<?xml version="1.0" encoding="UTF-8"?><statisticsmodel><!--Persistence from 'statisticsmodel' (org.gephi.statistics.StatisticsPersistenceProvider)--><reports><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: 11,168&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.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:  undirected&lt;br /&gt;&lt;br /&gt; &lt;h2&gt; Results: &lt;/h2&gt;Diameter: 7&lt;br /&gt;Radius: 0&lt;br /&gt;Average Path length: 2.6147525258984525&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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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: 16,457&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.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:  undirected&lt;br&gt;&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;Density: 0,020&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: 0,343&lt;br&gt;Modularity with resolution: 0,343&lt;br&gt;Number of Communities: 179&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></reports></statisticsmodel>