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value="1.9801"></metaEdgeScale></vizmodel><!--Persistence from org.gephi.statistics.StatisticsPersistenceProvider--><statisticsmodel><reports><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: 0.00136774057131675&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&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.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: 0,115&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: 6&lt;br /&gt;Radius: 0&lt;br /&gt;Average Path length: 3.31700288184438&lt;br /&gt;Number of shortest paths: 347&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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&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;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.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 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;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.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.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 Stronlgy Connected Components: 8&lt;br&gt;&lt;br /&gt;&lt;br /&gt;&lt;IMG 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hvsODAw03NotkBksIGcGC+jJgDU7O5sWFhZq6/n5+TQ9Pd3WbdfW1lqGJh0sYCc6WEBPBqzR0dEiKJVWV1fTyMhIW7edmppKr7zyStsFMoMFAPRFwBoaGtq2jkOG+WWN3LhxIz3xxBO7KpAOFpDTwQJ6MmA1mqFqNVdV+tKXvpQuXrzYtDDlVu/IkSPFvEX5hBpfra2t+3v9zW9+Uz2sra23rfu2g3X9+vX01FNP7TqB6mABOlhAX3SwxsbG0vr6em0dM1jDw8Mtb3P27Nl05cqVXRfIDBYA0BcBa25urnjnYCm+j+H1UoStxcXF2vratWvp+PHjeyqQDhaQ08ECejJgtToP1srKShocHEybm5u1/U+cOJHefvvtPRXIebCAnPNgAT0ZsFpZWlpKk5OTHSuQDhaQ08EC+i5gTUxMpOXl5Y4VyAwWAND3AavTBdLBAnI6WICAVbFAZrCAnBksQMCqWCAdLCCngwUIWBULZAYLABCwOlwgHSwgp4MFCFgVC2QGC8iZwQIErIoF0sECcjpYgIBVsUBmsAAAAavDBdLBAnI6WICAVbFAZrCAnBksQMCqWCAdLCCngwUIWBULZAYLABCwOlwgHSwgp4MFCFgVC2QGC8iZwQIErIoF0sECcjpYgIBVsUBmsACAvghYW1tbaWZmJo2PjxcPKLaNjY2m+7/77rvpC1/4QhoaGiq23RRIBwvI6WABPRmwZmdn08LCQm09Pz+fpqenG+77wQcfFHNUV69e3VOBzGABOTNYQE8GrNHR0bS2tlZbr66uppGRkYb7RvD63ve+t+cC6WABOR0soCcDVn6YLw4ZNjv0F8ErQtbBgweLfc6cOdPycKIZLACgLwPWwMBAW5eF++67L12+fLkIYbdv304vvvhiOnXqVMPClFu9o0ePFocDyr9Y46u1tXV/ry9duqQe1tbW29Z918GKgJXvOzg42HYCNYMF5MxgAT3ZwRobG0vr6+u1dcxgDQ8PN9z30Ucf3TavFe6///62C2QGC8iZwQJ6MmDNzc0V7xwsxfdTU1O1dYStxcXF2nXPP/98be7qypUr6atf/WrbBTKDBQD0RcBqdR6slZWV4hDg5uZmbf+vfe1rxZB7XB5h69atW20XSAcLyOlgAT0ZsFpZWlpKk5OTHSuQGSwgZwYL6IqAlQ+a19vpzOq7NTExkZaXlztWIB0sIKeDBXR1wPrRj37UMnx1Q4HMYAEAXRWw4txUO20PPPBAVxdIBwvI6WAB9zRgRXcqtghS5fflduDAgfTQQw+la9eudXWBzGABOTNYwD0NWKUIU/u1QDpYQE4HC+iKgLWfC2QGCwDo2oD1+OOPF52sfAar24fcdbCAnA4W0BUBa3R0dFugymexurlAZrCAnBksoCsCVoSoV155Jd2+fXvfFUgHC8jpYAFdE7D2a4HMYAEAXRmwRkZGis8P3I8F0sECcjpYQFcErBs3bqS33357XxbIDBaQM4MFdEXAanUmd+8iBPYbHSygKwJW/s7B/fQuQjNYAEBXBqz9XCAdLCCngwV0RcDaz4cIzWABOTNYQFcErGaHByNg7eUQYbwjcWZmJo2PjxcPKLaNjY1dhbt2C6SDBeR0sICuCFjNHD9+PH3wwQe7vt3s7GxaWFiorefn59P09HTTgFWlQGawAIB9FbA++uij4hxZuxUfvbO2tlZbr66uNr2fqgFLBwvI6WABXR2w4lDf4ODgrm83NDR0x/3kl9UHrDgMGdvhw4fT17/+9fTjH/+47QKZwQJyZrCArg1Y8bmEFy5c2NMMVqOuVDudquh6RcB67rnnGham3OodPXq0eDIt/2KNr9bW1v29vnTpknpYW1tvW3fduwg/97nP3dUO1m67ZmawAIB90cFqdoLRmKXai7GxsbS+vl5bxwzW8PBwW7e9efNmevDBB9sukBksIGcGC+iKgNVpc3NzxTsHS/H91NRUbR1ha3Fxsfj+xIkT6fLly0XnKsJVnN7hb/7mb9oukBksIGcGC+iagPXmm28WwaccOD9y5EhaXl7e0321Og/WyspKcQhwc3OzWL/88stFFyq6Zg899FB64YUXdlUgHSwgp4MFdEXAig5SsxmsCF6dtLS0lCYnJztWIDNYAEBXBqzoXJ06dWrb2dbj+9OnTxenTuikiYmJPXfGGhVIBwvI6WABXRGw4pBgHNbL3bp1a0/nwfokC2QGC8iZwQK6JmDFea9yccLPbg9YOlhATgcL6IqAFYcII6jEYcHoZMUW3z/99NNtn17hXhXIDBYA0JUBKwbZmw25v/POO11dIB0sIKeDBXRFwAoRpKJbFYcEY4vv33333a4vkBksIGcGC+iagLVfC6SDBeR0sIB7GrC+853vFIcBjx07dsd1cVlc94Mf/KCrC2QGCwDoqoAVZ2uPEDUyMrLtcOD777+fnnjiieK62KebC6SDBeR0sIB7GrBi1ur1119vev1bb72VhoaGurpAZrCAnBks4J4GrOhQ7SQ+I7CbC6SDBeR0sIB7GrCiOxVna29mP5xo1AwWANBVASvmq77xjW80vf6ll14ygwXsOzpYwD0NWPEOwThM+Mwzz6S1tbXi43LiLO7x/dmzZ4vrLl682NUFMoMF5MxgAfc0YJU/sNlZ3E+dOtX1BdLBAnI6WMA9D1jh1VdfTYcPH66dxT2+f/nll/dFgcxgAQBdGbD2c4F0sICcDhbQkwEr5rhmZmbS+Ph48YBi29jY2PF2Fy5c2PHUEWawgJ2YwQJ6MmDNzs6mhYWF2np+fj5NT0+3vM0bb7yRTp8+veuApYMF5HSwgJ4MWKOjo8U7EUurq6vFx/E089577xVBaXNzc9cBywwWANAXASv/eJ04ZNjsI3fi0OHY2FhaX18v1s0CVnmoMS/Q0aNHi8MB5V+s8dXa2rq/15cuXVIPa2vrbeueCFiNQlKz4PT0009v+6BpM1hAVWawgL7vYDU7B1e7BTKDBeTMYAE9GbDqD/mFmMEaHh5u67ZmsAAAAauBubm54p2Dpfh+amqqto6wtbi42JGApYMF5HSwgJ4MWK3Og7WyslKcLT7eMdiJgGUGC8iZwQJ6MmC1srS0lCYnJztWIB0sIKeDBfRdwJqYmEjLy8sdK5AZLACg7wNWpwukgwXkdLAAAatigcxgATkzWICAVbFAOlhATgcLELAqFsgMFgAgYHW4QDpYQE4HCxCwKhbIDBaQM4MFCFgVC6SDBeR0sAABq2KBzGABAAJWhwukgwXkdLAAAatigcxgATkzWICAVbFAOlhATgcLELAqFsgMFgAgYHW4QDpYQE4HCxCwKhbIDBaQM4MFCFgVC6SDBeR0sICeDFhbW1tpZmYmjY+PFw8oto2NjYb7njt3Lh0/fjwNDg6moaGhdOrUqfTee++1XSAzWABAXwSs2dnZtLCwUFvPz8+n6enphvueOHEiXb58uQhlsZ0/fz498sgjbRdIBwvI6WABPRmwRkdH09raWm29urqaRkZG2r79gQMH2i6QGSwgZwYL6MmAFYf66kVnKr+skdu3b6dvfetbxSHDdgukgwXkdLCAngxYAwMDbV2WXx9bFODDDz9sWJhyywNW/LVaPqHGV2tra2tra2vr+nVfd7Bu3bpVDL0fO3ZMBwvQwQJ0sOqNjY2l9fX12jpmsIaHh9u+fbyjsN0CmcECcmawgJ4MWHNzc8U7B0vx/dTUVG0dYWtxcbH4/uTJk+nq1atFl+vjjz8uZrDOnDnTdoF0sICcDhbQkwGr1XmwVlZWig7V5uZmsb5w4UJxqoZ45+ADDzxQnM7h5s2bbRfIebAAgL4IWK0sLS2lycnJjhVIBwvI6WABfRewJiYm0vLycscKZAYLyJnBAvouYHW6QDpYQE4HCxCwKhbIDBYAIGB1uEA6WEBOBwsQsCoWyAwWkDODBQhYFQukgwXkdLAAAatigcxgAQACVocLpIMF5HSwAAGrYoHMYAE5M1iAgFWxQDpYQE4HCxCwKhbIDBYAIGB1uEA6WEBOBwsQsCoWyAwWkDODBQhYFQukgwXkdLAAAatigcxgAQACVocLpIMF5HSwgJ4MWFtbW2lmZiaNj48XDyi2jY2NhvueP3++CEmDg4Pp4MGDxW1WV1fbLpAZLCBnBgvoyYA1OzubFhYWauv5+fk0PT3dcN8TJ06ky5cvF6Hs9u3b6aWXXkpPPfVU2wXSwQJyOlhATwas0dHRtLa2VltHR2pkZKTt2x84cKDtApnBAgD6ImANDQ1tW0d3Kr+smStXrhRdrXYLpIMF5HSwgJ4MWAMDA21dlrt48WJ68sknG85glbNceYGOHDlSzFuUT6jx1draur/X3/zmN9XD2tp627pvO1gvvPBCOnPmTNNheB0sQAcL6OsO1tjYWFpfX6+toyM1PDzcdP833nijGHTfS4HMYAEAfRGw5ubmincOluL7qamp2jrC1uLiYvH9a6+9tmPXqlWBdLCAnA4W0JMBq9V5sFZWVopzXm1ubhbrmM1qtLVbIOfBAnLOgwX0ZMBqZWlpKU1OTnasQDpYQE4HC+i7gDUxMZGWl5c7ViAzWABA3wesThdIBwvI6WABAlbFApnBAnJmsAABq2KBdLCAnA4WIGBVLJAZLABAwOpwgXSwgJwOFiBgVSyQGSwgZwYLELAqFkgHC8jpYAECVsUCmcECAASsDhdIBwvI6WABAlbFApnBAnJmsAABq2KBdLCAnA4WIGBVLJAZLABAwOpwgXSwgJwOFiBgVSyQGSwgZwYLELAqFkgHC8jpYAECVsUCmcECAPoiYG1tbaWZmZk0Pj5ePKDYNjY2Wt7m+vXr6dChQ7sukA4WkNPBAnoyYM3OzqaFhYXaen5+Pk1PTzfdf2BgoLbttkBmsICcGSygJwPW6OhoWltbq61XV1fTyMjIjrfbS8DSwQJyOlhATwasoaGhbes4ZJhfttuAVR5qbBSw4q/V8gk1vlpbW1tbW1tb1697ImA1CkrtdKd0sAAdLEAH6xPsYDUrkBksIGcGC+jJgDU2NpbW19dr65jBGh4evisBSwcLyOlgAT0ZsObm5op3Dpbi+6mpqdo6wtbi4mJHApbzYAEAfRGwWp0Ha2VlJQ0ODqbNzc1twSrf2i2QDhaQ08ECejJgtbK0tJQmJyc7ViAzWEDODBbQdwFrYmIiLS8vd6xAOlhATgcL6LuA1ekCmcECAASsDhdIBwvI6WABAlbFApnBAnJmsAABq2KBdLCAnA4WIGBVLJAZLABAwOpwgXSwgJwOFiBgVSyQGSwgZwYLELAqFkgHC8jpYAECVsUCmcECAASsDhdIBwvI6WABAlbFApnBAnJmsAABq2KBdLCAnA4WIGBVLJAZLABAwOpwgXSwgJwOFiBgVSyQGSwgZwYL6MmAtbW1lWZmZtL4+HjxgGLb2NiovG+jAulgATkdLKAnA9bs7GxaWFiorefn59P09HTlfRsVyAwWANAXAWt0dDStra3V1qurq2lkZKTyvo0KpIMF5HSwgJ4MWENDQ9vWcRgwv2wv+zYqkBksIGcGC+jJgDUwMNDWZbvZt5zPygt09OjR4sm0/Is1vlpbW/f3+tKlS+phbW29ba2DtcsOlhksAKAvOlhjY2NpfX29to65quHh4cr7NiqQGSwgZwYL6MmANTc3V7wbsBTfT01N1dYRoBYXF9vad6cCmcECcmawgJ4MWK3ObbWyspIGBwfT5ubmjvu2UyAdLCCngwX0ZMBqZWlpKU1OTnasQGawAIC+D1gTExNpeXm5YwXSwQJyOlhA3wWsThfIDBaQM4MFCFgVC6SDBeR0sAABq2KBzGABAAJWhwukgwXkdLAAAatigcxgATkzWICAVbFAOlhATgcLELAqFsgMFgAgYHW4QDpYQE4HCxCwKhbIDBaQM4MFCFgVC6SDBeR0sAABq2KBzGABAAJWhwukgwXkdLAAAatigcxgATkzWICAVbFAOlhATgcLELAqFsgMFgDQFwFra2srzczMpPHx8eIBxbaxsdHyNtevX0+HDh3adYF0sICcDhbQkwFrdnY2LSws1Nbz8/Npenq66f4DAwO1bbcFMoMF5MxgAT0ZsEZHR9Pa2lptvbq6mkZGRna83V4Clg4WkNPBAnoyYA0NDW1bxyHD/LJOBSwzWABAXwSsRkGpnfDUap9ylqtRBysOE8bXuM7a2tra2traOl/vy4CVz1DdzQ4WAMDd1pUdrLGxsbS+vl5bxwzW8PCwgAUACFh7NTc3V7xzsBTfT01N1dYRthYXFwUsAEDAaler82CtrKykwcHBtLm5uS1Y5Vu76mezbDabzWaz2Zpt+z5gtbK0tJQmJyc7dn/eRQh4XgA6/byw7wLWxMREWl5e9kQKCFiAgAUA0C8ELAAAAQsAQMACABCwAAAQsHZ0/vz54vOE4hxaBw8eLM6xFWeI3+k6oP+eE86dO5eOHz9eXBcf03Xq1Kn03nvvKRr08fNCvQsXLux4zs2+CVgnTpxIly9fLk5ievv27fTSSy+lp556asfrgP5+TogtnnQfeeQRRYM+fl4ovfHGG+n06dMCVisHDhzY03WA5wSg/54XopMdHa74NBkBq4krV64USXW31wH99ZwQf8V+61vfKg4ZAv37vBAf2Tc2NpbW19eLtYDVwMWLF9OTTz7Z8Lhqq+uA/npOKD/bNM7g/OGHHyoU9PHzwtNPP53efffdbc8PAladF154IZ05c6b24dHtXgf033NCuHXrVjH0fuzYMcWCPn5eKP/gyjcBK/3fYFoMr+32OqD/nhNy8a4iwPNCfeBqpW8C1muvvdb0L9RW1wH995xw8uTJdPXq1eKdRB9//HExgxV/zQL9+7wgYLUoRLPW3m7bfkBvPyfEOW5isDXePfTAAw+k6enpdPPmTUWDPn5eELAAAO4xAQsAQMACABCwAAAELAAABCwAAAELAEDAAgBAwAKau9sn1N3c3EyPPfZYeuqpp3r+se5FfIDs6dOn09DQUHFC0/i6X2vy+c9/Pn3mM5/xiRggYEHvi8/SOnXqVDp06FDxAh5f49PgX3rppU8kdExMTBT3/8Mf/lDAaiDOFB+/03e/+919X5MbN26k++67L509e9b/eCBgQe86f/588eL55S9/uegkxWfq/eAHP0gjIyOfSNC4du1a8XM+97nPdUU9ujFgRSC5l79Tp2sS/63F/b355pv+BwQBC3pTfH5evNhFsCq999576dFHH73jMzjrv2/2+Vv/9E//lJ544omiE3bw4ME0OTlZBLdmvvjFLxa3X1hYuOMF/Z133ik6a3FILLboepSHlpq96Df6Xa9cuZKefPLJ4neKw5ArKyvpjTfeSKOjo8VlcV085vrbfP/73y+uHxwcLK7Pu0etHmd5H2+//XYaGxsr9mnm9ddfT8eOHas9xvg+Am7+eFp91lk79WrnZ4W33nqrOIwXjzv2GR8f39W/cXwO41e+8pX0x3/8x8X1EZzjA7Drxb9H3F/cNyBgQU86cuRI8WJ38eLF4oWvURhq9sK+uLhYXP7888/XXsBjfebMmSKwld2xqamppj8/DkfGPhF48p8XL+S3b98u7uvcuXPFZREg9hKwQoSJWA8PD99xWYSN+tvEYcu1tbUiMDzzzDPFZfHBzu08zvI+ys5Ts+5PHJqN62K+KuoeW3xf/zu300Fqp17t/Kzl5eUiFD388MNFZzFEDep//k6PvbzP1157rVhHyMy7k3G7ezFLBgIW8In5zne+c0eHJLoT3/72t1u+wMcLb4SjGFguQ9nx48eL/cpuULyQxjq6HI1EJ6m871u3brX8eREc4rLorOw2YO0UFmNddpkaXf/+++/X6tLO4yzvIwJLfWcwV97P9evXa5f96Ec/2hb4dhOwWtWrnZ8Vc3d5uMvvf6fHHnXMf04jUcvYL2oLAhbQk6LzES+c9R2X2KI70ewFvOzqfO9736tdFi/mOx1CrFd2j9oJQe2EpyoBq537LUPYTo+z3ZmlMow0+ln13Z29BKz88nZ+Vvm48lBYfz87PfboVpXrBx98sJi3indB5qKzFvtERwwELKCnxQtrzODE/FG8+MUcTaMX8AhVsX722We33b4MaK26NvsxYJVdmjKI7PQ492vAarVPeflOj319fb04vFoe+o0tZtgELBCwoK+UQar+FAlxuC4uf+ihh+54gY3DgYcPH073339/8WJaLwa6Y7+rV6+29bPj9u0eImzWSWnVbelUwIp3u8VlcQitncfZbsAqD7fFobpSHHrrxCHC/PJ2flYEoUaH7ervZzf/xnGYsP4wZb3yEOEHH3zgf0IELCWA3gxYEaTiXXIxtxPbX/3VXxWXl+/+qn+BjYH2+D4G3HMx2Fx2LGK+KkRHLF6Um4nZnfwt++0EhnKY+hvf+EYRsiIUTE9PdyxgxXB7GRLiJKjR3Yl36bXzONsNWOW76eLdfvHzPvroo+L7vQ65t7q8nZ/1yiuv1PaJ6+MdiF/60pe23c9Ojz2CXKxDOVgfA/H1DLmDgAU9L95tdvLkyVrQiRe9WMdhwlYBpNmMVbyolm/zj8NJEd7iZzRTnqZhfn5+V4EhXvzjEGX8nNjiZJwxVN6JgBW/d5zOIUJAbNHhKUNDO49zN+eNinAT91//s+K+d9MRa6de7f6seAzxxoVycD3eBbibf+N4c0Q5zxenAInQW4bV+tvH/T333HP+BwQBC7gbyhONtupy0VvKM/c70SgIWMBdFOdQKk+USW/zUTkgYAGfkI8//rgYeq4f7KY3xaHcONGrD3sGAQsAQMACABCwAAAELAAABCwAAAELAEDAAgBgl/4XUp+5lYP3FwoAAAAASUVORK5CYII=&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.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: 0,323&lt;br&gt;Modularity with resolution: 0,323&lt;br&gt;Number of Communities: 3&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.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: 0,384&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,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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;Simple and slow brute force.&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: 2,522&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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&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></reports></statisticsmodel><!--Persistence from org.gephi.preview.PreviewPersistenceProvider--><previewmodel><previewproperty name="edge.show">True</previewproperty><previewproperty name="node.border.width">1.0</previewproperty><previewproperty name="node.border.color">custom [0,0,0]</previewproperty><previewproperty name="node.opacity">100.0</previewproperty><previewproperty name="node.label.show">True</previewproperty><previewproperty name="edge.label.show">False</previewproperty><previewproperty name="edge.thickness">4.0</previewproperty><previewproperty name="edge.rescale-weight">False</previewproperty><previewproperty name="edge.color">original</previewproperty><previewproperty name="edge.opacity">100.0</previewproperty><previewproperty name="edge.curved">True</previewproperty><previewproperty name="edge.radius">0.0</previewproperty><previewproperty name="arrow.size">3.0</previewproperty><previewproperty name="node.label.font">Arial-0-12</previewproperty><previewproperty name="node.label.proportinalSize">True</previewproperty><previewproperty name="node.label.color">custom [0,0,0]</previewproperty><previewproperty name="node.label.shorten">False</previewproperty><previewproperty name="node.label.max-char">30</previewproperty><previewproperty name="node.label.outline.size">0.0</previewproperty><previewproperty name="node.label.outline.color">custom [255,255,255]</previewproperty><previewproperty name="node.label.outline.opacity">80.0</previewproperty><previewproperty name="node.label.box">False</previewproperty><previewproperty name="node.label.box.color">parent</previewproperty><previewproperty name="node.label.box.opacity">100.0</previewproperty><previewproperty name="edge.label.font">Arial-0-10</previewproperty><previewproperty name="edge.label.color">original</previewproperty><previewproperty name="edge.label.shorten">False</previewproperty><previewproperty name="edge.label.max-char">30</previewproperty><previewproperty name="edge.label.outline.size">0.0</previewproperty><previewproperty name="edge.label.outline.color">custom [255,255,255]</previewproperty><previewproperty name="edge.label.outline.opacity">80.0</previewproperty><previewsimplevalue name="pfd.margin.bottom" class="java.lang.Float">18.0</previewsimplevalue><previewsimplevalue name="canvas.moving" class="java.lang.Boolean">False</previewsimplevalue><previewsimplevalue name="pdf.margin.right" class="java.lang.Float">18.0</previewsimplevalue><previewsimplevalue name="edge.bezier-curveness" class="java.lang.Float">0.2</previewsimplevalue><previewsimplevalue name="directed" class="java.lang.Boolean">True</previewsimplevalue><previewsimplevalue name="background-color" class="java.awt.Color">255,255,255</previewsimplevalue><previewsimplevalue name="pdf.margin.top" class="java.lang.Float">18.0</previewsimplevalue><previewsimplevalue name="pdf.margin.left" class="java.lang.Float">18.0</previewsimplevalue><previewsimplevalue name="pdf.landscape" class="java.lang.Boolean">False</previewsimplevalue><previewsimplevalue name="edge.min-weight" class="java.lang.Float">1.0</previewsimplevalue><previewsimplevalue name="visibility-ratio" class="java.lang.Float">1.0</previewsimplevalue><previewsimplevalue name="edge.max-weight" class="java.lang.Float">1.0</previewsimplevalue><managedrenderer class="org.gephi.preview.plugin.renderers.EdgeRenderer" enabled="true"></managedrenderer><managedrenderer class="org.gephi.preview.plugin.renderers.ArrowRenderer" enabled="true"></managedrenderer><managedrenderer class="org.gephi.preview.plugin.renderers.NodeRenderer" enabled="true"></managedrenderer><managedrenderer class="org.gephi.preview.plugin.renderers.NodeLabelRenderer" enabled="true"></managedrenderer><managedrenderer class="org.gephi.preview.plugin.renderers.EdgeLabelRenderer" enabled="true"></managedrenderer></previewmodel><!--Persistence from org.gephi.partition.impl.PartitionModelPersistenceProvider--><partitionmodel/><!--Persistence from org.gephi.layout.LayoutModelPersistenceProvider--><layoutmodel><properties></properties></layoutmodel><!--Persistence from org.gephi.filters.FilterModelPersistenceProvider--><filtermodel autorefresh="true"><queries></queries></filtermodel><!--Persistence from org.gephi.dynamic.DynamicModelPersistenceProvider--><dynamicmodel><timeformat value="double"></timeformat></dynamicmodel><!--Persistence from org.gephi.desktop.statistics.StatisticsUIPersistenceProvider--><statisticsmodelui><results><result class="org.gephi.ui.statistics.plugin.ModularityUI" value="0,323"></result><result class="org.gephi.ui.statistics.plugin.ConnectedComponentUI" value="1"></result><result class="org.gephi.ui.statistics.plugin.GraphDensityUI" value="0,115"></result><result class="org.gephi.ui.statistics.plugin.DegreeUI" value="2,522"></result><result class="org.gephi.ui.statistics.plugin.WeightedDegreeUI" value="2,522"></result><result class="org.gephi.ui.statistics.plugin.PathLengthUI" value="3,317"></result><result class="org.gephi.ui.statistics.plugin.DiameterUI" value="6"></result><result class="org.gephi.ui.statistics.plugin.ClusteringCoefficientUI" value="0,384"></result></results></statisticsmodelui><!--Persistence from org.gephi.desktop.ranking.RankingPersistenceProvider--><rankinguimodel current_element_type="edges"><transformers><transformer name="renderable_color" element_type="edges" currenttransformer="true" data="&lt;?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?&gt;
&lt;java version=&quot;1.7.0_79&quot; class=&quot;java.beans.XMLDecoder&quot;&gt;
 &lt;object class=&quot;org.gephi.ranking.plugin.transformer.RenderableColorTransformerBuilder$RenderableColorTransformer&quot;/&gt;
&lt;/java&gt;
"></transformer><transformer name="label_color" element_type="edges" data="&lt;?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?&gt;
&lt;java version=&quot;1.7.0_79&quot; class=&quot;java.beans.XMLDecoder&quot;&gt;
 &lt;object class=&quot;org.gephi.ranking.plugin.transformer.LabelColorTransformerBuilder$LabelColorTransformer&quot;/&gt;
&lt;/java&gt;
"></transformer><transformer name="label_size" element_type="edges" data="&lt;?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?&gt;
&lt;java version=&quot;1.7.0_79&quot; class=&quot;java.beans.XMLDecoder&quot;&gt;
 &lt;object class=&quot;org.gephi.ranking.plugin.transformer.LabelSizeTransformerBuilder$LabelSizeTransformer&quot;/&gt;
&lt;/java&gt;
"></transformer><transformer name="renderable_color" element_type="nodes" data="&lt;?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?&gt;
&lt;java version=&quot;1.7.0_79&quot; class=&quot;java.beans.XMLDecoder&quot;&gt;
 &lt;object class=&quot;org.gephi.ranking.plugin.transformer.RenderableColorTransformerBuilder$RenderableColorTransformer&quot;/&gt;
&lt;/java&gt;
"></transformer><transformer name="renderable_size" element_type="nodes" currenttransformer="true" data="&lt;?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?&gt;
&lt;java version=&quot;1.7.0_79&quot; class=&quot;java.beans.XMLDecoder&quot;&gt;
 &lt;object class=&quot;org.gephi.ranking.plugin.transformer.RenderableSizeTransformerBuilder$RenderableSizeTransformer&quot;&gt;
  &lt;void property=&quot;maxSize&quot;&gt;
   &lt;float&gt;75.0&lt;/float&gt;
  &lt;/void&gt;
  &lt;void property=&quot;minSize&quot;&gt;
   &lt;float&gt;45.0&lt;/float&gt;
  &lt;/void&gt;
 &lt;/object&gt;
&lt;/java&gt;
"></transformer><transformer name="label_color" element_type="nodes" data="&lt;?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?&gt;
&lt;java version=&quot;1.7.0_79&quot; class=&quot;java.beans.XMLDecoder&quot;&gt;
 &lt;object class=&quot;org.gephi.ranking.plugin.transformer.LabelColorTransformerBuilder$LabelColorTransformer&quot;/&gt;
&lt;/java&gt;
"></transformer><transformer name="label_size" element_type="nodes" data="&lt;?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?&gt;
&lt;java version=&quot;1.7.0_79&quot; class=&quot;java.beans.XMLDecoder&quot;&gt;
 &lt;object class=&quot;org.gephi.ranking.plugin.transformer.LabelSizeTransformerBuilder$LabelSizeTransformer&quot;/&gt;
&lt;/java&gt;
"></transformer></transformers><ranking_current element_type="edges" name="weight"></ranking_current><ranking_current element_type="nodes" name="degree"></ranking_current></rankinguimodel></workspace></workspaces></project></gephiFile>