<?xml version="1.0" encoding="UTF-8"?><statisticsmodel><!--Persistence from 'statisticsmodel' (org.gephi.statistics.StatisticsPersistenceProvider)--><reports><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: 6.197&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;/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: 440.473&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;/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: 0.027&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: 9&lt;br /&gt;Radius: 0&lt;br /&gt;Average Path length: 3.8834534580585798&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;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;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;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;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,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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.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:  undirected&lt;br&gt;Number of iterations: 100&lt;br&gt;Sum change: 0.016953594884721746&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;/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:  undirected&lt;br /&gt;&lt;br&gt;&lt;h2&gt; Results: &lt;/h2&gt;Average Clustering Coefficient: 0.595&lt;br /&gt;Total triangles: 1239&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;Matthieu Latapy, &lt;i&gt;Main-memory Triangle Computations for Very Large (Sparse (Power-Law)) Graphs&lt;/i&gt;, in Theoretical Computer Science (TCS) 407 (1-3), pages 458-473, 2008&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:  undirected&lt;br&gt;&lt;br&gt; &lt;h2&gt; Results: &lt;/h2&gt;Number of Weakly Connected Components: 71&lt;br&gt;&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;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.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 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;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.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: 0.697&lt;br&gt;Modularity with resolution: 0.697&lt;br&gt;Number of Communities: 76&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;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>