{"url":"https://api.github.com/gists/4343214","forks_url":"https://api.github.com/gists/4343214/forks","commits_url":"https://api.github.com/gists/4343214/commits","id":"4343214","node_id":"MDQ6R2lzdDQzNDMyMTQ=","git_pull_url":"https://gist.github.com/4343214.git","git_push_url":"https://gist.github.com/4343214.git","html_url":"https://gist.github.com/mbostock/4343214","files":{"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4343214/raw/a85df0aa13a7c9dafb1ff25ee4efe528d767eb21/README.md","size":589,"truncated":false,"content":"This example demonstrates accelerated two-dimensional filtering enabled by [d3-quadtree](https://github.com/d3/d3-quadtree). A [quadtree](http://en.wikipedia.org/wiki/Quadtree) recursively subdivides square cells into four equal-sized subcells. Each leaf node of the quadtree contains a single point. If a given quadtree cell does not intersect the brush extent, then none of the points contained in that subtree can be selected, and thus do not need to be scanned. Above, orange indicates points that are scanned but not selected. Without a quadtree, all points would need to be scanned!\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4343214/raw/a372a5091884800c1616c6fcc3827179a307b3a1/index.html","size":2479,"truncated":false,"content":"<!DOCTYPE html>\n<style>\n\n.point {\n  fill: #000;\n  fill-opacity: 0.4;\n}\n\n.point--scanned {\n  fill: orange;\n  fill-opacity: 1;\n  stroke: orange;\n  stroke-width: 3px;\n}\n\n.point--selected {\n  fill: red;\n  fill-opacity: 1;\n  stroke: red;\n  stroke-width: 5px;\n}\n\n.node {\n  fill: none;\n  stroke: #ccc;\n  shape-rendering: crispEdges;\n}\n\n</style>\n<svg width=\"960\" height=\"500\"></svg>\n<script src=\"https://d3js.org/d3.v4.min.js\"></script>\n<script>\n\nvar svg = d3.select(\"svg\"),\n    width = +svg.attr(\"width\"),\n    height = +svg.attr(\"height\"),\n    selected;\n\nvar random = Math.random,\n    data = d3.range(2500).map(function() { return [random() * width, random() * height]; });\n\nvar quadtree = d3.quadtree()\n    .extent([[-1, -1], [width + 1, height + 1]])\n    .addAll(data);\n\nvar brush = d3.brush()\n    .on(\"brush\", brushed);\n\nsvg.selectAll(\".node\")\n  .data(nodes(quadtree))\n  .enter().append(\"rect\")\n    .attr(\"class\", \"node\")\n    .attr(\"x\", function(d) { return d.x0; })\n    .attr(\"y\", function(d) { return d.y0; })\n    .attr(\"width\", function(d) { return d.y1 - d.y0; })\n    .attr(\"height\", function(d) { return d.x1 - d.x0; });\n\nvar point = svg.selectAll(\".point\")\n  .data(data)\n  .enter().append(\"circle\")\n    .attr(\"class\", \"point\")\n    .attr(\"cx\", function(d) { return d[0]; })\n    .attr(\"cy\", function(d) { return d[1]; })\n    .attr(\"r\", 2);\n\nsvg.append(\"g\")\n    .attr(\"class\", \"brush\")\n    .call(brush)\n    .call(brush.move, [[100, 100], [200, 200]]);\n\nfunction brushed() {\n  var extent = d3.event.selection;\n  point.each(function(d) { d.scanned = d.selected = false; });\n  search(quadtree, extent[0][0], extent[0][1], extent[1][0], extent[1][1]);\n  point.classed(\"point--scanned\", function(d) { return d.scanned; });\n  point.classed(\"point--selected\", function(d) { return d.selected; });\n}\n\n// Find the nodes within the specified rectangle.\nfunction search(quadtree, x0, y0, x3, y3) {\n  quadtree.visit(function(node, x1, y1, x2, y2) {\n    if (!node.length) {\n      do {\n        var d = node.data;\n        d.scanned = true;\n        d.selected = (d[0] >= x0) && (d[0] < x3) && (d[1] >= y0) && (d[1] < y3);\n      } while (node = node.next);\n    }\n    return x1 >= x3 || y1 >= y3 || x2 < x0 || y2 < y0;\n  });\n}\n\n// Collapse the quadtree into an array of rectangles.\nfunction nodes(quadtree) {\n  var nodes = [];\n  quadtree.visit(function(node, x0, y0, x1, y1) {\n    node.x0 = x0, node.y0 = y0;\n    node.x1 = x1, node.y1 = y1;\n    nodes.push(node);\n  });\n  return nodes;\n}\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4343214/raw/50ff76f693819cd2e49e983ef50d5f0b34be2998/thumbnail.png","size":49836,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKkWlDQ1BpY20A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w+z2KxZDKZWCyGM63X6/V6\n3WAwSKVSZMcIwGmaxumnaTqRSCAYWF1ddbvdCETkcrlOp5uZmQGoXiwWEWBR\nFLW3t/fs2TNk7mNjY8lkksvlBoPBra0tJOlarTYUCsFOX716ValU6nS6er2O\nsBV3ValU2traVCoVfs/n800mk0AgKBaLLBYLNsDj8bDZ7GKxiHA2nU7H43GP\nx+N2u+EB8Sz1eh1gLUEQ6XT64cOHIpGou7t7YWHh5OTEYDBks1kul+v3+81m\ncy6XQzqCqAAvBj9w0NVqFXsFNsxisTx8+LBWq8E/Mn4Q18KzIHnF5qvX6wMD\nA5FIpKurK5/P42zga3U6ncPhqFQqJycnMzMzDocDCUYymRwaGrJYLMAoTSbT\n3Nzc5OSk2+2OxWIIXrEs8NdM2gQfJRQKjUYjfo/bQ4SKJeJyuSKRiMViHRwc\niEQig8HA5/M3NzfZbHYmk4nFYhaLxWg0wj8wsQ2eC1hYMpn86U9/2tXVde7c\nOWC0KpXKbrcjTcIpwu9x4AFZIoAGsI0Vo9ra2gCYwSqMj48TBIFIHB+jnv9o\ntVrgdtFo9ObNm3jC6enphYUFnU7HZrOVSqXD4SiXyz6fTyaTIUeWyWRIeM1m\ns1ardbvdOp0un88LBILj4+NkMgkQxO12Ayxzu90+nw/+iCTJsbGx4+Njr9fr\n8/nUarVIJMKtA/DD88DIZTIZgiA8Hk+lUtnZ2UE+BAuBmAmh5NbW1sTExO7u\nbldXF+I/GDYOhxOPx3/84x+rVCq9Xp/NZvf29gCfAeB0OBzFYlEkEu3s7IyO\njgL3AbIGxwfbgB/g8LAcxWJRoVCoVKrd3V2ZTGY0GvFLeCoul1upVNbX1zkc\nTrVatdlssILVatVutwOsqNVqIpEIxg/GBjaMz+fncrnR0VFktGKx2OVybWxs\nIPylKCqXyzUaDb1e/+Mf/5iiKKfTiaSqUCjEYjGhUMjj8YRCoVQqNRgMAoHg\nn/7pn3Q6nUajqdVqJycncOX1ep3NZi8sLIyMjKyvrysUikuXLmWzWUTzAoFg\ncnKyra2ts7OzXC4jimBqDcAil5aWIpGI2WwGcieRSHAkpFIp0EmkAQKBYH9/\n/8qVK/C92WwW6R2emllb6j/+x/8Iy1qv110uV6FQQDaATQMcBFBIMpnMZDJP\nnz4FPAawPRqNHh8fNzc3C4VCYKjXr18vlUp+vx9YLE7twMAAj8ez2WzYx/ha\nDocTDocRejocDuw8BHaIjZCbI4pQKpWlUmltbU0gEEil0kajgRwR6CBN0x99\n9BGPxzObzQsLC+Pj42fPnsUjwLLiZoAKKRSK8+fPn5ycsNlsxBi4FkVRcrnc\n5XJxOBz4zWq1GovFWltbWSxWKpVCUB6LxfL5vE6n6+/vl8lkQKxxLfxQFIXF\nRdyvVqs3NjYODw+/8IUvyOXyWq2Wy+UoioK7Pzo62t3dzeVy7e3tra2tDOqJ\nNwrIDEnk8fHx0dFRoVDg8XjLy8sKhUIul8O+wtXiJAwPD5tMJq1WGw6HlUql\n3+9HnOp0OoEiC4XChYWF3t7ec+fO4Q6BTiBDBfiQz+c/+eQTtVptMBiYmgJB\nEEqlUiKR6PV6wJEymWx2dlYmk0kkEqPRyD71A5OHhV1dXd3d3SUIorW1FSet\nv78/EonY7fahoSHE3AzcDgzk4ODg3r17TU1NcMinv5l65513NBoNHg/oo0aj\nQXi3u7t7+/Zt2DyCICYnJ8fGxl588UX4wZGREZfLZbPZUFhHfspisQwGg0Kh\nkMlkOB/VapXD4RwcHLhcrtHR0Y2NDb/fjxig0Wig0Az7fTqUZGKXfD4/Pz9f\nr9cB6z58+FCtVqNQx4R3eFQej6fRaFDFkclkAoEA5/CTTz7J5/M2m215eXlv\nb89qtTqdTo1G8/HHH7NYLJvNxlyrXq+r1WoQHiqVilgsHhsbm5iYeOGFF549\ne3Z0dOT3+1ksll6v93q9+Xx+Y2PDZDLBhzB1f8SOp2PZcrl8cHAAO12r1QKB\nwNbWFovF0ul0NE1/+umnpVLpjTfeYFaMSSuR18bjcYFAMDExsbCwkMvl4FWe\nPn1qNptRgzSZTMDU8Qhnz55FsWpwcDAYDEokEhgzHGzEsgqFwmg0olqENURB\nx2q1YjGxjQDT4hH0er3NZtNoNBqNBvfJ4XCUSqXL5UqlUiwWy2w2n36Dp2NZ\nrVYbj8er1arT6axWq8+ePUM4LhQKl5eX5XK5VqtFOsThcLRaLSIQeCQGhGa+\nnPqN3/iNYDC4vr7u8XgikcjHH3+Minkul9vZ2eHxeE6nE8sBHF4kEqXT6Ugk\n8vrrr6PWABCRqeDBFKFehUI8SZIul0sul2ezWeBln3zyCUVRJpPJbDajeHj6\naUmSzOfz+OZsNru5uXl0dLS3t+fxeFpbW0mSDIVCzAtoNBpDQ0PRaPTcuXOI\nIzkcTn9/fzgc1mg0hUIBybJQKAwEAolEAllLoVCw2Ww2m21ra2t7exs5ZaFQ\nQFCOZ0EgDhdEkmQkEgFWjf9aKBTcbrdCoSgUCkxdEXwA4Men8xj4xEajEQwG\nM5kMQGuPx4MyptlsBlyYzWZ7enqEQiHSCZqmY7HY1atXke0dHByo1epLly7t\n7OwAVEHFsVAoAHNEBIzwsb+/P5vNCgSC1dVVnU7HINzhcHhxcTEYDMrlcqVS\nCScOnkYikWAQLuAVsJEkSeKo4BkBVOG6KDPlcrm9vT2z2Qw8i6m9M6gowJlX\nX30VpjcQCKCuIZFIXnvtNalUWigU4E+Ym4EBgm9kIq7P0q833niDoqif+7mf\nA7bqdDr1ej2fz19ZWVleXv7Sl74kEAhwJUROd+/edbvdNputUqmo1epnz541\nGg2TyYSHl0gkXC43mUz29vYmEonR0VHkRojKNRqNVCpF+mWz2SQSCaJJJhlk\nDiiWDGE7nPu7775LUZRSqdzc3JyYmOjo6JBIJIVC4fHjx9lsVqFQWK1WOFOK\nosRisVarvXv3bqPRuHz58uTk5Pz8/Pvvv49MBYGRQqFAxS6VSoEIAZAFUUSj\n0QDiCDhGLBbDLAGNAvctEAicOXNmaGhoc3Ozvb2dx+NFo9FcLqdUKtlsNmNl\nmdoyl8vd2dmZm5s7d+6c3W7XaDRIfXg8XiqV2tzcxNPZbDaVSkWSZG9vbzQa\nRbIBSF+n0/H5fKvVarfbxWIxTCMQKEBj8/Pz2WwWOTvqIIVCYWdnp6WlBc8V\ni8UAlaCYwlRrUevRaDQGg+H27dskSX7GQaEovCOpVJpKpcrlMgw2gkaUrNPp\n9NHRUT6fdzqdCIcQ2wDk+uSTT2q12ltvvQVXHIlELl68aLfb/X4/jCgTLmML\nYXl5PB78Cb5nf3//wYMHTqeTy+Wyv/jFL2KfwdVarVak4X6/v1arZTIZREuI\nZlwu1wcffLC5ubmzsxOLxbRaLY4d/gAncmNjIxAIsNns1tbWM2fORKPR3d1d\nk8lksViWl5cXFxd1Op3T6QRGjbCP+JkfOIKFhYWJiYl//a//dUtLCypGxWJx\nZ2enu7sbqZVAIFAqlc3NzQaDARg1Pg5w56233hIKhdls9sKFC+CLMVQjVBzY\nbPaZM2e0Wu29e/fwDt5//33G3p++MaFQKBQKQXaDxW00GmfOnEGqigocQRAz\nMzPHx8dvvvkmYoDTkA2+zWAwtLa2ZrPZQCCARARgXzweBz/mG9/4BmObaZpW\nqVQrKyv1el2r1cpkMli40+4IuQFCtUqlsrW1ZTAYnE4n3iMSDCaIQpURWMTl\ny5eZ+lmj0ZBKpV/5yleQeMGPA4bHVQqFQi6Xe/r0KZfL/fDDD3FRBgKTSCTp\ndBoA2bNnzzgcziuvvMLcZGdnJ9DSUqmEkv63vvUtlD8+9yCfW3NsJ+bfDDhI\n/dmf/RnSHYIgstksshO4Qjgps9kMhsD4+LhKpVKpVDqdTqlUdnZ2NhoNjUYj\nlUrm5uZ1Ot34+LhEItnZ2Umn01//+teRw/X09JycnCBlJkkyk8mEw+FaraZU\nKgUCAeoZACxxmvG2EAZRFCWVSlUqFYNnEQSxu7sLT4odD1yQwYCwjisrK0gK\nRSIRiLnM++Zyub29vUAD5HL5/Py8QqHwer1AZGw2G5NtMCEUg/gwdNX9/f39\n/f2Ojg5kVwBM0uk0jKJWq2Vqm8xzweGy2Wyr1QqKHXDAer1eKBT0en1nZyfI\nSSBDFovFpaUlv98vFosVCoVSqYTTxCMsLS3Nz8+jyj01NTU3N+fxeDgcDhwg\njBYq1RaLxWAw5HI5mJ5SqSSXy81ms1wuZ8LuUqnEZrORToCwtru7i4AQBa2N\njY2HDx++/PLLyFsODg5WV1f39/fBX6FpWqvVgucEeprdbkd4wOPxdDrdyclJ\nJpNBqooQnCEWosqIfyMRxIIjgAYgEwgErFYr6D61Wo36/d///Xq9fnx8fPfu\nXQ6Hs7Ozg2sMDw+/8cYbJpMpk8lUq9VcLrewsIC8HhULmUw2MjKyuLgoEAjX\n1tbsdvvc3BwicSYjASOpq6sL9hgpf0tLy/7+PrNksP+NRiOfz4Pk+9Of/hTo\nvVQqVavVsI71eh3oYHNzs1wuxybAp/AHgEiReE5NTaVSqWQyeXR0pNFogPaB\nlzQ+Po4sMx6Pw4s5nU6ZTLaxsWGxWJRKZblc3traCgaDGo2mXC7n83l8LdZx\naGhodnb20qVLLpeLoasTBDE/Pw+49+TkpLW1FaTN0891GjRUKpXxePzg4MBs\nNqNGyuVyV1dXJyYmANp8/PHHSqXyjTfeYOCn2dlZROeooQSDwZOTE5fLxWKx\nYrFYtVp1uVxjY2P7+/tOpxOrgd3G5XI3NzcfPXoEohKLxRKLxel0+tq1a6j3\nIu7E3kUyIJVK19fX+Xy+Wq3GLzkcjtPp1Ol0CwsLYrH45OQE0A1FUTDnIpEI\nsZDRaLTZbIB79/b27t+/r9VqJyYmksmk1WpluGMIixuNRk9Pz9LSEk7v0dHR\ntWvXZDKZUqlE7RqJ+8OHDzUaTV9fHyid1Pe//30saCKRaGtrMxqNCIdTqdSZ\nM2dEItHg4ODMzMwrr7zi8/kKhcKNGzfMZnOhUJidnW1ubrZarX6/v62tDfSL\nra0t8AT29/clEsn29jbcH0BW0L7y+Tzyp76+PpvNBj4EDjSiSbrRMJvNYrEY\nWEEqlQLfBzkm7BwwMjgXkiRv3LgBQgYWDryqxcXFUqnkdDoRv3I4nGg0Go/H\ngY2w2ez29vYzZ84gdB4aGpLL5Xa7HbFNMBjs6OioVCo3b94Erw+PUCqVRCKR\n3W6v1WpisRjeSiAQrK2tYQ+pVCqg2gAa4UDgN2BIxGLx7u7uzMyMXq8HkI7n\nikQiADQQOKnVatQt7927t7+/n81maZq2Wq0IE41GI9iuLBZLpVLZbDbs43A4\nbLVawfGr1+tjY2MwqxaLZWdnZ3FxsbW1lUmq7HY7/o2WE0QywDfy+TwyPIIg\n7t69C0uRy+X6+/ttNltTU1NzczNA9K2trZGREa/XC+QY7jGTyUxPT0ul0lwu\n5/F4/H6/zWbjcDgCgQAoGxBrBhaQy+VCoRBcVpfLJZVKmZKqRqOBqzk+PjYY\nDFqtlvr2t7+NslB7e7tQKFQqlSCDdXZ2IiEViUQw5uD41Go1u90eiURWVlbO\nnj0rFouxh0iSHBwcTKVSP/dzP1epVDKZTKVSWV1d9Xg8IpHo4OBgZGTE4XCA\nMyGRSDweD5x+OpXicLkcDge+GFRaNpuN1AoZUj6fBx8PFzod9eKE5PN5tVqt\nVqtnZ2cfPXqkUqkmJycvXrwIfJspOshksvb29tnZ2XQ6/f7774O3EY/H+Xw+\n0sTbt29jx3d1dW1vb8/Pz7tcLqvViqpBqVQyGo1Wq5UgiEgkEgwGQaBGxlkq\nlbq7u4H1nAa5WCzW0NDQwsLC1NSUSqVCIqzVatva2pgghMvlGgwGk8kEeF8s\nFjPsafAKUIlkGHDYW0x1HWULi8WytLR0fHysUCgAweZyucnJyXq93tLSMj8/\nf+HCBXAV+Hy+Xq/Hi7t27drx8bHb7b5+/frGxka5XJ6amjKbzS6XSyQSra+v\nb29vOxwOjUYjFArBlIArA0UmkUig1gNHVCqVIpFIOp2emZlpa2s7e/YsygGA\nfUC2ZHiMtVpNrVYrFAq8oydPnhAE0d7ezlDVkLwCrGxpaYHLpd54441QKLS9\nvQ3LAZOA4GZiYiISifh8PrlcXq1Wo9Ho9vb2+fPnwelsbm5GFZTP58/NzYUO\nD2VyOdZifHycxWI1Nzd3dHQAaAyFQjs7O06nE1C5WCwG6Xh8fHx8fLxWq+n1\n+nw+jzddKpX29/fFYrHf70fH1fb2tlwuLxQKSNo+t2Xj8Xg0GrXb7bBkarWa\nxWLt7OzI5fLR0VGpVMrn8wEAoZRqMpngvGiaTiaT165dQ9p7eHiIvbi1tdXU\n1LS8vJxOp1955RVmBXGHcO5ra2vj4+NerxfvSaVSuVwuxAOIqhFOzM7OBgIB\nBDNqtVqpVMLeg12K+0ylUhKJBHRHplaJEmU4HJZKpQ6HIxAIrK2tud1uvCDk\n+KjdAFwDyKVWqzkczr1790CQ1el0CoUCQA3+AcYW+iZgI1BCR8LA5XJNJpPf\n7+dyuYDADg8PuVzumTNnpqenJyYmUChmWGMgXjmdzkKhMD8/Pzw8LJVK7969\n29XVhfQOzwL6bCgUAi4L5Bu5Ac4b3g5uA9AHQRA7OzsPHjxAKgXID86Kevfd\nd7Va7euvv85isVCPgRnjcrkzMzOo8qHN8Ojo6NmzZ01NTVKptFKpPHjwoFAo\niITCocHBdDoF6tP09LTP5yuVSgaDAUA0qFho5UPJBwkyWIUGg8HhcKwsL6s1\nGhBYhUJhLpe7fv26Uql0Op1ALpubmwcGBg4PD1tbW0+nzHjydDqNOFsgEMDs\nkST5yiuv1Ov19fV1i8WiVqu5XO7AwEAwGEQpKxqNwhSBFKvX68fGxlgsVmdn\nZ0tLC6qmDoejubkZGVhfX18qlTodjRkMBoRDiNrho+G1gcsgNtjY2IjH4+fP\nn9fpdCiiouCEAFEgEDx9+jQej7e3twM6QOMAEybdvn07m80Wi8VQKPTSSy/B\npeKkpdNprVZ7cnKC6wLtQqKpVqu1Wu3Y2FitVmtqauJyuScnJxaLBcQgoVAI\nZ4XXYbVawUM1Go1ms1koFCJvHhwclEqlfr8/kUisr68jZ0KtAeBJpVIBpFgu\nl69du8bn810ul8lkAn//2rVrFotFq9Wy2ex8Pl+tVjs7O1H8wx4DR0Kj0cTj\n8VgshjAd8BzTDongVS6Xo9j5WfXrV37lVwwGA0PjYgowwWBwdXX14sWLTMTG\nZrNbWlpKpVIwGFSpVIVCQavV1ur1ra2t8+fPt7W112o1pUJps9n0ej1c28rK\nSm9vb2trK/w+UywOhUKAJ91ut0Qi0Wi1MpksFAqhcIeHR6rHcAAMBgPjoE/X\nmYAUdnd3i8ViOJ3r168js+7v73/vvfckEglC3nA4jGB6Z2fn7t274MAjFVMo\nFHa73Wq1KhQKEOdu3LhB0zS8fCaTOTo6EolEYGPBXyOzAXWBKVEyPwyBOplM\n5nI5n8/HMG+wZeH3KYpyu90gtsPjM9+AwqbD4fB4PCgRt7a2grmLjqbNzU2z\n2XzlyhUul+t0Ohk2GXJ/mqYnJydBYgYfBdxccLJwA8zmAHSPrAg9gwgJbDab\nTCY7ODjIZDIvvfSSw+FA+yqbzb5y5UoqlfL7/UBS0ebQ0dFRr9eBPIAbKBaL\nSZI8Pj5GdxaMJToiA4HA7du33W739PR0IBBoamr64Q9/CJgV8RKXy2VSCzgQ\nHDPqa1/7mkQiUalUwDXxMFivdDqt1+vxXuFG5XI5+j+r1SqSs5WVFXBNENfb\nbDYWi4UoBykO3sr8/PzY2Jjf78ey8vn8jo4Oi8WCPECn0zH9HijZx+PxYrEI\nG1YsFicmJkD4YkgnDNgJKAT8ASy9w+EA675YLKJhA0fOZDKZTCbwCmB6KYpC\nCyHImhwOZ3Nzc3h42GazxeNxxJ3xePzmzZtdXV2dnZ3xeBzUcrBecGYYZh1+\nia2A8AbbulQqgXiJ7ATnB0k6Xj9i9JmZGTSK1et1/AHsGUEQUqm0tbUVl8Cm\nLJVKoVCotbUVvC1sd5wTtAGnUqmtrS0EdXh2gFAMWRQLGw6HR0dHsbCw30hC\nZmdnX3jhBZfLhToRPouHRdyMwBqmF15rcXERRFDkuy6Xi6n/gRGh0+lu3Lih\n0+lQpADnDqVjdBygDordj2tVKpWpqampqSmHwwH4giAI6pd/+ZcRr8DdM92b\naOymKEqtVoNtuLa2ViqV3G63VCpdXl7m8/kAR1GNlEgkwWDw4cOHNE339fUp\nlUpUbo1GI0Wxo9FooVDADSFQA2URkR9aKeLxOBLVQCAwPDx8fBz1eLzFYjGT\nySC/Bi2hWCyOjIxMTEwgZsXOQFB7eHi4urpqMpnwwAaDQSQSAaWChdva2qpW\nq0BksNVu374dCoVcLhdKxACqYHEBtXC53HQ6jYDv2rVrHA4HjcGoK9brdRAn\njEYjngstPWg1kclkQKkBAx8eHsJMlstlxHlMYbPRaPT398NA4m7hKLDyTMsA\n2umePn1aLpdfe+01lLiA7uEPwBoNBoNLS0tyuRys7UKhAFiX6WdGNLy1tTU3\nN4eA8Pbt2xqNRiQS6XQ6o9EIZFOtVgNsAmBXLpeZFl+lUikSifAghUJBKpXa\n7fZEIkFRlNFoBBMVTwSETiwWNzc32+12hUKRTCbv3LmD7oN6vc7QjpVKJQJc\ntCQh2i6VSngdYB5Wq1X2G2+8USwWxWIxExggnxCJRDRNo9SEWBs5IHJzsVgc\nCAQQFwIogTGQy2QCgUCtVqtUqrGxsXK5LJfLjUZjZ2cnnAhITwiO2Wx2NptF\nCRH8AWxfFC0vXbrE5La//uu/ThAEg4cbDAaYK8Q3Jycn1WoVBae1tTUECf39\n/ZlMBg0zh4eH7777Lo/He/bsWUtLi8VigX9ks9noGgdbrVAoOJ3OlpYWxMew\n8bFYDIjHhQsXLl26BMaJWCyGDkg4HI5Goy6XCwZyd3e3p6fn3Xff1Wg0UDCY\nn5+32+1vv/12JpMZGBhobm5Gd+fpcByNAL/8y7+M2Al+E2E9QiO8Dvwln8+X\nSCTwCQgS0DKFciDY8ScnJ4eHh9/85jdpmkaZDYAgrouaVqVSsdvtKpUK+xKA\nA7j8IpHorbfeAjkYcfnU1JTRaETbGd4gbC2eAtSClZWVw8PD999/H0EODhic\nyeXLl+VyObAgnHY0QgPCh2cAsMDhcLLZ7MDAQHd3Nyr2n1P0IAiC+t73vocg\nGhkr4jCgazgQBwcHMpksEom0tLT4fL5Hjx4RBHH58mWv1wtPh0+B6/SlL31J\npVIBo47H4xRF7e3uCoRCo9GIzoJ/+qePSIKw2WyDg4MrKyuAC8LhcCKRyOfz\ne3t7Foulo6MD/b14mFqtFovFsNFxLbVabTKZsO0oihocHNzZ2YGmwwcffICi\nGpgM0WhUq9XSNL29va1SqVpaWtBmDV/MYrGACiOku3///uHhYSKRWF5etlqt\nPB4vm83++Mc/9vl8MMCdnZ2Il2ZnZ/HBWq0Gv0bTNJ/PT6VSoVAI3DetViuX\ny9vb20GYEgqFHo8HzOhisTg+Po63yKw2PDu2Agwhi8UCbx9+Gb8kSdJsNoNt\nB/SnUCjgZVer1atXrxYKha6uru7u7lgsNjQ0tLS05HA4pFIp0yDEMODQxdXf\n3w+OIlAqBpsDeoi76uvrI0nSarUCk2FQdhwtvILNzc333nuP6b9FKQ4xABIA\nfAq97KBrMTEbs4sIgojFYuCtM6ktEwd+tmX/5E/+BOAfE9ozhUGFQnF8fByJ\nRAwGw6NHjwDkmkwmDoeDg14sFtfW1ng8nkAg2NneLlcqNpsNvhsNHuDGm8zm\nRr2OqIPFonR6PZ/Pj0ajJEmig7y1tTUajarV6lgslk6nQaYGgYjL5R4fH//0\npz8FpRD+nSTJ+fn53t5eFCZQpTw5OTk4OECfUKFQQBEFbE6TybS+vt7W1gYU\nGe6GoYOgRkrTdC6Xg0sqFAqIhimK0uv1BoMhFApxOByEv/F4fGJiolqtbm5u\n7u7uSqXS+/fvezwe/L3D4ejr60MVgMnDmHQN7iWVSj19+hRlFPhrhL/AgxBo\notx6fHysUqlQ+8DdgkDT398PKtzTp09BoN7c3ITR0el0sNNAjs6dO8c09wOb\nGxsbA1YF7sTU1BR4xmh5QEGYeK5MAxdfqVQ6OjqwNwYGBnZ2dsxmM6pruDE2\nmw2MCNw6ZkfBEtdqtWg0Ch+OcPmf/umf4H5xCTROI4+iKKqrqwvtMAgPGJLX\nZ1v2/fffR151Om0ETA0KAfL9XC5nMBhkMhkAdr1eL5fLU6nUw4cPtVqtVCo1\nWyxoAsEBxZH6rH3guRQFi8UCREDTtMPhcDqdZrN5bW1tZWXltddegwUC5xV2\n8c6dO7VaTSaTnTt3DsEi8jm8V6vVGgwG+/r60JZEEMT6+rpWq4XUVzKZRD0v\nFAotLCy89dZbxPO+cKZfgHjeYwQjJxKJHj161NHRcenSJfRNsNls0MmR6BQK\nBegSnDlzJp/PZzIZEFZQOpqYmNjZ2XG5XNvb22jwBG49MDAgFAoZNgWXyxUK\nhZ2dndiIQEavXbsGUu/h4eHjx4/39vaQOSAvhO5GOp1WKpWxWGxxcRHlU0Cn\ngNzhnV9++WWE+Ng3LpcL4gYwK6juJhIJ5EaVSmVvb8/pdNrtdqAfjPxCvV5/\n9uwZyAPb29uQnkAEgvrw9vY2Cm/Ec4UAkA+Bae7s7PT394MKB5BrZGQkEokc\nHh4uLy/rdDqr1VoqlY6Pj+PxeC6Xw5/hjSCWhUcdGRl59uxZV1cXDv9nfNnO\nzk42mw2MFy8SaDaKkMD/0egC/G9xcbFYLF68eJHFYkExAf3cV65cAd0YWwov\nA5gzbBuoXtjKTBGLJMnDg4NwOGy1WLg8nkKhwIo/ffIkEg5fuHDh8PAQKzI3\nN6fX6xHDEM87VMHILpfLoLOUy2W32w10eXR0dG5u7uzZs1wuN5/PJxKJ6elp\ndF7AbTE0+MnJycPDQ4SYKDtD1oDpQ2TiNoRc+DdYlKFQyO12OxyOnp4egPDb\n29ter9dqteKP6/X61NRUvV5fWFhA+MhAUadbIyuVis/ng86STqfDjj85OYlE\nIqlUSqvVJpNJ8DqWl5fPnTvX0dGBx1QoFJOTk3w+/4033qjX6319fS6Xq6+v\n7+DgAE04WPlMJrO7u4tQxOfzAWYhCOLevXsI5Gq12pMnTw4PD91uN3bz0NCQ\nRqPR6/UIG3A8wP0FF8fn86GyA5wES4p/BAIBVJgtFgtEnxYXF7VarUKhODw8\nVCgUTU1Na2tr+/v7x8fHlUoFt4pk+vbt25DIyOfzqFPgKv8cGPzjP/6jz+eD\nu2T6HyiKWl9fn5mZMRqNRqORaZjk8Xh2u93hcBDPO2xRYUcGgw4cgiASiQRa\nrCAHwmAWxHPKPbNfUT7p7u5OJJMsFqtQKADkzxcKyVSKJMmjoyPU3wuFAooF\nxPO+NuRMCoUCyBqXy2Ui4EqlotFojEbjtWvX5HL5q6++CpUQEB4+x3YLhULB\nYBAnE+ka7PHVq1fR1Yhy4umQCz5aq9WiBAg2D4/Ha2pqGhsb43K5oVAIlFyE\ndMlkEgE0MipGkBBnOxaLTU9PQyAjkUgEg8HXX3/dZDIhJXU6nRaLxeFw7O/v\ns9ns9fV1nNvR0VGbzYZSyOrqKtg2oVAIso0qlWp1dXVubq6lpaVWq4FkTBBE\nT09Pa2vr4ODg3t5eR0eHz+dzOp0rKytPnz7VarWQ5ULc6fV6UftAD1kmk0GA\ngdSKy+VaLBZgcHgdjM7I2tra7OysRCJhSqwEQfj9fo/Hg54imBuTyeTz+dDn\nA2gM1uHg4ADtdOgnANYBBBObh/rjP/5jWGNALThhpVIpnU6XSqWmpibcEEPU\nB/qIOAlMfiCRBoMhmUyyWKxMJgMtO1TS4aPxwoLB4MzMDMImwCVoZwBulU6n\nQ6HQ1NSU1+sF8yuZTPr9/q2tLbwYVKgRiTLtA+DGNxoNCHZwOZxavY4gGMoJ\narUaZBroqeBZkMwyOhdbW1vwDwzlHj2GyLURn+FhEWVmMpla7TOUCuIdkHHg\n8Xh+v1+tVk9NTQkEAq1WixIO0Iy9vb18Ph+NRsEGxLPAoRMEsbGx0Wg0mpub\n0XhYKBSY/AbdvCg+Q2ujXC6vr68DaedyuYeHh1ANQrO1yWTSaDSgEx0dHfX0\n9Lz44ovQmxGLxcDRRCIRCHFApmmahrQgCCewkQRBHBwcDA4OptPpgYGBpqYm\n5Dlo4wPChRUAdoZnwf5DFz7DrmTEcpBUwXhBRQX5ElrDwW/Z3NxcX193uVxA\ntVgs1uTk5OPHj9HHQTLIEfouwB81m80IbvL5PMIvLBwjuYqlZLFYuVyOz+Ox\nOZy9vb2rV69+/WtfI0hyeHgYQA9BEI8ePdrb2/v1X/915Eyzs7NmsxnUHmx9\ngiBWV1c3NjZQZa3VamA8At8uFotzc3OIijQaDSAC7HXcNnKmarX6wx/+8MKF\nC/lcTigUdnZ1lctl2AAE+IAVq9UqHgGfgiPL5/Nwssj5kMXjYZnwDt+Afg8E\n2e+99x5SLvTMwHBmMhmpVLqyspLNZs+cOcOYKDiiUqk0NjZ2cHAAKhI+hawr\nnU4/ffr07NmzTNtSNpsFzphMJsHKYOiXgKsYLwFQFnBvIpHQ6XTIHBDp7e/v\nHx0dJZNJj8fT1NSE1w1mAojFe3t7L730Evx+Pp9/8OCB0Wg8OjrS6/UvvfTS\nwcHBxMTEmTNnUHLTaDRnzpyBtctms4z8CmpPJEnu7e319va++eabVqv1xo0b\nFEW9//77YFMwuhBXr1598cUXxWLxzZs3P/zwQ5PJBNlddF96vV7oMzCAGkEQ\n6Gnt7OxksVjUD37wg+XlZUCYyWRydHQUbHaKoq5fv55IJLxeL5YGgQF56gcu\nmMPlohYAKgZBEIjG8AcioRCqKpVKRS6X+/3+hYUF+CAm2EUbDFrJwaNF/EoQ\nRCgUEgqFVqtVJpNVymWhUFipVsG9YvARRFHIhEKHh5znvRUMEsmEAQyC02g0\n4EagVsnEGwhe8bCnG5HxDUDT7HY7zs/x8THTMcKEjOvr6+l0emdn5/j4GMU2\ncEPHx8fHxsYuXrzY3NwMD8sEyjRNRyKRk5OTzs7OQqGwtLQEkgrCs9u3b3s8\nHojeAS35XDsUg0zNzMw8ffq0o6MD6Obq6mo2m7Xb7UajcW1tTSaT6fX6UqkE\nBPczTQCKWlxcPDo6gnAOTdO7u7sgvEMQUiaTgTOg0Wg2Njb4fL7NZoMyFbp6\nSJIcHx8/Pj62WCwAhpPJZGtrK1IIKPnBj4ECiuuCtgbgSKPRkCQZDAZrtVoo\nFGpubt7a2jo8PERHIJaXzWYjXSEIgvrud787Pj6ezWb9fv/s7CwEA8G6hXME\nRRqn9rQqNDSymbNOkqRIJBKJRIMDA6urq62trVgXkiDQdIZ4NxAIkASBsgKz\ncOPj4/l8HhAJosZSqcRhs1ks1uDgIMRZ2Wx2rV7n8/lLi4u379wBRIpvyGYz\nfD7fYrHyeDx/UxNOLUJMqGkg4Ts+Pt7d3VWr1Tgnjx8/Xl1dbWlpYdiJk5OT\nm5ubcOKo/yETZcSqDg8OEM3bbLZYLHb//n2QMyGvCTL/ysoKl8v1ejzRaDSR\niKPDBzQx9DNBUgkYE8xhqVRSKBSZTEaj0SSTyf7+fovFIpfLNzc3nz17du7c\nObAxEdJgMfFBeFgmlAQpW6fTQcB1ZGREp9OZTKZSqdTa2qpQKKLRqFAoTKVS\nq6urer1+bm5ubW3t7bffRgsaOn5Rovf7/RqNBiEfjCiXy21qapLL5X19fblc\nLhwOoztDIBAsLi6iVo8d4vV6AY0rlUpmH9+8eRPdZj09PUdHR2AV1+v1oaEh\n9AhByMLn84FUEI/HkTLVajUIK0HJmCAI6jvf+Q7+NJPJGI1Gh8OBcJ4kyRde\neEEqlWazWZBaQOmA3SoWiz/60Y94XK7ZYkH75e7ubjweVygUao0GRHoc/e3t\nwNWrV0G2r1Qq0WiUIajjGNRqtaOjIxaLhTUaGBg4OTmZnp6Ox+MymSyfz3d3\nd6OxJx6P375922Q2g0KFzZ3JZH70ox/J5QowOWB9mQxdIBBAcZuiqHK5NDc3\njwaecrlsMBh8Ph/0pFaWlycmJsCfAjGX6ZdCdLu5ufnw4UNGawgYp06r3Q8G\nG42G2WIZHxs7OjpCE0E0Go1EIp2dnaura7VqFQRZyC8fHR25XC5sPqwkEw4O\nDw9DIgDVB3QUQpFgZWUFMBBOF6wsVPewpMBAisUih8MB1qtQKNxuNwiZALkm\nJiYGBwdbWlqg2YgsDXINoESjiv7s2TPw9Rj1cNwtaD3FYnF5edlmsyUSiWKx\nGIlEgK+j9ikWi4PBIEQRpVJpOp2+f/9+sVg0Go1tbW3r6+uTk5NWqxUUOcgW\nnjt3Tq1WAz3c39+HrXG73UjLsESHh4dA5W/fvp1KpagvfelLIyMj7e3t6Krd\n3t4G3wyiN+l0+urVq0y5BYEBDLXZbLbabNAC2d7ePjk5qdfrbrcbWlpoxQb+\noFQq9HrDo0eP4vH4F77wBTRCooUVdtrv98OVCwSCQCBA0w25XAFlmsHBwba2\nNtCK8Xqg23i6BU8qkaBjYnh4GFC/RCIZHh4GmMDj8U5OTmiaFovFkHuAGpJc\nLqcoanlpSaPVlsrlVCr50ksvuVwuBItgrB8fH3s8HqAKSAFv3Ljhcrm0Wm0i\nHodWvVqtht5HuVzu7OxEW0c6lWpra6vXaju7u4Drd3d3X331VYA+cFZYItQX\nJBKJz+dbWloKBAIQkESrApQksQjAs5mKFCRkUJXAnhscHJydnUXciVgFLwJt\nLRKJxGQySSQSq9Xa0dEBgAUUM8SaQDMqlYper0c9D7eK+ApNBxRFuVwuyGPa\nbLbj42OUyvf29tAWho0IChgatLRarU6nQ14FvAxdGzweD7U9iPUKBILh4eGj\no6O2tjZmRAAann0+H/SWd3Z2BAIB9YMf/ECpVKIOEQ6HQUOJRCJCoVAsFudy\nOYSSp8VT4dHQzVwqlVZWViiKSqVSLpdLqVDs7e8nk0nECTglDocDNQIsGUEQ\nu7u7V65caW1tKZXKS4uLBoOB9bxirNPpnj17ZjabQa90u91QBrl27ZrZbH7h\nhRdAh0CYAcdhMBrBmA4GgzRN7+3tNTc3o9PL7/fLZDK/3+90OgOBrWwmg8pI\ntVoNBoNHodDIyIjL7XY4HF6v7zQMhzKygM/X6XSTExMHBwdSqdTn87mcTnTA\nN2har9fFYnGwktFzi4YWiURitdkIghCLRIFAIBaLAesAMPzgwQNwqGu12oMH\nD1CvYbPZBwcHh4eHGo0GPSeM9iquy4D2TARMkuTOzs7jx48vXbpkt9vR+A9u\nFPG8sR48snw+j6xxbW0Nguww2CAZEgRx9+7dvb09v99P0/SjR48ajYbH40Gk\nC0QPsc3NmzdRisP+Q9yFnmG324105d69e9DLQuTd0tICYwe9H4AVp9WV7Xa7\nRCLp6+srl8sCgUAmky0tLSmVSvS/MIxKhODxeHxpaYn6y7/8SyTvCAycTmco\nFCqXyx0dHYODg7u7u++99x79XAYfWA/+jSfJZrNbW1vQltPpdIlEYnh4eHd3\nF3TgcrkMsAbgDlx/vV4vl0tqtToWi8/Ozh4eHtrsdnTOIFTgcjhIHuF/d3Z2\nMGcB6A+yDYIgjo6ODg4OmPZgXAJGy+l0ALsBgQb+V6lU2ex2LCVmCphMJqZ9\nuVqtVsrler3SqNcr1SqUNcxmMyr16BIrFotyhQLRJ4vF4vMFdrtdp9NduXKl\n0Wh0dXVRJNFo1Gv1OpAvxDwtLS3oDoUaDTR3ES7v7e0xsgArKyupVKq5uRm1\nH6x2/XmhG/E0uh4AMjCw42eBfq2GiiijY4fXfO/evc3NTb/f39/fj6oBovzR\n0dHR0VF0O6vVarlcDuwMW18qlQ4ODoZCIaPRiIiuUqmEw2HU6lFLj0Qibrdb\nJpPlcjlm4EUmk9HpdEhqmQ4IAJoMvEg/F51VKpUqlQpNaTi3MzMz0CuCPAoD\nLyJKAduLxBQkAHtQcAdMKxQKw+FwvV4HQ4wkSeB82H/IjqHTC75POBzmcrky\nmSybzdKNxrPRUZIkL126BMZ+IBB4/Pjxyy+/jDlN+XxeJpNh7sqFCxewCvl8\nHvxuBGrAs7LZ7D/+4z+eP3/+hRdeKBQK4XB4d3eXw+GIRCKNRnPlypU33ngD\ncuY4QqlU6vj42OFwgP/PyBcw/Eu0D6TT6cWFha4zZ8RiMUBywAV1mkWSBIto\nAMGBMSgU8nKZrEHT2WyOx+WwOVwWizU1NVUuly9evNhoNHZ2dtArn84VxCIB\n8Vy1DzAZkgGwnwqFAhrOgKwlk0lQ1Fks1u7uLkJAOGJmBQA4IDdHqAdfD+oC\noDdUK/Hi4FXB9AAjNJfLNTc3HxwcZLNZq9U6OjqKhD0aje7t7YGhwaAQTGm0\nv7+fw+GcOXNGIBCgpbtYLP73//7fL168eP78+fHx8YmJiV/6pV9C++qbb76J\nbBUBMdBDBhUFiQIrAJPPkPcBWayvr7/11luxWOz4+Njv9z969Egmk12+fBm1\nGGw/4IwkSVJ/8Rd/kclkPvnkExAlmdIOoh9ww8CdHRkZAeiNjdXT07O/v9/c\n3Az3AQW8k+edaxA4j0ajFoulXq/JZHKBQICeqs+60SkK3OErV64A/YYrZAI1\nvCQQiORyOV5/NBpFp3w6nXa73ehEhZVCTKZUKkHdwn2e7hRA4Mvj8eZmZ6em\npqLHx2azGU1Xn01YKJazd36terIrcF6q1Sp8vgCvgWSRJMGlKFaj0eDyeIgc\nlpeX8XQQTUfSkxr9KZFPCPQumm4wNCVQQrGNmDYSHMsbN24QBOFyuQ4PD+/d\nu+f3+1HZQq6DTKtQKEAFm+llYJ6LfD5bCgWFcrk8Pj4OWwuRPLhaRLTgzTU1\nNW1tbfF4PABnTU1NaDDBtdC4j/AP+yGVSoG2BnEa0AN4PJ5KpQJPGr0DR0dH\n8/PzeImbm5tjY2NoT2AeHAki69SEhcHBQUaEisViQV0FHUGg7UokEjAYASTj\neWmapv7wD/9QLBYjKcEuYTwvngTXwz5bW1tD5VckEiGK+GzjU9Tg4CA0CtDb\nCIY5Wl/QsofuU8SyCFthwwBvwSsxNXEmbiZJ8uTk5P79+1gprVbb2trq8Xig\ny3Lx4kVsa6aZglG6ZLRxmB+mbQEh+6uvvgoUuVqp8HhcgiDzoX3WyLer2TS3\n81drjQqbYpME0aDJfChYufl2OZtvqLoL23N8tYHFYgl4vPW1NbPRKJXLsZNS\nu3vC/jdy28MV17f5Ik6t+plo89TUFGZGwK4wtV8AL01NTcCYXC6XQqHAVzGP\nQFFUT0/P+vo6NE8RFHI4nHw+n0wmUSth2s3j8fizZ8+gkHz9+nWapu12O6Ph\noNPpvF4vj8drb28HxQeQDsN+JEny/v37S0tL7e3tMNjQ4h0fH4fCA5Iw6tQc\nIUi4SqXSQCAQCoXgOTEKTqvV5nK5J0+egFtHn5oBQRDE4eHh0dHR0dFRvV7v\n7u5Gh1IsFhsbG7Pb7Sjt8vn8vr6+8fFxJqHEfqC+973vIZdKJpObm5vIl/f2\n9kZHR1FaRNGoVCpptVq/34/uWa1Wi3QStUSapkVCIaTQ8/k8CnRYqUqlsrm5\nidSEkT3DYC0AftC6wlWA1ABJZWBXeD2NRgNqXLFQqDcaJElC+pjpy61WqyB/\nAKti2gZPl+uAKOl0OpPRKBAKESwSBMHl8gia5imUJeU7vPZ/yVco8/l8rVZv\nlEs1oTA2PyRZ/auSyFUMTEnH/lW07qHM7SSb6DjbLVVrMifRk8lHbLmBJZUH\nD2sTUTXf3iGXijOZ7Pr6OsDLYqFgs9ngo5hO7pOTE2RLmUwGlDEUomE1nz17\nNj8/D5HGVCo1OTnp8/kg80iS5PT0dF9fH3YDtD9u374djUa/8pWvgITE5Oko\niYNAgvfFsDuYXgYUU5AxG41GlPUZWqZSqUR3EwJQvLXBwcFkMqlWq6Goh9Gc\nqVRqbW3NbDZDWVokEmWzWabMjuAtHo/fuHEDXIiOjg7EorlcDrtud3e3qakJ\nJT1sOY/Hg+aXfyYf/uIv/iLU0SDL39LSolAotra2wuHwxYsXEZDVarUf/ehH\nOp3OZrOBvQGABucGflkskQgEAqFQePfu3aOjo87OzsePH29vb4Nl53A4UOKH\nbNPe7m5HZyecEYptXC43m82uLC+XKxXUDLFw5XI5mUy2trQAfwBFC7gYjiZi\nEqBF0Wj0/v37Pp8P7ZoMcYem6ePj40Q8vre3Z7FakY/jEVKpVDqVkisUBEkS\nBMHXmLlSJbytWCRiCwTFmTV6+N9zuVvUhf9TYDenQ0u81l9SGMzZR4/52XT1\nKFmZ/Xv97ncqLJfM+0JF3aFpeslu0QmEonwu9+DBA51Od/78eXBuEJbByrJY\nLCxUe3s72hwQDyD0RxAPJRtAXUD6SJJcXFwEFxmSiQilECvj8ENMeGJiAhkV\nLDHTggu22s7OTjKZRP0JMDMzowXWFI4OVLV79+4xWoBM3RUykigf9vb2VioV\nh8OBuQ+bm5voBlAoFK2trQBGQbmkKAqiq21tbcjS0CWPr63X64jrwNaAUf9Z\nGQCqpaVFpVKNjIwIhcL3338/Go329vba7fZUKqVUKnt6ehqNhsvlwkALtHMh\neMCxePjwYSQSWVtbhQ1gnlyv10OyM5lMQut5b29vZWUFc9Ii4TDWiwnvjo6O\nBgcHj46OjEYj5GYRuR8fHz99+jSfz4MSz+Vw1lZXQUyJxWI6nQ7a57gWh8Pp\n7OzErC/i+YQg+N+PP/44nU5HolE0UzCU+76+Psxoxd6uVaupTLpcr+fz+Vwo\ndPynf1r8P/+/rEA68c6v8vwvnsyFyo5vNhyufOy48au/lrhzm/jpPyVKZPZL\nv9GwvNzgSqqVvFCrqpUqtUpZJBZ3d3cbjUZkJAimmREPAEAAYzNREIvFOjg4\nePTokdVq1ev1VquVkYhDUoG2YT6fDxeP95rJZLDzQB3WaDSlUunw8HB7e1ss\nFqNPhhHswLX6+/vj8XhzczNTdWcibIbmxkxdRIMA4xwQzhmNRoVCMT4+zmaz\n0X+BKAtjYpubmzc2NgiCgDolTiNginA4DAFx0MyxGiMjI7Ozs21tbYDnGfiS\n9TNDKAiCoP7u7/4OZlWpVJrNZrQNud3uk5MT9H6gMY0ZCcmI2HM4HABJUqkU\nrCXUSNB4Dl2dUCg0Pz/v8Xh4PN7S0lIwGDSZTEtLS7lcTiaTqVQqRqICZb1L\nly5pNBqIgJDPBxRyOJytzU0ejyeXy4+PjxcWFlpbWyORSDKZtFgsD+7fJwjC\nYrUCE1EqlUj7kA+h1Y4gCL1e7/F6fV7v2tpaPB6Px+NSqRR8bTTvV+s1mmKX\nq9Xg+npyYyMvFiempsg/+ZPjQv646wL5ld9KzM8RX/9qanKo9l/+SyaXj/v9\nBZf7mKTrX/mFYoiq/uZvZVr8qXA0+5//c0GnY8lkAh4vmUqNjY0pFAqsezqd\nBh0HZSS5XC6RSJi5ZUCCMOQIdFsG20L1OJvNYgIWTjtmQG9sbNy/f9/r9aJb\nE32j0COC9D7WFhNrZTIZRFV2dnZEIpHFYkmn04jiGPYPECsGYkNDMqIL5OVI\ndW7cuFGpVF599VWtVovBFvg9vPzh4WEoFJJKpdFodGZmZn19HfX/vr4+HIB4\nPI4KMw5kLBZD33+9Xh8ZGUGYhGibODWE4jNexF/8xV+IRKL29nZAngaDoaWl\nBXpypVIJqkfE85m5N27cwNQoMEdRUUS0gBAHJbsnT56YzWaxWGI0GiBwBMX+\n9vZ2ZJSXL19GSRrmEGo8YO+7XC704eDcQ0hmb38fNZVqtVrI501G49Lystvl\nwvhWl9uNSIDFYj0bGRkaGuJwODKZ7OTkRC6X5/N5psjE5XIXFxfRi+LxeBBR\ncNhsNo9Xy2VPRm7RBmf693+f86d/mj1/XvP6640336TffVf+//5Ptflp7re+\nVXv6VLS+0chmqbY2wX/4D+ytLd4Pf0h//WusjWXRvXsZuYKOxxV//dc5u132\n6qsiFit6fLyxsQHwslKp9Pb27u/vQz0E3dVIHAcGBqLRKFi/YDcDsWIY9yiV\ng8ZZKBRGR0dhBRA4JRIJmBuQd9Ey3tvbK5VKHzx4wOFwrFbr6upqLpebmZnJ\n5/M+nw8URKlUOjAwsLm52dzcjOxnaGhoenr68PBwfX3d6/UySXoul/v4448J\ngoCvE4vFcrkckkRQKKrVagKB4ODg4O7du3DFX/rSl9CbjYOEYBK1aK/XOzs7\nC709GFRQuQF6TE1NgSmBdmX2/ziEgiRJ6vvf//7pwUkTExMkSUokErfbvbq6\nura2hrYFRgIXjA2w3cDow95CnIQqFMAsoVAQi8WgoI2kIZlMEgSh1WoxB3lx\ncbGnp6e9vR0oDOTQ0HnLKMahRGk0GlHdValUHq9XIBTm83mlUskXCIqlksft\nZrp8UWRvb29fXFxcXl5G8isQCG7cuLGzs9PU1GQ2m3HG0P5PkmStWhYIhJm+\nv1ZM/K8FgTO1Wy3urHO//a/lSiXX6y396EfkwGDh0mX1r/yrajxOr6xk/+7v\nRN/4BrtQYE1NUY8f06+/Tr/0Uv72bWptrVGrheRyxa/8itJq5VCU3mDo7Oys\nVqtHR0c8Hk+pVGYyaYNBD9lXjNWFogzyAcyARqyFmUrYtVhtHo9nsVgw2BZE\nZLggjUaDAi8CHqFQiGlKJpPJ5XLp9XpU12HeUE9mVDjB3U4kEm63G22hEPeE\nFh1yDLgIhUKBKibY9DDhfD4fanbHx8doN+DxeN3d3UihkBIEg0E04eAZ8eAg\nwUxOTqbTaYVCsb6+/vTp05aWFqFQiAoOTD6Ir+z/8Yf61re+xRC/kQmKxeLN\nzc1CoWA2m8E0wOXL5TLQKGTuDOiIxm5oRqBc6fP5AGJfufKJ3eaQK+TYeT09\nPZubm8fHx5BnIgiay+Vh8g4gAkau5vTIKC6XGw6H7927h2EpBEGsrqzEY7HW\n1laYecFzKb9qtYpWHKFQuL6xgWFDqOigOQ6JZjqdfvLkCdAZeCWeUMblCTOZ\nWMP2pdq/+89sFov4V/9KyONV6/Xq3/4tubdH/PVfi0Wiht/P/tVf1bW2sqrV\nWqkkvnSp8a1vcb1ekVjc+PrX6dlZ2cCAIBwmCEL0wQcCmmZzOARB7Ozs9PX1\ntba2lsvl5eVlg94gk8sZDAuYtNvtHhsbm5+fPzo6unDhAiTcGOGZ2qkhZ5h0\ngJUhCAKEQEzPQ4ENqHlraytCLxaLhRob7Dfm7uZyuTt37jidzu3tbYgm2e12\nZHurq6t7e3uvvPIK9jRzA5CrAneeeUcYM00QxNra2vDw8Pnz52FN8SnsqGAw\nuL29nc1mHQ7H8vLy0NCQx+NBC/js7Ozu7m6hUDAYDJDIOI1v/k9jWVSoSZK8\nd+9eIpF455135HL5ysoK0jqos6Neh2lVCK0Q2SDimZ2ZGR0b8/l8AGjq9TqU\nK5G9anVaBGoATXU6HZSKr3zyidfna21tzefzkUgkEAgAZ0FrACM8gYBmb2+P\noOlGvS6VyeAKE8mkXq/HiF70Ru/t7RWLxa3NTRTx11ZXwavKZrOo0iH+A7sZ\nurNisbhYLN65ezeVOHF0vlj1/FxDZT65fbNayBG/8C9IkqyXStWLF0tf+YrI\naq0WCpVymUWSlUKhVq/XarVGpUJyucVcrlatsqVSuqsr3dTEFgrrr78ucLtZ\njUatXgcnP51O22y29bW1Bt04090NCQzmfEKyCkJacJEwWnK5nBlCwcTlGxsb\naINDNXh5ebler4NMePPmTYgn5/N5plk8Eok8evRIq9Xev38fXnF1dbWrq0uj\n0WA+aywWwyzmQqGwt7eXy+Ug95LL5aCMSxDEycnJ6urq8fExcp7Z2VlGGQn1\nWJFIBPIKVhslcWAOFotFoVBgrhjknhgkFFMOVldX1Wr1uXPnsCxMwwuY7z09\nPYyFxpZlf/GLX8T9gbYIH/3uu+8ihJ2cnBSJRDabDSebIbQD20K54dz58+0d\nHRKJBBIeBEEcHBwgDF9dXdVqtU+ePDl//rzD4ZibmwMCxeFw3njzTXTSSiSS\nzY2NtfX1pqamYrG4v7/v8/mYayHVtVqtkPG/d+9eo9H48MMPW1paisXi/Px8\nd3c3/n5hYaHRaJw9e/bVV19ls9nvvfceHgGDGpkCGLA2RM8omWq1WqvFSlGk\n4GiisP2Amz7i7uzFno0ov/g2JZFQSqXIaOSTJEHT+UKBy+Gw2WwaQV6jwWKx\niFqNRVE8Npv2+dRdXfVf+zWiXObWanyJmMfjw3uAKPj6F76wvb3NKHcwnQVs\nNlssFkulUqVSieLQ+vp6sVjs7u5mjA0wPuDKiM7xPUjdfvEXfxFdT+i+LJfL\nL774Ij7ldDo//PBDmUyWSCTgWEAMwsAtgiD29/dlMhnUQ1DoAtd5ampqZ2cH\nAiJ8Ph81M4zBWltbg5oO6ApIbLDawLPggff29tA8hxIVh8OBIDE4d41G46tf\n/SoU0IBOwGYxqAWsJKNJ+s8dtv/m3/ybYDD48ccfX758Ga3V9KnxN5ubm/F4\nfGxsDOOgmL51aHTCVYHZTdN0rVblcnkEQVgsFjB0UNADYzCbzaKMvrW1lUgk\nTCYTaoCVSsVqs+3t7haKxUqlgpGtUADHDpbJZDAemN4B0fRcLsdisbq6urBw\nLBarqampkM8PDg299NJL5HO5K1gCyImurq46HA6oy0xPT8N1Qo/thYvn17Yj\n0cf/2U707MvOliUOzf/nv2QqldTRUf7KFf7Zs3yZrC4SNWo1jlRKCQRktfpZ\n1Y0g6hwOiyTZFEU0GkSxyCqXiXqdJ5LweXw2myIIYnV1lcvl+ny+RqPx6aef\nMq1gjNdjinYA20GudTgcSL3R447YqVwug3uK6rRarT4+PkajBI/H8/l8kUhk\nbGwM/CnmU6jc1ut1UAVga+rPZ0B3dnbKZDLY1zNnzkB5E0O/2traoAurUCjg\n2S0WC/jdmJqL/cB0jxKnOjr39vZmZma2tra6uroY2TKCIOLx+K1bt8D2UigU\nYI5ja1HP56X9c8MLh+Pz+VKpFF49di31R3/0R1AFAwWBONXNCL6z2WwGO7H6\n/D0tLi5OT08zXXUAwGOx2PDQsEqtFgqFkI3AVmOxWJ1dXQI+nyaIarV6fBxN\nJpPJZCqZTNjtjgZNEzSNEhEySuSzkA9aXV199OgRyE1MBU6pVJbK5Ug43Nvb\n63K5GO4LRVEUm61UKNRqNZvDwZ4A60ogEIDRizF0+CqbzSoUijBqRqvTD/Q/\nyfDMppZfKl98T3C+O/fkSeX8ecmdO9z79yu//MvE9nb+f/1fS2ZzZW6uurXF\ncrkalUqDIAiJJLu8THI4lEhULZdpkqwTdK1O0MEZKhNia5wk3QgEAnSDNplN\nCPIymQyasAEJgazDsLfAFMGRw8w9dGkz+hLYrA8ePFCpVKgU4PGHh4cxMBV+\nDDEAJudMT0+3t7f39vaGw2EwGxOJBNYHiARN04ODgycnJ11dXQDdgKY7HA7o\nrczOzqK0OzIyAloFOK+nxfOQ/IEBgzhToVCg5QH+FoE1sCPoPaIBDg9+uikI\n2BYy+1Kp9ODBA8yYALGL+q3f+i3oqQBvgifCWYE1ZbPZ6B1gysTj4+MKhaKt\nrY0RFdvb2+vv7+fyeF6vh4lx8Y9isSjg8yfGx/v6+l5//fW9vT2lQnn58mWT\nyczhcAia3lhfT2cy58+fV8jlLIoCtA4tJzQeMdPF8MuDg4ObN26IxWI2RRlN\nJoYXgsUCkRI3AGQXT466MTQKuFwu6kYoY+Jl+Dweh8/PUlvK8QSh1VSHhgS3\nb8dbW8lQiPz5n6+Nj4t+9KOoSCT927+lBwbKP/dz9UajVi6H/uZvBP/b/1YM\nBMqvvcahqFwmw+YJMvvbkrV/x9u7VbT9okDCTyQS0eMIPK9MJkOTI/G8i4Yg\niEwmw4weQFqGdw+hDWhHYz2xAplMZn9//+DgAHJgELZB+ReTuZEwAT1AQgb5\ndsxHVqvV/f394IFgixSLRRwMDFJFYo7+x1u3bqEopVarIW7pdrsB2InF4lAo\nxOVy5+bmDg4OgsEg9jFOl8/nQxxyfHz87NkzcL2xlzCxDFkKNvHPbtnT2jmR\nSAS0d2xZ9tDQ0Ne//nUgF1g1RjQdjqNarQLpJEnyww8/pCjqK1/5SiqVOjk5\nUalUd+7c0Wg0kUhEp9O1t7dLJJ8VaZit8Jnsj9PJoig+n//lL3+ZYdMhuNzY\n3ESX4sOHD1uam9va24Hjwn+BRoMfHCTsY7Vaff78+Ua9XigWMTMSxDYmJGKa\nM1GoM5lMFy5cAC2dYVfhYVExxrEul4pihRzpS7Wzs8HlKvL5+tFR5cKFIx5P\ncvly1ulkyWRyrZYoFBpLS8a/+qu0XE48fcp+6y3y4UOBSCTk8zgOT531q4RY\noNDLhwYHstmcQqFkJnfiuZhKMg7b0NAQhEVIkmT+gMfjnTlzBkEnPo6wQaFQ\nfP3rXx8aGkK5G/2eUP1hYkH44qWlJS6Xe+7cORCpLBbLiy++CPeIGi9Tk5NK\npaurqysrK93d3SRJPnz4sLOz85VXXvH7/Rh4m81mOzo6ILAsFoshQjU9PW0w\nGAqFAood6MOBWCrOGN5LNBp9++23CYL49NNPrVZrPB7v7u622WwgWBKnZOQ+\nBw6gxA2AFpxGkiSpf/fv/t1nhKbnUQjIU0+fPg2FQmtra21tbZhaIZPJDAYD\n0oWxsbFnz551dnamUimj0YjuMcAlxCkWEgNXgbfLyK6EQiG0ECWTydDhIWYu\n5HK5dCplMBggB/S5oBv7LHR4mMvnm5qaPvnkEw6bPTc/v7Gx0dbWhrAb8oPE\nqWnqxPPhv+DLAS1aWVnp6+uDcBr9P85gp2k6UywW3n+fWl9Pv/OOYnw8ffky\n99vfJr79bWE4nD171vz97xfm5uobG+zOzkq5XPyHf8jb7ZxLl/gCAedf/IsS\ni0XncmyJWGzukNg66rXq+PiEwWB45ZVXmJ10ei4f05XU1tbG4/EymYxCoVhZ\nWRkdHUVj6ml+PuIcmqafPn1aq9VaW1v1en1/fz84zaxTU7KI53JjCwsLxWLR\nbDbjdUDECew5hFhMbRanGkoFfD7f4/FAhQRj8fR6fUdHB/jjUOq02WwbGxsc\nDsfr9ba0tBwcHEDNd3JyEuxQvV7PUFghNgM5co1Gk8/n7Xb75OTk3Nwc3t1p\nTZPPnToej9fW1gaE+J/TL3hPNPfhtyBK4/WDFaBSqdbX109OTrRaLdr5ManQ\nYrGUy2WoGSPLY3BELCIUT+v1eiGfxwOTJLm7u7u4uNjU1LS/t7exuSkSifb2\n9s6cOePxek9OTsbHxzGU9PQDIDiZmpoKBAJYUJPZTLFYSLSLxeKtW7cweRBP\ni36mo6Mj+FZorzITKYAFwrIySpeNRiNfKp1ks9WNDdbMDGt2Vnp8XO/url6+\nzLl3r5JOUwJBiccT/dZvNaamMvv7nJ/8JHv5suDddzm/8Rvljo768nL5D/6g\n+l/+usTl8s6docqlSq3e5PezOZz5+XkcGHhAZAvU8zF9+XxeLpcvLi4+ffq0\nubkZMlXVanV0dDQWi4VCoVKpdOfOHTCz8vl8IBAQCoW9vb3VajUej9M0DfLU\nzMwMhLcQE6dSqenpab/fz7SYkyS5v7+P1HNyclKtVsOJQW4DXhj0LmbGHQ4J\nMnp0o8A71+v1SCQiFov1ej2Dv1ar1VdeeSUcDmNyOVoBAH0uLy8TBHHhwgWx\nWOz1eiFdj1km6B6oVCqHh4cYjgAlJRRBmXk+jPOhvvvd76KtmdHkQh8cvgKc\nebVaXavVVlZWUGuBMdNqtVgdfKStrW10dHRyctLj8Xz66acgZCDGwNh5nAe4\nYIPBgKJXrVZTKhQUmx0IBIBVIWxH+Y6RSyFJ8u6dOweHh++88w6myp+cnJTL\nZSDH8JsgWeLBcECFQuHAwMD29nZXVxePxxsaGsIkUVR3mNoSeN8EQVQJIv3R\nR8Xf+R3Bf/pPhS9/uTo8TKfTte98R2q1ZoPB8smJdmys9sYb1AsvNF54gR4b\nY42Oiv/bf5O8/37uf//fBd/5Trq3V3N4mCkU2JcuKV57jUeyZHL50ODg3Oxs\ntVbT6XQqlapYLD569Oj4+BgcTjA3cGbAooKkg9frBYAF1gHGGSBSFAgEHR0d\nGMtttVrRU4BBsn19fUajEcNN4VXtdju8FszH/v7+kydPOjo6YrHY0dER9GMY\nyIIJYRmOOZ/PFwgEyWSyWq2iQgvuDoI6Ri0KMlPQmlar1V6vF7qI2PqAbnp7\ne0mSFIvFi4uLaJ4zGAzpdPr69evt7e3Ly8sTExMAK5jZg6f5X4yuBUEQ1F/8\nxV9gnAjEc4BZ0M8FyKHJxefz79+/z+FwvvCFLzx69Gh3d9fv96NIi6kecrkc\nGgioSGH2O+q6YCZkMhk01jLWF15bJBIJRSKFQuH1eHK5HJYA6tugKZHP1bvq\n9fpROAwJX5Ikex4/LhSLdrs9n88DaoWlZLRRkc9itjK+ViQS6Z+rngNAYeQZ\nPwNoGo3C06e1mzepDz/kv/hikcWqiMXiX/zF9Oio9s/+rOrzpf+P/0P30kui\nl14ifT7y3//7Ok0LfuM3WI1GtVymcjmSy036/Zwf/lDx+utCkuQLhdgEiCYh\n9IkhR01NTUKh0GAwALg5PDzc3d2dmprq6OhgKJ0gV0B5yWq1ZrPZubk54Px4\nc8wegvlUKBTnzp0DmOP1evESNRoNc/LxZqvVKsacg0fGBAbMTj3dxJHNZh8+\nfLi+vp7L5RwOx9raGiPaAMk3yNlClw5ijPAeeMXMYIhqtYoK387OzsLCQltb\nG7hBHA4HoASmfwkEgqamJj6f39/fv7i42N7efnR0ND09jS2Ol0XTNPW9730v\nGAyOjIzw+XyQF9HBg8lPTP6YTqchbBgKhcRiMTgc8CNQnZidnVWr1d3d3aFQ\niM/nu91unEjsewieAb1DnkifGgLP5/PjicT169f1er3f73/w4AHEDLHueEMq\ntRrTBDDx2W63+7ze/oGBQCDQ0tKCqcEETZtMJjDOECMydG+kNRKpFP9OJpOf\n3rih1WjQ0oQT3KhVyaamwje/SadS2Tt3DL/0S7KvfIVN02yNpmi1Sr75TdH5\n80StRhQKdL1eDIVqTifr5Zc5AkGdIPj/4l+I/uW/ZL/8stbjKSUSPLFYwOMd\nHx8j7APNCgirXq/3er1gi0LI8s6dO+BvQBeMUVkkCGJlZQVY8tzcHKaeMMpi\ny8vLIpFoamoKjA60RmUyGSB61WoVbhDfA2cFSXQgMFArAqCOl0g8F4PCmqMK\ndXBw0N7e3tLSEovFbt26hfYEBrxHaziDvWA/UM9HSSJJYBJcECMhm8CYFUwx\nxxSCK1euGI1G8PukUqnRaIS4J2QOGdSWevPNNzUajVwux7Dx+/fvo005mUx+\n9NFHJElCxAXobL1en5+fRyw7NDQEReaVlZWlpaW33nrLZDKtrKwMDQ1h8m0q\nlUKrtE6ng6x77fkk2NnZWWT3+Xy+3mgQNE1RFCIQlIuEQuFBMAinAIUIVLSd\nTifTWYrADghOvV7P5XJajUYkFoM7x+BiIO0DNkLls1arVSuVeCxmMBohAUsQ\nRL1eK9WpBslJNCqV3/x/iX/84+SlS5RUWkqnayQpunSJ1OsL6TRRqTQIol6p\nlL/4RdbTp5wf/ODE7Rb8wi+Unzypf/WrtECQefSI+NKXWBYL+/z56z/5SaVa\ntVgsq6ur4+PjEDYFAxD4IPBX5K9erxdICzpO19fXDQaDTqcLhUJgS1UqFXTj\nQA/90aNHQqEQjH1EbojihELh5OQkZtcz8wXwU6lUsOy5XC4Wi+3u7m5vb6N8\nimUBKMmUyjkcTktLC3RMDAYDWhcR9SKixfRktODCd8EGAWyu1+vBYPD27dtA\ntXBy9vb2YETQhLy0tASxfIIgUEMul8uYjL6+vq7T6bq7uyEWBuGBp0+fshcX\nF9Vq9YULF3K5HEVRGM0IJKW1tdVsNo+Pj+v1eihYXb58+fz58xsbG2hfWVtb\nwwOgHwHeyuVyWSyW3d1dPp//6aeffvDBB0h04CmgIrOxseHxuEHR+OY3v4lj\nhzoyh8Nxuz3hcGh0dLRWr0MuBVYwn89HwmG7wwGWGkhDaFBjs9mvv/46ky8z\nLZ34v8xcZgj2EgQhFArf/+AD4vkYxM8aQfv/tsHikIa36G/+Yqq9Xd/ZScnl\nbLG4nsnwCCJ740Y9lRL90i9RjUa9VqNrtXq1SjcaIp2u+sILbLdbqlZnEgmS\ny60CRONw3nrrLaVGnUqlVlZWLl68iGIexG+g7IK2IkxuQqf10tISGonRJxcO\nhzHFEm2DTqcTaa5QKPzGN74hl8s5HA4ySKbDFq3wqJCdBtSI5yLxQqEQGk3j\n4+PABxgV0dP6fAje4AdQxMJck9MLC1eJEiYWlvnBxkURCq3XwWAwEAjgq86f\nP8/j8TDdyOPxgNUAzQAclePj497e3i996UtoPgWzD99J/df/+l8lEgmo02w2\nu7u7G3cGxQ2BQDA9PY0ul3w+j7ZM8A+bm5vr9TrUpQF5wp47nc6lpaXFxUWQ\nzAHTEM+ZR/DLTqcTU2FlUqlCLi8Ui1Bxwn99+vTJ/PxCe3t7PB5fXl5GqZ0k\nybm5udHR0TNnzjANqMTzzkfW87H2p/ERuKpwOPzgwQMwlRg86/RbrFYqXB6v\nmCo1HnzAppNh6rLipfPUy69wSTL1O7+THx0VvPlmdm+v8s1vCp89q3/4IV8m\na9RqjWpV+PM/T/7mbwrUavZ778m++tXi5mbt1VcrtRp99ar6/HkuQag0mkgk\ncuvWLbfb5fP519fXNzc3oeCOOxkbG+vt7UXBjyAIqEB0dXW99tprOKh8Ph+d\nJx6Pp6OjI51OP3jwACwWZpsy2pc4q9CAYVRgP4cBj4yMgMJbrVYxlB6ahwip\ngVUz/ZJYWKVSeebMGeYlMgvLgHSn9WVP43c9PT3Hx8dvv/02OqD29/d3d3e/\n8IUvOBwOBD8oBb/44otMbAaQZ3Z21uVyNTU1oVeKoXeBus52OBxjY2NbW1tc\nLlen0wEBAH6LU5vJZFgs1uuvv47BOox4MkJSZjfDWa+srBSLxa6uLshMu91u\nzNKFj/5nZgNFoW3QbDZPTU2Nj4//0r/8l1wer1gscrncrq4zQqFIoVC4XC6g\nKlh6jPplvo2Zl9J4PkWIWSxgSfCzqOrBkX3uL/HZSrVaLpVYIm7p8n9vsFhC\nsaiRTNP1eiqf5zx4UBEIsr/zO0SlkmOz811dGpGokMnQLFaZIKr/8A/0/Dz9\n3e9SMlkllSrkcmStRpTLPD6frNVQI5DJ5efPn29qamKxWGfOnGlvb2dgO4g8\nq1QqLCZaKjQaTTQaxeDPhYWFcDgMb45UBq8Na4IAlEGRyOezxwC8Ix5g2miZ\nvYsSKKQVjo+PR0dHMczo6Ojo008/ffvtt7lc7u7urlgs7uzsZBbqcxaBgR3h\nGZ49e/bCCy/AaaApkrkWThFBEMi/vV4vCnjlcjkSicCTMBoU0B4YHBxUqVQg\nPAFuQl0DVTeSJKk//MM/1Gq1Vqu1q6sLrGekq0xZgiAIo9FYLBbBREmn0xRF\nPXr0iGE/kCR55swZLpe7sbGxublZr9d9Ph9Gnno8HgQuaL1CuAYtdkAYkJMQ\nCARLy8vRaNTn89XrdYlEotPpoAUpfZ4w4Yj39PQUi0XI5BcKhd7e3oPDw1Qq\nhbGMCBKI57KbXA6HJgiMYE2lUhMTExhgi0I0oEpmfBxFkbTKy1JY6uU8AYhH\nIsm63fz/5X/hyGRCtVr0ta+R77/Pk8vZFJWLRqt8Pus//Afq0aNIsch+8oTV\n1SU0m4tf+5rsgw+4NM0TibhsNo/HE/D5GBfIIKO4Q8ACaJIrFou7u7sYZwB6\nHtBliGV89atfRcoF3uDe3h5D2geoiVcuEAju3bu3u7vb3NyMw8lise7fv7+z\ns4MSMTa02WzO5/MYa6jVauFUC4WCXC5HYjQyMgKNMJQnPleROm1lwRHt7++H\njIhQKMQkMIa6YDAYcGm4RBwwIKyxWOzGjRvIeRgvwWCmUql0f3/f4XAge9vZ\n2YG6K04m9du//dtyuRxuHd/LCGsyD8lisXp6eiAdOjY2BhU7lUqFpjmxWIwp\nP9vb26lUCpUe1ADtdjsAASyZRCJBcXVhYQEkQ0DfOBIYtIcNCqYIA5dgvTAh\nA74MfgqC9I1Gw+V08vh8RDxsNpvH5T7u6Tk4OEAjP+ZnYGoKcFycSQ6Hc3J8\nzCJJiURSTWdKH7/MqqWq2pc4dKnMFxb/9m9k3/9B/rXXBF6vkMViyaTlP/mT\n+t5+rl7nvf02RRCsP//zk/5+XW9vY2mJ85WviJxOWiwW8flko0FnMhK1GhVR\nhlYGuAdbluFVQmdqZGSktbV1a2traWkJwBzSTew/3C1kvNA1gMAO6SmsIMyn\nUCiEsieuC/EUzAiB90fGjMQOwS6qvhD4RlLv8XhsNhszJeZ0XFF7Pl2ReM4F\n29zctFqtKysrGOmKSid5alIBjGAqlYLd3draQkKp1+vBEEe1FS8OyK5GowHn\nAbhsS0uLQCBgkGMKsCVUAphH3draunHjBppmEZgSBPHSSy9h2q1SqfT5fEBk\nEPIilkDQg5IgIBK9Xo/irVKpnJ6ePggGJWIxOPmNRgOzLpB4MhOFPteVcHq9\nSJLkcbkzMzNOp1MikaBRzGazYaQHHPHw0FCDppUqVSIeLxQKW1tbFotFLpOp\nNRqfz4dOlZWVFXD7c7ncD3/4Q4CChZMIa+aPKLWzaHyfRReK1Vrlv/13en+/\n/vbbfI+HJxAk5uaoP/0+US6XLr/Af9LT6Doj+IWfbwwNcUOh2v/1fylevFw6\nOEj+1//K9fkyV6+K/vAPKaOR39ZGNhq152OrTpP0mBgmEoksLy+/+eabOp0O\na9ja2oplYZBI5lPYUpBIYmrajedTQjEmiNE0gUraxMTExsYGGopw7DGXGRuO\n4WfCBGI8HQB1xvKdDluhNcTgWSKRqLW1tVqtos1ubGwMk1aBuM3Pz29tbdnt\n9sPDw+vXr9tstrW1tcXFRSiHms1mvV5PUVQoFPr444/tdjuE8CuVikQiQZqO\na+Xz+bt37wKEJQiC+rf/9t+Oj4/ncjlUnIFYgXRjNBqj0ShUeZ1OJ7qQZTJZ\noVAAkX5mZoYgCIwDRzUPeMSdO3eCwWA6ncasHBw4u90eCARCoUO3242lj8fj\nePh8Pv/48WM2m727u5tMJiEYgUodqnas55M/QGicnp6GoS0WiwxgBO7z0vKy\nUChUKBQSiWR7exvdyFDmyWQy9+/fV6lUy8vLPB5vd2dnaXn5xRdflMlkHDab\nJVVk1D9f0b0ZXRkuZCu0TF0fflQv5ljf/jWCx8ufxEt//sdxA5/zZ/9e6OvK\nfvAh9eqrxUCY/5X3YhfO8Ww2lkqd+Ogj1X/6TymBoObxiCIR8tVXSZdre339\ncU8P5GwLhQIANWbaZSgUajQa7e3tWI3h4WEUuuBwy+WyUqlEGzPYrugCQCkV\nRqFWqyUSCeijXb16FVRrJthFhIDVYJTn8HG8l62trUAggH7DfD5///79VCrF\nYrFu3rwJ5BhflcvlAH4tLCxEIhGkU0CN8JrwrkEGYHh/W1tbmUwGw5oZLFIu\nl587dw60KoDokLpSKpUPHjxAzzMQSTwyKFmFQmF5eblWq2m1Wuqv/uqveDwe\nNAGUSmUwGAyHw11dXT6fD11pbW1t6JpCIRdddTdu3OBwOCsrKzqdzmKxMPOz\nAZDl8/mOjg48AEVRq6uroH0ZjcaOjg4EA0NDQwsLC5cvX97Z2UHlTC6Xh8Nh\nCDfAT6FUhvCuVqtduXIF/ce7u7sul6tUKoEkfv369XK5jLj57NmzaHbL5XKR\nSNhstgwNDlptNjTSuN1uj8ejUCigTKFQKDo7OzkcDl8gYBENvtZAJ0P80d+S\nllb58m6NZ0txmSPr/FWjzSTiKTjkQPMXtgWObymD/019/FHjIOQo/jXV8NiK\n/016dFfR9mvmF87RFy+avv51yyuvcL7xDb7DIeJwtgJbBMkSCYVTU1MQyoSP\nA7oO6QYwBACNQ+WFw+GAYIqAEqDYT37yE3TMY7onMEEejzczMzM+Pu7xePL5\n/PHx8dTUFOS2cQnUlvD34NaJxWKYZ8zJikQiPp8vnU5fu3YNTPytrS2bzWYw\nGBDdRSKR+fl5MB8gU1Aul4EXoRhGkuTs7Gyj0WhtbQWOgVes1+vB1s/n80ND\nQ3a7HT2YSqUSI7Ah8YsqQzKZjMViUFzFvG/g7isrK06nE6LtSNeo3/u939Nq\ntahhsNlsi8XS3NzM+GWQ1hiOXCwWQypQrVbdbvdLL720v7+PPgJIuwHeg7ar\nWq1GeWZhYcFoNPb29sZisUwmg2Emdrvd7/dDWy4Wi73//vuQ+oJuzdbWFvpA\neDze9PT00NDQuXPnQA6SyWTnz59Pp9MolqjVauhEY0oyo8lFUZRAIBQKBd1n\nz25sbOzs7EDVi1FNbGtrA//t6dNeNpuUSiWVYp7Dl5XWBrWZuznh2Ua6LFj9\nqKF/UWBtE0l4pFBejFZl5365vnGdTm6WOX7hyR2299fofIzkqKWdX+MIBLTF\nIlarWQTBajToep3D4ZjNFrvNxufzA4EA1LKYQJAkSYxGgrQCh8NB1woqLB6P\nBxAsFCuQcSMlRfDG/MhkMovFgviPpmmj0QgGLSbJI8ZgpDeYDggYSI/H09zc\nPDQ0hJkw7e3tkP9GIPHjH/+YxWI1NzcvLi5ms9lwOAzdbYxjYGZnYDYbet9P\nc7KYawFuT6fTMzMzS0tLXV1dOEJMyLG0tNTT0/PBBx9IpdJ4PB6JRJaWlmB6\nVSpVf38/qAuQfaEAUyPOA3kKdQtGsJvhIx8dHX3yyScmk0mlUun1eplMBqIW\n5GR2dnauXbuGzuPR0dHd3V2RSJRIJFD+bm9vNxqNBEFAML9UKq2urvL5/Egk\nMjc398UvfhF5QDAYnJ+fh4rT5OQkJktJpVJGvOnWrVu4+rNnz1wuFwSgbTYb\nNFEY8gSCvydPniSTyc7OLgxH3t/fNxqNzOQtmqZz2Wy5XN7cXK/T/OXlHZNZ\nL5RKSPurW0kLp/NrCk4hwcrOVjr1Gp2Az+fr3TXnW1wBh+36CuH714Lml8nm\nP5C4vDXz62zvu2w2Ua/WSoUCQ2hEfwHQCbFYDEUIxhZAy3J4eBhs6EajAWkF\nAJM/+clPAAscHh7C0rBYLKfTmUgkMBF3ZmYmlUpBvQHzodD4Gg6H4/G4y+Va\nWFjo6+uDli0DLzIzIHCHx8fHsVgM9nh6evrixYsIDrlc7tOnT6GOaLFYlpeX\ncYQgW4RaJnw3RhhtbGy89tprTAWO0eBGoAg5ZZlMNjo6arfbz58/Dzly4tT4\nN3gD8L+gUyYQCDATD82eaIVA5Y/62te+ZrVa0+n08PDw3t4eM6/ntGA3s3ch\nJ80U5ZDJQvGZzWZDeaVer+t0OqFQGAwGl5eXm5ub0csPohraf9FoX6vVrFZr\npVLB5CBwNUBTwrBgv9+Pd4/hKuA6Go3Gcrk8MTHR3NwMcfrj4+O1tTVAAcyW\nvXv3rtlsvnTpMsA1xDwajWZhYQGm7jgaHRoa2txYf/eDXxCv/5A9/X229T2e\nTEGy2ZOh0knkoO21nzsgzx8cx50+H5fDqRQL1WKObhAsqkFS9XKxKJSLauVy\ntVIgGlWCIOuNBsVmN2gai4MBqCB2ol8PgSxzhysrK+Fw+KWXXjKZTCBXYDNB\nEl6lUvF4vHv37h0dHWFg05MnT6DvXigUpqen8/k8ZmWBOIo3FQwGITaDugmL\nxVKpVPgHbC2DBa2trT158gTVUTabjbCKw+EsLS0NDQ0RBKFWq7e2to6Pj4PB\noNlsPnv2LCBYyCAA98Vum56eTqfTdrsd54HZOahjZbPZjz76SCKRvPnmm0Kh\nMJvNMpNQcZDy+fzGxgba1/A4MMknJyeoPyMIIZ6PcaR+8zd/s6OjA9WLcDgM\n1U6UQ+n/cQY7oxgKaBqIGAwbfqNQKICAYKyA0WjE+CRGrAUvDFSV9vZ2p9OJ\nw9RoNO7cuQNeCFMg0Ol0CPk5HM7ExAQ6MRYXF5PJZFNTk9vtxthHLpe7s7Mz\nNTWFeVSfud1abX1jw26zYUI5ssbm5uZYLLa0tAQKFWrcKpVCqbYI1v5/hupE\nw/HLEouTqFVLuZROq9VoVFKFxKuTVyd/LNR6+FJlo0ELhEIul0dRHILFEnw2\nyInkcnmgMmJNkH2jPwKkp62trWKxCLEwpq0PPECQ0eRyOVYGsj/QjgAPxm63\ngw7mcDhsNhuILEql8uDgAEL+aF5F+CiXy71eb39/f6FQuHjxoslkmpycBCNU\nIpFA5ghkQngw9MZcv349k8ns7e1hgLdIJHr55ZclEkkikcDMV6ZXJxAIZDIZ\nmqbBdoA8h0wmg8DF6ZoFU2WF7UQldX19fWxsDOI0KB/Aez9+/Njv90MJCvLa\nq6urNE03Nzcz8+7QScHhcKi/+Zu/gfOVy+Vnz56NRCKrq6ugdROnBmcSz8XG\nPlcCKZfLgUCAw+EIhcJAINDb26vT6VAZl8vl9+7dAxTKYDHEc3oXI5aL3+/s\n7IBRiqcVi8VKpfLmzZvHx8ft7e1tbW0WiwUcQoijnFaj0Ol0nZ2d6GUAdkOS\npM/nA8/w8PAQ1MRqtYqRAblczu12x+NxkUjU2XWm0SgJnO/W7N8SOJpZBFGu\nVAYHhyQSydrqcjRV1oX6ROPfydTUIt+LtXKRwxcUNkeSj75PqrsEchUTlX4O\ncmeaHaLR6MLCAmYou91upsWZQVWvXLliMBgADJ1ebeAkBEGgK4E5yahKLC8v\nx+Pxjo4O8OOYgi14+qFQCMQxpVIJcQDYsK2tLYSkCDMgjQhiCRhtXq8XU3zh\nke12++bmJooaGH/M4XCYSWyM+BzGojO0TyzFadlaTPyCiDmUaZjyLEEQMpms\npaUlm80eHR2h/mowGA4ODmKxmM/n29/fZ2iln5VOf//3fx9XwiDFra2tYDCI\nmUdASYCnoCsVLg+eiNEVu3XrFrR3AoFANBptb28/ODhIJBJms7lQKOh0Oiin\nQiri+vXrcHlwItvb248fP3a5XCjwAh8BqoIXIBQKIRMJVAWyA+geg63CSEQQ\nIGu12p07d8LhsNFozGWzqBbevn07k8lAVQk+AXKQExMTy8vLQqFQwOexBKK6\nWH64v5tIJDBDNBgM1up1lVKhsTWFkzXF5W/Nbe6vLi9Y3f5Uz7+Rbf9jVnSG\nY++s5rPFUhkNWHBquP9arQahNZIklxYX33zzTZT1saRYwOnpaTDTkXSCgMYI\nnQSDwf39/Xv37kHBBF+L9leEoZhABjRwb28PuU48Ht/e3s7n82q12uFwYB4B\nJkrXajWTyWQ0Gn0+HxA3QFGMHs/6+jq6OJFCTU5ODg4OYlA6jCgSGJqmrVYr\neFWs54MnoO4Yj8fxfgFxAEdDhwgz9SCfz+v1etRsGYoZTdMY7USSJNJoiqJQ\n7rp+/TpKX8zfU3/6p38KqIjD4UDnFoKm9+/fz2azSEJRekG1VygUgsmLqemb\nm5uXLl3yer0kScZiMYIg/H6/Xq/3+XxwUmApoAqCTQlWB5wm5qUgNb516xZa\nPWu12rVr19LpdCQS0ev1kKEEdPXgwQOlUon+YISkTHCGQBCDnnd2dgLb2+vr\n6xRFXb58+ejoCMxikiQtFgsiH6/XWyoW44mEy+Xmsqm15cXh4RGCIEC2X1pa\nunz5ssftpERyQdNbEpXuYH8vny82Nfm4xu689JL64tfYFIvD4bLZ7Fu3biUS\niaamJhSf+Xw+yWKlk0mpTGYymTgcjsPp5AsECFFGR0dHRkY6OzsXFxcxkwiE\nLEY6LhwO3717NxKJ1Ot1pgGBWS6g/V6vNxaLLS8vz8/PF4tFTOb2er2hUGhm\nZgbT1jG0g6lLY4kgGIwcEV/L5XKTyeT4+Pgbb7yBwUQQuedyuZhvuLOz093d\nbTAY/v7v/57H42EaXDQavXLlisViAeGVz+cXi8WBgQHMz0Fqj/Ib3guLxYLw\nAPj7qHeUy2W4e5qmMQUWYyuhDAtFTbCIRkdH0a1AURT1Z3/2Z6lUCrYqGo2q\n1WpMKTl79iyKvAwhPJ1OwwArFAqk5PF4/OnTpygNw3Yih2WmA5AkubCwMD09\nvb29nUwmw+FwR0eHSqXCpF34a0ybh0akwWDAZHHMHS8Wi2j539ra8vv9mNwn\nFotPTk5gmfr6+jD9B8haLpczGo1oAcKkO7vdXsjn5+fnX375ZY1Gc3JyMjIy\ngicSi8U2qxUqGDweb2xsHME3j8crFArY2bVajcflNmplDpdnsVisVivFYnHF\nMqG1mcVmA2oCX45FkmwOBwgaRH5MZrPBYNja3BwcGvL7/XiL2BA6nQ75dTwe\nPzk5Acssk8ksLy9jD8FXejwexDYAO/GCbt68iQYHzDSEji+ATMwfPTg4kMvl\n6+vr6BRAQZGZrcCMKiAIIp1O5/P5dDqdSqVefPFFzISBxAvmNTMjPFEixsxX\nFNLhi6xWK4fDSaVS8/Pz4Gp1dXUxPa0nJyfb29t6vR5hazqdvn37NpRoWSxW\nIpG4evUq/g3JJp/Ph87Zra0tqIFjo6dSqcXFReYkUN///vcfPHgAVw5umN/v\nR/IkEAhAC0J0gk+63W5sWQh2tLS0rK6uHh0dYW7HyMjI1tYW2iYRXfF4PMjW\nwrDDho2NjQWDwcPDQ5ReRkdHt7a2Ll++jFNOEATeK5BnsVh89uxZaCqqVCqE\nhj6fL5vN7u3tgf2J4h79fCabUqnEPAUUXZjhRNlsdm1trVwuj42N2Ww2sUTC\n9OKx2exIOIxJAcPDw/v7+6VSaWFhwePx1BufVdUPDw/ZbDaLJCNHIZFYzEA5\nDqczm8ncun3b43aLJZJ/+Ie/BwxCUZRKpUJGixOFhmTotaPvw+l04szs7+8D\nMOJwOOA1w6iwnk/1QCTH5/NXV1f39/c5HE5TU1NzczM0Y9DHUavV9vb2TCZT\na2sr4p/PJSQgK+/t7Vmt1omJiampqWq1Oj8/f/bsWdjF6enpzc3N1tbW27dv\no3I2NjZmNpuBLYpEovn5+ZGRkaamJkAHLBZrZ2cH0lWXL1/u6+vDRCDsvKGh\nodbWVmA+bDY7Go0Cw6KfT9xGTx5G5QAEpGl6e3s7HA4D8gMzobm5GRMnuVwu\n9Z3vfAczGiHAIRKJCoXC0dERl8tF6MAo3SEOs1gsmPVqMpmGhoZOTk4uXbrE\nzH3l8/kIZZhPoW4OIYmLFy+ChAGtOAhV5/P5VCqFCb8MsRB6b6grokTJTMCa\nm5sD4WZychKZhN1ur1Qqa2tryWQSE8iQD0EpUSaTgSAGGZGzZ89iA5nN5kgk\n/OzZKJvNfvDggdfrtdttMplcoVCAFQlsCJPWANZcv36dx+OVyuXrn37q9XqZ\nhhD0n2k1GhgJqKYxHCvYM4qixsbGJiYmIF8MpA8bEVIaarW6ubkZ2ST8LAoB\n4KxBRKxUKmGhdDqd3+/HzJZKpWI2m4GNoC4FkBE4w+n9ivRgZWUFwjnwin6/\nH/kWwk2cJcxPNBqNwFC3trYKhQLACujNgxGGp8vlcoVCAWMoIb4pl8vRutLV\n1SUSiWZnZ1dXV9va2s6cOQPKBI4igr1YLPbyyy+jOIysAAE3PP/29vbw8PD2\n9jZBEDdu3DAajWyGbZBMJlEqDIVCg4ODb7zxhs/32cBBxje98sorcAqwasfH\nx+glwtYslUrokgUAydBZgCcsLCz4fD40mqM8hvmJlUqltbUVsCVCLgZnxrqj\naQnhvFKpfP/999ETdvHixXA4jP9KEMTa2ppQKETZBuR5prOP0RDBzEQul3vh\nwoVCPj8zM4vBEoiY1WqNXK6Anc7lchh2Xq/X0+k00MQvv/eeSCxuNBrvvffe\nafAEXfaAOwiCQPmQIXAeHBz09/d/+OGH58+fd7vdWAEk/ugIqFarDx48+PrX\nv16v17e3t6HGisAXtkOhUBweHiJMFG9iMAAAN8pJREFURy+1TqfLZrMwoqe7\nEvCkBwcHAoEAF/rcD03Tb731FjBaUBzhD1FhSSaT09PTZrO5paUFg13ZbPb5\n8+eXlpagMe/xeJqamrq6uvAIaKaAgCEud+7cOVgrUAJxquVyucPh0Gq18BJi\nsXhmZgbatHq9/o033tjd3WX0tU7/IF0RCAR2u91isbz88starZb64z/+Y6RW\nH330kUwmA4jN5/MHBwd9Ph/DGwTTEZsDRggb1Gq1BoPBYDCI/uZqtQpey+c0\n0rLZbCaT8Xq9mUwmHA7rdLrLly8vLS3dvn0b5WMMvnI4HAjagsHgJ598gloa\n+Kxo6e7q6sIom/7+fuiJq1QqWCO3241Ii/ifkOeBFN6/fz8ej6MHtVQqvXDx\nokKhgIwSEnwGLWJM1Pj4OFStIaII5QSm2vJ/K4PKEPXL5fL42JhAIMjlcsH9\n/UKxuL2zA3XUYDC4trbW29srEAi++MUvarVaBAB6vT6RSGBH3rp1K5fLeTye\nW7duAT969OgRBr8j6WRUkhidEYIgrl69Cj8GBe3PyUGcphQygBroNQAEPR4P\ndGSRyTBteZive3x8fHBwgOI5arNra2t37tzBNKhSqQQa5I0bN8DiAIzFTMPD\nwg4PDwPBePz48f7+/urqqtfrZYZ6M7cKQsvm5qZEIvF4PDCp1O/93u8JBAKQ\njJj5WwKBwGazgUQLdkEoFGKAN0gzz87OxuNxs9m8uLi4vb2NDuPl5WWUUpGX\nMGITSPPr9Xo4HH7y5AkaZcvlMhRCeTweqh0WiwXxPvBLODtEM1wuV61WQ3i5\nUqlks1noWchkMtbzMXTM7E9mRAJsWM/jx6VSSaVSobprs9ngmxwOB4/PB3gH\nr4qwcnFxcXJyEkY6nU6PjY05HA5U3QKBQCQSgSIB3v3PSvqj4gVLVq/XC8Ui\nm81OJBKfwTSVChziwcEBRAu1Wi1U+iDZgq7/1dVVgUCAGV00TTudTovFkkql\nMCEC1XJcFJVqPDiE2axWq8vlWlxcxNhorAbuDa8DUy02NjZ6e3ttNhvEUG7d\nuoVS3Pb29ujoaL1ex0hXlEnRuXBwcBCJRDB5nlGMw52jIA8Dl8vltra2kEyj\nHa3RaBweHmLkOVS80XoAvXK73Q4+JHOfeIkgIhYKhUAgkEqlTCZTpVKh/vzP\n/xxnXa/Xo47ASPKCosXhcNbX1x89eoRRH+i7Iggik8kEg0HI5b3wwgu4GPBU\nVERgpXCqEKE2Gg2k4ehOViqVINRi8onb7T49kNfv90OS6ejoCNpjcFU4gnq9\nvrOzU6vVlsvlO3fu1Go1IAwojeIOAT6XSiVMs8AMM/gQTLloNBrPno1UqzWD\nXo8YC0BjNpstFArQtQwdHp7EYt1nzqDlY3p6+uTkpKmpqdFohMPh7e1tRMan\nJf1h87a3t2/evInylcViQapksVgwK4EkSaPR2NTU5HK5TtcIGKF9OFBQiiuV\nilKpxBhHqVS6uLiIEjdwQ9w5w/lHCerWrVtqtfqdd95heqKAM+IPUIDIZrMY\nlk3TtEKh0Ov1+/v7EokEg6QxTx6v49mzZxsbG3K5vFarRaPR999/H/08eLNQ\nC8C7m5iYCIfDINaUSqWpqanl5WUUiU5OTqD6ygjTIqQmSbK/v7+5uRksgtPd\nFigBorsYTK5Go8HmcDjoGYcuOEEQmKm3vr7u8/kwvai1tRWROCjSAoGAYdYE\nAgF4RtxxIBCANhPUhkG0Y9S1YFoKhUJLSwteOcZOM3UsnBC8A7x4zG00mUzv\nvPNOqVTCDE44IMRJUL8DqwbGmImh8e9MOv3i5csisRi/YZJQvMJg8IDFolgU\nxX2un0cQhFgk2t/fd7vd2Wx2fWOjye/X6nT44LvvvgugUSgUHh0dbW5sAH37\nXByGXhRoFANCZhS1iOc0A+YH43ZP/wYpLFP1ASC/urqKfmP08WMwWCwWQyPr\n6aGNx8fHJpMJYBPSaChoY4wwdh5oCa+88opIJFpZWSmVSkajsa+vTywWY8Oh\n4R4Pm06noa7M4/HOnTvHrDz2Fow3ViCbzTKBBxQdX3jhhVKpNDc3Z7FYPvjg\nA0gEQRAJhdx0Ov3WW28BQsYq4VngCVH87+7uxkUpiqK++93voneCzWbPz8+D\niCgWiy9cuLCzs/Pw4UNkpmhcuX//PmTbSqWSWq1m5DkAMNVqNY/Hg2IxRm3B\nuTPaIdFoNJfL7e7uIlr66KOPDAYDxFBxi+Vy+ebNm4AdmE9ZLBacgZWVlZ6e\nHhQVmepxpVJpamrS6XSnBeHQ8I7RLnfu3t0PBjHjCswP4rmuBIfDgRgbfoma\nE0mSiWQS6d3i4mI8Hr90+TKj/xyNRBRKJVJMu93e0trKtMqc3nPocHK73evr\n65OTk16vl2mq+9luC6aKe/qX0Wi0v7/fZDLxeLxGo5HNZu/duweNS0DgeNhr\n164dHR2hSoIPHhwc3Llz5/XXXzcYDEw6gTLE7u6u2+3OZDKffvopm81GgUap\nVD569AhKPxcuXJidnZ2dnY1Go7Ozs93d3dlsdnFx8ezZs+3PFSlhpPG1WEZk\nF3gubAk8LKTc3G730dHR+Pi4z+dbWFg4ODhQKpUSiWRycvL4+LitrQ0NPExH\nzPr6+sDAAObhNJ6PRz29RNTv/u7vMmEcRp0wR1AgEDidTuh6FotFzH00Go1i\nsXhgYAAhBMiHjGoDbC2mhMrl8oWFBalUyjAH+vv7j4+Pv/zlL+M5XS7XaWAL\nRP1oNAriLG4RUsZ6vR6iaN3d3ShDMwwYAGHM4HQcxHg8DukKBFIQU7l//z6o\nCwRBzM/P9/T0uFyuZDK5srICKCeRSDx9+jQWiwWDQRDejUZjOp1eWVlBDv74\n8eNQKISWDSRD4BYyiF4+n8dECYbMlUwmM5mMxWJBdXRhYQHGEiwnnNWfbVUn\nSTIUCu3s7JjNZihlYGLH8fHxxsYGEAk8LKwpXjlYUdgoR0dHEokEk0RlMhk6\n8Px+PzP0vVQqXbp0CT0zWq0WyruAdyDzj6E3KLCJRKJkMolqNsqwiHEfPHiw\nvb3tcrkymQzCEpTxIblcr9dRdBWLxR6PB3WWra0tdPsg9kMdCvAoVgOkahQ4\nGander0+Ojq6ublpsVioH/zgB2BbQqMFHpYgCLFYDDG5paUlq9UKs6zVapED\nxuNxCEZcv37dZDLBUgL1gCMDN2B3dxcxK8M1hiYUU1nt6+vb2dnp6OjAOwPT\nTKVSMQn74uIibINCodBoNLgThoSB/IMZ/4D09uTkBAxuuVw+OTkZDAZfe+01\nFou1ubnJzBmFVbBYLKFQaHp62uPxgHHmcDiSySSHwzl37hwaGRhZSIfDcXJy\ncvHiRZyEgYEBKLKgGslA1yKRKBqNgsaP8hWa8hA8QImxra2NadiCBYUTO61B\ntr+/n0gkWltbxWIxwgyBQID+MLyIWq2Gk4ZXxgAd4L8+ffq0o6Pj8PBwbW0N\nuQ6jEYgi/vr6+qVLl1AOQMljcHAwGAyiqwcayM+ePUun01/+8pfn5+ehhYru\ndoB6aHI0Go1yuRyItdVqzWQyuVwOOoJIppFd4CPYzd3d3Xt7e729vWCUo+rO\nSPoBqezr6zs8PMQ+hCJ0LBYDnY36kz/5E0Tun6MRYQ8Fg0HIm1UqlZGREQAr\njMwWQRDoYMY8ztNRCKJbAB+Mzr9CocDBYnYkWjXA0kilUqhuE6fI83a7PZfL\njY6OQpwfnzp9q6dp8KD53b17F7N6k8lkOp0GPRyq+zhRiMOsViuGmgCDPH3k\nIEPE0JQglJ5MJhHPoZF9ZmbGarVA8Y/ZssgS9vb29vb2gOwwMTpKlKVSCa07\nDCC6t7cHajzgbYZIOjo6CuMHYgDTSj4+Pp5IJMCU5XK5P/zhDzF97vRqoNAf\nCARWV1e7u7tBFTitmafVan0+H1OKB7Hu4OAAE8KYcAKlAQzJ6ezshBAg81UQ\ni+Xz+U+ePIFELkxYJpN54YUXIDCAgAr7gabpnZ2dw8NDhD0vv/wyNBxgnpmX\niDuMxWJI5sCJAbEGqSH1R3/0R3BzxPM2X3h5Zl4cSnPRaBS4j1gsvnfvHlS6\nisUiI98HmAxJHwhHWCCGXwzwAvsAMgIkSapUKgQeAwMDc3Nz7e3t2PrgeeFT\nqAM5nc75+XmoRqKsB3vDXAsQj1wuR8cf5i8MDw+jEQrRDpYGxr5QKNy4cUMi\nkej1+r6+PsbUYZJRPp8XCASzs7NjY2Nerxfy6jMzM83NzcjzWlpa4PXgChk2\nN3rcc7kcFDQQ9bKfTzxcW1tD2QzhEDwSn8+3WCwog2E34y3qdDowp7Dpa7Xa\nyMiIy+WKRqPItdHcB0o+bBhmez8HQ555vV6/348LbW1traysMFKeQHgYkSUY\nMJPJBE4WiBMGg2Fubi4Wi0HWE3YHCgnoUgSKl8/nMfsArFGr1YqptnNzc0tL\nS+jSw0vv6+uD+Mj6+vrZs2cJgvic8DxeEyQrMbYNjdw0TU9OTh4eHjY1NVE/\n+MEPZmdn+/r6wChjZPaZf4OHKhKJwD0gSRJTzdVq9ccffxwOh+Honz59CpVj\nhJWMtahWqw8fPsTAS+jo7uzsMLDilStXUqlUMBhMJpOdnZ1wNwhtmY2uUqkA\nSYKchinxeDe4FqOjCNsMLLBSqajV6paWFoqi9vf30dmHk8BomUPijsVihcNh\nfL/ZbAazArzHeDyey2YtVitJkgaDAVkgRVFra2tLS0to0GAqF8yWRfNWqVQC\npwcriSat1tZWxIW4Z/QgAHebnJwE0zmVSjUaDQgc7e/voxIGqGthYUEul4tE\nIqFQCF6BWCx+/PgxJABRGEdUUK1WwdlgsVgAa+fm5iKRiNPpxMICrAW1aG5u\nrqmpiYkaAUfieDudTqCzDPJ9eggF+CcYT8dMvMERYrFYBwcHEOxGzAO6D4IZ\niUQCOujntiwzPQGmCuNzl5eXkR2CFkd973vfg/FDOR7wMiOWm06nt7e3AdCi\nw5bFYkGTi8PhgCoB7hX8O0SU8IZQzEAKUi6XLRaLSCSamZkJBAJ+v58ZS4m5\nERaLZWJiIh6PQ1cB3ZsYObu0tIS5FK+88grYG/BcqOYhkxMIBKlUCvRQPDwK\nfWjdfPjwoVgsRs2CaRgUCASorqF3DTAkSFXw47Ozs8lk8o0330RoDuyGCUn3\n9/f39/cPDw8R5gKeazQaWCIYezAGmVYFDHc9ODi4ffu2z+cDMoXiPpIPjUaj\nUChu377NYrEcDkcwGHz48CGGDUF3dmZmBjCTTqd7+PAhi8VCz4zD4RAKhei3\nk8lki4uLCoUCaANiXEyiU6vV4GQhFAQJAQ1/GMUKSO7TTz8FKzIQCKCezzQF\nwIRjifCw2Kw8Hi8ajV6/fh2pG8AvvFlcBSvAYrF6e3tTqRRJkiCs4mYYguvp\n5SKey4319/dLJJJIJDIzM3PmzBnqd37nd54+fepwOHQ63cHBAbLX4+PjaDRq\nMBjm5+eXlpZwYdizn/zkJ/l8HiEdWucQjiB1Y2DRWCx29epV7GMMSgW7p1gs\ngi0PR4PODWjjiESitbU1VBkgkoD4pFgs2mw2UIyZIRlM3IwI6ejoaH19fXFx\nEeVvpmCLYkytVjs4OECvIpvNnpqaQiv22NhYqVSamZnhcDhoDWA+hURhf38f\n87zxS4SPaHfGqFG0Cup0OkaZ4tGjR8FgEAJSPytZh+YTCKLAROGXlUplYGDA\n6XQODQ2hhRjGzO/3I9PCdTGzE/Mr29raYFkQXBWLxYcPH+r1ekTnwFVOg7Um\nk0mtVh8cHIDDyswYoyjq6dOnWHYwUXCHNE0/fPgQlDQGYyqXy1evXuXz+eBc\nM6UfpGKwndivp8VBGBgE4b5Wq0VHOCKT0wnJaZgvGAwODw+jHwlWEtke9Qd/\n8AdsNlur1RaLxStXrnR1dXV1dU1NTREEIZVKd3d3L126BDY3UBVoQcZisUAg\noFKpMCUQkQ3j0xGogZSEbNTpdOLPaJpGpQ3VYLR5EM87QFDimpiYQCRaqVTa\n29uRPVgsFnBN4NZPC5ouLS3t7++/8MILBoMB6DrcEJNwhMNhgiBQGeFwOIuL\ni+jEGh4eZrPZyWRSpVKhdQKB1OPHj7e2tl599dX19XXUcnK5HAr3UB6BV7Va\nrVh6RKvAAbPZLAOlIStg5gsActLpdOCvMZQjNIBsb28rlUrUbM1m897e3o0b\nN6DrjVi2WCyi6zoejwNS1Wq1+Xwe8WUymQTHElK+cLXM2BJEk/F4/O7du3K5\nHLP+cAOoUUNS88qVK9Vq9ezZs1NTU6Ojo2+++SY6GjCUhqKocrmczWYTicT4\n+DimF2KH5XI5fAmYdyAWMskG9t/NmzetViuEA4PBIOrhnxtwd3p/QwBhY2Mj\nmUxC/eng4MDj8VB/+Zd/abfbEea3tLQYjcZarWaz2Zqbm6PR6MTEBPhWjUbj\n5s2boVAol8v5/f7d3d3d3d2Ojg4gxuiNPDo6QjUL1HfwtrDD7ty5A+OK1iIo\nqzHAJCAqRqJwfn7earUaDAaJRIKUHJI+qPSixEXT9I0bN2KxGAZLt7S0IE6C\ndYcHxLFG05XP58Mq8Pl8r9cLNvCZM2dsNpvH44FmL6AWxHloDTKbzSDmQbAk\nEomsrKwsLCxA8AZeDC8+Go2ixRf3k0qltra2oOUPG8nn85PJ5OTkpMPhkEql\nqJ7v7u6i71cmk7W3twOdAGkYXFVgrsfHx7u7uwi7P/roI4IgvvGNb0AsB/O3\ntFptqVRCNywCNvhrbAiA/+DoAGTEbmZcPCCwRCKB+QuNRgOAP+j8FEXB6RsM\nBqPRCC3YSqViMpkYrUHwzmCVmHAfh3B6ehrKuHA7V65cOXfuHDOi5//BykJO\nwO12t7S0YCp5PB5fXFyk3n//fZgxKIxiiBTeGThjCFXBT8Og7oGBAZ/P99Zb\nbzG6aBRFoegCShTiS0ScSFAODg6QyHM4HCBZDE8eT4tc6kc/+pFUKn377bc5\nHM7y8vLu7i52LaPBJhQKc7lcT08PuLAIQJFawcDDDgHC/BwKtrq6urGxgaZQ\n3CF+v7W1BdAeUQS+JJVKbWxsIEaEN4dqGPbTzs4OdDRQuQgGg6Ojo/F4HNLv\nn376KQRUgMYvLi4uLi6iQ9Dr9WING41GsVhcX1/f2dmBBAnuNhwOj46OInAy\nm80ANRcXFxcWFiCsi+H2OMM43oD95XK50+lcWVmBgQcAcjoyYbjY6LYlSfL2\n7dsURYFBFggExsfHa7UajiigXKlUim3EZrP9fj+WCARoyBYhJmZmi+KPd3Z2\nxsfHgTdvbW3B2fr9fmhzaDQaFH7p5zMZf3bLMqnYT3/6U4IgQABUq9XoMqJ+\n4Rd+AVweDEuhKAocKwRPSGzBjMlkMm1tbTiRMIEwSDCWSAJg2z7TAaUoBK8S\niQQHBbEL05N+GmqBh0IoBqPucDimpqa4XK7dbqefz/fBcKylpSWoqgCeRL8e\n0ggYM3RPIKiqVCp3794FGTcQCCwtLWH2C3ZtMBh88OABcBmapjOZTCKRePz4\nsUAgCAaDSKFQ8EShCyqZ4XAYs0gReECyCmNeUqkU5vdaLBbMmdnf389kMggl\ni8UiCK/lcvmnP/2pzWb70pe+hDUEUlYoFDY2NiAhqNFoSJJMJBLT09Nnz56F\nZAkqOLiZXC6XSCRgC7ApnU6n2Wy+c+dOKBQCHsc0NhMEgfwS/ckghGg0GmhB\nKJVKlNnW1tbQcYTfMPk7uncQxQFEY8TnaJpOJpNQ4qjX67u7u6BHisXidDr9\n+uuvg02G2J3hToASiAfHf8UjpFKpZ8+eoasH0ZdEIkH08pnG3l//9V8j7rx9\n+7bNZuvu7kb4RTwfXQ52wsrKSjAYdDgc4KHhbDGgKXx6LpdLJpOgY6Noif1E\nURRiVqaS+dn4wmqVCXzxVYB7jo6OMpkMuk81Gg3+AC2+wGU6OjoQm8MkRKPR\n27dvMxKWMGBmszkQCIRCIYlEkkwmkSJ0dHQwpUjwZcHSgEQFSZL3798PhUJt\nbW2rq6vt7e0QzQQTiqbpsbGx7e3tlpYWtA/QNL26urq2tra8vKxQKC5fvqxS\nqTAFs6enBwrASNhpmvZ6vQRB7O7ufvrpp+D1oneSz+eD3o+mvMPDw3feeWd1\ndZXH4yEfggcDig7YslwuFwoF1AVffPFFANVIELGwBoMBw1Hw1GimZdiYQKAq\nlQrGTpVKpUKhIJVKA4HA3t7eF77whVQqNTg4CO4ywCymuRo/zOtgdtvw8PDi\n4mJLS0upVII6DsA+CGGhqo8/Pj2XgTFt2EUwYei4tFqtkNsSCATXr19PJpN2\nu71QKFSrVeoHP/gBPEipVJLJZFqtFk6KqeKiPc1mswESAnQFwjliSvABuFzu\nwMBAIBAARIwP8ni89fV1NDmyns+WR5h1ehwPvgrHl8/nP3z4MJFIQBEI/Ham\n3Mco+WDuTWdnJ7Q+m5ubQVwSiUQKhQKA2vT0dDweVyqVGCY4NjbW2toKIbqF\nhYVoNMpisQwGAyiXFy5cADLv9/tdLhfYmaFQCAYG0Xb4/9/WuTy1fV5vXEIS\nAglxl7BAAqGbAXGxje2ElJLEaWbcTOtOO5kuMulk1Zlsuui0i6abTBf9KzrT\n6WSaLuzYbuxAwNgYsMDCIG7CiKuQQBKS0A0ECBBGXXzst/zSn1c2BvG9vO97\nznnO8zxnezuZTNIL4GKePn2az+c7OjrgN5WVle3u7n733XfvvvtuTU0N8hiJ\nRDI4ONjQ0MCpaTAYmOeDCoqlhuo1Go2enJw0NTU5HI6KigqM57e3t0WvIR6P\nkwgtLy97PJ6ioqL19fW2trbNzU0MCpRKpRhAx+ROnhvzJQsLC+/evbu7u9vS\n0iJ5wyDjGwAEIUVxWJSWln7//ff0w+gY49gOWideB/lAcXHxwcEBn9bQ0BCJ\nRAgmYDi8R5GoiJfI63a73TKZTKPREAlVKtVbb72FUXN/fz/82pKSEpjERUVF\nrxu2EokEY0TypP8FaADqpVKpz+fDe5BFSXSQSCSBQECv11Phih4mvArEcUgl\n+/v7w+Hw/v4+/PbDw8OtrS1ug2pdJpOBi5FVE8JEF1ckTxqNxmq1Cg9utrW4\nbIKO3W5vaWlJp9Ojo6OXLl16//332QCkeiLrQA5JdVJaWsogWbp66IdNJhMX\ngDyLuEYS39zcDBIJOsG21+v1drudrBTn0Pr6eqPRyIfQzvlBmxcwCDt10cME\nQrp//75CoWhra/N4PFRvILiNjY1YtFZWVk5MTMTj8aWlpfLycqaFffPNN+S7\nGo0mGo16vV5yjPLychBD0XoVqST+yel0WqVSEYv9fr+gaXOFLpeLkCLIdLwO\nuVy+trYWj8dnZ2cx50ulUg6Hw+FwEASE3COTyUjeDKflTTmdzlgsNjs7u7a2\nhpCBl0iOVFdXB9sL6unm5uZ/lyxVC9gkXRwBKrFuYMOMjY0plcpnz55h/XV4\neJhKpVZXVwcGBpBNkwMAM927d48BVLAxjo+Pd3Z28C6w2+0PHz7c2NgIhUK4\nz2Jsz/k9MTGRTqftdjtB7d69e8fHxxh+FRQUEKfIMglPAJyHh4egsCIhgQiC\nRg1+O3VeaWkp3FNWKl5Rt2/fRgcGlKNSqeLxOCQK0X9iAxOdxV7i62BJaAAJ\ntYlEYm1tjSHR4qfIgnK5XDqdhiB29ma8o5B8np6eHh4e8rvAELBj9/v9qVSK\nQ1qlUkUiEcYcl5SUTE5Odnd3g0nhQb2wsBCPx5uamsbHx0OhkFwuf/r0aXd3\nNzeYfzN3TWQ+crl8cHBwcXGxsLCQXBbt0Hlc+ezsbGNjA0sBQE/pm9mGxcXF\nNLQvXLhgMBioz2CKcb8cN99++20gEGhqahIPkBJfpVKZzWaWSjKZpI6C903m\nNjk5OTU1lU6n/7tkpVIpDDQB1NOABiUeHh4OBAJGo3F2dhYKIpa5CoVienp6\nZWXl1q1bOp1OqGoxEyBxXF5exrNbKpW2trZarVaLxcJ509jY2NLSYjab6dSt\nrKy43e6Tk5OrV68WFBTE4/GKigo2DxyGXC6HMbLQSbPTEPNgegXKxlZOJpNb\nW1uxWKy6uhpDNRZHNpsFbaDsJTnjTPJ4PBqNhjDKh5NhDwwM0CPgDbGI8XPV\n6XSk0YIVRNFjNBpBlMSmoo0Epf/27dtHR0eNjY3SN+53AJyPHj2ibuONajQa\n4GSASMxZ2bcsO8wsqqurEcej/WehM1qavrTD4cCulB7e9PT01NSU1WoFJCFD\no8RZWlrC+Gxzc/PFixcct3CmoVlRHzMBFO8jo9GIwz2uP0Q5nnY0Go1Gozqd\n7vHjx9jg1dbWVlRURKPR/v7+ZDKJSxdeLZhh3rlzh0knQm4IkHrhwoVr167J\nz4MgYKVQh9DdI2olWSHqwQyC8LaxseH1et97770f/ehHjPfQ6/XQy7e2tvr6\n+j7++GPc0Pl+9oZgygl7R2EGWF5evrq6urCwYLPZ1tbWcrkcLqL19fVut3t1\ndRXD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