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<quiz>
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 <question type="category"><category><text>/</text></category></question>
 
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 <question type="multianswerwiris">
    <name>
      <text>Angoli rette trasversale</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Gli angoli colorati sono {#1}</p>
<p><img src="@@PLUGINFILE@@/coniugati.png" width="140" height="144" /></p>]]></text>
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