<?xml version="1.0" encoding="UTF-8"?>
<quiz>
<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema</text>
    </category>
    <info format="moodle_auto_format">
      <text>La categoria default per le domande condivise nel contesto 'Sistema'.</text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/Metti etichetta frazione 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 16  -->
  <question type="ddimageortext">
    <name>
      <text>Figure e frazioni 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le frazioni sulle figure corrispondenti<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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</file>

    <drag>
      <no>1</no>
      <text>3/5</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>2/5</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>128</xleft>
      <ytop>102</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>231</xleft>
      <ytop>255</ytop>
    </drop>
  </question>

<!-- question: 17  -->
  <question type="ddimageortext">
    <name>
      <text>Figure e frazioni 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le frazioni sulle figure corrispondenti<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
        <file name="FrazioneDueTerzi.png" 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</file>

    <drag>
      <no>1</no>
      <text>2/3</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>1/3</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>175</xleft>
      <ytop>93</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>178</xleft>
      <ytop>278</ytop>
    </drop>
  </question>

<!-- question: 18  -->
  <question type="ddimageortext">
    <name>
      <text>Figure e frazioni 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le frazioni sulle figure corrispondenti<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
        <file name="FrazioneTreQuarti.png" 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</file>

    <drag>
      <no>1</no>
      <text>3/4</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>1/4</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>100</xleft>
      <ytop>110</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>250</xleft>
      <ytop>266</ytop>
    </drop>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/Metti etichetta frazioni 3 punti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/Metti etichetta frazioni 3 punti/Etichetta frazioni difficili 3 punti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 20  -->
  <question type="ddimageortext">
    <name>
      <text>Metti etichetta frazione difficili 1 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale frazione di quadretti rappresentano le figure<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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</file>

    <drag>
      <no>1</no>
      <text>1/12</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>1/8</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>1/6</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>58</xleft>
      <ytop>111</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>218</xleft>
      <ytop>330</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>432</xleft>
      <ytop>79</ytop>
    </drop>
  </question>

<!-- question: 21  -->
  <question type="ddimageortext">
    <name>
      <text>Metti etichetta frazione difficili 2 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale frazione di quadretti rappresentano le figure<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
        <file name="Unquartoventiquattresimoterzo.png" 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</file>

    <drag>
      <no>1</no>
      <text>1/24</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>1/3</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>1/4</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>28</xleft>
      <ytop>132</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>429</xleft>
      <ytop>172</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>171</xleft>
      <ytop>224</ytop>
    </drop>
  </question>

<!-- question: 22  -->
  <question type="ddimageortext">
    <name>
      <text>Metti etichetta frazione difficili 3 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale frazione di quadretti rappresentano le figure<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
        <file name="Unottavoventiquattresimoquarto.png" 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</file>

    <drag>
      <no>1</no>
      <text>1/24</text>

      <draggroup>1</draggroup>
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    <drag>
      <no>2</no>
      <text>1/8</text>

      <draggroup>1</draggroup>
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    <drag>
      <no>3</no>
      <text>1/4</text>

      <draggroup>1</draggroup>
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      <xleft>476</xleft>
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    <drop>
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      <xleft>81</xleft>
      <ytop>122</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>253</xleft>
      <ytop>331</ytop>
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<!-- question: 0  -->
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      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/Metti etichetta frazioni 3 punti/Etichetta frazioni facili 3 punti</text>
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<!-- question: 23  -->
  <question type="ddimageortext">
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      <text>Metti etichetta frazioni facili 1 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona l'etichetta sulla frazione corrispondente<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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</file>

    <drag>
      <no>1</no>
      <text>3/4</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>1/3</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>4/5</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>88</xleft>
      <ytop>88</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>483</xleft>
      <ytop>93</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>285</xleft>
      <ytop>92</ytop>
    </drop>
  </question>

<!-- question: 24  -->
  <question type="ddimageortext">
    <name>
      <text>Metti etichetta frazioni facili 2 3 punti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona l'etichetta sulla frazione corrispondente<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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</file>

    <drag>
      <no>1</no>
      <text>5/6</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>1/4</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>2/3</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>88</xleft>
      <ytop>88</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>483</xleft>
      <ytop>93</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>288</xleft>
      <ytop>86</ytop>
    </drop>
  </question>

<!-- question: 25  -->
  <question type="ddimageortext">
    <name>
      <text>Metti etichetta frazioni facili 2 3 punti (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona l'etichetta sulla frazione corrispondente<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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    <drag>
      <no>1</no>
      <text>1/2</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>1/3</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>3/4</text>

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>94</xleft>
      <ytop>91</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>288</xleft>
      <ytop>88</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>479</xleft>
      <ytop>92</ytop>
    </drop>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Addizione di frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 194  -->
  <question type="multichoice">
    <name>
      <text>Addizione di frazioni 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{2}{3} + \frac{1}{2} \&nbsp; =$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{7}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{7}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 195  -->
  <question type="multichoice">
    <name>
      <text>Addizione di frazioni 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{2}{3} + \frac{1}{4} \&nbsp; =$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{11}{12}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{7}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{11}{7}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{12}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 196  -->
  <question type="multichoice">
    <name>
      <text>Addizione di frazioni unitarie</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{1}{3} + \frac{1}{2} \&nbsp; =$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{5}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 197  -->
  <question type="multichoice">
    <name>
      <text>Addizione di frazioni unitarie 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{1}{4} + \frac{1}{2} \&nbsp; =$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{3}{4}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{8}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{3}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 198  -->
  <question type="multichoice">
    <name>
      <text>Addizione di frazioni unitarie 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{1}{4} + \frac{1}{3} \&nbsp; =$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{7}{12}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{7}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{12}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{7}{7}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Addizione di frazioni/RM-Addizione Frazioni con riduzione</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 200  -->
  <question type="multichoice">
    <name>
      <text>Addizione frazioni con riduzione 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è lo svolgimento corretto?<br></p><p>$$ \frac{1}{3} + \frac{7}{6} = $$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$ \frac{2 + 7}{6}&nbsp; = \frac{9}{6}&nbsp; =&nbsp; \frac{3}{2}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{1 + 7}{3 + 6}&nbsp; = \frac{8}{9} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{2 + 7}{3}&nbsp; = \frac{9}{3}&nbsp; =&nbsp; 3$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{1 + 7}{3}&nbsp; = \frac{8}{3}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 201  -->
  <question type="multichoice">
    <name>
      <text>Addizione frazioni con riduzione 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è lo svolgimento corretto?<br></p><p>$$ \frac{13}{10} + \frac{1}{5} = $$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$ \frac{13 + 2}{10}&nbsp; = \frac{15}{10}&nbsp; =&nbsp; \frac{3}{2}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{13 + 1}{5 + 10}&nbsp; = \frac{14}{15}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{13 + 1}{10}&nbsp; = \frac{14}{10}&nbsp; =&nbsp; \frac{7}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{13 + 1}{50}&nbsp; = \frac{14}{50} = \frac{7}{25}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Addizione di frazioni regola senza svolgimento</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 212  -->
  <question type="multichoice">
    <name>
      <text>Addizioni di frazioni regola senza svolgimento 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è il prossimo passaggio?<br></p><p>$$\frac{7}{4} + \frac{5}{3} = $$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$ \frac{21 + 20}{12} =&nbsp; \frac{41}{12} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{7 \cdot 5}{4 \cdot 3}&nbsp; = \frac{35}{12} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{7+5}{12} = \frac{12}{12} = 1 $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{7 + 5}{4 + 3} = \frac{12}{7}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/Espressioni con le frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 279  -->
  <question type="multichoice">
    <name>
      <text>Completa addizione numeratore mancante 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli il numeratore mancante, che si deve mettere al posto del punto interrogativo<br></p><p>$$\frac{1} {3} + \frac{3} {4} = \frac{?+9} {12}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$4$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$1$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$2$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$3$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 280  -->
  <question type="multichoice">
    <name>
      <text>Completa addizione numeratore mancante 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli il numeratore mancante, che si deve mettere al posto del punto interrogativo<br></p><p>$$\frac{1} {4} + \frac{3} {2} = \frac{1+?} {4}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$6$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$1$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$4$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$3$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 812  -->
  <question type="multichoice">
    <name>
      <text>Scegli il passaggio corretto 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli il passaggio corretto per proseguire con il calcolo<br></p><p>$$\frac{1} {3} + \frac{3} {4} \cdot \frac{2} {5}= $$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{1} {3} + \frac{3} {10} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{4 + 9} {12}&nbsp; \cdot \frac{2} {5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1 + 3 \cdot 2} {12}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2} {15} + \frac{6} {20} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 813  -->
  <question type="multichoice">
    <name>
      <text>Scelta denominatore 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli il denominatore corretto, che si deve mettere al posto del punto interrogativo<br></p><p>$$\frac{2} {3} + \frac{3} {2} = \frac{4+9} {?}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$6$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$5$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$2$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$3$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 814  -->
  <question type="multichoice">
    <name>
      <text>Scelta denominatore 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli il denominatore corretto, che si deve mettere al posto del punto interrogativo<br></p><p>$$\frac{1} {3} + \frac{7} {6} = \frac{2+7} {?}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$6$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$9$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$2$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$3$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Divisione di frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Divisione di frazioni/Divisione di frazioni regola senza svolgimento</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 319  -->
  <question type="multichoice">
    <name>
      <text>Divisione frazioni regola senza svolgimento 8</text>
    </name>
    <questiontext format="html">
      <text>Scegli i prossimo passaggio corretto $$ \frac{5}{4} : \frac{5}{7} \ = $$</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text>$$ \frac{5}{4} \cdot \frac{7}{5} = \frac{7}{4} $$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>$$ \frac{5}{4} \cdot \frac{5}{7} = \frac{25}{28} $$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>$$ \frac{5}{4} : \frac{5}{7} = \frac{1}{28} $$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>$$ \frac{5 : 7}{4 \cdot 5} $$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 326  -->
  <question type="multichoice">
    <name>
      <text>Divisione frazioni solo regola 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli i prossimo passaggio corretto <br></p><p>$$ \frac{3}{4} : \frac{5}{7} \ = $$</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text>$$ \frac{3}{4} \cdot \frac{7}{5} =... $$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>$$ \frac{3}{4} \cdot \frac{5}{7} =... $$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>$$ \frac{3}{4} : \frac{7}{5} =... $$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{21 : 20}{28}&nbsp; =... $$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Divisione di frazioni/RM-Divisione di frazioni solo regola</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 320  -->
  <question type="multichoice">
    <name>
      <text>Divisione frazioni solo regola 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ \frac{2}{3} : \frac{5}{7} \ = $$</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{14}{15} $$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{10}{21} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{7}{10} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{2}{7} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 321  -->
  <question type="multichoice">
    <name>
      <text>Divisione frazioni solo regola 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ \frac{2}{5} : \frac{3}{7} \ = $$</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{14}{15} $$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{10}{21} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{7}{10} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{2}{7} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 322  -->
  <question type="multichoice">
    <name>
      <text>Divisione frazioni solo regola 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ \frac{11}{3} : \frac{5}{4} \ = $$</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{44}{15} $$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{55}{12} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{16}{7} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{15}{44} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 323  -->
  <question type="multichoice">
    <name>
      <text>Divisione frazioni solo regola 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ \frac{11}{5} : \frac{3}{4} \ = $$</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{44}{15} $$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{55}{12} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{16}{7} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{15}{44} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 324  -->
  <question type="multichoice">
    <name>
      <text>Divisione frazioni solo regola 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ \frac{7}{3} : \frac{5}{2} \ = $$</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{14}{15} $$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{10}{21} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{7}{10} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{2}{7} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 325  -->
  <question type="multichoice">
    <name>
      <text>Divisione frazioni solo regola 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ \frac{4}{3} : \frac{5}{11} \ = $$</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{44}{15} $$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{55}{12} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{16}{7} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{15}{44} &nbsp;$$</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Confronto di frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Confronto di frazioni/RM-Posiziona frazione fra due facili 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 370  -->
  <question type="multichoice">
    <name>
      <text>Frazioni tra due altre 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Quale frazione può stare in mezzo $$\frac{2}{5}&lt; \ ? \ &lt;\frac{3}{5}$$<!--?<\frac{3}{5}$$-->]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>non esiste</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>$$\frac{3}{4}$$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text>$$\frac{1}{2}$$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 371  -->
  <question type="multichoice">
    <name>
      <text>Frazioni tra due altre 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Quale numero può stare inmezzo<br>$$\frac{4}{5}&lt; \ ? \ &lt;\frac{5}{4}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>non esiste</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>4/3</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text>1</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 372  -->
  <question type="multichoice">
    <name>
      <text>Frazioni tra due altre 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Quale numero può stare in mezzo $$\frac{2}{3}&lt; \ ? \ &lt;\frac{3}{2}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>non esiste</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>4/3</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text>1</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Moliplicazioni di frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Moliplicazioni di frazioni/RM-Moltiplicazioni con semplificazione facile</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 404  -->
  <question type="multichoice">
    <name>
      <text>Moltipicazione frazioni con semplificazione facile 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$ \frac{10}{7} \cdot \frac{3}{5} = $$<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$ \frac{6}{7} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{10}{7} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$&nbsp;&nbsp; \frac{6 }{35} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{ 13}{12} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 405  -->
  <question type="multichoice">
    <name>
      <text>Moltipicazione frazioni con semplificazione facile 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$ \frac{2}{7} \cdot \frac{5}{6} = $$<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$ \frac{5}{21} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{10}{7} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$&nbsp;&nbsp; \frac{5 }{42} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{7}{13} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Moliplicazioni di frazioni/RM-Moltiplicazione di frazioni solo regola</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 406  -->
  <question type="multichoice">
    <name>
      <text>Moltipicazione intero frazione 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$ 2 \cdot \frac{3}{5} = ?$$<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$&nbsp;&nbsp; \frac{3}{5}&nbsp; + \frac{3}{5} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$&nbsp;&nbsp; \frac{2 \cdot 3}{2 \cdot 5} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$&nbsp;&nbsp; \frac{6 }{10} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{ 3}{10} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 407  -->
  <question type="multichoice">
    <name>
      <text>Moltipicazione intero frazione semplice 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$ 3 \cdot \frac{1}{4} \&nbsp; = ?$$<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$&nbsp;&nbsp; \frac{3}{4}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$&nbsp;&nbsp; \frac{3}{12} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$&nbsp;&nbsp; \frac{3}{7} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ 3 $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 416  -->
  <question type="multichoice">
    <name>
      <text>Moltiplicazione definizione semplice 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{2}{3} \cdot \frac{4}{5} \ = ? $$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{8}{15} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{8}{3} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{15} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{22}{15} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 417  -->
  <question type="multichoice">
    <name>
      <text>Moltiplicazione definizione semplice 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{3}{2} \cdot \frac{5}{4} \ = ?$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{15}{8} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{8} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{15}{4} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{11}{8} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 418  -->
  <question type="multichoice">
    <name>
      <text>Moltiplicazione definizione semplice 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{3}{5} \cdot \frac{5}{4} \ = $$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{3}{4} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{20} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{9} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{8}{9} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Calcola il valore delle frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Calcola il valore delle frazioni/RM-Calcola il totale partendo dalla frazione</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 652  -->
  <question type="multichoice">
    <name>
      <text>RM-Calcola il totale partendo dalla frazione 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[12 studentesse rappresentano i $$ \frac{4}{7} $$ della classe, da quanti alunni è composta la classe?<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>21<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>24<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>28<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 653  -->
  <question type="multichoice">
    <name>
      <text>RM-Calcola il totale partendo dalla frazione 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[10 studenti rappresentano i $$ \frac{5}{9} $$ della classe, da quanti alunni è composta la classe?<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>18<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>9<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>13<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 654  -->
  <question type="multichoice">
    <name>
      <text>RM-Calcola il totale partendo dalla frazione 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[15 studenti portano gli occhiali e rappresentano i $$ \frac{3}{5} $$ della classe, da quanti alunni è composta la classe?<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>25<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>20<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Calcola il valore delle frazioni/RM-Calcola la frazione di un numero</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 655  -->
  <question type="multichoice">
    <name>
      <text>RM-Calcola valore della frazione 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Ai $$ \frac{2}{5} $$<span class="MathJax_Error" id="MathJax-Element-1-Frame" tabindex="0" data-mathml="<math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot; display=&quot;block&quot;><mfrac><mn>2</mn><mn>5</mn></mfrac></math>" style="position: relative;" role="presentation"><span class="MJX_Assistive_MathML MJX_Assistive_MathML_Block" role="presentation"><math xmlns="http://www.w3.org/1998/Math/MathML" display="block"><mfrac><mn>2</mn><mn>5</mn></mfrac></math></span></span> degli studenti della prima classe di 25 alunni non piace la matematica. Quanti sono?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>5<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 656  -->
  <question type="multichoice">
    <name>
      <text>RM-Calcola valore della frazione 2</text>
    </name>
    <questiontext format="html">
      <text>Sull'autobus ci sono 42 passeggeri, $$ \frac{3}{7} $$ di loro sta dormendo. Quanti dormono?</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>18<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>14<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 657  -->
  <question type="multichoice">
    <name>
      <text>RM-Calcola valore della frazione 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Dei 18 studenti della classe i $$ \frac{4}{9} $$ portano gli occhiali, quanti sono?<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>8<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>4<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>9<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Confronto di frazioni/RM-Confronto frazioni generiche 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 658  -->
  <question type="multichoice">
    <name>
      <text>RM-Confronto frazioni generiche 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli la relazione corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{3}{2}&gt;\frac{7}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{2}=\frac{7}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{2}&lt;\frac{7}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 659  -->
  <question type="multichoice">
    <name>
      <text>RM-Confronto frazioni generiche 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli la relazione corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{3}{5}&lt;\frac{7}{11}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{5}=\frac{7}{11}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{5}&gt;\frac{7}{11}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 660  -->
  <question type="multichoice">
    <name>
      <text>RM-Confronto frazioni generiche 3 1 punto (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli la relazione corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[$$\frac{5}{3}&gt;\frac{8}{5}$$]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>$$\frac{5}{3}=\frac{8}{5}$$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{5}{3}&lt;\frac{8}{5}$$]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Dalla frazione alla figura</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 661  -->
  <question type="multichoice">
    <name>
      <text>RM-Dalla frazione alla figura 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text>Quale è la rappresentazione di $$\frac{2}{5}$$</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/2c/FrazioneUnTerzo.png" alt="una fetta su tre" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/f/fa/FrazioneUnQuarto.png" alt="una fetta su quattro" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<img src="https://upload.wikimedia.org/wikipedia/commons/0/05/FrazioneDueQuinti.png" alt="due fette su 5" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><p><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 662  -->
  <question type="multichoice">
    <name>
      <text>RM-Dalla frazione alla figura 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text>Quale è la rappresentazione di $$\frac{4}{5}$$</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/2c/FrazioneUnTerzo.png" alt="una fetta su tre" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/c/c6/FrazioneTreQuarti.png" alt="tre su 4" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<img src="https://upload.wikimedia.org/wikipedia/commons/3/38/FrazioneQuattroQuinti.png" alt="4 su 5" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br><p><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 663  -->
  <question type="multichoice">
    <name>
      <text>RM-Dalla frazione alla figura 2 1 punto (copia)</text>
    </name>
    <questiontext format="html">
      <text>Quale è la rappresentazione di $$\frac{2}{3}$$</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/8/83/FrazioneDueTerzi.png" alt="2 su 3" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/c/c6/FrazioneTreQuarti.png" alt="tre su 4" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<img src="https://upload.wikimedia.org/wikipedia/commons/3/38/FrazioneQuattroQuinti.png" alt="4 su 5" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br><p><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Dalla frazione alla figura/RM-Dalla frazione unitaria alla figura</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 664  -->
  <question type="multichoice">
    <name>
      <text>RM-Dalla frazione unitaria alla figura 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è la rappresentazione di $$\frac{1}{3}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/2c/FrazioneUnTerzo.png" alt="una fetta su tre" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/f/fa/FrazioneUnQuarto.png" alt="una fetta su quattro" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<img src="https://upload.wikimedia.org/wikipedia/commons/0/05/FrazioneDueQuinti.png" alt="due fette su 5" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><p><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 665  -->
  <question type="multichoice">
    <name>
      <text>RM-Dalla frazione unitaria alla figura 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è la rappresentazione di $$\frac{1}{4}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/2c/FrazioneUnTerzo.png" alt="una fetta su tre" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/f/fa/FrazioneUnQuarto.png" alt="una fetta su quattro" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<img src="https://upload.wikimedia.org/wikipedia/commons/0/05/FrazioneDueQuinti.png" alt="due fette su 5" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><p><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 666  -->
  <question type="multichoice">
    <name>
      <text>RM-Dalla frazione unitaria alla figura 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text>Quale è la rappresentazione di $$\frac{1}{5}$$</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/6/6d/FrazioneUnQuinto.png" alt="1 su 5" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/f/fa/FrazioneUnQuarto.png" alt="una fetta su quattro" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<img src="https://upload.wikimedia.org/wikipedia/commons/0/05/FrazioneDueQuinti.png" alt="due fette su 5" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="200" width="200"><p><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Riconosci frazioni non unitarie</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 781  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazioni non unitarie 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/0/05/FrazioneDueQuinti.png" alt="due fette su cinque" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"></p><p>La parte colorata corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{2}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{4}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 782  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazioni non unitarie 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/e/e1/FrazioneCinqueSesti.png" alt="cinque fette su sei" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte colorata corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{5}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{4}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{4}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 783  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazioni non unitarie 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/38/FrazioneQuattroQuinti.png" alt="quattro fette su cinque" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte colorata corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{4}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{5}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{4}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 784  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazioni non unitarie 4 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/c/c6/FrazioneTreQuarti.png" alt="tre fette su quattro" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte colorata corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{3}{4}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{4}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Riconosci frazioni non unitarie/RM-Figure e frazioni dal tutto alla parte</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 685  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni dal tutto alla parte  2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><br></p><p>&nbsp;<img src="https://upload.wikimedia.org/wikipedia/commons/9/9c/Seiquadrettiunterzo.png" alt="6 su dodici" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="213" width="300"></p><p>I quadretti colorati rappresentano i<br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>1/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2/4<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 688  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni dal tutto alla parte 1 1 punto (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>I quadretti colorati rappresentano&nbsp; <img src="https://upload.wikimedia.org/wikipedia/commons/1/18/Parteseidodicesimi.png" alt="6 su dodici" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="213" width="300"><br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>1/2<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>6/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Riconosci frazioni non unitarie/RM-Figure e frazioni dal tutto alla parte/RM-Frazioni dal tutto alla parte difficili</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 686  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni dal tutto alla parte  difficili 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><br></p><p>&nbsp;<img src="https://upload.wikimedia.org/wikipedia/commons/4/4a/Partesediciventiquattresimi.png" alt="16 su 24" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="213" width="300"></p><p>I quadretti colorati rappresentano i<br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>2/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>16/20<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 687  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni dal tutto alla parte  difficili 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><br></p><p>&nbsp;<img src="https://upload.wikimedia.org/wikipedia/commons/7/77/Partetriangolotredodicesimi.png" alt="3 su 12" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="213" width="300"></p><p>I quadretti colorati rappresentano i<br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>1/4<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Riconosci frazioni non unitarie/RM-Figure e frazioni dal tutto alla parte/RM-Frazioni dal tutto alla parte facili</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 689  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni dal tutto alla parte senza semplificazione 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>I quadretti colorati rappresentano i <img src="https://upload.wikimedia.org/wikipedia/commons/1/18/Parteseidodicesimi.png" alt="6 su dodici" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="213" width="300"><br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>6/12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>6/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/6<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 690  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni dal tutto alla parte senza semplificazione 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><br></p><p>&nbsp;<img src="https://upload.wikimedia.org/wikipedia/commons/9/9c/Seiquadrettiunterzo.png" alt="6 su dodici" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="213" width="300"></p><p>I quadretti colorati rappresentano i<br></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>2/6<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>6/2<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Frazioni di insiemi</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 691  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure le stelle sono i <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>5/12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>5/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/2<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 692  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure i quadrati sono <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>4/12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>4/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/4<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 693  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure i cerchi sono <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>3/12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 694  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi 4 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure cerchi più stelle sono <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>8/12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>8/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/8<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 695  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi 5 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure cerchi più quadrati sono <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>7/12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>7/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/7<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 696  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi 6 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure stelle più quadrati sono <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>9/12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>9/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/9<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Frazioni di insiemi/RM-Frazioni di insiemi con semplificazione</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 697  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi con semplificazione 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure i cerchi sono <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>1/4<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 698  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi con semplificazione 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure i quadrati sono <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>1/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>4/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/4<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 699  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi con semplificazione 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure stelle più cerchi rappresentano<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>2/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>8/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>1/8<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 700  -->
  <question type="multichoice">
    <name>
      <text>RM-Frazioni di insiemi con semplificazione 4 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Dodicifigure.png/1024px-Dodicifigure.png" alt="dodici figure" style="vertical-align:middle; margin: 0 .5em;" class="img-responsive" height="453" width="640"><br></p><p>DI tutte le figure stelle più quadrati rappresentano<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>3/4<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>9/10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2/3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Confronto di frazioni/RM-Posiziona tra due frazioni difficili 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 709  -->
  <question type="multichoice">
    <name>
      <text>RM-Posiziona tra due frazioni difficili 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale numero può stare in mezzo $$\frac{5}{4}&lt;\ ? \ &lt;\frac{4}{3}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{31}{24}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{15}{12}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{3}{2}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 710  -->
  <question type="multichoice">
    <name>
      <text>RM-Posiziona tra due frazioni difficili 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale numero può stare in mezzo $$\frac{7}{6}&lt;\ ? \ &lt;\frac{5}{4}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{29}{24}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{15}{12}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{4}{3}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 711  -->
  <question type="multichoice">
    <name>
      <text>RM-Posiziona tra due frazioni difficili 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale numero può stare in mezzo $$\frac{9}{8}&lt;\ ? \ &lt;\frac{5}{4}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{19}{16}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{10}{8}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{18}{16}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Potenza di frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 718  -->
  <question type="multichoice">
    <name>
      <text>RM-Potenza di frazioni</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ \left( \frac{3}{2} \right)^2&nbsp; = $$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$ \frac{9}{4}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{6}{4}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{9}{8}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{3}{4}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 719  -->
  <question type="multichoice">
    <name>
      <text>RM-Potenza di frazioni 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ \left( \frac{4}{3} \right)^2&nbsp; = $$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$ \frac{16}{9}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{4}{9}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{8}{6}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ \frac{16}{6}&nbsp; $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Frazioni complementari non colorate</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 768  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione complementare 3 1 punto (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/6/6d/FrazioneUnQuinto.png" alt="torta in cinque fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte non colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{4}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{4}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{3}{5}$$<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 769  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione complementare 4 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/c/c1/FrazioneUnSesto.png" alt="torta tagliata in sei fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" width="378" height="378"><br></p><p>La parte non colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>cinque sesti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>quattro quinti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[quattro sesti<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 770  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione complementare 5 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/f/fa/FrazioneUnQuarto.png" alt="fetta di torta divisa in quattro" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte non colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>tre quarti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>tre quinti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[due quarti<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 771  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione complementari 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/39/FrazioneUnMezzo.png" alt="torta in due fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte non colorata corrisponde alla frazione&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{1}{2}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{3}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{1}{4}$$<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 772  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione complementari 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/2c/FrazioneUnTerzo.png" alt="torta tagliata in tre fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"></p><p>La parte non colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{2}{3}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{4}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{1}{3}$$<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Riconosci frazione facili</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 773  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione unitaria 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/f/fa/FrazioneUnQuarto.png" alt="fetta di torta divisa in quattro" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"></p><p>La parte colorata rappresenta <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span class="MathJax_Preview" style="color: inherit; display: none;"></span></p><div class="MathJax_Display" style="text-align: center;"></div><span class="MathJax_Preview" style="color: inherit; display: none;"></span><div class="MathJax_Display" style="text-align: center;"><span class="MathJax" id="MathJax-Element-1-Frame" tabindex="0" style="text-align: center; position: relative;" data-mathml="<math xmlns=&quot;http://www.w3.org/1998/Math/MathML&quot; display=&quot;block&quot;><mfrac><mn>1</mn><mn>4</mn></mfrac></math>" role="presentation"><span class="MJX_Assistive_MathML MJX_Assistive_MathML_Block" role="presentation"><math xmlns="http://www.w3.org/1998/Math/MathML" display="block"><mfrac><mn>1</mn><mn>4</mn></mfrac></math></span></span></div>$$\frac{1}{4}$$<p></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span class="MathJax_Preview" style="color: inherit; display: none;"></span></p>$$\frac{1}{3}$$<br><p></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{2}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 774  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione unitaria 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/6/6d/FrazioneUnQuinto.png" alt="torta in cinque fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"></p><p>La parte colorata corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{1}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{4}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 775  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione unitaria 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/c/c1/FrazioneUnSesto.png" alt="torta tagliata in sei fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"></p><p>La parte colorata rappresenta <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{1}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{4}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Riconosci frazioni unitarie testo</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 776  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione unitaria testo 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/2c/FrazioneUnTerzo.png" alt="torta tagliata in tre fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"></p><p>La parte colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un terzo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un quarto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[un mezzo<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 777  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione unitaria testo 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/39/FrazioneUnMezzo.png" alt="torta in due fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un mezzo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un quarto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[un terzo<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 778  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione unitaria testo 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/6/6d/FrazioneUnQuinto.png" alt="torta in cinque fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un quinto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un quarto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[un terzo<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 779  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione unitaria testo 4 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/c/c1/FrazioneUnSesto.png" alt="torta tagliata in sei fette" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un sesto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un quarto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[un quinto<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 780  -->
  <question type="multichoice">
    <name>
      <text>RM-Riconosci frazione unitaria testo 5 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/f/fa/FrazioneUnQuarto.png" alt="fetta di torta divisa in quattro" style="vertical-align:text-bottom; margin: 0 .5em;" class="img-responsive" height="378" width="378"><br></p><p>La parte colorata corrisponde a&nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un quarto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un sesto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[un quinto<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Valuta frazione: minimi termini oppure... 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 785  -->
  <question type="multichoice">
    <name>
      <text>RM-Valuta frazione minimi termini oppure.. 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La frazione $$\frac{6}{15}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>è equivalente a $$\frac{2}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>è ridotta ai minimi termini<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>è maggiore di $$\frac{3}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 786  -->
  <question type="multichoice">
    <name>
      <text>RM-Valuta frazione minimi termini oppure.. 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La frazione $$\frac{12}{15}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>è equivalente a $$\frac{4}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>è ridotta ai minimi termini<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>è minore di $$\frac{3}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 787  -->
  <question type="multichoice">
    <name>
      <text>RM-Valuta frazione minimi termini oppure.. 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text>La frazione $$\frac{8}{15}$$</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text>è equivalente a $$\frac{2}{5}$$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>è ridotta ai minimi termini<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>è maggiore di $$\frac{3}{5}$$</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Confronto di frazioni/RM-Confronto frazioni numeratori o denominatori uguali 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 788  -->
  <question type="multichoice">
    <name>
      <text>RM-confronto frazioni numeratore o denominatore uguale 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli la relazione corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{2}{7}&lt;\frac{2}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{7}=\frac{2}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{2}{7}&gt;\frac{2}{5}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 789  -->
  <question type="multichoice">
    <name>
      <text>RM-confronto frazioni numeratore o denominatore uguale 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli la relazione corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[$$\frac{2}{7}&lt;\frac{2}{5}$$]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{2}{7}&gt;\frac{2}{5}$$]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{2}{5}&lt;\frac{2}{7}$$]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 790  -->
  <question type="multichoice">
    <name>
      <text>RM-confronto frazioni numeratore o denominatore uguale 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli la relazione corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[$$\frac{5}{7}&lt;\frac{6}{7}$$]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{5}{7}&gt;\frac{6}{7}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{6}{7}&lt;\frac{5}{7}$$<p><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 791  -->
  <question type="multichoice">
    <name>
      <text>RM-confronto frazioni numeratore o denominatore uguale 4 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Scegli la relazione corretta<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[$$\frac{8}{9}&gt;\frac{2}{9}$$]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{8}{9}&lt;\frac{2}{9}$$<p><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[$$\frac{2}{9}&gt;\frac{8}{9}$$]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/Riconosci frazioni/RM-Figure frazioni dalla parte al tutto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 793  -->
  <question type="multichoice">
    <name>
      <text>RM_Dalla parte al tutto 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se 8 fiori rappresentano i 4/5 del totale in un mazzo. Da quanti fiori è composto il mazzo?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>10<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>5<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>9<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 794  -->
  <question type="multichoice">
    <name>
      <text>RM_Dalla parte al tutto 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se 12 fiori rappresentano i 3/4 del totale in un mazzo. Da quanti fiori è composto il mazzo?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>16<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>36<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 795  -->
  <question type="multichoice">
    <name>
      <text>RM_Dalla parte al tutto 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se 6 fiori rappresentano&nbsp; 1/4 del totale in un mazzo. Da quanti fiori è composto il mazzo?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>24<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>18<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni operazioni/RM-Sottrazione di frazioni</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 868  -->
  <question type="multichoice">
    <name>
      <text>Sottrazione di frazioni facile 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{2}{3} - \frac{1}{2} \&nbsp; =$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{1}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{1}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{2}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{7}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 869  -->
  <question type="multichoice">
    <name>
      <text>Sottrazione di frazioni facile 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{3}{2} - \frac{4}{3} \&nbsp; =$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$\frac{1}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{1}{1}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{5}{2}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$\frac{7}{6}$$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Frazioni equivalenti</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 893  -->
  <question type="multichoice">
    <name>
      <text>Trova frazione equivalente 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale frazione è equivalente a $$\frac{2}{3}$$&nbsp;</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$\frac{4}{6}$$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$\frac{4}{3}$$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$\frac{4}{9}$$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$\frac{3}{2}$$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 894  -->
  <question type="multichoice">
    <name>
      <text>Trova frazione equivalente 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale frazione è equivalente a $$ \frac{3}{4} $$&nbsp;</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{9}{12} $$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{9}{16} $$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{6}{7} $$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{4}{3} $$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 895  -->
  <question type="multichoice">
    <name>
      <text>Trova frazione equivalente 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale frazione è equivalente a $$ \frac{3}{2} $$&nbsp;</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{12}{8} $$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{6}{2} $$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{5}{4} $$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><span style="color: rgb(51, 51, 51); font-family: 'open sans', sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; orphans: auto; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px; -webkit-text-stroke-width: 0px; display: inline !important; float: none; background-color: rgb(255, 255, 255);">$$ \frac{2}{3} $$&nbsp;</span><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Confronto di frazioni/VF-Confronto frazioni difficile 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 1067  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni difficile 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$\frac{2}{3} &lt; \frac{3}{4}$$<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1068  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni difficile 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{2}{3} &gt; \frac{3}{4}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1069  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni difficile 3 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{4}{5} &gt; \frac{3}{4}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1070  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni difficile 4 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{4}{5} &lt; \frac{3}{4}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni cosa sono/RM-Confronto di frazioni/VF-Confronto frazioni facili 1 punto</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 1071  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni facili 1 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{2}{5}&gt;\frac{3}{5}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1072  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni facili 2 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{2}{5}&lt;\frac{3}{5}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1073  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni facili 3 1 punto (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{3}{7}&gt;\frac{3}{5}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1074  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni facili 4 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{3}{7}&lt;\frac{3}{5}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1075  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni facili 5 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{6}{7}&gt;\frac{8}{9}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1076  -->
  <question type="truefalse">
    <name>
      <text>VF-Confronto frazioni facili 6 1 punto</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[$$\frac{6}{7}&lt;\frac{9}{8}$$]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Frazioni/Frazioni problemi</text>
    </category>
    <info format="html">
      <text></text>
    </info>
  </question>

<!-- question: 211081  -->
  <question type="multichoice">
    <name>
      <text>Espressione per risolvere problemi</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale espressione risolve il seguente problema: spendo&nbsp; \(\frac{1}{3} \) e poi un \(\frac{1}{2} \) dei soldi a mia disposizione. Che frazione mi rimane?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(1 - ( \frac{1}{3} + \frac{1}{2} ) \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( 1 - (\frac{1}{3}&nbsp; - \frac{1}{2}) \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( 1+(\frac{1}{3} + \frac{1}{2}) \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211082  -->
  <question type="multichoice">
    <name>
      <text>Espressione per risolvere problemi 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale espressione risolve il seguente problema:&nbsp; questo mese ho speso&nbsp; \(\frac{1}{2} \) dei miei soldi e&nbsp; ne ho guadagnati&nbsp; \(\frac{1}{3} \) di tutti quelli che avevo a disposizione. Che frazione ho ancora?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(1 -&nbsp; \frac{1}{2} + \frac{1}{3}&nbsp; \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( 1 - (\frac{1}{2} + \frac{1}{3}) \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( 1+(\frac{1}{2} - \frac{1}{3}) \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211113  -->
  <question type="multichoice">
    <name>
      <text>Espressione per risolvere problemi 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale espressione risolve il seguente problema:&nbsp; oggi ho comprato &nbsp; \(\frac{1}{5} \)frutta,&nbsp;&nbsp; \(\frac{1}{3} \) cibi per pranzo, e per il resto da detersivi per la casa. Quale espressione ci restituisce la parte di detersivi?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(1 -&nbsp; \frac{1}{5} + \frac{1}{3}&nbsp; \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\( 1 - (\frac{1}{5} + \frac{1}{3}) \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( 1+(\frac{1}{2} - \frac{1}{3}) \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211132  -->
  <question type="multichoice">
    <name>
      <text>Espressione per risolvere problemi 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale problema viene risolto da questa espressione \(1 - ( \frac{1}{3} + \frac{1}{5})&nbsp; \) ?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Da una latta di olio vengono prelevati dapprima \(\frac{1}{3}&nbsp; \) e poi \(\frac{1}{5} \) della capacità totale, quale è la frazione rimasta nella latta?<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Da una latta di olio vengono dapprima prelevato&nbsp; \(\frac{1}{3}&nbsp; \) e poi 
aggiunto \(\frac{1}{5} \) della capacità totale, quale è la frazione rimasta nella latta?<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>In una latta di olio vengono versati&nbsp; \(\frac{1}{3}&nbsp; \) e poi 
\(\frac{1}{5} \) della capacità totale, quale è la frazione di olio contenuta nella latta?<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211133  -->
  <question type="multichoice">
    <name>
      <text>Espressione per risolvere problemi 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale problema viene risolto da questa espressione \( \frac{1}{3} + \frac{1}{5} \) ?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Da una latta di olio vengono prelevati dapprima \(\frac{1}{3}&nbsp; \) e poi \(\frac{1}{5} \) della capacità totale, quale è la frazione rimasta nella latta?<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Da una latta di olio vengono dapprima prelevato&nbsp; \(\frac{1}{3}&nbsp; \) e poi 
aggiunto \(\frac{1}{5} \) della capacità totale, quale è la frazione rimasta nella latta?<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>In una latta di olio vengono versati&nbsp; \(\frac{1}{3}&nbsp; \) e poi 
\(\frac{1}{5} \) della capacità totale, quale è la frazione di olio contenuta nella latta?<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211134  -->
  <question type="multichoice">
    <name>
      <text>Espressione per risolvere problemi 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>I \( \frac{3}{10} \) dei ragazzi della classe che conta 30 alunni porta gli occhiali. Quale operazione devo fare per calcolare il numero dei ragazzi con gli occhiali?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\( \frac{3}{10} \cdot 30 \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( 30 : \frac{3}{10}&nbsp; \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( 30 + \frac{3}{10} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211040  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se mangio \(\frac{1}{3} \) di \(\frac{1}{2} \) della pizza che frazione ho mangiato dell'intera pizza?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(\frac{1}{6} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{1}{4} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{1}{5} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211118  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 10</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Una bottiglia di coca cola da \(\frac{3}{2}\) di litro viene versata in 12 bicchieri. Quanta coca cola contiene ogni bicchiere?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(\frac{3}{2} : 12 = \frac{1}{8}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{3}{2} : 12 = \frac{36}{24}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{3}{2} : 12 = \frac{1}{24}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211117  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 11</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Una bottiglia di vino da \(\frac{3}{4}\) viene versata in 6 bicchieri. Quanto vino contiene ogni bicchiere?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(\frac{3}{4} : 6 = \frac{1}{8}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{3}{4} : 6 = \frac{3}{8}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{3}{4} : 6 = \frac{18}{24}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211041  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Pizza_16.jpg/768px-Pizza_16.jpg" alt="pizza" class="img-responsive atto_image_button_text-bottom" width="300" height="400"><br></p><p>Se mangio \(\frac{1}{2} \) di \(\frac{1}{3} \) della pizza che frazione ho mangiato dell'intera pizza?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(\frac{1}{6} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{1}{4} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{1}{5} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211042  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e3/Pizza_16.jpg/768px-Pizza_16.jpg" alt="pizza" class="img-responsive atto_image_button_text-bottom" width="300" height="400"><br></p><p>Se mangio \(\frac{1}{3} \) di \(\frac{1}{3} \) della pizza che frazione ho mangiato dell'intera pizza?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(\frac{1}{9} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{1}{6} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{1}{3} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211076  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/6/6e/Birra_Ichnusa%2C_66_cl..JPG/768px-Birra_Ichnusa%2C_66_cl..JPG" alt="bottiglia 66 cl" class="img-responsive atto_image_button_text-bottom" width="250" height="333"><br></p><p>Quanti bicchieri da&nbsp; \(\frac{1}{12} \) di litro si possono ottenere da una bottiglia da&nbsp; \(\frac{2}{3} \)?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>8<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>6<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211077  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/e/eb/Example_of_a_Compound_Gear_Train.png" alt="ingranaggi" class="img-responsive atto_image_button_text-bottom" width="350" height="168"><br></p><p>Un ingranaggio ha&nbsp; \(\frac{1}{3} \) dei denti di quello più grande. Se quello più grande fa 2 giri quanti giri fa l'ingranaggio piccolo? &nbsp; <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>6<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211080  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale frazione è &nbsp; \(\frac{1}{3} \) di \(\frac{6}{7}\)?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(\frac{2}{7}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{6}{3}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{1}{7}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211114  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è l'operazione corretta per calcolare quanti bicchieri da \(\frac{1}{4} \) ricavo da una bottiglia da un litro e mezzo ( \(\frac{3}{2} \) )?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(\frac{3}{2} : \frac{1}{4}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{3}{2} \cdot \frac{1}{4}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(\frac{3}{2} - \frac{1}{4}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211115  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è l'operazione corretta per calcolare quante bottigliette da \(\frac{1}{3} \) ricavo da un bottiglione da 2 litri?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(2 : \frac{1}{3}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(2 + \frac{1}{3}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(2 - \frac{1}{3}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211116  -->
  <question type="multichoice">
    <name>
      <text>Frazione di frazione 9</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è l'operazione corretta per calcolare quante bottiglie da \(\frac{2}{3} \) ricavo da una latta di olio da 6 litri?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\(6 : \frac{2}{3}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(6 \cdot \frac{2}{3}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\(6 - \frac{2}{3}\)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211043  -->
  <question type="multichoice">
    <name>
      <text>Frazione di un numero</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Spendendo i \(\frac{2}{5} \) di 75€, quanti euro spendo?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>30<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>25<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211044  -->
  <question type="multichoice">
    <name>
      <text>Frazione di un numero 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Spendendo \(\frac{1}{5} \) di 75€, quanti euro spendo?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>15<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>6<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>30<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211045  -->
  <question type="multichoice">
    <name>
      <text>Frazione di un numero 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Spendendo \(\frac{1}{3} \) di 75€, quanti euro spendo?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>25<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>4<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>30<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211078  -->
  <question type="multichoice">
    <name>
      <text>Frazione di un numero 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In classe ci sono 20 studenti, i&nbsp; \(\frac{3}{5} \) di loro portano gli occhiali, quanti sono?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>8<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211079  -->
  <question type="multichoice">
    <name>
      <text>Frazione di un numero 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In classe ci sono 20 studenti, i&nbsp; \(\frac{3}{5} \) di loro portano gli occhiali, quanti sono quelli che non portano gli occhiali?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>8<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>12<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>7<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211029  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{1}{4} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>15 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>12 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>4 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211038  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 10</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{1}{12} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>5 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>12 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>10 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211039  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 11</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{1}{10} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>6 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>5 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>10 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211030  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{1}{2} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>30 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>20 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211031  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{1}{3} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>20 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>12 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211032  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{2}{3} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>40 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>5 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>23 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211033  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{3}{4} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>45 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>7 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>34 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211034  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{1}{5} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>12 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>15 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>6 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211035  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{2}{5} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>24 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>25 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>7 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211036  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{3}{5} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>36 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>35 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>8 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 211037  -->
  <question type="multichoice">
    <name>
      <text>Frazioni di tempo 9</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>\( \frac{4}{5} \) d'ora corrisponde a <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>48 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>45 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>9 minuti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

</quiz>