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 <question type="shortanswerwiris">
    <name>
      <text>Angoli crf</text>
    </name>
    <questiontext format="html">
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<p><span>Quanto misura l' angolo contrassegnato con il punto interrogativo? <img src="@@PLUGINFILE@@/Schermata%202014-03-04%20alle%2010.28.15.png" width="133" height="150" style="float: right;" /></span></p>
<p> </p>
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name="Schermata 2014-03-04 alle 10.28.15.png" 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   </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>124°</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="90" format="moodle_auto_format">
      <text>124</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <wirisquestion>
&lt;question&gt;&lt;correctAnswers&gt;&lt;correctAnswer&gt;124°&lt;/correctAnswer&gt;&lt;correctAnswer id="1"&gt;124&lt;/correctAnswer&gt;&lt;/correctAnswers&gt;&lt;/question&gt;    </wirisquestion>
  </question>
 </quiz>
