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musicinformationretrieval-com
Commit bf4eff99 authored by Steve Tjoa's avatar Steve Tjoa
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drum tab

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adtlib.html
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......@@ -11773,7 +11773,7 @@ div#notebook {
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<div class=" highlight hl-ipython3"><pre><span></span><span class="o">%</span><span class="k">matplotlib</span> inline
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<p>This notebook requires <code>ADTLib</code>. See <a href="https://github.com/CarlSouthall/ADTLib">ADTLib repo</a> for installation instructions.</p>
<p>This notebook requires <code>ADTLib</code>. See <a href="https://github.com/CarlSouthall/ADTLib">ADTLib repo</a> for installation instructions. If you experience problems, be sure to install the latest versions of <code>tensorflow</code> and <code>dask</code>.</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">filename</span> <span class="o">=</span> <span class="s1">&#39;audio/classic_rock_beat.mp3&#39;</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">ipd</span><span class="o">.</span><span class="n">Audio</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">rate</span><span class="o">=</span><span class="n">sr</span><span class="p">)</span>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">drum_onsets</span> <span class="o">=</span> <span class="n">ADT</span><span class="p">([</span><span class="n">filename</span><span class="p">])[</span><span class="mi">0</span><span class="p">]</span>
......@@ -11955,7 +11955,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">drum_onsets</span>
......@@ -11971,7 +11971,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
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......@@ -11994,6 +11994,50 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
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<p>ADT also produces the file <code>classic_rock_beat_drumtab.pdf</code> which looks like this:</p>
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<div class=" highlight hl-ipython3"><pre><span></span><span class="n">ipd</span><span class="o">.</span><span class="n">Image</span><span class="p">(</span><span class="s1">&#39;img/classic_rock_beat_drumtab.png&#39;</span><span class="p">)</span>
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u+97w5z3n3nxbDcCDcIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQBcRiEFgu4u0FKoJAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACTgEEttERIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEsJILDdpZoLlYUABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEEttEHIAABCEAAAhCAwGELMNntdmKOoZjYONLExRx2iSgAAhCAAAQgAAEIQAACEIAABIILILAd3AbvQAACEIAABLqgAJPDwUHrHRMbSwi5BuVp9xuN5oO0deNuqmmMoWRDTzrmdz0pWRvX7vLwwS4gwLKvyZ/6FhMj+1fU7mAtxwaMB+rWw2MI/NYFMEb81nsAth8CEIBAVxRAYLsrthrqDAEIQAACEAgoYCdzZTEVVzXIzGH/gJtncW1GHvUwJJEmeqNvnqp2oXsHrXzjavrbcyvI3MAUG9efpn07n87vmy7OXWgzUNW2CzTVU2nRQaprdPjta7FaI/XsmU7xUTdj3yFjQ1GLsSE15wjKSomnWIwHbW97LAmBbimAMaJbNis2CgIQgMBvQACB7d9AI2MTIQABCEDgNyLgKKDXrz6HXvjeRA1Ngbc55uJJtOblyyk7UYuZ24GJ2vFqHb13xVE05pMystqVj2vpheW76fazelJC1AU427F5+EgLAXvhYrpk2G20wWQlh/rdmKtpwYYn6SSDjmLVr3f2Y0cFvTNmED25uI4anH3UVaFznviEJl/7B0qK/22fXeBoslOTnOkSE6chTSyORnV2d8X6O0EAY0QnoGOVEIAABCAQDgEEtsOhiDIgAAEIQAAC0SBgXUej/28YfbSvilSxK/+aDX2J9i38O/VMllma/u/gWbsFrPTRbbl04/RasjS6Cpm44le6c3AvBLbbbRrdH7RseZd+d8atVGCqb1bREbSsaDadlZscXbP1rRvp+hP+SO/vrvAbG4ZP+prm3DGIkhN+w4FttlHhtg2096CZEnP/j4472kg6TfSMjtzUQNUVNdQY5Cwcvw4YF0fxGh3pknSUIKmQMBPfT6fjnzQ1Um11tRzwDHwGVdsrpCW9MZ0SI9kvMUa0vTmwJAQgAAEIRJUAAttR1RyoDAQgAAEIQOAwBPggvXvnTfSvLzaR1eaesi0pBthuoeKSKnL+tB78IhV+dTvlSWAb8xIPw9rvo1aad0t/uundQqq1EWl0enph6SYaewZmbPsxdaMn9uLv6Z6zb6Av6ixk50aqLC4nqzPwOJy+LpxDg/KSKaom63MtffrPsfTA+z9IoK2MyqqszvFg+EQJbN/5Gw9sN2yh20/8M31eXUdNcVfSok0To2rGfeOBpXTfmEm0ydrgf3ZAoP0pNZWOPfoMGvjHIXTGKcdSj6wMZzA0BqlmAmlF/DUuW0X/HP8Y/VBST02HFds+iu58bSKNONYYuTMKMEZEvD9gBRCAAAQgEBkBBLYj44pSIQABCEAAAp0g0ESW6kqqrrNKsM29epnBZ976EZ3+l4fJZG4gQmA7Au3CtH7eU/TQQzMk+NRIRw68nl5+/WE6OTMpuoKbEdjy32yRyizakgqqkx0t1ryBxp0+khaYJMhNURrYljB2fW0lVcoM8y2zxtNfHp8v+eCltghsE9WvpzG5g+mdGhPZ6GKZcf9hVM243/3xOBp4w3Sqqg96Ho5vN5SLA8drEyghUWZtH/MnevqxO+iiM/6PjKmJMnvbtxgedYyAefMMOnronVRW2/zMjlDXr6Wr3lxGb15zGiXGR+psAowRobYKlocABCAAgegQQGA7OtoBtYAABCAAAQhETMC8ZQbln/F3qlXSJiCwHRFnm7WOqqvqnOkCNLpUMmSkkhaRpIhYR12hVgmM5nkCo9Ea2PapbZ42hgaMf4fqrDYEthUWCWyPlcD2DGdgO/rar2r9dBow8imqloOWpeU1rjNvSEeGnHRK8Iwx7KAmu53sdhuZq2tJDmFKqv9EMqSn0ahH36RHrjmfeqQrwW1EtxWajrqZNk2jHgPGub57NamUlZlCce4WVE6ZsllqqLLGdfZEgt5A6UmqM6mavX+RpA36qIPSBmGM6KgegvVAAAIQgEA4BBDYDociyoAABCAAAQgchoBy4TK7zUaNEphgjiHltPHYuFiKi9OSVqtxzbSTwIXd3kQcE0saTVxIaUTCHtiWlAtNysXWmprIptTJmYKBnXWP1WhkxqDUW+oY8o2lPJtiIX8Oh9NB/hEHuaCblKuR/KIOWyM1KmlWNPEyc03TtlVEoFyW9nDIxeYC3WJk1uThBpAi3ScC1TuU19jRRC0339Vv/UJnzn5rc7epyytW+nV8QnybTqlnhxKss7va3F1BpRRPn2hXP5PPh9X3EIFRlr7sCJgfOYBXKI3QzmU3Tx9LA8bNCBjYVvo1S8MqxspfbKySp7l9K1LaTtmfGxttnlCes6BY2Z+1MkbEy9gW8i0SY0/z9iuSVDKSIz1aUsk4bGbav7+Ain55jy64bhKZnIn8h9HUJRNpUH6yEDqo3mqhypIDtGfTOvpq8iz6vqqcSqpMTvek9Ewa/sDbNPnOi8igXDS4WXuGf19Wvh/8Lqnq7EfN16v0MIcs5xoVfD0hRr7jYpt1upbjrfK9IN8H9kZqaJDxRfYx6a2kSUjwfi8o/a+xoUG+V911idWQTqcjbQc2bMm3L9DRf3qEauVsKc2J99Dnk6+kXHc++1iZeb3zoyfo+kkL5NoMdjrjzjfp5etOp3g3SPP3D3l2RRj3jY4aI3ytjkcQgAAEIACB9gsgsN1+O3wSAhCAAAQgcFgC3GQjS10tFRftpa2bN9OuwmKqr4+nhASNXCgqk/KPOJKO6nMEZcpFo7i6iHbuK6XG+BQ6/oQTKCNR0+bgdtgC22wnq8VE1ZVVVFpSSAf3F9GBg2VkalSumNggAYYEysjvSccddyL179uDjGkpErxsA5EEIJRyq8qLaM/O3bRr5x4qqbVK8DNBAthJlJPbg3od1UfyxaZQ3e6N9MvOIkrqN4wuOqsvJbW2gkiVK2koSg/so3Kzf8DOs6WxibnU90hDuy4c2VF9wlPX9tw77GY6sHsfmbz5bjylxFLmkUdRVrLWGQxttJqppryEft21g3bs2Sun4zc4g1j63H508ql/oGP65lCSBKdaBrwk5OXeN8olWLdj5w7at6+MrM7gFUm6j3gy5ObT7353NB3ZI48y0pLlYn9tO5DiKTes+1zzwKgqxzbbrVL3/WQOmEYiVi5WeAQdaZBZnM2CjR7RSNz7B62+kRzbAyiBGsksqVRq62rIbJZ8wLJiJfFFcmIapcms39TUJNLJxQjbcmOHjGumOio7uJ+2btkk7VdEtRJg1ErgrVHaLj2/Fx1z7HF0TL9elJWhp8S2lBvmscd3sEEOJCrt12MIveucsX0+LSucR4OyE6VNAjVK5xyMUAK71k0zKG+ge/avpLxZXvAhDZZc7soQ6wz8KgcaGxvIUnuQVs+fSbc/9RbtLSh37nO6tEx64b+/0E2n9qAEjW+7wr8vO8hcuZ/2F5v9DnwlGntRr5xUvwuq2szltGdfiS9tlrtzxcZnUO8+ub4LJQYcbxNIr08gS8l2WrlqM+0vryWNVk99TxlAQ848gTJ1Direu5VWr1xFOw7WUIMcXNHq+9KQ84fRSf1k3JHvjYDN25YOHsIym6ffSGfePotMsv8fO/4j+vbZSyhN5z6gI82wefptNPgO19kTF76wTC5CLPnu4937WbP3gwa2w7xvKJsX6TEiBEIsCgEIQAACEDikAALbhyTCAhCAAAQgAIHwC9jrTVSwYzV9MvMNenXO92Sx1JNNAhMS+5GbEjyJc85SVmZsjxozhspmTKevrbKMvPf4Z2vp5tPyyPP791C1C09gm8laupk+nzWDHn39YzJLXVynviszd31z7pTZmPHxCTRk9KN03+1X0Mm9Mii+2ew7v/qyjar3bKD5896nCZOlXLPFOcuzyVOmMkNdmbEtDsoMPZYZ2w0yCzRGeyMt3/oUHWfQOQM7fmUqTyJVrlJ02bd01Vk30He1FmcAsMW6Y0bTfzc+GbxuLT7geqEj+0SQKrTp5er179AZf51Adc6Zo/4fOffZ+TT5quPJIcG1nxZ9RM9PeJM2SsC0Uc5IaHLPBI7VaOXgzen03Bdv01Un5zWbQSnBT6uJinauofmyb7wk+4ZJLprnPFvBvSqWfSBO9g9tfDwdfcGNNP7GUTT0pH6SR7j1nOYR820lsN245ws68cK7XKkI/Kmcz2KGP0/r/nMFZYZwoCpAMSG9pA5a/enfy+idq/vSzpVLacEni2j28pUyw9V14Vllr46V/W/QiFvo8isvo8En96UsOYjQWhDe3mCm4l9/oQXvTqXn318qfUTZn11jhBJOVdrOOWM7XmZsnzqKnrv3ZrrgD/0PkQM6vGOPvb6GiuUgYo3zYIPMDq7fSg8PHU0LzHJtAjqW/vPVO3R2j0QJfPoCwD7gWErJ60U9M5S+Fuh935LhfuQ3jreay91BjXKgcPuKaXTRdQ9RQbnrgFLGjW/S5pdvpNxUX7qLsO/LsSb66JbT6KH/1VI9SQBXzrZQbjHnPEtrp1xF2UkyY9z5ioNWv30LXfnMYrJIrne/W8wgeu/nGTQkXw6MysKBx1vpR/K9ohyoqm9oJLvM/FZmemvku2fY3f+h8ccV0U13v0hVckFQmzIrXL5PYmK1pEs8g56c+R8aPbQ3JWnbctTVr2YhP1Gn9Ljg38vp43FnUbJ7xrZSmHpfHC6pRuY0SzXi937AfPjh3Tc8G6heb7jHCM86cA8BCEAAAhAIm4B80eMGAQhAAAIQgEAHCtgsVfzT3Oe4X+8enJaik+Qjzkl1LOdRc3JyKqcmJ7NM2lbiSs6/ZL2edTEx3ucTv/6V6+0STm7jzbR5OutlPc7yBr/IhaYGyTYQ6q2eF93bn3tmprAEfLx1SUrWc4bBwEajwbktnjrrUjI4Z/DDvK7MxK1VtbFyNd93dF/OSXOXq0tlQ1YO5+Tmcp785WQZWZ+c4F2fp3yiEby8yMS2IBsSqXIVNcvW9/io7DTWajQsKVJYTn9vVr/W6xZIvqP7RKA6tPW1nXMf4Jz0FNe2K9vv6b9yP/yFb/lg4Up+7op+3DMrjePdfUWToGlmFM8XTFzBMpNZtVoHN5hKefHMCXyU7Bvp3n1Dw8lpGWwwGjkz08iSN5hlLr+zPG1iKhtz8vj6Zz7kTcW10h8Cd4iI+lrX8Rjpv1pnnYbz14W+Pm/e/C5nefY9lZOcisA6XTJnDP0PH6irb8f+qGIL8eGmaWM4NVHr9Dvz7xP4iZv68BG5BnlNNRap6qpL0rMxO49HPTqdfyms4oZgxtZqXv3Za9y/zxGckZoo44TSRtJ26RlszMzi7OwszjSkc5JnbItPZoOUO/b5Oby7wsRy4CPILbxjz74vn+aj+/bivLw8119uJid6xzQtZ2TL2ON5L8B9j9s/5FJLY4e2mQLjN46Tfz8LBCcBfJ59T2+W7COufS8pg2f+UsySmsO7eNj35aZf+fGjczlVJ/t7375yZdVY17qHvMT75HtHDli6b7X83nX9OFGj9Y4jvrFdxy9+v9/7HaeMt/2y053jrW8Z9zZJP01K1XOyzvdcl2bknMx09/eUhlPT0nx9ThJ9ZGTfzquLzaq6eOoU/nv1viaBa5aZ234r8Xt/YqD3b/buqzJju8XnmcO7b3gqp65XOMcIT/m4hwAEIAABCIRTQDmCjRsEIAABCEAAAh0lYLfydzPv4z49jL4AscYV4MkbPJzH3vUgP3TfeL70nN7cI8/ISaoAk+dHfecEtiUQcUWeBCKINRKQSzNkcW5ePl935yP8+oz3eO7cmTzxwWu4zxG53qAjaVP5phmr2dTo/2PeR93Eq6Zcy9kSZFOC+5oUA+eNup+nf7Gc12zYyJvWr+Fliz7ip+8ayUfmi5efxXBeoQog+spUHkWqXNdaHKad/NL4y/mcPw7loUPlb8QIPkKpnzOQpwRYDh108qtvJ/QJv/WH+KR+/zK+//KR/Edl2+VvkDGV5eR5ZwBr2G1P8IOX9OLM5Bhne6VmSJBJ+sng4YO5V68enJmhdx20SUjhP01awaYGX99oaqjhhS9dyb1y07z7hk5vkH52Ft/5xKv84bwveP6CeTzjlaf4r317c05GsrdPJEowK2/MFN5eaW0ZcIy0b7PAtrdfOmxcd3AZD0lN9vqQBIkzJRDfo8dZPGrUrfz6gi1stfkMQmyKdi2uDlolpKSxPknaSvquTp/BWbl5nN+jh9QvX4K7OWxI8xnrUqUtRj7DK0tqWx6sstfzug8f4749srxtl5zubrtnXuV5CxfzkiVf8bwZr/Ct5/Xh/Ey9t+2SpO2GPzGXS+rkgJsv5qratvCOPZtm3MxGCbw7D0rJwUTl3jO2KvfK8wTlgE2Qv+TBL/N+pa6qGnbEw1AD20qdqrfM4J4pid7tu2XWOjY3+sLL4d+X6/nHKY/yyEuHcX6eBJc9Y3aLA6pNvGP+RP5d/3N48OAhfPbQQZwSF+etp/o7ThlvXxt/vXO8NSZrfGVSAktKIr72vod53NW9OTvNNeb42jKJjbmD+L4JT/KYYUdwmsZzQDaZJy7Zy/XBjoqGsTE3TvMFpv8UIDCt3hcDBa63vXcDpygHCcTxz6986zdeuqoZ3n3Ds+nqeoVtjPAUjnsIQAACEIBAmAUQ2A4zKIqDAAQgAAEIBBdo4tqNs/moIzK9wR+NzGzOGzyWpy9cybuLirmyqpprqqu4rGQ/r13+Pt9+1JGc7p1N6Aoeqn/0B1+X7x2/gEiLAINvudYfSbB4xv18dL8+PHjUWJ447VP+Zcc+Lq+sYZPFwlarheuqK3jbjx/wZbJ9nlm8SX98WWakBgkCNZXzGyOyWVKOOn+4//62qbyxsJwt9Y1sb2piSXXCjQ1Wrq0q4w1fTeb+vfNUQY2LeGmROfCM7UiV6wFy2LmuqpxLSkpcf2VlvGP5RJlp75m5HUpgu3P6hGdT2nUvQczq8jLv9n/zwtXe4IsuI41TE5QAU7JzJvV9r3zAq7bs4YOlxVywdzN/+sYEHimBzV4j7uDPN5WyzRtjs3Hhkte4d64EPN0HCJIN2Tzy4Wm8ZmchV9aapI/Vc730B4uplssKd/P8N+/hvsq+5AmeyYzUcdN+ZkkxodqsDvBtFtheqpxJYGvg6oJ1/Ort57Be6wrYJWdkcd61E/iTH9bzvv3FXF5eKTMwbR0eIFUHrTxBwPSsXLF+nRf/vJH3HjjABQX7eOv6H/ndZ26Tg1XZ7tnosp/q0njAI3O4zCT19kZ2HVy//798fq8slvQczn05OSObxzw9i9fscrddQwM3Njaw5NLnytK9vFxm5ffNN3jbLkFv5OeX7GGzr0P4tWE4x56i76bxFeefK8FU5cDMiGZBVR2fMWgwXzxECba6DtwoB2/Uf3dPXs61qgMyqopG9KHfON7Gg2cO205+KCeV4937yMXPf+M/6zcC+3KDuYbLykp4+XOXcbLnTI0A3zs2ax0XFpZwcbGMo/uX89X6ZO/3ht93nIy3pqoKGW/28mt/SfV+XyQbLuBpyzZzSWU1V5Xv5nfv7OGbnS7bm2wYzR98v4fLq2u5ct9yvjlfzrJxO5z34ncBgsThb76N0z2BaQ1f+PL3/vayOvW+GCiwXbHmdTa4z/gY+94atqgOSrhqG4Hv5Wb1Cs8YEX5blAgBCEAAAhDwCCCw7ZHAPQQgAAEIQCDSAvZSnnndkZyk9cwcS+Ezx7/Ga/aVsrmhZYDL3mjlql3L+b5+R3h/kCs/Mv1+9Lehzn4BkQABhjYU4VykwVwtgYhCLpaAXE1dnTPQaLVKoNEif3Lf0NDIDVYzr57+dzk13D0LMv5G/qnE0nKGp1KiZb0EGzwpHIgfWrST62yBayO5e3nX97P46D49nKla0gw3ysxRS+DTySNVbuCqOV81bZ7mS/fSxqCT84Od1Cda2ZSQ31IHZ6ivBD/jUzk7bwzP/mYrl9dK23tyTDiauN4kQa/SQi4oq5KZyt6otlxv8FeecFQPTvAcxJEA6s3/WcgFkqJClTlBVTcJpkp/XLfwRe6V7ZtVnGy4mpfvq/Md8OgIX7/A9kW8rEgOemxeLCl2+sjM9Xhn8DYtM4fveHk+7yipkpmi6sC7apM66KFfezkDgDk86ZPvuaiyjhukTTzx6ia7jS21lbxlxXQJWmd7Z51rU408be1BbvA0jMPE8x+WAH68e8atRs7UeGURF7XSdo2WWl45617OT3edraGMa2nnPs+7agMfBAvn2CO51rm81H1QqkQO0PgFVYfxZxv3crHnoFWA+yqTpI7xIHVQmymr8RvH2zzG1PK7l+qdZ9ooxmc+8iVXW4MMsrIOv77Rzn3ZQ7Jp6i3eNBp0qO8dv30o2Hecid//m29bbpryA1eaPdvi4IqVL3GW9+Cijm99eyVXWdz7msPKC/8xkJPiXalRLgwwe9pT73DeF/0wjY+RVFv5cobG2ysLffuMeyVq70CB7fpfF/Pw30kKMDmL4uG569jaIrDNHM59w7Pt6nop/SbZcJhjhKdg3EMAAhCAAAQiIIDAdgRQUSQEIAABCEAgkICt+L/8x6wkb4BIn/l3/mZ/BTe2FiVxNHLpylncRzW78d/f7vPmHw20nuav+QVEDhVgaP5h9XMJTMqF/bi8uIC3rV8laUK+4A8/nM2zZ8/luZ/O5y+/WsLfrd7MP3/2L05J8sxevpiXScqQgGd9Ow7whDNTWa6l5Z6x/Rr/sGUvl5RVcE1tHZtMJjabzfJncQXOJRi29dt5POGhO/mFWT9xXbBZk5EqV23R7LGfcZuDTsyd1SeaVf+wnvoFQSTnddage3nx5mJJQeMLXB9qBZbtsznfm1NbgpyXTOTtZXWBD1yoClPyCH/20Dmc4QmqUiLf/+l2bwCoQ3y9QTnlYM7FPOWDKTxa8kwrZ1oos8kzJI/0Mx98w6XVkialEwKiKi7nQ7/2IglCT1nKZcHOqpBPNDWaeetnj3Oe3hWkVwJdpz74GVdaG53lOczr+GpJO6H1pOLpO55/2l/OcoFZrq8P/meq3sXPDPHt/xQ/wpmfPGCe9HCPPWoUb/sp49BwXhpsvFJ/phMet2+M8Q8GJ5zzH97fyjUW/PpGO/dlD41fWYf63vFrg7YFtid948vDrazTUfEtX+Cd9T2MP99RLd+tntowr3/nBm+gPVAQ2bdk+B7ZG0xyMHg/7yuQ8VC+r1TVca5EbRSoTg6blUvlYPK+ggKuMgdJ1ROBfUNdLwrDGBE+UZQEAQhAAAIQaCmAwHZLE7wCAQhAAAIQiIhAzYa32ai6kNw9M9dwXRuCfw6bhZdMGc/9+sgFz/J78HsbSrnRMwu2DTX1C4gcKsAQrDzJU1y2fxsv/uBVvvZcudhcfi5nZ2XKRSONrj+5OFxWVrZc9DGPc7M8F+5yBYrUF9PzL97Cc2/2XdxMmywXnMzrwRddfj0/+M+n+JXJk3nq1Kk8bdq7POeTL3jxdz/ypq07ede+A1zR6gX3IlWuf+3Vz/yMQwhsd1afUNf9cB+rgyC639/JC7eWcn0I/VNZ/775j3CK+4KGRDp+4qvtbFHN6G6tjvX7PuMLUpO8aQyGPS+5aN3pSDrE1xuUk4vlSQoWgzFDdTFC4ic/Xsnlpo6/2GAwM3V7aVLG8c/FdUFmxftKsNfv5aeGZnkPQmkHv8QH3LOr63d9xDmSs1oJeDv/tON59sef82efy99nnwX9m//lJzwuI8mbJoPoWH53XVmLWa0ckbHHt23sbb9DjVeqz3TCw/aNMc0C2+e+2ObAdnv3ZQ+Nup9FYsb2pOYXUbb8wjepLuK6osD/bI9N030XTQ0URPbUuyPv1UbtqlOE9g11vcIxRnSkKdYFAQhAAAK/PQEEtn97bY4thgAEIACBThLY9ck9quBdEk9ddVAC1G2rTIO5in/dvYt37jkgM5V96QLa8mm/gEi7Ats2Ll89jy/v34dzjemcGO9KpaLRpchFJA3OwHZmpgS45bE+2RdgdAW6Wss37eDq9Up6kXzWeYJicp+gS+SUVD2nZ2RwhvwZlHVkZnJ2To4zsD/qjmf5f2sOtHJRykiVG1zbzziEwHZn9YngWxL6O+ogyLCnlnCVNfRUG1veudabp5toGC/eF+AChcGqVr+Ox2aleAOkgx5dxLXudAsd4usNjGp9wV1Vf7755QVcVBMds7UVQnV7HXvj+1xuds28Dsbret3OK1/8K6d4cibH38Xryq3OGfWmzTNUaXiU4HCqc3/NlH22tb8sOTCW4p7V7hortDzp6wOSokY9rzVSY49qa73t1x0D27U8c5QvfccZj3zBtX456FUO8lDdN9q7L3tKVJcVicB2i5Rch2hHdX3aFUT2bFgY7w+vTpHbN9T1CscYEUYyFAUBCEAAAhBoIYDAdgsSvAABCEAAAhCIjMCm6Teqgnfn8lf7VbmA27BKh+QxaE8qA7+gazsC20312/mhfr041Zv/WM9ZMjN78Kg7eOKUGfzJF1/w/M/m8awZb/G/HhjL5xwhF5HzBvZaC2zL6eMyG33L17P4hv6ShzTLyBky4y4pSccJCQms0Wi8f97ZoFKuLjmNs3OH8+y1JS1nd7odI1VusGbyMw4hsN1ZfSLYdrTndXUQZPikr72zpUMpa+O0m7xpApR0ECskHYQnhfMhy2k6wE9JSgudO6XNCfd+IoFtV7C2Q3z9AmrSP9MMnJeXzcnu/UW5aOQdby3jUiXdhzpme8gNi8wC6vYa+sxyrmsl0KmuwYap6ja6jFccdF281b/vS3A4Jd13JofnjI5W7pWDYgZjJmdl5/LszeV+aYsiOfZ4t82v/Vofr7yf6YQH/s5trKftAP9rgKR7iVWC9sSXvOA7myHQJqj7Rnv3ZU+56rIQ2Pao+N+rjUINtkdy31DXKxxjhP9W4xkEIAABCEAgvAIIbIfXE6VBAAIQgAAEggoULn5WZjR7ck8n8svfF4SUKztowYd4wy8gEnJg28EFS/7FuZIzW8kXrMzGzB71OC9avYUPllVyneS/duXRVS4iaeba6ko+sPwlucCjZztbD8AoF8isqyrnov27+cfFn/IrTz/IY8ZcxZdccgkPHTrU+3fEET0lxYmBE7wB83g2Xj2di2S2aaBYYaTKDUbtZxxCYLuz+kSw7WjP6+ogSKjBGc/6Nk69XnXQZxgv/LXWL8DpWS7gvUVyPGcle1ORnHT/p94Z2x3i6xcY1fElj8/ktesW8z39j/QeDErOyOYJH3zHFRa5SGygDhtwwyLzorq9dFfP4hJJk3Lom42/m3QZJ3tmbCfcxqtlxrYyN9+/7xOn3vIivz93Ls+bJ7n35f5Qf/PmSZ7+uZ/x8h/XN8ubH9mxx7vNfu13EX9dZG77QRVvIZF/4O/c+rjqqY1p1yd8Vkai+0Cjjp/8385Wv3PUfaO9+7Jn3Zum3ew7WHXWi1zYSm5v/3Qwbcux/duesR3ZfUPdD8IxRnj6BO4hAAEIQAACkRBAYDsSqigTAhCAAAQgEECgbuMMNqpy0d702ndc3cbZkk22eq6rruKKyrqgs5QDrNL5kl9AJOTAdiN/9ehZnBQf65zxp0u/k5fuKWOrPXgOFdOG6arUBK0EYOTCmDtWfM7T3niLF64qYJPVyqbaaq6sLOeysjIuKSnx/u3bs41/WDCVL5WLaGo8we3Em3lliaVlECpS5QYDltf9jEMIbHdWn2hlU0J+Sx0EaW8wrHDxc6qDPjq+/6NNbco/L5c25NoNM/nMlESOdfeLEa9845013iG+foHRYbxgV7nsow1csXEhX3FUT2+aHb0xh5+fv072+c4Nbqvbi5Ju5h8KDp32xW7dyY/1khzbngtEDnqRD7gvOGnaOssvx/ZVU1ZxeZ2ZrbI/t/2vnhttzVPYRHDsUfdyv/aTi91KYDvgBSzVn+mEx6GOMQ6bmT/75zDWJ8Q5x25KGcH/2996W6v7Rnv3ZQ/Ntvdu8B2s+uPzfKCVwLbDtI5H61NY696HWwStnYX65wtvsYxfO7b83gnntnm28XDv21+nyO4b6nqFY4w4XCd8HgIQgAAEINCaAALbrengPQhAAAIQgEAYBRxl3/I5+WneNB3JGVfxop1lrc6gk2Qd3GCp5u0/LuBnH7qTbxn/DH+3V1KYhHBxPr+AyKFmzrXYXjO/M9rIiRrXqewDH1zEFUFzKEtdJRf4itdu4iSdxhVMaS3IKylObj3qSM6SPNpZuQ/x+oN1zpy9LaqgvOBoYlu9mX9+bbQvWEIX81JJWeGXkldZNlLlKmUHufkZk8z6LGzbrM/O6hNBNqNdL6uDIO0Nhll2zOFeWUnuswJk1u9pD/KqgzWHDDA2mIp4+nUyM1rryvuunFHw1JI93n2qQ3yDBdTs9Vy06gO+UHLIe1LzpGUN5CnLdjSbmdwu9nZ/SN1eysUur355EZe0kgPc3mjitXP+qTprg9hw12dc7s5j7qhdy1fnpngPOKUMe4zXF9cG35dVNbfbGthcV81lxQVcXKGMa6o3OYJjj3o1MuP/Zu9FBxN52pri4AcPlXGoQTkAV8VVNSZubHO+HPUK2/fYf4xpGbj1lergRmsd7/5uOh+Zk8oxzoMRGjbc/hEXH2J2vrpvtHdf9tSjYvWrvgOcutt4TamMiZ431fcOJVf0DM5O1nn3/4lf7/Puw75F/QPbk5ovE2w/dBcQzm3z1enwHrW/TpHdN9T1CscYcXhK+DQEIAABCECgdQEEtlv3wbsQgAAEIACB8Ak0Wfizh8/ljHj3DDpK5KxrJvH3O4plhqmNm9Q5CiSAoqTTqC7bw4tnPsJ9e+VxWmoyJyXr+dZZa9giF5AMdHM0NXGT+k/KrN04zRdguFCZaVnPdvUyzsfB8iNYeOZ1WZyodQW2dUMn8OrCCq5XRaAcTXYJ9pi5oljqOv1ePjI3zR1MUT4zjJc6c4kHKN+8nq/yztJL5dGvzOcD5ZKCIkiwqEnycf/w0mhVOoRLebmSNqA5RKTKda7H4e+r2DU3pr/wMmWbWxgHuOhnB/SJ5jyH/Vy219PHlLzvG1QpB87/9zKuk4Cn533ffYD2V1XEYSvhydcfyTr3ARTSpvIFj8zijdLXrC1m8spxDnsjm6pKeMmb93CPjHhvQEyfdQ+vKpb83J6yI+qrOEjee/NaVWDUP+DosFl5z9fTuX/vXHcdtZyRfSHP/l65CKzM3JY+IoQddmveXkQaTkzP4kdmLeOC0mq2NtpdbaeMPzYxrq3gDV9N5r49MmWfdl80NtXIr/2kSqPkqOXP7u3tHSMoXs+jn/+E9xZXcYNqnPBspMMdHK4uL+bNqxbz1Gf+wZcN681n3/gsb6qU9CZejwiOPZ7KKPeWDXyddxwivua1b7lSSXHkbRiH08Jqqubi/dv4u6/m8MtPPcj3P/Iyry4OcMaIuuwwPvYbx+WA4fKCOpWV9EW7TQLaJuc4vGL2c3xUrxxvm+nSz+BpvygB+2YVisC+7FmDafM7vu8dSuHHPlrDFRJY9x2TFVf5jqvc+xNPOLcHJ8R5Dk4RP7div+z36u845foStfze33wXwvz3MuVCo6plmgW2/X2aXRhTGafaeLaUZ3vCch+Kt7f/BVpz5PaNiIwRgTYBr0EAAhCAAATCJIDAdpggUQwEIAABCECgLQLWgqV8Rd987+xGSkzjnPzreMqn3/KOfYVcWlrMxZKGo3D/Lv558Rx+8K99uUeWMuvO/aM/OYOf/O+uALPZHGytLeFfd+3inTt3+v52/8prF07kFMmR7bwA4xmP8Dcbt/LO5svt3M2ltZYAQTYH//jKnznZMwM7Po0HjHmel67dzr/u288FBQW8d9dmXjZ/Kt96Xh/ON6b46uo8rVzHk1es5d27dvOBg9X+MzIlEHGLd6YkOQNsIx+Zwj9s3sPF5ZK/22Rmi6QzsJhN7AyCrZjpSkXiToeQOmwS76yVC/I1h49UuU0NXFm0l3c1t2tuTMfxtOXrePfOXbxL3Rby+NcDEuzzRe6cNY9cn2gOE4bnMgu54oDPYPevu3nRc5dykjv38rG3TeMNO3a0NJL+tb/CpApqNa9LE1dtnCXBOAmgutMRJKTKRRhHPsyf/rCFC0squLa2juvqarm6ooz3bP6WX73nAu6Zpff2N11aJk/4aCObG1XBLllNRHwVh6IDsp17ePfGz/nSlCT3Pu0f2Fa2sqnRzOu/eFr2wXj3WQySHz5nDM/9bqP0j128+9cDbJKAcqtxrOZcIT9vYlNlIR/Yv4c/97SX8yBCX6lTLKcasvmiW5/hj5et4u07ZPzYvZM3rVzKb0y4jnvn+4LalKDnAffOdl0I01sHGXt2z+N+R2Z52y5R2mKwjBP/XbmFi0rLuUbarrZGUimVl/F+Ja3Ql+/xP647j3vl53CGXi5uKDPutUl5PMsZfPXs0REce7x1lweOAn5a6q5z97ukjL/wlEWruaC41FnfwsI9vGntt/z+Kw/xuX16cZ5c5DZdAuEpqen8/DcH5CCfp77qQsP3uMlm4kIZZ9d9Mck3jssBw/d/2Ma/7j8g9SzgwsL9vGvTWl405w0ee24f+c5QDi66vjMS9Ab+66RFXCn53f1uEduXXWtp3LeAj5Tc9579WW+8gJ+f/TXv+rXIlWpK6rxm8fv8dzlrxxAf411O+Z66/73lvHPPrxIIl/G9ycY1sq/t372OJ16Swgnug1+3TVvGO2TsPSDjinNI9Qtsi883m8SnghvckXT1LGTdbVN5/e59XFpjbmVM8tM67CdKOxbt2eMdGw85dsq2KQcCAo8Lkdg3IjlGHDYfCoAABCAAAQgEFYhR3pH/QOAGAQhAAAIQgEBHCDgaaffiqTT8tqdp/94iqneuM5EyMvWUmHA0/f7kWDLHptLu9evJVm8hU20lmevZOV06OSOT9Jc/Qcufu5H6p+tIcgqrbg20eNJldNsbG8hqc6hejyHJtUol5TXKwWyi+DTKMSZTnEQbmt8G3f0eTR9/FqVI5EB9q9n4AZ0yfBztLahy1kOblEYZ+mTSegphB9ka66Wu1WRtjCO9IZVslVVkcRdiyMklXVwsxRx1K/3viwfomPQEV92t6+mWvMH0bo2JbO5ldakZlJaSSH+4YCQNOfl46pmfTk2mUtq0/FP6cMl6Ki2uoHrZDk1KBt0x9Rt68rJjKVnrL0ERKpcrV9Gdg66iL2ot3vq6qt3MmLRkyMmUbW6JHBNzA3254TE6zuA2UAqIWJ9wo4bxjst/olsGXUOLTRayK+XKJtrNVVRWY5X+RaRNMVCmXqe83OIW89cXad2kv5JRpmUHep/tVvr5w2fo6offpsIDJa59Q5dKmWkp9H9D/0x/PKk/pelsVLx9Fc358keqqaqgGnOjc716QzadP/41euPeP1NmaoJ/+RHwdToMvpYW15lJzlegquJysjr/Sz2cvi6cQ4Py1PuYjda+cxcN/fvbZLJ6enoSGXPSSGapimEMPT1/FV19Uh4178otENv7gqOSZt81iB77opYkwEzlSnv1kcIK9JSqsVKdxUYJsl+nyr4Xr3HtTzIFmOqtdVRd52rbBNk3M866kz556246PU9Pskv7bk31tHLe03TV/VPowIEy5/6hjBPpqUl0zNALaOAx/SjJUUMFe3fSf79ZRQ319WQx1YmHtJ+UoktNJ33K5bRw7Uv0+5wk7/gUsbHHV3N51ERr37qFRjwwiw7W2KU+OsrISqfjTxtC/dPqaen3a6mx0UaNMh7XyVgll9qUzyRQmiGNnlqwjsacnkvxAfZ1v1UcxpPKde/SoCuelP5eScWecVzqaMwxkE4j/aevFP6rRIPtTTION5CkdpFxWPnO0JDeaKDBY1+gV++9jPpmJCldzXuL5L7sXIm9it695RQa996vZHIOFvGUZkynZN3vaNDAfCr/+UfabjVTTVklNcpJTDbnMq7qST565/fQ+f+cS/+5Qk/PDbiM3q+VvlhVTJI1x9lnUmSf1+u0FPPXibRm0hWUzZtpjPf7RPHJEJ9R9Nm6ifR7o462zRhLA8bNIDmjhEjGqTx9Ip0y5k1678E/UbqMSZG+OdtRvr9rzQ2uVUlbtD52xtDoF7+kCfIdl6iVZEbNbmHfN/Rm+iiSY0Sz+uMpBCAAAQhAIGwCQUPeeAMCEIAABCAAgYgINDWYePtPc/mG/n04N0Pvm71NWo6P17I2wT27WplBqNGxPsPIOXl5fOcrc3lLaY3MTgs0Q7BGTtPu6c2FLf9RUKIvIf0Zzn6dC9wXhFNvuHIRsiWv3ch9e2Z7ZzW2LFvDyWkGzs4bxM++/ipfn2fwXgjMs6xGfxEvkzQR3gmOkgLgelUKgISkZNa5Z/4mJCZzWnoGG41GNhjSOSVR65zRp9GlsCE7lweNf433VFkC5/GNULmWbe9z/wxfHljPdoV0rxvOK4pUqTLc0JHpE+pWDM9jy9b3+CgxCGmb3f1Qd8GLvL+VC8gpNbRZaiT1xXS+vF9vzlHtG1pdEqfq0zgtLc05a1ViQs46JMts1GzZNyZM/x8XVZqDzG6UWdNh3ueCOSSkjuLvDzbPr17D745WUnX4Ui34+yXxxBWBcgqHp82cpVi38bj+RtZ6Lv6o+CnphY67nO+54WzukWMIum+79rk8Hn7fa7zqQAU3+nJJ+FXQZq3hVQtf4wv69uKstGRvH9HqEmV2s571qSmclOgb2xJ0so8bMp1j26j7JvHyzaVyUVr/sS1iY49fzZkbzXv4tSv6cw+jnhPcfUsbr5NrBfjqK8FsTtanszErh/N7XMTPTv+KS5WUJc3KCvfTbe//nY0y/vn3Gd/YnpTm2x81CTpnHQ2Z2ZybN5gnzFzChZWBz5QI1oeDrUf9elv2ZeX6ELXb5vGf+suMbFX+bDn8xTqdzvX9oEliQ2YuDx6cx4YU1xivXk/OZW/K2Rlz+OjMJO/FYdXvK48Tzn+R9ynjiqSguj7LdwFK53IaV7oq5Ttn2wd3c2Yzx/Qhr3gvghrudmte3qHasfl2Kc8vnPS190K4zcsL+75hifwY0Xwb8BwCEIAABCAQDgHM2Jb/NeAGAQhAAAIQ6GgBh72eqov30rcL5tAbz79Lm8xmkoCRtxoxsbEUFxdHsf0G0w2jLqUR551J/XvmUnpyIsWqZt15PyDzZ79/4x664YX5ZGnwzAr1vduWRxc//BG9cPMASo5XT8V0fbLRXEkbvv6cXr/zKZmlaiI5vdtdZAzFaTRS1340asy1NOov59MJfY206d2H6IYX55NZVZc+5z5IM18fQ72T3TNquZhe+b+z6PmKGrJrNfSH8/9MqVU76Id1O2XmoY0kd7VzNq78h4c8Hv0Gj6LrbriShp9+AuUaksUiAEaEymXLNnp61CU0faO0lWfz2wKrXmbgOFo89W76ncwqbt6O4e8T6hWH5zHXbaKnrxwpBjJzNUSDgWPfoMkPDCdDszMCmtesqdFC1UW76duvPqE3VfuGEtlzxWVjKDZO6XNx9OcbHqZrLr+Qju/Xk/RJ8f4ztZsVHE7fYA4nX/U8TZvwV8qRuvhu9bTilXE05tWlQfbNc+mtpa/S+f315J4s7ftouB6xmRY+fQvdNf17mc3b5Cv1T8/RD08Moi1L59D0J6bQjxYrSRBQ3ldmxYpzbBz1GzySbrlhNJ1/xjGUlZEis6kD7HPuEu0NZqoq2EZfzXufnpjyCZnMVpI86yR5MZxtExMTK20n45p0/lMGjaAhF55HZ59+CvXpmUmS3kNmrLcsOyJjj0/A/chB5tLttOSTOfTev9+ln7wOytuKg9Q/9hQacf0wOm/ImXSizEDPlVndKYmt97kWq2nHC5adC+mmEXfTD3KWhKrlXGfgSHnnjRhEK/77M9lkynPfkwbSaaedRieccDKdKme89M7LpNQkmdUcYL3B+nCARVu81NZ9mWQmf/HuNTTvrVfopTnfk6nBMy1b2YflO67f+fTwXTfRJWfm0n+fvYOeWbCF5PoN3vX9beLnNOESPb0+ZgRN+V753vG+5X1w8vWv0ruPjiCj5iC9eu359Ip6ub430oJPH6YTDDqyFyyn288bS0s8Z5tICefeP5Nev3UoJSe0nBHtXUGYHph3fka3jHiAvm/Wjq0VP27KUrr7wqNdZ3YEWDCs+0aSnRZ1wBgRYDPwEgQgAAEIQOCwBBDYPiw+fBgCEIAABCBwOAIOarCYqLaigooKCqmovEqCShLMpThKSEmlrOxsMmZnkSElhWSmowS9AoUnfOtvMFVTRa3ZGQz2vdr2R0npWZSuBAeDrMbeYJG6ltK+fXupsNzkDDzHxSWQIS+HsrPzKDNdTylJiaSR0/IbzdWS7sC/LprENMrMUFI0eFbQRJXb1tDPe6pIn9eHjjoiU06et5Olrooqq1wpE5RT6m12u0xcT3GuIy9PTj+XAFhSfGunjkeoXLZTXXkp1TlP82+7q9+SOj1lGySA5zXwe1eehLdPNC/9sJ8fhoEu1UAZqcEOzDSrGTdRg6QpcO4bJbJvHJTUNhIgjYtpkgMCCZRkyKUj5UCP0ZBB+uQkZ59rVkKQp2HyDeIQLykOjJKKxf+AC1ODqUr2TVdKj5YVS3SnTfDsFy2XOPxXmOrrKqmyrt5/fEjMoLyMRLLXm6muSlKUVJdLqhIluG0je0wiydkiEsA1Uprsc4mt7nOqGkrbWc11VFVWQoWFhVRcWk2NcqBOE6ulhHgd6bMkXU1GhgSy0yhJxgud7tBjW/jHHlV9vQ9dfaOuuoYqPA5KjF/GuFS9nvSpaTL2JFGiTifbETidjreoMD5gOQhaWVrpTMGkLlY5YKDcUlKTqaa6luLi452+CQkJch9P8Qnx3pQu6s95Hwfpw973W3kQ0r7ssEt6lBoqKzxABySVlAyfpNUmSjaQLMqSvmCQ7w3J0U9WMa9WUgup1puSIeN9YgyZK0up1p2SS/W286Fvn3OQqaLEfzlNiqxDT/HKd2dTA1WWVLhTBrlKkVzwlKEcaI3krueucLB2bL496ufOlCxBUjd5lgvfvkEdN0Z4Ko97CEAAAhCAQBgEENgOAyKKgAAEIAABCByeAFOT5Ed1zmx0F+SZoRwrAaEO+M0dQvWVutrJ7jdjO845e7Y99WQJetjsDpm9p/UFJyVntzJb2+Gese2snEQe4pRZuocI7ns2JFLlesqP/H1X6hOR1BAHCeAp+4cyQdwzYztG+oJWZv62PyAF30Ct5nCIc7MZ223d51qUJ/uxXWk7GSuUYKUyZ1suaOiaqauMayE3XnjHnhb1Vb3gc1BeVGZsy0zzNo49qmI67KHzrJaQPTuses4VyVUg/b43lJn77e5bHVv1LrC2ztg3fGd1oB27QBdBFSEAAQh0YwEEtrtx42LTIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQh0RwEEtrtjq2KbIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQh0YwEEtrtx42LTIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQh0RwEEtrtjq2KbIAABCEAAAhD4TQrY62uotMLkdwG2cEEkpmdTRpL2MPJah6sm3bMctF33bFdsFQQgAAEIQAACEIBA5AQQ2I6cLUqGAAQgAAEIQAACHSqw/6tn6Lxxb5O53hb29V484TN68drfU1J8XNjLRoFEaDv0AghAAAIQgAAEIAABCIQmgMB2aF5YGgIQgAAEIAABCEStwKbpt9D5D30a/sA2Mw2csIjm3T6AkhMQ2I5EB0DbRUIVZUIAAhCAAAQgAAEIdGcBBLa7c+ti2yAAAQhAAAIQ+E0JFK6YSVOX76MYZ+yZw7bt3NBAeWddS9ed258SNLFhKxcF+QTQdj4LPIIABCAAAQhAAAIQgEBbBBDYbosSloEABCAAAQhAAAJdQKCpwULmhqbw58GWGdux8UmUpNNQTBdw6IpVRNt1xVZDnSEAAQhAAAIQgAAEOlMAge3O1Me6IQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAIGQBBLZDJsMHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoDMFENjuTH2sGwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABEIWQGA7ZDJ8AAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABDpTAIHtztS9viEUAAAsV0lEQVTHuiEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCBkAQS2QybDByAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQKAzBRDY7kx9rBsCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAARCFkBgO2QyfAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQ6UwCB7c7Ux7ohAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgZAEEtkMmwwcgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgMwUQ2O5MfawbAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEQhZAYDtkMnwAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEOlMAge3O1Me6IQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAIGQBBLZDJsMHIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoDMFENjuTH2sGwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABEIWQGA7ZDJ8AAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABDpTAIHtztTHuiEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCBkAQS2QybDByAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQKAzBRDY7kx9rBsCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAARCFkBgO2Sy6PmAo8lODlbqE0Nxmjj5FzcIQAAC3UcAY1z3aUtsCQQg0FIAY1xLE7wCAQh0HwGMcd2nLbElEIBAIAEH2e0O1xsxsaSJiw20EF7rAAEEtjsAOVKrqC3YRBv31RAlHkmnn9KTtJFaEcqFAAQg0AkCdYVbaUtBNdk1PeiUk3pSogb/WeiEZsAqIQCBCAlgjIsQLIqFAASiQgBjXFQ0AyoBAQhESoDraOuabVTd0EiZ/U+iPpnJpInFdNNIcbdWLgLbrelE+Xsb3x5J5z76LdEJT9H2JbdQepTXF9WDAAQgEIrAlpnX0sWPLSVz33/QmgVjKT85nhDaDkUQy0IAAtEsgDEumlsHdYMABA5XAGPc4Qri8xCAQFQL1G+i2wb+jRYWltKt7yynceccQ/p4/FrtjDZDYLsz1MO0zo1vXkUn/n020fA3qHbhbZQapnJRDAQgAIFoENg87WYaMH4m1Z31HBV+Mo7yJLCNY+DR0DKoAwQgEA4BjHHhUEQZEIBAtApgjIvWlkG9IACBsAg0bKI7jj6fpu8/SPctWE/3nHc8AtthgQ29EAS2QzeLmk9snHwNnXjbe0TD3qS6pbdSStTUDBWBAAQgcPgCm6ePpQHjZlDdaROpcNHtCGwfPilKgAAEokgAY1wUNQaqAgEIhF0AY1zYSVEgBCAQTQIS2L5bAttvS2D7fgls343Adqe1DgLbnUZ/+Cv2BrbPlsD2cgS2D18UJUAAAtEk4P1BdKoEtr9CYDua2gZ1gQAEDl8AY9zhG6IECEAgegUwxkVv26BmEIBAGAQQ2A4DYniKQGDbz5GpyW4nB/u96HwSExvnvsopy5VP7cSBlonTeJPFs8NO9qZAC8VQnCyn5JTnJlkm8MpIo4k75Cn3CGy3bCe8AgEIdB8B/CDqPm2JLYEABFoKYIxraYJXIACB7iOAMa77tCW2BAIQCCCAwHYAlM55CYFtlTvb62j9yrVUYSfSqF5XHqYYf0cnHZ9LZC6i9et2UnW9LKNaSGLdlHviGXRclk6WZjIVbKA128v9F1IK0qRQ/5NPlougMRVtWk87S6r9l1EKSs2n0//wf5R4iLzzCGwroLhBAALdVQA/iLpry2K7IAABRQBjHPoBBCDQnQUwxnXn1sW2QQAChMB21HQCBLZVTdGw6yPqPegOapLXml+gLCb2Vlpz8Amqn3MjDRq/0DmrO0a1kDKD+7jHl9Dy20+QTzfQpzf2plsXSEnqhZzriqHrZq2nSefX0Y15g2lhk8N/GaWg2MG0aPcndGqyqnIBHiKwHQAFL0EAAt1GAD+Iuk1TYkMgAIEAAhjjAqDgJQhAoNsIYIzrNk2JDYEABAIJILAdSKVTXkNgW8XesGsO9TlrPDWYa6iyrsH5TkKakdIS4ihWI4Htwieoce7tdOa4eaSkGqkpr5QQtnJLIGN2Op34z//RsttPlOcN9NntfWjsnIZmy6RRXEwc3TrzF3pCAtvj8gfTXElXYrf6ry89cSgt3P0xnZrkLDzoPwhsB6XBGxCAQDcQwA+ibtCI2AQIQCCoAMa4oDR4AwIQ6AYCGOO6QSNiEyAAgeACCGwHt+ngdxDYVoErqUi2blhH3818mMa+8p3znWH/mksThuZQctZxdNIxBmJLEf2yZjfV1W6hxy++lZxL6c6h2QufpFNOOIWOdqcisRZtpdW/fEsP+y3zOPXQ6en4U46nDB1TyZZfaEeFrPPjx1Xr+4D+Nfw0+v3v+1Giaka4qprehwhseynC+qDJbpP86DKT3u8mudG1Wm8O9cDLyGR7jZa0cYfIIeNXbtueBF5fJ9aJm8jWKPnom1U/JlZDWq07P3yQZUgO7mjjJc98s88e9tMg60Od/GWjri/5V8/vWcg/iKKwD0SjN+rk180CP4nCviQX5sC4G7i1/F6Nxv7tV0HVk+4wxkVjv4zGPoA6qTp+sIcY44LJ+L8ejU7+NfQ+wxj32/nNgzHO2+1bfRAup7aVY6empiZJkut/i5V8uhq5flyLxAL+i+FZWwQQ2G6LUocsg8B2M2ZHk402T76OThw32/nOCz9X0/iTkyg2TkuueKXMsLbJxSNtG+m65FPJudR5r1HVwrGkl0FCuSik88YOslnXNVtmDCXHxJJWLgyp3DwXmNz2lnp9VXTHKXr3hSqdiwX9B4HtoDTtf4NttHPVN7SjqI4kQqsqR0O5Jw2kU3qmUox7mc2yjFa1jM1GlNHvdDrr+KzwBm2jsE72yp309Y87SJTIqyTbr8noQQMHnUSpmhgKuAzZyKbJooHDBlC2NryhbXv1Hvrup+1UKwcllJKdu6KSLz8tj04/80RK12moKdAyJBdx1RjoD2edSflJ2hZpiFSdIOSHUVcn6Uu71/xAOw/WUJOMRb7/0Wgo5/jT6eQj0kkTY3cus1WWIVkmxv2/HiX9f1qfU2nQcTly8MYz0IVMEtIHQv1BBO828EZjH4jCOkVdX5KmRZ26aP9updpdfoyLxn4ZheOJ/GiIvu/eKKwTxrhWBgvVW9HopKqe30OMcfh90Wm/L6JwjAvbd0Gs67da67/nmujX9T/RloJKmYjm/3tOf+RJdOZx+ZQY5t/ifjv/b+UJAtvR09KMWwuBjW+OVg5sOf9eXVPV4n3nC9a1PNq9DA2bzHWBlmrLMvK5Nq0vQPkbPPU8+83A6w/wGbx0CIH6DXxZThZnGo2cmZmp+svinjfN5Xrl47LMSFnG2GwZozGTs8+ZyqZDrCLkt6OwTlunXsZZ4mNUG8n2Z2X35Dm7XAJbp45suUymkY1Z2fzmhpqQGQ71ge3vXsN9euaq2szVfllZPXnmumJubHLw9pnXBlwmU+r08o8FXG93HGo1Ib0fdXWq38yj+/XmXHW7OR9ncY/rZnKZpZEdssy1skxOi2Wkfc9+jQ+aZJmQFNq/8KZpYzg1Ucs0+EUuNDUccr3wboN1NPaBKKxT1PUlaVrUqYv271aq3eXHuGjsl1E4njDq1Mpe4HsLY5zPorVH0egUrL4Y4/D7otN+X3Tncbct29awjW875TjuEej33JDneUdxHTcF23HxetsF6jfyXb3yWC6NxxMWrOeaBqi2HS+8S1J4i+sepXkDxtJBX1lTGXijLGv4Kk9gO1hg2brGF/wOtoyU3qb1BaiF93OtlB3gY3ipNQEJIl+bn8e52UZO8LSv817Hgx790h3Y3sq352eyRvW+Ls3IOXl5nH/Nh2xurfz2vBeFddry7rWcl5fDRn2C9yCQcjBIZxjM8/danVu588PbOSvNdYDIdaBIx8bsXM7Ny+fZWwMeCmqPjvcz2z4Yy/379mRjmo5lPrG3XrqMM/nDjeVsk++Z3Z/cx31y4lkmIbvfd9UpJzePZ6wqcga/vQWG4UHU1al+E996TH8+Iqdl/z7z/o+53NooB262833H9OakmBifofTvbDHK/9s7XGw+dIA5DHTOIkL9QQTvNshHYx+IwjpFXV+SpkWdumj/bqXaXX6Mi8Z+GYXjCaNOrewFvrcwxvksWnsUjU7B6osxDr8vOu33RXced9uwbY6GXfzYacdzRlys7/ec3sBZ8nsub+QbvKPUdMgJQ8H2a7yuEkBgW4XRuQ8R2A7g7w0YS3DsyS83cUFBQcu/HV/yBZ7gWbDAsjqwPeBZ3hyoHHlt8bOXeQecoIH01uoZbP0BPoOXDiHgaOSCrZt55dKZPCJXHfwbwvN3lbFN+bjDyvu/fYv7udtfk2rkK5+dzT+vW8e7Ss3h/5KIwjo11hbw5nU/88wnR0hwWxLGKxYa4iFPfsElJrsTub5yH08b5wkgJ7Ax90r+8JuVvH7zLjY3hn/Or622iLduWMUfPDuKe2Qlu4LbUqeBj3zIeyut7JBV1lcf4Fn3pnJivFIvpU4jefqX3/DajTu4rt4e9raLujpJXyrasZV/Xv4+j5SDAMne4PVA/uiXfWyRWe1K/y74YQaflJLIkqyElf7918en87er1/DOkjq2KZAddAv1BxG829Aw0dgHorBOUdeXpGlRpy7av1updpcf46KxX0bheMKoUyt7ge8tjHE+i9YeRaNTsPpijMPvi077fdGdx902blvRqvd5kExmUibjaVIM/Od/vMZLflzN24uqwz6ZK9gY0O1fR2A7apoYge0ATaEObKdl5XJ+fn7Lv7ws1rkDmxQssKwObCekc26gcuS17PREBLYDtENnveRoamJbo4VL1szjEXmZ7nbWcc6IZ3h1WSVXlq3mZy7KZMktLV8SRh7yyDw+WGdlmz38gVGPQfTVycFy0Qq21BbyvCev5EyZJU39ZMZ2Rg4/++kvXFFVwb98+ixn6ZUAsoaNOSP4wzUH2dpoY7kwp2ezwnyv1MnO1roi/nziDXxEdirH9FVmkWfxhA++44Nl5bx+/gvcO1dmdMcodfoTT/9mN9fKLOXfUp1cfcnKJb98zpf3O4JTnMFtHWdd+Dh/s7+Ey8vW8r9H9uIUTQxr5T9Bg+6bxbvKayPav4N1hFB/EElUPur6QDR6o07Bepz69ejrS9HYv6OxTtHYv9U9S/24O4xx6APqFg3+OBr7ZfTVCeNu8B6kficandT18z3GGPfb+c0TfeOJfDs5f9NH12+ecNXpUOWUla3jV689lrMSY1mbnMFnjJ/CGwoquMFm54j9FPft+r+dRwhsR01b4+KRMtW0+c17UUblDV0qpSVI3gIl9Oy9xcgF5uxkrjXLv3I7+02qW34rpXjfdz+oX0vXJJ5K77mfpqaly4UHHX5LKddla2qwkKneWRLJjG25eGSG3zLBnnjrGWz9LT7oIEtVGVVZ7DK5VuOqe4tlmr+g1EtD6TnZlCwXBHTdwlWORIbtFiotqZK6yLHENt9k6aQMysqQi3p6PxO+OnmLbGqg0k3/pbv+dBN9frCcLAl6yjn/GhpJ82jW/0rIIhccHHDby/TBY5dTD31CgIsORl+dwuftUWJqqCun/75+B9384hdUVmYhvTGXRl1/ES18Zy4VV1jIkD2QXv50Fo064wjSBbjoYPvrlE6Z6cnUskipk6mClrz9AN3+4ie0v6CGUgzZdNnoP9GSOQuoqKSWMrLOoGffe4v+NvR3lBrv60XerbJbqaykUi51GWq/jFSdpC9Vl1O12UZxIe+7WZQkV75tceVr6d9lW5fSP/5yK328p4BqtCmUfc7f6C+aRfTx0kKqjUmn0258jmY8ehX1y0rxXRjXgySXIgl7nbxlux6EetEh38ejsA9Eozfq5O4ynu+5QPtKFPYlOV7Y/cY45f8DYR53o7F/+wYp56NuNcYddr+MwHdKNPaBblinsO+7h92XIjCeoE6q0Uv5HRbs/7uqxeQhxjh/j+jbVzDudtpvnsP+LnD3rSDlXKRZTF99s58q7Kl08ugJNOXha+j4nhmkifXEczx900HWmkqqMjdQnMztdkWkPO8Fu3f/vznLKBeg1Hh/I7K9nipKK6mB44J9MMDrMp4kppMxPUlVt2isU4CqKy/h4pFBYDr+ZQS2A5h7A8byXvqoh+mfA/TU2KheUPIYNOyj2Y+/QhuUl4MFltWBbV0GPfz4Y6SP8SuI4uOJ9n39Ab3yubOkCAe2zfTxfcPpjtm7ZHJtP9ql3qSgj5Wl+tELKxbSlf09oftwlSNjwa6P6fyhd0hd+gWtQcs3ZOkrX6VFL/yVJFG/+xa+OnlKdN7Ll0Xl9qX04DmjaWpxlWSvSJZ1msncoKEBt79Fs5++knqlJQYIaiufjr46hc/bT0mCLGUSSH6Yrn1gKlXKd11iSiJZTVYi/QCavmA2XTmgFyV6D4w0+2y7+sAe6jvyOfr4ucspK1Eb0L/RXE4r3nmSbvzHZCoy2UiXLHWySJ1STqfX575Do4f2J70ucOC6ce98+ssFd9FGc77zStL+NQ72LJJ1stD8x0bSXbM2Ur6tN/0qh3T8D5EFqtMeebE3Pb1wHl19Yg4FvPC1o5Gqdqygx0fcSJN3FZItPomSYqxkbYij08a8Qu88MZqOztEHOHigrC9CdVJtSvt/ELkKibo+EI3eqJN0lkPvK1HXl6TWqJOynx9i3I3G/q1U233rdmOcbFf7+2WEvlOisQ90szpF3/+ZpB9G3f/jflt1whiH3xdR9/uim427nn3MeR9g2xLl91x9Yxydcu2zNPmJ6+nkI4yqwLH601b66pnr6L4ZKynN0pMKZQKVTf12wMf75NUe9OhHs+jaM/pQstYVLG/c9yWNvvQB+rlEH8LksH3U58+P0qyn/0ZHGpLdkxajsU4BIRDYDsLSKS9HzdzxKKqIOhXJsz+VsMlUx3V16j8T11X+xFfIhABpNG5TKpLzXuSSOvmcXzl1zrJXv3FFB6UiqePJI7TOdWlJuW/Ln7KNWn7V7yKa4SqHuW7DZGdKj7bVxVNfYu0fJ3OVX58JX538ilWeNEnO4aVPetvI2ebUj2duLuHWU0VHX53C591Cia2VBfyspCNx+bjvx87k4lq5IGErt/bWSTPkJd5X1/qFDK3VRfzCyamsi1XV6/opvLNMcqG3cnagafN0NqQoucM1zv7ftv4pqWkiVicTT7/SwImSM1zOtmhjnZRt1vDEr/dxvb2VjZX+XfT1JE5NVl8ItC9PWbmHzbZWPscRrJO7v4R+CmvLjhZ1fSAavVGnNu0rUdeXpLujTm0Yd6Oxf3fnMa7d/TKC3ynR2Ae6UZ2i7/9MzKiT/B+wk/+/qwxz3fL/ce0e46KxX2LcJerk3zzt/i5Q9jDVLWA5R/JL/1vPVQ1NqgWbPzTz+zf1YUOi6zdmTJviQzHO/zdPWLCBa1Rlm7a+x33zDXKdq7b+VlViOzGsGfgMbzhYy75aRmOdmru5nyMVSRCYjn8ZObYDmKsD26+u9Q+fehe3ruXRoQS2hzUPxHpL4o2TR8tO7Qq8RfbikSaecraRDUYjG0P4MxiM/J/V1b4KS0ArPOVIYHv9W2w0GEKqj3P5s99idY3kvwphq5NqQ+VhE5srt/DkW//gaiONjhOcbaXlrIsl53ah5B4OGvuLvjqFz9tfydFo4i1LJvNpWlc/1uncQdLULH5i7mqutTgvu+n/IfezdtfprFd5f1190As+Omxm3r5iGg9JS1ROiGJfnYz88MxvuKxWPhuk7Uyb3uU+vfJD75cRq5OZ37m4D+dnh77vPr9ifyuBbenfVdt5+l1D5IKacXIBUE//lhzkSs5tuWCqNWhQPFJ18nWTw/1BFH19IBq9USfl+1D5nmttX4m+viS5I7vVGCff4hEZd6Oxf3fnMe5w+mWkvlOisQ90rzpFZt89nL4UqfEEdXL+flR+tx3i/7ueUa77/T+uu/UBjLvOa0F12m+ew/ku8Oxlyn3LcuIlYKwEmA3DHuBFGwtlslJTkN+9Zv7gypP5qNzQ4jHK/5ufXLCJaxt8P6bNW2fzicceFdLvZ4MyngycyJuaBbajr05qb9VjBLZVGJ37EKlIJKLc/KZORRI057U6zcgfJcf2skPk2JZ0JbWShzu1+crkeZvW19rngqVCafEZO21e9DH9XNEYWuZgexINvOxS+l2aJxdxuMohsldsptlf/CzfKYFP2WqxCcoLdjvFHzmERg07SpVjO3x18q1T8o5V7aEPHzuL7n2ngqrFIffM4XT6zqW0tKiUzErO7TPupS9m30Wn5OmpZaaN6KtT+Lx9Smyz0K4fZtGQUf+girJqSjTm0UXnn0ZLv1pKpVVmSjXm0H3/+ZzuuvTUgKk/2lOnmKYm0vQcSJeefRQlaFrm8VJy2O35aTZdMPoROrC/hHSGHLpg2Kn0/Ypv6WBZrTPn9h3//pDuHDWQMpMlP3qzdGNNVdtp7sKfqNEh+fSbv+nbdL9Hka2TnbYt/kJO7bIQORxtrlNTUxKddtHFdExWguTmbn5T8urtpY+fupAenLafiut1lH3ahXTqnu/o+6KDrpzbp42nD9+5m/6fvXOBbqrM9vifPtPm0dInpYjAMEWliMKIg4goDOAT7xJHAR3v9VLEkapXC65Fxat1FnRmLsiVhYJ6eRS1LAfkIY6jjooICpQiyMuhIo8WCqUPkrZ5N9n3O2maPpKmaZs2J3GftbKSnPOd7+zvt/e3T759vuxv7OBED/nRe0Km1jJ252/68rMBOfJmmZoszltfkZ8tiSd1IefjxHojfve7crTvJotrfA8tH9ddu+yJe4ocbSD0ZPJ/3+2uLfWEP2GZmrxXR793m8pJ7+zjWtKQo12y3w3cmKe794Im2/Jczw3n9qP4QhlqwmOReONcrH/nv3D7Nf0RK3JTth72NqBk5z9QfFGHBhu1OdZ0Dfd3my0Go6bciWv7qVzpLm3an7DtsyIYzDYxEbv1VdxrcO4RY/rI/jfh3tuGQeVKESpHmdppAefYbgdMAHYHNq4uz6sfaTGDuv0Z2webZ2zfu0rMF/awmVqUcUud0Vzep+s1F3d9cs0sv30V1bn2ev9gNRnJYDB08mVym5Xsr3rIZu2kLI2yG80Nbg31m0yOmm0kgn60Zt6t1FcpZiEr4qjfffl0sKKaKk99Sdn9U0mjEPsj1ZR6Wy7tKdWRpfn/My7ZZCeTH3lLjbRbDXRazIpOS4l3zGgXC0fSq5sPU3V1JX35Vjb1S9Q49qsTUim3cB9d8TRz2+8yGencng009Op+JILSpElMpRc3fEvlFRW0c+18+lV6kniCDVL3TaacNV+JVClG9yfYQiZjp/uJgTzZZSOn7stkNXex73qwS+nJvlFXShtyJlNafDj1idFQ6l15tPtMOVWc2knzhw2hxBjxpD9CTcnjcuifJy97TEviX5lc3cb1oaszfezW7vOWfJP/bECOvFmm1vdCcZ/z0FfkZ0uS35WbfctRJjnat8u1uT6Ejo/zjw34954iRxsIUZn8er/0jy359x7OMrW+X7b/e9fl3Jwf2Me1ISLDvsJ+NxBjHv/cC7yN5y79vJsWjc6ktNgwCotUUdLN2bTtUBnVidQhzXOsG+3TajaRwdjZ+JBR/G5uU5Nk352uR/InVrexuBxlatObG7/yjG2PWAKxk1ORtKRuF0HWuloqWtmc8zr/m3Kqra2lemdAzt5goXrxvbb6O1eO7ejJb1KV2GewNAdbG8wGqq35lh4QATTxvIIweRmVS+fV1osAqOQE7GQx1Dvqbr5eNL1RVEm1dQZq99//LeTtSmC7xen80RMB4ZAl/Wqrz1DB8+Opb5yU+0nob8oi2ntBRw4N2y1UU/IVLZjs1K24WaSMz6WiCpFDvd7YIj+Upwt0YZ8MZbKahO3qrlDpngIan9K3kZHgtOjdvaQ1NfYDS301fbN2geuYSgS3cwqLHHnmDZ6eAnQBTctTrGa9Q6ayvYU0dVB/ChdBbUl3L7z9hQheN+bituhr6Nt3F5EqpjFVikoEt59Z8zVV1mhF/5X+otXmBt3yAl34LDuZhC3pRZ5/bc052pg7hdKSFCL4L+x44gL64qfLZJbaL9n3qV206H4VRYuc3ohQUfItOfT1mSrS1hmFb/IvI29YOzsgYt7eaDqPydEGZCiT7GxJqI9lClL79iJ20Ps4OdqlDP2JFGSV3b1XhjKxj/PiLFockiOnFuK1+sg+jscXARtfyNDH+e1e4GPbtKe/pT/NcE7Gi1BS0phs+vjYBaqpNYhJi703nmvlFELtCwe2ZaNRDmy3UIW97jQVLMujuZNGuIJx8Xc+RXl5ebRCzDaVlsAzle2mFfl5lLdwLo2QAp7iNerhRfR6fj4VHqhw1majM18UUF7OYxTjLANFPD0l6snLX0H7yk0ieFRHXxeucNTdfL1RtGjZUspf9iFVeF9vz3EdDmy3UJ6fPlrKD9Bqod/nZ4+nBKUIajsWQxQLIEx5hT77qSmrt43K922i+bc4A9uSjkVw+7FXltKyFVvpsodZf90RT3Yy2cx0YOtqysvNEUHtBOfin9KCE6C8dZ/RFWf77cZS2vzGfFdfkvqK6qYnaNmyZbTpcGV3kLifK2Q69Pe1tPilF+iO9FRSOIPakky5b26lS0aL4+m03VhG2995kWIUUS65lKMfpyV//h/6oLicLJ6mbLpfzbc9MpTJcvF7WvvaElow5w5KjRdB7V8J2w0T9j1xIW09KhZDdTxRs9GlA9spd1IMRYc7bVwEt2ctXEx/fX0LnTc0svQNQvdKdWpAxLx9gi1HG5CdTDK0JWKZgta+vQke7D5OjnYpO38iDIBl8tYLnMfYx/kASRSRIycvkrOP4/FFoMYXoex3zT6O5yoOfUKv3pNMmuim8ZySHnzuJVqyfBOd1eobJ+x56b98yAcCHNj2AVLvFOHAdgvO+uNvU3qcmpTRzlm6UsAyWklqtZqSrsqiElH25PqHKF6jJrVK6QroRSs1Yp+G7lhZ7KytltbdmS7KxLiCZ1JQTynqUWuSaGbBaaKGo3TXgCRH3c3XiyZNfJxInfAAFetbCNbORw5stwOmG7tPFMykZKFfZYzTBhyLIQ51pCKZsup7Z821VHD3QFI33SQkOxGvGHUcxaVOoSIfdNcZEWUnk+EHmjkwWdi3ytUHpPYPFa+4tKmu9kv9aWCyulUfQKSS4uLi6HdvNLHsDAkvZQ3HaHbmIOqrFjI5g9qSTEPEK77fJNp5qd6RTkf/r/WUOTjZkaJEOu54RcSSRhNHE1/bTXXG9he59HJ1z4dkKNO/Ns6mQeJhhCo20pGORSTbFwyGCPuOp0nL91CdSWp/LRX+fjilxEqLjjgZifcYtUbYdzNLz432795ODYiYt0/w5WgDspNJhrZELFPQ2rc3wYPdx8nRLmXnT4QBsEzeeoHzGPs4HyCJInLk5EVy9nE8vgjU+CKU/e7xQl/Gc3X04eNj6WqNSEUi/TvXOaZTqNSkSZ5AO0oqyMSTtr14Lx8PcWDbR1A9X4wD2y0Y26v2UlZ6OqV7eE3ILqBqUbZi9xsej0vnLNwmhb6lzUb7Vme1U24CrS/WiTLltCJrgucyE/KoREzq7mjjwHZHhDp/vKp4PU1w0/8gh55e/vvPzgptVLw627Pupi2lc36MjUoXlJ1M9ipan+1uu4MkbtPy6bTTdqX+lD3Bc3/K/7y088rxdoa9mt5fcBcNHTywlV4kmQbc8wodqWpMEWOvKaIX7s6gQVe5y/XKthNk9OeMbRnKVHP4fbo7Yyhd1crGJfseQAs3HXG230aH1iygYUMHt2Lp8Iv3LKbjOsGyl34IdWpAxLy99RDXMTnagOxkkqEtEcvksmFvH2RnS96EFceC3cfJ0S7laAMsUwcdQTrMPs4HSDLl5EVy9nHpxOOLwIwvQtnvVh7ybTx35L2XadTwX7uP56b+t8ggIFKs9tJ4zouLCP5DHNiWjQ77SJKIJzi8SQTsFly5VAWjBxoRsfFIio8FLHpcqtJ5KAEo+6YgLkYkPxCbRX8FVTqPNSE+OVmsSGuH/ko1dMYG97oiVEhJ1iCig8Vkf1j1CG54qhC47U3U7fojVO418Z5OEhCLIaKqUgsPWoEqIQUa52q9Vr0WlTqDe+1RGqQmqRDufqTLe+Qnk7T6chW0Bg+UotRISVQ32q7oT9qqKngqpk5MhVrkufDfZodRVwOt3uJ4JN2q3igVkhPUYsVm0aHsVuhqqqC3uLs9lei/atF/O+h2rar2/kV+MolF51BTpYXIdOQmurJvMjQxkY72Ww064b/04sFnm2KSfhNUiJBY9sJ2dM0cjHu6AHWj/owLn2YjTRXlRT/M2xeVyNEG5CeT/GxJOC/2cT4YuPxsybvQwe7j5GiXcrQBlsl7P2g8yj7OF0py7HPe5GYfB/D4IjDji1D2u2E2k2/jOWMtqsV4TqTTbt1NI1VIEuO5qPCw1vv5W+cJmI/g2Yw7sab0InJ2/ID5UzKhjmKunQfZ/TM4sN19hgGr4bv8+zAu92Ng9GJcKc5FfMAk4QszASbABPxPoGj5DJH++0Por12Ic7tfxFWqaC+Bbf9fn2tkAkyACfQkAfZxPUmX62YCTCDQBNjHBVoDfH0mwAR6lIBpPx7PuB8flFXgiQ8O4uVpI9FX4c/Jez0qfUhVzoHtIFbnlkevxvT3SwHNozivexfpQdwWFp0JMAEm0JbAjidGYMb64zAoHsKPZWuRERcLfgbelhJ/ZwJMIFgJsI8LVs2x3EyACfhCgH2cL5S4DBNgAkFLQLcd4zJno+h8Nab+7x6sy7oZycrGDA5B26YgFZwD20GqOEnsLbMGY/rGs0DCLFysfh/9pJ28MQEmwARChMCOrJGYseEoDKoHcfLsevxaE8sztkNEt9wMJsAEAPZxbAVMgAmEMgH2caGsXW4bE2ACqN2OWzOzsL+sCr97fTc2zP4tB7YDZBYc2A4QeH9cdsusISKwfQaIE4FtLQe2/cGU62ACTEA+BHZk3SAC20dgiBGB7VIR2BYztnsnu7d8GLAkTIAJhC4B9nGhq1tuGRNgAtLDO/4dx3bABJhACBMQge3xIrC9jwPbAVcyB7YDroKuC/ChmLH94MazgHomLtYW8oztrqPkM5kAE5AhgY/EjO2Z0oxtxXScLCvgwLYMdcQiMQEm0HUC7OO6zo7PZAJMQP4E2MfJX0csIRNgAt0goNuGW0fMcQS2J4sZ2wVixnYKpyLpBtCun8qB7Q7Y2axmmExGmMwNcKwn26cPwsOjoIhRINxugt7UgIgoJVTKqFYzCcnegAZbmxVo3a7VB33CwxER1rU5iFv+MBDT3ysTyy0/grK69zDArX7ewQSYABMIXgI75mZixroTMET/HifOr8MwzrEdvMpkyZkAE3AjwD7ODQnvYAJMIIQIsI8LIWVyU5gAE3AnoN2GcdfPcaQimbJ8D9aLHNspKs6x7Q6q5/dwYLs9xnYr6q9cxqljB/Dlrj0oLi6BXiqrVGJg+rUYc8c4JFQfwKdF55Ey4gG88MREKFzxaUL9+SM4eLIKiPBs2A0NDeKYAkkpaUjvlwKNWomoCFcF7UnVan/Rkqm4+cXPgeELUXlsCZJaHeUvTIAJMIHgJnBw2XTcvugj1A9+Bj/vX4zBakWrB4jB3TqWngkwgV86AfZxv3QL4PYzgdAmwD4utPXLrWMCv3gCpiI8ljENm8oq8OiGIvzlwVFIiAn/xWMJBAAObHuiLoLaV05+h9WvzsKKr8wwGs0w94lAbEQY7HYbrA12RCsUCLOLY2YbwiJnYd/Ft3GdoqkyM7b+5yA8+bENEDO8PW1EYja3NPs7LBw3TX8a8x5/GGOvGwhNjOdAuKc6jrz5CEbOKwRuW4naXfOg9lSI9zEBJsAEgpTA8TVzMPbpAtTduATnP38G/dv8MyZIm8ViMwEmwAQcBNjHsSEwASYQygTYx4WydrltTIAJwHwUz2ZMxZrSi3j+o8OYP3UENFFhDCYABDiw7QadYLr0Debf+BDe1V5GrUmJxFQNFDffg5kZ8dBeKMEnu/bDoK2A1tB08v3YX7cNY1RN383YNm8w5v7NDF1VDczS7gg1khKVCBdxbgEdNjFj22yqR63ejGilBhqVEnP+uhE508VMcB/z8hxd/Qdc/8f3gNtXoW7nk3BdvkkMfmcCTIAJBDGB42vnYmz2OtSN/gsufDoPaRzYDmJtsuhMgAm0JcA+ri0R/s4EmEAoEWAfF0ra5LYwASbgRsB8DM9lTME7IrC94OMf8NzkTA5su0HqnR0c2G7LmUz4JGciHlq+V6QeiUZiWhbe2vwUxmakQRkpZmzbRIqSyyXYvPQBvLSmojE9CaahuG47RrsiywRj+Y8oPrQbufc+iT3SNTKfxY63ZiFVEYFwmwlVpT9j/9ebsXrzXtRrK0UAXaTKTkjBw0u2YGXWLVBIEfAONg5sdwCID/caASmnvMVshsVqbZFbvo/IPx+F6OhokWaH/5LTa8oIoQvxgCiElBnkTZF8nNVigVm8mtfPaPRxUZKfi/T931ZBjoLF9yMB9nF+hMlVdZOAmHRjlXycFRbxalolqE94JCQfFxUV2eU1gbopGJ8exATYxwWx8lj0ICLQjv8Oi0CkYywexf67p7TJge2eItvpejmw3RaZ6UfMSRqJ/9NbAcUkbNr3N9w3PB7RIg2JaxMDXH1NEeYPm4zVNdK07ftEYPujFoFtsYvssBoP49+Vo7FROvHulajZPhdqkX7EMWNbBMjNRj0un/4ehUv/A69tvQitCG7HxI9F4cEv8G9DYqWzvG4c2PaKhw/2CgE7zPpaVFw8h6MH9uHgsZ9wWScM2bEpMGDYdbhx1BhkXnM1kuNViPLhgU2viM0XCQoCPCAKCjWFuJCSj6tD5cVSHDtUhINHS3CpRu8M+ijQf2gGbhj1Wwy/ZiD6JcSJ3wodP5QOcWDcvE4QYB/XCVhctMcI2BvMqNdV4uyJYzhw6CBKTl2C3t4Y2lbE9cewESMx5jcjMCgtBepYkYqR3VyP6SLUKmYfF2oa5fbIjYA3/x2l7if89/X4zagRGJyeinhVLPtvfyuQA9v+Jtrl+v4fAAD//4EpAegAAEAASURBVO3dCXwTZfoH8F9p2qRNerdAC4Igiv69QVZFUHEFFQ/WGwXEY1UQZVlkV/FYZXe9BRVFQOUQFNYDFRHxQsBzYQUExAsQuQv0bnokbfL830l6hJ5JmDaT9Bc/2HQy88473/edp5knb96JEvUAH7UC9vX4U0IvLNaWnP0McpaPQ5qp9uXaZ5XYMGcULrh3CdCuP5Ztexunxte+6nlWvh4j4nrhNe2X86ajePko2OqsIi4n7IVb8fKofrj7rXz1agxO/8f7+PKhCxHTrs7KdX7dNGMEThqtSj9Xlb2iftl1VuevFNBXQCpRnPs7li+cgTGPvQ6noxwOZyXc0bEwRwMOhxPRMTEwx5oRc95ozL5nOM76v66wxaoX+aCAHwKbZ9+OM++cg+LeT2DPR2OQaY1FlB/bcRUK6CKgYpw9bydWvfUKxj4+H0X2EjidFXC184lxphjEms2IPftmTJtwA849+SgkmU2IYkfVpQkivRDGuEhvYeMfX6XDjp0bV+HlJ8fi9a+LYC91oqLS5YlrcDngdEUjJlbFPHMsbnngBQy/fACO6piMGMY44zeuAWrIGGeARmAVIlagqfgtKn5XqPhtqorfIyY8hZFXX4AeWamwRDOA69YpHD/gr8cMwss79+FvH2zAXweegMTYZpJ4uu2cBfkKRDGx7cuhnpesxxW2XnhXW2y5CSt/fQand7TCHKMuVOusWlm2H+u/24wKaxecdmoPxNZdoXydSmz39ia2m0w+u5G37iUc1Xc0ChwqtZ0wFP/buxAn182C19k/E9t1QPhrKwoIynL+h6du/hOmflmM3AI7TLZkpCbEI+aY03B2FvDFqu9QoS6Y8nKLUGlJQEayDfe+/AnuuOh4/kFtxZYK513xgiicWy/c6y4oz12HZ8dci+c/2499eSWItiYixWZF7NGn4qxO0Vj9zTqUlRQjP7cQFSrGpSXZMOH59zD6sl6e5Ha4C7D+LS/AGNfyxtxD4wLiKsfGJc/hynHPYX92NkocsUhKS0acGp3Qq18/RB9cjXW/lKG4MB9FJRWwJafBdv7deO+FMejdPhHMjTRuy1e8Aoxx7AkUaBmBZuN3znfYuKUEBXkqfqsPLOMTU2EbcCden3IX+ndNUwMo6yauWqaeEV8qE9vGaWItsc2Hj0DFrzIuNV4bxa7+WaV9//Hy1srvZNvubDmYkyt5+UVSbLdLaWm5qBENUuF0en76lFD7tGytDPeUo8o6d7oU175S75m7Yq881lfbp/avr3yc7aq3Tt0FG6cP967fTNl1t+PvFDhcAZczV14d00ESzN4+G5/cXs6Z8Lx8sXmr7Nl/UHJzD8qenVtl+X8el7Mz08VSdR4kpZ8lb/1aLO7DrQC3bxMCP8y6TRLiYgT9psgeu4P9pk20ujEO0lWRLwvvPkra26JEvfWX+OQM6XfX0/LJup9kV/YByfHEuG2y4q3JMqh7J7FGRXn+HiemnSHz1mWLw8UoZ4yWNHYtGOOM3T6RXTuX5G1aKD26tJcoT/yySnrmRfL0/E/lp992yoGcHDl4YI9sXbdCJo8ZJJ3TrZ5YCEuinHH3QjlQrP4mM8xFdhfR4egY43RAZBEUqCfgT/zeK9s2fCFTxw+RHllJovLYAnOC9Llrlmw/UCx8m1oPNbgF5ZtkXJdMsaprhYc/2CCFjuZzeMHtiFs1J4DmVmh7r1fI97NvlvTkquR2jFXS2neQzKyz5dKht8iYuyfJ5Kkz5NUFH8jqTdskp9AuFY29sQsgsS1il1euslQlts0y7fuCZumZ2G6WiCu0kMDBNTMk1Vr1QYw5WW5+frnsL7CL85C/km5xlhXLvu8Xy9D0xKq+HSNpo96QYsb8FmqZyCqWF0SR1Z7hdDQ5a2dL1/ZxKuGjXQgkyYinlsiOA4XiUB9o1z60GGeX7E1L5aYjO4qatUzFOZOk3jxH9tqd/CCmForPGhFgjGsEhotbXsB1UGaP7CpxMd4P5ZIybpV3/rdLCksdhyQ83JVOsedny8dTRkoHq8mT3DbZUuWl1bvEWdnYBVDLV597CA8BxrjwaCfWMswEAonfBfvlsxdGSff0eFETZIjJmiLPfrZZ7E7f97NhdvxGqi4T24ZpDU5F0sDg+cqyvfhwxkMY/dT7KC8tQ3l5GUodUTBbTDCZtH/RiG5nUnPOxWDAzQ9hwi1DcXK3JJjqfqPD76lItEq4serxgTh34ueeGj23Ng9je6U0ULvaRYFPReJGaf5B5JdWQh0FKmuLauKZtpYJyR3aw1pzgHqVo6JrZSkO7M9XdWlwIvNG6qXWjk9BRko8amcwYp3qY9V30sfbjS8eGYhzHvD21cQLn8amt8eiizWmfhW0JWqOr21LH8EpQ/4Fu/a79U/4bt876J3gPWGCr1My0pOtPl+FVX2gIAcF6uuyakaxAPt3BuKj29XMiyuVZTi4Pw8VAffLlqpTJB+b1ikafgT+FVbjORmvL2lx12j922h1cuPbyZfj/PuXqr/9LiSe/298s+AvOC7dhga/uel2YvtHT+Osa/6JfSVqPrH4i7Hq1zfQN8vqeV9A77rnd/X7ipaJu0b0ritQ/XskxDjt/as+f3v1Ksdo8cTb2kbrl5L/DYb0HIRlB0tQaU7CIwu/xdiLe6r7oNS+s67up9pPZ8lWTBnSHw+vzIYKixjw5CosHtsXCeqeAkY7Nq2+rJOm4Pto2bjruyff54xxLfN3jnHXt5dpz1u6fxvr71Pg8Xs7pg27AJOWbUGhE+g36QO8NW4gOibGKjs3ygrzkK/ev0arIRqaZPOPKu+MNMSp6Xqr3xtLZTlyD+TBIYHcT0vlK+KSkZYcD1N1QYasUyMqnIqkEZjWX8zEdoPmAkdJAXZvXY8vln2Ob779Csu+26JGt7vhcmn/KlBuz4ddXb9a1LzCSQk3Y9nPT+DUxDrJ2YAS2xVYNq4XBj/3g6dGz6/Lx52nJjdYu+qFgSe2S7BowmCMXbgVPdR/W6sLavKntlYPTF65FEOPrp70W69y1A0Gty7CoHPGqrr0aLIWh76o1h46FR9OvhLqax9VD9apWqL2Z30nfbwLMeuqDvjzInUCqMcDn+zBpIFZPh8y1Nag+pnb8SPuTD4e08u1JRa8/msOrj/a23rB1ek3dL/qcSx6/BpkxMVUzX9fiiUPXoVx8zchq+JI/K5q5K6uQKM/f1OvHIlHlr6NYSd1qLlhq3P7EvzpgnHYVJKlymj4Iq9+kS1Zp0g+tvqS1UsCvyAynpPx+pJKUBiufxutTsWYP7I7bl+QgzL13v3v7/2MhwYfjfgm7ujsdv6Cv3U5DS/st8OpYtzLa7fjhlM6IFa9Sad39Rld/bNl464RvauPvO7PSIhxgF5xV69yjBZPvK1utH5ZsnkOup1xBw7a1Ruz0+/Dz8sewNEpcU2843Fj26K/45QRU2Evq0DsiLnYPeN6pMfHoIJ/U+qc2i0b4/Q75/Q8V+oQVP3KGMfri4Z7RvXSlrx20rN/G+vvU2kQ8Xv7kofR76Yp2JtbgthrX8QP025AjzSruoYuw0ePjsSEOauRVNoZe9Sgrorq5mn05w71Sic88MZ83HB6N1ir7ibs3LFM3WD471izPzGAwWE70O2yBzD/kevQVX0d3HvVbcQ6NYLBxHYjMCFYbJix4wapiNtVIaUlag7t8gpxqa/flRYXSt7B/Wq+4N/kp80b5Osvlsvi/8yUCZdlSVqCuWp6BauMnPG91PtCR0BTkRTJ7MvUXLJqkIFK/Mn8X5qakduLFfhUJMUy41LvPmKg/fTnn1afGJm6Ns+nhfQqR6R44wxR43z9rEt1fSExA2ZIvk+NVEk6HVtk10kf7yKZdZnWZt5/z61tvq+KFMrMQbXbzPuxtKb1gq2T6exnZIc2x2NNSXaZPTRV4tTgIfWNBD/7lFYnkzyxaoeU+3yl1r55tqTatKmB/C3He161XJ0i+dhqGrDek8C/wmo8J+P1JTXxleH6t9HqZJf51yV6YokW555YtVvFh3rds86CIplzee02M9eoebarYgq9q/92V/9s2bhrRO86naXm10iIcdpUevr87dWrHKPFE29zG61f2jfPkkTP+xx1Pl7o330sSjbOlaSEOO/7v+GzJbvUO+WS0Y5NE2edquNt9c+Wjbs1Qa3OE8Y4Xl80nW9Q12xt6npOn9gUTPwu3bxAumSmeuP3Nc/LzzklVdfQJfL6Ld0kNc57/RzlV35Im8LKpOaU3njInNL2n16T7lmpasqqQK6fo8TU91HZuK/IJ5dmxDrVCW7Vv3IqkmqJkP/kiO06HyaU7/sO7y5bi4rUE3DFJX1hq5l+Q+B2u+GuGbG9H59NuQPDH/sI2iDUuMGzsG/pzUjyLS+AEduu8l8woc+xeFYbsG26FGvyFqNP1VQNvkX6Pg9mxPZLA7pi4iZUjXD1La3x56JC16RPtuHO3tVHVwJ9ygHsG1/GkQPuVRWqO49L4/VRQ+eBkx7HthW3+nizTvXEGnDSx9uOly5PwO3veff43Hf5GNu76W8XwJ2PZy9KxV8/0bYxY/qG/Rh1krc/BV2n4x/G+g9vQ2ebuWbE9quXnoD71hR5viZbz6ORBRrTxHfW465+nWGO9vbDks3zcOLgiSjSphXw96EV1GJ1KkXkHlvjwMGM9DGak/H6EsA61e9zh8aBUswdloU73iqCGpiIJ1buwF/6HVETH+pvrZa4CzD9qq4Yv6QI5ZVmPPP1Fow+3RtT6F1f7FBvfeOuEb3rC3iXREKM00aP6hN39SqHMa6h/lb3nCvZPBdZZ4xGkTZi+7znsHPxKPV+KrbJ64OCddPR9Zzxnm1Ml7+AXa/dig7xsSg13Hsm9gF/+oC2jn7xsqE9AoxxvL5ouGdULW3Rayc9+7ex/j6VBhG/CzfMxokXTcCuffkwXfIkNs0ejZ4ZNhXzS7HwurPw4MqdKKjwPx+jNd24easwbuD/ISHWu13pz//BmVc+gD37C5psdt8XVTYUUcfeg1WLRuO4jglVI7aNWCffWvs854htH4zQPmViu47/D69ciXP+/jnQLhbPrNiGG06snn6jzorqg2/H3k9waacL8an20iXTUbRkFBJ8V/MzsS1qDuJf3n0Ifa5/AnZ1EZ1wxmT88s14ZDYTWwJPbFdi84eLsCbXGdjMwZXx6HvF5eiZVD0lg17lqBmxcjdj4ftrVDK/zjQuvo51n1dWIrbr2bj6vKN8vjLJOtVlQgNO+niX4vWb0zB8jvaRDnDjjP9h5q2nqa/c16tBzQLHnk8xuMcgfO7ZpD+W7V6OCzt55+QOpk5RLhdMnfvi8nOPglnNee99VOLnT99XX38qVUkmt/qspJkTqGorlysefS6+BMdmmNXc3N6HK/8XvLX0v3C6o/wup2XrFMnHVoXewI/AL4iM52S8vqSmvTdc/zZancrw5pgjcdMrB1Cq5iIc9swKvDCqP5It1RGifmd17FuBq0++RM1XW6rmJzwTb//0IYYck6zmCzTasRk1xunnZMT+Xb/HeJdEQozT5jbV52+vXuXo15f0Ozbj1an017fQrfdIHLCXqS+K3owVPz+D/l0Sfe5bUqfXqmuVL6dcgwsf9N574MTxi/HVI4ORqO4/ZMRzjnWq037q15Z9v1t/f9oSxjheXzTcM7xLW/bayXhxVztqPWJT4PHbiW+n3YjL//EO9hc6cNyY1/Hpv65ApxSLqlElfl2xTN3/qhDq/uhNfrjpbTXv/12uOPQadKFKRttqpvJ0FWzBex+v8dyfxu9Bi+qaPiarDy45W93jQf098T6MWCffo/d5zsS2D0ZonzKxXcd/0/TrcdIdCz1L+zz4PlY8eLGaN6ihjJ2aaP+3xTj/qCvwjVrbdOGLyFk22mcEsVroWIcRlt54TSttwAzkf347DhnXKi44y0qR/ety/O38EXgzV91az5SEexevx78Hd6tJsmmbN/QIPLGtQpejHBVu9RFbQI92iLGYD7k5pl7lwF2JMkfzMznVrW5UdCwssYcmGVinukpqIHxdJ128BRtfuRqn37rI820Fa8pVWLRuFs47IgExVSOea2si6oZDBfjwqaEYOukTaOOf41PGYt3+59Cz+l6TutTJu8dKp+rf6o9yYA/Vv82qf/ue5qpO5apfBlpSPW9VEb3qpFc52jlntGNrrL0CvyDSz1s3JyN6s04NdDnfOCDYPO9GnDtqAXLUJNvxyUPw2pczccGx6iZQhwQKrRgtxhXis6m3YNikxShQd1WLTxmFL7ZMwSnqe52ekEjvZryrXtbLSa9yVLV0i7sNCGiLIiLG6eikm7cR+4DB6iQlG3Dj8edjwY4cldawYsi/F2LmmD8iI0ndmL3OuACpdKBwy3LcfP4wLNlXgEqJx21zv8Cz15+qbhym3jwZ7Ng8pxvr5GE49H++f+eqXtHR6dB9eX9jjOP1RUP9wndZS147RWpsCix+O1H02wqMufQWvLN1L8rcFoyc9iGmjOyHVKs3kVzpdKj8kNs7yahv4zT5XE1a4rl+9vmDocUTp7p+DvACOio6BmZ1E0rfMWlGrFODHExsN8gSkoUhnwzFYBXYMP167VT0/ItJSJcZn/0o+fZScVZUisvtFrfLJRXOUik4uEVeHX26mKvW/cODK3zmBRL1HrBUivK+liuqXsfAaXKgqFjsdrvnX1F+ruzetkmWzJokWR3TRH1epvZplrR+j8qO5ifz9KgFPse2wbBZnbAVcO5bJdemWavOFYtk9L9PPtu0Q50rJeJwOsWp/jnK7JKXvU2WTB1TOx+9KUlumvk/qQjbI2fFW1Mg8LkZW7N23FckC1Rkfy03HdlB1GxkKs5ZJK3v3fL+mi2SU2SXcofDE+Oc5SUqxv0my6aPlyMybKLekAtMiTLs2ZVS5Gh2Uu5I5uOx+SnAGOcnFFfTX8DtlK9fGCkdLdpcqBBLYrrcPe192bI3V+xlDnF44pxDSuz58tu6ZTL+qCPEFqXNqwpJTB8uK3cUis+tSfSvH0uMCAHGuIhoRh6E0QT8jt8F8vuGT2TiST0lLbqdmvsaYku7Rpb+oO4DU+/mcEY7yDCpD+fYNkxDccR2nY8TNky/Fqfc8WbN0uSMjrjlnidw6bm91Nc11CgGtwMHd3yPN5+7G3M/z0FeSQWsqR0wfeVPGHFiStV2bvy+/DXMW7Ycj0+ep+41qx6Wy/DwQ+cgNcWKWDixf8sGzFywFOrCGDn5xWqktg3pGQMw4+P5uPzEJJ8pNmqqUu9JMCO26xXCBRQIRsDtxI9v3o/z7nwJ+3OL1H1BbMhIS8QNE/6FgacdBe2LTeUHf8aS5yfhjY1FyCkoUedAEjr84V58uexuHB1fPVw7mJ1zm7YiEMxIn7Ziw+NsYQF3hZoi7F8YPG46tu/OUXfUUX+j0xJw/V8ewMDTj0NCdDs4crdg2fRH8ca6A8jOL4WYE9D+tPH4aNEEnJyh7uzuM4ilhWvL4sNUgDEuTBsuQqpdUfwjHu9zCabu+B255QJrcjoSzrwOD9x0AY7zxDAHtqz5CI++8AYO7MqGuu03EtI64K4XluHeK06Crc43JyOEhYehowBjnI6YLIoCPgLNx28ntq37DE+/+AZ2bd+NEnWfOFtqBm57ahEmDj0DqepanG9TfUCDfcoR28HK6b4dE9t1SPd89hA6D/xnzVJt6meLNRXxllhEe65S1U0kK52wF+WhBDakJSXgusf/gydH9EdczY0mizH3ouMw9qs8FGtz13keFiQkqjl8q650XeprfWUVAnOsBRb1NQ7z8SPw8nN/wx9PaK9uUFWz+yafMLHdJA9fbGEBV3khvn5rKq675wWUFhehQN2AyJaUgjiz9w+luJwoLSpAifrKanJyAuIHjsN7T96JXp1tzU6z08JVZ/FhIsALojBpqAitpqu8CKsXz8DIic8jNycX+cVlsCYme2JcO214tqtCxb4CleyJQ5J6LxA/YDRef+RO9O2Riljf71NGqA8P6/AFGOMO35AlHI6AC8XbV2P6xBsxbUUODuTlo7ydFckJcWrO1Hbqa+GCCkcpCopKEWdLhs0WhzFPzMeYK/qrr7AzKXI48m1lW8a4ttLSPM7WF/AnfpehsLgElvgkWFVc//NDM3HXtQPRIcnCwRd6NRgT23pJHnY5TGzXISz+YSa69fs7nNJOvYmz4rijBb/8XKnuw+fyzE/i+Z+6YDXFxML0h+sxecJNuOC0o5Ec5zsC1Y3VM2/Hlf9aVqf0Q3/t0fts9DmxD07rezr+cNrx6JSWhEAGPzCxfagnf2t9gYqyYuze/j2WzpmOxxasVDemcWn3bayZIysq2gTTMYNx7/ibMKTfSchMsR0yV3vr15h7DCcBXhCFU2tFZl0ry+3Ys30Dlr32Cp56fTlKyh31Y5y6Me5f71I35TnnZByRnqQSQhwDE5m9Qf+jYozT35QlBigglbDn7cGGlR/hlZlP4rPNJXBWajOOqIf2Q8Uzk3ovN2jYPbhx+MU4uUdnJMXHcqSfB4j/a06AMa45Ib5OgcMQ8CN+R0dH47yrx2HkiCHo3bMrUqzmmuv0w9gzN60WYGK7WiLkP5nYrtME4tiBN1+ch012Gy64+lr0THVg99bt2L3vIApLnepOQkBsYhqO6NYdR3bJRKoapWVp4OaSzpJ85BRWj9aus5OqX01qtLY5Vo3WVjdmNMeqCfMbXq3RpRumD1PTpiwAzn4RxatGq/HjfFCg9QVEfWW/tLgYeTnZyN6vRjXaK6B900HNT6K+spqBTpkdPKMZrWbvDSpav4bcY7gKbJp1K86661UU93ocez66E5k2XkyHa1uGc71F3QynzF4d43JUjKtEu3ZudWEQi4TUdGSqGJes3gtYLRzBGM7tHIq6M8aFQp37rC8g6ubyZShW30bN3peNHDXFnPpSKaJcUYiOtyIjMwsd0lKQYItv4Cbh9UvjEgpUCzDGVUvwJwVaSqDh+A2XuhKPV7MLdOiI9umpSEzQ4rf6Jk5LVaOtluvYiL8ccyFm7dyHu5dswIRBJyAhVt1UmY9WF2Biux65C+UlpXC61Yhtq1WNvBK4KtWIbc9IVO8Ihqh20Spxp0aiquAQysc3j12Ks+77AOj9CPK/uw/JoawM900BcVedJz4jtrVzJcTnCRsmfAXWPDMU501chJLjJmLHl/fjCJsaZRC+h8Oah7uAinEuNUehyy01o1087wcY48K9ZUNWf8a4kNFzx40IuD3XO+7ab6mqEdvRasQ2v4jSCBgXNynAGNckD1+kgK4CjN+6cvpXWPlq3HTMELyxaz9ue2MtHrrsZKRY/JxX2L89cC0/BZjY9hPKiKu9M7wrrnx9J5A4HLsL56OTESvJOlGAAhQIUmDJbSdi6NzNKLVcg592zcYxSeoGvkGWxc0oQAEKGE2AMc5oLcL6UIACegowxumpybIoQAHDCRQuxlkn3II1u3NxwbNfYc6fT0eGld9SD0U7MbEdCnWd9vnO9d1w5cLfgdTrsS/3dXTUqVwWQwEKUMAIAkv+fDKGztuEUttV+OX3uTg6MZ4jto3QMKwDBSigiwBjnC6MLIQCFDCoAGOcQRuG1aIABfQRKFqMfif8Gat35eD8577EvFvOYGJbH9mAS2FiO2Ay42zwzvXdVWJ7O5CkEtsFTGwbp2VYEwpQQA+BJX8+RSW2N6I0TiW2d6rEthqxzalI9JBlGRSggBEEGOOM0AqsAwUo0FICjHEtJctyKUABQwioxHZ/ldj+LxPbIW8OJrZD3gTBV2CRGrF91cLfgYTrsK9oAUdsB0/JLSlAAQMKvK9GbF+njdi2XIlfdr3KxLYB24hVogAFghdgjAvejltSgALGF2CMM34bsYYUoMBhCBS+h34n3upJbA9UI7ZfVSO223MqksMADX5TJrZ97MSt3STSe4NIn8Xep1Hq5inqhpHt1O1UtJtJqntH1XtEqZurmKrurtJkWTVbRiEqWt1cL8g7srwzoguufG0XYBuGXcWvoXNNuXxCAQpQIPwFltx+AobO+RGl5qvx4+456Mk5tsO/UXkEFKBAjQBjXA0Fn1CAAhEowBgXgY3KQ6IABWoFCt7DWSfd6pmKZNAzX2GummO7vY1zbNcCtd4zJrZ9rMsP/ozVG/cAKoFd72Gy4ehepyArpgzfr16L3Eq1ms9KKteN5J69cGrnBE/y2757I9b+ktNwWWq7Sm0DkwXp7TPRqWN7JCZYEWsK7Ev2ax69AKff/wlw/EQc/OFRpPvUh08pQAEKhLvA2slX4twH3oe921hsW/0IuiVYOBVJuDcq608BCtQIMMbVUPAJBSgQgQKMcRHYqDwkClCgVqB8DW445jK8tWs/hs9bgyeu6oXUuOja1/ms1QSY2Pah3vTKFTj/vq8ANTq7/iMKN8xei8dO/R+OOPV2uNQKvmuJGsHdbvBUbJt7Laxw4N2bj8SoD9RaDZYFiLaBNgq8XTT6XHkXxtx0Lc78vy5IjPNNl9evhe+SjS8Ow8ljFgBnv4CiVWOQ4Psin1OAAhQIc4HNs27FmXe9iuJTH8XuT8Yiyxp7SNwN88Nj9SlAgTYuwBjXxjsAD58CES7AGBfhDczDo0BbF3Bswl+OuQCzdu7D+Pe/x4QLTkRibLu2rhKS42di24d94ytXYtD9X6nJRtwoK8xBsUN70YK09omIjmqHobO+w3O916PTScOw92BR7ZbxyUi3xSJm8AvYOudqxKvE9ntjuuH2Nx0ozMlTv6mHKQHpaVZVjspnq6S2Np2Jo9yOohIHzNZEJNqsuPXJhbj7yrOQ6ue8PJtmjMBJo18Dzp2O4hWjYKutEZ9RgAIUCHuBzbNvx5l3zkFx7yew56MxyGRiO+zblAdAAQrUCjDG1VrwGQUoEHkCjHGR16Y8IgpQwEfA8QP+eswgvKwS23/7YAP+OvAEJrZ9eFrzKRPbPtrlOVuxbuNOuNR0I+/cewme/Ua9aBmCt5bejQ4WK4479WSkm+z4as496H/7TO+WKqmdef0/8Mp1p+HInr1xXKd4NaJQULb3J3y3/kvcd8koqDHgwAl/wZKZ16tyTIh2lSNn5zasXvk2Zrz9LewFB1FUrqbKTm2Pax99By/8uS8sWga8mQcT280A8WUKUKAZAfUhW4UTDmcFnOpf9a0DoqJjEBsbq/7FBH0PgGZ27NfLkXdBZERvI9bJr+7R5lfS7uVR4dTOX6fP/UGiYPKcu7Ewx/j/DbDIxTR2/z7cGMc+EK4919j9MlxV22q9jRwHDjfGtdU2DfS4jdcHGOP8a0O9nBopp50JMeo9odkcG9LrOf8swnQtJrYN03BMbPs2hbjV3NcuLS2NV69Iwq0fqBcHvoiCpX9GvBqxHRNVibyfVuKBAVdjek4xYE1F1nWT8OmTN6GHGrFtMsWg5j6QqqyKsu8x0tobC7V9qNHceYtvR4KafsQzYttVAUdZCQ78tg4Lnr4RU97dhwKV3I5LPhML1n6GP3WP961Zg8+Z2G6QhQspQAE/BNyVDtgLD+L3H3/A/9avxa9bs1FSdVdcS1IWep54Mv5w2ok4MrM9EuIttbHNj7L1WiWSLoiM6G3EOunVdyK7HDccJcU4uG8nfli/Bms3/YrsvJKqD6YsyOpxDE7pdQaOP7YLOqYmwRzg/TsixS4c+nfwMY59IFz7aTj0y3C1bXv1Nn4cCD7Gtb3WDO6IjdcHGOP8a0m9nJoqJzaho7qeOwmn9ToR3Tp1QLItPiTXc/6JhOlaTGwbp+HUXM981BMoljmXea4RBefNkHzt9cpyydn0gdzSMUOsaopsky1Nsu6cLT/l2cVVb/uqBWXrZLhaV7W2Kme6FDewngpGUpS7WSZfneJdDzFy+j+WibPRQmsL2Th9uHebcxsuu3ZNPqMABShQK1BRXizb1nwg917VXY7ITJeUpESxWa2SmpoqqUlWsdkSJSU1XTpmZsn9096Rn/bmi9Ndu31rPfth1m2SEBcj6DdF9tgdEoIq6HKoRvQ2Yp10wY70QtwVUpyzTT6YPlG6d+0s6WkpkphgE2uSOnfV+Wu12iQxKUXS23eUrKvuk3f/+7Pkl1WIO1xPniDbM1z6d1Axjn0gyF4R+s3CpV+GXoo1aFYgTOJAUDGu2YPnCh4BA/YBxjj/+qZeTk2Vk1J1PZesruc6qOu5CZNfl007c6Ssso29IfSvSYJfq3yTjOuS6ckPPvzBBil0+JHEC35v3LIJAe0mhnzUE/BJbP9xphRpSe3178rQjukSp5LU5oQ06T9hnmzNL208qa2VWba2NrHdZPLZJblrp0uy2ZsEj0kYKt83lAWvU08mtuuA8FcKUKBZAXdlmXz/7uNyVNdMsZmjJApmSU7rIJlZWXLxNdfIZQO6Sues9pJkjVGvQRKS0yTzqkdldXahtPZ7oUi4IDKitxHr1GzH5QpKwC1lOd/JY9ceJVlpNomKilIfsidJRscs6dT/Yrlm6GXStUtnaZ+WJDHaB+qWBEnrkCmPvblaCsor2oxgOPXvwGMc+0C4duRw6pfhatx26h0+cSDwGNd2WvHwjtR4fYAxzr8W1cup2XLO6y5HHtFBkq2xomYUEJsaANHxT/+Q5b8dVAMomdz2r7X8WIuJbT+QWmcVJrYbdPZJbA+ZKhvXf6CS2mli0S4UVRLoovsXyu8Fpc2PHvQ7sa0uVyv2ymN9vYltoK98nN38pz1MbDfYeFxIAQo0KuCSvE0LpUeX9p6kmJpPSdIzL5Kn538qP/22Uw7k5MjBA3tk67oVMnnMIOmcbvUkt2FJlDPuXigHitWo6VZ8LxT+F0RG9DZinRrtsHzBR8BVkS8L7z5K2tu0D6Qg8ckZ0u+up+WTdT/JruwDkpN7UPbs3CYr3posg7p3EqtKfGvfGEtMO0PmrcsWR5u4kAmv/h1ojGMf8DkhwuppePXLsKJtg5UNpzgQaIxrg80Z1CEbrw8wxvnXkHo5+VPOXtm24QuZOn6I9MhK8iS3YU6QPnfNku0HiqVNvCX0r1EOby0mtg/PT8etmdhuENMnsR2XIh3VSG1vUltLPPeS937c49/XOAJIbIvY5ZWrLN6pRVTyfNr3BQ3WzHchE9u+GnxOAQo0K+A6KLNHdpW4GG/CKynjVnnnf7uksNRxyBscd6VT7PnZ8vGUkdLBavIk0Uy2VHlp9S5xtuKw7bC/IDKitxHr1GzH5QqaQM7a2dK1fZz6UEq9FzEnyYinlsiOA4XiqPT9INwtzjK7ZG9aKjcd2VHU7SPV+wqTpN48R/banc1/IB/u1GHWvwONcewDYdpBw6xfhqlym6l2OMWBQGNcm2nEwzxQw/UBxjj/WlQvp0DKKdgvn70wSrqnx0s79Z7QZE2RZz/bLHZ/5r3176ja9lpMbBum/XnzyAanO7dj7pAE3PS+z4tmM+BwqAVmtM8ajplLH8clJ6ejyXsyla/DiLjeeE0r5tzpKF4xCjafIg996saqxwfi3ImfexY/tzYPY3ulHLpKnd8Cv3mkG6X5B5FfWgmT+q+yTnkN/6qtZUJyh/aw1hysXuWo6FpZigP781Vd1OW33w+1dnwKMlLUDRBqtmGdaihqntR3iizvZKQnWxGthi56H6oPFOSgoKQC0QH37wzER7eDShh5HlJZhoP781ARcL9sqTrpc2yS/w2G9ByEZQdLUGlOwiMLv8XYi3vCFlt7JlVhen44S7ZiypD+eHhlNhwuYMCTq7B4bF8kmLXzVZ86+e6v7vPAbzqkX5306ANG9DZinbR218Pb23/06gN6laPXsbnx7eTLcf79S1GqTsbE8/+Nbxb8Bcel2xq+EZDbie0fPY2zrvkn9pWo9y7xF2PVr2+gb5bV877FeN76OBm1f9eNbdW/BxbjIr0PGO2c01pJnzoZtV/qFQf0Kkcvb63lIrdORo0Dmnr9R2AxTtten3NOK4l9QFNQjybfD+jjHekxTq9+qZeTrXRNgNdz2zFt2AWYtGwLCp1Av0kf4K1xA9ExMVbrICgrzEO+eq8YrYZDBJQfykhDXIyp5n2ouicdcg/kwSHRnq7n3/9UviIuGWnJ8TCpOVO8DyPWqZGj4c0jG4Fp/cVMbDdofmhiW33dF8lnnwms+QYF2TkoRRzSOt6MDzc+jT4ZFlSfgvWKCiixXYFl43ph8HM/eIp5fl0+7jw1uV6RvgsCT2yXYNGEwRi7cCt6qP+2+hbW6HNtrR6YvHIphh5dnZbXqxz1WcHWRRh0zlhVlx6N1qD+C2rtoVPx4eQroW7kWfVgnaolan/Wd4oc79/Q/arHsejxa5ARF1N1DpZiyYNXYdz8TciqOBK/q4893LUYjTz7TS0/Eo8sfRvDTuqAmKr8rnP7EvzpgnHYVJKlymg46Vu/wJaskz7HVrJ5DrqdcQcO2suB0+/Dz8sewNEpcU0coRvbFv0dp4yYCntZBWJHzMXuGdcjPV4z16dO9R1rlwR+QaRfnfToA6UG9DZqH9DD2/u3WK8+oFc5gD7HVoz5I7vj9gU5KFNXHX9/72c8NPhoxFcHrdrTpuaZ2/kL/tblNLyw3w4nLHh57XbccEoHxKoLB33qpO3KWE5GPOdqGqSBJ4HFuEjvA8bqS3rGk0iPu5EaT/TsA9rpr4+TUeNAAwFOLQosxmllRG4c0I7OeH2gTJdrp0iPcXr1S72c4ra/hu4BXs9tX/Iw+t00BXtzSxB77Yv4YdoN6JFmVddzZfjo0ZGYMGc1kko7Y48a1FWhddYmHzvUq53wwBvzccPp3WCN8UZL545lGH7537Fmf2IAg8N2oNtlD2D+I9eha6q16prUiHVqBISJ7UZgQrDYMGPHDVURn6lIzMly85QPZOfBg/Lb2sVyi5prW41VVF/ttUrf8QukoKk7nwY0FUmRzL4spmoqEovM/6X5u0cGPhVJscy41LuPGGg//fmnHWuMTF2b59NCepUjUrxxhvcmV37Vpbq+kJgBMyTfp0aqJJ2OLbLrFEneprOfkR3anM81/cAus4emSpxJfc1KffXe//5tkidW7ZBynyk27JtnS6pNmxrI33K851XL1UmfY7NvniWJnuNS5/WFU2SP3devBvKQJyUb50pSQpyyUNsMny3ZpdXTGehTp0N2VueXwL/Cql+d9OgDRvQ2Yp20ZtfD29t99OoDepWj17HZZf51iZ74pp2LT6zarWJWnROm3q9FMufy2m1mrlHzbFfFOeN56+Nk1P5dr2mqFgQW4yK9DxjtnNMaSZ86GbVf6hUH9CpHL29PyxnufZw+MU4zMubfgqqgVudHYDHO03IR/F7eiH2AMa7+9aK6jmyha0y9/hYUB3E9V7p5gXTJTPVez13zvPycU1J1DV0ir9/STVLjvNfPUX7lZLQpLU3y8AcbpdAnF2b/6TXpnpWqprAM5PpZ3Qi976OycV+R1E6sZ8Q61Qlu1b9yKpJqiZD/5IjtBj9M8Bmx3fef2PXJPehsjYW4HMjd8AEuHzgSX+WVIMaaiscXbcDYCzo3PGFBACO2XeW/YEKfY/GsNmDbdCnW5C1GnwTvp18NVlEtDGbE9ksDumLiJlSNcG2s5EOXiwpdkz7Zhjt7J1W9UAJ9ygHsG1/GkQPuVRVq+lgPqZFWoZMex7YVt6K6RgDrdIiR9ksDThHlffzDWP/hbehsM1f151K8eukJuG9NkWfajHoejSzQmCa+sx539esMc9W8JiWb5+HEwRNRpH2F39+HVlCL1UmfYyvZPBdZZ4xGkTZi+7znsHPxKOUX22Q8KFg3HV3PGe/ZxnT5C9j12q3oEK9to0+dmuINZqSPkfpAqQG9jdoHIvWc0/q3PsdWgrnDsnDHW0VQX57AEyt34C/9jqiJWQ2eR+4CTL+qK8YvKUJ5pRnPfL0Fo0/3xjl96qTtVb84oEedjHjONdg2VQsDi3GR3geM1Ze870r1qVOkx109zl09vbXTK3LrZNQ40HCkCyzGaWXoc85pJbEPaApVj0bfD5Tpcu0U6TFOr36pl5Nt+wJ0CvB6rnDDbJx40QTs2pcP0yVPYtPs0eiZYfNczy287iw8uHInCir8z8dol73j5q3CuIH/h4TYqgj+839w5pUPYM/+guqe1+xPlQ1F1LH3YNWi0TiuY0LViO1SGK9OjRwKR2w3AtP6i5nYbtDcJ7F9yYsoXjK6dm5sldxeP++vOOdmNWe22jYp4158+/u/cFx8A3NE+5nY1hLmv7z7EPpc/wTs6oI14YzJ+OWb8chsJrYEntiuxOYPF2FNrrPhRHyDFkBlZTz6XnE5eiZVT8mgVzmq7NzNWPj+GpXMb8CvkfqoCiG269m4+ryjfKZQYJ3qcTXgFCneUS4XTJ374vJzj4LZVD2PVyV+/vR99fWnUjVdmFt9VtLMCVQF5nLFo8/Fl+DYDLOam9v7cOX/greW/hdOd5Tf5bRsnfQ5ttJf30K33iNxwF4GWG7Gip+fQf8uiT7zlNfpRSo2fTnlGlz4oHde3xPHL8ZXjwxGokU7X/WpU509HvJr4BdE+tVJjz5gRG8j1klrdD28vZ1Hrz6gVzl6HVsZ3hxzJG565QBK1fyIw55ZgRdG9UeypTpqHXLqeH5x7FuBq0++RM2pX6rO1jPx9k8fYsgxyWoOQ73qpO3GWE5G7d/1W8e7JLAYF+l9wFh9ydtC+tTJqP1Sr7irVzlGiyd69gGtLH2cjBoHvFp1/x9YjNO21uec00rSx9uIddKzD+jjHekxTq9+qZeTaee7AV7POfHttBtx+T/ewf5CB44b8zo+/dcV6JRi8Zxzv65Yhu/2FULdi7zJwU7a2VD9cLni0GvQhSoZbauZytNVsAXvfbzGcy8Yvwctqmv6mKw+uORsdc8nz/WltodKGK9O1Ude5ycT23VAQvcrE9sN2qtPw4fYvDePPG8G8pffDt/ZrivLfsE/uvwBj+UUqa1tuHHWSrx0Y++ak7qmSIe6eaSl6uaRA1Q5nx9ajhoCDmdZKbJ/XY6/nT8Cb+baVYI3CfcuXo9/D+5Wk2SrKa/Ok8AT2ypMOMpR4VYfsQX0aIcYi/mQG2XqVQ7clShzND+TU93qRkXHwhJ76AU961RXSQ2Er+sU6d5O1b/VH+XAHqp/q5vDasmemodyKlf9MtCS6nmrAit1qpMe5UjJBtx4/PlYsCNHvWWwYsi/F2LmmD8iI0ndiLXO5wBS6UDhluW4+fxhWLKvAJUSj9vmfoFnrz9V3SjEi6VHnWrMG3gS+AWRft5abDrcPmBEbyPWydP0OnhXdyG9+qVe5ejRl7SZgDbPuxHnjlqAHDXJdnzyELz25UxccKy68e0hwUtTEDhLCvHZ1FswbNJiqCnTEJ8yCl9smYJT1HdNPV9MMaC3Hk6G7d/VnbPOz8BiXOT3AWOdc97G0qNOhu2XesUBvcpR5Hp4e1ouYutk3DhQJ7x5fg0sxnlLYB+oL3no9YW+fUAP74iPcapJjORkcW4K4HrOiaLfVmDMpbfgna17Uea2YOS0DzFlZD+kWr0DCyudDpUfUnemCujCV01a4rl+9rmA1OKuU10/B1SOlq+IgVndhNJ3TJoR61T/zFRLmNhukCUkC0M+GYqBKuBylkpRYaEUFeXKi4M8p7Zg4GQ5WFoqxUXF4qyZg7dSfl/8kCSbvevEpQyT/+XY1XYlopLGnkelQ5WV97Vc4Q0RqpxpckCVYbfbPf+K8nNl97ZNsmTWJMlS83arz8tUCDBLWr9HZUfzE2d69hH4HNsGwmZVKECB1hdwO+XrF0ZKR4s29xnEkpgud097X7bszRV7mUMcDoc4nQ4psefLb+uWyfijjhBblDaPGiQxfbis3FEoNWGwFWof+NyMrVCpQHZhRG8j1ikQ0za8bkX213LTkR3EFKW9X7BIWt+75f01WySnyC7lnnPXKc7yEsnL/k2WTR8vR2TYRF0kCEyJMuzZlVLkaHZS7vDXDbP+HWiMYx8I0y4aZv0yTJXbTLXDKQ4EGuPaTCMe5oEarg8wxvnXono5+V1Ogfy+4ROZeFJPSYtup+a+htjSrpGlP6h7rtROaO1f3blWwwKcY7thlxAsVZ+o8FEtkPP9Ipl0330yadJEucziTVrDkixPL3hVJk+aLF/uLKteVVzlO2XyRcmehA/QVx5/eYY89tgs+bVYixIu2f7ZqzLp7hskzpOwVmVZLpOHH5ssU2fMkBkzpqrXbpGszI6SnpLgLcNkk/TMS+XtjQU+E+fX7K7BJ0xsN8jChRSgQBMCzqLN8s+e3STdEuV9g5OcLpkX3SXT3vxAPl+xQlau/EhefnKcdOuSKVaV1NbeBCWmdZD7F66T4lZOjEXCBZERvY1Ypya6LF+qFnA55ee3H5TundM95yW09w0dMmXso9NkyfLP1bm7Uj5e9LKMO7+bZKZaVVJbfShlSZT2/R6Wdfvt4qq90251iRH5M5z6d8Axjn0gbPtsOPXLsEVuKxUPozgQcIxrK214uMdpwD7AGOdfo+rl1Hw5H8usKX+T43p0EVtVUjshNUPunvWF5JQ4q24c6V+duVYTAkxsN4HTui8xse3jvfGlP0mCzSYJCbaqEdTe5HZSaqokJaTJtTM3+6ztkgPfTpW0BLNKTJslKSVZEhMzZfr6QrVOkcy5sJMqK64q8a2VY5GExCRJTk72/NNeM5ktYk1IlrT0DpJ1zgRZ+v1+8XOwtqceTGz7NAefUoACfgpUStFvX8sT1x4tXdqniJrOTBBrleS0dMnIaC/t22dISpI3KRafkCLtM7Nk0rzlkmNv/TdBkXFBZERvI9bJz+7bxlerLCuUr//zhPTo1llSErzvMayJyZKekaHO3faSkZYi1lj1gVRMvCRr7y2uflhW/JojDncbyWp7+kf49O9gYhz7QLgGgfDpl+Eq3JbqHS5xIJgY15ba8XCO1Xh9gDHOv/bUy8mfcmzSrl2UxNuSJSMzUybOeF/25pe1mYEO/rXHYa7FxPZhAuq3OefY9pkAZvv7D6D/HXN9lvg+7YF/vP0mbjujfc1CqcjHG5NuxIS5a6uWnY05a17FwKxorJ55O67817KadRt60qP32ehzYh+c1vd0/OG049EpLQl1po1uaLOaZcHMsV2zMZ9QgAJtV0AqYc/bgw0rP8IrM5/EZ5tL4KzUPodTD+2HmnDbFG3CoGH34MbhF+PkHp2RFB/r9w1FPOXo8L9g5mbUYbf6F2FEbyPWSX/5iCyxstyOPds3YNlrr+Cp15ejpNyh3S+3Zm7CKHXumnoMwl/vUjcKOudkHJGepO4B4jMHYkSq1DmoMOnfwcY49oE67R0uv4ZJvwwXzrZez3CIA8HGuLbetv4ev+H6AGOcf02nl5Mf5URHR+O8q8dh5Igh6N2zK1Ks5pr3i/5Vlms1KcA5tpvkac0Xmdj20VaffOJAfonPEt+nJiSlp8Ma63uHOUF5US7y7M6qFS1I65AKs7qnobMkHzmFZb4F1HtuirXAHGuGWd2Y0RyrJsyvt0bTC5jYbtqHr1KAAk0JiLqZbBmKi/KQvS8bOblFqFBJ7ShXFKLjrcjIzEKHtBQk2OIR47nbXFNltcxrkXVBZERvI9apZfpSpJUq6gY9ZfZi5OVkI3t/DvLtlWjXzq0uVmKRkJqOzMwOSE5KgNUSE/B7i8ixMn7/PpwYxz4Qrj3V+P0yXGXbYr2NHgcOJ8a1xfYM5piN1wcY4/xrR72cGi4HLiAm3qZyUx3RPj0ViQna9Vy7Nvye0L9WCXgtJrYDJmupDZjYbinZViiXie1WQOYuKNAGBNwulxrx6fYM1q4esR2tRn2GepBnpF4QGdHbiHVqA6fe4R+iuOFyqX9uqRmBE9UuWn3jwvdD+MPfTbiXYNT+rUuMYx8I2+5p1H4ZtqBtueIGjQO6xLi23K6BHLsB+wBjnH8NqJeTXuX4V2uu5RFgYtswHYGJbcM0ReAVYWI7cDNuQQEKhI8AL4jCp61YUwpQIHABxrjAzbgFBSgQPgKMceHTVqwpBSgQhAAT20GgtcwmTGy3jGurlMrEdqswcycUoECIBHhBFCJ47pYCFGgVAca4VmHmTihAgRAJMMaFCJ67pQAFWkeAie3WcfZjL0xs+4Fk1FWY2DZqy7BeFKCAHgK8INJDkWVQgAJGFWCMM2rLsF4UoIAeAoxxeiiyDApQwLACTGwbpmmY2DZMUwRekY0zrsfJoxcC/aej+ItRsAVeBLegAAUoYFiBzXNuxRl3zIW915PY8/EYZNpiedMTw7YWK0YBCgQqwBgXqBjXpwAFwkmAMS6cWot1pQAFAhYo34SxPS/A7J37MGHJBowfdAISY3mfm4AdddiAiW0dEENVxKZXrsSAe1ZAjn8M2764Hcmhqgj3SwEKUKAFBDbPuwGX3PcRirrej/Ufj8IRNjMT2y3gzCIpQIHQCDDGhcade6UABVpHgDGudZy5FwpQIEQCZT9gdN9rsVgltkfN+xLjzj8OiWYmtkPRGkxsh0Jdp32W/P413l3xIyqSeuG6K3rDolO5LIYCFKCAEQRKdv4XS7/4ESVxJ+LKS3upT8CjjVAt1oECFKCALgKMcbowshAKUMCgAoxxBm0YVosCFNBHQIqx9uNPsWlvEbr3vwSnd0+HmZer+tgGWAoT2wGCGWl1cVXA4ayARMXAYonhSEYjNQ7rQgEKHLaAuLUYVwmBCRazinFRh10kC6AABShgGAHGOMM0BStCAQq0gABjXAugskgKUMBAAoJKpxMVLjeiY8yIMbVjTi5ErcPEdojguVsKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhQIToCJ7eDcuBUFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQqESICJ7RDBc7cUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABSgQnAAT28G5cSsKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhQIkQAT2yGC524pQAEKUIACFKAABShAAQpQgAIUoAAFKEABClAgOAEmtoNz41YUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABSgQIgEmtkMEz91SgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKBAcAJMbAfnxq0oQAEKUIACFKAABShAAQpQgAIUoAAFKEABClAgRAJMbIcInrulAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKECB4ASY2A7OjVtRgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKBAiASY2A4RPHdLAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACwQkwsR2cG7eiAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKECBEAkwsR0ieO6WAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFghNgYjs4N25FAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACIRJgYjtE8NwtBShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKBCfAxHZwbtyKAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFQiTAxHaI4LlbClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUCE6Aie3g3LgVBShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKhEiAie0QwXO3FKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoEJwAE9vBuXErClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUCJEAE9shguduKUABClCAAhSgAAUoQAEKUIACFKAABShAAQpQIDgBJraDc+NWFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoECIBJrZDBM/dUoACFKAABShAAQpQgAIUoAAFKEABClCAAhSgQHACTGwH58atKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQIEQCTGyHCJ67pQAFKEABClCAAhSgAAUoQAEKUIACFKAABShAgeAEmNgOzo1bUYACFKAABShAAQpQgAIUoADJpLtxAAAIG0lEQVQFKEABClCAAhSgQIgEmNgOETx3SwEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAsEJMLEdnBu3ogAFKEABClCAAhSgAAUoQAEKUIACFKAABShAgRAJMLEdInjulgIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABYITYGI7ODduRQEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAiESYGI7RPDcLQUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABCgQnwMR2cG7cigIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABUIkwMR2iOC5WwpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFAhOgInt4Ny4FQUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABCoRIgIntEMFztxSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKBCcABPbwblxKwpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFAiRABPbIYLnbilAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUCA4ASa2g3PjVhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKBAiASa2QwTP3VKAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoEBwAkxsB+fGrShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUCBEAkxshwieu6UABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQIHgBJjYDs6NW1GAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoECIBJjYDhE8d0sBClCAAhSgAAUoQAEKUIACFKAABShAAQpQgALBCTCxHZwbt6IABShAAQpQgAIUoAAFKEABClCAAhSgAAUoQIEQCTCxHSJ47pYCFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAWCE2BiOzg3bkUBClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIhEmBiO0Tw3C0FKEABClCAAhSgAAUoQAEKUIACFKAABShAAQoEJ8DEdnBu3IoCFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAVCJMDEdojguVsKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhQIToCJ7eDcuBUFKEABClCAAhSgAAUoQAEKUIACFKAABShAAQqESICJ7RDBc7cUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABSgQnAAT28G5cSsKUIACFKAABShAAQpQgAIUoAAFKEABClCAAhQIkQAT2yGC524pQAEKUIACFKAABShAAQpQgAIUoAAFKEABClAgOAEmtoNz41YUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABSgQIgEmtkMEz91SgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKBAcAJMbAfnxq0oQAEKUIACFKAABShAAQpQgAIUoAAFKEABClAgRAJMbIcInrulAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKECB4ASY2A7OjVtRgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFKBAiASY2A4RPHdLAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACwQkwsR2cG7eiAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKECBEAkwsR0ieO6WAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFghNgYjs4N25FAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACIRJgYjtE8NwtBShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKBCfAxHZwbtyKAhSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFQiTAxHaI4LlbClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUCE6Aie3g3LgVBShAAQpQgAIUoAAFKEABClCAAhSgAAUoQAEKhEiAie0QwXO3FKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoEJwAE9vBuXErClCAAhSgAAUoQAEKUIACFKAABShAAQpQgAIUCJEAE9shguduKUABClCAAhSgAAUoQAEKUIACFKAABShAAQpQIDgBJraDc+NWFKAABShAAQpQgAIUoAAFKEABClCAAhSgAAUoECIBJrZDBM/dUoACFKAABShAAQpQgAIUoAAFKEABClCAAhSgQHACTGwH58atKEABClCAAhSgAAUoQAEKUIACFKAABShAAQpQIEQCTGyHCJ67pQAFKEABClCAAhSgAAUoQAEKUIACFKAABShAgeAEmNgOzo1bUYACFKAABShAAQpQgAIUoAAFKEABClCAAhSgQIgEmNgOETx3SwEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAsEJMLEdnBu3ogAFKEABClCAAhSgAAUoQAEKUIACFKAABShAgRAJMLEdInjulgIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABYITYGI7ODduRQEKUIACFKAABShAAQpQgAIUoAAFKEABClCAAiESYGI7RPDcLQUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABCgQnwMR2cG7cigIUoAAFKEABClCAAhSgAAUoQAEKUIACFKAABUIkwMR2iOC5WwpQgAIUoAAFKEABClCAAhSgAAUoQAEKUIACFAhOgInt4Ny4FQUoQAEKUIACFKAABShAAQpQgAIUoAAFKEABCoRIgIntEMFztxSgAAUoQAEKUIACFKAABShAAQpQgAIUoAAFKBCcwP8DGakTKtdqRFsAAAAASUVORK5CYII=
"
>
</div>
</div>
</div>
</div>
</div>
<div class="cell border-box-sizing text_cell rendered"><div class="prompt input_prompt">
</div>
......@@ -12023,7 +12067,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In&nbsp;[6]:</div>
<div class="prompt input_prompt">In&nbsp;[8]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">clicks</span> <span class="o">=</span> <span class="n">librosa</span><span class="o">.</span><span class="n">clicks</span><span class="p">(</span><span class="n">times</span><span class="o">=</span><span class="n">drum_onsets</span><span class="p">[</span><span class="s1">&#39;Kick&#39;</span><span class="p">],</span> <span class="n">sr</span><span class="o">=</span><span class="n">sr</span><span class="p">,</span> <span class="n">length</span><span class="o">=</span><span class="nb">len</span><span class="p">(</span><span class="n">x</span><span class="p">))</span>
......@@ -12040,7 +12084,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
<div class="output_area">
<div class="prompt output_prompt">Out[6]:</div>
<div class="prompt output_prompt">Out[8]:</div>
......@@ -12070,7 +12114,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In&nbsp;[7]:</div>
<div class="prompt input_prompt">In&nbsp;[9]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">clicks</span> <span class="o">=</span> <span class="n">librosa</span><span class="o">.</span><span class="n">clicks</span><span class="p">(</span><span class="n">times</span><span class="o">=</span><span class="n">drum_onsets</span><span class="p">[</span><span class="s1">&#39;Snare&#39;</span><span class="p">],</span> <span class="n">sr</span><span class="o">=</span><span class="n">sr</span><span class="p">,</span> <span class="n">length</span><span class="o">=</span><span class="nb">len</span><span class="p">(</span><span class="n">x</span><span class="p">))</span>
......@@ -12087,7 +12131,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
<div class="output_area">
<div class="prompt output_prompt">Out[7]:</div>
<div class="prompt output_prompt">Out[9]:</div>
......@@ -12117,7 +12161,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In&nbsp;[8]:</div>
<div class="prompt input_prompt">In&nbsp;[10]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">clicks</span> <span class="o">=</span> <span class="n">librosa</span><span class="o">.</span><span class="n">clicks</span><span class="p">(</span><span class="n">times</span><span class="o">=</span><span class="n">drum_onsets</span><span class="p">[</span><span class="s1">&#39;Hihat&#39;</span><span class="p">],</span> <span class="n">sr</span><span class="o">=</span><span class="n">sr</span><span class="p">,</span> <span class="n">length</span><span class="o">=</span><span class="nb">len</span><span class="p">(</span><span class="n">x</span><span class="p">))</span>
......@@ -12134,7 +12178,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
<div class="output_area">
<div class="prompt output_prompt">Out[8]:</div>
<div class="prompt output_prompt">Out[10]:</div>
......@@ -12181,7 +12225,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In&nbsp;[9]:</div>
<div class="prompt input_prompt">In&nbsp;[11]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="k">def</span> <span class="nf">plot_avg_spectrum</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">onset_times</span><span class="p">):</span>
......@@ -12223,7 +12267,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In&nbsp;[10]:</div>
<div class="prompt input_prompt">In&nbsp;[12]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">plot_avg_spectrum</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">drum_onsets</span><span class="p">[</span><span class="s1">&#39;Kick&#39;</span><span class="p">])</span>
......@@ -12267,7 +12311,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In&nbsp;[11]:</div>
<div class="prompt input_prompt">In&nbsp;[13]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">plot_avg_spectrum</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">drum_onsets</span><span class="p">[</span><span class="s1">&#39;Snare&#39;</span><span class="p">])</span>
......@@ -12311,7 +12355,7 @@ INFO:tensorflow:Restoring parameters from /Users/stjoa/anaconda3/lib/python3.6/s
</div>
<div class="cell border-box-sizing code_cell rendered">
<div class="input">
<div class="prompt input_prompt">In&nbsp;[12]:</div>
<div class="prompt input_prompt">In&nbsp;[14]:</div>
<div class="inner_cell">
<div class="input_area">
<div class=" highlight hl-ipython3"><pre><span></span><span class="n">plot_avg_spectrum</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">drum_onsets</span><span class="p">[</span><span class="s1">&#39;Hihat&#39;</span><span class="p">])</span>
adtlib.ipynb
View file @ bf4eff99
......@@ -2,7 +2,7 @@
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"execution_count": 2,
"metadata": {},
"outputs": [
{
......@@ -41,7 +41,7 @@
"cell_type": "markdown",
"metadata": {},
"source": [
"This notebook requires `ADTLib`. See [ADTLib repo](https://github.com/CarlSouthall/ADTLib) for installation instructions."
"This notebook requires `ADTLib`. See [ADTLib repo](https://github.com/CarlSouthall/ADTLib) for installation instructions. If you experience problems, be sure to install the latest versions of `tensorflow` and `dask`."
]
},
{
......@@ -53,7 +53,7 @@
},
{
"cell_type": "code",
"execution_count": 2,
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
......@@ -70,7 +70,7 @@
},
{
"cell_type": "code",
"execution_count": 3,
"execution_count": 4,
"metadata": {},
"outputs": [
{
......@@ -87,7 +87,7 @@
"<IPython.lib.display.Audio object>"
]
},
"execution_count": 3,
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
......@@ -112,7 +112,7 @@
},
{
"cell_type": "code",
"execution_count": 4,
"execution_count": 5,
"metadata": {},
"outputs": [
{
......@@ -131,7 +131,7 @@
},
{
"cell_type": "code",
"execution_count": 5,
"execution_count": 6,
"metadata": {},
"outputs": [
{
......@@ -149,7 +149,7 @@
" 'Snare': array([0.85913832, 2.57741497, 4.28408163, 6.43192744])}"
]
},
"execution_count": 5,
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
......@@ -158,6 +158,34 @@
"drum_onsets"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"ADT also produces the file `classic_rock_beat_drumtab.pdf` which looks like this:"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<IPython.core.display.Image object>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ipd.Image('img/classic_rock_beat_drumtab.png')"
]
},
{
"cell_type": "markdown",
"metadata": {},
......@@ -181,7 +209,7 @@
},
{
"cell_type": "code",
"execution_count": 6,
"execution_count": 8,
"metadata": {},
"outputs": [
{
......@@ -198,7 +226,7 @@
"<IPython.lib.display.Audio object>"
]
},
"execution_count": 6,
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
......@@ -217,7 +245,7 @@
},
{
"cell_type": "code",
"execution_count": 7,
"execution_count": 9,
"metadata": {},
"outputs": [
{
......@@ -234,7 +262,7 @@
"<IPython.lib.display.Audio object>"
]
},
"execution_count": 7,
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
......@@ -253,7 +281,7 @@
},
{
"cell_type": "code",
"execution_count": 8,
"execution_count": 10,
"metadata": {},
"outputs": [
{
......@@ -270,7 +298,7 @@
"<IPython.lib.display.Audio object>"
]
},
"execution_count": 8,
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
......@@ -303,7 +331,7 @@
},
{
"cell_type": "code",
"execution_count": 9,
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
......@@ -339,7 +367,7 @@
},
{
"cell_type": "code",
"execution_count": 10,
"execution_count": 12,
"metadata": {},
"outputs": [
{
......@@ -366,7 +394,7 @@
},
{
"cell_type": "code",
"execution_count": 11,
"execution_count": 13,
"metadata": {},
"outputs": [
{
......@@ -393,7 +421,7 @@
},
{
"cell_type": "code",
"execution_count": 12,
"execution_count": 14,
"metadata": {},
"outputs": [
{
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