<?xml version="1.0" encoding="UTF-8"?>
<quiz>
 <!-- categoryid: 769 -->
 <question type="category"><category><text>/</text></category></question>
 
 <!-- resourceid-resourcedataid: 6910-6307 -->
 <question type="ddmarker">
    <name>
      <text>Puncte</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Fixaţi în reprezentarea de mai jos punctele specificate</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.2500000</penalty>
    <hidden>0</hidden>
    <correctfeedback format="html">
      <text><![CDATA[<p>Răspuns corect!</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Răspuns parţial corect!</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Răspuns greşit!</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect></shownumcorrect>
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</file>

    <drag>
      <no>1</no>
      <text>A(0,4)</text>

      <infinite></infinite>
      <noofdrags>1</noofdrags>
    </drag>
    <drag>
      <no>2</no>
      <text>B(-2,0)</text>

      <infinite></infinite>
      <noofdrags>2</noofdrags>
    </drag>
    <drag>
      <no>3</no>
      <text>C(2,0)</text>

      <infinite></infinite>
      <noofdrags>3</noofdrags>
    </drag>
    <drag>
      <no>4</no>
      <text>D(0,6)</text>

      <infinite></infinite>
      <noofdrags>4</noofdrags>
    </drag>
    <drag>
      <no>5</no>
      <text>crescătoare</text>

      <infinite></infinite>
      <noofdrags>5</noofdrags>
    </drag>
    <drag>
      <no>6</no>
      <text>descrescătoare</text>

      <infinite></infinite>
      <noofdrags>6</noofdrags>
    </drag>
    <drop>
      <no>1</no>
      <shape>circle</shape>
      <coords>220,210;30</coords>
      <choice>1</choice>
    </drop>
    <drop>
      <no>2</no>
      <shape>circle</shape>
      <coords>160,335;30</coords>
      <choice>2</choice>
    </drop>
    <drop>
      <no>3</no>
      <shape>circle</shape>
      <coords>285,335;30</coords>
      <choice>3</choice>
    </drop>
    <drop>
      <no>4</no>
      <shape>circle</shape>
      <coords>220,150;30</coords>
      <choice>4</choice>
    </drop>
    <drop>
      <no>5</no>
      <shape>rectangle</shape>
      <coords>65,105;120,60</coords>
      <choice>5</choice>
    </drop>
    <drop>
      <no>6</no>
      <shape>rectangle</shape>
      <coords>70,160;120,60</coords>
      <choice>6</choice>
    </drop>
  </question>
 </quiz>
