<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 1502 -->
 <question type="category"><category><text>WIRIS Funksies</text></category></question>
 
 <!-- resourceid-resourcedataid: 16859-13841 -->
 <question type="essaywiris">
    <name>
      <text>Ontwerp 'n tabel...</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><span style="font-size: large;">Ontwerp 'n tabel vir die volgende vloeidiagram.</span></p><p style="text-align: right; "><span style="font-size: large;"><img src="@@PLUGINFILE@@/videotuts%20%28Copy%29.png" alt="" width="46" height="46" role="presentation" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive"><img src="@@PLUGINFILE@@/help%20%28Copy%29.png" alt="" width="46" height="46" role="presentation" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive"><img src="@@PLUGINFILE@@/canstock29444844%20%28Copy%29.jpg" alt="" width="50" height="46" role="presentation" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive"><br></span></p>
<p><img src="@@PLUGINFILE@@/4crop1.png" width="290" height="150" alt="vloei3" style="border: 2px solid black;"></p>]]></text>
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