{"url":"https://api.github.com/gists/4498187","forks_url":"https://api.github.com/gists/4498187/forks","commits_url":"https://api.github.com/gists/4498187/commits","id":"4498187","node_id":"MDQ6R2lzdDQ0OTgxODc=","git_pull_url":"https://gist.github.com/4498187.git","git_push_url":"https://gist.github.com/4498187.git","html_url":"https://gist.github.com/mbostock/4498187","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4498187/raw/67e4cef28d5d9f412b9d9bc0f35a6a52c1aa04da/.block","size":78,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/interrupted-mollweide\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4498187/raw/1fe95cd833a30549b0bd2536cdc266061be03921/README.md","size":72,"truncated":false,"content":"This interrupted [Mollweide projection](/3734336) is styled after Goode.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4498187/raw/86427f0892547c87e66b3c4ef5a92b335a9379d7/index.html","size":2380,"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 = 500;\n\nvar projection = d3.geo.interrupt(d3.geo.mollweide.raw)\n    .lobes([[ // northern hemisphere\n      [[-180,   0], [-100,  90], [ -40,   0]],\n      [[ -40,   0], [  30,  90], [ 180,   0]]\n    ], [ // southern hemisphere\n      [[-180,   0], [-160, -90], [-100,   0]],\n      [[-100,   0], [ -60, -90], [ -20,   0]],\n      [[ -20,   0], [  20, -90], [  80,   0]],\n      [[  80,   0], [ 140, -90], [ 180,   0]]\n    ]])\n    .scale(165)\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\nvar defs = svg.append(\"defs\");\n\ndefs.append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"id\", \"sphere\")\n    .attr(\"d\", path);\n\ndefs.append(\"clipPath\")\n    .attr(\"id\", \"clip\")\n  .append(\"use\")\n    .attr(\"xlink:href\", \"#sphere\");\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(\"clip-path\", \"url(#clip)\")\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(\"clip-path\", \"url(#clip)\")\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(\"clip-path\", \"url(#clip)\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + 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kLS2trKwsHA6/+OKLV1xx\nxeuvv97a2tre3v7NN99gh8ETKMJF2YuyHfsZsi3+eoefwcoxn1lJLAhCWlra\nxIkTg8FgampqVVXVbbfd1qNHj507dz700EOLFy/u16+fx+NJSEhQKpXV1dW7\ndu3iednYsWNSU9MFISKKwr+Oa3+y/gpm3bx5U319w4IFC6jLXqPRaLVak8mU\nn5+vVqsVCsWcOXPmzJlTUlJiMplUKlVqamppaalMJmtra7PZbH6/n8oPEvV7\nQfGinzFVZ8+ebWpqGjJkiFqtBpIgCEJ6ejquezyetWvX7tix4/PPP8/Ly+vT\npw9lnUAgkJ6erlKpcnNzDx48FImErdbsXyhlOY4jhPvwww8nTJiUm5tLosG7\narUaXMVxHDqJ6wBJeJ7v168f8Ky0tLRZs2aFQqFPP/307rvvvvXWW0+fPl1T\nU/P5559XVlZCuFIJipgBkAWfsenjBvwFn+Ee3EB/js/05zGf6aPQoAQDJ7ZY\nLG+88cakSZMGDx48atQorVarUqlycnLWrl27fPny3Nzc3r17YydJTk4uLS3V\n6fSbNm2uqqrIysrWaHSCIHQUb/5v51cw6759eysqKufPnw8lCcgix3EOh+Pw\n4cNnz54dPHjwNddcU1xcDMEDuQj9MjU19cyZM4j7pFKBRE0ELHrcT80IiMmP\nP/740KFDWVlZqampkFs8z69evdpgMDidTpfLxfP85s2b8/Pzi4uLwUaYS3iD\nioqKVq9eXVxcBMT+55FSFEW5XPn5558XFRX37duXokI0uCwYDMJfBRtRLpfv\n37//+eefX7BgQVZWFqjR2tq6evXq3Nzc1NTURx55xGg0Pvvss998801KSorB\nYAiHw5DQhBBKCqxbGpqNzxCrarUaihBYDeomOsDGUVDC4isUMPoZH+Aoxp1O\np3PatGnQy2EVwOXWr1+/L7744pVXXqmvr586dapKpfJ6vYIgWCyWvn37RiLC\n2rVrAwFfbm4uz8t/dRv3p/GrKIpKpbqs7OT+/ftvvfU2SFborISQ+vr6QCCQ\nnJw8YMAAk8kEVlMoFHQvg7yBUnvq1KmzZ8/CnmBnAjzKBmpR3hUEoby8fPny\n5UuXLoUIX7hwIX5L3yKK4urVq8vKyrKzs9PT0/ErTJtCodBoNFu2bOnb97Kf\nR0fYWN99tyMYDE2aNAlPpgyK+aaswHHciRMnXnrppV69etlsNkmShg4dip8c\nP3785MmTGRkZM2bMWLdu3d69e0+cOAHMqKGhwWKxeL1eunqxJOgmRoEnjUZj\nMpmwIysUCrPZrFAoTCYTzDtQDCxLn4DPLNND2QCAAL6kr+A4rr29HQ5kjUaD\nCHGv15uWlnbNNdcIgvDuu+86HI7LL78cfQsGg5IkZWRk9OvX79y5ys2bNyUl\nmZOSLKIoStLPlA6/iF8lSVIolM3NzWvWrJk/fwHH/RB/jeWlUqmSkpISEhKM\nRiPdicBJ+Dl8iaACIUSpVO7cuRNzQGlKokoblX+sSJDJZFqtViaTNTU12e32\n6667bvfu3dXV1UBwwawQ83a7/Z133lEoFEOGDMEeChUiLS2tvPx0KBS0WrN+\nKsvCe3f+fO3u3btvvPFGTBJro9AxYtUFg8FZs2ap1eohQ4b8/e9/r62tvfnm\nm48ePfqnP/3pyy+/PHjw4P79+z/99NOVK1d+//33Xq83KSmpoaEhHA4nJycb\nDAaHw0EBKTwQbIRVgf3aZDLV1NR4vV7wN2xTnU7H87zX64WAp4opOFWr1UKL\noLoWSBcOh1NSUhITE2UymUajgT524MCBjRs3fvbZZ1u2bCkrK0tOTkYAg0ql\nmjJlyuDBgz/55JP8/PyCggJYC4IgIA6kuLg4L6/bhg0ba2ur8/MLlErVryho\nu8qvkFVLly696qoZRqMRW1s4HNbr9VqtFgFW1BPNcRw7eSAQjFyNRmOxWGQy\n2YYNG9rb2yEXwdyUTbHuKReCuFj0giDo9frKysrW1tZgMFhVVQUQV6FQBINB\n+Gbb29sLCgqgY+n1elzEz3Nycr75Zk2fPr0pk3WxoWOff/759OlXGQwGrCJg\nAvgv5V0wVkVFRd++fe+6666XXnrJZrONGjVKJpP9/e9/37NnD1QXxKDRLchg\nMBBCLBYL9IGkpCQKPGMB63S65ORkjUaTkJCgVqt1Op0oim1tbViioii2t7cH\ng0Gfz5eQkJCUlASwFkaqXq/X6/XhcDg9PV2n02EiKKoFLQLbfUtLiyAIQJGh\nA4iiWF9ff/bsWaPRGA6HCwoKgNx179596tSpx44d6969OzZJOpWiKBoMhr59\n+7a2Oteu/SYx0ZycnPJrwbRdwgewFX788dJu3fKHDRuGSJ9AIAB1BzQNBoNq\ntRp9gjpPJR8UMhAIfHn+/Pk//elPfr+/qqoK4ACrcrH+FSigoVDI6/VihUBm\n+Hw+zDSlQkJCwl133RUOh9vb22+88caVK1c6nc6bb74ZTk64QHU63ebNm4PB\nwOWXX9F1rADDX716lU6nHzdunNfrhd8SoVIYPsBXuj4FQTAYDPBy2e32VatW\nrVq1Cp6O5ubm5ORkrVYLDA4OKofDAR8KVCyz2axWqyVJam1tDYfDWq02JSXF\nbrcHg8GEhIRgMIj11t7ejrFjnUjRhhUFvVOlUiGYWKVSyeVysDgeTqFuBMsq\nlcr6+npMFkzkYDDodDoxuQMGDBg3bpzb7b7//vsFQUA0nNvtRlwOMGZMYigU\nIlEFrKWlZeXKr7KyrJMnT4Ep+Auhg0vLV8zWzp3fBQKByZOnUEZEKpxcLqfg\ndjQtTg45Cm8q2FSr1eIz1Kb09PSMjIza2tq2trZQ6EeomeqyrCnGcZxKpYJh\nAbYD/4F9CSHwMY4ZM2bTpk0lJSX33XefXq9fu3btG2+8cejQoXHjxiGcGbKw\nW7dumzdv6dYtT6/XdZ4+jgZNoKam+tix47NnzxZFETgrIYQOChwDhqAR6HK5\n/MiRI6+99to777yzd+9ejuPa2tpSUlLAf1Q2gzk8Hk9GRoZcLrfb7YQQl8vV\n0NCQnZ3tdrvhwuV53mazwWcriqLP56MoCgUN4KxC3CZYzWAwaLVan8/ncrmc\nTqfH4wmHw1jSHo/H5/OBy202Gxw6dO15vV68V6/Xq9Vqg8GwZ8+evLy8K664\nwuv1IlQ3HA4DFIIOjRUCH3tU05Nptdr+/fvX1dV/++23hYVFWq3+F2K0l+BX\nqK02m23Llq033ngjNTPD4TC1M6j7ivI3thh8pQA1/Up9MH/6059aW1v9fr/X\n6/X5fD6fLxgM0s/0q8fj8Xg8wNv9fn9CQgLc6FTZxQYUiUSqq6ubm5tHjhx5\n9uzZPn36PPPMMwUFBe3t7dnZ2TQ+Givh+PFj3bv36KJeJZPxy5d/OWXKlISE\nBBLVdhQKBaU7vtJHYaZFUczLy9u/f//u3bvNZjMhxGq16nS6rKys9vZ2SZKM\nRmNTU5MkSY2NjUgqTEtL6969O9TZxx57rK6urqamBuGtfr9/1KhRTz31VHt7\n+7lz57A2sFAh1WJ0fUIIDLLKykrAqNA08F86HchHQNSY1+s1mUypqant7e3g\nY4/HQwiBUNBqtRUVFY8++uj58+ddLldaWho2UhZVCIVC6A90g1AojNWbl5eX\nlJS8fPmXJpMxJSXtl7DsJX4mSRIh3KpVqydPnkwNIwpg0dli1cFwOEyZlURR\nEvqV7gh1dXVtbW3w/UAsUXkc03AdCSGhUKipqUkQhOTkZEQVKZXKvLw8s9lc\nWVmZkJCQn59/9913r1u3zmg0ajSaIUOGDB48GEoIiRpw/fv3b2pqttubFQpl\n5yIWANa+fXuTkpKtVivFOFm0KKYeAvYfSp/S0lJCCJZfIBCorKzcuXPnvHnz\nhgwZ4nA4unXrBs3V7/e3t7enpKQsXbr0/vvvHzNmzJAhQ/bu3Yt3+Xy+oUOH\nvv/++wUFBR6PR6vVpqWlwcClqCodHewenuehQsAj6HA4kpOTU1NTochS0ACs\nhgVvsVhEUSwvL6dwBIKQ8MaEhASHw3Hu3Lnhw4cTQqqrq+VyeXt7u9frpYsE\nugc15pRKJVaIKIq5ubm33HLrd9/t3L59m1KppirfT22dmR3QBHbt2pWUlFRQ\nUABFB/KMSlOwAgUgo7UFfkT+YoBAOrVbt26FChjTdbYGBFXICKMhyGSylpaW\ntLQ0uVyekpIiSVJzc3MwGCwsLHz77bc9Hs/Jkyfnzp3r9/uxrmAAwcdDwabL\nLrts1649M2bMoABnx6tZJguFgkeOHL3hhhtozyFNL7YgCSGHDh2qr69PTU1N\nSkpas2YNx3G5ubl46YwZM2688UadTvfAAw8cPHjQZrNhLrHPzJs3j+O4q6++\nGl168803X3rppba2tmAwCMV9165dW7ZssVqtCMUECwIupUYCNGNgTD6fD30O\nBoN2u53jOIPBANAUYBx14ZpMJrVaXVlZCbFNjQrQzefzabVaSqj8/Pz777/f\n4XDceeedEydOBGgAyQqWxeYDDkZSiSRJarXq1ltvXb58+YoVX86aNQeG00+1\nwDrjV7lc7vG4jx8/tmDBLVgxJBpYSe8BT9CvFO+kX1nJD/mEG/bt2wfT/mLM\nGtPov7AAFAqFxWLx+XwOh0OhUNjt9unTp2dnZwuCgOhb7MhUM4Z7HeKEEDJw\n4MB33nmnvd1lMOgvttaxXLdv31xQUAB7nK4uOkbqF2AJ8pe//OW7777DbBmN\nxpSUlBdeeGHo0KEul6upqenRRx995JFH1q9fv2nTpj//+c+HDx9ubm6uqanp\n1avXoEGDCCG1tbWhUKh79+5XXnllv379br75ZpPJdO7cubVr1y5YsMBoNP7z\nn/90Op3Qetva2gghGRkZdXV1iYmJZrMZvMtxnNFoxEoGBbAdeb1eo9EIgBzC\nGFCPQqFobm4Gz1GNrr29HZaDQqG4+uqrp02blpKSQgjRarWDBg06ceIEPHzQ\nZaEfgmXBo3iaWq2GBQZhN3v27C1btixduuT662+QpJ+Mzl5UfxVFkecVq1ev\nKSwszM3NxSsRE0gD1URRRM9oNAY1XelXSgJovUBSfD7fRx991N7eDh2fizaK\nCNKvJCpZqVZEoviRx+NBDHIgELjxxhtvv/12pVKJsAQKWYDDwGQw7KBty+Vy\np9PZ0FDfrVvBxbRYPHnjxo3Tp1+F2YXxS0EMfMXuSaOcqqqqvvzyS7Vajfda\nrdYXXnhh4MCBcrn8zJkzBw8evO2227Kzs++5555evXoZDIZvvvmmqKhozpw5\nSqWytrZ26dKlzz///Icffnj48OGKiorNmzefO3cO+/iKFSsuu+yyCRMmnDlz\n5syZM3a7HeHC0O/T0tKKiopMJhNCEI1Go81mA7PShuUaCoUQ0gm4lOd5j8fT\n3t4OiUiizjCv1zt69OjW1lbsmQaD4brrriNR9KZ///6RSCQ1NRW5u8DOqEsC\nX+k6ASUpaF1YWOjz+davX9e3bz+el3W+xXVJvsIorq+vb21tnTVrFtKJwJ0U\nOoHZwUo+zBmJqnTgb+pHgXpOYywgein/4f6YmLT4r/Qv0DSoiVar9Z577snL\ny3O5XNRng0WCN5Koexa2BVi2f//+X3zx+dixYzrU/SFcd+/eVlhYpNFoWArQ\n7QXLhmb5gghLlixB1hT44Nlnn+3Zs6fdbrdarY2NjdBW582bBz2vtLQ0GAyO\nHj361ltvvfrqq7/++mtkH+h0uq1bt27YsAFRO8nJyWazGX5XQkhjY+Pp06eT\nkpLa2tq8Xm9qaqrT6YTJTwhJSUnx+/0NDQ3kwqAtElVwMV58QAQZ0FNCCKLj\neZ73+/2DBw9+/fXXsUgeeughGn8DwE6tVlut1t/85jcfffRRcnIyZhOoGXgD\n8C0FuQCQU2k1dOhQlUr1wQfvL1iwgOdlXfeQdyxfJUniefnq1asGDhyUkpIC\nxQg9BpCEJkkSIC36VaFQAHyhwR8qlSrmflxsbW3dsWMHUkRoMCFhIjzYIA8q\nI2l4B6vaLly4cPz48eg5MDW8DnICJh0FgGEMEUI0Gk1VVbVMxqWkpIlibGgs\nx3GiKGzdum3atGkw+DAimp5K46ZZgnAct2zZsrKyMpvN5nK5rrnmmjvuuAN4\nEMdxeXl5JSUlzc3Nb7zxRq9evUaNGpWcnFxRUdHc3Dx+/PgjR45s27ZNo9FA\n+Gk0GqPRCLRIrVZXVVUFg8ErrrgiJycnIyNj+/bt8NRAIzKZTBkZGS0tLbDb\nEhISBEFwOp0QFpSAoBgFwmiMC/1KongLJHRWVlZpaWlmZuaAAQO2b9++a9eu\nkSNHwj0E7+vKlSuNRmPPnj3h4gLTUxuaglygHlgZQT+iKGZkZCgUypUrVw4Y\nMIBE3UM/R75S32MkIvTs2ZN6AulWSCWQdGE9FUEQqB1G12KM0MJqI4RMmjTp\n9ddfZ59ApWm8TI2RuBRHUyqVra2tNpuNMP4w2knsPlQc0j2dPqFPnz4HDx4o\nKekZQywI1wMH9qenp2s0GkoBaGnYIkgUm2P75vF4/vjHP/bo0UOSpCFDhpSU\nlKxYseLIkSPA49ra2kpLS5944onLLruspKQEu+f8+fOhPv72t7/lOM5isRw/\nfrygoODcuXNHjx5NSEiAf1Wj0dTX1992223XXnut3+9HBRcUdLLZbHK53Gaz\nyWQyj8eTmpoKwNtoNMIIo/0Uf6hfJqMTDbJQDR43hMNhtVp97NixO++802g0\n/vGPf5wxY8Z77703cuTIm266afny5fjVunXrdu3a5fF4ZsyYAQ6GG4XaMJAX\nwWCQmuOQspSGpaWlgiB89NFH8+cvEIQw6ULrmF8JIbt37wbjU+ZgcQAS3etj\nfhVjXbGGSExUQO/evSdNmvTZZ58lJSWRC1WCrvSbtmAwqNfrKUey/AovMXsz\n5A0FmwoLC7dv3+7xuHU6bbzVdfJk2ZQpU2iXKGZEovYWCzOTqK2ZkpLicrm0\nWu358+effPLJAwcOYLzAbmELjhs3jmo1vXr1amxsPHjwYL9+/RYtWiSXy48e\nPdq9e/dHHnmkqqoqLy9PJpM1NDTA5otEIv/4xz+gTYI7RVFMTExsb293Op3Y\nhTUaTXNzs9FozMvLO3fuHCs1KNJCP6DP9B6a+yUIQkJCAry7EyZMwEiffvrp\nl19+ubm5mef5RYsW1dfXGwyGoqKi5ubmjIwMvAIYFtX0oD1SqQExDF8J3otQ\n2s8++/Taa6/riscx9t9RB0ETEqyp4Inhznh2jHe1xUhfKqVoe/75559++mkw\nAQ3ipMHaMY2KXlbrdTqdf/zjH++77z6JSWOK+RV7hQbbU/7LzMwsKyvjuB9j\nbqhDi+f51NRUNqohhgIxKD20lxdffPHvf//7M88887vf/a6ioiI5OTkpKclk\nMmVmZiqVyqKiIvp2SsD09PT+/fvDHvD7/UVFRahvBzPL5XLBAMe78DTqDhQE\nob6+3u12Q2ghRFihUCQmJpaXl1NwgKUG22d2EdIbKBCkVqtramrmzZsHr+y4\nceOWLVuWnp7+2WefcRzXt2/ff/zjH6+++irqodBJgRClL0UoDDVpoFBRxEAQ\nhJEjR+r1hnXr1ioUKnrbxVqs/grNdevWrd265WdmZlJ+xRKhg6cJmfSHLFpE\nouVOY8QPtUBptMDIkSMPHjxIETuFQoEYUDaAiER3FmrxYJl6vd6FCxc+9thj\ntJPgGBqoQJmV9oqisHR6lErlsWNHe/fuTVVYSRJ5Xr5z53eFhUVpaWksBahL\nj1KAtWCCweAtt9zy3nvvJSYm5uTkIGYF5g51wn3//ffLli1ramoaOXIkx3Gb\nN29GVGRBQQEYDsp9dXX1smXLTCaTQqFwuVzINUpKSgoEAlSVJwy2TaVjWloa\nQC5EAKKeHLVu6U/YNUbZlG6klKFhkFRWVp4+fXrcuHEGgwGKqc/nO3v27KJF\ni/Lz8/FAFtaURZMfKdmx0bE3UJweN3fv3n3Pnj2SJGZmXiJ0LlYf4Hk+GPQ3\nNjZOnDgJb2XNHWrpw/PGxlOCD1gogLWiYEpTbAG0QP5dXl7e8OHDT506tXXr\nVpPJBG+kw+Gg6CkUOAACFoslNTXV7XY3Njbq9fprrrmGROMHKBvRNUq9cXQC\nMDEwgXHFarX6fH6/3wsEihAik/HhcKi52TZ+/IQYClA/GQ3IAmWhom3dunXj\nxo3Z2dlGo1EQhPPnz9PEGATo5Ofn19TUVFVVlZWVnTt37r777tu6deuuXbuq\nqqref//9rKyswYMHb9myJTMzU6FQeDwenuddLhfY1G63u93upKSk+vp6GC4S\nE8qNVYHSDYiLpxG00PK1Wi2SxbHsMXyabkCjdsiPhfrkFPRISkraunXrsmXL\n7rjjDhBw9OjROp2OzjXNWqNh4KjWwep4MpkMcAF7A2GiSefNm/f2229lZGSk\npKQgU/zS8hXux6NHjwiC1LNnT1oyF4+m0X0AVqmvC5s4FAZ6A001vthP4F9V\nq9XJyck1NTXJyckoh4EA2dTUVNjUoVDI5XJdccUV999/f1JS0uTJkxcvXjxl\nypRx48adOnUqJSUFkBBhAFEIb/oimIm0G3BgUsZVqVTI7gdKQAiRy5Vnz572\neLylpaXAj9D5+OHQf8Ejv3jxYqfTmZSU5Ha7nU4nDV6jm4NKpXI6nRqNRqlU\nHjlyZMWKFbW1tdQwOnjw4M6dO5uamhoaGmpra41GI4KzPB6PRqNBtbbf//73\nw4YN+/rrryHqoGimp6dbLBasN5vNBuZLTEwEPiBJUnp6OioiYsjYGMPhcGJi\nosViwRgh2ukGCFlIw0U0Gk1FRcWgQYOQryZJEpy3FHgmhFDID/ShbmEK9VBX\nLb2Cn2BSVCpVSkrq2rXf9O8/IB6u6ZhfqTIwZMhQxDQBiSCEICcJjQJb9Aqk\nII3PApmQMs8+hP0JVrlMJktLS/vss8+ysrJ0Ot2RI0dQaNLv97tcLpPJ1NLS\ncs899/z5z3/u1avXxIkTe/furVKpEhISCgsLbTbbqlWrrr/+evpMPJANRYBC\nQiOnaGoXrtCQzcrKyuLiYkFAwp189+7dRUXFFouFHU5M5zFku91uMBjKy8sf\neeSRAwcOKBSKhoYGKGc0HISuT41G43a7sWAQOo2NHnongolFUUxNTZ0yZcqh\nQ4daW1shKT0ejyAILpfLaDQ+8MADlZWV+/bt8/l8UDGxTTmdTqfTiY6lpqbC\niUAYLJwQYjKZlEolXK9msxmO1vz8fJ/PR9Pp6F6KPtMrbW1tc+fOBevTvFyW\nK0B8il4BKQK+Sa9QPJHlHBrelZiY2Nradvr06eLi7hd14rBfFApFa6tDEISs\nrCy63VDvQIwmyv7wksZWvJeVWkiEkJEjRx49evSJJ55ISUmBSwIz7fV6s7Ky\nZs6ciS2PVT8IIdOnTz937tyJEydYHaDDd7EmF2uB4e05OTkOh4NEs/sFIex0\nOlGmhY46xlgUo2noVqu1qqrqlltuKS8v7969OzgbTEPBEHyIyTahmyntElyj\nCoXixIkTU6ZMuffee+Hlx6aJ0Om33nrr7bfffvPNN1944YU777xz4cKF9fX1\ndru9ra0NQS0+nw/Wj8PhoDLS4/G43e5gMIhM+qysLIvFwnEccMDm5mYEahIG\nLmQ1Yyj9GRkZ3bp1IxciOSxhIbMvkIUX4jN4MnsPtA4aMCSK4sSJExsaGmpq\nahQKVYee+R/lKxywJ06cUKs1eXl5LDJAXaNo0P/Y+aPVmijHxBhbIlN9hLI4\niRrsPXr0OHPmjEwm69ev38qVK3U6HWYde8qMGTMQvYYrEG/IcTObzRaLxWAw\nUOgXCkxMDAPHFIWkIA5djSqV6ujRY1Zrpl6vl8nk58/X2mz20tJSaoKwtjz7\nTMzQnDlztFqtRqOpqqoC97e2torRpCh28oxGY1tbG6USZVyIHISBw3XZ1tb2\n9NNPf/311w6HgyqjcEmcPn06IyPjuuuuQyn9SZMmmc1mq9Wam5s7duxYURTL\nysoyMzNRh4tyniRJXq8XQYOIW0e+p1arbWlpwZ5GbXxq41JdFgkzs2fP9ng8\ntLoUOs8arx1atzKm0ha8wWxwnyyar0ofYrFYNm789rLLLutQK/iRX7EV7ty5\n87LLLqOBniTO8CdR3LET7sSVGPCVMGEihIl9wbLLzMzcunXrLbfc4vV6d+7c\nCZYF7n3PPfeg+BR0INyP5YhSmw6HA/FBNIaDfTVV8GOWiozJ4GtsbJQkEfXM\nDh48mJxssVqt7IqVRQv10PWJK3/961/37t1rNptR5wIJelqtlkIc7KwgqR3Y\nE4UyaGS+x+Oh+PHp06enT5/er18/lCOgFirCHoLBYCAQeOGFF8rLy2+99daZ\nM2dOnTr1iiuuGDdu3LBhw44fP44DdliLkAYGYIsHuJGcnEwIQV6hQqFAEUW6\n3dP4FY/H43Q6X375ZZVK9be//W3KlCmUJWJiR8GO7BVyYfwaNS0oMelWQ+NM\nTCbT+fPnnc7W7OzceK3gRy5ENFYgEGBhLBIXEAjzi2LOpCNPWrw7OP4eFoSS\nJMlqtU6fPt3j8Tz99NP9+vVD7TdBEHQ6HT3mgBBCU2GdTueKFSteeOGFl156\niRCCRc8WLmCJ2MkV9CEzM7OxsRFXmpubaWEByt/x+o9CoThw4MDbb7+dmZlZ\nV1dHO4ZU9aSkJOCOmHIomnK53O12p6enZ2Zmmkwmk8kELVAmk+l0OqPRaDAY\njEaj2WzW6XRfffXV5MmTJ0yYAD6m79Vqtdu3b3/qqadCodC+fft69OjxxRdf\nYNbD4XBeXh4ANRh87IolUXzK6/U6nU6LxVJSUgKK1dXV4XyO7OxsHH+C6kNu\nt9vtdo8fP/7111+fPn16YmIi1CSaNS6LVuKghI1XEmJi7kAWlphskANGOn78\n+KNHj3dYpe9HuJTj+Orq6sTERMIofPEgP5amw+EAaHAx7oxXZzvhYLBsXl4e\nojMnTJgAOapUKpubm6urq0k0W/rkyZNPPfXU3r17ExIS+vXrd9ddd/Xr1+/Z\nZ5999dVXoaIhD4mdJHZpUaLEAJCZmZkIzPN6PaFQGKXr2RXbod9lw4YNWVlZ\n0Au5aO1VaDh2ux1F2pB/YjAYkpKSXC5Xc3Nzc3Ozx+Ox2WyoxgAdTqVSIaEI\n1kliYuKHH35YWVlZWlrK8iuJSlloqyaTiRCCiGmg11CTZsyYMWDAgFGjRtH4\nV8KASmlpaa+//vobb7yxcOFCp9MJeVRTU5Oenp6enh6JROrq6lAv45prrnn/\n/fc/+OCDm2++WZKk1NTU22+/nSJ6hIG9WAaN12I7vyKLJvFSdtLr9d26dfvu\nu+94XhEra+hNhBB0mhCCHQfpKKgwgIo6CAFWKpUajWbbtm1utxuAX8w9fr8f\nKUSdXIn5EAqF2tvbga0gZRmhx16vd8mSJbS7f/vb3/785z8DUs3Ozoa38MUX\nX7TZbGvXrnU6nWvWrDl06BB2PVTaoq+gDW4ktgNarTYYDBEiORwOnU5HCEE6\nAJAKZN7Sn+Nf6M+ZM2dQLhjIA1RMOBtdLhdCtlNSUrRaLRBlPBy5eCgdnJaW\nhlCVtrY2l8sF8Qz/6smTJ2+77baRI0cirAysDL7U6/UWi6W5uXnSpEnXXnst\nFIBAIIAhz549e8WKFX369JGixRlYK/7qq68eO3as2WwuLi5+5JFHwC4oXV9d\nXe3z+aAfz5kzJycnB3EOkAXgB+xjICA+UGLSKyy1gUKwVwRBAKDO3uPxeOjs\nBIPBQYMGnTlzJl7EUpcDRwhpbW0bNmw4IYTqi1jNFAdmrxQUFCCSV4wmJbP3\ndHiFXevxV8Ro2sL9999vt9s/++wztVqt1+u//PLLvn379uvXb8eOHUePHp08\neXJpaSkNW4EAu/3223NycrZs2fLKK6/odLrnn38ePkkUpMc2FCPgaSwE1CmV\nSuXxuO12W2pqKv4ri1ZNBHRKx0Lja0VRxHkE2PJg6tKUpkAg0NjYWFhY2NjY\naLfbafVgSHcsSGy4VqsVqe0xe87GjRunTZv25JNPzp49m0Y+4CgHpVJ55swZ\nQsjChQsBaSHllTA+1e7du5NooScsksbGxvnz5z/44IOwjwVBALLx8ccfp6en\nnzp1KiMjAyLZYrEQQvbt2zdhwgSYZRTCO3DgQGFhYWJiIt17YzgEluglr8Rw\nCNYhH60CaDQac3JyDx06NHjwEDaugHrM5B6Pm+MI6gpSPZ1ELZX4K4WFhWzo\nU8w9HV6hcEmHV6gVr9VqFy9e/PXXX5eWlgJ7v+2224YNG/biiy+aTKaBAwca\njUaQicateTyeSCQycODA5cuXL1mypKSkRKfTgcmo2RHTYrpnMpkcDkdbmxPK\nALVqqTKA0tiEUejdbjeqS1A2jfESBQIBh8PhcrlYNzX1RlLNBB5mNkgSlQw3\nbNiwbNmyoUOHzp8/32AwZGRkwN2KBZCTk/Phhx+OGjUKCC47HEATAwYMQDou\nXmSz2QYPHvz8889TDkMf5s6di+1CpVJ5PB70529/+9vJkyc/+eQTBDzwTC3Y\n11577W9/+xuJ84Sxb+/KlZjjk9grNAekrOwUIYSVMz/4lDmOt9ttWq2OXKie\nE0aNo41FPdgr8fd0fqWTJori4MGDP/vssw8//HDSpEnPPvvstGnTALtwHLd3\n795ly5a1traCjRISEnr27CmXyw0Gg8lk0mg0HMdZrVZ4yLDpx3cmxuQym83N\nzc2BgB+ihUVeWYKCKdVqdWtr6759+7KysvDSxMTExMREWi4c0gKPEpmzgSRJ\nMplM8OHhX6jbzGqB6BuKGa5atYoQctVVV0FhaGlpcTqdNptt3rx5O3bsGD16\ndEw8ABUowWAwMTFx0KBBKBaB9Nq///3vjNv5hy4lJyc//vjjzz//fGJiIkrS\ntrW1ORyOhQsX7tu3T85U2sIHWi6EvitGxezKlRiwL+YKKJCcnKxQKGprq+Xy\nH7FYGe1HU1MTsnNouyTwTi7iCOg6X3bYOKbS26RJk/75z38+8MAD77zzzsiR\nI5ubm1etWjVz5kyQmL6RIj5obD+RfxfTK9YIw0BSUlLq6uoFQYLwZofDxuhQ\ne2LNmjUnTpxobW2FGwwMZ7fbkbsLKxtB07B/oU9rtVpCCHZ/PD8hIQGJUzF9\nk8lkubm55eXl7733XlJSkkqlcjgcNputd+/en3zyyYMPPsh2Pp6AGN1dd91F\n1fF58+bh9C86HNycm5v76KOPDhs2LD8/HzEGyJVVKBR/+MMfEKbISq5JkyYZ\nDAY4z+hWHCO8qDiQomV7YnADwiBZtMWgDYSQHj16HD9+khAiitGyX08//ZQo\nijwvP3LkaHZ2NjA5jqkLFB+jHYNuxuCd5IcD/i5xT0zeIokCdawCRwONgfBP\nmDBhyJAher2e5/nGxsbU1NQZM2YgboHGYrMBU5SgtJY0OxB2aFghBw8e1Ol0\nJSUlLOJBewWVi/bcZrM1NjYic9/lcqGwRSQSycnJ8fv9bW1tgOItFotWq0Uu\nQEJCQkJCAkKuZNEipHK53OVy0TxeLlr2IiEhAckCO3bsSEtLs9vt3bp1e/rp\npx977LGSkhKITIqCx5MXKmxGRsaOHTuqqqokScrOzh47diy7/EA6HIgAAdHS\n0gIsDNE2ra2tJSUlBQUFrIqYm5t79OjR+vp6jUaD2OUYjwzLORTREy9Mgqes\nHBOiSQeCd+n1hgMH9vft25emJf641Hw+L5iVfWJXYNRLQle/pNGQAEKISqUa\nMGDA448/fvfdd7tcLrgHWcBVJpPt2rUL6Sg0gAO4WCzsHAdpmUym5mZbDBbG\n3hDTMjMzEWEol8tRDhHFUKGwIgaof//+brcbh7YhA7u6utpgMMAhxzp7KL4T\nDofz8/PNZjPHcc3Nzbjtyy+//Otf/7pixYoZM2ZoNJpjx44hZ5CFluIb/osQ\nNhK1oWPGJQgCFAZCSFFR0YABA5YvXz5mzJiKigq5XO5wOJqbm2MIIggC6r0d\nP358//79JM4xSxgFgHqa4hWADtUG9kWiKBoMeo1G29jYIJf/UCkCvCyTJAHl\nZURRgOwFEbFE2JhALlqejV4RmZqYHFPzg75bvLCILommYcUI/5hEfioAWIkL\nxGTs2LFz586tr68n0TwqQsjZs2d/97vfyeVyvV5/+vTpxx57rKioCEBMTk4O\njXGm88RGFQKscDrb6PGL9DrCU2LoGAqFevToceutt953333IRE1PTy8pKUGf\nAbR5vV6cRCCXyxGaBLQfvgbIM9Tz0ev1SqXS5XIplUro3GlpaQ0NDTQtLBKJ\nbN++vba29ttvv21sbGxoaPjyyy9hS1H7LJ6YEF0zZ85cunTptm3boIrgJ4QB\nOlB0A9p/jx49NBrNY4895na7T58+PXXq1Msvvxz2HD00oba21mq1fv31121t\nbVlZWSBXTBi4FE1CZq+A4DGdZLtN54WLusEBUdfU1Kan/+DD4p9++imel3m9\n3rKy8n79+tG67CQaOUoYBZHa2vQKLTTOXqFGAMV9hOjRvawJTJ0faJSB2Ndh\nhPQKdf336dNn69atbW1tKpVq5cqVxcXF77zzzieffFJaWupyuU6cOLF69eqv\nvvpq+fLlK1asSEtLGzx4MEIcSXQnYjsAHvrmm2969eqVm5tLpR2WGdsr+sNw\nOFxaWmqz2ZqammBm4Uhb+IdxlCG89phL+IRwnHFra6sgCCkpKWq1uq2tDXGr\niYmJtGAowAouGlrq8XiOHz++bNmyAwcOtLe3FxcXX3/99SyqQOtCxxATzt7q\n6urq6mqUAaWIAWFqQyHaoa2tbf369YMHD05KSurbt299ff1rr72GXAB6T1NT\nEzpsNBrBCUqlkpagi6FS/GzGsBNbqpZlHspOsHGrqqq6d++OcAL+qaee5Hm5\ny+Wqq6vv3bs3Nl+azkrj7tgMWPYKBkxzYmkSKc1K5aO1LNkr4EI2dZa+Lv4K\n+zpCCDpgMpnGjRsHoGDKlCkvvfTSt99+i3w3xLPS1FCU3QS+A8HGRhXSHspk\nsjNnzvTq1YvmA9PYhpiecxwHj79MJmtvb//0009RHL2hoQFHEEL9NRqNDocD\n9QDB9xCuTqcTSALP86hnodPpHA4Hsluh+MrlcqAfElNIITExMS8vz+1233zz\nzX369KEQJs377ZB0gEqmTJnicDj+8Y9/zJw5k04xiQJbGItOp3v77bezs7Oz\ns7NVKtW4cePoGbagAKiUmpoK7Hbr1q2LFi0qLi7GUZW0Ij6FWtlcZfo6llUw\nFzFXKBArj6YxHz16rLS0N1RYqJ4cKv7F60Bd0V9jfvKvQAziG3xF991333PP\nPTdq1KjMzExY2W6322KxJCUlUYgbFTQWLVr04Ycf0iHQBc0OExDYJccrRQNo\nJEmaPXv2k08+efz4cWyvAM5QDFCtVvfo0cNkMkFgWCwWi8WCiimRSMTpdDY2\nNkKQVFRUINoY8BYK3QH/pyi92+0GpKXT6a644gpyYWrnxRo6n52dPWDAAGR0\nYXOXGD8OiVZ0UygUf/nLX9avX9/Y2KjRaMAPMqbGNyEEvkNgtCNGjICb7WKv\njgcEWJrHIzkkqqWw90Dt9njc4Pgfxuz1eqG6XZK3LsnBpAtQ6y/nYFm0Lh8w\nOOSdgl/r6+txMB0hBBGJarXaYrG8+OKLN9544w033LB06VLWU0Cb1WqFktdF\nCmBKfvvb395zzz1VVVVms3nEiBG9e/dGIYk33njjk08+efXVV5FvHQ6Ha2pq\noLM2NTUFAoHExES5XK5UKhFpkJmZSRPU4PTCRg9tymQyIdZ28uTJ8C11nci4\n87LLLvvqq69oEWl2+tRq9bfffrt79+7s7GyZTDZv3jwsfjq5MPvq6+tvvPHG\nP/zhD4FAICUlpX///u+//37fvn3ZB8a4MGPoFoOHxiPH8bY7iToyOI6XJElO\nVxgtFf0LWaorqMKv0lgAWK/X05A5bNPYTRA4C+BTrVZv2rRJr9dv3ry5paXl\ngQceoB5FPCo1NbXD6eyQCWgfBEG46667Bg8ebDKZCgsLUbYSqCchZMiQIe+9\n915aWtorr7yyb98+5I7q9Xq437DPer1eu92OaEMIaZPJ5HK5kHxCy5efP38+\nPT39t7/9bXyucnxX2c8Yo0qlguuOvQdCjuM4jUZzzTXXfPHFF1dcccWiRYu2\nbds2b948umOo1eqzZ88+88wzKSkpffr0gegVRbGkpAQoXofCvnN+JRfhabbn\n+K9Op3O5XIj2/DFQTd7lEuk/VQb/ii3+1Zi577//PmacoCkEQ0NDAw66Lioq\nslqt3bt3X758ORUh9FcGg4Gt99GVBvoGg8GBAwcWFhbCRNDr9ThZE92YM2fO\nqFGj5s6dq9Vqk5KSQqFQdna2Vqt1u93I1mpra/P7/U6ns76+Xq/XC4KAYsI2\nmy0KNfpqamoCgcArr7ySmpoak6XdRULBrOxwCKIojhw58q233kJB5nnz5h07\ndgz/VSqVer3+u+++u+WWW44fP+7z+Xr27Mkzx9dAb4FGEa9idc4VlxwFblCr\n1T7fD4l0P8ZndZHJOtQ5ftIc/4q/glK/YcOGjz76CClQ4JLc3FyDwYBYM6Ch\nMplMr9dzHAds//Tp01999RWJGqR4LND7n9oHLpp8wYLq1MqURYvBBAKBtLS0\nlJSU1NRUHHpPzy2iNyNV2ul00gL2KLfd3t6emJi4fPnycePGxZdB6CJ5YyB9\ncuEmHolExo8ff+utt86bN69fv35paWlutxslCt96660XXngB6XSNjY2ffPJJ\nOBw+cuRIU1NTeXk5IWTTpk2IxiRxSsjPm/EY64LFxX6sswzbC6YoYTI/2V/S\nlU1DE1DEi8VfaVXAGIyWHQyckzHbQXxxB2xGXDRCHnXNcVwHiYKmdrv9mWee\nSUtLQ4Se2+3W6XQymQzZswiA1Gg0KGlNczjT09ORp4/yeqh5hi6xPafZtixm\nyVZ3I1E4tpOx+P1+k8lUUVFRV1eH4uCtra3Z2dnIphKZehxGoxEXzWazzWaD\n6IJN/dprrw0ZMoTWbe2EUBebF3SSHR0dC9az3++//vrr16xZ8+qrry5evBjp\nga2trX/9619h9NjtdrVaPXToUGSlnzt3Li0traSkBGXmgWyA9XGkYyQSoU4K\nFltlQdmLjYUwcRSEkFDoh4s/4Fm1tTVyucJqtWKVU5QeYXUsShID7ojR88To\nbZTE9Aq4DcA+hS0AuMRfiX84dXH5/X6bzYYYZ4qPrFix4osvvoDKiOKSwAv9\nfr/b7aYsiAnDuCRJ6t27d0VFxfbt2w8ePJiTk4PqxxByLLwSMxZ59JRxnU7H\nRROqqHYYQyiMRSaTaTSaUCj00ksvNTc3o5wqJgNx1iJT6M5sNiMOVafTASXg\ned7lcj388MNz5sxBlYPOCcVeQW4q7TlIgSM9KDBHoqAeF81TVSgU69at83g8\nU6dOVSqVFovl6NGjBw8eRFXXoqKip59+etOmTaFQKD09fcSIEYFAICEhITc3\nd+vWrTgWLysrC/GNYF8pelwtTatmSXexsWCjwz02my0UCuXk5Iii8AO/1tRU\nKxTKzMxMcmEoHXWdoyGtj70iRkuIsVdAEXpFigae0SsdPhwkZq8gU5kmxWs0\nGrPZzNIaRuvGjRvNZrMoik1NTRaLRaPRANFk900q8uHLAGRTV1e3atWqgwcP\nZmRkSNEqp/TJ8WOBFIQjkGMqI8X3nKa4yaLn5jU1NR07diw/P7+trQ1bASu5\npWjxDp7nKysrXS4Xzi2y2+2TJk165plnWAJe7HUxs8DOCyEEqars9LGzQIls\nNps3btxYWVlZW1ublJSEEtBr166VJKmxsfGOO+4YPXr0Qw89dODAgYceegjH\nfqjV6tOnT/fr1+/48ePt7e09evS4+uqrd+zYgcMa4EyBhoPaSuy8dzIWPhrI\nWl1drVQqMjOtoij8oNCgrmWMttEViODn3dNF8AFWS8wP6RVZ9FSJjIwMhUKB\nrNTa2lqdTscephzfEHJw/vx5h8NhtVobGhoWLFgwderU8ePHv/nmmxQp6/C3\n8UDYJdUy9PPuu++eMmVKeXk5QkBoKA8LhcJDhjHCHExKSrr77rtjtLKLdaxz\n+uPow86Jr1Ao8vPz//CHP3i93h07dlgsFqfTOWnSpA0bNnzyySd33303SgBO\nmDChV69ee/bsSU5Orqurq62tra+v93q9N954Y319/Zw5cw4cOLBly5abb755\n6tSpS5culSQpISFBkqTExMSqqiq32911HiAXggFy2tFg0NfF3/+M9lOtK9gu\nSNyLibWLuWfJkiU4zQJX0tLScAgEW2Onw/6ABFDgUF0nEAg8//zzNpvthhtu\noIXZYl4XCAQ8Hg8Sp7o+duDe9913X21trd/vR+SDxByRR6LKHE34RuGZq666\nqlevXuQi3oFOgML4saOCNhstGf9bhODMmjXLZrO99dZbOEUxEAj07t2b47hh\nw4aBXN26dRs0aBDKF/Tp00cmk8Ezmp6e3qdPnxMnTixZsmTt2rUJCQlnzpz5\nzW9+U1lZ+cwzzzQ2NtbU1Jw6dWrevHl+vx+FSn8SVxDKr5L0a4JQv9aj2tra\nOgHaMCWTJ09etWoVcH64BBsbG+Ev7fzhrKgWo2WkFArFyy+/fOrUqWXLlsVY\nqWgw4H4GQfx+f2FhoclkOnPmTFpaWn19PfycXq+XYsDYT9jN2mAwyKNnhPxU\nOsegyIi1IJeCw7EjL1y4cMyYMU8++eSAAQPGjh0bCAS6detGQ4tGjx5tNBoh\nEWTRU0KRGQXFYPDgwZdffnlZWRn8hYsXLzYYDKNHjz58+PB1111nMBi2bt06\ncOBAZDVfclxsIBT1RhDhUqUMf90Wj0zFExGl+C/2K+jmM2fOnDdvntvt5jiO\nVjVjt9quNwg8i8XS1tZGJV9MrxDt2pWHx9wAWTJu3DibzeZwOFJTU1NSUtLS\n0nCSB+5BWQq2PCMt4Mra1D+P4A6HAzEJLDHj4XoSdTV379590qRJhw4d+p//\n+Z85c+Y88sgjx44dA9ymVquRgylJUlNTEzANxEL07dtXpVI1NzfjRLTW1tbx\n48cPHDjw6NGj/fv3v/POO5GAPWjQoObmZpvNFqOFdkhDQRBksh9MkahaIJdH\nIj9AvtQCiBcw8W531lwgUfSKkAtOKqRuJPYK+8P4K2DfxsZGVuWKN1DQFi5c\nuHbt2nA47PV6cS4X4ktw/jf9bbzeGa9dwKPbq1cv1j6jrAw/PmY9Ziu/JKHw\nISMjA1gPtFXUasWT1Wp1QkJCKBTKyspyuVyAnyizxnj8WQpcbKboX9C/ubkZ\n2JDIlM6MJyb1eImiOGPGjBkzZvj9fofD0dTUFAwGv//+e7fbjbzlwYMH79+/\nv7Gx8YYbbpAkCV5lGlyxePHi5cuXb9u27S9/+UtKSsrIkSNfeuml3/72t/Dg\n6HQ6i8USCAROnjxZUlJiMpnie0U7FolElMofyh3/WHgjGAyROPw1Zo7j0TJa\n24zlV4REdILI0rJKMVggOx88z58+fRoJqDSOMeaEDzy8oKBg9OjR33zzDU6W\nwsEbqCSFxGgabxojnmPmGMf+9urV6+GHH0ZoJlBMIXocM9KyoX1StL+LZAmF\nQigziAgY/JzjOMRue71emLxNTU2pqandunU7e/asVqutra09dOjQgAEDKCqJ\n3MZ4FPNiSDnmW6/Xw3l2yZ5TKFeKJqLh4EXEM0A927dvX3FxMXItb7rpJrg5\ngCUDxk5MTIxEInfcccfChQvhkXn33Xc/+uij3bt3jxkzBrTVaDQqlcpgMDid\nTq1WS2ML2S6J0fM5aFyHnG4B+A4wjPY+Pmgr5grwsxi2ZhO1SdQDFIMuccxJ\n7CS6ucccf4BgPBYPjr8Nz5k/f/6aNWuwAbndbpyYU19fn5iYCFkbX1aERL0e\n7KM8Hs+LL75otVoRIAelVhY9GoVEU15JtMJh18kCodW7d2+LxVJdXQ1RhDiH\nvLw8FDFA8BS8WSkpKQjjqq2tHTBgAErdkGjhaJYCEJ9sqX4wLu0Seq5SqdRq\nFYlq+V3vORtoiyH3798ffruZM2diXAqFoqysDPtbRkYGitkQQv75z3/OnDmT\n47ji4uJFixahoAn1I4iiSI+jp9Xp2C5F3Uw4iEAiVH/FrsROZOeKRSetK+hV\nh1fY7ZUQAjM85gCC+N/yPO/3+4cNGzZ58mSPx4OSKk1NTTipx+/3Z2RkxKQQ\ndtjg4LnnnnuGDh1K84ritWrU+iMd6d+d9xPSfd26dVVVVXBcSdHDUurq6nC+\nYWZmJhSDcDhst9tbWlpaWlrAmqgDRwhZunQpzirqRKONuSKLHq5JN6VObr4Y\nlscx7lxEjbEn8qlUqvfff/+OO+6YOnXq9ddfj+LSoVBoyZIllZWVhIl8Jxdm\n5ojRQzFo+bP4V0ers0lcNP41tqoRyuR2JcKyw3ZJW6orV9xud2JiIgWqOnwy\nYaJ+JkyYgDxp2N2QOi6Xq7GxEaphzHEu8URBjFLnQxMEgepSXacAvQLnO3VG\nAEdDuoHdbj916hR8IqFQCOkJfLSAM/j4xIkTyFklF/Jr58SEkqbX6+gpjey/\nfoZ8oaXyeJ5fvXr10qVLz549u3LlShR3GTp0qMlkwmG/drt906ZNhImRiHks\nlfQSUxSaedEPn39MQ8d3BBFTsoJqPwMe+6nzx3adTWolhLS0tFgsybTyz8We\nQ6LKzLXXXnv//ffjtFW6XUBJdTqdCQkJbNhEh63D9cnqoIQQhUJOA5njZz3G\ncGGfo1AonE5nVVUVBA9EFCEEfnbck5SUlJmZiXphSDKJRCLIkeJ5/siRIw88\n8IBCoYgJ0u2cX9ENl8sFNwrysNmeXzLGL17scdGU4/Ly8nvvvfd3v/vdwoUL\nEdKpVCqrqqpwgALck4sWLdq+fTshlwCgIpHI2bNn40wmzuv1BoOhH/mV4zhC\nJIVCgWrodJBddFzFFzXpSusKiXF8NQJ/OuEDlp+ee+655cuXp6Wl+f1+uqHD\nYoBiwB5jEj8BCQkJbLGMi+1NBoPhklpKfEMpTEIIzrBMTEzUaDR+v1+v1yMb\nNjU1NRAI1NfXA+IAXPrHP/4R52G/++67EydOPHz48NChQ4uKiqS4nHX2XfHR\ndi0tLSaT2WAwtLS0kAv3q67oA/G6jVwuP3z48DPPPIOQFKSMY49avXr15MmT\nv/vuu3PnziFE5sCBA6RTJVCSJIVCgTw2Fkry+/379+8Ph4OERIvR4oc8z4fD\nP8rXGKj5YnPARev5sxUlpK5lHHRyBR/a2105OdlNTbbOfxXDcyNHjvz4449/\n97vflZWVsTRqbm5OSkoCi8QIchLVDgcNGpSQkMDumBfuTT/E2wN2SE5OlpiS\noPFDiJ9jYOxutxv6a0JCAspums1mcCpqoel0usrKyoyMjC1btmRlZaHY265d\nu7BpXHbZZSS6F3dClhhudjgciYkmZI+x00rDHWPm9GIcLEVLGfM8/9Zbb337\n7bcWiwVZjSQaYmsymerq6m677TZ6strevXtJpwk86AzC01hA88SJE4QQq9VK\n75STaBQphS3pI+hpufRuyv4xs8jKm5i0Xfw3piIkQqVYKrDZ1ZgPr9eXm5t7\n5sw5QkgkEqYdi+8DeyUQCHTv3j07O7u8vByBFKIopqSkIPgIJyyTKGTB1hqS\nJKl///4kCvdw0fg3uhsCmuV5XqvV2my25ORkWjwZrnnWoKGBc/SKz+czm81z\n585dtGgR4B6/369Wq0+dOkUISUtLg1UBQyI3N/ftt9/OysrCxqpUKnNycgRB\nSExMHDVqFImmZQPbgt0WM3H0VFvkhNnt9uzsy4LBAOgJinFxMX4dXgH8xEWr\naUOf2bx58+7du5OTk7noMcpctKIoIQRuLSRNoML9kiVLcGou+2TKYBi7JElA\npkkU8B44cODJk2V1dbUX8CsQIi5a8ZmW64jXkWkUT8ziYOWxLHpcDuU89goX\nLcfOZr0hoYJm8eJsc7mcT0xMDodxhrSc7UPMKmJ7BVgEIbDgG5wuVFdXl56e\nDiSVxaXBmu3t7SUlJdOnT8dOh+ej52xuMVBGiyUZNhAXDdEC67Mjosk59Api\nEefNm/fBBx+43W45c3qMJEltbW1paWmNjY14y+DBg3v27Am2wzFa+/fvFwSh\nT58+vXv3xpGWiOjFxPFMlQb6OnaO2tvbjUZjJKJFzynF+OhpnfTnuMLqrHRh\nq9Xq8+fPv/fee9u2bauurqbhfyQq79lJRxwmrV1w7733yuXy6667jqK/lEoK\nheL7779Xq9W9evWiQZj0Ua2tDlR7v0C+YpIwfzLmMEW2QBC9wkrK+CsxW1WH\nhWgQY8reQ0/LxfjtdjtAKOzU9MRNEi2xzS4bFqDlojXsRVFECRadTtfY2BgO\nh30+H2L72RpS7e3twP/uuusumJi0SpIUrT9MovsgtnKTyVxdXUOY4iUk7vxH\n6rWiVyA409LS5s6dC386TiXGdo9zAfLy8gKBQF1d3cmTJ71eLxwlcrl848aN\nhw8flsvlkydPhmVM0yV4ng8EAjHF+JHyTq8Eg0GOIwkJBsCUQtwxvzHsHpPC\nQN0E1dXVCxYsOHTokNlsVqvVsBrpCiEXlldDJ6Eu8jyv1+uXLl06efLkpKQk\nKjIoAQcMGHDgwAFIWQrVY3/w+31WayZ9BZ11GSE/ZOHEoNzkp7R4Q60rteFj\nfJuEkPr6etRh1Wo17e2x4Wed9ArPaWhogI7R2NhYVVUFx1Jzc7PX60U+LdZk\ne3t7r169Pvjgg927d8+YMSNeb4m3shMSDImJZmiB7Eu7jgoVFhZCnvE8j2is\nUCiExVlZWSmKotfrpUEwaDqdLhAI6HS6sWPH0mWAVRqP4bBX8EacAEOITC5X\nqlRKejx0hz+J7zwXLcy2e/fugwcP4jg7KRqX02EjF6rycA0ePHjw73//O/tw\nSmGVSjVs2DCcEBZjDDidLrPZTDvzoy2GzPefwaOd82KH3Bmftss61Qghdrs9\nIyOdEKLXG1pa7OQnmrTQVm02GxJvWlpaeJ5PT093Op1KpRLSBcdnbtiwYdKk\nSenp6R2igzGWGcKoDQYD0jPizSy2SxcjUW5urkajgSxRqVSADnE6HKpZ9erV\n66mnntJoNLQD+fn5+fn5t956a25ubgzi0zl50e3a2trU1B8qT1oslrq6OnKh\nrRlvYHWYopeeng5s+GdwCJTv999//+uvv2ZrGnRiKQJ8RZqQJAkx8pUoFIqY\nSDnuUiHbnbupKPl+krMAeVqIVCKEJCUlIueu817FOBTocaFY7lAQ4UHF2UPB\nYDAjI+Pxxx/nmHrZnfQcH9raWk0mk0KhCocjMB3Y/3beSSp4cnJyKCKWkZGh\n1+sVCkVLSwsKwCQnJ//hD3+YO3euyJwNlJ+fv3PnzieeeCL+5I8OD5iIudLY\n2JiTk4PPWVnW8+fPsxSLF9Lx/Eq7YbFYfp7jE2vP7/evW7cufr4uMq0cTmXS\navXUmmT5VU6Pn+x6Py7Ji6QjIIO9Eq8MnD9/3mw2yWRyQiSLxQL/J/vbiwEu\neHswGETVUhapQQITDqZCyXPoeSRaPJp0KiajIQQidH+NRu1w/FgviO18h2Rh\nr6Smpg4bNgw8Ybfb7Xa7zWZDwAoSYmMKJuPJWq2WNcBZ6nVCXjzT5/Olp6cL\nQlgUI5mZmaAn3dDi3QGyjk7UEQQhOzs7LS2NXagdjv1iDbsoeKzD/SeemA6H\nQ6vVsP/6cagJCUaMBDoyNFEamhTfpOiBufQGen/8Ffor+HXYGyh6IkYPk6+s\nrIQ8EIRIYmIiLY3b4TPZfoJBcQALjTPioknVdrvd7/fX1dVJkuT1eq+99lqE\nBdEniBeebsx+JYRgDaAEeWJiYnNzE4mW5sMT6BHPnTwHj3rqqadKSkowHygg\npVKpcnNzRVGEO4AOR4o2doAxpKBTJkZP0CTRGnuEkJqaGp1OI5f/cKi7RqPT\naDQIMWOHHHMYZwyFCSGg56233spSlX6QR89AlTFlTOMbRGzMEDpkHnS+sbER\n8bI/yh36SaPR2O0thAHnYkBEciHSyUWDAFnUhgKr9Ce0Kh37E6oDQRwC0sOv\nZDJZY2Pj8OFDMQs6nYHjiMPhgDXdYTdogDPMWKfTSc8fZAWn1WoFBOv3++fM\nmXPLLbcANwUpsUHTV0gX1ktEcqJeryOEI4RYLJb6+oa+fftSWmFcInNiKEVn\nCYNrQuBlZWX16NFj+fLlZrMZndfr9X6/Pzs7+7nnnoMVjztjyMuWAeyEFCAm\nrJzy8vLs7GxWpFmtGeXl5ZmZmRDqVCNi/dXxs4bODB8+HGc/UWwbKTQ+nw+3\nofCWGK29HOPBEkVx0KBBJHo4Mgu6c9FCzbTziAEvKMhnO/9jLWODQ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