<?xml version="1.0" encoding="UTF-8"?><statisticsmodel><!--Persistence from 'statisticsmodel' (org.gephi.statistics.StatisticsPersistenceProvider)--><reports><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:  1.5&lt;br&gt;&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;Modularity: 0.232&lt;br&gt;Modularity with resolution: 0.590&lt;br&gt;Number of Communities: 533&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.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: 8&lt;br /&gt;Radius: 0&lt;br /&gt;Average Path length: 2.9464453252485314&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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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;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.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,iVBORw0KGgoAAAANSUhEUgAAAlgAAAGQCAYAAAByNR6YAAA1vElEQVR42u3dCVRc53n/8XTft9N93/eetul60hUEyBgtQbJlWUVUjiIfQ+uAJdPIR7LsCDiqHSPZJU3TRi4KshxTOTIGxVWJEXGUKLakGkwMxtUJsoQkDCOMDJhVwPPP8/7PvZkZZmXRvO/w/ZxzD7rz3hlmwef9+Xmfe+d9AgAAgEX1Pt4CAAAAAhYAAAABCwAAgIAFAAAAAhYAe/zXf/2XVFdXm+3pp59OyXOoqanxn8OnP/1pq56DDe+PLe8RQMAC0sAjjzwif/EXfzFn+6u/+itZt26dlJeXS29vr7Ov4y//8i8lOztbtm3bJl/4whdkZmYmJc/v/e9/v7zvfe8z22/91m8t6uvMyMgwn9WHP/xhOXjwoAwPD0e870/91E/5z+GHfuiHkv7dra2tcvToUbM9++yz83ovoz2HxXp/FvoaFvoeASBgAYZOyt6EEm37ju/4Djl8+LDzr0O3NWvWyNTUlLMBK5HX+b3f+71y//33y+zs7KKGh7vvvjvk94yMjDgXsOK9BgIWQMACbmow0ZD1yiuvOP86dHvooYfSOmB5W1lZWch9//Vf/1X++Z//2WxPPPFESgJWtOdgS8Ba6HsEgIAFRJywP/WpT8n//u//ymc+8xn5iZ/4iZCxj370o+Y+Y2Njcvr0aXnqqadk//798rGPfcxMRs8//7xMTExE/V2vv/66WcL6+Mc/bo69fv26vPrqq/72zjvvzLmPToAtLS1m4nvwwQflP//zP+Xs2bNxX4c+t/Pnz8tXvvIVycrKChnTZcNgyb6eN99803/Ob7zxhrnt//7v/8xzq6qqMs830YD13nvvhbwHusVaegt/nf/2b/9mPq+6ujqzTBgesh577LGYzztYe3u7fPazn5V9+/bJv/zLv8jnPvc5uXr1qv/ZffCDHwx57FOnTvmP9+6770Z8/Bs3bpjH/drXvhbzOUR6f/R3/sd//Ifphzp37tyc59vR0eE/ln7WHq3cBb+fPT09C3oNwa5duyb//d//bT5n/TvR972rq2tR/kYAAhaQxgFL+5Q82mwcPJaTk2Nuz8vLi1o1+eEf/mHZvXv3nABzzz33zDn2u7/7u0P2w5uKGxoa5Gd+5mci/h4NE4FAIOrr+OIXvxgy2QWP/ezP/mzI70n29QSHgZ/7uZ+ToqKiOff7u7/7u4QC1m233RZyv5UrV8r09PS8Pi9VXFwcMv493/M9MjQ0FPM56MT/t3/7txFf/7d+67fKww8/PCdsh2/apB7++NrjpO+P7v/Zn/1ZzOcQfLv+rjvuuGPO7/jIRz4SEj6D/zY+8IEP+LePjo6G3E/fMzWf1xAc2vTvU5cNI91369at5n8YFvI3AhCwgGUSsE6ePBkyppWgeIHE27Ty4Nm+fXtCS1rBAUubkMPHv+VbviVkf8OGDQkFLF3ajDWxJft6gifPWNsLL7wQM2BplSj4+F/7tV+TwcHBeX9eXhD47d/+7ZBjjhw5EvU5aCj4lV/5lZivQ08QSDachG/JBKxYm/dabnbA+uQnPxn3uf3N3/zNgv5GAAIWsAwCljaChy85lZSUmLHCwkK5/fbbTYVLl6d0kgj/P/Rbb73VHPvWW2+Z/q3gMZ0MNbCEV7W8gKUVl+DJU6srnZ2dZrlq/fr1IffR5adIr0Mf68yZM2ZC/vVf//WQsdra2pD3IJnXE2ny/NVf/VUpKCjwqzXepsEyWsDS5/ad3/md/m0/8AM/YF7jQgKx50Mf+lDIMVqBihZuNFQEH7tp0yaznKfP5ROf+IT80i/9kglYumSsn1vwsbqcqsFDt+7u7kULWFo10wqWLsH98i//csTHmU/ASvY1eM9PK6VayQyuaurS4Je//GWz3BwvzCb6NwIQsIA0Dlh/8id/YipVP/mTPxly+7d927dJW1tbyH11KUv7T06cOGF6q4KDlFZjlE44wY9z5513+vfXPpRIAau+vn5O9UiDmm4ajiKFpUSbv3Nzc6M2ZyfyesInTw0g2mektE8o+Hfp8l+k+2gl5Rd/8RdDKnPa77XQiqPn0UcfDTnm3nvvjRpuNEQFH6uXtHjxxRdNb5jS5V2vhyheg3jw4//gD/6gHDhwwFQP9f7ai5RowAq+Xd/b4PdK/w69JdRkA1ayr8F7HuHVVO1R82go00Dojen/AMz3bwQgYAFpHLASOfNOm4H1flp1iXa8Vh7Unj17olaPogUsncCSPSMwkdexefPmiA3kybyeWGFAq37hl4SIVvUK3rRvaqEVx2BaaQw+ZteuXVGf94ULFyI+p2//9m8310LTkwQWEk7CJRuwvApj8O+9cuXKTQ1YFRUVcxrjgwVXpX73d3933n8jAAELWEYBS/t5nnnmGf94PdPvd37ndyJeeyn4/+S9QBLef/Xaa6/FDVj/8A//kHDA+qd/+qeIr+Ov//qv5Td+4zdCbtOJLvwinMm+nnhhILjqlWjA0gpHopc8SCRgaTAKPkarcbGed6QTEIKra1rlSmXA0iXK4N+rVaPwgPXnf/7nSxawwv8e9ezFYME9bz/+4z8+778RgIAFpHHA0tP6v/SlL5keIa9SEExP4w+vCn3961+fM7F7geTxxx8POV7PLIsXsPQ09vBLLmhPUKTNO5MwUpO7np7/oz/6oyG35+fnh1yAM9nXE2/y/K7v+q64AUt7r/74j/845PfqJL4YASt8SVYnc+89ivW89TNfvXq1/MiP/MickPV7v/d7EcNJeFhdqoCl/W/B/VmTk5NzApb3HJMNWIm8Br2sSLQTKNRP//RP+2N/9Ed/NO+/EYCABaRxwIpUEQn2j//4jyHH61ePeIIbiL1AopdaCD5eq0raHKyN1Fu2bIkYsLQHKvh2bQ4Op71BunTz1a9+NWrAUnrNovCzDysrK+f9ehYjYOl9NPx9//d/f0il6KWXXpr356VhWBu2gxvnvUsbxHreumSrPUYeDZ8aroP7nrxKT/glIPTyDksdsPQSG8EVH20W9wSfvKDHeNe70ucfLWDN5zU0NjZGvYCr9paFnyRAwAIIWEDSAUsv9hl+bSxtQg8PS14g0WrDL/zCLyR1mQa9uKdWJILHdMLSfiutJuiS0Y/92I+Z273ly1iXadDrWIVf20lD3Hxez2IFLKWBKPxMM62+JPN5aa+UNn5Hej/1oprB19SK9Bx0iVX3taKm761WGLWKGfw6vAZ//R7E8M9Ew+rf//3fmwrYYgUsXZ7VZUu9tlR4RS346ur6WQWPaWDV5xoeqIMD1nxew/j4eMilLPT93rFjh6nO/vzP/3zI43khmYAFELBAwEoqYOllDKJN6NECyXPPPTfnoqKRtieffNK/j56x+H3f931x75NIwNKQkZmZGTKuE7f28szn9SxWwNLn9Yd/+Ichv6e0tDSpzyvapmeCajCIF268gBWrB8urcOlnEu29inUNqWQDVrTt93//9/3lQaW9ZYm8F8EBa76vQQN5vL+Tu+66a0F/IwABC0gj4Q3Eeop+PDqxaZUheHlGLwWg1yiKtJSj9HpVWpXQ6wZpA7p+7U74JQLCf3dvb6+ZHIMnpOA+Ju3N8b6mJPx1hC+3vf322yFf5KvbH/zBH5glsWRfT3D/lDbIB9Mrp3tja9eujXsfXc4KbqbXf2voS/Tz8t4L7QPSqp/2GL388ssR7xvpOfzP//yP/Omf/mnEwKDHh18IU68VFt4/ppuG6FjvS7z3Ifh2vUTIb/7mb4a8vo0bN87pl9KAqlWu4Oeh1dLwZWl9TxbjNeglFvRvJvx+evapfpVTcG/ffP5GAAIWAHNpAz1dXZdVBgYGYh6rlSLvOkge7aEKX+LREBSJXlpB+2u0d6u5udlUIWJ95+FSv550pFd01zM8NeRq6Ovv74/7mWq/mp5oEO/q8/OhYeXSpUumVy/eZ3358mVzwkR4P1U8830N+t5ohfT48ePmOxBjfbURAAIWsGS8XiO9XpCeqaYX+wyvJnlnXwEACFgAkghY0TbttUq2+gAAIGABy5p+9Y2e3RXca6TN09pro/0xeio+AICABWAetFdFr5yu/VSL3UMFACBgAQAAELAAAABAwAIAACBgAQAAELAAAABAwAIAACBgAQAAELAAAABAwAIAACBgpU5bW1vIfllZmTz88MOLv+3ZIw9+4APy8PvfLw+vW7c0v4ONjY2NjS2Nt9LS0iV9/Pvuu4+AtVheeumlkH19g5dEICAzd94psmGDyNatvPEAACTpi1/84pI+frIZgIBlQ8B67z2Z2bxZpKBA5MEHeeMBAEjSW2+9RcAiYEUOWVrJkqkp3ngAACxDwHI0YC118gYAIJ1RwSJgRbTUa8cAAKQzerAIWClJ3gAApDMqWAQsAADgGAKWowGLChYAAPbOowQsRwMWPVgAANg7jxKwHA1YVLAAALB3HiVgORqwAACAvQhYjgYsKlgAANg7jxKwHA1Y9GABAGDvPOpswJqdnZVr167J8PDwgh9rcnJS+vv7kx5LZcCiggUAgL3zqJMB68KFC7J+/XrJyMiQ7Oxs2blzpwwNDcW9X1NTk2RmZsqZM2f82+rq6sxj6O2FhYXS19eX0FiqAxYAALCXkwGru7tbGhoaZHR01FSXNm7cKEePHo15n/b2dlm1apUJZV7A0vtqeGppaZHx8XEpLS2V8vLyuGM2BCwqWAAA2DuPpkUP1u7du2XXrl1Rxy9fvixr1641661akfICloa0/Px8/zitcOXm5sYdsyFg0YMFAIC986jzAWtqasoEoYMHD0Yc16XDgoICOXLkiNkPDlg1NTVSVFTkH6tVLq1waWUs1pgNAYsKFgAA9s6jzgesAwcOyOrVq2VgYCDi+AMPPCAlJSXS09NjthUrVsjx48fNsl91dbUZ83R1dZkQpcuDscbCtbW1mXClPVvBdFlRE7L3IepP9tlnn3322Wc//fedDlgnTpwwFamzZ89GPUarUHl5ef6mIWnlypVy+vRpU6UqLi6OWsGKNkYFCwAAKlhpWcE6deqU5OTkzAk18QQvETY2Nkbts4o1ZkPAogcLAAB751EnA1Zra6s5w+/w4cP+0p9uMzMzZryqqkrKysriBqxAIGAep7m5WcbGxsySoHemYKwxGwIWFSwAAOydR50MWMeOHTPLdeHb4OCgTE9Pm6XA2trauAFLad9UVlaWCVPaDN/b25vQWKoDFgAAsFfafVVOR0eHCVEathI1MTERNTzFGktlwKKCBQCAvfNo2gUsrVxVVlam5HfTgwUAgBvowUqSXq5hZGQk7QMWFSwAAOydR9MuYKUSPVgAAICA5XDAooIFAIC98ygBy9GARQ8WAAD2zqMELEcDFhUsAADsnUcJWI4GLAAAYC8ClqMBiwoWAAD2zqMELEcDFj1YAADYO48SsBwNWFSwAACwdx4lYDkasAAAgL0IWI4GLCpYAADYO48SsBwNWPRgAQBg7zxKwHI0YFHBAgDA3nnU2YA1Ozsr165dk+Hh4QUfOzk5Kf39/UmPpTJgAQAAezkZsC5cuCDr16+XjIwMyc7Olp07d8rQ0NC8jq2rqzO3Z2ZmSmFhofT19SU0luqARQULAAB751EnA1Z3d7c0NDTI6OioqS5t3LhRjh49mvSxuq/hqaWlRcbHx6W0tFTKy8vjjtkQsOjBAgDA3nk0LXqwdu/eLbt27Ur6WA1e+fn5/lhTU5Pk5ubGHbMhYFHBAgDA3nnU+YA1NTVlgtDBgweTPrampkaKior88fb2drOUqNWuWGM2BCwAAGAv5wPWgQMHZPXq1TIwMJD0sdXV1VJSUuKPd3V1mRCly4OxxsK1tbWZcKU9W8F0WVFLkF5K1p+Lte9tS/X47LPPPvvss5/O+/X19Uv6+E4HrBMnTpgm9LNnz87rWK1SFRcXR61gRRuzoYJFDxYAAPbOo84GrFOnTklOTs6cUJPMsY2NjVH7rGKN2RCw6MECAMDeedTJgNXa2mrO8Dt8+LD09PT428zMjBmvqqqSsrKyuMcGAgEz1tzcLGNjY2ZJ0DtTMNaYDQELAADYy8mAdezYMbNcF74NDg7K9PS05OXlSW1tbdxjlfZNZWVlmTBVUFAgvb29/u+JNZbqgEUFCwAAe+fRtPuqnI6ODtNr5QWoRExMTEQNT7HGUhmw6MECAMDeeTTtApZWriorK1Pyu6lgAQDgBipYSdJLMIyMjKR9wAIAAPZKu4CVSlSwAABwAxUsAlZE9GABAGDvPErAcjRgUcECAMDeeZSA5WjAAgAA9iJgORqwqGABAGDvPErAcjRg0YMFAIC98ygBy9GARQULAAB751EClqMBCwAA2IuA5WjAooIFAIC98ygBy9GARQ8WAAD2zqMELEcDFhUsAADsnUcJWI4GLAAAYC9nA9bs7Kxcu3ZNhoeHEzp+cnJS+vv7F3UslQGLChYAAPbOo04GrAsXLsj69eslIyNDsrOzZefOnTI0NBT1+Lq6OnNcZmamFBYWSl9f34LHUh2w6MECAMDeedTJgNXd3S0NDQ0yOjpqqksbN26Uo0ePRjxWxzUgtbS0yPj4uJSWlkp5efmCxmwIWFSwAACwdx5Nix6s3bt3y65duyKOaRDLz8/395uamiQ3N3dBYzYELAAAYC/nA9bU1JQJQgcPHow4XlNTI0VFRf5+e3u7WVrU6td8x8K1tbWZcKVLisG06qUlSC8l68/F2ve2pXp89tlnn3322U/n/fr6+iV9fOcD1oEDB2T16tUyMDAQcby6ulpKSkr8/a6uLhOUdAlwvmM2VLDowQIAwN551OmAdeLECdOEfvbs2ajHaCWquLg4apVqPmM2BCx6sAAAsHcedTZgnTp1SnJycuaEmnCNjY1Re6nmO2ZDwAIAAPZyMmC1traaM/wOHz4sPT09/jYzM2PGq6qqpKyszPw7EAiYY5ubm2VsbMws+3lnA853zIaARQULAAB751EnA9axY8fMcl34Njg4KNPT05KXlye1tbX+8dp8npWVZQJTQUGB9Pb2Lngs1QGLHiwAAOydR9Puq3I6OjpMX5aGrWATExNRA9J8x1IZsKhgAQBg7zyadgFLK1eVlZUp+d30YAEAgLQMWHq5hpGRkbQPWFSwAACwdx5Nu4CVSvRgAQDgBnqwCFgpSd4AAKQzKlgELAAA4BgClqMBiwoWAAD2zqMELEcDFj1YAADYO48SsBwNWFSwAACwdx4lYDkasAAAgL0IWI4GLCpYAADYO48SsBwNWPRgAQBg7zxKwHI0YFHBAgDA3nmUgOVowAIAAPZyPmDduHEj4eP6+/sjjk1OTs5rLJUBiwoWAAD2zqNOB6zOzk7JyMgwX/Acy5NPPin5+fmydu1a2bp1q3R0dPhjdXV1kp2dLZmZmVJYWCh9fX0JjaU6YNGDBQCAvfOoswFr7969JvjEC1iXLl0yx3V3d8vs7Kw88sgjsmPHDjOmlSkda2lpkfHxcSktLZXy8vK4YzYELCpYAADYO486G7AGBwfl3LlzcQPWyZMnJSsryxyvnn/+edm0aZP5d0NDg6lseZqamiQ3NzfumA0BCwAA2MvpJcKLFy/GDVjDw8NmeU9D1QsvvCCbN2+W+vp6M1ZTUyNFRUX+se3t7ebxRkdHY47ZELCoYAEAYO88mvYBa2ZmxiwLbtu2zfRgrVmzRrq6usxYdXW1lJSU+Mfq7fp4ujwYayxcW1ubCVfasxVMlxV1jdf7EPXnYu2H/1zsx2efffbZZ5/9dN4/dOjQkj5+2gesEydOmKW+iYkJ00u1Z88es6/9WFqlKi4ujlrBijZGBQsAACpYy7qCtX///pClvtbWVnOfK1euSGNjY9Q+q1hjNgQsAABgL2cD1tTUlJw/f96EpatXr4ZcD6uqqkrKysrMv5977jlzNqBemmF6elqeeOIJs0yoxwcCATPW3NwsY2NjZknQO1Mw1pgNAYsKFgAA9s6jzgas7du3m3DlbRUVFeZ2DVF5eXlSW1tr9jVI6bKgHqO333vvvfLqq6/6j6N9U3qWoYapgoIC6e3tTWgs1QGL62ABAGDvPJp2X5WjlSq9OKh3WQbP9evXo16RXfuzooWnWGOpDFhUsAAAsHceTbuApZWrysrKlPxuerAAAEBaBixteB8ZGUn7gEUFCwAAe+fRtAtYqUQPFgAAbqAHi4CVkuQNAEA6o4JFwAIAAI4hYDkasKhgAQBg7zxKwHI0YNGDBQCAvfMoAcvRgEUFCwAAe+dRApajAQsAANiLgOVowKKCBQCAvfMoAcvRgEUPFgAA9s6jBCxHAxYVLAAA7J1HCViOBiwAAGAvApajAYsKFgAA9s6jzgesGzduJHzs9PS09Pb2ysTERMjtk5OT0t/fH/E+scZSGbDowQIAwN551OmA1dnZKRkZGTIwMBDzuPHxcamoqJBbbrnFHP/000/7Y3V1dZKdnS2ZmZlSWFgofX19CY2lOmBRwQIAwN551NmAtXfvXhN8EglYO3fulK1bt5oANDY2JtevXze3a2VKH6OlpcWEsNLSUikvL487ZkPAAgAA9nI2YA0ODsq5c+fiBqzu7m5zzJkzZ+aMNTQ0SH5+vr/f1NQkubm5ccdsCFhUsAAAsHcedXqJ8OLFi3EDlgYlPWbfvn1yzz33mMqX9mGpmpoaKSoq8o9tb283x46OjsYcC9fW1mbClS4pBtOql67xeh+i/lys/fCfi/347LPPPvvss5/O+4cOHVrSx0/7gHXw4EFZtWqVHDlyRJqbm+Xuu++WLVu2yOzsrFRXV0tJSYl/bFdXl3k8XR6MNUYFCwAAKljLuoKlAau4uNjf9xrjr1y5YqpUwWPhFaxoYzYELAAAYK+0D1if//znTS+VVqyCg1JPT480NjZG7bOKNWZDwKKCBQCAvfOoswFrampKzp8/b8LS1atXQ66HVVVVJWVlZebfemmFnJwcE5i0+qSXa9iwYYO5JlYgEDBnCurSoZ5dqEuC3pmCscZsCFhcBwsAAHvnUWcD1vbt20248jYNTkqDU15entTW1vrHaqO7Xs9qxYoVsm7dOlPF8mhjelZWlglTBQUFfgN8vLFUBywqWAAA2DuPpt1X5XR0dJgwpZdxCKZXb9e+q5mZmTn30bFo4SnWWCoDFgAAsFfaBSytXFVWVqbkd1PBAgDADVSwkqQN7yMjI2kfsOjBAgDA3nk07QJWKlHBAgDADVSwCFgAAMAxBCxHAxYVLAAA7J1HCViOBix6sAAAsHceJWA5GrCoYAEAYO88SsByNGABAAB7EbAcDVhUsAAAsHceJWA5GrDowQIAwN55lIDlaMCiggUAgL3zKAHL0YAFAADsRcByNGBRwQIAwN55NCUBa9euXfLBD35wzncGfvSjHzW3Dw4OJvxYN27cWPDzmZyclP7+/qTHUhmw6MECAMDeeTQlAaukpEQyMjJkeHg45PY9e/aY2998882EHqezs9Mcr1/wnIimpibJzMyUM2fO+LfV1dVJdna2ub2wsFD6+voSGkt1wKKCBQCAvfPoTQ1Yjz/+uDz66KOybt06E4wqKirMvm76RFasWGFujxdk1N69e03wSTRgtbe3y6pVq8zxXsDSypQ+RktLi4yPj0tpaamUl5fHHbMhYAEAAHvd1IB16623moATa9u8eXNCj6XLiOfOnUsoYF2+fFnWrl1ryoFakfICVkNDg+Tn5/vHaYUrNzc37pgNAYsKFgAA9s6jNzVg3X777aaK5FWe8vLyzL5u2nulVam2traEH+/ixYtxA9bQ0JAUFBTIkSNHzH5wwKqpqZGioiL/WK1y6eONjo7GHLMhYNGDBQCAvfNoSnqwdGlQQ8977723oMdJJGA98MADpuerp6fHbLoMefz4cbPsV11dbcY8XV1d5vF0eTDWWDgNhRqutGcrmC4r6gfopWT9uVj73rZUj88+++yzzz776bxfX1+/pI+f0ss06NKdLvOFb9PT04sWsLQKpZUyb9PjV65cKadPnzZVquLi4qgVrGhjNlSwAACAvVISsFpbW00FK1of1rvvvrtoAStc8BJhY2Nj1D6rWGM2BCx6sAAAsHceTUnAuueee2I2uicSsKampuT8+fPm+KtXr4ZcD6uqqkrKysriBqxAIGD6wZqbm2VsbMwsCXpnCsYasyFg0YMFAIC982hKApZWhjQYPfjgg+YyCF/96ldDtkQuHrp9+/aQUKZ9XUqXF3UpsLa2Nm7AUto3lZWVZcKUVtV6e3sTGkt1wKKCBQCAvfNoSgKWVoI0FL322muL/oI6OjpMiErmavATExNRw1OssVQGLAAAYK+UBKxnnnnGBKz7779fnn766Tmbhpr50spVZWVlSt5MKlgAALghLStY3lflLLTJPRJteA//jsN0DFj0YAEAYO88mnYBK5WoYAEA4Ia0rGDpBUavX78edXMVPVgAACBlAUuvqK5XRo+2zczMELBSnLwBAEhn9GARsCKiBwsAAHvnUQKWowGLChYAAPbOoyn7qpyTJ0+GbEePHjXhaseOHQldaHS5BywAAGCvlH7Zc7g1a9ZITk5Oyi6z4FLAooIFAIC982hKAtapU6fkueee87dnn31WHnvsMX+JUCtcBKzY6MECAMDeedS6HqxbbrmFHiwLkjcAAOlsWZ1FuHXrVjl+/LizHxY9WAAAIGUB69q1a3L58uWQ7Z133nH+zaSCBQCAG9KyguW5cOGCvPjii6ZqpX1X09PTBKwE0YMFAIC982hKApZehqGiomLOEuGWLVvk4sWLST9WPLOzs6ZqNjw8HHF8cnJS+vv7kx5LZcCiggUAgL3zaEoC1qFDh6I2uW/bti3hr8rp7Ow09xkYGIh6jFbJ1q9fb47Lzs6WnTt3ytDQkD9eV1dnbs/MzJTCwkLp6+tLaCzVAQsAANgrJQFLK1UaePTSDK+99pr5/sGGhgbJzc01t+t3Fcazd+9eE3ziBazu7m7z2KOjo6YStXHjRnNRU6X7+hgtLS0yPj4upaWlUl5eHnfMhoBFBQsAAHvn0ZQELK0K5eXlzbl93759JjC98sorcR9jcHBQzp07Fzdghdu9e7fs2rXL/FuDV35+vj/W1NRkQl68MRsCFj1YAADYO4+mJGBt2rTJBKPnn3/eVJa0j0qrWLfffru5/etf/3pCj6P9WskErKmpKROaDh48aPZramqkqKjIH29vbzePp88p1pgNAYsKFgAA9s6jKQlYVVVVUXuwNGRpEFqKgHXgwAFZvXq1f3x1dbW5JpdHQ54+ni4PxhoL19bWZsKV9mwF02VFTcjeh6g/2WefffbZZ5/99N9PScDSs/nuuuuuOeFKlw112S9RyQSsEydOmKXJs2fP+rdplaq4uDhqBSvaGBUsAACoYFlTwdJLHmhA8ZYFta/pk5/8pKloHTlyxFxwNJHLLiQbsPS7D/VLpMMDUGNjY9Q+q1hjNgQserAAALB3Hr1pAUuvRVVQUOBfiiHYyMiI3HbbbWYs3pl6Hl1GPH/+vLnP1atXQ4KZBraysjLzb72AqZ4NePjwYXN2orfppSACgYAZa25ulrGxMbMk6P3+WGM2BCwqWAAA2DuP3rSA9cYbb5gwtGLFiogXE3355ZfNuFaaJiYm4j7e9u3bQ5YX9cKlSq8Gr0uNtbW1Zv/YsWMRe730LESlfVNZWVkmTGkA7O3t9X9HrLFUBywAAGCvmxaw9OtwNNjcf//9UY/xqlgaxuaro6PD9Fp5ASoRGuiihadYY6kMWFSwAACwdx69aQHrc5/7nAlPDzzwQNRj7rjjDnOMLuvNl1auKisrU/Jh0YMFAIAb0qYHSy8equFp5cqV5utrwn3pS1/yl+/efvvteb8gbXjXnq50D1hUsAAAsHcevWkBS4OPLt1pgNKz8f793//dfA2Nnp23f/9+05ulY8Fn7rmGHiwAAHBTA5bS5btoFxj1thdffJGAZUHyBgAgnaXVdbD0DD+9gKcuE0a6yKie8ecyerAAAHBDWn4XoV5jSl/YU089JZ/97Gfly1/+sly/ft35D4sKFgAAbkjL7yJMV/RgAQAAApbDAYsKFgAA9s6jBCxHAxY9WAAA2DuPErAcDVhUsAAAsHceJWA5GrAAAIC9CFiOBiwqWAAA2DuPErAcDVj0YAEAYO886nzAunHjRkLHTU5OSn9//6KOpTJgUcECAMDeedTpgNXZ2WmuAq/fcxhLXV2d+R7EzMxMKSwslL6+vgWPpTpgAQAAezkbsPbu3WuCT7yApdUnPU6/WHp8fFxKS0ulvLx8QWM2BCwqWAAA2DuPOhuwBgcH5dy5c3EDVkNDg+Tn5/v7TU1Nkpubu6AxGwIWPVgAANg7jzq9RHjx4sW4AUu/XLqoqMjfb29vN/cZHR2d95gNAYsKFgAA9s6jaR+wqqurpaSkxN/v6uoy99ElwPmOhWtrazPhSnu2gumyoiZk70PUn+yzzz777LPPfvrvL4sKVnFxcdQq1XzGqGABAEAFa1lXsBobG6P2Us13zIaARQ8WAAD2zqPOBqypqSk5f/68CVhXr14NuR5WVVWVlJWVmX8HAgFzNmBzc7OMjY2ZZT/vbMD5jtkQsKhgAQBg7zzqbMDavn27CVfeVlFRYW6fnp6WvLw8qa2t9Y/V3qisrCwTmAoKCqS3t3fBY6kOWAAAwF5p91U5HR0d5uKgehmHYBMTE1ED0nzHUhmwqGABAGDvPJp2AUsrV5WVlSn53fRgAQDgBnqwkqQN7yMjI2kfsKhgAQBg7zyadgErlejBAgAABCyHAxYVLAAA7J1HCViOBix6sAAAsHceJWA5GrCoYAEAYO88SsByNGABAAB7EbAcDVhUsAAAsHceJWA5GrDowQIAwN55lIDlaMCiggUAgL3zKAHL0YAFAADsRcByNGBRwQIAwN55lIDlaMCiBwsAAHvnUQKWowGLChYAAPbOo8smYN24cUP6+/sjjk1OTs5rLJUBCwAA2GtZBKwnn3xS8vPzZe3atbJ161bp6Ojwx+rq6iQ7O1syMzOlsLBQ+vr6EhpLdcCiggUAgL3zaNoHrEuXLpmA1N3dLbOzs/LII4/Ijh07zJhWpnSspaVFxsfHpbS0VMrLy+OO2RCw6MECAMDeeTTtA9bJkyclKytLBgcHzf7zzz8vmzZtMv9uaGgwlS1PU1OT5Obmxh2zIWBRwQIAwN55NO0D1vDwsFne01D1wgsvyObNm6W+vt6M1dTUSFFRkX9se3u7ZGRkyOjoaMwxGwIWAACwV9oHrJmZGbMsuG3bNtODtWbNGunq6jJj1dXVUlJS4h+rt2uI0uXBWGPh2traTLjSnq1guqyoJUgvJevPxdr3tqV6fPbZZ5999tlP530ttizl46d9wDpx4oRZ6puYmDC9VHv27DH72o+lVari4uKoFaxoYzZUsOjBAgDA3nk07QPW/v37Q5b6WltbTVC6cuWKNDY2Ru2zijVmQ8CiBwsAAHvn0bQPWM8995w5G1AvzTA9PS1PPPGEWSbU62IFAgEz1tzcLGNjY2ZJ0DtTMNaYDQELAADYK+0DlgYpXRbUqlVeXp7ce++98uqrr/rj2jelZxlqmCooKJDe3t6ExlIdsKhgAQBg7zy6bK7kfv369ahXZNf+rGjhKdZYKgMWPVgAANg7j/JdhIuIChYAAG6ggkXAAgAAjiFgORqwqGABAGDvPErAcjRg0YMFAIC98ygBy9GARQULAAB751EClqMBCwAA2IuA5WjAooIFAIC98ygBy9GARQ8WAAD2zqMELEcDFhUsAADsnUcJWI4GLAAAYC8ClqMBiwoWAAD2zqMELEcDFj1YAADYO48SsBwNWFSwAACwdx5dVgFrenpaent7ZWJiIuT2yclJ6e/vj3ifWGOpDFgAAMBeyyJgjY+PS0VFhdxyyy2SkZEhTz/9tD9WV1cn2dnZkpmZKYWFhdLX15fQWKoDFhUsAADsnUeXRcDauXOnbN261QSgsbExuX79urldK1ManlpaWkwIKy0tlfLy8rhjNgQserAAALB3Hk37gNXd3W2qVmfOnJkz1tDQIPn5+f5+U1OT5Obmxh2zIWBRwQIAwN55NO0DlgYlDVj79u2Te+65R/bu3Wv6sFRNTY0UFRX5x7a3t5tjR0dHY47ZELAAAIC90j5gHTx4UFatWiVHjhyR5uZmufvuu2XLli0yOzsr1dXVUlJS4h/b1dVlQpQuD8YaC9fW1mbClfZsBdNlRS1BeilZfy7Wvrct1eOzzz777LPPfjrv19fXL+njL4uAVVxc7O93dnaaoHTlyhVTpQoeC69gRRuzoYJFDxYAAPbOo2kfsD7/+c+bXiqtWAUHpZ6eHmlsbIzaZxVrzIaARQ8WAAD2zqNpH7D00go5OTkmMGn1SS/XsGHDBnNNrEAgYM4U1KVDPbtQlwS9MwVjjdkQsAAAgL2WxWUatNFdr2e1YsUKWbdunaliebRvKisry4SpgoICvwE+3liqAxYVLAAA7J1Hl82V3PXq7dp3NTMzE3EsWniKNZbKgEUPFgAA9s6jfBfhIqKCBQCAG6hgEbAAAIBjCFiOBiwqWAAA2DuPErAcDVj0YAEAYO88SsByNGBRwQIAwN55lIDlaMACAAD2ImA5GrCoYAEAYO88SsByNGDRgwUAgL3zKAHL0YBFBQsAAHvnUQKWowELAADYi4DlaMCiggUAgL3zKAHL0YBFDxYAAPbOowQsRwMWFSwAAOydRwlYjgYsAABgLwLWN0xOTkp/f3/SY6kMWFSwAACwdx5dVgGrqalJMjMz5cyZM/5tdXV1kp2dbW4vLCyUvr6+hMZSHbDowQIAwN55dNkErPb2dlm1apVkZGT4AUsrUxqeWlpaZHx8XEpLS6W8vDzumA0BiwoWAAD2zqPLImBdvnxZ1q5da9KqVqS8gNXQ0CD5+fn+cVrhys3NjTtmQ8ACAAD2SvuANTQ0JAUFBXLkyBGzHxywampqpKioyD9Wq1xa4RodHY05ZkPAooIFAIC982jaB6wHHnhASkpKpKenx2wrVqyQ48ePm2W/6upqM+bp6uoyIUqXB2ONhWtrazPhSnu2gumyolbNvA9Rfy7WfvjPxX589tlnn3322U/n/UOHDi3p46d9wNIqVF5enr9pSFq5cqWcPn3aVKmKi4ujVrCijVHBAgCACtayrmCFC14ibGxsjNpnFWvMhoAFAADstawDViAQMGcKNjc3y9jYmFkS9M4UjDVmQ8CiggUAgL3z6LIOWEr7prKyskyY0mb43t7ehMZSHbC4DhYAAPbOo1zJ/RsmJiaihqdYY6kMWFSwAACwdx4lYC0ierAAAAABy+GARQULAAB751EClqMBix4sAADsnUcJWI4GLCpYAADYO48SsBwNWAAAwF4ELEcDFhUsAADsnUcJWI4GLHqwAACwdx4lYDkasKhgAQBg7zxKwHI0YAEAAHsRsBwNWFSwAACwdx4lYDkasOjBAgDA3nmUgOVowKKCBQCAvfMoAcvRgAUAAOxFwHI0YFHBAgDA3nl0WQSs2dlZuXbtmgwPD0ccn5yclP7+/qTHUhmw6MECAMDeeTTtA9aFCxdk/fr1kpGRIdnZ2bJz504ZGhryx+vq6sztmZmZUlhYKH19fQmNpTpgUcECAMDeeTTtA1Z3d7c0NDTI6OioqURt3LhRjh49asZ0X8NTS0uLjI+PS2lpqZSXl8cdsyFgAQAAey27Hqzdu3fLrl27zL81eOXn5/tjTU1NkpubG3fMhoBFBQsAAHvn0WUVsKampkxoOnjwoNmvqamRoqIif7y9vd0sJWq1K9ZYuLa2NhOudEkxmFa9dI3X+xD152Lth/9c7Mdnn3322Wef/XTeP3To0JI+/rIKWAcOHJDVq1fLwMCA2a+urpaSkhJ/vKury4QoXR6MNUYFCwAAKlhUsL7hxIkTpmH97Nmz/m1apSouLo5awYo2ZkPAAgAA9loWAevUqVOSk5MzJwA1NjZG7bOKNWZDwKKCBQCAvfNo2ges1tZWczbg4cOHpaenx99mZmYkEAiYsebmZhkbGzNLgt6ZgrHGbAhYXAcLAAB759G0D1jHjh0zS3vh2+DgoBnXxvSsrCwTpgoKCqS3t9e/b6yxVAcsKlgAANg7j/JVOd8wMTERNTzFGktlwAIAAPYiYC0iKlgAALiBChYBKyJ6sAAAsHceJWA5GrCoYAEAYO88SsByNGABAAB7EbAcDVhUsAAAsHceJWA5GrDowQIAwN55lIDlaMCiggUAgL3zKAHL0YAFAADsRcByNGBRwQIAwN55lIDlaMCiBwsAAHvnUQKWowGLChYAAPbOowQsRwMWAACwFwHL0YBFBQsAAHvnUQJWHJOTk9Lf329dwKIHCwAAe+dRAlYMdXV1kp2dLZmZmVJYWCh9fX3WBKx3Dh8W+dSnRL72Nf4rAQAgSVSwUkSrVhqsWlpaZHx8XEpLS6W8vNyOgHXpksiGDf9/u/NO/isBAMAyBKwoGhoaJD8/399vamqS3NxcOwLW669/M2DpBgAAkkIFK0VqamqkqKjI329vb5eMjAwZHR1NfcCqqAgNWLoVFIg89JDIG2+INDeLnDolMjXFf0EAAERAD1aKVFdXS0lJib/f1dVlAlakhve2tjYTrrRnK5guK+oH6KVk/bkY+9N33DE3YHlb0NjIY48tye9nn3322Weffdf36+vrl/TxCVgxKljFxcVJVbBee+21kP2ysjLzBrOxsbGxsbEtr+2+++4jYEXS2NiYdA8WAADAfCybgBUIBMxZhM3NzTI2NmaWC+OdRQgAAEDAikN7qrKyskzQKigokN7eXv4CAAAAAWuhJiYm5h2svOb3pdg0/C3VY7OxsbGxsaX7ttTzaHhfNgHLEeGXhAAAAO7OowQsSySbjAEAgL3zKAELAACAgAUAAEDAAgAAIGDh5pqcnIz4lT0AACAxN27cIGDhm/S00uzsbHNtrsLCQunr6+NNAQAgCZ2dnebr7wYGBghYEFO10mDV0tIi4+Pj5sukubo8AACJ27t3r5lLCVjwNTQ08P2IAAAswODgoJw7d46AhW+qqamRoqIif7+9vd38gYyOjvLmAACQoIsXLxKw8E3V1dXmS6c9XV1d5g+EhncAAAhYmCetYBUXF/v7VLAAACBgYYEaGxvpwQIAgICFxRQIBMyZD83NzTI2NmaWCzmLEACAxE1NTcn58+dNwLp69ao118MiYKWYXgcrKyvLBK2CggLp7e3lTQEAIEHbt2834crbKioqCFj4/yYmJghWAACkEQIWAAAAAQsAAICABQAAQMACAAAAAQsAAICABQAAQMACAAAAAQsA1Lvvvmu+iqq2tlaeeeYZ8+0J77zzDm8MAAIWAMzHF77wBfMdn8FXetZNvz2htbWVNwgAAQsAkqHfkHDrrbeaQLVmzRqpqqqShx56SNavX29ue+WVV3iTABCwACAZhw8f9itWx48f92/XL4M9cuSIvPnmm2Z/eHhYPv3pT8tdd91lAtkdd9wh+/btk4GBAbPpd5vpbTk5OfKhD33ILDPOzMyY+/b19clHPvIRs508edI8zr333iv9/f3mcTXUbdq0SbKzs833jX7mM5+x5stoARCwACBpGni8gKUVrAMHDshLL70kIyMj/jGTk5Oybds2/zgNQitWrDD/PnPmjNx+++3+kqI+hnfcE088Ye5/8eLFkGVH798XLlyQzZs3m3/rEuWWLVv8sSeffJIPByBgAYCbtIK0bt26Of1XGnieffZZmZ2dlfr6ev/2/fv3m/vo9vjjj8snPvEJf+wrX/mKOf5jH/uYH6YCgUBIwNIq18c//nFz36eeeso/7u233zbP5+GHHza35efn8+EABCwAcDtkPfrooxEb3bWapWPe/rVr10LuW1lZaW6/5ZZb/NtOnTrlH68VruCA9cILL/jH6RKjd3teXp7ZsrKy/NtGR0f5cAACFgC4Ry/P4NG+p87OTr8CpdsjjzziV5U0/ISHHm2I17FVq1b5t50+fTqkqhUtYHn31cfVoBa+jY2N8QEBBCwAcI8u1ZWUlJhg5TWlv/zyy34g0iVAvTaWt9/Y2OjfV6tben9vTIOU0v6p4NuiBayamhr/9tdff92/XUPcsWPH+HAAAhYAuBuwvJCzcuVKufPOO/1GdO2DGhoaMsuCwc3rW7dulQ9/+MP+EqIuD+q/9dIOO3fu9O9fVlZmfke0gKVnH3qPq03zepbhjh07zFmKulwIgIAFAE7S61zpJROCz+7Tf2tV64033vCP08s16HHB/Vm33XabCU96MVINZsFju3fvlsHBwZgBS50/f17uu+++kN+vYUuDGgACFgA4bWpqSi5fvmw2vSxDNLp8p5dXuHLlijlj0KP/1utaaRB77733kv79ExMTcunSJXnrrbdkfHycDwQgYAEAAICABQAAQMACAAAgYAEAAICABQAAQMACAAAgYAEAAICABQAAQMACAAAgYAEAACxD/w8nf22BnXnmWQAAAABJRU5ErkJggg==&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></reports></statisticsmodel>