<?xml version="1.0" encoding="UTF-8"?><statisticsmodel><!--Persistence from 'statisticsmodel' (org.gephi.statistics.StatisticsPersistenceProvider)--><reports><report class="org.gephi.statistics.plugin.GraphDistance" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt;Graph Distance  Report &lt;/h1&gt; &lt;hr&gt;&lt;br&gt;&lt;h2&gt; Parameters: &lt;/h2&gt;Network Interpretation:  directed&lt;br /&gt;&lt;br /&gt; &lt;h2&gt; Results: &lt;/h2&gt;Diameter: 4&lt;br /&gt;Radius: 0&lt;br /&gt;Average Path length: 1.7920133111480865&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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P4zVt7FxweMNH7DOnj2bdu/e3bQHa8uWLfMOJx4/fjwdOHDAChaY4aO+wQpWI8eOHVtwRaoSsGpF0Irm+DwBSw8WALApAtbk5GS2MrWYOMXC9PT0vMvuueeeXAHLChZm+KC+ofQB68KFCwuuWrW1tVU/j36qo0ePVvePfq2nnnoqV8ByHizKzHmCUN8gYFUDVKOtUcAKTz/9dNbkHocGI2zdvHkzV8CygoUZPqhvKH3AWml6sAAAAWuFA5YVLMzwQX2DgFVwwNKDRZnpUUF9g4C1JgHLChZm+KC+QcAqOGDpwQIABKyCA5YVLMzwQX2DgFVwwNKDRZnpUUF9g4C1JgHLChZm+KC+QcAqOGDpwQIABKyCA5YVLMzwQX1D6QPW2NhY6u3tzd76Jt4C58iRI2lqamrR650+ffqut9FpJWDpwaLM9KigvkHAyvT19aXx8fF069atNDc3l06cOJH27Nmz4HUmJyfTwYMHlxSwrGBhhg/qG0ofsBppb29v+rWrV69mK17vvPPOkgKWHiwAYNMFrIsXL2arWo3Mzs6mnp6eNDMzk40XClgTExNZuBoZGZl3+a5du7Jl5spMKD4aG5dlfP78efeHsfo2Ni54vOED1tmzZ9Pu3bub9mA9+uij6fLly9WxHiyYT48K6husYM1z7Nix1N/fn61SNROBqtGWJ2DpwaLM9KigvkHAqoqm9Wh0z0sPFgAgYDVw4cKFRVetigxYVrAwwwf1DaUPWIsd9is6YOnBosz0qKC+QcBaFVawMMMH9Q0C1goHLD1YAICAVXDAsoKFGT6obxCwCg5YerAoMz0qqG8QsNYkYFnBwgwf1DcIWAUHLD1YAICAVXDAsoKFGT6obxCwCg5YerAoMz0qqG8QsNYkYFnBwgwf1DeUPmCNjY2l3t7etHXr1rRt27Z05MiRNDU1tex9mwUsPVgAQOkDVl9fX/ZGz7du3Upzc3PpxIkTac+ePcvet1nAsoKFGT6obyh9wGqkvb29sH31YLGZ6FFBfYOA1dDFixezlaqi9rWChRk+qG/Y1AHr7Nmzaffu3Yv2VbWy78TERBauRkZG7gpYMQuq/KHGR2NjY2NjY2PjZuMNHbCOHTuW+vv70+zsbKH7WsHCDB/UN2zKFazJycmseb3ofRsFLD1YlJkeFdQ3CFiZCxcuLLgS1dbW1vK+rQQsK1iY4YP6htIHrAhQjbZGAWuxfVsJWM6DBQCUPmCtNCtYmOGD+gYBa4UDlh4sykyPCuobBKw1CVhWsDDDB/UNAlbBAUsPFgAgYBUcsKxgYYYP6hsErIIDlh4sykyPCuobBKw1CVhWsDDDB/UNAlbBAUsPFgAgYBUcsKxgYYYP6hsErIIDlh4sykyPCuobBKzM2NhY6u3tTVu3bk3btm1LR44cSVNTUw33vXXrVnryySezfQ4fPpxti703oRUszPBBfcOmC1h9fX1pfHw8C09zc3PpxIkTac+ePQ33HRoaSqOjo9XxyMhIGhwczBWw9GABAKUPWI20t7c3vLy7uztNT09Xx7HS1dXVlStgWcHCDB/UN2y6gHXx4sVsVauRjo6OeeNY9aq/bLGApQeLMtOjwpLduJHSm2+m9MEH6hvKFrDOnj2bdu/e3bQHq62traXLwsTERBau4jBirV27dmV/pJWZUHw0Ni7L+Pz58+4P49zjq7cntunBB9Otrq70P4cOqW9j47rxhg5Yx44dS/39/Qs2rRexgqUHC6DOyy+n9NBDKe3YkdK+fe4PKMsK1uTkZNbovpienp40MzNTHcdKV2dnZ66ApQeLMtOjwpLExDZaM3buTOkrX1HfUIaAdeHChQVXrWoPAQ4PD8875BefDwwM5ApYerAoMz0qqG8QsKoBqtHWKGA5DxaY4aO+QcBaB/RgAQAC1goHLCtYmOGD+gYBq+CApQeLMtOjgvoGAWtNApYVLMzwQX2DgFVwwNKDBQAIWAUHLCtYmOGD+gYBq+CApQeLMtOjgvoGAWtNApYVLMzwQX2DgFVwwNKDBQAIWAUHLCtYmOGD+oZNE7CuXLmStm/fvuA+8ebOhw4dSh0dHdm2b9++dP369VwBSw8WZaZHBfUNAlZVo/cgbGTnzp3p1KlT2XsSxnby5MlFA5MVLMzwQX3DpgxYtUFrIVu3bs2CVa329vZcAUsPFgAgYNUYGxtLx48fT88//3x644030pkzZ9ITTzyRK2BZwcIMH9Q3CFg1IlTt3bs3C1U7duzI+rFu3LjRcN+JiYksXI2MjMy7/L777suO41f+UOOjsXFZxs8884z7w1h9GxsXPC59wOrp6UmvvfZadTw6Opp6e3utYIEZPuobrGAtNWA16rfSgwUACFg5A1btZXFahjhMGKLZ/dixY6m/vz9XwLKChRk+qG/YFAGr9jQN9adrqP18dnY2HT58OHs1YWzRi9WsB6tZwHIeLMrMeYJQ3yBgrQorWJjhg/oGAWuFA5YeLABAwCo4YFnBwgwf1Des+4C1ZcuWpl+L9wtcbwFLDxZlpkcF9Q0lD1jf/e53FwxfaxWwrGBhhg/qG9ZtwGr0yr/67d577113AUsPFgCwbgNWrE7FFkGq8nlli5N/fuxjH5t31vX1ErCsYGGGD+ob1m3AqljsTOrrLWDpwaLM9KigvqEkAWu9s4KFGT6ob9iQAWvnzp3ZSlZ9D9Z6bHLXgwUArPuA1d3dPS9Q1fditerKlStp+/bti+53+fLltH///uwUEK2cBsIKFmb4oL5hwwWsCFEvvvhimpubW/L3aPQehI28/vrr6eGHH06XLl1q+XvrwWIz0aOC+oYSBayiLBawBgcH07lz53J9TytYmOGD+oYNF7C6urrSrVu3ViVgxc+KkLVt27bs8GB/f3+anZ3NFbD0YAEA6z5gXb9+Pf3Xf/3XqgSs6OsaHx/PAl0ckjx+/Hg6cOBAw30nJiaycDUyMjLv8l27dmXLzJWZUHw0Ni7L+Pz58+4PY/VtbFzweE0C1kJncs/7KsJWAlatCFpbt27NtYKlB4sy06OC+oaSrGDVv3Jwqa8ibCVgRTianp6ed9k999yTK2DpwaLM9KigvqEkAatIjQJW7WVxuO/o0aPVvquLFy+mp556KlfA0oMFAKz7gFXEIcJG120Wup5++umsyT0ODUbYunnzZq6AZQULM3xQ37DuA1azw4MRjNbD+xTqwWIz0aOC+oaSBKxmHnnkkezEoOstYFnBwgwf1Dds2IB148aN7LxV6y1g6cECADZswGrlFAprEbCsYGGGD+obNmTAipOAnj59Wg8WrDI9KqhvKEnAWuhVhJ/5zGfWXcCygoUZPqhvWPcBq9kJRru7u9fFnaIHCwDYcAFrvbOChRk+qG/YkAHrpZdeSp2dndnKVWz3339/euWVV9ZlwNKDRZnpUUF9Q0kC1vj4eNMerAhe6y1gWcHCDB/UN6z7gBUrVwcOHKi+P2CIzw8ePJh27NjR8ve5cuVK2r59e8v7x6sUF3tz6EYBSw8WALDuA1YcEoxzXtWL9whs9TxYjd6DcCGTk5NZgFtKwLKChRk+qG/YEAErzntV7/333899otFWAtPVq1dTb29veuedd5YUsPRgUWZ6VFDfUJKAFYcII/DEYcFYyYotPn/00UezrxUZsOL79vT0pJmZmUX3n5iYyMLVyMjIvMt37dqV/ZFWZkLx0di4LOPz58+7P4zVt7FxweM1CVjRyN6syf3b3/52oQErQtvly5dzrXjpwQIANtwKVoggFatVcUgwtvi8NggVFbCaBbk8AUsPFmWmRwX1DSUKWEVptck9z/56sNhM9KigvmGDB6wXXnghCzh79+6962txWXztG9/4xrID00IhyqsIwQwf9Q2lClhxtvYIOF1dXfMOB167di1rJI+vxT6tBqtmh/2KDlh6sACAdRuwotfqW9/6VtOvv/zyy6mjo2PN7xQrWJjhg/qGDROwWlk92rJly7oLWHqwKDM9Kqhv2OABK1an4mztzSzlRKOrEbCsYGGGD+ob1m3Aiv6qL3/5y02/fuLEiZZ7sFYzYOnBAgDWbcCKVwjGYcLHHnssTU9PZ2+XE2dxj88PHTqUfe3s2bPrLmBZwcIMH9Q3rNuAFQ4fPtz05J8HDhxYF3eKHiw2Ez0qqG8oQcAKZ86cSTt27KiexT0+f/bZZ9fNnWIFCzN8UN+w4QLWeqcHCwAQsFY4YFnBwgwf1DcIWAUHLD1YlJkeFdQ3CFjzXLlyJW3fvn3BfcbGxlJvb2/W67Vt27Z05MiRNDU1lStgWcHCDB/UN2yKgNXoPQgb6evrS+Pj49npIOK0EHGurT179uQKWHqwAIBNEbBqg1Ze7e3tuQKWFSzM8EF9g4C1gIsXL2arWo1MTExk4WpkZGTe5ffdd192HL/yhxofjY3LMn7mmWfcH8bq29i44PGmClhxlvjdu3frwQIzfNQ3WMEqImAdO3Ys9ff3p9nZ2UX31YMFAAhYi5icnMwa3VtlBQszfFDfIGAtcNmFCxdaWrVaKGA5DxZl5jxBqG8QsOaFqPqtUcBq9sbSeQKWFSzM8EF9w6YIWCtJDxYAIGCtcMCygoUZPqhvELAKDlh6sCgzPSqobxCw1iRgWcHCDB/UNwhYBQcsPVgAgIBVcMCygoUZPqhvELAKDlh6sCgzPSqobxCw1iRgWcHCDB/UNwhYBQcsPVgAwKYJWFeuXEnbt29fcJ9bt26lJ598Mh05ciQdPnw42xZ76xwrWJjhg/qGTRmwWn3bm6GhoTQ6Olodj4yMpMHBwVwBSw8WZaZHBfUNAlbDoLWQ7u7uND09XR1PTU2lrq6uXAHLChZm+KC+QcCq0dHRMW8chwzrL1ssYOnBAgAErEW+3uw6ExMTWbiKw4i1du3alS0zV2ZC8dHYuCzj2c9+Nn3w0EPp7ccf35S//5VXX00zfX1pLloBvvjF7PJrt++LuYcfTmnv3uzyd28/B1z7xjey/f/fiRPZ/fXBpz99+86bbfr9v/cf/5HS7e/7g9v7zj3wQJr74z9O6eWX79r/raNHs+/33p/9WUrvvpuu/+u/pnd37my6f2Wc3Z6enux2fvdzn0tzt29jihX74eH0/u3bnI2/853q/vF7pvi9bn/t+u0n/sXunxt/93cp3b4d7+7fn/71n/85+71vPxlmv/e5555rfP3btzd+7vuf+ET6n9vXCXE7s98n7s9z56r7Z/V2+/J3+vtX9PE9f/68v3fjNRlbwWphBUsPFqW2Y8cPt83ozTdTuh2Ast//9j/8THyM8X333fn48Y9HM8+dr+3bd+ey2yEiAkVT8bXbwWne/VvTD1pV+VkPPnjntsQ+C+1fEbcnrhP73Q5y1escPtz4+o1+z4XU365Wfu9Gt732dn7+86ted3qwsIK1QgGr5/YMb2ZmpjqOHqzOzs5cAUsPFmV280/+5E6A2Kx1/u67KX3qU3fCx2OP3bksVldiHPfL/fff+fid79z52t///Z2vxXbt2uLBLa4fzznR+/n1r9+93+c+d2e/CDTf/35K3/zmnX3jskb7V8Ttie8d+w0M3LlObLHSVPk8vlf97xm/S+X3XMhf/dWd7x3XidtV+b0jLDX7vc+fvxNKa3/X2tt56tQP941QGLfl9nP0StKDhYBVYMCqvWx4eHjeIb/4fCCejHIELD1YlD5gRBiIj+6DO+MPPrgzvnHjzsf6U7s0uqyRyvVff/3Ox0bm5n74syriezfbv1Zlv/ge8WKeygt6aj9f6mNduQ8iXOX5vePn1t/2Rr9Po+8PAtb6CFb1W6OA5TxYYIaP+gYBax3Qg8VmokcF9Q0C1poELCtYmOGD+gYBq+CApQcLABCwCg5YVrAwwwf1DQJWwQFLDxZlpkcF9Q0C1poELCtYmOGD+gYBq+CApQcLABCwCg5YVrAwwwf1DQJWwQFLDxZlpkcF9Q0C1poELCtYmOGD+obSB6w8b38Tb+586NCh1NHRkW379u1L169fzxWw9GABAKUPWENDQ2l0dLQ6jjdwHhwcbLjvzp0706lTp7JQFtvJkycXPeRnBQszfFDfsOkCVnd3d5queaf4WKXq6upquO/WrVuzYFWrvb09V8DSg0WZ6VFBfYOAlYlDfbUiQNVfVjE2NpaOHz+enn/++fTGG2+kM2fOpCeeeCJXwLKChRk+qG8ofcBqa2tr6bIQoWrv3r1ZqNqxY0fWj3Xjxo2G+05MTGThKg451gesmAVV/lDjo7GxsbGxsbFxs3HpV7B6enrSa6+9Vh1H71Zvb68VLDDDR32DFaz60DQzM1MdRw9WZ2dnw30b9VvpwYIf0qOC+gYBKzM8PDzvMF58PjAwUB3XHi6M0zLEYcIQK13Hjh1L/f39uQKWFSzM8EF9Q+kD1mLnwaoNWHF5fD1eTRhb9GI168FqFrCcBwsAKH3AWmlWsDDDB/UNAtYKByw9WJSZHhXUNwhYaxKwrGBhhg/qGwSsggOWHiwAQMAqOGBZwcIMH9Q3CFgFByw9WJSZHhXUNwhYaxKwrGBhhg/qGwSsggOWHiwAQMAqOGBZwcIMH9Q3CFgFByw9WJSZHhXUNwhYmcXeKqfe5cuX0/79+1NHR0e25Q1YVrAwwwf1DaUPWENDQ2l0dLQ6jjd7HhwcbLjv66+/nh5++OF06dKllr+/HiwAYNMFrO7u7jQ9PV0dT01Npa6urob7RvA6d+5cru9vBQszfFDfsOkCVv1hvjhk2OzQXwSvCFnbtm3L9unv71/wcGKjgKUHizLTo4L6BgEr09bW1tJlYcuWLWl8fDwLYXNzc+n48ePpwIEDDfedmJjIwlUccqy1a9eu7I+0MhOKj8bGZRmfP3/e/WGsvo2NCx6XfgUrAlb9vlu3bs21gqUHCwAo/QpWT09PmpmZqY6jB6uzs7PhvnF4r7ZfK9xzzz25ApYeLMpMjwrqGwSszPDw8LzDePH5wMBAdVx7uDC+dvTo0Wrf1cWLF9NTTz2VK2DpwaLM9KigvkHAyix2Hqz6fqynn346a3KPQ4MRtm7evJkrYFnBwgwf1DeUPmCtND1YAICAtcIBywoWZvigvkHAKjhg6cGizPSooL5BwFqTgGUFCzN8UN8gYBUcsPRgAQACVsEBywoWZvigvkHAKjhg6cGizPSooL5BwFqTgGUFCzN8UN8gYBUcsPRgAQACVsEBywoWZvigvqH0AWuxt8pp5vTp03e9jU4rAUsPFmWmRwX1DQJWZmhoKI2OjlbH8YbOg4ODC15ncnIyHTx4cEkBywoWZvigvqH0Aau7uztNT09Xx1NTU6mrq6vp/levXk29vb3pnXfeWVLA0oMFAJQ+YHV0dMwbxyHD+ssq4tBhT09PmpmZycZWsMAMH/UNAlYDjUJSs+D06KOPpsuXLy+6X5iYmMjCVRxyrHXfffdlx/Erf6jx0di4LONnnnnG/WGsvo2NCx6XfgUrAlWjzQoWmOGjvsEKVo3aQ34herA6OzuXvPq1WMDSgwUAlD5gDQ8PzzuMF58PDAy0FKL0YIEZPuobBKwGFjsPVtEBy3mwKDPnCUJ9g4C1KqxgYYYP6hsErBUOWHqwAAABq+CAZQULM3xQ3yBgFRyw9GBRZnpUUN8gYK1JwLKChRk+qG8QsAoOWHqwAAABq+CAZQULM3xQ3yBgFRyw9GBRZnpUUN8gYK1JwLKChRk+qG8QsAoOWHqwAIDSB6zF3iqn1tjYWOrt7U1bt25N27Zty64Tbw6dJ2BZwcIMH9Q3lD5gDQ0NpdHR0eo43ux5cHCw4b59fX1pfHw8C2Vzc3PpxIkTac+ePbkClh4sykyPCuobBKxMd3d3mp6ero5jRaqrq6vl67e3t+cKWFawMMMH9Q2lD1gdHR3zxrE6VX9ZMxcvXsxWtRqZmJjIwlWsiNUHrJgFVf5Q46OxsbGxsbGxcbPxhgxYbW1tLV1W7+zZs2n37t16sMAMH/UNVrCKWME6duxY6u/vb9oMv1DA0oNFmelRQX2DgJXp6elJMzMz1XGsSHV2djbdf3JyMmt0b5UVLMzwQX3DpgtYw8PD8/qk4vOBgYHquPZw4YULF1patVooYDkPFgBQ+oC12HmwagNWfN5oyxOwrGBhhg/qG0ofsFaaHiw2Ez0qqG8QsNYkYFnBwgwf1DcIWAUHLD1YAICAVXDAsoKFGT6obxCwCg5YerAoMz0qqG8QsNYkYFnBwgwf1DcIWAUHLD1YAICAVXDAsoKFGT6obxCwCg5YerAoMz0qqG8QsDKLncl9qfs2C1hWsDDDB/UNpQ9YQ0NDaXR0tDqO9yIcHBxc9r7NApYeLACg9AGru7s7TU9PV8dTU1Opq6tr2fs2C1hWsDDDB/UNpQ9YHR0d88ZxGLD+sqXs2yxg6cGizPSooL5BwMq0tbW1dFnefScmJrJwFYcRa+3atSv7I63MhOKjsXFZxufPn3d/GKtvY+OCx1awWljB0oMFAJR+BaunpyfNzMxUx9FX1dnZuex9mwUsPViUmR4V1DcIWJnh4eF5h/Hi84GBgeq49hDgYvu2ErD0YFFmelRQ3yBgZRY7t1VtwHIeLDDDR32DgLUO6MECAASsFQ5YVrAwwwf1DQJWwQFLDxZlpkcF9Q0C1poELCtYmOGD+gYBq+CApQcLABCwCg5YVrAwwwf1DQJWwQFLDxZlpkcF9Q0C1poELCtYmOGD+gYBq+CApQcLABCwCg5YVrAwwwf1DQJWwQFLDxZlpkcF9Q0C1poELCtYmOGD+gYBa5kmJyfnjf/8z/88u6NsNpvNZrPZWtl6e3sFLACAtSRgAQAIWAAAAta6c+rUqazx3WYr4zYyMuJ+sKlvm63grb6fW8BqoP5VhaC+QX2DFaxlyptCQX2D+gYBCwBAwAIAELAAABCwAAAErBV15cqVtH37dhVAKdy6dSs9+eST6ciRI+nw4cPZNjs7647B8zYIWKunra2tukEZDA0NpdHR0eo4zhU0ODjojsHzNghYa/MHC2XQ3d2dpqenq+OpqanU1dXljsHzNghY/lBhqTo6OuaN45Bh/WXgeRsELH+osMxaVt943gYBa0X/GJsdt/eHSllYwULAAgHLHyoUrKenJ83MzFTH0YPV2dnpjsHzNghY/lBhqYaHh7NXDlbE5wMDA+4YPG+DgLW6f6D1G2xkzoOF520QsAAABCwAAAQsAAABCwBAwAIAQMACABCwAAAELAAABCyA/+MEloCABXDbqVOnslD0+OOPN/z6oUOHsq+fPHlSwAIELIBWvP3226m9vT3bbt68Oe9r7733XvVrb731loAFCFgArerv78+C0Ysvvjjv8ueeey67PFaxKl544YXU29ubha7t27dn79s4PT19V8BqFrbqL//617+edu3alX2/bdu2pb/9279N77zzjgcFBCyAje3cuXNZ6Dl48OC8y/v6+rLLL1y4UL0swtWVK1eyN8iOw4bx9bhsKQHrW9/6VvZ5BLz4fmNjY9l4YGDAgwICFsDGFuHmox/9aLaKdOPGjeyymZmZtGXLluzy+Hqz68U+cb2lBKxHHnkk+/zq1avV7xfjWMkCBCyADe/o0aNZuHn22Wez8Ze//OVsHJdXRL9WNMMfOHAg/cEf/EHq6OhoGqpaCVhbt26tjus3QMAC2PBee+21LNjEYcGwZ8+ebPzqq69W94lwFZedOHEiu3xubm5ZAStWv+LzZitkgIAFsOHt3LkzCz0vvfRSFnxiXCsOBdaHpmahqrI6VR+eavfp6enJPr906ZI7HxCwgHKqHBZ86KGHso+jo6Pzvv7JT35yXiA6c+ZM04AVDfPxeXzPCFnXrl1Lg4OD8/aJ5vn4fPfu3emNN97ILnv55Zez4AUIWAClMDs7Wz1sFx+j0b1WHEaMMFRpbP/Sl77UNGDF94pTOMRKVmxx6PGVV16569Dh+Ph49irE2Ce+78c+9rGWTmoKCFgAAAhYAAACFgCAgAUAgIAFACBgAQAIWAAACFgAAAIWAICABQAgYAEAsAz/H8V7T/G3YinPAAAAAElFTkSuQmCC&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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wTJz4hj8cgx+VbBScfbs2bBv376GApYerHyx9s8xv+CYXwGrwAHr4sWLYd26dWF4eLihgKWCZebEMfjlmF8IWFXE5cG49fT0hMuXL894fefBAgAAAlZiVLDMnDgGvxzzCwEr54ClBytfrP1zzC845lfAasKApYJl5sQx+OWYXwhYiQOWHiwAACBgJQ5YKlhmThyDX475hYCVOGDpwcoXa/8c8wuO+RWwmjBgqWCZOXEMfjnmFwJW4oClBwsAAAhYiQOWCpaZE8fgl2N+IWAlDlh6sPLF2j/H/IJjfgWsJgxYKlhmThyDX475hYCVOGDpwQIAAAJW4oClgmXmxDH45ZhfCFiJA5YerHyx9s8xv+CYXwGrCQOWCpaZE8fgl2N+IWAlDlh6sAAAgIBVxvDwcNi1a1dob2/Ptm3btoWrV682FLBUsMycOAa/HPMLAauMdevWhWPHjoXx8fFse/LJJ2fsqdKDNb9Y++eYX3DMr4BVsIDV1taWBatyWltbGwpYKlhmThyDX475hYBVxtGjR8Pjjz8efv3rX4fXXnstnDp1KvzgBz+Y8rqDg4NZuCqVSrcFrJjuJw7A+NPY2NjY2NjYuN7xkgtYMVRt3rw5C1WdnZ1ZP9brr7+ugmXmxDH45Rj8qmDNlk2bNoVLly5Njvv6+kJ3d3dDAUsPVr5Y++eYX3DMr4BVsIA1Vb+VHiwzJ47BL8fgV8CaA/G0DHGZMBKb3Q8ePBh27tzZUMByHiwAACBglTE6Ohp2796dfZowbrEXSw+WmRPH4Jdj8CtgzTN6sOYXa/8c8wuO+RWwmjBgqWCZOXEMfjnmFwJW4oClBwsAAAhYiQOWCpaZE8fgl2N+IWAlDlh6sPLF2j/H/IJjfgWsJgxYKlhmThyDX475hYCVOGDpwQIAAAJW4oClgmXmxDH45ZhfCFiJA5YerHyx9s8xv+CYXwGrCQOWCpaZE8fgl2N+IWAlDlh6sAAAgICVOGCpYJk5cQx+OeYXAlbigKUHK1+s/XPMLzjmV8BqwoClgmXmxDH45ZhfCFiJA5YeLAAAIGCV0dLSMuXWSMBSwTJz4hj8cswvBKxpGBkZCffdd19DAUsPVr5Y++eYX3DMr4BV8IDV29sbTp482VDAUsEyc+IY/HLMLwSsGly9ejV0dXXNeD09WAAAQMCqk+9///vh9OnTNS8fHBzMwlWpVKrYH0NZLJ9OJPz40zjd+MyZM3zkPO7v7+eD30KP4+sEH/wWebxkA9bQ0FDYuHFjXdfVgzW/WPvnmF9wzK8KVkED1q5du8K5c+dmFbD0YOWLtX+O+QXH/ApYBQxYly5dClu2bKn7+nqwAACAgDUDPT094S9/+cusA5YKlpkTx+CXY35RuIC1bNmympe1t7fPuwQ9WPOLtX+O+QXH/ApY8xiw/va3v00bvuYrYKlgmTlxDH455heFCVi1vsamfFuxYsWCByw9WAAAoDABK1an4haD1MTvE1tra2tYtWpV1qC+0AFLBcvMiWPwyzG/KEzAmiCGqcWEHqz5xdo/x/yCY34FrBwC1mJDBcvMiWPwyzG/WBIBa926dVklq7oHazE0uevBAgAAhQtYGzZsqAhU1b1YCx2wVLDMnDgGvxzzi8IFrBiiTp48GcbGxhaFBD1Y84u1f475Bcf8Clg5BazFhAqWmRPH4JdjflH4gLVmzZowPj6+aAOWHiwAAFC4gHX16tWGvitwvgOWCpaZE8fgl2N+UbiANd2Z3BfDpwj1YOWLtX+O+QXH/ApYOQSs6k8O+hShmRM45hcc8ytgLTH0YAEAgMIHrMW+RKiCZebEMfjlmF8ULmDVWh6MASvFEuHly5fDAw88ENrb27Ot0YClBytfrP1zzC845lfAyiFg1WLLli3h1VdfndPfiLe/7777woULF+q+jQqWmRPH4JdjfrFkA9brr7+enSNrLuzduzc899xzDd1GDxYAAFiyASuefLStrW1OfyMGtBiyli9fni0P7ty5M4yOjjYUsFSwzJw4Br8c84slEbDi9xKeOHFizj1YsZdrYGAgC2vxbz7++ONh+/btU153cHAwC1elUqli/5133pmtT08cgPGncbpxf38/HzmPH3vsMT74LfQ4vk7wwW+Rx4vuU4T333//nANWo1UxFSwzJ47BL8f8ovAVrFonGN2wYcOc/3b8BODIyEjFvjvuuKOhgKUHCwAAFC5g5Ulc7tu/f/9k39W5c+fCww8/3FDAUsEyc+IY/HLMLwoZsF544YWwevXqrHIVt7vuuiu8+OKLSf72I488kjW5x6XBGLZu3brVUMByHqx8cf4VjvkFx/wKWDkErNiEXqsHKwav+UYFy8yJY/DLMb8ofMCKlav4yb7y0yfE33fs2BE6OzsXPGDpwQIAAIULWHFJMH66r5q4lDfX82ClCFgqWGZOHINfjvlFIQNWPEdVNW+99daiCFh6sPLF2j/H/IJjfgWsHAJWXCLs7u7OlgVjJStu8fetW7dmly10wFLBMnPiGPxyzC8KF7BiI3utJveXXnppwQOWHiwAAFC4gBWJQSpWq+KSYNzi75cvX14QCSpYZk4cg1+O+cWSCFiLCT1Y84u1f475Bcf8ClgJA9YzzzyTLQNu3rz5tsvivnjZH//4xwUPWCpYZk4cg1+O+UVhAlY8W3sMUWvWrKlYDnzllVdCV1dXdlm8zkIHLD1YAACgMAEr9lo9//zzNS+/ePFiaG9vX/CApYJl5sQx+OWYXxQmYMUK1UwsW7ZswQOWHqx8sfbPMb/gmF8BK2HAitWp6b54ebGcaFQFy8yJY/DLMb8oTMCK/VVPPPFEzcsPHTqkBwsAAAhYjRA/IRiXCb/zne+EkZGR7Oty4lnc4++7du3KLjt9+vSCBywVLDMnjsEvx/yiMAErsnv37ppncd++ffuCSNCDNb9Y++eYX3DMr4CVOGBFTp06FTo7OyfP4h5/P378eJIHVCu8NRKwVLDMnDgGvxzzi8IFrDyp55OKMwUsPVgAAEDAShywVLDMnDgGvxzzCwGrKmC1trZmW1x6PHDgQHb6h0YClh6sfLH2zzG/4JhfAatgAauc+OnEGLAeeuihKS8fHBzMwlWpVKrYH7+2Jx58Ewk//jRONz5z5gwfOY/7+/v54LfQ4/g6wQe/RR4v6YAViaeBmOnkpXqwAACAClYD3Lx5M6xcubKhgKUHK1+s/XPMLzjmV8AqWMDq6ekJAwMDWeUqhqt9+/aFRx99tKGApQcrX6z9c8wvOOZXwCpYwIrn0+ru7s6+NHrVqlXh4MGDM95GBcvMiWPwyzG/ELASowcLAAAIWDkHLBUsMyeOwS/H/ELAShyw9GDli7V/jvkFx/wKWE0YsFSwzJw4Br8c8wsBK3HA0oMFAAAErMQBSwXLzIlj8MsxvxCwEgcsPVj5Yu2fY37BMb8CVhMGLBUsMyeOwS/H/ELAShyw9GABAAABK3HAUsEyc+IY/HLMLwSsxAFLD1a+WPvnmF9wzK+A1YQBSwXLzIlj8MsxvxCwEgcsPVgAAEDAShywVLDMnDgGvxzzCwErccDSg5Uv1v455hcc8ytgNWHAUsEyc+IY/HLMLwSsGpw4cSK0tLQ0HLD0YAEAAAFrCs6fPx927Ngxq4ClgmXmxDH45ZhfCFhVXLlyJXR3d4c33nhjVgFLD1a+WPvnmF9wzK+AVbCANTo6GjZt2hSuX7+ejVWwzJw4Br8cg18Ba45s3bo1XL58eXI8XcAaHBzMwlWpVLotYMV0P3EAxp/GxsbGxsbGxvWOl1zAioFqqk0Fy8yJY/DLMfhVwUoYuGZCD9b8Yu2fY37BMb8CVhMGLBUsMyeOwS/H/ELAShywnAcLAAAIWHNEBcvMiWPwyzG/ELByDlh6sPLF2j/H/IJjfgWsJgxYKlhmThyDX475hYCVOGDpwQIAAAJW4oClgmXmxDH45ZhfCFiJA5YerHyx9s8xv+CYXwGrCQOWCpaZE8fgl2N+IWAlDlh6sAAAgICVOGCpYJk5cQx+OeYXAlbigKUHK1+s/XPMLzjmV8BqwoClgmXmxDH45ZhfCFiJA5YeLAAAIGAlDlgqWGZOHINfjvmFgJU4YOnByhdr/xzzC475FbCaMGCpYJk5cQx+OeYXAlbigKUHCwAACFhlPPnkk2HLli2hra0ttLe3h+3bt4crV640FLBUsMycOAa/HPMLAauMnp6eMDAwEMbHx7Pt6NGjYe3atQ0FLD1Y+WLtn2N+wTG/AlbBAtZUtLa2NhSwVLDMnDgGvxzzCwGrBmNjY+Gpp57KlgynYnBwMAtXpVLptoAV0/3EARh/GhsbGxsbGxvXO16yAaulpSXbdu/eHW7cuKGCZebEMfjlGPyqYKXg1q1bWdP75s2bGwpYerDyxdo/x/yCY34FrAIHrAniJwobCVgqWGZOHINfjvmFgFXGtm3bwoULF7JPEL755ptZD9bOnTsbCljOgwUAAASsMk6cOJGdqiF+cnDFihVh79694ebNmw0FLBUsMyeOwS/H/ELAmiN6sOYXa/8c8wuO+RWwmjBgqWCZOXEMfjnmFwJW4oClBwsAAAhYiQOWCpaZE8fgl2N+IWAlDlh6sPLF2j/H/IJjfgWsJgxYKlhmThyDX475hYCVOGDpwQIAAAJW4oClgmXmxDH45ZhfCFiJA5YerHyx9s8xv+CYXwGrCQOWCpaZE8fgl2N+IWAlDlh6sAAAgICVOGCpYJk5cQx+OeYXAlbigKUHK1+s/XPMLzjmV8BqwoClgmXmxDH45ZhfCFiJA5YeLAAAIGAlDlgqWGZOHINfjvmFgFXG0aNHQ3d3d2hrawvLly8Pe/bsCcPDww0FLD1Y+WLtn2N+wTG/AlbBAlZPT08YGBgI4+PjYWxsLBw6dChs3LixoYClgmXmxDH45ZhfCFgz0Nra2lDA0oMFAAAErGk4d+5cVtWaisHBwSxclUqliv1dXV1Z+XQi4cefxunGZ86c4SPncX9/Px/8FnocXyf4yG/8f374wxC2bQv/9+GH+chpvKQD1unTp8P69ev1YC0yrP1zzC84XmA6O/+zQQWrEQ4ePBh27twZRkdHZ7yuHqz5xdo/x/yC44XlX/fcE8Latf/eIGDVy/nz57NG93rRgwUAaCquXQvh4sV//4SAVQ9nz56tq2o1XcBSwTIz5Rj8cswvBKwyWlpaptwaCVh6sPJFbwXH/IJjfgWsggWs2aCCZebEMfjlmF8IWDkHLD1YAABAwEocsFSwzJw4Br8c8wsBK3HA0oOVL9b+OeYXHPMrYDVhwFLBMnPiGPxyzC8ErMQBSw8WAAAQsBIHLBUsMyeOwS/H/ELAShyw9GDli7V/jvkFx/wKWE0YsFSwzJw4Br8c8wsBK3HA0oMFAAAErMQBSwXLzIlj8MsxvxCwEgcsPVj5Yu2fY37BMb8CVhMGLBUsMyeOwS/H/ELAShyw9GABAAABK3HAUsEyc+IY/HLMLwSsKRgaGgodHR2zClh6sPLF2j/H/IJjfgWsAgaslpaWyW02AUsFy8yJY/DLMb8QsKYJWrMJWHqwAACAgJU4YKlgmTlxDH455hcC1iwD1uDgYBauSqVSxf4777wzW5+eOADjT+N04//p7g7/b+3a8MaDD/KR0/ixxx7jg99Cj/v7+/ngt9BjFSwVrPmns/M/G8xO+QXH/Kpg6cFCAv7rv0K4++4Q7r+fCwCAgBVUsJCAv730UgjXroXwj3+QYXbKLzjmV8AKBTxNQz2na3AerPnF+Vc45hcc8ytgFTBgNYoKlpkTx+CXY34hYOUcsPRgAQAAAStxwFLBMnPiGPxyzC8ErMQBSw9Wvlj755hfcMyvgNWEAUsFy8yJY/DLMb8QsBIHLD1YAABAwEocsFSwzJw4Br8c8wsBK3HA0oOVL9b+OeYXHPMrYDVhwFLBMnPiGPxyzC8ErMQBSw8WAAAQsBIHLBUsMyeOwS/H/ELAShyw9GDli7V/jvkFx/wKWE0YsFSwzJw4Br8c8wsBK3HA0oMFAAAErMQBSwXLzIlj8MsxvxCwEgcsPVj5Yu2fY37BMb8CVsEC1vj4eNi3b1/Ys2dP2L17d7aNjo42FLBUsMycOAa/HPMLAauMw4cPh76+vslxqVQKe/fubShg6cECAAACVhkbNmwIIyMjk+Ph4eGwZs2ahgKWCpaZE8fgl2N+IWCV0d7eXjGOS4bV+2YKWHqw8sXaP8f8gmN+BayCBayWlpa69kUGBwezcBWXEcvp6urKDr6JhB9/Gqcbnzlzho+cx/39/XzwW+hxfJ3gg98ij1Wwgh4sAACggjUtmzZtCtevX58cxx6s1atXNxSw9GDli7V/jvkFx/wKWAULWEeOHKlY8ou/9/b2NhSw9GDli7V/jvkFx/wKWAULWM6DZeYEjvnlGPwKWIsAPVgAAEDAyjlgqWCZOXEMfjnmFwJW4oClBytfrP1zzC845lfAasKApYJl5sQx+OWYXwhYc+T8+fMV429/+9uZGJvNZrPZbLbZbN3d3QIWAADAQiJgAQAACFgAAAAC1oJz7NixrPHdls8Wz67PA8f82jjmdylvv/rVrwSsaqo/VQh+OQa/HPOLPB03RcCq/lQh+OUY/HLML/J0rAcLAAAgMQIWAACAgAUAACBgAQAACFhLkaGhodDR0eEZT8T4+HjYt29f2LNnT9i9e3e2jY6OEuPYLQxHjx7Nvvqira0tLF++PDuWh4eHiUnIk08+GbZs2ZI5bm9vD9u3bw9XrlwhJgdOnDgRWlpaiEhMdDrVJmBNIQhpOHz4cOjr65scx3Ow7N27lxjHbmHo6ekJAwMD2WRhbGwsHDp0KGzcuJGYnBzHLYbatWvXEpOY+Om2HTt2eJ3I6TV4tryNKMyGDRs2hJGRkclxnPmvWbOGGMduoWltbSWB40IRK4KxEvvGG294nRCwvEktBWK5v5w4O63eB8dukTh37lxWcUE+xCrhU089lS0ZIg2xLWPTpk3h+vXrXidyfO2Nk4K4dXZ2hgMHDoS33npLwPImNb8u+XXsFpXTp0+H9evX68HK8fiNW+zVvHHjBiGJ2Lp1a7h8+bLXiXkirtrEgPXQQw81Z8CarmfFwZcOFSwBa6lw8ODBsHPnTh/SyJlbt25lTe+bN28mI4f3O/2a80N8r4sf2mjKgOVNan4oL0tH4sx/9erVxDh2C0VsDo5N2Jg/6n1zgteJxcjNmzfDypUrBSwHX34cOXIk++TgBPH33t5eYhy7heHs2bOqVjmzbdu2cOHChWzW/+abb2Y9WLFaCK8TRaH8k7AxXMXTEz366KMCVvlBp4SaFufBcuwuRbf8piWemym+QcUG4RUrVmSncolvUhCwisLx48ezT2kuW7YsrFq1KmspqBdncgcAAEiMgAUAACBgAQAACFgAAAACFgAAAAQsAAAAAQsAAEDAAgAAgIAFAPXgJKMABCwA+F+OHTuWhaJa32y/a9eu7PL4BcMCFgABCwDqIH7lSvwKlrjdunWr4rL4vXcTl924cUPAAiBgAUC9xC8OjsHo5MmTFfuffvrpbH+sYk3wzDPPZN8pFkNXR0dH9v2ZIyMjtwWsWmGrev/vfve70NXVlf295cuXhx/96EfhjTfe8KQAELAAFJvnnnsuCz07duyo2B+/YDjuP3v27OS+GK6GhoayLyqPy4bx8rhvNgHr+eefz36PAS/+vaNHj2bj3t5eTwoAAQtAsYnhZuXKlVkV6fXXX8/2Xb9+Pfvm+7g/Xl7rdvE68XazCVhbtmzJfr9y5crk34vjWMkCAAELQOHZv39/Fm6OHz+ejZ944olsHPdPEPu1YjP89u3bw1e+8pXQ3t5eM1TVE7Da2tomx9UbAAhYAArPpUuXsmATlwUjGzduzMYvv/zy5HViuIr7Dh06lO0fGxubU8CK1a/4e60KGQAIWAAKz7p167LQ88ILL2TBJ47LiUuB1aGpVqiaqE5Vh6fy62zatCn7/cKFC+QDELAALE0mlgXXrl2b/ezr66u4/N57760IRKdOnaoZsGLDfPw9/s0Ysl555ZWwd+/eiuvE5vn4+/r168Nrr72W7bt48WIWvABAwAKwJBgdHZ1ctos/Y6N7OXEZMYahicb2AwcO1AxY8W/FUzjESlbc4tLjiy++eNvS4cDAQPYpxHid+HdXrVpV10lNAQhYAAAAELAAAAAELAAAAAELAAAAAhYAAICABQAAIGABAABAwAIAABCwAAAABCwAAAABCwAAAAn4/+YJ+H+VosVhAAAAAElFTkSuQmCC&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt; Algorithm: &lt;/h2&gt;Ulrik Brandes, &lt;i&gt;A Faster Algorithm for Betweenness Centrality&lt;/i&gt;, in Journal of Mathematical Sociology 25(2):163-177, (2001)&lt;br /&gt;&lt;/BODY&gt; &lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.WeightedDegree" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt;Weighted Degree Report &lt;/h1&gt; &lt;hr&gt;&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;Average Weighted Degree: 512.281&lt;br /&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;/BODY&gt;&lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.ConnectedComponents" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt;Connected Components Report &lt;/h1&gt; &lt;hr&gt;&lt;br&gt;&lt;h2&gt; Parameters: &lt;/h2&gt;Network Interpretation:  directed&lt;br&gt;&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;Number of Weakly Connected Components: 1&lt;br&gt;Number of Strongly Connected Components: 3&lt;br&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;h2&gt; Algorithm: &lt;/h2&gt;Robert Tarjan, &lt;i&gt;Depth-First Search and Linear Graph Algorithms&lt;/i&gt;, in SIAM Journal on Computing 1 (2): 146–160 (1972)&lt;br /&gt;&lt;/BODY&gt; &lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.EigenvectorCentrality" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt;Eigenvector Centrality Report&lt;/h1&gt; &lt;hr&gt;&lt;h2&gt; Parameters: &lt;/h2&gt;Network Interpretation:  directed&lt;br&gt;Number of iterations: 100&lt;br&gt;Sum change: 2.633923157667334E-4&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;&lt;IMG 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Yzwm9/I1pv0x1Yvn+lbbqpeP1V5tuwvxmt76vInH9k5edy7k/a+q1veV2EcqWLsPWONn/2tfXV1tjqMHayQetBUJWN/6zGfO7eypqe1Nh1VB3PYIQB/6UG+nZ6J8+9d/ndLZ/zLSv/xLuctEn92tt6Z05Mi5KaOtpj7idseT7fDh89c/+99fcX68ITz3XEpHj6Z07FhKL75Yzf0QUwDx+InH0dLSxvNieuGOO85ty3/8x729XfPz5/7uxz7W++tu3K8//MOUopLa6b7vhXjsxN++7bZzj8Fe38f4QE5swwce2Pn1/Ou/bv81pv0x1fqc2Olzfatt1cvHaq+23V5t7/bnzaFD0UB87vVsJ1ONcf/jdTnu/733Clfh7L54K94jYt/EPhKwdhawWk+bP/tgbZ3yi9+n/28qoQoBy3GwACA/x8HaRrBqXzoFLMfBAgB8irACHAcLABCw+jhgqWABQH4qWDULWHqwACA/PVg1C1gqWACQnwpWzQIWAND/BKyKBSwVLADITwWrZgFLDxYA5KcHq2YBSwULAPJTwapZwAIA+p+AVbGApYIFAPmpYNUsYOnBAoD89GDVLGCpYAFAfipYNQtYAED/E7AqFrBUsAAgPxWsmgUsPVgAkJ8erJoFLBUsAMhPBatmAQsA6H8DEbDW19fT7OxsmpqaSpOTk8WytrbWcd0zZ86k22+/PV188cXpwIED6SMf+UilApYKFgDkp4JVwtzcXFpcXGyOFxYW0szMTMd177jjjnTy5Mni99dffz19+MMfTnfffXdlApYeLADITw9WCWNjY2llZaU5Xl5eTqOjox3XjapVq6h0XXnllZUJWCpYAJCfClYJw8PDG8YxZdh+WsNFF11UnN9q//79lQlYAED/G4iANTQ0VOq0cOTIkWI6MXqxImg98cQTXQPW0tJSEa5iyrHVxMREUVpspN/42atxY8l1/cbGxsbGxsb5329rV8GKKcHjx48XoSoa3aenp9MVV1xRmQqWHiwAyE8PVgnj4+NpdXW1OY4erJGRkVKXffzxx4tPIFYlYOnBAoD89GCVMD8/v2EaL36PylRDt+nCp59+Ol1zzTVFIKtKwAIA+l8tjoPVHrBiejCWw4cPpxdeeGHL61fBAoDBooJVAXqwAGCw6MGqWcBSwQKA/FSwahawAID+J2BVLGCpYAFAfipYNQtYerAAID89WDULWCpYAJCfClbNAhYA0P8ErIoFLBUsAMhPBatmAUsPFgDkpwerZgFLBQsA8lPBqlnAAgD6n4BVsYClggUA+alg1Sxg6cECgPz0YNUsYKlgAUB+Klg1C1gAQP8TsCoWsFSwACA/FayaBSw9WACQnx6smgUsFSwAyE8Fq4T19fU0Ozubpqam0uTkZLGsra11XHd5eTkdP348DQ8PF8vNN9+cXnnllcoELACg/w1EwJqbm0uLi4vN8cLCQpqZmem47jXXXJM+/elPF6EslnvvvTddddVVlQlYKlgAkJ8KVgljY2NpZWWlOY4q1ejoaMd19+/fXwSrVvv27atMwNKDBQD56cEqIab6WkWAaj+t4b777kt33313evDBB9Nrr72WHn300fRXf/VXHdddWloqwlVUxFpNTEwUO6aRfuNnr8aNJdf1GxsbGxsbG+d/vx2IgDU0NFTqtBCh6uDBg0Wouuyyy4p+rDfeeKMyFSwAoP/VroI1Pj6enn/++eY4ercOHTpUmYClBwsA8tODVUKEptXV1eY4erBGRkY6rtup30oPFgDUix6sEubn5zf0ScXv09PTzXHrdGEcliGmCUNUuu6888507NixygQsFSwAyE8Fq4StjoPVGrDi9Dg/Pk0YS/Ri6cECAASsPaaCBQCDRQWrZgFLDxYA5KcHq2YBSwULAPJTwapZwAIA+p+AVbGApYIFAPmpYNUsYOnBAoD89GDVLGCpYAFAfipYNQtYAED/E7AqFrBUsAAgPxWsmgUsPVgAkJ8erJoFLBUsAMhPBatmAQsA6H8CVsUClgoWAOSnglWzgKUHCwDy04NVs4ClggUA+alg1SxgAQD9T8CqWMBSwQKA/FSwSlhfX0+zs7NpamoqTU5OFsva2lrHdYeGhjouVQlYerAAID89WCXMzc2lxcXF5nhhYSHNzMyUuuzKykq6+uqrKxOwVLAAID8VrBLGxsaKoNSwvLycRkdHS112eno6PfLII5UJWABA/xuIgDU8PLxhHFOG7ad18sorr6Rrr712y/VUsABgsKhgldCph2qrvqrwl3/5l+mxxx7rev7S0lIRrmLKsdXExEQxd9vYOfGzV+P2n72+fmNjY2NjY+P877e1rWCdOnUqXX/99aWuXwULAFSwalfBGh8fT6urq81x9GCNjIxsepnjx4+nkydPVi5gAQD9byAC1vz8/IZpvPg9mtcb2qcLn3/++XTjjTeWvn4VLAAYLCpYJWx1HKz2gHX48OH0zDPPVDJgOQ4WAOTnOFgVoIIFAINFBatmAQsA6H8CVsUClgoWAOSnglWzgKUHCwDy04NVs4ClggUA+alg1SxgAQD9T8CqWMBSwQKA/FSwahaw9GABQH56sGoWsFSwACA/FayaBSwAoP8JWBULWCpYAJCfClbNApYeLADITw9WzQKWChYA5KeCVbOABQD0PwGrYgFLBQsA8lPBqlnA0oMFAPnpwapZwFLBAoD8VLBKWF9fT7Ozs2lqaipNTk4Wy9raWtf1X3jhhXTLLbek4eHhYqlSwAIA+t9ABKy5ubm0uLjYHC8sLKSZmZmO67766qvp6quvTk899VTp61fBAoDBooJVwtjYWFpZWWmOl5eX0+joaMd1I3h96Utf2tb168ECgMGiB6uE9mm+mDLsNvUXwStC1sUXX1ysc+zYsU2nE/c6YKlgAUB+KlglDA0NlTotXHTRRenEiRNFCDtz5ky6++6705EjRzquu7S0VISrmHJsNTExUSTfxs6Jn8bGxsbGxsbGjXHtKlgRsNrX3b9/vwoWAKhgqWC1Gh8fT6urq81x9GCNjIx0XPeqq67a0K8V3vOe91QmYOnBAoD89GCVMD8/v2EaL36fnp5ujlunC+O822+/vdl3dfLkyfSRj3ykMgFLBQsA8lPBKmGr42C192PdcccdRZN7TA1G2Dp9+nRlAhYA0P8cyb0EFSwAGCwDWcFqbzRvVebI6oMcsPRgAUB+A9mD1S1gffOb39w0fNUhYKlgAUB+A1XBil6orZZLLrmk1gELAOh/exqwojoVSwSpxu+NZd++fenSSy9Nzz//fK0DlgoWAOQ3kD1YEab6iR4sABgsjoNVs4ClggUA+Q3scbCuueaaopLV3oNV9yZ3AKD/XZCANTY2tiFQtfdi1TlgqWABQH4D24P1yCOPpDNnzvTFTtCDBQCDZSB7sDS5X7hEDQAMaAVrdHS0+P5AAQsAGEQXJGC98sor6ZlnnhGwLkCiBgAGtIK12ZHc6/4pQj1YAJDfwH4XYbfFpwi/4VEPAJkN7HGw+okeLACg8gHLFOGFS9QAwIBWsLpND0bA2skUYXwicXZ2Nk1NTaXJycliWVtb21a4q0rA0oMFAPnV6rsIb7zxxvTqq69u+3Jzc3NpcXGxOV5YWEgzMzNdA9Z2qWABwGCpVQ/WG2+8URwja7viq3dWVlaa4+Xl5a7XU/WABQD0v0oFrJjq279//7YvNzw8fN71tJ/WGrBiGjKWyy67LH30ox9Nb7/9dmUClgoWAORXmwpWfC/hww8/vKMerE5VqTKVqqh6RcC67bbbOp6/tLRUhKuYcmw1MTFRzN02dk787NW4/Wevr9/Y2NjY2Ng4//tt5T5FeMMNN2StYO2kaqaCBQAqWJWvYHU7wGj0Uu3E+Ph4Wl1dbY6jB2tkZKTUZd9888303ve+tzIBCwDofwNxoNH5+fkN03jx+/T0dHPcOl14+PDhdOLEiaJyFeEqDu/wsY99rDIBSwULAPIb2B6sr371q0WVqdFwfvnll6dnn312R9e11XGwWgPW/fffnw4dOlRUzS699NJ05513bnn9joMFAINlII+DFRWkbj1YEbyqRgULAAbLQFawonJ15MiRDVWm+P3o0aPFoRPqHLAAgP53QQJWTAnGtF6706dP7+g4WIMUsFSwACC/gaxgRcCK4161iwN+1j1g6cECgPwGsgcrpgij0TymBaOSFUv8ftNNN5U+vMKgBiwVLADIbyArWNHI3q3J/etf/3qtAxYA0P8u2GEaIkhFtSqmBGOJ31944YVKbiQVLAAYLLX5LsIq04MFAINloHqwHnrooWIa8ODBg+edF6fFeV/5yldqHbBUsAAgv4GqYMXR2iNEjY6ObpgOfPnll9O1115bnBfr1DlgAQD9b08DVvRaPfHEE13Pf/rpp9Pw8HCtA5YKFgDkN1AVrNbvBOwmviOwzgFLDxYA5DdQPVhRnYqjtXfjQKMqWACwFwauB+uTn/xk1/PvuecePVgAQN/b04AVnxCMacJbb701raysFF+XE0dxj9+PHz9enPfYY4/VOmCpYAFAfgN3HKzJycmuR3E/cuRIJXeCHiwAGCwD+V2Ejz76aLrsssuaR3GP3++///7K7gQVLAAYLI7kXrOABQD0v4EIWNHHNTs7m6ampoopyFjW1ta2vNzDDz9c6tARKlgAMFhUsEqYm5tLi4uLzfHCwkKamZnZ9DJPPvlkOnr0aOUClh4sAMhvIHuwem1sbKz4JGLD8vJy8XU83bz00kvp0KFD6a233lLBAoAaUsEqof3rdWLKsNtX7sTU4fj4eFpdXS3GmwWspaWlIlxFRazVxMREkXwbOyd+GhsbGxsbGxs3xgMRsDqFpG7B6aabbtrwRdMqWACggqWCtcsKVrdjcFUlYOnBAoD89GCV0DrlF6IHa2RkpNRlVbAAoH5UsEqYn5/f0CcVv09PT5cKUVULWABA/6vFcbD6KWCpYAFAfipYFaAHCwAGix6smgUsFSwAyE8Fq2YBCwDofwJWxQKWChYA5KeCVbOApQcLAPLTg1WzgKWCBQD5qWDVLGABAP1PwKpYwFLBAoD8VLBqFrD0YAFAfnqwahawVLAAID8VrJoFLACg/wlYFQtYKlgAkJ8KVs0Clh4sAMhPD1bNApYKFgDkp4JVs4AFAPQ/AatiAUsFCwDyU8GqWcDSgwUA+enBKmF9fT3Nzs6mqampNDk5WSxra2sd17333nvTjTfemPbv35+Gh4fTkSNH0ksvvVSZgKWCBQD5qWCVMDc3lxYXF5vjhYWFNDMz03Hdw4cPpxMnThShLJb77rsvXXnllZUJWABA/xuIgDU2NpZWVlaa4+Xl5TQ6Olr68vv27atMwFLBAoD8VLBKiKm+VlGZaj+tkzNnzqRPfepTxZRhVQKWHiwAyE8PVglDQ0OlTms/P5bo13r99dc7rrO0tFSEq5hybDUxMVHsmEb6jZ+9GjeWXNdvbGxsbGxsnP/9ttYVrNOnTxdN7wcPHqxMBQsA6H8DEbDGx8fT6upqcxw9WCMjI6UvH58orErA0oMFAPnpwSphfn5+wzRe/D49Pd0ct04X3nzzzempp54qqlz/+7//W/RgHTt2rDIBSw8WAOSnB6uErY6D1RqwHn744eJQDfHJwUsuuaQ4nMObb75ZmYClggUA+algVYAeLABAwOrjgKWCBQD5qWDVLGDpwQKA/PRg1SxgqWABQH4qWDULWABA/xOwKhawVLAAID8VrJoFLD1YAJCfHqyaBSwVLADITwWrZgELAOh/AlbFApYKFgDkp4JVs4ClBwsA8tODVbOApYIFAPmpYNUsYAEA/U/AqljAUsECgPxUsGoWsPRgAUB+erBqFrBUsAAgPxWsmgUsAKD/DUTAWl9fT7Ozs2lqaipNTk4Wy9raWsd177vvvnTo0KG0f//+dPHFFxeXWV5erkzAUsECgPxUsEqYm5tLi4uLzfHCwkKamZnpuO7hw4fTiRMnilB25syZdM8996Trr7++MgFLDxYA5KcHq4SxsbG0srLSHEdFanR0tPTl9+3bV5mApYIFAPmpYJUwPDy8YRzVqfbTujl58mRR1apKwAIA+t9ABKyhoaFSp7V77LHH0nXXXde1B2tpaakIVzHl2GpiYqIoLTbSb/zs1bix5Lp+Y2NjY2Nj4/zvt7WtYN15553p2LFjXZvhL1QFSw8WAOSnB6uE8fHxtLq62hxHRWpkZKTr+k8++WTR6F6WHiwAGCx6sEqYn5/fMI0Xv09PTzfHrdOFjz/+eKmq1YUKWABA/6vFcbBaA1b83mmpSsBSwQKA/FSwKkAPFgAMFj1YNQtYKlgAkJ8KVs0CFgDQ/wSsigUsFSwAyE8Fq2YBSw8WAOSnB6tmAUsFCwDyU8GqWcACAPqfgFWxgKWCBQD5qWDVLGDpwQKA/PRg1SxgqWABQH4qWDULWABA/xOwKhawVLAAID8VrJoFLD1YAJCfHqyaBSwVLADITwWrZgELAOh/AlbFApYKFgDkp4JVs4ClBwsA8tODVcL6+nqanZ1NU1NTaXJysljW1tY2vcypU6fSgQMHKhewVLAAID8VrBLm5ubS4uJic7ywsJBmZma6rj80NNRcqhawAID+NxABa2xsLK2srDTHy8vLaXR0dMvLVTFgqWABQH4qWCUMDw9vGMeUYftp/RKw9GABQH56sEroFJTKhKet1llaWirCVUw5tpqYmCh2TCP9xs9ejRtLrus3NjY2NjY2zv9+q4JVsQoWAND/BiJgjY+Pp9XV1eY4erBGRkb6MmDpwQKA/PRglTA/P79hGi9+n56e3jJI6cECgHrSg1XCVsfBag9SrYdpKHO4BhUsABgsKlgVoAcLABCw+jhgqWABQH4qWDULWHqwACA/PVg1C1gqWACQnwpWzQIWAND/BKyKBSwVLADITwWrZgFLDxYA5KcHq2YBSwULAPJTwapZwAIA+p+AVbGApYIFAPmpYNUsYOnBAoD89GDVLGCpYAFAfipYNQtYAED/E7AqFrBUsAAgPxWsmgUsPVgAkJ8erJoFLBUsAMhPBatmAQsA6H8CVsUClgoWAOSnglXC+vp6mp2dTVNTU2lycrJY1tbWdr3uhQhYerAAID89WCXMzc2lxcXF5nhhYSHNzMzset0LEbBUsAAgPxWsEsbGxtLKykpzvLy8nEZHR3e97oUIWABA/xuIgDU8PLxhHNOA7aftZN2lpaUiXEWVq9XExERRWmyk3/jZq3FjyXX9xsbGxsbGxvnfbwciYA0NDZU6bbvrXogKlh4sAMhPD9YFrGBdiIClBwsA8tODVcL4+HhaXV1tjqOvamRkZNfrXoiABQD0v4EIWPPz8xv6pOL36enp5rh1CnCrdS90wFLBAoD8VLBK2OrYVq0By3GwAAA9WBWgggUAg0UFq2YBCwDofwJWxQKWChYA5KeCVbOApQcLAPLTg1WzgKWCBQD5qWDVLGABAP1PwKpYwFLBAoD8VLBqFrD0YAFAfnqwahawVLAAID8VrJoFLACg/wlYFQtYKlgAkJ8KVs0Clh4sAMhPD1bNApYKFgDkp4JVs4AFAPQ/AatiAUsFCwDyU8GqWcDSgwUA+enBqlnAUsECgPxUsEpYX19Ps7OzaWpqKk1OThbL2trappc5depUOnDgQOUCFgDQ/wYiYM3NzaXFxcXmeGFhIc3MzHRdf2hoqLlULWCpYAFAfipYJYyNjaWVlZXmeHl5OY2Ojm55uSoGLD1YAJCfHqwShoeHN4xjyrD9tH4JWCpYAJCfClYJnYJSmfC01TpLS0tFuLr//vs3nP5Hf/RHxYazWCwWi8Vi6bQcOnSo/wJWew9V7goWAEBOlaxgjY+Pp9XV1eY4erBGRkYELABAwNqp+fn54pODDfH79PT0lkFKwAIABKwutjoOVnuQap1i3M7hGhoavVk5lgiHua7bYrFYLBbL3rzfPvnkk/0fsAZJ+ycWAYDBf78VsDLbbuIFAPr//VbAAgAQsAAABCwAAAELAAABq1K2OswEANA7p06dSgcOHBCwBt3c3FxaXFxsjuPYHDMzMzYMAPTYTo+BKWD1obGxsbSystIcx1f9jI6O2jAAkDFoCVgDbqdfVg0ACFhsYyf7nkQAELDYBRUsABCw6LHx8fG0urraHEcP1sjIiA0DAAIWOzU/P198crAhfp+enrZhAEDAYqccBwsA9i5YtS8CFgDAABKwAAAELAAAAQsAQMACAEDAAgAQsAAABCwAAAQsAAABC2AXTpw4kY4cOZIOHDiQ9u3bV/y86aab0j333GPjAAIWwHbdd999xVdkfOADH0hvvfVW8ZVVX/nKV9Lo6GjlvqMMELAA+sIll1xSBKkIVg0vvfRSuuqqqzYErM997nPpuuuuS/v37y9+3nvvvc3znnjiiXTw4ME0PDxcLPF7hLSGxvecPfPMM2l8fLyokjV84QtfSNdee21x2sUXX5z+5m/+pgh6gIAF0Lcuv/zyIvw89thj6eTJkx3DzZe//OVinaNHj6bTp0+nV199NR06dKg4L6YXG+fFZWOJ3+O0uL7WgHXRRRdt+FLZCGbx+7Fjx4qA16imTU9P2zEgYAH0r4ceeqgZehpLVJQefPDB5jo33nhjcfpzzz133uUb5506dap52je/+c3itKhktQasZ599dkOlrHHZqJiFOC/GUckCBCyAvhbTdBF2WitMsURFKcS0YPs0YkNM7XXq1YrTYrqwNWC1a1xvpwUQsAAGQgSop59+ujkl+Ju/+ZubhqjdBqxGoOsU3AABC6BvNYJU6/Rf9FnF6Zdeemkxvv7664txTP21a0zztZ4XU36dpgjbRcN7nP7UU0/ZEYCABQxWwIogFZ8SPHPmTLH8+Z//eXH6pz71qWKdOC/Gt956axG+VldX0y233FKcF43scd7x48fTm2++md54443i905N7u0ef/zx4vT4VOJrr71WnBYVtAhegIAF0LficAs333xz0VjemNaLcUwTtnr00UeLIBTTetE7dddddzXPiyAV1aqYLowlfo9PF7aGuG5TjLFefCIxrjOuO8Je6yEgAAELAAABCwBAwAIAELAAABCwAAAELAAAAQsAAAELAEDAAgAQsAAABCwAAHro/wOjbUlgTi1enwAAAABJRU5ErkJggg==&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;/BODY&gt;&lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.GraphDensity" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt;Graph Density  Report &lt;/h1&gt; &lt;hr&gt;&lt;br&gt;&lt;h2&gt; Parameters: &lt;/h2&gt;Network Interpretation:  directed&lt;br&gt;&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;Density: 0.378&lt;/BODY&gt;&lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.Modularity" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt;Modularity Report &lt;/h1&gt; &lt;hr&gt;&lt;h2&gt; Parameters: &lt;/h2&gt;Randomize:  On&lt;br&gt;Use edge weights:  On&lt;br&gt;Resolution:  1.0&lt;br&gt;&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;Modularity: 0.393&lt;br&gt;Modularity with resolution: 0.393&lt;br&gt;Number of Communities: 5&lt;br /&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt; Algorithm: &lt;/h2&gt;Vincent D Blondel, Jean-Loup Guillaume, Renaud Lambiotte, Etienne Lefebvre, &lt;i&gt;Fast unfolding of communities in large networks&lt;/i&gt;, in Journal of Statistical Mechanics: Theory and Experiment 2008 (10), P1000&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt; Resolution: &lt;/h2&gt;R. Lambiotte, J.-C. Delvenne, M. Barahona &lt;i&gt;Laplacian Dynamics and Multiscale Modular Structure in Networks 2009&lt;br /&gt;&lt;/BODY&gt; &lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.Hits" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt; HITS Metric Report &lt;/h1&gt;&lt;hr&gt;&lt;br /&gt;&lt;h2&gt; Parameters: &lt;/h2&gt;  &amp;#917; = 1.0E-4&lt;br /&gt; &lt;h2&gt; Results: &lt;/h2&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt; Algorithm: &lt;/h2&gt;Jon M. Kleinberg, &lt;i&gt;Authoritative Sources in a Hyperlinked Environment&lt;/i&gt;, in Journal of the ACM 46 (5): 604–632 (1999)&lt;br /&gt;&lt;/BODY&gt; &lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.Degree" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt;Degree Report &lt;/h1&gt; &lt;hr&gt;&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;Average Degree: 9.462&lt;br /&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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WMxJR1ePWuIdetQS79ALqkfAUgpYJHp6f+jhHbVED+/c1SNgKQUsAAAAcBcCllLAItHT+0MP76glenjnrh4BSylgMScdXT1qiXfoUUu8Qy+oHgFLKWCR6On9oYd31BI9vHNXj4ClFLAAAADAXQhYSgGLRE/vDz28o5bo4Z27epEMWFNTU6anp8d+9Y18Bc7g4KBZWVkpervz588/8DU6WgGLOeno6lFLvEOPWuIdekH1Ihmwent7zcLCgtnc3DSpVMqMjo6arq6ugrdZWloyhw4dCi1gkejp/aGHd9QSPbxzV69mpgjr6+vz/u3q1at2xOvOnTuhBSwAAABwl5oIWIuLi3ZUy4/19XUTj8fN2tqabRcKWMlk0oariYmJnP2JRMIOEaZTrPws1p6eni7r+KBt9CrXnpubU38+6Om00xt6wdviW1j/3+jx+lyLepEPWLOzs6ajoyPvGqz9+/ebK1euZNqswUKPWuIdetQS79DT1ot0wBoZGTH9/f12lCofEqj8Nu2AxZx0dPWoJd6hRy3xDr2gepENWLJoXRa6lwtrsAAAAECbSAas+fn5oqNW2x2wSPT0/tDDO2qJHt65qxfJgFVs2q8aAhZz0tHVo5Z4hx61xDv0gupxJXelgEWip/eHHt5RS/Twzl09ApZSwAIAAAB3IWApBSwSPb0/9PCOWqKHd+7qEbCUAhZz0tHVo5Z4hx61xDv0guoRsJQCFome3h96eEct0cM7d/UIWEoBCwAAANyFgKUUsEj09P7QwztqiR7euatHwFIKWMxJR1ePWuIdetQS79ALqkfAUgpYJHp6f+jhHbVED+/c1YtkwJqamjI9PT2moaHBNDY2msHBQbOyshL42EoGLAAAAHCXSAas3t5e+0XPm5ubJpVKmdHRUdPV1RX42EoGLBI9vT/08I5aood37urVzBRhfX19xY5lDZbbetQS79CjlniHXlC9mghYi4uLdqSqUscygkXvj1riHbWklniHXhC9yAes2dlZ09HRUXRdVSnHJpNJG64mJiZy9icSCZtg00WWn7Rp06ZNmzZt2vnakQ5YIyMjpr+/36yvr1f0WEaw6P1RS7yjltQS79BzcgRraWnJLl6v9LGVCljMSUdXj1riHXrUEu/QC6oXyYA1Pz9fcCSqrq6u5GO1AhaJnt4fenhHLdHDO3f1IhmwJED5bX4Bq9ixWgELAAAA3IUruSsFLBI9vT/08I5aood37uoRsJQCFnPS0dWjlniHHrXEO/SC6hGwlAIWiZ7eH3p4Ry3Rwzt39QhYSgELAAAA3IWApRSwSPT0/tDDO2qJHt65q0fAUgpYzElHV49a4h161BLv0AuqR8BSClgkenp/6OEdtUQP79zVI2ApBSwAAABwFwKWUsAi0dP7Qw/vqCV6eOeuHgFLKWAxJx1dPWqJd+hRS7xDL6heJAPW1NSU6enpMQ0NDaaxsdEMDg6alZUV32M3NzfNsWPH7DEDAwN2K/bdhIxg0fujlnhHLakl3qEXRC+SAau3t9csLCzY8JRKpczo6Kjp6uryPXZsbMxMTk5m2hMTE2Z4eFg9YAEAAIC71MwUYX19ve/+zs5Os7q6mmnLSFdra6t6wCLR0/tDD++oJXp4565eTQSsxcVFO6rlRywWy2nLqJd3n0bA2vIccSplzK1bxhSZxqyY3haJjJ6E66yAXbLWFjzYKr/+5S/v673+eih6s889d1/v7bfLu+HGxv3byTlazd7xf8BzwztqWQV6kQ9Ys7OzpqOjI+8arLq6upL2Cclk0oYrmUbMJpFI2AKnU6z8LNaenp4u6/hM++RJs9naat7ZvdtcW1jQ19tiOwp6t/77v4155BGzea+WL4+MlHz7144ds/XfvHdb86c/qT+/O11d5p17nt/t7NSv572AlLr3vETv70ePlnz7hf/8T3teSj3X/+M/ytKfm5sr+/H++d//3fpm7m3Xf/3rkm+f3rTPRxf0xLew/r/Rc+/12QW9SAeskXtvmv39/QUXrW/XCNaWOXDAmOZmY775TWNeecVAAGTtndRStqx1eEV58sn7t3n0Uem66D/O9GOUTRs5p/bsua8l51rpXThjHnvs/u2kPtqE7QEAQIWJbMBaWlqyC92LEY/HzdraWqYtI10tLS3qAWvLc8T3krJpb5dhs7KmqJgDzxMmZFRItkuXSr7ZLfHg8ceN+c53jLl2Tf25vXHkyH3PBwf1C7mxYd7q7r6v91//Vfrt/vY3Y+R2UhfP/4eKd7///X2tb3/bmL/+lf+DbdCjlniHXjC9SAas+fn5gqNW2VOA4+PjOVN+8vvQ0JB6wGJOOrp61BLv0KOWeIdeUL1IBiwJUH6bX8DiOljo8dzwDj2eG96hF7YeV3JXClgAAADgLgQspYBFoqf3hx7eUUv08M5dPQKWUsBiTjq6etQS79CjlniHXlA9ApZSwCLR0/tDD++oJXp4564eAUspYAEAAIC7ELCUAhaJnt4fenhHLdHDO3f1CFhKAYs56ejqUUu8Q49a4h16QfUIWEoBi0RP7w89vKOW6OGdu3oELKWABQAAAO5CwFIKWCR6en/o4R21RA/v3NWLdMBaXl42TU1NBY+RL3c+fPiwicVidjtw4IC5fv26esBiTjq6etQS79CjlniHXlC9yAYsv+8g9KO9vd2cPXvWfiehbGfOnDFtbW3qAYtET+8PPbyjlujhnbt6kZ8iLBawGhoabLDKpr6+Xj1gAQAAgLvUfMCampoyp0+fNufOnTM3b940MzMz5ujRo+oBi0RP7w89vKOW6OGdu3o1H7AkVHV3d9tQ1dzcbNdjbWxs+B6bTCZtuJqYmMjZn0gk7Bxsusjys1j71KlTZR0ftI1e5drT09Pqzwc9nbb3J3pbb4tvYf1/o8frcy3q1XzAisfj5vLly5n25OSk6enpYQQLPWqJd+hRS7xDjxGsrQYsv/VWrMECAAAATWoyYGXvk8syyDShIIvdR0ZGTH9/v3rAItHT+0MP76glenjnrl5NXKbBe7mG7N/X19fNwMCA/TShbLIWK98arEoGLK4LEl09aol36FFLvEMvqB5XclcKWCR6en/o4R21RA/v3NUjYCkFLAAAAHAXApZSwCLR0/tDD++oJXp4567etgSsHTt25P2bfF9gLQQs5qSjq0ct8Q49aol36AXVq6qA9dprrxUMX1EKWCR6en/o4R21RA/v3NULNWD5ffLPu+3atasmAhYAAAC4S6gBS0anZJMglf49vcnFPx9++OGcq65HOWCR6On9oYd31BI9vHNXb1umCItdSb0WAhZz0tHVo5Z4hx61xDv0gurxKUKlgEWip/eHHt5RS/Twzl29bQtY7e3tdiTLuwarVha5AwAAgLtsS8Dq7OzMCVTetVilsry8bJqamooed+XKFXPw4EF7CYhSLgPBCBa9P2qJd9SSWuIdekH0tm0N1vPPP29SqdSW78PvOwj9uHHjhtm7d6+5ePFiyffNGiy39agl3qFHLfEOvaB6kV/kXixgDQ8PmwsXLpR1n4xg0fujlnhHLakl3qEXRG9bAlZra6vZ3NwMJWCJloSsxsZGOz3Y399v1tfX1QMWAAAAuMu2BKzr16+bP/7xj6EELFnXtbCwYAOdTEmePn3a9PX1+R6bTCZtuJqYmMjZn0gk7BBhOsXKz2Lt6enpso4P2kavcu25uTn154OeTju9oRe8Lb6F9f+NHq/Ptai3LQGr0JXcy/0UYSkBKxsJWg0NDeojWMxJR1ePWuIdetQS79ALqrdt30WYbyt3fVaxgNXW1mZWV1dz9u3cuVM9YDEnHV09aol36FFLvEMvqF7kLzTqF7Cy98l03/HjxzPrrhYXF82JEyfUAxYAAAC4S2SnCP1umy90nTx50i5yl6lBCVt3795VD1gkenp/6OEdtUQP79zVq6opQglG1fA9hazBcluPWuIdetQS79ALqldVU4T79u2zFwathYBFoqf3hx7eUUv08M5dvaoKWBsbG/a6VbUQsAAAAMBdqipglXIJhagELBI9vT/08I5aood37upVTcCSi4CeP3+eNVhbBD2eG3rUkueGHrWsHr2q+xThd77znZoIWCR6en/o4R21RA/v3NWrmk8RyshVZ2enqQZYgwUAAABBiPyFRqs1YJHo6f2hh3fUEj28c1dv2wLWyy+/bFpaWuzIlWy7d+82ly5dqpmAxZx0dPWoJd6hRy3xDr2getsSsBYWFvKuwZLgVQsBi0RP7w89vKOW6OGdu3rbErBk5Kqvry/z/YCC/H7o0CHT3Nxc8v0sLy+bpqamko+XTykW+3LoSgUsAAAAcJdtCVgyJSjXvPIi3xFY6nWw/L6DsBBLS0s2wIUVsEj09P7QwztqiR7euau3bQFLrnvl5a233ir7QqOlBKarV6+anp4ec+fOndACFnPS0dWjlniHHrXEO/SC6m3bFKEEHpkWlJEs2eT3/fv3279VMmDJ/cbjcbO2tlb0+GQyacPVxMREzv5EImELnE6x8rNYe3p6uqzjg7bRq1x7bm5O/fmgp9NOb+gFb4tvYf1/o8frcy3qbUvAkoXs+Ra5v/rqqxUNWBLarly5UtaIF2uwAAAAIAjbdpkGCVIyWiVTgrLJ79lBqFIBK1+Q0w5YzElHV49a4h161BLv0AuqF/kLjZa6yL2c41mD5bYetcQ79Kgl3qEXVC/UgPXcc8/ZgNPd3f3A32Sf/O13v/td4MBUKETxKUL0qCXeoUct8Q49bb1QA5ZcrV0CTmtra8504LVr18zjjz9u/ybHlBqs8k37VUPAAgAAAHcJNWDJWquXXnop799feeUVE4vFtr0ojGDR+6OWeEctqSXeoRdEL9SAVcro0Y4dO2oiYDEnHV09aol36FFLvEMvqF6oAUtGp+Rq7fnYyoVGqzVgkejp/aGHd9QSPbxzVy/0NVhPPfVU3r+Pjo6WvAar2gMWAAAAuEuoAUs+ISjThN/73vfM6uqq/bocuYq7/H748GH7t9nZ2ZoIWCR6en/o4R21RA/v3NUL/TpYAwMDeS/+2dfXVxWpkzVYbutRS7xDj1riHXpB9bblQqMzMzOmubk5cxV3+f2ZZ54x1QIjWPT+qCXeUUtqiXfoBdGL/JXcqzVgAQAAgLsQsJQCFome3h96eEct0cM7d/UIWEoBiznp6OpRS7xDj1riHXpB9SIdsJaXl01TU1PBY6ampkxPT49d69XY2GgGBwfNysqKesAi0dP7Qw/vqCV6eOeuXmQDlt93EPrR29trFhYW7OUg5LIQcq2trq4u9YAFAAAA7hL5KcJSvn7HS319vXrAItHT+0MP76glenjnrp5zAWtxcdGOavmRTCZtuJqYmMjZn0gk7Bxsusjys1j71KlTZR0ftI1e5drT09Pqzwc9nbb3J3pbb4tvYf1/o8frcy3qORWw5CrxHR0drMFCj1riHXrUEu/QYwSrEgFrZGTE9Pf3m/X19aLHsgYLAAAAguBEwFpaWrIL3UuFESx6f9QS76gltcQ79ILo1WTAyt43Pz9f0qhVpQMW1wWJrh61xDv0qCXeoRdUryYu0+C9XIP390LHagUsEj29P/Twjlqih3fu6nEld6WABQAAAO5CwFIKWCR6en/o4R21RA/v3NUjYCkFLOako6tHLfEOPWqJd+gF1SNgKQUsEj29P/Twjlqih3fu6hGwlAIWAAAAuAsBSylgkejp/aGHd9QSPbxzV4+ApRSwmJOOrh61xDv0qCXeoRdUj4ClFLBI9PT+0MM7aoke3rmrR8BSClgAAADgLpEOWMvLy6apqangMZubm+bYsWNmcHDQDAwM2K3YV+cwgkXvj1riHbWklniHXhC9mviqnEKMjY2ZycnJTHtiYsIMDw+rByzmpKOrRy3xDj1qiXfoBdWryS97zqazs9Osrq5m2isrK6a1tVU9YJHo6f2hh3fUEj28c1ev5gNWLBbLacuUoXefRsACAAAAd6n5gOX393y3SSaTNlzJNGI2iUTCDhGmU6z8LNaenp4u6/ig7S3r/fCHJtXWZm4dPFi1z+/a735n7uzda1L3NnPhgrre3Nzclm5/+/hxY9rbzZv/8i/mxf/9X1W9X//yl+Yfhw5Zvb//6EehPL+w67mVdnor9/bXjhy5f37dq+lrr76qrhf289tKW3wL6/ULvSp5P0CvonqMYCmNYEVmTrq5+f9v1fr87mm9I9O68hiffLJ6a3kv7NjH+Nhjxty6pasn9//II/f1RLcWz81a9a7Wa4ke3qHnxghWPB43a2trmbaswWppaVEPWJGZk/7nf77/Rp1IVO/z+9OfzKYELHmcZ89Wby1/+MP7j1HerF9/XVfvH/8w5lvfMubRR4353vdq89wMU+vIkfve/dM/6XtX67VED+/Qq92Alb1vfHw8Z8pPfh8aGlIPWJFB3qilxy4/qxm5tEYZIwvbQip1/zFubOBd1Hj77XC9A4CapyYu0+C9XEP271wHCz2eG96hx3PDO/TC1uNK7koBiznp6OpRS7xDj1riHXpB9QhYSgGLRE/vDz28o5bo4Z27egQspYAFAAAA7kLAUgpYJHp6f+jhHbVED+/c1SNgKQUs5qSjq0ct8Q49aol36AXVI2ApBSwSPb0/9PCOWqKHd+7qEbCUAhYAAAC4CwFLKWCR6On9oYd31BI9vHNXj4ClFLCYk46uHrXEO/SoJd6hF1SPgKUUsEj09P7QwztqiR7euasXyYBVztffyJc7Hz582MRiMbsdOHDAXL9+XT1gAQAAgLtEMmCNjY2ZycnJTFu+wHl4eNj32Pb2dnP27FkbymQ7c+aMaWtrUw9YJHp6f+jhHbVED+/c1YtkwOrs7DSrq6uZtoxStba2+h7b0NBgg1U29fX16gGLOeno6lFLvEOPWuIdekH1IhmwZKovGwlQ3n1ppqamzOnTp825c+fMzZs3zczMjDl69Kh6wCLR0/tDD++oJXp4565eJANWXV1dSfsECVXd3d02VDU3N9v1WBsbG77HJpNJG65kyjGbRCJhE2y6yPKTNm3atGnTpk07X7vmR7Di8bi5fPlypi1rt3p6ehjBQo9a4h161BLv0GMEyxua1tbWMm1Zg9XS0uJ7rN96K9ZgoUct8Q49aol36GnqRTJgjY+P50zjye9DQ0OZdvZ0oVyWQaYJBRnpGhkZMf39/eoBi0RP7w89vKOW6OGdu3o1eR2s7IAl++Xv8mlC2WQtVr41WJUMWAAAAOAuXMldKWCR6On9oYd31BI9vHNXj4ClFLCYk46uHrXEO/SoJd6hF1SPgKUUsEj09P7QwztqiR7euatHwFIKWAAAAOAuBCylgEWip/eHHt5RS/Twzl09ApZSwGJOOrp61BLv0KOWeIdeUD0CllLAItHT+0MP76glenjnrh4BSylgAQAAgLsQsJQCFome3h96eEct0cM7d/UIWEoBiznp6OpRS7xDj1riHXpB9Wryq3K8XLlyxRw8eNDEYjG7hRGwSPT0/tDDO2qJHt65qxfJgDU2NmYmJyczbfmy5+HhYd9jb9y4Yfbu3WsuXrxY8v2zBgsAAACCEMmA1dnZaVZXVzPtlZUV09ra6nusBK8LFy6Udf+MYNH7o5Z4Ry2pJd6hF0QvkgHLO80nU4b5pv4keEnIamxstMf09/cXnE6sVMBiTjq6etQS79CjlniHXlC9SAasurq6kvYJO3bsMAsLCzaEpVIpc/r0adPX1+d7bDKZtOFKphyzSSQStsDpFCs/i7Wnp6fLOj5oG73Ktefm5tSfD3o67fSGXvC2+BbW/zd6vD7Xol7Nj2BJwPIe29DQoD6CBQAAAO4SyYAVj8fN2tpapi1rsFpaWnyPbWtry1mvJezcuVM9YDEnHV09aol36FFLvEMvqF4kA9b4+HjONJ78PjQ0lGlnTxfK344fP55Zd7W4uGhOnDihHrCYk46uHrXEO/SoJd6hF1SvJq+D5V2PdfLkSbvIXaYGJWzdvXtXPWCR6On9oYd31BI9vHNXjyu5KwUsAAAAcBcCllLAItHT+0MP76glenjnrh4BSylgMScdXT1qiXfoUUu8Qy+oHgFLKWCR6On9oYd31BI9vHNXj4ClFLAAAADAXQhYSgGLRE/vDz28o5bo4Z27egQspYDFnHR09agl3qFHLfEOvaB6BCylgEWip/eHHt5RS/Twzl09ApZSwAIAAAB3IWApBSwSPb0/9PCOWqKHd+7q1eRX5eTj/PnzD3yNjlbAYk46unrUEu/Qo5Z4h15QvUgGrLGxMTM5OZlpyxc6Dw8PF7zN0tKSOXToUGgBi0RP7w89vKOW6OGdu3qRDFidnZ1mdXU1015ZWTGtra15j7969arp6ekxd+7cCS1gAQAAgLtEMmDFYrGctkwZevelkanDeDxu1tbWbJsRLPSoJd6hRy3xDj1tvUgGLL+QlC847d+/31y5cqXocUIymbThSqYcs0kkEnYONl1k+VmsferUqbKOD9pGr3Lt6elp9eeDnk7b+xO9rbfFt7D+v9Hj9bkW9Wp+BEsCld/GCBZ61BLv0KOWeIceI1hZZE/5CbIGq6WlZcujXxoBCwAAANwlkgFrfHw8ZxpPfh8aGiopRLEGCz1qiXfoUUu8Q09bryavg1UNAYvrgkRXj1riHXrUEu/QC6rHldyVAhaJnt4fenhHLdHDO3f1CFhKAQsAAADchYClFLBI9PT+0MM7aoke3rmrR8BSCljMSUdXj1riHXrUEu/QC6pHwFIKWCR6en/o4R21RA/v3NUjYCkFLAAAAHAXApZSwCLR0/tDD++oJXp4564eAUspYDEnHV09aol36FFLvEMvqB4BSylgkejp/aGHd9QSPbxzV4+ApRSwAAAAwF1q8qtyspmamjI9PT2moaHBNDY22tvIl0NrBywSPb0/9PCOWqKHd+7qRTJgjY2NmcnJyUxbvux5eHjY99je3l6zsLBgQ1kqlTKjo6Omq6tLPWAxJx1dPWqJd+hRS7xDL6heJANWZ2enWV1dzbRlRKq1tbXk29fX16sHLBI9vT/08I5aood37upFMmDFYrGctoxOefflY3Fx0Y5q+ZFMJm24khGxbBKJhE2w6SLLT9q0adOmTZs27XztSAasurq6kvZ5mZ2dNR0dHazBQo9a4h161BLv0GMEqxIjWCMjI6a/vz/vYvhKByzmpKOrRy3xDj1qiXfoBdWLZMCKx+NmbW0t05YRqZaWlrzHLy0t2YXupcIIFr0/aol31JJa4h16QfQiGbDGx8dz1knJ70NDQ5l29nTh/Px8SaNWlQ5YAAAA4C41eR2s7IAlv/tt2gGLRE/vDz28o5bo4Z27elzJXSlgMScdXT1qiXfoUUu8Qy+oHgFLKWCR6On9oYd31BI9vHNXj4ClFLAAAADAXQhYSgGLRE/vDz28o5bo4Z27egQspYDFnHR09agl3qFHLfEOvaB6BCylgEWip/eHHt5RS/Twzl09ApZSwAIAAAB3IWApBSwSPb0/9PCOWqKHd+7qEbCUAhZz0tHVo5Z4hx61xDv0gurV5JXct3psJQMWiZ7eH3p4Ry3Rwzt39SIZsMbGxszk5GSmLd9FODw8HPjYSgYsAAAAcJdIBqzOzk6zurqaaa+srJjW1tbAx1YyYJHo6f2hh3fUEj28c1cvkgErFovltGUa0LtvK8dWMmAxJx1dPWqJd+hRS7xDL6heJANWXV1dSfvKPTaZTNpwJdOI2SQSCVvgdIqVn8Xa09PTZR0ftI1e5dpzc3Pqzwc9nXZ6Qy94W3wL6/8bPV6fa1GPESylESwAAABwl0gGrHg8btbW1jJtWVfV0tIS+NhKBizmpKOrRy3xDj1qiXfoBdWLZMAaHx/PmcaT34eGhjLt7CnAYsdqBSzmpKOrRy3xDj1qiXfoBdWryetgZQcsroOFHs8N79DjueEdemHrcSV3pYAFAAAA7kLAUgpYJHp6f+jhHbVED+/c1SNgKQUs5qSjq0ct8Q49aol36AXVI2ApBSwSPb0/9PCOWqKHd+7qEbCUAhYAAAC4CwFLKWCR6On9oYd31BI9vHNXj4ClFLCYk46uHrXEO/SoJd6hF1SPgKUUsEj09P7QwztqiR7euatHwFIKWAAAAOAuBCylgEWip/eHHt5RS/Twzl09ApZSwGJOOrp61BLv0KOWeIdeUD0CllLAItHT+0MP76glenjnrh4By4elpaWc9hNPPGELxcbGxsbGxsZWytbT00PAAgAAANhOCFgAAAAABCwAAAAAAlbVkUwm7cL3craJiYmybxNkQ4/nhh615LmhRy2rR8+7npuAVSG8n0RELzp61BLv0KOWeIde2HoErBIpN7miVz161BLv0KOWeIde2HoELAAAAAACFgAAAAABCwAAAICABQAAAAAELBWmpqbspfEbGhpMY2OjGRwcNCsrK6Fonz9/3tTV1anrXLlyxRw8eNDEYjG7aSK1O3z4cEbrwIED5vr16xXXWV5eNk1NTTn7Njc3zbFjx6yHAwMDdltfX1fT0zp3/LQ0z5t8elrnjZ+exnlTyJ9KnyuFtDTOk1Lvs1LnSjG9Sp4rhbQ0zpMzZ86Yffv2WT25z76+PnP16lW115RCehrnSiG9Sp8rxbQq/ZpSSC+s9yICVgF6e3vNwsKC/UdKpVJmdHTUdHV1qevKJxwOHTqkHrBu3Lhh9u7day5evBhKPdvb283Zs2dtPWWTf4C2traKakjN0ls2Y2NjZnJyMtOW66AMDw+r6WmcO/m0tM6bfHpa500+PY3zppA/lT5XCmlpnCel3Gclz5VCepU+VwppaZ8nsknI2bNnj9prSiE97XPFq1fpc6WQlsZrSiG9MN6LCFhboL6+XvX+JWFLL+XOnTvqAUteDC5cuBBa7aQnISdzGPX01q6zs9Osrq7mjIq0traq6WmeO35amueN9/60zxuvXljnTfo+tc+VYo9f87mF9RqT1gvjNSatVYvnSa2fK2GeJ9txrhCwymBxcdGmYi1keDkej5u1tbWS37SDIC8GcmLLcLMMk/b391ds2swP6UGcPn3anDt3zty8edPMzMyYo0ePhvIm7R1yln+uSk5tFfOqkueOV0v7vPHen/Z549UL47zJ9kf7XCl0Lmi8xmTfZxivMdl62udKtpb2eSKjRk8//bSddgrjPPHqaZ8rXj3Nc8WrpX2eePXCei8iYJXI7Oys6ejoUF2DtX//fjsPXc6oSBB27NiRM+QsJ5zMU2shJ3J3d7c9kZubm+0c+MbGRigBy6+Wlaxvofuq9Lnj1dI+b7z3p33eePW0zxuvP5rnSqFzQeM1xnuf2ueKV0/zXPFqaZ4n6alrWWd1+/Zt9fPET0/7NcWrp3Wu+Glpnid+emG9FxGwSmBkZER9dCf7RPBumgHL2wOToVMtpDd0+fLlTFvWL8jwcy2PYGmcO37hUfO88QtYmueNV0/zvPHzR+tcKXQuaJwnfvepea746WmdK35a2q8vd+/etWt15I05jNcUr572+5FXT/Nc8Wppv6Z49cJ6LyJgFUEW+Emy3g60R7BkUV/2GgJh586danp+c9xhrcHKHuoWpOfX0tKi6pXWuVPsvNAewdI+b7x6WudNPn80zpVC54LGeVLqfVbqXMmnp3Gu5NMK6/Ul/cav/Zri1Qvr/ShfsNF4P0prhfVelNYL61whYBVgfn5efdRqOwOWfOrl+PHjmecoc/onTpxQ05OPwsrQbLqHku6JhVG78fFx+3yzn/vQ0JCanua5s90BS/u88eppnDeF/Kn0uVJIS+M8Kec+K3GuFNKr9LlSSEvjPJH7lE+2yf29+eabdh1P+j41XlMK6WmcK4X0Kn2uFNLSeE0ppBfWexEBq8iLT5hTdmEHLOHkyZN2YaEkeznBZShVC/nnkXlw0ZJN5r8rPe+dzy+t62Dl09M4d0q9P43LNHj1NM6bfHoa500hfyp9rhTSCus80TxXiulV8lwppKVxnsj1n2QhuYxu7Nq1yy7EfuONN9ReUwrpaZwrhfQqfa4U06r0a0ohvTDeiwhYAAAAAAoQsAAAAAAIWAAAAAAELAAAAAACFgAAAAAQsAAAAAAIWAAAAAAELAAAAAAgYAEAlEPYFxMGAAIWAEBVcvbsWRuKjhw54vv3w4cP27/Ll70SsACAgAUAUALy9RfydRiyeb9eQ76DLP2327dvE7AAgIAFAFAq8kWtEoyef/75nP3PPvus3S+jWGmee+4509PTY0NXU1OT/U6y1dXVBwJWvrDl3f/iiy+axx9/3N6ffJfaj3/8Y3Pnzh1MASBgAQBEmwsXLtjQc+jQoZz98mWvsn9+fj6zT8LV8vKy/bJemTaUv8u+rQSsl156yf4uAU/ub2pqyraHhoYwBYCABQAQbSTcPPTQQ3YUaWNjw+5bW1szO3bssPvl7/luJ8fI7bYSsPbt22d/v3r1aub+pC0jWQBAwAIAiDzHjx+34eaZZ56x7aeeesq2ZX8aWa8li+H7+vrM1772NROLxfKGqlICVkNDQ6bt3QCAgAUAEHkuX75sg41MCwpdXV22/ec//zlzjIQr2Tc6Omr3p1KpQAFLRr/k93wjZABAwAIAiDzt7e029Lz88ss2+Eg7G5kK9IamfKEqPTrlDU/Zx8Tjcfv7xYsXKT4AELAAoDZJTwvu2bPH/pycnMz5e1tbW04gmpmZyRuwZMG8/C73KSHr2rVrZnh4OOcYWTwvv3d0dJibN2/afa+88ooNXgBAwAIAqAnW19cz03byUxa6ZyPTiBKG0gvbf/rTn+YNWHJfcgkHGcmSTaYeL1269MDU4cLCgv0Uohwj9/vwww+XdFFTACBgAQAAAAABCwAAAICABQAAAEDAAgAAAAACFgAAAAABCwAAAICABQAAAAAELAAAAAACFgAAAAABCwAAAICABQAAAAAB+L9IjBt8pXQfQAAAAABJRU5ErkJggg==&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;/BODY&gt;&lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.PageRank" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt;PageRank Report &lt;/h1&gt; &lt;hr&gt; &lt;br /&gt;&lt;h2&gt; Parameters: &lt;/h2&gt;Epsilon = 0.001&lt;br&gt;Probability = 0.85&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;&lt;IMG SRC=&quot;data:image/png;base64,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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt; Algorithm: &lt;/h2&gt;Sergey Brin, Lawrence Page, &lt;i&gt;The Anatomy of a Large-Scale Hypertextual Web Search Engine&lt;/i&gt;, in Proceedings of the seventh International Conference on the World Wide Web (WWW1998):107-117&lt;br /&gt;&lt;/BODY&gt; &lt;/HTML&gt;"></report><report class="org.gephi.statistics.plugin.ClusteringCoefficient" value="&lt;HTML&gt; &lt;BODY&gt; &lt;h1&gt; Clustering Coefficient Metric Report &lt;/h1&gt; &lt;hr&gt;&lt;br /&gt;&lt;h2&gt; Parameters: &lt;/h2&gt;Network Interpretation:  directed&lt;br /&gt;&lt;br&gt;&lt;h2&gt; Results: &lt;/h2&gt;Average Clustering Coefficient: 0.534&lt;br /&gt;The Average Clustering Coefficient is the mean value of individual coefficients.&lt;br /&gt;&lt;br /&gt;&lt;IMG SRC=&quot;data:image/png;base64,&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;&gt;&lt;/IMG&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt; Algorithm: &lt;/h2&gt;Simple and slow brute force.&lt;br /&gt;&lt;/BODY&gt; &lt;/HTML&gt;"></report></reports></statisticsmodel>