<?xml version="1.0" encoding="UTF-8"?>
<quiz>
<!-- question: 1690  -->
  <question type="matching">
    <name>
      <text>cmb-lj-4e-1c-002</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Retrouve les mots qui correspondent aux légendes du schéma bilan.<br /><img width="704" vspace="0" hspace="0" height="193" border="0" src="http://svt-moodle.ac-orleans-tours.fr/moodle/file.php/9/image-4e/partie1/tectonique/bilan-machine-terre.jpg" alt="bilan-machine-terre" title="bilan-machine-terre" /><br />]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>9.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="moodle_auto_format">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="moodle_auto_format">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="moodle_auto_format">
      <text></text>
    </incorrectfeedback>
    <subquestion format="html">
      <text>1</text>
      <answer>
        <text>DORSALE OCEANIQUE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>2</text>
      <answer>
        <text>FOSSE OCEANIQUE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>3</text>
      <answer>
        <text>MONTAGNE DE COLLISION</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>4</text>
      <answer>
        <text>LITHOSPHERE OCEANIQUE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>5</text>
      <answer>
        <text>LITHOSPHERE CONTINENTALE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>6</text>
      <answer>
        <text>ASTHENOSPHERE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>A</text>
      <answer>
        <text>ZONE D'EXPANSION OCEANIQUE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>B</text>
      <answer>
        <text>ZONE DE SUBDUCTION</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>C</text>
      <answer>
        <text>ZONE DE COLLISION</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 779  -->
  <question type="matching">
    <name>
      <text>cmb-lj-4e-4a-001</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Retrouve les différentes parties d'un neurone en associant les numéros de chaque légende au mot qui lui convient. </p>
<p align="center"><img width="462" height="348" title="neurone" alt="neurone" src="http://svt-moodle.ac-orleans-tours.fr/moodle/file.php/9/Communication_nerveuse/neurone/legendeneurone.jpg" border="0" hspace="0" complete="true" complete="true" /></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>6.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="moodle_auto_format">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="moodle_auto_format">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="moodle_auto_format">
      <text></text>
    </incorrectfeedback>
    <subquestion format="html">
      <text>1</text>
      <answer>
        <text>CYTOPLASME</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>2</text>
      <answer>
        <text>PROLONGEMENT CYTOPLASMIQUE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>3</text>
      <answer>
        <text>NOYAU</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>4</text>
      <answer>
        <text>CORPS CELLULAIRE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>5</text>
      <answer>
        <text>PROLONGEMENT CYTOPLASMIQUE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text>6</text>
      <answer>
        <text>SYNAPSE</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 1739  -->
  <question type="matching">
    <name>
      <text>com-nerveuse-014</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/cerveau.jpg" alt="cerveau" width="579" height="496" /></p>
<p>Associer chaque numéro au mot qui lui correspond en utilisant les informations du texte</p>]]></text>
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   </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>4.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <subquestion format="html">
      <text><![CDATA[<p>1</p>]]></text>
      <answer>
        <text>STIMULUS</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>2</p>]]></text>
      <answer>
        <text>OREILLE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>3</p>]]></text>
      <answer>
        <text>AIRE DE WERNICKE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>4</p>]]></text>
      <answer>
        <text>AIRE DE BROCA</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>5</p>]]></text>
      <answer>
        <text>AIRE MOTRICE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>6</p>]]></text>
      <answer>
        <text>MUSCLE DES LEVRES</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>7</p>]]></text>
      <answer>
        <text>PAROLE</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 1740  -->
  <question type="matching">
    <name>
      <text>com-nerveuse011</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/sn001.JPG" alt="sn001" width="600" height="514" /></p>
<p>Associer les fins de phrase à chaque début qui lui convient</p>]]></text>
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   </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <subquestion format="html">
      <text><![CDATA[<p>Le stimulus déclenche</p>]]></text>
      <answer>
        <text>un message nerveux sensitif</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Le cerveau intègre le message nerveux sensitif</p>]]></text>
      <answer>
        <text>pour construire un message nerveux moteur</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Le message nerveux moteur se déplace</p>]]></text>
      <answer>
        <text>pour déclencher la réaction adaptée</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Le message nerveux sensitifs se déplace</p>]]></text>
      <answer>
        <text>de l'organe des sens au cerveau</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Le stimulus reçu par les yeux est</p>]]></text>
      <answer>
        <text>le ballon qui arrive vers le but</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 1741  -->
  <question type="matching">
    <name>
      <text>com-nerveuse013</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/course.jpg" alt="course" width="600" height="442" /></p>
<p>Associer chaque lettre au mot qui lui convient en utilisant le document ci-dessus</p>]]></text>
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   </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>4.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <subquestion format="html">
      <text><![CDATA[<p>A</p>]]></text>
      <answer>
        <text>LE FEU PASSE AU VERT</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>B</p>]]></text>
      <answer>
        <text>OEIL</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>C</p>]]></text>
      <answer>
        <text>MESSAGE NERVEUX SENSITIF</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>D</p>]]></text>
      <answer>
        <text>CERVEAU</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>E</p>]]></text>
      <answer>
        <text>INTEGRATION</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>F</p>]]></text>
      <answer>
        <text>MESSAGE NERVEUX MOTEUR</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>G</p>]]></text>
      <answer>
        <text>MUSCLE DE LA CUISSE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>H</p>]]></text>
      <answer>
        <text>REACTION</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 1742  -->
  <question type="matching">
    <name>
      <text>comm-nerv007</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Complèter le schéma suivant en associant les légendes au bon mot.</p>
<p><img src="@@PLUGINFILE@@/grenouille.jpg" alt="grenouille" width="481" height="555" /></p>]]></text>
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   </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>4.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <subquestion format="html">
      <text><![CDATA[<p>1</p>]]></text>
      <answer>
        <text>Oeil</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>2</p>]]></text>
      <answer>
        <text>Cerveau</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>3</p>]]></text>
      <answer>
        <text>Moelle épinière</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>4</p>]]></text>
      <answer>
        <text>Nerf de la cuisse</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>5</p>]]></text>
      <answer>
        <text>Nerf optique</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>6</p>]]></text>
      <answer>
        <text>Muscle</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>A</p>]]></text>
      <answer>
        <text>Stimulus</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>B</p>]]></text>
      <answer>
        <text>Réaction</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 1743  -->
  <question type="matching">
    <name>
      <text>comm-nerveuse006</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Retrouver les phrases qui se complètent en les associant.</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>3.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <subquestion format="html">
      <text><![CDATA[<p>Les organes des sens et les muscles sont reliés . . .</p>]]></text>
      <answer>
        <text>par des nerfs au cerveau et à la moelle épinière.</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Les centres nerveux sont . . .</p>]]></text>
      <answer>
        <text>le cerveau et la moelle épinière</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Le cerveau et la moelle épinière transforment . . .</p>]]></text>
      <answer>
        <text>les messages nerveux sensitifs en messages nerveux moteurs</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Les nerfs moteurs apportent aux muscles . . .</p>]]></text>
      <answer>
        <text>des messages électriques qui déclenchent leur contraction.</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Le cerveau est constitué de . . .</p>]]></text>
      <answer>
        <text>deux hémisphères cérébraux.</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>Chaque hémisphère cérébral possède . . .</p>]]></text>
      <answer>
        <text>un cortex périphèrique et des fibres qui forment la substanc blanche</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 1744  -->
  <question type="matching">
    <name>
      <text>comm-nerveuse012</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Complèter les légendes de ce schéma fonctionnel de la communication nerveuse en utilisant les mots à associer à chaque légende</p>
<p><img src="@@PLUGINFILE@@/comm-nerveuse.jpg" alt="comm-nerveuse" width="450" height="483" /></p>]]></text>
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</file>    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>6.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <shuffleanswers>true</shuffleanswers>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <subquestion format="html">
      <text><![CDATA[<p>A</p>]]></text>
      <answer>
        <text>STIMULUS</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>B</p>]]></text>
      <answer>
        <text>ORGANE DES SENS</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>C</p>]]></text>
      <answer>
        <text>CERVEAU</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>D</p>]]></text>
      <answer>
        <text>MOELLE EPINIERE</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>E</p>]]></text>
      <answer>
        <text>ORGANE EFFECTEUR</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>F</p>]]></text>
      <answer>
        <text>REACTION</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>1</p>]]></text>
      <answer>
        <text>NERF SENSITIF</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>2</p>]]></text>
      <answer>
        <text>CENTRE NERVEUX</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>3</p>]]></text>
      <answer>
        <text>NERF MOTEUR</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>4</p>]]></text>
      <answer>
        <text>MESSAGE NERVEUX SENSITIF</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>5</p>]]></text>
      <answer>
        <text>INTEGRATION</text>
      </answer>
    </subquestion>
    <subquestion format="html">
      <text><![CDATA[<p>6</p>]]></text>
      <answer>
        <text>MESSAGE NERVEUX MOTEUR</text>
      </answer>
    </subquestion>
  </question>

<!-- question: 1683  -->
  <question type="cloze">
    <name>
      <text>cmb-lj-4e-1c-001</text>
    </name>
    <questiontext format="html">
      <text>La comparaison des cartes de répartition mondiale des {1:SHORTANSWER:=séismes} et des {1:SHORTANSWER:=volcans} montre l'existence de zones actives étroites, entourant de vastes zones tranquilles. On appelle plaques lithosphériques ou plaques {1:SHORTANSWER:=tectoniques} ces zones stables du globe. L'activité geologique et les frontières des plaques correspondent aussi à des reliefs : Les séismes profonds et le volcanisme explosif sont associés aux {1:SHORTANSWER:=montagnes} et aux {1:SHORTANSWER:=fosses océaniques} alors que les séismes superficiels au centre des océans sont associés aux {1:SHORTANSWER:=dorsales océaniques}. La surface de la Terre apparaît donc par son découpage comme un véritable puzzle.</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
  </question>

<!-- question: 1677  -->
  <question type="multichoice">
    <name>
      <text>Caractéristiques séismes 001</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[ 
<p align="center" style="margin-bottom: 0cm"><b>Des séismes un peu partout.</b></p>
<p style="margin-bottom: 0cm"><br /></p>
<table width="511" bordercolor="#000000" style="page-break-before: auto" border="1" cellspacing="0" cellpadding="4"><colgroup><col width="21"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//><col width="67"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//><col width="128"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//><col width="37"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//><col width="55"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//><col width="54"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//><col width="38"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//><col width="45"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></colgroup><tbody>
  <tr>
    <th width="21">
      <p align="center"><font size="2">N°</font></p>
    </th>
    <th width="67">
      <p align="center"><font size="2"><b>Date </b></font></p>
    </th>
    <th width="128">
      <p><font size="2">Pays</font></p>
    </th>
    <th width="37">
      <p><font size="2"><b>Magn</b></font></p>
    </th>
    <th width="55">
      <p><font size="2">Victimes </font></p>
    </th>
    <th width="54">
      <p><font size="1" style="font-size: 8pt">Foyer (Prof. En km)</font></p>
    </th>
    <th width="38">
      <p style="margin-bottom: 0cm"><font size="1" style="font-size: 8pt"><b>Peuplé</b></font></p>
      <p style="font-weight: normal"><font size="1" style="font-size: 8pt">oui non</font></p>
    </th>
    <th width="45">
      <p style="margin-bottom: 0cm"><font size="1" style="font-size: 8pt">Epicentre</font></p>
      <p><font size="1">(Mer/Cont)</font></p>
    </th>
  </tr>
  <tr>
    <td width="21">
      <p align="center"><font size="2">1</font></p>
    </td>
    <td width="67" sdval="40190" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">12/01/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Haiti</font></p>
    </td>
    <td width="37" sdval="7,1" sdnum="1036;">
      <p align="center"><font size="2">7,1</font></p>
    </td>
    <td width="55" sdval="222670" sdnum="1036;">
      <p align="center"><font size="2">222670</font></p>
    </td>
    <td width="54">
      <p align="center" style="font-weight: normal"><font size="2">10 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">oui</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">cont</font></p>
    </td>
  </tr>
  <tr>
    <td width="21" sdval="2" sdnum="1036;">
      <p align="center"><font size="2">2</font></p>
    </td>
    <td width="67" sdval="40236" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">27/02/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Chili</font></p>
    </td>
    <td width="37" sdval="8,8" sdnum="1036;">
      <p align="center"><font size="2">8,8</font></p>
    </td>
    <td width="55" sdval="577" sdnum="1036;">
      <p align="center"><font size="2">577</font></p>
    </td>
    <td width="54">
      <p align="center" style="font-weight: normal"><font size="2">30 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">oui</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">mer</font></p>
    </td>
  </tr>
  <tr>
    <td width="21">
      <p align="center"><font size="2">3</font></p>
    </td>
    <td width="67" sdval="40272" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">04/04/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Mexique</font></p>
    </td>
    <td width="37" sdval="7,2" sdnum="1036;">
      <p align="center"><font size="2">7,2</font></p>
    </td>
    <td width="55" sdval="2" sdnum="1036;">
      <p align="center"><font size="2">2</font></p>
    </td>
    <td width="54">
      <p align="center" style="font-weight: normal"><font size="2">10 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">oui</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">cont</font></p>
    </td>
  </tr>
  <tr>
    <td width="21">
      <p align="center"><font size="2">4</font></p>
    </td>
    <td width="67" sdval="40281" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">13/04/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Chine</font></p>
    </td>
    <td width="37" sdval="6,9" sdnum="1036;">
      <p align="center"><font size="2">6,9</font></p>
    </td>
    <td width="55" sdval="2958" sdnum="1036;">
      <p align="center"><font size="2">2958</font></p>
    </td>
    <td width="54">
      <p align="center" style="font-weight: normal"><font size="2">33 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">oui</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">cont</font></p>
    </td>
  </tr>
  <tr>
    <td width="21">
      <p align="center"><font size="2">5</font></p>
    </td>
    <td width="67" sdval="40382" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">23/07/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Philippines</font></p>
    </td>
    <td width="37" sdval="7,4" sdnum="1036;">
      <p align="center"><font size="2">7,4</font></p>
    </td>
    <td width="55" sdval="0" sdnum="1036;">
      <p align="center"><font size="2">0</font></p>
    </td>
    <td width="54">
      <p align="center" style="font-weight: normal"><font size="2">639 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">oui</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">mer</font></p>
    </td>
  </tr>
  <tr>
    <td width="21">
      <p align="center"><font size="2">6</font></p>
    </td>
    <td width="67" sdval="40402" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">12/08/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Equateur</font></p>
    </td>
    <td width="37" sdval="7,1" sdnum="1036;">
      <p align="center"><font size="2">7,1</font></p>
    </td>
    <td width="55" sdval="0" sdnum="1036;">
      <p align="center"><font size="2">0</font></p>
    </td>
    <td width="54">
      <p align="center"><font size="2">200 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">oui</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">mer</font></p>
    </td>
  </tr>
  <tr>
    <td width="21" sdval="7" sdnum="1036;">
      <p align="center"><font size="2">7</font></p>
    </td>
    <td width="67" sdval="40325" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">27/05/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Vanuatu</font></p>
    </td>
    <td width="37" sdval="6,4" sdnum="1036;">
      <p align="center"><font size="2">6,4</font></p>
    </td>
    <td width="55" sdval="0" sdnum="1036;">
      <p align="center"><font size="2">0</font></p>
    </td>
    <td width="54">
      <p align="center"><font size="2">60 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">non</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">mer</font></p>
    </td>
  </tr>
  <tr>
    <td width="21" sdval="8" sdnum="1036;">
      <p align="center"><font size="2">8</font></p>
    </td>
    <td width="67" sdval="40400" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">10/08/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Vanuatu </font></p>
    </td>
    <td width="37" sdval="7,3" sdnum="1036;">
      <p align="center"><font size="2">7,3</font></p>
    </td>
    <td width="55" sdval="0" sdnum="1036;">
      <p align="center"><font size="2">0</font></p>
    </td>
    <td width="54">
      <p align="center"><font size="2">80 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">non</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">mer</font></p>
    </td>
  </tr>
  <tr>
    <td width="21" sdval="9" sdnum="1036;">
      <p align="center"><font size="2">9</font></p>
    </td>
    <td width="67" sdval="40181" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">03/01/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Ile Salomon</font></p>
    </td>
    <td width="37" sdval="7,1" sdnum="1036;">
      <p align="center"><font size="2">7,1</font></p>
    </td>
    <td width="55" sdval="0" sdnum="1036;">
      <p align="center"><font size="2">0</font></p>
    </td>
    <td width="54">
      <p align="center"><font size="2">19 km</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">non</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">mer</font></p>
    </td>
  </tr>
  <tr>
    <td width="21" sdval="10" sdnum="1036;">
      <p align="center"><font size="2">10</font></p>
    </td>
    <td width="67" sdval="40286" sdnum="1036;0;JJ/MM/AA">
      <p align="center" style="font-style: normal; font-weight: normal"><font size="2">18/04/10</font></p>
    </td>
    <td width="128">
      <p align="center"><font size="2">Afghanistan</font></p>
    </td>
    <td width="37" sdval="5,6" sdnum="1036;">
      <p align="center"><font size="2">5,6</font></p>
    </td>
    <td width="55" sdval="11" sdnum="1036;">
      <p align="center"><font size="2">11</font></p>
    </td>
    <td width="54" sdval="10" sdnum="1036;">
      <p align="center"><font size="2">10</font></p>
    </td>
    <td width="38">
      <p align="center"><font size="2">oui</font></p>
    </td>
    <td width="45">
      <p align="center"><font size="2">cont</font></p>
    </td>
  </tr></tbody>
</table>
<p style="margin-bottom: 0cm"><font size="2">Cont = continent</font></p>
<p style="margin-bottom: 0cm"><font size="2">Les séismes de ce tableau se sont tous produits en 2010. </font></p>
<p style="margin-bottom: 0cm"><font size="2">Quel est le séisme le plus puissant de ce tableau ?</font></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text> </text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Bravo ! Il faut regarder dans la colonne magnitude pour repèrer la puissance du séisme</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[La puissance d'un séisme est déterminée par sa mangnitude. On la trouve dans la colonne &quot;Magn&quot;.]]></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 18 avril 2010 en Afghanistan</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Le séisme du 27 février 2010 au Chili</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 12 août 2010 en Equateur</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 12 janvier 2010 en Haïti</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1678  -->
  <question type="multichoice">
    <name>
      <text>Caractéristiques séismes 002</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p></p>
<p align="center" style="margin-bottom: 0cm"><b>Des séismes un peu partout.</b></p>
<p style="margin-bottom: 0cm"><br /></p>
<p> 
  <table width="511" bordercolor="#000000" style="page-break-before: auto" border="1" cellspacing="0" cellpadding="4"><colgroup><col width="21"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></col><//col></><//></><//></><//></><//></><//></><//></><//><col width="67"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></col><//col></><//></><//></><//></><//></><//></><//></><//><col width="128"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></col><//col></><//></><//></><//></><//></><//></><//></><//><col width="37"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></col><//col></><//></><//></><//></><//></><//></><//></><//><col width="55"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></col><//col></><//></><//></><//></><//></><//></><//></><//><col width="54"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></col><//col></><//></><//></><//></><//></><//></><//></><//><col width="38"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></col><//col></><//></><//></><//></><//></><//></><//></><//><col width="45"></col></col><//col></col><//col></><//></col><//col></><//></><//></><//></col><//col></><//></><//></><//></><//></><//></><//></><//></colgroup><tbody> 
    <tr> 
      <th width="21"> 
        <p align="center"><font size="2">N°</font></p> 
      </th> 
      <th width="67"> 
        <p align="center"><font size="2"><b>Date </b></font></p> 
      </th> 
      <th width="128"> 
        <p><font size="2">Pays</font></p> 
      </th> 
      <th width="37"> 
        <p><font size="2"><b>Magn</b></font></p> 
      </th> 
      <th width="55"> 
        <p><font size="2">Victimes </font></p> 
      </th> 
      <th width="54"> 
        <p><font size="1" style="font-size: 8pt">Foyer (Prof. En km)</font></p> 
      </th> 
      <th width="38"> 
        <p style="margin-bottom: 0cm"><font size="1" style="font-size: 8pt"><b>Peuplé</b></font></p> 
        <p style="font-weight: normal"><font size="1" style="font-size: 8pt">oui non</font></p> 
      </th> 
      <th width="45"> 
        <p style="margin-bottom: 0cm"><font size="1" style="font-size: 8pt">Epicentre</font></p> 
        <p><font size="1">(Mer/Cont)</font></p> 
      </th> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">1</font></p> 
      </td> 
      <td width="67" sdval="40190" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">12/01/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Haiti</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="222670" sdnum="1036;"> 
        <p align="center"><font size="2">222670</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">10 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="2" sdnum="1036;"> 
        <p align="center"><font size="2">2</font></p> 
      </td> 
      <td width="67" sdval="40236" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">27/02/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Chili</font></p> 
      </td> 
      <td width="37" sdval="8,8" sdnum="1036;"> 
        <p align="center"><font size="2">8,8</font></p> 
      </td> 
      <td width="55" sdval="577" sdnum="1036;"> 
        <p align="center"><font size="2">577</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">30 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">3</font></p> 
      </td> 
      <td width="67" sdval="40272" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">04/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Mexique</font></p> 
      </td> 
      <td width="37" sdval="7,2" sdnum="1036;"> 
        <p align="center"><font size="2">7,2</font></p> 
      </td> 
      <td width="55" sdval="2" sdnum="1036;"> 
        <p align="center"><font size="2">2</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">10 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">4</font></p> 
      </td> 
      <td width="67" sdval="40281" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">13/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Chine</font></p> 
      </td> 
      <td width="37" sdval="6,9" sdnum="1036;"> 
        <p align="center"><font size="2">6,9</font></p> 
      </td> 
      <td width="55" sdval="2958" sdnum="1036;"> 
        <p align="center"><font size="2">2958</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">33 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">5</font></p> 
      </td> 
      <td width="67" sdval="40382" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">23/07/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Philippines</font></p> 
      </td> 
      <td width="37" sdval="7,4" sdnum="1036;"> 
        <p align="center"><font size="2">7,4</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">639 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">6</font></p> 
      </td> 
      <td width="67" sdval="40402" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">12/08/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Equateur</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">200 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="7" sdnum="1036;"> 
        <p align="center"><font size="2">7</font></p> 
      </td> 
      <td width="67" sdval="40325" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">27/05/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Vanuatu</font></p> 
      </td> 
      <td width="37" sdval="6,4" sdnum="1036;"> 
        <p align="center"><font size="2">6,4</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">60 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="8" sdnum="1036;"> 
        <p align="center"><font size="2">8</font></p> 
      </td> 
      <td width="67" sdval="40400" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">10/08/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Vanuatu </font></p> 
      </td> 
      <td width="37" sdval="7,3" sdnum="1036;"> 
        <p align="center"><font size="2">7,3</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">80 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="9" sdnum="1036;"> 
        <p align="center"><font size="2">9</font></p> 
      </td> 
      <td width="67" sdval="40181" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">03/01/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Ile Salomon</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">19 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="10" sdnum="1036;"> 
        <p align="center"><font size="2">10</font></p> 
      </td> 
      <td width="67" sdval="40286" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">18/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Afghanistan</font></p> 
      </td> 
      <td width="37" sdval="5,6" sdnum="1036;"> 
        <p align="center"><font size="2">5,6</font></p> 
      </td> 
      <td width="55" sdval="11" sdnum="1036;"> 
        <p align="center"><font size="2">11</font></p> 
      </td> 
      <td width="54" sdval="10" sdnum="1036;"> 
        <p align="center"><font size="2">10</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr></tbody> 
  </table></p>
<p style="margin-bottom: 0cm"><font size="2">Cont = continent</font></p>
<p style="margin-bottom: 0cm"><font size="2">Les séismes de ce tableau se sont tous produit en 2010.</font></p>
<p style="margin-bottom: 0cm"><font size="2">Quel est le séisme qui a provoqué le plus de victimes ?</font></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text> </text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Bravo !</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Il faut regarder dans la colonne victimes et comparer les chiffres.</text>
    </incorrectfeedback>
    <answer fraction="100" format="moodle_auto_format">
      <text>Le séisme du 12 janvier 2010 en Haïti</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 13 avril 2010 en Chine</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 23 juillet 2010 aux Philippines</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 10 août 2010 aux Vanuatu</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1679  -->
  <question type="multichoice">
    <name>
      <text>Caractéristiques séismes 003</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p></p>
<p align="center" style="margin-bottom: 0cm"><b>Des séismes un peu partout.</b></p>
<p style="margin-bottom: 0cm"><br /></p>
<p> 
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    <tr> 
      <th width="21"> 
        <p align="center"><font size="2">N°</font></p> 
      </th> 
      <th width="67"> 
        <p align="center"><font size="2"><b>Date </b></font></p> 
      </th> 
      <th width="128"> 
        <p><font size="2">Pays</font></p> 
      </th> 
      <th width="37"> 
        <p><font size="2"><b>Magn</b></font></p> 
      </th> 
      <th width="55"> 
        <p><font size="2">Victimes </font></p> 
      </th> 
      <th width="54"> 
        <p><font size="1" style="font-size: 8pt">Foyer (Prof. En km)</font></p> 
      </th> 
      <th width="38"> 
        <p style="margin-bottom: 0cm"><font size="1" style="font-size: 8pt"><b>Peuplé</b></font></p> 
        <p style="font-weight: normal"><font size="1" style="font-size: 8pt">oui non</font></p> 
      </th> 
      <th width="45"> 
        <p style="margin-bottom: 0cm"><font size="1" style="font-size: 8pt">Epicentre</font></p> 
        <p><font size="1">(Mer/Cont)</font></p> 
      </th> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">1</font></p> 
      </td> 
      <td width="67" sdval="40190" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">12/01/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Haiti</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="222670" sdnum="1036;"> 
        <p align="center"><font size="2">222670</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">10 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="2" sdnum="1036;"> 
        <p align="center"><font size="2">2</font></p> 
      </td> 
      <td width="67" sdval="40236" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">27/02/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Chili</font></p> 
      </td> 
      <td width="37" sdval="8,8" sdnum="1036;"> 
        <p align="center"><font size="2">8,8</font></p> 
      </td> 
      <td width="55" sdval="577" sdnum="1036;"> 
        <p align="center"><font size="2">577</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">30 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">3</font></p> 
      </td> 
      <td width="67" sdval="40272" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">04/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Mexique</font></p> 
      </td> 
      <td width="37" sdval="7,2" sdnum="1036;"> 
        <p align="center"><font size="2">7,2</font></p> 
      </td> 
      <td width="55" sdval="2" sdnum="1036;"> 
        <p align="center"><font size="2">2</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">10 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">4</font></p> 
      </td> 
      <td width="67" sdval="40281" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">13/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Chine</font></p> 
      </td> 
      <td width="37" sdval="6,9" sdnum="1036;"> 
        <p align="center"><font size="2">6,9</font></p> 
      </td> 
      <td width="55" sdval="2958" sdnum="1036;"> 
        <p align="center"><font size="2">2958</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">33 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">5</font></p> 
      </td> 
      <td width="67" sdval="40382" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">23/07/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Philippines</font></p> 
      </td> 
      <td width="37" sdval="7,4" sdnum="1036;"> 
        <p align="center"><font size="2">7,4</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">639 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">6</font></p> 
      </td> 
      <td width="67" sdval="40402" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">12/08/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Equateur</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">200 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="7" sdnum="1036;"> 
        <p align="center"><font size="2">7</font></p> 
      </td> 
      <td width="67" sdval="40325" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">27/05/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Vanuatu</font></p> 
      </td> 
      <td width="37" sdval="6,4" sdnum="1036;"> 
        <p align="center"><font size="2">6,4</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">60 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="8" sdnum="1036;"> 
        <p align="center"><font size="2">8</font></p> 
      </td> 
      <td width="67" sdval="40400" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">10/08/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Vanuatu </font></p> 
      </td> 
      <td width="37" sdval="7,3" sdnum="1036;"> 
        <p align="center"><font size="2">7,3</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">80 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="9" sdnum="1036;"> 
        <p align="center"><font size="2">9</font></p> 
      </td> 
      <td width="67" sdval="40181" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">03/01/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Ile Salomon</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">19 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="10" sdnum="1036;"> 
        <p align="center"><font size="2">10</font></p> 
      </td> 
      <td width="67" sdval="40286" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">18/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Afghanistan</font></p> 
      </td> 
      <td width="37" sdval="5,6" sdnum="1036;"> 
        <p align="center"><font size="2">5,6</font></p> 
      </td> 
      <td width="55" sdval="11" sdnum="1036;"> 
        <p align="center"><font size="2">11</font></p> 
      </td> 
      <td width="54" sdval="10" sdnum="1036;"> 
        <p align="center"><font size="2">10</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr></tbody> 
  </table></p>
<p style="margin-bottom: 0cm"><font size="2">Cont = continent</font></p>
<p style="margin-bottom: 0cm"><font size="2">Les séismes de ce tableau se sont tous produits en 2010. </font></p>
<p style="margin-bottom: 0cm"><font size="2"><font size="3"> </font><font size="2">Quels sont les les séismes dont la magnitude a atteint 7,1 ?</font></font></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text> </text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Bravo ! Ces trois séismes étaient de la même puissance.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Il faut regarder la colonne des magnitudes pour repérer la magnitude de 7.1</text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Haïti; Mexique; Chine</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Chine, Equateur, Vanuatu</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Philippines; Afghanistan, Equateur</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Haiti; Equateur; Iles Salomon</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1680  -->
  <question type="multichoice">
    <name>
      <text>Caractéristiques séismes 003</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p></p>
<p align="center" style="margin-bottom: 0cm"><b>Des séismes un peu partout.</b></p>
<p style="margin-bottom: 0cm"><br /></p>
<p> 
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    <tr> 
      <th width="21"> 
        <p align="center"><font size="2">N°</font></p> 
      </th> 
      <th width="67"> 
        <p align="center"><font size="2"><b>Date </b></font></p> 
      </th> 
      <th width="128"> 
        <p><font size="2">Pays</font></p> 
      </th> 
      <th width="37"> 
        <p><font size="2"><b>Magn</b></font></p> 
      </th> 
      <th width="55"> 
        <p><font size="2">Victimes </font></p> 
      </th> 
      <th width="54"> 
        <p><font size="1" style="font-size: 8pt">Foyer (Prof. En km)</font></p> 
      </th> 
      <th width="38"> 
        <p style="margin-bottom: 0cm"><font size="1" style="font-size: 8pt"><b>Peuplé</b></font></p> 
        <p style="font-weight: normal"><font size="1" style="font-size: 8pt">oui non</font></p> 
      </th> 
      <th width="45"> 
        <p style="margin-bottom: 0cm"><font size="1" style="font-size: 8pt">Epicentre</font></p> 
        <p><font size="1">(Mer/Cont)</font></p> 
      </th> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">1</font></p> 
      </td> 
      <td width="67" sdval="40190" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">12/01/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Haiti</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="222670" sdnum="1036;"> 
        <p align="center"><font size="2">222670</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">10 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="2" sdnum="1036;"> 
        <p align="center"><font size="2">2</font></p> 
      </td> 
      <td width="67" sdval="40236" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">27/02/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Chili</font></p> 
      </td> 
      <td width="37" sdval="8,8" sdnum="1036;"> 
        <p align="center"><font size="2">8,8</font></p> 
      </td> 
      <td width="55" sdval="577" sdnum="1036;"> 
        <p align="center"><font size="2">577</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">30 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">3</font></p> 
      </td> 
      <td width="67" sdval="40272" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">04/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Mexique</font></p> 
      </td> 
      <td width="37" sdval="7,2" sdnum="1036;"> 
        <p align="center"><font size="2">7,2</font></p> 
      </td> 
      <td width="55" sdval="2" sdnum="1036;"> 
        <p align="center"><font size="2">2</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">10 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">4</font></p> 
      </td> 
      <td width="67" sdval="40281" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">13/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Chine</font></p> 
      </td> 
      <td width="37" sdval="6,9" sdnum="1036;"> 
        <p align="center"><font size="2">6,9</font></p> 
      </td> 
      <td width="55" sdval="2958" sdnum="1036;"> 
        <p align="center"><font size="2">2958</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">33 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">5</font></p> 
      </td> 
      <td width="67" sdval="40382" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">23/07/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Philippines</font></p> 
      </td> 
      <td width="37" sdval="7,4" sdnum="1036;"> 
        <p align="center"><font size="2">7,4</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center" style="font-weight: normal"><font size="2">639 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21"> 
        <p align="center"><font size="2">6</font></p> 
      </td> 
      <td width="67" sdval="40402" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">12/08/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Equateur</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">200 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="7" sdnum="1036;"> 
        <p align="center"><font size="2">7</font></p> 
      </td> 
      <td width="67" sdval="40325" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">27/05/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Vanuatu</font></p> 
      </td> 
      <td width="37" sdval="6,4" sdnum="1036;"> 
        <p align="center"><font size="2">6,4</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">60 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="8" sdnum="1036;"> 
        <p align="center"><font size="2">8</font></p> 
      </td> 
      <td width="67" sdval="40400" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">10/08/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Vanuatu </font></p> 
      </td> 
      <td width="37" sdval="7,3" sdnum="1036;"> 
        <p align="center"><font size="2">7,3</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">80 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="9" sdnum="1036;"> 
        <p align="center"><font size="2">9</font></p> 
      </td> 
      <td width="67" sdval="40181" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">03/01/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Ile Salomon</font></p> 
      </td> 
      <td width="37" sdval="7,1" sdnum="1036;"> 
        <p align="center"><font size="2">7,1</font></p> 
      </td> 
      <td width="55" sdval="0" sdnum="1036;"> 
        <p align="center"><font size="2">0</font></p> 
      </td> 
      <td width="54"> 
        <p align="center"><font size="2">19 km</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">non</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">mer</font></p> 
      </td> 
    </tr> 
    <tr> 
      <td width="21" sdval="10" sdnum="1036;"> 
        <p align="center"><font size="2">10</font></p> 
      </td> 
      <td width="67" sdval="40286" sdnum="1036;0;JJ/MM/AA"> 
        <p align="center" style="font-style: normal; font-weight: normal"><font size="2">18/04/10</font></p> 
      </td> 
      <td width="128"> 
        <p align="center"><font size="2">Afghanistan</font></p> 
      </td> 
      <td width="37" sdval="5,6" sdnum="1036;"> 
        <p align="center"><font size="2">5,6</font></p> 
      </td> 
      <td width="55" sdval="11" sdnum="1036;"> 
        <p align="center"><font size="2">11</font></p> 
      </td> 
      <td width="54" sdval="10" sdnum="1036;"> 
        <p align="center"><font size="2">10</font></p> 
      </td> 
      <td width="38"> 
        <p align="center"><font size="2">oui</font></p> 
      </td> 
      <td width="45"> 
        <p align="center"><font size="2">cont</font></p> 
      </td> 
    </tr></tbody> 
  </table></p>
<p style="margin-bottom: 0cm"><font size="2">Cont = continent</font></p>
<p style="margin-bottom: 0cm"><font size="2">Les séismes de ce tableau se sont tous produits en 2010. </font></p>
<p style="margin-bottom: 0cm"><font size="2">Quel est le séisme le plus profond ?</font></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text> </text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Bravo ! La profondeur correspond au foyer du séisme.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Il faut regarder la colonne du foyer la où commence le séisme en profondeur</text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 12 janvier 2010 en Haïti</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 13 avril 2010 en Chine</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Le séisme du 23 juillet 2010 aux Philippines</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le séisme du 10 août 2010 aux Vanuatu</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1758  -->
  <question type="multichoice">
    <name>
      <text>com-nerveuse0016</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/grenouilles.jpg" alt="grenouilles" width="500" height="386" /></p>
<p>Choisir les réponses qui vous semblent justes.</p>]]></text>
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YOWzzswMnatPh94NsfEJ8SW2h28Oqi4e6+0hmBWV4zHLIBnALqfnOPnIUtuIBqjpPw+0weOtd8VapaW93dXeqR3lizM7C3CWkMOfLb5Fl3RyESKN218bqacOwHA+IvjXq0uj+IYNB0bS11Kw0yPVLO6N5ObWezeUx+cjPbIXIO3G0GMhiRIdpB6TUfHfifR/EniNda0bSTpWhaDbapNHaX7POGdbnIjLwqr5aEryU2hQ3JcqnQWfwt8AWsN1DbeGrOKO7tpLOdUDAGB33mIYPyoD90DAUEhcA1cHw/8HLcW1yfDunyTW1m1jG8kIciBgQyHP3gQzA5zkO4/jbLTh2Ay/Bvju81fRNa1HW/DV9pD6VlyGt7gLdReXv3Q+fDDI3OUIKD5l9CDXnC/ErxJF8SE1OTTong1XQNIfTtMGrSNAv2y+aKOaQ+WVSXEi7giOMKPnbiva/DvhnQ/D1tJaaHplpp1vIwdoreIIpOMAEDqAAAAegGBgAAUdM8CeDNMctpvhXQ7R98bhobCJSGR/MQjC/wyDePRsnrzSvFdAOVb4jatBqwhufD9gtja6xZ6HqE0WpP5iXU6xEmFDEA8KtNH8zMjEZO0YAPPeBfGHidtc8P2trmfR7jTdVurlb6/M1yxgvkjJDeVksobEaEgEOdxGzLerXHhTw1c66uvT6BpUurRlSl+9nGbhdoIXEm3dwCcc8Z4pn/AAh/hYvYNJ4d0h20yZptPLWUZNpIzBmeLj5GLAMWXBJ5PPNUpw7Acp8IviHqXjfdNc+Fp9LtHsobyyugsxhkR8gxl5IkG9QAfkLIc8McZr0gDt0x0ArH0Xwt4d0S8ubzR9C0vTrm5OZ5rW0jieY+rsoBPJJ/GtocDisZO7AbjDAg0RjBODgdgOlOPIoUY96EAH6U5OopvIpyH5quO6AkooorqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGv1FeN/sTf8mx+Ef+33/0tnr2SQ4xXjf7E3/JsfhH/t9/9LZ6lbsD2aiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4v47f8kQ8ef9i3qP/pNJXaVxnx1/5Ih48/7FvUf/AEmkoAi+Bn/JEvAv/Yt6d/6TR12Iz9a4/wCBg/4sl4E/7FvTv/SaOuyFcMl7wCH0pG60p60VIAMHvS4x3pBkUZquYaA8GoldAxTcCfTPOPpVbV76HT7KS6uJDHFENzsBuIHsByT2AGSTxg1wGm3h8Z239qtezPZO7JHaRXGyJCpdTuK/fORg5JUMpAwRk82KxUaG5EpWeh6TuBbA+v4U8V5NY+KRoGoIqXFxNp5fF1BcuXlt+g3Rscs4H8SksRjjIxn1O1mjuIFmikV42GVdTlWB5BB7jBpYXF08SnKHQmnVVRtdUT0gyaM+hoBOTz+ldRoOGe9ITQc+tBNABzSHqOaUHjNIRk9aAHUUYwBSUALmjrSDrSMSBkAn2FLRlCSOqDJ/mBUX2u2+0CAzxecRuCBxuI9cdcVw/wARfGVvpuoaZoMc8kdxqd2lr50S7mjZhkBfRiBnPYDPdc5HiPTtL0/SQ8mmws3mAtIrEXBfs/mt8xcEA7ieuO4AHBjMxhhtOW9jCVZLU9VVskjjj3pc15n8OPGi3Oo/2HfXZnZgWtbiQFWYAtmNsk5YY4I+8M5JIJPpakHpXTQrwr01OD0ZVOpGorodmkpCOcUoFaliGm55pxpAPWmhWHDOO1IBzSAE9QKUAiquFhs3K8jI71k+Ebeaz8L6bZ3F0t5NBaxxvOj7xIQoBbPfNasnzDBGcc/r/KsfwTBbW3hTTLezvPtttFaxpFcf89VAwD+nSk3oM2CePT60LjHFOx7mgACpIAdcGj6mlHXNIfbH5UFPUUY9aQnIxR/npSFT61Qhw4HHNKTTceuaAPc0IYvcH0ppcJ1IGfU0MwUZJAHc56VwnxZ8ZxeFvD15P5jJPFA0jMuMxDonJBAdnwqg5ycnDAYqJ1FBXZMpOKuzd1XxbpOnXT20jzyzx/6xLe3kmMQ27svsU7eOcdfatLTdUtNRtRc2VzHPHuKFlPRhwVYdVYHgg8jvXA+FYpV8H2F2kH2G4uLFZ2jB3FZWjDHeWGTyeSec/XnkIPFU2i+JFvEiQTuoWeNCEW6h3bcle7jDAEcfKR3FeTHNuWtySVkYTxHI/e0Peskn8OlLwBkVn6JqVtq2nQajZSCW3uEDxsvcH17gjoR2Iq+xyOPrmvabTV0dEXdXHdKQ4PWgUtIoQUvailFADR78UpyKUjNBBx1oQCDkdaVPvikpYwd/WqhugJaKKK7AAkAZNNLqO9Ev3DVfPNY1Kji7IRZ3r60bl9agJ9jRnPrUe2kFybeucZo3r61CenNZHiXWrfRdNlvZssFGEjQZaRsHAGePxPAHJwBmk8Q4q7FzJK7N0yIOrAfWjzE45xn1rzW5udbdHvr7W5tPKHcsFrCjQx/MMKxZGLHHG73yAMYrT8HeKm1G5Ol6j9nW8Ubo5oD+4u16lkznaw6lcnHHPNctLNKdSfIR7WLeh2+9c4zS719aroQ2Tn6YpzHpmu2VWSNE7k29fWk3r61F1o59an20hkwZT0NLUK/eH1qatac3JagMl6rXjv7E3/JsfhH/ALff/S2evYpB8y145+xN/wAmx+Ef+33/ANLZ6pbsD2aiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4z46/8AJEPHn/Yt6j/6TSV2dcX8dv8AkiHjz/sW9R/9JpKAGfAz/kiXgT/sW9O/9Jo67I1xvwMP/FkvAn/Yt6d/6TR12JNcUt2AHrQOtKBSge9KwDcUjnA649/SlcgCuH+JPiJrS3XRNPimudSvUb5IY5nMcPIZ8wjcufuq2Rye+0is6s/ZwcmtgbtqcL8ZPHJNvDZaaHlur66Sy0eNSqia5chRcHJ+ZEJ+X+FmKt0KNXU+BPDsHg7wJpmgxym4FnFhpWGRIzuzsce7MQOT25JxXL2/hbw1N4qtfE2tafHNeiyjjsZHdJbdFjdplkjONok7gDHAJX+Ijr9F8R6P4k0gX+j38d9aSSEeZGdw3AAEH3we+OMe+PlcZjFKDdn5+RhDVNs8N+MWvT+HvEkM5LT2YMvnmJN0isWAjy2NpXg4GASX68AL6L8FPH0ZW30W6kzbT4Ni7MPk3DIjP17e5xnnC+R/tH29y0K3a3MikTCG5AIHmBmzjB+8P3aH5h94A4PNWPhz4A1q20ubVvtBg05yrW8E8rF4sk7EU7d0jYyBtX7w4A6DowkoU6cKtLd6NLqeZGM1V5qer6n2ADnkD8c08Z7/AIVxvw58UDXbCW0ulli1Sw2x3Uc0DwO2eUk2SKrAOPUDDBh2BPYhs/T19a+ki76ntJ3VxxpKXrSYpsAA4xSgUnSgn2ppgLRmkpvfrxQ3oArNgdK53xnr8eiaY1xvQTEN5e84VcDJdvRVHJ9uOprY1G6hs7Sa6uZ44LeGNpJJZHVFRVGSxLEAADJJPGBXjt1qb+L9QOrRwA6PfRy2entOhMFynzBhuUlkZ2HIYAnCAAla5MbWnRp3iiJ3toYnw3+zeOviTe+IZblrix8OfurJg2ftM8wPmzMOnO0YAGOmMYwPQPiCd2hXSl2AHUoMsBg5IBPX9O5HU1g/8Jd4Z8GWOkaHexLpQkl+wwQIPljKY5c9s7lOcdGBPGSNPxpIJNJedmZ4FlR5FSQp5kfOV9SD0zjuetfL4zESlZyWj/zOWbXs20fOegeKL+HXpNK1OV1vIpHkjvEwjbgxwygDAPAIHYYPTivqj4W+ME8TaW8c6omo220TJ03gjiQDsDjBHYg+2fj/AE7wUviD4galoaWoDm4jnW4UsZDkH5B/BhmkDEsCVCDGF3V7lpem3nw8zqtkbrUbXSIQL+4URx24QAB0Z5JFLYwDuVWAZBnlSlexhZRp1F7FaNanJg1ONS8dUfQueen0oyc1n6DqdlrGlW+p6bcJcWlzGssMqEEOrDIP9Pwq+c9q9vc9hO6DIzQDycUcEcUAYpWATk96UZHej1FJzjApgJIDtOOMg9OvSsbwT/Z//CK6d/ZXmmx8keR5uN2zJx0rYdmVc8VleD3tm8OWn2KzFlbqhSOAHPlhSRjPfp1ovdAzZpDQKDz0qSRM+4pVzzSbT606gaGkgGgk0jDNJkgc0CQ/8aTJ9KSms2AeOgpp3eg0ZniXU00vSZbsxtI6gCOMdXc8KPbk9ewBPQV4Hdi68dfEqx0O50q8utJ02+e412eVESB5TEGhUYyTGOBj+IMAc/eHUz+I1+IPizWbbQpIrmx8MlUnMrNApuG8wNIr7G6eWygjjbvzlZBU2veIpfC/hq81lTJeWv2SaeGO4kRZEljAzbv5YPzjDZwCQVkznqvi46tW9ty206ephU5viex2+pShIGdkG1VYsvT7o9D6dMdOM18l/FXV28N+O57u1mW3ZvJiubcgusqhnBcM3yrgp0BGS4IB5A+hfBfi208a+HYr6ACGZo9txCGDeWWXcFyeoIZSOvHXBDAeG/E7w5qWteKdHltQA7S+VLPG+GjhPyknHbajgn+p48rD1YxxDjVW5xYxxm0mtD0L4G/EJIr1LU3CyaTeuFB6C3lIBDc4wDn5vwb+9X0UvIJ968H8N/Daxsbax0iytY476eMXNxJI5EdqhxsXykIMjkq3XA+ViWGAD2fwi8bQ6xdat4SvpJf7b8Pzm2uPOADTxhiqyrgnjscnPQ85yfocBKTi4taLZ/odOCp1KcLVH6HpK9KKYDz3/EU6u1HYKaSilxVWAbn2oJ9KUDjrSYosAu4U5D8wqMAc5pYj84pw+JCJ6KKK7RjZPuGojipZuIzUGR1rlrfEId+dB6HmkLe1NcqqkscADk+lZp6giG/uYrWBp55EhjRSzuxwAo689q8C+J1xqXjzxNpvg+xLxLqCi4ugylRa6eko3Ocr993UdemFXaM7j6F481g32qroNrFLcCBllvVhyxDcMiYA+bqGYAgjMXGGJHMfDrwpo+jatfeKLjVr3U9UuHkhNxeOyeTAz5EYVz8u3AwTjhgcDfz42Lx0edwS2MJy5nbodpr8SrpdykSLgRE7QMAgcqeO/TGOnPtj57Hir7P4xutMaX+zdQtLgfZAH3kkIT5iMvycksdv9089BXvviKdRp8rGPzcRBsYI3jIZgcdM5r4/+I9vqJ8fC0srosXkMti6RA73YKpzjBwRHu+bcBk/LliT5OFjCtVk27M4cZrL3Wfanw78VWnibRxMjRx3cBCXMKnhXI+8oP8AAeo/EdQRXUdea+ZPhlLr/hP7D4j1WLyrd9yzvvVEnjJY4UEgk8ZHAyee5z9LWF1De2UN3byLJDKoeNhxuUjIODX0mEre2hrutzswlWVSneSsWAOKXFIGpc11I6gH3h9alqIfeH1qWumjswGSfeWvHf2Jv+TY/CP/AG+/+ls9exSZ3LXjn7E3/JsfhH/t9/8AS2etFuwPZqKKKoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAri/jt/wAkQ8ef9i3qP/pNJXaVxnx1/wCSIePP+xb1H/0mkoAj+Bg/4sl4E/7FvTv/AEmjrssVxvwM/wCSJeBP+xb07/0mjrsjXFLdgFFGaM8UkwGyZx3+or41svG+uaF+1R4mvrvTk12+vXudL02JJcRxIJkWJ8hWwkccLCTaCQfNzzur7Jl5X6dsV87fEfVrvTPHWrNa3d5aKkqhEhVGRswxMxy6Mykkk4UgZG7G4knhx+M+r0+buZ1K9OguaZo6tqlzpPhjxFdySlYbfXInsWi2hRHstRNt4xhpjchj/eaXOSSK8k/ZW8Q3kXiS60DYDZyW4decbHWTO5v7xbzCDnJIVecDFS+OPEGox+EfJhjklW/c2ttFuDBnkVgXIbJfjd83JLbTkk5rU+Anhf8AsJba+uwW1S8lQmNhjy4g4IHPQ7vQk8AfLjJ+dqYi2Fk52vK1jzPrarVHK1jrPF8FneaxcWt/FBNE07MyzBCT83cnntjHrjgnr3emS2Nlo+gzRw277Gk+zp5W5VusFmbj7uAJgT15YdcA/Onx7gW/uxrWnmQFZn8wIT8sbNwxxxjJ69Rkdq7S18Wb/BsOkR2yyW7Ro8bjIdHyCGBByGzghh8wPQg4xxUIyw0I1Iu/M/uIoY6lQqNz2KPw28U+JfEv7Via1/wis+hJNA1lqdqGzuVYCAZJMASPvRSOAdicDgk/W6bjk182/BzV59Y+Jmn/ANo3txI8XnyRBwgUMY3BACqoPyk4JBI5wea+klwBheMcYr7XDYh16Kmz1qVeGIjz072JBQaM0da33NBM0Z9aCKTkdqLAKetIBSnPpSFsdKW24HlP7VFvq938H9RstGjeSSeaJZlTIZow27auP4mZVQD+Lft71558IfEHiy58BWGjeKdHhs7awms7LTY5IWjuJykm4yOjnIEYUMMYJCO3IxXuXxNMZ8DawJnCg2j7TnGHx8hB9d2Me9fMrXeoCcRwLdblyoea4eUhcjgFySo+7kjBOBnOBXjZvi3BexT3scmIx8MNo43ZT/ai1Xb4m0aawuTBNbTtMs0cuJElAi2PuXocLGQRxkdwMV3vhDWL/UPg5p0upygy+RHHIzsTuQK6Lk+6KM569e9eMXekXfjPxY0Mk8cemae7QSOj8yEnLMo6EnG3j+7z0Ne13J06HwklqI5GtPtyR7f42hVNoGP720jA9TmvFxij7GFC+q1b+Z5iruabvYi8A6tYXnjGxMGoW883nu8xikVmAaKU7sg5/iH1z69I/i1f+MLLwRrmi+GILa4iu7m+i1WyW2Mkot7t3kWWEZGW2Pj5Q2d7dShx5L4NW48KePr0BlgFzCxtZuWQLvDgjrkKQp+qjjjntde8QazfXX2lricOibVltrho22k9A0bBsZ7Zx0OONx0pOeDrJQd1vcrC5lTw6cZK9z1T9kW11vTfhfNpetpJFLa6lKsMLEHyEZI5CmRwfneQnuGLKcba9nHpXnnwHnWfwBb/ALvy7iKaRLhcfxZyv1+QpzXoQJxX11OanFTa3PZp1FNcy0EA56UuKQE55NKQ1XcsWjOO9IAe9GPrRqAkhBX7wA71m+HJpJ9MWSS2S2YSSx+WgwoCyMoIHuAD+NaL9AM5yQPpVDRDeNZs1+u2bz5hjtsErbD+Kbee9C2YmaB6UYyeuKKBxzUkirmlP1pFOBSE+1UVsHOaGANHfmgj8KVhIAABUU+QvykZ7e3vTznIxTJ8be/09f6UmrBc+MPhZ4R1fwR4jlu7nxDb6XoauqXOnQXjSTSzR7vLgl2ABmjZmJUFtxGArK2R0nxn1Oyj+F/2G2eaCY3Ml7LE04Zo3uJXaSMEYyoefHHVQDzU/iL7TqWq3FzYXIlt7q4luEkc4yrszJ2z91gAOvboOOB8U6SdZ1608NQSyrFAn2m+lWPIViuEXJ75JGP9rqccfJSxrr4lSlLSLv8Adc8fE5lKr+7jHlSOm/ZMW9i0/WfPZktrp0WPIyN6I5c9O2Vz+H90VPqPjPQ7LxSNDnE4u5mWNQ0OVBccAnIyOn4H2ArqPA1va6Tpcdlo9oIUgtZmjAyWdtjHe+D1OVBwe2ehBryj4j20r6lY69Bbr5tg6bo0BwUBGQoPJJbceeu8jjpXHCVLGYqc5db2OevXS5T3nxrfWNxpv9pfajp8Gq6ekJ1CNys9q0bM8EhwcBVaSTcxwAwQZ5Fcn+yz4Uu9G+J2uarfa3ba3cXVjKGurWeSZQJJ42JkdxzIxGcckAZJO6uPs9fn1qziFtqJKfeCFsgP3yO3JPX1J716t+z7Le2fiK/ttScMLy3BhLPubchyVHuQ2f8AgJ9K9jKKtSnUdOT3/pHbhc19vJU3Hbqe6pkgEnJxzTs89aapOTzSg88CvpEtLnprcd9DSZIOTSc560EnPUUFCqc07rTP++aVO9J3AcaVOopig5NPTgiqh8SAkooorsAbJyhFV2BHQVYk+4ahJ9a5a/xCEwcVieN9SudG8H61q1lam8urKwnuIbcEjzpEjZlTj+8QB+Nbe7nFZ3iOxtdU0a9029jZ7W6t5IJlVipKOpVvmU5BwTyMEVhfk1C6W58v/s9+NbHxRa6hoPiGK61HxVdX8l41+UjU28G2IBxIACriUsF2AkFgeFGBN+0Nrtx/wrnTbm6082N7rVlbTXkXln9zNGUk27WJwB5jj+9wOnOaUV3Y6bp7RWGm6ZYi+TdfC1sRbtOpHyqcH5eGYHJONxKbc5rkfjRrupeIpbHR3gkmupX8wxJkuF5UA9vmJzyOqA9xXzjxSr4uNl7q3POxWOoytCk7nr3wd8Wz+J/hpc3F0Gae2eW1KMWPygApk/xHDAFjyShJPdsey0DStQ8ZWWp3NsnmoRbrhsHDkI2c9W5cj3bvwTP8MNJ/4RPwDcWFw0KzNZtLcbZFKebJsxz0+7sH1xXmZ1bXtL+LItJ9cuvsErSNGQ/yg4IO3B52smA3cqp78eVCEquInOlKyRyVqqUlc+iPE3iXTfCt1rHiPWNHe8tbNo7SP7HIryw2rxIdyqxAQNK7qSCudmScIBXM/sXeKtW17w7r1jetO9hp1zE1m80hkdRKHLRbuvy7VbB6buAB0yfFfjKO6uYJ7URwXDQCC6WW382OZOTsZcgsMlyoBAG853ZwO7/ZugsW0zV7yzitLcNcJD9ntbZYIowqsfljXOMmQkkk5OfYV9Dk+Lc4uMlqepSxlCs1GD1PX1PPUn606mqQRSjPc17SXU6Exy/eH1qWoVYFh9amroo7MY1+orxz9ib/AJNj8I/9vv8A6Wz17G5+Za8c/Ym/5Nj8I/8Ab7/6Wz1ot2B7LRRRVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcZ8df+SIePP8AsW9R/wDSaSuzrjPjr/yRDx5/2Leo/wDpNJQBH8DP+SJeBP8AsW9P/wDSaOuy6iuN+Bn/ACRLwJ/2Len/APpNHXZCuGfxAGKQilpsrBBk/wA6m1xvYinYLC27OB149/avmTxXrFnJrlxcfavtVvLdzyCSQ5+XzW4HHQDoCOgHsa9y8RXDazeTaKI42sIgBfu7ZVyQD5BA7bSGfdgFWVeQzbfFvjlpn2Gaa+jTMEKNKWaNUjAIO5AVwCSQzEjoZOnWvmM7q+2qRpRXkeXmUZSppwOX12ytrm/iv5rSeZ7Q7YtshCRucEFgBzkA45HTIJFdf4cbZeWk00IiMLxyOduWI3A5I+hznvjryduf4TW61bRdL12KNrSMj7RtRvM27X4lIO3puBAxj5mGNxaul03TE+z2kIKx7SIchGBAy2SepIz3zjCnA4bHzOIqcvLT7M46OHnfmZwHjW1W3u721e1VlkZ41jzlUAODgdTwCOmME5wcVyulQiw2ixF6LNsKhmbcquFXdtJUYTkcHJAIzkk59e8UwSWesyzxzRxuLnzEIKF0KtuB+YnHX0zkdwDnkofDi2jmGRVZNyvGWCBtmMjpllBVwcA84Hcc9WHxcIUvZy13OLEYaV7lLwl4l1DS/iJpcd5bW8GnOUuFvYVzKqBl83dgk7SGZTx6HnpX13byJJGHVwwYbvz/AKV8xeGPC1td+I7W8lklW5lgEDjzcrCVA+XHQksQc56qPx9j8GXU3h6WPQ76dZNPkbbp8xb7jE/6onoAcjb25CjIKCvosqzGnL93aye3qevlqlCFnsegUnPpSRuH5xT6+hWx6onNB+tLTSMmncAzzjNI2PSjOKyfFet6f4d0SfV9VuYba1txl3kcKATwoySBkkgcnvSbsm+wpabnHfG/Vobfw7HppCvNdzKQhAxtRlJY88ANsBPNeGi8k3zCGOMhF3H5DkBc8+4xjp+vSvYtes7bUvD1zq2pXcImvbcMksT70jTb+7EZHDKu7II4Ysxzzx4VbS3cXj+00yB40uJD9pl3ICbeMAsDxwTuHHBxzXxmNqfWsRJv7Op85mcJTrxtsauhWo06R7ez0iOG3jJhZYyGAlKkFsjILZDHr/CMdjXUzxy3Hhy4s4kKss6zA4JYhlYHPHY7T+PeotL06a0xNDczFmyPNBDAKQQoxj72A2O/I4FblrYQy6JqYjcsYhGEY8dz82DyTwp68YHbmvFrVeereJdLDJXXc8l1qyGoXUJvtPilQyLFGWBhjjlMYj3k5AU8BiScEqeME0nhmHUL2FrfTJ47W6eNhHNLtEana33gSR1wDkdzzwa6/VtGi1CKV5Ej2x7VWZm2qVWNgFAx98quBzxtzzkGp49JtUu5otU/eW90kqXTOGy0ciEFlzyqncCOBgMSMYOPQePXJFyOOOG99OWyOw/Zt1vUpdGjXXJlaS+iXyHjACPIhlLcDgMY9h9SBnA6V7YhyK8v8J+HbG20D7FGkdq0blkEQ27NpAQjqNwVE59VJ5xx2+gam908tndBFvrc4kVOA4PSQZ7Ec45wcjLYBP1OWY720eSWnb0PpKCtFI2cH0petAJIpa9Vm4UhzS0ooSKI35AGD+FUtEjuobN0vJBJIbidlIbPyGVyg/Bdox2xV1xxnGazdAiSKzlWO6ju0N5ct5kZyBmZyU6nlDlCPVe3SmnowNNiOgo7UBec0pHpSsS0C0h+9S846Ug9+KY5CBRuJ9aXp70dDQTzQSJkjtx7CsDxbrP9nWLLBG0t3PmOCLbkEn+NuRhF5ySQOgByy509Uu7ewsZb65lWKGBGd3K5CgDJOByenavNvAXjfSPG8OoeILFLuKKGVrVorqRP3JX+HCkrlgQxYbidwG47MDjx9d0aLaJl1j1PI9Uvri31yGNoZYCzBthYbkY/KQx9jkHGOh6VKtrd/bDbpNDE5QSSJKAowE3KuT82WBbC++OdxAp/tDzRaVcK9hKY9Uv5VEKRLxEpJ3s5GTyQxwOpIJJxz29joy29tb28s3m3MVuFklkUMJSIyCeM8nC45JyeuQA3wtVrD0Yzf27ngU8LOU5XDRYLhbwQyyETTMVYqdz/ALwHc3ufmJOc8/WuK1/SnL7lmUJiTaZHKqdiKWXA43EYAz1z9a9P0iKO11O0SSO5AB2lT0BOQMADI5x1549wK5rXrFPtcxWE+VEzo8j/ADAnJx2OG2jAPTODnow5cPXVP30urLxWGTikebG1laVrtbiSZ5dzyPIV3NKxDPwpORubIPGcHgEGtn4b3aeH/iXfarZm6ubeC5BlhkBYhmVhKEPqPMyO3PpzW9/Z1oyObWNFyWwZGG8bmwrBRwBjbwCfm9zWx4d1TQLDVpbnXLizsbYokbtcSKirISTkscDLZ69OBx6elQzJ+0XItTkw9HknZM960m+t9S0+G+tJVlgmTejL3B/z0q6pyM1wOkzHwzqKwsZDpN7JuUbeLeRj29FY9ewJycAsR3ifMoIORjqOh96+4w2K9vHme+x9RGVyQYPSjpTRx3pc56c1szQWjoaOfSk3AnFNIB2acv3hTOlPT7wq47oB9FFFdQDZfuGoeo4qeT7hqBq5q3xEsQAFuorG8ZXL2/hrUngufs0/2ZhDIwB2yMCE4/iO4jC9zgd61XcKeePcHGT6CuH8T2p8R/aLS4kuodPtw8ZTPl+c5BDPnhsL8wXIVc7jhgEI8/H11Rot9TOo7QZ4hINPa9fzIULqjcgA7MHjnoPTP4DqayNL06CPxNe6rdajI13dSeUipGV+zRDBwnIGc88EZwOm4kM8V3Ufh3X2udTEgj8/yT5WSDJghhlsDruIzz8pyMCuxj0xo72cy28RjfiFJVYFU8zcoQno3JJJHILd+a+Fu6NO8n8R83SpylJ2RPaIjaFfpIMl7UYjQAgsHViCCPmHfOMcdhwPMfFOkW99dwedPNbNFLkXax7mUZIbauQW4GSOM9Pce16TYu0k6xwyRhbeV1RY9v3lxgZ6j5h+dcTremvM8kIt4d8sIBMiFixMm4OuOQSuAeegPQkA54KsqT5m+5WLoS0scb4fuJ5PKiv0EruEEmE25YnB79ckfj6dK9X/AGZvEkN3reo6aunf2UWQiaCR/m8yNl6fg7Zx2UVxkOlXDXcNzeqwkd43kdyzSyEsdrckk5DLjuVA6Ec7vw/8J6vDe3Vzb6qW1CC6MxmAA+crnjHUbSoOPQ9AcV7OEx9KlVUkRgYyp1ND6YAAXIIOQPwz60oT5d2c5rA8J62ur6WrSIYbuH5LmI9Y3A5I9VPUHuCOnON7cdoX0r7CFSNSPNHY+pTXQcoww+tTVDG3Iz61NXRR2ZQ1x0rxz9ib/k2Pwj/2+/8ApbPXsb9q8c/Ym/5Nj8I/9vv/AKWz1ot2B7LRRRVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcZ8df8AkiHjz/sW9R/9JpK7OuM+Ov8AyRDx5/2Leo/+k0lAEfwN/wCSJeA/+xb0/wD9Jo67HNcd8DP+SJeBP+xb07/0mjrsjXDJNydgEOMD64rmvHmuXmjeHZ7nStObUNWkUx2FruCrNMVJUM5ICKNpJLFfu4HJAPSPjHNeW+LdYtYdY1jWtRliistJgNvHI0qsqjAaRhhdyEttUjJ/1KngjFcOYYz6rTUkrt6L1IqTUFqcb8IvDet+FY9Z8VeL72Btd14edc2tsFRbcgk5Yj5S/OCMcYPUlq4f9oHxUNTeLwraTXbXF42Y1iwquQ7LhySSwMilAN2ARIx4VS01h8WtX8T67ctbeF7x9JDzTLcCVS6RLhskbR2jbgEgZyDhKr6fCmo/tS6fpSWj3EOkW/lOUiOVMdu7B5GwSvzsq7uSWCbW4Wvn40q1TEyq1Vsm0ea6jqz5YrQ9U0bR/wCztGsLL7QCbKKOBN0ew/LyGCjODnJzkt90c4y0stsTIkawFXYKoKAjc5XPceu3p04HYBuwhsQbeIhlZEwQd3UdT04xn0xwOMZzWZdW3lEzIsYdQCMIoOQOeDjPfr1z9MfN1cJL2ntH3O9QVjz74qeILPw3fNf3yuiSuEEoLBo2WLepGB3KBeem7OcKpGe1wsEbLa3sE0Emfug42hvlIyBjOCRg9AMgcY1vjh4abxBp01rG8FvdGJZ4ZJ4xKivtMZPzfdIRm+cDcpwwGRheXstPuNG0K3066uYPNIDyJDCqDdgnKhV2ov7xsKuAMdAM46Z0aCoqz96+p5eKXKx+tvfJHPdaFqCwzgGNGaEjb/Csmz0OACPQ+2K6H4QfES0+IGlSeGdZJtfENgPmQvuaYxhQbhGVQoJZm+UcgqSMjkYlxdRPdSKqJbwS7j5YIdU3D7ucnOAec/jjmvPtYt/EHgTxbo/iZ45JkaQXnkSxcMJY4wxV8ZYEIoPdSAO7Z78q96jOK3WqOfC1/ZSl/KfYPgzVpL23k0++bOpWOI59xG6UchZQB0VsH6MGAyACejB74rwPwn49huPFWgXu8qb2UWV0gH3hJgIfpv8AL5+vrXvUZyvTFfVZfiZV6KlNWfX1Pbw+IhXjeLHE0Ej6UUgAzzXcjcY7bcE9AcmvCvjBpupfEvUo9Ki1JdO8K6VLI19Ku7fdXCbfugDOF+cBs/eB4O0Z9W+Iepy6P4S1C+tzieOIrCQekjfIh+gZgTXzf8X/ABVqWi6PYeEPD1tdNeT26vNnkCLBHXrz7kZzycnFeXj8TVjONKlo3ucmJrKCOh8S+IrKy01LLTla20vTIfKt0UnJjjGAcHBwFAz3xluT04L4MR3niPxBqXin7Hcw5DW4mDALtZUYBQcfMMOWIIX94uCoyBFqMfimH4d3WueJGAN5ZSvagOxdlkMYMgB6qfNbnqcMVyDivUP2bNFaL4X6ZNLAsRnllnUohRtpkKqwPoQoKntk4614jwrpUqmnvSPOw9OVWd5mlJZpbySFXlZhvSPCBV5+XccMSCMkgnoQvOel60hlh0O/nWHA8nYT5mS+ZDluvQZAz9eTzXVy2CRW0kZlySjFdmAM4A5yPYf5FZgs1hN1HIgEUls+8BiOFIAHHfr+JPQ8V4bwzp1b26M9GVJJaHidn4r0688UXmgTN9nu7aRVjWHbiQAtuH3lYkDYfcllyoUNW2jossqsJWKMBG0yZxjs64PzbQBjjGOc42nO1bw1BL4nm1sardxLHbqiWDSF4ZZFLDhM4CEOTs/vF23HJqd7u6aechZmV0I8ycEySDeCBxuw5KgnBx1yfV4z2MrOjs0r+p4tZ8k7GL4+8ReLPClxY+JtF1iZ1snSCW0kctG8TkYJy2C//LMs3OCpB5+X2/SvEVprmmWvijQRI0sBkR4bpfKlG0kSW8gPRgw68qrKDkgHPkWo+H5fFenLpSRee1wpAjaXa7KvzlVYnG4si4zxkAcZytX4P6xrXhS+1PwzfGe4sFuzNDLIHEkpYgONrD724YKn+IsP9qvZw9STwkakfii/vOmjjfZw/eOyPqvS7yG+tIry2YvBKgdG2kZB5GQRnOMfTpV0HNedfBvW47+DVbBX3fZrgSxjAGyOQEgep+ZXbnswr0RSfSvrqFR1aan3PWo1FVipR2HDrRwKAaQVqajXJOMdc1i+ERYppk66bdS3MBv7ws8i4IlNzL5qdBwsm9QecgA5bqdqTIGQCfYVjeD5dOm0mZ9Kt5Le3/tC9V0kbJMoupRK/U4DSb2AzwGAwvQK2gzbGe9L+OKMUhp7AAPPBzSNndQfl6d6AcnpRe4rAMimyMAufTjpTz064qGcqFJz2P4+1DdtSX5nmXxbtYPGtvP4SF/cWdohje7nhVGw+9XRTlucKN2GXBLRsC20qca3bRfC2hQ6FoQW106BDIUVmLszMTk4wzEnAwOT8oHVQ3N+LPE2qp4Ae/0PzotV1aVpArT/AL2AyEsclucpvAHpgBeAAvKfC3wZ4uFtB4h1HXbu4jjuYoljkvHkimJkiLhEc/NtjRmJJA+QKAwJKfIYiNTHczc7JO9jyqmJ9rL2dN69TPtjqnjH46z6W7LcWulTpdOyOT5BjliYtGVIyS6rDnHCcgEjdXugsIhBCi2vAjZWZ5QAeAFPGMY46dc9ORny79nDQdSuPiH408WX/lLG93cWbAKymSdpvMkBViWAUbOGzneOTjA98Nspi4XD4IODlc89/bcfzJ6Ek45hhVV5Y9ErHdh6ajDXqctYW0raiPOZEPn5fnBYjOBk9eTj9OmAPIfi9q2s6D4p0+7txaPbSzPHcLc3PlIxMiYwS6DcQx55wu88LuI9zvrZDcLIQiESghQijv7j045+h7ivP/iTpem65Lc299p63sKs0p3IQylRzhhyBkZP0+YEgivMw7hhWvaq6u/xRliUkrmFZ3AlmsJrCFZVdQI12+Z5rYycrnADAkBRgHHuaxfGml2mr6LMJAchOD/EvXDg8HcpB7gkbuOMVsTv5LLLbRvY20ZzCxYglVIbAOTyAR93gYU+pNV43uLK5RY5fImjdYwx5IxjbuAGSMLkjGM54A5xpScK6lBW1PGnJydolj9n3x0+t6APBmvK73NtZvMLiS5W4M6GWQMJFydhUFPkbkgB/wCIZ938D6pNNDcaRdsXvNP2pvLljLGR8rkkdeGB5PIz3FfMHjnwZL4V8YWGr6PeRNaXCrd20q/IZYzj769mAP0OQRjBUd/8KPFc158UNLtvOjfzbN7Z9pY9I/N2nPdSmPQYOM5yfr8O5U8Z7ukZLX1O6jj/AN57OW+x9EjnvilXIz3pqH5euaUGvoGez1HjmkHJyKTvmhQe1NDHEkdRSRH56BjuaVOJBVR3QEtFFFdQDZPuGoD1x1zU8n3DVK6kKQsxbG1d2TXNWai7smWmp5n8fvF2q6PoEejeG7a6utY1R1tUa2kZXgEgba2VG5SxRgpGCArtuGys7wHFqfh7wFpeleIL/wC06sIkN0zMf3YPKqSW6qu1dw5JXPJyTU8S+M7bw/4du/FuszXavcgvDBksVUqAkYG7YCAV3bSEJBYZyCeO8N/EOx8Xanh4LrTrSRsvcXsMaxPGoYuu4PtPEa57AOeQArL8bj8TiMXG0I+7fc4K2I5XaOrZzGvXq+NPjFo6WUzSWul3RJtQoBSVY3kzszuJIhAZhgozhfvYB9l/s+ZJmWWMiKRVYg4yIy6jcu7OfuKO5wBnoMeR/so2MWuan4p1y5jDXpaLY4bIRJS7uv0LBSB/sjGAcn3/APslNwLxqdwUHeTgg4/D8wcY6dk87NcM5yjCP2Ua4ej7rb3ZgaNGBqCTJLJgq+4Kd/yBQeT16nsevTjBHn99q+nQa2dKW4S31NUEqF5kUsMEgxjO4EbTkoP4gBncQPVbGHyLtINkbrIGVm2NwDz6D/PtkjxP4leEtSuPGWm6polnZXE8cghk8yR1eMKzgMFDKMAvnoSSoyAu4Nx4ShTlFRqu25hiYJas6BI4xM1jNFBG6J0JBY/JkISCckg/LnnscE5XG1TxtrngiaK/tbeG50/z0a+ypMjwE4+TlQWHzDOTg9iDWiqp9pEbrPJI8bIqQYZnkILKTjOTk4I5yCwxkEVk+J7Z9X0C4tIQ8ssx8pNgO4lzsb3OcZxznAxyvMYJwhiEnqrnmc/s5e6eyWWsQ3Fnp/jPSfOEc9rFPNBkEyROiuFOP4sOGXOM8gkAsD6VaTx3FvHPC2+ORQyMOhBr43+CHimbwfrF74evIVFrd7JI1jmYwqyrtLAsWJMgXJ5xkEjAAA+iPhTrlpcX+qaDA6mK3cXVvjaMK+Sy4HdW56nG/tjA+zwFaUMRLD7rdHsUcVCbsj0ZT84+tT1BH1GPWp6+jpbM7hsnavG/2Jv+TY/CP/b7/wCls9exydVrx39ib/k2Pwj/ANvv/pbPVrdgey0UUVQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXGfHX/kiHjz/ALFvUf8A0mkrs64z46/8kQ8ef9i3qP8A6TSUAR/Aw/8AFkvAn/Yt6d/6TR12JNcb8DB/xZLwJ/2Len/+k0ddkcfSuNu0mJkchIHXnsM4r5k8dXl5o+s6zoN4kUsMuoy3BWSPMcqSymVVOR8wwwGBxlevGR9OtyMA4rhPir4Cs/FenieHbb6rbqfInC/fXB/dOe6kn6g8juD5uYYV4ilaO61R5ma4apiKH7t2aPJ/hffvDc32mQWqMmoQJCjGAPHbxqT5ibRtKh1yoycBkj4IwK6T4QeF9Qs/EfijxR4l06ys9X1fUNkEqyiVzaqEESqcDGcKWJCsx2kqmBWT8JtEurHXtQOpW08N7bhbchyMMxyxB52sflQg88EHODUX7T/iLU/D3grS20iW/tbiXUlUzW0jRIipG/yNzuO44IToQrZxyreDh6lWpUdJvyIytVIYaLq7o9pDJ5atglXGdx4JBGec8jr09+9UdVX905B5YkH8cfh3PUH8sg838HfGn/CceA7PWGh8q7AeK9CqQjTIAGZcjJVuGHXGSuTiutuSSrhSTnuPqB/Qf55rLEx5eZdj1E+ZHDeMSn2l5vKWXaVPltD8hxjhsc44+vOOxB8+vbmWIE28BjUKYpJWUv8AMd+AOykqfrlBg+vo/jd4l8wMWEphHlkEAqQepA5+7kcDqQBXk/ie5S0jub2eWR9qvKSpRt3Ukdcj5SePpx0I8CEJe2aW7PGx7d7IZDcypbNI8LozyBknGVwVXDIu0bSeUODyMe4JPGOsyz+GdM8PvBCkFnPNMHyGLBskAEnoCzgjGCGXHTFcv4R8Txa6rTRwyRG3YIUdvMIJGBxggZxjjB4IB6Y6TWbO71/TdHtNLsGmuS/2a3CtlpCWL4Y5AIwVPbA54UGvYw8alCv7LueU5TtKmtzA+Fkup+Jvifo+npDNNaW14sm5pf8AV+VKJHI+Yqq8NwOSzDPavtZPl9fx/wA+1cB8Ifh3Y+C9ILyiG41i5X/SrpB8uDz5aZ6KO54LEbj2A9AVdo7fgMV9lRpexjyo+jy/Dewp67sdSc07FJW6O44/4u6be6t4C1K003LXe1JYVHVmjdZMD3IUgfWvky51C4vrhp9QmeRnwWaQ4OAoAUenAUY9vavt+RAR3rwz42/DKHy7jxboUKLNHma+hbgMB8xlXsH67hjnJP3hh/PxtDmj7SO6PEzXB1KzjOn0MPUNO1v4geF9Pjae2iAeGG5aUNtuYYmO7dtwQzOOcbegwRXsGg2MOlaXbabbRiOK1jSGNFU5RQAACq8Dpx+HWue8DWqW2hW1kFVvKQI7JgtuIGepyCcZ/EZHNeFaV4n1jw/+0/qgbSsR6pqa6fc27RjdJCWCRyKcc/KoYdMjPAya8fD89eMnJ7HdRi4RR9RygqGU8J0PzZPPP+f8KyNTWNILssp2+Q/G7nHXp9PXgYHbArWVwCOdy5BwvI7nk+uf5fjWZqmwQzSSSBAkBDMoJ655OOeOTwM9a8/EO+j7M3nseY6/LPECUWNoVmyqyHcpOSRuYAHBwTwQTgnPWuZumlmvPszTl5U2qmyRMIp4VVwcDkt0x1Y88k7fiHVtO1S1W4tpLU2rRhlkjfekjocDlcgndxk5G7gnI48s8d+LJdH1GzSGyWRJow0m92baBgNgcdfmPqAcH1PnYPCTqzUEj57EvnqWieg6PcywzGW3EIuYWDwsI1MaujADBHB5wT6gjJ+bFcN4t1nVrlb6/WIve3l1vIZc4Jbjj2UYGegHsK6rw5cXEGs2MLQyQmC5B8nJ+RmI3KQeQfUYB4A4zium+H/w7m8ReIJ77UQqaXaz4lgQkPNLtDGMDjao3Lk+mQMHp6mW06k5+xWyZxSw1TEuEaett7nR/sr6JqVj4XvNW1J0ke9dI42VNu9Y93zjgcFnYf8AATXtOfeoLG3gtbdbe3jWOKJQkaIMKqjoAPQdPwqcj3xX2aioJRWx9dQo+xgoIXIoGaMeppwp3NiOTHAyB359jWP4Quo7zSpZYLSOzVL+8iMaYwzJcyIznHdmUse+WOSTmtiQjv09cHiszw3dXtzZ3Bv4PJlS8uI412Fd0Syssbc9dyBTnoSSRxV9ANfHvSUufamE8dKQDsYoHWmrzmlHTNACN0zUUwBQjHXp7GpR0INNYEqV6ZGM0rJ7ktdz5N8c6NdeFfEEmkSRzQ2aktYtywNvlioDMTkqPlIfoc9cqT1HwoS41UT2k1zKtnbtvEYjXAmdChlWQjcHCArwcYbpjOfafG/hXS/FGltZX0TAht8cyHEkbjoyk554HUEccg8V5n8M5tN0u/l8Mx3btqQa5ndNhC+XFMLcsBzgMUVgAc4OemCfmsxwnsZXhsz52jlk8PjXVUvdZo+H4/CPwr8P6V4Um1s2sU0kkdml/ONzsWDOBgbQN0mOAAMjJz172NgSwDHHORuHBzg9+uc/j15rwX9pbwV408UX+gaj4Yt2vPsCSKscM6RyW8jlTvXJAydigYPUDH3ga9c8F/2ynhTSh4kCLrH2WMXYjIZfMGAc4G0E9wo2g8LkAVnUX7uNVPV7o92F72exq3mcgqoUqfXGTnj+VefeLornzmwREqsWSQEgDv1APOAB0J5wAa72dmdl5545IBHXjHPXOPzrx7xD490fWPEGpeGbCSV5rIhpDlNjNjB2c/NgsQcgDI+leJi6NSrHmirpamGLlFRMDUJA8kUks0rzbdh3cqAPuYbJZsDHA6bRgk4IWCceVABqG8bd+0yKm1s4IXnknA4UfoMjnfiXe3Fjo962niSC4ikYbnIZ1UlQVyeuBnqBkluueMr4fak97oKy3E8U1xvaNwGPmAAjBcZ78AfTn1rWOEnKgq3Q+ckn8a2Nf4gLcxX6LK5laO2RYP3hcJDjci59BuJ46buMZGO1/ZU8DXY1GXxhqAkZYw0cDsxIeQjBKZ5wqnb6ZJHVSKf4Z8HWfijxHoX9syOtncWrTbFBBmKcCMsCCo+UtkY4zgKTkfRmnWtvZWsdrawpBBEgjjjjUKqAcAADoAMAewFfVZTTvS529Wd+WYK8pVJPqWVwc4/GlApo+8aUZPSvZPoOtxxIo7daQrRg4xQUKNppyD5hTVXHIp6MCwpx3QD6KKK6gGy/cNcz8QLa6vfBGuWlrG8s9xp08SJHIEZnMbBQGPCkkjk8Culm/wBWaqzpuQgk88fL1rkxEHPTyInFtWR8k+MNSsPFFtYw3lqkkVquUXBILEfxKPr0xjvxurq9LbSLfwM66HoZu9QsbWe4uooFZZpJdskcCIwQqU8uSf5V3BCx+UktU3xe+Hdzol9LrWjxM+mSFmmgQlha9yQByI+BwOEBOflAx0nwgsGsvDqyztKWnkeTDjAHO3AK9sID688e/wAhXjUwcnDofMZfTxMMXONVaC/APwrH4Z+G1hay2UsF9dgXOoJNDskMzjlWGTtKqAv8OSpJCknHoQRXj2tncOo4wD7Z/wAO3QDg+HfE/wCLl54R+MOl6NLPCvh6O3ibUWa1LyK8kj5KkfNgL5bZUE88hjgV7dbT741fIYHHzAkg8Z4wSP1Pfk9aqvGStOWzPpKbv7pSubcpMnzD5QWGB6g45P8AXPvmvNPE4RXkd5pnlcAh0b7rA7u5zjjqSMHBycZr0+6KbgoK+2c5PHGMdef51554yhhT5LaEyTSsUMYTdtbK7dvv2B7YJBU4NfO43SS8jlxiSicNf3ECvNHbLIIQAWllGWwTnOBwvDDgZOc88hTYs7hIXiewExuoyrjKj5ZlIK4A/h+VDjrkenB53xVrkGkW0d1fTsItmyBeWK8kBQOiD7xHsQeM5FrTNZfUIYrweRNG4QI3LHAHQANwcYyME9sjnOsaUo8tRI+f55RloVfijrGk3niq/wBWstLS1gYb924As+35344Ulsg4ODgNyW57D9la61HWfGGqazLbGG3NoysfLCAl5FZMAcAYV+AcCuQ1Tw1feKvGcmj6LZRubljIql1EUMW7BZz02gn3+93JC19NfDXwdp/g3w5Fptnl5M+ZPOU2mRjjoP4QBgAdgOSTkn7LLqTnH20lqzqyzD1KlT2su51SZyM+tWKrxE5GeeasV71LY+lQ1+orxz9ib/k2Pwj/ANvv/pbPXsbn5lFeOfsTf8mx+Ef+33/0tnq1uxnstFFFUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxnx1/5Ih48/7FvUf/AEmkrs64z46/8kQ8ef8AYt6j/wCk0lAEfwM/5Il4D/7FvT//AEmjrsTiuO+Bv/JEvAf/AGLen/8ApNHXYH6Vwz3YBjvUcwyjcduKlH3ahnClGDAYwc554+lQ5WVxM8Uj1B9X+NF5a6drijTrENeTQC6YyvOc2nl7cECNPs8jlSeWkVtrYUr3Wr6Vpmr6ZJY6pZQX9s65aGeISRsQODg8DHGCOeAc968z8LR2c/7QPia50m2RYrGw8m+lYKrPPcTNOo6bmyoPU/wL6IF9TMhV5VZvmG7POD0Gf88D045r5LH1pQq+6rP9SacY2t0K+laTpmjWZstI0+0sbctIVit4RGu44zwoA/E/h0GJpnDkgs7IcDhDxk9c9Oufy9Kr65q2n6Np0t/q1/b2Fom7dLPKEUNnOMnAJKg4HXt614Bpuu+IvHfxquNT8L+Ib8+GdNmj8xlJFvIFAUxKoJVi5DkFhnGWGMc8kaVWtH2ktF38yak+V8qOa+OWteJNO+OL38IEght1W0iSLcrQsp3KQCepL/NwemOmau6zd3F14XuL+4skgn8gb7QvtIJVsswz7fMe27Hfjpvix4c1DUfjRpeqrFGun2lspNw8iBVYE+ucDJX1H3sjhqwtWkkSUbJFwSHVQwLIdxwPYg9ifxPWuirVpuUJRV2kfP46o4y5rHkXhTxBeeHCI7i1nawvkEwWRSodVd0Dg9wCsiEDPII7Gvf/AAV4jtotJ06Yxky2upR3pfPzeT8m8DsC20cZOfmztA5871nQLK41Jhe2FuJ4nMbt5jDkHGGK8EZB5z3Fdt4Rt4W0bU7dpbdDDasIikgZxmaEDnJBXjhl7ngngjrrVoVakKkVZ6XMYVva1VJR1PrCLhcfhT+azPC12+oeHdOvpQokuLWOVgqlRllB4B6da1Pxr6a91c+qi7pMDmlFJ9aMgUIYEiuK+NOqxaL8NNa1CUjaluYySuc7yE4Hr82B9fTNdpn2ryv9pnU10v4ZXbyIZI5mMJUDOSyNt69BuC+vT61FSVoszqy5YtlX4OWMdp4FsZBcyXkl6pvZ7h0w08krF2cg5253dOw9812zgk7nG5sDLE5z06+2R0+ntXL/AA1tvsPgPQrJrq3maOwgTzIW3JL8gG5T/EDjr3/WuheRSuc4xgcgg89Bz9R+B9OvxVbE2m3bqEElFCyypGeGXHJwT3x6n6fpXI/ElbifwH4gh02Ro7o2DiN1wzc+nHBP5jGQc4rlPjX8QdGj0zVvBFhJf33iG6tfLjtrOGQkM4G070UjhWL4/uqRkHANL4ReDbzwt8MtV0+e42XtzC9y8eflt2K/IuAevAJwevTI5rVUvZxVabs29vIxqzvseOfCy/8AEyWkkMTK2jFmWQSEHY+0H5QDldwAz/vHGM8VPifbXd9e6dBaotxAVG6c4ijSRguS5J2qoJwScfqQe18MaDL4a8Py2l5c28d4zvLKqqWBbBIwQO+F6/3s9Kpphg0huUDDbEUwQ7k7s4GOeAc8jqO/FbwxXLiXUgtD5ipiHTq81rnPfDDxPfXF5FZzoHmgHmRysCS2COW565PXIz36g19UfCTWIbvxFqqRF0ivYluYYmGApViHOPUl179hXznYwWVnI1zb+THMGDYS3JeTrzgrgjjkdSSODzj3j4VyxReKtPEflv5mmyRGRVC+ZlywbGARkRg4IHBHFb4apfFxlTVk/wAdDvy+alWbWx7Lt4HbFO601ScDPPFOA4r6U+j6CY96MGlHWlx70CInXIyRnBzWX4dTU0guV1Nsv9snMJ4/1Jkbyxx327c55z1zWrISoyD05/SsjwvZz2cN+lzcJcPJqFxKpV87FaQsqn0IBAxVdANo5pMe9A3ZOaUkCpAB1pI+lKPpSYwMZqgDFB5xQKDQJ7EU3ygH/P8A+r/61fPnwWur+/8AG3jK+1uyt7bVn+xLJKr5DjyAQExwAWJk4Of3gzwqGvb/ABpezad4W1TULcHzrWzmmj4/iVCRn/P5V418Gbhr7WvG+pXsdzDL/wAJHPabCHEaJHHCEwr/AMe0/M3VgF6qAB5GbOSpS12/zMp25keoiQLyGxhiPrk9MdMdO35UjOAGICqMclunXnt+n196zLbVNNuL2Szj1G0kuY1MkkaSqzqokdMkZ6b43XnncpyOGNcR8Y/iXD8P00+NtKk1C7v2cxRmUQqqIVLbiQTyWAGFIzyTxtb5mnTnVqKlqmOTSVzes/H/AIT1PxbP4Zs9Yjn1W3dkntwrhQyH513Y2kgk5GcjBzjnHy74u8LyP8ZtW0u0uJLSQTveJLks3zKJDhhg9WIPTHGemT7L8H/AuraV4jvPFHimO0XXb+fzkSBmb7MGLM6gnIHBAwCcBQBno2f4j8O2OneMdc8RJJLNcagGTZI3CHAAw3LY+UHGfxxhq6ljKNCUo03fS3qzzcW2qd2cd4ys5L7w5NpsAAnIBaWZ8BgNpweOCcN3wNx6EYbgNMsNf8P69FFp6XLB2j8xxGuDwNw4LcA7sE9QMkA5UelXVxD9tTdvgRHG/wApwSoGD1GB17+/0qtGoigS4nBNu7shCsFJKgE+uMZX5vTp0rXDYmpTpum9Uz59YiVuToei/DzVNRi1bw5JNGiQWt2tvCxQjzBcF0OSTyBzj6H1zX0egwO/XvXyz4ZlaDw5FerHIUj1G3aJ3YEboxK3yj+EfMvHrX1LETtGQM17OVN+xa8z6LLZ3p2Y4Dk07p0poznpS81662PSQuaOaTNKMUIpC8+tKgG8GmHPpToz89VHdDJaKKK6gGyfcNQkbW4qaT7hqLvXNV+JCZn63Pa2mlXV3eypFbW8DSyySfdRFBYk+wAJ/D2rx34NPqtyusfa7wS6fZTppNghILMLYGKSUkc/O/4/JleCmfWPGSW8/h2+tLor5N3A1sd3IYy/u1B5HUtjqPrXj37PUFrbeF9Sl0yJv7NutYupreQgMskYkKKY3z8y4QDLY+YHHyAGvn83l7nNbVGM4rnR0Pi/4beC/GOpwan4g0gT3ccYCypM8TFM5Aby2H5kdGYccY6yGKO2gjt4kS2giVI0iVAqIoHAAAwAOwHt06iJJSQg3DBPXqTx/wDq7duehFVdRv7axsZbq4lt4YokMjySsAqBUZmJJHAwpPPZSexrwPbVa1qcXcqXuq5LqMkgtrjykZ3EbYBJI+50HPrjjv8Ajx8heGfiJrA8S3Vv4mS7vDd3ZLL5zb7dixzGAei5yMDpgjBxXrHwE8U+NPF8+p6j4ivo7rSX3x22II0KyYLEDBPy7W5LM3OeSA1cD4V0e4/4SvxZqj2EttF9sZIYnTBTdMehI4GduAMnnuMA9bjSpwnCprp+J5eNleFzM+L6SJoVtLOr7mnHlZY5H384J4/hcYHHHrmqPw/8SW1xp9vpF2Y4ZY0MUOyM4kUZOWzxnPf0HPFdVrFpbXLtb3dokw5O1k3ABck+hHK4J74BOcCsO38O2b6y+sKbqe43tO26RnDE5JdmOSeSSxJ69yet0qtKeG9lNao8b28XHksfR3wpv7H/AITERWlxG63ukRSSAPuzLHtG0/7WGYn6ivXYxhR19896+fPhf5Vn4j8OXMcc0SS3c8cgmPzEm3QA8di0nHtX0KuNor3MsnfDo+iy9p0tAj+8PrVioE+8PrU9exR2O9DX6ivHP2Jv+TY/CP8A2+/+ls9exv2rxz9ib/k2Pwj/ANvv/pbPWi3Yz2WiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4v47f8AJEPHn/Yt6j/6TSV2lcZ8df8AkiHjz/sW9R/9JpKAI/gZ/wAkS8Cf9i3p3/pNHXZVxvwM/wCSJeBP+xb07/0mjrss1wy+JgFQ3PKH0I6Y4NTZpjjI/lSd2rIDw/T9HOnfFDUdQ0q32WurW8sV5LsZgtxayFIyxzgF1dsnBJ8sY2hWDeU+IfjN4x0H4o3FlrWnRQ6ZazTK1nEnzPG20AlmbDFdu4HHV2yWUgj23V9c0Pw54pn0q8b+zUu9Qe2h3q22aSZVmZtwztBeRstkAY6g4Vl8T+FPDXipYYNf0i2vvJLLGTlHj3/KQrqQVyCvGRztOMhDXxdfGxo1pfWY3TuvuOdQ5lZPY8s/am1C61D4f6JLpjzT6Rdzi6lmRCAwaMmIsdwIB3E9Dng5BA3+h+ELVdC8HaLYG0jhlt7OCOaFQMGTywHBGBliQASRntgk87SC2sdPhtbNI4YYESOKKMYVAowqgeg49+TjnbjzfSviDDr3iu+0BbGSJ7ff/pGcq5DFfTryPrkjivGnjKmIoqlRi+WO7uKcowlq9TZ+JVwV1CVQxBIUn5/mGU65z1ycA89sdBXgmt6+IPFkelBYljZOWJ53HkLzgc89/wCLj39O+P8A4vi0e6tWexNw1xCuVVl2qdit8zY5PzAY9B6HA+btY1CTUtUk1Fv3c0zAqqtu2en/AOs17uS5bzKU5bPY8ivS9rUd9j1aRzEnkMsZ+YABhyAD/CTyuR1Iwfw69j4MkMfhvXbjFuyDyFyR+8JMobbn6RsSPYc+nkXgq61Wa5a1ncTW0EESh4QjLGHUMgLpgFyC2Qx3ZBBwVIHsuj273nhLRNOBV7zVb3MZ8zIWJWaGNWx0G93we/zeldcsP7OpyHn4eg4V2r6LY+k/BUM1t4S0i2nUrNFYwo6k8ghACDW1kA4PWo4lIXipNvcivpYqysfWwjaKAk0E9M06mk4yaVmWHf1rhfjNp1vqfhZYrsA24uFEgIzkPmLHUHrIOh7V3Jz3wfpWD49t2n8I6jtjaR44fOjRerPGQ6j8SoH+NY4mLdOSW6RFSPNFo8N1qx+IsHwPtrPSAY9dUMt0lqyMzW+5wRHsGzdjafl5GCAM4xz/AOzZ8RtR1O+uPCetyXFzdbZLqG8kcmQHO50bvk7s5GAMkcHBr0zwZ4qs9ct9RtRBNDNpF8bOUTbfn7hsDsfTAPA9hWs0WmW07XcdlbRXO5y0hjAlGQu7cffYuSDn5Mk5Ga+IrZhGlCdGdP3t7mMIxdpXPG/A/hrxRZ/HDxDruuWN3HCq3DwXcq5jnSRlVFDAYb5f4RjGMHGAteoTzzy2epwxMf8Aj281vlyfkYZHbggnp396574q+Ln8OeG21O1ijmk3rEoYgBiR2I/i6evHAHUlvgTXJdV8OXeoTRJC8+lzuyB9o7Zxn0/ziuOtUr4qpCtJe61yr7jnnVjdpHA+Or77DaXU2+MtHEzAAEDgnA/kfw/GuB8K6uL7T3W8mjNyGZSm0AFeMcdMZ/HjjjIrN8deKtSvby90yeKKFVkZHCck7Tjk5rmdIFxPdFbS5nt3+zyruQPkgxMPLO0H74zGc8Yc54zX1eDyxU8PaT/qx40sIpwcpaHryTXF3cbn8+Z0QsTyXVETnHfAVfwAPA6V718PS914/s4p5nlmtNJWWSVv4pAqIw9B9/PHp78eDfDi2un1rQrXVRLukeJplLkhomUO+7B6eXu3DsOoznHv3wURNT8Ua7r4VyHwImYEZWR2JBHqAie/PNZ4Wi44iKT2NMphaVvM9cRcDB9fyp4pikdO/enA19EfTBQO9A60vfinHcCOQNjpzWT4ctIbRtQjhuUnL30k7gLgxs+GKHnnrnPv0rYYE5BrM0j7OL/VjBv8z7WDPu/v+THjH/ANn+TT6AauaQAZoHWgn0NKwAeKOtBAopgFN6U4ikNJiZWvY454WikXcjKQwx1Brxbw/oC6nNqviWGV7Ndc0q2ilW3UwzR4Enzb/vbwsiAEjcu0c4Cg+3T525/pXg+oeKL/AMP/ABWs/C91PZz2moXF3BJI3DRykrLBGDnrslhTaeSWHP3a8TNqdTSVP+ramNWSUlc8YtfBfj/4V/EaHUtN0u61myjkEZuLaB2juoGdVCP5asUf7gxhsMo2hgFY+nfF/wCHN94w8U6BqkNzFHa2+Ib+GSVkcReZud1AJVjg4IBwfl5Ycj0l9RtkRpmlUKVyMEE9Md8cc4HqMc4IAxPEmsR22nT3DSpEqK0m5nAAIHB564Ht1B65r5etm1atVg4w97ZvvfQzkqcbl5Zn+3W6AkDzVBB98cenIIHHGCMcEV578RmeHUbyN5WLJK/AB5Gfb6fn78Dlvglr+r6s+q3l5fz3ax3C+SJOSvJYDrgDJ9fUcgE1zP7Q+tatbeNZYob+eG2Mko8tJMZKyFTzz2wOefXFXg8um8S6Ta0dzz6zVWHKcamvQ2vi++uLu5JtizIGwWUehxjn6fjzXameJppIA8TmKRo5FRgVDA8jIyD0IODjivI7OCa7uYoI3JeRsL7sff8AM5/lXoWhaZHp32qWCZsXFzKYbVjvkiiBzGWYAKzEEj5QOUJ4yBX1WLwsIJNPVHl4zD00vdep7L4StUWw8P2EsJZ9R1lHeTBAaFWSPv7u3T0NfTKAbcDivA/AFlLcfEXRNJe22waFYq0sbNu+cRKWP1EsqDH+yfw99Xvn1roy6NqTfds97AQSg2v6QvNAJNKDmkAr0TuQH2FKOaAMjrS0tCrMFB9acmA4xTd1ZcGv6a/iGfRBKRfQRrIYyPvK3ceuO/pWkU27g5Jbm1RTBKpUkAnFProTT2GNk+4aizznpUsn3DUJHviuet8SEznvH+nnU/D0tsHKBZIZ2O4D5Y5VkPJ4HC4yfX8K8P8AAGqTeAPhtrtgLS41ZvDN1PGvksM3aOTOpK7R5YCz/MMMPkZl3dD754qsm1Hw9qWnJctbtdWssKyqATGWQjcM8cZzzXBeGdY0fU4dllc273ISG68sPtkEbgbGK9VBCrz7DHG2vmc3qum7SV1v9xlOzmjzn4NfGZ/GPiG50XVba1sJ3hWSz8pm/eoiDzeWPLZBcddqkrn5cvx/xlEvib4+6N4cu4bibTohbRvbGUmN1dvMlcBTwduBlV3fJz0Br0aT4PeDB4ut/ElhFeadcW93Hc/ZrdlWHcpyoVduY8kr91htAwm0FWG74m/sOzlHiS9sbZ7uwt5Al55QEscZBBAZcHDKenGASeMmvEqZhhaeITo7yW3ZmcoSS95l3QbXTNJ8uw0uzhs4AreVDDGqhDjP8PX5R69cdwCPMvGF1C3ylfMTrg9CB+WOPTHB4wOK6v4e+MdM8TXUF/YLL5XnNFiUKrZx07DO4gfXPAB48i+JfjTTLTUbvTojcy3EallCxZUE/MMk84/x7nmuPBYerWqqMk7p6nnYte0gkjH0fxCNSu7qOBWh8k+WxLEKwY9OOef/ANdaktwXjh8lQjqmJJASd5JJ3E9PugAAd1FeT+Gb2+h1+0FhHJczTzoptYkJM+XH7obefmPHHOenNdv4U1ebU7JL2REMqtjCgYOcEAeg56H1719PXwPsWnbQ8bEYSVJpo9w8BWjvc+DVii2NNeSzD95u3qjIS3twmMegr6LUYUZrw74f2GPijpOnxMT/AGPp5aVWIARijB8AcZ3Tr+le5Lkj2r0sujy0D6PAw5adxUxuH1qeoVA3D61NXr0djviMk6ivHP2Jv+TY/CP/AG+/+ls9exydVrx39ib/AJNj8I/9vv8A6Wz1ot2Uey0UUVQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXGfHX/kiHjz/ALFvUf8A0mkrs64z46/8kQ8ef9i3qP8A6TSUAM+Bn/JEvAn/AGLenf8ApNHXY4rjfgZ/yRLwJ/2Lenf+k0ddjuA61xS1bAD1pG60u4UHtU2a1A8D/az8O6rf6bpmpaNNOl5DOkkIjlCt5sQdkWEZDeaVeRwRn/UgYyQaq6t43SD4U2njCxunv2uLNWJZVGJwMPvUBejZzgDjIAwQo9t8YaX/AGxoNzYhkSVkJhd1JVHAypYDqueo7jI718r/AA81B9N8Yaj8NfHFhMlhfXc76dJNEQYZC+CmcFdrEHkHaHB+Yh818/muC9q+a2iaf+aOGunGdl1OWm+NniaTw/I/9nQvKrrE1wEJSPIbAZcfeba5Az/C/HUUz4DXst34k1W+uSN8kW6ZwehJ6E+/OPX86o/H3wRa+DtdEemyGOzuzuFv5vzJIoBUkHsVchc88OvPFUPhD4ufRr0aQbYGO5kOHHysjEAfXGAO3bvgis6uCoLAyeHhZy1Zy1G4tXO//a0S1hn0xLYL5UkMUuSSS2Qyp1GfuoPr19a8K0uykup45PJk+z+akMkwTKK7htqkjjJCuQOc7DjpXsP7Ur3EV5odhNEoWPT4fNXHKOF+6Rk4PJP+PBPm3hHRZbuZL17iGK3iYSYO4tKwIGFwD82T3I4B5r0MBalhFfzMqk0oyv3PQPD9h/amr2WkRN5Ed3dRQBgm5UJbarbenGeAMcZAxzXtHw/0u0v/AIqx2tkm/TtChIUyAlnKZALHu5lkdwQADgkDvXOaTp3hrwf4Z0rXrmB7/wAR39ut3aEs3lWodAQzKCAcArydzFs7SOq+w/BbwzNoXhtry+R01HUCssyvu3RqB8ikHo3LMeBgyEEcVnhKftKvM9kRl2FtJRlr1f8Akd+g2jH/AOqpD0Ga4H4ueLNV8KWNjPpaWjm4kZG8+JmAwARjDL715vJ8YfGC8eRoqkDODbyf/HK+twuVV8TDnh1OvFZxh8JUdOe6PoUkgUwvgZxmvn0fGPxhzlNHHHGLaT/45Ucvxg8Wnhl0o56hbZxj8d5rqjkGKTu0jklxJhLaNnq/gXxnbeIpbmymCQajZuySRZ++oOA49vX0JA711sm10yeVxyD6V8i2+pXdtq39rQXDW94JTMkkeflcnkgenJGOhHByCQfoD4Y+PrXxXbG1uP3GqwJmSIkDzF/56KM9PUdBkeoqcyyiWGSnHWP5DyvOYYy8JaS/M8V03RW8F/HK9t7qWRdH1hv7P4m2iOQqGgLA/KxI2gejMRjrnmPi9491/wAOeI4rPTXEaIp8xGiBRn3YIIwOgXGR6EDkceyftP8Agu81rw4Nc0bI1DT3R2VCVZo1OQwPYrlzkY6jn5a4jRYtF+Jnw7vG1rTVi8T6XGY75igV+4EpQYAyBkgAEHIAxxXweMwtOFWNSaur2+R11KfK+W54R468Y+JNfunsNW8uHyZQr26Yba68H5gSW9OpGc9819A/BySE+E3tr9jCTpModzx5a4GeO/HPUe3rXyxeQNp188SqFaJyBnGeD1/kMe35++fCLXL7xJoeuTXEmySz0i5J2HAf93tAPvlh/k1OZYWKVP2StG5yyfI/dXc8S8XySSeI74vKJD5pJIPbr9B36n/CtnwTamCO4ZnjEriM5jmWQAEbhyhI3DPI6qQwOCDWBqUNxPrk8U3mGaW4Ytu6fe4x6Ag9uea9X+DPhHTL/wASWdleyvPamJ7nUMZijVY1YAFgclDhMtwTvIGMZr08RJRopJ9jnrr2tNU09WdJ8P4YLLwtq2tlSl7M40+xd+AjOhMhyP4ghz7D6rn6C+DGlnT/AARbzNjzNQY3jENkFWACH8UVP8B0ry7w5BH461+z0fTdFGleH7QmWSJEVPl3dXUAYZyMAckcnJxivoW3VUTCjAHAGeg7Cs8BStecj0cuoKK5ltsObOeKcoOOTQBzTj1r0T1RBkd6XjOaO1A600AhGT1PPWs/SpIJL3U0hh8t47lVlb/no3kxnd/3yVH/AAGtE9azdKuDNfaohhWMQXSxqQmN4MMbZ9+WI/CqeqA0T2pCKfgY5pB3qbAN5pelH40ZI96ZIFqTOe1ICc80/jFBTGNnHtXhP7S3g+21JLbW1aSO9hjItJsBhHLFukC7QNxMi78tyB5a8DJz7sc5FY/irRodd0O60q4d447hNu5CQVOchuozg84PB6EEcHDEU/a07Lcxqx542Pm34qXt745+GFlquhIpjv4Y7i6jjclUdQRNGCP7jBic+mfr89aje6r9ghstS1K+eWKZ1a1kBAjUBSrA5wSTu4xwUByc4H0J8J9J8SfDfxjd+GdTt59Q0G+laOXa+9bKROFlPICqyhSWwCR5ZIyAD53+0v4a/sbxoJ4LJraK6jblekhDNhlHRRtKDA6Y7A4HkYJUqNV0Ul3XkefKOl2zd/Z+hk0fRpNWd4m3zRyouFOAp/iHQcnPA4rH/ahkim+IEpR22qSgXPC42ggD13B/rx7Vk/AptQuvFdppAu3jsbiZY7hU6KHZVOPcnt6r9KT4+hrvx7qF7Dny2u54sZywYO3b39vr3zRh6LpY2UpO5ypqL945XwrHb/2pasJJWlYyK8ZjwIwApVg+eScsCMDGByc8e0fDCzmXWf7en0+WbTtOgmuZW8stGXCHaoPC795UgZzkZ7Zrh/h54XTVLm0sdMs/tGq3TI8c+5gIosHdxwNvzKS3UbMDOefdNbuLnxL4ntvA+hPBZ6PblYI9pBU7E3kluSduDgDgmPk5+7piantaiUTklTjWn7T7jrf2fNKuZLPUfEl+C9xfS7UdhyQCWdgQeQXJ6cZXjjAHrSKcdT6VQ0HTrTSdKt9OsIxFbwIEjUDHy46/UnJJ7nJrQUYr2KVNQgoo+lpU/ZwSDGO9UPEmrQaHotxqtzFLLDbqGdYwNxGccZIHf1rQ61y3xadU+HmsF2Cgw4yTjuK6KEFOpGL2bJrzlClKUd0jlv8AhdegY40nWSf9yL/45SL8bdBOB/Y2s8+qRf8AxyvBZL60+VftUWflIBcZ5/GljlgJ4njkyegkFfZLJsC1qz4p51mF9F+B7w/xq0Pkro2rYHUkRf8Axdea+MvFsmr+NI/EGjm4sXRFSMuoDAjqe4wQQMEHPOQRxXLeU8nyhQxJO1Rz/Kgwyx4SSPYxxlSCDj/DmurDZXhKbvDU48XmuNqJKemp9GfDXx9aeJ7UWty0Vvq8agyRbv8AWD++oyceu3JI9T1r0KvmT4T+D9U1zWYdQt5ptOtLOYGW6jJDBu8a8fMxHByCoBOQc4P03Xy2PoUqNeSpPQ+2ymvWrYdSqqz/ADEf7pqE1LJyhqLbgV5db4j02RzgFcjccdh1r5h8RjUPCHx5trqW1hXStRzpDXLRskaiRjJHsB/hQNEpOdp8tx8vRPqE7Tx3xXjH7Tegy3fgbUdStYJZ3+yeTPFGoYttO+NuT1Vt4+UbvnySApNebj6HtKehzV43V1uc58WfiE3gaCBZbVrqWWZldFk8s7Qfnf3JJz0GefoPKvHnxnttY0KWw0rT5ke4hKvNI5Bi6/dC89+OBwSR0rttEttL+NngeS7u5BHrtjiK7RwF/eBdvnKBlgjqDxjIYNwdg3fPPjGxvdF1h9GvmlUWCeXArMCVic+aCNvAB8wt/wAD79a8PAZVhoy95XnH8Tim5tXZ71+zMEm0SzhdliJvWJOeHKgELwPXA54wBx1B8f8AjTbfZ/HV3bjMhjAjZmT77LuUkZJOMjHJ7HtXqPwJ8RWGoSaTo1nbmG5huYi8UYJUgN85688YOfr+PlHxWvpb3xreSSgiQt8xzyWPJIPbJYn8exxjfLqTji5yloc8HfczvBtulzq5MmWWEBmGeQ38J9sc+9eteANHg1TUoLa9dLXTdKtTcTKsYUiBJNzKuOWJZz1GcH/ZAPCeBtG1y9vNPEiO0V1nT9PEkqgbi4YoBkFVDTDrjljjPNe3ah4e0zwzbXHhzSb2bVNd1HyoLkRAoka7g2wBeRuYxqQWJx/dGM9WLqOdTlRw1ITq1eZPQ7/4A2hvLrW/E8kaqbu4KJhwShLNLIAe4JdBxnITI68+vKflwM1ieBdEj8P+F7PTAwd4o8yMrZDyE5cjgcbiccDit1OlerRpezpqJ9LQhyQSFjPzD61PUI++PrU1ddHZmyGSdVrxz9ib/k2Pwj/2+/8ApbPXsj9Vrxz9ib/k2Pwj/wBvv/pbPWi3Yz2WiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4v47f8kQ8ef9i3qP8A6TSV2lcX8dv+SIePP+xb1H/0mkoAZ8DD/wAWS8Cf9i3p3/pNHXYGuN+Bv/JFPAn/AGLenf8ApNHXZdK4ZPVgIeelL0xSE0DpU6sBknu2M9/SvHPiV4V0/wATeM5lazguBawxTb1i/wBXdYcHdIh3Fygh+VugCEZ+UD1vUriG0spbmeeOCKJGd5JGCoigZJYngAdTXzp4F+KN54k+Lj6RpNj5tjctPLfTGEPKAI2I/eRttXYwghGVfcMndyorzczpznR5YO3mY1mm+Vlj4reEE8caYbW/dbLVIQXt5TnZcjb91jzzkLj+FhgYOFNfPvgHQ72x8YvDf2rRtZqS6uo6gEcZOMnnuc+mcV9leNDDEoPIkJJ3D3x07DjOPxHrjzHxBbrdoVVgx2FPMVDvYEjqQAT0z9B6Hj5KlmtTDRlQnqcGKhZ6HEftAWqavrrS2M4c6jZwXjKzhvJdl2hcjkgqEI/3vTAFH4f+F7C10eO/1dnezjZjBZZ2PqDAHIBz8sIOA8nuyjmus1fQA97BHGmBFaQDaYzwxQMx5HY7vy55G2t+00kvO11M0xmJBYbQucDAAAwFxgADjHTgbq6KmdRp01C5wRoTlJvondGbb3U914o0zVdcjhgWOW3yI4jFBFAkmSqrgHZgOMEnnOfQfTkIHlj36j0r5L+Imtw+E7JJDZvO0k6wjbKFSNNrFiMgnPAxn0YHnBb6H+EOttrng21kkB8yD9y3GMgAFD1OSUZCffNe1kledSldr4tjvy58t092ZPxt8P634gsdOi0XTjevFMzSASxptBAH8bDP4eleUD4c+PGbnwvOBg5zeW3PP/XWvp3AI4Jx2IPWnADOa+2w2c18LTVOCViMXkmHxVV1J3ufM8Xw08dH5RoDxjGObq3P8pKePhb41YBTpXlgY5a6iOfXoxr6W2gDpUTAnjHXjp7V0LiPE36fccsuGsLbr958iS2F0mpnTdkjXYk8nyk+di+7btGM8kggV718K/AEHh2BNT1FEl1Z04AOVtgeqqR1bszD0wOM5s+BvA8Wl6rfa5qMcb39zczPAFcssEbuxG3/AGmByT2yR0znuuFOBjGanNM4eKShHRdTTKslhg25y1fTyM/xDdWljo13dXm37LFCzzBlyuwDnjvx2714B4clm06YT2UkMF3JEkM8gUESnGQCTgsODzyc9SO/a/tLeJl0PwUYlwWlYyurZXKRlTgH13tHweo3emK8z+G98PEejW+puqQSFJBItsS6lg7DPOMDG0E+2cYPH5pxHKo7SjokdOKm5VVFdDj/AI1/DtLm4fxD4btpJXkbzL2wWM74WIOWQ4wU9/4TtByW40PgrbR6XoOr2erSSQR3Oj3YAMYDllVXOF/vhUdhz0X349XaGAwooEiSR/MJEkI9MEdO2eT6/UnnLXSLeCXUGuzOhTT7gRHHBeQeUq4xknEh9+npXn4XOp14qnNbGOIptS02seL2nhs6r4oingL71I+U9EIAyzsOAACCWPAAB6V7d4Y8OtdaZJofhh5YdLnGL7UJECPfHGACMFkjA7ZH3mz1APK6fYNbR7Fd1jYrvjDAK20nbkdyNx6+ua9j+Gt/aLp62KrtmKDITOWO0AkAdBkE+2T9T0rMFXkoX0OTL4RcmpjvhfZQ+FtYuNKu4kjkv1V7dw3+sKBmKYzknaxYY3D73I24Hp8ZJ5HI6dcivli78VeLdH+Ldz4Y8XkpY6jfNLpN4ctsJdmhZDk/LkKpTG1SqnABcN9G+ENZTWdJWc7VuUbZcRqR8kgAyB7HIIyc7SM46V9Lg6kl+5l01Xme7h5RV6aVrG8CKUimBlzjv1p+a7VqdIq9KKM0Zq0wGucEcn8PqKy9Hlvnv9XW8hKQLdoLJiB88P2eEk/9/PMH4VqMN3GD09cVkaNBqEOqa3LeT+bBPfLJZr5m7yohbQoVx/D+8WRsf7RPemtgNg8imDOaf2opANOKPmz0xTh1pQBUgIRTQ2afwKZniq8xPYCwFRXDbIy2SB9O/apAOa4n40eJI/DPw/1S/wDtKQ3LW7xwfvljk3MMFkz1ZRl8f7POOtTKfutkSfLFs5/T9LtfEF9qmtpIFiv7jzIud6sojSNHU4GA4QNk8/OfYjm/iB4XtNW0GTQdXhVo9v8Aol0Ew1q/rn+76gHjrxnI539lrS9f1G8v/G+qXGba+aWOFCV3SO8iea7cbto8hUUE4Uh8Ac59H8ZXQkaQxsCEXc/yjcAM98E459/U+3w2ZJ4Wt7WEveZyy5fZ8zR8++AfDN34C1p9R1N0maCeKRPIYBXVWQkjPTgYwRkdCBggWPiZYQ67441bdYokYv5FCbwq71bYXLNgDLKWySOvfmu9u4YLsSTSJhVIMqKijK8ZHPTAz17jp1JRNCXVr661GKKV1vJ5J0DYwQ7Fgf1PQn15IwZhmkmudrVnjVaE6ztHvcwtMso9O0BtM0m3VXmjA1O8+YecAP8AVID8yxDA9Cx67VBU7PgS7t/D/iaz1DaGgt3AndyAVVl2u3y5+7uJx3244JrootONpFDC9uMRKCowPuk7hkr/AL3r0x6Zrxn4saxdaV4y0uxtbx9loGlubaJiVVSVHzDOACqg846A9xkwGJq4vFaaOJrKjKnJSSPtiJtyA4IOMke9SLn6Vxnwh1xNc8F2swuRcvB/o7yLn5toG1iT1LKVY+7HgdB2gJxzkV95GXMk2e9TlzpMWmv0x0p1FUXYjCA84GfanBBnNOxjvRuzxiqUpdyeWPYjkxz3ryfxx4PuPFnxOEBMkGnQWkL3E2w4HzSYVOxYj1B24B9M+u05OorfD4ipRleLMq2FpVlaa0M3SNNtNK0+Cxs4Fgt4E2Rxp0UD+vqepPUmtWiimou7k3e5vFKKUVshsn3DUZPvUkn3DUIGB1rGt8QMCP5VVvoYJ7aSC4iSaGRSkkTrlXUjBBHQgjjB4qxyTycVzvxH1uHw/wCEb/VJ7j7OsUQUSmLzQjMwRWK8blDMCfYHpWE2lBsiTtFtnjnhrw5a+HvFNzr+l2dxbTW8k1k0PnssdxFHKyBnBHznCAhj3IODla8v/aJ8Dne3jDSE36cwWO6j3ktA/wDtHHK9MH/HFe1fA3xnY+MNIurOz0yS0gsVjQ7nLbtxlwjMVUbwkaycFgBIBnIIq14rs7ZbmVFKOswKSRPHlGUjncpXBHzE857k8HB+LqYqtgcQ6s9U+hyThHlvc8K/ZWtc+K4rrDKzGSFXC8AGKQ8c8c5P6dBmuO8ceH7z+3iiiNp7dnhuJgcDKORnPQ8jJ78noK9q0XSIbLxLpkemwx20A1COby495UqH+fr2xnrngHJ+9XLaToUhaGaS1EpwuVnU7W46n+9zk4ORwcqeQeiOaQu6l9zxKzm2ku/4F3wZpkfhdIPEOs2gnvHUPpdiXCYTnE7leAv9xe+MrkLkd78ErUXvju61DUEie6aGa5BcZ2SNIpLKD0I3sMjnDc85zkvojyq91LKbi6kTzWmkYhs7QSCW6EYC5HI249jiad4vsdA+IFjaEzS3yt9peQIGyCXDquWJJZCcf73qBWeCx/t8SnBXSNaa9lUSex9WrwMHP+f8/wAqcCKr2U8dzapNDIsscihldGypHqD3HvVkAAV9mne1j6NPmsKv3h9amqJfvD61LW9HZjQ1+q145+xN/wAmx+Ef+33/ANLZ69jbqK8c/Ym/5Nj8I/8Ab7/6Wz1ot2M9loooqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuL+O3/JEPHn/Yt6j/AOk0ldpXF/Hb/kiHjz/sW9R/9JpKAI/gbx8EvAh/6lvTv/SaOuxPJ6Vx3wOGfgl4D/7FvTv/AEmjrsuM/SuGS1YCAUjcUpwKaxHvUtaAedftD64dF+FurNFO0E9xA8Ub+QJVzsZyrqQflZUZOnVwOM5HCfspaAuk/DUapPozabdahLJJ50j7jcwAL5TjKgiM5JAy3VnDYfFQftIaymrfEHwz8PUieSG9mhbUiZCInt3nQmMgHh/3Oc4yoIx95iPQ/El/p/hvwlLcSCHTtP06Ag4XYsSg7VCqAOR8owo68DPyq3i5pipQXs0tXsYRd5OT6GN4qvit4zQs22NyUVhuU4J5APBIwT0J4JOME1xttcMr3P2e1nuJ+sFsi5aV9p/djLdchePQsc/KTXk//CbeO/GHi+KXSZru20h7oCG38v8AdRRKc/OdpJOGy2DyWAUcJXr3gzTTq3jDR4PMuzEk63DvBggLGPMXeQThCyqpJPO4Y6gj5SGVShioRnLmcnd+XkebUqSnVSR2mm+GrTTNdl0cXUk3lwx3KyyLy28sACVwuQUOCFHAUEEgln61pzWwWNFBVQFAAxu9OnPpjryBjnbjp/FRa11XTrxWcrI72pXZkMxXcpY9gNrgZ7sB3qnrAElsHUO7Y3LhiCP8n/DvWubYGFNzUUtNT01CNtj5M/aF1i2Pi6105I5JobIBpIS+IpSwTAGzBzkNuw2CpUA5U59V/ZN1e4sri50DU8Q3SmSydWjPmLLASQuQMcBpOvoB6Z87/aPttNtvGem6vcWtvK8Xki4gNyUknRnkIIyCVQGJ8nsZVz82SXfs8yX+kWg1md2WFbqGZfKDDcsY/eLkgcEZUgcdR7H6TC1Y0cJSnHyX3nBO1OaltY+2AdwJ/PHSnKPeooh8vU+w9PapFr3D1RxpCuaUUGhAMC4zg8dvakkHynHcYpwqtqdxFaWclxO4SKJS7segAolJRTbFLZnyH+1jrT3/AIwW3iNtNDCw+SSRUSRYRuIYsw53tIu1SCx2gZOKqfsz6p9pl1bRxYXJAc3PnRlzD82AqBcYVjslIwfnxgD5Qa5/41Wst5GddvbhVdoSzReW2ya4eRSy5BG0HzHbnsmAfmFdN+zFZwyPrdwq2+ZRCY1jjkzCjPLmIlwWI4BxuYFSmSWLCvncwqU6mWynvd/qeTSmpvmW59A6DYeZCWnO1c7mDZX5hnnp7549fxqi3hrTvEevXNtJNKrWNoHEkM+0xySfKjYXGQNko2N8p7g9uj08CHTy7K5yh3SHqw79ic/TP6VP4CRbiC+1MeXI1zN5aOpbcEi+QoxPcSibp2NeZk+BjKok1svzPQnFT0Z4FcCW3neHUYfs80ZKMjk5EisQ4yeDyM5HUEHkEE6mh6i1jeLIkkTsn8LDjkHGQD9fyrrPj14YNuB4rsYCAAE1Dy4wSEAAWbjrt4B68Y42qc+TQ6i4VjIzRkffcoTgZ4HPUZA/L15PHj8ulhK7tsfN11LDVjo/2iUuNb8K6d4m08IZtDuvNuQkYMsQxksrj5wA+Mj7uWjY42bq9L8La1bQ6xp2t2T79K1yGON3Qkr5rHMRxgk8ttPcFuThQB574S1gLIbecq0Ux2yK8W5iBxjHTGSMg9cdRzWR8DLyS9s/EPw+vncx6W8j2DmYtthMhQx7jj5csCD28xunFenhcXP2an1h+KZ69DEKrqtz6qj2MuQRwT07c1IPeuU8NeJLdvC0Woavd28EkJ8i5d5AgEgOASOil8qwXrhx14rZ1TV9N03TJtR1G8htLSFd8ks7eWqjjqWxjkgfX3r6qFaE1zJo9JSTVzR3e1LmuPtfG1mdIm1nUIZ9M0952isTPGwnuVUH5xFt3DJVtq4LEKDgbgK0vBuqXut6Z/a9xarZwXZ82zgZlaRYT91nKkrlgN2BnGcZPbRNN2TCMk9Debt6GsXw/apBqmvyi9SeS51BZnhXrbH7NAmw8nkhA/8AwOtltwXOKxdCisYdZ142szyTy3kb3SFcCJ/s8ShV4GRsVDwTyx+lW3oUbR9KAe1KT7UuM4NQAZoJGKXFIwp2AbkH6UrewoAx0oFPoDGMcYGec14B+1tfPqWnaf4S02UXGq3ssRg04wFvPZpPkkV8cFTE6nDLxLyRkA/QEuMAY5PpXzLp99P4p/az1CSWd57DQo5fs63CtiBljjhcxgcDMhc5PGM4O4rXLiaip03IwrNq0UereEdKfwt4G0zRpbx7mSwtI4DPK7YbbnkZJwMcDkgBcDhRXm/i3xDpb6m+lpfwS3wADwxyDzV+XOD6Ed/cccgVvfHnWPEVr4Nki8MWl1PqFzIluWtVZpYEf7zKqDJYZUAj+8D3WvDvCfw/bSbmLVtVvPNvRjMEe3Ckg/ePV8BhyoxwozhgK+LxFKliE69WWq2Xc4MfUcY8qPV/h/FBfeKNI0+diiyXQmHlhVJaMGUDOOV/dKMZPytjuTXpFpZLb69qtibWKOE3JljGB8wdQ7MffzGYep2j2rm/gVpbtrmo6oWnCwW626BlzHIZGDtz0LDYDgE8SZ7iuw8Xxrp/iTTtRVVVbtWsnIXHzDMkeSOgAEo+pA4zXp0sFy4CLtre/wAjXBxaoqUjG1/T0gl3rhTgkFhnLcY6Ak8+3U/7oHyB8WLma1+KN3ba3eXZsVuNr+SSHNu7ecUTfgE5ZsHkFhwSu2vtHXlE1uHGCfvE55HP3vbjPboSOeRXyL+0FJfQfEK7kjS8tN0SRSXcZOx4pIsKjALnJKTZDEkjIwNhJ5sjcIY2ou5VZHtH7IWuk6PFpE8nMkHCngB0YgAD1KMOewUAZAGPo4L3BzxXyx8Jorfwvc6RPCy2qtdCV4uWWJJWwy7mJY7UcjLEnjnpmvqSMkjII5POBX02XYhVYSt3YYCt7SDXYkz2xQadim9zXed4v40nTkUY9KAKauA7rSpwwptKmd4qoboRLRRRXUMbJ9w4qEjHWppPuGosA8muatuJjcgY68+lfOf7aHiB7fw9Z6JFLABJIskwIZZF3LIEZHPyEEJKpU85K9QcV9FTZVSzEYA/CvnC4uIfiR+0RLp09w8+j+F5ZJxDKixut1GyRbQR87R+ZHvzkdcHOVFcNeap022Y1ntE9A+Gvh3TfBvgOytLG2ZGNuJJZWiCSTytGrFmUM3PbAYgAYBIGTzfi+/3CYPhyT8rhhwueScgjH+17H6Hc+LfjDTfB/haS9vA0gfEdvEmA8zkcKvQjA6kA4AHBwAfAvDPjjXvF+tXUt5YxR2I3SI0EbKqZKkAnucMBt/LOMj4jHUK2Kk69/cRw42qqcOVHqXh2zvNbvbXT7WSWGed2fz0Rz9mwrkMw+U9gvXALqPWuh0Hw7FJpyOyr5qgiSNXJ2MCNwBAG7DYHIByPUA1H8CbSSfXtQvGLpHbWqwbHQhZGkI6OOpUQ46HO/PGcHrNOjisvEWp6eyKqeb9pTDZ3LMS7Pj3feO/Tj26Vl0Y4WnUa1ZeFppwUmjlryzjhuXDQ+XGGztB3BRyAOnOfr79CM/K3ijxIbvx3caxp5llngVJLWNYvlRI0LSb+SWCYbJ6EZbG0AV9jeJoh5hLINrffBwzDqR16dD0wR+q/GHjnSZbD4h6raWlzcwSXV1LHZ7IlhScSTGN1L5jSNc+YhONnBXgcjTh2jCNWrcVeKPtn4Ha2NY8BWJLl3gHlc8fJgMgHrhGUEnPKnk9T3ynsMivnz9lq/mtYbWwun2fa7FCiMpBBj+4o+ilunHy19Bhgw5xk+lfV4SqqtLmOrCVVOndD16j61LUKj5h9amr0KOzOka/Va8c/Ym/5Nj8I/8Ab7/6Wz17FIOVrxz9ib/k2Pwj/wBvv/pbPWi3YHs1FFFUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxnx1/5Ih48/wCxb1H/ANJpK7OuL+O3/JEPHn/Yt6j/AOk0lADPgZ/yRLwJ/wBi3p3/AKTR12I5J7Vx3wM/5Il4D/7FvT//AEmjrsq4p/EAYprjK8DntTjTHPGOM9s1MvhGjxeTwLa6v8Y7j4gHXlu4oCbeCzNuNkMsYMZ+bPIB38YHzc5BxjW8dWmm6ppFxp2pRR3NrIu2ROoIYZPpg4bOQVIHIxwasaNrOhJDAbe+gX+1jLqFlDK6LJPG7NOzqpOWUbxkjOM/XGR4mu/klAaPdht29gi8Ak53YA53HnGSGyD8wP5nm2MrzrWeltvQwqyhCDaZwTQWWl2f9m2FoIrSCMokW0NsVic4OOG+Yj1OTx1UekfBHRhJJd688GwBfstq+5+Vzucj+FlJ8sZGSGjYZ7V53cNcXUkUNvHHPdu2yKBMBi7HaFyRwd3GTkdfSvoPwlpSaLodrpqushgjCvIq7RI/V2xk4JYk4ycZxk4r2uHcJOrN16jv2PPwNNzl7RieKdLOqaLNbRBBOCskDyKdqSowdGYAjIDAZA6jI9a5rT7qO90pW5A53K2PkYcEHryuCCD0xg8cV3rYIAP4D3rgdaiGja+wbelpfsZoz8oWOTOZE4xgk5cdSTvOeBXbxBheamqy6bnqS7njf7QfgifX9LOoadaJPfadC+yLLbmUujN5e0jL4jZdrcEO2MMFNYHgCaw/4RW3s7fUILo2zPBcG1jcRseCHVmVWOcjqowM8HjPut+qhhLGUIBAKquTjAbjuOAMHjHFfP5sbrwf8XLyxkjZtN1hXurfPTefmGSOFx83HpjoCMeBgsTOvhnQk7OGq8zy8ZD7R9W/Dy9F94L0ucu7uLdY5HfqzoNjE/Uqa6ECuC+CVy03hOW2YKEtbt4oyO4IWQn83Nd8K+9w0/aUoy8j0qEuelFhRS0Gt0a2EI5rkvivdraeA9SJUnzoxb8Dp5rCMn8nPWutrzv443Dx+HLW2AUx3N4qSAkchVZxwRzygrkx0/Z4ecvJmGJly0mz55+J/wBgl8Ntpk086XN/ceXbHyXfOxDJjgcMzLFGPeUkjAJrvvgv4Jbwxoe28t0h1K6ZWukiB+UBcBScklhklhwMuwHGc8L4Z0y+8SfGWO9eGSLStAh3oJG+VpiAVKkgckncMEn5Rg171YyDzPPaVDtIQfxbegHsBweODnPqK+Bx+InTpQw0HdWTk/yRxYOnaKbLOu3E9ppnl2aq90cJAjuwEkjEKi57ZYjnt712ehWMenaVbWUZkKwxLHmQjexA5Zscbj1JHUk1yHhm2l1TxK1zJhbPTjkHYB5k7KRjqCAqkkqQeXU5BUiu9B2joT6V9bkGGnGh7Se8vyPRjq2yC8to7mBoZkWSJgQ6MAQw9CD2r5d+LXgi48H6pGbQTPoly58pySTH38osSeB/CTyRnrgmvpjXdY0/RdMm1LU7uG0tYBukllYBVHufrwPU4A5Ir5h8UfG6Dx34x0/wvbWAi8PXtyltO0k3lyy7mG1mOOAG7KRyrfMR19HH04zpu61R5+ZUYVYW6nMWF7vnCW0by7vnKhiODwT6YOTnr1FdF/b1h4DutV8V2fh+e5urpkhnM10UZYQ3OQAVL42Z4HUHOMg6L6dptnqS6fp08SxllAnkG3BPOGOPu85Psa4v4oLqt94Xg07SoDP510BMtvl2eMgYUDH94Kf58A18dh5RqVVCTsnv6HhYVSoy3PbdFvNJnvf7RtzE+malZx3VqRuOQ4C/KnZ2DbSB12BcHgDUj0+P7THfam9xI3mq0EElw8zRtgBeWZhvxtHy8AjOS2GriPgvYXGkeGLCK4a4kaOF/KjIBaWRiNxGeiLkjd0BbHUDPoQeK3kSTUJUnu5wxgiiUvkYJIiUfNIQNxyASQG4UDA8LETrus4UJN329Oh9Th0nBOSKj+HUkspY9mG+ytBaxPK5W3G0jAYkkdMcfdHC9WLdDN4zjs5oLUeH9VJml8qLYbdi/Gdyospcjbg4CkgdQACQ+10nWb4sJAunWzL8xcrLODyCNvKDgKVJLdfmXI53tJ0Wz08yyQo5nmAE08jl5XxkgFiTwCzEKMKNxwBX1/D+DzCjFvESVn95tKMeiH6RLqVzaNJqFklmzN8kYn8xgvGN5AADZzkKWAxwxqtos2nS67rsVpbyR3UVzEL1mOQ8hgjKkcnHybBwB+ea2woXPJOfXtWJot3BLrus28dlFDJDLEZJVYEzFolIJwO33fwr6uySsC0VjcooH0pTSQ7BRQKDTuKwlGKKKB2I51DIQen1rzLwZYW0dmviOXSbWz1XVoY5tQkiRU3uVJbPc4Lt169T0GO08eXl3Y+DtYu7Aqt3DYTywFiMB1QlSfxxXlsHxB0y78d3fgqCF/PtbYzTXETB1RgV3KVGcFQe+OQwI7H5niCdWy9n0WvoZVKkYuzLnizUQIJSFJRQxALDH3cEHoB0yfofevOtUfZezrcLEGR2V954BUknOBjjDdAMZPGQQem8TaijFmTKSLgqcgKoz97PUkfL3Hc5+UFoPhxoaeJPFUaFYp7K12XF6pKkEkkpHgjkMVJwQRtQjK/Lu+UyrCSxFWMXrqeHWk8RXUInr3wy0U6L4Wgjli8u7uGNzdAjkSN/CSCQSoCpkHnbnvWj4r06TUtFuLWCQQ3G3fBMScJIpDKTggkZAyM8jIPBrXiChcjvzn196V1yc98cV+nOlD2fs1tse6qaUVFHn+nXS3+nhWypDlWVhjawJ3Keo3KQQeuPfHPm/wAT/Btj4lsrd3QM1lIk0ltvKRXUaYPlMVIZSVJRXU7l3cZwBXpPiG1Gi6356qqWN8+Q38Mc2OQecAN1HTJB5ywxzFz4g0GbxO/huO7H9qQwfaHhYgFVJxnkYyBnK9eVyAM7fzjEUq+CxblDeLv8jKpa1meP+A9Y/wCEk8LWm0s88MMdrIg3ElwmN/JPX14GQB0ANfWvhi9Oo+HtP1Ahc3VtHMdrZHzKG4Pcc9a+W4fBl34W8Z6nNYS2v9hXxMqRsqmWJgThCSMgDLDAOMY3Alcj6J+Es0k3gTTzJIZCgki3E54SR0Az7BR1r6rJqtOVWapu6evp3OLA+5VlA67rRjilAoAwK+jPWsIoo7mlPFAHNArCU6PrRiheopx3QD6KKK6gEf7hqICpX+6ajrmrbgVdVmjs7OS7nlWOGKNnkdjhUUDJYn0Arwn4I+BNY8M6h4k1rXbiG6vNVlysiZcumSzNu2g/M0jHAA+7k5+Qj2Px79ik8J6hZ6hII4L2E2TEjvN+6UfiXA/GsC6kWO1UoDuxjcHLctkZBz1P+B6A18nxBjZUfcjs0RNRvdnn3xa8K6P4qubKbVzOzWTyOioQofJ2srDBJBGz7oBPIGMjbyhRQ0UEEUUcUT4QKduAc8YBCgjDdNp+8Sey9d4kmjEg8/BgEimQjKoxz09OcEd8ehIw3O+FdEl17xJZ6U0SssjBrpWVgUhBBc5HzDgbQc/eI+bIzXzOAlXxk405PQ8PEy9rWUYnsnwc0w2HguG4csGv5WvCu8EBWACYIA6oqMc85Y/QP8cw/YdV07Wml8uLP2SbIXblyPLY7iOjZUYyczenI7G3jZEVW+8OP8/lVTWLGO+sbi1kyFlQrlWKkHsQexHY9q/Q6+FTw/s10R7Sp8sFE43V08+zWSLGQuU54HHuD0weowMZ7V8qfF/wS2kePV1O2iuGivp57yT7qxeQkYldUZ/4wsczFSc4Chc/xfUOmy3Bs5LO82fa4d0U4AGBJ8o4A5APykA88qfSuY+IehTa74U1XSUhDyXVo6wblOFc5MZ9PvYGfb8a+AwmLng8V7y0bszGtBSiYPhe+bT/ABfpc0EqNFDdpG2CpQK37s4IJHCuR142nsOfo2IZRWNfF/w21KS98OzWN7Lu1CwaSIxOrCQcfKXGAODkbQ2RtIO0EZ+yNIuor7Tbe8hz5c0SyR5HJUgEZ/OvscmTipUpPZ6HNlvu80C4PvD61JUa9RUlfQ0tj1Br9Vrxz9ib/k2Pwj/2+/8ApbPXsb9RXjn7E3/JsfhH/t9/9LZ6tbsD2WiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4v47f8kQ8ef9i3qP/pNJXaVxfx2/5Ih48/7FvUf/AEmkoAb8DP8AkiPgT/sW9O/9Jo67HNcd8DP+SI+BP+xb07/0mjrsT1xXFP4gDrVe8YLEc4xg8HGOBnnNWAMVU1RN9nKmTgoRwSD09uazqPlg5ClsfHdprX2L4820Xia68lNLt1tdMVXZkTeirHnapGSGMjFiAM/eJCoe81uY3N0EJTKkbQVHB/HpwPzHGava74R8Oa9ren67qVo0l5YFWjMcm1WCgbdygHcoYqe3UgHBVaydYmjtrn51LlznjGFDBfTr1HGenbBG382x9ejjK0LNprR/eeNiVJRuzv8A4OeFvMlTxPeQZVUK6ajxqOCuGnGclSQSq7cDYx+8GGPWkXAH0rmPhprI1rwlaXLBFuYh5NyihRtkXgttH3Q3DgcfK44rqB0r9EwlGnSoxjT7HqUIxjTXLsB61k+I9Lj1TTZbVneJyN0UiNgxsDkMPx6+oyOhwdc1HJwufT+ea0nBTi4y2ZsfL3xag8e6bqlnr1hmRdIjIvNNWRmEzHIZ1XjzEKsx5wcDJG4MF6lmj1vw1bapPa/ZZ5YVm8mRNzRllBZckZzuPPr36kDtJrOLW9d1PVZCFjU/ZIiNysViLAluMA+YXII5I2nIFY2px+VBcRtCCUG7O7aNo4xg+/5V+a5rJRkqVOKSi3Z9bHDVo+7I0fgPcOYtYsSP3aSxTqcY5dSp/D92K9PBOK8r+BJH9o+IAFAC/Z1HXkZl5r1QV+gZbrhKb8jowv8ACj6DsUYpaK7joGkV5Z8fH3W+k2xwQ00k2DjkqoXHPs5/Ud69UPIryv48sqNosrkBQ8y889lP9K8rOE/qdS3Y5sUr0mclJc3emeELq706D7XfJbs8ULrhXcAAA4Ocf0GDjlhzvwb8O+LbrW73xFrMvl6prqLGLZgcRogyHkUkfKABgc5BUZUnNehaQqm2t40BRsbiQRuxnBz144P6jrXRXCHR7i21ZHWKGBsXXHyiIjDnnJAB+c+pX3zXxGTVHKpySiuWTV3+n3mMKKaUmzq9F0y10nT4bK1BEaZ+ZvvMxJLM2MDJYkk9yaXXNTtNI06e/vZhDBCuWY5JzkAADuSSAAOSSAOTVwuQm7HT05H/ANevmr45/ETUL3WIdJ8Pp9suPtCw6bBHCJfOkyFefHccsqjpjLc8Cv0StXVCHu7vQ3q1FTiklqc38fLzxp8QfEFvpWk6fd3Ftb4n+wwkMtrkkI8xzjzMBz3CqQBkbmPMad8Nrfw1qcN3e61Fe3dvhtturLEGUddzDLAEAggDp07Dqfij4w1DwB4G0nwbYFbnWL6BrjU78yBz5zD94cj7zEtgMcfKFHOeOf8AhV4Y1/VbXzNUnljt5XB3SBnZ8gYCjqTgdPck8V89jcXUWH5pztH8WeNilVq+7TevVnQWJl1GXy4MMi/M7D5UA3cn0A6k16F4Y8Hw3Ecd5qbyCEfeVlOZmyfmxj5EwVx3PPQHna0Lw3pekWwlnhjjVcEQkck8AEgH5mPp0BPGeCOv0nRJdRH2jV4ytsVxDZHA3DOd0vck4X5OmPvAk4X5vC4KvmU7Q0iuv+R3YPAQpK89WZOi2V1qDH+zUxC7gXF7IPvgA4WMcbwOAOifMTl9rBuw0bRLPS438gFppVAluHbMkxHdiMe5wMAZbAGa0owuMjP0z/TtUg5J6f1r7vL8poYKNoK77vc9HR7CIgQYAAx0wP8APvT8UCivRATHI5rK0ye8l1jUYZ4SsEfleQ5jZd2VywyfvYbPTpmtVuBnniqFot0us3bOT9k8mIRZAGHBk39PbZTtdFGj6UGjFGKLAJRS4oFKwCUU4ikxVK9wMLxldrZ6DPK6kqxWLIbG0uwTOe2N2a+QvBo1jwp8Ydc0L7O91DfTSTPdSFw/lDzHSQbSFyQ6EnBI/hwSRX2B4vRH8P3gdSwSMyYC7jlfmHHfkdO9ecSxNGpIZlafagfHyMv3uoIOAcNg8/MeMZA+Vz7FSoycHG8ZRt8zgxEXKWh5+8Ul3qsdrBJHJNcSCNGZjGiZYBTuwcLkryAcBuhO2vffBPhy08OaHDp9uEeU/vJ7gRBGnkOMuwHf5QADnCqoydor548SS2g1OaySeFmAJaPIcoDzkg+ucjv83TkgfQHww1r+3fCFleSy+bdIvk3TErkyp8rMQOhbAbHoRVcORioSVrS0OLLXGNWcXudSowSc9f0p3XikApcc19Qj20Z+s2FtqVjJZ3UYaN8ZOcFSCCGB7EEAg+1fNfxD+GF1qOttqmj6ubLWbafyppixVJlVQFkOOQ4XCnHHB6cmvpTXr6LTdKur+VXZYImcqgyTgZwB3Ncpptitpo5F2RJPJukmkwRudmLMfYFs4Ge+O2a+dz+ThFSg0pL8uxhVhzHB+IbXdpYEhVnReWC7SSMc9/T+hHXPb/AmZpPB00RYlYb6RFHpkKx/VjXJ65Igs2iWQYGQrHhVAH/6q6v4EBv+ESuZCDtkv5GX3GxB/MGvL4Uv7Wbe1jkoxUcRZdj0KiiivuD0wNAoopIApV6ikpV61pHdCHUUUV0CEf7pqM9DUj/dNRnpXNW+IaOT+KEUbeFLiSWKSVLd4bny40LO3lSrIAo7k7ff6HpXzf8ABLxPe63deJfEN/qardX8w2WQmGI1AB3AM5fbiQLnAGAMFiMD6R+IaTfYLKeJwnkXKu5OSMbGUcfUjHvivBfDfw00/wANeINU1uyvnH2nKWts0Q2xqWyQSWG/BAA45yG9x8dnteinUpS0dlY87Et82hJq98bgSy8iOPJUsN2wbcNwOgwq5A6BV7bQfX/hF4VuNF09tT1WOEale4YbVYG3jx8kZBx83dsAcnaSQik+SaVqNpo/iWy1HU445re1lQyCVc+WB1YAA7mQ7XHuoPcbfpeAAjIAA6DHSteHcLTVP2q1aObLIKUpTluSxHjI7UrDOcDOaBSqSD0r6hdj2kcT470ue0mGu2UTuFQreRR8s0YDEOo/vAnB7YY5BwK8Eh+IWuaP8S7rTfEtvI9hqFwn9lyxjCxoTtRlf+IMDk5yVJI7sD9SatPDZ2FxeXbhIIYzJI56BQCSfyrzI+H1uNKttQvLCDzYczwxSRgm3ZiWIBPAweOOeB9D8lntClQbqKF+bf8AzOatFvY4nxBpdlZX0uo2tjapJdY+0PCmN+M8n16c9Tnr0avbvhtOtz4E0aQE5W0jjb03KoU/qpryzxYiPYFi2R03Ec5H15P869I+Dpz8OtMBbLZmP/kVxS4Um5upc5sLHkryR1w60+mDrT6+2pbHpMa/UV45+xN/ybH4R/7ff/S2evZG7V43+xN/ybH4R/7ff/S2erW7Eey0UUVQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXF/Hb/kiHjz/sW9R/8ASaSu0rjPjr/yRDx5/wBi3qP/AKTSUAM+Bf8AyRLwJ/2Lenf+k0ddhnLVx3wM/wCSJeA/+xb0/wD9Jo67EjnIrjluAtMnAZMHIHfFPFNkAI5//XSdmrAeT6ZZQP4YME1yLy5shLaTSKmwPNEWV2w3Qb1cDPGDgcdPnr4i+O7+Hx08IuEj0y3u5bO6twn74FNhaZ85wjNIwXuQjZA3En6k1GOOy8VXdtI5xqUP2mJXlHLJtjcKuPlVT5LHkktISMcg/On7QvgPT00+/wBf0mxNvfC8Vp8Kz+YSWVsBehJkDdx8q9zk/EU8Lh8PjJQqL4r2Zw4uipw1PVf2fdadNWu9MO94LuH7UsgddgddoJAIDMzhslsniMfU+4Kc9iPavjj4D6neW1/4YuZYklnF6sUPmHP7mVvLJHcHY7YHsM9q+xo/u9cnvX02XSfsnB/Zdicuqc1O3YcKx/F98+neHry7hKCdYiIA7bVaQ8IpODjLEDpWxmuR+I0jtb6bZpCsqXF6olz/AAqoLg/99Kla46p7OhKXkd8nZFa0EWneHYog8m1I1TzGYkt8oAJI6nkDPtn0rhddvCtnPMN24Db1xwc474zzxz/9aX4zeNbXwdosLzI1zPO/kwW6AZlJBGORhcf564r5stPHPjrUdUuNMWSKaQyhS0gRhCFyH+ZPlwx5z83TAPOa+LjllXHNVlK0Voefiqrtyo+s/gPbTNpWqazcebvvbvau4nDKgPzDPqzOPwFemA1i+C9JGh+GNP0zKl4YAJWXOHkPLtz6uWP41tDoK+6oU/ZU1B9DuowcKcY+Q4UGkFKa1saiZrzz462Etx4QS9iPNjdJOQM5IOYz09N+T7A16HiqOt2cOoaVdWNyheC4haKRQeSrDB/Q1jiKPtqUoPqjKtDnptHivh+9lms1d5i8wbJYNkn+9jA5zkepyOh4FehQ/Z9R0Yxf61QgU5A/UZ/DB9a+OPGHiHxx4Q1e60qa6LRQTTxmYKyiTA2cMpHCH5l7Zzu3AV798C/HJ1sXug6jD5Gq6WwhuVU5WTBOWX1ywJ/EcnOa+HlldTAL2nNzL8jhw1S6UH2PQrm/vJ/hRqTW0sovrewnhDqcyb0VlVv984DfiK8g8P69oWnaYtzHptr/AGoEMMcwhHmBSCCqsR0wSOOx/L2jwZ+61rWbAw4hAiuQ+eGZw6MB9BEn/fVV7v4V+DrnUftf2CSAFiWhglKRsfoOVHspAr3q2ClmNCFTmtoGIw9WpZ05WtoeLaF4RTxt4ng1nWUdhaszFf4ct04Oc4x7+/HB9U0iCxg8y00SE3t0n7tmhwxj5BIZ/uxjjODgkjoxzXYaZ4N8M6fata22j2xhb7yzAy5/FyTW3HbxRIFjQKFACgcBQOgHoK5v9W3VmnWqXiuh04XDqjTUd33MHRfDxiuEv9ReOS6UHyo4/wDVwZ4O3uW7bzzjI4BIrB+N3ia58NeEvM0+cwX11KsMEgUHZzknkEdAR+Nd9tYHO44xWNrvhvR9au7e61SyS7e0D+Ss3zIm7GTt6E8DBIOO1fQxw8aVJU6C5UejhKlOnWjOrG8U9u55j8IfH/jPxDci1m020v7aJgLi5L+SUU5+bjcHY4OAAua9oXqcjnofevnjwiZPAXxqk0dmxY3Un2ckjjZJgxEZPZiq+3zV9DRnI3DpTwsnyWk7s9HPKVOGJ56MbQkk1bzJDSUpoFbnjjWOOfTmqFtC669d3PmqYntoY1j3cqytLliO2dwH/Aavtnrx+NZdrHCnia9lFyGna0t1aHHKIHm2uT33EsP+AVUdgNeiiimwCgUGgVIBSGlooAzdesLfVNKutNu0L2t1C8E4DFSUdSpAI5BOeorz0AXfhaJLkWpuIcxTpGfMRZEfDxg46K6kZ5PB64IPqMigjBGQeDx2rh7mB7PxLqNm8cjW1/HHcxsXTaW5SVVUAMcbY2JwcmTkjjPiZ3RUqXPbYxqQvqfFGp6hrGj+K49Y1fTbq2vRLLa3byyMzXMofexBYkZSOWFQB8u1UOPnBr6g/Zu1iI3Oo6RHdGSKeNL63Ty8YAwjnP0MPHbmuA+OvgweILZbyxIGp2aEyHZzKCciMEduQR2+bjhshv7Ps6aZ4v8ADhWfyLeSI27kcBy8ZKqfq5UD3xXPgcbTryhOOj2aPE5lSxcX3PrJST1FL3ApkXA9u1KSeMV9Lax9Acn8QZWkj03T1jdhc3aNKVcqVSM7wff51jGO+6s7xXex2WmPuMaptw5OflB+XJ56Y/zzkSeJJY7jxzbRMz77GxLlM8ESvjn1/wBSTXgf7TXivUItTi8PxXAtdMubSY3E5Xc0uA37leCctwv1YAkcmvj8wTxmLlQvoc1Wpy6nR+JtdsLzTc2t7BLCXYbklDKWByyjnr8yn8e3b274a6Y2keC9NspQRL5XmygjBDyEuw/AsR+FfIHwd8C6nr/jrR28QXEsqz3/ANrkjluWdpGwJJHdsn5mCgE9SRk9q+4EAAwAB9BXrZRl1PCRlyO+tjlwMFKUqt+tiUUUCivaPUCiiihAFKvWkpV61cd0IdRRRXQIRulMJ68U9ulMNc9X4ho5j4hm5Xw3O9rEJZEeJiN6qBGJU8xyW42quWOeoBFcT4oC6Xp/28uTbLE8zpIScDYSx2t1wF6N1xkY+avUNWsre+sLi0uYVngnjaKWNuQ8bDDLj8a85vNPOs+DrrTdWAfaslpfKIGiWTblHYD7wUjkd/u45GT8nn2Fg5RqS2Rz1YdT5207xhNq/iS8tbi0W2DRRz2gEgZnhkVZE3bS2X2Ohbk7Sxzg5r6l+C+uLrPgazZ5BJcWhazm65BThSc9yhRj/vV8WfETw3P4F8UWCWT3GwDz4Z3fLyNvYgnjC4VlXHzA/e4DBF+lf2atblk1HU9HuCw8y3ju4ohyqEfK4z64aMf8ArtwCp0qkfY/DI8rCWpYpx7nuopcc+tNjwVyKViAT1PHQV7kVZnunMeO7iVlsdPi8zN3dLvZGHEaZc5z/CSqof8AfzVDW51tbEojoDwoGR6gZ+uMfhgd6brbLcePkHlu32CyBSTOADIx3r9f3afh6da8z+NfxF07w68dp5rSXwZGEMcRkcRdHYqSoJCliAWXJ4yMkj43NnUxlaVGnuYVJ8ovi++8m0UMQWkTB3YwvckY64yOa9g+Glo1l4F0iF1KubZZXU9VZ/nI/Asa+Wfh14r1L4i+LtF0A6Xj7S4+3zJJ8qqpZiV5PBjC9eev4/Ysa7F2nHB7V6WQ5fPCU37TqcmBUpTlUZMOtOpo606vpqWx6TEbtXjf7E3/ACbH4R/7ff8A0tnr2Ru1eN/sTf8AJsfhH/t9/wDS2erW7Eey0UUVQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXF/Hb/AJIh48/7FvUf/SaSu0ri/jt/yRDx5/2Leo/+k0lADfgX/wAkS8Cf9i3p3/pNHXY1x3wL/wCSI+BP+xb07/0mjrshXHLcBKCAeoH40CikgOW8dQSx21nqcCSvLZXSO4iRSzxt8jZJ6Iu4SH2j9cVxXjiJCAdivFJuOOcMTjJ465A+mAPXj1DV7K3vrC4s7yBZ7e4ieKaNhlXRlIZT7EHHavMrmOeTw/Jb3/mS3lsxt5p3tzE7lHYGYL2VypIPIIbPIJr43ibDpOFVdzCuvdaPnmwu7a3nvtP0yWWC6sbiXC7QPKZpHZWjYElsDacsFOSeOhr7ciIMYx0r4q8QaMbHx1qWpxXUSR3afvUUDKuCBzjrnBJJOck9civrn4d3ct/4D0C9uDmafTbeSQjpuMak/rXs5VOMk+XrY87LZJVJwR0FcL43uJf+Es0e3B/ci3uZHXHVw0IXnp0L/nXcnPQV5z8R7n7Pr9pJjcUt3HBwcllx/wCg0s9qcmEk0enWlyq55X8ebS31rQry+EkqT6Zm7tpo2IZGUZJGPYfXjPXrlfAzQrDUdV0Gz0+ENbRyG5mlaIBpUjbcGYZ7sEHU9e4Az1upOgsJ/tFvFLFNFIm2QgggrjJA6fe/T6Vt/s5aLbxtqesQQxpEhWyt1Un5AMO4x2HMY/4DXiZBOVVKnf4Xc8vWriEkezRjaMfj/wDXp9Cjj2pxr7Q9oQUtAoppjEIzTXHIFPpG6UCZ83/tEaPDp2t6ldS2kb22oae86FxkCVEKsB6Y+VuOcsSOa5/4A2VlpmjHV7Nblje3MjNNMQJJI1chQeTg45OCeT1PWvZvj1o5vfBp1FIw82nuJSNud0ZwsgJ6hcEOcf3Pxrzrw7NbtpUcMIt4Y4Iz5eFAJUZOCeMnn8OlfF8QSlRTpQVlJ3PGn+7ruPzPUfD080vjqAqV+zS6ZMXVR/Fvg2/zau9HTPrXk3gvVceLtMt5GcNMJYFzxnCFv/adesKcqPpXscPtywUb+Z6dCSlHQcKWkFLXuJXNwpGGaWkbgZp2Fex4b+0ppXkS6Zr8ClJAWt5HAyRgbkP4fN+leteEtUTWfDdhqqAD7VbpKQOcMQMj8Dmuc+N2nLqXw91Hgl7ZBcLgc/IQTj8Mj8aofs83j3PgP7KwbNldSQjcOcHEg/8ARmPwrlh7tZro/wAz2601Xy2En8UG18nqj0kUopOaK6DxQPsaxLJrFvGeopG0328afaNOCMR+UZLny9vvkS5/Cto44zWJY3Fn/wAJtqdslmVvV0+0kmuNxPmRtJchE/4CUkP/AAOnFaAb1FFFUAhoFKelA6VHUAopDRindgDDPeuS8f24hgs9YS382a0nCOwiDN5UhVGGcjaudjsemIznHUdaBVDWrG21LTLiwvI/Mt7mJ4ZUBILKwwy5HPIzWGJp+1pSj3TJkro8k+INuDvuPLYRumCWGDkA8HpjucdOue4rw74R3jzeMdLt73aJbXWbVCm0KOJUIJx1PBOfXk85Fe93Uc2o6HBZ3flrLBP9nuRFkx70YI23dyRnkZ6j8j4NdRjRvEcup2qJHcvIsoYKcF15B/M/nXxuVShSrSg1rdM+ezB+znGXmj7WAx06dvyoOTwDimxMGUEc5GaeelfcSd7s+ijsed6/OkHjLUroH94ltDHk/wB0b2HTnq5/OvHvi5pk+u+F7qWytFvbq1lSdIyBgAHB+vynoOvAHYH0DxnqJbxjq8SKw8mSOJiO/wC6RuP++x37epFcl4qnSKzZFUvvjVsAgbsgHtx0P5jHXp+d1Z1FmUpx7ni4uq1FrzN39m7SZJby81u4Rv8ARreOzjzgjeQrOM+oCpj2f0r3Vf51xfwc0o6Z4Csd6gS3gN3IR1Jk5XPHUJsU/wC7Xar0FfoGHhyQS8vxPQwlPkpRQ6jNIe1A71udYZpc01eppe1ABmlU/NTacn3hRB3aEPooorrEI3SmjrTm+7TM1hVaUkNDZQMHIzwe2f0rhNXtksvFV3Hsijj1SH7QpMrFnlRVikOzoF2CADbgkkj0rvSfauU+IlvL/ZUGpQeYz6fOk7BZxGvl/MshYnjCo7P7lBnIyD5OaUVWw8kTNXR4n8YdMhuNH1KK/TzWhDSRuQN6bAdp/wDrDrzwATip+z9qrN8Q9NFk0csd6k0E0gJ2suxpBtJA53Rr2+7muv8AifYxXOnPGhOLmF1lP8O3HJ49s/XvnBry39n1p9E+IGkw37qqxX0kUfzbs+YpRf1f8epr5zIrKSUpbM+fr2p4mEvM+xAcAqB601ivfmgc84xQeFJr7Oct2fRLY86+0Sr4k8QzyOQqXCLAT6LBGMf99b/Wvmz436JI/iwa0s8f2bVQtrdb15AQqwVG527gu3jnG4ZIJNe9a3dlL/Vow3L3cm04J9M/06fzxXAePNOstT0hLbUbZp5IbhZYWDY8sj275BA/+vtI/PqOMlDMZebPHxVb3dNzof2a/D1lb+IL7ULW0jit7GPyUynWSRiScn+IBeeT94dq9+XqW9a4T4KaT/ZvgCylYESXzNeOcnkPjyz/AN+wmffNd70QV97hockLfP7zuwdPkpJCjrTqYPvAU+uylsdTGt1FeN/sTf8AJsfhH/t9/wDS2evZH6ivHP2Jv+TY/CP/AG+/+ls9Wt2I9loooqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuM+O3/JEPHn/AGLeo/8ApNJXZ1xnx2/5Ih48/wCxb1H/ANJpKAGfAr/kiPgT/sW9O/8ASaOuzrjPgV/yRHwJ/wBi3p3/AKTR12dcstxhikNLRU2Bkb/Nxzz0xXnXii2hsfF08TKI4tXtTKcbmzJHhJGb+6drQgYIztPcDPo5XI9q474qQvH4c/tZCxbS5RdsPOEa7ApWQsT1VUZ3xkcqOa83N8G8VhpQitehlV+G58+fESxe21OYPcBGWQK0WcY4OccYwDtHqcjA24x9A/BjUf7S+G2iT/Z2g8u3+zBSc8RMYwfx2Z/EV81WPjWx8d6fdwmx+x3MXml41YMzblO1uccbhhhgFdxPRiB7D+zHqpTRdR8P3czefbXPnwo8gOInwCFBOcBwxJ9ZBnk15uRqdF+yqKzseNhJKGKkl1PZc9v1rx34mNJJ45I8xfI+yQoNwyEbdKWzgE9CCRg8D06evSyARlu2OPrmvn/V9RtNS8Q6rqCkvHeXBKkSK6sgURowwfukIrY98899M/mnQjTvuz0cXK0UmcRf+Mba91O4063jdo4BIguf4TLHtEg9eC4+Y4z2zk19K/DDR30TwPpdhMrLOsAkmDLhhI5LsD7gtj8K+TPgjpS698RJLdo4ZItQ1V2lJUBXijZpHX5AFwQMYAA54AGBX2vEoVePy/z3royvB08PFuCtcwwFO8pVH8iYUUgpa9dI9UKKKKdgCkalpD0osK1yjq9nDf6dPZXKCSG4jaORfVSMEfTGa+UdU8SS+BrqSwubZJkhllguH84QnarhSVDH5mbcTtByRk8gHH10wwOea+Wv2ttAliv5dSgjBhvoUkZSfvvGyo44wQNpT9a8vMsHTrRi6i2PNx9Pap2Oo8L6nZLr2g6jDI00T3MRiOCP9ePKyB6AyHn25wenvqkHp3r5e0KeTUPC1hNFPKLuaFZjMCoG9lA4AAAIbJxwPujjFfRnhbVYdb0Oz1OEbRPGGdM5KP0ZD7g5B9xXDkE4qM6Uej/ArAVE00bAooor6JHoiE4rlL3x34dt9bv9E8y/m1DT033McOnXDxx/uvNAaXZ5akpyMsPSuqcdCenevMbPwTez/EXxnr9wb6GC+SFLNVviLe5/0TypPMhVtp2nGCwqoJdRM7bSdQsPEfh2z1O3VnsdStEuYhIuGaKRAwyOecEZFVybHwzo09zBZXEsIZSYrK3aaRixxkIgLN15wDgA9hmvFdL+Gfiy7n8KXOtaddRGx0rSrNfs93amewltHPmNveNm2SLhv3Thm+442nctg/C3xVJpniaNbKxj/tmHOnwm5J/spftxmNqOo2SKyyMUAAdSv3QmKUYXHzSUeW+m5795w7g57e9Is8TOyKcsvUd/8/414hefDHxBceLbi8Wy0qNzrN/qDa2JsXc9tPbyxpZt8m4KDIgILFQsSnBPTf8AhJ8O7vwbqWk3JstMs0TwpZ6dqP2IBfPvoyS8hwo353H5jyalxS1A9V78VjW11KfFt9ZtaosKWVtKlwE+aRnecFSe+0Ip9t59a2Mg/r0/KsiGTUT4suI3BOmiyieJtvHnF5A4z/uiPjt+NJbAbFLmjrRipAWigdKKAAGikFKaLgBpjqG68040lPmA8y8T2aWXi+8jYqserwCdd0mS8qKsT/IcYVVEWSD/ABnuQa8I8f2L290cc+bKzrJggshOBjtgFSOBnJbrwB758f7PVD8O7zVNEMn9p6ePOi2FRwQUdju4wqsXxxnYBz0Py14N8V3niGxn0PU7l7i/kDMrumZXQLuILf3h6kAn3yTXy+Jy10cS8QnozwM2W2mx9m/D/UW1fwbo+oSTpPNPZxPM6dDJtAf6YYMMdjW5I21Cfxrx/wDZq8RRy6Fc+GrklLiwkaaFWAGYXOSR3JDk5/31FeieOdZTQvDd1qDBmdE2xIM/PISFUZAOPmIyccDJPANfQqtH2XP0sepRrc1BT8jxvxDf/atc1m+S3ctJczLs6s5TMQZR3zsUj6DPBNeXfDWfV/G+rW9tcT3U0V9dojI6KFhO5zJ5eDkqI9jZbBLbuB1PX65dfYvDeoeaVlVbdxI7kMx2jrnqM45wQcj062f2RtA/006hMhc2dqZMFj8kkzEDHvtV8/X6CvmsrpxrSlJrVyPJjL29RR77n0xBGsUYRQAAAAAMACpQKBgjjp/9enCvq7an0CSSsNJxjilxSminawxMUo6UuaM0wG45pUHIopV60QVmhDqKKK6xCN0puKc3Sm1z1fiGg7YqpqNvFd2kttcQxzQyRlJEdQyupGCCDwRgkEd81aJpr42kk4GKyklKLj3BnjV1HONFubK6R/tNk01qWk6yLlo1k46b1Ktt91HUivHdOuYNN8baNqNzIIrVL+GdzwdqLLksQORjaTzzjB6EV7T8W9VsfBeo3Os3qPFY6hADKYYCzNOu2MZIOGJVkCqcYKMeRyviPiOfTdWsodZ0y4SeCQjZGoy3ONxIxwA3OCMjI78j4ylhKuGxkm17rZ87maSqRfY+yYzkDPU9qdIQse49MVh+AtZ/t/whpmrFkZri3VpRGCFWXGHUfRwwqz4r1FdM0G9vWRnFvA8m1RknAJx+J4r7CpKKpt+R7vtV7PnPDdQn8m41W7mlKKt5czM5PIQzMRj14dePc+mV5WDVrPxxqtrZ6Y8oW8vFhJKlTHkj5lzyyhXyD3U+tHjVFtvh5qMbStIVtDDy/wC8b5SNxJG0g9cZy2SBxmtT9k/RHvtTg1W5W4laytRIZZZS7GR18tOSSSBEpUdsKMDGK+Sy3BwrT9q92zxX++qKK66n0rYwRQWscMMaRxxqEVUAAAA4A9hVgUmOn+cU8DtX2CTvY95RsrAPvCn1Ht+YHNSV0UthsRuorxr9ib/k2Pwj/wBvv/pbPXsrdq8b/Ym/5Nj8I/8Ab7/6Wz1a3Yj2WiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4z46/8kQ8ef8AYt6j/wCk0ldnXGfHX/kiHjz/ALFvUf8A0mkoAj+Bf/JEfAn/AGLenf8ApNHXaDpXF/Av/kiPgT/sW9O/9Jo67QdK438QwpM0daMUwYlQXkaSwskihkYFWUjIYHjB9qnqlrF3b2OnXF3dyrFBBE0ssjHARFGSSe2B3qZu0WyZWS1Ph2XwmulfFlYNJuLqS0trmVZJZQqr+4kaOTlePmKZxtAw+Oc8ereAY57H4n6KdMZRJNI0TRlygeHaxcHB+bCpkA/xKOvWogXad7meJYrm7mlnnWJmKpJKxeTBY5xkjsO3+wzej/BPRSxufEk4ALZtbVUI2+WDmRsKxGS428jI2Nt4evk8HWqYvH8y+FI8GjT9pXujsfH8s8fgnVZIpGjK2rl5N5RlTHzNkfdIXJ9sfiPBbqab7DO9q8CzLEwhBQBUbBwOOMc9uo6fw19MzIGQq2Cp45r588X6Q3h3xBNYBysWzz7XK5Ag6BckdEIx9SDxuyNuIKE5ONaPTp+p2ZjFtJ9i3+y/4fOm3Fyk0q+bYWiwvGqjb5krszEHvjZgezY7Yr35en+ea8O+Dmqrb+MmtWuBs1C2MYUL1kh+ZSTj0Mn5eua9xXqfrXrZdUVahGSN8va9irC5xSk56UhFFd+p3Cr0oBzQKQqe1UmApOPejPqMU3YT1pQvHNMAOCK84+Pemw33g3z5M77a4Rl2qDuDnyipz2xISfpXorccV5h8dNSaO30vSEVv9JmeeTnjZGBwR/vOpHuv4jhx9RU6EpSOPGNexbZ4/wCCbWbTtGTTbuSO4kgJSJkJxt7HGBzg85zxjrXtnwKw3hq/njjkSGXUXKFsYYhEDFcE/wAQZT0+ZW49fJbPT73UbuDS7dIVn1CQxQblDYJyWcqWBIUAsQOcBuQTz9HeHtMttG0i2020TbDbRrGpP3mx/Ex7k9SfUmvEyChKpKVd6dDhy2k+Zz8jS70EgUY5zmjHvX1J7IEE89Kjxg+vOeSf8+tS0hHek9hkW0ADqR3yc/jWXpuoreX8sajmME8Acc4rUmb5Dx2Nec/CfUl1TWtWnjfdGijv03Ekfyrkq1HGrGK6nXQw/tKM6n8tvxZ6QBx6EGgZByDnPWnY96APeuhM4hucDpxWTHBfL4snvGnB097OKNYd/IlDvubb7goM+1a5AH49PrWFFaRjxhcX/wBujLyafFALU8sgEjt5h577sf8AAatbFG8pOOaUnjNIO/HFL1GKVwEDcUEk9qXbxRj3oaATOKKCue9FITCgnFFB6UIRR1eG3utOuLa6iSaCWNkkjcAhlIwQQeowa+RNG8JNb+LJPEZeIi6hVVhSMr5cpC7sZPfDHqedwzzmvpT4walHYeCLyJ2CvfbbJQJSjkSna2wgE7ghdgBydvbqPEFL3cawQxyzE7URUbduLfdVR3yccZwST/wH57Oq81UjQj1PEzOd5qCOw+COjGXxpda3AXEdrbvCxBI8x324XOMMAE5GeDtPpXffFzTZtR8KSSQLvkspRchAzfMqjDjC8khWYgdyAOM5q/8AD7w/H4f8MwWjCNrmQme7lQhhLM2NzbsAsBgKCcHaq5ropkVoypAKkY2nofavWpYW2GVJvoehRw/Jh+TufK+r2sOp2Eun3bbUfhzH8pIznrjuc/j9cj179nuKCLw1qCQogdL8o2ABgCKPaPfg5/E1xHjXQH8O6/LZQAfZZM3FmrKAETnKccZQnGMcIy8k1s/Be/Nl4nurBpB5V9DlAR0ljyQF9ypc/wDAa+eytvC4t0Znk4ROjilGR7WOgx07U8UgxyTnPvSgAdK+vtY+jFoNFBoATNKKTFKKSQBSr1pKVetVFaoQ6iiiuoQjdKZmnv8AdqOuat8QC0h6UUjCslqM83/aJ8KW3iz4ZXttMyRvZn7XFM8hVYtoIZj2OEZ+Dx0z0BHyv8MrO/a91nR7yZmt7QmIKP4Zd5+Zc9uMenzDA5r7C+K98bHwTqB8mWY3EYt1WNsN+8Owtn0UMW+i/SvDZhb2x89bcrvwZXVQm7qA3GAcbiB6hhnAINeBnGK5ZKjHc8HNLOaitzuP2bru/h/tXw/MJHs7cpcW7kZEe9mDJz0ztDAc/wAfrW58cLyZLLTLL5xazTGWZvl2ny8EIc88sQ3HOUHuDpfCDQJdJ8Lx3V9Aq31+RPKCu0opOY0J2gjAwSpzhmYcitT4h6Adc8Oy28aRtdxHz7YtwPMAPcg43KWQkDoxr0KlGrLB8vWx3RpzWF5XufNHj63ubzw7/Z9rD5j3LJE5izhUyC2c9h+gI6cCvcf2edETTPBRvAyO93OxUqMBUj/dqv0yrN/wKvJovmThtmMhkkTa0ZH8JHUMDuBzjHI717H8DNQjn8InTyf3thcSRHPXazF1IHp82PfbmvHyGdpunLdHn5d/HtI9CB6U9TzTAD1Apy57ivqlofQDu4p1MHWn1tS2BiN2rxv9ib/k2Pwj/wBvv/pbPXsjdq8b/Ym/5Nj8I/8Ab7/6Wz1a3Yj2WiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4z46/8kQ8ef8AYt6j/wCk0ldnXGfHX/kiHjz/ALFvUf8A0mkoAZ8C/wDkiXgT/sW9O/8ASaOuyFcZ8DP+SJeBP+xb0/8A9Jo67Ic1yS3AUUZoNJU3KEYgda4T406o1j4RNrGH8y/nS1LBNyqh+aTd7FFZfcso6kV3DckAqSM//Xrwr4v3R1Px5HDCIWi0mARs7hlKSSMryA5OCuwREEDA+YHIDAefmmKVHCyk+uhx4ypyU3bqYVtYajcl4LZYEupisVsbiTCLI+dhYhW2KXIGcfeIAHOU+idItrey06CztkMcMEaxRqTnCqMAZPPQd+a8p8DaQU1DTjPp8d4st2FmjJDfZPLieVGZW6P5giPTILLz8vPsEYx3rzOG4L6u6nVsjBUPZRu+o5gDXn/xj0g3WgwahFFJJcWcw/1Q+Zo5CEcZJ4XlXPP8Ar0E9ay/Elkuo6Ld2TM6iaB03KcEZUjI7ZGcjPfFezjKaqUZRZ1VaaqRcWfOKO+j6ta6pBFM0ltOLmLnBfaclSevOcEEnhj9T9MaZdw31jDe20iyQTxrJE46MrDIPt1rwzXrb7TEt7YL5lrdorRkf8sJHUMFbB43bs+u4nGSygd58FtXF54dk0xwwm0+TywpIJ8tvmjPHGMZUYJGEHbFeBw7i+bnoy3R5+CToTdN7PY9C9KMUKc0tfUrU9UBRRRTsACg0UUwIpThc14F4/vn1jx7eLalJRbBbWMZ4O3JYnPA+d3B/wB0dq9p8W6pHo+gXmpON3kRF1TON7dFX8SQPxrwbw9pX2nc11IzKGea6uCdu2MDLMfQls9xj5j2Ir5niPEqFNQvueXjuaco049TtPg/pNxJrVzqsmVt4bbyocOGWRnb5n9iPLwAez5yQ2T62ihRgYA7ADgVzHw/tIreyvJYCDHNdsEUbcII1WIgAdBmMnHv2rqelexltP2eGgrW019Ttw9JU4WQtFFFdtzcKRjS0hGRQ9gMfxTctZeHr+6ThooHcfUDivOv2c9LntdP1W9nzi4eKNSRj7inP/oVejeKYPtWjzWuMiUhSPbOT/Kjwtpyabo8VuoA5LnAxyT/APqrm9m3X5nskehSxCp4OdLrJr7ka+OKB1pccUCt2tTzxrnFYCjT18ZsVuZDqLaaFEPlkJ5Qc4YNjGcnGM10DDPTtzWNL9mXxNEGhkN49nJsmLfKI1dNy4zjqy9j05NUkBscdacKb1PpTh0qVuAUGig1YCZo60YpRSsA0ikJx2J+lONRXDhELNnA54GaHZInbU8Z+POr+bqum6SASlujXUg8rI8xwyJtcnAIAlBHXDjoM1j/AA90Ca+8Rac8unSSW1vc/aZpBJtKOgZlYDqQHEYIA5ZjjlXAoSy3niXxVe6rCgX7VKzwSMHAWAAKrkEgjCBck4w2RxzXpfw50+zXU0kiNxHcWFq8QicnDJLIMSN1BZvswIJO4biSBnLfHUcUsVmlt0vyseVRpe2rupLboehRn5emPrj+lOHPUfSjYB0Jx2HpTse9fY9dD1jz/wCLuix3dlp18DFG9rceVlxwyyKV2Z7bm8sZ5xivKftk+gazZ6jFJN/osyy7VXBIDEOh9CVLA+nPpz734zR38OXrRwieSGPz44+PmeMh169DlRz2ODXk3irTSwmvhCqwmZlnTIKxMDgMccKrKAWHQZByADXx2dVPqmMhVXU8zG4e7VSG6Pa9OuYruziureVJYJUDxup4ZTyCPbFWhXAfBzWHvPDn9kz5FzpbCADOcw4/dnp0wGX1+TJAziu/HSvr6NRVYKa6o76UuaCaDNLSYpas1CkDe1LRigAFKvWkApV61cd0JjqKKK6BCN0php7/AHTTQK56q94Y00HpSnrUM+Nhzk8HIrO1tRbbnkHx71IS6ppWjxSQZhR72VSu6VGIMURHsQ04J6nGB1JHLeA9GbWvEun2txZCe2dnmuxkMqxhcqGH8SM20Y/iUnuTVfxXqH9v+LdQ1Ezyy2zTeXAiSowkVSEVY+R94rv5JGXOM8ivR/hZokFprFxI9jKLqO0j23e8+W5ldt8a/TyIuwwCP4t5PykKkcZmdn0PGp0niMQ5vZHpUa7Ywuenr/8AXomBaMjqMZ645+vahemAD75p4wOma+r2Z7VtLHhvxT0lbDxkxjjQRXsJuI17CRWHmhR2G3Yx9WJPWn/B/VI7Hxf9geRsahCY/u9ZIxvUZ7Db5v1/CvQPiNp4u4rBtyIomaOViDkIyMV2kDqHWM/h3xg+N6rFqGnamt5aHy72zlWQR4wpZOV4/uMBx69O1fH1pxweZXezPFxFJ0K6qR2PpXcCilSTnB5pxHGao6Te29/plteWziSG4jWSNwp+ZSMg/l/nirzfdFfZ3Ulddj2Yu6TEHWn1GOoqStKWw2I3avG/2Jv+TY/CP/b7/wCls9eyN2rxv9ib/k2Pwj/2+/8ApbPVrdiPZaKKKoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAri/jt/wAkQ8ef9i3qP/pNJXaVxnx1/wCSIePP+xb1H/0mkoAj+Bn/ACRLwJ/2Len/APpNHXZrxXG/Avn4JeBP+xb07/0mjrsTXJLRgBNAoxTHbGPf3rO49jK8Wata6HoF5qd4yiK3TdtZlXe3RUBYgZZsAZI5I5ryDwtYQXd8LrUruCW4mumeaFVIVrhlMuOclQMu23OMbMdCX6H4x6qs2o2GiF2W3RRe3Z+ZcANiPnOCMh2I5IKKRggVVQXGmaXBeXMY+x2ljPc3AEod4psK2UPAICtOARjgjkDFfCcS451qqoR6fmccmpVL7pG54RN2njCJfs0Udvc213LO0ajDOssCwMfcxY/75HYCvQkGPxxn61x/w7gaPT4BFDD/AGcLSEWVwtx5jSxDITcMDB2CJvT5yO1dgoPf+VfU5Ph3QwkYPc6IbDqjfHXuuSKkANNlGBnP4V6UotxLPKZAGuL0XNtcOhiuUWPqNkErx8ZIw7qyDtkL1HBrH0eaDwn4yi1Fp0e2nxbXb71wFdsqxJOOCAxbP98gfeA6jX4dRs9btRcRxx2VxfyxwsjFnYGJ3y3GACd3XP3B13YGJfWEMmn2xWDy40WTT2jZsBghKofU8xlRjGd/4j81lUq5ZmDlLS+vyOatG/vR3PYbd1ePcrA/jTxyK5L4ZapPfaAba9dmu7KU20hbqwHKN1J5UjOe4P1PWqeSK/SaNaNaEZxejR0Qd4pi0GikNaMsUU1jgZPYZpelVdTuobOxmu538uGGNpHf+6qjJP5A1Mmoq7E3ZHmvxe1KO+1C00Bn/cQ/6ZdnBK4UHYu0H5+7bfVUPFRafaW9tpzadCN7rdRxOZgCsmQsjKOgb92xGNoGAe1ZmlW9xqmrC/vDsm1C4N1JGxG4ImAqqe2D5QI4zyfps263FzqWmWsSqLq5uridJvL3RpEm5VZgSCVKuq/Vgfr+Z42vPM8faH3ehz043vNnd+E4Y4dGj8o5SR5JwcDH7yRn/wDZq2BWT4Ts7rTvDem2F7IklzbWkUUroSQzKgDEZA4yDj2rX9a/SqelNI6ErBRSGgVYxaQ0BvakoACoYYZQaVQFGBxQSB+NJmncB1FIDk0jHikA7qKzbidF160tmg3SPbTSLL3VVaIFRx3LKev8PftoAnrWZdXM6+IbO1WJvsz2s8kk3lnCOrw7F3dBkM/B67faqTA0lGM8g96cKQDHYDijOO1SA6ikJpuTQmA8UGm0GqAGbAPTp36V558adVZPD6aJCD52qMYWGMkQcCUkY6EMEOOQJMjniu/lPyjPftXiOuyHxF44vrooJLdJP7PhUlomKIxWU5J5YEysCuOBGfQ142d4x4bDSt1OXET0UV1LGhwjStKGopaiWJbGW5d4sGQ7DmL5cD7wLnoCMY5wGrvfAmlWNi9xcWcbpiCCxCsxO2OEMUHJ6/vW57+p4ri9WmdFv7rSYYZdSjvLSxZZgQjuZEIUn0xcdcHr0J+WvR/DWj/2PbzwC6urlZZRJmdwxU7FUjIA67dx7ZY4wOB4PDGElKcsS9tioRtZLobeOKBRzjmjNfbI6CC8RZIJI26MpUnFeUWX2u10P7RcqqF7K2ublmQk52jzz2H3FBz2J546+tyLnua861fRhpHiCyjSeWS1u7O4gYTzFyJP3ZDDPYqpBUYUYGAMnPzPEmClWpKovsmcmlqzndPn/wCEa8XR6goaCzjk+y3KD5VMRwVkA6YUlSenAb0xXs8ZyucY4ryS/he9srJrhI5Wu4PJuCDkb1QtyOuBiUduSB6V2Pw31GW88PC3u2JubKQ27liMsB9xupOSu3P+1uxWXDOP9pTeHlvHVGNGPI2ujOuopAck0GvrDqDNLmm0UmA4GlXrTQKcvWqg9UJjqKKK6hA3SmU5uBTM8isanxDQNxmuO+LOvPoXhiYWzut5eH7NbFTyrsDlvusPlUO+CMEqF6tXWzNjdj/9VeK+M72XxH44e3tGBg0xvs0TxsjjzGI81iDwxU4yp5Bhc9cV42b42OFw8n1MMRO0eVdSj4Y0JrC0nuoLYPcwRbraANjLbeAcj5ecoM42453ZwfT/AIdw3MFvqVvOH8i3u1htGdgS8SwQ85+8fn3jLEnjjAwBxki28AMflGyfzbe3tvs7kvPHAomWNUHJJ/eKFHbpxXong2RpdEikkimhcSyoySrtI2yMM+hBxkEcEYxXzfDFKU6060tmKlBQskbZ55pexopelfbnSc/45jgHhy6uLrd5NqUuW2EggRMJM8c/w15tq2lQ3WmxxYgivLd2tEiJ3LIFBIQjr9xd2fxwRuB9S8U24vPDupWjLI4mtJYyqruLAoRgAdTzXAT3CG61DME2ny2clvdzLNtJVWJTnbkEGKMgEE9cHoVHxfFFCXtI1o9DGpBSVmW/g5qHkrc+GZyxe2Jnt2JyGjc5PPJOHJ5PPzDsK9LQ5GDxivFrtJNB1aLU7bczWM5kIJyzwOfnXP8A30AuesamvYbK5hurWG4tmWSKVQyurZDAjIIPcEc5969zI8esVhld6x3Iw7aXLIsDrT6YOv40+vfpbHQxG7V43+xN/wAmx+Ef+33/ANLZ69kbqK8b/Ym/5Nj8I/8Ab7/6Wz1a3Yj2WiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4z46/8kQ8ef8AYt6j/wCk0ldnXGfHX/kiHjz/ALFvUf8A0mkoAZ8DP+SI+BP+xb07/wBJo67I1xvwM/5Ij4E/7FvTv/SaOuxrjnuwCmSnaufwp9ZnieG9uvD+oW2mz/Z76W1kS2l3bfLkKkK2cHGCQeh6dDUMJbaHjOn3kPiHWr3U1nQDUL3Fv+5/18IGQu1s4LQxkHOBnOfvEDc8R6bqWpnxNYaU0c1zLoBVrdmCsGb7QIwMkAeYxkG44CiPnJb5a2k6LqnhzU4tGihW7J3rA7rgNIwXZIcFiihfOBJOTswAS2G9B8KaXeafPqr3v2Z5JrsGGWJMM0QiTG7OTkMXHJPGD3xXxGByurXx8q1ePuq/56GNHWNupt2aRpCiRRhVVQFUDAX2A7D27elWgeKaihFAUBQBgADAFO/GvuF0vubJWFzSNzQOKDQ/Mo57xnpVzqejeRZyJHcrcwTLI+dqhJFZsgEZG0EY9/euPhsdRT+2bGd8XEFziCQKNrHyo3VwvpvJ+XnBBHPBHpz44z+f+f8APFcjqmi6vN4jvr+0ltI7c2cIiSRNxkmVpdwJz8q7Sgzg5z7c/O8QZV9dpKVOPvr8iUkmYfhq5Sy8WWt7CHW11iARsWwp3AF4yff7wwP7468mvTIyCOK8n0y2vvEEbx6c9ul1pcwn8m4UtmRbhykRII2sBGQWGcZHXnPq8Yxk8c11ZDRr0cKo1lqtF6EU9btbElBooNe2aiZ9q434pTM+iw6Sn/MRnEMoDc+SAWf8CFCn/f79D2R4rjPGWj6he36anHMwisLV2ht48F53JDMpz04jAByeX54GDw5lGpLDTjT+JoiWxj2EapdXMrzFliRYSrgABsbmxx0IKA+6kdzjS8D6DeRDRtVvJE3RaWbfyiMGPf5RxnnP+rUHnrkjrgZFhpuo+I/Dury6dfLavLJcxW0uPkmYFkG/uFXAXAwcoee1elW6qiBQMADA+n+FeFkGTzw6dWuk5N6PsrbCV5dNESoCFGfx+tLijNGRX1VrmgYpRRQKfKAYpDwKWg9KAEHIo2jtSjpSE+1JgAGDRjigHNKaQCYrHvRqg8Vae0P/ACCxZ3P2k/LxNvg8r/a+75/Tj17VsZrEvLa7k8X6fdrdhLOOwu4pbfzSDJI0luUcJ0baEkGTyN/H3jTVgNpBgfgKU0i9+PypxoYDaMZoJoBqUAuKMUZozTsBz3xC1c6F4P1PVEeJZoLdjB5oJQzHiNWA6guVH415d8PtNEFvYollD9mghLZAzJFJwikD3UzDJGRz05J9Z8U6Naa5pR0+/VpLZ5EeRAxUsVcOoBBBHzKvfpkd64DwjoNtL4p1XSFmnli0ho4bkKWQSA75YIstlnAjmXed4JMa5yGYH53Pcvr45wjCVl1OWUW6q7F7QfDVt4ha41GcyWyw6tDNaeTNIokFtIhLSJ8vJdHjwdyhUUjkkn0eJAvT+VZfhnRoNB0w6daySyQieaZTK2WzLK0hGe4BcgZ5wBkk5Naw4Ne5hMPHD0Y049DoitNR1FJmjPOK6BsAOc1j+INEtNYayN15h+yTmeNVkKhmMbpg45xhyfwFbNRyEYxz+B5qJwU42auK1zzCS0ez0K9tBL9qnsruaUEk7m2ymVFY5JyQEBI657drnhqRdL8Zoi8QapB5Z2KCDKgMiHjn7vmfXj6DdvfDNkz6ldQFxd3cwnWRhnymCIgVenyHaCRnksxz6YPgLR49W0Wz1a8jmt722nCRFZPmgMAMMkfHBQus2eMkNnghSPmcHktbC451otcru7epEviVj0aMhhkU4impwOucnNLmvqX5GoYoxRmjPNBIdKVPvCihPvCiC1Qx9FFFdYhH+6ajIzxUjdKYcYOelc9V+8NGJ401ZNC8OX2qsI3+zwM0aPIIxJJjCJu5wWbCjjqa8p8E2ErSQSXRhup40aW4kd/3nnNlQxAA4YGYkkYznrkqvY/Gq01XVPDtrp2mWjXXn3aPdRAxhjFGGkyDIQoIdYhnPUj1rnvB7meIyadp808skUZjuITtSSERJIrF3+UZMxCjOScjorY+M4kp169SFKlG6ZySXNWt2Habb3d3rnh611DTZ723TXLiR7linlqViuJIhjOSy/IMgEBl5O8cetQovOFC85wOlYXwzthb+CdI3Wps5ZbVJ54TEI2WaUeZLuXA2sXdiRgck8V0S19Jl+DjhMPGmkdMVoGKAMHNLRXZsUNYbicjiuC8a6fOfEHmW+mSXEN1pc0Vw8aDKqjrheSASfNfA9j+HfjgHjNRTrnnZuz29+1cuNw0MTS5JkuKZ5WzR6haaVqw2ZvrYLujfgb13h85PQqVGP8Anp9K6X4YXbDSptGlwJNNlCKMsf3LDdGRntnKgDsv41z1+t5B4ceW+sPKgtrl0i3nH+plPlkqRwr+Wu1upBH97nS8NC8j8YC+ht510+6We0eVTkGSNxgsp5UZEyhj1PoWXd8nkOHr4TFzhKL5X1JdlJHoSdakqOE/IM8k1JX3tNWRoxr9RXjn7E3/ACbH4R/7ff8A0tnr2N+1eN/sTf8AJsfhH/t9/wDS2eqW7EezUUUVQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXGfHX/AJIh48/7FvUf/SaSuzrjPjr/AMkR8dj/AKlvUf8A0mkoAZ8C/wDkiXgT/sW9O/8ASaOuxPFcb8Czn4JeBAP+hc08f+S0ddietcc9wFFIVyOmccj60oopIaOeh8PBPHNz4leUkyWENnFGCQE2ySO7EdCTvUA4yAp55IrfVcd+O1O+tLU2XRCSS2EopcUYos0UAoNHSjNWgKOr6hZ6ZaPdXtxHBCgyXkYBR7c1xXhz4maNrXidtJSKW0jcYtLiY4+0MOq4I+U45AJye4BwD0Xi/SdG1PTmk1qDzba2VpSGlZFXA5OARk8dT059Tny34T+CtC8Sabf6vdwzxMt80VsILh1MKhVYYIPJBbqe6g+ufRo06XsZTmtdjyq9Wv8AWI04NWevnY9c0TSbfTrjUbi3dsajc/aXXAAQ+Wke1fb5N31Y+ta4qraRNBAkTSyTMqhS8hBZsDGTjAycc+9Wh1rztE2lseolZWFooopjEIzTHj3KVycHtUlFHUDL8P6RbaLotnpNqXaG0hWFWfBZgBjJPcnHJrTxyT60tFGlrIBMUED0paKNwEIox70tFFrAFFFFABSEe9LRQA3b707FFFKzAbWFfWkL+NdLvjeqlxDYXcSW2zJkV5LYs+c8bSiA+u/897vWJqCaePF+lySzzLqAtLpbeNQdjxloTIW4xkFY8ZI6nrQgNtRwMAAY7UtIPz96WmwEI96AKWiloAmKMUtIaYDWTIqnZ6dbWlxeXFumyS9mE9wc/wCscRpGGP8AwGNBxjpV7rRwKkHYRRilxSjFFUloAmKMc5paKW4mNyMAHvXI+P8AxPLoVqq2ukahf3TjKiK2doV4PLSAY/Drx26jrW5UdeDnriuV+JuqHRfBWo3UbFJmi8qEqASHc7Q2OnBOT7A9a6cOk6iTVzmxTtRk7203POPh78TLmPWpIPE+oKYNQmBhnI2pFIRgIp6BD2H45OSa9pso4o4iIYljVmLkKMAliWJ/EknPvXI/B6wWz8A6cyr5bTB52JTaW3McN7/LtwcdAO3FdnGQM4BAz3rTGyhKo+RWSMcvjONJOcm7koFBFGaWuM7hBRjmjpRmgBaVetIKVetOD1QDqKKK6gAjIxTdg9TTqKTinuBE8CP13D3BrK0Dw3ZaNJeSwz3M8t1cNM0kxXcikkrEpVR+7XJ2qc4yeTW1RUOlBu9hWV7jBGo6Zpdg96dRVcqGN2j3o2j1NOoo5I9gE2imtGreo+hp9FHJHsBQ1XSbTVNNuNOvVaS3uYmhlUYG5WBBHA9/0o0fSrfTNNtrGGWaVbeMJ5krBnkIHLMcAFieScdTV+ijkje9hWE2ilooppJbDEbtXjf7E3/JsfhH/t9/9LZ69jbqK8c/Ym/5Nj8I/wDb7/6Wz0luwPZaKKKoAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPjp/yRLx3/wBi3qP/AKTSV2dcZ8defgl47x/0Leof+k0lDA5z9njWfM+F3g/TZ2VZU0KzER6bwIE4/AGvT2bjnHtz1PpXjP7N9r53gvw1cMilLfQ7RlJ67jboB+m6vSfHdzPZ+D9YuoJmhnispnjkVtu1ghIOeoAxkkdMZrxMsnUqxlz/AMz+5MhSajdm7uwSMdDil3Y4I5xnANeXre67pttZ3t7DqcQ+23Bsra6uzJIsS2cjAS+W+x8vGxUOWABByGxTrfxvrC2WZ4tP8y5srK7tSN6RRG4m8sCQlstg4ftn5hzjNeusM2roz+sxTs0enBxnBAH4ijeMHivOfEXifxbp+pppWnaZY61eRWyXcsMO2Ayo0rLx5ko8vaq53fvMkjhcZM0uueKZdRtYITpkVteXd7Zwu8MjNE8DybXb5xuBSNgRxzgg9ivYS6j+sRtdHoO/nGD+NG8YB6j1FebWvi7Xry/0qO1soZY57G0ubxAAHInYhmQvKpRVwCPlck/LgEgmhrvjLxJHDKkdxYKLq31M2zLauHha0Yglm34O5R0IXaSCd2CtV7B3sT9Zja56sXySAOnH400SLv29SDz7f5/rXC2fiW8tvhhZ6093bXl20EIedh+7jLsq7pNpO7ZuBbBGdpPygjHMTeL9V0OWWK0NjeSXmqziS7jjRbfK20RVVWSdVUsTxmXojYBJ4mNCXccsRG60Oi+OmrnTvBctqGcS6hILcBRklcEuPxVSM9s1yfg34kaF4Y8J2WkLbXNzqOJHkWGNQhYszcsT/dxyAeld1deGtM8YWWl6lrkDylbZWFvDdZhUuoZirIfn6AA5IIA965b4xHTPDXheLRNItLSwbUZsyCCMJuVMFmOOpPygk8kE816eEdKqo0HG7vd9jyMfGtRlPFKSStZdzrPhr4suvFsN9dTacllbwSLHFtlLljjLZ4GCMr+ddmDk1518A7WSDwJ578i5upJFOeoGE/mhr0NOua8/FxhGtKMNrnqYGc50ISnu1cfRRRXMdgUUUUAFFFFArhRRRQhhRRRTAKKKAaQBQaKKACig0UwE71hanLZjxdpEEts7XsltdGCUPgIgMW8EZwc5XscYrerB1S6Efi/SLM2sDme2umE7JmSPaYvlU9t27n12ipigN1ep5/D0pTSDqf5UpoYAKKQUMcdOalAZ2s6xpejWy3Wq6ha2MDPsEtzMsSFsE4yxAzgHj2PoaZZ65pd3d/ZLe9t5ZvIW4CpIDmJiwDj1XKsM+1YPxH07UNS/4R8aejiWHWIZpHUZ2RhXySMjjkZGcH3rAm8Mappt5/Z2lXOpDTEtLVd8E5iUub4vOQEICkoWzgfdwOwrqjSjJbnLOrOMttD07cOuDjOKYZFx0PBx/ntXnF7o2tWmorao2t3GhR3knm26arIbl1a3hMbCR33tGsokBG8cnJBGaisrDxK3iCaeeHWYkwwtgLklI0Ntwk3+lMNwfCkhGJcbgxDbgvZR7j9q+kT04yhWwevb3pfNX6ivJo/CeunRbksNde8OjQSR51eQk3w3+YATLjdnYOflAGBxkE1LRvGM9/q5aDUWnkS9NtPbzp5NxG8bLBG26VShB2YAj4Klt3JJv2MGviI9vUX2T1C4vbaBFa4lWBWdUVpGCgsxCquTxkkgAdc9qmMy7c4P/wBf0+tec6l4bvliuo/sV5fQK+n3EUct2ZHdkc+dgu/39vUkhSCPQ41PFOm3s2laNFY6XPLY28ii50yO5WOVovLKqu7dsbYcNt3YO0c8UnRhzJXGq03Fvl1Oj8Oa3Y6/o9vqunPI1rcAtGXQqSASDweeoNeVfHrU577UdP8ADtik004je6eCKIu7ZyiYABJ/5acY7jpVvw54S8SWlro0V59ujVIUy9nPDm2kEzu5YM23DAruKbiehBAr1dYo1YvsUOcbmAHJx61vSqxw1VSirmNalPF0uSXunhmp678QdK8MWzyLFoNhAkdvbr5arNKNgAXa+45G0nkLXonwalv7vwWt9qN7Ndy3NzK6tNIzsqg7MHPTlScDjmvO/jxrYn8RQaTEf3NlHufB4Mr88j/d2/8AfRr1f4a2QsfA2jQnqbRJCPQsNxH5sa7sdFLCxk4pSkzzctlKWLmlK8Yqx0mKAMd6AaWvCPoQpMUtFMEApV60maEPIpxtdDH0UUV0iCiiigAooooAKKKKACiiigAooooAKKKKACiiigBr9RXjn7E3/JsfhH/t9/8AS2evY36ivHP2Jv8Ak2Pwj/2+/wDpbPUrdgey0UUVQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXGfHX/AJIl47/7FvUP/SaSuzrjPjr/AMkR8d/9i3qP/pNJQBgfs125T4O+GbsrzLpFmMkfwrAg/nmu1uLqyvr6/wBCurUTJFbRyXCzKGhlSXzFCkHOf9WQQR3HWuf+AkaxfBHwMq9D4esG/FoEJ/nR4w0DVdS1HUTZw2clrfWVtDKJwjZMU8jMoRkZSSsh5YEAqODmuShSjDReZMtFodPLaadPHF9qtIJI4nLReaikKSpQkZ9QxH0bHfFU5NN8PQw75NN01Imtls9xgQKYMfLCePu88L05FcJ4u0c+H/gZqun3UiwJEWfdHtwiNcbgPkVFxgjhVAHpxTtV8E6tcaeLfT7PQrGyfUTdPYqsLiNfs/lAq8kLomTncRGW2tgMOc9UYpfaMJTlfSJ1OoL4Ps7Tbfadp0SaHEt7GpslK2gBfa8QC8HKOfl+Yexq9pVzoF/p9jqNhbW728xN1aOIQp3TZZmUHBDsWbd3yTnrXJxeCbo2UGmT2GkzRTaPDY3VwZMSQypDIhkjXyzuJzGuSw+VfYCsl/AviVrDTYRHYNFa6V/Z0lo1/sVyNreblraTa8jAlgBkbI23HkU3GDXxGcZ1b/CrHpF3a6FZ28FxNYWEcdjzbM0SAQkdNh6L17Y61V0vUdAvbHTb1RZwPcR+ZbpMIxIplQSOoxnDFTuYD6niqPjTRNS1DU9O1Cyg0+8W1WeN7a8laNQJAoEqkI3zLtxyp4kfBHQ83p3w+1j7Br8d9NYrcX1jYxW8kLsxWSG3EcqklQwRjleCcox6EmklDl1epblPmatodnJqOj2NlaxWscLWM0phHkPGIkARmOfmAwFU5C5OOx5xBpmteEbvQ/tVreaemnCUoTIVjVZAc7SrYw3AYZHTB6Vzll4P8Q/8JM2t3B0+FJtVhuXsYrl5IoY0tpIndCY1zIzOuRtUEIuTxTLjwTrjabawItmwsLm5MVuNQlgjuI5mOXd0iLRyKpKjG7guMjdwKEL6MSc29YnoyFRFmILtwNuBwBxjp7V85fFrWW1jxpeCOR/s9l/oir0Hy8Pnjj5iw78DNe+2llc2PhuCwsYooZ4LVY4YzIzxoyrgAuQCRwBkjnrivFV+EPjYFibvRp92MvLeS7ycDPPlEE57969HKqlHDzlOo/Q8rO8PiMTCNOkvU9b+F1m1n4B0iFiCXthLx23kvj6jdXUjpVLR7QWOl2lgrl1toUiBPcKoAP6VcTp+NeTVnzzcj3KEOSmo9kkOooorI2CiiigTCiiigQUUUUIoKQHNLSAYpgLQBRQaAEBzS0CikAUmaWkI9KAFFZV/JfLrenJBEHtGEv2k7QSpwNvJPHOa1MVm6hHdPqGnyQSMkcczGYAjDKY2A7f3itBJog8DtkUZHrRgGjApMA69KZIWBG0E/Sn7R2prpnuMjpQrIHqji18ZLZ6Ne6jfW8lyttqM9qVt9ilVRmIyHcZOwDgZOe1aWo+JbSDSdN1Gys7nVY9UKC0S1CAyq0RkDfvGUAbVJxnJ4FZN/wDDnTrm5Wc6nqcUq3dxcxMjxkx+euJEGUIx3BxuHY9as6t4bu49L8PaZpt7eRpp0qI14phM8caW8iB/nQoWyV/hxyeK6nyNqxzfvEmJd+OdIttNstSktL9bW4YKWMao8Db/ACyrozByyk4IVWPXg4rJsfHmoT2moTSeGLxTY6slhhZ4jtBKfeO7hwG5VcrlkG7BYrPffDDTLnRhpker6xboYPJnmEkck1wfMeTzGeRGw5eSRyV2gliCNvy1q6h4Mt7wakF1bU7ZL+5iuikTRYgmjMZDoWQnrEuQSR1AAzVKVNWQrVm32K8vj7RoPENpot3HPbXU7RxkzSRAJLIu5YiA+8sRjlFZMnG7IOKPxN8VXGl6Zdx6NHP9ut3t2nnWOMxwB5Qvz7zyWUMo2hjyOgresfDAtdWXUItV1DcwQ3UTtE0d1IqBRI4MeQ2AM7CgJAOKqeJvA+n67dNNcXt/apNHHFdQ20iCO5SNt0YYMrEFWJwUKnnBJqb0+a72FONZwsnqNXxja7MxaRqcvmXT21ssfk/6XKnmCTZmTAC+U5Jk2D3J4rO1bxu0Nm99aWs0ijT7m4+yPHGGiaGVYpGZ/M6ISQQobODjsG3LnwjazaclmL2+hkhu5bu3uYpQssDyO7HacYIAkZQGDDGM5PNDeDdKax+xkzvbtZzWcqtMSZElbdIxbrvJzyCOp9sHNSvsNKs1uZOqfEbRNJlt4datrnTpZ9rOk8tvvgDNtU4WUl/737rftU5OK66/vYbOxmu7hgkMMRkdj0CgZJz7fWsi18JW1obZ49Q1RriKNI5Lh7sl7gI5dRJ0BAJPQDgkdOK1dY0u31PT5rC4BMEy7XUMVJHpkc4PQ0OUOZPoVy1eVq+p8r61e3es6xc3sq5mvJiWA5xuPGPYYxn2r6s0m2S00+2tI/8AVwxLGv0AwP0rkF+F/hVbhJhbzB0cOpEzE5B7k9R0rukUAf0ruzLGwxKhGCtynm5Tl1XCSnKo0+YdikBp1HevJZ7Q0nmjvinYpCOc0rDQY4pUHIopVHNEFqgHUUUV1iCiiigAooooAKKKKACiiigAooooAKKKKACiiigBG6ivGv2Jv+TY/CP/AG+/+ls9eytXjf7E3/JsXhH/ALff/S2epW7A9loooqgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuM+Ov/JEfHf/AGLeo/8ApNJXZ1xfx2OPgl47Hr4b1H/0mkoAj+Bg/wCLJeBP+xb0/wD9Jo67HaD0GD615D8HPiX8OrD4R+DrK+8feFbW6t9BsYZoJtYt0eKRbdAyMpfIYHgg8g8GusPxY+F3b4k+Dv8AweW3/wAXXLyO7A7ExJjBUY5GPY9aFXGBngdPbtXG/wDC2Phd3+JPg7/wd23/AMXSn4s/C3/opHg//wAHdt/8XRysNDsSgzzz657/AOePypTGCc9/XA4rjf8AhbPwuP8AzUjwd/4PLb/4ul/4Wz8LR/zUjwd/4O7b/wCLpcsg0Oy2gAY+vFMKAY46dM1x5+LPwt/6KR4P/wDB3bf/ABdH/C2fhbx/xcjwf/4O7b/4ujlYHZbemP1o2DbjsBgetccfi18LBj/i4/g8/TW7b/4uj/hbPws/6KR4O/8AB3bf/F01FgdkEG7dxnvx1pdoyD0x04rjB8Wfhb/0Unwd/wCDu2/+LpR8WvhYc/8AFyfB/wD4O7b/AOLpxiwOzAxS1xJ+LfwsH/NR/CH4a1bn+T0h+LvwsAz/AMLH8I/+DiD/AOKpcrQHb0Vwcnxk+FUZO74ieFjgZ+XVIW9PRvcfr6Ux/jN8KVYg/ETwxkHHGoxnuB2PqfyyegNHKx3O/NArzwfG34S8EfEHw7jOP+P5P7xX19R+WD05po+N3wmOP+LheHhnpm9T1I9eOn8j0IycrGei01u1edj44fCMpu/4WDoAG0Hm7XPOf14of44fCIdfiDoGBxkXQPXPp9KORknoworzYfHT4RNjHxA0Md+bj2J/ofxwOpFI/wAdfhAnJ8f6GeM8XGf4S38hj6/L14p8rHc9KorzRvjv8IhMIj4+0UHnkzccDd1x6D8+OvFMf4+fB9QSfH2kNwT8rsei7uw9CB7njrxRysLnp1FeayfHX4RRqxbx/ojbdw+W4BztAzjHrnj17Uv/AAvT4RAsP+FgaEdpOcXIPQgZHr1zx2yexpcjGekZ5oJrzX/henwjOR/wn2hdSDm5AHDbT9efzHPTmpE+N3wnfZjx94fwcHm+jGMlhzk+q8+mQenNHIyT0XdQSQK87Hxq+Fr7TH448PNlQQDqcC9Qxx8zjnKEfivZgaa3xp+Gxj3Dxj4fK4z/AMhmzB+5u6Gb1+X/AHuDgc0crA9GBJ5oO3OcDIrzt/jJ8OlDbfF/hx8Z+7r1h82AOmZx1OQM46Hpxlkvxo+HSuQvivw/IASAV12w5wQOMzjrk/lSUZAejrkjGelHNecH4z/DwPgeK/D2CSN39v6fgcgf8/Ge5PTsfbKH40/D4KD/AMJPoIJOCDr+nZUZUZOLj/aPTP3T7ZfKwPSCDQa80X41/D4ugPiTQgGxlv7f07CcqDn/AEjtuY8Z+42M5XL0+NXw+JUf8JNoILMo/wCQ/px25ZQScXHYMWOM8KcZOATlYHo5GQPrSOgfqBwcjjoa82/4XV8P8RE+JNCG9VLD+39OJjyUzuxcHoGJOM/cbGfly6D40/D1kjZvEuhR7igYNr+nfJuCk5xcH7uSDjP3DjIwScrYHpCrg9B1pQOp4rzi0+M/w+ndVl8U+H7VTty0uv6fhchSc7Zz90sVOM8ocZBUlkfxo8AvEHHinw5GWUEJJ4h0/IJRWwcTkcElTz1VsZG1mpQYHpRAI6A0mK82f4z+ANr7PFfhokBtoPiGxG47QR/y246lfqpxkbWZ0nxj8BqDt8X+En+9gDxFZdARjOZO4yfqMe9HJID0nn2pDgelecL8X/Abf8zr4JX95tO7xNbY2eYy7uCf4QrY/wBrHanL8XPArgl/G/gNMAcf8JRbn+JgfyAQ++4jtyezkB6KTzjHNJ7jNecj4t+CCRnx34Cxxk/8JPBwcH29dv5n05F+Lvgs8N44+HwyB/zNUPHyn/Z/vAD6HPtRySA9IPvQOleav8W/BgX5fHPw+bB/6GqEZ4H+z6kj6DPtQvxc8GkN/wAVz8PuGI58Uw+3+z67vwAPfg5JAelZFGa82/4W34P2Hd44+Hykg4B8Vw8nj/Y6Z3DPsPXhkXxc8JBzv8bfD3H95fFsJOMjnGz0LH8B68PkYHptBrzI/FzwmWX/AIrX4dA5IP8AxVsRx8y4/g/ulj9QB3yET4t+E/4/G3w66/eHi2Lkbhz/AKv03fiAO+QcjA9OHNKPvdK8wj+LnhLerS+Nfh0FO0EDxbEdvPJ+4M8fqMe9WLD4ueCDPG1746+H8MWPnMPiiGRhw3QEDPO3jPc88YZqLuM9JorzTSvjt8L9Q8S61og8W6Ra/wBleR/p1xqNslreeahb/R5PM/ebMbX4G04FbA+KvwwOT/wsjwcP+43bf/F1vZiOzorjv+Fq/C//AKKR4O/8Hlt/8XR/wtX4X/8ARSPB3/g8tv8A4uizA7GiuO/4Wr8L/wDopHg7/wAHlt/8XR/wtX4X/wDRSPB3/g8tv/i6LMDsaK47/havwv8A+ikeDv8AweW3/wAXR/wtX4X/APRSPB3/AIPLb/4uizA7GiuO/wCFq/C//opHg7/weW3/AMXR/wALV+F//RSPB3/g8tv/AIuizA7GiuO/4Wr8L/8AopHg7/weW3/xdH/C1fhf/wBFI8Hf+Dy2/wDi6LMDsaK47/havwv/AOikeDv/AAeW3/xdH/C1fhf/ANFI8Hf+Dy2/+LoswOxorjv+Fq/C/wD6KR4O/wDB5bf/ABdH/C1fhf8A9FI8Hf8Ag8tv/i6LMDr5DyB6143+xMf+MY/CQ7j7bn/wNnrrL74l/DO5ZCnxV8LWwXqItaszv+ZTzuJPQEcY4Y98Ecr+xWgX9mfwkBnj7Zj/AMDJ6XK9wPZKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqmoW9td2klpd28VzBMrRyRSoGR1IIYMDwQQSCDwc471bpGGaAPmTSPCfg74U3F5onxB+F2j6t4bFzJNpfieLQI70xQO7MIbwCNpFZNwUPgqVwONvPoHh7SP2dPEMayaLonwwv8AcB8sFlYsw9iu3Kn2IBr1naN2e/8An/GuY174ceANfmafW/BXh7UJ26zXGnRPJ/32V3frQBkf8K++C+SP+EH+H/8A4KrP/wCJpT8Pvgv/ANCT8P8A/wAFVp/8TR/wpP4SdP8AhXXhrH/YPj/wpP8AhSnwk/6Jz4a/8AE/woAX/hXvwX/6EjwB/wCCq0/+Jo/4V78F/wDoSfh//wCCq0/+JpD8FPhIP+ac+Gv/AAAT/CkX4LfCNhkfDrw1/wCACf4UrAO/4V78F/8AoSfh/wD+Cq0/+Jo/4V78F/8AoSfh/wD+Cq0/+JpP+FKfCT/onPhr/wAF6f4Uf8KU+En/AETnw1/4L0/wpgL/AMK9+C//AEJPw/8A/BVaf/E0f8K9+C//AEJPw/8A/BVaf/E0n/ClPhJ/0Tnw1/4L0/wo/wCFKfCT/onPhr/wXp/hSsAv/Cvfgv8A9CT8P/8AwVWn/wATR/wr34L/APQk/D//AMFVp/8AE0n/AApT4Sf9E58Nf+C9P8KP+FKfCT/onPhr/wAF6f4UwHw/Dn4OSyCKLwJ4Dkc9FTSLQk/gEqy3wo+FmQP+Fa+DBnp/xIrb/wCIqhN8EvhHJEYz8OvDgB/u2KqfzAyKpn4BfB7bhPAmnQn+/C0sbj/gSsDQBtf8Kp+FuePhr4NyD/0A7b/4ihfhT8LSBn4beDOn/QDtunb+CuauPhPfeHNt58NvGWu6PdQndDp2p3819pkg/uPE5LKDwNyMCOODWLp/xM8aeOLxvA3hjR4/Dvi6zLL4lv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   </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>4.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <single>false</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Le cerveau de la grenouille et la moelle épinière ont été détruits.</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="25" format="html">
      <text><![CDATA[<p>Le nerf de la cuisse de la grenouille a été coupé.</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="25" format="html">
      <text><![CDATA[<p>Le stimulus déclencheur est le pincement du pied de la grenouille</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Le stimulus déclencheur est la vue</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="25" format="html">
      <text><![CDATA[<p>La réaction de la grenouille est de plier sa patte</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="25" format="html">
      <text><![CDATA[<p>Quand le nerf de la cuisse est sectionné la grenouille ne réagit plus</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Quand le nerf de la cuisse est sectionné la grenouille ne voit plus</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>La grenouille ne plie pas sa patte car le cerveau est détruit.</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1759  -->
  <question type="multichoice">
    <name>
      <text>comm-nerveuse008</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le nerf optique est</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un nerf sensitif</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un nerf moteur</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un centre nerveux</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un organe des sens</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1760  -->
  <question type="multichoice">
    <name>
      <text>comm-nerveuse010</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le nerf de la cuisse est</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un chemin pour le message nerveux moteur</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un chemin pour le message nerveux sensitif</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un organe des sens</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un centre nerveux</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1761  -->
  <question type="multichoice">
    <name>
      <text>comm-nerveuse011</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un organe effecteur est</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text><![CDATA[<p>Votre réponse est correcte.</p>]]></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est partiellement correcte.</p>]]></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text><![CDATA[<p>Votre réponse est incorrecte.</p>]]></text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>un organe qui effectue une réponse à un stimulus</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un organe qui reçoit des signaux</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un organe qui intègre les messages nerveux sensitifs</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>un nerf</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 798  -->
  <question type="multichoice">
    <name>
      <text>L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin.</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p align="center"><img width="650" height="377" title="appareil reproducteur feminin" alt="appareil reproducteur feminin" src="http://svt-moodle.ac-orleans-tours.fr/moodle/file.php/9/transmission-vie/appareil%20repro%20feminin/Appareil-reprod-femme.jpg" border="0" hspace="0" complete="true" /></p>
<p>Retrouve le nom de l'organe n°1 </p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Vagin</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vulve</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Col de l'utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 799  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin. <img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-femme.jpg" alt="???" t]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°2</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Trompe</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Testicule</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Ovaire</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Epididyme</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 800  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin. <img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-femme.jpg" alt="???" t]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°3</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Ovaire</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Trompe</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Pavillon</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 801  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin. <img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-femme.jpg" alt="???" t]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°4</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Pavillon</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Trompe</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Ovaire</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 802  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin. <img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-femme.jpg" alt="???" t]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°5</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Col de l'utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Trompe</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Paroi de l'utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 803  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin. <img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-femme.jpg" alt="???" t]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°6</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="100" format="moodle_auto_format">
      <text>Ovule</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Ovaire</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Spermatozoïde</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Trompe</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 804  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin. <img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-femme.jpg" alt="???" t]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°7</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Trompe</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Paroi de l'utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vagin</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 805  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin. <img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-femme.jpg" alt="???" t]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°8</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Paroi de l'utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Col de l'utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vagin</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vulve</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 806  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR FEMININ   Retrouver les noms des différents organes de l'appareil reproducteur féminin. <img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-femme.jpg" alt="???" t]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°9</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vagin</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Col de l'utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Utérus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Vulve</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 786  -->
  <question type="multichoice">
    <name>
      <text>L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Retrouve le nom de l'organe n°7 </p>
<p><img width="650" height="445" title="appareil reproducteur masculin" alt="appareil reproducteur masculin" src="http://svt-moodle.ac-orleans-tours.fr/moodle/file.php/9/transmission-vie/appareil%20repro%20masculin/Appareil-reprod-homme.jpg" border="0" hspace="0" complete="true" /> </p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="100" format="moodle_auto_format">
      <text>Prostate</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vésicule séminale</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Canal déférent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Urêtre</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 780  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°1</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Epididyme</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Prepuce</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Scrotum</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Gland</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 781  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°2</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Prépuce</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Testicule</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Gland</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Urêtre</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 782  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°3</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="100" format="moodle_auto_format">
      <text>Urêtre</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Gland</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vessie</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Pénis</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 783  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°4</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Gland</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Pénis</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Urêtre</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Canal déférent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 784  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°5</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Urêtre</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vessie</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Pénis</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Canal déférent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 785  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°6</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Prostate</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Vessie</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Glande séminale</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Urêtre</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 787  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°8</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Testicule</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Glande séminale</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Epididyme</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Canal déférent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 788  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°9</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Pénis</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Gland</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Testicule</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Epididyme</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 789  -->
  <question type="multichoice">
    <name>
      <text><![CDATA[L'APPAREIL REPRODUCTEUR MASCULIN   Retrouver les noms des différents organes de l'appareil reproducteur masculin.<img src="http://clg-blois-begon-blois.tice.ac-orleans-tours.fr/eva/IMG/image/jourdren/transimission-vie/Appareil-reprod-homme.jpg" alt="???" ]]></text>
    </name>
    <questiontext format="html">
      <text>Retrouve le nom de l'organe n°10</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="100" format="moodle_auto_format">
      <text>Bourse</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Gland</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Prépuce</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Pubis</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 791  -->
  <question type="multichoice">
    <name>
      <text>Les transformations à la puberté (1)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<div class="Titles"> 
  <h2 align="center" class="ExerciseTitle">Les transformations à la puberté</h2> 
  <p align="justify" class="ExerciseTitle"><strong><font face="verdana,arial,helvetica,sans-serif">La puberté marque le début de l'adolescence. Elle correspond à de nombreux changements chez les filles et chez les garçons qui se font progressivement.<br />Tu grandis, ton corps se transforme pour devenir celui d’un adulte. Chez la fille, cela commence vers 10-11 ans en moyenne alors que c'est vers 12-13 ans pour le garçon. Des mécanismes naturels à l’intérieur de ton organisme entraînent des modifications qui se traduisent par des signes extérieurs comme l’apparition de poils sur le pubis et sous les bras, le développement des organes sexuels (allongement du pénis, augmentation du volume des testicules, agrandissement de l'utérus, augmentation de la taille du vagin), la modification de la voix chez les garçons, la formation de la poitrine pour les filles, et plus tard l’apparition des règles, l’élargissement des épaules pour les garçons et des hanches pour les filles. Chez les garçons les premières érections et les premières éjaculations se produisent. <br /><br />A ton rythme, tu deviens une personne «nouvelle» ...<br />C’est une des étapes de ta vie, avec des moments parfois difficiles mais d’autres très heureux.<br /></font></strong> 
    <h3 align="right" class="ExerciseSubtitle">D'après le document « La puberté » du Planning Familial.<br /></h3> 
    <h3 class="ExerciseSubtitle">Clique sur la bonne réponse</h3></p></div>
<p>Vers quel âge commence la puberté chez les garçons ? </p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>false</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="100" format="moodle_auto_format">
      <text>12-13 ans</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>10-11 ans</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>à la naissance</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 792  -->
  <question type="multichoice">
    <name>
      <text>Les transformations à la puberté (2)</text>
    </name>
    <questiontext format="html">
      <text>Des transformations se produisent à la fois chez les garçons et chez les filles. Coche les modifications communes.</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>false</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="50" format="moodle_auto_format">
      <text>Les poils poussent sur le pubis</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>les épaules s'élargissent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>la voix se modifie</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>la taille augmente</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 793  -->
  <question type="multichoice">
    <name>
      <text>Les transformations à la puberté (3)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Les modifications de taille et de forme du corps ou de certains organes sont des transformations morpholgiques. Les modifications de fonctionnement du corps ou de certains organes sont des transformations physiologiques. <br /> Coche les modifications morphologiques. ]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>false</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="50" format="moodle_auto_format">
      <text>Le pénis s'allonge</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Les règles apparaissent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>Le vagin s'agrandit</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Les premières éjaculations se produisent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 794  -->
  <question type="multichoice">
    <name>
      <text>Les transformations à la puberté (4)</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Les modifications de taille et de forme du corps ou de certains organes sont des transformations morpholgiques. Les modifications de fonctionnement du corps ou de certains organes sont des transformations physiologiques. <br /> Coche les modifications physiologiques. ]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>false</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le pénis s'allonge</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>Les règles apparaissent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Le vagin s'agrandit</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>Les premières éjaculations se produisent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 795  -->
  <question type="multichoice">
    <name>
      <text>Les transformations à la puberté (5)</text>
    </name>
    <questiontext format="html">
      <text>Coche les changements qui touchent les organes de l'appareil reproducteur (organes sexuels).</text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>false</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="50" format="moodle_auto_format">
      <text>L'utérus s'agrandit</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>Les premières érections apparaissent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Des poils poussent sous les bras</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>Les hanches s'élargissent</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 796  -->
  <question type="multichoice">
    <name>
      <text>Les transformations à la puberté (6)</text>
    </name>
    <questiontext format="html">
      <text>Vers quel âge commence la puberté chez les filles ? </text>
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    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.1000000</penalty>
    <hidden>0</hidden>
    <single>false</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text></text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text></text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text></text>
    </incorrectfeedback>
    <answer fraction="0" format="moodle_auto_format">
      <text>12-13 ans</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>10-11 ans</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>à la naissance</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1803  -->
  <question type="shortanswer">
    <name>
      <text>Com-nerveuse-002</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Organe qui se contracte quand il reçoit un message nerveux moteur</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>muscle</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>Un muscle</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>les muscles</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>c'est un muscle</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>organe effecteur</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>le muscle ou l'organe effecteur</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>muscles</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>muscle de la cuisse</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1804  -->
  <question type="shortanswer">
    <name>
      <text>com-nerveuse001</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Centre nerveux qui analyse le message nerveux sensitif et crée un message nerveux moteur.</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>cerveau</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>encéphale</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>moelle épinière</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>un cerveau</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>le cerveau</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>c'est le cerveau</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1805  -->
  <question type="shortanswer">
    <name>
      <text>comm-nerveuse-003</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>signal de l'environnement qui déclenche une réaction du corps</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>stimulus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>stimuli</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>un stimulus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>le stimulus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>c'est un stimulus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>c'est le stimulus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>c'est un stimulus</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1806  -->
  <question type="shortanswer">
    <name>
      <text>comm-nerveuse004</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Organe spécialisé qui perçoit des signaux provenant de l'environnement.</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>organe des sens</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>organes des sens</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>l'organe des sens</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>les organes des sens</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>c'est un organe des sens</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>l'oeil</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>oeil</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>oreilles</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>les oreilles</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>oreille</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>yeux</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>les yeux</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>le nez</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>organes sensitifs</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>organe sensitif</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>organes sensoriels</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>organe sensoriel</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1807  -->
  <question type="shortanswer">
    <name>
      <text>comm-nerveuse005</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Information transportée par le système nerveux qui permet à des organes de communiquer entre eux à travers le corps.</p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <usecase>0</usecase>
    <answer fraction="100" format="moodle_auto_format">
      <text>message nerveux</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>le message nerveux</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>c'est le message nerveux</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>message nerveux sensitif</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>le message nerveux sensitif</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>le message nerveux moteur</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="50" format="moodle_auto_format">
      <text>message nerveux moteur</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>message nerveu</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

</quiz>