNWhJQKwWMciKBkhBqHE/VtKN1xwRcuqB1Gub4oY13IoDgf\nQ9OXIYpiIiGDcM8oMMWppI4gzlRlrZyjMSgOyLFFOJHL20TewFFn0Y9OtMHL\nwce0hu7QjLcpnrXTBh1wwJe+4/N6stV+qk1wOpvV/ChAICOrA/Y/oGQnFWVA\nojsDYByJ1GTSR2rpL/4ZB3xJy+BgpPQAh7TOq2feRgKho+dZ2SLZhR96HMui\ncGz2Iss0z2lPtmTvvJ781fc01hitnzI8sTMg4/C4SrAhA/ahr3pff/d5EnJx\nCPze8fYyC7uW5vqBBvvS3xhsF444HlvkgFJj31LyjrH2Jgu76uxZ+9U15g1N\n6GGUgceocx1PJugxpM3OlWkZsylLW/eECJwd4zbGNHPJ732LVMqAEe+RSgsI\niEExHG0wh/nQCneu8QL0V5Zy7Tmg6EZYoj6e4PM8iiFKW6SF29uGEmMW6fDE\ngAFcoR1+NC3iWVv1AE3pVwXdH0YfXvo2uTY2Q5mSvzrjzJozaiMTIKuLLp7/\nmzLSdps48IdOQ+uTgz7wsrXNlNW3BUWzIdoZoXbkwGika2RluYG+4HIOvejQ\nZz2eN22SWu+RZ49j58757DHFc8ZBn2u8pQwOkPtFtKReik7+5ORZMifzAwGZ\ngj0Ijssulc+ajG2meW5qw8g+iI0gTnpWy/S8+E+W1qDsS+BhQ8ayzjRbeh5t\nPZrNNxt3MjhvMvlX7cymq2/+mM4pJAY9Z23PX4i1QdwiICRCQMwiSEo0FnaE\nJN31HVrESUPtynJESuZQFuTSCveeRRFYHCZjwkVRBETg2o4Bn8rRG56lGxx2\njM8DfT83kqaMAc8+h3/wEp6zThrz3OPCG7mheQo4TdLyqXpl6GZEHqH4ZwoY\nEHz0JtDgk47hirEGlzrBT0pGDgwzazPyZHhSNHWzZpzGEPmNOUVz+goEgeg4\n934OduBBe3+iJvX2Na67bvnrjvSLBpnUIsA/2bOJKUAX+UvhzZZ+OQNMDqe2\nDS2yCu34MaZ7tkkm3udmS3b6j7/t8cPrXvu64VGPftTwwG98YOER/MkdDZxd\ncDOWnXH3dOX3yHCwbY9xVilViMEYaWHs/qgHIbCr6i7nka8r2OsyeMYVwcs4\n/PuQIo4ZMU7JMKSZjFfkYaSMBM03BjgUYRF0jFRqa4wEKLSq966utNpa1IN/\nBh96a+ympP8p7B06vnqMZCJQ2fZnNABv1u144UAcRtk4SOCH4ZILY7FGhYsT\nA7OKvowpv4pRPuWUyuEbQ8piA3Z6cz1uO7/fG8e43Ro9jCu7+2XjwIEPZy+g\n2EQkQ7YHElwii8guP6xgg/CzzWOPObZ+RGGpBOA0EwdMbPrrY8OJTG0eyQrN\nll7PFBhWwzPEkCyD9do0FOsCHFPOpBxIHZ73vOdVBMlimLEwDExtb+ml7Xq0\nps+iQder16/nmXJEQxsonNTBSK3ZGLpdObN5HHnRuDemnOTXEf+6aPGLfjuE\ndlO9K0x21o2iNLlZK2YTokdIDgKSGRcOxghfZNjLm/7sO6wH6Zt25DsuS93U\nudfNVL2ynq4b2ybjoA1v9jdspJkM6Ly+stEClc1HDiQABvRNcPKv2MmqPEN2\nDXp+k6lkPAHT7rfZ3qzrGTCQVa46JuSrDrPEP1fbFIq1f+DIoGtr9tyFCSV9\nWwy453x+y+e1NJHLrCgVkTLoSzCMTFt9esb3jLJvV/34fQ84jRX8HFWQEDSk\n2hb0IDT0faeui8YlMtVnzsc6jaaQd2VwUL6zX9ZwMlmHNY6dWRHeWtq1N13G\nAUY/vJkpRHmyzixB71mi1BpoZdxFMlxUHnJTP+c7pWvP2sReFtmdNstwBOOy\nNj0O47mXalovmkE9lntp+8TIKU94Qj2ae/7zn1+bX+zCEwCBTACUcRiHzMyE\naGa7gjucyrXLa4/WloIAgMPanYNah66GPSlslDC5N986h+jCNPEHUY6e0XEz\nOBAHxsLKvQjimzHWOXbJRH9rJE5q9mJoSWMZF5xJwYMDDY5l8NXUE7r1p500\nTgqMlfGWjTNvvG6Lpbj2ZZyenqyHzXwMCP02I8hUKmXmpO/0oRNZidmVTPWn\nB1mD9RcZ+wd4ATxjeU9xp88iWGYj6dO3WYZrWV1wLJOfNj2OtBXAzJiADHza\nhKNxOnIRuC5pTndZO/IyBwcT1OCwthTE7vN196llATzKBcfIL2e6sDtrZ9er\nlfUldo1VGBCRU6CNKVz1ge0dzal22piG4WIIe7Vp2aoIs944cJghfRrRz6LM\nkMoIg0E50MJRbGNry4jscjEwdICsDab4UYZG0CulCro/2sCT9OUp7QfY8MdY\nI7euy5rLPXKbR8y9ZNJaR24iLEWN26g3jhcMWuPJnDfjwIFe8hKRlXMkM6H1\nOzlxTOMIMJzWPYOSAusvbZe5MBQGZyufEeoLRHS4tNHeGD3Nro2vbkq22tOT\nMcd9a4D2Rzk7cYanx582zsYhm0Vyu7HjGM9hfAGJ/tka2SpHkwCmzBLAZGGp\n4EUOmYUdbfbqN7QCHjrxqz9a8RZbNQY52a1lVzYbN7TKVU8UDQh/40aPGlaL\nSw46I8RB0VOC0gYBBqbsqTbQXnX1nt/HFfLuDxxxAsR6nzFflcsmBmEwGE6D\neW+3MCqpmxmBQRKAI7i6IeoSbfobIwYy1SbGmNnbc7sIVHsKImQymYLwYzy4\npmSiDYVQMJrGbdQbEy/LxkEHMI4+1ur+YR2bDGRDL/BrJ2ViMNoyqqSw9Gej\ni55lJVvb4xP9bAY5C5L+ncl3v+vdhVd7ONWh2+He+gw/ixzzprAlYxmfI+B3\nDMroluyW2Sy7j73UC/EmkKZX/dHP8TNOxlCXeme60UYKTJdoIytgfPJhv9qg\nhdy1TT0c2qG37ECHAIEixM9UpoCzIXJK2GmPQUSt10b9ojYIiyA4pumdA1IA\nwkUmEVuEYVBmSuDVPA92GZZ6jKMlQnYNCME1XsC4Xpk26o3p1+ieMeVhOjkF\nyI+R9XJMXc7aG2MRv9ppE/mnX39WFwX35f21NpE9Y7OWAWSGl9CgDWeczWZl\nUPoJdORufYlOgUgqF+eiV8ZkhvXPLiRAaIuunnZODGJ4dTP6ox+cy2SyXht8\nkLuxFwEc7Ha9cbSh8+y69Pq0exzHXTQOWgQ6/bLUSVtjx/F8LUJbj2W2bdtW\ntNm7kAWSIxwylPJADQEEKkHK6mblTwyagseAeABHDH4KR/ota1MCag2Nw2A8\n9N3edmMZDQFyFs4gMrk3QzIYbZRbH3lfVMRHQ4QMb3DnjJ5cpz73DItTSl/9\n8BeMeYc/RzXo/oR/5/RLWdesLvs24zr36pf11cYYod3Wu2eN+Ud06IUc6Jdc\nPOCGjxHkwbf1UJxFe7u35MrRLBs4KxmDyJTj0gHnB3TinVO7jSB81037Ex76\n8pSlTc49P7EvdWk/t6G9Z8q+jRf8I5MeRz8GfGmT8jU4bmjvWXPaBhm7bro/\nsWdFPW8mGLLUz3N3HzX3wrxXAD0S9F44ZwT5/vDZrzx77pghSuTJACmrHt2f\n3vG64rZfNCecwkL8MhwhfqpNyoLHzpiPb3lliQGISIwBvfAwNveMwpZ2dk45\ntfZmD3SPAf6MNa5zH+OzWE9aMm6f+9Da40ldzur6677tvlwv6ptyNJCDbOH0\nXz691t5SLLxr4yAvs51yr9Up46gcLC/BK5N54F+5wwvx1pSyEnDlVfN/+Yq9\npJ1yD9ktPegCwNVD7tERnaSsbxd5rrbpdiTTHo5F2V3aSE2jx9hoPw4caduX\nu055jbMyK6esbxscaHXt7A0yHw3zW01vXbFdAd7GkI+VAR+rzger9dvc5C0z\nfOnLXpqJez4MBggkQpmXrv3rC29x3rU18zuEO5a1Mc6yepgwFzpEFMr2JoZ/\nosHmhDVMnDMC4ahmOfeiv/4MilNx3rFQ1Y/Lep4IC2xvswTnXgTLcOijfp5P\nLMJw05RHXma2yy5t/wRfS0Vt1Yva6JdNkENSPw7MgehCG5mHGTaPUny3R70U\n1mFt6iVvUX/rbGsRTZeCn2Do4bgvKYBxOleF3R+00tMiiLEvqleO7vVwtDlu\naRs44riLxkLLsjZw0LEDPZyLw5kZ2azs5BnPfEYtvWR7ZKqtrMJywzUc7Nlb\nPx4TrkomSoWY8kDKeoL9U2KQTEHaw5E2KevbY1L5VF3KehwEI6qf2l6Pete/\nv6s+Wy+9wgADiAPpG4WaFaw9GZQHvsaMAHta9CGYZWB2CYS+3Oec8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