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        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Classificazione materia</text>

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<!-- question: 1484  -->
  <question type="ddimageortext">
    <name>
      <text>Classificazione degli stati dell'acqua</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le etichette in modo da ottenere una corretta classificazione degli stati dell'acqua sulla terra, l'etichetta inferiore (sfondo bianco) denomina lo stato, quella superiore (sfondo azzurro) le proprietà delle particelle.<br></p>]]></text>
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    <hidden>0</hidden>
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    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
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    <shownumcorrect/>
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</file>

    <drag>
      <no>1</no>
      <text>Particelle legate e fisse</text>

      <draggroup>2</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>Ghiaccio ai poli: stato solido</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>Oceani e mari: stato liquido</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>4</no>
      <text>Nubi: stato gassoso</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>5</no>
      <text>Particelle libere</text>

      <draggroup>2</draggroup>
    </drag>
    <drag>
      <no>6</no>
      <text>Particelle libere distanza fissa</text>

      <draggroup>2</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>115</xleft>
      <ytop>30</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>233</xleft>
      <ytop>69</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>158</xleft>
      <ytop>316</ytop>
    </drop>
    <drop>
      <text></text>
      <no>4</no>
      <choice>4</choice>
      <xleft>126</xleft>
      <ytop>139</ytop>
    </drop>
    <drop>
      <text></text>
      <no>5</no>
      <choice>5</choice>
      <xleft>17</xleft>
      <ytop>80</ytop>
    </drop>
    <drop>
      <text></text>
      <no>6</no>
      <choice>6</choice>
      <xleft>58</xleft>
      <ytop>246</ytop>
    </drop>
  </question>

<!-- question: 1483  -->
  <question type="ddimageortext">
    <name>
      <text>Classificazione degli stati della materia</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le etichette in modo da ottenere una corretta classificazione degli stati della materia, l'etichetta superiore (sfondo bianco) denomina lo stato, quella sotto (sfondo azzurro) i legami che caratterizzano le particelle.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Particelle legate e vicine</text>

      <draggroup>2</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>Solido</text>

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

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

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>5</no>
      <text>Particelle libere</text>

      <draggroup>2</draggroup>
    </drag>
    <drag>
      <no>6</no>
      <text>Particelle libere distanza fissa</text>

      <draggroup>2</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>7</xleft>
      <ytop>274</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>7</xleft>
      <ytop>173</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>239</xleft>
      <ytop>164</ytop>
    </drop>
    <drop>
      <text></text>
      <no>4</no>
      <choice>4</choice>
      <xleft>471</xleft>
      <ytop>121</ytop>
    </drop>
    <drop>
      <text></text>
      <no>5</no>
      <choice>5</choice>
      <xleft>472</xleft>
      <ytop>278</ytop>
    </drop>
    <drop>
      <text></text>
      <no>6</no>
      <choice>6</choice>
      <xleft>239</xleft>
      <ytop>281</ytop>
    </drop>
  </question>

<!-- question: 1455  -->
  <question type="ddimageortext">
    <name>
      <text>Classificazione della materia</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona le etichette in modo da ottenere una corretta classificazione della materia<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Miscugli</text>

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

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>3</no>
      <text>Sostanze composte</text>

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

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

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

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>141</xleft>
      <ytop>276</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>134</xleft>
      <ytop>106</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>321</xleft>
      <ytop>155</ytop>
    </drop>
    <drop>
      <text></text>
      <no>4</no>
      <choice>4</choice>
      <xleft>321</xleft>
      <ytop>38</ytop>
    </drop>
    <drop>
      <text></text>
      <no>5</no>
      <choice>5</choice>
      <xleft>331</xleft>
      <ytop>326</ytop>
    </drop>
    <drop>
      <text></text>
      <no>6</no>
      <choice>6</choice>
      <xleft>325</xleft>
      <ytop>235</ytop>
    </drop>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Passaggi di stato/Classificare passaggi di stato</text>

    </category>
  </question>

<!-- question: 1460  -->
  <question type="ddimageortext">
    <name>
      <text>Passaggi di stato</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Metti il nome corretto sulla freccia che indica il passaggio di stato<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Evaporazione</text>

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

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

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

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

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>441</xleft>
      <ytop>175</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>159</xleft>
      <ytop>336</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>184</xleft>
      <ytop>283</ytop>
    </drop>
    <drop>
      <text></text>
      <no>4</no>
      <choice>4</choice>
      <xleft>345</xleft>
      <ytop>226</ytop>
    </drop>
    <drop>
      <text></text>
      <no>5</no>
      <choice>5</choice>
      <xleft>193</xleft>
      <ytop>164</ytop>
    </drop>
  </question>

<!-- question: 1462  -->
  <question type="ddimageortext">
    <name>
      <text>Passaggi di stato 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona il nome dello stato o del passaggio di stato mancante<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>
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</file>

    <drag>
      <no>1</no>
      <text>Evaporazione</text>

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

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

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

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

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

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>441</xleft>
      <ytop>175</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>47</xleft>
      <ytop>311</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>177</xleft>
      <ytop>282</ytop>
    </drop>
    <drop>
      <text></text>
      <no>4</no>
      <choice>4</choice>
      <xleft>358</xleft>
      <ytop>62</ytop>
    </drop>
    <drop>
      <text></text>
      <no>5</no>
      <choice>5</choice>
      <xleft>193</xleft>
      <ytop>164</ytop>
    </drop>
    <drop>
      <text></text>
      <no>6</no>
      <choice>6</choice>
      <xleft>353</xleft>
      <ytop>317</ytop>
    </drop>
  </question>

<!-- question: 1463  -->
  <question type="ddimageortext">
    <name>
      <text>Passaggi di stato 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona il nome dello stato o del passaggio di stato mancante<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Evaporazione</text>

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

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

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

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

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

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>441</xleft>
      <ytop>175</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>47</xleft>
      <ytop>311</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>169</xleft>
      <ytop>334</ytop>
    </drop>
    <drop>
      <text></text>
      <no>4</no>
      <choice>4</choice>
      <xleft>358</xleft>
      <ytop>62</ytop>
    </drop>
    <drop>
      <text></text>
      <no>5</no>
      <choice>5</choice>
      <xleft>193</xleft>
      <ytop>164</ytop>
    </drop>
    <drop>
      <text></text>
      <no>6</no>
      <choice>6</choice>
      <xleft>353</xleft>
      <ytop>317</ytop>
    </drop>
  </question>

<!-- question: 1464  -->
  <question type="ddimageortext">
    <name>
      <text>Passaggi di stato 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona il nome dello stato o del passaggio di stato mancante<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Condensazione</text>

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

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

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

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

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

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>352</xleft>
      <ytop>227</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>47</xleft>
      <ytop>311</ytop>
    </drop>
    <drop>
      <text></text>
      <no>3</no>
      <choice>3</choice>
      <xleft>169</xleft>
      <ytop>334</ytop>
    </drop>
    <drop>
      <text></text>
      <no>4</no>
      <choice>4</choice>
      <xleft>358</xleft>
      <ytop>62</ytop>
    </drop>
    <drop>
      <text></text>
      <no>5</no>
      <choice>5</choice>
      <xleft>186</xleft>
      <ytop>282</ytop>
    </drop>
    <drop>
      <text></text>
      <no>6</no>
      <choice>6</choice>
      <xleft>353</xleft>
      <ytop>317</ytop>
    </drop>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Atomi e molecole</text>

    </category>
  </question>

<!-- question: 1493  -->
  <question type="multichoice">
    <name>
      <text>Atomi nella materia</text>
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    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/9/93/Cubical_atom_3.svg/181px-Cubical_atom_3.svg.png" alt="atomi" width="181" height="127" class="img-responsive atto_image_button_text-bottom"><br></p>Un insieme di atomi tutti uguali forma&nbsp;]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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 elemento</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>una sostanza composta</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un miscuglio omogeneo</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Passaggi di stato/Causa dei passaggi di stato</text>

    </category>
  </question>

<!-- question: 1488  -->
  <question type="multichoice">
    <name>
      <text>Causa del brinamento</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/af/Brina_ingrandimento.jpg/1024px-Brina_ingrandimento.jpg" alt="brina" width="400" height="300" class="img-responsive atto_image_button_text-bottom"><br></p><p>Il brinamento è causato dal<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>raffreddamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>riscaldamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>sommovimento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1487  -->
  <question type="multichoice">
    <name>
      <text>Causa dell'evaporazione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/9/96/Nuvole.jpeg/768px-Nuvole.jpeg" alt="Nuvole" width="350" height="467" class="img-responsive atto_image_button_text-bottom"><br></p><p>L'evaporazione è causata dal<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>riscaldamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>raffreddamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>brinamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1485  -->
  <question type="multichoice">
    <name>
      <text>Causa della fusione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/db/The_melting_glacier_1_-_panoramio.jpg/1024px-The_melting_glacier_1_-_panoramio.jpg" alt="Ghiacciao fondente" class="img-responsive atto_image_button_text-bottom" width="400" height="267"></p><p>La fusione è causata dal<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>riscaldamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>raffreddamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>brinamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1486  -->
  <question type="multichoice">
    <name>
      <text>Causa della solidificazione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/2/20/Campana_-_Museo_scienza_tecnologia_Milano_15722.jpg/1024px-Campana_-_Museo_scienza_tecnologia_Milano_15722.jpg" alt="Campana" width="400" height="267" class="img-responsive atto_image_button_text-bottom"><br></p><p>La solidificazione è causata dal<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>raffreddamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>riscaldamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>brinamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1489  -->
  <question type="multichoice">
    <name>
      <text>Causa della sublimazione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/af/Brina_ingrandimento.jpg/1024px-Brina_ingrandimento.jpg" alt="brina" width="400" height="300" class="img-responsive atto_image_button_text-bottom"><br></p><p>La sublimazione avviene a causa del<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>riscaldamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>raffreddamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>brinamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Passaggi di stato/Denominare passaggi di stato</text>

    </category>
  </question>

<!-- question: 1470  -->
  <question type="multichoice">
    <name>
      <text>Denominare passaggio di stato</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/48/Gussmetallschmelze.jpg/1024px-Gussmetallschmelze.jpg" alt="Melting metal" class="img-responsive atto_image_button_text-bottom" width="400" height="372"></p><p>Il metallo passa dallo stato solido a quello liquido attraverso la ...<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Fusione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Condensazione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Solidificazione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1471  -->
  <question type="multichoice">
    <name>
      <text>Denominare passaggio di stato 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/f/f7/Boiling_water_in_a_pan.png" alt="Acqua bollente" class="img-responsive atto_image_button_text-bottom" width="395" height="375"><br></p><p>L'acqua bollente diventa vapore attraverso ... <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>L'evaporazione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Condensazione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Fusione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1472  -->
  <question type="multichoice">
    <name>
      <text>Denominare passaggio di stato 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/d8/Brina_auto_gennaio_2012.jpg/1024px-Brina_auto_gennaio_2012.jpg" alt="brina" class="img-responsive atto_image_button_text-bottom" width="400" height="300"></p><p>Il freddo della notte ricopre le auto di piccoli aghi di ghiaccio facendo congelare il vapore nell'aria attraverso un processo di ...<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Brinamento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sublimazione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Evaporazione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Liquido</text>

    </category>
  </question>

<!-- question: 1477  -->
  <question type="multichoice">
    <name>
      <text>Forma e spazio occupato dai liquidi</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le sostanze allo stato liquido<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Hanno volume fissato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sono comprimibili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Hanno una forma definita<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Gassoso</text>

    </category>
  </question>

<!-- question: 1499  -->
  <question type="multichoice">
    <name>
      <text>Gas e particelle</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le particelle che formano un gas<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Sono libere di scorrere l'una sulle altre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Mantegono posizioni fissate<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Sono libere di muoversi l'una rispetto alle altre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Liquido</text>

    </category>
  </question>

<!-- question: 1497  -->
  <question type="multichoice">
    <name>
      <text>Liquidi e particelle</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le particelle che formano un liquido<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Sono libere di scorrere l'una sulle altre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Mantegono posizioni fissate<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sono libere di muoversi l'una rispetto alle altre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Sostanze-Miscugli - Elementi</text>

    </category>
  </question>

<!-- question: 1492  -->
  <question type="multichoice">
    <name>
      <text>Miscuglio</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/e/ea/MinestroneSoup.jpg" alt="minestrone" width="400" height="325" class="img-responsive atto_image_button_text-bottom"><br></p><p>Il minestrone è un&nbsp;&nbsp;<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>miscuglio eterogeneo</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>miscuglio omogeneo</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>elemento molecolare</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1496  -->
  <question type="multichoice">
    <name>
      <text>Miscuglio 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/d1/2010_mavericks_competition_edit1.jpg/1024px-2010_mavericks_competition_edit1.jpg" alt="mare" width="399" height="264" class="img-responsive atto_image_button_text-bottom"><br></p><p>L'acqua di mare è un esempio di&nbsp;&nbsp;<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>soluzione, miscuglio omogeneo</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>miscuglio eterogeneo</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>sostanza composta</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Liquido</text>

    </category>
  </question>

<!-- question: 1478  -->
  <question type="multichoice">
    <name>
      <text>Proprietà dei liquidi</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le sostanze allo stato liquido<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Seguono il principio dei vasi comunicanti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Seguono la proprietà dei vasi alternati<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Non hanno particolari proprietà<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1479  -->
  <question type="multichoice">
    <name>
      <text>Proprietà dei liquidi 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un esempio di capillarità è<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>L'acqua che risale dalle radici alle foglie degli alberi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>L'acqua che risalendo nei tubi è disponibile nei piani alti degli edifici<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>L'acqua che si consolida formando la neve<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Solido</text>

    </category>
  </question>

<!-- question: 1480  -->
  <question type="multichoice">
    <name>
      <text>Proprietà dei solidi</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>I solidi sono caratterizzati <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>dall'avere forma e volume proprio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>dall'avere&nbsp; un volume fissato, ma non una forma definita<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>dall'essere comprimibili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1481  -->
  <question type="multichoice">
    <name>
      <text>Proprietà dei solidi 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le particelle che compongono un solido <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>sono disposte vicine in posizione fisse legate da forze potenti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>sono disposte vicine e libere di muoversi le une rispetto alle altre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>sono lontane, in posizione fisse, debolmente legate<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1482  -->
  <question type="multichoice">
    <name>
      <text>Proprietà dei solidi 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un solido è<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>incomprimibile<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>comprimibile<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>variabile<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1498  -->
  <question type="multichoice">
    <name>
      <text>Solidi e particelle (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le particelle che formano un liquido<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Sono libere di scorrere l'una sulle altre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Mantegono posizioni fissate<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sono libere di muoversi l'una rispetto alle altre<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Sostanze-Miscugli - Elementi</text>

    </category>
  </question>

<!-- question: 1456  -->
  <question type="multichoice">
    <name>
      <text>Sostanza - Miscuglio</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/8/83/Bodega_Mercader_Quesada%2C_D.O.Bullas.jpg" alt="Vino" class="img-responsive atto_image_button_text-bottom" width="200" height="278"></p><p>Il vino è un esempio di ...<br></p>]]></text>
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</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Miscuglio omogeneo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sostanza semplice<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sostanza composta<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1457  -->
  <question type="multichoice">
    <name>
      <text>Sostanza - Miscuglio 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/3/3b/Granito.jpg/1024px-Granito.jpg" alt="Granito" class="img-responsive atto_image_button_text-bottom" width="200" height="161"><br></p><p>Il granito è un esempio di ...<br></p>]]></text>
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</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Miscuglio eterogeneo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sostanza semplice<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Miscuglio omogeneo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1458  -->
  <question type="multichoice">
    <name>
      <text>Sostanza - Miscuglio 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/1c/Spada_in_ferro.jpg/1024px-Spada_in_ferro.jpg" alt="Ferro" class="atto_image_button_text-bottom" width="199" height="133"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b9/Electron_shell_026_Iron.svg/744px-Electron_shell_026_Iron.svg.png" alt="Ferro" class="img-responsive atto_image_button_text-bottom" width="124" height="133"></p><p>Il ferro è un esempio di ...<br></p>]]></text>
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</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Elemento<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sostanza composta<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Miscuglio omogeneo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1491  -->
  <question type="multichoice">
    <name>
      <text>Sostanze e miscugli</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/5/5d/LaundrydetergentGlow.jpg/1024px-LaundrydetergentGlow.jpg" alt="detersivo" width="400" height="200" class="img-responsive atto_image_button_text-bottom"><br></p>Diverse sostanze mescolate tra loro generano&nbsp;]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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 miscuglio</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>una sostanza composta</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un elemento</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Atomi e molecole</text>

    </category>
  </question>

<!-- question: 1494  -->
  <question type="multichoice">
    <name>
      <text>Sostanze e miscugli 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/4/42/Anidride_carbonica_modello.png" alt="co2" width="265" height="120" class="img-responsive atto_image_button_text-bottom"><br></p>L'anidride carbonica è&nbsp;]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>una sostanza composta</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>una sostanza semplice</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un elemento</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1495  -->
  <question type="multichoice">
    <name>
      <text>Sostanze e miscugli 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/6/64/Motif_nacl.jpg" alt="nacl" width="242" height="246" class="img-responsive atto_image_button_text-bottom"><br></p>Il sale da cucina è]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>una sostanza composta</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>una sostanza semplice</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un elemento</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1490  -->
  <question type="multichoice">
    <name>
      <text>Sostanze e molecole</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/5/5c/Interazioni_dipolari_acqua.png" alt="molecole" width="400" height="399" class="img-responsive atto_image_button_text-bottom"><br></p>Un insieme di molecole uguali formate da atomi diversi è&nbsp;]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>una sostanza composta</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un elemento</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un miscuglio eterogeneo</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Gassoso</text>

    </category>
  </question>

<!-- question: 1474  -->
  <question type="multichoice">
    <name>
      <text>Spazio occupato dai gas</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le sostanze allo stato gassoso<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Sono comprimibili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Non sono comprimibili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Hanno forma variabile ma volume fissato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1475  -->
  <question type="multichoice">
    <name>
      <text>Spazio occupato dai gas 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le sostanze allo stato gassoso<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Non hanno forma propria<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Non sono comprimibili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Hanno volume fissato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1476  -->
  <question type="multichoice">
    <name>
      <text>Spazio occupato dai gas 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le sostanze allo stato gassoso<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Tendono ad occupare tutto lo spazio disponibile<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Si depositano sul fondo subendo l'effetto della gravità<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Cambiano forma mantenendo un volume fisso<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
        <text>$system$/Default per Sistema/Scienze Scuola Media/Stati della materia/Passaggi di stato/Spiegare i passaggi di stato</text>

    </category>
  </question>

<!-- question: 1461  -->
  <question type="multichoice">
    <name>
      <text>Spiegare passaggio di stato</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La fusione è il passaggio di una sostanza&nbsp; ....<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Dallo stato solido a quello liquido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato gassoso a quello liquido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato liquido a quello gassoso<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1465  -->
  <question type="multichoice">
    <name>
      <text>Spiegare passaggio di stato 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La condensazione è il passaggio di una sostanza&nbsp; ....<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Dallo stato gassoso a quello liquido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato liquido a quello solido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato liquido a quello gassoso<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1466  -->
  <question type="multichoice">
    <name>
      <text>Spiegare passaggio di stato 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>L'evaporazione è il passaggio di una sostanza&nbsp; ....<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Dallo stato liquido a quello gassoso<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato liquido a quello solido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato gassoso a quello liquido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1467  -->
  <question type="multichoice">
    <name>
      <text>Spiegare passaggio di stato 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La sublimazione è il passaggio di una sostanza&nbsp; ....<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Dallo stato solido a quello gassoso<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato liquido a quello solido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato gassoso a quello liquido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1468  -->
  <question type="multichoice">
    <name>
      <text>Spiegare passaggio di stato 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il brinamento&nbsp; è il passaggio di una sostanza&nbsp; ....<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Dallo stato gassoso a quello solido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato liquido a quello solido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato gassoso a quello liquido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1469  -->
  <question type="multichoice">
    <name>
      <text>Spiegare passaggio di stato 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La solidifcazione è il passaggio di una sostanza&nbsp; ....<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <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>Dallo stato liquido a quello solido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato gassoso a quello solido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dallo stato gassoso a quello liquido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

</quiz>