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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/Il corpo umano/Sistema Immunitario</text>
    </category>
    <info format="html">
      <text></text>
    </info>
  </question>

<!-- question: 36513  -->
  <question type="ddimageortext">
    <name>
      <text>Globuli e piastrine</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Posiziona correttamente le etichette<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <shuffleanswers/>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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</file>

    <drag>
      <no>1</no>
      <text>globulo rosso</text>

      <draggroup>1</draggroup>
    </drag>
    <drag>
      <no>2</no>
      <text>globulo bianco</text>

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

      <draggroup>1</draggroup>
    </drag>
    <drop>
      <text>globulo rosso</text>
      <no>1</no>
      <choice>1</choice>
      <xleft>109</xleft>
      <ytop>189</ytop>
    </drop>
    <drop>
      <text>globulo bianco</text>
      <no>2</no>
      <choice>2</choice>
      <xleft>371</xleft>
      <ytop>110</ytop>
    </drop>
    <drop>
      <text>piastrina</text>
      <no>3</no>
      <choice>3</choice>
      <xleft>294</xleft>
      <ytop>210</ytop>
    </drop>
  </question>

<!-- question: 36514  -->
  <question type="cloze">
    <name>
      <text>Linfociti</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>I linfociti-T si distinguono in tre gruppi: <br></p><ul><li>{1:MULTICHOICE:Linfociti-Tk#Wrong~=Linfociti-Th#OK~Linfociti-Tmemoria#Wrong} sentinella, collaborano con i Linfociti-B</li><li>{1:MULTICHOICE:=Linfociti-Tk#OK~Linfociti-Th#Wrong~Linfociti-Tmemoria#Wrong} attaccano direttamente i microbi</li><li>{1:MULTICHOICE:Linfociti-Th#Wrong~=Linfociti-Tmemoria#OK~Linfociti-Tk#Wrong} riattivano la risposta immunitaria se riconoscono l'antigene<br></li></ul>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
  </question>

<!-- question: 36504  -->
  <question type="multichoice">
    <name>
      <text>Agenti patogeni</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il termine agenti patogeni si riferisce a<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>tutto ciò con cui veniamo in contatto e che potrebbe causarci malattie<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>batteri aerofagi che si occupano di consumare i resti di cibo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>virus che evolvendosi riescono a sopravvivere al di fuori del corpo umano<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>funghi microscopici che producono anidride carbonica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 36511  -->
  <question type="multichoice">
    <name>
      <text>Globuli bianchi</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/24/Red_White_Blood_cells.jpg" alt="Globuli" class="img-responsive atto_image_button_middle" width="350" height="228"><br></p><p>I globuli bianchi fagociti distruggono i microbi poiché riconoscono... <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un antigene estraneo <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un enzima particolare<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un sapore disgutoso<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[un colore fuori scala<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 36510  -->
  <question type="multichoice">
    <name>
      <text>Globuli bianchi 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/2/24/Red_White_Blood_cells.jpg" alt="Globuli" class="img-responsive atto_image_button_middle" width="350" height="228"><br></p><p>Se un microbo, virus o batterio, ci infetta per combattere l'infezione si attivano...<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 globuli bianchi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>i globuli rossi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>le piastrine<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[gli enzimi<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 36512  -->
  <question type="multichoice">
    <name>
      <text>Linfociti 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/7/74/DifImmunPatog.png" alt="difese immunitarie" class="img-responsive atto_image_button_middle" width="350" height="274"><br></p><p>I linfociti-B attaccano gli agenti patogeni producendo... <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>anticorpi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>antigeni<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>piastrine<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[enzimi<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 36507  -->
  <question type="multichoice">
    <name>
      <text>Liquido lacrimale</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/dd/Occhio_nocciola.jpg/1024px-Occhio_nocciola.jpg" alt="occhio" class="img-responsive atto_image_button_middle" width="350" height="301"><br></p><p>Nel liquido lacrimale è presente lisozima un enzima che...<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>attacca e prova a distruggere i microbi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>rende più brillante il loro colore <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>ci permette di vedere meglio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>controlla la trasparenza del liquido lacrimale<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 36506  -->
  <question type="multichoice">
    <name>
      <text>Peli nelle narici</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>I peli nelle narici...<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>filtrano l'aria che respiriamo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>sono organi di senso per l'olfatto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>se tinti si coordinano con i baffi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>non servono a nulla sono solo un ricordo della nostra evoluzione<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 36505  -->
  <question type="truefalse">
    <name>
      <text>La pelle</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La pelle non ha difese immunitarie e permette facilmente l'ingresso di agenti patogeni microbi, batteri, virus nel corpo umano<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: 36508  -->
  <question type="truefalse">
    <name>
      <text>Succo gastrico</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il succo gastrico è un potente battericida.<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: 36509  -->
  <question type="truefalse">
    <name>
      <text>Succo gastrico 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il succo gastrico non contiene difese contro i batteri e diventa un facile veicolo di infezione.<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: 36518  -->
  <question type="truefalse">
    <name>
      <text>Vaccino</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/2/2e/Vaccination-polio-india.jpg/713px-Vaccination-polio-india.jpg" alt="vaccinaizone" class="img-responsive atto_image_button_left" width="300" height="431">La vaccinazione si basa sulla proprietà dei Linfociti-Tmemoria di "ricordare" per molto tempo la struttura dell'antigene collegato al batterio o al virus infettante. <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: 36519  -->
  <question type="truefalse">
    <name>
      <text>Vaccino 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/2/2e/Vaccination-polio-india.jpg/713px-Vaccination-polio-india.jpg" alt="vaccinaizone" class="img-responsive atto_image_button_left" width="300" height="431">La vaccinazione si basa sulla proprietà dei Linfociti-Tk di attaccare in tempi rapidi il batterio o al virus infettante. <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>

</quiz>