<?xml version="1.0" encoding="UTF-8"?>
<quiz>
<!-- question: 511  -->
  <question type="numerical">
    <name>
      <text><![CDATA[Beispiel Fragetyp "Numerisch"]]></text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p dir="ltr" style="text-align: left;"><img src="@@PLUGINFILE@@/3plus6.jpg" alt="" role="presentation" class="img-responsive atto_image_button_text-bottom" width="529" height="63"></p><h4 dir="ltr" style="text-align: left;"><strong>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <span class="" style="color: rgb(125, 159, 211);">3</span> + <span class="" style="color: rgb(239, 69, 64);">6</span> =</strong><br></h4>]]></text>
<file name="3plus6.jpg" path="/" encoding="base64">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</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1</defaultgrade>
    <penalty>0.1</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>9</text>
      <feedback format="html">
        <text></text>
      </feedback>
      <tolerance>0</tolerance>
    </answer>
    <unitgradingtype>0</unitgradingtype>
    <unitpenalty>0.1000000</unitpenalty>
    <showunits>3</showunits>
    <unitsleft>0</unitsleft>
  </question>

</quiz>