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

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

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Forze - Dinamica/Calcoli con le forze</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 32  -->
  <question type="ddmarker">
    <name>
      <text>Calcolo con le forze</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Le due forze Fr (vettore rossa) e Fb (vettore blu) in alto nel disegno vengono sommate. Posiziona il mirino (cerchietto) sul vettore risultante dalla loro somma scegliendolo tra i tre in basso.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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    <drag>
      <no>3</no>
      <text>Risultante = Fr + Fb</text>
      <infinite/>
      <noofdrags>1</noofdrags>
    </drag>
    <drop>
      <no>3</no>
      <shape>rectangle</shape>
      <coords>65,240;420,50</coords>
      <choice>3</choice>
    </drop>
  </question>

<!-- question: 33  -->
  <question type="ddmarker">
    <name>
      <text>Calcolo con le forze 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Dalla forza Fb (vettore blu) viene sottratta la forza Fr (vettore rosso). Posiziona il mirino (cerchietto) delle etichetta sul vettore risultante della loro differenza.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
        <file name="VettoriDifferenzaForze_600x400.jpg" 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    <drag>
      <no>3</no>
      <text>Risultante = Fb - Fr</text>
      <infinite/>
      <noofdrags>1</noofdrags>
    </drag>
    <drop>
      <no>3</no>
      <shape>rectangle</shape>
      <coords>70,160;230,50</coords>
      <choice>3</choice>
    </drop>
  </question>

<!-- question: 34  -->
  <question type="ddmarker">
    <name>
      <text>Calcolo con le forze 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>I venti (le forze Fr (vettore rosso) ed Fb (vettore blu) ) spingono sommandosi la nave dei pirati. In quale direzione? <br></p><p>Posiziona il mirino (cerchietto) delle etichette sul vettore risultante della loro somma direzione in cui la nave si muove<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
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    <drag>
      <no>3</no>
      <text>Risultante = Fr + Fb</text>
      <infinite/>
      <noofdrags>1</noofdrags>
    </drag>
    <drop>
      <no>3</no>
      <shape>polygon</shape>
      <coords>190,260;220,235;425,295;380,335</coords>
      <choice>3</choice>
    </drop>
  </question>

<!-- question: 256  -->
  <question type="multichoice">
    <name>
      <text>Calcoli forze 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è la Risultante della somma dei due vettori nell'immagine<br></p><p><img src="https://upload.wikimedia.org/wikipedia/commons/4/46/Vettori_opposti.png" alt="vettori opposti" class="img-responsive atto_image_button_text-bottom" width="445" height="67"></p><p><br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>R = 0 (nessuna forza)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>R = una forza in direzione F1<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>R non si può calcolare<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 968  -->
  <question type="truefalse">
    <name>
      <text>Definizione di forza</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La forza è la causa dell'accelerazione.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 969  -->
  <question type="truefalse">
    <name>
      <text>Definizione di forza 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un corpo si muove di moto rettilineo uniforme solo se sottoposto ad una forza.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
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      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

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

<!-- question: 213  -->
  <question type="multichoice">
    <name>
      <text>Aerodinamica</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La forma aerodinamica serve<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>A ridurre l'attrito con l'aria<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>A volare come gli aeroplani<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>A riequilibrare masse d'aria<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 379  -->
  <question type="multichoice">
    <name>
      <text>In acqua</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La forma dei pesci permette loro di muoversi in acqua con poco attrito e si dice<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Idrodinamica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Acquaticità<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Aerodinamica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 805  -->
  <question type="multichoice">
    <name>
      <text>Ridurre l'attrito</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Per ridurre l'attrito e permettere ad un oggetto di scorrere più facilmente su una superficie si può:<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Lubrificare e levigare la superficie<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Riscaldare e rimpicciolire l'oggetto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Raffreddare la superficie fino a 0°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 957  -->
  <question type="truefalse">
    <name>
      <text>Cosa è l'attrito</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>L'attrito è una forza che favorisce il movimento<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
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    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 958  -->
  <question type="truefalse">
    <name>
      <text>Cosa è l'attrito 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>L'attrito è una forza che si oppone al movimento<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

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

<!-- question: 236  -->
  <question type="multichoice">
    <name>
      <text>Azione e reazione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Ad ogni azione corrisponde una reazione uguale e contraria<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>E' il terzo principio della dinamica<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>E' una affermazione falsa<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Succede a volte negli urti dei corpi in moto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 364  -->
  <question type="multichoice">
    <name>
      <text>Formula secondo principio della dinamica 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale è la formula del secondo principio della dinamica?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>$$ F = m \cdot a $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ F = \frac {m}{a} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>$$ F = \frac {a}{m} $$<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 380  -->
  <question type="multichoice">
    <name>
      <text>Inerzia 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il principio di inerzia?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Se non sottoposto ad alcuna forza un corpo sta in quiete o si muove di moto rettilineo uniforme.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Se non è sottoposto a nessuna forza un corpo può soltanto cadere<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Se non è sottoposta ad alcuna forza un corpo si muove di moto circolare uniforme<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 381  -->
  <question type="multichoice">
    <name>
      <text>Inerzia 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Inerzia?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Tendenza dei corpi a restare fermi o a mantenere il proprio moto.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[Tendenza dei corpi a cadere sempre più velocemente<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[Piccola quantità di moto<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 977  -->
  <question type="truefalse">
    <name>
      <text>Formula secondo principio della dinamica 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ F = \frac {a}{m} $$ è la formula del secondo principio della dinamica<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 978  -->
  <question type="truefalse">
    <name>
      <text>Formula secondo principio della dinamica 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ F = \frac {m}{a} $$ è la formula del secondo principio della dinamica<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 979  -->
  <question type="truefalse">
    <name>
      <text>Formula secondo principio della dinamica 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>$$ F = m \cdot a $$ è la formula del secondo principio della dinamica<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Forze - Dinamica/Accelerazione e MUA</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 210443  -->
  <question type="multichoice">
    <name>
      <text>Accelerazione formula</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>L'accelerazione è la variazione di velocità nel tempo che in formula si scrive<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>\( a = \frac {(v_2-v_1)}{(t_2-t1)} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( a = \frac {(s_2-s_1)}{(t_2-t_1)} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>\( a = \frac {(t_2-t_1)}{(v_2-v_1)} \)<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 239  -->
  <question type="multichoice">
    <name>
      <text>Caduta e accelerazione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>A causa delle forza di gravità gli oggetti, che non subiscono l'attrito dell'aria, sulla terra cadono seguendo un moto<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>uniformemente accelerato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>rettilineo uniforme<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>vario<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 395  -->
  <question type="multichoice">
    <name>
      <text>MUA</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il moto uniformemente accelerato degli oggetti che cadono è causato dal fatto<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>che il peso, cioè la forza di gravità, è costante<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>che il peso da una spinta iniziale e poi scompare<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>gli oggetti sulla terra non cadono con moto uniformemente accelerato , ma con moto rettilineo uniforme<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210444  -->
  <question type="truefalse">
    <name>
      <text>MUA definizione</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se l'accelerazione è costante nel tempo si ha un moto uniformemente accelerato<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210445  -->
  <question type="truefalse">
    <name>
      <text>MUA definizione 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se l'accelerazione è costante nel tempo si ha un moto rettilineo uniforme<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210446  -->
  <question type="truefalse">
    <name>
      <text>MUA definizione 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un moto rettilineo uniforme è causato da una accelerazione costante nel tempo<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210447  -->
  <question type="truefalse">
    <name>
      <text>MUA definizione 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un moto uniformemente accelerato è causato da una accelerazione costante nel tempo<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Forze - Dinamica/Equilibrio e baricentro</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 210453  -->
  <question type="multichoice">
    <name>
      <text>Equilibrio</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/6/66/Piramidi_di_Segonzano%2C_2_gruppo%2C_2.JPG/768px-Piramidi_di_Segonzano%2C_2_gruppo%2C_2.JPG" alt="segonzano piramidi" class="img-responsive atto_image_button_text-bottom" width="400" height="533"></p><p>Il sasso in cima alla piramide si trova in una situazione di equilibrio<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>instabile, il suo baricentro è sulla verticale del punto di appoggio ma sopra<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>stabile, il suo baricentro è sotto il punto di appoggio <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>indifferente, il suo baricentro è in corrispondenza del punto di appoggio <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 352  -->
  <question type="multichoice">
    <name>
      <text>Equilibrio corpi appoggiati</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/d/da/Counter_balancing_Renato_Brancaleoni.jpg" alt="Saasi in equilibrio" class="img-responsive atto_image_button_text-bottom" width="360" height="266"></p><p>Un corpo si trova in equilibrio <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>se la verticale che passa per il suo baricentro cade internamente alla base d'appoggio <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>se la verticale che passa per il baricentro cade all'esterno della base d'appoggio<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>se il peso si distribuisce in modo uniforme concentrandosi nel baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 470  -->
  <question type="multichoice">
    <name>
      <text>Peso - Forze</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il baricentro è...<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Il punto di un corpo nel quale possiamo immaginare essere applicata la forza peso<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il centro di simmetria dei soli corpi simmetrici<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Il punto di un corpo che tocca terra per primo alla fine di una caduta<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210450  -->
  <question type="truefalse">
    <name>
      <text>Baricentro e corpi simmetrici</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/98/Perspective_cube.png" alt="cubo" class="img-responsive atto_image_button_text-bottom" width="331" height="355"><br></p><p>In un cubo omogeneo il baricentro è posizionato nel centro della faccia inferiore.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210451  -->
  <question type="truefalse">
    <name>
      <text>Baricentro e corpi simmetrici 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/98/Perspective_cube.png" alt="cubo" class="img-responsive atto_image_button_text-bottom" width="331" height="355"><br></p><p>In un cubo omogeneo il baricentro è posizionato nel centro della faccia superiore.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210452  -->
  <question type="truefalse">
    <name>
      <text>Baricentro e corpi simmetrici 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/98/Perspective_cube.png" alt="cubo" class="img-responsive atto_image_button_text-bottom" width="331" height="355"><br></p><p>In un cubo omogeneo il baricentro è posizionato nel centro.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

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

<!-- question: 365  -->
  <question type="multichoice">
    <name>
      <text>Forza 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Una forza è definita da<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>intensità, direzione e verso.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>intensità, tempo impiegato, accelerazione.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>velocità, direzione e peso.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 366  -->
  <question type="multichoice">
    <name>
      <text>Forza 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[L'intensità è una caratteristica<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[della forza<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>della massa<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[dell'accelerazione<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 367  -->
  <question type="multichoice">
    <name>
      <text>Forza 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[L'unità di misura della forza è <br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[il newton<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[il kilogrammo<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[il m/s<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1457  -->
  <question type="multichoice">
    <name>
      <text>Forza 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[La somma di tutte le forze che agiscono su un corpo è la<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[risultante<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[forza maggiore<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[intensità<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

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

<!-- question: 388  -->
  <question type="multichoice">
    <name>
      <text>Leva 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/b/b0/Pinza_Leva_Primo_Genere.jpg" alt="pinza" class="img-responsive atto_image_button_text-bottom" width="480" height="360"><br></p><p>La comune pinza da elettricista è un esempio di leva di <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>primo genere, potenza-fulcro-resitenza.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>secondo genere, potenza-resistenza-fulcro.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>terzo genere, resistenza-potenza-fulcro.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 389  -->
  <question type="multichoice">
    <name>
      <text>Leva 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/96/Pinza_Crimpatrice_Leva_Secondo_Genere.jpg" alt="pinza crimpatrice" class="img-responsive atto_image_button_text-bottom" width="480" height="360"><br></p><p>La pinza crimpatrice per i cavi è un esempio di leva di <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>primo genere, potenza-fulcro-resitenza.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>secondo genere, potenza-resistenza-fulcro.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>terzo genere, resistenza-potenza-fulcro.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1449  -->
  <question type="multichoice">
    <name>
      <text>Leva 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Quale delle tre pinze è una leva di primo genere potenza-fulcro-resistenza<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/b/b0/Pinza_Leva_Primo_Genere.jpg" alt="pinza da elettricista" class="img-responsive atto_image_button_middle" width="240" height="180"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/96/Pinza_Crimpatrice_Leva_Secondo_Genere.jpg" alt="crimpatrice" class="img-responsive atto_image_button_middle" width="240" height="180"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/Pinza%20per%20il%20ghiaccio.jpg" alt="pinza ghiaccio" class="atto_image_button_middle" width="240" height="160"><br></p>]]></text>
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        <text></text>
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  </question>

<!-- question: 1450  -->
  <question type="multichoice">
    <name>
      <text>Leva 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Quale delle tre pinze è una leva di secondo genere potenza-resistenza-fulcro<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/b/b0/Pinza_Leva_Primo_Genere.jpg" alt="pinza da elettricista" class="img-responsive atto_image_button_middle" width="240" height="180"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/96/Pinza_Crimpatrice_Leva_Secondo_Genere.jpg" alt="crimpatrice" class="img-responsive atto_image_button_middle" width="240" height="180"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/Pinza%20per%20il%20ghiaccio.jpg" alt="pinza ghiaccio" class="atto_image_button_middle" width="240" height="160"><br></p>]]></text>
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        <text></text>
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    </answer>
  </question>

<!-- question: 1451  -->
  <question type="multichoice">
    <name>
      <text>Leva 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Quale delle tre pinze è una leva di terzo genere fulcro-potenza-resistenza<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/b/b0/Pinza_Leva_Primo_Genere.jpg" alt="pinza da elettricista" class="img-responsive atto_image_button_middle" width="240" height="180"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/96/Pinza_Crimpatrice_Leva_Secondo_Genere.jpg" alt="crimpatrice" class="img-responsive atto_image_button_middle" width="240" height="180"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/Pinza%20per%20il%20ghiaccio.jpg" alt="pinza ghiaccio" class="atto_image_button_middle" width="240" height="160"><br></p>]]></text>
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        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210442  -->
  <question type="multichoice">
    <name>
      <text>Leva 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Quale delle tre pinze è una leva sempre vantaggiosa?<br>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/b/b0/Pinza_Leva_Primo_Genere.jpg" alt="pinza da elettricista" class="img-responsive atto_image_button_middle" width="240" height="180"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/96/Pinza_Crimpatrice_Leva_Secondo_Genere.jpg" alt="crimpatrice" class="img-responsive atto_image_button_middle" width="240" height="180"><br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/Pinza%20per%20il%20ghiaccio.jpg" alt="pinza ghiaccio" class="atto_image_button_middle" width="240" height="160"><br></p>]]></text>
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CAYARJ1AVmRX2Q6LIw7mYNY+iJaKh0zFwOqgExNKUDt1JAI0/CbDaQVF6I8hpJfLREEgl0SjXVGokm4kGmyZ1wBIO5M16Dog0CWnSACb2jpKIDw2Oah7x+4U0M5pbMC16JgyKAkg3qAhVw0kgTPNZAgZGgCJ6QZG4KXElwbAdDpvt9FY4QJvWWm8SIkIRJq7STW3f+yBCaRoigFIgH991IBYZiDft2TEGtYH4tI/VSJ+JtNgLfuCi+yv0klxIaNUiYoAiG0j8IBIisUR5WuEBzdNIiyDmENImINiKH2UV6dwIMusIEIDDDzqu40lvRGS0gPAtMC59EhJDIBLtX8tJXRxieUZ+I6XEkVQ5tLuaNiIM+iNLAAlpFVHHmhxIYaXH0RfSt5LBzEgz3rT81A+xbQTB7yEYLQJkTXVIr3QaBLS4jU2prAuqz/UEv0mgrWB3QY50QRLjWhkIape3UL9KV7oklo3E2oB7JSUDiTQ1INrSiIdIa6Ab7R2QbqDm6oBJNjP7/ALotMglrpMwQREnojUMI0jmiRZoj8rpJDRy6RJ5Y3CWQHR16nZRzoFZqa1qVBY5xLYESTJAUms6zUkT0VRFS6xG2qihc7l0uOotrBiFWVmqeXVqk2qChIjkLpH4YqgzUOWZbERpqg8uqCBeBAv2UXuCJBaNWnpWfVQAF3KYnoL90HP2LQQbjWN0C4xBGl1Kymrgt5TLayYkyU815gYAp1VQOsDlcCRNaKOcGgAGRHWNu6otJ5upEi1lNZIhsmZFfoq2loAmJJidlA6AXOaIm8bd1CGkgNBNrbXUAINyBYC6SNJ5RRvp+wiSCH7Cx6ILKEmZPUFFztIc68dBt0VRxKF0GKQCIQdiANImBHTYqKeCGkA6nCJPsoCZHKTNSAKhKHQ2TQ9OigIgwbGSYsqmCTWs1FTOyMgAE9pSGTEg0Fp/JB0zFz0JojSxonmNQai9VJ0/ioLRVVk7kajqomMydUNtuog1GgEwDubhBrmtEixoAFX0AIrtCbU5pFD09UUwIc6B7oiQZdcVpWUmmACSTAiJRceUkVFKA1lDT3bSkjrWVGmS6DIBoY/RVBwDupiRVO2ti40+SKs1VvAPdLILrXNZKAMyHTUwaqDmcAJBcakH8kFkn8R62UgD4BJ+araYMRBKZziDMibmqim00JJitpTB0GsV+gSVe6Wkze6cGsk1iVBAXD4fqm2FzXokvEGh95U/EIJAndaDExcxuiY1CveUgMVmpNR1RaYNNzUzRQO06jBpW59EGzy0JOyAr0Hc7pqA6hE/6Qqz7EAxYCikwZ7TdSSJEzfZQHoKEURewqYmxEXshABoJmO5RisiosJCgbLpiCe8IG7mortdACAZteqDZpvJ6qWPYoCJIr+aQAaqUJ3CJMOAEhEc2xHNRFEgwQa0/ZQLZNHCd+6hvBFY6qNgGoqiCRTVA6KRFjBnYqBxNxFYsgeu0RRApYCb6T6KS6pmRHREkixkwo7qJBFBCCUbBN5oI2QIJAgT7oiYOrc9NkXNEGfQIBEept3UJmsyRaURMisGygEkCDEjZBAKAfOqkUNSIpZHsOn5KSZHXuUAjVebJTEgAmlqXTPZI5b9z9UABI7dUEtahHQoARMkk9UxMAVUrvc7FBX0gf2Ra2yJHQDoEYgERB7IJSADsfkgQAZrMdIlEUcdpUIje2yKGmBQ7xbdQUAmIteqlh3J9EZmaaptCBYBBJt/ZAQRIuYqU0kAigA7bIHmmZjuVEK4agREjpuVIGo2RineVDI3oilIoYBEH5I2M3ExMoDcjf6IxA6+oQQtBIJ/NSlib9ipplwNQQLIGYAMAi/dBCNMxJG1UNIIAaaDuj8UgRUSYMQpuLegQKJ0wYlDS6wi+6YmokTBMTdRzZdtJjaVAoBIMEwCaH0UJGow6adICjRJgAQSKKFo1TFOqBZLdWo06+qA5hUiSYjonoBLgQBdICXAgDbc7qpUgaS6ReoKBLTB1GSLi6MSbyTel0O4sRsECwAW6QTSLWQxNUyDJpunaaS2TPQ2QczS0lp0xBEhVALgPjIDf5R+aEwQSIBoINkdMjr/KP7JAdTy1zZE0BH1QEfFMg06W7pXPoGky4ReihBLSQ2967KOkzyuExOm5HZQ0AIDuYQL91HWJM1FuqjhPNDbWCGwkmla7KgOmt46qsfw6OIEGQZgJ3EGARF4lSOY9CK+ih7A1JMlrryBsmIJFNRAuDCQjQ4mIDrilFC0NEULQKoqfgBHOB226oANIgiSaXMqOGlwIEC4MivZQkNmDajh/dECQ4zOoNpMm6WTF9VgZMg+iJoSTSgJokdIIa5tIoBsPdFg2MEVFqVnso6DGp0ACsbfJSfxNki4gShI25jsQYQ+AAAKS6Y2oUSAwgaRQEF0V9EsxLjApFBbsVAA4CADFRIt/RQMQWg80iKaTICUxFDJMRImOhSl2kjU3XFYGxTMOk6i3oRWad0UayWgzyydwR0QDmmA0sM1Ai3r1Qg6GhsXodUVUc2A6eUk7EkEIiGXczJgbNHw+6hgjS12qCaEAH2HulMESBLp03g/NRzS/o4XkmvzQQ0DpHLpsKEqDQDzmxpSg/om5alwFTExUx0S1INHNNCJgII2//dI1A7/uyM0gAAaqbU2slcNYFgaSPyKGk0BoAQCCaeiLNeoAcaj4piP7pQS1xZ8Ii4VlNcgRMwJNt0gBdpLZ+W624ltAA36VVdNMEU2kforSwgEFrh0aldJdu4n4REodxXpBJ5ml0dKn9LJARDmuLnRYGyucS1pIPOBX07qsExT8QmU1YkkkmxJF6wq3aiA1obqIrBgbXTQGSSCRvB6oAGXOI1PEAg0ohhp0yIbSzgKoyWvImmwFJ/cJJLQ4kXJkd0uolrhMuEb1Hb6qnR9VTBnYEVhASADckExF0NQeKggA7elfySgUElwm9YlQ90xLRqmYmZn4aIBxqJPrKrlznA0BMbbIB51yC6Ttba1kFuqG1ilPqoXRRsiBUdlRrLiNG01iKesJw+WBxkgdTuirSDB1AtINjB+qU4jWAhwdB2N/RJYzNqegR1EtJmndA2rl+Ga1NUWubLSCaVO/yVZIBMRJrU1UcQ6o6V7qHtYXzPLMGpdt0ohQOiCD3/Eqy7lAp6mm6Z7pkAT0MlVE0w21G/ymKDaUwgkmdR3moSAagHAG26XXMQXATXYI1IfWTJ1NLoFhsncTq5QDFKKouIklpp3qUBLalznyZGqDppYdvWURY54P4bD1Q1H8RcJFNkgAGxkUAG5lQUOxMwaSYlDs/maatNjSa/sI63SNJht4HVVPcSS2dQgHpVDatI7osWCwBPLWTMKa4s0dzGyQO1Mufi3ChJiNVKUrsp6WRaTatxImlFCYcCYtMz7KjUZ+GTQ0MgotcZBl3SIkJq4uBNYiSNzCAIiYLYNTuFWC1zgJFBFHIkzea1gioRMMKgaveib+Y1EWg1VQcYIgupSCm5hEAntKKs10gGJE2soHQb1MbUCqJrS8TXpsjUkwKHZu3sirgRZlZ7IzttHTZUHE5wHVdWehRDyJIJhp3UFzXg0IEAqzVMQKi+11QcSGyKTS90WvAA1SBP79EGhrhzEEzQBBpFYoPn3/AFVIfFBMBEOsQaCfeqQWhwkWvWEajt2VZdSht1sFA8uFpHrVUWG7qdAa2TAwP5gNlVqgnUS0z6WTapMEu6dEFszJAjvKDQSGh0EgVIEJRBMGUQbVIQE1EGohStxWdlNZ3E+6mqDc02QNc2nqCUOh/JIcVpe1moBxBMbkC6YgiCLqpo1EdPSyDTLnNAJ3tCcAzIPNYhKRDpmZoaKAilaTahQcDFkwO1xeEdMinXqgAmQ79ylJJqPzTARIaCTcIC0gUIiqCWqaV3RIMExVCxEmJTaiCSQT3FFQBWNIvaEYMEHZDuCRF4KO0RXdACC4wXA7QUpBIJBoBAFk4vEbUUN4JhRSVBG9OiLSZ6RYjdEmTJBNFANQ5jfdAJJuBesKEiaUUuK7/RQbkSO36ohak1HzU2rZN8X+yG26BRIFxIraE3W8WRcbdOh6IAUHyqipBJk0p7IEzFYHXoUwAJtW9EJAM2noVAoEgTNBsVJ5uvRFrQDzGqJtN1QkbikJiKlFswRJ9FLySNQ9aqBTNhtFZqhB61oYRINAXTaYUggAONdvRAoGkG9emyMQTsI3UgEmhNet1ARUEAiNkEkie/VKJBpvJumO0TICRzQ4FsaZImCoIZ0/h7owRQgA9FJGohuqO4UPvQIAAQ3mgWUMECa0RJgilz0Qo+ZHwqgGTYRO8oQZ5YjaSmmoFXE9bKES0mXSaqBHXqIESKoF1CGtLhYbBECe14AUdO7nERbdVAE7Xn5JXVmSJj2COmpOl0+tlCDpOkaTtq69EUrhOqvS9kCZERTcxVOWkuNz2H5qsklpkkEialEGADWjrtO3ogCTpBFJn4VYdRLoFDQbyFWQXQ7p0QAkNLmiJEAbSlkiCb9BRO74han7skGqaGHbxuiA7lJoO0bIEAfiqRsiZoDN0ASbGR1aEUDcACoG4slILQ4NgajUxJRktB5pBPxbz0UhzQK6QRF4BMIgOJJINJsbKsnQaD3lWUAFQAdjVCeYwNq6TUd1QlxYun+YW9kZqC4i8dIRaBQNFAf5r+3ooDEy6KmJuopNIYxwgipMfvulfLea7orROWtIInVIrBJqgbywmCCaG3ZEwh1ODnmw3UMCSXS2k1sn1FoJBjbpHZC1TqAmKCFFhdLi4xUxA7dVBLBEUImk0jshFKNAIJ1Emo9lAA50MpNSSIQCHGRqB7IFxDtTTJvEXTAF4bUadqinqo4kSAS7pRUAw4g0aA7SN579koeRuJIJoNv6wiaiQS3lE0/fZGSRA2pMU/3UKTUA0+VJmo2iFPxVBt+fVPJMGHSBWXCnqiOUgmZdMxsfZAjiD8JAceYD8yEA6ZpIi96KAFpcfiiwARDQ8Qw64PXbeqKFYNZFzS3p/RBxpJcNJk80evso9oe0gBzgTUEChpB+qhl1S3lfFxeNii69RWG6S0z1pPeUHfCC4uAmT/pTkkUBDiL9B2rdSHNeNIJMU0rTirLNDy5pggEmDZI86rCtCYsrNNZIExQVv0SPaC1rREdzb5bqnfohJ1S7lHboq4qSQR6XhOSYB6jZI480QTYxABt+6JCkAIMYZiTX0UMaABJrEdfdNqdqsYJi31VctFOliP32RRkOhol0QKmBEpBDpB+DckKO0kOEVHWR7pC+pk9JgDoqyJME1kjeNlA41LqAzPNMiiQ4syXOBrpAAjfr1SOduCAAD3t2UaW6gXA0MAms09EoeYkSSHf1VbnO1EyTEQS6TCrkTf4txQoi15oSwFxsY6nr9UwfqlraASB9P6qiSagSTvKDsQsJDngS225+SauL9RDoOoGAOVyhfUVvNQJAVHmmYc6piKSprJ1EQbVj9youLg4uPKSZqNRiKKBzQBABM6j/AF/JUF2gkESB7pdcXMu2I3VRpLoB1HUYk0hMcUxSKd1l1zbapJNfROMQB94ETO0ILiSXVHcdfmgSaNHxXbO/ZVh8UDh+ahdS8EmgH9FFXaqCKTcRKF4kNtNBAVOsMdWnUE/VTVBk0kdUVoDjq2knegSh4cZlVa6Eg1+SUkEQSCRFIumnxa51XFp3kIagQ0fWKKs4lJrQ1A3BCXVEb/NFXh+l2qDBk1cgadh1BKz69OqRSKSUS43IF9qUTRoJBBHWlDZEuIcZ5SdrfRZ9RNRDv9RO3oiXtA+J3uUF2qwkuJsBVSRF6duirlzRy3ubVCXWSHSb/kpqrQXWaR++6Pmf91eiqGJUipPU7oa7k9ahBbqFayT7JwS4Cbnfos+s1DiffZFzpNBFeqC8OIJGqGz0hFmJqJMQPoqPMdWIdO9kWvEwKQCg0hwBltoNEQXRqiIFVna8RSx6V9EwcCRF7Rug1Nf0HyQBq2xvCodiQNUxHfdO5wMxeYCQWEB0OcXN3mY/foml4qQMQfI/MKsPo7pA3RDheAQOlVUWawXANFZkggmfdOCaGrR0VVnxv63RDiAPS3RRVzXAmZ9Kpq76p/JVB5pvO0JgZqTeiCxsjefbZGakACnRI3m6TCIqCqH1D0PRQOk97pQ6f6wjU6hqmbUuiC2NJEAarwUfhmpPvJQH16RMIiCYlBG6iSIGnaCpIk6hPcVqiD0sifiJuAECwRU36hGRcEk3hOKgQaJQDNfT2QS0zcoxvEHdEiAKGlFBFJpRFAj8z6IBpFa02RpsSL7I9JJjqERLG80QgmZ+iYGKmoAqjtRpHtKKrgwAYooXbkX6bqyhImZnohyzUnt1QIBFPc1Ugw6bEp2xNRQ9QgJdM7bgIEEmlYFoRgRakXTBpNADQUqhB+te6BSDdvzKFRveVYARAHVDTQAAwUCNEADdTvsTZExESSenVSDMgxIhAADvE7KNsawd5RIJqbWUMSQKUoIQC5Eb26qRWZPp1TADVMx6KAVnbuVALCxugaC1esJiNM/mFBMCQZ6BAgmXUmd5UoJi0En1TkdaVugQQ4xEesKBeznHv2SnoXFMW3kz+qEdqXHqgUNaKmPfZTciSRuUTsBeK0+qjZMANtaqAEaYBnrVStIBjvumgxIIg9dkDIgQAfVArpEmDHRAsBA5QSBu7ZEjlrQxJCEauhKABsEHoIv+aEOAgR+Scs2NSJNdkBQkkgxaUFZaNQJAJNZNVIAPtuEzgd3GCaofhIIEgiaKoUs3ktHY2QJJJoREx++icgcoNTU12QIIa4NdFJhQISJ/GadaKFsukt2NDsiG2JO1eqliQA4eu6qeygE6pNLgKsiTUap3VkahAgj1+iUua4lsEjYGPzRSmjXOiHTJkJYvuRJ9USQ6ZOpx3REiYbFJncIEEtNLiYnZLDmuBk6R06/0TNcTIBkGk9Ux1ACstmurZQJpMtpIcbh31Smh5nGZ5afP3TBxBiC5puIBjvCRwLhJ5DFG3QGojc1FreqQkadTajaRBH9U5MkbeyV8kEup63KoWw1SQ0bCyIFTIim9SgNIqDeDQUUbG5oKAWn3QgOLhBINqEhQy5roHLFJGyhaROmSek0lKWx3kiQT+agEQ6D1sEYDgKmd6GUwqJqADcFKGwaEau1FRA0kmQfSDfqljSBqkjet/wC6aodd1BPf0Stg3JgQKj0qoA4jmmHHUaGqIl2GC2kiKH5pY5eY1B5q3qmLpMuMms/KiGiARaju6UEEcuoGthKhaBR1D2EmEJJEB0kTW3Ssdf6q0BwL5rFKQUumR/M6SS793TF8QHGTcj97IyQ2CWkjdRSkkcpgAVrWKKODiQXOLAXB1Lm/yTOI1BzgLjl/YQcwQ6QCLnpO35KK9aBqLQ4kNG9/9kuk10mJHUmqLQK6TepAMotgAHUIi4C3249EgVgAdAKqt1QDMk3AElW4jNekBuk71slcCReDMT7pSKntOokwRY0lU4oIDiIjTQgytDsPVUAw2Z79lScNpcdDQAQQR1Re1T2Boja8j80hNS1zqC9J/RO9sl0EUsOgSO+IVETWlx+ipVRcQ2opeRNFWTpa4MBoKgdD0T4mmQ5jQHEXqCVU8B0ODpBpAQzQJ5p6Gayq5mTFYJt+qLiQNRsD1/RUnFmKRB9VFkPqjTBgOmZN+yrLzpdtBitPdVuPKWsge1lScRsktBIAm99oT2uY0F5c4ExQ169lXqkEANAItpmkqgvbDZPzCV2JGnU6IpIMD5IjX5kGxiZ1TQpHYorImNhsFm8y2uoEGsXQ88lwaG6vxUNQpW8axifDQwT6U7o+eKO2mItRYi8PbVzhyyQHX9U5xgCYLQdzqhUaTigOMRbtWVBiOBIIdzHt9eyylwLTUEXcYv1iEWvLngNgySO6MtZxKVI07Sf1ROK128gA1JgrGMSO25+anmM5SXDqINgo1jdqm5EEbbeqDXmCHEAwbbrCcQnm1aiK1KY4rmvHLYUGyGNvmTJIERaVBiEkSR3WIY2oBoibR1R139oPRBqa8fE4kkCR/sicQ0rNvVZg8kXrNBCIxJv1qbn2QxpLiCIIH5FLqmDE0usxxG1aXmXViSmLwJmK97qLjRqEQTI70AU8yQS0kiLVWUvLSK1rfdQYlZiYItfog065BpX81NVeYb0HdZ/N11mWgRS3yRDyGiKbVKC/zD+J8TUg/RAPILSHQPnKoDqmBBtdMcTU7VuSPdDF4eA3lgbptdRB9xRZg7UDNj+6qeYfxRy9UGg4gFok2p+iJfWZ1LP5gPam6ZuIAOUCAirgQ2ztMdCmbiEAWO8ALN5gBpFiTCPmSJQag+Re/VWh0iIBP5rEXaqAcxiT1VmroIN7omNTXWJiIorGvFNJAr7BYW4lw4dZTtxC4g3t6dlUxsLqwHEQLIh5kGQPVZg8kQewun18pi0bpDGkOLRymCbdE2ud6z1WdsChJDRsnBJLZoQEGoOrI36pm10wJKoDhuT3BKs1Ai5PsqHD5sa9Cm1V77VuqpNOaqYE1NqUQWNeDc+sI6osRMqsUBj80SRpg13rRBZq61gboh0GCZJqVW3qK+icGZqbILGumCBWdlJr6oA/MfuylZjr7IHte6lt4rcoAjefVSJjcIISfr0RrYxUob9tqouFa29EEBlxE12U0kT+agjas/RHfpIQSD/MoASTMeqMEnsVCJFaxMoB9Eo1D4iPYIumAYLvRTrUogRcG0bbqbCd0YMQBMlQgn5wihNDIgIVEdAm6yJUkgxZAHAV3itAh7GAiADeCy4BUMmt5UAJMgzKld4mKT1RAog4iPoKSgWpMGsfQokUgQoSbXH5Jw0VIbB7boFBj8N9ghJmRT3hN02EDfZCJdQU2qgBIqBshMiZk7I6aGKVQJl9TI6qCRSDUTMqE6QSfeVBU1gpal1TToN1QheQ+Tph3xEGx2VkbH6pYkOrUiD3CP4e3VQE3GkDl2JSDl+ETWpP9E7RIFJHpKE7RIFUFYHWCO5RgE209pmiMyJgjTFwgBUwKgREoALTJ0myDqRT1rVGCSJsEDQQI9ECnn1A72KUwbXNDCYyHRLuxKA0nvvExKJiGCDrn2QIdFNIjqZTdQG71PdQECYgGKiUXCFo+KakpCdXMABQCIkFORIFTA6VRiCZbAtAJNESqiTqBk9BSkIPby0q2oM7p3C8EARU9FW8AiDPcgoA6oBdqmKC/wDshOgxppNypQvMQYpJspBJkNN4gooGaGWkXMIFwk8wn6hEtMQKS6olQCB8Jm02ARAG9BtEWVZ5RLW777fNPJJhpnt7XULTJMgm4kboQszNyBS26kNbp1RI/cqFtRHTrfsgAQWzpLtkUCJHNtMkVSlpDzpdDg6QHSiRLQHiTc9PVQXMzIsJmFUA6bui9DE1UOn4ZEzFpTV2mQLdUhBY0VAAuLBRUIMc1jaLIF4IgaRWe8wmAkAtJANaDugS4lzDBg7bFAOYSQaECInolIBNCAaE9x0TTLhvsP8AdK+QA0mB8PaERBzCOYOFu6UAQdZJBFAfyTQDQEQehU0QDBGkiO6KBkRqAmaAWRvETBoaIDUHUAkisBSpaHUg27bFAtdoIIiyhA0/ESOhFSm2NqUraUCANMu3gmYKGARFGkSekybfu6jmAtbJABqBMyi5ukcxDRHSqUgNcA1oG0jYImPWeYA4mRJrG91LANmQbyETIqBLTcXoofjIMxIhx/JWMVKgkhoduIF+qSpmRWKD+6agcYk6u6JbBJcYMbbdu60yrcwBsltYt36KksDQAW1NZdsr3tJggkEmShHNXfvsorM5hoGxcybQqjSCeQapg9FpdAiKOLoqFU8SCDLgdtMSrKVjxTrBF2gHRNZWbEO0lsE0FLLbisMWgSSBqiqx4jHaakUbQmqUjG4kOLi6mmoI/fVUvxIoHGG0vVXYpcIFZsAudjYjNRghxMiJivVRr0sxMTVMEGJJMgwevqs7sb+JtqBiJ+Kiz42KJkAiIN5JWPFzI0S+ZJqZmQstbreccD4rzE2Mf1VfnDEOi5NqSR3XMxM2SDWQQQISuzOmQS6CatBgWin9E1bjq+aBBaYHfoE3nSWtgR8VTQSuV94ZzWFakGKJvvAbIqKDcD3VZdUYsCkuoaT3U88H/LcBINyuZ5tiTUmg7dwmGNUwZI2mPontXSGKXWdJI3b+qcY0A6XCG3JO65LcUtaC5or+EmAP6pvvFdbmAuqDQboR0hils9ZMH4pKbzWh0GATQ1oVyxjigcTO7uv1TDHAaBoe00if6KK6IxA34SIO4PZDzy4kCukRPfoVzjjtrpuSPwm3qm88EiHRsdqIa3HGpSvVRuKdAAcCXTG0fuyxHMCPiAc4xewjqh5gLRQPaD706IOiMxUUmBM9EwxgXUJEES2arnjEFrAGoBtulONzXcC71H7uo06hxSJFXECabpHYwiSQ0G/bouY3FABiSSYIBv7p/vEWcWibxKproYeKHTqNQaJhjgzpFTF6Suf50mSQQReYATebAAI9plNG0uH81bXTDFgAh3L/ADBYfP5hpGpHzYkONK1A6Irb5tBzA1nmFU3mFpE3sYCwuxhpgF0pRj6wCKV2ciOh5zTJAiaUQGMCIaQTsOqwnHN3ONOqhxuWbkj2UHQ80j5/JE4hMAmO83WEY1ak3uDfsm8wRQR3Co2l5IqZ9EDilppBFwQVlGJNiTHZHzIANu8WQa2PPLIr0JTjEkitZtusXmTzWHYJhixXaYqg2sxJNPyun1QSYI2oVgGLs2e1IgfqrfMMAgF0AfJBubimZkwemysY4E0+RMLC1wpAI6HorWvBnoEG4O1Dmr6lM3FsTMVFVi8yAJgVVnnBoNKzESqy2txgZqKm8zKsbik0sQFjOJpFfoEwfSsQb1hUbA9rjeTun8wEAmwpQWWRrhF9rTdMXcpijh1QbA8O0i/VEO5QBXuVkD/l2urQ8bmD6UQaQ6lL0TNcJMUkws4eQ6Jkd04xROgmCWzZBoFyNlJgelQVTq0gbmeqsDiRSu8ILKTQ0KaWEkkVFiqNe59QE4cI3IO6CwRG3eU0iAqw6omm0ozAjbsgsbuKQi6e0Hsk1QRF/RAmvL1ogsvBNEJkWHeqAcaT6yFNVB87oDQC0A7AJenYo3bIkDuUCeo2qgIoekbISL2pspAoYQ1eWJsJ6IDqAGwE3KUHWZIhprE39UQwuIOJSLN2Hc909AaWFFACYFI90AKjv1RpMQjEXgoEik0tQwiQaUJBRMCNMiVCevqKqhakDUBI2JFFN4JEBGK1qJj1UIEmm94UBBki0FJMDmKalr+qkCZgeygHSRE9ECLnSJiqJAtXoaKRvECN0CuNKbmAQZULA3bbdTTBBiD1QJc1xLZ6QbIox2nqUp5RIidwAjPLMUCBA5ouBsUEAsYB/qgKEaqQjc8wmd94RPeRI90QkHep2QvqIgT22RMRtGwQoQJqCOqAGSIESChLXRSt4T/CRelPRJQtE16iUAqWkQELk0FutUQASe3dGu5EjqgXaYmptSihivKJ6bKAkiKSfZR0uBOkgWlBKSKlvvEpWuAkneDIooNLTGrSTWClAkCeYb2QF0GAaRW26rglpilakpgAG6BT0ulLTNtW8IEIgAfFUKadLgGSK9bIn4hBHeikQYaAPzRCjmOoua6vSEQwag41IoEYMSJI6kV9kCLgO22EIpABBBN7CEJoa1ncQCmIFA06RCQtbJJ/sEQCBcwepFUp0kkETBmyb4aNAA3nooYEgzJO6RSxMAyB2UbIcSWmg5qU9UCAJgmdjtKmlwcDFBSlEAIIAMGfVQdCS2KWmeykQWwRQQZG3RAAn0sZoD2RC6QSRWltoTVggisQTshQjnp6qUFYMCkA3QhbgkHbcWULhLjJDhMUpPoi410uBDjeIooC4sbpo6KwQipN3Cp2cRT+6hbXTaW2n6odNRBnoUGiDWaGokAwh8RxcQS2BWpjogegiJm9PkiBoMxJPeyAJI+Fom8oJLgwimoxUx8vooSCSJLRW1DsoIiNpEA7VSyagvPM6YHf+pRKJEaonXatSDsCiQdemgoaGRKgjmkaRMVdf+1UWgyY9Yj8kXp6vTQCD0NKIOBNwYvREQ2fxERMCKH9lNpl5rpBqFpyI10yJIPdAlrm0q02oiGzE6g6Ll1UZiYdUIEYIklxmemyBEEEyJHSwlOGloMkAm1LoO5jpBExIVIR2meWHybkpHNGo0MEb7U7K95JMgfFBuqy2KCKggHr3UqMmKwRStKQsOOwy4gQCb6Yp/VdZ2CTQNlZMzlpguma9lWnDzEiK6Wm5hcnNYhY4GDO0gQAu7mcq+kVkU9V5niOFiMBA5mxQdDMysuk7jnZ3NhpcPhAqRY/2XLxs40AihabwLrncTzT8AAVrIEGpovI4/G8RtA50x0oCFjkmb7e1OeaX8uprSJa6IqmZnQ6xdp+Js1lfPWeIiIl49DNP7p8LxG1jA1jgBWf6qaSPoJzloJc24BCYZupIDQBczX3C8GzxA0uDjVtyJvFlbh8eZDT5lZBHYK7Ex7luaaIJI1tBMXVozUuiC6siRT2Xif/ABA2Gl7gdXpRaGccaGkOdBEC9SrrWPYtzNy12o1JoFBmLNPwigB/NeTHG2PEapdWNtVqeit/xcA0dyidURPqjP16f7zyQZJJsIkqHMwJkioIgd15v/E4c0McAC2KmI7/AL6p/wDE9Idpe3TNIKbGsejdmASYdydJoCEzszQSBtegXn28QFDIgWCf/ENNyC71qpur073nyBzDVIgHZM3HEulpkzGr8l58Z5jgOoJBMilqKw50Bw5uUViZQjuDHBPpuREJHY+G4GQ1wdUwuS3NhwOrEo42FVY3NU+IRUwNkI6jDhtnQ2aSJNEwgtsaCnai5Lc0DABIFU/3jSC6hA3lVXS1ltBbvKIxiwSPh6i8Ln/fAZOqwQGZlohwvcqDq+fDwHTas1CIzEgQCIO01XKGMGgCYvFEzcdxd8Uzug6ozBgRp9kfOMTI7GYXK86CDQqNzMwTVUdXzSA0arTZtaqefAvI9FzRmRJNoGxsUwzERBoTBJ/VQdPzWiDUGsmd0RjAQZgk1XMZjAVoREH3RGOGarSTJqqOp94aKl1ACZmgjohh5gP59iBBtMrn+aJo6myIxQIIO0UFCg6nm6iYBJIoiMbSKmCNguYzGMkO+E+1VYMe9YEUhFdFmMdVAfeitGNYkVMbrlMzAEQQTcq5mNOnmgesKo6oxQBShmvZWtxq1FRvZcsYsCdRmkSbVVrcYaAKUmkIOoMUAA/h6QrQ8BskyZouWzHBaCIgmDVWjFLtJJ1GZrRB0QZkTFfmnbiTDTNLQsIfJJdcgD0KsZmATGoR1pCo3h7aOvFpFFY181cIWNuLy7daKxmJ/S6rONfmHUwEwAT0qrdRLpNp+axNdpeIkaWyPmrWOAFaCiDUHwYFSaeqsZiQbwDSJiqy6yd6RXqrWvBtfruqNU8tQY2Moh4MRX3VDX0oaeqdpdAs2KFBcDMzBb0TMfQge3os4MGDXc1Tai0iKDdQXhwA6D8lZqHzVAPdMH9bQgtDq1JKIcJt6lVTUbqTJAFUFpcDQhERHYDfZUg7mv5Ij2J6ILdQmmxpRHUaT6qmbTJhQ4k8rRLtzsP30QWnEadIAlxsFG1drdzO9KD0VYhtyXOIGp5uU+qWiOYHogtFhWVAB1qqxMySiTBMgeiC2aEb9UpFZcJ/RIHCBM/JEHaKGLIH2BIp1QubD1QmkGhU1ACJt0Sgi0SRNLKAE3r0hDUd6iFJg81uyixBE3+YUAg1gdQCoYI6KTpm1PmoYAEbADfdR0nsL2RaTQuhS0gOodkCEEiKesJY32P57Ky1AoADtZEKAQXVkzSNkKgmRsoIjmrX0UgD4rXoipTe4U0to4g9lIdMuIpal0SKUAJ7VRC1DhFRNUpEG3rOyYgCYOk2UAtBp6oFgQKRPdLp5pk1iTCeLRtKWzoF7oIBdobE3pCSTIgTuRum32repogTEGJKASJvCDmjZ0HcpqgVMH0SuAsInZqBNN4q43EIFoJIg3meicyZ5jA3CBaBM1QJeCCYnr++iSgHMNRrt1TgQSI72QLnRYkjZAtZIc0Vg32QEuGokAmumLIhoaaCIPS6L28swOpQKK0Io2xlB0TytMmhhQta1xJcZP1UBGro0inYoFDjaARsZmiAIJ/mm3onAOogxe6R1afE4TM+qBXXfaRfsoBAvEzIrEogVmhm6nlmKEOsZRFZhxJaRNIIKlXUNB9Si5oEwAIM8w27JXsvQE7TZBABaTIFvyUAEAERqM2lQbi8UgUUc0aQABEWndFCWkkOESdIpb0UgupMACwooBIEXNx0CWARzBoPWUEdJaIk7mfogBQDTq7lTmiWuIHS/vCBs4nUXkRU/mgMAA6qjem6ENIH80xGqErWnUZgxRpFSUTWRGrrJuUQRAMSNXYUAQLdI+GSbnf36qEgRLgBcw6yUjTd0m5M3RTO5m/FEnfdRxa4Frg02JHfsgAWxBEGrTKhbBmWgi/Xsh0YmSSYuDW6UsEQRDDAiFH6iHF1Gx/NCmkS4tvvqrCg9b8QIcQAdrwZUDAQ4E1MCe6ZwAIm1KAUqoGgzA5rDqCtztxzsCKEARAkA2olf8IYaaiiCK3adhBiiVgAJ5nOAFpsqvsxbpgl28mIQY4lxBAG8xFOyBigcJp9FA0OAESRs2oUXJBaZkMIitVNgIDYEzMo/CCTLqxBTNa4jTqNLwFUDS10VLgbV2SnBg/DI6Gy0NwziEaGxNYmIXy/xT9p2YOZxsh4KGE5uC44eLxDFaHgumowmmkf6iDOymrJK9/i5Vjw6jQCIiVyM7wbzZhlSCKGR2XzT/xn4udGvjuPJoZLWD5AQi7x14swwXjPufNpId7rOt5W/j/h0ua4iAIj0ndfJOPcLdlX4gLAADQ2le8zH2h+KA3ScRmIK1fl2uEX6LyHF/GPGuIBzcxlMljkiBOXa2T9Fm5WpMeDx31LQWhoAgA3VRfI5tNdrhPxEcRxsUuxMm3DPTDYYH1K5vnYrNQI0uidNvzWcajeXSCCTeQDB6VROI42hzooLrntzhIrhFsXOoOCIzrSW62OvcNNv0RenQbmcQggOgRJTszeO3lB8xsUJMn9/wBFzm5hjp0up1cLhWjFqDsNpiiiXHRHE8QOOl0ioMb+itZxPEqYbp2MlcoEhtZgCI9bfWExcQJJ0xWiqTt12cWewAHc0Mq5vG3NiZaNQA29Fwi7VUmhuaotfWCYMTXZB6NvHiSDqgTFVczjYIhuJBJ2Fl5fUdYOIYi8Dbp+SIxKa23B2U7XHr8PjjYJnVapK0s42CJcZkzTovEjEMki20bJg9wAEmb0KumPcf42xwJaXeoVrOL2hzQ0wJNaLwvnvDSGuIg2JTDM4tKwG3AKamPet4w1xq8aosIVjOKscIBGmKBeBbm8QOcZkb7QrG57EaIaRB6VU1ce+ZxVsEEitQAeisHE2OEmxv3O68AOKYlKQ3/q+as/xWJg3pSqLj37c+BpJIpt3VjM9LSZHsF4FvFzyirQRUBXN4wYA1Ex0KumR7o54CosSoc5LSRiViAvEt4x/qIMWlWDjMxDi6e9Cmpj27M6GtE6TcQU4zs7iI3Xi2cWHwivqKBOOLGga47q7Fx7Nufm5ANbG3sm++AAGx6zW68eOKkNqak2/VWjilQ4PAvdSUx68Z0EUMnaU7M00E6NLW/JeSHFRTUYBN1a3ijXSdddldZeqGabMyBSmysbmoisARQ0heVHFOYajHU9Uw4oBpBMVk9VR6f72AJJjcSbq9maBualeUZxAOFwCLCaq7C4lUEvBaro9azMyRqcey0NzAEmhmrpK8vhcREXJK2Nzuo/EGtNaoPRecNMSCLD0WjDxv8AUJFiN1wGZrmuDA6rQzMwZFCZk9EHew8YGKxvQq3CxosIpsBK5DMcEi1R6LQzFgAbBUdZuJSTbchWsxNIEnT6LmYeMJ5jXZXsxYEGRBhB0mvmZ3VgdNe1libiXJKsbiSRWvotDbhvAoaGVdhOJ2k+qxB4AoYhO1+oEyA0n5omNpcBEi90+qtSKLIHRYQRFUwfU1qiNTXAkRsicTluZvBWc4g2MDrCIfBIdBkQg1DFMVNbWTtM9Sb9lkGLB5k2sbEnug1hw2NRdHUJBtcLKH1mlUS+S2K8vWUGnWAQDUlHW0Cp9yshxg2IBLyKBEEuAOKZiOUWBQadTnTp1MZ1sXHt0CdjgwgCgtCo8yXCoM91PMih3oOiDQDAbWg6lWTIj5LOHT8NupRa/UaAiBFEF2qIivqnDom6oGJ1oPVTWP0KC/UBQEKWNSGHr0VQdWtNkSQRDRKCzXIpbrCLaHnPqqi6Yi8Jg4SR2uEFkzRxIG6IvdUlwnp7pg6VFizVfTHeqIMwbdFUTI7Sjq5T2ubUUVZOxUmDYEHuq9QIO8daol8iAR+SIY2Ej6KAmZmDb0SB9JIgnaUZnY/NASQCCCAD9FJi4nqlJFQQSI3UbG4MygciSBeUKH4RshNQZkesqGoP6FAHNmQLGIUJA+L2UANdwobwfqUAia/kgaGplEEG0QgJkWm5HZECKwaRdACpkQes3CmnYW9VKQbUtH9EEmBIJ70SzcRIG+6I5TOonrKGxLAaXisoEkb6tU9IRuamiadW/uSlLogyDTcxfdAp1OEgkgGwPZBwkGYmOqLYYAAGNF4AiqmqJJIjoSgrc0aeX4dgp8QIFjIi/wAkxiYvOyBk6YfA77oFjSTQl0mBMpS0TImO/T2ThukzAPSEDzaOWTO2yJ8IRJaAfSimkg/6SJrb1U+NpcwhwpUH990NILfY7A6UUhaJFjWw6JiXAtBl0x7V6KPc7RDjqm7mgDdCgeSOUE09UQoa5pDTWB7z/sobGJiN6JpqQCHNmZGx7IQSA7eaAooA6XQ73/slkXjfdEiQSQaHmpCBkXJ6UNkCkBsFoAEgkzb0SmwFOoTlxElxilINh+6qEyCZJkwKURCQQLdqlK4FsaQCQTTV9VYSSJFadLdYStsPnf6IAQ3W4WmDJP6IQKkEEOsD6I6zDZBoYNI32U0w0CXCYmakoASQCTqd0HRQg/FFJNLKU0iat3gwpp54IBtvb+yBPiFADTYoljRMtEACAKBGaAE6tO4uFC5rRWWibqKWA93+WySYgj9VBymA2PkmcJIBhs9CSECARUF4dcbmsU/VEr1xBaDQ1KU6YIA1OtEWULJaZIkmDSFDEFgoJsaLblPSXJIJF6/qg0ACQJNzS6Gotc4PPKN9SLWiZBqAJk2VXPoiJ6TfspyjTUR1/ujzCagk1p+iYgRJiYBhD2LQOUAggNinTuVYysCaQkBBhpgmIMj6K6S42p3EelEhrxX2mcePDOCYPDcnieVmuJEhzmzLcAfEJuNRp818swcqMvhN0BpY07NFo6b/ANl6b7WXYo8XcKY7/Ldk2hriNy5xd9QuBh4IDm6Trc02ET/sYUazpX5TGSG85kuJjrtKr8oBzuStDIH5rc7AZe1b6oIlQMaXHljUTppbus2rIwuwDqb5bWO5geb8PUQufmsqw4riMNuI6AS1zBIMrs45ADi8gNmSZiF5fMvzXibO4HDPDuFms3nMxieS1mVYXYn/AFXgDq4ork8U4vhZTiOHlGZPL4pLJjzCcWs0a0dep2VLM23MkffOE4+G1zBoeWFwNTs4CB/Qr734N/4acvwvGzub47nsngYubaA7DyuCcfHwjNXjHlpYSKFolpBMg0XuMP7B/BRaG5ocSzktp5mKzSwxEtEHSd5BmVqeMXc9Px/l8Lw/xjMDAyrsu/NOMjBcND/YSFMbwXgOBhmLh0PMw6jPSq/Q/jT/AIcMjkOEcQ4j4Uz5xxlsF2Zx8rncIHG0YYL3OwsaTDoFQYDgNivleQbiYuUwXYo0YhwwXVm+/usWLr59i+BnD/KxyIE/xMOsey5+J4TzmHOl2G5oqC1xEr6u7LAHmAncwSIVDsvgtbOI1haBL3Ex85WcXp8kxODcUy4AdlcV1LsDXAEdIWZ33jBEY+FiMIvqwyBK+gP4wzP42Pg8D4bi5/yXBj8VrToBPU2FSBJpUdVmZl+MYxw8XGwW5dmM52C3KZwOwn4eKyA8GhqJgzAsrJanUeIbmalxYTFJBttZWsxMAgA4hYDMnEwyQPlK9BmXYeFj4eX4pwwZfWxr2PIDw4diBWZTZfhfDOIY+I1mVzGS0EafMfoLupaFm9NTtxsLBwcY/wAPOZMmgGrFOHX/ALgFuw+BcQzBnLYLcwyRHk4jcQfQrTj+D8KCW4uM1s2cwOEeq5x8LuMjAxsImSBylhPeUF+LwXiGXJGPkcdh3JwjRZvuuK2vkvIO+n6rXgZDxJw3Qcnmc7hwBHkZ1xAjtK1N8VeKsiIzWI/GB2zeSbiSesxP1RXH+74lyx4FRZB7Y06wakixuvR4P2i40aM9wXheZpM4bXYJ72MLoYXjfw7jt/57w7j4AMDVgZsOA9i39UR45zS38L27il0GumSLE1mhHVfQcPingbOCH4mcycn/AMzLDEj/ANJ/RbWcD8IZyPunHclJJhuLrwzHu2FMNfMYBbWOkRROKA8v4aU/NfU2fZvlM4QchnMnmxc+TmcNx+Uyq8T7Jc5hgluVxwP5vLMH3TGtlfL2yWnmIMSCi0msUJpRe+xPs5zGHEggzWlFjxPAWZaZbJ2hTtXjnP0DmkDcBNrAAAmt16U+B82PiDjWuqtFRieEs00nlPSYRI8+18WMzArYJ2YpF3RNZ/TqutieGc20gaCQBeFW7w9mpBggRVFjnNx3D4XEEbwn+84gpqI72hbDwPNSW6ReIKQ8Ix2kEtg1sEwsVNzWIYJcJuapxm8Smo777oHhmZBph2NIUORxgTyfVCrf8QeBX5KxvEYIMmVlGTxmmuGR6KDLYwbBbM2IKdo2t4jBEh0q5nEiIiQdyVy/KxJEMJO1U5wcVt2mJtFVTHcwOKhp5THW66OBxVroEx9V5IMe0tOkgjtRa8B7wYIiNpTaZHtsDiLHAgmDP0XRws7qEyb9F4nL49RBLSbrp4OYkmZAIsbK6znT2WFnRSDJPay2YeYJAMwTReVwc1yw4+lV0cHMgRBmaeq2j0bMcbnvZam45p/MYmKLgYeZis13WvDzJir91R3WYoi5v0WhuKCQd/ouLh5oSJNJoVpbmRopXqCqOw3F9z6WVrcXmtTsFymY4JvPT0VwxwHATUIOl5oO00tN1YMSwmwXN8+PmnbjCS6UTHQa8Rcwm82BQTZYPP3mg6ojGDZrYIroahJMx6hE4lRQgFYhjQTJpeVPvJjkg71sqjoedAnYCklAYpc4aXFlLxX2WPXBkmTeSmGONR7DqhjYHAaomfn7otLg8nzDH8uyyDErUynGLSZ9Ag2h5iDb80W4m8R0OmxWIYoA2nurBiTFSCURrD4gEgn5I+ZYfMysrcUilt6JvNBAF52QbBi3NDIRa+b07LJ5pmw0+lU4fSKUKDUHhx7Qma8C7ga77LIMaZAO3zTDENiZ2Qam4gnTUAbqF8TFSs3mRM1noocWhkU2hBq1bxE9NkdcnYDcwszcQbGArA8ilulVFXteAKih3/REuAkgAU3F1TrBMd1NUE6Zn8lFXh14FUJqKKprpOx90RiGQIsgtLpMTEKNMw4gKkOJExXYJi/Z1d7oixrhTSI3ugSfX+iSaCbRCIdSle/RBYHAG0AVugX3oJKQOh0EwduiOo0giEDaqSBPsgTDoIH9kofakkDqoDUkEoUwNIgDshtUFDUQYHwxcFDVG8jdEMRzWIgJS6fiBJEUKMg6j0FyKqFx6yI62QEuINRXaihIO0gHcoG1fZK4guO8kRAQR5mR1QMmDd1jHREmpgj+iFqwJudkEuKaSfWiWNQERI+iaSdq2QJJtQ9JsgQgaTLRSoRmCTTSazOykgmaRa8KAiaASJ3QLFZkmL7BQhxvQztZE11GrtwY2SxVxNh0KGlMP/C0E7kboQKUFe6Z1gBHWCeiWokCAJvMoiahIg2N9VksCkNAkHuo5xrpIBIMwJol/FUyDYmUDEB4ihAgmAkJaRAN6mNkTJAAHfqoXHVMFwPf6IFcJmWVivQyo4xSloPojNZDuZo6fVKBDQAZgRTZFQilDpPpt2SyImAaEyLnuppgyR8RO8qCC0Dob2/3QCBA1CwiTT5pXENlxMGeu6MtBmKiJilEIcG6sSSATc39kA5Q0BxAFrRO6gJmWCYNYMqDVJnf6gqGCYAN6Ht3UCgsIBaWgCppsjQkDTT4pqKI1prj80A0umb/AIievdVEc4MOp0iTcjbomm5BIIFdQpCGxEiCSATUKS4fCZLhME7IdgSJMkyKEDYqEj4aT6Qo03rMbxVCWDVYgGLUFLKQetDZggnVPMDJStbIFARPSqYyCASWgUIlANdBG8yOq25SakH8URX0hEAOPNNrnolZBLhQz0VgBbEiSBsaK61gOjQImDBgGqMgtOqCD3lAtmdQBBt2RDS2GiDURI2HVIHLQHDUQZNK/JMGtnlvFP1SNBmRT1/oiRAbA5jQABEeG+1fwrj+IuDYOc4W3Vn+HA62gVdhTJgblprG4JXyjgHiLA4q04GpmBmsKmLggAOaRSYK/SbS5unTAIkkdV8h+0r7E2eJcT/G/CTxkuLiuJgtxBh+b3aTAJ/0kj1WW56yuL5zXglrmvJNS0g16LPmc7hZbDGJjYhaKmXGnqs/D/sx8XFrW5rxd4d4OB/5XEfvWDjsndzW4DmmP9Linyn2Gcd4xxlmFxPxFh8Q4VhuDsxm8rl8XCwcb/8AbYcYNe7u4NjoSp21HN4Xg8R8c8VHDOAZQv14ZnEmGMFeZ87d5X6R8A+BOG+AMi45INzHE8bDa3N50iHOApoZ0b+e6fwz4a4Z4U4Zh5Dg2B5TAJxHmr8UgRJP6LuteQKEiP2ZWoxa6TccBx5fraiuwnDFfpYTO1dr706rm4by4wIEgm8Bo6k9AvkHj37Rhx4Y3BfDuK5vByfLzWbaCDnIMaG/y4Ui939hcRd9pv2j4nH8HF8OeEcYjhLsTRxXiYIH3xgvl8CP/LJo95jVECRJPzV+B5TpGG1jGiIECmy2YZY0hjGhsUA0wCIusfEs9h5LAe/GcMFrLucYaPUrNbinHxW4GC9xBDWiSAZquTwTw3x37TfEGPwfheXOFlsFwdi4tNDGxOvEJoP+nei3eGfBHEvtQ4ji5LKluX4Jhu05/NvGpmGIBoR8TzYNB9aL9VeG+B8K8IcFyvBfDuUblMhgtsBz4rt34jvxOJqmJrw/hX7A+CcCGIeKcTx+IvfhuYMHBy2GzCw9UEkOeHOJEQDAAk0qvTZv7KPCGbOPq4fmsv57g7EGVzIwBI3AawAd4uvVtxdgHbgKxj5dRzWcpJc+jQBUkk0AAEknYLRr84fbD9ieQ8N+D+JeIfD+fe7h/D2Mfj5XPBhxMMFwYPKxKapJA0RM1E1Xxvw9wIYOBg42YyuWbmA3S3EInE7+i+1faf41wfH2bwOHcLDn+GOHYxxWYrxA4jmQCBjFt/LZXy5qSS6LLxbsHy8MjT5jjYTdZrUcV+XLWOxMcnDw2iXyRAH5hc3jOd/wjJtzuFg5fNAuDRhPfoLgf5epF/Rd3P57Dyxw8OWnHxJLMEgSYuY912/s4+yDP/aPnczxTjGZ+5cAyzjgYOO3DkvdQubhg0JFQTZZ9q+ODxLxnO5jGwOHcPbqwX6cYMwXPDDcAmsTFCuxlsxx3DM5vh/3I3P3oYmGYiZ0lskbyB6r9ocI+zPwlwTCfh5XhTsyMQk4n3nMPLXzcnCYW4Y9A1dHNeEfDeawm4eY4Bk9DXBzXYevDc11gWua6QR1V4w1+FcvxnDzuYGW4jk2YReAcN8DEZiAiQQ6BfZbn8E4dmajIYWrctln9l9U/wCIr7KsjwXhXC+KcDx8UZfPZ0cObk3sa7Ew3FpeSx4icMNa6hq2RVeAymTdk8vg4LcYu0Ngchg+0rHHGt6cHE8HZIy5j8ZmkQA14d+YWE+DcQj/AJbOFomgdh1+i9wMXEw2lmI0B+wLYkLlcR4hmGOZgZPJ5jPcRzMMy+VyzS5zz1J2A6qXUjyj/DvFsuQWuwnepiu91fls14o4XL8s/OsaPhdgYzgPTlK6/B/DH2j+LBmMbhnCsPCyGVf5eazDX4bm4D4kNeXPaJpYSR9FWOC+JnZPEzGDxMffWOGDi5LWxxGKXABoIJBoQSZAAPZWcgcH7UfF2QaG4nEc8cPYYw8xpH/cCurk/tt4oaZ7A4fmKxqfk2yfduleLzfGOP5LOYmV4lmcXhuZw36HsOE3Q+2xB9aXXsRlsPM4GG7NYOBiF+G0vHkgCSPom4uO3w37W8DExMQ8T4ZkMzhP/wAtuA12Wez1dqcHU7BdvA+0LwrmwBmOG57Ln/Ri4eKB89JXgMXw3w3Fd/EyjWkmmmVkxvCOTn/l8bFw+g1TT3TkZX1/L8c8G5rVpz+NgHbz8o6P/tlavunhbGaX4fiHhLGgTONmPL//ACAXwV3hvEwy7ycwevOzceiDMnxLBjycfDIPwc0T6dVdhj71lPD/AAXi2OMHhHGeC8Qx3TGFluJYGI81/lDpPyWnG+znHwnEvyeK31wzC/PxxeJtcPPwPMIrqAa4z+a6WT8X8Z4YWjAzPEskWiJw8XEZTaxhOiWvreL4GADv4YBIg1/qs+L4JbqBGECLERVeLyf2yeJMCGnj2ccBHLjlmKI6kPaV6LKfbbxZwHn4XCs33xMkGmO+ghOk7aX+CzIAZv0WZ/gsggOwjXcBdbC+2lnmBmc8LZbMYcTry2dcwj/tdK7GS+1Tw3mmzmuB8UyYJimNhPjvWKJkXa8Q/wAGaTpdhmgpIlUHwc7U46ObpC+p4Hi/wfmtIOPn8sXf/NyJdH/ocV0sDG8MZ13/AC3G8oAdsbVhGf8AuAV4xNfF3eEDBBAJitKeiy4vhRzKtY4x0X6Bb4dyWaE5TOZLMyY/h5nDcflKXMeBcXQP+XeREy1khOK6/N7+B42GCC2OiU5VzHVba6+18R8JBmoOY4dB3Xj+J8A8iTBoKUlTEjxODiOYeahtVacDMwRJ9JRzeWOESHUg9Fzn4hw3VMDokV6DCzVgST3WzDzVYBMdui8q3N3LpJK0MzsTBp6XWpWXrsHNSTzWm60tzIBod+q8rhZ6xB3WrDz0l1SAro9OzMQAZur/ALyQWwaHcrzTc+LkxWuy0Mz0wRJHRB6NuaF5tv1TDNExpM0kErzzc8JIcSTsJVozhfYx1mpQd/70CJJACf724mRBIFSRAXBbmgKmD3I/cK375y8rhO5mUHcbjw4jUTP0VgzEWIrvNlwhmjNKmP3CsbmtTamkRUQmjuDMEGjuYojHq4mbb2XHZmaXM/NWNzUzESTXfZB2WY3eZreE4xzOwhccZkQADtfZWtzADQJgwg6rcYGLqwYnLEgrlDM2qZ6p25jq6oGyDqDFqIiU/mSAAY6rmDGmWzMq3zdp+SDo+ZE/pumGJUavzhc4Y3rUV3hWDG5f1VTG9uIPbumGJ/qii54xhIOpWDEtEV+oTTG7zCOqgxJP6BYhimd7bp/N07wAhjaHzvJI3TDE0xfoa7LCHgwJ2T+dtMVpXZDG7zOhob9lDiTWKDaVjD5NKTZHXImaEqDW551TO9k/nSJJmT8lkD6AWNhWyIxAKUjpH0QavOBFAKxWZBCbWKmoCyNcOlPRMMQBBr1kGhTA1hhpCyHEmxk90Q+KxPQyiNOovEbHuoHkD0gVVHmBpuYB32UBk1pRFjTNDqJujqvcbWWfVLZmK7o6u/yCFXzFYmBWqkgUk9gqdfw7kTKGuAdRsiLwa3A7qE7X3VTTQAEzcpdQEjVXqaIL9RE7boa5EmQJ3CqbIuSaJvM1CghAQ88wMClkoe1xDSYcNo6/7JdRL3CbD9lIyYJJhznTKDRJiXb9Cj8RNB81UTUFxIMTHdLNy6PY3RNWdf5T1KgImnTaxSEggl0iKKNMOBbsdjWEDEkGwHolLvQuI3UIAN9MmJB2Uc+gLjqaXWQBxIEhpaJsVCakFsEQSJsg4AadJ0waUsEhBJAIg9SN0BjTAAEAyB2Qgtg/EaxWybUC6lYvBpKBre5NO6BC3Sa+wlED5CBQ1lDS2KRc0jdAONTdBKy0AED8XKi1pmvLBrJiVAAZrIFuyLWgXggGk/mgSDZt7CDbuo6dFQSIsTcqBsQIiNoQIIDjqAIoaT7opCCZkyD1KMSQfiE0lSpPMQKCpF/6KPEmpJEidp9vkiEdAkD0mJ90wbDdcBpMg91NMAUIJN7SFCIktjaoEBBCDWbSaTv2UaDBjlm89P6IOaDJdBBHoAjpMEtJ6GlkUtmwamaRWaqUIOqYO/QSoYFCAN5NAoRcCC0fCYIKCB1Q7E1CpsJCgbUgEmd6VUIJMwRMWrASisgAkzYmKdlEewLNTTBM9D+SUcjQdyLoCKQSSa0QxOUHTURHRa1gzNInTMOreITSIIeRUm30Ub+EwK9TRQAVmwNKK+l3YBEBogUoAKJhQgSKip2ST/EMaaAgJg0AN0iv+pWswGk0IcDETAmiLKzzOa4x8J+iAADqco02jZMIA1fiKii8wx7rGCRG1E2Fy4ekGwApcqp5HldphpItKsBpWpnYIbWtmNiYchmK9vdryAFC8lzi8yTQkme6zExDmzBVkSNzFbKo1YbgLRNxBVjXNEar1mVjG+oAUj0VgIOyg8/9puYzuD4A47icKDnYww2eYGiScHVOIBFagAHsSvzPwX7QOF42Bh+biNyuNFWuEGekXX65D4q0AnuJHeRuOy81/wCAPDLBiNwuBcDxMDExDinBz3BcDOsa83LC8B7B/pDo7Jmtyz6/OGe+0XhOCSMrjefjQT5ODzOPWl12vBP2f8Q+1hrM3xfDxOG8BDpxMXFw4c5t9OG03f8A6rNX3vG8EcGznktzOQ4ZhZbDcHty3DODZbhuG4gQNZwm+Y8RsXx1C9NghuXwmYODhYeFg4bRpZhMDWtHQAUCmNWz4PBuE5Dw/wAMyvC+CZXDyHDcqwNwsDDsOpJ/E43JNSVv1AQQTMwaLIHnSZtet0zXyJNIEVGyrPTfhh2I4MwhzuPwjdfHvtI+0B3GW4/APDWYjhBnD4jnMOpzhmDg4Z/+UDRzvx2HLfR9pfjTE+843hbhWI/ABwx/iOO2jiHAEYDTcCKvPeLSvnzMuGMDcOgaIa1sEaYUWYxBow9IJ02kACkLJj5puAx2JpuO9T0C2Z5zMLLue94bBqXECip8IeEOJ/aH4mwG4TsTJ8DyGo5/NA/AHM5cNtw55oQNgJKy0n2X+Bsx9qXGG8Rzox8jwHJzh51+IwNeXAwcDDOzzUOdUBtl+rsrgYGQy2DlMhg4eUyeXYMPL4GG2G4bBYD97rBwvI5TgvD8twzhWWZkuH5VmjBwm2A3JO7jcuNyVr8wAjYkUgq+kaPNrEgg16LJxvj3D/DXBc5xnjuLiYHDciwOxThN14ji4w3DY38T3OIAHeTQFJxDiOT4VkM3xHimZblchk8E42Yx3NJ0MFLCpJJAAuSQF+fPGXjHOeOs/gvzOE/IcJybi/IcOc7maTTzsUijsQiaWaDA3JDyvinxLxv7SfED+L+J8vjcHwMs1+Dwvhp0vwcpguM0IPPiugF7yBNAAAAFTh5VrGQA2WxDpoT7roQAILQKSK1+qx8QzWHgYTtLdZMmAAYjcqU7cviOfw8viNwS6HvcG0JcAe42/VfZ/st+xDL8Nwhx7x2MTMcWzYJw+H6y1mDhk8vmEV1EfhBAAO65v2N/ZfhZrOZXxt4lysNbOJwrJ4jYOK6n/MYo3aPwNO/Mdl98Di9xLzqc65NyUka1VgZDIZRrGZLh2RyrGjlGFlMNun3iZV2by+W4iwM4nk8nnmxEZjLMxIHQEiQlBm9YFKLkeK/FeQ8F8DxeL8WHnO1eTksmDD85mCJbhN7Ulxs1oJVR+dPt48GcB4f474FlvDmI/KZrFyT87n8rhO1+Q0kNw4cZgODXENNgKUIXknhos4hx6rqZzNZ7i/EM5xPjeYbmuJZ/F8/N4obALoAAaLhjQA1o2ACy44OEHF7SaWA+axZrUuMj2gVBrsCPyXleIP4v4gzn+G+FME6mv05jH0Pc7D7tY0ajJoIB/VdzEdicSzuDlMnhPx8XMYjctg4LaHFxH0awepudhJX68+zrwBw77MuA4PDeFhj+Ju5+IZ8VxMfHisOvpb8I6gTus+Pitr828D/4eOL8Y8L5bN8eHE28SzJ1eVgYOcGYy8TD3MdgeWAaS0OO3ePBeMPsu8R+DsPKZnPZDiOBpc1rBj4GNh6cQbjGcwMEk0Eke6/fZccQ/wASXE9TKswsTExAcDDacVmPyHAc3WzEn8JYaH0IXXIy/nnwLOY+JjYnD+KMx2Ztkv140OLgTVoi0U9V3DlXucdGI0MN+sdF6T7QOHcLZ9qHi1/hLDZhcGw8yzAwG4D3eV5jGNGNoB/D5usCKUIFFyBg4gYDoh0UMbdFys7bjI7hjcQfxvLx27txGj81S7hPC/LJx8rh4dauD9C05guwmBuk4jwJB6z0G618D+wrxD9p+Wy3F+El2YyOK0hrMw/7nlsEgxLsRzXF4MfAwE7kiymWrbHnsbA4Hg4rWDPYuC5xgeXi6wCfmhg5fLYpcOG8bGKWO0kOY10HpQhfc8H/AIQeCM4NhYYzeYHF34cZvFw+J4eBgF0WwmjKPdANZc6V4X7Q/sB454Xy+JxbJ8LLOFcOwXY2ZzGFjMzmHiNZEPcMPS7DfF+QNMStcWdeQbleJsP8LN5bFi8lzD/RN994pl3Ri4Tnb8rwR6qzhOOc/gy4s1tEvg1EiRK6jMPy6hsEzBCktVzWeIHiDi5fFbtLsORHsujlPGmPlS05TNYuXP4Thvez9QjrY0uxC1pIoaLz/G+P5HJubg4GA7NZ1wphYYqFeViY97k/tS421wH+JvzDDdmaAxw71mvyIXsuH8Zyfi3LlrcJuV4i1p1YAMtxR1wya+rTX1XwTJ5jjudypzLeC8Pw8iKea8vAZ11YwGhvu4Qu3kuJZzhudblc5gY/D875GHmcPBxaOdguEsxsJw+NhFQ5pWpdZe347wny3PcWyNoXh89gPY94sO4X0vhnHsDxLgty+cLG8QjlcKDH/o/tvtWi85xrhBw8R+poDt6KWLrwLsUsJqRWiDc5G8hac9ky1x1AAn2XJxcJ2qtgorpNz9L81wtDOIxQH2K4YDmxSndSXGK1veiauTHom8SDoAd/ZXt4pIkO09pr815kXFzvXqrA51NNypqPUt4pHwkg9FczilauPeF5Pzn9oGwTDGxGzzR6Jpj2DOJNIEv1E3V+HxG1Ymy8aMdwNDSeqdmdfTm3qnIx7fD4gCZLpNlc3iAgS+V4hmfLZvJV+HxEmm29VrkY9uzPB0VNBXsrGZ0OdJdT97rxzOKT60VzeJ70CSpj2bc4Io6wiJTtzQAgOoKXXk2cSt3PVaG8T1QPlRXUerbmQGifnuFY3MwD/L6LzGHxEuAg+vormZ6R/Qpo9MzNhtfyVwzOloM/7Lzbc7BMR0qrm50Fsk3p1VHohmtNomaJ/vBqLz3suB970uEOrSaq773JEuimyo7wx3aTDgLRWyYY5dIadpif3C4YzkCSQKXVjM0QZNR0KDufeDp+KesBOMY7ERfouKM3T+YisdVY3MCgbQG4CDsDHtLu9KqwY89oIXGbmriQDNKSrWZjqQfeJKDrebeKzEJhiEzERPquW3HArImYM7J242mKwOhRXU8wX6ItxOa8OrG65rcYQCaRSJTjGgiYM0RHRL43nuEwxKCZ9Vg86D8kzcanMb9d0G9uKJo6nZM1+oSadlgbjCdhsmGMQbWG10HQbiA3MHuoMSN9tlibiNFGgJhjbTa6DaHAC/T3UGJIFDMbLH5sAbgEwCm8wxIAt1RG7VJ2Psl83lPe0LIMSQQIiLbpvNkyeUAzJ2RGrUZA2TDEEaZ3n1WPzdPqUddKW7iEGvUCIApdHUT0WUP2n3RGJqmBGwrZBoxMSQLVgVQB0hracooAs+vzH9HARXZPrEAFvpS6C8OggC5M2RL3SZgxtRUDEAsQJ670U1ViZ6iKIi5xkg0MdDui4uMAQ4rO14gmja9U7SJMkGKxCCwOIqLbKatRi4NJlVzeY9wi54BpEb9vZBYaRUucdtkhiCSBSPVKCIrBoKRQosJMxAkmY+cIC4EktvWDSiEfyuIb3HdAGBDiPy/3TahqBAiaU3RQk6f5hF4opLtIAMdD0CmoQdPWsGyAcdifbsiCXSD0BpHUIgggQYBrHZI2OrRNpFEAzQQdM1JIO6BgOSZikj+immkOJtM9EvQETAgA2UNgNIMXk2lBDPLMUpQ27oEgmXCoHMDuEpABmAIF4rHZEBrQ6RBBMwNwgJgma22FShRlPkDWVNOmk1BoIqlLZ1HTqMzbZUMSQf5ZHQUSzSSaNsQmo2pMOmQIU0kT8I7QoEmCQIdDdxX90RDRFSdIJt+agAgGZsaKRpjm1OBqYoig4E6eYFQNpqadLbmlPT+6U806mgVieo2TEai1zmguAuBdSj1YEtMbCKE0TtoXDTNKmaJWtBoLA1MbKNAqSCT70WnOahpJ0juRvCd1gJkeqFA2IgxsgPhaXGDtX9wtJahLXE05SINIQc6nNECh9FDMugmgrI33RIqJtFKoGkuJivdLIaCSLbdUDy0btsmp+KZ33lOjRdLtGki+qIombX0mLbqqS51abiRpThokSb0k7IQx1EOBqd4TTIJAaeghK0c9YMzVHTrDQ4UEdkL/AEYGnL3pb3TF0UEh2w2VD3CWRQmYr2Tn4SNxcyhq5ri0wYJ7bp9ZBgfDANB+qzisAya9E8zGmgF5UO2hrrCYEyZMFOMSQAAASN91kBvem9lY0wA2JM0p9Uaaw4VFQIrKIMTImemyy66n4R8wEzHi2q4mQeiJ6fFPtZ+zrxQ/xVj+J/BuP95yeeaHZ/Khpc7BxgAC7SBqLHQDIBioIXlcLgnj9+CGtwvCeCYknG8T5PDNP9BfrB7ET2X6YY8gjZwsf1VvnOdL3SSPxTJ9ipjc8n5j4H9jfjbxfxnLZnxNxLLcI4PlcYOxX5Y+a3MNBMjDsHesRVfpjg3Csj4f4XleF8GwG5fI4Ew01c9x+J73buO5VhxHvfLnlznAGXVM9JTeZJmKxWqmLutD8YMqakVkjZMx0yS9rAASXPOlrWgSXE7AC6xteMR5ioFSJXn/ALQMrn+JeB+P5XgrHY2dxMsIwcMGcbDDmnEwxFSSwOHdVl828c+OH+Ms2Mrw5zm+HcriB+CDQ53EFsd3+kfgabfEakR56pMYYBk15vmvGcJ8e8FbltGfxBw7FEtDMdsExSley15v7R/D2WEZbO4ecxo5cLA5nHtRRrHfzmaZlWA4wIcJ0iJk+i7/ANk/grA8dtwvEfEjiYvh3zHOwm4gLDnMRjo0DphgivWy4P2WeG+Kfadj4nFuL5TH4T4bZiHDbiOcRiY0GrcPubE7AHdfpfK4GXyeWwMpksvh5bK5bDbg5fAwRDMJjRRrQLBD03+YXHm0tMDS0QAAKQOwRD60os0gDURadlbgh2YexmC3U91AJQJxDiWU4Tw3N8S4niHA4fksM42YxQ0vLW7ANFS4mAG7kr85eKPEnEPG/HDxTiWH92yuCHYXDcoHf/C4M7ma4jqF56wBQLtePvFrfG3FMuzheK/E8PcPLhlyHfw83jhxDsxpF2iNLCdgXUkLzrcBrWxqMxsborEMHTWGxqMyaErz/HeIfdmOa12H5oqBNq/v1Xa4litwMJwwWue/SYExuvR/Yn9ng45xV/ijjmEcThORxy3J4OMyfvWZbZ3Q4eGYtQujoVKse/8AsS+z3MeE+FO474hww3j/ABMB2BguA1ZLLXAPTEfMu6CB1X1Vrth6qk4he5z3ul7jJJ6oh1KfMKi8OEi8x1Xzv7YvHD/DHAxwTgmYfg+IuNYZDX4bubKZMy3Exp/C51WMN5l2y9Z4j8R5HwjwLNca4uHPwMABuFgMdDszjH4MFvdx32AJ2X5hz2YzfH+IZzi3GsXzOJZ7FOLmHNnQDZuG0GzGCGtHQTuiOPlMk3LMwsDBwxhYOE0NaKQB++qux2Ny+Hi4rpGkGY/ot4y7W9nXdO65GcZnuNcSweDcIwW5jOZrFZgYWHJHm4j6NZq2/QAlZV1/sy8GZj7Q/FzMhijGw+C5bC+88TzDTAwsKRpwwf58Qy1o6Bztl+wsDDwMtl8vlcnl8PK5PL4Ywsvl8IaWYLAKNaOn5ry32f8Ag7LfZ/4TyHAcq/DzGZw2DE4hm8MR95zMczpNdIHK2dh3K9NqEXutSFrW1xPaEmf49kfCvDs/4h4w5w4bwrLuzOaDQC7EYP8AygDQueSGAG5cFUMShAMkjZfDftt8VnjfGMHwjkHauGcHxxj8TcKjGzobyYfduEHSf9bv9KqPi2QyTsTL+fiZXD4diZjExcd+Ua7UMDW9zhhg7hocGj0WnyHEHVAitRsu35WGKNFRYaVyOM4jcrlX4hMuFGgiDJ6LGNa8zxrEzOZzOHksmXPfiPDMPDwwXuc9xgNa0CS4mwC/Q32Zf8NHC+A4GFxP7SMu3iHFcRocOEF/8LB3/wCYcD/Ed/8AtjlFjqKp/wCHDwE3Abi+PeL4QdmcUvy3A2vZGltsXNCdyZw2HoHkXC+9uIAM9FfGfst+EOYdgYDcvly3BybGhjcthYbW4LWxGkYYGnT2hfCPtJ+y3gWc4fk+EZvRwXg2JmSPD3GBLWeHs9iP1fdMZwqMjjvMseJOBiGILHQPumI6lCudxHK5biGTzOR4ll8POZDNYT8HM5fFEsxcNwhzSO/0ut4xr8N5vK8Z8LcfzHhrxblcXhnH8njeTiYWJhhnm4kSAIOnWRzN0nTiA6mGeVe04T4hwuPYTcpxPEAzVG4WO4gDG20u6P777wb/AGHxb9mjftQ4dg+BeNY+FjeLuFZJ7vCPF846Dxrh7OZ/D8y+5xsGhDxUCMQXxdX5bxG53hObxOH8cbi4Gfw8Q5fzs1DHOxBQ4OY2bjCIGJZ8DVB5lhp7Li/B3ML9TSNMzPVeVzOSLSSQKHZehy3jM5bJuweM5PEzJwj5erX5eLhxTS6QZItWCO6w4/ifgWZEvbncHYh2C14/+0/os4uvNvy5mBbqUPJMgwIhdx2Z4HmJLOI4WGf/ANzDeyPmEw4flsczlc9lcxO2HjtP6yphrheUbmZChZPxdLLs5jhv3Z38V7GCK6nhZ3YGHqgYuE70cFztxqOdoJNKonDIiRXsVvdlhZjmn0KV2VO8wDYGSs8m2EsJHXZQ6jMWMR2Wp2Wd0M+iR2F0A9OickZyCGmJ+aI/037qw4RgUrslOHQdAFdMoaiTyuKZuK6SA43S6CLGRG4UAvJNOycjFzcy9pgEx+StbnnAQXSN5WOKAzPYoQSZFyrqOlh59zQJNtuq0N4oQBJjsFxSIEihARkgk0n0Vnkj0WHxOLn1qtDeJTY6ZsF5bzHWkg9UwxnU6D6rXJMewbxMOHxQT3V7OJxEVBJ3Xixmnj06K5ucc2k1iSnIx7VvEGuIGqVpZn+8yZvsvCs4liXNJpVamcTMiDA3EK8kx7YZ9pA5hE2VozgJFQAayvFt4pLRqv6wtDOJUgON91dHsG5wEEa77lXszU1cYH/UvIt4mLyIiFobxEH8V1dR6tubAjr6z7Jxm7VJGxC8y3iIi9Nle3iAcBWv9E0elGaHWgqDKs+9ChB7gBecGekQCBO0q5mcBp+qaPQNzMnmNN/VWNzJIEOAAF5XnxnG1EhoPdWszgpWJ6XQd1uZFtyLqz7wTZ36rhtzVrnYyrW5gUE72TR3G483MHqmGY1ABxgHqbrijNev9VZ96oQHUNig7DccknuK0TjGIH5LkDMg/ERpB+SduPYUG5OyaOr5wBiQSaTRFuMCDWT0XNGOKEmYrH6p244gO32CaOm3FmxBi6Pm0mY/dlzW4wIpGkG3dOMxqJ5tRNBCujo+Zv8AS6bzbTaCYXN82SDBEdkxxtRrIFzSEHRGIBEiCbphiEEfWLrnjFJIrMGqIxxIEmexiiaOh5ocAAPcBTzKQen5fqsYxSW2INzOyPmgGp9TKqNjcWRGqpTF5FDc3kXWIYtBWYCY40CSbbTCJjWcQAdE2szUiJiSKQsYxQSYvYSnD9za9Cg16yR1G+yLHRABjuOqyHEBcOYAC5VhfBJkERAOyI0OPwhzo7j+qOog0N9j/VUNe8ESWjuiXXBn2QXB24tFpSXdBkGphJedJLa+tu6cDc0ERJQNNRqEmJ6o2qBoB9iKJA5tj9TcbqahUGabzdFM0QKV/lEz8lIPyMHZIHj8Mz1ixTDSKNqDUoDUgwNuv1SgTDZMUiJUDpn0/CEk8oMP6/DJrsgIoKROqxvKYaiSRymAabIA2IaQI3EFSgkDT3rZBC4h022vCha2RaaxvCgktJoGyaiwKglwkCmzvyQQisEEHoJQJInTqAna3qhoMDSTA7UUIkCtP0QQmpMgHaTUeqADjq3bB3OwoEC2HOImIiWjbujpmJ1VIrEg9bqFevIkGS0Gwv8AohqgCDB6FQUBDbTI/RTTJ+GXD5rccxcYbUgTMgqNMtAxACKgnrujFy6LXvKBuQDMRWYBVSlHMD8Ugx1FlC2gLmh1+yhJERO5PonOGSBAAgiOg9UpPRCbxOxjsiSGXpJO91AZYXAzWpHRODQAGHEQTuAoK2nS40JAuCFZJJEXBp3SMBOqQNJ73TloLjAInaVT3DF2otDhpgm23qgREE1lAxXaDWBcoAT6zQA0QoxpsDBuCi6LMEG9lAYFDW9UQZiljeURDzDSKk2Ka0jTDo6pSATWIKlokz2UWXDNgUrciqJMk97KsASS6JJoQU+oPgVBOypp2umoE7XU1BpETI3/AEQDhM079Up6tqQaf7KKta4mthCdrtUCkjoP1VIMOkkAp7k6rgFUW6iTBEjeRKUatTi5zjqMwYSBwb8ZAgpi64p81Bc0w0SASKXR1ua6WEscDRwMehVIMQRT9U2utaRaFVjlY/hrg+dx8xnfuGFgZrHM4zsHBw4xT1fhva5jj3iSlxPB3BMzhtwc7lGZvLtIc3Adl8DAwz6jBwsMu9CV12u5WgGyZjmkctTUFRq2xfgtw8PBw8HBZh4WXwmhuHg4TAxuG3+VrRQBWlwIrEHoFnGJp1Aj+6fWBBoQOqguOJpEkwNjdfPvtX8UP4bw3LeHuHvazN8Xwz95xNWnRlBILQRu8gtptPVe8D4JG5Miq+V/bT9m3FfGeDkOLeE8wRxrhjNDsoXhn3rCkkaSaawXOoSJB6ipY8VlstgZTL4WWy2GzAwGMhmHhiGtaPwgBHNYrMMN1OpHf81x+H+GvtGc0MbhcEY4EtP+I8UwMo9p/wBTcQtcPeVWfsl+0TxjxA8P4pxTIcO4SXAZnNcOzTMxglouG4jaON6NnuVFdLwz4YxPtD8SMyOBjYmFw3LtGJxHNYLy04eHNmn+dxENHSTsv01lcHL5HJ5fKZHAZlMplcNuFl8FnwswwKAD8+pXD8N+HOG+FOE4fDOC4RZgAh+LiPriZjEiNbzuYFBYBdprpNAJ7oNDXi3ROxwAcXPbhsa0vfiPdDWNFS4nYAVWZuKZEgzuF8o+1zxc7FLvCXDH0dpdxbEDgKGC3LA96Of2gblCvIePvGTvHXHmZnKjFZwLIa8LhmE4Ea5o7MOH8z4p0aANyuNhseWgYYcXkQJhTAcctyYmG5rZkwZK6XmYbG6sKGsDaoOXxB7eH5Vz3an4zwQ0SDJhfUvsN8Ct4blf/F3FcNmJns+wjhQeyuDgH4setnvs3oz/AKl4XwP4M/8AaP4gc7ijHjgPDMVuLmHNJaMQgyzBHXVFejR3C/Sb8Y4mIcRwa2bNaAA0WAA2AFEVe10R6bFWNdMRv2WVr9PYqxhBJ1PbhtAJc9xgMaBJcTsAJPsrGXE8d+Lj4N8MZjPZVwHF80funCmxJ+8ub/mEfy4bZefQDdfnXK5NmVwAwF+K8kuxMXEfOJiuJlz3E3c4kkncleh8X+JD4y4+eI4etvDMBpy/C8J1NOXmTikbOxHDUf8AToGy4Z5TBFeoCCvMUJ5tAFzOy4/h7wrm/tK8bZTgeUe7DyWGfMzuYMxl8u1w81//AFEHS0bucOhR8R8Q+45N9hiGQARO1/ZfoD7G/Aw8B+DsM53C8vjvGQ3NcQ1iHYTInCwP+0HU7/U49E9q+jsZl8thYOW4dgMymSy2E3AyuAwcuFhNGljB6AIl1K9KrOXiIP1KJxLCZVRY54IM0VD3UPyUc80mslUvcSBWOyI5XHuFM4xkm4BzOJkM1gYzc1kM7hH+Jk8ywyzGZ1g0Is5pIN14n7TvB2F9r/CM34jfk8pwzxfkdGQ8QZJ+IBl3Y0AYTiTQYGO0zh4zvgdpa46dZZ9DxXAx3XMfjZrhHE8HjvCsozP5rAwHZXO8Pe0FvFMi7/MyzgaFwq7DmmqWmjiExdfifPcH4lkfPyj8HHzLcEHCw24p0ZnALKHAxWvI1aSC0GdbY0nUAI4OLk83hA+fhYuF1OLg4gA9w0j6r9o/aJ9j2Q8WtyXiL7PM3hBnFso3FyWZzmK1mU4gWkjyMV+nVgZprYaHO1DFOGQ/S8Er5TnPsf8AtIyQM+DeIZpuCNc8MzeWzcT1GFiFx+SWYu6/PD2YjsPEw8HMYLMaIY5uYZqaeukkfJegweI4rmg5vI4zmC72YJcPWQF7vjPh7xBwweXx/gHHuFiNUZ/gGYgj/qOHETvK8m/L8FxMUhx4A7GLhLgz7u7uRGkz2WLNVTlM3w/NZhmBhY2GzHedIZiEMJMxFe67Oa4JmsjiFmeyWPlX7txMItPyWbF8PZXOYHLmM0yTAODnHYzCJpLMTW0j6L7n9hPDA3wtxPGxXHFwcbiDG4GE9n8PD04DPMOE0zoDnuJIFARRcfLwrUr4a3h/8rb2mhRGQ5Zawkdl+uMfw/wzNCMfI5d5tXDaFxc39nXh/MmvD8PCd1wzp/Jc+Pk1sfmL7niikOa3ugMo4FwMhffs59j3DsSfuuYx8AmYbMhcPN/Y5mGgnJ53DdWYeCLqcb+klj44cm+pA9UpyhrIrFl9Hzf2X8cywnDy+HjAbsft7riZrwrxjJ0zHD8ZvXS2R7KY1rx5yjpo2fdUHLuBFKSV6N+VfgvLcXCcyDB1NIVTsAGxA7JF+OE/BMEER3VTsIm4+q7zsq2xaqHZJpq38lexxdEOG9bpSwTANdl1nZClACPzVLsk5raCSN4TTHNawxSyjvhE1E1Wx+UOkgiqQ4JkzCckxmgwQgDJtRXnDO5kwk8s/wAvqrpisHtHugXR8Neqct02AaUukAjorp/SB52JEqxuM4OvXqVUAYER8lL/AITZXTGkZogRqKsbnnAiDBHbdYocSQTprZAAyIvNYV1MdVnEnbunsr2cUixie64YII6VmiOs6omKTKaPR4fFKXPoVpw+KVJBMU36LygxXVIKcYz4MkkbQkqY9e3iYkVgE0rurxxIGGlxkmhXjBmnUuSrRn3iu+5qtSpj2zeIzQuh0hXtz7TFaiN4XhmcQMaZ7k91pbxMyObb5pPI9vbDPNp+LutDc6CZ+nVeKw+KT+IAWWlnERSCJNLpqY9i3NAEkE0mCSrG5oanGxpVeSbxMVBcYn0WhnEZHxENnYq6Y9SM3tO8zN1YM2AKN+S8w3iUgjXU95hXN4gDQkHoIVR6YZkRBmvXqmZmIpJANqj5Lz7M6L6oJ6FXN4gHTWZqITR325lrheQTSLp/vABJcuCM0CDJlWtzYGrQ4CbGbojuNxzqaCeW3srW41RVzIEwT+91wxmoHxSKyP7qwZwACT1Co7X3hugkmYjfZHzQXS0nTFDanuuU3NCauBi+yZmZ0tM2PU3TR1Rjip3BkhOMWAdBInt+q5YzHNBtCduYa6uI4EGt1YrecYAw4ExSbR27K5uJpMxDeg2K53ny4ASXah+Hsrm48NPw6nRQ37q6mOizGkg1mYVgxCIIIque3FiGuMmL3Vrca27otsAit3mcwmp66U80IJPUwVlZiAnlit9lcHGDBAdN5hVlcDUAk1E9UQBpo2Qan1VLXu1SOgVmoXgEdwguAj4wYJr2Ua0QIcJ3pMpCYc0gCDT0KaeUkexCCygkgiZNf36ITDaaZNIi3dS06iCB8VFAdVyDP07IG1UM1mg7oQ2ok6YrO6mqtSKdAlDqDY3qiamkBxMySOqcTIsXR1Qa6IhwaLiLyEvKWAEClhH7sgDXaa6hF6CqbSQDqrIPuo0npQUiK9FALA8pPUX7IoBliQSDet/ZAgsJLXEtFhWSoRQiwHRNdwpJmUCObAkw6sgtJoPRQ6SNRNY3FgmBlrbajIIshMujlPSQoPWyHuDiCIuCiHQ3m+KaGIQYHACCQTMyeqNCJn0grbn6iOkAtkDV1AmqkkgRVpHX8lNFTqAt0RggOPSgmq0zgAkTaTQ7lM1htUXQJkBukSQDQ0VZYPhxAIMUrdRZhzy3JvUFAAaSam8mUCPxNkjfoo4TMNLTc1p6KpDMdAbUF3p9EIIMk0Gyh+KKjrNf9lG6gOvYICBqcDelKJtMikgG0pQXC7aCblShBbFDt16qL6OBqkgk/RQN0ujTE9KoNMEgkiVNQBkEOpWFfRO0c4Vn87qGaEwIr2hAAzNJ6dE0GmppmtVDENKgUj5qAyIaRB+oSyA5tIqjczUz3RT6g0GTRtLIir5IIBNyEhA0nr+ak6eWpg0OyBgCADYVpb2T13A6dFSQWkGtOhVnQ83ZCmN5ofa6JqDIERNlWHSKkdDWEwMWFAhgtcHXkTEBw3UeeV2uSK7VKDaUEkRsldOkikyB0RpeKREWun1TAmQFQDO9AYoUdZIIvA9QoavaSInbZNqIi9Nis5dFrGx/RNrkGDUikoq7XWRQJXPBEQI6FVOd33p6Il5EdJ9VBoONiEN1PJ00EmYTuxHPI812s96/7LHrgEggindWtfLoExH7KKvmRG25/REOkEEz7KiZktMJw7liYMINOFiBr8N2J8IcCfSar8leJOPYvh/xl4h4T4mwcbBzLc9jYrsV7ZGK17y5mIHbgtLaz+S/VeuZE1/Rcvj3hng3iY5d3HuHYWbxsu0twMwRGLhtP4Q6st/0uBHZB+Z3eKOFDCl/EsoGXBdi1/v6LHwPjeL488S5Tw54Sy2ZzmJjNecTN6S3BYBeT/L1PyX6IZ9lnhTDxC//AAPguLqBB8/w/kcQ+urywJ7wu74c8McH8J5fEwfD/D8LJ+cf42JE4mJWQC7ZvRogDopitfhnw/lPCnBMrwfhjnPwsAF+Jin4sfGd8eIfU0A2AAXXDt9oWcOr27JxiEi8DeVUXtfMy6YGy+efat4pOUyLPDuScfvGewxicQ0ugty5PLhdjiEV/wBAP8y9fxnjuX8O8G4jxjiDHYmWyGAcV2GDBxDQMZ/3OLW+6/P44hmOI42Nn+LYzsXPZrGdj5h+qhxHQDHQAANA2ACC1uFpbzyTcqh2KxoLeZ0zPRMcfWLiKkEm64HF85msbN5ThHBcJ2NxPPYrcLBa09TH6x/sor1P2U+Fm+M/Gb+LcRw/N4HwJ4e5j2mMfHmcLDPUahrcOjR/Mv0k/MPxcRz8Rxc95Jc47k7rznhbw7l/B3h/JcEyjm4py4L8zjgQcfMO/wAzE9JoOjQF2S+ei1IladZub9il8yNoVHmyZFD6pS+kiglEanvEV5d4Kqficpis3Cp1XIpS8pC6bCpVDvcXGBZBrCRNu+4Ua0iCK9AaK4AUBqe6AcGz2a8MZrOswOHf454a4s7zOJ8Ja8NxMLHmuZy8kCXRL2SDqAe2sg9Tj3/hbxNwjL5BvijO8GzRxC7MY/FcPGymPjNiDhYjy0MIdQ6qwWgtrVYg2BBHsr8PFcyjcR7Z2BhaiMZ8J+M8LJN4Z9nX2h5bi+Tx8duJigcbOLm8uwEnTg4hMEEaRBDQYNJqRnOE/bSPDWJw7xTwjhPiDMPzLTh8SdhZbM4mDgyB5T8E4R1g3LwNQE0NxbmMllM4YzeUyuYnfFy7Hn5kSkwMnhZP/wCAfmckZ/8A0ecxsD/8HgK6R5DI+AczxTj/AAvC8c/Yr4XxsHM5xuWxjkODOwcdjXkhuZc/CcMPyRQuLgHNmNJIWXwFg5DLeHWu4HhuwOD5jP53H4cxziSMqcw9uBU1P8NrYJqRC+gPzPEsXBdgv8Qcf8l9HMbxXEEjpqMvHs4JMrh4WRymXyeUwMHCyeWw24OBghgLcPDaIa0TsAFy8+701PTlCtgQNkbGo9JXYLcB558rgyP5QWylOVyjqacbDn+V4P0K5dtOOb9vooGi43XVdw/AJ5MwWDo/D/oqjw57gfLdhPrs6D9VBznMFaX6BDyWOEETN6La7IZrDH/w+IZF2DWB8lQRoMYgLOzgR+avQ5ua4Jks0Ix8vhPB6sC4ec+zzgWbbz5Bg/6aR8l64NLrEmFNJmgt7LN8ZV2vmub+yPhWJP3bExsA9jP5rg5r7HsZpJy3EGuJsHsX2g4ZJoJgUSuw4pErN8IvKvz7mvsv41ghxwm4OO3ox8FcTN+EOM5SuNw/Ggfyt1x8l+l34AdBLbGlEjssK0iOhWeNa5vyjj5LEwnFuNgvwy01D2FpH0VJy7KgQQehFV+qcThmBijS/CY9u2tod9Vys34L4Pm583IYDj10QsZ5HKPzM7JNc0U71VTuHioBneq/QOa+yvg2LqOCzHwHHZuKSB7FcXN/Y9hkn7pxDFb2ewOHzTL9iyx8Rfw+ZmfXqqcTIOvtey+s5v7KuLYUnAx8tjtubsP1K4eY8C8by+oOyDnAUnDeCpsi9vnbsm9pq26qdgOmxi1F7HM8GzeWpmclmMKeuGaLE7KgB0xTZTYPMaHTQQUmmlb2XpH5FpNr9Kqh/DQZpzA9bqzUcJw2BHdKZI5d12X8LGoibdCs7uGObOgmAK0V1rquZf5pjT4ZWp/D8TDjdUOyuI0Ch9ArrKskwaGiAcRMV7yiWOYTIPpCrdSep3TVPrPdMH2AgXmFUTMg177hSSZrB2grWs4u8w9fQp/PIiriI23WUH8U23lHVpAqamb2RGxubeARJqbdlaOIO+E+o9FzfMIFiR6pg8nsmnTrM4i5tHH4hsr8PiZBEGFwRiUpSNtwm19CS0+0LW1Mj0eHxQg3gH5RK0M4rpoHAEWheW842FusyoMwZkGQL+iamPZDijdVbGohaG8Q1OEP0nqB+4XimZl4JIJ1TvsFe3iLgapaY9uOJahExIiOiuGe1fiMyYk/ReJw+IuaKbbK9nFDy6nc1d6rU8ma9ozO8tJJmetFc3M9TECtPovG4fFdJE2BoJ/RaMPinwnUTFQ7V1V5GPZYebIFZ5aGsRCtZmopqJrZeRwuJAxXT3O/stLeJBzam4Bia/PZNHrBmYMummytw81JBDnREXsF5hvENIgGCetYWhmc1EQ8kTF6kK6Xp6ZmZJdQkOtM0qtbMxR1elB1XmsPOaxV5aDUiVty+YEFoZNdj+6LUqWvQMzBGkiAReTYLTh4hNbEm4M/muNhYpdGpsSIBC2NxaCSYAqDQ+qpNdJmKZmTXvdXAmsGe/Vc/W4aQXNBDTEmVpa47EE3v2/3RfrU1wA1TpgRJ29E4jVQkbSN/wBlU4ZmAaDurWGQNIcPXoqlWCYIgAA0JqnjW4BztRuNViVVA9NptdO0kXHYbif6IgkGCTUTCHLAgAuAgT/dNGoFxIm0oHlbWXDb5oUwE6b2mJslMigMb1NU5a4fDPY7JG0rOknfpKKBMVZBM2lHDJ0gOMgfF6qRWWmSJHKECCDQgwPclEMSWkkAk02nZQS1sGgBt0QAjS3UJ/KFAW1IADjS23qooAkCQIk7IuJJIab/AAgbKSaxWvxdUhbUSdI9YMoPXuJBMNs4AVn6KDmcCXWJNr+6egtIi4vKUDnIcIJuYmf3K6uO3RJkSZIiJHVKSAQA0SDeICIbvpMSoWwZIai+0c5vNM/6qoTqEXMG3qiSW6YGwoPdDSCJEmOiFFvMOkUr12QIl4s4yJntso+XCTAMV9EYaXE0oKH+yAyCYcZMyR2UkGWxbol6iQOtEdFIJkAioG6HtKfCAG7QDREQJM19UHF0coabzX6INMxIg3JiiIsc6kzFN+qTSHOo6KW6pmzqnSeu0IOBNwDPf90RUMAyOqIFPiPW6WCJAp9VAYFY7BRYYHUYmoq2qJrF53qgf5jM7FCvL326IGDZLiSTFpqPVKADAiQeg2RA01ioNKojEk1mAnoT/q9Z6BSYMkT7qEiKwDCjYO0/RFHUTHZEOIu0GEDIMxPYCUsTeteiByZMWjooXACpr6zKVxgnsYupqqSfSIQNMgkDeaqaqxJQifT5KHaADAkKKYuO1eolAnSJmBukJkwNkARWDXaUVb5sfyweqmqRAteqqnmMGlKJiZnVbugZxEEDpdWNdIBHVUAxNSJ69EWPsNhVBo1lpAr0oj5lLC8qjULSfmjqmiDQHWLpmnZTDxdbZqCDBHoYVGvloZHdMHbmxRWgOtNa1ChdBmoG0lUknf37pS6InrJRGoOEnTc+6bXIGxWZuIaQY9EdZG0zsiqOPcIwvEfA+I8HzOKcvh57B8sYor5bgQ5j+pAc0GOkr8x5Xwv9ovBM/jcFx+EDiuby7ncj8xh4Qx8OeXEwnYj2jEaafASeoFl+o/MA/CZj2QxBhZnA8nNYWFmMuTPlY2G3EZ/6XAhQlfmTjfDftN4VkHZrG8B5nhGDYZnPPYWAm2kajPoAV7/7DPs04n4cxc34u8avfi8ez1Mnh4zS12DhkQcQsPwkijQagSaSF9UyvDeHZDFGNw/hvD8pjC2JgZPDw3D0IEhbC/UZJJJuT1TF1o1daTup5gDr77LNrilzdQ4laXN1uMNBxIBmLIufIJmvrdZde/UdE0yBNyoNBdMG9k4I/DIMfJZ2U3EhWSQDSsdUWNDXif6qwYndY2uMROqVYHmwqiNbXyDAEeqbWYgBZNddrJ2uNzAJ2VGtmJM2KOqdqLO3EgQb9UwfIm9YqFFWzJFFN71VYeCLxCGsWJNFmqsBEwRYSm6CBCqa8ESSCEdQ3N+ii6sO1ZKBAMTfuUgcTEWA6JpHsimHKeUkelFc3MYop5hI6Go+qzh1U0kmhk9VMgtOh1cTL4L9vgj8oVYy+WInyXtn+XFNPnKIdUINMNhotP5qcYE+5YJJjFxGD/UwEfRKeH0/hZjCdOxlv5q8OBHZSZFhHdTiMh4dmARpwxiTby3gz7LO/KYmH8eC9gvJaQIXUpTlhM3Ee34XvbHRynGjh6GzTTHZQ4ZgdPmu87Gc8c+h/XWwFVHCy7/iy7CP9BLVONHE8oG0fNJ5YmdrrsnJ5dxkDGw/+4O/RIeG4f8A5eZiQP8AMwv1ErP/AMVxXYQdBoR0KU5ZsyRJO6654XjEzhvwsXY6Xx+apxchmMMc2DiQN9Mj5hTJ9HHfkMJ3xYYPsubmvC/Dc2f4+VwH+rP6L0JaA4AnSehohpmf03Th402x4fM/ZvwPHk/c2MmvI8hcXM/ZPkHknAx83hTaHhwHaosvp+gCm3W8IHD6X6ws/ji8q+LZv7Jc01xOXzzHnYYmB+oXDzP2ccbwTy4OFijrh4n6FfoMsiKkJXYQImA4d1m+H6anlj8y5jwvxPKz5/DsYGTTTqn5Lm4vDcTDd/GwnMO+ppav1O7KYZHwNv0WXF4PlcX/ADMDDreWAqcfKHKPyx9zY8y2LQqcThjC34ai5P5r9L5rwXwnMknEyWA71bET6Lh5v7LuDYzSMPDxcHVWcPF0kfNMsJY/PWLwnD2F6ggws+JwblJ1OE9F9xzP2Rb5XiOIBJpi4QP1C42Y+y3i+DJwcbLY8VAktJ/RY2/Yr487heKDDX1HUKh2SzAAMagV9QzHgPjmAHA8NxMUCs4bg75Lj5vgecy0/eMlmcI2OrBMFXlE7eDfhYzCdTHAR0VJfYkmBSIheyflGE87QOgNCB6FU4nD2RGm1K1hankPJebqBLSITea01ANdwV6HF4RhPqcNpvYLLi8EafhkehTkZHH8wiagDuboNeAKy0E17+y3P4JiA/w3uE/6brO/hWZbOjS4Tc0WpUwmtosa9zdEPgE91W7K5loIOHO0tMqhxfhmDhuH/aU3Rs1mP5opARGJLnEiOoM/NYBjiAJsa2Cs80fimDWkFXTJW8YrgBJcYrHdM3MUJLiAR0hc9uJ3mklN5rg4kAzMV+hV9s+nUGacDLnUJrVaMPPODIDyQdyZhccYlLie+6sw8W4EV6bIO9hZ8zBdRbcvxMB0lxBIErzQxeXUCOglWYeIYaQQXQNoPyUh09jleINdAa5sTQWldjL53UGy6Yif914TL48xLoFwu/kMweUSQPoukqY9nlsaa70pZdPL4g1EMsNpovM5TEDmwSARykdV2sviCgBttsFtn1XZY+A0AN1CtStbHucDJgihkySuVhPpp0ggGaxdbsB+rQHekx9Vo3t0MJ0wTLQZ/wB/RWth2kuMmawsuESdLoDiRUR07LSw1btT0+qqrGkkcwiRT5q06sSgM+m36qtjp6VMySrWxImD2OwRBEuuSSbT+alC4RUE+sIsmAamCTLtyhEg6xAjeyAwW/iEinxFSeUnVyqULmugk7GKz0hKWl1GiXE+n7KIhEggVBEehUqXcpqYoEXOAdpsCZFbJXGQQWyLgTFUUBFJkmQIsSFIJdTlnfaqMQGl7hAv2SscX1b8iYkbKEF3xmXUA2O3qhMyRI94qprDZEwTt0CkRQ1iQNtuiD2UOqXgREUSuIifh7xEIiNPLAv7oOEho1VHvC6uZqTMwRRKZAIa0abwQjtzGaztUpSDPLOqKDdQyUKUBJcSdhCJLnRNTPqppeBDgCCYr+aAgRDe8TP5qphgTMn4Y+qEGRbp7qFwa2CDeoiiUENbFq16Iacaq0cSR0RY6Q4mjrAwqi7miQTZ1d07dUxPqhDG5nmkXsoCN96BDm5QG03rVQERJPrKCEbuBm10XAkczjWpi6XXTtv39EQWgE0tuhgGC0/3RceUO0gA2UIuKg9vRSJibwLoAWmsaegk7o/DJgQSlmNq/qj+ICtyosmIehguNh1U1VApRSBymXGSl0gPBFZ3RcxZNbNKJM1AMbQlD5sCQRY0Rn2oggMmtOlUCQNwTv1RNbGdkhcfw0FoRTA16joKqBwJpEqugMkGPXdMSSBI2O9URYDUzSLpT2gVlJ+IbJtRNkBJrJJ6z0KXVzOINjFUDcVuLJSRsK/NRqHnmEmDFlA5rqyZ7qvUPw3QDh0MjrdBaX1EXlAkloGotncKsOIiXEepUHwwHWO6C4Ok1JJ32RLq1oqJ9jeigJqEVoa6l6bIseT6lZ9UCkFTXETdEadU26VULqd/RZxiGIuFBcQbWhBpDqCpRLq0KzteRMyD8kQ8CSKyKSg0yCP0Q1kWMnaip1TFTKGulCRCDRrv0OyOoRQ/NZ9UyUS6m1EF2u8KaiffdVB/a6O11UXaxpPzunFuxss4dsmD4iPkVRoa6JbbsnD4us4cC6s9kwcDSCR1CC6dIEzHona+OxVAdvHyRmCEGgYlopKYP5bbrPrk1FPVOHExMeiDS17iOUWTtefxCKbrLrIBmR7p2umqK1B8iBvWimqeveqzF49IqmDpO0KC4OoQBE7RdHWbED2VWv2AUL4sRHqpguBvX6pg6t4nqs4fNzHsiHT+amK0zG4omBJNLWWb4YifZEYgAAn6oNAeD6+iIJrBNzZUB42EojEIkWqour9VTJRB9o7KnX1g9kQ6x39UVeDuJUmP7qnzASBP9kfMB+U2RFwkmqkjf3VOpoFRPWUdVTWEVbbdTVT9FWXwbg9gjq2ogcwRUSoCQZaS3rVV6qACPmoXbzYqZBYXl0TDo6iUHjDd/mYWC8bThx+SXUABPyQ1UsBvEqcYFOWyzr4Gg9WYh/VVPyGXcOR+Mwn+YAhaC6Zm6XVJ262WeIynhlDozGGZ/mBaq3cMzDSYw2YkfyYgK3lw61/NSlS6CesKcarkYmVxcIgPwsRh7tVBjqK0ld0OcCCx72kbg1/dEzsRz3TiEYg6PYHfpKzlR58sn9ICQtuQfVdx2Dl3HmyuF6tlv5Ks5HKus3Hw3dnh35hTscY4c/3SHCaRUza/5Lrv4bhmuHmdO0YmEfzCpxOH4rQC12BidhiQfrClHLOA0mjdoAhVOyjCIcJBvVdJ2TzDZ15fEHdsO/Iqgt0k6wWu/wBVCs9VXEzHh/h+bDm5jJ5fGkV1YTST73XEzP2c8BxySMgxhNeR7m1+a9qW6oiClLIAjrdTjKbXzXNfZTw17Scvj5nBFY5tQb81xMx9kmZbP3bPjEEU8zCiD7L7G5lIp8/0SOwhUxv0UvhF5V8GzX2Z8awASxmBjNB/A6PkuLmfCPF8qdWLw3MECJLWyPkv0ecMV3ISnAmZihTjTX5bzHDcTCOnFy2IwE11MIA+izHKMMwQ4AkRK/U2NkMDFaRi4TXz1AquTmvCfB80Ccxw/LukVOhMpsfmfG4VhuH8RgdSoLVjxeB5dxBGHE30iF+iMx9mnA8eHYWC/CM3w8Uj/dcXNfZLhuLjlc/jdmOaHCfks9xdj4Q/w+3TLcRzTtWQPVZDwbMCSzEadxqbpX2nN/ZbxXDB+742XxXbaiQSuHmvAnH8uD/7uGYA/wDk4wr81eeD5W7I51kh2E10Gpa4D3hA+fhgasDEbHUSF7rG4RnMDlzfDs1gmYdrwiK9J3WJ2XwySDDHgcwdIKTzlMeTw8zz/FWwkQtgxGug9TcBdt2Rw3BvMw0oQA5UHhTNQhgbtQxPda5xliw8TckRsBRdjI4h1AapYNlz/wDDMXDHISY/CYB9Vbki/CxdD5BiOYrU8h7TIYkgUJjfqF3Mq8kS4z3FvReZyDi7Db0G2peiyrhDZ7TC7RmuzhEkVE7Lo4PLuA0WoublyADM0G2y6bJpBtG91tmTtsaDDY+INpJWhjXSC8S6aAGQFnw2xQOgd1e2JPcAiqrS8GA0F0U2/NMHAXqCT3lBty00FphMNQggxJvFUQ8lzGmJjrEz0UA1EXgGZSyNRN4E1hMNJEfCZ/CYiUE/DBgDeJogQ0tPmWmgg1TRykmxBmqWT8Uz7IAYnmAJi0W3QcJ3kXA6jsEYIZDXC9DeUzolv8ptJFQgRpN4AdaklTlmsH2FVNRLuYwdoKhaTcgzQShoP1AkEisGQLyUGy3ckmvVEttF61miBE7SRFj+5UHsHQ2ATAj0n3UIiCC0Vr1lGrnO0ms7FQC1QDv/AEXVzCNTTYCTB6DqhpMSXct0zxI30ndDTIIgtJkof0ABbp5hE7It1EGonsZVZMkAgyBBdCYcwBJ2tKCEl1vzQxGiD337qAiaCpsDSiB01o29EEkvBt/ZMCZ1N6bIUaIoRNEJ9q27qaYabCTJKNSBBtcxZLJINRQCeoUBMA1FKUVQQ6RMagRVQOEzN7QFJ1UmhF0r4/lFKQN0PcNANTLj0miLZADT6+qQwXVmJFUQ7cU/RFPJL4aQaGiUAxUAU/sgSAKiRtCDpDgII9Tshok1od6whMkCsWSmkmlBfqg0mBqj1lRTTEki1pNkdbS2sgAyUjoDoIEUUDgTOkz3RnFmsAEAwe4QL9QpFFX5hjSQKSoXVkI0YkiBIMXU1Eu69OhSFwuaboarTEzKBw8iZrBui14AJAqDuqyehuEC6eb9FBaHGBCXVWQKilkmoSaz7JC6aWbv3RpaXQZiIHdKSbOECYSao39gg4xI673RFuq1QPdKH6iYcCZ2KRx3JB9EmqS7UYRV4MXJNaJXETQmeir1AfLpZBx3FPZRVweJCIeZofbqqA+IMA95ULjJIn0CQadZt/dTWQLibLMHVpPYJtfpCouLjQyEdYn8osqBiCa2JR8ynWERpbiUE6apQ+QZrRU+ZcbI6iekIL9RnuUS/qJp8lSHGLhTX/KQgvGIQLj2Ta5JM19FmDpFb9E3mdKlVGkOqZFRZM3EDpgGFn19SiHUpGnboqNGsz1TNxO0Qeqz+ZECZmqOugiqDS10NO8bBHzSBAuswfS90Q8RJiFBrGLcTAKIeQ2Lk9llGJ8yicWLqjWH3g/REYlCSarMMSBcJhiAbIrSHgjmqDeU2oHZZW4lSdwE3mfl1QadcQbKeYJA71WfzO4UGLWqiNWszUTB3R8yZWXzIH0U803F1KrV5lCTUfkiMTevzWUPETvKmuN5jqEVrGLWvysn80CQsgxKonEPYQN+qg1jFixrHRFuIG3iCsXmAesWCPm02UGzzBIIIop537lY/MImtFBizAog2jEn1v7o+bS9T1qsPmRvKPmkiSg3HFkbfJQYnR1FhOKb9f3KIxgD17I02nEpWlUfN6V6QsPnEi49UTjTEn2QbPNgSTVQ4pFySOyxef7gdkrcabX9UStzcSSCTN4TebDQXX6lYPOMGCdSPnQaGu6Dd5om/oj5oBMOFT7LAcal/WEDmQBSCit/nRuL7oDFIcATPVYBjgaaotxwdyRCyN5xIgX9EPNkkXAosHndTRTzpuJQbvO9IlQYlYNan3WHzpgkxOwUGLMkigCmDc3EDaghR2ZxWthz3EUkEyAPdYfNr6d0PPoQVnIa0ubhPEPwsIk/i0AH6KvyMrUeU9psYxDf3VAxjAIsUfOFm0pUwscIasdk8uajExsOlCWhwVbshPwY+H15pCnndxPoh5tx06pxwVuyWPA0sa+Rs8FUuwXtP8TDc0UiWrS3E5id4uQj55bZ7h05imWDCQKiRCVzKRIjsugcy4tjEIe0n8TQUrsXCIIdl8J00pLSs9jnFjRP7CHl3oR1pC2luAQaYjJsA6YU8nCc+mYLTsXYf9FNwc92FqBEDtCR2HPzrT5rpDKA/BjYL+xfB+qrOTx5Ibhl4tykO/JOhy35ZrxzN+YlYMzwXJZwacfK4WJI/EwH2Xae3TRw0md2kH5JSJ6eyvGUeLzP2fcFxyXfcsPD74TYquRmfstyOIf+XxsbBn/XP5r6T5bTYGnVIcME26Lnf44u18bzn2W55rdWSzzcSBQYjIM7VC89xDwvxPho/wDeGTdiYba+ZhHXHU9V+gX4fUWoCqcTAbiUc2T6VWMvjel1+f8AI4QMBjg9rTFNuy9Hk2iA4nUZ2Nl6/j3grBzv/MZGMtm9nARqHcLyuUbiNxHZfMsOFmsI87JoB19F6f4/K3qsWfXTywpXexikroYVSA6STeBssmXwnNENaHMiDTtsujgtHK57QBMdaf7rvBfhnlBaTWL9FoYN4LgTJJF1XgiACJoDT6LThN5odTrTdUMJiZE70TiQAWwPogCAY3GxCcddAMhGUnUWyBuQZuUYB7mgEBRvxN071oIgJat3qCfZBKgkktINKV+imrmsHGaO3RNTI5TuQgasuY6d0VDRknm2BN5QMtBlxn0RkF0mHAmpm/oErADEgPAmO9UBiIADpEmoqe31QIbMTJPxQPp+ShB0guDSy5F991BIcG6oH4iKTP5IJqJbJFImKjZLqFKisGLi6OgkkuBB97IQG7SKXH7/AGVB7GSamADAJKBAEtfUjbdQwYg3MEhQnUR3Emv1XVy0JgUtsJQ5yACTFYkIj4Sb7SKQgdNYJn1kodlcZkwSaRFENWp0B0TaRMJngzS3r+qrL4NQKmRW5VS34sBFwTOxugCIkOt3S06V2KjSABJGrr37KKamqQTMCK0hQPgUNLIHlgGYmtUNQBFSZ2Q7+I6x1QQBsg3U02sd0oIkz1NErTIEAgg8wsgukdQKmYNEC4mRpEG1LKsmBDTARETeCOyLJDNOkibbnqganU0ke9krnNNiQYsDMqF0GJP9QgJxNRLXgxF9kS6hu4C5NUhfqIBm89d0sgVjSOllBbqE2PWn6odOl42VRcCZII91PMGoiJk1qhDggEyYJ7/RAuqYv6qsvlzgbA0g2U1moLYFrzRAznHpI6xKmrZ3zSahYRO/ZCacpEIatLqVghLqO40k3VWo7n0mihdpqZKirgYgAAGUuokncKnzRcxAkhMXV6wFVlWa2tEvJk9UuuBVVhxIPcbqeYIkGa/VQWa6CK73uUpJj44VXmQJPoKXS+ZaoRVxJImYrslGJzOi00qqw+RFZ6JQ6SRPN2EILXOJq1AvNy4KouEmSq3up2FRGyDQMT4a3FEdZie9FmdiSRaIFUvnTIFt+oQbA8mwndTVX+yyjFB0hveYKJxIMz80Vqaade26JfG+2yzeaHTB3/dERiiljvCDWHismR6qB+0TVZsPE1aZv0lPqiDQ1tKIv8wyDNBaFDie4nZUawKE1FVHYlovKC7VzXom1S4yTO0VWfzAbmFBiDzCA4iklBrGJJJsbJi/esdFm1mapg+lbKo0h9KU9UNe8x1VAcBtFt0uoSK2RWsYlEdYvAoFlDrzPpdHVDaU9EGtrtRMEH3UDjA5qjusweZkgO+inmgNmIPqqjXrndP5lPRYziADcbqa4N6oNodW90S+tDbdYm4wLoDpIuAmGLWAUVsGKSPQX7o+adoWMYkzQFHzbTXdQafMoj5gNlkOLuHewU83v9EVt8wW2G5KIxOu6xDFieihxomT8lBv8z8uqnm7E1WEYxaL/MoHG773QbvMOxqVPNJjYhYfNGxmNgh5sgzJCg3nGvzAQldidTJ7LCMYSYIMxKBxpmUHROMdigMUDeZXPGMBSWoHHsSQAaqDo+bc/sqedBFb2XP87v6EoDGpcQg6XnHYb9VPPtai53n25jMKHG3FAix0DikEmUvnkzFTHVc92PAqbofeJkmPRB0fO6zMphjwLmy5hx4BrEiLqeeIPTdCOiceK1/oh51ZNPoub51L2tVD7ySOqium7H5SDdH7xExMDZcz7xQbbpTmLjfsg6hzJFJMoNxz1kgXK5f3kmoIp1SjNTB1SI2UHV+8AXoY6IjMAkxQdFyjma9T+an3kCSSfkoOr53cml1PvAgyb7rlHM+xj2UObEUuQoOmceSeaKwocYdaxSq5n3kVmveUv3oQK+soOr55A5iSCh5+5IG0LlDMCs1Q+8wQdRaRWqg6pzEEVEBQZgyS3cWXIOaFpEXMoHNcwvESfQIOyMcC1a2Q86tT7yuQM0JkmK3ROZAmSRB67KdDq+eACKQaVP1Q86og+y5Tc0DEmJHW6DM3T4jU7qDsjMATMSTIKduNNdwbgXXEGaEHmr2KYZqCQHAUrWFnodk5vEpGIQelx9VkzHE34bfhw3jo/DH6LA7NxUuI6VWDNZkEnmJjdY6Hp+H4+BxPKueMNmHisJD2Anl7gybrSOH4WYcG4OLDr6LwvGeG+IkcVxsLVy4mFWtJBXexs0S3Ce0kO1UIdZcZ53VxtxuF5jCMsaMVoFYofksGsOkSaUImxXc4ZxZubw3DHjVhmruo6x63U4vw7zcN2PhN/jsEmD8bf6rpL9R53FaCKCBBqaryfiPhhxGNzuWZOYwTqcB+NlNTfp81641vQO6m6yZvCEEkwY3U8rZ3B4/Khr2amQcNwDg6PiBEhb8LDg0FSN1Tg4XkY+YwbjCxKC/K6o/P6LoMwy11TOxXt8bs1PQMbYmKVrZaGtEtrDhcTZRoMd606qxjdRgGhiTK0gNGgAn3RoSDYgCxQJOHJDDFr2UJFqg2ghAXUA1QWxBI3UoaYht0Nkg0tAranoi8gioBikAVQM2BAgybybeyQEaa0kRTr0RM3fcmk1sgGzUmp/Ft6IAOgOm6mlrZ0CKWFJ7woCYLg4ClP3sgSNUDpeaBBC4OGp2iBWRZSYMuPypPRSQWDoK9KI1bB0l2kyO8IFLjW5JM1UGoDWGmR0690S+0kggbUhJykTDTtB3CnoezEiAYOmoS0AiQfSxRI0zAt1qUCQHU1dV1jlf7QE/DNCErvxAydNtoREbgmlYN+6WQBW0V39ENEmlLHc2ISOMwa22KZw5jeO6A0vqRHaboeyyYuREg90KH4aR1UpInrAiyBbB1U+aumDFA0ieg6KTytMQ6dkC4AV+EVNUjDDRAbUdJkLNawS6s1MnqloHEA9zSigdQgTISh1pJvaJ901D6jcGa/JCSQA0QSPf5pZc6dIEkVlK97ZkbBAWuIM6hXqgXkVFKQa2VesmggG9agoSANhFJQ/xdqiwBighBz7ajMxayp1xOhovUm6Dn0E+w6oLHumS6XFTzIIAk12KqdiQIrJok1ai0ao3tuovS8vImPclAPmSLW6LKcQEHS6Cd56oHErWROxrCqNWrqLyJSagInT/TqVm8yDS42Q8yKTPeUVpc6YtTZDzHANM9un0WZ2ICRM+s3CGuhE0HsiNHmAgA13lEYwgGl6jZZDigNgGl6pDjAmC4WhSrOmw4mnSC6fR2yAxDQk369FjOIQ6HCbimyAxJj5UKNY0lxLTpME2JrVKccgt1xJvJp81QXtuYBjqqi7Wwh5BaZBjog2B0SHCSDsgMSZHpQ7LIHhrdIMMqIiqAxYc6XbXRI1jEJ7fogcUCNp6LJ5tqwCh5lq13lGmjXHQEd7JfN5qGFmOJE9OiTVWlehUGzzRpkmTOwRGMNNKi0rD5kCtNyVPOgADrRDHQGN0EVgojEAo6fYLnDHgmtZ6Jm5gEgAj3QdNuKATWndP5gN4Poue3Gk7HsE/m6iJNFTG4YgNREqebUVm91hOLQdu6PmzFfcIjacYmokmtJiU2sk1IE97rCMQCNymY8zHQSqN4xYNalMMUSKz3hYfMifmiH+lO6I2ebI6+nVEYlT1WTzKE/RDWRO1J90VtGKQIcYJTDELTQx+aw+bJEUH5I+aRSo9TKo2jFdE3HWVPOiBI+SxDGigMHf0QOOAOnQjqiN5xTsfqocQmgMeiwHHI3M3uh59K1H1UV0PNDRUiB1U80TG9FzvPrOr0qh94oLAyoOn5lRzR6KHHBF6+q5ZzAsTNT7JTmJj8QFZKK6pxw2vTup556z7rlefyknfpRT7zN3UlB1DmNPb3UOP3qVyjmbofefkg63ngxSsWQOYbahPouUczG8EKHNA7+3VNHTOOKxBBvATefESaRSq5P3qBUx7oHMxMmqyOqcwdzHul+8R8LpC5JzVBt7oHNRYx3hFx2PvMg9fml+8i91xjnBPUKfe5sb0Qx2fvA71+iH3ilDTuuN97ixM9UhzgBgGRHRDHcObpFjvKhzQH6QuH9+FpNErs7Ak7fQKauO27MbkjoEpzcCh91xXZ3cneqrOcqRPsmmO87NUMH6pfvdzMR3XCdnJAH6oHPFsmwAr0U5Qx3zmYpeqT730NFwTngR8Q9il+/AGJKnKLjv8A3qTWJ/JA5qwkk9915/8AxBp/HVD7/P4tqwpyhjvOzZM1JisIffGgkhxEiF552etJqaGSgeIAEVEzubLPJceg++w2rplT73JHNa3ovOniIH4hHqo/iERWCRuZ+inIx6I5wCDqqlOd6kT2XnPv99VritUjuJDYgxW9k5Jj0336fhIUOcmZdWF5kcQEEiBPRL9/tUVvJlTkY9NiZ2h1fspfv1YDgR2XmDxAX690p4jqMAxvMqczHqDnhMgzIrJSHOw6hBpErzP+JAGS75GISjiRAJ1TJ6qc1x6hueBnm9URndG8fmV5X/EZqSSAKkm9VP8AEYJIfJHUrPMx6k56NxZQZ4Q3mEfJeU/xShBMCljHqiOJTtJitZWfyGPVDiHMIdX9FDxAEXkdtl5Q8SAE36FH/EiCQeYbkVWb/IuPTuz8jlM+hpK52a4i3QdLjIFey4mLxMhpJdYUhcTP8QxMXW57tDNIgA9P1XK/yNZI9f4YzvmcYzOY5tGDgta0nq5xMfIfVemxeI6cMaHVBgdTJXi+D4P+E8O8t+oZjHxDiYh3BIsa7CB810HY/msa1jiRLZ37rhz7Xjr2XBM8cDOZY6pZrh0mhaaH8173LYhflHNdV+XeWkETQf2Xybh2M7FzWCwmXOeCV9JwMyWffIPLiGonder+Ly1z8pjkY7BhZrGwxyhjyANoNR+ay4zQ4HVBN4/utmbe7EzWI81JAv6QszxyxJgdartnTLzuLhE5/F5b4bSTvQkK7DwnbEx1umDCc7iuHMdIne5J/p8lbpDaxABmomT+yu/8X/VLShvWBWeieHUJp0g/VHSARSBJiVIA7D0surJC4kHVAjuboEEmZ7RBUNnGA2sTNkSTNY2kEwihTSC6IFp/dUB8LRaLibf1UJBoAZ6zKUu1Dkqd6zCIVx0kzWTaaIiXXGi4iYkf1UiH0qQRtXrRKWtdUknZFNOk1uJoEJDmaWgktNATRCBUDlHQlEgkAkio2KCFxLegjpNVByGRN6bJYkFoLYk7SIBTNABaBpAcPWOiAGNUgOBIqTuoTcmu8ECyNqi1y64PZKRLdQEj522UHsQTNRYVpEoPc60zUQW3TDcyaGkFC5JadQFtyujlpXOAaHNYTJv39FC90WMncFEAn4CRFSB+6KRIkuqTIpMq4u4rc4tIbBIFj0Ucaj/UINaeqJiRpnmEmN0rrASBVIlK7pLRJSNilDetd0zjAgkgTQ3VZqC4GSTBRYYkUsaGN1S0hgIYQKyBKDsUtbU7Ha6OsugEkmJFIQ9mJoN5NZKQk/i5fX8pSlwMajGxn+ip1yAJDj6UUX0tOJ8V4Fgk82XWtZUvxdyfRUvxiNyRuqz7ai/l5dRHUlVnFDCCDG1JWV2NH4tQpvdVuxwGgEAyBMiyitr8Yi5gxeVW7GJqQ20UWXzYgB3Yk2VT8YOMkGW9D9VGmx2OSDoMRatkpx4+Gp9Y2WA48mXOaRtHZV+c1oIaQBJkReepVR0nYpsZtStkjsa57dVgObJcOdgaGmQKkEH8oUGPIBaZoUXGw40gTWO6UYhEnqeuyyOxoIM7CiBxQaCkGRFFGsbfPMkkgmkqHEBpIkCnVYDmWkglw7k1SfeAYgQ6OkUlEx0PNpUg1oRZVuxSR629Vg+8kST6XiFPPO9j3UI2HEBqfyQGKQJDqzaVjOMSQRQ7SZSDGEOE3pJCNN5xCRBIrcmyrbiuDYIDiPh2kQsH3iDAIIrSyBzW4NbXsoOg7HFTzW2Kqdi1M7x6LJ5x0w2YIjvMqHEuPibQoNRx9IknSLDYhTz4G1T1WE4pnlNpvVKcUk13CEroebMtrUXBU8/lMV91z24odBFCR1umbjBwA1UIr/uitbnkiTcmtVWcc2VBxBzTBvBsq3YkEbxv0p1RGnzpE09d0/nDV16iFzfNINDU1mYTNzMmWmYF0HXZjkSaTGyt8yfbYGy5eHjSfiBgK1uLECUHQ11CnmARqnSsPmNP+oIjGne5v+qqt+HiaqzcdU7Xcxk0s2JWBuM1xqZMq1uNavqVUbg81kCgR8ypkj1WMYty02CHnjqK9ERs8wRSVPNO9b2WF2OKQaEyFW7MANq6yDpeeZINt6pfOiNukLlnNEVn0okOcFRPTtRNV1nY95r6JTmRt0quM/PBsyVnxOItEDURF6KaZHe+9aPzhIc0BIEk7dV5x/EwJIJO6ofxQCYJr7pqvTHOb7RMQg7OzMOEryv+KRQPA9EP8XbeQR0myzo9Uc6G11VlKM8BvX815U8UABIcZSHimznfqpo9Yc/G4H1Sffom839V5N3FmgyX27pXcYE/5l7Smj1n38ChJPUof4gDC8eeLgXdtMpTxdps+d4n805RcewPEGgxMiLpW8QHr6Lx7uKwbkkjqkPFmyYcagLN8ouPYHiMkHVyjpug7iJih9gV49/FZNNx1SO4qYNr+inJHsTnzSoMdAkfxFoBE2K8eeJkkGsASqzxN1dKnNcez/xMdTeQg7iY2MmOvzXjTxLEMb122UGffNwYU5rI9f8A4lWbkGlZhI/if+qQI3uV5E519S003qoM3iE1cRKzzMesPExWajZK7is11SD3XlPvOJA5x2R894PxEpzXHpjxOrqg9ISu4nIoakdbrzRxnEatX1slOJashTmY9GOKCfSgQPEgCCXDoDuvOa3QOYBEvPLNYF1m+ZjvniszLqdkv+JyBU/NcJzrxQhQuMN5lm+VV2zxPlcKx0slPEiGgEjpUyuRqOm5nqoMSbWCzztJHVPEzJ+ITWpSjiUjf2XJLzsZ902uHagR1tdTlTMdH/EXRv2RHEHkEwCO65pfSZE+iIxYBE0vdTlTNbhn36YN+qn3t5EfNc9rwAQXTNZRGLAIcd4Fd05JjeM69wBktsQFPvLyGxSbeqwebQVn6I+aKmaXWb5LO2wY7hvAHsocVxt2sVifm8JrSXYjCAd3CpVZ4jhNFMRl9nAppY6BxiZE6v69ExeZq6tCCdiuf9+w4gS41+Fh/RWDGxnAxlsw6g/8pyzpjYHkkX7Ge6DcY1madLQqG4eceKZLMEm8tAj5mysGWzzhq+6vaDbViNE/VZ5Q9rw6JiQD3RGIJAFYEGClbw7PvgnCwQR1xhEq0cMzpE4j8BgmxJd+llnkuFDnaoABDupsocUk0mCKRRWDhOacADmMEVHw4bqfMp28Ic4zjZvGdtDMID6k0+qxfOGOfjY4BJZciO/sFvyPD3YThmc6w6zXCwSJM9T/AEW3AybMsf8Al8vGJEa8V0u7rU3LuLiXuqb1krnbvprMUs14jw5xcXzUbAdFtw2OaNDJkQR3I2+SrYA3lhvtWv7K0YbHYuMxrQakAQDXsphrueGsI4+eaXggMsT9fkvZPzBZqBMHouHkcNnB8i0PMZh7Ry7gdey0Zdz8d+pwobn817/4vHj4uPldrdLnSSDJMzPZVYpjDvWJhWVhwA/ssmZxHX3mAe5XpvrGGXDYf42IRq1OMdaUH6p3yHE0i4isogaQGtBIaBZAywkQBSwXo8ZkxNK4kmsNHUqtznB0STJ7KyumsGYMpHzq5zEAzSAtJqEyKEGBX+qVzhpoTES2QoTMRUTEobGOZ2mTPVABJoQR2m6hFRAOmFCaSDtWdkDLeZpEel0UPgBBESY5jVTe7fr7qXMSXSLihUippMVHWe6BbjciljZQSKwAZk+qYkC46mqBaSZJiZiDsgGrTV7p9R1pCgDmjS0TpMAzMhFzXCTOo0pNykLQ5wAJEGwkwVAWltSJNTt07IGQOYC82k+6Lnu3Gj0JSamuuTIvYKK9qRu4kE0G0ou6CRtE2E1qidcQ0VIoAeyJDgJ0zApX5rtHG9EIiIHuEsEgiQTMmLf3VmmWtBmd57IBocIJPugqIJpM9aJHS0E9O6uA1WJi5SG2l0zHVUigtcDQG6odQEFpBpvZanDlgyQDvdZHt5aUrMQVFlVOe2CKuMWS6+asEg3UxBLXAanV+cLOXlldV+1AgYPMAANgdamPVVvxmgHUYvvdU4mKGtIJraDdVOxSZAoIm9QNwhi1+MJkyO8ys2LixpAMn5Kp+MC0aJA3O4WbGxw0APJEmkV/YUVoxMwa80npKzuzM0ALnfKDssGNmyeZx0/WFixM81kaCDuAIMhZbx2TmeYanESJIJSuzdCCNIMBefxOItLSJBsRFQl+/wAuMwHA1aLdOlUZtjuPzEg71qQAkOYhtHAAWBNlzcPHJBcBM11ClFYcUkDSYB3IoCixrOZa3UCYiahBuaFSdwJgkrm4mNp1DUCDFLqoZkhxEnVIu5NSW/XaGP0cJtHdHzCQ5zjIuIM2XF+8kubqAIBuTb0WgZoEGAXAGD0I7KNV0DjHlEE/KqpfjgTzV3ilVl86DXTZUY2OHOHMI6BBqbmI+I3gFOMc/DqM0C5Rxw14IpO/dBuZrLnHT0QdtuNyjUdPYoHEMwTUmovK52HmaDtS+yd+O0CAYJrKDRiYpAaRAE2G3qqRjAEVEkLJi44AaDYE1ssr8etDM9/yQdf7zqcATO/urWYtaUpQT3/uuF96MiKTT0WjCzILhJoaFB1HukGIBG8VVTsQQCKAWhZhjgCsAfvZUvzIDSdXuEI0jHAcdVCa+qduZAPQbLkPzXtWLXSjN8wAcIApuorvNxyRAIAJpO3dK7E1tIcfquYzNgAS7rZWfeGgHmA6wqNT8WLnalbKkY/MBqkgdVmxMYfhNB9VmxMfcmI+RRHWw8wJDdUTVaW5mbUC86M3pIEmDutWHmxIGqoF0V2jjkRUkbVQGMRNjXrVcv7wNJnpcKfeS1x6on1124xA+dlobmpMAwZ6yuA3Mmd/Yq1ubmK06Siu4McfzFpmm6H3noSANpuuS3NBoHMJixqg/NQRzR0hVHSdmIHpY9FnxM1G4vK5780agEmPmsj8yD+KQEHRxM5EwffpVZsTiBkzfuVycbOuj4wFixs0b6rXUV1cfigaSAZPc7LnYvHINCeq4WbzxLoYZjYLCccuEzCxfJrHddxtxiqrPFHu1aT7k1K42uayahWNeSLkrF8qsjqDiL3mZuEBn8UzzWosAdSN5hNIi4os8lyN33rEIiTfc7oHHeYOod6rJqoLxP0U1wO11m+S40jFd+F3zR8w9arN5gG4RGICKRMLPJZGgucPxEyiCfQ7lZvN/siMwGiXP+qatjTzAUcb2RmTJJA9Vk+9NFQfrdEZiQS2XegU5GNmuxsPVDVWsWWcPxHHkwcZ02Awz/RWDLZ02yWYPScMj81nlCxbqoaiQg2GgkO3qoMhxFxP/KOb/wBT2gfmmHCOIPJnCw21rqxh+icomACQZne8ppgXk3FVYzgnEHCr8Bnq8n9FaOAZkxObwmz0w3FTlGsZtVSZgInFa0SDVbG+G8R1X51w/wCnCn8yrW+GWH48zjEitA0KXyMc1uK3qQbzsicUSCXCvddceG8t+LFzL6b4gH5BWjw3kQROFiOpTVjur9VOR1HA88ATMeoSOzTWky8CvVelHAMgwAnKYZ/6iXfqr28HyQmMpl9N64YP5rPKo8kc9hC+I2f+qEn3/BFsQOPaq9w3I4LY04OCPTCb/RWtYWDkdpG4Bj8k5Vrp4ZmO5x/h4WM+55cJx/RWNbnHjlyWbIv/AJDh+a9u1hrDifcqHClsut6XU5VHixleJn4cjjn10t/Mqz/C+LYkluVayk8+O0H6SvZDDETvG+yPltaNpitVNqvHjgvFHOn/AJZjdicYn8grR4e4gTzY+VZ6Bzl6vSABUnt2ULRMxCzyqPMM8OZmBrz+H05MuSfq5Ws8MubAxeIYp3huAwfqV6MD5o/CAY7jom01wR4Yy7jGJmc26dg9gj6KxvhrJAyXZlwtzZg1+ULtgx8XXbZKTFZFul1NprlN8O8PAGrLFw/1Yr3fqrRwPh7ajI5eYuWSfqugCRYBrusppOmACY69FPYyjh2VwgAMrgNFhGA316K5uA1o/htY2Is0CieSCSRWLpXOimoDVFyp7DQYIk9KEqaby4xe6BNNp6iqfyXuFGOI7NJ/JSQKGtAM0E1TcsmmlHyMcwfKeZ6NNvknbksy4j+C8g9YE/MqZTVZLSJdTe6DnNGwg7xRa2cLzrgA3BcZ6vFJ9Fc3gHEsWjMuQD2PyoE439Jsc8PafnF7BHXIpFbbLqM8K8Re7/KIE/yn+yu/8I8QdWQJuKE190/Hf0vKOKXhtSWg99lNbQJxIYIoXCJC7zPBmbP+ZjtIkfiDfnAKA8AYT3/xnYTmj8Tnku+gun4/O/E2OCzGY8iCwCRV36Lr5LiWXyIByrhiZtwkvdUM7tH9V0cHwFksL4ThDc6cJxjrcrr5XgOSyek4eHrOxcAB8hRdfD+Oy7WbZmObkMlmM6/zceQyZc55uvQsa3DbpbyNEnuiZE6RagEUCUyb+tV6fTneyvcOUSBvX81maTiOOISKfBT6qzEh4cKaDeTV39lXBqQKCOVdf45fK7UpXOAN/ZAgtcawLRChIkgmC4abIFsTJM2IOxXqZK+stDgJbZISRQkB1wTZOTWQTF53S1mLACoAFPdDAaamCCaxSEJLXGC2G/RCSHw6SNJA23+qOoipFDMGLoFqQNRmeyjXT8RrEzYpRQcrCABSCpQu6lFCdJFQIIgVUFQS4VB62UnqdqSoTBAJ2mSN0BdzUMSaxKIJNwak3P59ElDaLVml1NZGkMkHctNu56oCYiT0MEboOl1BB3lxqOiAcA7U47kVULYkEOJO+0qKDmw0kyQ6xEyUTLQXNEWFq+6BcAY3BBlASJ02NTUIPcad6mOpkKOFHCdQEeyZzQCfL5x1hA1ggb23XVxLAxCNcu36FDQQNJEQU5aTJJAJ7oO1RAILd6WKUismwNAOkhSIEElsC0VTtBby6PhrNz39VAIBpQzMD3RGdzKitJsSs+I0zQwTSq2OwgA4VJ/DAoqsXBNQIJ7ixVwlczFuIc3cVrCx4nKDMUr6Lq4uEWyHgOLrkVlc/FBaxxeIg77dkN7c3FdHSJpKyYmLo6kav3JW7HDnatIABpVczMw2TIrQncLNrpFBzBkbCxpJmPosOJjljYBBIJq291M1jBmpzaC8jqFwM9nNBLgKk3PTdZTe23NZ12nkdIIiCuTms7DnNm9ei5uY4jyzXcRMe8LmY3EA4wHNgiL0lZ1vXUfnahoJkbkTRW4Gefyva4uAOxr8v3ZebGdo3WwVFQHWP6q9udgGLWiE/wAR7PBzYeBqeKGZ7jeFpZmQ0atXuKVXlmcRJbqcSCdwIlaW5wABzWvaGiTvK0zuO1j48SAdR+KD/Vc/EzLSHF1IG5uVgzXE/KEh0g0Mmy5eLxOTQxSA71us3pp3XZ+XHQ4a2/hcaStWHn//AJjxU0HSi8dicRc4zSB8Pqr8txGWUANUivXszktgmSNxdTEzExJIrQj9V5zD4i0WN7AKP4hLCC8CRYbKo62JmyYIcINeyp+9y+INAYXn8TiMuEOcIuBv6qh3EQ67iJN5WdX29azPHSIIkWqn+/tlsmCaVC8hhcRJmXFswabrT9+JbyvDm9CYVhY9O/Ng/DVxE3WJ+Z1GLkiglcV3EDXTUdZssjuIhrnTufWEV3zmhMgmKi9Fdg50BwkiJitNl5UcRi9zZTD4o2eV1dpUMexHEGjYXtNylOcHNpNbXXlv8RkQTBO4Cjc/AOo6m7k9FR33ZySdU6rqo5sNDTzUpAK8+/iNTEFqU8QvzQLqaPS4ecvNorC0NzxYGia1tv2XkRxAClSTXorTniRANe6RXp356SdLoJFgVkfmwbG9O64Bz2k8xMzWsT2VbuIAmplXR325uJj5LRh50wySC31svKDPGpLoj6KxufpBKmmPWff26YoJop/iFNJqetpXlXZ8ChdWbTZK7iYI5jJ6xCaPVDiGqzrAgdU7eImRWvelF4z/ABCKale3iRFZ9FdHt2Z8Ecr9UoOz1CSaHZeTwuLUMmkdLJ38TBF673Kus2O+/PGxuehiVix+Iiskg9FwsXihDXNMSLCyzDGOIT0uQosdp+dFST7rmZrihxpDDDYusmdxvKwfMxTDXGGAVLj+91yRhnG1l38Q0MGw7LNajp/ecMEy5oPQuCDs/lxQ4+HF/ilcZ2ScXQ4DDbMTFgunwnhPDcbjGS4fmHHFxcfCxMWTyjljkHQmfopmJqf4xk2uA+8Nc6/KC6nsF0+Hn75qGVGvTV1C2Jtdeyy3CMtk26MrlsLC7sbVavJsHxtAlcvKytR5VvDMyRRrI3qrP8IxyNWpoHoV6kZcQaSm8nTBXG61rzWHwTGIrjQd9LP7q1vh8fixcVxPoF6QYJGwMJ2s3j5qZq68+zgWDQnW6n86tbwHLECcIujYvK7owo2mUzcGDVMprjM4NlG/DlmH1n+quZwvLi2Wwv8A0BdUYZNZE+ibRtUUp6LNi6wNyjGiG4badGgK1uHHwyDtFFrGHFSLdlDgHcDtJUGbRFBMeqYYI91q+7PcYDSXbCLq5nDsw80wMT2YUw2sHlN9u6ZrO0+66TeEZs0GXxB6shEcJx3GrQD3e0T9UxXO0i4oTCbQO4IvRdXD4HmXHSxrXDs6fymVrwvCvEcWrMB7q2bh4jvyaoOBpggkR3hEN07FeqZ4H4s8iMpmIJiTl3/mYWtv2ecTdJ8h7I3Jwx+b1cv6TqPGabQD7iEwaQ4UXuGfZ5m3CXYmGw9Tit/ISrmfZ3i8rnZnLCtvOcfyYnHy/SbHgRNaGeijQTN/kvouF9n+EAfOx8MVoA7Ed/RaW+B8k34sc7UGFMfNycPL9Gx8y0OiatF+ihaSLCv5r6ph+C+GMMua53/02j+q04fhjhzAIwsSBeHhv5BX8flTY+Rhh3EHZWNwMRzoDHOpsCV9d/wLItH+S7//ACOVjeE5NoLfu2GR0dLv1T8fknKPkQyOYNsHEIueQphw3HJgYBBIFCQPzK+vN4dlMN04eUwAdv4YhWtwmM+DDYJ6MA/RX8VOUfIRwnMlvwEjaSP0V7fD+dxKNwHTajXH9F9ZdraaE+1EJd/MdPSSr+H+zm+X4XhPiDyCMu8U3w3LRh+Cc84kPYADYEAfqvo2km4CgbNBFUn8M/acngmeCMweZz2NjYuEx0VrPAhgasdhG4M/oF7csgRAHsppMfuiv4ocq8izwPgihxxEVgOP6hWHwTlSBGO4G8jDn8yvVaCRIQg17bJ+PxTlXnWeEuH4QaCxzz/0gf7K9nh3IYZH8EmdiRX6LtaXE2PooMIu/CYJkwrPDxnqJtctnB8iydOXaenMafVW/wCG5Vv/AOlw/UhbxgOMjSe6Iyz4+GFvjDWD7rgNHLgYQrYsCcMDZhjW9g0LWcu4RNOyBy5AgkDop0jM4l0gmnrFErpdEk1FKytZwCIl0W2lDyQCRNxFlehjLDSxHdTRBGoWM2Ww4WGaajPTTulOGKXJPRBk0SNOk/OJU0GZg/NXOLQDQmtKpdWo/BTYTEFMv6FTmgxNNzWqBbfaDKjnudqcGsBn4lXiYj3OkkAdAKfNOPl+k1MR2iZa4gXAKzYjy8nVRs0bNlYSQA5pk9Sfqq8QOAGmsWJK3P4/2aUGCJ+KY7pCKzNymcIDgz1HZJETMVoYXfMY9kcRpI37WQ0xzfCdhNUzSQaAj80kxRoiXXKoDxBq0O9evVAwJ1TY1i3ZRsOALaG8KaRLhpo2vb+yBPgMAkE2JFwlIIMBrSYH4oTxodUzJtN0oBLSRJmJ2RVbmzBiDYgHdF0B0CTJEzv6IkGZBLpFZGyUyQawZvaEUXCHdJsB1Q0lo+GAHTArJRO8i0GyWDpuQSZjt6ICSKfEXClkp5gNTbA0jZEzBJdI9UA41itf38lFgQDJiSKnrCOst1VIAFTF/ZQuoHGgoai/ZAnUeaSKRFIKAzpa7TNTsLhQuMQJMnr9UskRDTYlxB+iWCSIiJraFB9AozE0ANI6xuhpLidYJmpJEFOdOJhjS0ODgIk2olLJuBQCR3XZ55NKA6HHTIAkG8ofD/pI2hWhrmBxk/8ATKV3MCX7wBRVPZKghoaA5MC9xoD+qcN0l2k834iUfLD3CTe5BoAqdxSWz11bBo/VK5rdwYKvJJdGGyAN0oDYHmBx7D+iL2wvy5ILmskjvE9wsOLgjlLhqc2odE6ev5rtOY52oCxMCqqdgF1xYRPT0UHmcxh4gkghpdSBT9Vx8zhucx5AgnoLDqvWY+UJDtJpNSRQ+64+byDiwDXXVMyo3LjxXEjoqXtECIdf39l4niePEuGkSaGf1X0TjGSeGOIkxQy69OnsvnHHMDEw3YhDdIAkmf0XOtfe3lczniDp1EAbyZK52JnyTWbw0SrOIF7HOJFPquU7GpPSm6xdbjd99M0dX1Vg4iS9oDxbouSTFSTU9LIvxCRJBvJgSSkHosHi4ADaNMTqaKou400CtawIdRec1lrpB1D8wg3EbFSBEi9k2ljt5nir3wdZgVAI3hZH51xadIEdZhYnPIw3DTBBsqw52ud4m0hT2uN33s1mQRfaFaziDsIAkuiawdlzASTUNJEogmK12sqOzhcUIADhfp0VeJxJ76DEN9yuYcSJAFAUJ6xF4rVOSNjs0XAVk7oOzBvIreixlwpBl3rKYuN+0mApqxpZmHCYEgUBCtbnnCAZMW0lY2O0xue9fqprpqkekINb864x0MwNlSMw6ZD4ArSqq1ktPVCCK6RSN1KLRimg1G6nnOIkUt7qmgF4rQwgByGKAqmNYzTmiGgEdJQOYe8OcTABVLWkCt5kgI6Tp6GeiBvNd/NTqKoHFdsSl0h12oEOmR/soqzzXGQDWxTfeHx8UC0KknpHylSJr2oQqe1jsd5qXGLVKUYri4mTbqlLa2iD03U5rEgdkMFuI6pBr0IUOI5s1PulqT090S2Gidz7oYbz3AkEn16pBiuJ1STtBKWHC9KdFDU1Anr0QNqdFJ7Kea8yZ9JNkNJkjtTsl0iLSDsdlRfh5giSCRVaDmiWgEVEme6yNaRECR1hacLKvxjygkup1RD4evFIkLp6cDheS+/cRnytWnDwx8WM/wDlb+psAtrMnlOBcNPFONuczLtOjCw2D+Jj4kfAyd+ps0VK8JxTi2a43nXZvO6WnTpwsJnwYLJnQ3t1NyantYLsbO4vEMy7GzJAcaNY2jWDZo7d912OGZfGx3FmWwTiOI1E2XG4dln5vF8tgAAEuJMBo6kr12TyDcxl24mOHYPC9HmYWFq0PzLLHGcbtwyaMb8T4JsJWs1N60h4RmQYxMINd3eAfqsr+Esa9r8XGy+HpJjVmsNpH/3L7r9jX2VeEPGuHmsx4ryeR4XwbAGB5Oex8fyjmy4nX5WoS8NEDUOWZEkgx91yP/D19keXfhPyOTzvEmNkuwco/GzOvpqGHhAtHo5vut3w+Vje9j8T5bjGZyeG3DZxzJug/Di5vCxKfNWu8ZZhr2YLM/wzHxsR7WYWHBLnEugUbM1hfvzA+yb7PsBow8l9nOZzOABH3h+TGCWg0gtfisxMTf8AC497Lh/aR9lXhHNfZx4jHB/BrMlmuEcKxuI5DNu4ecF7cfAacRjXOL9bw4iC0gyPZcr/AAzOmp53X5rbwTNsccPGbgtxm/5jfNbLXC9JlacLw/mcZ38NrniLsw3u+oavvWQxGZjIZPHw8HBw/PyuDmORgAl+G1x+ritZxsWa4rrU5iuP466a+FYPgziOMf4WVzWIRWW5PEP5gBbsL7PeKPEuyWb035sNjP8A8nhfZS5zzL3OJ7lV6ebUN6V7J+OHJ8pZ9mfFC3URl8Nv8uJmm6v/ALQR9Vqwfs0zD2tOvAwgf/m47iR6taz9V9MIISu5Zp6q/jhyeCw/s00kHFzWT0zZrMV36hamfZzk2x5mcDnXluUp9Xr2YaReTMqFhewtMgEVqr+PxTa8rh+A+GsJPn47rEacDCb+hWpng/heHE/engdcVrf/AMWhejDeoMGKWR8omSQnDxhtcRvhvhbQQMo9wIrqzOJ+jgrBwDhYqeG5YxbW1z/zcV2vLkVBg9EQxpI5gDG8VTPE7cpnCsnh0w+H5NsW/wCXYY+YWnDwG4YHk4WGzaMPBa39Fr0toC9tNoU/hzGq24YVf+IpJxaDzXwaUMIOGJUuc8+rjVamtaCHSTTp9UpdWmHiHaeWv1TYjJ5TnzrF7H/dMcDoLWkLWXACgMGlYQnmNo7oMnk3ED5JfIk952C21nadpQc86h8HaivsYjgmLE+yr8mREFb34hn4o/7Qq3YzhZ1+lipl/QyDAdHw3tuicuRcSIVxxiR8Zk07oeYZGokkmglTPL9DP5BdUdamLJm5Zxr6bKwu0iTJ/VITWSnHyEGVNZIpU1CV2BoHxtgRYym1ED9VW4iY6VV4+QhwGmoM9y0qHBaG3PpFkdQMGZ73lAuoJpupwv7CjDw7EOI2qAi0MEnSSDaXJdQN0Cb1nrKcA4Y0fhB96IcszoafdKXEkmiDnGafVXhA5LT8OG0T2QL6zpaCBSQk1HqkJBoQLK8ILvMJaLTO3RAPMEmQOgKq1kAzfugXmDPZJ4Rk7nmak+35JNRMkkn3uqziQTSabqawd79t1eMU+oi/tG6XVUgEyLBIHiYuZhI90g1sLpiLC8tn9wEjnzNyqw+J1GlIolc40JiNqWToOXUkpDid/mNlW5wE3E2kJA53ad/RXNDFxJvE2IVZPWPnUIOdWd7HZKXTUWNuqYI91TA3rG6rc6DWhp8kS4yRFY3SE6hWAT3qtIJNSAJBO+6oMlj6RQVHVPqIbJi/5KsgupJBiQEKJMyd91U6GAxXYmTKYiG89a12SPLgTURESEQrgS06jQ9kNcTJN5CIn8JJO8Co9FCJcBOkGsdChhdIfQVlLqGqSb9KKOB/DTcH81Jn0io2QJAaakh490X87RWB8/yUcSTIgRufySh8zpis1iyLOkgt3puSqy8tdqMyTv2TvP4t7CCKpRGqGwfX9EALiRAMTApP6qa4ihcBaPXvuo2kgxbdQkOIiKbXAQAO0zFOwqoBPyNQalLNDQV36nZDS5zagNa4UFQosNUOBcSCb9FNUwGmk15rJbQQS0mlQIU1FoGoiZAAj90U0EaWxprepsPbqpqsSHA77T2S1LjIkCkW9lHA6WgRMj8SqPo/mOa0DliYiEk2NCK7UTDUH1jrMSFWdP4iAB27rs5UpL9QF/egKkmrnBgaCLbIkgA+U3U6NJg0CqDS6GYrDqFXAWQxdrAkNl82NoQqWhztNwdIo1SlQCSGgSIUGG8Te+30VDBwlwPKGmGxugXNDaik7XTeXrDdVYPRK7DxC7nrBkxugDiS4S6LXRcC4atTZtH6JQ2XCBU7alTnuJZLheC3F4pm8DJtcTpdivDdRvQXNOih7XlgkACTE3WXEyWE8kOdDiLAx6rjYnj/AMK4TqceymkmBDMQkn2bdcniv2qcJyj3YXBcJvFsZpgPxcXyMOfQ87vkFLYsj0Ga4JhY7YaWu1DcV7WXjvEX2eY/3U4uOMPL4US7ExcRuC35uIC8R4i+1LxVjB7W5p/C8Gp05BjcEdueryP+5fJeO5nE4lieZxAHN4hqX5hxxnV/1OJXO2Oklx6DxPkOEZB+I1viDg+I8OP8PBzXmkD/ALAR9V4LMcSwPMc3DcXtFNWggH2NVRmWvdqEUBoB0WTLZPFzmaZgZbAxcbHeTDMJhc4x++wUxrpqPEgT8DzSpACR3FWuZDmYktqJC1HwVx4sc7/A80GGhdqYJ6H4kj/DHFso1rsTKZjCa51cQYZe1ovJIUwUjibNsN8RbQKFH/FGNmWuBFPhFP6LNmMPHw8V5czGbqu9+FpLqboYLWBnNlxikAVPL6Ji60/4owGThvAFJiYCjeJsIb/DeKfyys2bwtNfIZlnaZgOuLzKmFw/MYrA7DyecxGmzsLBc4HtIH1CYmtbuKYZI5MQCxpHy7InieGdTdL3DaG79YWfM4WOaY2VzOCyYAdh4jKbTTsqHYeHgSA6XloIfhuoPpKmK3f4phEmG4k+klR3FcMCS3EFKEinqspe3GYGN84aeYgvJH79UjS7GHOH49g0aj6e6vEbRxbAJH+ZJFTo6e6tbxLLvIg4rSKj+Aa9gZqudi5XyBOY0YYAmDiDUO0TQqn+GaMfhzNP9v3ZZwdscRyeklz8w2tSMo5wHyKc8R4YGgHMZkUv9yN//UuIGh34pM2HTqm0Q/U5k71kVTB128Q4db71mRuf+Qd//wBKwZzhQM/4hmGjp/hrjP8A9y4jmYZJMeW2OVrTSe8pPIdIE6KVTB6Fmf4SAP8A3ljgUMf4a/8APUj984VHNxLMb0/w15A+q8+3LvLC8A6W729kXMaWMDWtBAjVYuKmK9Jh5rgpYPM41jNsJ/wrFI+hVzcfw/SPEOMxsfCeDY9PkV5huWxCw4oYXNaQ1zgKAmwS4eA7EOhjZc6ghUetD/DtJ8SvbGzuD5gfoU7G+GrHxcxo318JzN//AELx5Y4F29a13Rbhgg/EHirRFD7pia9qzA8LG/jfKNnrwzND/wD1q1mU8JvHL484ayN3ZTMCPnhrwukgkglzbyBHzRa17y4DWXDYNmvzoqr344R4VeR//cLg3uzGb+eGr2eHvDGKT5f2h+Hw49cV7Y/9TAvm0un4j7lQh8HmM7pkNfVGeEPD7zI+0Hwxea8Qw2/mrWeB+BuP8Px94XxK2/xjAb+bl8lIBgVd2NapCwGQWgj0B+ivSPsjfs6yGIB5XjLw1iV24zlSf/zWjD+yjzQPJ8ScCxBto4rljP8A96+HnLYdzl8KRSuEEpyuWM/8vgx2wW/0TIPvA+xfiGLJwuK8Pf10Z7Ad/wD1q7D+w7jDj/CxsB4NtOYwj+Tl8B+6Zaf/AIbAEbHCE/kp9zy1f+XwD/8ASCZB+jMv9gfH3vB0Yj20ggA/WVZxbwbwn7OcgeI+MM5h4Wn/ACMlh4rHZnNP2YxkyO7jDWipOx/ODMplhEYDGnsIVuGzCwcQnCwmYbnCpDalXIOz4h8R5vxNxA53PhuEGNLMvlcL/Ly2HPwM69S67jfYDDksvi5zHZhYDdb30aP3sqcPBxMzjYeDl8N2Li4jg1rG3c42AX1X7Jvsw4j9o/iHD4B4bwsPMeaNWczTmudgeU10YjnFpBOXaeU6SDjP5GkND3ChPAngLiXjLiWV4N4b4c7jGLmgcXDwG8jMywGDj4zz8GVa6gJ/zXUEgV/cfgr7Kvs++xbLZTin2hcW4Pm/FObacR/EuJ4jA12IIJblcF9mtEDWAXEdAYHM4C3IeB+F5rwv9jj8HFzHm6fEHjHO4Tcdv3lrdJZhMbDcxj4Yo3CbGBgUDpILDu4ZkMtwXFxMxkXZjF4hmABmuJ5zHONnc0YviYxr6MbpY0Ua0Ci3GK+hYf2xeDM0+MpxrN5ppEF2X4dnMRp/6SzCiPQ+i24n2n+HXYZGHhcbzk/h/wAEzf8A/WwBeAxc/msX/MzWNi9n4jj+qyvdM6zMVklb1jHu/wD2m8Ja8DC8McaxAKgjI4WCPk/Fb+S4PivxzxDxDwjOcJ4N4fw+GYeey+Jl35ziOdwpwRiMLHOGDg6y9wDiQ0uYCbkLzupsQGx7IHErBNuilq4w8O4eMjw3JZVpIblsthYHN8UMYGD6NWnySfxR3DU+uLTRRxMSTX5LljpqvyTFXGCbwp93DACNUCisk2NfdQuiDFbRKnE1VobIuRHRE4QIile6askx/dLaw+anE0sAChieyYiY01PRKAADI/EmmL29VeMNEiLu9iUIHSnrRSk0pSyV1jH06qcZ+hIO3NKaYA9a0QADABeEhImJkxY7q5EXDmkyQoXUuTI+Sq1kiCKzdEvgCRFNlrF02uBTm3S4juUmIOwSlwbSYMpHvdABJJBupiasrMur17eimuAJb60SB3KCXTVAuBJLSJI2RYd7pdQxNJVbnQ7UJNDbZLiPqBfaiR1LwD3KCxzpiSTsYVTnSSALJXO06QCZNZSeYLEzuUDF+maXOyGogbFVgk1Jid+iGqY7IhyagIaooIVRfMoA0EE/JBZqmgttKqxJdIaJO0GymsWgwk1R+qLFrzS9LGEodv1VTnEBp6lTUB07IVYSQaATCUvMcwn2SF1KUSmorEhBbqvNQUNqigr6Kok23FaFKT1+SC3VQGwCBJgi3uqi+hKGqRXdBY50XE+qDnSTpp1VRM3uOhlLr3t27oizWd7kdJSueYEhV6jMAk3SEmJt6lAznCuw7KF3xFtSe9gq9RJ27wlB6/mshjqgRv2ULvzSEmdzFEJOwk7joqGmQDAO0qup+IR0qoSaSOlJSyAYhxrNFQQ4neCkJ1VoRNFCdTSSJBHWFWSBQxEQRdQFxkz+iUEk2nayhMBvKZCTF/iC4E9RuqiFwMgED16bpHOAiBJNhKD5dJMaWm3VEiYaHWEmkoEFuf3PWqjhNQTE0gICC6pB/eyBgChHYHqgXTNgAAaiL+ikajIn1G3sgZifiM7m03hCRWtRFChBItppSatoQlcTEAg9xSOyhkDSW/0QeRq2LI67/oipWK6oESYF/wCiQmTQtiP3RNqFngAnr0SzLYn5t/qiFEUidQIgIauUfjg7b1UJaGFpaytAZUIgmSYFYNYMqCQdQ3I2F/dAHSIAYBHcJQXOIBgkExDSkL3ViD6IpyDpbZsVECylCYbFOaoqPdK4xAcIAjafdTU2YBdQbGAP7IGDQRIvEfCEC4NfENa6SaVj+ihfzaQ4GRNRZQOBGprWzND1KdAuiDFadLe6UEEBzhDdO1fkmMAnU2KHSKV39kgJeZ1VpIBmFFfRGYhfyMcHkD4gP39FHAkQ+ovFwlxAx0BpLp7/ALhEQQJBGmKD6Ls46MiDYgd4hGdQcXGYFgeyhwxMPLovO0pGsJ09ZmNMyVWRa9gIYW3FpoPbqmLQxxmSbXNUpw3wAXNcAY5ggA9pGpsweYi4RVjSTQCd6dOiXXq2ImtKVSvrRoLQ48wJuEWkDlggAUKJ2gLiRVxINY6rj+IfDWU8QNw25z/OwgQ17magJnuKyu1q5RLSBsYlPylooRTcIuPkXFPsD4dxbE8zE4tj5fEg08hr2e7XUK24H2LcCw8HCw3+H/B+aLGjnx+D5hrnkCJPl5oCTcwAvpzHsDC57hp2BonaWHS0EEUkzKzka5V8ix/sIyuJmzj5HD4NwvLlsOyOQyuPhYD+7teLiO+TgqX/AGAcJfX/AMPcHxSBOpnEc3gH25z9V9oYP5T6BXMoKHY7pkTlX56zX/DxhgA5DguaBADmsHG/MYT6PqsOQ+xfxNl28TweL+F+Lsw8TKuw8o7hmbyz269QPOSdVQNwR6XX6WD3a9RIPUEboyJIc0AxJpRManlX57yH2QcOyeCMPiH2X8Szr6asxicFxcNxpWuBnwD/AOkFX5r7G8jiRj8F4Fi+C9InF/8AdvFMZz2i/LiYuK2T1AK/QDdI00ibb+6duI1ggOLT1kj8lMXk/PuJ9gPDcXDl2Qx8fEd8WLg8YzWA51L6HtgfJcHif/DwNDnYOX8Sg7OZm8DMNja7JK/T4xZJLTqjZxn6I4hLANch0WLt1ciS1+Ncx9j2Z4JnMLFzuS8R8Vy4J1sweBc7IEiurS4W+a9LlPCHBm4nlcd8TZ7MOx2As8nG4nwYYED4MRmJlX4YI7Ejuv1SzHxmwcPExB6OIp7K4Z/NNbTOZgtN/wCK753Wcalx+TX+DfCOLqwuCeMMVmeDT5f3vxkDhau7X5Rsj0Mp2/YdjcTY/FzXEMTOYsif8I4jlcVsdg8E/OF+sncRzbx/Ex8TFbsHGfoVmkOcS7Dwj/q8ps/knFb5PyHn/sBx8MYhweMcVy7C/wCDO8EbiNp1dgv+sLzWf+yfjmTwDhN41wPGwWV0PONlfnrbRft9rmEthrJihIAr6J3YjdLRisw3Nivmsa4fVMSV+IvCvgjC4hi5fh3DeL8GymfaHffn4z8v5+HiCKYbcy5jcRlWwWu/FZfRP/YZx5pe/B4viZjCEEn/AMKZHHBPqzNkL9G5rhPCM/h6M9wXhGbwzcY/C8F4Pzaeq5L/ALOPBGO6cTwP4WcTuODYDfejQs41r83577D/ABJmcXFbmfD7svl2/DnxwXyg8f8A8TMRxn/uXleI/YxxPJ0wc/knPJgMzGSzOXJ9wHD5r9i5Pwb4a4fiNxOH+H+HZHEaZa/L4bsOOlGuA+i65w2BsOa4tN5eY+quJr8I/wDso8X4XPkeHZPOzQNwOJ4Qf/6cUNK5+W8BeIjn35TifB89kxhMOJi6m4Ze8D8OGQ4hzugHeOi/eGZ4JwrNknNcPwMfUK62A/VcniX2eeEuL5Z2BxTw/g5rLuicI4rw0x2DuqLr8gZT7N8xn8DzsrwHCwmmQ0Z/xRh5HGIHXDxWCPmquMfZtmuB5YZrjXDsrkcmTHm5bxlw/iBB/wD4sMl59gv1vgfZV4VyjR/hh8RcLA/Dk/EubY0ejXOc2PZbcDwNlMviDEwOP+JwZqMbO5bMNPqMTLkn5qYa/FDfs+4xjsbmuE8HzHFcmWjQ9mPgy4H/AEaw4dLLlZ7wxxzhrnnOcD4tkoNn5LEIbPdsr98Dwnw8OAzeG3OOdOp2LksBjqd8NjZSv8FcId/lYJy7wZa7Bc9pB3PxRVOJr+duLi4GBiBmYxG5dxBGnFBwj8nAL0nCvDP3vByBzGDnMXMcRAdk8LBfg4bcVhMA+biHRMg0kRFV+5c14Hy+bwMXCdxPN4mDiEjEws1h4eaw3T1a8V9Oy8nkvsYx+CcTdnvDfifKZbAdXF4Vm+ANxeH41fxYLcRt99JEwmEr86f+w/xbjOP3LwV4rzuE0TOTdlc0Y/8ApPMrzmc8AZ7K42Pk35fimR4zhVfwjiGR8vNgU5tANjIvF1+xMb7PjmsVz8x4Y+y3HxnzDsvw3iGQaOh8pr3tScP+zx2Xa7Dz/h3wW1rjzO4S/MZcnpIewyfUpg/DXEeH5nhLi3i2Ux+HFvKfvWVxMH2lzbrOMEO/GHj/AEEOHz6L99Yn2fZVuCGZM5nLNBJbhYebLsOT/odI+a8rxP7CeDcRafO4RwvOPj4jh/dcQ/8A1MItM91eJuvxZoAEucKXJokJaQZeCNjK/T3Gf+GxuE4Zjg/BeN42IwUy+HxnAzGET1jFAfH+nVUbqZX7KfEWBq/xpvjTKHWNGHwTguAcJrabEEk33IUxX5f14RqMTDB66wmYwEEtIJ6gyv0nxb7N88w4B4NxLxs7HZ/mYfHPDGDg4BPfEYHQI6tW3J/YbluOYAzHGcjivzuJXEHB+JtwGs9GPA+UKo/MHlFxiQSPogcu4khtqXX6V4h/w98NwGk4WJ4qyxi7svls2zsfgBXjOLfYicvqdk/F2Dlaf5ee4K/A9paSPoivj7MF9KX6VhPi4LcIDEL+UGCSIqvWcR8IYvDToPiLhWYMlpa3K4oJI9A4fNdXwv4f4rxJmHlvB/Bc1xnxJjY0YWOWMfgZRkVxNNy/YTAESSiOR4a8HcU8R8ZwfDfBcXK5PiucbPFOIZzHbg5bhGTguecTEcQGuLA4ugyGjSAXEgftbwp4fyXCfDLPD/hJub4T4Rx8PD++Zx7HZfifiDSIaXkQ7K5TT8OG3TiOaT8Ac4v8p9ln2J5HwLk8vjeIPK4pxluJ94GE4jEwMDGucV7j/nY0/iPK38IN19Ue5znOc55JdJcSZJPUlIWmwW4OWy2BlsthYeXy+XwxhYGXwcMMw8JgEBjGijWgbBOXERLhF7qoP0xFtlNVjYR7royuOIRAi5pVKDNaHZUuMAip61slc+PikV2RFxxImYHogROouEVVTcVs1dt6QFPMbNDJKin9KUQLo/F7ESqw8yYAtujrdPNWlYUBL9MhztpnZKH6iXVNfkqyCXy60bdZU8yTU6i4VMxCGry7UYEGUCSDzCawCqQ4RJMm9boueJEGBv0TBYXEMcJ3pVQOiD1VGukh0ibAJjixFST1CKd2ot5W642mJ91NVQ2/oq9Rkg830CDny41FoQXh8zy3oKqvUCCK3KQ4g08tjvZBsQC+TPRA9GxpOr0KBLiTqiB0olEBgl2kjvX5JQ9pEOdS6CxrtJMTHoke4u6EitksEQWHULqUghw5jugeTNQJJlAugloA9YSgcoBOqDQFDVJ+EtHWZhTAXSDIv2VTyDUj5ol8GGmehNEoIaCUwKSGkmpPdKH87gRAsFC+oIJ9YUcwBwaBfcIBrmh2S6q7JXQAQAf7pCQgYmqBMWSkxMRsfVCe4UDaoHQ9EpfWCZKrmvZDUBWaopy4keiDua/5pH2gIE1tapRBmkTZDVEVAhAkEnbskJP0uinJtNVC4UjrCQun1SF1EQxdqEdLQUCaEAVibpA4eiBvsa7IGJExPzQmp7JZkWNt0oIAofogeamCANylLgZqQCl1CxkgWS7CCAgPXYet0HOi9kpcazUUQ+GIQMKgGyVxmkCndTYTQhISRQTRASZN/wC6EgUiK0Umu4PYJAYoDvSEBJF9Mn03VbnCps6LA7pidNBAi0JXQDIEjcgWQDVDrEn1SzzWvQlQihFp3BolB01BuZO6IUGJMuNYBikIGlG7eyhdUifeLJHOmYBr1PZAQRBmDFh/VLIM7mPRECI1B3beiRztUnfYEIISA4wYEV3KAJe0AXHaDTZDUPxOHuEDLxzc3ofzRRLi016TWxQc5oDj7V+iAaA6adkdTTq1EkmQCURCXAWgCeYH81WS4ird5In9VHuIFJ3M/wBktHQegtHVFFxgiXUrVLqAAERtEx6IAAWbWelEJawC07+yiITqBLjM991JBjSZI7hEAU7D1+agaCAC7TSY6oqEkGTQzQApSGsbYaQIEVTapDS6QfSD6EIEwDHMZmBZFACBJ1j+qJHYAmDcyUJa2Jo63VAuDiBINZPZA0gaTEEEQ0uoaqtzQyNJOmJMUhM11QSXTIJDjZISNRAMxvCmFfSXa2j4cN8SCC0j3VfNQgNaYkQVcIIBkNMRQpNJ5S5hMGgn99F2cfpKxJaOhEol5aBqaYil/wBFI5Q4AA3b0MlDcAHeoit7qoPnNd8BuKAG/oi1oa0Q50mKkRKEVJkUuIv7pHYbaFrAwCSXCh7+6qZva0RoOk/E7mEXTGS6BMHqVTLoaTrg2F0/O0j4ZqILdP6qa1iwAYkUIBrJ3QLwwGGmLUVL8T8Lmkg7sM6Z2TOxg5wL9YYCZJbT1QXNeQDzEN6THopJgxUkhVHGwy5p1ggCo6qxpMmoupCngSdWm0xMwFcG6SJpEmh2VNCIc70EwVDiuABDwQRBnZUW+ZMeUPxQRNAm1OBdqxCHTBPU/qsuskfDAkGU7DJINtzEfJQafOcWhpMwOkIEucw27bKqdLoEukmv9UxLqzWuyC1uIWiswBWDT+6bzIbBaaVHae6obiQKECO9SkfiuIPMJFgDf9yit/miTMCRaVBiweU03qs5xWvs22wSyJNhAo0n6qK1HEERqJFJCURILa1g0mkrKx7gDWK0IpCVuJpJ1TIsBJBQbdQE7mKmEQR2JAsSssus2gmhduP0RZiQ8ggkCo2lQbC8ATqJPcV+SY4kugNBm80ospeC2WNIb+qY4jNUU76nIrSXE0BMdkrsXRcEmagV26KrzIJh1AYVeI/S4GYNqHdFaQ8kNBGkkVEVU1ikVgdYWbUfxip67pi4yeYATeLBRWh76CWz0pZM14JkTTobrICCKE+vVWteHReD1/oqmrcR+nQ6BIdU9Nv1VmogHr6rO86sNw6tNAL9EzXlwJDYnoZQXTS8R1Q1S6ZM3uqpGoU2+I0UZiRSe1OqC8EzMmaFAvOmRfrCTzA0D6dkGvls1HVBaX6m01OAg2UBLrSa1gqhuIHAtFW9OyDX0h51PaYQXkgE0HcKBxDtvZVEuH+mawpcwDI+iitQzGIw8uLiNtZxChx34n+a97v+pxKy+Y5xqbqGkVETuUF0lpkCptCjsUmZ0u7PYHfmFQXgRDoEVgykdiB0VoDWkEqiOyWRxXTjcN4fiEX15HCd/wD0q9jzg4XlZdmHlsA3w8HDbhtPqGgA+6pOKT8LQBtJlCS4EyB1ICkFhkjYjZAugUHzKqeWhvKZ/wC5Jr1OIDaRSiou81rJLnCQaxVA40aS0OPSiqc/SCC2Op69kHPoafqqizzaGBEXB/NQPJoIvNAqjiDTQQKSAErngiZMf9KC4msOnbbdB1DcwLyKBU6iQaO9bBBxsN5rCqLiRuBbqg2CHT8PQbqsvhpgUJ3KkuoAPcFA8ijRHyQIjTv1CrILaAAG5ULpBNCB9VFi6dJvHsoXF0aiQAFScU/Fyx12QlzjzBvpZVFpcTqguNohQkxJdHZVzpqQK2Qq4S+APyRTuc8atJmRU0IQbBMnUTNIAQEi0+ihhrQIcJ6FQMS8NJDx7iyLiWkCAQR0sqnaaSXQdkHadRvbuhVpeY/DO2qhUdiaxzR3hVh7R0AjoiMRrRNNzUqoEhzuWRG4ARdpJLpd3OkoNcSCGuaetd0oe4gzIExOyiiXkVLw1s3KjdxS1CCg5408pnt3ShskwYkxZFPB0mCIO6pdIBrHXrCjmN3PepULYgA3rdQJ8TtW1IBCnM0gA7T6qAOJJBLTa6DtWojcUcenZQA3pUmsKs+pACd7ebeSdtwhqkxCCskgwYSk8skRSwR1XSmbiT7pQuo1pE2QBg0lT4TbdLIqdgoqCNySaqahJpJi6R7tW/a6BdFQZqgOowSPzQJNjA6G6E1M7hAEUM1siC6kkdbhAvMCv1U1WqlcRM0jogJeDU9aJSa0qg4wBEIE0NSgj9gRZKTqPUdCoXjYJI/mmTsCgOqSZnUlNr2AnqhAAoACd1CdRgbIITAIm/VSpFEHWNwe4SuJHSiCF14ULqx1Smu0iYRuYkinRApeZEGB6IF4ApXrSFJkSLbQldJBkk+9EBJvAg90pbLjPtCVzoMT8qpS7TJmu0n5Igy0AQCJkgmxQJJFGgE1MHdAG5v2QeTLZnTeqCAEzT202SnVE7/n3UdERMbyUuoTVxpsVFSbAwTY1oiTzWb7fRDpqkCqAPLABFKQVQCJNQSdhKENcTHMa9pRJgSTQXEITQ1kTAneEAMSNM9oS3FYrYmaIm8Cx7QoerxI6oFcYOlsW6klLIMSCHEUATB00FYt6oE6QQAZNv7ooAh0uAttpS0FLm5Ebow0AEkwOqQkfC4ECK2QKWg7QZodp3UkkOBpPWb3qnNdrUg1SOERBr0KCGLTekXr+tEdQJ5Ruad+tUHEQS2gmfUoGLQab9eqgbY1Ig0EboMcCJF9x02KWtZpSuoXRJNSadTO1kUppa2ob19kS4tihB1VI69EjiGxpcCZNBQoaHASYECxm20oj6YIc8iC09+qgIFYIdWUgcQIbBJMBSfi1A6uq6uP0XATEEyfYqG5c0wYgAtSB7eYucRpqJE+yJjTM16TN1UvRgGlrjAJub0lRt6CCeyV7YECr6CgKkAscSXNig79UIuA5CZND0iKpSwloJmDU6TCUOYIDjMGLVohikQHNbS1UPpYLYECCakCordPhUw9YJma11bqrDdYup1JqrJGpxbRoi+/sjR2xEapaXbilOyIw24gGlo60FillpIBJB2omBbFamZMn5IyD2BggF96Voq5JdAeDSZIn1Thwa7VqEC4AQLjQudvSTCEQnEEEhsbUiqYHEY06MNjnRbUY/JLqIMaQW9jUJmgyNIgXoaJqpzukhkOPR/9VGOdWWXtFoRJLQB8VKwiDEVDTsoqBxAMChup55AIgh0TEEFMA4zIpaaJsSIj2BlD2BxK1N73n8kfPaOWPeSRPyRGk/GDHUUon1t1ACgF+VBUXAtJLtJMAjr7wgzEGshzqb1V0xqiWm5iUgBJDtcE1mbovWiMVpdBc4dupTDGaR8WoG3KUGuH4yGmLT9UwcWwC4RahUX2D8UQe+4Boi7EJcNINaxBgJg4wGijrwDetVCHTMGtIiyhmlbjcvK1xMzVpskc8GDodM0um5hWDBseqD38sEFsEEQFVHUay107EthAufUODjABpsoHkCIBk0HdCYImCOp3UFjXwaMcGm5iUS8BvLhOAvt/VK1zwOUCBdGJc7TpgEHvZBa3GJ5tDnU2ICGFmDpA0OGmk9IVDnQ5jQTWfSUQQSWkC8mDeUVoOIHCuGST6QhrcWFrGltPkqRpkguaO8pwTAtHWUFrXmh0Enf1Q811i003kKqYcSTQ1myh5jSN6k0QWeY+ZrNSaj5KeaRiS1vxd1Sag6iItEokBzbGWmRKC8YrgNyLhL5gMQSfQKtrpAc2SL0Mgpg4wAJvZA3mikl0Go7InFa01pFatVRMNoD6lI3FcSScM9q/ogsbiCOdwbQzS6IxaUIFrJATeDGyVxqZg/8AaguDwTUuLjYAI6wKkEVkSK/JUEaYkQFNIB1M5YuQiLNRrSp+iIeQCAJ6SqtfIeaIUDjFIPdUWmT8cxXZGgEtcBA33VLiSCQBFLGyJdJktNrFUOcQAiDc1/2THSSZ+arGIdRAAae4UOt1NQPWBCIfUASNu6DnAm47CFUNQmBWqLZNXbCoVDHEDTMj3CUFptI9oS6gDppO0VSiXOodUBBYXgEtFXTQKCT8YiNkJ00EDdQCTBiBaimCNJc0NDoFbBB3K6OUn5I0BOokx3S4Z1HmEE/TsqIHiHS7uSU4IAET8roag2YbGpKG6gYADtu6gZ2I8Agi9pTMcSDIDQq36iRBlo6UTtLHANDg32VCmSaOINoRfYhriXwQCdksEibwbKHUBB5YF5UwEtkVkxRJAmABToEodfSdInomayWCSCd6oAS0lsNruSIP0QLeQSdUXVg1CC4Am/uqySQ2kAGsKKjjWrgAO/8AZCQTOpskXKax5hym9EpdpppIlFI4uLibUuFAABIFR3RJl1D2slcQHGKd4QAuIbqcKXQDXVhteiUyRUQw1lFt4Bqa3uoCXE7mQP5UjgCSNQBj5Iy6teY9krJBdUAAW7qCujWkagk6Vp2TuJ1cpn1oq3806qoATEatksiJFOyJmxaB0hVkgTIMC5Kig8yBEgKEggkSkeYIpAgKdyZgIVC49KRCJO20US6oFKABA0MjfqiGJ6FAGgIqYQLpBH1SHYE/RATBvtUQlNSZp2QrvYVQMmZMnaN0DOPanZJIA5q1shJirY/RKDAAufRAdRMlsegQtQygSL39EATFaAmlfkghJpe14UINZug+kwSJQPrIiYIQQ2Jk3iqEukisDfupvNtykDqwJj6ICCKgGt4QI6A0N5qg6CaRQmqVziSTeRPRAZAM6ZNkhmKiPyUBg3AMXCBrQ16hADIgiIjqoGxFDI6TCkEAyIM1QI2mAghJM6ZBKU2FXTKBIrqgwbxdAE11G1RSUDEnaSKpSSS5wkg7C/ohOw9ZG6APKRUwOiAmhls9AgSWmQR6ylgAuisXmg7KWOxNfREGo1AHolc4zEkzM9kXEA1NDsEtusC1ae6KBAJLgKuiYvRTTFBeYAuPVQgkCad0hEG8DtdFOHEjSZcZEgJIk0sT6okc0ap79kobaJoN7oELtUx8QFjQFSumBcE0No6eqYV5hJjexSmBQk9JFj6hQM4NIALQazpm6SZ/ESRcGon3Rc0gEtGk1AIOyWkyTJERW0oIHiDXeBO6JAkiRQWBIkJdYFJAkozLRFO0FQR8RAoBUdp3QBMnQKRUiybTXU7SOxKQaQL6Z6CEqvo7C6jXOBNwWiiLtb2w3TXuYCUAN1Cgm3Nv1RMuJhrriDNF2cPiQGgB00peUTBAIbPQaiISvFtRNTIEJy0B2qtaRFUhip0uIrBNTBiqJwiACILiQLpmVPKCXEaZ00RkuMPnTtVUCS2+qCfRAwRIIaT1qQncWhsUFfxbKOkMo6sgdFakoNGlo0ukE/iNyrYghoIeLEihKraXam8oIJgc0yrC0CYBJ3qotK9pY4ACS62rslcXAQ0GbAB1ZRdBIAMNaIkggJxoFRJ1CpEVRJv1WHOe/S0O3klqdvxDVJHVNobUEEAQR1S8xq2dIMmfWyinLdTZbqkUkmyVsFo5a3EmoQLjDiJ1G9aIF0iAKRyg/mh2gEmpJikdVbyMg6TagIhVtc2RpOgVATS1kanCDSI3RUDWEkF4HZsoudpiWiJBFYQDSWGDAJ2FggC52JoYXFxduNoRVsg3BBOzkzG6QdDjTaEsCoAExBlyGoGopsYMSUQ3mVdEyJqU0A6Zi1zskAfrIcGkaZuiXQOYF1aUtVFqObrEuBjbsmY4AaSADFe6BA2kgmSlkOaXC4+EyoLPMaBQgCNqpOb8TQZ9qKS1zTpJMXlVvc0SZBaLURVw0EwJtv09UMQhzaCnVVsxS6XN6TH7ugX6nUBm5JF01cMwmGXO17dlZqBdOnbf1VQcA5wIsfmmLg5uqeYdlBc4S0loHo1TUCGkSDvO6pGNDdXUQITtxAWgUmUBmSBJ+SUv04rSALaZj3Rc81LJJitKJXjS4G0Ed/VFWuAdDTy90ofrEAaSD7IuaABcjeICrD6QOUTQQiDYSRICDXfCQXEC3ZQgAzeDX0SElrKH4Tv0RVoNZnm7hSsVkCx7pZbGp3LNY6pqGSXQIt1QDDe3Co0Rv8NAU2smZAgdEAAKF2odEQ9sAls9EAL4qdXy2UDtR1OHolLhJM1slDiS6a1pH5qoLXOcRYCyZwE1Mk0ShxrDCT6WlAPdSeXvCBnOIEGjaRRLOqYFARBqgSTVjhaTS6aoFDJpQII4HTLWyD3Qw3kjlbPVLuA+SQbJiADFZlFMTLTSAprDRUiQLoQGzIEdYUljjRsEdlWUGMHUpeKlR+ktqWxsJVby0mQJIR1Nc0UIOw6oDiPbI0vBrBHVDS2RWQOxVh5Z5QDOyj3aWgSZKoSjTpAho6BBpq78LTb+icEiYMkomS2kn1QI5zBexqJU8xv4n3TAQOaafNGhFqoK3YgcWgOnVM+yZrwB8QBVT4D2AmCWmR0UOmYFd7ILtVYaQSOgUlw+EyJmFXpbJgDtIQIa0gfkUotJkyTT16pR8JIDSNpO6QUNHYnshJH4yN6gKB7EaJaR06KAQS4Ge8wUut1vMFdwpqI6GBMzZBBikP0gFtJE7p5c50dQqzLSCQfUJXPBMNYSSKAtlA4eXExTaUA4tMHreUrSGuDdQaBWIsjI01c0+yinLpAHNFQISukGsm01KlYo5tL90CXOq4R6Hb0RQnSXRqPQJCZMNJNCLIhxEEBwolDXaHcppAjVZA7g0SKEgRVI0S4hpgiGkwpEgEtJKLQGzAIJ7qBHEiZi8GiEGve8oOJpNwPmo1+prS7e9ECEkRpqFXictxJV2lsVMn9FnLpfpoY6FShXE0F/RISZOyZ5iKiJiOiTc9QoFN+iFx7eyk1pdB30lFCR2QHaw7oOdA+ZNEC6YQEugwJF7qSY6EpDB2JMJYAnSBBqin1bGIt6pQRNoHZLqkAe6kiTE2qjIE0M0EdUgdJFIJFOpRceQitbIO6CYptKKGoaiQAOglAw4mnsVCQBSNQrRAkyDJ9EQ1gCIPoUCdLjU1G46JXPgj+iGtsmpcL1QQmprc7JfhFRPZB+JQRWTQEXQALQSautKAyAOkFB5IOk/KYUMh1THYoToNDEf7ogTp1CrabbKAajefw1EQlJG9L7JXODwACZtBCKZ1DaNh3SuBcBfrUfomOqdOx77JIlvI6Y2NkBmf0psoRDDJDQN6JY1DkpeChrAtY7/wBEEmsAkm9rSk1XIBIFFDAEOAJFwoSAYIqaoIQ0yGtJEbUgoBxmhMXkJTQOkSR7pXRWN6UQPQkEwNqbpdRDS6hIdN4F1KEVJHSlwg+SATzMg9pRUMg11aupugJBGomh3SE/hkgn8vVQEAkACDSgn5KA6SZAmINeiM0OkaqwYkzRJNuW5k9io8t1NFY1TSZn2VDu7EVPS6DxBM8piJKQYgc4AUMVGw9UgIH4gWkmnVQ2HIlwc4uBApQ1HVRzTJgEO32SHkbBcSKxNUBpAh0EQAABIhA7zSIkgEGsR80HPluqJtABt7dUgfqc0mlLGKfsotLTeOoBqppEEB4c4EOeazWFHcwJLIN4FYQL24fx6g0GhPcIaiRIIIkSDvRQ/p9LBOGQQRqsDFQEwrQmGg0pf33VcCKuIMWoqzeGEt6Su8cOlzpc5zXTcxCOoOILzNgqzh25wZ3/AFTNaW9XGlQqUA4Eaifi2j802mTPLWkKtr5BILgDME0lEPcCNJvflEKLhy4apIBETaaqOhzhobqNzFAAk1BrS5z4inSUoAOnW0uc6DIqTuqyvEtMhzWz8IiVNWoEEtAE0SgCWlgIJrOmSUzXtEguIIJoUaKHbBwLQbwdk7SSeYEkdZVZfqY4tMN3gp2uOoSSRG4kImnFBGl01mqjRLTWaTEXUcTUOOqZjpP7CjJsSa/kUWg5+otAMAiogyPRMX0Jw8RoG4KjhHwkzEXpf+ihLpqKIAI1UcAYExsmJEQS4DefzUEPDOZ0Cb7qO0aqA6QLR9VFkRrtNJpvIv3Qkkh0EOLhv9UriTOls+oCjWg6S4E7STCKsnS4Oc6PVWA0kSa1jqqhpJhkbj4qhEgMEVAA/mKqHaSH8oIBtJ6d1Kipo0SDWyobYanvgRQJtFQSZmakVQHUwAAE6ty0J5cKktF4gyUtfwkGJHwiiQEmBJOowItZZa+H5aOmb91BBq3EBjvX0QcRJCV7S6Npt3QEAE6MMH0AAj+iYM5RqIFYIbNPT2QDuUNawxHRQhxaNMQRQ7KKhvBNPVHUI+Jwi8oOk6S4i9gNlCQ95JAc4b9EEBiRWTsnBuJ0id6hUggPALQ8OEprSKRMz0KC7W2RI1T0qnImWxIIOyzgzMnlAPum1ERvI2KKsY8Oa2TUCCiGjVEgT1VLXiSAfxSIG6LHE2cSPSFRYWiup1YVGMTBa13LqEmpmU0uJa3tSbIE6RqPaCoHYKAESYMyFY2lQIVGGXQGu2mnun1GRSh2QMwlsyJM9dlBEjoe6FYm5O3VRtBa26oZwaWw2smLICGE1ubFKSXdB1hEP5iZm4MBENrDY1VJNKoRNLf9yrc6rYvOyIJuG6SN5qgjmgYhiKNEINaQ6KCUtWkiNVt90Q0DUXGbXNqfRUWE0l3uZSHFbB273ROkCAJMdUD0gAKBS4HTQkgoh2r0GwEKQY3hKARM+iCxpEnaqDi0TAAb2STzACpm0KEiIim8FVFjiIMTJ/JQA0MyYVY0zGrTTdSXUkgzvKCxxNYtZQPNiD7KsEh9BdFwcSQZi1KSqLASa16GtkC0GBQdQla3S0tLnCeplKTJEGIQTEHOIAMMINO4RB6mD8krq4rRYaXGT6hTaDBuLIGpWDNKphAMOJM9DCWwE9NkNP4jsbBA7g2TanVARzRpIvaUCRUCp7JQDIit6k3KB5E0DdRoJF0QNWkCAd6qp0xqe61U7WRO1FAXP0fitVAOILjEE3kIPcJDaGImDKmsumSGg17ooybG5qSlDgGig62Raaj4jAQaARUQboJQGYZSaEIEMIJa0Wnp7KRDwQKHui8sLmyQHOmB1UqkDWk7iRSpQLeZtXiTIqShXVDYi6hLg8AAgVtW6gjhDp1Gkb/VAB5kgwUpcIBApNyCJRe8Fp/DFiqK5xGtMaYmSYhSXjDAhpmt6lHXAlwMaaSRZEPY6WMqQOqgBc6A0ik3CodDcQwHDlN7rQ1sC4cS6J/RIQC/SSYETAUozvgthpNR0VZMuJJ9lse1pbTY0lZXtq4mlSRRRVR22SuqIO6Z4DjLQB39lW4Ge0eqAEwTWqmr/dA3O3dLJFI6oI4z8MUHog6xrB/VLqvfvsga9D1QqOtUkA0qpJM7CYoEDFAaH1QiDJJvKIJ7kgxvVIT1p+qJOkDS2Z6FIS5oG8goqOI/mAihgpQY06TG5PZSTSk9EJcSSDJtVEHVsTaojolcbgu0qPdMuB+l0HESS6gQGTqJiD07JQCNMN7xEd1C6BJi0iKpPwNI7UQPGk3psOqBIJtLh+4SucBJBpIM7oagY9K0hAJGxBmtrhR1aPAI2rug46TAmCYgIagHHUCBNYAQEE7jTNxeUCBJkek7oBxJFxApJQkTctKCONamoFISkwaClTHZBwbA0gQSfdB43BIpZANYZEkS60zQe6DXAyWi+4CYUBFaVqJSmt69KyghIbIaC0TbpVLqkfDJtCEuiIdINiLoUmri4yRER7IptTZpPfTdKTJqZil0AQ4QTzDvugTbVWQYUBDhJLa9ACKe/sgOUNAk/OimqTpBAdEVAn9/1SB/xRMj2hFNHMQ6TNmkmnogIcCDJbAEFAkARzCL6RM9kgMMaMSJAqGg7/sIiyZcdQps4pXGQQ+57xO1FJaCI5a6YA37JSQ10E6dMmxt1QNfVWp6mooq2Nt5ZMtA3j6IB8t2BmKUHvKXUDXSQTapg9AhIscGlsRIoQCJj3ShzSzmrFIIInoEofJs0wIvc7qBpABY5pBMEnooU0iQXGSDMCT9eqOIQZLiSBQwVW4SHVjrsOzpQNZJEGfi3H91FfT2xXUTP0VbgQG/in+YK1pGH1HSBZVasRsta4QamGTBuu7z9Hlx5nuHKB33TV0vNXTfZVtLooWxURpqQowPbh6nzFvqi/0kDDnWSZrUxCJIeQXDp7KOcWmQZpABsf7qangkCWNmDWwRJUaDqYREQYAG87KO+MaAaVIse6YBrg0S7qBMWUDBQ1tVwcUi3DFxmfh27pvigAAj0Wc8rny8zSCSma4hsh00qZkV6IG06g6YO8pmHE5TOrVfskkltBS90NRcAI3iLwEWxY0EFrnwBYS6tkfMBtPeCkJI1TSRQpZAI5XHeQqHxMQhohhc/oKU6+ifWHCQ7VUAx6bJaaSHQS4x7KNOpwAiDFXFQq1ztGkEf+pt1Vo1aXFx0jYiVYzTEPNb1RfqcRDgAKzFkIDaANN9jEVTEa53LTEGxpdJWZAAkWFiicTS9umadaxRFWNa0TsoYd8RJHZ1EPNBuYNIkfVKDqcQ/TSt1QXtc2pa5zQYglI4kOxA3DcYEmDaeoU+I8sQbUj2Sv5sUEy7SNzfssqYvBIDTq5aiLJ2GWts1sbD6Ksua8AB2kHlBImUWvOlpk94MFBaGgjlbBAqamUaTINOkJPMEQx1LGT+iYvDjM0CAuMOB0mLEdUhc1ooaGKlNqBFCRFqyqyXSCBf6qKZ7naSCAQEdY0jSWtEV7JdZaAWT8koPJDoHaEBcd2iqhJG5r32R01BkmL0sgGvJ+oHVAWyyxAN1AQLiPVEAgTAi1kjhq9SJrSEVYXEOaZrUVKJeHyG1gSCFQXGIcBeZi6Zu+gU9bILD3v1VRFBUtrQFGhJAn0iyUxqEjqZQWMJBdSdqGENUWDxXpIStOoktFOqckfNA7CBEmZO4KgLjIGkG03+aVziQJtslDQ25rNAEF+obAHuUuuJJMVpVVQ0A0sFIFZHKgYuLjRxrNqeyA0sqwxG10oxG3cST+SZpHLuIhUM7EkxYhBpDiDYHfcqsP1H4dUdiCFGnVBDhXsiLXEaDqiQgwtaaNaDW1UACDyuB/KEASDy/L9VQzngXMjeSoCKmASLeirDyXAjW0C9aJpaJr/dASRN/Y7pXOodM/NAmvwkDqpqEUEibHdDBOkgl+6jTWoFOiTcgik9VGkm0iCQRKEWF0R0go0N5i8FAENNadSSpqqahUSDXTJqoHG0U3kImQZFI6JCZrYkUpCghf8Ax8KBQhwJjais1AAiabSqg4EVEx0OyIImgpCqLA4ACLHZL8Y+KQZrN0Q4Ce4UkAGghAzR3FRJ9UmqdOkafUqNcSeS3ZIWPoNQbvymVFRwqBIB6qxuHHxAur9SgIBGmpN0DJMVp0RBAIEEUv6lQCdUiyUNIJEk73TxcBxJPRFTQNxulA9LXKhBbAFUZgCCDPZBW6N4Ndio4hukFm8ybppJFD2ogC0kagS6N1FBorQ3O9FIlsyRMx2TaonUDEeyGI5tiSQY3KBHatDQWkgbIEtm4vT0Rlr7GiqcQcE1o0SKCigsdYNIBA7XQdTEkb0JhVuDQWi8mNREKwzAqa0ugR2C2RJg/hO6TDwtTcQuLpY8gdlZp1mS6liOhQa1zPOlsB2IS2u0D+6ilayoGogGtQs7g46nS2JIhaxRx5ZMjVWs7LPqGIIAvM0UGZ28V6wVW4CnbYqxzA3VBMVt6pJi9IRVdDGk/JKRWwM9dkSQJg1FkpcCae0IgGgMkzFUogTX3hGs09apCe9TugkW7D80tqC20qFwidybd0C4Ft0QHSHANdHqgCZqSbEQoHFwJBHWnTokJoaz2iyAl0kEyayTcJTBaA4fVEusRBPolJmAZrt0QGlSKipugKExQSlDpLQIklCQBJgRWDsgOqJi3YIajJHQRf6oOJDhUVt3Q1mBBrt/ugPQe9DVCJmYIkXQ1AzUmfqlDvhFCghGlo0ivUhQ13M2UcSdPKBRLqdO0GgQH0oR3mFDH5SlqTSKeyUnS7oJogMlwmTzGK9EJaDyySBaZhR1JgDUbwUuoAlwrahQExV1RuHfmgQC4i3cDZLrvJnulkQTInTT06qKZxiDWISG9TJ3pWUCQZ0DSTvJQJLiJdPMYhURzoh0mLV+ijTtAhzqU/Xohq0xJoYsD9UrHlpaHEAAw4xYKB4adLTqMbwlLnUiTMwOiU4jiCeSTNtkNZgukT0/e6AmJmKXvWimrfobblKJDyWjVFQFC+ovHYSPdAzpDQWy59KNt/ZJMa51NBMNI6V+SBLmu5TAvDm/UFSpBEmSagOj6JVAkksE3vy/L0QJcZPMTEARQIl5rBmwEH6oOJxC5o+HpNQpEBpmBOoCIofqi+DV0xMiJmUAQ4GpcAJAAindLMNaRAPrIsYoop3V+KTf4jKXWYAkQKAuFbbqtxIBDTqEy4wL9B3TF0EF2obAzUQqbH09j5OphDam827qPc8t1EgHYDolaGsPMSIpJMpyXEEUcesTC7PNl1G4hc1xma7BDUWtMfD0hQSHtgA1/mKDiQOag7KqUYh+F06i2Gktv2UAOkCQa1A3UBLjqPSQTZNIoNQBHenshqBzTqDXAR3onZVsAOJN5dZU4mLpbpADh0JvBsp5hcG1gkGnWihpzDHgyAReETLnVMO2JqgQbtpuRaaKQ4NOmDW4Mg/NVUOwJ2qZj5IzLaE3gzcKt2Kfx02BinzRbUkVLqlZUQeQuAERJhTUCWkQIKUP1GHQCQQR1RGkiYo6KXCqe08w0nl6J9cidR9KUSQ4y1wk7IhzoGpstFafkixa18OFxBItaycnThgwGk7Qs51mXO6CIR0isECR0Mqi4OoSaVrWyjtIcwnqYMdo/VVQ0tm57hTXqxDp5oaoLQJ1EiaQNpUkNcQCBO1koe3dw1V/EKlEHmHTuUWGBEFppET1KhMRYauo/VICPxtg3qU45IGmD1Bn6KKA0scRHKa1/CUzdTC7S6R0OyUta4SQHBIcXS4NJqaitHILHEEy6veEGyKFsj/SFHOipIJH0RY/ZzgTM8plRRY8c0BgHSVNQNQIAoTqlDWTSnobBI/S884kU9JRTO0tPLLp+Jo/NMObSWlwBHWqqhgrEuPaENLTUNkGndEXtaQCHumu6BwwJ2ESTqSNDQaHaeimoWOJ7Aopg1okAgxWZSudBcMMAkRNbJS0n/zHNAPas/ogGnSAx0NBm1EDADSAZJi53S4YLWw18CSNJAgQpzQJNCIFLKDUHuqC0iTLfZBYHlsSaeiHUk02qlLCAJ0xuegUa00ADQXVJlBZME0mZuVACXAuLp06dIMC8zHXukAdNqdQ4KEEzR0DsCguJJF5goS1xqTBSB1paR6tqq3POqKg7chQWeYTVxAE0Mpi6vxT6BUnEFSdIpUVUw8RrmtcwtIJmWmQgcnV3AsJhPQc0V6wqmvMGSI6TdQOJtGruYVFp5piATslgTsT1FFDLnRTv3UEtiwMSUAa4yZpUiEZOqBPdLIbEUI3QmCYk9CiH1axWg/JV6gTJJpblRcXT+sX7JZiSd9lRYSCzlJJuCgZO8Ks0dqBcGnbZCSfxVJ3QWAwIi1aphAJlnxdLSgBAkxSqPxEEwDaiBprMipsprMk7FKRqcJqI6wo0ANEiNuyBtRm3rCk0ua7ISKWgbhLqg/EOiqHJ5QXAUsqw8GDhmAeiXU9wvyzaymrSRApNo7oLQX1O3zULRZ9TeClOISCGtM9Ag1rnfGbisboLfMIcAYoNz8lDLj8M93US6Q3/LAFYklNq1Ax8QG5soqQalw1RsKBENLeWImt0QSJpMdUHPkAwCUEJLRavqpqAFpER7pHOkCBB6Qm+ECZ1bEIA40GppMxZEFsQYaehRBMO6kSB1SEOIqAWkWI+iBgQwQSSALwkmCIdAF56KaR3BAsFSXXkatTdqKKvOIKgVS4jyCXggERPSFW1sNFmzWnVQtaJJBjf0QFxc10kUoVTiOHkuDaOpJAncK6RTRPr7KokayJoSIFkDPxLDVYzUJA8EUoWlK4xALjexQ1BpcCdTS4G/VQWFzxqFCDDm7QmDy2dQhpJmnZVFumBiGbV7IktwiYlxJgAURU84sAl503CTDPls5WGgm6LnaWOHLTp06IgumkhwbsVBnxJe94ayCQNSqxcPcggDcDdaHTiYvMdZDRQ71Vb2HS4EFs2lQZiLQfWl1WXGRv6UT0gVILR1VZqb7ygU0o7vfYJawDJlM8mRpMzKTUNMiDREAnqfYpCJghogdQg50D8QPZQmpuANjKCXBJj0mUJADQK1G6VzhUgmLGEocSTGoRF0DaiTDak9roO7Ejb+yUkkc0hx6mymqgEuB9qoEmlBMGDKmupg72CNXOAn3KUkkEk06IIXCKn19UJDtRgntNVC+mpp3PshqkgzUIGLhBmSCqyYJEwfopquTIIiqDnQKVih7IITqAAsOqE2MCyhqQIEgXKBdNHSUVJrAkEe/7qgHNuTUGtboE33NL7IVNRbfdAZFQKu+fuk5WVkVOwlE80107ammISkua51SReO/UoI53KdfxdIqoSNgJmf8AdK8kiKaTEwan2Q5oIaTp3gVCgkt0kD4RTuhVxqSAeg/ZQbWrab1pCGpwmji6JKAzu0i9QR2+qUt0w1xJgSDKjyDGkOrFbmbpJHKSI2reyA0iQdZmAZqmbJLiCDFACLKsSwAuIFQPhBJ9UA4NNRU3ht06Dg1EgNBoBF+hUOJyzud0gc4A7ginr+nqgC2RUib/ANPRRRa/lbJBrEgGqJDiWAwIEkEWOyUPLcMaxqpVopP90DyggmlqX9VQxfJjSTNSTYjolLqOqI26D9hBxqBXUIudkNUNE8vMQZr73ooDqbUGK2OmABsEjtLQXCGu1WiB+SGsGHHlAEtJgT3/ALKPcAC2XTqmhupUFoAdqBLdVTFSm2MwAD2n+yqJ6DT0I3MWqPVSZJkcgFYMxAsFJ2en1AaJJaZANDMKF1AGy9wNpqFWS4ky4uZ/qARY4v5pH+rlC9EcLVkkRMkxMhVuLjDj/lsgDT32/VB55tOGQTckD4VAGtOhjdLSOqBwdILzIJAN7npCOoaobRpoZvMfki12m2oOFjKrc4AAF9ie9IVJ0Zx0mhj1FyP91XqOkuHwtgiid4OkkAQCIMqoOh06RIrA/osqvaW6W6iJdU0uCiWNIoNMzcRCpw3BsCvKTA+IhTXIAGsE1ILKKi2Wgl2ozNyJQoDqDoaDQQg15LqMbqqPi/RRwJgFoA7k0KLpWw4GKQDSE/IGmD6ykBgAt0mlQaKFwInUJNqWQOHQ2GyI/wBMbIyXAkCsbjZVhwaNLXiIvZGf4nxV2mxKhFpDQRbtvTqmJa0H1nuqi8zymI3hO14ZAZzEjorA2syQWgiayFWxrXtOq5+XyTOfIgyJ5bEwiHgQGi9hQylIMMAFBBBkR+iLoEAA12HRVkuDgdJkTUWUJHK46hJ32U9qsaDZrQaSCAmHQUI2g1VWotgltxbUiX0knTNpp7IvcWAwKaepNQq3EOFhN5M0+aJkEgOoajtRIHAm4cCLzP0UVYHh1NADx+EFEmXAGwtCoqIc0t1gVpEj+qYvg/G0gDUDH0QWh9RNfRAnU1rhy80SKpQ4EQ53rQKsuAE6w2DM9UVb8RBJkiYMGgUcxl26ZH0PsqWGNRD51OJaK8o2CadJoCd5ghEWACJZXoI2Thsua8km4NZVbAGggYbgJvBTEi8E1gIp5H4oHyMpC9rnFrXbVhDzGtBLogCsDokadyNLnX6ilkF5IFHEmvRVvguBB7ekoEtG9ZkyEQSQeYEILHPGk1aZ7pSQB/bdKHDSI9EXOBrJ61sgfUKCfoQgHG8u070ugXbkTHdBpmvw9AQgJcHEQC3ebKa9Mwa/VAXJiYFzZEQwB2r5IAcTWCQ13yRY3VSNIG6hdXTaDWEAQXwMQyQgkQQKe4QcRGlzQ0n3Sy0EhzmiD0P5ogHmg+6okM5vhiOqjg0NaWkiTsSq8TDLidel0j1KHluLoDiCEQwcSTB1EXrRHzNJIJc0xuKIMGIJl4PqFCS+1O/VRTOLjRr5pNhZS+lphx9NkCYa4jmI6BNQzQg7kqhJdAcAAOxsENVJpB2VgLDevZSWxAIBJFkEbiH+UkA1ombiQKMd/wCmqWQ0weosjqgkA/VVlDi3JkDuFGvbSaDeaKCNqyoXQ40A7oG1NM8wKbVWeUCI9UhIcaNnqhpaCJEc0kxKocvMCABp7pXve4EmAPzVbmMaSdMgdkDpLTU+zlFXhzQD8LB2RDjMjS6DSBZVEUgOf3TAEyGveJvQX+SBzDpaBOoeiAdpFWwXbeiSXEiXy025JQdqaXRoh1YINKqouc4yIYaTcQFBUncRfoqdbxYNO11XiPdjSxzP4TTOKBHN0b6dfluovpow3B7Wu1mHViIpsndJc2lgVQ7HFcQsxIa06qCICGHit0Br2nVcyN0Fz41lobUiSUQSGthzgPRU/eGh3M5xb/0KHGDmu0GhkAILHvOqDURWAqi/8QbADqSdlPNIDYo6UhiHkCu0lRTYRZFHT1c4Qm1hxdBF6Kp7w6KAl4kkCVABWT2oEDE8jwRBmh3Vb3guY6BPSyJIww5jbOiawkLZIL3lpB3KgJcIDnAGCREIlzdTaUIvGyraW6uV5iYBPojR4DRLgK1VFoIFBYUIhU4mJ5eG0ugkfFNlZra0GASAbAKrXIpUkW/sopwQGFzYDiIkFHn3NZNSIoqyG7AxSKKEFrhodVxgSJhQFo0nmglzCadZt9UcUNDJa6bSCSUmJXGZrJaaiBYGlESwmhM9JKgyOaSQdcmCL3Cqfq2ApWbrS5gL28zS3SSFmoBSQCIFURS59JPLT6JHOBo2Cd5FYVhAAiYi1FWZqHST2RdKRQfVITfYFEwNzTokMhu5rZEQmDNBW5N0rjJkfsIF9+otAol19SDahCBnEEX3pNKJSaTFQhIMkRInaiXVJ7ERCKadwYPWEoMC89SKIayTUw2kiUNVzQAn0QEvIgAc3cJS4yZE02GyOqKmYS7HVU7kFAC+rQ4T1ETCAdAgN2oAFBNTFAgdjNZp6oAX8suAG9W2QESJgNmkKE6XAF1TOmaoOgOg1HpYqKaYAlAw4Cs7z+qUweV5d0qoXk3q6aKgEhwO+4myk6t9MXlITIg16VqpSRUiejqlEQAAOJYCYtaUpOhsUjZx6IGwqdMVBEygXAua3aa7oHMOcHNvuISNcxxFyW3DpkbeihJPLAkmZlVudqGp23Se6CwkEBzXSBBEWSFwnal7/soFxMaXVmNRjpb81A4B2og9T6KKYmJa6gmoFyq9TWgloJgUgUQILQXajAMyCkeNJ53Em0H+vRRDmrqGdUilKf0SDlaAAWiAfZQua4y2rtz06KcroBJ1En4bhNTLuiCTIEil9/mgAIaCAABEf0Sh4bQEiomDWB3UklxgigrXZFMXFwLhNp5an9+yBdBJBYSeUd0jmjUSJa7pt/f+yAn4gCSRvv7LKrAcOdbSNRAsP3CBeCIZqAkHlN67lLqNQyGEU0x+aA069RmLGnvI3+qaGLQyXhhdpmumfcSlL3GC2QQAC0tLfZIILdTmjSeVxrFf9kdQFS46ga0E17evVEfTGgkAPLtM1I27qoHzGtFTiQWlpmJEc3omc9zomXOceWBUlI5vktLsVo0lp8wmeSOnbsuzksbLZDqFvb8+yZ5aWSTLgLiklVtMODQ8ma7kRsriHjU0wadFT4Ljhxy1B3ISuxA3V+In4Yj9wiG6W7fDSXEx3VcudeDJpSfkqyIdhag50nT/AC9fRCRUsihhxmabe6QYYw3S4Fx1SIEkeyhLRL6Nn2B7KNel+rRQkgWlFztJMOd0mdxss3nAGAJNq2CdjwJaXAaRKBy/SDLZi8V9QiMVgA0sLRNOyQGhAI1QZG9UpOg8gGn8QgUQXa6E2rubFISCYEXpAuqRPwh0sJsfzCJcS4NHQ3/NA5eIc0DU4mbKwky2ZJIgbqhuJp1NIMih6Jw/rM7RugvbikBoMzSI3TuxXyakA9dlnBkBukmd6GigdpYTLxtTqmqtZjS4/wARnKKUpO6jcZ1BQ7tAEKsPbABof9Q3RaYZUgyKKLi04uJOoAA+qgxSAIDuxMQqXEAEy0xaaeyPK74BqcQrpi1uK2PgcJ7GijsWGEaeYDrMJAdUFwikUQEF5INe4UMkXea1pABdMVk0U85rSSIEXJKE15XS0WpRB5OoElrWz/Lsgc4lduY2m+yBdEtJoatNo7JC0NEtAqdmpMU6QBoaHC0DdPSxr1hhoIfYjsq2MaWmWxJoQO6pwyHNlx3iagpmuaKAmo2KKucSwiSB0oq2Pk6nAydjsqnEE6XCCb7UTOAM6pJF6wiLjPWQbwrGENF6LISKANJvMnZBzyzkw2tc91BJ+vsgvLw5xAlwbGuBMnYfr8lYHkigMHdZGPaxoYC4ukGpAkzU+qv1B0aZEbgdUUzXOcRAAqiHGTJIPcqoENdQ1NyAnc8iSKb3mAgm5LhqNDQndNb4m0VQxLERW01UEQA4z2QOZeDUt95MJmAw2JcLVqqy4yQI0zTupLWmHOkDp+SQWmfMcDaB6BRxBcOYED8/2VU0jWSHESYH6JTiCzTLopRUWscNTjWbdIQ1AucPQSkwiSBrAkzdTWW4rptpEdiJsoLGOIo6ZB3N+6OqYg3Sh5cOaKWlAu03IE1gKoJO8jsIRMgS3cyaqouINHaBWepRc8tHLt/oRVjpFoJN0C8NOk0gUMwq/MMF0/olDi5oL7H3QWayTe49U2sA8p0z1MqgNk8pM7zJCaoaNTA4boLHYwNHz3NJVbHtbJJqepCLjAIECeyGG+B8QqZmJlEWhzCCG37bIOeASC34v9MpA4kntfZEmRR3a6ogZhz+GKCLKDDZENDWkbQg41AdFeqIDQeQCu8UQWa2wBEegUJkS7beFS6AdJAJJlQtAmQb0qhi0uNQAY9UIBgkkWsqzpJJJcDSOYpgGk6Q407oLg74pJI2hSXVNZVJxIkAOMz+HZMC8kAFoG9DdFWF0mYhsbuSlwipio3Sgl5IdDoGxSvcWCWtGo0gOr/dENiYst0Ma44hFJH1KjWgNa3laBfr3MqkN0GSXeZuZonc8fjMIGxGs5WkDncBJE0uforAZgkb9Fnq/GaWu1aWk3pJpb2V0uA+KhvVQEvcAAXVPUJTMCQCVGQCNLhAt6lAS4STPQFVReGmSQwA2oqXsaSCR2ACajOUEA36kJdYMFxMCvooFDWt0gFwG8GijiBqhzgZ3SuOkNg8wmJCLdTnTqE9woK5cYJdqjrFkdTnA1aW+iYxIB2UdhurSnQi6BQKnUG1qQD9EWuiWwD2BVTpIkxS8bd1NJc7lNYsoLC4yYwyN56IE6DQHVN4QDXSK83UqOBIIDvU9EEZjNJAc7SJVrcfDDo1UECAqmuiObY0AhOGEmjRDtz0CNI/E/iseAC3VExaQR/RWPMidOkketVRmGMOGQ1rSW1gDopGEBqDI9HGnZQSoqGxDYq0QVmxQ8l0MMisDcrQ7BwzpEYjBFw4n81S/Tq+N8WtKIyunWIkgi/T9yq3EhpgAG91Zi4ZbTVJ2BbBVLgbjTBG1wiEc8wJpImCkOmdQqfVEkjTMAdiqnOirffv7IIXgQIp6IB1BAgHZAuIgHftKTU2DabiiKZ1hqgQlO0OqKWogXddvzQ1F0zQdzdAZ3MEnoEHOIDgTLZ9VK35SkJkQ03NY/JFE4oBAIqaiR80pdBjc2MJS8FuqlDaO6Gqrh1FReigsnU6dz9O6UGNiYJk/qq3EAbRNJrFVC4SZAJNhFJVDyDUmR9AgXS4km467BI5wfFaUJEwoMQtkCKBQRzg0iBJp3ROII1AyLtjsqy8NmfkawlcY20w2tNkQ0yAXSakmFA6SA2QQRdISNUAAJDFYBEyD6IqzWSZk6a12Qc6PxT/ANNQVWebSSBQjmJJJKBxA1mqWmZNNlIHcTaHP7WiUrX1JsdX5eiVz2yTDTAlxM0jp80sy4AwIMbBNQwodqHcybKEgHU2ab9K1S6qNBEuJoDv/ZAOJAIIgTH9kBBBeCY11mlh/dA6eaC4GaTuJiiU4rmiHlpg81Ck1aiAW1rGkfREW4mIGH+IHNFCCTbcJS9wbiNcS4gaotQf7pWuc7ScNw1AbpCBLWYmgS0tIm4F09KtdiFrgA10wSYCQE8pAHmOgWr+6pRSXSAXDT27JS9wBltrybn02RN7PALYklzHRpiEfhDnnmiohu46H0VYfMQA8g1ESlBAbEBzyJn177eihFkhrGaiBMaZBv6oBwqcV5cWtAAoT6x0QmoLjDSNwgHElgc0buM3/JT2vpA8DlL20EE6q/JRrgNTi8hptJmAg95IBmHEiKVPb/ZV6gwmOR2mhIJ7Qox5XH09rwCXOe5z6i8R2KjcaAwOc0umBLTCQkYlQJA+ExPqldgtYHG5Dt6wvQ5b+jsDMJ7Q1mlrpdoA+HrA2Ct16mkFwa0kxEzCojCxGai0va6dWxn0VZdh4BJxSWYR0gYhdABsQeldzRVqNWG+GkFwAtf80cTFJOphabVuq3H8M6YGzp+iQ6YcBpOiJjZQW6xqcCdIEVn5fmg51cTSWwIEdfZVtJGg8ugmtvn3TPIIDmjaRUgXQhXt/iNAMzcRQhAkOaPLOob6qOiVXiNcCA2RelhHVASRztBihM0Pqh/rU1xuTLpmY+iV+JDySSQ7o1Z24gBExQHeahRuIXukRafX1QWueNUu0h38sWKd2JABoZ7fuP7KpmLqcQNMk1p+6KDEOkwWAAkCJqizVhdBJBAANdiE2p0jVuJB1bLM/FcX3Amw1CT81AXi4aAZP7KGtZAEHE06ZuSbKGC74Q0CpgLK3EOkudMisiP2EzZDBOusOO6GtJkCAHEbmFHERVwBiKlUANEcw1EVE0hTUHuEAQKtkgQUVoOJMEkFsUkfRTWy8w0f6b0VBxRykyTvvdHXJLiZe2gBqAoasAABcxm1ZgSpMSHNv+STUC7mBBG+oghPZ+oGR71CLFphzaOEAIOw+VwaXE9ErnQRzVP7lKHS6BIEar1PyQFoeI0nVhi4dMj0KJcSWhxN90uqIAMiZkhDXqeIBHU9VFgy5jnGW6XAU3lTDc5uEwgS4NFJJ2ULhoOihiK3S+YWMhsyTFdkVY1znPdvsExeYl0xuYukHMA0cobSlUwo6He/ogYYgIh0V2FEQYe4wC40qfkEjHco1NJ00FU2sgyMMkDYgVSiOl+KNTRAaT3m39VGtdXRI07KvWdTiAQSBYCSFJAcWsdFINVBeMR7dLnNkBJ5peNPX+Y26JS4uETQXQa1pbJB1O+iotLy6lQJqhqcNUtaWi9a+ioAcCS0mAKS5E4rsEfxWkUrBQWuxXiC0NPbUR+isDnvpI00oQqG47CRDppHoicQhpJqqLZEnU5wFhApKDQYn4hvJlLqoQ0W6oBzhp0hoJAoRJ9UFn+WRWk1UNGkHqRPZIXFo5YB6pHPJMkanTtugubiEmwJm82TOxG1JGkdSqWkNgTX2KYOEyS49grAS8NNOu9VPMIFzUwJVAI1CDPaFYWsBMNGq14oiHEEjVJHZHzAIJkgVqVVykkAExSFCXTLiQBZRVjcTlkbCe0KOcQx2nYSFU5+gnUSKTUypJGGQZIA6qoscSXRpmgkqHVrw4iGy6T8lQCXP1HYWnr1QaR5jrkiglBpBJqIr3RA0ybz1sqKOEye0BMByloNOwQOJl0abCAna5xAjaEkNaDetpQAa11SbTBQOS4ySDI2AUBJI1PAHUlQgbNMzKq5ag7bWVFuqkN0mTcItdqo6O8KnUAQz5CysaaQaIGBgOI3FQCgHCAHnUQN0jnRETpg/wC6DpDZmTFo3QWedow3aQRprpb07KYezzIcRABuB/VVavMeWySBEg1BKeKuie6gsJIMzc1nZKHOdLXNBAvRQEjTvHuh5lQ58kE1VEwdLjiuIAOssAH+mP1lWV1SHQIpYqjAe9uDhnEiS0umLkklEkgVECsbIH80l1SDWgjZAPhxfpMDcFVueRJbGpsGouN1WHE6WmLTRQW+ZqLTVurciERiNgRpI2lVueXQR8Vq1nsqwXYg5rDooqzUDVvNEGAb90HvMbDsQq3NaQABDjW0QEAQ5wMmBE1KC0agzVCJeTqDS6XbXSPcXAw/TvYJHvDdIGICRQ0QO4gkEA+pN0Wu5rlrdMQa/VV6hMGB6gqB5aDIB2lBbd0mTI5QFDDGnUadboB7qHRBNheiAcKySDtpUEEucDqE6ZA9/rZF7g10sPrv6qtj4xIAcIaLjrP6pi/DcS1tHCwiNlFFzpgSRPyTFrQA0lpIMggKs47S2BiNguqBWDurGuBEzAiD3KBcSSTGjD0CYcZmew2VTyTctaAel1c7EDKTDYqSaeqyh7XuGqKAyNM+iCZhwLRqxAfafqsZFCLbLZiOwyNTWO0wBGlY8VkYha0FzXCQC5EUvpBiAFU8nSBBFU7yJMgDUPWFS8wZkUsZRUJIAI3Vbn6jsKz0lBz6OIipv3VZkfDArXloiiKAVki5JmiggOBijTQdVUTpkl8RPSEuq4J1WNwEFv8ApDYPcoEwIZSlwVVEkudMh0zqj6IuIDiT8O5k3UBLi1zWhxgVBmqjiRvpdYA1mn0VRIo8uJuAZND2FkodBGpsTub+qgs1OJkwTv2ULnPaIgSLg/VIXyRyyevRV4b26tLr2VF2tw/EB31bpS4gQBQzIImVW/E0hxa12omBAFe/dB76GNdNhXsp7FjsQaToEDpE1SuxGkhusB4BoUG/GTDpiCDbsk1UAAaGkiRPzVTTF0uI1gEEwTBpNFGPkhxc2lAHWnuVWXkMmA0gU09ekfqkq67NQ9Ke6G4tccQA6GxBPogSYJknluKVVRLXaXV/KqVzXTqBdM7mZ6gSomrg4jTpdNdJAF+qQvBkh5ADjNaj92VLtOkRNpiFC8yJcXdCAB+VVE1dLg1xeQTNTH5pS6C2PwidNqdf3CpbGp0kaxNDsd1JLhUWFw66puxa54aWnzJiIDSfYpXHzGDWeV9aGQSq2ucQJABk0mfTuozEc9sQRUkNgGK1UwixslpbqAEbXKDHgkkEAGnMZj0VGueYa9O4k1CJxGub8YIbSCYhKi6ZBc5xBN3CnslMO0AkOrpANZNVXqDwCQwut8VuymrRLnTpDhSD2MmKlRrTPcSARuLiRMqOxSJGoOcZrYJRic7SBz1k6ZSMxOYt1EXBMH9j+6ui3VJcRBpYVAEd0vmwKOmWwWkfuFXAJk6YjmgXRmCKgEbOJlRRa8nmmnciB6FHVNdTXNqTLuoVU8pbJAc41bT5dIRcXEtnVUVLqR2H9FP7Z+PqD8UaoDTJ5WnVv/sg3C1gGPjbU6zJ6VQlsEgn1NPoi4iTBbHz9V6I53pMW4cGEkmpaUC5uGGtaARGmI26d0mJpa/Uw9JDXdOyz6HOY1uow0WFP9+iJFpdiYT3Owv4mCQScLQA4OigZ/Q+xUwM7l8y1xwMU4gmHNIIc07hzXQW+6pJ5iACWH1MivdTEwnYhwy4PY9vwYjXkOHvf2MhRr226tTTDDY17oczgygAipuseXOOwBpxTmZJh5AafQxQ/RXHFjmxHaHGbt/VXTDg/C90EugHlp/eJSnDYwxoINQ4wEmHJeHB2prW8pgUoi0nEc0iHXjWqxg2Mw2LBpvZBmG6BpDYJ2BuiRiQ4OAM7gxp+qrGIHRS9ZbZRvP2vxGtLZIaC3aohKKajMa3SCBSYtKqOLIFS4A1BrMKHE5Yho2JmwUP8WRJa6GzECBEI6XNJMau4SM0ECGtcdUTRHW5snDMXA7n+iqf6Ylx0hri6RJdQ2KsLyKwb/i3WVuIS7WTGtxA9JrRWte86Wl0n8SNLXPgxqEGYuZRLzBcW9o9voqS8Na0OJJGxukAaWEUaNUAmTHzUFukNfUjSdpBTYbhLgQ1wApSCqHagQGhtDWaz/RE6mB0NBIvLt00yLyJhrmEgtjqmLQ2ml4p12+azvJDwIE7kqa2h2nSQQamUVbodSr9IEfED71RJxGCDMR1mnss2HmcHSdT5EGQDJui3Mtk+W01EWQaHl9C52oXo4zCk4rNLncobNRKznGdiHUTHRqLnlsvxNIFKCm/VRVz8zOGbuMUFvWt1AOUHmJLxqN/ZVhpGGXEHVapmE+I9rMMOLah4IAMbxKo0B7OYgit6FLqBs0ACPZVteWzqJABrUn3Kji0j4mVMHr1RVrCfN+Kke0pjiACC6sdFmc9mkFzWnTHt1Qlrq6eQGsG6iNAMmXgCTQilOiYYgGoNdU/TZUawxodpqehS6gOoDj+z1RV9mtBafSZRDnFwkhwgzeiziMSXmZNKiCrC2X6S70Mqo0B9BQGkCEvmzEQDEKp0iAACesVQL4qaHoop2uDwNTWGakqHVI5hEG25VQxDrFw49qKazqLgZdtNkF4xsRrBqqSLD+qLsWhLjUdVW3FdBa6Bt0Uc/VBEAk2FVRaMQQABLqpTjDU0fiIim39lVENJAre9Kqkucw0gk0hBtLiG1MzsUrnyREA3NbLK3GDSW6IIpB6otxQ2Q9pJm7TREamuGuRzHaTVE4wDgLOvAKoaWfia8RFYQbiAlwLYcHEDUUF+osmsuKUElv+qtxCq80CTBoNpolLyWwDSLTuhFzsSpDhVA48uAALpVeoAE4Zj2SnEjZptXZUWCgOqALxKdjS1glsm5lZvMZWZFKcqPmNDTQEHliIUGtuJW1qmiLdMVMGbrP0AMD5wiJBOqYsFReHmBJ9SDf2TB+oEVAN1mLw1xAF5FaJgQz4hJgVQq4kHSYJ99kC4A9JMeqpkgEzB6A1Q3OoyNjuguLgcTU+KCgTMxB+Iy4UWcnmk6dN41fRM0iSHGprQ/RUXOfMRArWRKHmBwiocOUg9VW5znQW6R1koF7S/cqC4P0ULTTqN1BiFrS7QQb1VLSPMhzpuYndN5hAHMQOoN0D+YSYqamnRLmMRzcHMPMN04bzT0ok8x2rlNd1RmHE4OI1zpJ0NInYuCDXOhwbHwtAMD2RfiEwBLVle8B73mJduTU9JUDjNeUdDUoq9z7VMfijolc4taSJnYKtuKC43JmEPMIJLafVQWkhsVMNuf1TB/K4C5HWxVHmwYqWx0sq/MkFpuO+yC9+I1rSIqYtcJGujUDsbwqC5xfJNBQAXUD9Ost2MSg0FwdBAgkSEpcQ0NENFTeCO6rbiaRRxt2ul81wOlz9QEWtO6C4Ph0S4gWkzPukwsUBrhWZJBcIhV+ZLhUuJM+qq1AtxMJroBcd43SjeIJgQTF5Ta2aqggSJKw+Y1xppJIrBsnw3wTIcd6lQWBzGkEgkxpcRXvCsEEks1CBWDFFkw3ksEadUyadlc1xZIFRNKVjqg0sEN06tTABEGvzTg1mADcLEcZz5c5zmilYkpg5xe04bw3qHxB+qDUQWzrBrbeCkMYWKdTGwakxWT0VLMbFwy5vKTfkM+osqMxinDAljmvbYagabGiDYTpdLmEUPKaLDju1uLy2WN3ZApaFDiOxGN5Q3STzEOuqjhPeAx7/ADGvaZAcAJndQVYpFmatI/EawVmeGgnpeevurQxzw4lr3NFhBgndUuc4PLdOkxuIARVZG8g23VTnA2Jj0UIcRQXrMUhVUBAALT2Ewinkl0t5RGyQmG0An6oF153tU0SapAJhsifRQPMyASRaTYqF1Gy01p6FVTIJLgGx9UodqMEgwI39kRY7UBQ7SI6ylMjTMDmoZS64MEAWEGn5JaDlNCBKgdzm6m1q2sIEgN5+sggzBSA8sRQnY7KXxCDFIiJMnZBNYa+syBWREHZFxLp1dKwSqtYAc4uEON6i2yLpIaCYr6VVTTNLnQ3UZDqd1HaiJAdF501VLXEh2pocaRHUIai4BoJ1lsdaeqhMM9+kaYj0FCIRc5wq0Eybh1YVZNTBAmJ37SpBaagGKgdfRTQfMZQRYitJIlKMSARpLQST3+aTVpAF4vqNf9lC54NILexVSC50j4iDWZNLxXugS0g6CHvmxiqrnRIcTXb3Qc4h8N0nSY61UFrZZhgMm8AAgmP0SmDEteRNy3TCTS0gk1hu7Y/JCRTSebSazWFA4dUkaiSYkXUMUsw1kj8/VJrIcS4Qe7okdSl1ua1rnEACtkFrXkEdJgc0TNEHO0n8RaNiZvdViQ8FrjJMHl/YSiC3STyiaovS3EM6y7SW77yqvLbq06Y5qmv6JXuJcXucS68lta3KVxcGuFgHCHF3aI/NGbNWwGlsh7tIgiTCBIOG5j9Tw4QW6voAq3aYkEkARJrB91JgSGu5zQxQj9N0jVO3U10Rik3jVfr6pBh6weeA4zqaYnog1zsJoGOXatMyDE9gEQ90NgxFgD16oZKdj4N3kGYPX+iVoD4gzpGrTBJH7690moAtbBa4ugB09DQJPMaID3DVJgFyGvqIxWEg4uFDgZbzSKb3THEwy0tdpFYIIPtWyp88CdJaAL6CYmnW6BxQ7ELueDcCzq3C9Dlf6aDjgMJo/USJDtVepVc4bWAB761k7eirxHaiQWjUT8QIkFV4jBMEmCRMGvbdNMW4mMynlloaLaZHzUBaBLIa1u7iaFVHW0TrexpMDSR9FU3W19SMUz3BtNFGsjW54A5XBzAazatx6qrGzAwxBc0tFTS1Leyre6CXHDbAINTFB2S4mKYJOC2KTBofVQ4iMxhvIdhse58Q6CYcNpHutDcy6TJa5rREE/qsjsZoEBxgGA2CBB3U1MDppQ21Aq6ljR5wbpB1AmgAoB3E/JNhSZg2qCakjt/RZBjgyCfLduNwiHBj3jD6SXTAKC84nmNIh2kOAh1P90GvMiWyTttKodOkgu1HSBISvxaOLm8sV2itlBt84eWdUk+9FH5jl1sOqRQDcmiyPdEgyD2elbihsBzG8tSAd7D9U1cbi4NbDXadIFNJG3qoHucJhp5qAgwB6rHr1t20kVmeb9wpg53Bxv8AJxMNwjSKkCe3urqSNeJihwGt2kmoJNvdE4xmmICbNk7dVQcQA6XODYuAJ/Lqkc/S4VaXTEKauNRe5sAhz+pB+aYOYHQA6tQXCfrdZQXS4aRFLGITeYaje4Dh+qumNDngOIBDWmRUH6e6rbjNxHOAdJmpH79VTrfreBGkNHwyZB6fJQYj4a2BytoO6zVjQcUlow2is1IMkItcHCSARSyyFkmS0EbnVQKxpDHAWaIJDX9roND3hpOmANqkR3RcHOAMkMa6RtJhUEwy742gCXVUc4AEOeJMGNEfkqNHmO0nVM1NDMKOecTBfhtIBc06TG8UCy6uQsa5hmwBIobp2Yzzpa4tP/d9VFXtzQJDvwvAdG7aWTtxmyA3m6RKxsdJLS06dVQ0gj93TDGB0ROGADXQABT91V0aDitIDg3mIgzt3hTDxBUm8gVNSsrMYAvc9rwHHlLht8qdUPvLR/5msCvRRWvW5xvBmaWaEwc1wAa0sMb7KgYrQ2C6pgmKiqgxwCak80CbQg1OxAIANLhTXUnU6D1Fll8yGmrRIrYmN0RjMOochECoNFUaWYji0TpHabJXO0OGphBuDMnuAs3m4WFhNDsQeYRDiK0joo/OMBbSSB+FQaS8wAXFxcd9kz2HQ0aoBG5/ULMMYhwcHchsCn8xji6TI+Eoq06nPjEc5pibDqkdIA8vEERMPbf5KtmIS6HPLROxUbmNQGkl9hAG/fogb+NH8TFaXV+HCI9IklK55kBuLiUMmn9kH4ztJjTaY1TVUjEJdqedtVLeiqL5BADziuF+3zRlsl2G5zRFOZBmIQNL3N66Qa+irxTUhoi9ZQP5mKJcQHRYg1HdOcYgw8gAipKq80SZw5t6fJA4wxILmyCYAI/ug06/iAe2lpkkpfNFSHkibAxUCFlaGPbIMONSWmyj8R8R5gdHVBoBLzsKwY3TF7AQAAGxt1WNuZbFRpigMJ2YoMlhpQyK1QaS+8gG0mapdQcXUBbNBCzHGBJgtb+d0vnBtnADtVINgc17i7SJ62hQuLhGE8MIP4jMLG3EcZImTBkm4TBmIakRMkyd0GgY+KSQ4YL9Io7zDX1onZmHOGryn2s0g1+ayyXiA47z3hQtdqEueXfJJRqOORSMQV/lk/RIcwGiCCIdEOwyCqhABkaif5pk/VNMG1Cen6ICcxhxy4knuIV7sZkgFzDvTZZg8yHEuJG1ySmaKFzmilYjqqnpo84wDDbA9VG4rn6XkQDVpLTbZY8QsJ0tEOPxUsJRaxtRqcSek2SkaS8hxcIJi2lFrzADWy7syB81j0tNA4noTKWXxGqPcKK3NcZjEMxsKBV4uLy4YEOBxG1mN5lYiXOI5pMSKSE3wwWlxc6mqh+qK0nGgcjgAbTuUGubcOtaaSk1QDqe23SyTzXtLdb2na/RBfh5hrGHmaPwhIMw3UWzqcQIpeqpOM4nQ0gGQDDr+iDnkD+E8EtpM3nug1HFLtyQNrKjzHYXNIhoqOvuqziujU6DGzh+annaWjQG022Cg1ea1oc64i/UKYZDgWwAA7bdYxjfhcNJmkAGiAxQGw2JLr7jsg2NxHENhwEiCo7SSCZ0i6xjE0tudQsERjF7gGuaSR/NZNMX6yToJPL0NQDsgHw9wGoRUaoMfVVYYgkMNDvqqSoSGlplw2M7KC7DxmyZJ2IEE/7oHG5hGny4AI0V9VUMQgw1xiKFwhK7HexjnQHaQD8UlBcD/EZi4b8QBzYiRBI7Hfum14rC/S8AbEtr+dVUx2HjYQBq6L3Sh4YAaNJtAH1RVmHiPkObiEajI5qHqITuxsUS04jSCIqyT85WZzyZEteALik1S+eXGCDym2mRKGNrnY+oNGKC3/Q0CAo/GGs6Wue4gMc9xuNqrIMwWS1pmZ5YiPRT748kB4oDWAgvDi8Fj3EwKtkw7uQocQs1AvAmNPLsqXvc/m0tqfi1X6wpqLoLnWNQabbIGxsRwc6oq6Q4Uj0qs7mvcHPImtayi86CcQTEkTqiCqziCKksuZAr7oMzWuDYe6a+wqq3PB2JEUBHSxUxcRpEscSLVN1U6pjVUW2kqKOsATqqK0N1WXf1MJXk/wAo1G5g1Kqc8gF2mIFXA2U1Pi3W6NQknatJSF+l5aXEvIkDVUbBI1+onWOaJGkwmD6QA0bKnsweWmHkUuP6pWubqgms7Vuqi/TtUdRQwh5kknzK0IrfqVkOXQ0jUSQLR3/2Shzhq1aQI6ySVUcWQWw0iwJqR/T1RDy7SBpuaD6lVBLgIBMzRxA+SYYjZaa8piXFJrdLA/U5wMmkV/VA4gF4B9a/L9FNMN5uuSNxcIEgOIY25kwY9u6RskEt0hvQiDVQmJFHBooI/VCdmGJB3i0m4+tEPMcHtDebaDVIcUCmoNdSNXZI5w07kE7X9UwWulxIqQRBaaAV/RK5wrqMGJG/eVU3EBBGG6GF0GDFR2Q1S98ODdVSeiYhpAaeZwkAmkKyatZql0Re5kbyq/OBhzakDZVO0l0ktJECHAyOqhdWULXgsGk1ImSDsgXFh5QIgUI2ncqvzJOljpgB0B1IQLplrpEmrXOqa39ExmrdRh1msFxuPYoB3clpoKQQNkoOquhp0mjoEE96pGvAaA0aWiHNG4+qY19WuLZAbEEz1NBsEI/CHAA1OonlqqtYMgHUT1kWug46RT43bETRFO8h7acon2P9AgXTha21cDqgGv1S6S4ulx1A0pZLLRIEMuINFWZ7XB+nEkOB6EkiO3zSanRLo1GTUn1skLw4NmCCImTbp7JXOAoHOaYkFoMrLdM17WkhpcGkmnQ/mi4yDBEmgmVWXjFEkudqHMTiH6qHELmgAkCb9FdTOjkiHzEgWrTrX36qai2DhkkTsTbYSqC4EmIqY5RBBS+YAG1BExPpt2sVm1On0jDzurD/AIoaYPLSBa/0KH3jDA5GGQLbHv2XJ846pozSWnmcCLWvFlZ5rgIPwgdaHoZ/d13Mb35lrxpfAbHy91d95a55Lnh2qLDlB6ArkDHfpAeXTaSKQO/+ynmhpbU6hJALa+/QK6nTpHGFRia8MNtqdNU/nuDAASxx5bwuWMR+HAIcXiRLnRqp+6pPNc4EEmAIkGxhB0fOaGSXaXCxiRHVRuZPwgBzaSAIJ9dlzzi0vpMCTsIuERj0aS42nSRv2UpO/ToDNsfXS2jaatyozFDzpbomagzYH6rn+dJLQC7SRqkxAKbzZ5dIEyCSDKaracTW0loaZBI541HqldiYbgZLyIpFJn/ZYG4p8sBo1kSLhEYsM1ukkN5W0kmbdOiGbG3ExGYYkMnDiBtEbmURiA4ZADaiuozQrD5jwS1xc5zSNJ6byet0HYjtzEtBI0+qJjeMRwc6SBqdJJdv2+iGDj0eZGm+kgCfZYfM5dQdqLh03/OiLsSCA40IggCnb3U1cdHzal51k7SAFPPLoONQgyDMm1lz/MIh7HEgtEOJTtxC2CSARUHdFxubihwJbNqQbgpTjCQXtIFiWmKrEcbQQ0Fuo2EXPyRGKXBkGBUVNpJ/VBtGYZqbDy09HSO3unGaw3S3Q0tNDH9Oi5zsSIDrzFiSf3Cgx5kPBGqgOkUhXTp0Dit0yXQAIoYPZO17Q4ku1E3H9Cuc3GkyQBHK4wJO/wCqIeHNBOnVYkOgfNQx0BjNa6C1zZEjvRM3MNidRPqFzjiHSYjVt6IjFdE6uZ1SQFTI3HHOphApWwuo/E1yJb2NisGuYcBq1W6/JA4kkAxO9ZlQb/NLwRMtFKnb3TtzDtDNTdRAAdXp+wua7F1RXURWh2Q82GC2qNqhCOkcw0kkthkmdNIrcpXYzP4bGktgy4E36eqwaxSa3iaVhKMQkV0iaGiq4633kEV5WxMzukditdqFZ26Bc7zQKwO5jb1T+bpBgUj5nooY2+Zhk0aCR1NJ6qNeG/E3STallh80S1skRaVDjN6E7ARdFxtGK1pgDTP+pQYp06RBE15AsQxuWrwBEUsoXlxFd6USI6DccsAgML6oPzJ1B0RSlbLD5hJgn6JWvIHMOY3OxQxvOea01aaVghQZsOdBAmZisLB5pBsBB3qh55AEkAaTc0QdE5nDBAqSOYugGalA5ljnCcQtiIHX16Lnl7XRWO8BTWIue4mFUxsOYwyTJgigkzKduaLHEktIIinSf7LBr6HlJNYQGMZMwXdB0UXHTObBFAXEzIO3oocyCW8obBkEblcw4sma2iJt80HYodBDnGvSqumOmM0BOj+ITFzAVYx+Z+tpqTY3WAYs7Eg1JA3UOI5sgglp2KaY6JzBBo1s2FSSEDihwbDi4ddMLneY4NdADgaiTH+yhxSCKSDIBB/RQdI4wJ61mSaqoYrXg0b2IKw+YWAtBcCTSt0zsX4bQDQzP5oN4x3NGlj5pNUjsYOPNAjpVYTjiYDjBR85xFZA2gT8kG77wwnnaZFSf0TuzYcSBLfUyucHl3Mb3BUbiarCaWCo6HnAiJAmhp1TOzFxqqBA79FzfN3cTegAsh5sm8eouhjpNzukfxJJM12SffCYJp01BYfO5xLpF6IB5JJkkz6po6H3qSIf7gwU/wB61NqZIoCuYcSehPYCqHmzQAgG0bIY6ZzVCX6XPMGQp94k8pImltguYcSXAanAmlpU8wkEGABBBQyN7s3MGS4tPxbK0ZktJgSTve3ZcwYkkg0N7z+SbzQIl0HfuhjpNzUEuBqfaFGZosLbkgfDMrnHEIO0d0jcSh0gdRKJjqPzdQSAHdVW7HLywmA3VtdYPMgwAOp/ql1zP+o37qK6Rx2tkNoPWpKX7wagBt5tfquacUTuZknsiccT1kyR0VI2HGDcTnPL0AR+8aXEixAj6zRYxibXHrKQ4sPDjvINx+91FdF2Yg1MEA7Wnr8lXrYHAuih+ayB87GQIMJfM0mKRJvQlEbnZmIg6aW6pRjaXEuIOo7hZNRGkaSG2khDWNIY4WpQIN4zXluaS0AWADSo7GxC2JAitTJWHzwGXgzFrJfNjSXGXC89EG8Y9JBt1qEW5nSXHlO9Fz9dCGyBvKnmnUYA+VkVs+8OYOVrZIuQSgcwCJda0RSPZY/MBcG0Ljt17oeZzyK+xvug2txGtk2vRFuY0gEkSDIMb9FgdiamSD/v6INxC/4nE9kRrdmtPK8gSLmkdYUbmGASGFzpmbavcrC17cOYaG2kafkj58nl5C20VCiuicw5xljtEGQRdVnMxXWTWabLCcaRQgCZECIQGNBoXEVoOvZVG52Zo/SNLSbF01/qqmY00dL36eVx/DCxvzB0l0AE10kWCU4+ismAaEu+n0U0aPN1cx1VJ3t+4S+YXOEmSaGBIWc4xwxaAPSiTXqBkkiKz/VEXanOmpvAgWN1W4ahWpmR+7blIHaKEiDI1f2Sl40/E4gkfEbKC18wdIcATI7ol9TLu9NqUVElsgNIJNZETslJc2ARuRE7dVSLTiUuSBc9EjnlxcANIE13KTWQLOA3F42v9UofQRFaTN1MFgxBqBESW1p+qXzCRvFgCAA3+qrDpJLiKOiRFB+iTW0mXCNUkEG9FL7FusPIdhjmB3G6hdGqAQS2KwqnO0gaQ6YAET9Eodqs0Bs3SYL3Yuqa0Jt+7JS5rXEAOJvZVHELHai6JJ0mpj+qV7yfnAgEk+6CwYga5wIqLTMJA/k1nlIB0gnbv3hV/C4yS80BBNu6V2J8MyHExAr9AombFwcKFw0ggCphBzmkNFQ0RNdlQ0wNLHAQYmsGR1Qc8BtpB61J+StTOlwxWNAAIaAQOwlNqILy7Vymhj5VVWsVa4yNIJ6HaISB5katVztNR0SrP7WvLWjU9szEy6/9kWv6BthW6pkgA0DfevZK55aYiQySeWJMKezMWEABznGGybik9VNdiwN8wcprfrEqsYwww0kAECdUWUe88o1Udc2MbiVMMOSAA1kubMhrY5h6ohwAJDWgkyBFVW/HcW6o5RUumY9ErsYgODTzCskStbVkxbiPLRLgx1qE/oEvxgjTLZNSSJKqOKJcGHS4mwBmR/ZO15jTPMCSSbjsp7TNqE7AAmRoHWO6jXtEmBJ+AA7bnr7JWYh/CSSDURYpPOdq0tIIBgkU/W/dRfS04hgl4huqDzUPtG90Digw4mW7DYi0wqvhGoQZnUQ6AJ/VR7uUhx5R0AuP90Xs7nWLQ0R26oNxMMte2A2YvHz+Y3QJJOkGvQO/dVSAC18CrzBBdU7x3UqXJ29piP0tGuumIIEGa7+iAJlheZkXi39VFF1hf0jngloiQ8iRsfVI3Ea7U1gLi1pfzUsJiiii0x5QRiuLsPSBzEyD6BM97YbrEiRSB0UUU0nelw8ZxbiOBo24I7bI6iQ4i4MGSabU+aiiafBY2KtMFp5Slc++kluokckt/I+vzUUQ/wDIDMhpxNLSCCTANN/l8KbzIc4XaAJnadgoosytXqC7FLQYaA1p0gNMR0/JQHU5usAAkAAVgep6yootMy7Ua+XsJkwXdq+yLMSA2roJEk1MGvVRRG/SF2olp1AAhph0TKjX3LZk7G23yUUWfpThxABIaDBIN7kje1khxS52mSCIr0/YUUWkzopxi55ZJ5TIPtdP5/KHxUu0gmsKKIzqNgnQBBa6Jkmt/wAkwcS2h0ikUBUUUahziUO7pIqEG4kPDQG6g2SdNh2UUSNUoxZJpsBMoh+o6hyzSQP0UUQQPLQX7DlAAso1znMgnmiTFjCiisA8wuB0uIN6jaCeqXzNTgXbGIUUUUwxSWPudJ33QbikkxYS4/TZRRAzcUjmE9hqRY8tMCp3pFVFE+gDEIaHCQ2ZIBuo7GljqVb7/VRRUgOeWOAcJiZO4PZEuEmJJqa9FFFEKzGkmKwI5k3mAQCIkESFFEIPmbyXGCajYJfOa2Xc0ExHoooquIHaY0EgkIDFuTqqYNYUUUQG4ge5jTIBkU7f7IuxKEyZHbdRRUiF9QDN4Sl+kh38wj0PUKKIpjiDmqfcSk80upJM/SiiiJR8066EgXMd1BikfFX33UUWRBjOlw1UBg/JRzzvYibKKK/GYPmFw6xed1HYogapiVFFWijF1NDgBMFRuIHua2taT3soojP0PODtU1iBaNlDjEvDJI6KKKL9R2JFHAUCbzKHqOm6iiqgMQ6SWAARIb09FBihzgKkjcqKIgedR9IaCaDdMTMkmdqhRRFisv5N4qIlTzpc3TcwZIsFFESoMbUBIgEk0KLcZuklrbifooogHmgRSkSKKHEJkTafmoooUfMJ0umZO4+iR2LJwzJI1gx+/VRRVTjG1am/hbeb0SnFkBxEdFFEQoxyXEXMAydqwp58c4EAivdRRFR2LEEAEk790pxoDdQkKKKfT4JxQ4GQTe56INxdQDxTmBhRRUTXpkgQNW190S8h8A16wooonwpcHlwAhw/LoqhjNdq0thwmSaqKIHL4NusfJQvqAQK3EUuookPiOcWg9JOyXEcIIgEdwoopVA4kgB1rkQlcdDuaDEWETKiihkB7jLmi8GOgqqwXRJjS3aslRRaT6V2Lyy0WJS6w0ANERJFN5uoopCgHxUEwRMdZ/JQOvAAEgHqook7QmstmxAIPqSgcQjUGk0FTMEqKK1JegxC4Q0xW42oPqm1yafy9Oqiiw3nasPADQLkUpFEku1gYjjGnb0UUU+lAuh+HHxPcI90pxA0EgQBJgUUUVnpKh5GkmrQ2TBUcThtbAgOtzE91FFWfVI50tDYFbdt0SDpa+bHYfooopRHudhCXcwIkCfzSF4fhyQQD8PzUUUnaocQ85uG1NIkKDEc4gExqbIrYf1UURaV+Low3Ey7QSCCZlKcY6C9kBzSZkTMqKKiYmIWvgVIEVtetEhxGMLGM1S+AJGyiimgucSHcrToaD0hF7g2A7mdEhyiivxnxt2q34zXBg0yH2aRSUTDXEwJfQSJ+aiil9t4Rx06Za0lxIFEnmOYQHmzy0aetP6qKKMLW4vPOp1q1uP6qs4n8Ia+ZjwXGam5CiiNfH//Z</file>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 999  -->
  <question type="truefalse">
    <name>
      <text>Leva 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/96/Pinza_Crimpatrice_Leva_Secondo_Genere.jpg" alt="pinza crimpatrice" class="img-responsive atto_image_button_text-bottom" width="480" height="360"><br></p><p>La leva di secondo genere&nbsp; è sempre vantaggiosa<br></p>]]></text>
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    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1000  -->
  <question type="truefalse">
    <name>
      <text>Leva 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/96/Pinza_Crimpatrice_Leva_Secondo_Genere.jpg" alt="pinza crimpatrice" class="img-responsive atto_image_button_text-bottom" width="480" height="360"><br></p><p>La leva di secondo genere&nbsp; non è mai vantaggiosa<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Scienze Scuola Media/Forze - Dinamica/Galleggiare - Spinta di archimede</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 482  -->
  <question type="multichoice">
    <name>
      <text>Principio di Archimede</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il principio di Archimede afferma<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>che la spinta di Archimede è pari al peso del volume dell'acqua spostata.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>che la spinta di Archimede è pari al peso del corpo immerso.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>che la spinta di Archimede si manifesta solo con i corpi legnosi.<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 881  -->
  <question type="multichoice">
    <name>
      <text>Spinta di Archimede 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un sasso del peso di 150 g e con volume 100 cm³ viene pesato immergendolo in acqua. (Peso Specifico acqua = 1). Quanto pesa il sasso in immersione?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>50 g<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>150 g lo stesso che fuori dall'acqua<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>100 g<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1455  -->
  <question type="multichoice">
    <name>
      <text>Spinta di Archimede 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un sasso del peso di 150 g e con volume 50 cm³ viene pesato immergendolo in acqua. (Peso Specifico acqua = 1). Quanto pesa il sasso in immersione?<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>100 g<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>150 g lo stesso che fuori dall'acqua<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>50 g<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1456  -->
  <question type="multichoice">
    <name>
      <text>Spinta di Archimede 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un sasso galleggia sul mercurio liquido poichè <br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>il peso specifico del mercurio è maggiore di quello del sasso <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il mercurio ha un peso specifico minore di quello del sasso<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il volume del sasso è molto minore del volume del mercurio <br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1031  -->
  <question type="truefalse">
    <name>
      <text>Peso specifico</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un corpo con un peso specifico maggiore di 1 galleggia sull'acqua.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1032  -->
  <question type="truefalse">
    <name>
      <text>Peso specifico 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un corpo con un peso specifico minore di 1 galleggia sull'acqua.<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

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

<!-- question: 210448  -->
  <question type="truefalse">
    <name>
      <text>Accelerazione di gravità</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>L'accelerazione di gravità sulla terra vale 9,8 m/s²<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210449  -->
  <question type="truefalse">
    <name>
      <text>Accelerazione di gravità 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>L'accelerazione di gravità sulla terra vale 5 m/s²<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1027  -->
  <question type="truefalse">
    <name>
      <text>Peso e gravità</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il peso misura soltanto la quantità di massa contenuta in un corpo<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1028  -->
  <question type="truefalse">
    <name>
      <text>Peso e gravità 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il peso misura la forza di gravità<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1029  -->
  <question type="truefalse">
    <name>
      <text>Peso e gravità 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il peso di un corpo rimane invariato anche nello spazio in assenza di gravità<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1030  -->
  <question type="truefalse">
    <name>
      <text>Peso e gravità 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>La massa di un corpo rimane invariata anche nello spazio in assenza di gravità<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="100" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

</quiz>