{"url":"https://api.github.com/gists/6224050","forks_url":"https://api.github.com/gists/6224050/forks","commits_url":"https://api.github.com/gists/6224050/commits","id":"6224050","node_id":"MDQ6R2lzdDYyMjQwNTA=","git_pull_url":"https://gist.github.com/6224050.git","git_push_url":"https://gist.github.com/6224050.git","html_url":"https://gist.github.com/mbostock/6224050","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/6224050/raw/b7a7542fea9b7cce260cf1254916e87f73f79ff0/.block","size":85,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@mbostock/best-candidate-circles\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/6224050/raw/bae7424ce8b0a7739052ae737d43f3314a3026d5/README.md","size":95,"truncated":false,"content":"A white-on-black variation of the [Mitchell’s best-candidate](/mbostock/1893974) explanation.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/6224050/raw/ee338f2f46402360377769a3effca3292e509e86/index.html","size":2736,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  background: #333;\n}\n\ncircle {\n  fill: #fff;\n  stroke: #000;\n  stroke-width: 1.5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar maxRadius = 32, // maximum radius of circle\n    padding = 1, // padding between circles; also minimum radius\n    margin = {top: -maxRadius, right: -maxRadius, bottom: -maxRadius, left: -maxRadius},\n    width = 960 - margin.left - margin.right,\n    height = 500 - margin.top - margin.bottom;\n\nvar k = 1, // initial number of candidates to consider per circle\n    m = 10, // initial number of circles to add per frame\n    n = 2500, // remaining number of circles to add\n    newCircle = bestCircleGenerator(maxRadius, padding);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height)\n  .append(\"g\")\n    .attr(\"transform\", \"translate(\" + margin.left + \",\" + margin.top + \")\");\n\nd3.timer(function() {\n  for (var i = 0; i < m && --n >= 0; ++i) {\n    var circle = newCircle(k);\n\n    svg.append(\"circle\")\n        .attr(\"cx\", circle[0])\n        .attr(\"cy\", circle[1])\n        .attr(\"r\", 0)\n      .transition()\n        .attr(\"r\", circle[2]);\n\n    // As we add more circles, generate more candidates per circle.\n    // Since this takes more effort, gradually reduce circles per frame.\n    if (k < 500) k *= 1.01, m *= .998;\n  }\n  return !n;\n});\n\nfunction bestCircleGenerator(maxRadius, padding) {\n  var quadtree = d3.geom.quadtree().extent([[0, 0], [width, height]])([]),\n      searchRadius = maxRadius * 2,\n      maxRadius2 = maxRadius * maxRadius;\n\n  return function(k) {\n    var bestX, bestY, bestDistance = 0;\n\n    for (var i = 0; i < k || bestDistance < padding; ++i) {\n      var x = Math.random() * width,\n          y = Math.random() * height,\n          rx1 = x - searchRadius,\n          rx2 = x + searchRadius,\n          ry1 = y - searchRadius,\n          ry2 = y + searchRadius,\n          minDistance = maxRadius; // minimum distance for this candidate\n\n      quadtree.visit(function(quad, x1, y1, x2, y2) {\n        if (p = quad.point) {\n          var p,\n              dx = x - p[0],\n              dy = y - p[1],\n              d2 = dx * dx + dy * dy,\n              r2 = p[2] * p[2];\n          if (d2 < r2) return minDistance = 0, true; // within a circle\n          var d = Math.sqrt(d2) - p[2];\n          if (d < minDistance) minDistance = d;\n        }\n        return !minDistance || x1 > rx2 || x2 < rx1 || y1 > ry2 || y2 < ry1; // or outside search radius\n      });\n\n      if (minDistance > bestDistance) bestX = x, bestY = y, bestDistance = minDistance;\n    }\n\n    var best = [bestX, bestY, bestDistance - padding];\n    quadtree.add(best);\n    return best;\n  };\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/6224050/raw/5a8f41db37d5716013532f7d5876a9522413bd3f/thumbnail.png","size":50403,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKhGlDQ1BpY20A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ZWVVX1/Pnz67MefPv2zdnZ\nWUpKCvbUqqoqCgqKuro6JycnoInepKthXD5//szGxhYYGOjj41NcXOzj4wPu\nm5aWFikpqejo6NraWhMTExoaGi4uruzsbDCDYrQVZWVl3NzcgYGBVVVVmpqa\nwsLCvLy8oaGhCgoKqqqqwsLCLCwsb9++1dPTO378eHFxsYiICEb7BXPUw8OD\nhIQE0DYoiv758ycwMBBOwk0uGAuC1dVVKyurlZWVtLQ0GxubW7duaWlpOTs7\nA9OblZUVOzv7t2/fmpqaYNnx8fF9+/atsbGRjIwM3UrJWFlZMTEx+fPnz/37\n9zk5OTeMCEf/Cx93d3evr6+fmpqysbHJzc2Vk5MDa1pra+uRI0fgDMVeB1Ls\nhw8fwsLC+Pj4tLS0wDrx7ds38NsJCgra29sDVHJDCkjwMd67d+/SpUt37tzB\nmFfWuE8JCAgSEhK+f//+6dMnJiam6elpIOYnICAwMTGRkpJiZWUdGhrKyckx\nMjLi4uLKysqanp4uLCx0dHTEeL7wOwQ44/fu3XvlyhUiIiIBAQGglj958qSQ\nkBAXF9fi4mJWVhYZGdnS0lJWVtb9+/dtbGx4eXmB2qi6urqnp4eUlHR2dnb7\n9u3W1tbR0dH9/f2ioqK/fv1aWVl5/PgxGRnZ36R86I0dO3bU1NSIiIjIyMgc\nOXLk5s2b27Zt8/HxefPmzeDgICAV1dXVubm5IWjl8+fP09PTgoKC8/PzLS0t\nxsbGHR0dbGxs8fHxampqAgICAQEBcnJyQKs/Njb2/v37K1eufPnypbm5mYaG\nxsvL69GjR9LS0sLCwgsLC11dXYmJiXNzc3C8CwkJpaSkqKmp7d27dxPHLzbu\nSHV1NRMTk5SUVFhYmLy8vIuLS1hYmIiIiIGBQVhYGEBhTp48GRwcDEQVly9f\ntrS03OrY+b8twcPDQ0JCwtbWdj3zAv5Jd+jQIXFx8RcvXgwNDWVlZQkJCbGz\nsyckJGBsK2vchpjA2tvbKycnR0tL6+Pj8/LlS319/djYWBRFtbS0BgYG0H+A\n+ampqdnZ2WGE+vg/QcCwhobG7t27hYSEYmNjIXh4ZWVlenq6sbExJSWFj4+P\nkZFRWVn54MGDO3fulJeXV1VVZWVlBWF0PYXM8vLygQMHmJiY9uzZc/PmTQUF\nBSEhIQEBgR8/fkRGRoKbB9vdURSNi4vj5OTU09NjYGDg5eU9efKksLCwmZlZ\nS0uLhISEhISEu7s7Jg6dOHECfEvQt/jNwRxvFy9eVFVV1dXVtbe3l5SUzMzM\nNDU1zc3NNTY2ZmFhOXnyJLx3Tc0hXpyVlRVOm5GRERkZGSoqqsTExDX3Y7Lc\nnj17wsLC8vLyuLm5L1y4gKJoT0+PrKystLQ0iqJ9fX2ampoyMjLk5OTU1NTg\nbNrS4YeiKCIrKxsXF/f+/fsfP35MT0/39PQUFxcbGBiAV9fHx4ebmzszMzM0\nNBTwddPT0/7+/nAk/ctlbGysrKzMx8dnZmaGHab4bZuYmNixYwc9PT3m5ERR\n1NPTMz8///Lly+AyWQNnxi64uby8nJ2dHWzUjx8/1tHROX/+PKQf2vzCuDKB\n3joxMbGurq61tbWrq+vx48cHDx60traWkpLy9vbm4eFZjwnGUAEmJia5ubmQ\nOAVF0fn5+YiICDo6Oh8fn9evX8/OzsISHRsbq6ysdHR0hNgpDD7PxsZmYGCw\nY8cOBQUFoDqFkx0jwlFUVLS3t5+ennZ3dz948KCTk9OOHTuAOsXExAQWG7b4\nnZycAKe34YLJy8sLCAgIDg4OCwtbXV09cOAAOzs7Pz//8PBwUFAQTCxsK1mz\nrXz69ElMTExVVbWqqur8+fMsLCzgaQMxF8MqYFIviqJ79uwhJyfX0ND48+cP\ndF12djYjI6OZmZm1tTUzM7OmpmZlZaWWlhbMrn+asuBoXj8hDhw4oKamJi0t\nraurq62tzcTE5OPj09fXd+3aNUlJyeHhYfQfNrD+/n7Ymz99+iQhIWFmZhYU\nFHTr1q3Xr193dXW9e/cuPT3dw8PD19dXUlISAn2B5QbQSfv379/SH4ii6OLi\nopKS0oEDB6ampqKjo01MTAQEBMAT+y84hEOHDrGwsMzPzx85coSamlpBQYGP\nj09OTk5YWBhF0YyMDHp6etBI/rbTz87Ogl6Ildnd3a2jo2NkZEROTi4qKmpo\naKilpSUsLExHR/f169fDhw+LioqCBz8pKQkih1+8eMHHxwd2GKg2jHFzczMP\nD4+WllZYWJioqKicnByAxHNzc+no6ICtGz/xRGZmJiMjo4uLS2Vl5dDQ0OLi\n4uLi4tzc3PPnz0NDQ6WkpBwdHU1NTQHLAQD28PBwcnJycJNu6FRH8bJmsLOz\n+/r68vPzA2cRFje/fgJgERn8/PwARUBR1MXFRV1dvaGh4ffv32VlZcB+YmRk\nhOXa2Hy+rq6u/i9h+ZrME/BkZGQkLy8vSM1FRUWKiopAOkRJSQlhyltqVKWl\npYaGhiiKtra2iomJ6enp+fv7p6Wl7dq1S0pKip+fHwivURTNz88Hwx4Qzzg4\nODAzM7Ozs4NSuYmeBy/avn07IyMjKysrUPX29vb++y6bmJjIwcGRnZ1tY2Nj\naGiYkJCgoKCwfft2gKWrqqpi7FSbzPuGhgbATWPJQpSVlR0dHfPy8o4fP05N\nTR0YGDg8PCwkJGRoaKigoMDBwSEpKamnp2dkZITicQUAlxaYCODLjIyMlJQU\nHA7X0NAgJSUF96MoevPmTUtLSwMDA5j6mDLu7OwcExMD3E3KyspmZmaWlpbC\nwsI0NDRAOBAZGQnU+05OTgoKCiMjI8vLy6ampvh2qA0vGAVHR0cwruEfCJt0\nL+D4DA0NQ0ND7e3taWlpQdXDIn+kpaWtrKyAM2HLKbuyskKMwUCxC2NyTEpK\n+vXrl7y8PIIgWlpa58+fB2iciorK9evX7ezsyMnJ/4ZTJiQkXFpaevbsGTk5\nuba29sTEBCcnZ0FBAT8/P/yanJzs4+OzuroK/mFZWdn9+/dDdi5gIr9///7N\nmzf/xrS65qKhoZGRkSEgIADmG1pa2sHBwdHRUWZmZvTvOiLU/PPnz6DruLu7\np6amcnBwvHnzBhIumJqaMjAweHl5IRuBLrDuWllZ0dbWLiwsvHnzpouLC8yz\n9+/fe3l5QbDU2NhYQ0PDuXPn5OTkLC0tJSUlycnJv337duPGjdbW1sHBQeiE\nmZmZixcvKisrBwUFQZzmgwcP7t69W19fT0BAoK2tHRgYmJqaCmEUhYWFS0tL\nQ0NDCQkJly5dAlBBYWFhQ0ODoKCgmZmZoKBgSkrK1NRUYmIi8ABAaC4LC8v7\n9++PHDlCSUl59OjRioqKqakpcXFxiPLfBG4BA4cd5TAxNrkfuldFRUVISGho\naMjCwmL//v3bt29nYmIC9ZeUlJSTk9PDwwOyRPX393Nzc2/iHiIgIJidnSX+\nW/oDHA7HxcXFz8+fm5sLkOT29nYaGpp9+/bx8PD09fVFREQUFBTAu9e46cDz\nkZKSUl5eLiIiEhkZeenSpZMnT/Lz80PehJWVFVpa2osXLxoYGOzfv19HR+fk\nyZN0dHTfv38XExPbvn17X1/f6dOnu7u7/4UZDkGQqampnJwcYWFhJSWl4eHh\n8fHx58+fNzQ0ODg4/C2sF4bnw4cPDx48cHR0hDRoHz58sLW1hfBoHh6ekJCQ\nr1+/QjzCJmMDl5GRUXBw8Pnz5zs6Og4cOBAbG4vPMtTU1GRnZ4cPOZeXl3d0\ndAQaa0iE+ejRo5s3b7548cLY2FhWVnZsbOzJkydsbGzj4+OQE6W7u1tYWJiH\nh0dAQKCkpISQkHB4ePjOnTsmJiZiYmJAg6yjo0NPT79v376Wlpbs7GwKCgrA\noJw7d87S0tLJyamnp0ddXb25ubm3t1dRUfHKlSsDAwPbt29HtopuhyEGnnRG\nRsYtmerAE0ZLSwvc7iYmJuzs7ExMTPfu3ZOQkIAt4PHjx83Nzb9+/Xry5Mnh\nw4fz8vIwaoE1qwVFUSIiooMHDxJvXj8lJaXg4OBLly4NDQ01NjbevXu3uLjY\n1ta2s7Ozo6MjJiYmIyNjjbULkFnx8fFPnz7Ny8trbm4GDggZGRl8N+zy8jIL\nC4ulpWVhYWF9fX17ezuGkkZRlJCQ0NPT09HRsbW1FQIZNmEtRhDk69evBQUF\nxMTEIyMjHBwcWVlZJ06cSElJMTAwoKenx3JU4M9XeDApKWnv3r1fv359+/at\ngIDAx48fIcAdbl5cXAQw/L+MJQ8PDz8/f3x8fFdX15MnTwYHB+GoxeFwBQUF\nJ06cCAoKwqdph2Gwt7eHLIQcHBycnJz29vZMTEyQBKWxsVFZWXl4eNjb23v3\n7t0PHjxYXFysr69nZGTEOhzErb6+voCAgPfv3wMzs4ODg66uroaGRnJy8vLy\ncmxsrJSU1MrKSnh4uLu7u7CwMAEBwdzcXGdn586dO2VkZAIDAwF3seUURBCE\nkpKSgYGBgoICWvEv4CQqKqpDhw7t2rWLlZX19evXXFxcc3NzioqKtbW13759\nm5iYICIiam9vP3r06NGjR3fv3o0JIdgQwyaYkZFx/vx5ZHNB5MqVK6mpqW5u\nbrKyssHBwe7u7gwMDCEhIe7u7qqqqgwMDPLy8hkZGW/evBkaGhoaGnr58mVG\nRgZQP4DTC0XRkJAQcPPgSyrwOTU19cqVKyMjI8DvgknSIOg8e/YMLFabozZB\nkxUVFQ0KCpKVlQXnQmtrq6ioqJeXF5bqA4tHxfwOcXFxzMzMNjY2QPOmo6PD\nyspqa2sLsRU/fvwQFxf/F7UA+vfhw4eQvA5FUUNDw0OHDi0tLdXU1PDw8Njb\n26N/sXuAwLpt27bExMTt27fr6enZ2dnZ29vb2NgcOnQICgfJBMRcrIvWpNpD\nUdTLy+vixYtPnjzR0tISExODjCwoir5+/ZqJiQkUIAzQjTlB4HiBkMN/gSA/\nevSInp5eVVUVFOUtvdMgKGtoaKiqqgYEBERERKioqIiIiCgpKTExMeXm5np7\ne0NR8/PzEDeKr9zD37a2Njc3N0pKSmlp6b/usjDHp6eni4qKzM3Nvb29+/v7\nIQY1Pz9/eHhYXV19586dDg4OPT098fHxo6OjBAQEZmZms7Oz1NTU2traWP4J\nDg6OV69erdmrYOOcmpoqLCwsKyszNTUFYz4c4hDNp6urm5mZ+fLlSy0tLeAX\nWrNTwoe9e/f++fNnz549O3bsuHjx4vHjx/fv35+Tk7O0tPTo0SMbG5u9e/dq\naGhQUFCg/yE2Xrx4kZ2d/fDhQ2C6NDExYWNjW1lZmZ2dffjwYURExMTEBAgY\nv3//3nKXhV/Hx8cfPHgQFxf3/PlzFhYW0JnMzMzCw8MBKLyhVA17la2t7YMH\nD0ZHR5mYmG7duvXz5083N7egoCC4wcvL6+fPn+DPRP/L44V/gdxy+vRpdXV1\nKioqXl7er1+//vr1S1RUFEEQADOYmJgsLS3BsxjQh4CA4MiRIy9evGhoaIiO\njv6XVF6NjY1sbGxzc3MfP37U0tLaRFUAqbS3t7etrc3W1vbUqVNwxkJUnJ6e\nXk1NzY8fP3p6ekZHR8FRMj8/X1lZef/+fWNjYwEBARoaGkDhUVJS8vLy+vn5\nPX78eItd1s3N7dy5c9jq/PPnj6OjY1FRUUpKClivYF12dnZqaGiYmppC+I6z\nszMNDY23t/fPnz+vXr2qpKRkbm4OTikMDICi6Ldv3+Tk5ODkvX79+prNDN7o\n4ODAzs6OgVcwMyG2uKOjo0+fPr1//35DQ8POzk5fX19qampWVlZlZeU3b948\nePBAQEBASEgoICAgNDQUQgW1tbU9PT0ZGBj27Nmzhlwbs/bv3r1bRkbm48eP\n3t7e+F7Zv20kcGJoaWmpqKj4+fkBDguac+DAgU1yR0LJfX19IiIiAgICRUVF\n8D24Q+FzRkZGcXEx+g+h5MePH/fx8UlOTob8bVevXj179qy2tvbfQmLgqXv3\n7nFzc0Ma1L8ZZ+DZ+fl5fX39X79+NTU1YcaNv1UJDpDk5GQlJSXMkQQf3r9/\nz8DAAOdwXV2durp6cnKyrKxsdHT0zMzMy5cveXl5TUxMbG1tBQQE8IldWltb\nkQ355qHcuro6cJOCAQW+hBxlRkZGAK6dm5uDQxzisG/evFlbW8vBwbF79+4d\nO3bw8PBkZWVFRkYqKipKS0sDxgJGrr+/X1tb29XV9erVq7Bho3iQiNX/6HDD\nwsIgtO3ixYv4J9HKykpra2tAQAAdHV1JSUl2draMjAwgDMvLy3V1dbHEsL6+\nvoAvgdns7+/v4eFhaGiYnp6O4qW0XW/jO378uKamJhsbG7jC/zY20JU/f/40\nNDR8+fKlurr6wsKCjY1NaGhof39/YWEhNzf3y5cv/zYboDmfP3/esWNHW1ub\nurp6e3t7bW2tvLw8BBXu3btXUVHxHwk7+vr6mJiYgPKyt7dXXFxcVFQUgtI2\nWTDDw8Ps7OwQ1o9BfNbcBkNz9OhRQkJC4AhjYGAAq9kmaL43b95QUlLik42i\n/wlpOjo60C0PHz7k4uK6e/euvb09WDzhRcbGxkFBQUBvjx8pSIzFK6N4/OKQ\nVzwuLi4jIwPOJtB+VldXZWVlVVVV29raOjs7EQQhISEhJiYGA8rRo0cNDAxo\naWkBw9/b25uXl2dtbQ1RdZBRg56eXkxMbGRkpLGxUUFB4fr16wiCaGhoODs7\ngzqMAViJiIguXbp0//59EhISSEt0+/Ztbm5u0KBHR0ebm5vn5uY4ODhCQkJw\nOFxaWlpxcfH+/fv19fXp6Oh27tzp4eExNDTU0tIC6raIiAgzM3NeXt7g4CCW\nUQPLEo9dkBJoZWUlNja2trbWwsKisLBQQUEBko2tV+Pgw549e758+ZKfnw/c\nArOzsywsLBoaGra2tnR0dF1dXRCXu+FpS0BAMDk5CXwwJCQkjo6OXV1dkFUv\nLi6Og4NDXFwcX+Xa5GJnZ+fh4QGAMhERkYKCQkBAQFVV1eZPAf9XW1sbpv3A\n6sXmA8AqLl269Pjx45KSEi8vLzY2Nnl5+ejo6BMnTlhZWWFTFpM6SEhIXr9+\nHR4erquruz7uHEVRQkJCPz8/dXX1xsZGYmLi169fd3d3Dw8Pg72vr68PgHJq\namr4Np/V1VXiyMjItLQ0BgYG/Cn78ePHiIiImZmZNehseN/MzIy8vHxhYSEH\nB4eDg8PCwkJSUhLQOktLS1+5ckVISGhkZCQ4OBjqSkhISEtLW19fr6ysLC4u\nTkZGBsAaTk5OKJOXl5eYmDgwMDArK0tRUZGEhGR1dfXEiRNNTU3nzp3r7Oyk\noKDIz8/Pzs4uKCjg4eE5ceJEcHCwrKysmpqarKwsExPT3Nzchw8fSElJgfev\nvr5+fn7ez8+vr69PQkIiOTmZjo6uvr5eTEwsMjJycnIyMjIS7KkbGiKwLo6L\ni8vOzv7586eHh8eNGzfo6OiwfQIGEh6Pior6/v17U1MTRIZA0u6ysrJr167p\n6uq2tbWdOnUqICBgw+kCtouqqqr9+/dfuXJlYmIiMTGRnZ39/v375eXl5eXl\nqqqqsbGxyFYXZmQUERGpq6sDeqxPnz5VV1c7ODhs/uzv37+FhIQcHBxsbGya\nm5sPHDggLi6OkXvCijp9+vTVq1dlZGR6e3sDAgIOHTpET08/MDCQlJTU2NgY\nERHBxsYG5JkEBAR//vy5cOFCVVXV6uqqi4vLuXPnIiMjwfIDm1FNTU1XV5eD\ng4OysvKOHTsoKCg6OzvBgWxra/v9+/fW1lYqKqr1o0NISIiEhYVJSkru3r27\nqKiopKQkIyMjKCiIl5fX3d1dXV0dFHZ8waC7u1tSUtLNzc3KyoqDg8PJyYme\nnp6GhqapqQnQSdgZ+uPHD319fUgny8LCArg4zL/38+dPPT29e/fuwYzn5eXl\n4eGRl5f38fExMTGRkZExNDTE0Jl1dXVsbGxQmX379mlqamZnZ6/P+rmysnL2\n7FleXl5VVdWZmZn5+XnIbpCbm0tBQeHo6BgSEiIqKiorK/uPiJmZmRlInWxl\nZaWsrFxeXo4vFC4vLz9//tzGxkZISAiUXIzzC0VRFxcXkNUWFxfFxMRAWIed\nYw0hQFNTEycnp6enp7y8PBAmQKstLS0DAwNPnTplbGyMbnWt/scpLSMj4+Dg\nACSQExMTFy9elJOT21yWrayspKGhkZaWPn369IULF7Zt2+bh4XHmzJmysrLz\n58+HhYUpKytTUVHV1NRYWVmpqqriv3FpaUlJScnIyMjPzy8kJCQqKsrR0ZGP\njw8EM3BFBQYGQvACPPjo0SMzMzPwqq7RIkZGRvz9/QkJCTs7O1dWVnx8fIAe\nAJPccDgcgqLojRs3xMTETExMvLy8MjMztbW1zczMmpqacnNzBQUF7927h3Xi\n7Oysh4cHKysrxM4HBwfr6upu377dw8NDW1tbWVkZcLRLS0sQwq+srExOTk5G\nRoZRmOPbsF6/fg30QadPn56YmCgpKXFxcXF0dExNTdXR0QGD0czMDA6Hm56e\n5uXlhewoISEhwOK0hrYNk0GrqqqsrKygI2xtbc3NzeXl5TGm9traWm1tbfzg\n/c0ngZmZGYhTCgoKbGxsXl5ewFgaEhICcQ1MTEz4qaOweVBcXGxkZPT69WtI\npWJgYABKGPZSjGNPQ0PD1dVVUlJSWlp6dnYWh8MB6igvL4+YmFhWVtbAwGAN\nomj9BaW9evVKS0sLC8GADrl06RJ0Jj5tFvwKQqeenp6oqCi8AnNi8/LycnJy\nGhgYqKio9Pb2dnR0aGtrc3NzX758Gf0PggzjeOTIkdjYWFtb2+vXr7e1tVla\nWnJxcQFmHIoKDQ2FCebo6GhoaKiurg5bBn70AT5Sft++fbGxsaWlpWRkZEAA\ngC+II/DW8+fPMzIyZmZmPnr0iJGREcIvDQ0NNTU1ISdbWlra4cOHxcXFubi4\nBAUF09PTx8fHra2tYe6iKFpYWEhHRwc6GQze48ePIyMje3t74aRGN7LLmpub\nAy09VGPXrl2Ojo4oilZUVAB9Hdz25MkTIyMjCwsLZmbmpKQk9C/oDawTT58+\nbWVlBVlcNDQ0WFhYALEOKTq2bduGMaxsOWWtrKxiYmKKiop8fX3BXjs8PGxu\nbh4REeHi4vLr16/a2tqEhAQUTz/D6gxZURkYGPT19Q0NDaWlpSMiIqqqqvr6\n+kZGRt6/f5+UlGRgYACq+tTUlKOjIxAwQgdGRkaqqaklJCQwMzNDkogtw0BC\nQ0OBBgb6B+Pd0NbWBlgI/pSF24DbC+b0wsIClDM2NiYrKxsUFGRiYgKwDRRF\nPT09qampAa0G5WO9jSBIWloa3Pbhwwc6OjoAhQ0PD7u4uNDT0wM1Yn5+PjMz\nMxiMN1RnMW4UKysrLi6uwsJCBweH3Nzcqamp2dnZ0dHRzMxMBIttgtzjEhIS\nL168gH14cXHx/v37mpqasrKy3t7eNDQ06enpra2tzc3NJ06cYGFhAegkkORA\nKJKIiMjBgwefPXtWUFDAxMQEYSqBgYFAz7GeAMbLywvUW5hDZ8+elZGRKS4u\ntrGxoaGhSUhIAHoEYWHhzs7Oz58/i4qK4iPk/zbVVldXlZWVDQ0Nh4eH29vb\nFRUVYWNGUbSrq0tHR2e9ULHhtby8bGhoaGVlhc/IiaLo0NAQoPEbGhpKSkqs\nra1RPCgwWPoyMzPZ2dmzsrIgHcjS0tL8/Pzbt2/3798vKSkpJCSkpKTExsYG\nsFpo/oMHD/T09N6/fw+yIBsbG7w0NTUVgPbopklBPnz4wMbG9vTpU/ypCR8C\nAgLY2dnT09O/ffsGR+3i4uKbN28CAwNdXV2VlZUhcgTbCCYmJnR0dCB6lIKC\nIjMzc8eOHYqKih8+fLCxscEn652fn3dwcLCzswNUEIqiBQUF8vLyQkJCdnZ2\nysrKMjIyioqKsBTr6+vXLO/1F+awgOAOyOimoaEBMbcuLi4IdlNoaKi0tDS+\n0AN/u7u7IbkFPocoiqJVVVUQrQaPQ8yarKysvb39vn370tPTDxw44OXlZWBg\nQEND8+rVK/QvuyyWaKqlpYWPj8/e3h4koe3btxMTE0tKSvr6+lpaWtrZ2VlY\nWPw7tVFqamppaSl8c/r0aRiwnJwcbW1tOjo6MBJvGQjU2toqKChYV1fn4eEx\nPT0NiwEGzMjISFVVNSEhQU1NjYKCAmKbsM5pb2/X09PDMlHiTy/0P2qcs2fP\nnjlzBkR8mLKPHj0SFhYG6jEBAQETE5MbN25MTk66urqqqakZGBhgVDrrWYW/\nfv0qIyNDR0cHrcbfZRcWFtzc3CDAGHafgIAATU1NUlJSIyOjY8eOgaMYi5NB\nUbS6upqZmTkgIMDNzS0jI6OsrOz06dP29vZ6eno2NjbBwcHd3d3Ly8vd3d2Q\nGAxF0W3btunq6vr5+cnJyfX09Jiamr579667u9vc3FxRUVFHR6eoqEhDQwMs\nhltGpy0vL1tZWaWmptrY2IiKioImAG7t/5uyMTExWLwYNmUxflB1dXX8jQSG\nLSAgAIIwURTduXOnv7//Gmw/iqKdnZ1OTk6AJcUi7+DxqqqqXbt2ffjwQUlJ\nycLCwsXF5e7du87OzkpKSiiKvnjxwsTEBIsHunDhAgkJCQhS/+JXvH79OoZ0\ndnFxcXV1tba2vnDhgqura0hICEgjW56z+/btExERsbGxsbCwAD8wFN7b2+vh\n4QF1W1hYsLKyEhEROXz48OfPnzs6Oq5cuaKtrQ0hnyDT40NsofJ//vwBucvN\nzQ2gCCMjI/b29nAc1dbWSklJBQcHy8vLh4aGgi5PRUUlKytbXV29xno9Nzd3\n6dIlMH+mpKSoq6uvkWXLy8tpaWlNTEwePnw4Pj4+MzMzOTnZ09MDOaFAnQoP\nD7eysvr58+fU1NSdO3d8fX1dXV0lJCRga8dmGMx1ZWVlXV1dQEJC9P+dO3c0\nNDTc3Nz27NkjIyOjpqamoqIyPDw8OjoKdGbfv3+Xl5eXkJDYUvHF30NZWFhU\nVFSMjIySk5NHRkZ0dXUvXLjwf64/YmJiLS0tBI8oFFJKIwiiqan548cP+Aaj\n9EEQRE5OztfXt6ys7NevXy4uLoAaxjgNwCQhKipaXl6emJh44MABEJignM7O\nzpSUFOC1hATkOTk5XFxcenp6urq6/v7+X79+PXjwIAUFxdLSEhERUXBwcHl5\n+Roj1CYXHx9fWFjY58+fFxcX+/v79fT0urq6FhYWBgYGVlZWPn78CEBBICnC\nxw2h/7H3P3v2LD8/H2Lx+vv7w8LCysrKODk5Jycno6KizMzMKCgogCjF1NT0\ny5cvkCtdVVX148ePJ0+e/FuWbkDJMTAwHDx4MCIioq2tzdnZWUREZHl5eWBg\nAMCTdHR0k5OTAPiERAZTU1OXL19OS0sLDw9XUlKCvD3j4+O9vb39/f3T09Oq\nqqq/fv36+fNne3u7p6cnpK8aGRmpq6s7cOCAp6dnbm4uZoRCEISGhkZQUFBP\nTw+o0xYXFykoKMzNzYmIiPr7+11cXFhZWYGREvof2nLixAlpaemYmBhKSsrW\n1tYzZ84gCFJTU2NnZ+ft7Q0MpJKSkg0NDV+/fjU1NVVQUBAXF19ZWcnNzSUj\nI2NmZt6Q5GrDi4SERE5O7u7duxQUFPv372djYzt16lRwcDCCbSpWVlagB6w/\nyDo6OrDU0TAjYaHv2LEjICBASUkJUC/rif5QPLuPq6srHEPHjx+PiopSUFBg\nYmKSlJQUFBRUUlISFhaGSNe+vj4lJSU4B8H+gGX/cnNzAwD/v+yyFRUVsrKy\nXV1djo6OcGo/efKEiIgoIiJiaWlpbGzMysoKnDeY9QQ0aIyEVFhYuLq6ury8\nnJ+f/9WrV/X19eD2U1JS4uDgACMOpifBaqytrVVUVATE479sJAEBAfT09O3t\n7fv27XN1dTU1NTU3Nz937pyWlhZ2gOJrUQUFBVpaWtPT0xoaGlxcXCYmJlVV\nVViM7uTk5Js3b+Li4lhZWQUFBZWVlcPDwyUkJGxsbDDH3vqQivb2dhISEjhg\no6OjIUzg7NmznJyca4AvUOfw8HAWFhZJSUlQKqAQZ2dnMJugKNrY2MjBwXHx\n4sWxsTGo9vz8fFlZmbGxsaSk5Po59rfOcXR0xALxm5qaMHUcAV2hvLwc1g26\nkcT5+vVrTk5OOLOw7vv+/TsDA8P+/fuDg4N//vy5ST3g/r6+Pg4ODldX18rK\nSgMDA1VV1TNnzszMzIyMjERGRjIzM5uamp47d87ExERJSQkCBICaATtJIeke\n+m+y7MGDB2VkZAYHB+3t7UG8e/bsGR0dHZgOUBQ9d+4ccO9gwgxmGty9ezcH\nB4eoqGhnZ2dNTQ0YMVAU9fHxqaurk5KSUlRUFBQU3Ldv3/v379PS0sBDA830\n9PTcUsPAmnD58mVmZmYtLS1FRUUhIaEXL1709/eLiYmBSopvFVn9L2G2l5eX\nhYWFgIBAXl4eiqd14KsfFRUVenp6mpqag4ODycnJm4RVwYQ7cOCAjY3N/fv3\nhYSEoIffvn0rLy+/RkmFEvz9/c3MzNzd3cFbAV96eHgwMjKWl5c3Nzfb2dlh\nNKD4kLHJyUl1dXUgedlkBDFpR1VV1dPTE3arffv2YTIhgqLomzdvTE1NnZyc\nMB6UNYwbPj4+NDQ0ysrKjx49mp+fX1hYaGxsBKOjnJwcqET/MkKBgYFAWlFQ\nUODk5IR9Pz09bWlpKSsrKyQkJCwsrK+vb2FhYWhoKCsrm5WV1dnZ2dzcbGFh\nYWNjIy0tvSV6AzQkZWVlGhoaFRUVe3t7Z2dnYEcDixW8Nygo6MOHD6Wlpfz8\n/G5ubiEhIYGBgdbW1sBNFhsbKy8vr6amFhoaqqenB6kGwVmdlJTU2tra399f\nUVGhrq5OS0urpaWFmSGNjIzWmxL/1iGPHz/m5OQ8fPhwTEwMZkvetWsX2MLX\nlAA9fPXqVQRBgFB1DUIIxeOvraio4OLikpGRMTY23pL8tb29nZ6ePjo6+s2b\nN+Hh4b6+vnp6euCwRFF0YWEBKxYM5M7OzlZWVo6OjmD1KysrExQUdHNzExER\noaWlBYVyjRUSs2kAmGaTKkEzgepeS0tLT0/Pz89PUFAQjCcrKyvI6dOnLSws\ngMCRjY0NTl78JXvkyJEdO3bU19erqqrS0tJKSkrKy8vT0NAA/EJSUnLLdYP9\nevLkyaCgoF+/funq6gI/DSwAFEU9PT0VFBRSU1O/fv2KzX7IEq2np8fOzi4s\nLBwaGrpnzx5sD9sEvXHixAlaWlrYXOEQvHfvnpSUlJaWlrq6upWVlbS0NBsb\n29jY2Lt37/j4+ERFRc3MzKKjo319fUVERFpbW9PS0iwsLLBXREVF0dPTW1pa\nYjGl2M5haGgoICAAuUaA/BqCov6lQyoqKiDiDUXR+Pj4xMTEwsJCCQmJDfl1\n4JEbN24YGBigf486RvEiydzc3GBD2Ryf9fPnT4juRFF0bm4OgtKCg4O1tLQg\n+TrmeYH+8fT0jI+Pj46ODgsLMzU1RRAEAvdPnTolJyeHbwJbPxcDAwPBrrcJ\n2TAkmACvDTc3t7y8vJ6eHkaThbi7u8vLy3t4eDx9+nRgYCA5OdnZ2fnatWsN\nDQ0XL160trZmZ2cH9FdgYGB6evrLly+5uLi8vb3fvn2blZXFzs4OhsB/GaHi\n4mKA55mYmAQEBGBHBlAyrSeVhmtlZSUpKYmJiQlCcFVUVMDIio9FxDf3VFRU\n0NDQgOsYn7m7qqoqNDT02LFjVFRUTk5OLi4uQkJC4uLiysrK+ElWh4eHLS0t\nGRgYwBsEAwCppqSkpABRBUIhLLYrV66Qk5MnJibev3+/oKBAREQEI17YskPO\nnTsHnhEURaOjo0EWYmJiAn6nNfMMCjxx4gQckVvunZ2dnUxMTMHBwVtOWdC3\nMJevqqoqiE9OTk68vLwZGRlPnz69cuWKk5PTyZMnsSxI8HdgYCA1NdXZ2bmv\nr8/e3n6TwGb48urVqzQ0NJtQus/OzoKJBh7x8/O7du2aoqLi/03ZlpYWbm5u\nKAI6xdXV1cHBgYGBITMz89ChQ0BWnJ6ezs7ODgZhPz8/TOQ/dOgQLJp/kS8v\nXryoqKiop6c3PDysqalpaWnZ2Nj48OFDYCBD8UxCWIdiLQkODra3t09MTBQS\nEhIUFIyKisLPy4CZtTMzM9XV1c3MzPB/xSrg5ORES0uLJak7fvw4GxsbRl2G\naYoTExOmpqYY8RE8q6enp6+vv35m1NbWAnQYO5GBmuRfOLijoqJ4eHgOHToU\nERFBTEycmJjY19cnKiq6Pj4bk2V9fX23dN5il5aWFuATNlczOjs7ubm5w8PD\nHz9+7O/vT0pKunPnzqdPnyorK0dERISGhpKTk4uLi2N7P5bGAtNWq6ur2djY\nNDU1Mbnrb00uLS21trY2NzfPyclZT3r39u1bf39/RUVFQ0PDycnJ3t5eKSkp\nOP+xtxNbWFjw8PAICgpCHxETEyspKVVVVXFwcFBSUhISEi4uLr5//15BQcHP\nz8/f35+IiIiOjo6Ojm5+fp6CgoKbm7ujowP5t+ior1+/gnNPTEzM39+fn5/f\ny8vrx48fR48e1dTUXJ99BaxsYDI7fvy4urr6169f7927JyIikpiYqKKi4uzs\nDCykhISEra2tjx49GhsbIyIi4uLioqWlxTeHwQdeXl52dnY7OzvAcBkbG7e0\ntCgqKuLz6iwvL9PR0ZmYmNTV1cFRQEJC8uHDh4WFBTIysj9//jAyMgL8CmJE\ne3t71dTU4EEiIiJdXd3du3e/evVKU1Pzb3Q98PbPnz+3t7ezs7Pn5+dbWloe\nPXq0u7tbXV3dyMjo9u3bxsbGWL4uQFQRExMXFhaCw2VLCxFEBAgLC4PfX1pa\nekPYGjSkrq6OgIBgcHAwICCAhobm+vXrS0tL27dvX1xcPHr0KCkpaVNTU0FB\ngbS09PrYEFjtlpaW+fn5hw4dgiCODa2QMEN6enrExcWHh4cvXLjQ3NzMyMgo\nJiZGQUHR29s7ODh47dq11NTUgIAAe3t7QK2A/Ts/P//BgwfQCsTT05OdnR1A\n7yAL6urqsrOzBwYGAnFnZmamk5MTsPGzsrJmZGRERkYCwmN2dhZwJ5tvKpg7\nW0JC4uTJkzk5OcrKynCqnj59WkhIaE1ulr9t0nv37gWRYHV1dXZ2VklJiZGR\n0cLCwsHBgZqaOi4uTl9fH4jIFRUV12i72AFCRUUFzjYURW/cuAHwUPxDHDaD\nhw8fQmTSly9fqqqqgHwpPj4ejFmYHLm0tCQuLg7yIojRjY2NYH4CQj98liFs\nswSbmoeHBz09vbu7O34yvaGhIUNDQ3Z2dmCOwSo2Nzd34sQJSOkIXbf5Lgul\nhYeHb9++HTyf+Cgz/G17cHBQWloayIFSUlLAz4Si6Pv37/n5+ZOSkiIiIrbk\nh8TUdEgbv34+YH4Ne3t7Xl5ekHxwONz9+/eBnDkyMnJ2dratrQ3yeIqJiYHd\nDcrp7e21tLQEuBzS39+vpqamr68PkYPa2tp2dnZw9OBPuK6urm3bttHS0r57\n9y47O5uAgMDe3l5BQYGHh4eZmRmSivyNZhG+z8jIiIiI2L17NwEBgaSkJIiP\n3t7ekDBo82MUgyBisQbfvn2TlJSElkP15OXlMWRGeno6AHRAloUOffbsmaSk\nZGBgoImJyblz5/Ly8ujo6NabO6Bny8rKwGEoIiIiLy/PwcGhqakpICDAx8d3\n5MiRjo6OsbGxjx8/WlhY3Lt3Ly4u7sCBA93d3Q8ePFBRUfH29ra3t7e2tsbs\nmnCSYpNscXExISFBSEhIU1MTRCz8+KLBwUElJSVZWVlGRkZ1dXUnJydfX195\neXlBQUFdXV0tLS2QWLYUDJaWlmxsbNLS0qipqbEMWfhAPhRFh4eHtbS0+Pn5\nQTCQlZUF1zrMEnp6+sDAQCkpKcANbvJG6LTnz58zMDCAhQ5jPYIPMN1LS0tp\naWkBYIktoQcPHmAcKyiKJicnGxsbA3MKWCpg/ty8eRPCKxAURUNCQiwtLeXk\n5FRVVQG2g7kWMbkYqnv+/HlKSkptbe1bt26BbNfT01NRUSEhIQH+9L+R2dbU\n1NDQ0Kirq5uYmJSVlTU1NZmYmOjr6/Pz80O61M2VFXj7r1+/eHh4Dhw4cPfu\nXSUlpV27dsHAYDEemPf4xYsXnJyc5eXlWM3fvHmjp6f35csXFEVHRkYkJSUt\nLS07Ojr8/f1h7YIYjVlzPDw8gNTE1dVVR0fn48eP09PTz549Az7AqKgoDQ0N\nDg4OUlLS+Ph4MzMzeXl5MzMzAwMDDB3i5+cnLS1dUlKCL1XPzc09fvxYVVXV\n19e3qKgIguDxdy/4HBcXFxQU1NraKi8vHx4ePjk5+eLFC/BoHD58eMugX0xC\nBdLjsrKyAwcOuLu7f/jwAdtWZmZmCgsLzc3NQ0NDz58/f/78+Z07d+rr69vb\n2/f398/NzUVERHh7e+vr69vZ2W25Qlb/ywzn7u6uoaEB/vA1v5aUlMAqxRQp\n+H50dFRQUBA28pGREW1tbTExMcCL4UfmjY6OQlAQMfiW/P39L126xMrKmpeX\nh0HH16QaxOFw27Zta29vp6amdnR0/PXrFwUFhaCgoKCg4O3btw0MDPLz89eQ\nsgOyvbCwsLKy8vbt2+3t7ZcvXzYxMWFkZBQUFKyoqCAmJsaP+dz8WlpakpCQ\nePPmTUVFxeDgIGQlQP4LUpWRkTl69KitrS0Ohzt27BgpKemhQ4fKy8sB7dbQ\n0BAeHi4iIjI1NcXMzOzk5PTr1y8JCYnOzs6IiIjy8nLI5Ah+wqtXrz5//pyd\nnf379+8fP368fPmyrKzs8vIyyKmHDh3y8PB49OiRiIgIMDpKSEhQU1OTkpJO\nTExAIhcEQZiZmSF+OC8vj4GBgYOD48+fPwMDA8PDw6mpqXv37n306NG5c+eQ\n/08zAf3Azc0tISEhLS0tJSUVFBQEpl8DA4M9e/ZMTEzw8/MHBQVhIQMbysqE\nhIQFBQXT09N37twxNDREEARCjDQ0NBgYGFZWVr58+eLl5XX9+nUsMwf8ffLk\nSVBQUEtLi4ODQ1FRUVlZ2c2bN5F/y/7AxcXV0dERGhra0tKioKAQExPDzc1N\nQUHR399fV1fX0dGxsLAASb2R/2KQIPkHISFhbW3t58+fm5qagP1pcHAQ+Y/q\nAYKxZ2dnEQQZHR0lLi0t/fz585UrV+7fvx8VFQXv3jCAAWq8d+9eHx+fvLy8\n8vJyCQkJAPX09vba29tXVVVVV1fr6+urqKiAwfXnz5/5+fkDAwOvXr1iYGAw\nNjYmIyOLjo5mZWVdXFwcGhpydXX9+vXrllMW+qu3t1dERATSOKIo+uTJE19f\nX/CbIwgCm6KGhgY7O7u7u/vp06fZ2NgWFhZ+//7d1dXFxMTU1NS0uLgIatn4\n+HhHR4esrGxsbGxfX5+VlVVUVBQTE9OvX7/u379fWVkpISFx8eJFNjY2Ghoa\noE2FmsjLyw8PD4O9z9raGmhHoP7d3d3Hjx+/fPkyFxfX6Ojo6OhoW1sbDQ3N\nzMxMTExMeXl5cXGxtrZ2dHT0+fPndXV1a2pqJiYmkI0015WVlVOnTtXW1tbW\n1iorKyspKQ0ODvb29gYHB+fm5nZ0dBw6dCg1NRXjr8Wn6gF98ebNmwMDA/7+\n/ljuBgoKisuXL1tbW8PoFBYWamlpYSo/NsqGhoZqamre3t7Nzc3v37+/ceMG\n0IX8ywX1weFwFBQUiYmJV65coaGhWVpa6u3tvXPnjrCw8OvXr11dXUtKSuLi\n4rARLykp+f79e2ho6N27dz99+nTy5ElOTk43N7e4uDhqamqsbpcuXdLX1z9/\n/jwC7nJIHov+m60qJSWFkpJSWFhYQEBASUlJXV0dI2ju7OyUkZFhZmb28/Nz\ndHRkZ2f38vICjCJYNCDeNz4+HiQePz8/ERGRDROtr39vdnY2FRWVv7//yZMn\nT506ZWFhsWfPHoAmnT17VklJSUNDIzY2dn3OUUyqsbe3Ly8v9/X1lZKSEhAQ\nwOj2t23bhiCIgYHB8ePH6+vrf/z40dLS8uDBg5iYGDY2NpC94EgtKirS0tLC\nznp84nl4S1lZGS0traioKAAFoT9HR0fd3NxAITt16hTE2QM+C8WL8sUwAJqa\nmvLy8jY2Njt27PD09AwKChISEpKSkhIXF6+trQXXHQZCwj9kYf5VVlaysLDw\n8fHx8PAoKSlVV1ffvn1bSkrq0KFDDQ0NAgICoD1vYsyfnJyUkZFhZ2e/evWq\ntbX1lvza8N7u7m4xMTGg9wKS5PT0dHd3d1DuQWvcuXMnbHwfPnxobW2NjIwU\nEBCIjIzcv39/bm5uWlpaUFAQpJdycXHp6OhYWloaHx/PzMwkJycHOQpxdnZ2\nd3fn5+cHvpB/8Qg8ePCAl5c3LS1taWnJw8MDBh5IIVEUvXPnDj09/eXLl1NS\nUmhoaJ48eYLFkKAoGhQUxMjImJ+fD4Ggbm5u6enpf0sogt8do6Ojurq6mAka\n+vrMmTOCgoJycnLMzMywElA8wR+br5iEeuXKFQRB/P39V1ZWSkpKAM2zsrJi\naWkJM2C9BPb27VtLS8vq6urfv38DxTn4ZteT2WNAkxMnTgA/IQw//HVxcTl4\n8ODTp09BnADcOjs7O7he8VWi2NjYkJAQfJDenz9/ioqKREREIB4ORdFHjx6R\nkJBYWlpWVlaCdwPmRHt7e0BAgLCw8OHDhx8+fNjY2FhZWbl9+3Zubm7IYqCk\npIRPKrrJBnH79m1xcfEjR46wsLDACballzU7OxvIOCIjI/39/ZWVleXl5QMC\nAoCcAcY3IiICHO/a2tosLCwhISHgYMO3QH/58sXb25uVlVVaWlpTU1NMTCwn\nJwdInMLCwghQFK2qqgoICDh9+jTwQW/C3Aa2vXfv3pmamt64ccPExAQcYJD2\nCKCJr1+/dnNzIyAgiIqKAvlycHBQV1d3aWmpp6cHh8MBCT8LC8vAwEBzc3Nr\naysOh7t7966kpOQaKCCMJRQLOqKDgwMQ0SH/pZfeuXMnExOThoZGRETE+/fv\nKSkpVzflXA8JCdHX1/fy8lpaWtLV1eXl5R0eHvb19V1DmIX8xz1PTEz88+dP\nKysrAgKCgYGBU6dOeXp6/o3MHkVRBEFwOFxwcHBGRgY7Ozv05/LyspmZ2Zs3\nbyQlJS0sLLi4uCCkp6Wlpba21traOjAwENxpeXl5mpqae/bsgSBe+Au1am1t\ndXR03Llzp5WV1bZt28jIyCD6/O3bt9PT07S0tH/+/GltbQWu1jUS6uTkpK2t\nbXR09Ldv3zg4OLy9vTchxoNH5ubmNDU11dTU5OXl379/f+nSJRCR14tw0OET\nExNeXl6rq6u2trZVVVWQiZyUlHRpaamzs/P69etKSko5OTlPnjypqqp69uyZ\nu7s7pJ/GDyhH/ssCiSDInj17ampqCAgIBAUFS0tLiYiIGhoagoKCENgY0tPT\n8WFTm++yz549o6amlpSUjI+PV1FRAac/ZrMAZwH4S1EU7evrg7SXnJycENew\nZmeqr69XU1PDd66g/9+nhcPhYmJitLW11yx07DCysbHR19eHmKctM1s0NTWZ\nmpq+fv360KFDoqKiKioqWDaODSUTLO+roaGhh4fHlhQYUIH8/HxwicGdSUlJ\n/Pz81dXV68WVDx8+APlSbGysgIAAoIXWICgw7ERpaSk9PT0rKysg/eCehYUF\nU1NTExOTY8eOweOr/xGIYHILNMTMzIyDg+NfQNZQsq+vL7ClmJubAxYC34KE\nmZWgqMDAQHFxcWtr67i4uK6uLqxu3d3deXl5UlJS3NzcwIhVW1sLHGToVoBV\ne3t7c3NzFRUVsGbGxMRISEggGFU0nKr/IsuePHlSUVHx8uXLHh4eGhoabGxs\np0+fhmMxPz9fV1dXR0cH5D+QgYBfCayJ+LYzbGAmJiZMTEy4uLj27Nnz/ft3\n7IicnZ198OCBi4sLOzv73yhz5+fnbWxsgA0E/YcIDRRFTU1NXVxcbG1tX79+\nLSkpuTlyEsU72Z2dnbfsIizlCycnp7y8vJeXl76+vqioKAZEWt/8+fl5R0fH\nu3fv2traQvjn314BVgsZGRlwlGAGvubmZnFxcQ0NDQgiWP84NKGlpUVOTm5L\nzQG7PywszNfX98yZM3JychoaGhh6FbuwQDFvb29AUQIOZD09/9jYmLm5OVB4\nU1NTKysrb85CB03o7Ozk4+O7evWqpqamtLR0XFzcz58//1cGoKKievny5czM\nDOhof9PfQT3/9OnT7du3+fj4/P39gen7+vXrJ06cYGNjo6Cg4OHhaW9vv3Tp\nkqGhIST36enpuXv3Ljc3N5yna05tcJBevnzZ3t6+ra1NRUWFl5eXl5cXh8N9\n+fJlYGBAQkICKI43PL+WlpYA8Lp5mmD8I0xCQmJ5ebmzs7OxsVFdXZ2Hh+dv\nsgRcUKaNjc2bN2+21JrhZiYmJgYGBn9//5GRkdra2gcPHggJCW3YfBwOR05O\nfuHCBQjGAt/vhpUB0hRJScmvX7/S0NCgKIoZ5qDt8vLy/Pz8G5744PeWk5NT\nUFD48+cPHR3dv7SCgICgvr6+qqoKFP8jR440NDR4e3vLyclxcnIuLy/39fVV\nVlY+efJEXFxcUFDwzp07LCwswDeMP0wrKyuMjIx3796Vl5dPTk4mIiJqbm6m\npqbeRAoFHkGgIi0tLf3z58/BgwcBu0MMjvJ37969efPmwoULsbGxEEayvhTo\n8Zs3bw4NDfHx8cH8VlJSev36Nayh1NRUyPO9vLx89epVIyMjKSmpuro6Nzc3\ncE9vKP+RkJAsLy9zcXFBeomsrKzfv39nZ2eTkZHFxsba2dktLCw8ePCgsLCw\nr6+Ph4cH3NywEElJSR89esTHx0dLS7u4uLjlfIIBnpqaam9vP3v2bFJSkoKC\nAjaVNx8/ERGRt2/fbvkKuABz7OXl9e3bt8nJSWVlZdz/T3GKP5lwOBwjI2Nq\nampOTs4myVOh8iwsLE+ePAGAB3jUSElJh4eHR0ZGIIHt3y5oIz8//5cvXwQE\nBNBN7aww6ZubmxUVFZOTkzk5Oaempm7dunXjxo0jR44A/xU5OTkrK2tYWFhf\nX19nZ+f+/ftZWFjWjzLIptD8goKC3NzchYUF4MX/l/1FVVU1JibmypUrWNQT\ngqLoq1evREREgCAJwMV/c2K1trZyc3Pz8vJC7B6KokB9CsijNVEft27dsrGx\n8ff33xBKt/586ezsBOctiqLgYEPxgiCuX7/u6uqK3Y/5GxUVFUVFRQUEBLY8\n37FftbW1wTxy7949wAxsLsFDBT59+gRBJv8iBb58+VJMTMzW1lZERAQfVLlJ\nrUZGRrS0tP5G64KdlTt27ODj44MzGpP7IyIi2NnZIV5oE6ECRdGDBw9umNB0\n/YuePHmCDQdmvi0rK+Pg4LCystq+fTs7OzugucvKyiDmcXOpDEOiUVFRYREu\nm9yP4TPxGS1QFCX09PR0cnLatWtXYWHh/fv3jx07lp+fT0xMDJo7XOCjqqmp\niYiIOH36tIeHh5WVVWRkpL6+fmdnp5GR0a5du7ANCZTKpaUlR0dHQUHB58+f\nKykpbb6kMELqpaWl27dvX7p0iYWFxdHREWqJIMjy8rKrq+vk5KSRkdGdO3f6\n+vp+/fpVWFgoKyurrKzc1dXl6+sL+cixSMkNdykCAoIfP34sLy+/fv361q1b\nOTk5U1NTWy53bONsb2///v07KPKb7A0IglRXVwNHNCUlpYSExJbNX11dZWZm\npqamfv36NYLHTodfeSIiovn5+RcvXvDw8BQXFwcFBV29erW0tFRbW5uCggIo\nJpC/Q+qgAjgcrqam5tu3byQkJBv6CLDHL1++nJycDJ0P3+NwODc3Nw0NjYSE\nhJMnT4aEhOTk5Fy8ePH06dN2dnabdz5WAXNzczIyMiANR/+NtdfFxQX/e0Ju\nbm4SEhIdHR0EQRgYGJSVlXNyckxNTS9cuNDe3t7W1gajGxcXFxgYaG9vb29v\nv2vXLi4urpCQkIiICEJCQqDhxajcEbxAXBMTE1ZWVjjstjwF4G9gYOCePXsA\nXwflYFYPVVXVz58/v3//3snJSVFREZaQlJQUgiCQ7mJNp6+5YISKi4upqKjm\n5ubi4uLAb4lsmg0eq1tTU1NPTw+4WNdPKbhA3Pz69evr16+PHj1KQ0NDSkq6\npeCIXRwcHPn5+VAf/FeABQBBkIsXL87Pzx89erSpqSklJeXu3bvHjx83MjLK\nzc1NSUn58OHDJv0MZba1tdHR0bm5uU1MTIBMgnGEYVh4SP7Y09MjIyODoihE\nXGPysaqqaktLy/Lyck9Pj4iIyMLCwq9fvyC1/L+sfG5u7pWVle7u7i3vhNJ+\n//6tqKiIXzhhYmIiBQXF6dOn5+bmgM1ZWVmZhYWlqqpKV1c3PT398uXLoLOn\np6dXVVX19/eXl5f39vYyMDAwMzN/+fIFZuSaiQIvYGZmBksC8m+A2qWlJR0d\nHUZGxu/fv8NQYReCIB8/flxeXoblQUVFRUFBQU5OnpaWFhoampub29PTc/jw\nYSIiIhgD/MLhVCIhIfn06dPZs2c/fvz49etXRUVFUlLSp0+fvnjxAgjE/1Y3\nCIluaGi4fPnyvXv3ioqKYIvCB2fBeEMikLi4uNTU1LCwsNOnTy8vL4Nz/F8u\noOdJSEhYk0YUQRBSUtL6+nrAxED2UwEBgZs3b/Lx8ZWXl6enp5eXlxMQENy9\ne5eIiAgOffzmLy0tERAQ3Lhx4/Xr14aGhhoaGl5eXh8/flx/nC4vLycnJ5eW\nlkIC1/WzkIyMLC0tzcrK6u3bt5cvX46KikpJSfmXVAtwraysAFPJ5rfByoFI\nJ25ubvwpiwBilY+PD+KrmJmZxcTEUBTt7+83MjKCqAkPDw9OTk5hYWFpaWk/\nP7+YmJjt27c7OTmJiIhwcHBATOYacRDWa2VlJR0d3Za5u7BwDkCXZWRk0NLS\ngrkHk2Xv3LkTFBT08+dPBwcHBQUFHA535coVBgaGe/fuPXv2zNnZGQzywF2F\nxXnje5Xa2tpERUUtLCxevXo1NTU1OTn59etXAItAM9dLgSsrK2BFysrKEhYW\n7urqApwR9pY1TRgaGrK0tKSnp4dwc/BOQyjHls0fHx/39vb+8eMHGOA+f/4M\nJs+VlZXh4eFjx45BpoC5uTn8uPydO3diGdOHhob09fUBrYYFDmDxRc3NzVJS\nUiBEoij65csXBQWF6Ojo69evv3jxoqur69GjRwcOHFBSUiIhIamoqHBzc4OE\nkhjGDYYYJoOFhQXw6IB4Cq7Uf4wd8vLySkpKAsDq30Rq+P7YsWN8fHxrAkwQ\ncXHxjo4OdXX11NTU4eHh7u5uIIgEt9aHDx+Gh4dVVVWFhISKiorWuO+HhoaS\nkpKEhYVB9QFr/CoeJ0pwcLCGhgaA5bb0EN69e5eHhwf4TiB/E5yAPT09hYWF\n7Ozs0EE1NTWysrI4HO7ChQugRcEABAUF7d27l5+ff8eOHRCshl2/f/8+evQo\nGxsbEFVjTYCxLCkpAYcW+v+5g7DVcu7cOU1NzdOnTzMzMwOaYseOHcbGxrdu\n3fr27VtfX19vG8hwAAA6DklEQVRXV9fbt2/T09O5ubkfPnxob28PSVDAHAGq\n0pbqTkVFBQTq7N69m4eHh4GBwcjIKDw83MXFhZeXl4KC4tWrV9u2bQMoM+Ye\n9/T0BHc3FKKkpMTFxVVSUoLDyyu7vLx8+fJl4DiDZ8HdD0KOt7d3REQEKyur\noqLiw4cPe3t7AwMDVVRUwLWLdQt0BZB3A4ng169fLSwszMzMgoODwYXxL+oX\nbC6JiYnc3NwYn9yGun5lZSUTE5OEhMSaVKyIrKysq6srlqsXRdGZmRlpaWle\nXt7g4GApKSlBQUFVVVWAmuPjaLFmlJaWurq64kMbMZ4IFhYWb29vWVlZjH71\nbwO2sLCgqqqqoqKSkpLy6NGjrq6ujx8/FhUVRUZGMjExmZmZZWdnA0WPt7c3\nFxeXkJAQGRkZlllgZmaGj49PV1cXRdErV65QU1Obmpq6u7uHhoZaWlqKioo6\nOjpqaWlBNTD0CbaJxsTEaGhotLS04Hu6YefbvXu3k5PTtm3brKysMCzs58+f\nBQUFJSQkODg43N3dY2NjeXl57ezsnJ2dIZshpAfq7++H/N9YPtH1zYdzYHl5\n2dzcXEBAACgyNTU1y8vL+/r6/vz58/v373fv3nl7e6empurp6eEHVT9+/FhY\nWFhOTq6xsXF5eXnfvn2Wlpatra1hYWEqKirBwcEpKSmRkZEAbJeRkQEI/MLC\nAkzZa9euERMTP3369N27d3R0dFjOzu/fv1tYWGhqarKwsNja2lZXV0P21l27\ndlFRUeGTNjx8+JCTk/PcuXM8PDwQtfq3jQkq/P79ex8fn2fPnhkbG+/cuVNO\nTq6mpgbdyEJy9OhROzu7M2fOEBERQfgntuaRsrIyCCrCb4yPjw/s2xUVFby8\nvNDjGwJBYMjPnTunq6v7+PHj8fHx6enptra2uLg4JiYmLy+v58+fm5qa2tnZ\nYQke1lCKQlFeXl7R0dFr4olX/+OqMTMzExUVVVZWBteuqKiou7s7sI+8fv16\naGgoICAAstkPDAwcP37cxMREWlo6JCRkbGwsPT1dXl7ewcEBIunW9Cl2aAoK\nCvLy8np4eCQlJeXk5Ozfv9/Pzw+WHIqiU1NTWlpaurq6sDEkJSWpqqp6e3sD\n/wWKotPT00FBQcC3DBshps3k5+dramqCvwoDba1pvq+vL8SN6OjoqKmpYSBo\n/H6IjIwEmj0zM7Pjx4/v3LlTRUWFj48vNDTU0dFRWVlZQEAACmlsbBQQEPDx\n8eHh4bG2tv706ZOMjAwvLy/4EbA5FBgYKC8vz8vLq6KiwsXFhYXQfPnyBUgq\n3NzceHl5+fn52djYmJmZKSkpjx8/HhwcDCc1iqLV1dXOzs5HjhxhZmY2MjKC\n7zeMHYIPGhoaEC1y4sQJampqPT09GRmZ8PDw69evNzQ0vHnz5smTJ/n5+cHB\nwWCacHd3t7OzU1BQwF/zhMDH/fz5cwRBiImJycjIQK8EdWRiYiI8PFxQUBDU\nlzXCOCEhISkpKQ6HCw0NpaWl3b17t4aGBtAkEhMT29raMjAwwBhUVlZ6enr2\n9fWtl/f//PljZ2cnICBw6tQpsDnja104HE5CQuLWrVs0NDQeHh6NjY1UVFSl\npaWlpaV1dXWhoaF2dnZaWlrc3NyAQFVWVk5ISNDV1RUSErK2tmZkZLS0tFRW\nVubk5ARW+DVNgH+5uLhQFE1OTi4pKWlra8vMzFRWVg4NDeXh4ZmenkYQZGBg\ngICAgIaGRlNTU0ND48ePH3/+/JmZmQkPD4chgWCVb9++OTo6CgsLLy4uArwd\nbCCrq6vOzs5tbW1ERERrmj8yMgJcHpCtk5GRMTc3l4mJCTMtYYdbbm6uiYnJ\n8vKyqalpXV3dnz9/3r59CyH7KysrpKSkvLy8V69eLS4uPnr06Pnz569evQqb\nyJEjRwwMDA4fPmxlZRUcHHzjxo379+/r6+uPjIxISUk5Ozu/ffu2rq6uuLi4\npqbm9evXCQkJAgICampqkDXD0NAwICBg27ZtNjY2Dx48qKysPHLkyPj4+Nu3\nb8PDw83NzXfv3i0mJra4uOjl5TU6Ooqf1wBFUZhXU1NTHh4eCILcvHkzPj7+\nxo0bUVFRFBQUCgoK/Pz8gYGBly5dqqysLCoqSkhIWFlZKSsrIyUl9fLyqqio\nOH78eEJCAsTS/i+L96VLl5iYmM6ePdvf39/W1ubi4mJqaqqjo+Pj4yMvLw9Y\nuy3jfu7duycvL+/u7q6rq1tcXKyiouLr6+vi4mJtba2npweJFWhpaf38/IqK\nilpaWj5+/FhTU7Nv3z5BQUHI+7pmda6RgVpbWyFHF5CDANZzeXk5JCQkJSVF\nWVk5Kirq7NmzDx48ePDgAVgKLSwsHj58GBYWxsvLy8rKCpnf1uyymObHwcEB\nsZDGxsZYhNmlS5dEREQUFRW9vLyysrJu3LhRWFjo6upqZmbGx8cHqAyMGnt4\neJiHhwfOK0wEwiLalZWVeXh4oqOjr169+vLlyw8fPly7dg1ggcrKyunp6YKC\ngpAPcMPjFQq8f/8+MTGxgoKCiIiImZlZVlaWurr67du3R0dHf/78uXPnTnJy\ncjs7OzMzMwAbLC8vGxgY4HPPfPv2TUxMTFZW9t27d6CuAO8iiqJpaWm8vLyx\nsbHGxsZKSkpSUlInT57EAAmr/2W8OXr0KAcHB5xIlZWVHh4e6urqFhYWwcHB\n3NzcMjIy586dw1eYhoaG8vPz1dXVKyoqQOrg4+MDgNTQ0JCoqKizszM+wcfY\n2FhoaKiamhp4EKAQDQ0NIyMjmIoIiqJ1dXUQPWtsbJyYmBgXF2dlZQWRTED2\n+y8upa6uLqBdOHLkiJCQEOYea2xs9PLySktLU1BQuHDhwq1bt/z8/NjZ2Xl5\nednY2NjZ2QUEBIAubhPhHYZw3759tLS0EOC1sLAAMom1tbWsrGxjY+N6/f31\n69dKSkqQEObHjx/u7u5YsB52J4giJSUl4uLikLlcSUnJzMxsenp6eXk5ODiY\nk5MzOzt7DZK6pKREQEDAzMwM5CioHqQdhIRBMI/h+6mpKSMjIy4urra2tlev\nXklLS+vp6TEzM8fGxt66devdu3cPHjxwd3cHWieQNNZPWWxpSUhIFBUVPX36\nVEtLi5WV9f79+yhexK+np6e6urqdnV1UVNTQ0NDu3bsxNDPGxldWVgZr8vfv\n36KiosDuDT2ppKQ0OjqqqqoqKSkJ9A6YvRYzv6Ao+ubNGx4eHvDqFRQUyMjI\nQIUhBtPU1JSTk9PIyMjBwcHIyMjd3T0gIAB4zUB9P3z4MLx0aGjIxcUFZBXM\nvgG1BckeJN2LFy+6uLgUFxdzcHDs378fgaGlpqYGqDw2KkBlAM69zbFLcP/0\n9LS2tnZSUpKWlhbYpzDV78WLF5SUlBjDBYqicXFx5ubm09PTFy5cWMNnseEF\ns/nNmzcMDAwAp4JvAH8NQdU4vNQJy//lTZifn7ezs2toaPj9+zc1NTWQbmAM\nJXDP2NgYsLhlZmbCDL5165aysrKfnx8/Pz+MLj4tDdxTXFzMyMgYGho6ODi4\nvLz89OlTJSWlvLw8ERERDIe+8h/zv7S0tKioaFZWVm5urrCwsKmpKSxpfG21\nrq6OkZERAPzrOxzu7OnpAfULRdGcnBxpaWmMuwWm47FjxyCKMyYmhpqamouL\nCxgU8Q0I/f39Ojo61dXVERERQkJCTk5Ou3fvtrS09PT0DAkJAf48aMImMPby\n8nLImquurq6jo4MxifDy8oaGhgYFBW3bts3a2pqJiSksLOzXr1/GxsYY2X9s\nbKyQkFBaWpqOjg6AVPHNKVh8KwcHBz8/v5qaWnR0dGxsLERkpKenEyMI0tbW\nFhISEhoaCh4XFEURBLGysjpy5Mi9e/eQf/NqzM/PMzAw0NPTk5CQKCsrgwUe\nHpSQkPD29paXl8eM/CYmJsTExNTU1CoqKp8+fUL+A4//rXAoh4WFxdjYeGZm\nxsnJyc/PD5LDX7lyhZaWdkNMEICkzp49a2pqyszMnJ+fv3///qWlJT8/P0A2\nERISfvz4cc+ePcrKyj09PbGxsSAtOTo6vnr1qqamRlRUNCQkBMHz52Hypaur\na1FR0YcPH0xMTFZWVqanp4FLS0pKKi4uzsnJSVdXl5SUNDc3l4SEpKmpqb+/\n39TUVFZWlo+PLykpSVJSEnhbQd4F2v4DBw60tLTAYbXetA5I7RcvXvT29rKx\nsd2/f39iYmJubo6cnBzzbC8uLg4PD09NTQGpOkQZIf+lX4W/EIzl6+vr5eUF\nwKaMjAwnJydghw0ICGBiYlJVVd0QxgQi+PLyspOTU0VFha6u7t69e+/du+fq\n6gq5mAGlREpKChUeGxsrLCzU1tZeWloKCwtzdnZuaWmprKwUFBTs6urq6OgA\n5Br+0MNnPj4+VVXV7Ozs+Pj4U6dOLSwsPHv27MiRI/z8/P83ZZH/EALYw66u\nri9evJidnaWiotrcUUFAQPD9+3cSEpLExMRXr17Nzc3R0tLC7ASH0K9fv5aW\nlsjJyQFvRUBAcOXKFSoqqrq6OjBeopv6xuCio6Pr7u6emZmZmpp6+/YtOTl5\ncHCwsLDw3zBiMP84ODgiIiLOnDnz588fHA536dKlly9fMjIy0tPTQ+J6SkrK\nnp4eJiYmYmJi2KuIiYlFRES6urpoaWl5eXlRFF0TBAuOWSUlpZGRkcePH/v5\n+QUGBoIOR0BAMD09XV1dHRMT09raSkZG9urVKxISEgEBge3btx85cgRkAICh\nYfMAPgQFBYWFhQHNMvr/kVZw/8OHD9vb262trREEgeC5vLy8lJQUAgICMjKy\n/v5+oKcuKSkxNzdPTEyMjo6+e/eunZ0d/nq+dOlScnJyc3Pz+Pi4hITE3Nyc\nrKwsJSUl/MrMzOzs7IxsFLK6Zlb5+vrS09Pv2rWLiYkpIiLiwoULQD6A/OfQ\nJiQkZGRkjI+PNzExCQ4OfvPmzeLi4vXr16moqPbs2RMYGGhra/s3txk5OXl7\ne/v+/funp6cfPny4uLg4OjpKRkaWnp6ONDQ0QA+uOYkwMtE16SL+JmiePXtW\nREREXFycg4MDY6vE2OMYGRlPnDgB9/f19YHAXl9f7+Xl5eXlhW5lhcYCEMCS\n9/Xr16ioKEVFRczTs7nQ0tfXp6ioKCMjA3LO+Pg4WE+BQnB8fNzAwMDQ0BDj\nulpZWQkICMBICTaEzaMompycDEAWFA/FhklWi4uL4eHhTExMd+7cgadCQkKI\niYlBOFkvrcI3ISEhYPBfQ7GGoujTp0/B8BwfH09FRVVbW9vQ0IAgSHh4eFVV\n1fHjx8GQV1hYWFhYmJGRYWVlBezNSUlJYDVbXFy8ePEiMzOzioqKtLS0tbU1\nhjE3NjbevXt3SkqKrq7uljB5LCLN2NgYuH+AdmB9iMHqf6kl3r17BzjxgoKC\n6upqV1fXgwcP8vLyAqHbesGgtLT00KFD4Bvi5ubm5+eXl5cHolxEQ0NDV1f3\nbyqqg4MDnFN/U+dX/kvHbGBgICIi8vXr17q6OiYmposXL37//v3Hjx9nzpzh\n5uY2Njbm5+e3sbEJCAgAFkjArb1580ZWVhafTG/DCyPNA08p+l+muy0fxCrp\n4OCgqakJnIEoiu7fvx+Onra2ths3bggICHBxcenq6paXl9+/f9/R0VFGRkZF\nRUVDQ2ND2zjUx8XFBabjmqHCLJE4HA7sd/Hx8ZaWluLi4ioqKhgl44ZTdu/e\nvezs7CdOnMBM1NC6R48eKSgoqKurNzQ0ODo6mpmZKSkpkZGRXb161dnZmZyc\n/NSpUxDBix+D9Pz5czMzM2ZmZgUFBW1tbXl5eYgd2Ldvn4SEBOQ5Au0+IyOD\nlJSUmpoaX1XY8gL2/S2DNaAthw4dUlZWhm8gdwsfHx+W2QGfxg9FUW1tbQik\n3bNnD0S7SEtLg20bUVVV5eHhgRBKzOMK3Tc6OqqhoUFGRoaFVW0S9+Pu7i4q\nKrpt2zZPT09RUVFaWlppaWllZWWwhqAo2tzcLCoqSk9Pn5eXd/78eVVV1YcP\nHyYkJAgLC4P5Y0uPro2NDZbg/cePH5CNe8sLaujr6wu07q2trdXV1YAc9/Dw\nYGBgAGns5MmTEhISLCwsCgoKXV1dly5dcnNzs7OzAwcbJB6CCwbg9evXwBq0\nub/n1atX2tragoKCJiYmTk5Oampq4IL62x7h7e2tp6fHx8cnISERHx+flZW1\ne/duY2NjPj6+2dnZQ4cOkZOTAwfR8vKyj4/Pzp07fX19sQQ767kvZ2ZmPD09\nWVhYCgsLe3t7NTQ0gJKsoaEBnxLd3t4+KSnpx48fMFj/coHHDozum0/Z1f9Y\nbMXFxa9fv/78+XMHB4e3b9/+/v0bolAhHA0zcnl6ekpKSurq6goLC2M5VPz9\n/YFXAGlsbMzKyrK1tcVnToS/wAMMuQ6xvFlr6jE5ORkeHk5HR6ejo5OdnX37\n9u0nT548ffr0woULjo6OEhIShw8fhuO4p6dHVFQ0ICAgLi7Ozs4OgDh2dnaR\nkZFycnLw9g2NOyBfXr9+nY+Pz8jI6ObNm58+ffLy8lJXV8f3Em9y4XA4Z2fn\nlJQURkZGOTk5FRUVKSmpkpISXV1doE2Gct68ecPNzQ21HRoakpeXBxsNPjkm\n/F1YWNDT0wPsy5ZEQwYGBsDeMzk5qaurC2LY6n+0avhrsre3l4+PT0VFJSsr\nq6am5tGjR/fu3cvJyTE3N4foN01NTYzHE0XR7u5uCgoKMLtuQkrw588fLPGl\nkZERHK/Nzc0Qkw0QC0JCwvj4+E+fPuno6GwZHLb6H98U5IT7F44w+NXW1paN\njY2SkhJOJwgqVlRU1NTU9PHxSUlJCQ0NVVJSEhUVhUkcHBxcW1uLomhbW5uM\njAyYwxCMNU1bW/vVq1cjIyPz8/OfPn0KCAhQU1Pj4OB48+YNsMg4ODgUFhZ+\n+PDh9+/f4+Pjz58/P378uIqKCh0dXW5u7nru5tXV1evXrwsICAgLCwcHB5uZ\nmeEbXCorK6WlpY2MjHbu3CkiImJlZQWzFj+gD0MhPXz4UEdHR0FBAUweO3bs\nEBUVFRQUBD/elrLsr1+/pKWlGRgYCgsLoZ5fv34F5Af6nwELvod8aDExMWZm\nZuTk5I6Ojl5eXhDVBL7o379/3717V1paWkREZA3CaMOlgqLo7t27Ma7FtLQ0\nBEEguBRf/IVyAC+yodf60aNH3NzchISE4BABe/CHDx9ggW15QJWWloqLi/v7\n+xsYGEhISCQkJIiJieno6Ozdu7egoODKlSuHDh2CfORiYmKbh0xiZRYWFlpZ\nWfn4+GzZD9gYRUVFnTlzho+PD2bC6urq/Py8ioqKgIAAOzs7gEyAMA+iOz09\nPQUFBX18fHR0dIyMjMCai8AJMj8/b2RkJCMj4+7uDqHrcPoMDg7KysrGx8eD\ntUtdXT0pKcnY2FhISCgpKUlDQ4ORkRHjWV/eKKPs+/fvJSUlqaioCgoK0P/y\nDkObk5KSQOSwtrZ2d3e3sLB48OAB1lOr//Gu5eXlAR0aEKrBr5OTk6qqqsCX\nseWAFRYWUlFRYdwimE7m6uoKhykGlvDx8aGiolJQUAgLCzt58mRaWlpkZKSB\ngQEJCQkXF5ezs7O+vr6Pj09DQ4Ouru7mMaL/09iVx0O1/v8jg9BkxpqxTfYl\nZRlxzUiWsYx9K0uFqCxJC0WiSFmK6JZybZWlru6lpAVXUlIRSt2ryDItZMlt\n7Fnm/P743M5vvhU5f/TSzDlnznnOc57n83w+7wX79ePHjwNBvKWlRUlJKSQk\nxN3dHfAP2OFdXV10Ov0bb15OmXJ4zVatWqWpqdnc3Ay91tPTs7y8HF3EpMxi\nsbS1tWElfeTIEV5e3sjISGyOwjLrQOwGwtJ8wvZzX503nZycADL1vbLxfF12\ny5Yt8vLyWlpaVCr1zZs3LBYrNDTUzc2trq5ubGwMItK+vr7Lly97eXnp6+t7\nenrq6ekZGxv7+PgAA6Wrq+s/HYOxsTEdHR1JSUkzMzMikQjdGZ5iWVlZVFRU\nXl4eAMxQFB0aGqJSqR8/fgwODoai5XwiAJgokIyMDOcTght4/vw5lUrdt2+f\ntbW1sbExlUrdvHmzt7d3ZGRkRkZGTEwMiHfY29tPTExoaWlh5m9w2rq6Osx6\n6Ye9Fj4cGBigUqlKSkqQXpj96jWMomhwcDDMklhNWE1N7cKFC9/0gNnZ2evX\nrwsLC6ekpFRUVPj6+ra2turp6S3A08IORFH02LFjoqKiq1evdnd3NzQ0TEpK\nOnnyJIIgK1euBBENFxcXHA6HuectIKdQWVkpJSWlpaXl5ubm6OiooaEB5dbF\nTMo7duyAtjp37hxmi8lZfIFPXFxcyGQyjAWc2k3Y6gVLJcXFxT1+/HjFihUL\nG65w9loLCwtQM6DT6WBRAQPZ95XLqakpUC3A/AZjYmKEhYWNjY3/0zE4c+aM\ntLR0ZmZmQUEBhUKB9RC8Pc+fP5eQkFi+fDnkI2Cci42NFRER0dHR+Uad5oft\nNTc3Bw7F6P9GhO3t7bq6urq6ukZGRj4+PvBUYM0Hcbqenp68vLyKigqDwbCw\nsMDeeyzJoqmp6ezszAmS+maMn5qasrKyUlJSIpPJGMAK6wF79uzR0NAoLCx8\n/fr19evXLS0tsdIxZ4Vs7qtpFGRFrKys/P39V6xYsUhXURcXF7C0hg+DgoL4\n+fkTEhLev39va2vr4+Pz7NkzEokEBfQFzjb71SosMTFx+fLlhoaGrq6uP5UC\nwQ4EmRwQTMc0JTh3g17b0NCgpKREJBKBaIR+F6JMTk4GBATo6ur6+/vr6uqK\niIhwCmsu0A6ACoLVZ29vL5lMBn4lTLycWCjOFwP4pCiK5uTkAAoRSUlJCQ8P\nFxMTw2SzmpubMb8lFEWjoqL09PScnZ05YSUgq4TpxCzQXrA/+KCiX4vdEIol\nJCSkpqbeu3dv6dKlIBUDSauSkhLANri6ukZERPz1118RERG6uroYtg06HHCP\nREVFzc3NAQX8zZsKGAMQg0lMTMRGDmjB0dFRHR2dlStXMhgMAwMDAoEATOAf\njnPwi62trQoKCoA4sbOzg8z5fNhtaJbnz5/r6+uvXr0aSqAoilZUVJDJZOg0\nNTU1ampqZmZmgD1fDOP00qVLkpKS165dO3funJqa2mK6LJzWzc0tJiYmJSXF\n0dFxgafGZrONjIxOnz4dGxtLpVLz8vKam5uZTGZvb29HR0d2drapqamKikpY\nWFhycnJiYuLQ0JCHhwc8mvmuH5rowIEDsrKyoEFdVlYG+Zb5Wg+LVRwdHR88\nePDmzRs9Pb3g4OCqqircq1ev6urqhIWFgQg6MzOjrq7+6tUrLy+vtWvX3r9/\nv66uTl5e/ubNm/fv35+ammIwGH/++ScvL+/o6OhiRPuhhLNmzZoDBw6AHdLc\n3BwfH9/z588rKirevn2LIIiEhATww2Bnfn7+2tpaKSmpgwcPBgcHT09Pm5mZ\nycjI/Prrr9HR0ViJLjExkcFgBAYGmpub+/n5QU4EeKosFqu6uhqAkeDy4+zs\nbGFhoaysbG9vz2azBwcHAwICxMTELC0tnz9/3t/fv3v3biqVurDYgqampo+P\nD7inEwgEJpNZXV1tZmY2PT39DTITY03t3LkzLS2tra0tNzd37dq1c3Nz+fn5\n/f39KSkpISEhBQUFsrKyAwMD69atQxYnp0AikTZt2gSM1sbGxtbWVgBpLFBU\nX7JkCZvNfvnyJYlE4uLiUlBQmG9PuAACgUClUqemptLS0rKzsxUVFfF4fE9P\nz7Nnzz5+/FhWVmZtbe3h4XHy5MnS0lIREZGOjo6wsLDs7Gyo0nHqdkHP4+Hh\nycjIyM/PNzAwuHTp0qtXr96+fXvt2rUFamzAxlu2bJmtrS0I5CgrKxcXF3d3\ndyMoitbV1UlISMAgiqJocXExjUZbs2YNgUAAi9rKysr79+9DUMzPzw+OK3v2\n7IHE/mJEAJqamohEorKy8u7du3NyckJCQkgkkrKy8sGDB69fv+7s7Ozm5gbj\nOovFsra2Bgw18HPg8+HhYUVFxbCwsFu3boEGORgNxMXFLV269ObNm8ePH9fQ\n0Lhw4YKZmRmCIPAga2trDQ0NCwoKbGxsBAUF8Xg8lUoFigsM5CiKtrW1KSoq\n/pRZz/7qm66goEClUtevX29lZaWgoMBZ/eKEO83NzUVGRgJPwd/f39DQ0MzM\nzMbGJi0trbGxsbCw0NDQkEgkjoyM3LhxA1O8+mlLtrS02NraggrdunXrfqrD\nAKNpRUWFpaXljRs3rK2tIWj+4SgLV+7i4kIgELZt2wZ4dvZXZbTW1lY7O7uU\nlJTJyUlLS8vVq1evX79eRUWFSqXq6+vv3r2bE3zDecK0tDQTE5ObN29WV1fH\nxcWJi4svBiGIuSTIyMj4+vo2Nzc7Ojp++fLlv+XXnTt3xMXFXV1dvb295eTk\n7OzsGAwGJBq+CWVev369cePGhIQEbMG+GH3P69evOzg4MJnM5ORkHh6evXv3\n5uTkYOVQ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