<?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> &lt;BODY> &lt;h1>Modularity Report &lt;/h1> &lt;hr>&lt;h2> Parameters: &lt;/h2>Randomize:  On&lt;br>Use edge weights:  On&lt;br>Resolution:  2.0&lt;br>&lt;br> &lt;h2> Results: &lt;/h2>Modularity: 0.589&lt;br>Modularity with resolution: 1.536&lt;br>Number of Communities: 3&lt;br />&lt;br />&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;>&lt;/IMG>&lt;br />&lt;br />&lt;h2> Algorithm: &lt;/h2>Vincent D Blondel, Jean-Loup Guillaume, Renaud Lambiotte, Etienne Lefebvre, &lt;i>Fast unfolding of communities in large networks&lt;/i>, in Journal of Statistical Mechanics: Theory and Experiment 2008 (10), P1000&lt;br />&lt;br />&lt;br />&lt;h2> Resolution: &lt;/h2>R. Lambiotte, J.-C. Delvenne, M. Barahona &lt;i>Laplacian Dynamics and Multiscale Modular Structure in Networks 2009&lt;br />&lt;/BODY> &lt;/HTML>"/><report class="org.gephi.statistics.plugin.GraphDistance" value="&lt;HTML> &lt;BODY> &lt;h1>Graph Distance  Report &lt;/h1> &lt;hr>&lt;br>&lt;h2> Parameters: &lt;/h2>Network Interpretation:  directed&lt;br />&lt;br /> &lt;h2> Results: &lt;/h2>Diameter: 7&lt;br />Radius: 0&lt;br />Average Path length: 2.8498177399756988&lt;br />&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;>&lt;/IMG>&lt;br />&lt;br />&lt;IMG 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WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;>&lt;/IMG>&lt;br />&lt;br />&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;>&lt;/IMG>&lt;br />&lt;br />&lt;IMG 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&quot; WIDTH=&quot;600&quot; HEIGHT=&quot;400&quot; BORDER=&quot;0&quot; USEMAP=&quot;#chart&quot;>&lt;/IMG>&lt;br />&lt;br />&lt;h2> Algorithm: &lt;/h2>Ulrik Brandes, &lt;i>A Faster Algorithm for Betweenness Centrality&lt;/i>, in Journal of Mathematical Sociology 25(2):163-177, (2001)&lt;br />&lt;/BODY> &lt;/HTML>"/></reports></statisticsmodel>