<?xml version="1.0" encoding="UTF-8"?>
<quiz>
<!-- question: 5702  -->
  <question type="ddmarker">
    <name>
      <text><![CDATA[Beispiel Fragetyp Drag&Drop auf Markierung]]></text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p dir="ltr" style="text-align: left;">Kannst du die Orte auf der Karte zuordnen?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Die Antwort ist richtig.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Die Antwort ist teilweise richtig.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Die Antwort ist falsch.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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</file>

    <drag>
      <no>1</no>
      <text>Gütersloh</text>
      <noofdrags>1</noofdrags>
    </drag>
    <drag>
      <no>2</no>
      <text>Halle (Westf.)</text>
      <noofdrags>1</noofdrags>
    </drag>
    <drag>
      <no>3</no>
      <text>Werther</text>
      <noofdrags>1</noofdrags>
    </drag>
    <drag>
      <no>4</no>
      <text>Borgholzhausen</text>
      <noofdrags>1</noofdrags>
    </drag>
    <drag>
      <no>5</no>
      <text>Schloß Holte - Stukenbrock</text>
      <noofdrags>1</noofdrags>
    </drag>
    <drag>
      <no>6</no>
      <text>Verl</text>
      <noofdrags>1</noofdrags>
    </drag>
    <drag>
      <no>7</no>
      <text>Rietberg</text>
      <noofdrags>1</noofdrags>
    </drag>
    <drop>
      <no>1</no>
      <shape>polygon</shape>
      <coords>281,246;194,196;153,259;204,326</coords>
      <choice>1</choice>
    </drop>
    <drop>
      <no>2</no>
      <shape>polygon</shape>
      <coords>130,119;139,175;235,129;178,74;161,95</coords>
      <choice>2</choice>
    </drop>
    <drop>
      <no>3</no>
      <shape>polygon</shape>
      <coords>193,56;265,55;229,121</coords>
      <choice>3</choice>
    </drop>
    <drop>
      <no>4</no>
      <shape>polygon</shape>
      <coords>99,52;195,47;132,111</coords>
      <choice>4</choice>
    </drop>
    <drop>
      <no>5</no>
      <shape>circle</shape>
      <coords>368,276;36</coords>
      <choice>5</choice>
    </drop>
    <drop>
      <no>6</no>
      <shape>circle</shape>
      <coords>293,291;39</coords>
      <choice>6</choice>
    </drop>
    <drop>
      <no>7</no>
      <shape>circle</shape>
      <coords>240,391;72</coords>
      <choice>7</choice>
    </drop>
  </question>

</quiz>