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<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/Scienze Scuola Media</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Chimica</text>
    </category>
    <info format="html">
      <text></text>
    </info>
  </question>

<!-- question: 210721  -->
  <question type="ddimageortext">
    <name>
      <text>Atomo descrizione 11</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona i componenti dell'atomo<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <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>Elettrone</text>

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

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>223</xleft>
      <ytop>312</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>174</xleft>
      <ytop>148</ytop>
    </drop>
  </question>

<!-- question: 210722  -->
  <question type="ddimageortext">
    <name>
      <text>Atomo descrizione 12</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona i componenti dell'atomo<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <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="Atomic structure of Lithium-7_450x400.svg.png" 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</file>

    <drag>
      <no>1</no>
      <text>Elettrone</text>

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

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text></text>
      <no>1</no>
      <choice>1</choice>
      <xleft>223</xleft>
      <ytop>312</ytop>
    </drop>
    <drop>
      <text></text>
      <no>2</no>
      <choice>2</choice>
      <xleft>170</xleft>
      <ytop>187</ytop>
    </drop>
  </question>

<!-- question: 210727  -->
  <question type="ddwtos">
    <name>
      <text>Formule chimiche 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/3e/H2O_%28water_molecule%29.jpg" alt="H2O" class="img-responsive atto_image_button_text-bottom" width="250" height="180"><br></p><p>Se combino 2 atomi di [[1]] e un atomo di [[2]] ottengo \(H_2O\) che è&nbsp; [[3]].<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers>1</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/>
    <dragbox>
      <text>idrogeno</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>ossigeno</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>acqua</text>
      <group>1</group>
    </dragbox>
  </question>

<!-- question: 210728  -->
  <question type="ddwtos">
    <name>
      <text>Formule chimiche 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/3e/H2O_%28water_molecule%29.jpg" alt="H2O" class="img-responsive atto_image_button_text-bottom" width="250" height="180"><br></p><p>Se combino 2 atomi di [[1]] e un atomo di [[2]] ottengo \(CO_2\) che è&nbsp; [[3]].<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers>1</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/>
    <dragbox>
      <text>ossigeno</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>carbonio</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>anidride</text>
      <group>1</group>
    </dragbox>
  </question>

<!-- question: 210729  -->
  <question type="ddwtos">
    <name>
      <text>Formule chimiche 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se combino un atomo di Na [[1]] con un atomo di Cl [[2]] ottengo [[3]] (formula) che è il [[4]] comune.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers>1</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/>
    <dragbox>
      <text>sodio</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>cloro</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>NaCl</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>sale</text>
      <group>1</group>
    </dragbox>
  </question>

<!-- question: 210730  -->
  <question type="ddwtos">
    <name>
      <text>Formule chimiche 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/2b/Sulfur-Dioxide-diagram.png" alt="sulfur dioxide" class="img-responsive atto_image_button_text-bottom" width="200" height="111"><br></p><p>Se combino un atomo di&nbsp; [[1]] con due atomi di&nbsp; [[2]] ottengo [[3]].<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers>1</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/>
    <dragbox>
      <text>zolfo</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>ossigeno</text>
      <group>1</group>
    </dragbox>
    <dragbox>
      <text>anidride solforosa</text>
      <group>1</group>
    </dragbox>
  </question>

<!-- question: 210764  -->
  <question type="gapselect">
    <name>
      <text>Reazione chimica</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In una reazione chimica la sostanza o le sostanze di partenza sono dette&nbsp;[[1]] e si trasformeranno in sostanze con caratteristiche differenti dette&nbsp;[[2]]</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers>0</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/>
    <selectoption>
      <text>reagenti</text>
      <group>1</group>
    </selectoption>
    <selectoption>
      <text>prodotti</text>
      <group>1</group>
    </selectoption>
  </question>

<!-- question: 210668  -->
  <question type="multichoice">
    <name>
      <text>Atomo descrizione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>Nel nucleo dell'atomo ci 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>protoni e neutroni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>protoni ed elettroni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>neutroni ed elettroni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210679  -->
  <question type="multichoice">
    <name>
      <text>Atomo descrizione 9</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>Il numero di massa corrisponde...<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>Alla somma dei numero di protoni e con quello dei neutroni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Alla somma del numero di protoni ed con quello degli elettroni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Al doppio del numero dei protoni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210760  -->
  <question type="multichoice">
    <name>
      <text>Composto glucosio</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<h5>Il composto C6H12O6 è:&nbsp;</h5>]]></text>
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</file>
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</file>
    </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>il glucosio</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il saccarosio</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il galattosio</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210661  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/eb/Electron_shell_008_Oxygen_mk.svg/744px-Electron_shell_008_Oxygen_mk.svg.png" alt="o" class="img-responsive atto_image_button_text-bottom" width="200" height="215"><br></p><p>O è il simbolo?</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>Dell'ossigeno</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dell'idrogeno</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dell'osmio</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210662  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/a/a8/Hydrogeno1.png" alt="H" class="img-responsive atto_image_button_text-bottom" width="75" height="100"><br></p><p>H è il simbolo?</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>Dell'ossigeno</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Dell'idrogeno</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dell'osmio</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210663  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/0/08/Nitrogeno_-Molecular-.jpg" alt="N" class="img-responsive atto_image_button_text-bottom" width="186" height="176"><br></p><p>N è il simbolo?</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>Dell'ossigeno</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dell'idrogeno</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Dell'azoto</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210665  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/8/81/Cloro_e_anione.png" alt="cl" class="img-responsive atto_image_button_text-bottom" width="200" height="232"><br></p><p>Cl è il simbolo?</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>Del carbonio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Del calcio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Del cloro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210666  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/18/Massa_dell%27ossigeno_ed_elio_a_confronto.svg/484px-Massa_dell%27ossigeno_ed_elio_a_confronto.svg.png" alt="cl" class="img-responsive atto_image_button_text-bottom" width="200" height="156"><br></p><p>He è il simbolo?</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>Dell'idrogeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Dell'elio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dell'ossigeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210664  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/d5/Atomo_di_carbonio.svg/976px-Atomo_di_carbonio.svg.png" alt="C" class="img-responsive atto_image_button_text-bottom" width="200" height="201"><br></p><p>C è il simbolo?</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>Del carbonio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Del calcio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dell'azoto</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210667  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/ff/Catecholate-Iron-Complex-Structural_formula_V1.svg/236px-Catecholate-Iron-Complex-Structural_formula_V1.svg.png" alt="F" class="img-responsive atto_image_button_text-bottom" width="236" height="130"><br></p><p>Fe è il simbolo?</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>Del ferro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Del fluoro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dell'azoto</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210676  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[L'elemento più leggero è?<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>L'idrogeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>L'ossigeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>L'azoto</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210677  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[L'elemento che ha un solo protone nel nucleo è?<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>L'idrogeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>L'ossigeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>L'azoto</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210710  -->
  <question type="multichoice">
    <name>
      <text>Elementi chimici 9</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/fa/1-fluoro-2%2C4-dinitrobenzene_struttura.svg/662px-1-fluoro-2%2C4-dinitrobenzene_struttura.svg.png" alt="fluoro" width="250" height="267" class="img-responsive atto_image_button_text-bottom"><br></p><p>F è il simbolo?</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>Del ferro</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Del fluoro</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Dell'osmio</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210723  -->
  <question type="multichoice">
    <name>
      <text>Formule chimiche</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Nella formula \( Fe_2O_3 \) ci 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>2 atomi di ferro e 3 di ossigeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3 atomi di ferro e 2 di ossigeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>5 atomi di ferrossido<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210724  -->
  <question type="multichoice">
    <name>
      <text>Formule chimiche 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Nella formula \(CO_2 \) ci 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>2 atomi di ossigeno e uno d carbonio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>2 atomi di carbonio e uno di ossigeno<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>3 atomi di anidride<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210725  -->
  <question type="multichoice">
    <name>
      <text>Formule chimiche 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>&nbsp;\(CO \) è la formula del... <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>monossido di carbonio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>anidride carbonica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>carbonato di osmio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210726  -->
  <question type="multichoice">
    <name>
      <text>Formule chimiche 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>&nbsp;\(CO_2 \) è la formula del... <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>monossido di carbonio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>anidride carbonica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>carbonato di osmio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210701  -->
  <question type="multichoice">
    <name>
      <text>gas nobili</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/47/Neon_Atom.svg/250px-Neon_Atom.svg.png" alt="neon" class="img-responsive atto_image_button_text-bottom" width="250" height="250"><br></p><p>Quale è la caratteristica dei gas nobili?<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>Essere composti di atomi con lo strato esterno di elettroni completo <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Non avere nessun odore particolare nonostante una continua fuoriuscita di elettroni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Avere atomi con i nuclei particolarmente pesanti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210702  -->
  <question type="multichoice">
    <name>
      <text>Gruppi chimici</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale gruppo chimico tende a non formare molecole e a non partecipare a reazioni?<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>I gas nobili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>I metalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>I non metalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210703  -->
  <question type="multichoice">
    <name>
      <text>Gruppi chimici 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/d/de/Nacl-structure.jpg" alt="NaCl" class="img-responsive atto_image_button_text-bottom" width="200" height="150"><br></p><p>Quali gruppi chimici nel formare le molecole tendono a perdere uno o più elettroni?<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>I gas nobili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>I metalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>I non metalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210704  -->
  <question type="multichoice">
    <name>
      <text>Gruppi chimici 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/d/de/Nacl-structure.jpg" alt="NaCl" class="img-responsive atto_image_button_text-bottom" width="200" height="150"><br></p><p>Quali gruppi chimici nel formare le molecole tendono ad acquistare uno o più elettroni?<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>I gas nobili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>I metalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>I non metalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210761  -->
  <question type="multichoice">
    <name>
      <text>I gusci degli elettroni</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Per completare il secondo guscio, il numero degli elettroni devono essere:</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>2</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>8</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>16</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210700  -->
  <question type="multichoice">
    <name>
      <text>Legami chimici</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/4/4a/Distibine-3D-vdW.png" alt="molecola" class="img-responsive atto_image_button_text-bottom" width="250" height="187"><br></p><p>Quale è il motivo per il quale gli atomi formano le molecole?<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>Per completare lo strato esterno con gli elettroni necessari<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Per avere un numero adeguato di neutroni nel nucleo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Per l'attrazione che i protoni esercitano sui neutroni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210706  -->
  <question type="multichoice">
    <name>
      <text>Legami chimici 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/47/Neon_Atom.svg/250px-Neon_Atom.svg.png" alt="neon" class="img-responsive atto_image_button_text-bottom" width="250" height="250"><br></p><p>Quale è il motivo per il quale gli atomi dei gas nobili non formano le molecole dei composti?<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>Perchè hanno lo strato esterno di elettroni completo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Perchè hanno un nucleo troppo pesante<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Perchè sono pieni di neutroni e protoni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210707  -->
  <question type="multichoice">
    <name>
      <text>Legami chimici 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/47/Neon_Atom.svg/250px-Neon_Atom.svg.png" alt="neon" class="img-responsive atto_image_button_text-bottom" width="250" height="250"><br></p><p>Quale è il gruppo di elementi che non si lega con gli altri evitando di formare molecole? <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>Gas nobili<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Metalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Non Metalli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210762  -->
  <question type="multichoice">
    <name>
      <text>Legge di Lavoisier</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La Legge di Lavoisier dice che:</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>in una reazione chimica la massa dei prodotti è uguale dalla massa dei reagenti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>in una reazione chimica la massa dei prodotti è diversa dalla massa dei reagenti<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210649  -->
  <question type="multichoice">
    <name>
      <text>Legge di Lavoisier</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/8/85/David_-_Portrait_of_Monsieur_Lavoisier_%28cropped%29.jpg/887px-David_-_Portrait_of_Monsieur_Lavoisier_%28cropped%29.jpg" alt="Lavoisier" width="200" height="231" class="img-responsive atto_image_button_text-bottom"><br></p><p>La legge di Lavoiseir dice che...</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>La massa nelle reazioni chimiche si conserva.</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Nelle reazioni chimiche la somma delle masse dei prodotti è maggiore di quella dei reagenti.</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Nelle reazioni chimiche la somma delle masse dei prodotti è minore di quella dei reagenti.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210708  -->
  <question type="multichoice">
    <name>
      <text>Numeri atomo</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La somma del numero dei protoni e dei neutroni è?<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>Il numero di massa<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il numero atomico<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>La scala molecolare<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210709  -->
  <question type="multichoice">
    <name>
      <text>Numeri atomo 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La somma del numero dei protoni di un atomo è?<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>Il numero di massa<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Il numero atomico<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>La scala molecolare<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210659  -->
  <question type="multichoice">
    <name>
      <text>Oggetti della chimica</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Una sostanza che non può essere scomposta in sostanze più semplici è?</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 elemento chimico</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" 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 molecola</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210660  -->
  <question type="multichoice">
    <name>
      <text>Oggetti della chimica 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La più piccola parte di un elemento chimico che ne conserva le proprietà è?</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 atomo</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Una sostanza</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Una molecola</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210645  -->
  <question type="multichoice">
    <name>
      <text>Reazione chimica</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale di questi tre fenomeni è una reazione chimica?</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>La legna che brucia</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>L'acqua che diventa ghiaccio</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>L'acqua che bolle</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210646  -->
  <question type="multichoice">
    <name>
      <text>Reazione chimica 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale di questi tre fenomeni non è una reazione chimica?</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>La legna che brucia</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il ferro che fa la ruggine</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>L'acqua che bolle</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210739  -->
  <question type="multichoice">
    <name>
      <text>Sostanze acide, basiche e neutre 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Una soluzione è acida quando...<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 maggiore il numero di ioni&nbsp; \( H^+ \) rispetto a quelli \( OH^- \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>è minore il numero di ioni&nbsp; \( H^+ \) rispetto a quelli \( OH^- \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>&nbsp;il numero di ioni&nbsp; \( H^+ \) e il numero di&nbsp; \( OH^- \) sono uguali<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210740  -->
  <question type="multichoice">
    <name>
      <text>Sostanze acide, basiche e neutre 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/0/08/Ammonia-2D-dot-cross.svg/461px-Ammonia-2D-dot-cross.svg.png" alt="ammoniaca" class="img-responsive atto_image_button_text-bottom" width="250" height="197"><br></p><p>Una soluzione è basica quando...<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>è maggiore il numero di ioni&nbsp; \( H^+ \) rispetto a quelli \( OH^- \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>è minore il numero di ioni&nbsp; \( H^+ \) rispetto a quelli \( OH^- \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>&nbsp;il numero di ioni&nbsp; \( H^+ \) e il numero di&nbsp; \( OH^- \) sono uguali<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210741  -->
  <question type="multichoice">
    <name>
      <text>Sostanze acide, basiche e neutre 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><br></p><p>Una soluzione è neutra quando...<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>è maggiore il numero di ioni&nbsp; \( H^+ \) rispetto a quelli \( OH^- \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>è minore il numero di ioni&nbsp; \( H^+ \) rispetto a quelli \( OH^- \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>&nbsp;il numero di ioni&nbsp; \( H^+ \) e il numero di&nbsp; \( OH^- \) sono uguali<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210742  -->
  <question type="multichoice">
    <name>
      <text>Sostanze acide, basiche e neutre 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p></p>Se è maggiore il numero di ioni&nbsp; \( H^+ \) rispetto a quelli \( OH^- \), una soluzione è <br><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>acida<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>basica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>neutra<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210743  -->
  <question type="multichoice">
    <name>
      <text>Sostanze acide, basiche e neutre 9</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p></p>Se è maggiore il numero di ioni&nbsp; \( OH^- \), rispetto a quelli&nbsp;\( H^+ \) una soluzione è <br><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="0" format="html">
      <text><![CDATA[<p>acida<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>basica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>neutra<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210744  -->
  <question type="multichoice">
    <name>
      <text>Sostanze acide, basiche e neutre 9 (copia)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p></p>Se il numero di ioni&nbsp; \( OH^- \) è uguale a quello degli ioni \( H^+ \) una soluzione è <br><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="0" format="html">
      <text><![CDATA[<p>acida<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>basica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>neutra<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210731  -->
  <question type="truefalse">
    <name>
      <text>Acidi e basi</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Gli acidi rilasciano in acqua ioni di idrogeno ( \( H^+ \) ).<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: 210732  -->
  <question type="truefalse">
    <name>
      <text>Acidi e basi 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le basi rilasciano in acqua ioni di idrogeno ( \( H^+ \) ).<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="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: 210733  -->
  <question type="truefalse">
    <name>
      <text>Acidi e basi 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le basi rilasciano in acqua ioni&nbsp; ( \( OH^- \) ).<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: 210734  -->
  <question type="truefalse">
    <name>
      <text>Acidi e basi 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Gli acidi rilasciano in acqua ioni&nbsp; ( \( OH^- \) ).<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="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: 210657  -->
  <question type="truefalse">
    <name>
      <text>Atomo definizione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>L'atomo è dal punto di vista chimico la più piccola parte di materia.</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: 210658  -->
  <question type="truefalse">
    <name>
      <text>Atomo definizione 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>L'atomo è ciò che si trasforma nelle reazioni chimiche, dividendosi in più parti e cambiando la propria natura.</p>]]></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: 210669  -->
  <question type="truefalse">
    <name>
      <text>Atomo descrizione 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>Intorno al nucleo dell'atomo si muovono gli elettroni<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: 210670  -->
  <question type="truefalse">
    <name>
      <text>Atomo descrizione 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>Intorno al nucleo dell'atomo <i>orbitano</i> i protoni<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="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: 210671  -->
  <question type="truefalse">
    <name>
      <text>Atomo descrizione 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>Intorno al nucleo dell'atomo <i>orbitano</i> i neutroni<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="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: 210672  -->
  <question type="truefalse">
    <name>
      <text>Atomo descrizione 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>I protoni hanno carica positiva<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: 210673  -->
  <question type="truefalse">
    <name>
      <text>Atomo descrizione 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>I protoni hanno carica negativa<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="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: 210674  -->
  <question type="truefalse">
    <name>
      <text>Atomo descrizione 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>Gli elettroni hanno carica negativa<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: 210675  -->
  <question type="truefalse">
    <name>
      <text>Atomo descrizione 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>Gli elettroni hanno carica positiva<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="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: 210678  -->
  <question type="truefalse">
    <name>
      <text>Atomo descrizione 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Atomic_structure_of_Lithium-7.svg/450px-Atomic_structure_of_Lithium-7.svg.png" alt="atomo" class="img-responsive atto_image_button_text-bottom" width="300" height="341"><br></p><p>I neutroni hanno carica positiva<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="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: 210653  -->
  <question type="truefalse">
    <name>
      <text>Definizione di molecola</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La molecola è la più piccola parte che mantiene le proprietà di una sostanza.</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: 210654  -->
  <question type="truefalse">
    <name>
      <text>Definizione di molecola 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La molecola è la più piccola parte che mantiene il colore di una sostanza.</p>]]></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: 210655  -->
  <question type="truefalse">
    <name>
      <text>Definizione di molecola 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La molecola è la più piccola parte della materia ed è considerata indivisibile.</p>]]></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: 210656  -->
  <question type="truefalse">
    <name>
      <text>Definizione di molecola 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La molecola è composta da atomi collegati tra loro.</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: 210705  -->
  <question type="truefalse">
    <name>
      <text>Legami chimici 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/44/NaCl_polyhedra.svg/1024px-NaCl_polyhedra.svg.png" alt="NaCl" class="img-responsive atto_image_button_text-bottom" width="250" height="209"><br></p><p>Il legame ionico avviene attraverso al cessione di un elettrone.</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: 210650  -->
  <question type="truefalse">
    <name>
      <text>Legge di Lavoisier 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La legge di Lavoisier dice che nelle reazioni chimiche la somma delle masse dei reagenti è uguale a quella dei prodotti.&nbsp;</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: 210651  -->
  <question type="truefalse">
    <name>
      <text>Legge di Lavoisier 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La legge di Lavoisier dice che nelle reazioni chimiche la somma delle masse dei reagenti è minore a quella dei prodotti.&nbsp;</p>]]></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: 210652  -->
  <question type="truefalse">
    <name>
      <text>Legge di Lavoisier 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La legge di Lavoisier dice che nelle reazioni chimiche la somma delle masse dei reagenti è maggiore a quella dei prodotti.&nbsp;</p>]]></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: 210735  -->
  <question type="truefalse">
    <name>
      <text>Sostanze acide, basiche e neutre</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/c/c7/Limones%2C_frutero.jpg/1024px-Limones%2C_frutero.jpg" alt="limoni" class="img-responsive atto_image_button_text-bottom" width="250" height="188"><br></p><p>Il succo di limone è acido<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: 210736  -->
  <question type="truefalse">
    <name>
      <text>Sostanze acide, basiche e neutre 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/c/c7/Limones%2C_frutero.jpg/1024px-Limones%2C_frutero.jpg" alt="limoni" class="img-responsive atto_image_button_text-bottom" width="250" height="188"><br></p><p>Il succo di limone è una sostanza basica<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="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: 210737  -->
  <question type="truefalse">
    <name>
      <text>Sostanze acide, basiche e neutre 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/5/5b/Acqua_dolce_di_un_lago.JPG/1024px-Acqua_dolce_di_un_lago.JPG" alt="limoni" class="img-responsive atto_image_button_text-bottom" width="250" height="768"><br></p><p>L'acqua pura è una sostanza neutra<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: 210738  -->
  <question type="truefalse">
    <name>
      <text>Sostanze acide, basiche e neutre 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/c/c7/Limones%2C_frutero.jpg/1024px-Limones%2C_frutero.jpg" alt="limoni" class="img-responsive atto_image_button_text-bottom" width="250" height="188"><br></p><p>Il succo di limone è una sostanza neutra<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="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: 210763  -->
  <question type="truefalse">
    <name>
      <text>Trasformazione</text>
    </name>
    <questiontext format="html">
      <text>Il passaggio di stato dell'acqua da liquida a solida (ghiaccio) è una trasformazione chimica</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: 210647  -->
  <question type="truefalse">
    <name>
      <text>Trasformazione chimica</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>In molti casi le trasformazioni chimiche sono irreversibili, non si possono riottenere gli elementi coinvolti nella reazione.&nbsp;&nbsp;</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: 210648  -->
  <question type="truefalse">
    <name>
      <text>Trasformazione chimica 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le trasformazioni chimiche sono tutte reversibili, si possono facilemente riottenere gli elementi coinvolti nella reazione.&nbsp;&nbsp;</p>]]></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>

</quiz>