<?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/Geometria</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Geometria/Triangoli/Angoli nei triangoli</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 216  -->
  <question type="multichoice">
    <name>
      <text>Angoli alla base</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[L'angolo al vertice di un triangolo isoscele misura 80°, qual' è la misura dei due angoli alla base?<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>50°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>40°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>45°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 351  -->
  <question type="multichoice">
    <name>
      <text>Due angoli nel triangolo isoscele</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Un angolo alla base di un triangolo isoscele misura 70°, qual'è la misura dei due angoli restanti?<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>40° e 70°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>40° e 40°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>70° e 70°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 886  -->
  <question type="multichoice">
    <name>
      <text>Terzo angolo</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[Due angoli di un triangolo misurano 30° e 85°, quale è la misura del terzo angolo?<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>65°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>30°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>85°<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1011  -->
  <question type="truefalse">
    <name>
      <text>Misure angoli</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Esiste un triangolo con gli angoli che misurano 40°, 60° e 80°<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: 1012  -->
  <question type="truefalse">
    <name>
      <text>Misure angoli 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Esiste un triangolo con gli angoli che misurano 45°, 65° e 80°<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: 1013  -->
  <question type="truefalse">
    <name>
      <text>Misure angoli 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un triangolo con gli angoli che misurano 45°, 45° e 90° è isoscele<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: 1014  -->
  <question type="truefalse">
    <name>
      <text>Misure angoli 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Un triangolo con gli angoli che misurano 55°, 55° e 90° è isoscele<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/Geometria/Triangoli/Triangolo isoscele</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 218  -->
  <question type="multichoice">
    <name>
      <text>Angoli isoscele</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale di queste terne rappresenta le misure degli angoli di un triangolo isoscele</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°, 40°, 40°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>90°, 50°, 50°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>80°, 60°, 40°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 219  -->
  <question type="multichoice">
    <name>
      <text>Angoli isoscele 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Quale di queste terne rappresenta le misure degli angoli di un triangolo isoscele</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>90°, 45°, 45°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>100°, 50°, 50°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>80°, 60°, 40°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 220  -->
  <question type="multichoice">
    <name>
      <text>Angoli isoscele 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se l'angolo al vertice di un triangolo isoscele misura 40°, quale è la misura degli angoli alla base?</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>70°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>65°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>140°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 221  -->
  <question type="multichoice">
    <name>
      <text>Angoli isoscele 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se l'angolo al vertice di un triangolo isoscele misura 100°, quale è la misura degli angoli alla base?</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>40°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>100°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>80°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 222  -->
  <question type="multichoice">
    <name>
      <text>Angoli isoscele 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se uno degli angoli alla base di un triangolo isoscele misura 45°, quale è la misura dell'angolo al vertice?</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>90°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>45°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>135°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 223  -->
  <question type="multichoice">
    <name>
      <text>Angoli isoscele 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Se uno degli angoli alla base di un triangolo isoscele misura 60°, quale è la misura dell'angolo al vertice?</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>60°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>80°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>120°</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Geometria/Triangoli/Criteri di congruenza</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 298  -->
  <question type="multichoice">
    <name>
      <text>Criteri di congruenza 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/e/e5/TriangoliPrimoCriterioMisure.png" alt="triangoli" class="atto_image_button_text-bottom" width="600" height="200"></p><p>Questi due triangoli sono<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>uguali per il criterio di congruenza Lato-Angolo-Lato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>diversi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>uguali per il criterio di congruenza Lato-Lato-Lato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 299  -->
  <question type="multichoice">
    <name>
      <text>Criteri di congruenza 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/9/91/TriangoliPrimoCriterioMisureFalso.png" alt="triangoli" class="atto_image_button_text-bottom" width="600" height="200"><br></p><p>Questi due triangoli sono<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>uguali per il criterio di congruenza Lato-Angolo-Lato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>diversi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>uguali per il criterio di congruenza Angolo-Lato-Angolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 300  -->
  <question type="multichoice">
    <name>
      <text>Criteri di congruneza 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/d/d6/TriangoliPrimoCriterio.png" alt="Triangoli" class="img-responsive atto_image_button_text-bottom" width="599" height="200"></p><p>I lati e l'angolo evidenziati sono rispettivamente uguali e ci suggeriscono che i due triangoli sono<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>uguali per il criterio di congruenza Lato-Angolo-Lato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>diversi<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>uguali per il criterio di congruenza Lato-Lato-Lato<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 959  -->
  <question type="truefalse">
    <name>
      <text>Criteri di congruenza 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/4/4d/TriangoliSecondoCriterio.png" alt="triiangoli" class="img-responsive atto_image_button_text-bottom" width="601" height="261"></p><p>I due triangoli sono congruenti per il criterio di congruenza (Angolo-Lato-Angolo)<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: 960  -->
  <question type="truefalse">
    <name>
      <text>Criteri di congruenza 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/4/4d/TriangoliSecondoCriterio.png" alt="triiangoli" class="img-responsive atto_image_button_text-bottom" width="600" height="261"></p><p>I due triangoli non sono congruenti.<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: 961  -->
  <question type="truefalse">
    <name>
      <text>Criteri di congruenza 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/7/7a/TriangoliSecondoCriterioFalsificato.png" alt="Triangoli" class="img-responsive atto_image_button_text-bottom" width="599" height="280"><br></p><p>I due triangoli sono congruenti per il criterio di congruenza Angolo-Lato-Angolo<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: 962  -->
  <question type="truefalse">
    <name>
      <text>Criteri di congruenza 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/7/7a/TriangoliSecondoCriterioFalsificato.png" alt="Triangoli" class="img-responsive atto_image_button_text-bottom" width="599" height="280"><br></p><p>I due triangoli non sono congruenti.<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: 210844  -->
  <question type="truefalse">
    <name>
      <text>Criteri di congruenza 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/8/88/Triangolisimili.png" alt="triangoli simili" class="img-responsive atto_image_button_text-bottom" width="400" height="211"><br></p><p>Affinchè due triangoli siano congruenti è sufficiente che abbiano tutti e tre gli angoli uguali<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/Geometria/Triangoli/Altezze, mediane, bisettrici e assi nel triangolo</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 397  -->
  <question type="multichoice">
    <name>
      <text>Mediane, altezze, assi e bisettrici 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/5/51/Inradius.svg/513px-Inradius.svg.png" alt="bisettrici triangolo" width="400" height="202" class="img-responsive atto_image_button_text-bottom"><br></p><p>Le bisettrici di un triangolo</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>tagliano gli angoli a metà</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>collegano il punto medio dei lati con i vertici opposti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>passano perpendicolarmente nel punto medio dei lati</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>passano dai vertici perpendicolari ai lati opposti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 398  -->
  <question type="multichoice">
    <name>
      <text>Mediane, altezze, assi e bisettrici 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/5/5b/Circocentro.jpg" alt="assi triangolo" width="400" height="470" class="img-responsive atto_image_button_text-bottom"><br></p><p>Gli assi di un triangolo</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>tagliano gli angoli a metà</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>collegano il punto medio dei lati con i vertici opposti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text>passano perpendicolarmente nel punto medio dei lati</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>passano dai vertici perpendicolari ai lati opposti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210876  -->
  <question type="multichoice">
    <name>
      <text>Mediane, altezze, assi e bisettrici 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/7/73/SimetriasDelTri%C3%A1nguloEquil%C3%A1tero.svg/203px-SimetriasDelTri%C3%A1nguloEquil%C3%A1tero.svg.png" alt="baricentro" class="img-responsive atto_image_button_text-bottom" width="300" height="287"><br></p><p>Nel triangolo equilatero <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>altezze, mediane, bisettrici e assi coincidono<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>non si trovano le altezze<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[gli assi dei lati coincidono cone le mediane ma non con le bisettrici<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>le mediane non si incontrano nel baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 399  -->
  <question type="multichoice">
    <name>
      <text>Mediane, altezze, assi e bisettrici. 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/a4/Ortocenter_and_circumcircle.svg/318px-Ortocenter_and_circumcircle.svg.png" alt="ortocentro" width="400" height="400" class="img-responsive atto_image_button_text-bottom"><br></p><p>Le altezze di un triangolo</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>tagliano gli angoli a metà</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>collegano il punto medio dei lati con i vertici opposti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>passano perpendicolarmente nel punto medio dei lati</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>passano dai vertici perpendicolari ai lati opposti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 400  -->
  <question type="multichoice">
    <name>
      <text>Mediane, altezze, assi e bisettrici. 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/b/b7/Mediane.JPG" alt="baricentro" width="400" height="266" class="img-responsive atto_image_button_text-bottom"><br></p><p>Le mediane di un triangolo</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>tagliano gli angoli a metà</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>collegano il punto medio dei lati con i vertici opposti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text>passano perpendicolarmente nel punto medio dei lati</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>passano dai vertici perpendicolari ai lati opposti</p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210875  -->
  <question type="multichoice">
    <name>
      <text>Mediane, altezze, assi e bisettrici. 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/c/c7/Lukion_taulukot_%281993%29-page027-image01.png" alt="baricentro" class="img-responsive atto_image_button_text-bottom" width="329" height="241"><br></p><p>In un triangolo rettangolo due altezze...<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>coincidono con i lati adiacenti all'angolo retto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>non si possono trovare<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[passano per il punto medio del lato opposto all'angolo retto<br>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>cadono fuori dai lati adiacenti all'angolo retto<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210877  -->
  <question type="truefalse">
    <name>
      <text>Altezze, mediane, bisettrici e assi 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/43/Isosceles-triangle-more.svg/844px-Isosceles-triangle-more.svg.png" alt="triangolo isoscele" class="img-responsive atto_image_button_text-bottom" width="300" height="320"></p><p>In un triangolo isoscele altezze, mediane, bisettrici ed assi rispetto a qualsiasi lato coincidono tutti.<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: 210878  -->
  <question type="truefalse">
    <name>
      <text>Altezze, mediane, bisettrici e assi 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/43/Isosceles-triangle-more.svg/844px-Isosceles-triangle-more.svg.png" alt="triangolo isoscele" class="img-responsive atto_image_button_text-bottom" width="300" height="320"></p><p>In un triangolo isoscele l'altezza, la mediana,&nbsp;&nbsp;l'asse rispetto alla base&nbsp;e la bisettrice dell'angolo al vertice&nbsp; coincidono.<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/Geometria/Triangoli/Punti notevoli del triangolo</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 589  -->
  <question type="multichoice">
    <name>
      <text>Punti notevoli del triangolo 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/b/b7/Mediane.JPG" alt="incontro mediane" class="img-responsive atto_image_button_text-bottom" width="300" height="200"><br></p><p>Il punto di incontro delle mediane si chiama?<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>Baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Circocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Incentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Ortocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 590  -->
  <question type="multichoice">
    <name>
      <text>Punti notevoli del triangolo 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/6/61/Circumcenter_Construction.svg/468px-Circumcenter_Construction.svg.png" alt="intersezione assi" class="img-responsive atto_image_button_text-bottom" width="300" height="226"><br></p><p>Il punto di incontro degli assi si chiama?<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>Baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Circocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Incentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Ortocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 591  -->
  <question type="multichoice">
    <name>
      <text>Punti notevoli del triangolo 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/ea/Incentro.svg/300px-Incentro.svg.png" alt="incontro bisettrici" class="img-responsive atto_image_button_text-bottom" width="300" height="200"><br></p><p>Il punto di incontro delle bisettrici si chiama?<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>Baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Circocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Incentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Ortocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 592  -->
  <question type="multichoice">
    <name>
      <text>Punti notevoli del triangolo 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/5/5d/Ortocenter_and_circumcenter.svg/633px-Ortocenter_and_circumcenter.svg.png" alt="incontro altezze" class="img-responsive atto_image_button_text-bottom" width="400" height="344"><br></p><p>Il punto di incontro delle altezze si chiama?<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>Baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Circocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Incentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Ortocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210837  -->
  <question type="multichoice">
    <name>
      <text>Punti notevoli del triangolo 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/Circocentro%20esterno%20assi.png" alt="incontro altezze" class="img-responsive atto_image_button_text-bottom" width="400" height="352"><br></p><p>In figura è rappresentato...<br></p>]]></text>
<file name="Circocentro esterno assi.png" path="/" encoding="base64">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</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il Baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>il Circocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>l'Incentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>l'Ortocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210838  -->
  <question type="multichoice">
    <name>
      <text>Punti notevoli del triangolo 6</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/6/6f/Ortocentro_esterno_angoli_retti.png" alt="incontro altezze" class="img-responsive atto_image_button_text-bottom" width="400" height="284"><br></p><p>In figura è rappresentato...<br></p>]]></text>
<file name="Circocentro esterno assi.png" path="/" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAyUAAALECAYAAAAW+58MAAAABHNCSVQICAgIfAhkiAAAABl0RVh0U29mdHdhcmUAZ25vbWUtc2NyZWVuc2hvdO8Dvz4AACAASURBVHic7N1pVFRnuvf/b1UxiSAiyCCTqDjhLKI4axuTmMnMsc1oOjk5PZ2k1zrv/y+fV0k/6fSTdDrpY9pMRqNJOtFWY8AhSitOiBiZVAYRFBAEZKqq/wvO3l0kJnEAdg2/z1pZqRQCF4aC/dv3fV23ze12uxER8XHd3d38n//zf3C5XOTk5LBy5UqrS5Lv+fOf/8zly5eZPHkyjz76qNXliIiIF7FbXYCISH8IDg5m1KhRAFRWVlpcjVzPtWvXABgyZIjFlYiIiLdRKBERv5GSkgJAbW0t3d3dFlcj39fW1gbA0KFDLa5ERES8jUKJiPiN1NRUAFwuFzU1NRZXI546OjrMx1opERGR71MoERG/YYQSgKqqKgsrke8ztm6BQomIiPyQQomI+I3w8HBiYmIA9ZV4m/b2dvOxQomIiHxfkNUFiIj0p5SUFBoaGqisrMTlcmG3+++9l87OTq5du8a1a9fo7Oyku7ub7u5uXC4X3d3dOJ3OPv/d09Pzk29zu90EBwdjt9sJDg4mKCiIoKAgHA6H+fin3hYUFERISAjh4eEMGTKkT/jwDCXh4eFW/HWJiIgXUygREb+SmprK8ePH6erq4tKlS8THx1td0s9yu91muLh27Rrt7e20t7f3ea6tre0Hb3c6nVaX/pPsdjthYWEMGTKEa9eu0djYiN1up6CggPPnzzNkyJA+ASY8PJzw8HC/DpIiInJ9CiUi4lc8+0oqKyu9IpR0dXXR1NRES0sLV65cobm5mebmZvO/W1paBq2WkJCQH6xwOBwOgoODcTgcdHV10dPTQ09PD06n03zc2dl505/L5XKZAaq1tdX8GEePHsXhcPzo+4WHhxMdHU1kZCTDhw8nKiqKqKgohg0bRlRUFBEREbf89YuIiHdSKBERvxITE0N4eDjt7e1UVlYyZ86cAf+c1wsaxuPm5uZbuqD3ZKwgfH9FwfO/hwwZct3tVEbgCA4O7pev1dj6db3gYoQXI4h0dnbS1tZGe3s75eXlXLt2DZfL9ZOBBDDf/6eMGDHCDCvf/8foKxIREd+hUCIificlJYUzZ870+wSuK1euUF9fT319PXV1debjW+F55z8qKsoMGtcLH97kVgPOtm3b6OrqIjw8nP/+7//uE16+v3XNCHhGsOvp6fnBx2tsbKSxsfFHP19UVBTx8fEkJCQwcuRI4uLiiIuLu+m6RURkcCiUiIjfSU1N5cyZMzQ3N3P16lUiIyNv6v07Ozupr6/n4sWLfQLIja54DBkypE/g+P4/ERERAdc3Yax8GM3voaGhhIaGEh0d/bPv29bWZq46fT+wNDc309raitvt7vM+xp8pKSkxn3M4HIwcOZL4+Hjz3/Hx8Tf9/SEiIv1PoURE/I5xsjvA+fPnmTJlynX/nMvl4vLly32Cx8WLF2+4x2PYsGHExsYSFxdHbGyseUc+LCysX74Of2KcU3IrKz9Dhw5l6NChJCYmXvftPT09NDQ0cOnSJerr683/p01NTbhcLvPPOZ1OLl68yMWLF/u8/5AhQ4iPjzdXU4yw0l9b3kRE5OcplIiI3xk1ahR2ux2Xy0VVVZUZSjo6OqisrKSyspKqqiouXLhw3a1B3xcVFdUneBj/hIaGDvSX4jeMUDIQZ5QEBQWZQcKT0+k0w4rnPw0NDX3CyrVr1zh37hznzp3r8/5xcXGkpKSQmppKamoqw4cP7/faRUSkl0KJiPgdh8NBcnIyFRUVFBYW4nK5qKys/Mn+D5vNxvDhw83A4RlAQkJCBrF6/9TW1gYM7hklDofjur0kLpeLhoYGc0XFM6x4jlk2eoaOHDkC9K6MGSElJSWF+Pj4gNuGJyIyUBRKRMQvuFwu6urqqKqqorKyktLSUhobG6mvr+fatWvYbLY+fz4sLIyUlBSSkpLMf2vlY+AM5ErJzbLb7WbgnDRpkvm8y+WitraWmpoaqqqqqKqqorm52Xx7S0sLp06d4tSpU0BvX0xSUpK5kpKSkkJQkH6tiojcCv30FBGf1NPTY27DqqyspKampk8jutH4bLPZ6Orq6hNAkpOTGTlypFWlBxzj9HjwjlDyY+x2O0lJSSQlJZGdnQ1Aa2ur+f1lbPkzVlM6OzupqKigoqLCfP/ExERSU1NJTk4mLS2NoUOHWvb1iIj4EoUSEfEZ9fX1lJWVUVpaSmVlZZ++AE+hoaGkpaVRVFRESEgIy5cvZ8WKFYNcrRg8zxzx5lByPREREUyePJnJkycDvQGrtraWqqoqM6gYgxFcLhc1NTXU1NSY7x8XF0dGRgbjxo0jNTVV271ERH6EQomIeK2enh4qKiooLS2ltLS0z1YaTzExMeYKSEpKCiNHjsRms/Hmm29SX1/PhQsXBrly8eQZSnx95cDoV0pOTjafu3r1ap/VlNraWnM1xehL+fbbbwkNDWXs2LFkZGSQkZHh838XIiL9SaFERLxKU1MTJSUllJaWcv78+etOxwoPD2fMmDFkZGQwduzYH724S0lJob6+nqqqKlwul+5SW8ToJwHfWym5EZGRkWRmZpKZmQn0humzZ89SVlZGWVmZechjZ2cnxcXFFBcXA5CYmGgGFGNinIhIoFIoERFLOZ1Ozp07Z66GXO+UbpvNxqhRoxg3bhzjxo274Qu41NRUjhw5Qk9PDxcvXmTUqFED8SXIz/D3UPJ9QUFBZtiA3qBdWlpKeXk5FRUVZtCura2ltraWvXv3MmTIEMaNG8f48eMZO3ZsQPw9iYh4UigRkUHndDopKyvj1KlTlJSUXPek9IiICHM1ZMyYMbc0StbzEMWqqiqFEosY44BhcEcCe4vo6Giys7PJzs7G6XRy/vx5SktLKSsr4/Lly0BvcDt58iQnT57EbreTlpZGZmYmkydPVkARkYCgUCIig8LlcplB5MyZMz8IIsbkI6MpOCEh4QdjfG9WdHQ04eHhtLe3U1lZydy5c2/r48mt8VwpCcRQ4snhcDBmzBjGjBnDnXfeSUtLCyUlJZSVlXHu3Dk6OztxuVycPXuWs2fPsm3bNtLT08nMzGTSpEmEhYVZ/SWIiAwIhRIRGTAul4vy8nKKi4v57rvv6Ojo6PN2u93O6NGjzQuugbgjnJaWxunTp6msrOz3jy03xgglwcHBOBwOi6vxLsOGDSMrK4usrCycTifl5eV9grvxGiovL+fLL79kzJgxTJkyhYkTJ+pcHRHxKwolItKvXC4X586do6ioiDNnzvSZvASDE0Q8paamcvr0aVpbW2lqaiI6OnpAP5/8kDcdnOjNHA4H48ePZ/z48T8aUIzmeYfDwdixY8nMzGTChAkKKCLi8xRKROS2uVwuzp8/z6lTpzh9+rTlQcSTZ19JZWWlQokFjO8HjcC9cdcLKMaKY2dnJ06nk5KSEkpKSggKCmLcuHFmQAkODra6fBGRm6ZQIiK3rKWlhYKCAo4fP87Vq1f7vM3KIOIpMTGRoKAgenp6qKqqYvr06ZbUEciMUKKVklvzcwGlp6eH7777ju+++47g4GAyMzOZNWtWn0AuIuLtFEpE5KY4nU6+++47jh49SkVFRZ+3GUHEOAHbGy5C7XY7KSkpnD17lqqqKqvLCUjavtV/fi6gdHd3c/z4cY4fP87IkSOZOXMm06dPD/gBAyLi/RRKROSGNDY2cvjwYU6cONFnmpI3BpHvM0JJfX09nZ2d2n8/yIzvF10Y96/vB5SysjJOnz5tBpRLly6xc+dOdu/ezcSJE5k1axbp6em3PdVORGQgKJSIyI/q6emhqKiIY8eO/WB6VXR0NLNmzWLGjBlERERYVOGNSU1NNR9XVlaah9rJwHO73dq+NQgcDgcTJkxgwoQJ9PT0UFxczNGjRzl//jxOp5NTp05x6tQpoqOjmTlzJjNnzvT6162IBBaFEhH5gQsXLnD06FGKior6nCficDiYNGkSs2bNYvTo0T5zxzU5ORmbzYbb7aaqqkqhZBAF2mnu3iAoKIhp06Yxbdo0GhsbOXLkCMePH6e9vZ2mpia++eYb8vLyGDduHLNmzSIjIwO73W512SIS4BRKRASAzs5OCgsLOXbsGLW1tX3eFhsby6xZs3x2b3poaCjx8fFcvHhR55UMMoUSa40YMYI77riD5cuX9+kFc7lc5vSuyMhIZsyYwaxZsxg+fLjVJYtIgFIoEQlwdXV15OfnU1RURE9PT5+3zZgxgxkzZpCWlmZRdf0nJSWFixcvUlNTg9Pp1CF+g0SnuXsHh8NBZmYmmZmZXLlyhWPHjlFQUEB7eztXr15l37597Nu3j/T0dGbPnk1mZqbVJYtIgFEoEQlQJSUlHDx4kHPnzvV5Pj4+nlmzZjFt2jTCwsKsKW4ApKamcvjwYXp6eqitrSU5OdnqkgKC55k1CiXeYfjw4SxbtowlS5ZQWlpKQUEB5eXluN1uzp49y9mzZ9m9ezc5OTnMnDmToCBdKojIwNNPGpEAc+zYMb799lsaGhr6PD9jxgxmz57ttxfrnqs9lZWVfvt1ehutlHgvu91uNsc3Nzdz7Ngxjh49ytWrV2lqamLbtm3k5uaSlZVFdna2GuNFZEAplIgEgGvXrnHo0CEOHz5MW1ub+fzQoUOZM2cO2dnZfr/fPzIykmHDhtHS0kJlZSXz58+3uqSAoJ4S3xAVFcXSpUtZvHgxJ0+e5ODBg9TV1XHt2jX27dvHgQMHmDZtGgsWLCAmJsbqckXEDymUiPixpqYmDhw4wIkTJ+ju7jafj4mJIScnh+nTpwfU1ozU1FSKiop0iOIg8gwl/rQd0F/Z7XamT5/O9OnTqaio4ODBg5SVleF0Ojl27BjHjh0jIyODnJwc0tPTrS5XRPxI4FyNiASQyspKDhw4QElJCW6323x+9OjR5OTkkJGR4TPjfPuTEUra29u5fPkysbGxVpfk94yVuaFDh1pcidysMWPGMGbMGOrr6zl48CAnT57E6XRSWlpKaWkpiYmJzJs3jylTpmiksIjcNoUSET/hcrk4ffo0Bw8epKamxnzebrczefJkFixYQEJCgoUVWi8lJcV8XFVVpVAyCIyVEm3d8l1xcXE88MAD/OIXvzC3gXZ0dFBbW8vWrVvZvXs3c+fOZfbs2YSGhlpdroj4KIUSER/ncrk4efIke/fupbGx0Xw+NDSUmTNnMm/ePKKioiys0HvExcUREhJCV1cXVVVVzJw50+qS/J5Cif+IiIhg+fLlLFq0iGPHjpGfn09TUxMtLS3s2rWLvXv3kpOTw7x58xROROSmKZSI+Ci3282pU6fIy8vrM0lr2LBhumv5I+x2OykpKZSXl6uvZJAYI4E1ect/BAcHk52dTVZWFmfOnOHbb7+lpqaGzs5O8vLyyM/PJycnh7lz5+pnkIjcMIUSER/jdrv57rvvyMvLo76+3nw+KiqKRYsWMWPGDB0M+BOMUHL58mXa29t1sTzAjJUS/T37H7vdzqRJk5g0aRJnz54lLy+PyspKOjo6yM3NJT8/nwULFpCdnU1wcLDV5YqIl1MoEfEhZ86cITc3l7q6OvO5yMhIFi1axKxZsxRGbkBqaqr5uKqqigkTJlhYjf9rbW0FtH3L36Wnp5Oenk5FRQW5ublUV1dz7do1vv76aw4ePMjChQvJysoKqGl/InJz9NNBxAeUlpaSm5tLbW2t+VxERASLFi1i9uzZCiM3ITk5GZvNhtvtprKyUqFkAPX09OByuQCtlAQKY2JXWVkZeXl51NTU0NbWxo4dO/j222/1M0tEfpRCiYgXKy8vJzc3t880rYiICBYsWKC7jrcoODiYUaNGUVNTQ2VlpdXl+DWjnwS0UhJoxo0bx7hx4ygpKSE3N5eLFy/S2trK9u3bzXAyc+ZMhRMRMemKRsQLee7PNoSHh5v7sxVGbk9KSgo1NTVcuHABp9OpC6MBYpxRAgolgWr8+PGMHz++z9bTlpYWvvrqK/bv38/ixYuZMWOGzjkREYUSEW9y+fJltm3bxtmzZ83nhgwZombRfpaamkp+fj4ul4vq6mrS0tKsLskveZ7mrlAS2CZMmMD48eM5ffo0e/bsob6+nubmZv7xj39w4MAB7rjjDm2lFAlwCiUiXqC9vZ28vDyOHDli7sEfMmQI8+bN01jNAeAZQqqqqhRKBohnKFFPidhsNiZPnsykSZMoLi5mz549XLp0iYaGBj7++GPS0tJYtWoVcXFxVpcqIhZQKBGxkNPp5NChQ+zdu5eOjg4AwsLCmDdvng4gG0Dh4eFER0fT1NSkvpIB5NlTolAiBpvNRmZmZp9wcvnyZc6fP89f/vIXZs2axbJly/Q9IxJgFEpELHLmzBl27txpnsJut9vJyspi2bJlhIWFWVyd/0tJSaGpqYnz589bXYrf8lwpGTp0qIWViDey2+1MmTKFyZMnc/ToUXJzc2lvb6egoICTJ0+yaNEi5s6dqx46kQChV7rIIKuvr2fbtm19LobT09NZtWoVsbGxFlYWWFJTUyksLKSrq4v6+nptGRkARigJDQ3FZrNZXI14K+OGzJQpU8jLy+Pw4cN0dnby9ddfc+TIEVasWMHkyZOtLlNEBphCicggaW9vZ/fu3Rw7dgy32w3AiBEjWLlypRo8LZCSkmI+rqysVCgZADrNXW5GWFgYd911F1lZWebAj6amJjZt2kRKSgqrVq0iISHB6jJFZIAolIgMsJ6eHvLz89m/fz+dnZ1A753jxYsXM3fuXI2jtUhcXBwhISF0dXVRVVVFVlaW1SX5HWMksCZvyc2IjY3l6aefprS0lB07dtDQ0EBVVRVvv/0206dP5xe/+AURERFWlyki/UyhRGQAnTp1it27d9PU1AT0NnjOmDGDFStW6O6xFxg9ejQlJSVUVVVZXYpfMlZKFErkVmRkZDBmzBgOHTrEnj176Ozs5Pjx4xQXF7Nw4ULmzZunMekifkShRGQAXLlyhS+++KLPeSPafuB9UlJSKCkpoampifb2dgXFfqZQIrfL4XCQk5PD9OnTze2vXV1dfPPNNxw5coTVq1czevRoq8sUkX6gUCLSj1wuFwcPHmTPnj10d3cDMGzYMO644w6mTJlicXXyfampqebjc+fOqZm2nxkjgRX25HaFh4dz3333MWfOHLZt20ZVVRXNzc289957TJs2jTvvvFPfZyI+TqFEpJ/U1tby+eefU1dXB0BQUBALFy5k/vz52mLgpZKSkrDb7bhcLqqqqhRK+pHb7TbP3tFKifSXhIQE1q1bR3FxMTt37qS5uZnCwkJKS0u58847mT59utUlisgtUigRuU1dXV3k5uZy6NAh8zT29PR0HnjgAaKioiyuTn6Kw+EgKSmJqqoqHaLYz3SauwykyZMnM378eHJzc8nPz+fatWt89tlnnDhxgvvvv5/hw4dbXaKI3CSFEpHbUF5ezhdffEFLSwvQe/G1cuVK3a3zISkpKVRVVVFbW0t3d7dWtfqJQokMtKCgIHNrrLFKffbsWf785z+zbNky5s2bh91ut7pMEblBerWK3ILW1lY+/fRT3n//fTOQZGZm8pvf/EaBxMcYfSVut5vq6mqLq/Efxjhg0PYtGViJiYm8+OKLLF++HIfDQU9PD7t27eLtt9+mtrbW6vJE5AZppUTkJh07doydO3ea++UjIyN54IEHGDt2rMWVya34/iGK6enpFlbjPzxXShRKZKDZ7XYWLVrE5MmT2bp1KzU1NdTV1fHOO++QnZ3NsmXLCAkJsbpMEfkJCiUiN6ixsZHPP/+8T+9BVlYWK1asIDQ01MLK5HaEh4cTExNDQ0OD+kr6kUKJWCEmJobnn3+eI0eO8PXXX9PZ2Ul+fj7FxcXcf//9unkk4sUUSkR+htPp5MCBA+zdu5eenh4ARowYwYMPPkhycrLF1Ul/SE1NpaGhgerqalwul/ah9wNjHDCop0QGl81mIysriwkTJvDll19SUlJCS0sL77//PlOmTOHuu+/W96SIF1IoEfkJDQ0NbNq0yRzza7fbWbBgAUuWLMHhcFhcnfSX1NRU81C2uro6EhMTrS7J53mGEq0kihUiIyNZs2YNp06dYvv27bS1tVFUVERFRQUPPvgg48aNs7pEEfGgUCLyIw4fPszOnTvN1ZGEhARWr15NfHy8xZVJf/PsK6mqqlIo6QfG9q2IiAiLK5FAl5mZyZgxY9ixYwcnTpygvb2dDz74gKysLFauXKmJeyJeQqFE5Hva29vZsmUL5eXlwL8bKBcvXqxtPX4qJiaG8PBw2tvbqaqqIjs72+qSfJ4RSrRNRrzBkCFDWL16NVOmTGHr1q20t7dTUFBARUUFjz32mG42iXgBXWGJeKioqOD//b//ZwaSqKgo1q1bx9KlSxVI/JwxGvjcuXPWFuInjFCiJnfxJuPGjeM///M/zSl7jY2NvP3223z77be43W6LqxMJbLrKEqG3mX379u1s2LDBPF9h+vTp/Od//idJSUkWVyeDwdjC1draap49I7fO6ClRKBFvExERwdNPP83dd99NUFAQLpeLr7/+mvXr13P16lWryxMJWAolEvAuXbrEW2+9xaFDh4DeptzHHnuM1atXq0E3gBgrJYBGA/cDhRLxdtnZ2bz44ovExsYCva/7P//5z5w5c8biykQCk0KJBLT8/HzefvttLl++DPRemP7mN79h0qRJFlcmgy0xMZGgoN42O4WS22eEEvWUiDcbOXIkL730Ejk5OQB0dnby8ccf8/nnn9Pd3W1xdSKBRY3uEpBaW1vZsmULZ8+eBXqb2ZcvX878+fOx2WwWVydWcDgcJCcnc+7cOYWS29TZ2YnL5QK0UiLez+FwsHLlSsaNG8eWLVtoa2vj+PHjnD9/nocfflhbeEUGiVZKJOCUlZXx5ptvmoFkxIgRvPjiiyxYsECBJMAZfSX19fV0dnZaXI3v8jzNXSsl4ivGjBnDr3/9a8aPHw9AU1MTf/vb39izZ48ZskVk4CiUSMBwuVzs2rWLDz74wNxakpWVxUsvvaRxkAL8u6/E7XZTVVVlcTW+S6FEfFV4eDhr1qzh3nvvJTg4GJfLRV5eHu+9916fA0FFpP8plEhAaGtrY/369Rw4cADo/cWzdu1a7rnnHh2cJabvH6Iot0ahRHzd7Nmzeemll0hISAB6+8z+8pe/cOHCBYsrE/FfCiXi92pra3nrrbfMi8ykpCReeuklxo0bZ3Fl4m1CQ0OJi4sD1Ox+OzzvKKunRHzViBEjeOGFF5gzZw4ALS0t/O1vf6OgoMDiykT8kxrdxa8dPnyYHTt24HQ6AZgzZw533XWXDkKUH5WSkkJ9fT3V1dW4XC59r9wChRLxF3a7nVWrVpGamspnn32G0+nkq6++oqqqivvuu8+c2Ccit0+/bcUv9fT0sGXLFrZt24bT6cThcPDII4+watUqXWTKTzL6Snp6eqitrbW4Gt+k7Vvib6ZMmcKvfvUroqKiACgsLOSdd97hypUrFlcm4j90dSZ+p7m5mXfeeYeTJ08CEBUVxQsvvEBmZqbFlYkv8Owr0RauW2OslISFhWminfiNhIQEXnrpJcaOHQtAXV0db731ljnJUURuj0KJ+JXy8nLeeust6urqgN4Rj5quJTcjOjqaiIgIQM3ut8pYKdHWLfE3YWFhrF27lqVLlwK9Z/Js2LCBffv2WVuYiB9QKBG/4Ha72bNnDx988AEdHR0ALFmyhCeffJKwsDCLqxNfk5aWBsD58+ctrsQ3GaFEW7fEH9lsNpYsWcLatWsJDQ3F7XbzzTff8OGHH5q/f0Tk5imUiM/r7Ozk/fffJy8vD7fbTVhYGE8++SRLly7V1hG5JcYWrvb2dpqamiyuxvcY27cUSsSfjRs3rs9KfGlpKX/961+pr6+3uDIR36RQIj7t0qVLvPXWW1RUVAAQHx/fZ8+vyK0wmt1BfSW3Qtu3JFAMHz6cX/3qV2bPYmNjI++88w5FRUUWVybiexRKxGeVlZXx17/+1Zx+MnXq1D7TUURuVXx8vDnqU30lN89YKVEokUAQFBTUZ7pjd3c3n376Kd98843VpYn4FIUS8UlHjhzhww8/pLu7G7vdzt13381DDz2kmfHSL+x2u7laopWSm+N2u+ns7AQUSiSwzJkzh+eee47IyEgA9u3bx8aNG81zskTkpymUiE9xu93885//5MsvvzT7R5555hmys7OtLk38jNFXcunSJfMiW35eW1ub+Vg9JRJokpOTeeGFF0hISADgu+++Y/369X3O7hGR61MoEZ/R3d3NRx99xL/+9S+g9/yR559/vs/+f5H+4vl9pSlcN06nuUugi4yMZN26dYwbNw6A6upq/vrXv9LY2GhxZSLeTaFEfEJ7ezv/8z//Q2lpKQCJiYm8+OKLxMbGWlyZ+KuUlBRzepu2cN04neYuAsHBwaxZs4asrCwAmpqa+Otf/0pNTY3FlYl4L4US8XqXL1/m7bffpra2FoCMjAyee+45XfDIgAoODjZHfSqU3DiFEpFedrude+65hzvvvBObzUZHRwd/+9vfOH36tNWliXglhRLxapWVlbz77rs0NzcDMG/ePNasWUNwcLDFlUkgMLZw1dTUqFn1BnmGEm3fEun9vfXYY48RFBSEy+Xik08+0QnwItehUCJeq6ioiL///e90dHRgs9m49957zTtOIoPBCCUul0vbLm6QekpEfmjixIl9Vvi/+eYbPvvsM1wul8WViXgPhRLxSrm5uXz66ac4nU6Cg4P55S9/yezZs60uSwKMZ7O7ziu5McZKid1uJyQkxOJqRLzHqFGjeOGFF4iJiQHgxIkTvP/++5ruJ/K/FErEqzidTjZu3MjevXsBGDp0KM8//7w5xURkMEVGRpqHcSqU3BhjpWTo0KEWVyLifYwT4NPS0gA4e/Ys7777Li0tLRZXJmI9hRLxGteuXWP9+vV89913AIwcOZIXX3zRbDYWsYKxWqJQcmOMUKImd5HrCwsL46mnnmLq1KlA71lIb7/9NnV1dRZXJmIthRLxCq2tIOq//gAAIABJREFUrbzzzjtUV1cDkJ6ezvPPP8+wYcMsrkwCnXGIYnt7Ow0NDRZX4/2M7VvqJxH5cQ6Hg4ceeoglS5YAvYeOvvvuuzoTSQKaQolYrrm5mXfffdc8WGr69Ok8+eSThIaGWlyZSN++Eo0G/nkKJSI3bunSpdx///3YbDa6u7vZsGEDFRUVVpclYgmFErFUU1MT77zzDleuXAFg7ty5rF69Grtd35riHeLj482GbYWSn2eEEvWUiNyYmTNnsmbNGhwOB06nkw8//NDcxiwSSHTlJ5a5dOkS7777Lq2trQAsW7aMu+66y+KqRH7IaEpVKPl5xutZKyUiNy4jI4O1a9cSHByM0+nkk08+obCw0OqyRAaVQolY4sKFC7z77ru0tbUBcM8997B48WKLqxK5PqOvpLGxsc85HNKX52hThRKRm5Oenm5uXXa73WzdupVjx45ZXZbIoFEokUFXXV3N+vXrzQuY+++/n6ysLIurEvlxRigB1Ij6E3RwosjtSU1N5ZlnniEsLAyAL774gvz8fIurEhkcCiUyqCoqKvj73/9Od3c3NpuNRx99lJkzZ1pdlshPSkpKMvucNBr4x3mGEo0EFrk1iYmJPPfcc2Zf1o4dO8jLy7O2KJFBoFAig6a0tJQPP/yQ7u5uHA4Hjz32GJMnT7a6LJGfFRwcTGJiIqC+kp+ilRKR/hEXF8e6deuIjIwEYM+ePXz11VcWVyUysBRKZFAUFxfz8ccf43Q6cTgc/PKXv2TixIlWlyVyw4wtXLW1tXR3d1tcjXcyJm+BQonI7RoxYgTr1q0jOjoagIKCAr744gvcbrfFlYkMDIUSGXCFhYVs2rQJl8tFcHAwTz31FGPGjLG6LJGbYpxX4nK5qKmpsbga7+QZSjQSWOT2DR8+nHXr1hETEwPAsWPH2Lx5M06n0+LKRPqfQokMqIKCArZu3QpAaGgozz77rDleVcSXeH7fagvX9XmGEqNRV0RuT0REBOvWrSMhIQHou/NAxJ8olMiAOXTokLkHNjw8nOeee45Ro0ZZXJXIrQkPD2fEiBGAmt1/jNFTMmTIEGw2m8XViPiP8PBwnnnmGfN3aFlZGRs3blQwEb+iUCID4tixY2zfvh3ovcvz3HPPER8fb3FVIrfH2MKllZLrM1ZK1E8i0v/CwsJ4+umnzf620tJStmzZYnFVIv1HoUT6XVFREf/4xz+A3ouTp59+mtjYWIurErl9xsVAV1cX9fX1FlfjfYyVEo0DFhkYoaGhPPXUUyQlJQG9W7m2bt2q5nfxCwol0q9KSkrYsmULbrebkJAQnnnmGUaOHGl1WSL9wlgpAa2WXI/n9i0RGRjGwJi4uDigd5jMl19+aXFVIrdPoUT6TXl5ORs3bsTtdps/NLVlS/xJbGysuQqgvpIf0vYtkcERGhrKM888Y+5COHr0KDt37rS4KpHbo1Ai/aK6upqPP/4Yl8uF3W5n7dq1JCcnW12WSL8ztnBppeSHjFCiccAiAy88PJxnn32W4cOHA3Dw4EH27t1rcVUit06hRG7bhQsX2LBhAz09Pdjtdh5//HGN/RW/ZYSSK1eucPXqVYur8R5Op5Ouri5A44BFBsvQoUN59tlnGTZsGAC5ubkcOnTI4qpEbo1CidyWS5cusWHDBrq6urDZbDz66KOMHz/e6rJEBowRSkCrJZ6MfhLQSonIYIqKiuLZZ581t5Zu376dEydOWFyVyM1TKJFb1tDQwPr16+no6ADgoYceYuLEiRZXJTKwkpKSsNt7f3QqlPyb58GJ6ikRGVzR0dE8++yz5mvv888/p6ioyOKqRG6OQonckqamJt577z3z7ui9997LlClTLK5KZOA5HA5zHKdCyb95rpQolIgMvpEjR/LMM88QFhaG2+1my5YtlJSUWF2WyA1TKJGbdvXqVdavX2/up7/77ruZPXu2xVWJDB5jNHBdXR3d3d0WV+MdPEOJzikRsUZ8fDxPPfUUwcHBuN1uNm7cSHl5udVlidwQhRK5KW1tbaxfv56WlhYAli5dSnZ2tsVViQwuI5S43W6NBv5f2r4l4h1GjRrF2rVrCQoKwuVy8fHHH1NdXW11WSI/S6FEblh3dzcbNmygsbERgJycHJYsWWJxVSKDz3O6nLZw9fIMJWp0F7FWWloaTzzxBHa7nZ6eHt5//30uXbpkdVkiP0mhRG6Iy+Vi06ZN1NXVAZCZmcnKlSstrkrEGqGhoeahZVop6WVs3woKCsLhcFhcjYiMHTuW1atXA9DZ2cn777+vMebi1RRK5IZ89dVXlJaWAr1bVx588EGLKxKxlrGFq7KyEpfLZXE11tPBiSLeZ+rUqSxbtgyAlpYW3n//ffM8IRFvo1AiP+vgwYMcPXoUgNjYWNasWaM7oRLwjPNKenp6qK+vt7ga6xkrJeonEfEuixcvZsaMGQDU19ezceNG3UgRr6RQIj+ppKSEXbt2Ab13QJ966imd1izCv1dKQH0l8O+VEoUSEe9z3333mb1wFRUVbN++3eKKRH5IoUR+VG1tLZs3b8btdhMcHMxTTz3FsGHDrC5LxCuMGDHCHH2rUPLvUKJxwCLex26388QTT5i9cAUFBRw4cMDiqkT6UiiR6zL2nnZ3d2Oz2Xj88ceJj4+3uiwRrzJ69GgAzp8/b20hXqCtrQ3QSomItwoLC+PJJ58kIiICgF27dulwRfEqCiXyAx0dHWzYsMHcI37PPfcwduxYi6sS8T5GX0lraytXrlyxuBprafuWiPeLioriySefJDg4GIDNmzdz4cIFi6sS6aVQIn04nU4++ugjLl++DMD8+fN1WrvIjzBCCQT2Fi4dnCjiO+Lj43n88cex2Wx0d3fzwQcfBPxNFfEOCiXSx9atW82Lq4kTJ7JixQqLKxLxXgkJCQQFBQGBfV6JDk4U8S1jx47lvvvuA3on523YsKHP61jECgolYsrLy+PUqVMAJCUl8cgjj2Cz2SyuSsR7ORwOkpOTgcBeKTG2eoJWSkR8xcyZM1mwYAEAjY2NfPjhhzidTourkkCmUCIAFBUVsWfPHqB3z+natWt1FonIDTC2cF26dInOzk6Lq7GGtm+J+KZf/OIXTJo0CYDq6mo+//xziyuSQKZQItTW1vLZZ58BvdM5nn76aV1YiNwg47wSt9sdsFu4PEOJRgKL+A6bzcZDDz1krviePHmSffv2WVyVBCqFkgDX3t5uLtna7XbWrl3LiBEjrC5LxGekpKSY2xwDNZQY44BBKyUiviYoKIhf/vKX5u/+3NxcjTkXSyiUBDCXy8XGjRtpbW0FYPXq1ebdEhG5MaGhocTFxQGBe16Jtm+J+LYhQ4awdu1aQkJCcLvdbNy4kebmZqvLkgCjUBLAdu/ebTbnZmVlMXXqVIsrEvFNxhaumpqagGwU1WnuIr5vxIgRPPLII0Dva/qjjz6ip6fH4qokkCiUBKjTp09z4MABABITE7nrrrssrkjEdxnN7j09PVy8eNHiagafDk4U8Q8ZGRnmRK66ujq++OILiyuSQKJQEoAuX77M1q1bgd6LiDVr1mjSlshtMFZKIDBHAxsjgXVGiYjvW758ufkz7eTJkxQUFFhckQQKhZIA09nZyUcffUR3dzc2m43HH3+cyMhIq8sS8WlRUVFEREQAgdnsrpUSEf9ht9t5/PHHzZ9p//znP6mtrbW4KgkECiUBZsuWLTQ2NgJwxx13kJaWZnFFIv5h9OjRQGA2uxsrJQolIv4hPDycX/7ylzgcDpxOJx9++GGfQ1JFBoJCSQDZu3cvJSUlAEycOJGcnByLKxLxH0ZfSXt7uxn8A4Ua3UX8T2JiIqtWrQKgtbWVjRs34nK5LK5K/JlCSYAoLy8nLy8PgNjYWB566CFrCxLxM0YogcDqK3E6nXR3dwNaKRHxN7NmzWLGjBlA78+13bt3W1yR+DOFkgDQ3NzM5s2bcbvdhISEsGbNGoKDg60uS8SvxMfHExISAgRWKDHOOQKFEhF/dO+995KYmAjAgQMHKC0ttbgi8VcKJX6up6eHjz76iI6ODgAeeeQRndguMgDsdrt5+GgghRIdnCji3xwOB2vWrDFf35s3b+by5csWVyX+SKHEz33xxRfU1dUBsHDhQjIyMiyuSMR/GWM0GxoaAqYp1DOUqKdExD9FRkby+OOPY7PZ6Orq4qOPPqKzs9PqssTPKJT4sRMnTnDy5Emg92Jp2bJlFlck4t88+0oCZTSwZ/hSKBHxX2lpaSxfvhyAxsZGvvrqK4srEn+jUOKnmpubzR8Y4eHhPP7449jt+t8tMpBSUlKw2WxA4IQSbd8SCRwLFy5k7NixQO/BisXFxRZXJP5EV6l+yOVysXnzZnMizkMPPaQ7mCKDIDg4mISEBCAwQ4lx2JqI+K8HH3yQsLAwoHeLeHNzs8UVib9QKPFD+/bto7q6GoDs7GzzroaIDDyjr6S6uhqn02lxNQPPCCUhISHmKpGI+K+hQ4eyevVqADo7O9m0aRNut9viqsQfKJT4mdraWvbs2QNATEwMK1assLgikcBi9JW4XC4uXLhgcTUDr62tDdDWLZFAMmHCBLKysgCoqalh//79Flck/kChxI90dXXxySef4Ha7sdvtPProozqPRGSQpaenm48DYTSwsVKiUCISWFauXEl0dDQAeXl51NbWWlyR+DqFEj/yz3/+kytXrgCwYsUK4uPjLa5IJPCEh4ebv6gDKZSob00ksAQHB/Poo49it9txuVxs2rTJ7GUVuRUKJX6itLSUY8eOAb172nNyciyuSCRwGX0l586ds7aQQWCMBFYoEQk8iYmJ5pjgpqYmdu7caXFF4ssUSvzA1atX2bJlCwBhYWE88sgjFlckEtiMvpKuri4uXbpkcTUDS9u3RALb/PnzSUtLA6CgoIAzZ85YXJH4KoUSH+d2u9m8eTMdHR1A7/jfyMhIi6sSCWyehyj68xYut9ut7VsiAc5ms/Hwww8TGhoKwGeffWYOwBC5GQolPi4/P9+86Jk5cyYZGRkWVyQicXFxhISEAP59XolxMwQUSkQCWWRkJPfffz/Q+3Nh69atFlckvkihxIfV1dXx9ddfAzB8+HDuuusuiysSEYOxncGfV0o874Zq+5ZIYJs8eTLTpk0DoLy8nEOHDllckfgahRIf5XQ62bRpEy6XC7vdzmOPPWbemRUR6xlbuJqamsxmcH/j+XUplIjIPffcw7BhwwDYsWMHly9ftrgi8SUKJT4qNzeXhoYGAJYsWUJiYqLFFYmIJ8++En+dwmX0k4BCiYhASEgIjz76KDabDZfLxZYtW3C5XFaXJT5CocQH1dfXc+DAAQASEhJYuHChxRWJyPclJSVht/f+iK2urra4moHhGUrUUyIiAMnJycyfPx+A2tpa/vWvf1lckfgKhRIf43K52Lp1K263G5vNxoMPPmhe+IiI9wgODmbUqFGA//aVeG7fUigREcPSpUsZPnw40Luzo7m52eKKxBfoatbH/Otf/+LixYsALFiwgLi4OIsrEpEfYxyiWFtb65cnHXuulBjjQEVEgoKCzGlc3d3d/OMf/7C4IvEFCiU+pKWlhdzcXKB32tbSpUutLUhEfpLRV+JyuaipqbG4mv5nhJKIiAiLKxERb5Oens6MGTOA3mlchYWFFlck3s5uNEuL9/v888/Nu62rV6/G4XBYXJGI/BRjpQT8cwuXTnMXkZ9y5513mls7d+zY4beTCKV/2N944w0++ugjzp8/b3Ut8hNOnDhBRUUF0HtIonEGgoh4r/DwcGJiYgD/PETROKdEoUREricsLIxVq1YBvT1oO3futLgi8WZ2gJKSEtavX8+7777L6dOncbvdVtclHjxfyEOHDmXlypUWVyQiN8pYLamsrPS70ZhaKRGRn5OZmcnYsWOB3husZ8+etbgi8Vb2rKwsgoODgd6xlZ988gl//vOfOXLkCE6n0+LyBPouea5atYqwsDCLKxKRG2X0lXR1dXHp0iWLq+lfRijR5C0R+Sn33XefecDzF1984ZeDP+T2OT744IP/LysrC4fDQX19PT09PVy7do2SkhKOHj2K0+kkISGBoKAgq2sNSOXl5ezatQuAjIwMli9fbnFFInIzgoODOXz4MABxcXEkJSVZXFH/+frrr3G73YwdO5YxY8ZYXY6IeKmwsDBCQ0MpKyujo6MDp9Nprp6IGOzQu/S+bNky/vCHP3DXXXcRFRUFQGtrK9988w2vvfYaO3bs4OrVq5YWG2i6u7v5/PPPgd5TUo3xeiLiO2JjY82VBH9qdu/q6jK3o2n7loj8nDlz5pCcnAzAwYMHuXDhgsUVibfpMxI4KCiIuXPn8vvf/56HHnqI+Ph4ADo7O8nPz+ePf/wjW7duRRO7Bkdubq4ZBFesWKGxmyI+ytjC5U+hRKe5i8jNsNlsPPDAA9jtdtxuN59//rnf9dnJ7bnuOSV2u52pU6fy0ksv8eSTT5Keng70ztovLCzkjTfe4MMPP+TcuXODWWtAqa2tJT8/H4Dk5GTmzJljcUUicquMZveWlha/WXH2DCVaKRGRGxEbG8uiRYsAqK+v5+DBgxZXJN7kZxtFxo4dy9ixY6mrq2Pfvn2cPn0al8tFaWkppaWlJCUlMX/+fCZNmoTNZhuMmgPCF198gdvtxm63s3r1aqvLEZHbYKyUAJw/f54pU6ZYWE3/8DxvQKFERG7UokWLKCoqoqGhgT179jBt2jQiIyOtLku8wA2f6B4fH88jjzzC7373O+bMmWNO7KqpqWHTpk288cYbFBQUaGJXPygsLOTixYsAzJ8/3zznQER806hRo8xhIf5yXolCiYjcCofDwb333gv09s5+/fXXFlck3uKGQ4lh+PDhrFq1ildeeYUlS5aYe4kbGxv56quv+OMf/8jevXvp6Ojo92IDgecLNDw8nMWLF1tckYjcLofDwahRowD/CSXqKRGRWzV69GgmTpwI9N6Ira2ttbgi8QY3HUoMQ4YMYenSpbzyyivcfffdDB8+HOid2JWbm8trr73Gzp07/Wb/9GDZt2+f+Xd2xx13mCtSIuLbjL6Sixcv0tnZaXE1t89zpWTo0KEWViIivujOO+/E4XAA8NVXX1lcjXiDWw4lhqCgILKzs/nd737Hww8/TGJiItA7LvLgwYP88Y9/5LPPPqO+vv62i/V3V69e5cCBAwAkJCQwY8YMiysSkf5i9JW43W5qamosrub2GSsloaGh6icUkZs2fPhw5s2bB/S2AhQWFlpckVjttkOJ+YHsdqZMmcKLL77IU089ZR6k5XK5OHHiBG+++aYmdv2MHTt2mD05xn5LEfEPaWlp5mN/GA1srJRo65aI3CrPNoBdu3bR09NjcUVipX4LJZ7GjBnDU089xUsvvcSUKVOw23s/TWlpKe+99x7vvPMOxcXFuN3ugfj0PqmmpoZTp04BMGXKFL869VlEelcU4uLiAP8IJcZKiUKJiNyq4OBgVqxYAfRu/9+/f7/FFYmVBiSUGOLj43n44Yf53e9+R3Z2tjl95vsTu5SM4csvvwR6G2JXrlxpcTUiMhCMvpKqqiqfPzTMCCWavCUit2PGjBkkJCQAsH//fvUiB7ABDSWG4cOHc/fdd/OHP/yBJUuWmL/ENLGr1/Hjx80RwAsXLtS8bhE/ZfSV9PT0mK95X2Vs31IoEZHbYbPZuOeeewBwOp3s3LnT4orEKoMSSgzGxK4//OEP3H333URHRwPQ1tZGbm4ur776Kjt27KC5uXkwy7JUd3c3u3btAiAyMpKFCxdaXJGIDBTPQxR9fQuXQomI9Jfk5GQyMzMBKCoqorq62uKKxAqDGkoMxsSu3/72tzz88MPmsl13dzf5+fm8/vrrbN26NSAmdu3bt8/85X7HHXeYW9xExP9ER0ebPRi+fF6J2+02xxqrp0RE+oNGBIslocT85P87ses//uM/fjCxq7CwkDfffJMPPviAs2fPWlnmgGlubjZHACcnJzN16lSLKxKRgTZ69GgAn55E2NbWZj7WSomI9AfP3SIXL17UiOAA5DW35ceMGcOYMWOoq6tj//79FBcX43K5KCsro6ysjFGjRjF//nwmTZpkTvPydZ4jgFetWmVxNSIyGFJSUiguLqa9vZ2mpiZzG6sv0WnuIjIQFixYwJEjR2htbWXXrl1MmjRJh0gHEK+7ujcmdv3+97/vM7HrwoULbN68mTfeeIPDhw/7/MSumpoaTp8+DcD06dPNQydFxL/5Q1+JQomIDITg4GDuuOMOoHdE8L59+yyuSAaT14USQ1RUlDmxa+nSpeYvvqamJrZt28Zrr73Gnj17fHZi1/bt24G+L0AR8X+JiYnmzRZfbeb0DCXaviUi/WnatGnmWW35+flm3634P68NJYYhQ4awZMkSXnnlFVatWmVudWhvbycvL49XX32V7du3+9TErpKSEmpqagDIyclh6NChFlckIoPFbrebqyW+ulLieZGgUCIi/e2uu+4Cegcg7d271+JqZLB4fSgxBAUFMWfOHH7729/yyCOPmNuduru7OXToEK+//jqffvqpT0zs+uabbwAICwsjJyfH4mpEZLAZhyjW19ebU6x8iUKJiAyk5ORkc/jR4cOHdaBigPCZUGKw2+1kZmby4osv8vTTTzN27Figd2JXUVERb775Jhs2bKCiosLiSq/vu+++o66uDuhdJQkLC7O4IhEZbL7eV2Js37Lb7YSGhlpcjYj4o2XLlgG913fqLQkMXjN961akp6eTnp5OfX09+/fv59SpU7hcLioqKqioqCAxMZEFCxZ41cSu3bt3A72rJPPmzbO4GhGxQnJyMjabDbfbTWVlJRkZGVaXdFOMlRI1uYvIQElOTiYjI4PS0lKOHDnCggULiIqKsrosGUDecaV+m+Li4njooYf4/e9/z9y5c83xcbW1tV41sevUqVNcvnwZgIULFxISEmJpPSJijdDQUOLj4wHfPETRWClRKBGRgeS5WqLeEv/nF6HEEBUVxV133cUf/vAHli1b9oOJXa+++ip79uzpMzlmsLhcLvLy8oDeX+TZ2dmDXoOIeA+jr6SmpsY8r8hXKJSIyGBITExk4sSJABw/ftynhhrJzfOrUGIICwtj8eLFP5jYde3aNcsmdn1/lUSHAYkENqOvpKenh9raWouruTlGKFGTu4gMtOXLlwO9N3dzc3MtrkYGkl+GEsP3J3aNGjUK6L0I8JzYZTSeDxTPF1JERIRWSUSEtLQ087GvNburp0REBsvIkSPJzMwEoLCwkMbGRosrkoHi16HEYEzseuGFF3j66acZN24c8O+JXW+99daATuwqLCykqakJgEWLFuFwOAbk84iI74iMjGTYsGGA74WS1tZWQCslIjI4li9fbg4H0WqJ//Lp6Vu3wnNi17fffktRUdEPJnbNnz+fyZMn98vELs9VkmHDhjF79uzb/pgi4h9SU1MpKiryqWZ3z3NVFEpEZDCMGDGCqVOnUlhYyKlTp1i8eDEjR460uizpZwGxUnI9cXFxPPjgg7z88svMmzfPnIRVW1vLp59+yhtvvMGhQ4due2LXsWPHaGlpAWDx4sVaJRERk9Hs3t7ebvaceTvPgxO1fUtEBsuSJUuw2+243W5zcJD4l4ANJYbIyEjuvPNOXnnlFZYvX87QoUOB3old27dv59VXXyUvL++WJnY5nU5zhN2wYcOYOXNmv9YuIr7N8xBFX1kt0WnuImKFESNGMH36dACKi4u5dOmSxRVJfwv4UGIICwtj0aJFvPzyy9x7772MGDEC6J0ys2fPHl599VW2bdvGlStXbvhjHj161FwlWbZsmdcc4Cgi3iEuLs5cpfWVUOJ5g0ahREQGk7FaAv8+jFr8h66SvycoKIjZs2fz29/+lscee4ykpCSgd2LX4cOH+dOf/sTmzZt/dmKX5ypJdHQ006ZNG/DaRcS32O12c7XEF0OJsbIsIjIYoqKizF0nZ86c8Zltr3JjFEp+hM1mY9KkSfzqV7/imWee6TOx69SpUz87sau4uNicULN48WKtkojIdRl9JZcvX+6zNcpbaaVERKy0ePFibDYbAPv377e4GulPATd961aMHj2a0aNH09DQwN69e38wsSshIYEFCxb0mdhlvFDCw8OZOnWqleWLiBf7fl/JhAkTLKzm56mnRESsNGzYMDIzMykqKuLkyZOsWLGCiIgIq8uSfqDb9zchJibGnNiVk5Nj7gW/ePEin376KX/60584dOgQpaWl1NfXAzB//nxN3BKRH5WcnGzezPCF80qMlZKwsDDzbqWIyGBauHAh0Lt75eDBgxZXI/1FoeQWREZGsnLlSl555RWWLVtmJvQrV66wfft23nzzTVpbW3E4HGRlZVlcrYh4s+DgYBITEwHfCCU6zV1ErBYfH8/o0aMBKCgo6HN+kvguhZLbEBYWxuLFi3n55Ze55557iImJobu7m/b2dq5evUpLSwu7d+++qYldIhJ4jL6SCxcu4HQ6La7mpxmhRFu3RMRKCxYsAKCrq4sjR45YXI30B4WSfmCsiPzmN78hLS2N4OBgoDe03MzELhEJTEZficvlorq62uJqfpqxfUuhRESsNG7cOGJiYgDIz8/3+hs68vMUSvpRa2srFy9eJDY2ljlz5jBx4kSg78Suv//975SVlVlcqYh4k7S0NPOxt2/hMkKJxgGLiNWM3pKrV69y6tQpi6uR26XpW/3o4MGDuFwuAO69917i4+NpaGhg3759nDx5EpfLxdmzZzl79izx8fHMnz+fKVOmaFywSIALDw8nOjqapqYmrz+vRCslIuItpk6dytdff01bWxvffvutzoTzcboa7iednZ3mnsb09HTi4+OB3oldq1evNid2hYaGAlBXV8fWrVt5/fXXyc/Pp7u727LaRcR6Rl/J+fPnLa7kx7ndbrOhVKFERKzmcDjIyckBoL6+nvLycosrktuhUNJPCgoK6OrqAnrHAH+f58SuX/ziF+bErubmZnb94Z4SAAAgAElEQVTs2MFrr71Gbm5un4PJRCRwGH0lXV1d5khxb9PW1mY+VigREW+QlZVl9vIeOHDA4mrkdiiU9AOn02m+EGJiYszT368nNDSUhQsX8vLLL3PfffcRGxsL9G6J2Lt3L6+++ipfffWVJnaJBBjPQxS9ta/E8+BEjQQWEW8QGhpqHr9QUVGhoUI+TKGkH5w8edL8Zb1o0aIbeh+Hw8GsWbP49a9/zeOPP05ycjIAPT09FBQU8Prrr7Np0yYuXrw4YHWLiPeIi4szD2T11glcOs1dRLzRvHnzzP7c/fv3W1yN3CqFkn5gvADCw8OZMmXKTb2vzWZj4sSJPP/88zz77LOMHz8e6N27XVxczF/+8hfee+89SktL+71uEfEuxmFgvrBSolAiIt5i2LBhTJ48GYDi4mJaWlosrkhuhaZv3aaysjIaGhqA3l4Sh8Nxyx8rLS2NtLQ0Ghoa2L9/PydPnsTpdHLu3DnOnTtHfHw8OTk5TJ06VRO7RPxQamoqJSUlNDU10d7e7nVbpDx73rytNhEJbAsXLqSoqAiXy0V+fj4rV660uiS5SbqyvU3/+te/AAgJCTH3NN6umJgYHnjgAV5++WXmz5/fZ2LXZ599xv/9v/+XgwcPamKXiJ/x7Cs5d+6cdYX8CM9QonNKRMSbxMfHk56eDvQdPiS+Q6HkNly9etU8CHHatGlmeOgvERER3HHHHbzyyiusWLHCnNjV0tLCzp07efXVVzWxS8SPJCUlmaug3riFy/hZY7fbCQrSQruIeJe5c+cC0N3drcMUfZBCyW0wziUBmDlz5oB9ntDQUBYsWMDLL7/M/fffT0xMDAAdHR19JnY1NTUNWA0iMvAcDgdJSUkAXnmIotFTYtwgERHxJhkZGURGRgJw9OhRi6uRm6VQcovcbrcZSkaOHMmoUaMG/HM6HA5mzpzJb37zG5544glzq4cxsetPf/qTJnaJ+DjjEMXa2lqv26Kp09xFxJvZ7XbzJnF1dTWXL1+2uCK5GQolt6i8vJzW1lYA5syZM6if22azMWHCBNatW8e6deuYMGECoIldIv7AuNngdru9bjSwEUrU5C4i3spz58rhw4ctrERulkLJLTJWSRwOBzNmzLCsjpSUFJ544gl+97vfMXPmTHP617lz5/jwww958803KSwsxOVyWVajiNw4bz5E0TjRXSslIuKthg8fzpgxYwAoLCykp6fH4orkRimU3IL29nbOnDkDwNSpUwkODra4IhgxYgT3338/L7/8MgsWLDCb7uvr69m6dSuvv/46+fn5XrcdRET6Cg8PN/vGvC2UaPuWiPiCWbNmAb29t8XFxRZXIzdKoeQWHD16FLfbDfz7G99bREREsGLFCnNil9Hw1dzczI4dO3j11Vf55ptvzDueIuJ9jL6S6upqr1rlNBrdNQ5YRLzZxIkTzW2manj3HQolN8ntdlNQUABAdHR0n60W3sSY2PVf//Vf3H///cTGxgK9dw327dvHa6+9xpdffqmJXSJeyAglXV1d1NXVWVxNr46ODvOxVkpExJs5HA6mT58OwPnz57ly5YrFFcmNUCi5SefOnaO5uRmA7Oxsi6v5ecbErl//+tc88cQT5sWO0+nkyJEj/OlPf+KTTz6hpqbG4kpFxOB5s8NbRgMbqySgUCIi3s9zJ4txM1m8m0LJTTIa3O12u6UN7jfLmNj13HPP8atf/arPxK7Tp0/zzjvvsH79ekpKSiyuVERiYmLMrQfeEko8D2lVKBERbxcbG2ve4Dl27BhOp9PiiuTn6Ejem9DR0cHp06f5/9m70+C2zjNf8H8ABBdwXwSuACmJOyVql0iAlC15iy0njttLnHQ6d3q6b6WTGyuiZqqmuvrjran+ctuUbbWn+1bPVHo83e3EcWIr7VWyZIkkKFEbKe6LKJIgxH0HQYLY5gN0jsBFO8AD4vx/VanA4vZKgoDznPd5/i8AFBcXIzIyUuIVPZ7MzEy89dZbmJycRG1tLW7cuAGXy4X+/n709/dDq9WivLwcpaWl4unSRLS+9Ho9Ojo60NfXJ/VSACwvShgJTEQbwZ49e2A2m2Gz2dDV1YWioiKpl0T3wSvOR3D9+nVx6HTPnj0Sr+bJCYldVVVVqxK7PvvsM7z77rswmUyw2+0Sr5RIfoRWS6vVKraMSsk3HIM7JUS0EZSUlIg3kDnwHvxYlDwC4RCe+Ph45OTkSLsYP4qOjhYTu5577jkxsWt2dhanT5/GiRMncObMGSZ2Ea2jYJsrYfsWEW00YWFh2L59OwCgp6cHc3NzEq+I7odFyUMaGBgQk6rW+wT39RIREQGDwYBf//rXeOWVV7Bp0yYA3ra1uro6VFdX49SpU5icnJR4pUShLz09HWFh3g7bYDivhEUJEW1Evp0twlwwBScWJQ/Jd8B9165dEq8msIRT6n/5y1/ixz/+8bLEruvXr+PkyZP47W9/y8QuogBSqVTIysoCEFxFiUajgUKhkHg1REQPJzU1FZmZmQC8LVzBdPYTLcdB94fgcDjEAffc3FxZDXnm5+cjPz8fFosFtbW16OzshMfjQUdHBzo6OqDX62E0GpGfny/1UolCjl6vR19fH0ZHR2G328W5LykIkcDcJSGijaa0tBQWiwVzc3Po6+vDli1bpF4SrYE7JQ+hu7sbDocDgDd1S44yMzPxox/9CL/61a+we/duqFQqAN47uP/xH/+BDz74AI2NjYzcI/IjYa7E4/FIPlfCooSINirf1K22tjYJV0L3w6LkIbS0tADwtlMUFhZKvBppJSUl4fvf/76Y2CWkWoyNjTGxi8jPfIfdpW7h8m3fIiLaSGJjY5GdnQ3AW5SwhSs4sSh5AIfDgZ6eHgBAXl6epO0TwURI7Dp27Biee+45xMXFAQDm5uZw+vRpVFdX48yZM7BarRKvlGjjioiIgFarBSB9AheLEiLayLZt2wbA+1oWLOc/0XIsSh6gs7NTbN0qKSmReDXBZ2Vil3ABZbfbUVdXhxMnTjCxi+gJCEETg4ODkt7dEyLB2b5FRBtRcXGxGNIhdMBQcGFR8gBC76FarUZBQYHEqwleSqUSO3fuxC9+8Qv8+Mc/FrdJhcSu999/Hx999BETu4gekdDC5XQ6MTQ0JMkaXC4XnE4nABYlRLQxaTQabN68GQDQ0dHBFq4gxPSt+3A4HOjq6gLgTaFSq9USr2hj8E3sqqurQ0dHBzweDzo7O9HZ2Qm9Xg+DwYD8/HxGixI9wMq5EiHacj3xNHciCgUlJSXo7e3FwsICbt68iby8PKmXRD64U3IfnZ2dYpqUXFO3nkRmZibefPNNvP3229izZ8+yxK6PPvoIH3zwAa5fv87ELqL7SExMRExMDABvC5cUfA9OjI6OlmQNRERPqrCwULwZyhSu4MOi5D6EnsPw8HC2bj2BxMREvPzyy6iqqkJlZaWY2DU+Po5Tp07h3XffRV1dHRO7iO5BaIeUajhTiAMGuFNCRBuXRqPB1q1bATCFKxixKLkHu90upm4VFBSId/np8UVHR+Pw4cM4fvw4XnjhBcTHxwPwJnadOXOGiV1E9yAMu9tsNklCI3x3SliUENFGJoQWLS0t4ebNmxKvhnyxKLkH39Ytpm75l1qtRllZGY4ePYpXX32ViV1ED+A7VyJFNLBvUcJIYCLayIqKiqBUei9/W1tbJV4N+WJRcg/CEzU8PBy5ubkSryY0KZVKlJaW4he/+AX+/M///J6JXVKfz0AktdTUVISFeXNJpDhE0XfQnUUJEW1kERER4nVde3s751qDCNO31mC328UtveLiYrZurYPc3Fzk5uZieHgYNTU1aG9vX5bYpdPpYDQamdhFsqRUKqHX69Hb2yvpTolarebrIRFteMXFxejq6hJbuPLz86VeEoE7JWvq6Ohg6pZE0tLS8MYbb+Dtt9/G3r17xbvDZrMZH330Ef7xH/+RiV0kS0IL19jY2LqHQghFCedJiCgUFBYWii1cTOEKHixK1iC0bkVGRoopDbS+EhMTceTIERw/fhwHDx4UE7smJiZw6tQpnDhxgoldJCvCsDsA9Pf3r+vPFooSxgETUSiIiIgQd0fYwhU8WJSs4HA4lrVuCZU0SSMqKgqHDh3C8ePH8fzzzyMuLg4AYLVaxcSu06dPM7GLQp5OpxNbF9d7rkSIBOZOCRGFCt8Urt7eXolXQwBnSla5deuWmFtdWFgo8WpIoFarUV5ejgMHDqC5uRn19fUYGRmB3W6HyWTCpUuXsH37dlRUVCA5OVnq5RL5nVqtRmpqKoaHh9e9KGH7FhGFGmFG1ePxoKenh6e7BwEWJSsIZ5MolUps2bJF4tXQSkqlEjt27MCOHTvQ3d0Nk8mEvr4+uFwuNDY2orGxEfn5+TAYDGKaF1Go0Ov1GB4ehsVigcvlWrehc6EoYfIWEYWK8PBwZGdno6+vj+eVBAkWJSu0t7cDAHJycpgyE+Ty8vKQl5e3KrGrq6sLXV1dyMrKgsFgQGFhIRO7KCTo9Xo0NDTA7XbDYrEsmzMJFI/Hw/YtIgpJubm56Ovrw8TEBGZmZsRDnUkaHJjwMT4+Ls4mcBtv4xASu44ePYq9e/dCrVYDAAYHB/G73/0OH3zwAa5du8ZBNtrwfIuQ9YoGXlxcFB+zKCGiUOIbZtTZ2SnhSghgUbKM0LoFgKlbG1BCQgKOHDmCqqoqHDx4ULyAGh8fx5/+9CecOHECtbW1TOyiDSs2NhYJCQkA1q8o8T04kUUJEYWStLQ0sS2VLVzSY1HiQ3hCxsTEYNOmTRKvhh6XkNhVVVWF733ve+J2rNVqxbfffovq6mp88803mJubk3ilRI9OOK9kvYoSYZ4EYCQwEYUeIRr45s2bcDqdEq9G3liU3OFyucRIOKZuhQa1Wo0DBw7g6NGjePXVV5GamgoAsNvtqK+vx4kTJ/Dpp59iYmJC4pUSPTyhhctms2F8fDzgP8+3KOFOCRGFmtzcXADe68D1Tjak5TjofodvFDBbt0KLUqlEaWkpSktL0dPTA5PJJP59NzU1oampCXl5eTAYDMjJyZF6uUT3JeyUAN7dkpSUlID+PGHIHWD6FhGFHt9rvu7ubiavSog7JXd0d3cDABQKBYuSEJabm4uf/exn+Ju/+RuUlJSIh2N2d3fjX//1X/Ev//IvaGtrg8fjkXilRGtLTU1FeHg4gPU5RJE7JUQUyiIjI8UdaN/ZYlp/LEruEJ6Ier1eTG+i0JWamorXX38db7/9Nvbt2yf+nVssFnz88cc4efIkrly5wsQuCkrCGTzrXZRERkYG/OcREa034Wb0+Pg4ZmZmJF6NfLEoATA3N4fJyUkAjAKWm4SEBLz00kuoqqrCU089JbanTE5O4vPPP8eJEydw4cKFZbGoRFLLysoC4H2e+rZXBYJQlHDInYhClTBXAtztnKH1x6IEdw9MBDhPIldRUVF4+umnUVVVhRdffFGMXbVarTh37hwTuyio+J5X0t/fH9CfJUQCs3WLiEJVRkaGeFOSLVzSYVGCu09AjUaDtLQ0iVdDUgoLC8P+/fvx9ttv47XXXhOfD0tLS0zsoqCRmZkpzkMFuoVL2ClhUUJEoUzolOnt7RWDj2h9yT59y+VyieeTCFnVREqlEtu2bcO2bdvQ29uLuro68YVKSOzKzc2F0WhkYhetO7VajfT0dFgsloCfVyIUJUzeIqJQtnXrVjQ1NcHhcKC/vx+bN2+WekmyI/uipK+vT6yIfXsKiQRbtmzBli1bMDIygtraWrS1tcHtdqOnpwc9PT3IzMyE0WhEYWEhFAqF1MslmdDr9bBYLBgaGoLD4QhYQIcws8KihIhCme9McU9PD4sSCci+fevWrVviY86T0P2kpqbitddew9tvv439+/cjLMxb01ssFvzud7/DyZMncfXqVZ4IS+tCOK/E7XbDYrEE7OdwpoSI5CAyMhKZmZkAll8b0vqRfVEitD6kp6cz7pIeSkJCAl588UUcP34cTz31lHixNjk5if/8z//EiRMnUFNTw8QuCighFhgI3FyJw+EQd5K5U0JEoU5oxx4eHobD4ZB2MTIk66LE5XLh9u3bAJafkkz0MITEruPHj+PFF19EYmIiAO+d5bNnz6K6uhpff/01E7soIDQaDZKSkgAAg4ODAfkZPDiRiOREuBb0eDwBe12le5P1TMnQ0JDYasOihB6XkNi1d+9etLW1oa6uDsPDw1haWsLFixfR0NCAbdu2wWg0QqvVSr1cCiF6vR6Tk5MBiwUWWrcAFiVEFPp8rwXNZjPnStaZrIsS39Qa39x/osdxv8SuGzdu4MaNG8jNzYXBYOALHfmFXq9HY2MjlpaWMDIygtTUVL9+f+6UEJGcaDQapKSkYHx8PODJhrQaixIAMTExiIuLk3g1FEoelNiVkZEBg8GAoqIi8bwJoke18q5eIIsSzpQQkRxkZWWxKJGIrK+GhJYH34FRIn8SEruOHj26LLHr9u3b+P3vf4+TJ0/i8uXLTOyix5KSkiIWC4EYdhfigAEWJUQkD0LnjN1ux+joqMSrkRfZFiVTU1PiGy7nSSjQ4uPjxcSup59+WmyFmZqawhdffIHq6mqcP3+eiV30yITXr0Dc1fMtSqKjo/3+/YmIgk1WVpb4mLsl60u2RYnvE41FCa2XqKgoPPXUUzh+/DheeuklMbHLZrPhu+++wzvvvIOvvvoKMzMzEq+UNgrh9Wt6etrvSW9C+1ZERAQPBiUiWdi0aRMiIiIABC5undYm26JEeKKFhYUhLS1N4tWQ3ISFhWHfvn341a9+hddffx3p6ekAvOdCXLp0Ce+99x7+8Ic/cOuYHsj3poq/30CFooRD7kQkJ0ILF3dK1pdsB92FJ1pmZiYHjUkySqUSJSUlKCkpwa1bt1BXV4ebN2/C7XajubkZzc3N2Lp1K4xGIxO7aE3Ca5jb7cbAwABKSkr89r1ZlBCRHGVlZaG7u1ts9edM3fqQZVFit9sxNjYGgEPuFDw2b96MzZs3Y3R0FDU1NWJi182bN3Hz5k2kp6fDaDQysYuWUalUyMzMhNls9vtOiTBTwjdkIpIT32Mi+vv7UVRUJOFq5EOWVzZmsxkejwfA8oEmomCg1WqXJXap1WoA3sM+mdhFaxHeQEdGRuBwOPz2fYWihDslRCQnmZmZ4hwdW7jWj2yLEgEPTaRgtTKxS7hbvTKxy/csCZIn4XXM4/H49Q1UeG5xp4SI5EStViMjIwMAi5L1JOuixDdhgShYRUZG4qmnnkJVVdU9E7u+/PJLJnbJmG8bqr9auDwejxhRzZ0SIpIboZNmaGgILpdL4tXIg+yKErfbLRYlbN2ijWRlYpdwF8fpdKKhoQHvvfcePvnkE4yMjEi8UlpvERER2LRpEwD/3dXjwYlEJGdCsqHL5YLFYpF4NfIgu0H3kZERsRefrVu0Ea1M7DKZTOjp6YHb7UZLSwtaWlqwZcsWGI1GbNmyRerl0jrR6XQYGxvDwMAA3G73E4ch+LYFsighIrnxjVs3m828ZlwHsitKbt++LT4W7jQTbVS+iV11dXVoaWmB2+1Gb28vent7kZaWBqPRiOLiYiZ2hTi9Xo9r167B6XRiZGREPPvmcfkWJWzfIiK5iYuLQ0xMDKxW67JrRwoc2V2lCIfRKRQKpKSkSLwaIv/QarV49dVXcezYMZSVlYmJXcPDw/jkk09w8uRJNDQ0MLErhK28q/ekfNu3WJQQkRxptVoAYFv0OpFtUbJp0ybeOaaQExsbixdeeAHHjx/H4cOHER0dDcCb2PXll1/inXfewXfffcfErhCUlJQktln5Y9idRQkRyZ1QlExOTnLYfR3I7qp8aGgIwN0nGlEoioyMRGVlJY4dO4aXX34ZSUlJALwtOefPnxcTu6anpyVeKflTTk4OAO9hX0+KMyVEJHepqakAvGmEwqHbFDiyKkqsVivsdjuAu080olAWFhaGPXv24Fe/+hXeeOMNZGZmArib2PX+++8zsSuECImCVqsVU1NTT/S9fHdKGJ1ORHLkewOb75OBJ6tBd6F1C+BOCcmLQqFAcXExiouL0dfXB5PJhO7ubiZ2hRjfdBiz2SyeafM4hJ2SmJiYJ14XEdFG5HsDmzslgSerosS3yuVOCclVTk4OcnJyMDExgZqaGjQ3NzOxK0Skp6cjLCwMTqcTAwMDKC0tfezvxdPciUjuVCoVkpOTMTExwZ2SdSCrKw6hylWr1YiPj5d4NUTSSk5Oxg9/+EMcO3YM5eXlCA8PB3A3sev9999nYtcGo1QqxRauJ03gEtq3OORORHIm3MT27bahwJBVUSI8oZ40v58olMTGxuL5559HVVUVDh06JLbrTE9P48svv0R1dTUTuzYQIRp4dHRUnKF7HMLfN4sSIpKzTZs2AQBmZ2extLQk8WpCmyyLEuEJRkR3RUZG4uDBgzh27BiOHDkiJnbZbDacP38e1dXV+OKLL5jYFeRWzpU8Lu6UEBEtn0EeHh6WcCWhTzYzJVNTU3A4HAA4T0J0PyqVCnv37sWePXvQ3t4Ok8kEi8UCh8OBy5cv4+rVqygqKkJlZSX/LQUhnU4HhUIBj8cDs9mM3Nzcx/o+VqsVAGdKiEjefN/nRkdHl934If+STVHC5C2iR3O/xK7W1la0trZi8+bNMBqN2Lp1q9TLpTsiIiKg1WoxMjLy2Ico+rZ9caeEiOQsOTkZSqUSbrebCVwBJsuiJCMjQ8KVEG0890rsunXrFm7duoXU1FQYjUaUlJQwsSsI6PV6jIyMYHBwEC6XCyqV6pG+3veMEu6UEJHcpaWl4fbt20zgCjDZXD0IRUl8fDzUarXEqyHamFYmdgmH6o2MjOAPf/gD3nvvPVy6dElslSRpCO0FTqcTQ0NDj/z1PM2diOguJnCtD9kVJRxyJ3pyvoldhw8fFhO7ZmZm8NVXX6G6uhrnzp1jYpdEhAQu4PGG3VmUEBHdJVw7LiwsiPN25H+yKEp8+wA5mEvkPxEREaisrMSxY8fw8ssvIzk5GYD3hfvChQuorq7G559/zsSudRYfHy8Wio8zV+JblHCmhIjkbuWwOwWGLGZKJicn4fF4AEC8aCIi/1GpVNizZw92796Njo4OmEwmDA4OwuFw4MqVK8sSu9LS0qRerizk5OSgpaXlsYoS35kSFiVEJHcpKSni4/HxcWzZskXC1YQuWRQlMzMz4uOEhAQJV0IU2hQKBYqKilBUVIT+/n6YTCZ0dXXB4/Ggra0NbW1tyMnJgcFgQF5entTLDWk6nQ4tLS2w2WyYmJh4pBsyHHQnIrorNjZWTODyvaYk/5JFUTI1NSU+ZlFCtD6ys7ORnZ2NiYkJ1NbW4saNG3C73ejr60NfXx9SU1NRXl6O7du3M7ErAFbOlTxKUSK0b0VGRkKhUPh9bUREG4lCoUB8fDympqbYjhxAsrgSmJ2dFR/HxcVJuBIi+UlOTsYrr7yCqqoqGAyGZYldn376Kd59913U19czscvPUlNTER4eDuDR50p4mjsR0XLCTW3ulASOLIoSYackPj7+kfP6icg/YmJi8Nxzz6GqqgrPPvusOIg9OzuLb775Bu+88w4Tu/xIqVQiKysLwKMXJcLfAVu3iIi8hKLEt/uG/EsW7VtCVRsfHy/xSogoIiICRqMRZWVluHHjBurq6jAxMYHFxUVcuHABJpMJO3bsgNFoRGJiotTL3dD0ej16e3sxMTEBm8320EUGixIiouWEa0ibzQaHw8Ez7wJAFkWJ0P/HCxyi4KFSqbBr1y7s3LkTXV1dqKurg9lshtPpxNWrV3Ht2jUUFhbi4MGDTOx6TMIhioB3rqSgoOChvk4oSti+RUTk5XsNOT09zXPvAiDkixKXy4W5uTkA3CkhCkYKhQIFBQUoKCiA2WxGbW2tmNjV3t6O9vZ2ZGdno6KiArm5uVIvd0PJysqCQqGAx+N5pKKEMyVERMv5XkPOzMywKAmAkC9KGAdMtHHodDr8+Mc/xuTkJGpqatDc3AyXy4X+/n709/dDq9XCaDRi27ZtTOx6CGq1Gunp6bh9+/ZDz5V4PB7Y7XYALEqIiAS+OyWcKwmMkH9X941uY1FCtDEkJSXhlVdewbFjx5Yldo2OjuKPf/wj3nvvPVy8eJGJXQ9BiAa2WCxwuVwP/Pz5+XnxMWdKiIi8hLNKACZwBQqLEiIKWisTu2JjYwF43xC+/vprvPPOOzh79uyyC2laTpgrcbvdsFgsD/x8nuZORLSacFYJAJ5VEiCyat/iGSVEG9PKxC6TyYTx8XEsLi6ipqYG9fX1TOy6h5ycHPGx2WxeNvy+Fp7mTkS0toSEBB6gGEAhX5QITxyeUUK08a1M7DKZTBgYGGBi131oNBokJiZiamoKAwMDMBqN9/1833NiWJQQEd3FAxQDK+SLEt+DE4koNPgmdlksFtTU1KCzs3NVYpfBYEB+fr7Uy5WcXq/H1NQU+vr6Hvi5vkUJ27eIiO4SriWtVivPKgmAkC9KhGqWLR1EoSkzMxNvvfUWJicnUVtbixs3bqxK7CovL0dpaalsE7uysrLQ1NSEpaUljI6OQqvV3vNzWZQQEa3N91pyZmYGKSkpEq4m9IT0O7TL5cLs7CwA7pQQhbqkpCT84Ac/wLFjx2A0Gpcldn322Wd49913UV9fL8bdysnKQxTvR5gpUSqVCA8PD+i6iIg2Et9rSc6V+F9IFyVWq1V8zOQtInmIiYnBs88+i6qqKjz33HNiYtfs7Cy++eYbnDhxAt9++62sEru0Wq1YYDzovBJhpyQ6Ojrg6yIi2kh8d0qEg7nJf0K6fcu3DUG4MCEieYiIiIDBYMCBAwfQ3NwMk8mEsbExLC4uora2VkzsqqiokEV7Z3Z2Nrq7ux96p4RD7kREy8XExIiPfa8xyT9kU5SwN5pInlQqFXbu3ImdO3eis7MTdXV1MJvNcLlcuHbtGq5fv46CggJUVFQgMzNT6uUGjE6nQ3d3N6ampmCz2X6wtacAACAASURBVO5ZdAhFCV8ziYiWUyqViIiIgN1uXxafTv4R0kUJDwEjIl8rE7u6urrg8XjQ0dGBjo4O6PV6GI3GkEzs8p0r6e/vR1FR0ZqfJ9zM4WsmEdFqUVFRLEoCJKSLEu6UENFa7pXYNTAwgIGBAWzatAkGgwHbt28PmfONsrKyoFQq4Xa7YTabH1iUcKaEiGi1yMhIAGzfCoSQHnT3fcIITyIiIoGQ2FVVVQWj0Si+ToyNjYmJXSaTKSQSu1QqFTIyMgDcf9hdCADgjRwiotWE1lcWJf4ni6JEo9FAoVBIvBoiClbR0dF49tlncezYMTz33HOIi4sD4E1XOX36NKqrq3HmzJkNn9gltHDdvn0bDodj1ccXFxfFxyxKiIhWE14bWZT4X0gXJcIFBHdJiOhhCIldv/71r/HKK6+Ihwza7XbU1dWhuroap06dwuTkpMQrfTxCUeLxeDA4OLjq42x5JSK6P2GnhDMl/ieLmRJGWxLRo1AqlWJiV1dXF0wmE/r7++FyuXD9+nUxsauysnJDJXbpdDrxsdlsxubNm5d93PdNlq+bRESrCTe6N/rOeTCSRVHCnRIielz5+fnIz8+HxWJBXV0dOjo64PF40NnZic7OTuh0OjGxK9jbRDUaDVJSUjA+Pr7mXAkTC4mI7k94bfR4PLDb7YiIiJB4RaEjpIsS4Q2WKTJE9KQyMzPx5ptvYmpqCnV1dWhsbITL5YLZbMZHH32ElJQUGAwGlJaWBnVil06nw/j4OMxmM9xuN5TKu128bN8iIro/311km83GosSPQnqmhDslRORviYmJePnll1FVVYXKykrx9WV8fBynTp3Cu+++i7q6uqBN7BJauJaWljA6OrrsY75FCW/mEBGt5nvDhnMl/hWyOyUej4eHgBFRwERHR+Pw4cOorKzElStXcOnSJczMzGBubg5nzpxBTU0N9u7di7KyMsTExEi9XNHKuZK0tDTxv33fYHkzh4hoNRYlgROyOyWMtiSi9aBWq1FeXo6jR4/ihz/84arErhMnTgRVYldKSorYfrByrsT3Rk6wz8cQEUnB95qSscD+FbI7Jb6pCEyRIaJAUyqV2LFjB3bs2IHu7m6YTCb09fWtSuwyGo3LdiukoNPp0NnZuaooEe76+b7pfvvtt/i3f/s38b/Dw8MRGxuL7OxslJWVYc+ePSxgiEg2fK8pWZT4V8gWJRzYJCKp5OXlIS8vD8PDw6ipqUF7e3tQJXbp9Xp0dnZidnYWc3NziI2NBXD/GPW/+Iu/QFJSEhwOByYnJ9HY2IgPPvgAJSUlOHr0KNRq9br+HoiIpODb2sqixL9YlBARBUhaWhreeOMNTE1NwWQyobGxEU6nU0zsSk5OhtFoXPfELuEQRQDo7+/Htm3bAOC+c3iFhYVIT08X//v555/HuXPn8OGHH+Ljjz/GT37ykwCvmohIekqlEpGRkVhcXORMiZ+F7EzJ0tKS+JhxbUQkpcTERBw5cgTHjx/HwYMHxTttExMTOHXqFE6cOLGuiV3p6ekIC/PekzKbzeKvC22vD3sj59ChQyguLsZ333237DWXiCiUCdeVwZqyuFGFbFHidDrFx745/EREUomKisKhQ4dw/PhxPP/884iLiwMAWK1WnDlzBtXV1Th9+jSsVmtA16FSqcST6H3nSoSdkkeJA965cyecTidu3brl30USEQUp4brS7XZLvJLQErLtWy6XS3ws3BEkIgoGQmLXgQMH0NzcDJPJhNHRUdjtdphMJly6dAnbt29HRUUFkpOTA7IGnU6H/v5+jIyMwG63IywsDA6HA8CjtbwK65uZmQnIOomIgo1wXel7rUlPLmSv1n2fKMF8ujIRydf9ErsaGxvR2NiI/Px8GI3GZXMg/iB8P4/Hg8HBQTHKGHi0osTj8fh1XUREwU64rvTtyqEnx6KEiCgI+CZ2XbhwAR0dHfB4POjq6kJXVxeysrJgNBpRUFDgl8Qu3yLHbDYvO+DxUWLUJyYmAAAJCQlPvCYioo1AuK7kTol/sSghIgoiaWlpePPNNzE9PY3a2lo0NTXB6XRicHAQv/3tb5GSkoLy8nLs2LHjiV7bIiIioNVqMTo6ioGBAeTk5Igfe5SdksbGRoSFhS37eiKiUCa89nKmxL9CdgLcd0uNMyVEtNEkJCTg5ZdfxvHjx1FZWSkWCuPj4/jTn/6EEydOoLa29onSX4TdErPZ/FgHzp47dw7t7e04dOgQwsPDH3sdREQbCdu3AiNkr9aF6pXJW0S0kUVFReHw4cOorKzE1atXcfHiRczMzMBqteLbb79FbW0tdu/ejfLycvEQxIeVlZWFK1euiDsxvj9zpY6ODoyOji47PLGjowMlJSV4/fXXn/j3SUS0UXDQPTBCtigRnihs3SKiUKBWq1FWVob9+/ejpaUFJpNJTM6qr68XE7sqKysfOrHLd65kaGhIfLxWJPCHH34oriMuLg7Z2dn45S9/iT179khyKj0RkVSEG94sSvwrZIsSYUuNRQkRhRKlUonS0lKUlpaip6cHJpMJt27dgtvtRlNTE5qampCXlweDwfDAOY/ExERoNBrYbDaMjo4C8N4B9H3dfOaZZ/DMM88E8rdERLShCDslnCnxr5AtSoQnCudJiChU5ebmIjc3FyMjI6ipqUF7ezvcbje6u7vR3d2NzMxMGAwGFBUV3XM3IycnB21tbRgfH0d0dPQjHZxIRCRHTN8KjJC9Yhd2SjhTQkShLjU1Fa+//jqmp6dhMpnQ2NgIh8MBi8WCjz/+GMnJySgrK8OuXbtW7R7rdDq0tbXBbrcjIiLikZK3iIjkiIPugRHyRQl3SohILhISEvDSSy/h0KFDuHTpEi5fvgybzYaJiQl8/vnnOH/+PPbv3499+/YhMjISgHeuZGZmBp2dnVAqlWx5JSJ6ABYlgRGyV+wcdCciuYqKisLTTz+NiooKXLt2DfX19ZienobVasXZs2fFxC6DwYD6+np89tln8Hg8iI6ORl9fH4aHh/FP//RPUv82iIiCEs8pCYyQL0q4U0JEchUWFob9+/dj7969aGtrQ11dHYaHh7G0tISLFy/iN7/5DRoaGvDUU08t+zqTyYS//du/xd///d9LtHIiouDFSODACNmBC+GJwpkSIpI7pVKJbdu24ec//zl++tOfYvPmzbDb7bh48eKqggQA9u7dizNnzuDChQsSrJaIKLgJ15Zs3/KvkL1i504JEdFqW7duxc9+9jPs27fvvnf5pqam8A//8A/ruDIioo3BdzSALVz+E7JFiRB/yScLEdFqcXFx903a8ng8uH37Nu8EEhGt4Bux7vF4JFxJaAnZooQH2xAR3dvOnTvveyZJZGQkioqKcOLECdTU1GBxcXEdV0dEFLx8ry0ZqOQ/IVuUCP1+HEIiIlotOTkZv/zlL1FXV7fqY1euXEFycjK2bt2K+fl5nD17FtXV1fj6668xNzcnwWqJiIKHsIPMgsS/QnbggqdtEhHd31//9V8jMjIS/+N//A8sLi4iKioKi4uLyMvLw6effoq2tjaYTCYMDQ2JiV0NDQ3Ytm0bjEYjtFqt1L8FIqJ1x7nlwAjZP00WJURED/bTn/4UCoUC//7v/46pqSmUlpbi5z//uZjYtW3bNvT29qKurg69vb1wu924ceMGbty4gdzcXBgMBmzevFnq3wYR0brhWXiBwaKEiEjmMjIysH//foyMjCA1NRUDAwMwGAzix7ds2YItW7ZgZGQEtbW1aGtrg9vtRk9PD3p6epCZmQmDwYDCwkLGsBNRyGNREhgsSoiIZG5+fh4AoNFoAABms3nNz0tNTcVrr72GZ599FiaTCdeuXYPT6YTFYsHHH3+MxMREGAwG7Ny5k20NRBSyWJQERsje0hKeKIyzJCK6v4WFBQBAfHw8AMBms2F8fPyenx8fH48XX3wRx48fx1NPPSVGC09NTeHzzz/HiRMncOHCBSZ2EVFIYlESGCFblAh36bhTQkR0f0JRkpycLP7avXZLfEVFReHpp5/G8ePH8eKLLyIxMRGAd+fl3LlzeOedd/DVV19hZmYmMAsnIpIAi5LACNn9dbZvERE9HJvNBgBITEzEzMwMlpaWYDabsWvXrof6+rCwMOzfvx979+5dltjlcDhw6dIlXL58GSUlJaioqGBiFxFteIwEDoyQLUqEYUsenkhEdH/CTolGo4Fer0dPTw8GBgYe+fvcL7GrubkZzc3N2Lp1K4xGIxO7iGjDYiRwYITsn6Zv9ep0OvnEISK6B6vVCsBblCQmJqKnpwcTExOw2Wzi8PujEhK7RkdHUVNTIyZ23bx5Ezdv3kR6ejqMRiOKioqY2EVEG4pQlPC1y79C9k/TtwhhCxcR0dqcTqe4oxwVFQW9Xi9+7HF2S1bSarV47bXXcPToUezfvx9qtRoAMDQ0hN///vc4efIkLl++zFASItowOFMSGCFblPg+UdjCRUS0NiEOGPAWJZmZmeLdv4cZdn9YQmJXVVUVnn76aXEHZmpqCl988QWqq6tx/vx5sZWMiChYsX0rMEL2T9N3S4134IiI1iYMuQPeokStViM9PR0Wi8UvOyUrRUVF4amnnoLRaMT169dRX1+Pqakp2Gw2fPfdd6itrcXu3bthMBjEiGIiomDCoiQwQvZP0/eJwqKEiGhtvjsTwu6FXq+HxWLB7du34XA4xJYrfwoLC8O+ffuwZ88etLe3w2Qy4fbt23A6nWhoaMCVK1dQXFyMyspKJnYRUVARris5U+JfIVuU+LZvcaaEiGhtaxUlWVlZALytrxaLBTk5OQH7+UqlEiUlJSgpKcGtW7dgMpnQ09MDt9uNlpYWtLS0YMuWLTAajdiyZUvA1kFE9LCEooQ7Jf4Vsn+a4eHh4mOHwyHhSoiIgtfK9i0Ay4oQs9kc0KLE1+bNm7F582aMjo6itrYWra2tcLvd6O3tRW9vL9LS0mA0GlFcXMw7lEQkGeG60vdak55cyL6q+8ZYcnCSiGhtvq+PMTExALyvn0lJSQD8k8D1qLRaLf7sz/4MR48exYEDB8T2seHhYXzyySc4efIkGhoa2JpLROvO4/GIr5vCjRzyj5AtSnyfKL53AomI6C7hzTU8PBwKhUL8dZ1OB0CaokQQHx+P733vezh+/DgOHTqE6OhoAN7Eri+//BLvvPMOvvvuO954IqJ1s7i4KD5+3HOcaG0sSoiIZOxed/yEomRpaQmjo6Prvi5fkZGROHjwII4dO4YjR46IuzgLCws4f/483nnnHXz55ZeYmZmRdJ1EFPpWxqiT/4TsTInvE4V30YiI1ia8wa58c/U9RNFsNgdFAlZYWBj27t27LLHLYrGsSuyqqKhAamqq1MslohDke0258nXz6q05/F+nzbjYPYNJqwOxkSrsyonDn1em4/u7U9Z7qRtOyBYlSqUSkZGRWFxc5E4JEdE9CG+wK9sQNm3ahPDwcCwtLcFsNmPPnj1SLG9NCoUCxcXFKC4uRl9fH0wmE7q7u5nYRUQBd6+i5F/OWfB3H/UgP12Dnz+TBX1KJGYXnLjQPoX/+s+t+H//2zY8X5osxZI3jJAtSgDvk2VxcZE7JURE93CvogTwpnB1dXVJOlfyIDk5OcjJycHo6ChMJhOam5uXJXalp6fDYDAwsYuI/ML3Rrfwunn55iz+7qMeHNmVgv/5X4sRpro7n/cXleloHZyH0+VZ97VuNCH9Ci08WXyHkoiI6C7hDXat3mihhUs4cT2YabVa/PCHP8SxY8dQXl4uRnUODQ3hk08+wfvvv8/ELiJ6Yr7XlEL4xsmvzYgIU+If/qJgWUEiKMmKxo7smHVb40YV0kWJ8CYb7G+mRERS8Hg84hvsWjslvnMlt27dWrd1PYnY2Fg8//zzqKqqwqFDh8SY4+npaXz55Zeorq5mYhcRPTbf1w7h5kdNxxTK8+KRGB3SDUgBx6KEiEim1jrN3VdGRobY8mQ2m9dtXf5wr8Qum82G8+fPo7q6Gl988QWmp6clXikRbSRCOIiwSzK74IJ10QV9CpO4nlRIl3RCUcI7YkREq90vRQYAVCoVsrKyMDAwENRzJfejUqnExK6Ojg7U1dXBYrHA4XDg8uXLuHr1KoqKilBZWcnELiJ6IB6cGDiyKEoWFxfhdrs55EhE5ONh8vZ1Oh0GBgYwPDwMh8Mhnq6+0SgUChQVFaGoqAh9fX2oq6tDT08P3G43Wltb0drais2bN8NoNGLr1q1SL5eIgtTKcJC4KBViIlUYGOcN8CcV0kWJbzvCwsKCuNVGREQP3ikB7h6i6PF4YDabQyJiV0jsmpiYwIULF9DS0gK3241bt27h1q1bSEtLg8FgQElJCW9mEdEya4WDVBYm4lzrJKbmnZwreQIh/WrrW5QwgYuIaLkHzZQAd4sSYOPNlTxIcnIyXn31VRw7dgxlZWWIiIgAAAwPD+MPf/gD3nvvPVy6dImJXUQkEq4nfYuSX72gg93pxv/2Yeea0b+tg/No6reu2xo3qpAu53yfMPPz80hO5qE1RESCtfL2V9JoNEhJScH4+PiGnSt5kNjYWLzwwgt4+umn0dDQgIaGBlitVszMzOCrr77C+fPnsW/fPpSVlbGPnEiGbEsu2B1uOFwejM4uweMOgyr87mvmvq1x+D9/lIu/+20PDv/3q3izPBX65EjMLDhR0zGNU1dG8eF/2y7h72BjkE1RwmF3IqLlfF8XhV2Cteh0OoyPj2NwcDCk5/MiIiJQWVkJg8GAxsZG1NfXY2JiAgsLC7hw4QLq6+uxY8cOGI1GJCQkSL1cIgqwwYlFmCftWFxyQaEA7EsuDNmioFRE4NZsJOq7ZqBLiUBWUiT++nAmdubE4p9OD+KfTg9iwupAXJQKuzfH4f/5mxI8V5ok9W8n6MmmKJmbm5NwJUREwUfYKRHO8rgXvV6P69evY2lpCSMjI0hPT1+P5UlGpVJhz5492L17Nzo6OmAymTA4OAiHw4ErV67g2rVrKCwsRGVlJdLS0qReLhH52cScAzcGrFApAU2EEpoYb8DHrGsBGtUSACAlLhzqMAV6RxfRM7yA3ZtjsXdLHP7l58VSLn1DC+miJC4uTnw8MzMj4UqIiILPw0Zb+h6iaDabQ74oEfgmdvX398NkMqGrqwtutxttbW1oa2tDTk4OjEYjcnNzpV4uEfnB6OwS2getSIwOg0Kx/HR23xvc0dHRUKsUiI9Swe3x4OqtWWzXxSAlNny9lxwyQrooUalUiImJgdVq5QFZREQrPGxRkpSUBI1GA5vNBrPZjP3796/H8oJKdnY2srOzMTExgdraWty4cQNutxt9fX3o6+tDamoqDAYDtm3bFrLtbUShbnR2CVd755CRuHZhYbXeHVaPjY0VHysVCiRFq9HQM4cDuXFIjt2Y0elSC/lXTqHvlzslRETLrRVteS/Z2dkAgL6+vkAuKeglJyfjlVdeQVVVFQwGgziLMzIygj/+8Y949913cfHiRTgcDolXSkSPYsLqQJtl/p4FCbB8p8S3G0eQmRSOxv5ZzMwzse9xyKYo4U4JEdFyQlFyr+QtX0I0sJBKJXcxMTF47rnnUFVVhWeeeUacy5mdncXXX3+N6upqnD17liErRBvEjX4rEqJU9/x4643r+OY/P0Hr9YuYGh9BWNjazUYJGjWazIz/fRwh3b4F3C1K5ubm4HK5oFLd+wlHRCQnj1KU+M6VDAwMYPt2xlsC3sSuiooKlJeXo6mpCfX19RgfH8fCwgJqamqWJXYlJiZKvVwiWsPg5CJUSqyaIQGAhQUb/stbf4aRKRvsGu/NGWXTl2i6dhn/3+8+XdWuGaZSwOV0Y3jajrSEe6ca0mohX5TEx8eLj2dmZpCUxEg2IiK73Q632w3g4dq30tLSEBYWBqfTCbPZzKJkBZVKhd27d2PXrl3o7OxEXV0dBgcH4XQ6cfXqVTGx6+DBg0zsIgoy5gk7NBGrm4cWFmx45eUjsBf+FOH7d8G3sctibsAPXnoen/7nV6t2TaIjVTBPsCh5VCHfvuVbhLCFi4jI62FOc/elUqmQmZkJACF7iKI/KBQKFBYW4q/+6q/wl3/5l8jPzwcAeDwetLe345//+Z/xm9/8Bj09PRKvlIgA78GIi0tuqFWrL4n/y1t/5i1IMnat+li4bj9m0l/Ar37+v676WIRaiel5JxxrnO5O9ya7nRIiIlpelDzsKeXZ2dno7+/H6Ogo7Hb7fQ9cJG/Lm16vx+TkJGpqatDc3AyXy4X+/n709/dDq9XCaDQysYtIQnaHG2t0baGt+RpGpuYRvn91QSKIzH0GXd+dQW93J7bkFSz7mErpwcKSC+qokL/U9puQfxX0PXWXOyVERF6PU5RkZWUB8N71527Jw0tKSsIrr7yCY8eOLUvsGh0dxR//+Ee89957TOwikojD5YFzjR2NG43XYdfo1/iK5Wanp/HRh/9z1a9PzjswPM1/048i5Ms3lUqF2NhYzM3NcaeEiOgOYcgdePiiRK/XQ6FQwOPxwGw2Iy8vL1DLC0lCYtfBgwdx5coVXLp0SXxv+vrrr3H+/Hns27cPBw4cQHR0tNTLJZKVGZsTPcM29IzY0DuygMv1Iw/1dR4AqjV2OpVQAh62bz2KkC9KACAxMRFzc3PcKSEiusO3KHmYmRLAmzSl1WoxMjLCnZInEBERAaPRiLKyMty4cQN1dXWYmJjA4uIiE7uI1snNkQW0DlrR0D2LhpszsC56zxbxwAOPB4hMK4D7+hcP/D4JCQl486d/verXE2PCkRrPQxQfhSyKEmGuZGpqSuKVEBEFB9/2rUe5K6/T6TAyMgKLxcKY9SekUqmwa9cu7Ny5E11dXTCZTBgYGFiW2FVUVITKykomdhE9AbvDjY7b82gxz6PFPIe2wXnM213weACnx4N5mwsqlXfXAwDSEsKxL/cAZuqjYbVcRXjmnjW/72L3aWzfnIHNuQWrPuZwuaCJlMVltt/I4k9LuNM0OzvLN1EiItzdKYmIiFgzm/9edDodrly5AqfTieHhYTGRix6fQqFAQUEBCgoKYLFYUFNTg87OTng8HrS1taGtrQ05OTkwGAxsmSN6CNPzTjQPzKFl0IrWwXl0D9ngcnt3QISdEO9jIDxMgU3aSGzWRmFLahSyN0UiUu29Tnzpw4/xsx+9giWPB+FZe5f9DPtAPeKHT+PkF9+s+vmLDjcSo9VQqx7+tZVkUpT4DrvPzs5yO5yIZE/YKXnY1i2B7yGKZrOZRYmfZWZm4q233sLk5CRqa2tx48YNuFwu9PX1oa+vD1qtFgaDAdu3b2diF9EdA+OLaDFb0TpoRfOAFben7AC8oRzuO9sfwv/Ha1TIT49GUWYM8tM12KKNwtjsEvrGFhCnWX5ZHBEZhb/57x/ixN/+L5i6+n8jLGmr99dtA9iSpcVvvjqz5nqsiy5sy+Jc2KOSRVGyMhaYRQkRyd3jFiUJCQmIiYmB1WqF2WxGWVlZIJYne0lJSfjBD36Aw4cP4+LFi7hy5QrsdjtGR0fx6aef4uzZsygrK8Pu3bsZzUyy4nB50Hl7Hq2D82g1W9EyaMWszTsP4vYs3wUBgIzECBRmalCQHo3CjGikJ67+95KeGIHe0QV4PFgWD+xyeVB/cx4lP30PU921yJi7iCydDi//4P9A4bYda67P6fJArVIilQcnPjJZFCWMBSYiWk4oSh42ectXdnY2Wltb0dfX5+dV0UoxMTF49tlnUVlZuSyxa3Z2Ft988w0uXLiAvXv3oqysjIldFJLmFpxoNlvRava2YnXenofDtXYrVpgK2JoahcLMWBRmaFCQrkHsQ54TUpQZjXaLDQnRd1v8mwasmF1wQQk3inVxyIgoQ0VFBQqLi+/5faZtLuzdHPOkv21Zkk1RolQq4Xa7MTk5KfVyiIgkJ8yUPE5Rotfr0draCpvNhsnJSSQlJfl7ebTCysSu+vp6jI2NYXFxEbW1tWJiV0VFBbsBaEO7PWVHi9kq/m9gfBHAncLD44EHd4uQ6AildwckMwYFGRrkpkZBHfZ4bY1JMWoUZmrQ2DeLtDu7HGdbJ6FUAFFhHqR5ZgEs775ZaXDCjvL8eMRHM3XrcciiKFEqldi0aRNGRkYwMvJwudNERKHsSYsSwcDAAIuSdSQkdu3atQudnZ2oq6uD2WyGy+XCtWvXcP36dRQUFKCiooLzPhT0XG4PuodsaB2cR8ugFS0DVkzNew8cFFuxcPe4j9T4cBSka1CYGY2CjGhkJUWueRr740qOUWNHdiy6hhYwNLWI8dklqJQK7Ex1YWnQ+zkpKSmrvs7t8Q7Xl+XFIymGBcnjkkVRAgCpqaksSoiI4L3baLd7B0EfdaYEALRaLcLCwuB0OmE2m7Fz505/L5Eewr0Suzo6OtDR0QG9Xg+j0Yj8/Hypl0oEAJi3u+60YXl3QTosNtid7jVbsVRKIGdTJIqzYpGfrkFRpgbxmsBf8KfEhkOpUODDC0NwuzzQhCuhi5rBTXhfL31nuJacbszb3VBAgZ05MUjkDskTkU1RotVqAXgH3ZeWlhAeHi7xioiIpDE/Py8+fpydEqVSCb1ej97eXh6iGATuldg1MDCAgYEBaLValJeXY/v27YzEp3U1MrPkTcW604p1a2xhdRvWnSJEE65EbpoGhZkxKEzXID9Dg/DHbMV6UlPzDkxalxAVoUJFYRKGBrqw6FYjLjoFY7MOhKmU8Hg8iApXIi9Ng8wkDrX7g2yKktTUVPHx8PDwsvYDIiI5eZzT3FfS6XTo7e3F+Pg47HY7E6CCgJDY9cwzz6C+vn5ZYtdnn30mJnbt2bOHf1/kd263B72jC2gRUrHMVozNLgG4Ow/ixt1WrJQYNQoyNCjI8KZi6VMioVQGx7ken14ehUIBREeo8L+/nI13T3yMsHAXdm8pRGl2DMJVSkSEKRAVwSLfn2RTlAg7JQAwNjbGooSIZMv3NPfHLUp8X0P7+vpQULD6RGOSRnR0enY7PgAAIABJREFUtJjYdfXqVVy8eBFzc3OYm5vD6dOnxcSu8vJyJnbRY1t0uNF2pw2rdXAe7YPzsC251mzFUiiA7ORIcSC9ICMaKbHB2eo0OrOEhpuzUCkUeH5HMjxLc4DTjkglkKvbBG0cO20CRTZFSVxcHNRqNRwOB+dKiEjWfIuSx2nfArw7JQqFAh6PB2azmUVJEIqIiIDBYMCBAwfQ3NyM+vp6jI6Owm63o66uDhcvXkRpaSkqKioYVkAPNDXvwI3+OwcUmq3oHVm49ynpKgVyMzQozoxBfkY08tOjoAnfGLsKn10ZBTyAQgn8xJiG0ZE+8WO+N7jJ/2RTlABAWloazGYzRkdHpV4KEZFk/FGUqNVqpKamYnh4mHMlQU6lUmHnzp3YuXMnurq6UFdXh4GBAbhcLly/fl1M7KqsrGRiFwHwFhd9YwviAYXNZiuGp+99SnpCdNidNizvIYWbtVFQBUkr1qOYsTlxrnUSSqUCxoIEpCVEoOvG3RvZaWlpEq4u9MmqKNFqtTCbzbh9+7bUSyEikozvTMnjFiWAt4VreHgYFosFLpeLQ9QbQH5+PvLz82GxWFBbWysmdnV2dqKzsxM6nU5M7FL4M2uVgtqS042O2za0mOfQap5H66AV1sW1W7EAICspAoVZMShI16AoIxra+NBoafqycQwut/cQxp8YvQWI0F2TlJTE17gAk1VRIgy7OxwOzMzM3PcAHCKiUCXslCiVyicaeNbr9WhoaIDb7YbFYuGs3gaSmZmJH/3oR5iamkJtbS2amprgcrlgNpvx0UcfISUlBQaDAaWlpbwQC0GzC040D9w9oLB72AbnPU5JD1cpsCUt6s48SDQK0qMQExl6l492hxtfN01CqQS267y/V+BuUbJp0yYplycLofesuo+Vw+4sSohIjoSdkscdchf4FiFms5lFyQaUmJiI73//+zh8+DAuXryIK1euYHFxEePj4zh16hTOnTuHAwcOYO/evUzs2sDME4toNd85oNBsxeDE6lPShVas2EiVmIiVn6HB1lQN1KrQ3zX7tmUCNrsLYSoF3jR4d0lcLhcmJycBLE9xpcCQVVGSnp4uPh4ZGUFubq6EqyEikoa/ipLY2FgkJCRgenoaZrPZH0sjiURHR+OZZ55BRUUFrl27hosXL2J2dhZzc3M4c+YMampqsHfvXpSVlSEmJkbq5dJ9OF0edA3dacUanEeL2YoZmxOAzynpPq1YaQnhKBJSsdKjZXnmhtPlwWdXxqBUeFvTynK9N63HxsbguZNhzCH3wJNVURIeHo7Y2FjMzc1x2J2IZEto33rSogTw7pawKAkdERERKC8vFxO7TCYTE7uC3LzdheYBbypWq9mKjts2LN3nlPQt2igUZcWgID0aRVkaxIZgK9ajMnVNYWreCbVKgR8b0yCMU/mmtbIoCTzZPRNTU1MxNzfHWGAiki2hKHmSIXeBTqfDjRs3YLPZMD4+jpSUlCf+niQ9pVKJHTt2YMeOHeju7obJZEJfX9+qxC6j0QidTif1cmVlaMq+7IDCvjHvv+dVJ6UDiI5QIj89WkzGyk3VIFwtzSnpwezU1XEoFUByjBrPbEsWf124ga1SqZCcnHyvLyc/kV1RotVq0dPTg7GxMbjdbiiV/MdJRPLiz6LEd45kYGCARUkIysvLQ15eHoaHh1FTU4P29nYmdq0Tl9uDmyMLaDHPocXsbcWatDoArH1KujZOjfz0aBRlRiM/Ixr65Ejwr+T+GvvmMDC+iDCVAq8d0CLMZ37Gd8id14uBJ7uiRBhUcrvdGB8f53YcEcmO1WoF4J+iRKvVIjw8HEtLSzCbzdi9e/cTf08KTmlpaXjjjTcwNTUFk8mExsZGOJ1OMbErOTkZRqORiV1PwLbkQvudOZCWQSvaB+ex6HDf2f1Y3oqlVCqgT4lCcaZ3IL04MwYJ0bK7rHtip656Z0k04Uoc2b08YUvYKeGQ+/qQ3bPX9+CboaEhFiVEJCt2u1187I+ZEsC7W9LT08NDFGUiMTERR44cwdNPP42GhgY0NDRgcXERExMTOHXqFM6ePYuysjImdj2E8TmHOA/SYraid3QB7nuckh6pViAvzbsLUnAnGSsijHfvn8TA+CJazVaolAr8YM8mREfcLaZtNhvm5uYA8NDE9SK7okSr1SIiIgJ2ux1msxk7duyQeklEROvG9+BEfxUlOp0OPT09mJychM1m89v3peAWHR2NQ4cOoaKiAlevXsXFixcxMzMDq9UqJnbt2bMH5eXlTOwC4HZ7cGtsUTygsMVsxejsEoC7p6QL8yAAkBQdhoJMbzRvYUY0slMiodyAp6QHs99fGgEUgFqlwBtlywuPvr4+8THnptaH7IoSwHtXr7u7m2kxRCQ7/jrN3ZfvXElfXx+Ki4v98n1pY1Cr1SgrK8P+/fvR0tKCuro6MbHLZDLh0qVL2L59OyorK2WV2GV3uNFxex7NZm8qVtvgPObta5+SrlAAuqRIFGZFoyBdg4KMaGjjQuOU9GA1OrOESz0zUCmA50qTV7W+DQ4OAgDCwsK4U7JOZFmUZGVlobu7G6Ojo1hcXERkZKTUSyIiWheBKEoyMzOhVCrhdrthNptZlMiUUqlEaWkpSktL0dPTg9raWvT398PlcqGxsRGNjY3Iz8+H0WgMyYM2p+edaL6TiNU6aEX3kA2ue7RihYcpkJumQVFmDPLvnJKuCecczno6dXUM8AAKpQJvlq+eGRHaUTMzMzkjtU5kWZT4bsOZzWbk5eVJuBoiovUjJG8B3vYbf1Cr1UhPT4fFYuEONAEAcnNzkZubi+HhYVy4cAEdHR3weDzo6upCV1cXsrKyYDQaUVBQsGETu/rHF9Ey4D2gsNlsxdCUd15LaMUC7p6SHq9RIT89+s5QejS2aKOgYiuWZKyLLpxtmYBSqYCxIAG65OU3px0OB4aGhgB4b2TT+pBlUZKVlQWFQgGPx8OihIhkxbco8ddOCeBt4bJYLBgaGoLD4YBarfbb96aNKy0tDW+++SampqZQV1eHpqYmOJ1ODA4O4re//S1SUlJQXl6OHTt2BPXd6CWn+84p6d5WrJbBecwtONfcBQGAjMQIFGZqUJgRjYL0aKQncuA/mHx+bQwuNxCmAn5iXN2aZbFY4Ha7AXCeZD3JsihRq9VIS0vD0NAQ7+oRkawEqijR6XSor6+H2+2GxWJBTk6O3743bXyJiYl4+eWX8cwzz6C+vh5XrlzBwsICxsfH8ac//Qnnzp3DgQMHsG/fvqBI7Jpb8LZitd45pLDz9jwcrrVbsdRKYEuaBoV3TkkvSI9CbJQsL682BLvDja+aJqBUAtt0MSjIWL1j7HttyKJk/cj2X01WVhaGhobEapiH4hCRHAgzJZGRkX5tm8nOzhYfm81mFiW0pqioKBw+fBiVlZW4evUq6uvrMTs7C6vVim+//Ra1tbXYvXs3DAbDuiZ2WSbtyw4oNE8sAlj7lPSYSBUK0jUozIxBQYYGW7VRUDOad8P4tmUSNrsLYaq1Z0mAu0PuycnJTBNcR7ItSnQ6HS5fvgyHw4Hh4WFkZGRIvSQiooATdkr8/Uar0WiQlJSEyclJ7kDTA61M7DKZTBgZGYHdbkd9ff2yxK7k5GS//myX24PuYRtaBrwHFLaa5zE17z0l3S0cUIi70byp8eEoSNeIp6SvnD+gjcPt8eCzK6NQKoCspAiU5yWs+XlCHDB3SdaXbIsS38GlwcFBFiVEJAvCTok/W7cEer0ek5OT6O/v5w40PZSViV0mkwm3bt2C2+1GU1MTmpqakJ+fD4PBsGw37lHM211ovdOK1WKeQ8dtG+wO95qtWColsFkbhaJMb1tPUYYGcRrZXiqFnLrOaUzNO6FWKfCWIQ1rbRaPj49jacl7fgyH3NeXbP+lJSYmQqPRwGazYWBgAPv375d6SUREARfooqSxsRFLS0sYGxtDaurarRFEa/FN7KqtrUV7ezvcbveyxC6DwYDCwsL7th6OzCyh+U4qVqvZiltjC6vbsO4UIZpwJfLuzIMUpmuQl65BOFuxQtZnV8agVADxmjA8u33tHTjOk0hHtkUJAOTk5KCtrU3MoiYiCnVC+5a/4oB9+Z49MTAwwKKEHktaWhpef/11TE9Pi4ldDocDg4OD+N3vfofk5GSUl5dj586dUCiU6B1duHNAoXcnZHzO24olFCJu3G3FSolRoyBDg8I7J6XrknlKulw09c9hYHzRO0tSloow1dp/70JREh4eDq1Wu55LlD1ZFyVZWVloa2vD3NwcZmdnERcXJ/WSiIgCSihKArFTIgyF2mw2mM1m7Nu3z+8/g+QjISEBR44cweHDh3Hx4kVcvnwZc7b/n707jW07z/P8/uYliaQOS9ZFUrIs67Z8SbJuu6tcruqus6e6p6+ZzSwmgwBBEATYR4MkwCYI8iSPAmR3MpsAyYPdRXb7mOmuo6vr6rLLZeuwTlunddoSdd8HD1G88uBP0lJZtiVbFEn5+wKqLJT0l34qS+T/y9/39/m6GJjd5rvfdLL26zFccVlo4g2o1GplJ+R7U9JPp+spMSsFSKnFSFriK33b80r7pFPZJTHEqXm/KuOpHxcsSo7jgM9o90r/du7clpucnOTcuXMRXI0QQoSX1+sN9UqHoygB5XF1aGhIdqDFoVixuemZdDKwXchYaia9a8tsbtrwen2AH+wbqFSbJOgNpCYnUZyTyFlzIsUWI8UmPXpd9M4+EUdncmmLvkkbGrWKH1/OxBi/98+Fw+FgaWkJkNatSHilixKTyYRGo8Hr9WK1WqUoEUIca8HzJBD+omR9fZ3NzU2SkpLC8nXE8eP3w6MlJ32Tjw+lz61tB96nTEmPSzCQFq/HtbWFf2uDJP8y6XE2TmpspPm2KNafpab0CidSjy5OWES/37ctgAq0GhU/r316W6mcJ4msV7oo0Wg0mM1mrFarvKonhDj2dg5ODFf2/s6Wh4mJCXmxRzzVtsfH4LQ9NCV9YNqObcv71CnpuScTKAmcBSk1GchMiWNy4iGdd5uZsi7g98HQYB9Dg33knT5DVU09ltwXS+wSx8fC+jYtI2toVPDWhZOcMD791jdYlKhUKkneioBXuigB5QnUarUyNzfH1tYWCQmSPy6EOJ6OYqfEbDajVqvx+XyyAy122XB66J20BQ6l2xiedeD17T0lPU6joiBbH5qSXmoxYIh7suXmVF4+p/LyWVpcoKO1ibHRIXw+HxOPxpl4NE5WtomqmgbOFBYf6rBQETv+2LUEflCpVfzyKcMSg4LzSbKzs9HpdEewOrHTK1+U5OXl0dTUBMDY2Bjl5eURXpEQQoTHURQlGo0Gi8UiO9AC6/IWfVZbYEr6JtMrLmD3lHRfYBskWa+h2GSgzJJIsdlAQabhqelIe0nPyOTtD37CxsY63e2tDPTdx+PxMD83y58++WdSTqRSVV1HafkFNBo5Z/KqsG15udG/gloNDcUnnjn4cmtri+npaYAXnokjXs4rX5Tk5+eHzpWMjo5KUSKEOLZ2tm+FIxI4KLgDPT8/j9vtllccXwFur5/hWXvgPIhSiGw4PcCOKek7WrFMqfFKG5bZSInZgDk1/lDWkZycwmvXf0Rt4w/o6eqg514HTqeT9bVVbnz9Oa3N33Hh0mUuVFQRHy+dEcfd5/eWcHt8Sgzwc3ZJRkZGQm8XFRWFe2liD698UaLVasnPz2d0dJTh4eFIL0cIIcLmKM6UgFKUNDU14ff7sVqtnDlzJmxfS0SG3eWld9IWOg8yNOtg27P3lHStBs5k6im1JAaieQ0kJYT39iMhQU9Nw1Wqaurp771Hd8ddNjbWcdjttDbdorOtmfMXK7lUVYsxUQ7FH0cut48/dS+hVkOxycC53Gf/PY+NjQGg0+lkpyRCXvmiBJQpsqOjozgcDubm5sjOzo70koQQ4tAFixK1Wo1WG76H/51P6JOTk1KUHAOzqy7lLEhgSvqjReVn6YlJ6YAxXk1xYEp6iclAUbYBXYSmpGu0Wi5UXObcxUrGhh/Q2d7K4sIcbrebro673Otqo7j0HJXVdZxMf/rsChF7bg6s4nB50WpU/BdXTc/9+OBOSbCDRhw9KUpQipKgsbExKUqEEMdS8ExJYphfGY6PjycjI4PFxcVdEZsiNnh9fkbnHIHzIEohsmJTpqSHWrF4PCU9MzmOErORMouRYrOB3LQEou1MuVqtpqj0LEWlZ7FOPKKzrRnr5CN8Pj8PBnp5MNDL6fwCKqvrJLHrGPD5/XzauYBaBTlp8dQXnXjmx8/OzoYeH3feE4qjJUUJyhTi5ORkNjY2GB0dpbGxMdJLEkKIQxd80g3XIfedTp06xeLiIpOTk/h8PtTqyLxSLp7P7vIq0byTNvqmbDyYtrPl9gUKj92tWGq1iryMeMrMiaFC5FkRq9EoN+80uXmnWVpcoPNuM6MjD/D5fDx6OMajh2NkZZuorK6noKhEErtiVMvwOosbbnQaFb9syH5ukTw6Ohp6u7S0NMyrE08TW48kYVRSUkJ7ezsTExNsb28TFxcX6SUJIcShCrZvhfM8SVBubi6dnZ1KAtL8PCbT89snxNFY2nQ/Pg8yZWNs3rGj8NhdhOh1agqzg+dBDBSbjcRHqBXrsKVnZPKj9z+kYWOD7o5W+nq68Xq9zM/N8vmnv+fEiVQqLtdSVn4BTRjbHcXh+0O7skuSYtDy5vmTz/34YOvWyZMnZeBrBMlvWUBhYSHt7e34/X7Gx8elUhZCHDvBouSodkqCJicnpSiJEJ/Pz8NFJ72BVKx+q52Fjd1T0ne2Yp1M1ClzQXKUAYWn0hNQq4/3bkFScjI/eOOH1DRcpaerg/vd7WxtbbG2tsrNP3/B3ebvuFBRLYldMaJnYpPJpa1A4lY2uudES7vdbqampgBp3Yo0KUoCzpw5E4oGHhsbk6JECHHs2O124GiKktTUVAwGAw6HA6vVSm1tbdi/pgCXx8fglD00oHBw2o7dtfeUdJUKTu2Ykl5iNpKR9OrGN38/seteZxvr62s4HA5am27RcbeJcxcquFRVS1JycqSXK57i484l1CowxKl5vzL9uR8/MjKCP1CVFxQUhHt54hmkKAnQarXk5eUxPj7O8PAw7733XqSXJIQQhyq4UxLOGSU75eXlMTg4yMTExJF8vVfRqt0dGE6otGONzj17SnqhWa8MKDQp80H2mpL+qvt+YldHWwtLi/N4PB7udbXTc6+DwuKzXK5tkMSuKDO5tEXf5CYatYoPqjIxxj//5zt4nkStVktSYIRJUbJDYWEh4+PjbGxssLi4SEaGPNgIIY6HnTNKjmKnBJRzJYODg9hsNlZXV0lNTT2Sr3ucPVp0hmaD9E3ZmV0NTkn3h6ajB/9MMWgpMStT0kvMBvIz9GiOeSvWYdqd2PWQzraWUGLX8IN+hh/0cyovn6qaenJOnY70cgXKWRJUKK1bdc8elhg0NDQEKLskEgUcWVKU7FBYWMhXX30FKNHAUpQIIY6LSBQl3z9XIkXJwWx7fAzNOkJT0vun7Gw6PXvuggBY0gJT0i1GSkxGsk9IYMthyc3LJzcvn+WlRdpbmxgbGcTn8zM58ZDJiYdkZmWHErskaS4yFta3aR5eQ6OCN8+f3Fcq3MLCQiiVUFq3Ik+Kkh0yMjJC0cAjIyPU1dVFeklCCHEogk+8cHRFiclkQqvV4vF4sFqtXLx48Ui+bqzacHjom7LvmJJux+PduxVLp4YCk4ESizKgsNRsIDHMU9IFnEzP4O33P2Rz4w26O1rp772Hx+NhYX6OL/74B1JSTlBxuZaz5y5KYtcR+2P3EvhBpVbxq4b97ZIEU7dADrlHA/mN+Z7i4mI6OjqYmJjA4/GEdeqxEEIclZ07JUcRCQxK+0tOTg6PHj2SIYp7mFreon/KFjiUbse6vAXsnpIebMVK0msozjZQlpNEsUlPQZbhualCInx2JXZ1d9LT3Y7T6WR9fY1vv/lyV2JXQsLRvAjwKrNtebnRt4JaDfVFKeSe3F9K2tjYGKAMlD158vnRwSK85I77ewoLC+no6MDr9fLw4UOKiooivSQhhHhpkWjfAqWF69GjRywsLOByuYiPjz+yrx1NvD4/w7M7p6TbWLN7gL2npGen7JySbiQn7dX8/xbtEhL01NRfoaq6joG++3R33GV9fQ2n08nd5u/obGum/PwlKi7XSWJXGH1+bxG3x6ecJWnI3tc1brebR48eAVBWVhbG1Yn9kqLke/Lz81GpVPj9foaGhqQoEUIcC8E4YDjaoiQ3Nzf0ttVqfWVaJOwuL/1T9tB5kAczdlxu356tWBo1nMnSU2pWWrHKLEaSDfL0HEs0Wi3nL1VRfqGCsZEhutpbWJifw+PxcL+7g977nRQUlVFd1yiJXYfM5fbxp+5l1GooNhk4n5u4r+uGh4dDUcCvyuNStJNHve+Ji4ujoKCA0dFRBgYGePfdd+XQmhAi5kVqpyQ3Nzf0Qs/k5OSxffKfW3M93gWx2nm05NzVhrWzCDHEqSk2GSi1JFFq1lOYZSBOJ88zx4FaraaopIyikjKmJh/R2dbC5MRDfD4/I0MDjAwNkHvqNFU19eTm5Ud6ucfCzf4VHC4vWo2Kf3Fl/0Na+/v7AdDpdHLIPUpIUbKH8vJyRkdHcTqdjI+PH9snUSHEqyNYlBgMBlSqozuLEB8fT2ZmJvPz88fmXInX52d83qmcBZlSDqUvbbqBx+dBfDxuxcpI0lFsMlKWY6TYZCQvPYEj/CsQEZJz6jQ5p06zvLRIx91mRocH8Pn8WCcfYZ18RHpGFpdr6ikoLpUXP1+Qz+/n065F1CrISYunofjEvq5zu92h+SSlpaUSBRwlpCjZQ1lZGZ9++ik+n4/+/n4pSoQQMS9YlBzlLknQqVOnmJ+fZ2pqCq/XG3M3AFtuHwNTjwcUDk7bcG77Ajsgu1ux1GoVp9L1lFmMSiqWJZG0RHmqfZWdTM/gR+/9BQ1Xr3Gv8y59Pd14PB6WFuf54rOPSLlzgktVNZSfvySJXQfUMrzG4oYbnUbFL+qz913sDw0N4XYrLySUl5eHcYXiIOSnfw/x8fEUFhYyPDzMwMAA77//fsw9iQohxE7BSOBIFSXt7e14PB5mZ2fJyck58jUcxIrNTc/kJn2TyoDC8QUnvqdMSY/XqigyGSgzJ1JiNlJk1qPXyfOFeFJScjJXr721K7HL4XCwvr7GrRtfcbf5Oy5WVHOh8rIkdu3TH9qVXZIUg5a3Luw/Pauvrw9QWvblhefoIUXJU5SXlzM8PMz29jZjY2MUFxdHeklCCPHCdrZvHbXvD1GMpqLE74eHi05lQnqgHWtubTvwPmVK+s5UrFSjlpLAgMJSs9KKJVPSxUHExydQXddI5eVaBvt76O64y9raKltbW9xtuU1HWzPnLlRIYtdz9E5uMrm0hVaj4me1WfuOyHa5XKHWrbKyMnnROYpIUfIUZWVlfPzxx/h8PgYGBqQoEULEtEi2byUnJ5OYmIjNZov4uRKX28eDGTt9Vjv9UzYGpmzYtrxPnZJ+Kj2BErORErOBUpORzBSZki4Oh0ar5dzFyl2JXfNzs3i93kBiVxeFRaVU1TaQnpEZ6eVGnY87l1CrlOCIH1/ef6LZ0NAQXq8XgHPnzoVreeIFSFHyFDqdjpKSEgYHBxkcHOSDDz6QaloIEbOCkcCR2CkBOH36NH19fUxOTh7p112ze+iz2ui1btJvtTMy58D7lFasOI2KQpOeEksipYFCxBAnj/sivFQqFYXFpRQWlzJtnaCrvZVHD8fw+XwMDw0wLIldT5hc2qJ3YhONGt6rzMAYv//f02DrVkJCAmfOnAnXEsULkKLkGcrLyxkcHGR7e5vR0VFKSkoivSQhhDgwr9eLx6MM6ovETgko0cB9fX04HA6Wl5fDNj15ckmZkh48lD694gL2npKerNcEBhQmUmwycCZTj1ampIsIsuTmYcnNY3lpka72VoYf9O1K7MrIzKaquu6VT+z6qH0BVKDVqPlZbda+r3O5XIyPjwNKR8yr/P8wGklR8gzFxcXodDrcbjd9fX1SlAghYpLNZgu9Hami5PvnSg6jKHF7/QzN2OmfsitnQqZsbDi+NyV9RyuWOTWe0kAqVonZiDlVpqSL6HQyPYO33vmAhqvX6O5opa+nG7fbzeLC3Cuf2LVic9M0vIZGBdfPpZGepNv3tQMDA9K6FcVerZ/kA9LpdBQXF9Pf3x+Kj9Pp9v/DL4QQ0WDn4ESj0RiRNWRmZhIXF8f29jZWq5WKiooDf45Np4e+KTt9k5v0T9kZmrHj9u7diqXVQEGWnhJzYiieN0kvT3kithgTE7ny+ptU11+h914X97vbcdjtocSutpbbXLh0+ZVK7Pq4YxH8oFKr+KvG7ANdGxyYmJCQwOnTp8OwOvEy5BH6OcrLy+nv7w8N2ikrK4v0koQQ4kAiNc19J7VaTU5ODuPj4/s+VzKzunNKuo2JpS2AJyelA8Z4NSUmIyWBVKzCLD06rbRmiOMhPj6By7UNVFyu5UF/D53trayvreJ0OrnbcpvO9hbOnrtIRXUdyckpkV5u2Ni2vHzTt4JaDbWFKeSeTNj3tcGB2KDskkjrVvSRouQ5iouLQ6/u9fX1SVEihIg5wRklELmiBJQWrvHxcZaXl3E4HLsO3Xt9fkZmHcp5kEA71opNGW4WasXicTRvVkocJSYjpRYDxSYjuSdlSro4/jQaDeUXKjh7/hLjo8N0tjUzPzeLx+Oh514nfT3dFBSWcLmu8Vgmdn1xfwm3x4dWo+IX9fs/SwJK65Y/8AAiAxOjkxQlz6HRaCgtLaWnp4eRkRFp4RJCxJydOyWRSt+C3edKhscncevN9Fk36bPaeTBtx+Xx7dmKpVHD6YwEyiyJgYPpBlIM8jgsXl0qlYqCohIKikqYtk7Q2dbCxKNxfD4fI8ODjAwPkpObR1VtA6eOSWKX2+vns64l1GooNhmJc519AAAgAElEQVS4mJd0oOuDrVtGo5G8vLxwLFG8JClK9qG8vJyenh7cbjdDQ0NyOEoIEVOioSiZX99mdDORrs1TLLmN/Ok/zpKUZN/dhhUoQvQ6NUWBw+hlZiPFZgNx0oolxJ6CiV1rqyu0tdxhZKgfn8/PlHWCKesEGRlZVNbUUVgc22lT3/QtY3d50WlU/FXDwc6SOJ1OHj16BCj3dCrZVo1KUpTsQ0FBQaiFq7+/X4oSIURMCRYlOp3uSOYt+Xx+xhecgQnpSivWwoYyJX3Rbcbt3kbHNgkGpZUiPVH3eECh2cip9ATUMiVdiAM5kZrGD9/9MY0/eGN3YtfiPF9+9jHN392korqWc+crYi6xy+f382nnIhqV0rp5pTT1QNf39fVJ61YMiK2fygjRaDScP3+ezs5ORkZG2NraIiFh/4erhBAikoKDE8N1nsTl8TFgtSsDCqfsDE7ZcWzvPSVdq9Ni8K2Rrl3iX/7oImU5SWQcINJTCPFsT0vs2tzc4LsbX9PecifmErtaR9ZY3HCj06j468bsA58f6+npASAlJWVXG6mILlKU7FNlZSWdnZ14vV7u3btHXV1dpJckhBD7EtwpOaw44FW7m97JxwMKx+adz56SbjYosbzmRLS2SW5+cRuAwmQ7GUlph7ImIcRu30/s6uq4y9rqSkwmdv2+bRG1ClIMWn54Mf1A166srDA1NQXA5cuXw7E8cUikKNkns9lMVlYW8/PzdHR0SFEihIgZwaLkRXZK/H54tOikf8pGv9VO35SN2dXglHR/aDp68M8TRi0lZiWWt8RkID9Tj2ZHK5bTeZpvUQqW2WkrZkvuS3xnQojn+X5iV1d7C3OzM7sTu4pKuFzTQHrmwRKtjkLvpI3JpS20GhV/WZuJTnOwbZK7d+8CSjhAZWVlOJYoDokUJQdQWVnJ559/zvLyMpOTk7IFKISICcFI4P0UJdseHw9mHMqEdKuN/ikbtq29W7EActICU9IDhUhWStwzP79ebyD5xAnW19aYnZ562W9NCLFP30/s6mpv5dHDMSWxa2iQkaFBck7lUVldT97pM5FebsgnncouSYJWzV9cPljMscfj4f79+4Ay4iGS6YPi+aQoOYALFy7w1Vdf4fV66ezslKJECBETgjslez0hbzg89E3Z6J1UCpDhWQeep0xJ16mhIJCKVWpJpMSkJzHh4E8jJnMO62trTE/tb4iiEOJw7Uzsam9tYvhBn5LYNTnB1OQE6emZVNbUUVRyNqKJXZNLW/RMbKJRw/tV6RjjDxbUMTAwgMul7OzKLkn0k6LkABISEjh37hz379+nv7+fd955Rw68CyGimt/v39W+ZV3eUnZBAqlY1uUnp6QHW7GS9JrAgMJEik16CrIMB26d2Eu2OYcHA31sb2+zvLTAyfTjN+RNiFhwIjWNt975gIar17jXeZe+nm62t7dZWlrgqz998jix60IFWu3RB1J83LEAKtBq1Py87mAxwADd3d0AJCYmUlhYeNjLE4dMipIDunTpEvfv38fr9dLT00NNTU2klySEEHvyeP30PlplyJHFkjuR299qoEkZIBaakr6jFSv7RFzgQLqREpMRS1p8WNZltuSE3p6ZnpKiRIgIMyYm0vja9VBi172uNhx2OzbbJrdv/pn2ljucv1TFpaqaI0vsWrG5aR5eR62CN8pTST9gSt/KykpoNklFRUVMz2h5VUhRckCnT58mJSWF9fV1urq6pCgRQkQNu8sbSsTqt9oYmnVgd26zsJkD+EmOV5Gg9oempJ/J1FNqMVJqTqTUbCDZcDRPCSfTM0Ozn+Zmpjh/UdoqhIgGcXHxVNXUc6mqhqGBXro67rK6sszW1hbtrU10t7dSeu4CVdX1JKecCOtaPulcxOfzo9Wo+OsrpgNf39nZGXq7qqrqMJcmwkSKkhdQXV3Nn//8Z+bn55mamiInJ+f5FwkhxCGbXXXRF0jF6p+y8XBBadPaOSV92+MF/OhUXs6a46kuNVFq1lOYZSBOF7lXDs05uTwaH2N2Rg67CxFtNBoNZ89fouzcRR6OjdDZ1qwkdnm99N3vpr/nHmcKi6mpuxKWxC7blpc/966gVkNNQTK5Jw/WKh8c3wBw5swZUlKiO/JYKKQoeQEVFRXcvHkTr9dLV1eXFCVCiLDz+vyMzTt37YQs29zA4/MgvsDbAJnJOopNRtK0GzzqGiBFu8Uv3rpElikjct/EDmaLUpRsrK3hdDrQ6yUVR4hoo1KpOFNYzJnCYmanrXS0tfBofBS/38/YyBBjI0OYc3K5XNt4qIldX/Ys4fb40GpU/LLh4GdJHjx4EEodlAPusUOKkhdgMBgoLi5mcHCQvr4+3n77beLinh2DKYQQB+HY9jI4ZVeKkCkbD6btOLd9gR2Q3edB1GoVp9L1lJkNlFiMnLUkcsKoPLwP9vWwqlV2UOKjKJgj26y8mOMHZqYmKSgqjeyChBDPZLLk8sFPcllbXaGzrZmhwT68Xh8zU1Y+mfo1J9MzqKyuo7i0/KXOb7i9fj7vXkKthmKTgYt5SQf+HF1dXQDEx8dTWiqPLbFCipIXVFlZyeDgIG63m97eXulXFEK8lKVNN72Tm/QHCpHxBSe+p0xJT9CpKMo2UmZJpMRsoNhsIF67902A0+kIvR1NuxHZJgtqtRqfz8fM9JQUJULEiBOpaVz/0fvUX7lGd+dd+u53BZL0Fvn6809pvXOLi1XVnL9Y+UKJXTf7V9hwetFpVPxV48HPkqyvrzM+Pg4onS0azcFihEXkSFHyggoKCkhKSmJzc5POzk4pSoQQ++b3w/iCMiW9LzAfZH59O/A+ZUp68EwIQJpRS0kgFavMbORUesKuKenP4tpyht6Opp0SjUZDZpaJudlp5uRciRAxx2A00viDN6iua6TvfjfdnXdx2O1sbm5w59tvaG+5w8XKai5WVu87scvn9/NxxwIaFWSlxNFYfPCzIMFdElDOAIvYIUXJC1KpVFRWVnLr1i1mZ2eZn58nK+vwD3sJIWKfy+3jwYydPqudPusmA1N27K6nT0k/dTKBEouBUrNSiGQmv3h76NaWMofEYDAewndyuMyWXOZmp5mfm8HjcUdkDoIQ4uXExcVTWV3Hxcpqhgb76GxrYW11BZfLRVvLHbraWig7f5HKy3XPTexqG11nccMd2iVR7/PFlyCfzxcqSnJzc0lLS3vh70scPSlKXkJVVRW3bt0CoL29nffffz/CKxJCRIM1u4feyU1lQOGUjZFZB96ntGLFaVUUZhsoNScquyEmPYa4w2s32ArslETjoFeTJQc6lP8XszPT5J46HeklCSFekEaj4ey5i5SVX+DR+Cidbc3Mzkzj8XrpvddF3/1uCopKqK5tfGpi18fti6hVkGLQ8qOLJw+8hpGREWw2G6C0bonYIkXJS0hKSqKgoICxsTF6enp46623iI8Pz7AxIUT0mlgKTEkP/DOz6gIet2LB4ynpKQYNxabH50HOZOr33Yr1IpyBBJr4Ixp4dhAmSw4qlOJsdtoqRYkQx4BKpSK/oIj8giJmZ6bobGvh4dgIfr+f0eEHjA4/wJJ7iqrqevLyC0LX9U/ZGFtwolWr+GlNFjrNwR8X29raANDpdJw/f/7QvidxNKQoeUl1dXWMjY3hdrtpb2/nypUrkV6SECKM3F4/QzN25UD65Cb903Y2HB5g7ynp5tR4SoOtWCYjptSjfeEiuFOi10dfUaLXG0hNO8nKyjKzM9ORXo4Q4pCZzDm8/+HPWV9bpbOtmQcDvXi9Pqatk0xbJ3cldn3SqeySJOjU/Lgq/cBfa35+ftcBd61WbnFjjfyNvaTCwkLS09NZWlqitbWV+vp6SXoQ4hjZdHrotdron7IrU9Jn7Li9e7diaTVQmGWgxJIYKEL0JOkj+zDrCpwpSYii5K2dss05rKwsMzczhd/vQ6WK3EBHIUR4pJxI5Y0fvkdd4+vc62qj917nrsSuL28007xxgUSjgferMl7ocbOlpQVQdmrq6uoO+1sQR0CKkkPQ0NDAJ598gt1up7e3l0uXLkV6SUKIFzS94qJ/ykZvIBVrckm5qQ8OKAymYvmBxAQNJSYDJeZESi0GCjL16J4SzRspDocdYN/pN0fNZM5hoO8+29vbLC0ukhGG6dBCiOhgMBppuHqNy7UN9N3v5l5XG3abja6lZGyuDZz2TbLdG9jtqRiN+w/n2NjYoLe3F4CysjJSU1PD9S2IMJKi5BCcP3+eb775BrvdTlNTkxQlQsQIr8/PyJyDfqudXusm/VY7q3ZlSnqoFYvH0bxZKXGUmAyUBuJ5c09G3+Hxnba3t/H5fAAkRGH7FgQOuwfMTlulKBHiFbAzsau9u5dPPl4CvOTGr9DT/pD+rhYuXrzIlStX9lVg3L17N/RY19DQEObVi3CRouQQaLVaamtruXHjBktLS4yNjVFQUPD8C4UQR8ru8tJvVXZA+qw2Hkw7cHl8e7ZiadSQn6kPHEg3UmrWk2KIrcjanTNKorUoSU07iV6vx+l0MjszxYWKy5FekhDiiGg0GoYcWaSdVONxu3jdvIZzEbxeL11dXXR3d1NaWkpjYyMWi2XPz+Fyuejo6ADg1KlTT/04Ef2kKDkkVVVV3L59G7fbTXNzsxQlQkSB+fXtUCJWv9XGw0Xnk21YgSLEEKemKFs5D1JmNlBkMhAXZa1YBxWcUQLRGQkcZDLnMD42wsy0NdJLEUIcIduWl697llGr4Wp5Jn//V41MT09z+/ZthoaG8Pv9DA4OMjg4SF5eHg0NDRQXF+/6HN3d3WxvK8NnZZcktklRckgMBgOXLl2ivb2d8fFxFhcXycjIiPSyhHhl+Hx+xhec9E3ZQ1PSFzeCU9ID8bw8bsVKT9RRYjYoU9ItSivWQQd1RbstpyP0djRGAgeZLLmMj41g39zEbtvEmJgU6SUJIY7AVz3LuD0+tBoVv6zPBsBisfCrX/2KlZUV7ty5Q09PD16vl4mJCSYmJsjMzKS+vp4LFy4A0NzcDMCJEyeeKFhEbJGi5BDV1dXR0dGB3+/nzp07/OQnP4n0koQ4trbcPgamHs8GeTDtwLHtDeyA7G7FUqngdLo+0IZlpNRiJC3x+D/8OXcUJdEYCRxktuQCyt/V9NQkxaXlkV2QECLs3F4/f+peRK2GYpOBS6d3vxiRlpbGj3/8Y65fv05LSwsdHR24XC4WFhb4+OOPuXnzJhaLhfX1ddRqNVeuXEGlOl4vLL1qjv+z8hFKS0ujtLSUwcFB+vr6eOutt0hMTIz0soQ4FlZsbnonA0XIlI2xeSe+p0xJj9eqKDQZKAtMSS/KPtwp6bFiV/tWlEYCA2RkZaPVaPF4PcxOT0lRIsQr4NuBVTacXnQaFb9qyH7qxxmNRt58802uXr1KZ2cnra2tbG5usrGxwdjYGF6vl5SUFIqKio5w9SIcpCg5ZI2NjQwODuLz+WhtbeXNN9+M9JKEiDl+PzxactJvtYd2QubWnj4l/YRRG0rFKjUbOZ0R3inpsSLYvqUCDIb9x2seNY1GQ5bJzPTUJLMzU5FejhAizHx+Px+1z6NRKamGV0pOPPea+Ph4GhoaqK2tpbe3l6+//hqPRxlc6/F4+Df/5t9w4cIFrly5QlpaWri/BREGUpQcMovFQk5ODlNTU7S3t/Paa6+h08VWYo8QR23b42Nw2q6kYk3aGJi2Y9vy7rkLApB7MoESi5ESk4Eys5HMlLiIrj9aBXdK4uLjo76twWTJYXpqkqXFebZdLuLi4yO9JCFEmLSPbbC44Q7tkhzkPJ9Go+HSpUv09/ezurqKzWbDaDTi9Xrp7u6mu7ubkpISrl69KklcMUaKkjCor6/nd7/7Hdvb23R2dspkUSG+Z8PpedyKZbUxMufA85Qp6XEaFQXZ+tCU9FKL4ZVsxXoRwUjg+ChO3goymZV5JX4/zM1Oc+r0mQivSAgRLh+1LaBWQYpBy9uX0g98/dLSEqOjo8THx9PY2MilS5e4c+dOKLFraGiIoaEhcnNzaWxspKSkJAzfhThsUpSEQWlpKampqayurtLS0kJNTQ1qdWxHiwrxMqzLW4EBhUoq1tTyk1PSg61YSQkaSswGSs2JlFgMnMk0oNNE96v80Sp40D1ap7nvZLbkokIpRGemrVKUCHFM9U/ZGFtwolWr+ElN5gs9vgcTt0CJAU5NTeWXv/wlq6ur3Llzh/v37+P1erFarfz6178mIyMjlNil0ciLWtFKipIwUKvV1NXV8fnnn7OxscHg4CDl5XJwU7waPF4/Q7N2+oPzQabsrDuUvl+f/8lWrOwTcYEBhQZKzUbMqdK2c1hcgfataI4DDoqLjyctPYPlpUXmZqYjvRwhRJh80qHskiTo1PxF1cFHJ9hsNu7fvw9ASUnJronvqampfPDBB7zxxhu0trbS0dHB1tYWi4uLfPLJJ9y8eZPa2louX75MvLSIRh0pSsKkoqKCb7/9FqfTya1btzh79mzU93QL8SLsLi+9gbkgfZM2hmYdbD9jSnpBlp7SHa1YSQnyMBQuwZ2SaI4D3slkzmF5aZHZ6Sn8fh8qlewwC3GczKy6uPfIhkYN71Wmk6Q/+ON/S0sLPp8PePqwRKPRyPXr17ly5QpdXV20traysbHB5uYmf/7zn7l9+zaXL1+mrq5OUlKjiNwNhIlOp6Ouro6bN2+yuLjI4OAgZ8+ejfSyhHhps6suZUBhYEr6o0Xl3MITk9IBY7ya4sCU9FKzgaJsA7oYn5IeS7acyt9NNMcB75RtzqGvpxuP18P83BzZJnOklySEOER/aJsHFWg1an5R//QY4KfZ3Nykra0NUIKFTp069cyPj4+Pp76+PpTY1dzczMLCAi6Xi6amJlpbWyWxK4pIURJGtbW1NDc343K5+PbbbyktLZWzJSKmeH1+Rucc9E/ZArshdlZsbmBHKxaPp6RnJusoMSsFSInFSG5aArJBGBl+v59tlxKjnBADB90BzJac0Nuz01YpSoQ4RlZsbu4MraNWwetnU0lPOngy6Z07d0IxwG+99da+r1Or1Vy8eJGLFy8yMjJCc3Mzjx49ksSuKCNFSRjFx8dz9epV/vznP7O4uEh/fz/nz5+P9LKEeCrHtpeBKeU8SK/VxoNpO1tu355T0tVqFXkZ8ZSZEyk2GzhrSeSEUR5SooXDYQ+d29HHyE5JyolUjMZE7HYbszNTVFAb6SUJIQ7Jp12L+Hx+tM8Zlvg0m5ubdHR0AHDmzBny8vJeaB1FRUUUFRUxNzfHd999x4MHD3Yldp06dYqGhgaKi4ul7f6IyR1EmNXU1NDc3IzD4eDmzZuUl5fLbomIGkub7sfnQaw2xuYdOwqP3UWIXqemMFsfOpRebDYSL61YUSsYBwyQECNnSkCZVzI6/ICZqclIL0UIcUgc216+7llBrYbLZ5LJzzz4Y9KtW7dCZ0muXbv20mvKzs7mF7/4BaurqzQ1NXH//n08Hg+Tk5NMTk6Snp5OQ0ODJHYdISlKwkyn03H16lW+/PJLVldX6enp4dKlS5FelngF+Xx+Hi46Q7NB+q12Fja2gcdT0ne2YqUZtaFY3jKzkVPpCQcacCUiKzg4EWIjEjjIbMlldPgBTqeT9bVVUk6kPv8iIURU+/L+Em6PD61GxS9f4CzJ+vo6XV1dgLLTkZOT85wr9i81NZX333+fa9eucffuXdrb29na2mJpaUkSu46YFCVHoKqqiubmZjY3N/n22285f/68VN0i7FweH4NTdvoCqViD03bsrr2npKtUkJuWQGmOMiW91JJIxgv0+4roETzkDrERCRyUbd5xrmRmWooSIWKc2+vns64l1CrIz9RTkZ904M9x69Yt/IFXzN54443DXiKgJHa98cYbXL16lc7OTlpbW1lfX9+V2FVVVUV9fb0kdoWJFCVHQKfTceXKFT7//HPW19e5d+8eVVVVkV6WOGbW7B56rY+npI/OOfD6njIlXasKtGIlUWwyUGKWKenHzc6iJFYOugNkZmWh1WjxeD3MTlspPXsu0ksSQryEWwMrbDi96DQq/sWVg++SrKyscO/ePUCZS5KdffDPcRDB9NSamhr6+vpoamoKJXY1Nzdz9+5dzp8/z9WrVyWx65BJUXJEgrsl6+vr3L59m0uXLsluiXgpjxadoQGFfVN2ZleVpKVgKxY8npKeYtBSYlbasEosRvIz9GikFetYC84ogdg56A6gUqkxWXKwTj5idmYq0ssRQrwEvx/+0L6ARgVZKXH8oPTgO5/fffddaJfkzTffPOwlPpVarebChQtcuHCB0dFR7ty5w8TEBF6vl3v37nHv3j2Ki4tpbGx8bjSx2B8pSo6IRqPhypUrfPbZZ6yvr9PZ2UlNTU2klyVixLbHx9CsY9eU9E2nZ89dEABzajxlFmNgSnoi2SfiIrp+cfR2HnSPi7E+6GBRsrK0yLbLFXPrF0Io2sfWWdxwo9Oo+EV91oHPJa6srNDT0wPA2bNnSU9PD8cyn6uwsJDCwsInEruGh4cZHh4mJyeHxsZGSkpKJLHrJUhRcoQqKiq4c+cO6+vr3Llzh6qqKtktEXvacHjom7KHpqQPz9pxe/duxdKpocCkDCgsMRkpNetJlCnprzxnoH3LaIy93mezJRdQfr6npybJLyiK7IKEEC/kD20LqFWQmKDh3YqMA19/48YN/H4/KpXqUBK3XtbTErumpqb4zW9+I4ldL0nuXI6QRqPh9ddf5+OPP2Zzc5P29nbq6uoivSwRBaaWtwKxvMqkdOuykpy015T0xARN6DB6idlAQaZepqSLJwR3SmIpDjjIZMlBpVJ+5menrVKUCBGDBqbtjC040apV/LQmE53mYDsIS0tL9Pf3A1BeXh6xXZK9BBO7rl+/TktLyxOJXTdu3KCurk4Suw5IipIjduHCBb777jtWV1dDSQ46naQcvUq8Pj/DgVasXqsyI2TNrkyo3WtKelZKHKVmY2BKeiI5afIAJ54vGAkcS3HAQVqtjozMbBbm55idmY70coQQL+DTDmWXJEGn5ifVmQe+/ptvvgGIml2Svej1+l2JXS0tLWxsbGCz2SSx6wVIUXLE1Go1165d4/e//z0Oh4O2tjYaGxsjvSwRRnaXl/7AlPQ+q40HM3Zcbt+erVgaNZzJ0ivzQcxGyswGkg3yayoObiu4UxJDyVs7ZZtzWJifY252Gq/XK60QQsSQmVUXXQ830KjVvHPpJEn6gz2Pzc3N8eDBAwAuXrwY9SlXOxO7ent7aWlpYX5+PpTY1drayoULF7hy5QonT56M9HKjltztREB5eTm3b99mcXGR27dvU1lZiT4GWyzE3ubWXKHD6H2TNh4tOZ9swwoUIYY4tRLJa0mkzGygMMtAnE5ascTLC0YCx9KMkp1MZgs93R34fD4W5mYxWQ5vWJoQIrw+al8AlQq1Gn7VaDrw9Z9//jmg7JK8/vrrh7y68FGr1Vy8eJGLFy8yMjJCc3Mzjx49wufz7UrsamhoIC8vL9LLjTpSlESAWq3m+vXr/PrXv8blcnHz5k3efffdSC9LvACfz8/YvFMZUGi10W+1sbTpBh6fB/HxuBUrPVFHidlIqcVAiTmRUyfjZUq6CAu73QYQsy94WHJOoUIp3memrVKUCBEjVmxubj9YQ62C18+mkn7AQbxDQ0NMTk4CUF1dTUpKSjiWGXZFRUUUFRUxNzfH7du3efDgAT6fb1diV0NDA6WlpZLYFSBFSYSUlJSQl5fHxMQEHR0dVFdXk5Fx8GQKcbS23D4Gpuz0WTfps9oZnLbh3PYFdkB2t2Kp1Sry0vWUWoxKKpbFSFqi/MqJ8Nt2uUJvx+pOiTExicTkZDY3NpiTeSVCxIw/di/h8/nRalT89QF3Sbxeb2iXJCEhIaZ2SZ4mOzubn//856ytrYUSu9xuN1NTU/z2t7/l5MmT1NfXy/w6pCiJqPfee49/9+/+HX6/n88++4y//du/jfSSxPes2Nz0TG7Sb7XTa7UxvuDE95Qp6fFaFUUmA2WB8yBFZj163av9ACMiI1YHJ36fyZzD5saADFEUIkY4tr1807uMWg1VZ5LJzzzYiyJ3795lfX0dgGvXrsXsTu9eTpw4wXvvvccbb7xBa2sr7e3tOJ1OlpeX+eMf/8i3335LTU0NNTU1r2xilxQlEZSRkcHly5dpb29nYmKC4eFhiouLD+3z/6t/P8R/aprjv34zh//1FwWH9nmPK78fHu6Ykt4/ZWNubTvwPmVK+s5UrBNGrZKKZVEGFOalJ8iUdBEVgjNKIDYjgYNMllyGHwzgdDpZXVkmNU0OiAoRzb66v8zWtg+tRsUv67MOdK3dbufWrVuAErl7+fLlcCwx4vR6PdeuXduV2LW+vo7NZuPGjRs0NTVRUVFBQ0MDSUlJkV7ukZKiJMKuXbtGT08PLpeLL774goKCgkPZvnNu+/ikcxGAf747z//8l2fQHjAj/LhzuX08mLGHDqUPTNmwbXmfOiU992SC0oplNlJqMpCZIlPSRXTaOc09louS4BBFgNnpKSlKhIhibq+fP3YtolZBfqaeyvzkA11/8+ZNtreVFwLfe+891OrjHfqi1Wqpra2lurqa/v5+mpqaQoldra2ttLW1ce7cOX7wgx+8MoldUpREmF6v57XXXuOrr75idXWVtrY26uvrX/rz/ql7CduWl+vn0vimb4Ub/Sv88MKr8UP9NBtODz0TNuVQ+qSNkTkH3qe0YsVpVBSa9I+npFsMGOKkFUvEhq0dRUkstz+cTE8nLi6O7e1tZqatnD1/MdJLEkI8xXeDq2w4veg0Kv66MftA1y4uLtLZ2QlAYWEhBQWvTneHWq3m/PnznD9/nrGxMZqamnj48CE+n4+enh56enooKiqioaGB06dPR3q5YSVFSRSora2lvb2d1dVVbt26xaVLl176RuI3LXOkGLT82/+ylMr/vpXftsy/ckXJ5NLOKembTK8oh393xvP6AtsgyXqNshd4xtEAACAASURBVANiVnZCzmTqZWdJxCxXYHAixO5BdwCVSo3JksPEw3E57C5EFPP74ZNOZZckKyWO18pSD3T9H//4R0CJAH7nnXfCscSYUFBQQEFBAfPz89y+fZvBwUF8Ph8jIyOMjIxgsVhoaGigrKzsWCZ2SVESBdRqNW+//Tb/+T//Z1wuF9988w3vv//+C3++ubVtbg2u8i+vmklP0vHOpXQ+615kzeHhxDEdxOf2+hmaUQYU9k8pLVkbzu9NSd/RimVKjacskIpVYjZgTn01D5WJ4yl40F1FbB90B6WFa+LhOGurKzidjpj/foQ4jjrG15lddaHVqPh5XdaBou4HBwdDEcA1NTVRPyjxKGRlZfGzn/2MtbU1mpubuXfvHm63m+npaX73u9+RlpZGfX09FRUVxyqx63jeocag4uJiCgoKGBsbo7Ozk9ra2heOCP5t6zx+P/wicMjslw3Z/KF9gY/aF/jb18yHueyI2XR66NsxJX141sG2Z+8p6VoNnMnUU2pJDB1MT0qQH31xfG0Fdkri4hNi/tW0bLMyn8QPzE5bOVNYEtkFCSGe8Pu7C6hVkJSg4e1L6fu+zuv18uWXXwJKBPC1a9fCtcSYdOLECd59912uXbvG3bt3aW9vx+FwsLKywmeffcatW7eorq6mpqaGhISESC/3pcmdWRR59913+Yd/+IeXjgj+bcsc+Zl6qguUQ2avlaWSlRLHb1vmY7YomV110Ruakr7JxJJy0/XEpHTAGK9WdkAsSjtWYZYenfZ4H5gTYqetwE5Jgj72n6SyTWbUajU+n4+Z6SkpSoSIMoMzdsYWnGjVKn5ak0mCbv/Pt62traEI4DfeeOOVjcJ9Hr1ez+uvv86VK1fo6uqipaWFtbU1bDYbN2/epKmpiaqqKurr62M6sUuKkiiSlpZGdXU1bW1tTExMMDQ0REnJwZ6Aux9tMjzr4L97O5d1hyf039+vzOD/vTnN2LyTgqzo7jH3+vyMzDqU8yCB3ZAVmzIlPdSKxeNo3szkuMAOiJFik4HckwnE+IvDQryUYCTwcWh10mp1ZGZlMzc7w+y0nCsRItp82q7skiTo1PykOnPf1+2MAM7IyKCqqipcSzw2tFotNTU1XL58mYGBAZqbm5mdnWV7e5uWlhbu3r3L+fPnaWhoIDNz/38X0UKKkijz+uuv09PTw9bWFp9//jmFhYUH6hf8TfMcAP/2Cyv/9gvrk+9vmeN//DD/0NZ7GOwuLwOB4qPXauPBtB3XU1qxNGrIy0jgrCWRYpORszkGUgy6SH8LQkSVYCRwLMcB75RtzmFudoaF+Vk8HjdarfzOCxENZlZddD7cQKNW805FOkn6/d9WfvPNN7jdyguOr0IE8GFSq9WcO3eOc+fOMT4+TlNTE+Pj4/h8Pu7fv8/9+/djMrFLipIoE9yi++KLL1hfX6e1tZXGxsZ9Xbvt8fOH9gUq85P41z8988T7//Vvx/hd6zz/w1/kR3QnYWFjW5kNEkjFGl9wPtmGFShC9Do1RSZDIBnLQLHZSLy0YgnxTMFI4IQYTt7ayWS2cK8TfD4fc7Mz5OTmRXpJQgjgo/ZFUKlQq+Fntft/ZX52dpbu7m5AOVOblye/0y/qzJkznDlzhvn5ee7cucPAwEDMJnZJURKFqquruXv3Lqurq3z33XecP3+e5OTnDyH6qmeZVbuH/+U1C40lJ554/7/8gYm///9GaBpe48oe7w8Hn8/P+IIzNCG932pnYePpU9JPJuqUWF6LMqDwVHrCgVI8hBCPI4FjOQ54J0tuHioeH3aXokSIyFt3eLj9YBW1Cl4/m0b2if2dB/H7/XzyyScAaDQafvSjH4Vzma+MrKws/vIv/5Lr16/T0tJCV1cXHo/nicSuS5cuodVG5+1/dK7qFadWq/nggw/4D//hP7C9vc3HH3/M3/zN3zz3ut+0zGGM1/Djy3undv20Jov/6bdj/KZ5LmxFicvjY8BqVwYUBlqx7K69p6SrVHDqZEKoCCkxG8lIkrYMIV6G3+9n26XM5DkOaSygnI1JOZHK2toqszKvRIio8GnnEj6fH+0BhyW2tbUxN6e0mjc0NEgE8CE7ceIE77zzDq+//jp3796lra0Np9MZSuz69ttvqampicrELilKolR+fj4VFRV0d3czPj5OX18f586de+Y1//G/ffb7k/UaJv/Pq4e5TFbtbnonlVSs3slNxuadz56SbtZTFjgPUmKWKelCHDaHwx6ax5NwDA66B5ksOUpRIofdhYg4x7aXr3uXUKuhMj+Z/Mz97cpubGzwzTffAMrN82uvvRbOZb7Svp/Y1drayurqKna7nZs3b3Lnzh2qqqqoq6sjJSUl0ssFpCiJaj/84Q8ZGhrC4XCEDr1Hsqr1+2FiKdCKZVWSsWZXg1PS/aHp6ME/UwxaSgOxvCUmA/mZejTSiiVEWAXjgOH47JQAmCy5DPb3sr29zfLSAifTYy9ZRojj4uueFba2fWg1Kn4ZmIm2Hx999FHocPuHH354rAb/RavvJ3Y1NTUxNzeH2+2mtbWVtrY2zp07R2NjY8QTu6QoiWIJCQm8++67/NM//RMOh4MvvviCDz/88Mi+/rbHx4MZR2hAYf+UDdvW3q1YAJa0wJR0s1KIZKXEHdlahRCKYBwwHI9I4CCT2RJ6e3ZmWooSISLE4/XzaacSA5yfqafqzPPPvAL09PTw8OFDACoqKuRw+xF7VmJXT08PPT09FBYW0tDQQH5+ZFJapSiJcuXl5XR3dzM2Nsb9+/fD+ou84fAEzoIoqVjDsw483r1bsXRqKAikYgWTsRJlSroQEReMA4bj1b6VdjIDvV6P0+lkdtrKuQsVkV6SEK+k24NrbDi96DQq/mqfZ0mCL6wCGI1GfvjDH4ZzieI5npbYNTo6yujoKGazOZTYdZRRzXIXGQM++OAD/vEf/5Ht7W0++ugjamtr6enpAaCqquqFBw5NLW/RZ7XRF0jFsi4/OSU92IqVpNdQYjJSakmk2KSnIMuATiOtWEJEm61A8hYcr/YtgGyThYfjo3LYXYgI8fvho8AuyclEHa+Xpe7rui+//DK0i/vuu+8eu8emWBVM7HrzzTdpbm4OJXbNzMzwT//0T6SmplJfX09FRcWRJHZJURIDUlJSuH79Op988gn/2//+jzh8/w/bicrWmmHr/ybfnErb7a+eWc16vH6Gg1PSA61Ya3Zl4ntoSvqOVqzslDjKcoyUmJSdEEva/qL+hBCRtfNMyXGJBA4yWXJ5OD7KxtoaTqfjWLWnCRELOsY3mF11odWo+FVj9r4i+8fHx0MvpBYVFXH27NlwL1McUEpKSiixq62tjba2NhwOB6urq/zpT3/aldilD+NQXilKYkR5eTlv/+zv8F34b4g3V7CzRBi1tlF0sZGh7tuhStbu8u4aUDg068DlfvqU9DNZ+sCBdCNlFiPJBvnRECIWbTmVnRK1Wk1c3PE612W25ALK49bU5COKSuTmRoij9GnnImoVJCVoeOdS+nM/3u1289FHHwEQFxfHj3/843AvUbwEvV7Pa6+9RmNjI93d3bS0tLC6uorD4eDbb7+lqamJiooKGhoawpLYJXeeMaLh2tv4LvxXxJmf7KOOy61h0bVJ7Zs/42/+/v+gf8rOwwVlm3SvKemGODXFJgOlliRKzXoKswzE6WRKuhDHgTOwU2IwGCO8ksOXmW1CrVbj8/mYmZ6SokSIIzQ272Boxo5GreIn1Zkk7OO+4caNG2xubgLw5ptvkpiYGO5likOg1Wqprq6mqqqKwcFBmpqamJ2dxe1209bWRkdHB2fPnuXq1auHmtglRUkM6OjowLpoI+7S0w92JhReZ+DLr/j15+0YMk7j4/GU9PREnXIY3WKg1GwkL+N4tXQIIR4LHnSPP4Y92xqNhmyThZlpK3NyrkSII/X7uwuoVKDTqPhpzfNvRGdnZ2ltbQUgJyeHy5cvh3uJ4pCp1WrKy8spLy/n4cOHNDU1MTY2hs/no6+vj76+Ps6cOUNjYyNnzpx56a8nRUkM6OrqwpmQS9JzPs7j3GDg1n+i8N2/JyNJR066ntMZCWQkx5GUoCFJr8Pu8jKxtEVSgpYkvUYOqwtxzAQPuiccs/MkQSazUpQsLszh8bjRanWRXpIQx97MqouO8XU0ajXvVWaQpH/27aPX6+UPf/gDoNzYfvjhh6hUcr8Ry/Lz88nPz2dhYYE7d+7Q39+Pz+djfHyc8fFxTCYTDQ0NnD179oUTu6QoOUb8QKJeR4pBy7bXz/i8g/F5R2jHxL/HNfFaFUkJWhL1WqVwCRQrSXotiXoNSQkaEhOU9yUH/ptMYRciejkddgASwngYMZKyzTmAshM8Oz1Fbl5k8vSFeJV83LEIKhVqNfy87vm7JE1NTSwuLgJw9epVTp48Ge4liiOSmZnJT3/6U65fv05LSwtdXV243W5mZ2f553/+Z27cuPHCiV1SlMSAqqoqDK7/67kfZ0w6wU//6u+IP5nMptPDhtPDhtPLtse36+P8O6oTj8/PqsPNqt29q2jxh/61dzGTrFeKleCfSXoticGiJkEd+G+aQLGjJdUoP2pCHIXgTslxPFMCkJObhwrlcWl2RooSIcJt3eHhu8FV1Cp4rSyN7BPPTuOcn5/n1q1bAKSlpXH16tWjWKY4YikpKbz99tu7ErvsdnsosevmzZvU1tYeKLFL7hRjQFVVFacyk3k43UmcZe+ZJFsjX9NwLpd/+Fc/euJ9Lo+PdYeHTaeHdcfjYmXD6WHT6WXD4WHd4Q79tw2nB9uW94nPs7OYsbu82F1e5tb2/pi9ChlDnFKsJCaold2ZQFGj7MoouzGhPwP/yK6MEAcTPOh+HM+UAMTFx5OadpKVlWVmpuVciRDh9seuRXw+P1qNin9x5dnDEt1uN7/73e/w+Xyo1Wp+9rOfodHI8/hxlpCQwA9+8AMaGhq4d+8ezc3NrK6u4nQ6+fbbb7lz5w6VlZX7SuySoiRGNN/8nMKK17D7/cTl7D4s5ppsIX78D3w6em/Pa+O1ajKT48hM3n88qM/nZ3NLKVKChczmjmJmw+ll3eFWipodH+Px7i5HdhYyLo8Pl22b5c3dRcvOj/l+MaPVEGgfU3ZgjAlaUgzaUEtZYuCsTLDQSUrQYEzQoNlHdroQx41r1+DE49m+BUoL18rKMrNTVvx+HyqVpAcKEQ6ObS9f9SyjVkNFfhL5mc9+XPn6669ZXl4G4LXXXsNkMh3FMkUU0Gq1XL58mcrKSgYHB2lpaWF6ehqPx7MrsevKlStkZWXt/TmOeM3iBen1esbufccP3nyXka/+PVv6PADibA85kQB/93e/4MaNG/zoR0/ulLwItVpFikEpAHIP0Arq2PaGdl92Fi+hXRnn7p2aDYcHu+tpuzLKPJXNQEHEjuGOz2svM8Y/biHbuStjDBQ3SYGWs9DujF5DvFZubERsc+4YnHicixKzJZeBvvt4vB6WFhfJyNz7CU4I8XK+vr/M1rYPrUbFL+ufvUsyNjZGe3s7oKRtXbly5SiWKKLM9xO7mpubGR0d3VdilxQlMSQhIYG2Ozfo7u6mo6MDgMrKSrq7u5menqa1tZXCwkIKCgoitkZDnNJylZWy/10Zr8+/q61s83uFS2hH5nutZ17f93Zldvxry+1jy73N0sb+d2XiNKrAzosWY4JyyD/ZoHt8Tkav3dV+lqTXYIzT7GuirRBHYddOyTE96A5gsuSE3p6dtkpRIkQYeLx+Pu1ShiXmZ+q5fCb5qR/rcDj4/e9/DyhDEv//9u40OMp6bRf91VO6k3TmeegGEsYwhjAFZBIUVAQZFoqiS0QtXOvdtevst/Y5tU/VqTofzpd1ap86p/ZeLhVhCbJEXPqKgksZFcQwQ4AQJIRA0pmnztTppIen+3zoPA/dGSAJSZ4erl8VZeiEeCPE9NX//33fW7ZsGfYEJgoe3hO7CgoKcPv27cdO7FK43e7+XmimANLW1oYPP/wQDocDERER+Ld/+7dBNxUFsk5b36Ai9s54BxrvoNNld/X5PI/6YHwTy2BOZRQKIFKr6jl1edQrEyUNAhAHAIinNCpEh6ug4akMjYKKh2U48u1XAIAtr73l8+Q92Oz52/+Lrq4uTJoyDWvXbZS7HKKg88ttMz46VQWNSoH/9soErJoRP+DHHjhwAA8ePAAAbNy4EbNmzRqrMimAdHR04Pz587h+/Trsdrv0eFxcHBYtWsSTkmAQExODF198Ed9//z2sViu+++47bNu2Te6yRl2kVoVIrQppcY+fBOLNKbjRJp7EWJ19Qo13gGmzen5YbAJcjzmV6bIL6LILqB9C03+YSoHocHXPqYzSE2rEsczSRDONV9DxnEBxzDs9jtX66PpWsDa6i9IzjSgrLUFNVaXcpRAFHbcb+O6a55QkQa/Bypy4AT/2ypUrUiCZNm0aAwkNKCoqCmvWrMHy5ctx5coVXLp0SZrY9dNPPzGUBIs5c+agtLQUd+7cwb1793D16lVuT+2HWqVAgl6DBP3gF6653YCl2zu49Lzd0yvj/fijaWZO2JwDn8oI7qGPYlYqFdD39MoMdhRzdDib/kOJuM0dCN6RwKL0DAPKSkvQ2WlBe1sromNi5S6JKGhcfdCG2habp5dkceqA15Sbmppw4sQJAEB0dDQ2bNgwlmVSgNLpdFi6dCny8/Nx8+ZNnD9/HmazmaEkmLz88suorKxER0cHjh8/jqysLMTHD3zcSoOjUEA6ycjA4E9l7D2jmD2nMv01+Tv6BB1LtxO9L1R6B5XhjGIO1yg9/S9SeHnUKyOe0ui9BgBwQWbg6vYKJcF+UpKW7tVXUlPFUEI0go5ea4JSAUTpVHgxN7HfjxEEAV9//TWcTicAYOvWrdBqB/89kkitViMvLw9z587F3bt3GUqCiU6nw6ZNm7B//344nU5888032LlzJ2eEyyRMrURSdBiShjiK2WIT+jb+W3smmUlXzxw+QcfxmFHMdsGFZosLzR2DP5VRKSGNXRYnlEV7n8qEi30zKinQ6HVqnsrITGx01+nCoQjyu36JySlQq9RwCk7UVldhyrQZcpdEFBTK6q0oqemESqnAK/OSodP03wP5888/o6GhAQDwzDPPICMjYyzLpCCiUCgwbdo0hpJgM378eCxZsgQFBQWora3FL7/8gtWrV8tdFg2SUunpNYkOH9qXZpfd5bNLps3rallHrytm4jCAgRdkugEoYOl2wtLtRO0QRjFHhCm9rpQ9avaXppmFa3rGNKsQ2dNDM9A3PBo6cSSwLshPSQBApVIhJS0d1VUm1NZwiSLRSDl8uQEKBaBRKbB5YXK/H1NRUYHz588DAFJTU7FixYoxrJCCFUNJEFq5ciXu37+P+vp6FBQUYOrUqcjMDN4pPASEhykRHhY25FHM3tfJOnqumbX16pXxnWbWzyhm6adu2Jxu2DqGNopZo4TUA6MPV3oa/MWm/54RzPqeZv/onscjtRzF3J9u8aQkPELmSsZGWkYmqqtMaG5qgN1mQxivjhA9lZoWG66UtUGlVOKF3ERE9fMCWVdXF7755hsAnus3W7du5Y0MGhEMJUFIpVJhy5Yt+OSTT+B0OvH111/jgw8+CIlXT2nwVEoF4iI1iIscfNM/4Olr6f/0xXcMs3fQsdoHOpUBXHBLnwfmwZ/KeK6OqbzCi6dXxvs6mTjNLFKnRkwIjGLuFk9KwkPja13sK3G7gZrqSozPmihzRUSB7cjVRkChgFIJvJrf//6f7777DhaLBQCwZs0axMUNPJmLaCgYSoJUYmIinn/+efz4449ob2/H4cOHQ2JMMI0+cRRz6hD6isUFmWKvTEfvSWZejf/ix1i6hccuyBRHMTe29X8q0+8oZrVCavaPDBf7Y1SP+mXCNT3Xzh6d0kRq1QEzillsdA/mbe7e0jMMUCg8f+a1NVUMJURPoc3qxK+/m6FUAEunxiE1tu/J4+XLl3Hv3j0AwOTJkznlk0YUQ0kQmz9/PkpKSlBWVoZ79+7h119/xbJly+Qui0KQSqlAvF6D+CGMYgYAS7dveGmzOqTTl97jmMWdM92Ox4xidrnRanWgtdPheVx8v9dP+hvFHNnTKyMGlugItXSlLEoKM0pE9vTQROlUUKvGPsl09ewpCQ/yccCiMK0WCYnJaGpsQG01+0qIhkKrUULtdQ32Qb0Vq2cmoLHdjjeXpvX5+KqqKhw7dgwAEBERgVdeeWXMaqXQwFAS5DZt2oTdu3ejra0NZ86cQUZGBrKzs+Uui2hQxCta6UNYkOkQHp3KdPQKNAOd0nR0PW4UsxtWu+cK2lBGMes0ip6xy57rZNFevTKR4Y8GAUT19Mo87ShmQRAg9IzmDKWrmmnpmWhqbEB9bQ0EQeDddqJBCA9T9hmokj85FvmT+z8Ct1gsOHToENxuNxQKBbZu3Yrw8NA4kaWxw1AS5CIiIrBt2zZ8+umnEAQB33zzDXbt2oWYmBi5SyMaFRqVAolRGiRGDW1BZkfv62Rd3n0yj3plvD/O3mtBpnewcQhumDsdMFuGOopZ5dUP47le5jmJ8VwnE/tnHo1n9izI7LJ2Sp9PGyLXtwBPs3vRzetwCk40NdQjJS1d7pKI/F50uBp7fqnG//7lfekxhQJIiQnDokmx+G8bxmNCsuf/Iy6XC4cOHUJnZycA4LnnnsO4ceNkqZuCG0NJCEhJScGGDRvw7bfforu7G19++SXeffddqNX84ycCPN+MoyPUiI4Y2tdEt8Plc3XM9/RFQLvVt/Ff7JXpzTvMWLoFWLoF1PY+uXnCKOYwpYDGlqkIUwpoLnLjqrnaM57Za5JZVLhn54xep0S4JjhOFHovUWQoIRqa//uNSUiP00JweXaUfHi8ElfL2vDr/zkfep0KJ06cQHV1NQBg6tSpyM/Pl7liClZ8VhoiZs6cCZPJhKtXr6K+vh5HjhzBpk2b5C6LKKDpNEroNGFIHuKCzPbeV8h6jWHufUrT3uWEc8AFmZ5RzB02B1qFSEAAHLVu3G1ufuwoZrUK0h4Z8eTF8/aj3pmocI10OiM+5m+jmKNjYhEZqUdnpwU11ZWYk7dA7pKIAsqSKbFIi9OirK4Lz82KR0pMGP7897u4+qAdC8ZrcenSJQCeATp83kCjiaEkhKxduxbV1dWora1FUVERjEYjJ2cQjTGlUoHYSDViI4f2v1+rXZBOX9q7nGjzDjRWJ8pMdbhpaYfdrUZaXDrsLhU6bQOfyrjdbnT09NNgCAsyI7WPrpCJTf7REY8WZPqMae65fqYd5VHM6ZkGlJb8jpoq06j+e4iClaVLwL3aTswep5fGxDsFN5qamgB4+tS2bdsGjWZow0qIhoKhJISoVCps27YNn3zyCTo7O3Hs2DFkZGQgLa3vlA0i8i8RYZ5G+IEWZF671ojYWs/98P/lvRcQHR0tjWIWT2F69814ppkJXh/jOaF53CjmbocL3Q47GgdYkNnvKGaVoufk5VF4iY7Q+JzSeAcdsa9msKOY0zM8oaSrqwutLWbExsUP7hcSEbrsLqTHqbBmdiIKyzvwlyPlSI0NQ/7kWNy/WwkA2LJlC+Lj+XVFo4uhJMRERUXhtddew9///ncIgoCDBw/igw8+QEREaGyAJgpWYhMqAERGekYCD3cUc6dN7Ifx7ZXp6BVovINOl/0xo5jdbrT1XEUDBncqo1B4N/2LpzM9fTFe186idCoI4anocoVBq3SitrqKoYRoCFb/X9d8fm5M0OHQf56FSK0Sd+/exfLlyzm1k8YEQ0kIyszMxHPPPYcTJ07AYrHgq6++wh//+EcolcG97ZoomHV1eRYnqtXqpx6LKy7ITBvCKGan4EartBzTdwyzFF6s3qHGCYtNgOsxpzJWmwCrTUD9E0cxu9HYMgtwu3H6u1ZkXvy9T4O/p+lf2RNsNF5Bx/N7JQpVH+2chswErWcJaasNu09VY+v/dwtH/+scvPTSS9KLHESjjaEkROXn58NkMuHu3bswmUw4efIk1qxZI3dZRDRMYiiR6wmEepijmC3dzgEa/wWfyWXepzQ2R+9RzApow8Jgs9nRZXOgxepAS+fQRjFHasUTGHFBpubRaOaeExu9Timd0oijmIkC3axxekxMjYACgNPpxLPT4zHzv17A//NDBf76zlS5y6MQwlASwjZt2oS9e/eivr4eFy9ehNFoxLRp0+Qui4iGQQwlgbTQTKFAzy4WNTIw+FMZu9OFVnE5ptUTVC5es+B6UTnsbjXm5UyE1aGQgk6b9cmjmDttAjptQ1uQGa5RIipc1dMno5Z6ZTxLM5U9SzHVXn0yT7cgk2i0KAC0tbXhxx9/xLZt25AWp8Wd6s4n/jqikcRQEsI0Gg22bduGjz/+GN3d3Th8+DCSkpKQmJgod2lENERWqxVAYIWS4QpTK5Ec7TuK2aAzoPvBGQDAlhkuTJkyxefXuFxudHT7jln2Pn2R/ml1SEGnvcsJx4CjmAG74EKzxYXmDke/Tf9A/6cyUeHqnhCjRKRPf4xaWpjp3U+j16l5KkOjrrOzExs3bkRThwPV5m7kT+p/uzvRaGEoCXExMTHYsmUL/vGPf8DhcOCLL77Ae++9x8Z3ogAjnpSE6teuwWCAQqGA2+1GZWVln1CiVCoQE6FGTIQahoTBf94uu6tXn4xT6pXp6H3trKdvZuBRzG64gWGPYhYb/cWm/+hwFSK9BgFE9ZzKRPb8U6dhnyD11WZ1+kzxKyhpxcOGLrjdWtTdb8Fnv1TD7nRj57MZMlZJoYihhJCdnY3Vq1fj1KlTaG1txT/+8Q/s2LGD88iJAkggXt8aSRqNBqmpqaitrUVlZeWIfd7wMCXCw8IGHMXcH8Hl9gkq4jWztt5LMq2+gWYwo5ibBhjFLH2oF40SPdfHPE3+UeGeMcziKY2+Z1mmtCAzXIXIMP9bkEkj68fCRkxOGyf9/H/9olR6OzFKg5xMPb7ZOhHLpvGkhMYWQwkBRomjcwAAIABJREFUAJYsWYKmpibcuHEDtbW1+Prrr/Haa69xIhdRAHC73SF1fWsgBoMBtbW1qKqqgiAITz2FbLhUSgXiIjXSErrBEkcx+wQXrxOZPo3/VgFW+8C9Mi64pc8B8+BHMXua/r2WYPo0/iulAQBiv0x0uAqaUV6QSSPD5nDh2M1m2Jwu/G/rJ+DdlTwNIf/BUEKSl19+Ge3t7Xjw4AFKS0s5kYsoQIinJEBohxKj0YjLly/D5XKhpqYGBoNB7pKGZDijmAXXo1HM7da+py/eu2SkXprux49i7rIL6LILaGjz/Xc9aUFmdM/QgkidUhpgIDb5e8Ywey/KVCJSO/gFmTQyTt5qRrfdhZO3zFg6QQWH+SEAz0njvHnzEBY2+BNBopHGUEISpVKJV199FXv37kVDQwMuXryIhIQEzJs3T+7SiOgxvENJKO8UmDBhgvS2yWQKuFAyHCqlAgl6DRKGsCDT7e45lfHqh2mzOtAhBZdepzQ9izRtzscvyBzqKGalUoHIME+Aie5Zihnl3fSve9RHo5eunamgVjHJDIdTcOPo9UYoFUBihBtnjnp6STUaDXbu3MlAQrJjKCEfYWFh2L59O3bv3g2LxYIff/wR0dHRmDx5stylEdEAxKtbQGiflERERCAuLg4tLS0wmUxYsmSJ3CX5JYUC0oji9CGcytidLim0dPQKNP01/ntGMTt9+l4A36BitXuuoA1lFLNOo+gZu+wJLtHhGq8mf1XPNLNHAwD04RzFDHga2ls6nVDChdj2m3AoHFAoFHj11VeRkpIid3lEDCXUV1RUFLZv3469e/fC4XDgm2++wdtvv4309HS5SyOifvD61iMGgwEtLS0oLy+Xu5SgE6ZWIik6DEnRg/81LpcbFpsgXR2TAo3XiYzYK+MddOzO3gsyH73tENwwdzpgtgxtQabPMsye0cuea2WPmv31XlfMgmFB5s3C67h18zoA4ERlPBRR2ehua0BKdA0AYMOGDcjOzpazRCIJQwn1KyUlBa+++iq++OILn1HBsbGcxkHkb7xPSkJ1JLDIaDTi1q1bsNvtaGxsRFJSktwlhTSl0tNrEh0+tKcb3Q6X14Qy38llHb0GAbT1LNIceEGmG4AClm7PyU3tEEYxR/RcLxMb//U9e2Uie34eHa7p6ZlR9UwzUyJcI/+pjNVqxbp161Db3ImucM81RldbBdQaLTa8+jaUCs+Am9mzZ8tcKdEjDCU0oOzsbLz88ss4cuQIrFYrDhw4gHfffTfkX4kl8jc8KXnEu4+ksrKSoSRA6TRK6DS+CzKfRHC5++6O6TWGWQww3qHGOeCCTDdsTjdsHUMbxaxWQQov4slLdITGa5qZsmcUs6pnRLNnwMFIjWK2Wq1YvPw5dE1+A2F5uYjyep+98jKOffk/se4v/wdWrVo1Iv8+opHCUEKPlZubi+bmZhQUFMBsNuPgwYN4++23ZRu1SUR9MZQ8kpycjLCwMNjtdphMJsydO1fukmiMqJQKxEaqERs5tKc2nba+py9SoLH2fbyj63ELMj0juoe7IFO8QhbVM7EsOuLRqYxeOp3x9NNEh6sQ1s8o5nXr1nkCSXpun/eFGRag29aBzw5+i9dff31I/52IRhtDCT3RqlWrYDab8fvvv6Oqqgrff/89Nm3aJHdZRNQj1Bcn9mY0GnH//v0RXaJIwUscxZw6xNvJzRbHkEYxt1mdfT5HfwsyGwc4lRloFLPn+pgnvHTW/I7y+g5E5vUNJCLdxFW4+etp/P7775g2bdrQftNEo4ihhJ5IoVBg06ZN2L9/P6qqqlBUVITY2Fg8++yzcpdGRAA6OzsBhPY4YG9iKDGbzbBarSHfZ0OjY6ijmAHA0u07brm1ZxSz520nhjOKuc0r8FRfvQZX1Lg+H99bi7kFf/3rX/Hhhx8OqX6i0cRQQoOiVqvx+uuvY/fu3WhtbcW5c+eg1+uxYMECuUsjCnniSQmffHt495WUl5cjJydHxmqIHhnOKGYAaGy3o71LgKX70S6Z3qOYLd0Cuu6qYRrE53MDvIZNfoehhAYtPDwcb775Jj777DNYLBb89NNPUKlUyMvLk7s0opDG61u+MjIyoFQq4XK5UFlZyVBCAW+wo5ivzViP5/9w9IkflxAfhw8++GAEKiMaOX07pIgeIz4+Hn/84x+lV2R/+OEH3Lx5U+aqiEKbOBKYocRDo9FIe5XYV0KhJC8vD+nxEbBXXxvwY7pLTyJ3Sib7ScjvMJTQkCUmJuLNN99EWJhnVOP333+Pu3fvylwVUegSe0p4fesR8QpXbW0tHA6HzNUQjY3m5mZs2/QicHMP7FVX+7zfZrqApKZT+PHwlzJUR/R4DCU0LKmpqXjjjTegVqvhdrvx9ddf4969e3KXRRRyHA4HXC5PIyxPSh4xGo0AAJfLherqapmrIRp9LS0t2L9/PxwOB/7Tjs1Irz4Ex4n/hI5z/x0d5/47nCf+M2bYzqCs6CKUSj79I//Dv5U0bEajEa+99pp0d/urr75CWVmZ3GURhRTuKOmfGEoAXuGi4NfW1oZ9+/aho6MDAJCfn487N6/g58P78T/+y3r8j/+yHqcPf4aCX47JXCnRwNjoTk8lOzsbmzdvxjfffAOXy4VDhw5h+/btGDfuySMJiejpiVe3AIYSbxEREUhISEBzczNMpsHMIyIKTB0dHdi3bx/a29sBAHPnzsWLL74IwLMAOTd34J0lRP6EJyX01HJycrB+/XoAgNPpxBdffIGqqiqZqyIKDd4nJewp8SX2lZhMJumKG1EwsVqt2LdvH1pbWwEA06dPx7p162Suimh4GEpoRMyZM0d6ZcbhcODAgQOoqamRuSqi4MdQMjDxCpfdbkdjY6PM1RCNrO7ubuzfvx9msxkAMGnSJGzatAkKhULmyoiGh6GERsz8+fOxYsUKAJ4nAQcOHOATAaJRJo4DBnh9qzfvvhJe4aJgYrPZ8Pnnn6OhoQGA5+/6q6++ygZ2Cmj820sjavny5Vi4cCEAz6s4+/btQ3Nzs8xVEQUvnpQMLCEhQfpvwlBCwUK8jVBbWwsASEtLw/bt27mhnQIeQwmNuLVr12Lu3LkAHt13FV/NIaKRJZ6UhIWF8UlJP8S+Ek7gomBgt9tx8OBBacx1cnIy3nrrLWg0GpkrI3p6DCU0Kl566SVpW6zFYsHf//531NfXy1wVUfART0p4dat/4hWutrY2aVwqUSASbx+Ul5cDAGJjY/HWW29Bp9PJWxjRCGEooVGhVCqxdetW5OTkAPDcf/3ss8/4aiXRCGMoeTzxpAQAKioqZKyEaPi6urrw+eefS1e24uPjsWPHDkRGRspcGdHIYSihUbV582bMnDkTgCeYHDhwgE8MiEaQeH2L/ST9S09Pl5p/+aIIBSKLxYI9e/ZIgSQpKQk7duxAdHS0zJURjSyGEhpVSqUSGzdulJY3iQ16paWlMldGFBwYSh5PpVIhMzMTAEMJBZ62tjbs3btXGvubnJyMd955B3q9XubKiEYeQwmNOoVCgfXr10tTuQRBwKFDh3D37l2ZKyMKfLy+9WTiFa66ujo4HA6ZqyEanJaWFuzZs0dajJiRkYEdO3awh4SCFkMJjZm1a9dKe0xcLhf++c9/4tatW/IWRRTA3G43uru7AfCk5HHEZne3283TEgoIjY2N2Lt3LywWCwDP3+E//vGPDCQU1BhKaEwtX74ca9asAeB5gnD48GEUFhbKXBVRYOLixMEZN26c9Db3lZC/q6mpwd69e9HZ2QkAmDhxIt58802O/aWgx1BCY27RokVYv3699PMjR47g4sWLMlZEFJi8FycylAxMq9UiOTkZAEMJ+beqqirs27cPNpsNAJCTk4PXXnsNarVa5sqIRh9DCckiNzcXf/jDH6BQKAAAx48fx5kzZ+QtiijAcJv74HkvUXS5XDJXQ9TXgwcP8Pnnn0t9TzNnzsSWLVu4FJVCBkMJySYnJwdbt26V/od79uxZHDt2TOaqiAIHr28NnthX4nQ6UVdXJ3M1RL5KS0tx8OBBKZDMmzcPGzdulF64IwoFDCUkq6lTp+L111+XgsmlS5fw7bffQhAEmSsj8n/eoYQnJY/nvUSRze7kT27cuIEvv/xS+r63cOFCvPTSSwwkFHIYSkh2WVlZPk18RUVFOHDggDRViIj6x+tbgxcXFyf9N2JfCfmLU6dO4fvvv4fb7QYArFy5EmvXrpW5KiJ5MJSQXxg3bhx27NghPWmoqKjAnj170NbWJnNlRP7L+6REq9XKWElgEKdwMZSQ3ARBwFdffYWCggIAnn1eGzZswLJly2SujEg+DCXkN9LS0vDee+8hISEBANDc3Iw9e/agtrZW5sqI/JN4UsLtzoMj9pVYLBa0tLTIXA2Fqq6uLuzbt09aIKzRaPDWW29hzpw5MldGJC+GEvIrsbGxePfdd6VXNC0WCz777DOUlpbKXBmR/+E296Hx7ivhaQnJoa2tDZ9++imqqqoAAJGRkdi5cyfGjx8vb2FEfoChhPyOTqfDm2++iZkzZwIAHA4HvvzyS1y9elXmyoj8C0PJ0KSlpUn7HtjsTmOtpqYGu3fvlk7pkpKS8P777yMlJUXmyoj8A0MJ+SWVSoVNmzZh+fLlADzb3//1r3/h5MmTUkMgUagTe0oYSgZHqVT67CshGiv37t3DZ599Jn3NTpgwATt37kR0dLTMlRH5D4YS8msrVqzA+vXrpdGI58+fx1dffQWn0ylzZUTyE5/gcPLW4ImhpKGhQdqaTTSaLly4gEOHDknft2bMmIHt27dzOAVRLwwl5Pdyc3PxxhtvICwsDABQUlKC/fv3+0weIgpFFosFAEPJUIjN7gD7Smh0uVwuHD16FCdOnJBO+FesWIHNmzdDqeTTL6Le+FVBASE7O9vnqLuqqgp79+6F2WyWuTIieXi/ys/rW4OXmZkpnbzyCheNFofDgYMHD+L69esAPFeSN2/eLF1JJqK+GEooYCQnJ+Pdd99FUlISAMBsNmPPnj18YkEhidvch0er1UqNxTwpodFgtVrx2WefoaysDIBneMtbb72FGTNmyFwZkX9jKKGAEhUVhZ07dyIrKwuAZ/rQ/v37pVejiEKF9zZ3npQMjdhXUl1dDUEQZK6GgkltbS0+/vhjab+W+D3L+9ogEfWPoYQCjlarxRtvvIHc3FwAns24R48exeHDh/kEg0IGQ8nwiU8QnU4nl7PSiLl27Rr27t2Ljo4OAJ7T/ffffx+JiYkyV0YUGNRyF0A0HEqlEuvXr0dqaiqOHz8Ol8uFW7duobGxEa+++ipiYmLkLpFoVDGUDJ+4nBXwXOHKzMyUsRoKdE6nE0eOHEFRUZH0WE5ODl555RVoNBoZKyMKLDwpoYC2YMEC7NixQ7pTX1tbi927d+Phw4cyV0Y0uthTMnxRUVHS0Az2ldDTaG9vx549e6RAolQq8fzzz+MPf/gDAwnREDGUUMDLzMzErl27kJGRAcDzZO0f//gHCgoKZK6MaPR4h5LIyEgZKwlM4hUuDsqg4SovL8fHH3+M+vp6AJ4XB3bs2IH8/HyZKyMKTAwlFBSioqLwzjvvYMGCBQA88+FPnTqFgwcPwm63y1wd0cgTr29ptVppxC0NnhhKrFYrmpqaZK6GAs25c+fw+eefS1+HGRkZ2LVrF68CEj0FhhIKGkqlEi+88AI2b94MlUoFACgtLcXu3bv5pIOCDre5Px1xAhfA0xIaPLvdji+++AI///yztBBx/vz5eOeddxAVFSVzdUSBjaGEgs6MGTPw7rvvSs3uzc3N2L17N37//XeZKyMaOeIrtAwlw5OcnIywsDAADCU0OM3Nzfjkk09w//59AJ6FiFu2bMGLL77IDe1EI4BfRRSUUlNTsWvXLmRnZwPwbNf95z//iVOnTsHlcslcHdHTE0MJJ28Nj1KplE5LGEroSUpKSvDJJ5/AbDYDAGJiYvDee+9h+vTpMldGFDwYSiho6XQ6vPHGG1i2bJn0WEFBAfbv3+/TJEwUiBhKnp4YSpqamvj/BOqXy+XCyZMncejQITgcDgBAVlYWdu3ahZSUFJmrIwouDCUU1BQKBVauXIlt27ZBq9UC8IwA/eijj1BRUSFzdUTDJz6JZigZPu8t2zwtod5aW1uxd+9enD9/Xnps2bJl2L59O3Q6nYyVEQUnhhIKCZMnT8b777+PpKQkAIDFYsG+fftw/PhxboGngON2u2Gz2QCwp+RpZGZmSpPLuK+EvN28eRMff/wxampqAABhYWF4/fXXsXLlSk67IxolDCUUMuLj4/Hee+8hLy9PeuzixYv4+OOP0djYKGNlREPT2dkpvc2TkuHTaDRIT08HwFBCHt3d3fjqq6/w3XffScE/PT0dH3zwASZNmiRzdUTBjaGEQopGo8G6devwxhtvSK8wNzU1Yffu3bh8+bLM1RENDre5jxyxr6SmpoanpiHOZDLhb3/7G+7evQvAMwxh+fLl2LlzJ2JjY2Wujij4MZRQSJo4cSI++OADTJgwAQDgdDrx008/4fPPP4fFYpG5OqLHYygZOWJficvlQlVVlczVkBzEZbv79u1DR0cHAM90rXfeeQcrVqzguF+iMcKvNApZer0eb731FtauXQu1Wg0AePjwIT766CNpDj2RPxInbwG8vvW0xo0bJ73NZvfQYzab8emnn6KgoEBahjhr1ix88MEHyMjIkLk6otCilrsAIrktXLgQWVlZ+Oc//ymNBv3iiy+Ql5eHNWvWQKPRyF0ikQ+GkpETERGBuLg4tLS0sK8kxFy7dg3Hjh2D0+kEAGi1WmzYsAHTpk2TuTKi0MRQQgQgKSkJu3btwqlTp3Dx4kUAnm9YDx8+xNatWzmPnvwKQ8nIMhgMaGlp4ZjwEGG1WvHtt9+irKxMesxoNGLz5s2Ijo6WsTKi0MbrW0Q9VCoV1qxZgzfffBORkZEAPEf7u3fvRkFBATfBk98Qe0qUSqW0f4eGT+wrsdvtaGhokLkaGk0PHjzA3/72NymQKJVKrFq1Cm+//TYDCZHMGEqIesnKysKf/vQnZGdnA3jUBLlnzx6ODia/IJ6UsMl9ZIgTuACOBg5W3d3dOHLkCA4cOCCN1I6Pj8f777+PZ555hrtHiPwAQwlRPyIiIrB9+3asW7dOaoKvra3FJ598gjNnznB0KMlKPClhKBkZycnJCAsLA8Bm92BUXFyMDz/8EIWFhdJj8+bNw65du3g1l8iPsKeE6DHy8vKQnZ2Nw4cPw2QyQRAEnD17FkVFRdi4cSMyMzPlLpFCEEPJyBs/fjzu3bvHUBJEOjo68MMPP+DevXvSYzExMXjllVcwfvx4+Qojon4xlBA9QWxsLHbs2IEbN27g+PHj6O7uhtlsxt69ezFv3jysXr2a9/ppTInXt9jkPnIMBgPu3buHlpYWWK1WBr4A5na7ceXKFfz888/SVnaFQoFFixbh2WeflU6/ici/8CuTaJDmzJmDiRMn4tixYyguLgYAXL16FSUlJXj55ZcxadIkmSukUMFQMvLEZncAKC8vR05OjozV0HA1Njbi+++/R3V1tfRYSkoKNmzYgLS0NBkrI6InYSghGgK9Xo8tW7Zg9uzZOHr0KDo6OtDR0YGDBw8iJycHL7zwAvR6vdxlUpATG3UZSkZORkYGlEolXC4XKisrGUoCjCAIOHfuHH777Tep50+lUmH58uVYsmQJt7ITBQCGEqJhmDRpEv785z/j9OnTuHLlCgDgzp07KCsrw3PPPYe5c+dymguNiu7ubultXjEaOSqVChkZGaisrOQErgBTVVWFw4cPw2w2S49lZGRg48aNSEhIkLEyIhoKhhKiYdJqtXjxxRcxa9Ys6RuizWbDDz/8gMLCQn5DpFHhvTiRoWRkGQwGVFZWora2Fg6HAxqNRu6S6DFsNhtOnjyJa9euSY9ptVqsXr0aeXl5fGGIKMDwPJPoKWVmZuJPf/oTli1bJl0RqK6uxkcffYRTp07BbrfLXCEFE3HyFsDrWyNN7Ctxu92oqqqSuRoaiNvtRmFhIf7617/6BJLJkyfjz3/+M+bNm8dAQhSAeFJCNAJUKhVWrlyJGTNm4PDhw6itrYUgCCgoKMDNmzfx7LPPYs6cOfxGSU+NoWT09F6iOGHCBBmrof5UV1fj6NGjqK+vlx7T6/V44YUX2AdEFOAYSohGUFJSEt577z1cvnwZp0+fhsPhgMViwZEjR3Dp0iW8/PLLyMjIkLtMCmDe17ciIyNlrCT4REREICEhAc3Nzewr8TNtbW04deoUbt++7fN4bm4unn/+eeh0OpkqI6KRwlBCNMIUCgUWLlyInJwcnDp1Crdu3QIA1NfXY8+ePZgxYwZWr16NmJgYmSulQOQdSnhSMvKMRiOam5tRVVUFl8vFqU0yczgcKCgowPnz5+FwOKTH09LS8NJLL/FFHqIgwlBCNEqioqKwceNGLFy4ED/99JN0R/327dsoKSnB4sWLsWTJEjbT0pAwlIwuo9GIwsJC2O121NfXc7eFjIqKinD69Gm0tbVJj0VFRWHVqlWYNWsWr8MSBRmGEqJRlp6ejp07d/p8g3U4HDh79ixu3LiB1atXY8aMGXKXSQFC7CnR6XR8UjYKvPtKKisrGUpkUFdXh3/9618+wwbUajXy8/OxdOlSvpBDFKQYSojGyMyZMzF16lScP38ev/32G5xOJ9ra2vAf//EfuHTpEl566SWkpqbKXSb5OTGUcBzw6EhISEBERASsVisqKyuxYMECuUsKGRaLBadPn8aNGzd8Hp8+fTqee+45XnklCnIMJURjSKPRYPny5Zg7dy5Onz6NmzdvAvAs//rkk08wZ84crFq1ilvhaUDi9S1e3Ro9RqMRd+/eRXl5udylhARBEHDhwgX89ttvsNls0uPsGyEKLQwlRDKIiorCK6+8ggULFvj0m9y4cQPFxcVYuHAhlixZwoky1AdDyegzGAy4e/cuLBYL2tvbER0dLXdJQcnlcuHmzZs4e/asT9+IXq/HqlWrMHv2bF5RJAohDCVEMhL7TW7fvo2TJ0+ivb0dDocDv/32G65cuYJFixYhPz8fWq1W7lLJT3R2dgLgOODRJC5RBDz7StjzNbJcLheKiorw66+/wmw2S4+r1WosXrwYzzzzDPtGiEIQQwmRH5gxYwamTJmC8+fPo6CgAA6HAzabDWfPnsXly5exePFiLFy4kN+oiSclYyAtLQ1qtRpOp5OhZAS53W7cuXMHZ86cQVNTk8/7pk+fjtWrVyM2Nlam6ohIbgwlRH5C7DfJy8tDQUEBrl69CqfTia6uLpw+fRoXL17EkiVLMH/+fKjV/NINRYIgSLsaGEpGj0qlQmZmJsrLy7lEcYSUlJTgl19+8dnEDgATJ07EihUr2DdCRAwlRP5Gr9djzZo1WLx4Mc6dO4fr169DEAR0dnbixIkTuHDhApYuXYq5c+dCpVLJXS6NIXHyFsBQMtoMBgPKy8vR0NAAm83GK5TDdP/+fZw5cwbV1dU+j2dlZWHlypXIzMyUqTIi8jcMJUR+KioqCi+++CKeeeYZ/PrrrygsLITL5UJHRwd+/PFHFBQUYPny5Zg9eza3TocI71DCkcCjS+wrcbvdqKysxMSJE2WuKLCYTCacOHGiTxgxGo1YtWqVT98OERHAUELk96Kjo7Fu3TosWbIEv/76K27dugWXy4W2tjYcOXIEv/32G5YvX44ZM2YwnAQ5bnMfO72XKDKUDE51dTVOnz6Nhw8f+jxuNBqxYsUKTJgwQabKiMjfMZQQBYi4uDhs2LABS5cuxdmzZ1FUVAS32w2z2YzDhw/j3LlzWLlyJaZNm8YxmkGKoWTsaLVaJCcno6GhgX0lg1BXV4eff/4ZpaWlPo9nZGRg5cqVyM7OlqkyIgoUDCVEASY+Ph4bN27EsmXL8Msvv6C4uBgA0NTUhK+//hrJyclYvHgxZs6cyZOTICOOAwY4EngsGAwGNDQ0oKqqCi6Xi19P/SgvL8f58+f7hJG0tDSsXLkSkyZNkqkyIgo0DCVEASohIQFbtmzBsmXLcObMGfz+++8AgIaGBnz33Xf4+eefkZ+fj7y8PI4SDhI8KRlbRqMR165dg9PpRG1tLSdE9XC73bh79y4KCgr69IykpqZixYoVmDJlikzVEVGgYighCnDJycnYunUrmpubUVBQgFu3bkEQBLS3t+P48eM4e/Ys5s+fj/z8fD6RDXBiKFEqlQyaY8C7r8RkMoV8KBEEAbdu3cL58+f77BmZMGEC8vPzeTJCRMPGUEIUJBISErB+/XqsWrUKly9fxtWrV2G1WtHd3Y1z587hwoULyM3NxeLFi7mgLECJoUSv18tcSWiIi4uDXq+HxWJBZWUl8vPz5S5JFjabDVevXsWlS5fQ0dEhPa5UKjFz5kzk5+cjJSVFxgqJKBgwlBAFmcjISKxcuRJLly7FjRs3cOHCBZjNZjidTly5cgXXrl3DtGnTsHTpUj6RCDDiSGCeeI2dcePGobi4GBUVFXKXMuY6Oztx4cIFXL16FTabTXpcp9MhLy8PixYtYkAmohHDUEIUpNRqNebNm4e8vDzcu3cPFy5cQEVFBVwuF4qLi1FcXIysrCwsWbIEWVlZcpdLgyCelHBHydgxGAwoLi6G1WpFS0sL4uLi5C5p1LW0tKCgoAA3btyAIAjS43FxcVi4cCHmzp3L64NENOIYSoiCnEKhwJQpUzBlyhTU1dWhoKAAt2/fBgA8ePAADx48kCZ2zZ49W+Zq6XHEUMKTkrHjveTPZDIFdSh5+PAhrl+/Lv3/QZSWloYlS5Zg+vTpMlVGRKGAoYQohKSmpmLz5s1YvXo1Ll68iMLCQthsNmli17FjxzBr1izk5eUhOTlZ7nKpF3EkMEPJ2ElJSYFarYbT6URlZWXQBXer1YrCwkJcv34dZrNZelyhUGDq1KlYtGgRt68T0ZhgKCEKQTExMVizZg1WrFiBwsJCXLp0Ca0wYJUFAAAOn0lEQVStreju7sbly5dx+fJlZGRkIC8vDzNmzOBVDT/gdrulkxLuKBk7SqUSRqMRDx48CKoliqWlpSgsLJRGiYs0Gg1mz56NxYsXB/WpEBH5H4YSohCm1WqxaNEiLFy4EA8fPsS1a9dQUlICQRBQXV2N6upqHDt2DDNmzMDcuXNDfiSqnLijRD4GgwEPHjxAY2MjbDYbtFqt3CUNS3t7u3Qq0t7e7vO+zMxMzJ07ly9CEJFsGEqICAqFAllZWcjKyoLVasWNGzdQWFiIpqYm2O12XL9+HdevX0dKSgrmzp2LWbNmQafTyV12SGEokY/39aWKigpMnjxZxmqGxuVy4d69e7h27RrKysrgdrul94WHh2PWrFmYP38+EhISZKySiIihhIh6iYiIwOLFi7F48WKYTCZcv34dd+7cgcPhQH19PX766SecOnUKOTk5yM3Nxbhx4+QuOSQwlMjHYDBAoVDA7XbDZDIFRChpbW3F1atXcfPmTVgsFp/3jR8/Hnl5eZg2bRpUKpVMFRIR+WIoIaIBGY1GGI1GrF27Frdu3cL169dRX18Ph8OBmzdv4ubNm0hMTERubi7mzJnDUbWjSNxRAnAk8FjTaDRISUlBXV2dX/eVCIKA33//HdevX8fDhw993qfX6zF79mzk5eWxV4SI/BJDCRE9kU6nw4IFC7BgwQJUV1fj+vXrKC4uhs1mQ1NTE06ePInTp08jKysLOTk5mDZtGq93jTCelMjLaDSirq4O1dXVEATBb04YXC4X7t+/jzt37qCkpATd3d3S+xQKBSZOnIjc3FxMmTIFSqVSxkqJiB6PoYSIhiQjIwMZGRlYu3Ytbt++jWvXrqG6ulp6cnT//n388MMPyM7ORk5ODqZOncqAMgIYSuRlMBhw+fJluFwu1NTUwGAwyFaLy+VCWVkZ7ty5g7t37/oEEQCIjo5Gbm4u5s6di+joaJmqJCIaGoYSIhoWjUaD3Nxc5Obmwmw2o6ioCHfu3EFDQwNcLhdKS0tRWlqKo0ePMqCMAIYSeXn3TplMpjEPJS6XCw8ePEBxcXG/QUSv12PatGnIycnBuHHjoFAoxrQ+IqKnxVBCRE8tPj4ey5cvx/Lly9Hc3IyioiIUFxejqampT0DJysrC9OnTGVCGSFycGBERwSecMoiKikJMTAza2tpQWVk5Jv/OJwWRyMhITJ06FdOnT8e4ceN4PYuIAhpDCRGNqISEBKxYsQIrVqxAQ0MDiouLcefOHSmgeF/x8u5BCdTdD2NFPCnhKYl8jEYjioqKRjWUPOlqVnh4OKZNm4bp06dj/PjxDCJEFDQYSoho1CQnJyM5ORkrV65EfX09iouLUVxcDLPZDEEQfE5QjEYjsrOzkZ2djbS0NLlL9zsMJfIzGAwoKiqC1WpFc3PziO32sFgsKCkpQVlZGR48eACbzebz/vDwcOlEZMKECQwiRBSUGEqIaEykpKQgJSUFzz77LOrq6nD79m3cuXMHLS0tcLlcKC8vR3l5OU6fPg29Xo/s7GxMnDgRWVlZHIGLRyOB+d9CPt5LFE0m07BDiSAIqKioQGlpKcrKytDY2NjnY3Q6nRREsrKyGESIKOgxlBDRmEtNTUVqaipWr16NhoYG6UqXyWSCIAiwWCzSHhSFQoH09HRMnDgREydORHp6ekg+QeNJifxSUlIQFhYGu90Ok8mE3NzcQf/a5uZmlJWVobS0FOXl5XA6nf1+fvHvudFoDMm/50QUuhhKiEhW4hWvxYsXw2634+HDh7h//z7u3buH9vZ2uN1uVFdXo7q6GmfPnoVOp5NOUbKzsxEVFSX3b2FMiFu5GUrkNW7cOJSWlj5xiaLD4cCDBw9QVlaG+/fvo6Wlpc/HaLVa6e/yxIkTQ+bvMhFRfxhKiMhvhIWFYcqUKZgyZQpeeuklNDY2SqcoFRUVEAQB3d3dUm8K4GmsNxqNMBgMMBgMSExMlPl3MfKcTidcLhcAhhK5GQwGlJaWwmw2w2q1StfpOjs7UVFRgcrKSlRWVqK2tlb6M/OWmpoqBRGehhARPcJQQkR+KykpCUlJScjPz/c5Rbl//z5aW1sBeK7FNDc3o7CwEICn58JgMMBoNMJoNCItLc1vtm8PlzgOGGBPidzE/SROpxOnTp2C2+2GyWSC2Wzu9+N1Oh2ysrIwceJETJo0CXq9fizLJSIKGAwlRBQQvE9RAKCpqQn3799HaWmpdIoCeBrCS0pKUFJSAsCz5DEjI0MKKgaDIeDGD3svToyMjJSxktAkCAJqampgMplQUVGB+vp6uFwunD17tt+N6WlpadKVrMzMTJ6GEBENAkMJEQWkxMREJCYmYtGiRXA6naitrYXJZEJlZSWqq6ulHgyHwyFN9gIAhUKBpKQk6STFYDAgNjZWxt/Jk3Gb+9jq7u6W/i6ZTCbU1NT4NKarVCq4XC7Y7Xaf0JuZmYnMzEyeZhERDQNDCREFPLVaLfWUiFpaWlBZWYmqqipUVlaioaEBLpcLbrcbDQ0NaGhowNWrVwF4rkSlpKQgOTlZ+mdycjI0Go1cvyUf4jhggKFkJLlcLjQ1NUl/H8Qf/TWli+Li4hAREYHGxkbodDr8+7//e8CdvBER+SOGEiIKSnFxcYiLi8OsWbMAeE5MqqqqUFVVBZPJhOrqaukEwmq14uHDh3j48GGfz+EdVFJSUhAfHz/m13G8QwlfhR+e9vZ21NfXo6GhQfpnU1OTdO2vPyqVCunp6TAYDMjIyIDRaIRer8edO3fw9ddfAwBqa2sxfvz4MfpdEBEFL4YSIgoJGo0GEyZMwIQJE6THWlpa0NDQgLq6OumJqtlshtvtlt7f0tIi9acAnieqSUlJSElJQVJSkhRW+ustGCne17cYSh7PZrOhvr5e+vMUf3R3dz/21+n1eqSkpCA1NVX6M01KSuo3gHqHEJPJxFBCRDQCGEqIKGSJpyli8zzgOVERX033/iE+qRUEAXV1dairq/P5XGFhYYiNjUV0dDRiY2MRGxuLmJgY6Z96vR4KhWJYdYqhRKPRBPwksafV1dWF1tZWtLe3o7W1Fa2trWhra5Pe9g5w/VGpVFLoEE/A0tLShnQtLiIiAvHx8TCbzaisrHza3xIREYGhhIjIh9i4nJGR4fN4e3u7FEbE05WWlhZpF4Xdbpdele+PSqVCTEyMT1Dp/fZA18JCaZu7xWLxCRre/2xra4PNZhv054qKipLCh3gCkpiYOCLX74xGI8xm8xOXKBIR0eAwlBARDUJ0dDSio6MxefJk6TFBEKQnzeJVL/EVe7PZ7POqvSAIMJvNA+6zADyvwIs/wsPDpbfv378Pq9UKvV6P6upq6XF/b7B2Op2wWq0+Pzo7O/v8vKurS/p5fwsHB6LRaBAXFyedTMXGxiI+Pl56ezT/+xgMBty4cUMKo8nJyaP27yIiCgUMJUREw6RSqRAfH4/4+Ph+32+z2aSQ0ju0tLS0wOFw+Hy8+MS8t6amJjgcDnR1dWHPnj0+79Pr9VJIUSgUUCqVUCgUUKlUUCqV0s/Ft71/qFQqKBQKn/cLggC32w1BEKRpZS6Xq8+P/j5GEATYbDbp9+E9Rne4xCt2YtAQfy5eiZOL0WiU3jaZTAwlRERPiaGEiGiUaLVa6fpQf7yfwHufFnj/6OrqQltbGwRB6LefxGKxSDtZ/JlCoYBOp0NkZGSfkyDvt70fCw8PH3YfzmhLTExEREQErFYrKisrMW/ePLlLIiIKaAwlREQy0Wq10Gq1iIuLe+zH/eUvf0F3dzfmz5+PZ599tt8AY7PZ4HA44HQ6IQgCHA4HBEGA0+mUfgiCMOD7xFMbsZlerVZLP8SfazQaKJXKft8nvj8sLGzAoBFsDAYDSkpK2FdCRDQCGEqIiPyY2+2WJn+Fh4dDp9NBp9M9McjQ6BNDSWtrKzo6OhAVFSV3SUREAWtsN4AREdGQeDfLh8L0rUBiMBikt3laQkT0dBhKiIj8GEOJ/8rIyJDGCzOUEBE9HYYSIiI/1tnZKb0dGRkpYyXUm0qlkvbZMJQQET0dhhIiIj/GkxL/Jo4Grq+v7zPimYiIBo+hhIjIjzGU+Dexr8TtdqOyslLmaoiIAhdDCRGRH/NephiMY3UD3fjx46W3eYWLiGj4GEqIiPyY90mJTqeTsRLqj1arRWJiIgDwpISI6CkwlBAR+TExlLDJ3X+JfSUmkwkul0vmaoiIAhNDCRGRHxNDCftJ/JfYV+J0OtHQ0CBzNUREgYmhhIjIj4k9JQwl/ks8KQHYV0JENFwMJUREfkwMJWxy91/x8fHSnw9DCRHR8DCUEBH5MYaSwCBO4aqoqJC3ECKiAMVQQkTkx3h9KzCIfSUWiwWtra0yV0NEFHgYSoiI/JTNZpOmOfGkxL+JoQTgFS4iouFgKCEi8lPc5h44UlNToVarAXBfCRHRcDCUEBH5KYaSwKFSqZCZmQmAJyVERMPBUEJE5KcYSgKLeIWrsbERNptN5mqIiAILQwkRkZ8Sm9wB9pQEAjGUuN1unpYQEQ0RQwkRkZ9iKAksRqMRCoUCAFBVVSVzNUREgYWhhIjIT3lf34qMjJSxEhoMrVaL5ORkANxXQkQ0VAwlRER+Sjwp0Wq10ivw5N+MRiMAoLq6GoIgyFwNEVHgYCghIvJT4kkJm9wDh9hX4nQ6UVdXJ3M1RESBg6GEiMhPMZQEHvGkBOBoYCKioWAoISLyUwwlgScmJgZ6vR4AlygSEQ0FQwkRkZ8Se0o4eSuwjB8/HgCb3YmIhoKhhIjITzGUBCaxr8RqtcJsNstcDRFRYGAoISLyQ263W9oKzutbgUUMJQD7SoiIBouhhIjID3V2dkpv86QksKSkpCAsLAwAQwkR0WAxlBAR+SFucw9cSqUSmZmZABhKiIgGi6GEiMgPeW9z5/WtwCOOBm5ubvYJmERE1D+GEiIiP8RQEti8+0o4GpiI6MkYSoiI/BBDSWAzGAxQKBQAGEqIiAaDoYSIyA+xpySwaTQapKamAmAoISIajP8fKx7lebrsOLoAAAAASUVORK5CYII=</file>
<file name="Ortocentro esterno angoli retti.png" path="/" encoding="base64">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</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il Baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il Circocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>l'Incentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>l'Ortocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210839  -->
  <question type="multichoice">
    <name>
      <text>Punti notevoli del triangolo 7</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/3d/Baricentro_mediane.png" alt="incontro altezze" class="img-responsive atto_image_button_text-bottom" width="400" height="299"><br></p><p>In figura è rappresentato...<br></p>]]></text>
<file name="Baricentro mediane.png" path="/" encoding="base64">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</file>
<file name="Circocentro esterno assi.png" path="/" encoding="base64">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</file>
<file name="Ortocentro esterno angoli retti.png" path="/" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAA5AAAAKICAYAAAAGvhVmAAAABHNCSVQICAgIfAhkiAAAABl0RVh0U29mdHdhcmUAZ25vbWUtc2NyZWVuc2hvdO8Dvz4AACAASURBVHic7N15fFT1vf/x15nJTgIEAiRsgWwoyhIIKMiOsrmwBeqGrXutVqu91z5ub9tf7XZtre29vV1cce21BURpZZddQNlBSdhCCIQlQMy+TWbO+f0xzQZhn+RMJu/nX2gmZ97YGufN95zPx7Asy0JEpIXLysri/fffB6B79+48+OCDOBwOm1OJiEhL8d///d8UFRWRmprKXXfd5ZNrvvvuu2RnZxMcHMz3v/99QkNDfXJdETvp05WIBITExERuuukmAHJzc1m3bp3NiUREpCUJDg4GoLq62ifXy8vLIzs7G4C0tDSVRwkYKpAiEjBuu+02OnfuDMCGDRs4fvy4zYlERKSlCAoKAnxXINevXw+Aw+Fg2LBhPrmmiD9QgRSRgOF0Opk1axZBQUFYlsW8efOoqqqyO5aIiLQAvjyBLCwsJDMzE4B+/foRFRV1zdcU8RcqkCISUGJiYpgwYQIAxcXFLFq0yOZEIiLSEtQUSLfbfc3X2rhxIzVjRkaMGHHN1xPxJyqQIhJwhgwZQkpKCgCZmZns2rXL5kQiIuLvfHUCWVZWxo4dOwBISUkhJibmmrOJ+BMVSBEJSNOmTSMiIgKAJUuWUFBQYHMiERHxZ74qkF988QWmaQIwfPjwa84l4m9UIEUkIIWHhzNjxgzA+2Fg3rx5eDwem1OJiIi/8kWBrK6uZuvWrQDExcURHx/vk2wi/kQFUkQCVmJiIjfffDMAp06d0moPERG5oJoprC6X66qvsW3bNiorKwEYNWqUT3KJ+BsVSBEJaLfeemuD1R45OTk2JxIREX90rSeQHo+HTZs2AdCxY0f69Onjs2wi/kQFUkQCWv3VHgALFiygoqLC5lQiIuJvrnUK61dffUVpaSngffbRMAyfZRPxJyqQIhLwYmJimDRpEgClpaV8/PHHNicSERF/U1Mg4epK5ObNmwGIiIhgwIABPssl4m9UIEWkVRg8eHDtao8DBw6wc+dOmxOJiIg/qV8gr/Q21kOHDpGXlwd4Tx+dTqdPs4n4ExVIEWk1pk2bRmRkJABLly7Vag8REal1LQXys88+AyAkJIS0tDSf5hLxNyqQItJqhIeHk56eDmi1h4iINHS1BfLEiRO1A9rS0tIIDQ31eTYRf6ICKSKtSnx8PLfccgvgXe2xZs0amxOJiIg/qF8gr2SVR83po8PhqF0dJRLIVCBFpNUZO3YssbGxAGzcuFGrPURE5KpOIAsLC9m3bx8A/fv3JyoqqkmyifgTFUgRaXWcTiezZ8+u/bCg1R4iInI1U1g3btyIZVkAtXe3iAQ6FUgRaZWio6OZPHkyoNUeIiJy5SeQZWVl7NixA4CUlBRiYmKaLJuIP1GBFJFWKzU1tcFqj23bttmcSERE7HKlBXL//v2MHDmS0aNHM378+KaMJuJXguwOICJip2nTpvHnP/+Z0tJSli9fTq9evfSnyCIirdCVFshBgwY1ZRwRv6UTSBFp1eqv9nC73cyfP1+rPUREWqGgoLpzlYsVyO3ZJTzyWgY3/vtmuj6xnj7PbuTu//mSf+442xwxRWynAikirV58fDwjRowA4PTp06xatcrmRCIi0twu5wTyjTXHmfLiDvafKOPx8d35y8PX86MZCUSFO3n01b2s2JPfXHFFbKNbWEVEgDFjxnDo0CFOnTrF5s2b6dOnD/Hx8XbHEhGRZnKpArk1q5j//Nshbk+N4bVH+xLkNKioqCA8PJw5I+PYm1uG22M1Z2QRW+gEUkQErfYQEZG6EtnYGo8/Lj9GaJCDl+f0If/saf7whz8QEhJS+/UburdhQHxks2UVsYsKpIjIv0RHRzNlyhRAqz1ERFqjmgLZ2Ankhn0FDEtuR3SbINauXcvgwYNxOp3NHVHEdiqQIiL1DBw4kOuvvx7wrvbYunWrzYlERKS5XKhAFld4KK300DMmHID8/HzS0tKaPZ+IP1CBFBE5x9SpU2nbti0AK1as4OxZTdYTEWkNaiaxXmqNR//+/QkNDW2OSCJ+RwVSROQcoaGhzJ49G8MwtNpDRKQVudAJZNtwJ5FhTo6e9T4br9NHac1UIEVEGtGtW7cGqz0+/fRTmxOJiEhTu9gzkCOvi2bzwSIKytyEhYU1dzQRv6ECKSJyAWPGjCE2NhaAzz//nKysLJsTiYhIU7rQFNbi4mKemtiDKrfJ99/b3+i6jr25ZezOKW2WnCJ2UoEUEbkAh8PRYLXHwoULKS8vtzmViIg0lcZOIMvKyvj4448ZktiWX34jicU7zzLu59v54/Jj/GPbGd7bcJLHXs9k/M+3cbrIZVd0kWajAikichHR0dHccccdAJSXl/Phhx/anEhERJpKYwXy888/Jzs7m+XLl/PIuG4s/kEqKXERvLIyl8ffyOQXCw9TUuFm7rdv4Lb+HeyKLtJsguwOICLi7/r378++ffvIzMzk8OHDbNmyhaFDh9odS0REfOzcAllVVcWWLVsAOHHiBABpCW154/G+9gQU8QM6gRQRuQz1V3ssX76cvLw8mxOJiIiv1azxcLm8t6Ju37699tfDhw+3LZeIP1GBFBG5DPVXe5imqdUeIiIBqP4JpMfjYfPmzQB07NiRlJQUO6OJ+A0VSBGRy9StWzdGjRoFQH5+PitWrLA5kYiI+FL9KaxffvklpaXeqaq33HILhmHYGU3Eb+gZSBGRKzBq1CiysrLIzc1ly5YtpKSkkJiYaHcsERHxgaysLLZv3w5ASUkJUVFRREZG0r9/f5uTifgPw7Ks8xfZiIjIBRUVFfHnP/8Zl8tFREQETz75JBEREXbHEhGRq1ReXs6wMRPJOVVEVZteADiKDtE+zODv777KiBEj7A0o4kdUIEVErkJGRgbz588HICEhgTlz5ticSERErkZ5eTnJqaMpS76PkK6pDb7mOraFDsc+5MCuz2oH7Ii0dnoGUkTkKvTt25cBAwYAcPjw4dpBCyIi0rIMGzOx0fIIENJjKGc7T2DytHtsSCbin1QgRUSu0pQpU2jfvj0An376qVZ7iIi0MNu2bePYmdJGy2ONsKTx7D50gszMzGZMJuK/VCBFRK5SSEjIeas9apZPi4iI/9uxYwcVYT0u+bqCrwv44x//2AyJRPyfCqSIyDWIi4tjzJgxgFZ7iIgEKgtwOp12xxDxCyqQIiLXaMSIEXTv3h3w3g518OBBmxOJiMjlGDx4MKEVuZd8XccO0TzxxBPNkEjE/6lAiohcI4fDQXp6OiEhIQAsXLiQkpISm1OJiMjFVHssNp3pjGUE4Tq+/YKvqzy4ktQ+3bn++uubMZ2I/1KBFBHxgXbt2jF16lQAKisrWbBgAdqSJCLin3LOVvL4axl8vO00/e/7Ha7d7+HK3Xbe66qObqbT2U9Z8tEHNqQU8U/aAyki4kOLFi1i165dANx2220MHz7c5kQiIlLfwi2neX1VLlVuE48J13drQ3hFLq/+5gdUuyoJ6pAIQEjpEW5M6sbGNctsTiziX1QgRUR8yOVy8Ze//IXCwkIcDgePPfYYXbp0sTuWiEirV1BWza8+ymbnkRI8poVhwD3D45jQL5r0X66krNpBeMlBuhWtBWD69Ok8+OCD9oYW8UO6hVVExIdqVns4HA6t9hAR8RM7sot5+JUMdmSX4PZYdGobwq/vTeGutE4sWL2HsmoHhmHwWPpIBg8ezODBg+ndu7fdsUX8kgqkiIiPnbvaY/ny5fYGEhFppao9Fn9afozn/3qQwrJq3KbFuBs78Ns5KfSMCcOyLBZuyQOgTbCHb01OJTg4GAC3221ndBG/pQIpItIERowYQc+ePQHYvn27VnuIiDSzmkE5C7eexu2xCAtx8PxdvXj81u6EBnk/Ai/+LIOCSgcYBjPSOhAaElRbIHX3iEjjVCBFRJqAYRikp6cTFhYGaLWHiEhz+njraZ54I5MjZytweyxS4iL43QN9SEto2+B18zcdAyDU4eHJGUMBVCBFLkEFUkSkiURFRTFjxgxAqz1ERJpDUbmb//jgIH9cfowKlweAe2+J44VZiUS3CW7w2i17czhaaAAGE26IJCoiFICgoCBABVLkQlQgRUSaUHJyMqmpqQAcPXqUTZs22ZxIRCQweQfl7GXLoeLaQTm/vDuJaUM64XAY573+7RX7AHAaJs/MTKv9+zqBFLm4ILsDiIgEukmTJpGdnU1hYSGrV68mISGBuLg4u2OJiAQEt8fi9dXH+fCLPEzTwmPB2Bs68NDYrrXPOp7rYE4eGafBwGBEUihdO7Wr/ZoKpMjF6QRSRKSJnbvaY968ebhcLrtjiYi0eLn5lTzxZiYLvsjDbVqEBjv4/h3xPHFb9wuWR4A3lu7Fe/Oqxfdmpjb4mqawilycCqSISDOIi4tj3LhxABQWFrJs2TKbE4mItGz/3H6Gx9/IJCuv3DsoJzaClx/ow01J7S76fXn5JWzNcQEGA7o56dOzU4Ov6wRS5OJ0C6uISDMZPnw4Bw4c4OjRo+zcuZOkpCT69u1rdywRkRaltNLDLz86zNasYjymhWHAN4bHMj2t8Wcdz/XGJzuwMDAMeHrqDed9XQVS5OJ0Aiki0kzOXe2xaNEirfYQEbkCe3JKeKjeoJwOkcH8fHYSM4d2vqzyWFJawboDFQAkdLC4+cb4815TM4VVjxqINE4FUkSkGdVf7eFyubTaQ0TkMrg9Fq+tOs5z7x3gbLELt2kx8rpoXn4ghaTYiMu+zttLdlJtGhiGwYPjExp9jU4gRS5OBVJEpJklJyeTluYdGX/06FE2bNhgcyIREf91oqCKJ97M5O+bTjUYlPPUpB6EBzsv+zpVLjfLviwEoFOEhxljzr99FVQgRS5FBVJExAYTJkygY8eOAKxbt46TJ0/anEhExP8s2XmWx17LICuvHI9pkdA5/LIG5TRm3qo9lLudGIbB/aO6X/B1msIqcnEqkCIiNggODmbWrFla7SEi0ojSSg8/+vshfrc4h7IqDxYGs27uwi++kUTHyOArvp5pWny0JQ+ANsEevjlpwAVfW1MgQSVSpDEqkCIiNunSpQu33nor4F3tsWTJEpsTiYjY76tjpTz0yl42HyiqHZTzi9mJpN/cBedlDMppzCcbMyiodIBhMHNIDMHBF15EUL9A6jZWkfOpQIqI2GjYsGEkJHgHOezevZuMjAybE4mI2MNjWryx+jjPvru/dlDOkKS2vDynzxUNymnM/A05AIQ6PHxnetpFX6sCKXJxKpAiIjabOXNmg9UeRUVFNicSEWleJwqqeHLuPj7YeIpqj0VIkIOnJvXk3+7oRXjItX1c3bznMMdKnIDB5H5tiYoIvejr6xdIPVogcj4VSBERm0VERJy32sM0TZtTiYg0j2W7zvL46xkcOFlWOyjnt3NSGHVde59c/91PD2IATsPk6ZmDL/l6nUCKXJwKpIiIH0hOTmbIkCEA5ObmarWHiAS80koPP52fxW8/yaG00jsoZ8ZNnfnFN5Lo1DbEJ++RmX2KzDMABiOTwojt2PaS36MCKXJxKpAiIn7itttua7Da4/jx4zYnEhFpGl8dK+WRV/eyYV8hbo9F+zZBvJCewDeGxV71oJzGzF26FwMwDItnZqZe1vdoCqvIxalAioj4ifqrPSzLYt68eVRVVdkdS0TEZzymxVtrT/Dsu/s5XW9Qzu/m9KFP1zY+fa+TZwrZfsx7gjiwq5M+PTtd1vfpBFLk4lQgRUT8SJcuXbjtttsAKC4u1moPEQkYeUUunpy7j/c3nKTaYxHsNPjOhO782x29iAh1+vz93vhkNxYGhmHw3ak3XPb3qUCKXJwKpIiIn7n55ptrV3vs2bNHqz1EpMVbsSefR1/N4ODJcjymRa9O4fzmvhTG9O3QJO9XVFLOhkMVACR2sLj5xvjL/t6goLodkSqQIudTgRQR8UMzZ84kIsK790yrPUSkpaoZlPObfxyhpNKNx7KYNrQzv7o7idj2F1+ncS3eWbqTatN7+vjQrQlX9L06gRS5OBVIERE/pNUeItLS7TtR1mBQTtuIIH42K5F7hvt2UM65qlxuln/p/UO3Lm0spo2+/NtXQQVS5FJUIEVE/FRiYiJDhw4FvKs91q9fb3MiEZFL85gW764/ydNv1w3KGdQ7it8/4PtBOY3528pdlLudGIbBvSPjrvj7VSBFLi7o0i8RERG7TJgwgSNHjnD69GnWr19PcnIy3bp1szuWiEij8opc/OzDLPYdL8e0vINyHh3fjXE3NM2zjucyTYtF284ADtqGuPnmpIFXdZ3g4GCqq6u1xkOkETqBFBHxY06nk1mzZhEUFKTVHiLi1zbsK+CRV/ey77h3UE73jmG8dH9Ks5VHgH9u+IqCSgcYBjOGdiY4+OrOSmpOIXUCKXI+FUgRET8XExPTYLXHokWLbE4kIlKn3OXhxUVHeGHBYUorPbhNi7uGdObFe5KbdFBOY+ZvPAZAmNPk21MHX/V1VCBFLkwFUkSkBRg6dGjtao/MzEx2795tcyIRkZpBORms3JNfOyjnp+mJ3HdLLEHOphuU05hNu7PILXECBpNujCIq4urLa80qDxVIkfOpQIqItBD1V3ssXryYgoICmxOJSGtlmhbvbTjJM2/v51RhVYNBOX27N/2gnMa8u+ogBhDkMHl65tWfPoJOIEUuRgVSRKSFqL/ao7q6mnnz5uHxeGxOJSKtzZliF997dz/vrDuBy23iNAweG9+dH0ztTZtQpy2ZMrNPse+MARiMTAojtmPba7qeCqTIhalAioi0IImJiQwbNgyAU6dOabWHiDSrDfsKePjVDPYeK8PtqRuUc2u/5huU05g3l+7FAAzD4ukZqdd8vZoCqSmsIufTGg8RkRZm/PjxZGVl1a72SElJ0WoPEWlSldUm/7vsKMt35+MxLUwL7hgUw723xDX7s47nOnmmkB253qKX2s1Bn56drvmaOoEUuTCdQIqItDD1V3sAWu0hIk3q4MlyHn0tg2W7vINyosKc/DQ9kQdGdbW9PAK8vngXlgWGYfDMtP4+uaYKpMiFqUCKiLRAMTExTJw4EdBqDxFpGqZp8X8bT/LUW/s4/nUlbtNiQHwkL9s4KOdcRSXlbDhYAUBSR4shfXv45Lo1f0Dncrl8cj2RQKICKSLSQqWlpZGSkgJ4V3vs3LnT5kQiEijyS6r53rv7mbvmX4NyHAYPj+3KD6cn0Dbcf56AemvpLtymA8MweOjWRJ9dVyeQIhemAiki0oJNmzaNyMhIAJYuXarVHiJyzTYfKOShV/bWDsqJax/KS/elMHFAjN3RGqhyuVn+ZREAXdpYTB3V12fXVoEUuTAVSBGRFiw8PJz09HRAqz1E5NpUVpv89pMj/HheFiUVbtymxZTUGH5zfwpx0aF2xzvPByt2Uen2nj7eP6qrT6+tKawiF6YCKSLSwsXHxzN8+HDAu9pjzZo1NicSkZamZlDO0p3eQTmRYU5+PCOBb47uSrAfDMo5l2laLNp2GoC2IW4emDTQp9evKZCgEilyLhVIEZEAMG7cODp37gzAxo0bycnJsTmRiLQElgV/35zXYFDODT28g3L69Yy0O94F/WPDlxRWOcEwmDm0E0FBTp9ev36B1G2sIg2pQIqIBIBzV3ssWLCAiooKm1OJiD/LL6nmuff28/qqXO+gHMPgwTFd+clM/xqU05i/f3YcgDCnyXemD/H59esXSE1iFWlIBVJEJEDExMQwadIkAEpLS/n4449tTiQi/qpmUM6enNLaQTkv3pfC5IH+NSinMet2HORUqQMwmNwvioiwEJ+/h04gRS5MBVJEJIAMHjy4drXHgQMH2L59u82JRMSfVFWb/H7J0QaDciYN9A7K6d7B/wblNOb/1mQBEOQweSbd96ePoAIpcjEqkCIiAab+ao9ly5Zx9uxZmxOJiD/IPl3BY69n8Mn2M7g9FhGhTn44rTcPjvHPQTmNycw+xYGzBmAwKimMztFN85ymCqTIhalAiogEmPqrPdxuN/Pnz9dqD5FWzLJg/ud5PPFmJsfy6wbl/O6BPgzsFWV3vCvy5tK9ABiGxXPpg5rsfTSFVeTCVCBFRAJQfHw8t9xyCwCnT59m9erVNicSETsUlHkH5bz6aS5V1SYO4JujvYNy2kX496Ccc+XmFbAj11vmBnVzktC96Z7X1AmkyIWpQIqIBKixY8cSGxsLwKZNm7TaQ6SV2ZJVxMOvZNQOyunSLoT/ujeF21P9f1BOY95csgfLAsMweHpavyZ9LxVIkQtTgRQRCVBOp5PZs2fXfhDSag+R1qGq2uQPS4/yww8OUVhWjdu0uLV/B166L4WeMWF2x7sqBcVlfHaoHIDkjhZD+vZo0verWYkEKpAi51KBFBEJYNHR0UyePBnQag+R1iDnbCWPvZ7Bon8NygkLcfDDab15dFx3QoJb7se+d5buwm06MAyDRyYkN/n76QRS5MJa7k8SERG5LKmpqVx//fWAd7XHtm3bbE4kIk1h4ZY8vv16hndQjsfium5tWuSgnHNVutws/6oYgC5tLO4YcV2Tv6cKpMiFtaynp0VE5KpMnTqV48ePU1xczPLly+nVqxcxMS3zOSgRaaigrJpffZTNziMleEwLhwPmjIzjjkGdMFrGdo6L+mDFLird3tPHB0Z3bZb3VIEUuTCdQIqItAKhoaHMnj0b0GoPkUCyI7uYh1/JYEd2Se2gnBfvSeHOwYFRHk3T5B/bTgPQLtTk/okDmu29a0qk1niINKQCKSLSSnTr1o1Ro0YB3tUeq1atsjmRiFytao/FH5cd5fm/HqwdlDO+X8selNOYf6zfS2GVE8MwSL+pE0FBzmZ775oCqRNIkYZ0C6uISCsyatQoDhw4wKlTp9i8eTOJiYkkJibaHUtErkDO2UpemJ9FTn4lHo9FRKiDJyf2JC2hrd3RfO7vG3MBB2FOD9+eOrhZ37tmEqsKpEhDOoEUEWlFzl3tsXDhQsrLy21OJSKX6+NtZ3jijUyOnK1oMCgnEMvjmu2HOFXqAAymDGhHRFhIs76/TiBFGqcCKSLSykRHR3P77bcDUF5ezocffmhzIhG5lKJyN//xwUH+uOwoFS7v88v3jYjjp+mJRLcJvsR3t0wfrM0CINhh8d0Zac3+/iqQIo1TgRQRaYUGDBhQu9rj8OHDbNmyxeZEInIh3kE5e9lyqBi3x6JT2xB+eXcSU9MCY1BOY/ZmHefgWe+vR6eE0Tk6stkzqECKNE7PQIqItFL1V3usXLmShIQErfYQ8SNuj8Xrq4/z4Rd5mKaFx4JxN3bgwTFdCQ0K7DOAucsyAXAY8L0ZqbZk0BRWkcYF9k8fERG5oJrVHoZhaLWHiJ/Jza/kiTczWfBFHm6PRWiwg+fv6sW3b+0e8OUxN6+Ance9P4sG9wgiobs9f7ClE0iRxgX2TyAREbmoc1d7rFixwuZEIvKP7Wd4/I1MsvLKcXssUuIieDlAB+U05vXFu7EsMAyDp+660bYcKpAijdMtrCIirdyoUaPIysoiNzeXLVu2kJKSotUeIjYoKnfz4qJstmYV4zEtDAPuHh7HtLQYHI4AfdjxHAXFZWw8VAkYpMRYDOnbw7YsNWs8XC6XbRlE/JFOIEVEWjmHw0F6ejohId4R+VrtIdL89uSUNBiU0yEymF/encSMoZ1aTXkEeGvJTjyWgWEYPDIhydYsOoEUaZwKpIiI0K5dO6ZOnQpotYdIc3J7LF79NJfn3jvA16XVuE2Lkde15+UHUkjoHGF3vGZV6XKz8qsSAOIiPdx+y/W25lGBFGmcCqSIiADQt29f+vfvD3hXe3z++ec2JxIJbDWDcuZ9nofb9A7K+f4d8Tw1qSfhwU674zW7vy7bQaXHgWEYzBlt362rNTSFVaRxKpAiIlJrypQptG3rHdSxcuVK8vLybE4kEpgW7zjD46/XDcpJ6BzOyw/04aakdnZHs4Vpmvxjez4A7UJN7pswwOZEdQUSVCJF6lOBFBGRWvVXe5imyfz583X7logPlVZ6+NHfD/H7JUcpd3mwMJh1cxd+8Y0kOkYGX/oCAeqjtV9S7PKePs66qRNBQfafwNYvkPo5KFJHBVJERBro1q0bo0ePBiA/P5+VK1fanEgkMOzJKeGhV/ay+UBR7aCcX8xOZNbNXXC2okE5jZm/6QQAYU4PT0wfYnMar/oFUpNYReqoQIqIyHlGjhxJ9+7dAdi6dSsHDx60OZFIy+UxLV5flcv33z/A2WIXbtNiSFJbXp7Th6TY1jUopzGrtx0gr8wBGNw+oD1hIf6xZU4nkCKNU4EUEZHzaLWHiG+cKKjiybn7+NumPKo93kE5353Ug3+7oxfhIfoYBvDB2sMABDssnpox2OY0dVQgRRqnn1wiItKo+qs9KisrtdpD5Aot25XPY69lcOBkGR7TOyjnpftTGHldtN3R/MberOMcyvfevjs6JYzO0ZE2J6qjAinSOBVIERG5oL59+zJggHca4uHDh9m8ebPNiUT8X82gnN9+coSyKu+gnPSbvINyOrUNsTueX3ljyV4AHAY8NyvN5jQNaQqrSOP84yZzERHxW1OmTCEnJ4fCwkI+/fRTEhIS6NKli92xRPzSV8dK+cXCw5wprsZjWkRHBvHslHj6dG1jdzS/k5tXwO4TJmCQ1iOIXnH+dTKrE0iRxukEUkRELiokJITZs2fjcDi02kPkAjymxdw1J3j23f2crjco53dz+qg8XsBrn+zCwsAwDJ6Z3s/uOOcJCqo7Z9HPPJE6KpAiInJJcXFxDVZ7rFixwuZEIv4jr8jFk3P38dfPTlLtsQh2Gjw50TsoJyLU/n2G/qiguIxNWVUA9ImxSO3T3eZE59MJpEjjVCBFROSyjBw5kp49ewKwbds2rfYQAVbsyefRVzM4eLIcj2nRq1M4L8/pw+jr/et2TH/z5ie78Fje08dHJibbHadRKpAijVOBFBGRy2IYxnmrPUpKSmxOJWKP0koPP52fxW/+cYSSSjcey2L60C786m4NpnC1EAAAIABJREFUyrmUSpebVRnFAMRFepgy/DqbEzVOBVKkcSqQIiJy2aKiohqs9liwYAGWZdmcSqR57TtRxiOv7mXDvkLcHov2bYL42axE7h7eBafDsDue33t/6Q4qPQ4Mw+CbY3raHeeCVCBFGqcCKSIiV6Rv376kpqYCcPToUTZt2mRzIpHm4TEt3ll3gqffrhuUM6h3lAblXAGP6eGfO/IBaBdqcu+EATYnuriaEqk1HiJ1tMZDRESu2KRJk8jOzqawsJDVq1eTkJBAXFyc3bFEmkxekYuffZjFvuPlmJZ3UM5j47sz9gY963glPlrzFcUu7+nj7JtjcDr9+ywjODiY6upqnUCK1OPf/9aKiIhfOne1x7x583C5XHbHEmkSn36Zz2OvZbDvuHdQTnyncF66P0Xl8Sos2HwCgPAgk29PG2JzmkurWeWhAilSRwVSRESuSlxcHOPGjQOgsLCQZcuW2ZxIxLfKXd5BOS8uOkJxhXdQzl1pnfjV3UnEtg+1O16Ls3rrfvLKHGAY3D6gLWEh/n8jXM0trCqQInVUIEVE5KoNHz68drXHzp07tdpDAoZ3UE5G7aCcthFB/L+Zidw3Ik6Dcq7S/607AkCwYfH0jDR7w1wmFUiR86lAiojIVatZ7REWFgZotYe0fB7T4t313kE5pwqragfl/P6BPvTtrkE5V2v3weNkeWfnMKZPGB3bR9ob6DKpQIqcTwVSRESuSVRUFDNmzAC02kNatjPFLp5+ex/vrj9JtdvEaRg8Nr4bP5jamzahTrvjtWhvL88EwGHAs+kt4/QRNIVVpDEqkCIics2Sk5MZPHgw4F3t8dlnn9mcSOTKbNhXwMOvegfluD0W3TuG8dL9Kdzar6Pd0Vq8nBP57D7uLWBD44PpFddyhg/pBFLkfP7/9LKIiLQIEydO5MiRI+Tn57N27VqSkpK02kP8XrnLwx+XHWPFnnw8poVpwZ2DO3HP8FiCnHrW0RfeXLIHC+8/y+9OvdHmNFemZgqrpkyL1NEJpIiI+ERwcDCzZs3Sag9pMQ6eLOeRVzNYvjsft8ciKszJT9MTmTMyTuXRR84WlrLpcBUAfbsYpPbpbnOiK6MTSJHzqUCKiIjPdOnShfHjxwPe1R5Lly61OZHI+UzT4q+fneSpt/bVDsoZEB/JyxqU43NvLdmJxzIwDINHJqbYHeeKqUCKnE+3sIqIiE8NGzaM/fv3c/ToUXbt2kVycjJ9+/a1O5YI4B2U8/OFh8nILcNjWgQ5DR4c05UJ/fWso69VVLpYnVEKOOgaZTLpZhVIkUCgE0gREfGpc1d7LFq0iKKiIptTicDmA4U8/GoGe4+V4fZYxLUP5aX7UlQem8h7y3dR6XFgGAbfHNPT7jhXRVNYRc6nAikiIj5Xf7WHy+ViwYIFmKZpcypprSqrTX77SQ4/npdFaYUbt2lx+6BO/Ob+FOKiQ+2OF5A8pofFO7yLH6PDPNxzW3+bE12dmgIJKpEiNVQgRUSkSSQnJ5OW5t33lpubq9UeYouDJ8t59LUMlu48i9tjERnm5MczEnhgVBzBGpTTZBau/opil/f08RvDYnE6W+ZHzvoFUrexini1zH+bRUSkRZgwYQIdO3pvD1y7di0nT560OZG0FpYFf9t0iqfe2sfxrysbDMrp1zPS7ngBb/5m77/r4UEmj9412OY0V69+gdRUaREvFUgREWky9Vd7WJal1R7SLPJLqnnuvf28sfo4LreJ0zB4aGw3fjg9gbbhmh/Y1D794gBnyg0wDO5KbU9YSMv9Z64TSJHzqUCKiEiT6tKlC7feeivgXe2xZMkSmxNJINt8oJCHXtnLnpzS2kE5L96XwqQBGpTTXD5YdxiAEIfJk9MG2Zzm2qhAipyv5f6RkIiItBjDhg3j0KFDHD58mN27d5OSkqLVHuJTVdUmf1pxjCU7z2KaFh4LJg/oyP2juupZx2a0++BxDhd4/3mP7RNBx/Yt+3ZhFUiR8+kEUkREmsXMmTOJiIgAtNpDfCv7dAWPvZ7B4h3eQTkRod5BOQ+O7aby2MzmLs0AwGHAMzNb7rOPNTSFVeR8KpAiItIsIiIitNpDfMqyYN7mUzzxZibH8r2Dcm7oEcnvNCjHFjkn8tlz0vvv9ND4YHrFRduc6NrpBFLkfCqQIiLSbBITExk6dCjgXe2xfv16mxNJS1VQ5h2U89qq41RVmziAb46O4yczE2gXoSd07PDG4j21v35mesvc+3iuoKC6/y+pQIp4qUCKiEizqr/aY/369Rw/ftzmRNLSbMkq4uFXMmoH5XRpF8Kv7+/D7amd7I7Wap0tLGVzdhUAN3QxGJDc1eZEvqETSJHzqUCKiEizcjqd5632qKqqsjuWtABV1Sb/s/QoP/zgEIVl1bhNi9sGdOSl+1Lo3iHU7nit2tzFO/FYBoZh8MikFLvj+IwKpMj5VCBFRKTZdenShYkTJwJQXFzMokWLbE4k/q5mUM4/tp2pHZTzw2m9eWRsN0KC9XHGThWVLlZllgHQNcpk4k0qkCKBTD9xRUTEFkOHDiUhIQGAzMxMdu/ebXMi8VcffpHHd+oNyrmuWxt+90AfBvaKsjuaAO8u3YHL4z19fHBcT7vj+JQKpMj5VCBFRMQ29Vd7LF68WKs9pIGCsmr+/f0D/GVlLpXVJoYBD4zqyk/TEzUox094TA+Ld34NQHSYh7tvHWBzIt+rKZFa4yHipQIpIiK2qb/ao7q6Wqs9pFbNoJwd2SW1g3JevCeFOwbFYGi1o99YsGoPJdVODMPg7mGxOByB9z9OzSRWnUCKeKlAioiIrRITE7npppsA72qPdevW2ZxI7FTtsfjj8mMNBuWM7+8dlNMzJszueHKODz/PAyA8yOTRuwbbnKZp1JxAqkCKeOn+DxERsd1tt91GdnY2p0+fZsOGDaSkpNCtWze7Y0kzyzlbyQvzs8jJr8TjsYgIdfDkxJ6kJbS1O5o0YsXnmZwpN8AwuCu1HaEhgfmxUgVSpCGdQIqIiO1qVnsEBQVptUcr9dHW0zzxRiZHzlbg9tQNylF59F9/W58DQIjD5Lsz0mxO03RUIEUaUoEUERG/EBMTw4QJEwCt9mhNisrd/Pv7B/jT8mNUuDwA3D/SOygnuk3wJb5b7LL74HGyCwzAYNx1EUS3jbA7UpNRgRRpSAVSRET8xpAhQ0hJ8e6Qy8zMZNeuXTYnkqa0I7uYh1/ZWzsop1PbEH55dxJ3DdagHH/35tK9ADgMi+fSA/f0ETSFVeRcKpAiIuJXpk2bRmRkJABLliyhoKDA5kTia9Ueiz+vOMbzfz3I16XeQTljb4zmt3NSSOgcuCdZgSIr9yxfnrQAuKlXMN27tLc5UdPSCaRIQyqQIiLiV8LDw0lPTwe8H9jmzZuHx+OxOZX4Sm5+JY+/lsGHW07j9liEBjt4/q5efPvWHoQG6WNJS/DW0i9rf/30tP42JmkeNWs8XC6XzUlE/IN+UouIiN+Jj49n2LBhAJw6dYq1a9faG0h8YtG20zxeb1BOSlwEL2tQTotypqCEz7O9A65ujDUYkNzV5kRNTyeQIg0F5rxlERFp8caPH09WVhanT5/ms88+Iykpifj4eLtjyVUoKnfz4qJstmYV4zEtDAPuHh7LtLROAbl4PpDNXbwTj2VgGAZPTOljd5xmoQIp0pBOIEVExC/VX+0BsGDBAioqKmxOJVdqT04JD7+yly2HihsMypkxtLPKYwtTWl7F6n3lAPRo62FsWrLNiZqHCqRIQyqQIiLit2JiYpg4cSIApaWlfPzxxzYnksvl9li88mkuz713oHZQzqjrNSinJXt/+S5cHu/p4zfH9bI7TrPRFFaRhlQgRUTEr6WlpdWu9jhw4AA7d+60OZFcSm5+JU+8mcn8z/Nwm95BOd+/I54nJ2pQTktV7XazZGc+AB3CTb4xPvCH59SoKZCgEikCKpAiItIC1F/tsXTpUq328GOf7DjD469nkpVX7h2UE+sdlHNTUju7o8k1WLD6K0qqnRiGwd3DurSq24/rF0hNYhVRgRQRkRZAqz38X2mlhx/9/RD/veQo5S7v/zazh8XywqxEOkYGX+K7xd999MUpANoEeXjkzsE2p2le9QuknoMUUYEUEZEWIj4+nltuuQXwrvZYs2aNzYmkxp6cEh56ZS+bDxTh9lh0iAzm57OTSL9Jg3ICwfJNmZwpN8AwuGtQNKEhrWuIvwqkSEOt6yeAiIi0aGPHjiUrK4tTp06xceNGkpOTtdrDRh7TYu7aE/x90ylM08JjwcjronlkfFfCg512xxMf+duGHMAgxGHy5PQ0u+M0OxVIkYZ0AikiIi2G0+lk9uzZtR/otNrDPicKqnhy7j7+tvEUbtMiOMg7KOe7k3qoPAaQHfuOcqTQAAzGXxdBdNvWN0FXBVKkIRVIERFpUaKjo5k8eTKg1R52WbrrLI+9lsGBk2V4TIuEzuG8PCdFg3IC0FvL9wPgNEyeTW99p4+gKawi51KBFBGRFic1NbXBao9t27bZnKh1qBmU8/InOZRVebAwmHVzLL/4RhKd2obYHU98LCv3LF+dMgG4qVcI3bu0tzmRPXQCKdKQCqSIiLRI9Vd7LF++nLNnz9qcKLB9day0waCc9m2C+MXsRNJv7oxTg3IC0twlX9b++rvTWs/ex3MFBdWNDFGBFFGBFBGRFqr+ag+32838+fO12qMJeEyLN9cc59l393O2xIXbtBiS1JbfzelDUmzrex6utThTUMLm7CrAoF+cgwHJXe2OZBudQIo0pAIpIiItVnx8PCNGjADg9OnTrFq1yuZEgaVmUM7/fXaKao9FiNPBkxN78G939CIiVINyAtncxbuwMDAMeGJKH7vj2EoFUqQhFUgREWnRxowZQ2xsLACbN28mJyfH5kSBYfnuszz+egYHT5bjMS16dQrnt3NSGH19tN3RpImVllexOrMUgJ5tPYwZnGRzInupQIo0pAIpIiItmlZ7+FZppYefzs/ipX/mUFrpwWNZzLipC7+6W4NyWot3l+3EZTowDINv3ZpgdxzbqUCKNKQCKSIiLV50dDRTpkwBtNrjWnx1rJRHXt3Lhn2FtYNyfjYrkW8M66JBOa1EtdvNkl0FAHQIN5k19kabE/mHmhKpNR4iKpAiIhIgBg4cyPXXXw94V3ts3brV5kQth8e0eHvtCZ577wCni72Dcgb1juJ3c/rQp2sbu+NJM1qw6kvKqr2nj/feEotDf3AA1E1i1QmkCARd+iUiIiItw9SpUzl+/DjFxcWsWLGC3r17ExMTY3csv5ZX5OJnH2ax73g5pmUREmTw2PhujL2hg93RxAYffnEScNImyMNDtw+yO47fCA4OpqKiQgVSBJ1AiohIAAkNDWX27NkYhqHVHpdh5Zf5PPpqBvuOewflxHcK5zf3pag8tlJLN2WSX+EEw2Dq4A6EhuicoUbNLawqkCIqkCIiEmC6devGyJEjAe9qj5UrV9qcyP+Uu7yDcn696AgllW48lsXUIZ351d1JxLYPtTue2OTvn3knGIc4TL4zbbDNafyLCqRIHRVIEREJOKNHj6Z79+4AfPHFF2RlZdmcyH/sO1HGI69m1A7KaRsRxP+bmci9t8RqUE4rtmPfUXIKDMDgtr5tiG4bYXckv6ICKVJHBVJERAKOw+EgPT299kPfwoULKS8vtzmVvTymxbvrT/D02/s5VVhVOyjn9w/0oW93Dcpp7eYu3weA0zB5Nj3N5jT+R1NYReqoQIqISEBq164dt99+OwDl5eV8+OGHNieyz5liF0+/vY9315+k2m3iNAweH9+NH0ztTZtQp93xxGZZuWfZe8oC4ObeIXTt1M7mRP6nZgqry+WyOYmI/VQgRUQkYA0YMKB2tcfhw4fZsmWLzYma34Z9BTz8r0E5bo9F945h/HZOCuP7dbQ7mviJNxbvqf31szMG2JjEf+kWVpE6Gq8lIiIBrf5qj+XLlxMfH0+XLl3sjtXkyl0e/nfpMVZ+mY/HtDAtuHNwJ+4ZHkuQU886iteZghK+OOICHPSLg74JcXZH8ksqkCJ1dAIpIiIBrf5qD9M0W8Vqj4Mny3nk1QxW7MmvHZTz0/RE5oyMU3mUBt745w4sDAwDnrrzRrvj+C0VSJE6KpAiIhLwunXrxqhRowDIz89nxYoVNidqGqZp8f5nJ3nqrX21g3IGxEdqUI40qrS8irX7vcOlekdbjBzYy95AfkwFUqSObmEVEZFWYdSoUWRlZZGbm8uWLVtISUkhMTHR7lg+c6bYxc8XHiYjtwyPaRHkNHhoTFdu669nHaVx7yzZjst0YBgG3xwXb3ccv6YprCJ1dAIpIiKtQs1qj5CQECCwVnvUDMrZe6ysdlDOS/elqDzKBVW53CzdUwRAh3CT9LG6ffViagokqESKqECKiEir0a5dO6ZOnQoExmqPymqTl/6ZwwsLDlNS4cZtWtw+qBMv3pNMXHSo3fHEj81fvYeyau/p4723xGIYejb2YuoXSK3ykNZOBVJERFqVvn37MmCAd1XB4cOH2bx5s82Jrs7Bk+U8+loGy3adxe2xiApz8uMZCTwwSoNy5OIsy+LjLacAaBPs4aHbB9mcyP/VL5B6DlJaOz0DKSIirc6UKVPIycmhsLCQTz/9lISEhBaz2sM0Lf6+OY+3152g2mPiMWFgfCRPTepJ23D9Z10ubcnGDPIrnGAYTB/ckdAQ/f/mUlQgReroBFJERFqdkJAQZs+ejcPhqF3t0RI+FOaXVPO9d/fz5prjuNwmTsM7KOeH0xNUHuWyzfvsGAAhDpPvTB9sc5qWQQVSpI4KpIiItEpxcXGMHj0aaBmrPTYfKOShV/bWDsqJax/Ki/elMGlgjN3RpAXZsjeHo0UGYDChbyTtIsPtjtQiqECK1NEfV4qISKs1YsQIDh48SG5uLtu2bSMlJYXk5ORrvu6qVav461//2ujXnn32Wfr163fZ16qsNvnT8mMs3XUW07TwWDBlYAz3jYwjWM86yhV6e8U+AJyGyffSdfp4uTSFVaSOCqSIiLRaNas9/vznP+NyuVi4cCHf+c53iIqK8sn17733Xtq3b9/g78XHX/6+vezTFfxkfhYnvq7CY1pEhjn53pR4+vWM9Ek+aV0O5uSReRrAYHhCCF07tbM7UosRFFT3kVknkNLaqUCKiEirVrPaY/78+VRWVrJgwQK+9a1v+WStwQ033EBcXNwVf59lwbzNp3hr3Qlcbu+gnBt7RPLM5J60i9B/uuXqvLn0KwAMLJ6Z3t/mNC2LbmEVqaNnIEVEpNXr27cvAwcOBODo0aO2rvbIL6nmuff28/rq41RVmziAb42J4yczE1Qe5arl5ZewJacaMOgXZ9A34cr/YKM1U4EUqaP/EomIiACTJ0/myJEjFBYWsmrVKhITE695tUdlZSXl5eW1f+1wOAgLC7vg67dkFfHLhdmUVnrwmBax7UP497t6071D6DXlEHnzkx1YGBgGPHnnjXbHaXFUIEXqqECKiIhQt9rjjTfeqF3t8fjjjzf44Hilfv7znzf464SEBH70ox+d97qqapO/rDzGJzvqBuVM7N+ROSPjCAnWzUJybUpKK1h3oBxw0DvaZOTAXnZHanFUIEXqqECKiIj8S1xcHGPHjmXVqlXk5+ezbNky7rzzzqu+3sMPP0zHjh1r/zo8/PyVCdmnK/jx3w5wsshdOyjnu5N6MrCXbwb5iLy7bDcu04FhGHxrfG+747RIKpAidVQgRURE6rnllls4ePAgR48eZceOHVx33XVXvdojISHhokN0Xl+6jz8sPoir2kOnzrEM6N1eg3LEp6pcbpbuKQAcdIrwMHPMDXZHarGCg4Oprq7WGg9p9XRfjIiISD2GYZCenl77rOLChQspKSnx6XsUlFVz76/X8JuFGZRXunC7q4mr2KVBOeJz81ftoazae/p4z4iuPpku3FrVrPLQCaS0diqQIiIi54iKimLGjBkAtas9LMvyybU37D3NbT9cxtZDBXhMky5tQxgStI2QM1v4x0cLfPIeIgCWZbFwSx4AbYI9fGtyqs2JWraa21hVIKW1U4EUERFpRHJyMqmp3g/cR48eZdOmTdd0vWqPxQ/f2sIjf9hEYZkL04Jxfdvzh4f78dC903G5XKxfu5rDhw76Ir4Iiz/LoKDSAYbBjLQOhIbodPtaqECKeKlAioiIXMDkyZNp3749AKtXr+bkyZNXdZ39xwqY8pPlzN+Ui9vtISzYwU/Sk3j6jmRCggxiY+MYNXocrmoXb7/5KhUV5Ze+qMglzN90DIBQh4cnpqXZnKblU4EU8VKBFBERuYDg4GBmz56Nw+HANE3mzZuHy+W65PeNHz+euXPnEhcXx8LPDpP+4gay88rxmCYpceH85bEBpPZu1+B7Ro8dT48ePSkpKWHeB+831W9JWokte3M4WmgABhNuiKRd5PkTgOXKqECKeKlAioiIXERcXBzjxo0DoLCwkGXLll3W91VVm/zHW1v5wTu7KK+sxul0cN+IOF68/wbaRTgb/Z67pqfjcDrYs2snG9at8dnvQVqft1fsA8BpmDwzU6ePvlBTIDWFVVo7FUgREZFLGD58OD179gRg586dZGRkXPT1mzJPM/oHS1mw6Rge06RzuxB+fV8ys4Z352JDMNu3j2bq9HRcLhcrly3mxPFcX/42pJU4mJNHxmkAg1sSQ+naqd2lvkUuQ80U1su5C0EkkKlAioiIXMK5qz0WLVrE119/zc6dOzl4sG7oTbXH4oW/7uTB/97E2eJKTAvGXO8dlJPQJfKy3qvPdX3pP2AgxUVFzPvgvSb5/Uhge2PpXrw3r1o8mz7I7jgBQ7ewinipQIqIiFyG+qs9tm3bxqBBg5g1axYjR45k2LBhrP58D1N+spz312bjdrsJC3bwnzOT+N6dyYQGXdnuvQmTb6dNVCRHc3K02kOuSF5+CVtzXIDBgG5O+vTsZHekgKECKeKlec4iIiKXKTk5GbfbzbZt2xg3blztUvaqqirunnEH4SN+gDOqCymxEfxn+nUXfNbxUsLCwpl9zxxe/8v/sn7tam7sN4CEpGRf/lYkQL3xyQ4sDAwDnp56g91xAooKpIiXTiBFREQu0549e1i6dCnjx4+vLY8AoaGhjBs1nMK1v+bu4bG8eH/fqy6PNWJj4xg1ZrxWe8hlKymtYN2BCgASOljcfGO8zYkCiwqkiJcKpIiIyGX69NNPLziBMSIighCrks6VGTgcV3bL6oVotYdcibeX7KTaNDAMgwfHJ9gdJ+BoCquIlwqkiIjIZSouLiYiIuKCX6+srOCz9et8+p53TU/H4dBqD7m4KpebZV8WAtApwsOMMbp91ddqCiToFFJaNxVIERGRy9S5RxKFpVUX/HrP+F489OgTPn3P9u2jmTpDqz3k4uat2kO524lhGNw3spvdcQKSCqSIlwqkiIjIZfhkx1kWn72BE2cKycnJOe/rmzdv5vq+N9K9Rw+fv3dTrPYwDAh2GkSEOAkLduC8yCcCw4DQIAdtQp0EOxu/PbfmemHBDoIu8BppGqZp8dGWPADaBHv41uSBNicKTCqQIl6awioiInIRpZUefvnRYbZmFeMxLVK//QH73r6f8vIKwsPDcLlclJSUEBISQq9e8ViW1WDAjq9MmHw7R44crl3tcdf09Ku+VkiQQdvw4PNKo9tj8XVZNZZV9/faRQQRFlz/hU4sC0oq3VS4zNrrtY8Ipv5vu6rapKjC3eBa0jQWb8ygoNIBhsHMITEEB+vjXVNQgRTx0gmkiIjIBezJKeGhV/ay5VAxbo9Fh8hgfnF3Cjt2fcWd02cT2a4Dcd3jSRs6jNRBgzmTd4pNG5rmOcWa1R4uVxXr167m8KGDV3WdkCCD6DbBbNq4gdGjRxMREUF0dDR33303eadO0KFNXbFsFxGEEw8/+clP6NGjB2FhYQwaNIhPPvknbcODCA/xnly2jwjmyy/3MH78eK6//npeeOEFghwWkWHXNolWLs+8Dd4T8VCHh+9MT7M5TeBSgRTxUoEUERE5h9tj8dqq4zz33gHOFrtwmxYjr4vm5QdSSIr1DtF5+PHv8Prb/8cfX32Ln734Mh1jOmEYBls3f8aJ40d9nqmysoL1a1YBYFkWXxd8fVXXaRcRzBdffMH48eOprKzkzTff5KWXXmLTpk2MGTOGyooyIsOCCAny3o76ve99jxdffJHHH3+c+fPn07t3b6ZNm8aqVatoExpEeIgTl6uKO++8kwcffJCFCxeyZs0a/vSnPxER4qQJDmOlns/3ZHOsxAkYTLoxiqiIULsjBSwVSBEvw7J0c4mIiEiNEwVV/L/5WRzOq8BjWYQGOXhyYg9uSmp30e87e+Y0//PSL6iqqiIyKoqHHvsuwSEhPsmUcySbf3y0gOLiItq2a8+0mbNJG3LTFV+n5vRx8uTJbN26lezsbNpERmEYsGf3blJTU/mv//ovnn/+B1S5TU7m5pCUlMSPfvQjXnjhBdymhWGZpKamEhISwrZt2/CYFpkZe5kzZw47d+4E4OOPP+add97ho48+oqCsGpdbHzWayhO/W86+M+A0LFb+bAyxHdvaHSlgHTt2jLlz5wIwZ84cEhK0KkVaJ51AioiI/MuSnWd57LUMsvLK8ZgWCZ3DeXlOyiXLI0BMp86Mn3A7TqeT0pJiln3ykU8yrV+7mnffep2ysjISEpP4/vP/eVXlEcD5r/2Un3/+OWPGjCEqKoqCsmpKKtwMGDCAHj168OGHH2IYEBbs4JNPPsE0TebMmUOV2+Tr0mqcTif33Xcf27dvJzc3F9OCXr16ceLECdatW0dRURHvvfcegwYNAlB5bEKZ2afIPANgMDIpTOWxiQUF1T1bqhNIac30lLWIiLR6pZUeXlyUzecHi/CYFhgGs27uzPShnWtL1+UYc+tEMvfu4Uj2IQ4eyCTjqz30vbH/VWUqLCxg/gd/JS/vJKGhYUyccgcTJt06gdRPAAAgAElEQVR+VdeqUTPcx+VyERrqvdXRsixMy/v3w8LC+Oqrr2pfv3fvXkJDQ0lMTKTcZWJZUO2x6NevX+3XY+O6ERkZyTvvvMOjjz5KXl4eM2fO5Pnnn6fKbV5TXrm4uUv3YgCGYfHMzFS74wQ83cIq4qUCKSIirdpXx0r52YeHyS+pxmNadIwK5rnb42ufdbxS3/r/7N15dFT1/f/x550le8gGSchOCIQQdpIASVgUZBFQFLVaq9Zd6wa23/a7/Nqqta3fLmKL+q2ttVpFW1lcQFGRPQmQQBIgrFlZshOyJ5OZuff+/khJQVwAk9wk836cwznkZjLzjkdm7vt+Pvf1fuARfvfLn9PS3MSWzz4iOiYWbx+fy3qO/fm5fLZxA06nk6FDw7n19juJjRtxRfWcz6lqgJlRo0aRk5ODpmn4elgwmxSqq6spLS3F4XDQ3t6Op6cnZ8+exd/f/6JU2YCAAADOnj2LDjS1O5k3fz7Hjx/veoxD1alvlZPsnlJZ28C+Uw5AYUKYmfioIUaXNOBJAylEJ9nCKoQQwiWpms6rW8pZ/vdjnGnuDMpJjhvE7++Iv+LmEcDT04tb77wHk9lER4eNtf98k0uNG7DZ2nn3nbf48L01aLrOxMnJLP/xf3VL8widTZ0OPPLIIxQWFvL4449z9kw1J8pKuOOOO9C0zhVDk6nz9OBSR5K02zXqmu00tTtp7VCpb3VwtsUhIzx60F8/2o+OgqIoPHZ9otHluARpIIXoJA2kEEIIl1NR38Ejrx3lncwqHKqOm9nEo/Oj+NGiGDzdvv1H44iRCaRMTUdRTNRWV5G5Y8s3/kxVVSV/+b8XKSw8hn9AIN+9427uuucBPD2vvJn9Il3v3K57zz338Mwzz/Daa68RFhZGXFwcVquVhQsXEhAQ0LW9NTAwkIaGhosa4Pr6+q7vn6NqnY1ki02V+x57WGNzGzsK2wGIDdSYOiba4IpcgzSQQnSSLaxCCCFcyif5Z3jps1O0dqhoGsSGePLkwmiGDOqexNRzrlt6K8WFx6itqWbv7kxi40YQFh71pY/dsW0L27d+jtXqRmzscO6650ECzmvOulNbh4pJgZ/+9Kf86Ec/oqioiMDAQMLCwkhISCA9Pb3rsYmJidhsNoqLi4mMiUVRwGpWuu6TTExMxKHKfY697Y2N+Ti0ztXHe+dIEmhvkQZSiE6yAimEEMIltNhUnlpdzO82nKDFpqLpcOOUYJ79Tly3N48AZrOZex9+Ajd3d1RNY/17q3HY7Rc8pqGhnjdff5Ud27bg7u7BgkXXsexH/9VjzSOAooDlX8FAnp6ejB07lvDwcF5//XWOHTvGww8/jKaDzaGxaNEiTCYTq1atwt1iItDbiqZprFq1ikmTJhEREYFTldXG3tRhd/LpwQYAQrx1lsyU7au96VwSq9PpNLgSIYwjK5BCCCEGvIJTLTy7roTaps6gnAAfC8uvjSY+zLtHXzcgMIgFi29k/Xvv0tLcxMfr13L90tsAOHb0MB++twanU8Xf35+773uo2+51/NqavK0cOriflStXkpSUhMlkIjMzk7feeosHHniABQsW0NTu7BxjEhvL/fffz69+9SusVivjxo3jjTfeoKCggI0bN6LpndtWRe/55+f5tDnNKIrCd6eHGl2Oy7FarTidTlmBFC5NGkghhBADlqrp/H1HBW9nVqFqOqoGKXGD+ME1kXi5m3ulhtTpszh0II+iwqMUFx5nX85uysvL2Z+fi7ubOxMnJ3HLbd/r1nsdv46m6/j5+VFaWsq6detob28nPj6el156iYceegibQ+tqCm0OjZUrVzJ48GBefvllamtrSUhIYN26dcydO5emdlmF6U2apvN+Ti1gYpCbk7vmTzC6JJdjtVppb2+XBlK4NEW/1Gg4IYQQoh+pbrTzzNpijpa3oeo67haFe64KZ9bontse+lXa29u6RntomoZD1fEZ5Me8BYuYPvOqXq3FbIIgXze+LFu12abS1qFecMzPy4KH9cI7XnSgud0pq4+97MMdBazYWA6KwvfTAvjxd9OMLsnlvPjii9TV1TFmzBiWLl1qdDlCGEJWIIUQQgw4mw6eZeXGk7R2qKiaTkywJ8uvjSLU392Qes6N9nj9lRdxqk78fb257+EniIj88lCdnqRqUNtkx81iwmpW0PTO+ZBflZza2OakSaHr8XbnVz9W9Kx3M04CZjzMGg8vSTK6HJd0LkhHViCFK5MGUgghxIDRYlP53foyMo41oGqdMw+XpARzy9QQzKZvnmfYk0aMTCBtxtXsz9uLj68vp0+WGtJAQuc4jw6HRsclngNf7uNF98vaX8zpZjMKCvPH+ODrZczFEFcnDaQQ0kAKIYQYII5WtPLU6uKuoBw/bws/XNjzQTmXY96iJTQ0nKXuTC05uzOJiR1B6NAwo8sS/cCbm4tQAItJ4/Glk40ux2WdayAlhVW4MhnjIYQQol/rDMqp5PHXj1HTZMep6Uwa5suKO+P7VPMInaM9Fiy+EYu58/rtJ+vXYe/oMLgq0dcdKa3iSC2AwvQ4D0KDBhldkss6N8bD/oWRPEK4EmkghRBC9FvVjXYef/0ob2yvwOHUsJgUHpoTwU+uH4Z3L6WsXq6AwCDSr5oDQHNzE59/usHgikRf99eNBSiAoug8fuNEo8txabKFVQhpIIUQQvRTO4/Wc98rhzpTVjWdiCAPfvu9kVw9pvdTVi/X2PGTiImNA6C48BiHD+43uCLRV1XWNpB7ujMZd2K4mfioIQZX5NqkgRRCGkghhBD9TJtd5bkPynh6TQktNhWnprM4KZjnbhthWMrqlbhmwWK8vTu32O7Y8hmNDfUGVyT6or98tB9dB0VReGLJWKPLcXnSQAohDaQQQoh+5GhFK/e9cphNB+pwqjqDvCw8ddNwvpceisVsbMrq5fLw8GTeohsAcDgdbFy/DlVVv+GnhCtpbG5jZ2EbAHFBOsmjIw2uSEgDKYQ0kEIIIfoBTdN5c2clT7x+jKqGDpyazvhoH1bcGc/oiL4VlHM5wiOimJQ0FYDammr2ZG43uCLRl/xtYz5OzYSiKNwzZ7jR5QgkhVUIkDEeQggh+rjaJju/WFfC4dOtqJqOxaRw7+xw5ozt+/c6Xoqp6TM5dbKU2ppq9uXsJjo2jvAIY+ZDir6jw+7k04ONgIkQb53rZ4w2uiTBvxtI6FyFPP9rIVyFrEAKIYTos3YerefeVw5z6FQrTvXfQTkDpXmEi0d7fLrhPWy2doOrEkZ757N8bM7O1cfvzZBZoX3FFxtIIVyRNJBCCCH6HJtD47frO4NymtudODWdhZMG89xtIxga0H+Cci6Vn38AM2bPBaC1tZVNG9cbXJEwkqbpfLC3BoBBbk7unD/B4IrEOdJACiENpBBCiD6msLKN+/98mE/yO4NyfD3MPHXTcO6cEdbvgnIuR+LYCV2jPcpKiig4kGdwRcIoH+48SEOHGRSFG5OHYLH0zZmmrkgaSCGkgRRCCNFHaJrO25mVPPq3o5SftXUF5fy+nwflXI7zR3vs3LKJ+rN1BlckjPDPjHIAPMwaDy1JMrgacT5pIIWQBlIIIUQfUNfsYNnfj/Ha1grsTg2zSeHeq8L47xtiGeTpOnlv54/2cKpOGe3hgrbnFlLVYgIUFoz1xddr4G3Z7s+kgRRCGkghhBAG23W8gXv+dKgrKGeovzu/vX0k88YPNro0Q4RHRDE5uXO0R92ZWnZnyGgPV/LO1hIALCaNJ25KNrga8UUWy78vaMkoD+GqTFu3bqW9XdLehBBC9C6bQ+N3G8r46bvFXUE5104czG++N3JABuVcjilpMxkSHAJA7t7dlJ8+aXBFojccKa3i2BkAhRlxHgQH+BhdkvgCWYEUAkw7duxgxYoVfPTRRzQ0NBhdjxBCCBdQWtPO/X8+zMa8zqAcHw8zP70xlrtmhmEdwEE5l+rcaA+rpfNkVUZ7uIZXPy4AQFF0nrxpksHViC8jDaQQ/9rC6nA42Lt3LytXrmTNmjVUV1cbXZcQQogBSNfhn7uqeejVI11BOYmRnUE5Y6NkteV8fv4BzLhaRnu4israBvLKO+93nRRuJjbCNbdw93XSQAoB5tdff/2ptrY26urq0HWd2tpa9u7dy8mTJ/Hx8SEwcOAMaxZCCGGcumYH//PPIjbmn8Gp6lhMCnfMDOO+q8Nxt8ot+V9mSEgodWdqqD9bR0P9Wby8vQkJHWp0WaIHPP/uHsrqnCiKwq/vHEf4ED+jSxJfQtM0srKyAIiNjSU8PNzgioTofZbo6Giio6Opq6tj586dHDx4EE3TKC0tpbS0lJCQENLS0khMTMRkkg94IYQQl2/X8Qae+6CMFpuKqumEBbjzw8UxRAS69r2Ol2LOvEXUVFXS3NxExtbPiYiMJiAwyOiyRDdqbG4jo6gNMDEiSCd5dKTRJYmvICuQQpyXwhoUFMSSJUtYtmwZ06ZNw92980O9urqadevWsXLlSrKzsyVxSgghxCXrcGi88PHJC4Jy5o3vDMqR5vHSuLm7M3/xjSiKjPYYqP72cR5OzYSiKNw3d4TR5YivIQ2kEGB+6qmnnjr/gLu7O8OHDyc5ORk3Nzdqa2ux2+3YbDaKiorYt28fDoeDkJCQC/4RCSGEEOcrrWnnh28dZ29xE6qm4+1h5keLYlgwcTBmkwTlXA4fX180TaPi9Cna29pwOp1ExcQaXZboBja7k1+uOYJTUwj1gV/em2Z0SeIbZGZmomkaERERxMbKv0Pher5yOrO7uzvTp08nNTWV/Px8du3aRV1dHW1tbWzfvp2srCwmTJhAamoq/v7+vVmzEEKIPkzXYe2eal7dWo7dqaFqMCbShycWROHn9ZUfO+IbJE9Np6ykiNqaavL37iEqJpao6GFGlyW+pXc+y8fm7Fx9vHNWmNHliEtgtVpxOp2yAilclqLrun4pD9R1nSNHjpCVlUV5eXnXcZPJREJCAtOnTyckJKTHChVCCNH31bc6eGZtCQdPtqBqOmYFvjs9jIUTJVGyOzQ21PPOG6/icDrw9PTi9rsfwNPTy+iyxBXSNI2lz3xCQ4cZfw+dHb9ZiMViNros8Q1WrFhBU1MTEydO5LrrrjO6HCF63SVfClYUhdGjRzN69GjKysrIzMykqKgITdM4dOgQhw4dIjY2lrS0NFnOF0IIF5Rd3Mhz75fR2OZE1XRC/d344aIYogZ7GF3agOHnH8CsOfPZ9Ml62tvb+HTD+yy5+btGlyWu0Ic7DtHQYUZRFG6aMliax37i3C1csgIpXNUV7SWKiYkhJiaGuro6duzYQUFBAZqmUVJSQklJCUOHDiU1NZXRo0dLcqsQQgxwHQ6NVz4/zYf7atE0HVWHa8YFctf0MNxkPEe3G5U4lpLi4xQXHuPUyTIO5O1l3MQko8sSV+CfmacBE+5mjYeun2x0OeISSQMpXN23uhklKCiIG264gTlz5rBr1y727duH3W6nsrKStWvXsmXLFqZOncqkSZOwWOS+FyGEGGhOnLHxs3eLOH22A1XV8XI38cSCaCbE+Bpd2oB2/miPzO1biIweJqM9+pmt+4qoajEBCgvH++Ll4WZ0SeISSQMpXF23XBr29fVl7ty5LF++nKuuugofHx8A6uvr2bhxI88//zzbtm2jvb29O15OCCFEH7Auu5qH/nKYU3U2nKrOqHBvnr8zXprHXiCjPfq/d7YVA2A16Tx2o6wg9yfnFkWkgRSu6qIxHt+GxWIhOjqalJQU/Pz8OHPmDO3t7TidTk6cOMGePXtobW0lODgYDw+5J0YIIfqj+lYHP3u3mPX7zuBQdUwmuD19KA/MjsDTTe7h6i0+vr7ouk756ZO0t7XR0dFBzLDhRpclLsGh4nLeyqgBFK6O9+CmWQlGlyQuw+HDh6mrq8PLy4ukJGn+hevpkX2lFouFyZMnM2nSpAuSW51OJ9nZ2ezdu5fRo0eTnp4uya1CCNGP5JY28ey60q6gnGA/N/5jsQTlGCVlWjony0qoqqzgYN5ehg0fIaM9+oHXPjkCgEnRWXbjRIOrEZdLtrAKV9ejNyZ+Mbk1KyuLwsJCNE2joKCAgoICSW4VQoh+wKHqvLLpFO/v/XdQzpyxgdw1Mwx3iwTlGEVRTMxfdANvv/EX7HY7n330gYz26ONOV9eTV9653XhypIXYCBlx099IAylcXa8l25xLbq2pqSEzM/Oi5NbQ0FDS0tIkuVUIIfqYE2dsPL26mBN1tq6gnEfmRZEUO8jo0gTgO8iP2fMW8cn6dTLaox/4y0f70fXOi+yPXjfG6HLEFZAGUri6br0H8lJ4e3uTkJDApEmT0DSNmpoaNE2jpaWFI0eOcPDgQUwmEyEhIdJICiGEwd7fW8sza0o402JH1SAh3Juf3zSc4SGywtWXBAYNprGxnjO1NTQ1NuDu7k5oWLjRZYkvqG9q5fn1xWi6QvwQePKWZKNLElegrKyMU6dOATBjxgyDqxGi9xk2W8PX15f58+cza9YssrOzyc7OprW1lfr6ej7++GO2bdtGSkoKKSkpeHp6GlWmEEK4pMY2J899UEpOcROqpqMo8N20oVyfNARFMbo68WVmzZlP+amTnaM9dmwhIiqGwUOCjS5LnOdvH+fh1EwoisJ9c+OMLkdcoXMrkE6n0+BKhDCG4Ut8Hh4ezJgxg2XLlnHttdcSEBAAQFtbG9u2bWPFihVs3LiRxsZGgysVQgjXkFvaxL1/OkR2URNOVWfIIDd+eWscS5KleezLrFa3rtEemqaxcf06nE7ZYtdX2OxONh1qBmCoj8rCtFEGVySu1LkGEmQbq3BNvb6F9auYTCbCw8NJTk4mODiYhoYGmpub0TSN8vJysrOzqaurIygoCG9vb6PLFUKIAcep6ryyuZw/bjxJW4eKqsNViYH85PoYhvjKkPP+wMe3cwZn+amT2Gzt2Ds6iImVla6+4I2P9pJ7sgNFUfjBNRFMGDHU6JLEFaqqqqKoqAiAqVOnXtBQCuEKDNvC+lVMJhOJiYkkJiZSWlpKZmYmxcXFaJrGwYMHOXjwIMOHDyctLY1hwySqXAghusPpOhtPry2hpKYdVdXxdDPx6HwJyumPkqemcaK0uHO0R/4+oocNlybSYJqm8eG+OsCEn7vG7XPHG12S+BZkBVK4uj7XQJ5v2LBhDBs2jJqaGnbu3Mnhw4fRNI3i4mKKi4sJCwsjNTWVhIQECdwRQogrtH5fLX/6/DTtdhVVg/ihXixbGE2Qj1xV748uGu3x8Yfcce9DMtrDQO9tO0iTvfPex5unDMZiMRtdkvgWpIEUrq7PbGH9Ot7e3owePZoJEyZckNza3NzM4cOHOXjwIGazmeDgYGkkhRDiErXYVH6+uph12TXYnRqKAt+ZNpSHr4nA211OcPszd3cP/AMCKT5+BKfqpLa6ilGJY40uy2U9syqPVoeCp0XjpcdmYJUGsl+rr6+noKAAgIkTJ+L7r63jQriKftFAnuPh4cGIESNISkrCarVSXV2N0+nEZrNRWFhIbm4uTqeTkJAQLJY+vbgqhBCGOnCimR++dZyiqnZUTSfI18pPl8aSOtIfRZJyBoTAoME0NTV0jfZwc3NjaFiE0WW5nC05x/n4QCOgsGSiH3NThhtdkviWmpqaOHDgAADjxo3Dz8/P4IqE6F39ssvy9PRk5syZpKWlkZeXx65du6ivr6e1tZWtW7eSkZHB5MmTSU1NlatCQghxHqeq89et5azeXY2m6ag6zBjlz72zw/G0yqrIQDNz9jzKT5+kqbGRrJ1biYweJqM9etk720sABatJ59EbJxtdjugG5y9SyCgP4Yr69X5Pi8VCcnIyjz76KEuXLiU0NBTo3I++e/duXnjhBd577z1qamoMrlQIIYx3us7Gw389wru7q3FqOu5WEz9cFM2j86OkeRygrFY3FixeislkktEeBjhUXE5RXeeK/syRHgQH+BhckegOcg+kcHX9cgXyi0wmE2PGjGHMmDGUlJSQmZlJSUkJmqZx4MABDhw4wIgRI0hNTSUmJsbocoUQotd9lFvLy5+dpt3RGZQzPMSTHy2OkaAcFxAcEkrKtHR2Z+6gof4sGds2M2vOfKPLcgmvfnwIAJMCT96cZHA1ortIAylc3YBoIM8XGxtLbGws1dXVZGRkdCW3FhYWUlhYSHh4OGlpaYwaNUru8xFCDHgtNpXnPihld2EjqqaDonDz1GBuTAnGbJL3QFeRNCWNkydKqTh9ioL9ucTExslojx52urqe/RUaoJAUaSFmaIDRJYluIg2kcHX9egvr1wkJCWHp0qU8/vjjpKSkdO1XLy8v59133+XFF19k3759qKpqcKVCCNEzDpxo5p4/HWLX8Uacqk6gj5VnbxnOzVNDpHl0MYqiMH/hDbi7e6ADn338Ia0tLUaXNaD9eUM+OgqKovDEDZKAO5BIAylc3YBtIM/x8/NjwYIFPPnkk8ycORMvr845WGfPnmXDhg288MIL7NixA5vNZnClQgjRPVRN5y+bT/PDt45zpsmOU9NJjhvE7++IJy5UZgG6Km8fH+Zeex0K0NFh45OP3kPXdaPLGpDqm1rJKu4AIH6wzsR4Sb8dSKSBFK6uX43x+DasVisxMTFMmTIFHx8fzpw5g81mw263U1ZWRk5ODu3t7QQHB+Pu7m50uUIIcUUq6jv4yduF7DjSgFPT8bCaePCaCG5LHYrVLKuOrs4/IJDm5iZqa6ppbmrCYrESFh5pdFkDzktrszlW7UBRFP7zhhGMiBxsdEmiG5nNZrZv3w5AVFSU5GsIlzPg7oH8JhaLhZSUFJKSkjh8+DCZmZlUVVVht9vZtWsXe/bsYcyYMcyYMYOgoCCjyxVCiEv2SX4dL356kja7iqZBbIgnTy6MZsggN6NLE33IjKuv4fSpMpoaG9mduZ3I6GEEh4QaXdaAYbM72Xy4GTAx1Efl2tRRRpckeoDFYsHpdMoKpHBJLtdAnvPF5NaMjAxKS0sluVUI0e98WVDO0inBLJ0iQTniYudGe6x++/V/jfZYy3fvuh+rVS40dIe3PsnDpppQFIW7ZkUZXY7oIVarVRpI4bJctoE83/nJrTt37uTIkSMXJbempqaSkJAgya1CiD6l4FQLz64robbJgarpBPhYWH5tNPFh3kaXJvqw4JBQpqbNJGvnVpoaG9mxZROz5y00uqx+T9VU1u87A5jwc9f47tzxRpckeojVaqW9vV0aSOGSpIE8T0hICDfddBMNDQ1kZWWRn5+Pw+GgvLyc1atXExQUxLRp05gwYQJmswzdFkIYR9V0/r6jkrczK1E1HVWDlLhB/OCaSLzc5f1JfLNJyVMpKy2i4vQpjhTsZ/iIeBnt8S29t62AJnvn6uMtUwdjNg/4rEKXdS5IRxpI4YoUXSLYvlJ7ezt79uwhJyeHtra2ruM+Pj5MmTKF5ORkCdwRQvS66kY7P19dTGFlG6qu425RuPfqCGYmyJw5cXlaW1pY9fqf6eiw4e7uwe3ffwBvHx+jy+q3bn12I9WtJjwtGpm/W4iHm1ynH6heeeUVqqqqiI+P59ZbbzW6HCF6lVwa+xqenp7MmjWL5cuXM3/+fPz8/ABoaWlh8+bNrFixgs8++4wWmaUlhOglnx2o4/5XDnc2j5pOzBBPfnP7SGkexRWR0R7dZ0vOMapbTaAoLJrgJ83jACcrkMKVybvbJbBYLF0rjocOHSIzM5Pq6mo6Ojq6klvHjRtHenq6JLcKIXpEi03ld+vLyDjWgKrp6MANKSHcPFWCcsS3ExMbR+K4iRQcyKPi9Cn2ZWeRNCXN6LL6nbe3lwFgVXQevzHJ2GJEj7NYOk+hpYEUrkgayMtgMpkYO3YsY8eOpaioiKysrK7k1vz8fPLz8xk5ciRpaWlERUnymhCiexytaOWp1cUSlCN6zPSr5nD61Aka6s+yJ2snUTHDZbTHZdhfWE5xXeffZ8V7EOQv24AHOlmBFK5MGsgrFBcXR1xcHFVVVV3Jrbquc/z4cY4fP05ERARpaWnEx8dLcqsQ4oqoms5bOytZlVmFU9VQNZg8zJfH5kdJUI7oVhaLlQWLb+Sfb70moz2uwOufHgHApMDym2T10RVIAylcmfmpp556yugi+jMfHx8SExMZP348qqpSU1ODpmk0NTVx6NAhDh06hNVqJTg4GJNJbjkVQlya6kY7//lOIZsL6lE1HatZ4YHZkXxv+lCsFnkvEd3Py9sbi8XCqROldHR00NrSQmzcSKPL6vNOVNTxyuenAYUpMVbumj/W6JJELygsLKSqqgqr1cq0adOMLkeIXiUNZDfx8PBg5MiRJCcnYzKZqK2txel00tbWxrFjx8jNzUXXdUJCQrr2zQshxJfZebSen7xdSGW9vTMoJ9iTny2NZWyUbIsTPWtoeASnT5XR3NREXW01gYOHEBg02Oiy+rTn383mxFkVgP+9azxDBw8yuCLRG0pKSqioqMBkMpGWJvcMC9cil7G7maenJ1dffTXLly9n7ty5DBrU+UHS0tLC559/zooVK9i0aZMktwohLtJmV/n1+6U8vaaEFpuKqutclxzMr26NI9RfRgaJ3jF/4Q24u3ugA5s/3UBzU6PRJfVZZxpayCq2AZAQrDAxPsLgikRvkS2swpVJA9lDzm1peOKJJ1iyZAnBwcEAdHR0kJWVxQsvvMAHH3zA2bNnDa5UCNEXHK1o5b5XDvP5wbM4VZ1BXhZ+vnQ4t6eFSsqq6FXnj/aw2+18suE9dF0zuqw+6W8f56HqCoqicN+8EUaXI3rRuQbS6XQaXIkQvU/2UvYwk8nE+PHjGT9+PEVFRWRkZHDixAlUVe1Kbo2PjyctLY3IyEijyxVC9DJV01mVUclbGRcG5Tw6PwpvCcoRBomJjWPM+Ekc3J9LVWUFe/dkkTw13eiy+pR2m50th1sAE2G+GgumxRtdkuhF5xpI6FyFPP9rIQY6aSB70Vcltx47doxjx0LoTQ4AACAASURBVI4RGRlJWloaI0eOlORWIVxAbZOdp9YUc6yiDVXTsZgU7p0dxpyxMk9WGC991mxOnSz712iPHUQPi5PRHud589N8bKoJRVG4a5ZcAHY10kAKVyZbWA0QGhrKzTffzGOPPUZSUlJXqM6pU6f4xz/+wcsvv0xeXh6qqhpcqRCip+w8Ws+9rxzmaHkbTlUnIsiD335vpDSPos84N9rDZDKh67Bx/VocDrvRZfUJqqbyUW7n4McAD5XbrhlncEWit32xgRTClUgKq4E8PT0ZOXIkkydPxmw2U1NTc0Fya15eHpqmSXKrEANIm11lxUcneW1rBTaHhqrD4slDWH5tNH5e8u9c9C1e3t5YrVZOdo32aCY2TrZqrt18kIyiVhRF4fvTQ5g6RlYgXU1dXR1HjnTO/5w8eTJeXl4GVyRE75GzlT7A29ubq6++munTp7Nv3z52795NY2Mjzc3NfP755+zcuZOkpCSmTp2Kj4/E+AvRXxVWtvHzNcVUN3SO5xjkaWb5whhGR3gbXZoQX2li0hROlBZz6mQZRw8dJCZ2BHEjRxldlqFW76oEFDwtGvdfN9nocoQBZAVSuDJpIPsQq9XK1KlTSUlJ4eDBg2RlZVFTU0NHRweZmZns3r2bcePGkZ6eTmBgoNHlCiEukabpvJNVxd93VOL4V1DOhGgfHp0fxSBPeRsWfd+8RUtY9bc/097exuZPNxASOhTfQX5Gl2WIz/ccp7ZNAUVh8QQ/PNzk37ArkgZSuDLZwtoHKYpCaGgoycnJhIeH09TURGNjI7quU1VVRXZ2NlVVVQQEBHTNmRRC9E21TXb++x9FbDrQOZ7DYla4e1Y4358VjrtVbkMX/YPVamVwcAjHDxegqipVleWMHjPOJQPffvnOXurbwc2s89IPUvHycDO6JGGA5uZm8vPzARg7diwBAQEGVyRE75HLZn3ciBEjGDFiBFVVVezYsYOjR49+aXJrfLzckyJEX7PreAO//qCMVpuKqumEBbjz4+tiGBrgbnRpQly2qOhhjJ2YxIG8vVRVVpC9K4MpqTOMLqtX7S8sp+Rf45uvivciyF9uK3FVsgIpXJk0kP1EaGgot9xyC/X19WRkZLB//35UVe1Kbh0yZAipqamMHTsWs1lmxwlhJJtD48VPT/FJ/hk0TUfVYdGkIdyWForV7HorNmLgSJ85m/JTJ6g7U0vO7gyih8UROjTM6LJ6zd8+OQyASYEnlsq9j65MGkjhymT/VD8TEBDA4sWLWb58Oenp6Xh4eABQW1vLBx98wB/+8AeysrLo6OgwuFIhXFNhZRv3//kwG/PO4FR1fDzM/PTGWO6cMVSaR9Hvmc3mC0Z7fLJ+HXYX+bw5UVHH/goNgCkxVmKGypZFVyYNpHBlcg9kP+Xm5kZsbCzJycl4enpy5swZOjo6sNvtlJSUkJOTg81mIyQkBDc3uT9DiJ6m6/DPXVX86v1SGtocqBqMifTh5zcNJ2qwh9HlCdFtPD298PDw4ERpMXZ7Bw31ZxkRP9rosnrc7/+xh5P1nfOZf3v3REKDfA2uSBhJ0zSysrIAiI2NJTw83OCKhOg9soW1n3N3dyc1NZWpU6dy4MABsrKyqK2tvSC5dfz48aSnp8sN3kL0kLpmB8++V8LBky2omo7FpHDnrKEsmDDY6NKE6BHjJiZRUnScUyfLKC48xtHDBYwaPcbosnrMmYYWdpV2AAqJIQrjR7jOtl3x5WQFUrgyaSAHCJPJxIQJE5gwYQLHjx8nMzOTkydPoqoqubm55OXlER8fT3p6ulwlE6Ib7TrewHMflNFyXlDODxfHEBEoQTliYDt/tMe2TRsZGhaOn//AvFD52kd5qLqCoijcN3+k0eWIPuD8BtLpdBpYiRC9TxrIAWjkyJGMHDmS8vJydu7cybFjx9B1naNHj3L06FGio6NJTU1l5Ej5EBTiSnU4NF7edJqPcmu7gnIWTBjM96bLvY7CNXh6ejF34fV8uOYdHE4HG9ev4zvfuxtFGVjxCu02O5uPtAIKYb4a86bIZ6foZLFYcDqdsgIpXI40kANYeHg4t956K2fPniUjI4MDBw6gqionTpzgxIkTBAcHdyW3mkwD6wNfiJ5UWtPOU2uKOV3Xgap1BuUsuzaasVES6S9cS1T0MMZPTiF/Xza1NdXsztzBtPRZRpfVrf6+MRe72rn6ePfVkUaXI/oQq9UqDaRwSdI1uIDAwECuu+46li9fTlpaGu7unVvrampqeP/99/nDH/7Arl275A1QiG+g67B6dzUP//UIp+psODWdxEgfnr8zXppH4bJSp19F0OAhAOzLzqKqssLgirqPqql8lNc5+DHAQ+XWOeMNrkj0Jee2scr5k3A10kC6EG9vb+bMmcPy5cuZM2cOvr6dCXJNTU189tlnPP/882zZsoXW1laDKxWi76lvdfDkm8d45fPTdDg0TMBdM4fys6Wx+HnJZg7hus6N9rCYLQNutMeazQdodphRFIXvTAvBZJLt6eLfpIEUrkrGeLggi8VCVFQUKSkp+Pv7U1dXR1tbG06nk5MnT5KdnU1TUxNDhgzB09PT6HKFMFx2cSM/fquQk2dsqJpOqL8bP785jqTYQUaXJkSf4OnphfsAHO3xzNv7aXMoeFl1Xn5sJhazXHcX/5aXl0dLSwsBAQGMGTNwU4iF+CK5bO7CzGYzEydO7EpuzcrK4uTJkzidTvbt20dubi4JCQlMnz6d0NBQo8sVotd1ODT+9Plp1u/7d1DO3PFB3Jk+FDernEgKcb5xEyZzorSYspIiiguPcaTgAAljxhld1hX7bPcRatsUUBSum+iHu5ucMokLWSyd/0/ICqRwNfJuKFAUhfj4eOLj4y9Kbj18+DCHDx8mJiaGtLQ04uLijC5XiF5x4oyNn71bdEFQzmPzo5gQI8PDhfgq1yxYzNuv/5nW1la2b/6UsIjIfjva4587TwLgZtJ47MYkg6sRfZFsYRWuShpIcYGvSm4tKyujrKyM4OBg0tLSGDNmjCS3igFr7Z5qXt1STodTQ9UgIdybJxdGy72OQnwDDw9P5i26gXX/fKtrtMfN3/0+ZrPZ6NIuy/7Ccko6s3O4Kt6LgEFexhYk+iRpIIWrknsgxZfy9PQkPj6eSZMmoSgKNTU1qKpKa2srR48eZf/+/ei6TmhoaL87MRDiq9S3OvjZu8Wszz2DQ9UxmeB708N4YHYEHm5ywUSISzFokB8Oh52qinLaWlvRNY3I6GFGl3VZfrVqNzUtYFLg5R9MY5CPh9EliT7o2LFj1NbW4u7uTkpKitHlCNFr5IxIfC0fHx+uueaaruRWH5/OUQWNjY1dya1bt26lvb3d4EqF+Hayixu590+HyS1txqnqhPi58dxtI1k0aTCKBC8KcVmmpc/qGu2xN3sX5adPGlzRpTtRUcfBSh2AKTFWIkL8Da5oYNq5cyczZ87Ey8uLgIAAbr31VsrLyy96nMPh4Gc/+xmRkZF4eHgwadIk1q9ff9HjDhw4wOzZs0lISODpp59GVdUe/x1kBVK4KmkgxSVxd3cnLS2NZcuWcd111xEUFASAzWZjx44dPP/882zYsIGGhgaDKxXi8jhUnRc/PcV/v1NEQ6sDp6Yze1wQv719JFGDZdVBiCtx/mgPgE83vIfN1j8uNP7lowNdf398Sf8NAerL9uzZw+zZs7HZbPz1r3/lt7/9LVlZWcyaNYuWlpYLHrts2TKee+45HnzwQVavXs2wYcNYsmQJmzdv7npMR0cHixcv5u6772bdunVs3bqVl156qcd/D2kghatSdF3XjS5C9D+6rnP8+HEyMjI4ffp013FFUSS5VfQbJ87YeHp1MSfqbKiqjpe7iUfmRcl4DiG6ycH9uWz7/BMAYmLjWHzDLQZX9PXONLRw628yUHWFMaEK7/5skdElDUgLFiwgJyeH0tLSrpnU+/fvZ+LEifz617/mJz/5CQClpaXExcXx//7f/+Ppp58GQFVVJk6ciJubG3v37gWgoKCAO+64g7y8PADef/993njjDd57770e/T02bdpEVlYWFouF//mf/+nR1xKiL5EVSHFFziW33nvvvdx9992MHDkSoCu59ZVXXuGNN96gsLDQ4EqF+HLv5dTw8KtHKDvTjlPVGRXuzfN3xkvzKEQ3Gjt+EjGxnendZSVFHDqYb3BFX++vG3JRdQVFUXj42nijyxmwdu/ezaxZs7qaR4Dx48cTGRnJ2rVru45t2LABTdO44447uo6ZzWZuv/129u3b13UBOyYmhoqKCrZv305jYyNvvvkmkyZN6vHf49wKpNPp7PHXEqIvkUhB8a1FRUURFRVFXV1dV3Krpmldya0hISGkpqZKcqvoExrbnDy7roS8smZUTUdR4Pb0oVw3eYjc6yhEDzh/tMfOLZuIiIzuk6M9Wto62HK0DVCIHKRyVdIIo0sasOx2O+7u7hcd9/DwoKCgoOvrQ4cO4e7uzvDhwy943NixY7u+HxERgY+PD2+88Qb3338/1dXVLF26lB//+Mc9+0vw7wYSOrexnv+1EAOZnM2LbhMUFMT111/P8uXLSU1N7fpwqK6u5r333uOPf/wje/bskXsFhGFyS5u490+HuoJyhgxy45e3xnF9kjSPQvSUc6M9gK7RHr0RcHK53vo0H7vaufp419X9KzW2vxk1ahQ5OTlomtZ1rLq6mtLSUtrb27uC+c6ePYu/vz/KF96gAwICur5/zvz58zl+/DiNjY289tprX9qgdrcvNpBCuAppIEW3Oz+5dfbs2Rckt37yySesWLFCkltFr3KoOv+36TQ/XlXI2ZbOoJyrxgTyuztGEhss892E6GnhEVFMTp4KQG1NNbszthtc0YUcTicf59UBEOip8Z3ZYw2uaGB75JFHKCws5PHHH6eyspLi4mLuuOOOroby3G4lXdcvah77EmkghauSBlL0GHd3d9LT01m2bBmLFi3qSm5tb29nx44drFixgo8//liSW0WPOl1n48E/H2bNnmqcqo671cSPr4vhoTkRuFvkLVCI3jIlbSZDgkMAyN27u0+N9lizpYBmhxlFUbh1WggmU99tWgaCe+65h2eeeYbXXnuNsLAw4uLisFqtLFy4kICAgK7Vw8DAQBoaGvhi3mN9fX3X940kDaRwVXL2JHqc2Wxm8uTJPPLII9xyyy1EREQAnW+2OTk5rFy5kjVr1lBdXW1wpWKg+XBfLQ+eF5QzcqgXv5egHCEMcW60h9XSedLdl0Z7vLenCgBPi8Z9iycbXI1r+OlPf0pdXR0HDhzg9OnTbNiwgWPHjpGent71mMTERGw2G8XFxRf87Ln7JBMTE3u15i+SBlK4KmkgRa85N+Lj3nvv5a677mLEiM6AAk3TOHToEH/605/4+9//ftEHhRCXq7HNyX+9U8gfN56kraPzXqtbU0N5+ubhBPlIyIEQRvHzD2DG1XMBaG1tZdPGiwfC97ZPs45Q26aAorBkkj/ubpIv2Fs8PT0ZO3Ys4eHhvP766xw7doyHH3646/uLFi3CZDKxatWqrmOaprFq1SomTZrUdUHaKBbLv/9fkSRW4UrkXVIYIiYmhpiYGOrq6tixYwcFBQVomkZpaSmlpaWEhoaSlpbG6NGjJblVXJYDJ5p5Zm0J9a1OVE0nyNfKjxZHy72OQvQRo8eOp6y0iOLCY5SVFFFwII8x4yYaVs8/dp4AFNxMGo/ckGRYHa4kPz+flStXkpSUhMlkIjMzk7feeosHHniABQsWdD0uNjaW+++/n1/96ldYrVbGjRvHG2+8QUFBARs3bjTwN+gkK5DCVUkDKQwVFBTEDTfcwJw5c8jKyiI3Nxe73U5VVRVr165l8+bNTJs2jUmTJl1wpU+IL3KqOq9uLWfN7mo0TUfVYWZCAPdcHYan1Wx0eUKI88yZt4iqitNdoz3CI6IICAzq9Tpyj56krEEBFGaP8iRgkFxo6g1+fn6Ulpaybt062tvbiY+P56WXXuKhhx666LErV65k8ODBvPzyy9TW1pKQkMC6deuYO3euAZV3OnXqFO3t7dTV1WGz2bBYLNJACpei6F+8M1kIA9lsNrKzs8nJyaGlpaXruJeXF8nJyUyZMgVPT08DKxR90ek6G0+vLaGkph1V0/G0mnh4biRT4vyMLk0I8RXKT59k3T/fAiBo8BC+8717MJt792LPY3/YREGVhlnR2fizGUSE+Pfq64velZ+fz+nTpy84dq4Z/KK2tjZOnTp10fFzp826rqPreldy7JNPPsmYMWN6oGoh+h5pIEWfpKoqeXl57Nq164I5TxaLhYkTJ5Kamoq/v3zQC9iQW8v/fXaadoeKqkH8UC+WLYyWex2F6Ad2ZWxj754sACZMTmH6rDm99trFp89w30v7AEgdZuXV/5jfa68tjPHggw/icDguSnU9vym8lONhYWF4eHigqioVFRUA3HbbbVxzzTU9VboQfYrsCRR9ktlsJikpicmTJ3P06FEyMzMpLy/H6XSSk5PDvn37GD16NOnp6YSEhBhdrjBAi03luQ9K2V3YiKrpKArcMi2UG5OHSAS/EP1EyrTpnCgtprammv37sokeNpyo6GG98tqvfXyw6++PLRnXK68pjOdwOJgz598XKsLCwr50Z5OHhwfh4eFf+1zt7e387//+Lw6Hg7a2tou+v3nz5gsCgNzc3PD19SU6OpqpU6cyefLkPj3nUoivIg2k6NPOJbcmJCRQVlZGVlYWhYWFaJpGQUEBBQUFxMbGkpaWRmxsrNHlil5y4EQzz75XSl2zoyso58mF0cSFyv1LQvQn50Z7vPPGqzicDj776AO+d8+DeHj07K0KtfXN7CnrAEyMHaowfkRYj76e6Fu66/7JS01hveOOOwgMDMThcHD27Fny8/N5+eWXSUxM5PHHH78gjEeI/kAaSNFvnEturampISsri4MHD6JpGiUlJZSUlDB06FBSU1MluXUAUzWd17ZV8O6uKlS1Myhn+qgA7pstQTlC9Fd+/gHMnD2Pzz/dQHt7G5s2rmfxDbd062u4W01YztuZkFfTyKIpkVTUtXP3jOBufS3hOs5v/FRV/crHjRo1iqFDh3Z9PXfuXLZu3cqbb77J6tWr+e53v9ujdQrR3aSBFP1OcHAwS5YsYfbs2Rckt1ZWVrJ27Vq2bNnC1KlTJbl1gKmo7+CZtSUUVrah6jruFhPL5klQjhADQcKYcZSWFHaN9jiQv49xEyZ3y3N7upkY5HnhZ8H8lFjmp3TL04t+pru3jJ57vsudA3nVVVexb98+tm3bxk033YSbm1u31iVET5Kza9Fv+fr6Mm/ePGbOnElOTg579uyhtbWV+vp6Nm7cyLZt20hJSZHk1gFgY/4ZXvr0FG12FU2D2BBPnlwYzZBB8oErxEAxZ94iaqoqaW5uInPbZiKjYrpltMcgTwuvbi3nv98p6jqmKBDi58bUEf781/UxDAuWzwjx7VxuAwkwYcIEDh8+TGlpKfHx8T1QlRA9QxpI0e95eHgwffp0pk2bRn5+fldya3t7O9u3byczM5NJkyaRmpqKn5+sVvUnXwzKQVG4aUowN04JxixBOUIMKG7u7sxffCNr3nkdp+pk4/p13T7a4ze3jyAswB1Vg+LqNl769BR7ixvZ8VQyPh6yDX6gi4yMpLCwkPLy8m8MyLlUFosFu93+paNAvklQUOcFksbGxm6pRYjeIjeKiQHDYrGQlJTEI488wk033URYWGcogtPpJDs7mz/+8Y+sXbuWmpoagysVl6LgVAv3vXKIXccbcao6/t4Wnr1lODdPC5HmUYgBKnRoGElT0gCoO1NL5o4t3fr8afH+TBvhx2BveODqMJ65ZTinz3awt6SpW19H9E3ndiPZbLZuf876+vrL/lmZpCf6K1mBFAOOyWQiMTGRxMRESktLycrKoqioSJJb+wlV03ljeyXvZFWiajqqBilxg/jBNZF4ucsKgRAD3ZTU6Zw6UUpVZQUHcnOIiY3r1tEeTW128opqSRoRRIB3ZwiKU5UTeXFlzoX2fV2Izlepq6sDkLnWot+RBlIMaMOGDWPYsGHU1NSQkZHBoUOHLkpuTUtLIyEhQZJb+4AvBuV4WEzcc004MxMCjC5NCNFLFMXE/EU38PYbf8Fut/PZRx9w+90P4On57cf0tNs1wgI8uXXWCPLLmvnfD8sI9Xdj2kg5gXcV3R2ic+7cQdO0y/7Z/Px8LBYLMTEx3VqTED1NGkjhEoKDg7nxxhu7klvz8vJwOBxUVlayZs0aAgICmDZtGhMnTpTkVoN8dqCOlZ+cpK1DQ9V0YoI9+dEiCcoRwhX5DvJjxtXz+PyT9bS3t/HphvdZcvO3H3Uw59l9F3wdFeTBP54Yh7e7XEAUV8ZkMqHr+mWvQG7dupUjR45wzTXXSAKr6HfkTFm4FD8/PxYsWMBVV13Fnj17yM7Opq2tjfr6ej7++OMLkls9PDyMLtcltNhUfre+jIxjDaiajg7cOCWEmyQoRwiXlpA4ltLi4xQXHuPUyTL25+YwflLyt3rO/7s3gYggd3QdKhs6+PPn5dzywgHW/8cESWJ1ET21Avl1DeTRo0epqanB4XBw9uxZ8vPzOXr0KImJidx0003dWo8QvUEaSOGSPDw8mDlzJmlpaeTl5bFr1y7q6+tpa2tj27ZtXcmt06ZNk+TWHlRwqoVn15VQ2+RA1XQCfCwsvzaa+DBvo0sTQvQB54/2yNi+mfDIaAYPCb7i5xsX7UNciBfneoirEwMZ+x+7+P2GE7x4z6huqlr0VV5endugryQx9atcyhbWN998EwCr1cqgQYOIjo7mBz/4AZMnT+72hlaIS+FwOL70j9PpvKTvSQMpXJrFYiE5OZnJkydz5MgRMjMzqaysxOFwsGfPHnJyckhMTCQ9PZ3g4Cs/aREXUjWdN3dU8nZWFU5VQ9Vg8jBfHpsfJUE5Qogu54/20DSNjevXcdud92KxWK/4Oc8/X/fzsjA0wJ3D5a3dUK3o6yIiIsjOzqaiooIxY8Z0y3Oeu8jc2nrx/0OzZ89m9uzZ3fI6wjV828buUv5cyczSL5IGUgguTG4tKSkhMzOTkpISNE3j4MGDHDx4kLi4OFJTUxk2rPvSAF1RdaOdZ9YWc7S8DU3XcbMoPDA7nKsSA40uTQjRB4UODSNl2nT2ZO2kof4smdu3MHP2vG557jPNDsrP2pg2QkJ0xJU5d7tLd5yUi76rp5u67mrsepLFYsFqtWK1WqWBFOKLYmNjiY2Npaamhp07d3L48GE0TaOoqIiioiLCw8NJTU0lISFBtp5cpk0H63jxk1O02NSuoJzl10YR6u9udGlCiD4seWoaJ0qLqaqs4GD+PobFjbyk0R619c2E+AV1fZ15rIHSmnZ0Haoa7fxtazl2p869V3fPUHnR93X357bZ3LlrRmY6GuNymrcrbeocDofRv+bXOr+xO//PVx3/uj9f91zn/9uRBlKIrxAcHMzSpUuZM2cOWVlZ5Obm4nQ6KS8vZ/Xq1QQGBjJt2jQmTJggya3foM2u8psPLgzKuT45mO9MC5GgHCHEN7rS0R6vrs/jhcfmdH3941WFXX8f7GtldIQPa26JY0aCrEC6iu5uIA8dOsT+/fvx8PAgMzOTtLS0bn3+/qo3Vuv6Y2PXnU3dlzV2vUXR5ZKJEJekvb29K7n1/Bvwvb29mTJlCsnJyQMmuXXZG8d4O7OKB+dE8Itbhn+r5zpa0coza0uobrCjajp+3haWLYhmdIQE5QghLk/R8aN8sn4dOhAZFfO1oz1a2jpY+sstXJsSza/unNB7RYo+a/369bz//vvMmDGDuXPnfuvnu++++6ioqMBsNtPR0YGvry+33norjz/+eDdU2zN6o6lzOp19ekW2pxu7c8cH8i41WTYR4hJ5enoya9Ys0tPTyc3NZffu3dTX19Pa2sqWLVvIyMhg0qRJpKam4uvra3S5V6zdrvHhvloA1u6p5udLY7GYL/9NUNV0VmVU8lbGhUE5j86PwluCcoQQVyBu5CjiR4/h6OECTp0sI39fNhMmp3zpY/++MRe7ZuKDPadZOCGAtHHRvVytGMgeeOABqqqqmDhx4gXHV65cidVq5eGHH76s5+vpLZj9sbHridW6gd7Y9RZpIIW4TBaLhZSUFJKSkjh8+DBZWVlUVlZit9vZvXs32dnZjB07lunTpxMUFPTNT9jHfJx3hhabyuwxgWwuOMuWQ2eZO+7yfo/aJjtPrSnmWEUbqqZjMSncNzuM2WP7338PIUTfMmvOfCrKT9HU2Ejmji1ERMVcNNqjw+7k4/0NgIlAT43UsVHGFCv6lMjISAAqKysv+WecTudFf7Zt20ZNTQ3jx4+/6PHTp0/nhRdeICAgAC8vrwHX2PVUUyeNXf8iW1iF6AbnJ7eeb8SIEaSmphITE2NMYVfglhcOkFfWzK5fpDDpP3czd1wQrz44+pJ/fufRen67/gSt/wrKiRzswQ8XRjM0QIJyhBDdo6a6itVvd4728A8IvGi0x6pPcnl1ey2KovDonGAevuHLVylF/3UlWzArKirYtGkTXl5exMXF0dHRQVNTE5qmoWkauq53/d1ms6Gq6kWvq+s6OTk5mM1mxo0b96W1rVmzhgkTJvT4CI+eauy+eFwaO/FFsgIpRDc4l9xaXV1NRkZGV3JrYWEhhYWFhIeHk5aWxqhRo/r0G3FVg53tR+q5c3oYg32tLJgwmI/yamloc+Lv9fVvF212lZUbT7Lp4FlUTUfTYfHkIdyWGnpFW2CFEOKrBIeEMiV1OrsyttNQf5adWz8ncHAIB/bnouuwKqcN/OLxtqjcs3CS0eW6lJ7cgvltV+xsNhvQObNx//79X/qYS/mMNpvN2O32r/y+yWTC398fX1/fHlutk8ZOGEkaSCG6UUhICEuXLmX27NlkZWWRn5+Pw+GgvLycd999tyu5deLEiV3R333Ju7ur0XW4ZVoIAN9JDeW9nBrez6nh4LDgRAAAIABJREFU+zPDvvLnCivb+PmaYgnKEUL0mskpqZQWF3Lq5AmWPfkf2PCkw7vzPke1oQyL1Z3/+cXvcXeTUx2gW5u67m7seouXlxc+Pj7ouo6iKFitVnx8fDCbzZjNZkwmExaLBZPJRFBQEF5eXl3fs1gsWCwWvL29qays5He/+92XvoamaQwdOpR169ZJQrsYsGQLqxA96Fxya05ODm1tbV3HfXx8SE5OJiUlpU8lt6b/PAeHqrPn2c7tXqoGE36yi8ggDz7+z4kXPV7TdN7JqubvOypw/CsoZ0K0D09cGy1BOUKIHldTXUn61QtQJjyAW9iF71H2U9kEnFxL4f6MPn0i39Ordf2hsTObzZe9Unc5WzB7YsXul7/8JatWrWLq1KkXHM/IyOCPf/wj8+fP77bXEqKvkQZSiF7gdDrJzc1l165dNDQ0dB13c3PrM8mteWXNzPtVLo/Nj+Tx+f8OnHjugzL+urWcXb9IYXiIZ9fx2iY7v1hXwuHTrZ1BOWaFu2aE8f/Zu/Owqu877//Pc9gRBMSAiiuyBDQoi6KAGqMmMUnVJGptc2eatpnJ0ppo7t905rqvmV7p3O107ul1RxuzNHOluZNpsxljYzZjTDTKKoggLggoKogiguz7WX5/UE41msQF+HLOeT2ui6vxnMP5vmmifl/n8/m830uus+GOiMiNuuOOO6gZu/KK8Niv6/iXpPqXsvPj9677vb9phW2gQp2rBrsbGWrurFsxf/nLX/Lhhx/S1dVFZ2cngYGB/Pa3v+V73/ue0aWJDCoFSJEhZLPZOHLkCDk5OdTW1joeN5vNhndu/ee3Knjtq7Pf+Py6eybyv1ZMASC3vInfbjulRjkiMuSsFgu9ll6KCvfzyBPP4H3X89/6esuXv+B3/+sfGDdu3DWv1vX29rpUsLuec3WuEOyGUm5uLhs2bMDLq290R0ZGhtEliQw6BUgRg5w4cYLs7GxOnjx52eNGdG7tsdi57R9zmBLmx78+EHnF8/+6+QSN7b0c+O0cdh9t5N//UulolHNf0i38MF2NckTcXX+ws/RasFh6aeno4fSFTiwWC1ar9a//a8FqsXCmyUJ7lxWbzYrVasVmtWKxWunqhfNtYLP/tSvmJd0xL/b40GP1APpuWxqP7qDpfBWB8/7nt9bV+METJE4O4N577x30/w8GKth9V0dNBbvho7m5mY0bNwKwbNmyK+ZCirii4XsoQMTFTZ06lalTp3L+/HkyMzMpLS29rHPr+PHjSUtLG5LOrZ+XNNDYbuFXCyJIjw2+4vm/mz+WX7xZQXZ5E/ERI7BY7Yz08+CppZO4bWLAoNYmIjfn0mBntVpobu++rmBntVrpvI5gNzDMf/36uuu/hp2+YOfr6ztooa7/ObP5ajWLK/Py+tv4mN7eXgMrERk6CpAiBgsPD2flypU0NTWRnZ3NwYMH6e3t5cyZM2zevJnQ0FDS0tKYMWPGoHVufTe3lhE+HixLueWK5+x2eGB2OL/cfIJ3c2rZ9ONbmRM9kp/eMZ6RfvojRORG9Qc7q8WKxdJ7fcHOZsVquXqws9vs2Ow2A4Pd5R94fdfnXyaTyfHl42EnzN+C2Wy+4isiyMQIHw9HV8zasSn86b8yv7Pi0FEhvPbaq8TFxX3na0Wu16UNmiwWi4GViAwdbWEVGWY6OzvJy8ujoKCAzs5Ox+MBAQGkpqYya9YsfHyG5qxhQ2svr+4+w8/vmujoqnrwdBtjgr2H5PoiRhicYGfvW7UbtGB3LYYm2PV/Bfh6MOUWH8f4g0u/oscGEBLoe9Mrdolzbudk6DK8I5Kv+nxXxU7SRlbw2bZ3b+o6It/mV7/6FQC33347CxYsMLgakcGnACkyTPX29lJYWEhubi4tLS2Ox318fEhOTmbu3LkEBAze9tHc8ib+Y9sp2rqs+Hmb+fHtEaTFBmPW0RsxiNViwWK1OM7YXWuws1mtWBXshjTYDZXOzk6iZs6nfeoavMenXPZcd1UuXkff4MShPIKCggyqUNzBb37zGywWC+np6SxevNjockQGnQKkyDBns9k4fPgwOTk5nD9/3vG42WwmISGBjIyMAe3c2tVr46XPq/m0qB6bzY7VDktnhPI/5o/DS41y5Cr6wlvvgAW7vvN1CnbOHOyG0u7du3n4p09wscOOPSQGAJ/20wT52PjJ/1jFxIkTeeSRR9R4RgbNf/7nf9LZ2cns2bNZunSp0eWIDDoFSBEnUlFRQU5ODqdOnbrs8ZiYGNLT05k4ceLVv/Eanazr5JfvneDsxW6sNjsBvh6su0eNcpzVQAY7+19X7BTsFOyGE6vVysaNG2lra6Ozs5PIyEhMJhMpKSmcOXOGAwcOALBo0SKNV5BBs2HDBlpaWkhMTGTZsmVGlyMy6NQBQ8SJREdHEx0dTW1tLXv37uXYsWPY7XbKy8spLy9n/PjxZGRkEBMTc9VP2/fv3++4oUpOTiY5ue/ckN0O7+XV8tpXZ+mx2LDaYPqEAJ5eOpEgf/0xMdCuN9h1dF/SEdOwYDd8mqco2Em/kpIS2traAFizZg0zZ850PDd9+nROnz5NQ0MDu3fvZurUqYwdO9aoUsWF9XdiVRdWcRdagRRxYo2NjY7OrZd2fwsNDSU9PZ2EhAQ8PDzo6Ohg7u13ceZCGx2+EwDw76phyrgQtn/6Cf++7RSHqtqw2ux4mOCh+WO5Z+aVHVld3fUEu5omC+3fFOzacYw50Iqdgp0MDrvdzosvvkhDQwMBAQGsW7fuik7V58+f57/+67+w2WwEBwfzxBNP4O2tJmAysF555RVqa2uJjY1lzZo1RpcjMugUIEVcQH/n1vz8fLq6uhyPBwQEMHPmTB5+8p/piH4I73GXDzjuqc7HcuRtZv3kZewmD8YEe/OPy6YwftTQdHm9VgMR7LosUNumYKdgJ66irKyMd955B4AlS5aQlpZ21dfl5OSwc+dOAGbOnMny5cuHrEZxD3/84x85c+YMkZGRPPzww0aXIzLotDdNxAX4+fmxcOFCMjIy2L9/P/v27aO5uZm2tjb+x0+epPO2J64IjwDeE2Zj627l4Hu/5P/79R94eN5YvL2uPUBca7CzWS2caRwuwc64rZjjRkKAr6eCncgAyM7OBsDb29uxHf9q5s6dS1lZGVVVVRQXFxMdHU18fPxQlSluQFtYxd0oQIq4EC8vL+bOnUtKSgoHDx7k3XffpaXHzIirhMd+vlGLaD+xg7LCXfzf6vF9wc5qo6vXfmWw++t5O3cJdiN8zESG+SrYiQwzZ8+epbq6GoDZs2d/62xck8nEypUreemll+jq6mLbtm1ERERotIcMGAVIcTcKkCJDyGq10tvb+61fFovluh6/2nM2mw3o2+JlC47+zrp6Olv58IOtjJ3/+FWeNSbYmUwmIoJMVwQ7s9lMgK+Hgp2IG9u7dy/QN85ozpw53/n6wMBAHnjgAd566y16enrYsmULP/nJTzTaQwaEAqS4GwVIEb472F1PePu2x/uD3XBjB0xmD0dw+6ZgZzKZHGfsFOxExAj19fWUlZUBfWcaR4wYcU3fFx0dTXJyMoWFhZw5c4asrCzmzZs3mKWKm1CAFHejACnD2rcFu4EKdcM52AF4eHjg5eWFp6cnXl5eV/36puciIyPJ/Jf/+53X8PPz5WfLZ/DAA+McnVtFRIajnJwcxz9fbwC86667OHXqFA0NDXz11VdERUVptIfcNAVIcTcKkHJDbiTY3UjgG+7B7kZC3bd9z9W+bmbFbs6cOTz34h85WVOId8TVm0x0VexkTGDfz/Lhhx+ye/duUlNTSUlJ+dZzRSIiQ629vZ2DBw8CEBcXR3Bw8HV9v5eXF6tWrXKM9ti8ebNGe8hN6w+Ql47TEnFlCpAu5puC3UCGOmcOdjcS+AYj2A2lnN3biUpcQLvdjvf4lMue667KZfSFL3j9lY3k5+fT0tJCa2srX3zxBZmZmaSkpDB37txr3iImIjKYcnNzHX//ZGRk3NB7hIeHs2TJEnbs2EFTUxOffPIJ999//0CWKW5GK5DibhQgh8jVgt1AbsF0hmBnNpsHPdQ5U7AbKn5+fpwo3sv8xfdQ8fkbdPlN6nu8s5rpU8aQfTgP6Gt1X1JSQm5uLnV1dXR3d5OdnU1eXh4JCQlkZGQwatQoI38UEXFj3d3dFBQUADBp0iTGjRt3w+81Z84cKioqqKyspKSkhNjYWI32kBvWHyChL0Re+msRV+T2AfJ6gt2Nrta5WrDz9vZ2nMtTsHMOvr6+5GftoqioiP379wOQkpJCYuLfxnuYzWZmzpzJzJkzKS8vJzs7m6qqKqxWK0VFRRQVFREbG8u8efOIiIgw6kcRETe1f/9+enp6AEhPT7/p93vwwQd58cUX6ejo0GgPuSkKkOJuhm2A/HqwG4xQ5y7Bztvb+1tX8hTs3EdiYuJlofGbxMTEEBMTQ01NDVlZWZSVlWG32ykrK6OsrIyJEyeSnp5OTEzMEFQtIu7OarU6mueEhoYSHf3d44m+i7+/Pw888AB//vOfHaM9fvzjH+vvRLluXw+QIq7uugPkpcFuMLZgulqw8/b2xsvLS8FOnFJERATf//73aWxsJDMzk5KSEqxWK1VVVVRVVREWFsbcuXNJSEjQf68iMmhKSkro6OgArr/z6reZOnUqs2bNoqCggDNnzpCZmcmCBQsG7P3FPShAirvx3LFjh9sFu/5Qd7Vg1/+cgp3I34SEhLBs2TIWLVpEbm4u+/fvp7u7m7q6OrZt2+bo3JqcnKzOrSIyoOx2O9nZ2QAEBAQwffr0AX3/JUuWUFlZSUNDA3v27CEqKkrb9OW6eHr+bT1GnVjFHXjm5eUN+kVuNthd+riCnYhxRowYweLFi5k3bx6FhYXk5eXR2tpKS0sLO3fudHRunTNnjjq3isiAKC8vp6GhAeg7+zjQc2q9vK4c7fHkk0/qwzC5ZlqBFHfj6ePj863B7tLwdmmw+/rjCnYi7sPHx4e0tDRSU1M5dOgQOTk5XLhwga6uLrKyssjNzWXGjBlkZGQQEhJidLki4sT27NkDgLe3N8nJV59ne7PCw8O58847+eyzz2hpaWHbtm2sXr16UK4lrkcBUtyN5z//8z8bXYOIOCkPDw9H59aysjKys7Oprq7GarVy4MABioqKuPXWW0lPT9eWMBG5btXV1Zw7dw6A1NTUQe1umZqaSnl5OZWVlZSWlnLw4EFmzJgxaNcT16EAKe5GS4MiMiBiY2P5yU9+wqOPPkpsbCzQd3aptLSUV199lddff52KigqDqxQRZ5KVlQX0HYVJTU0d9Os9+OCD+Pv7A/Dpp5/S3Nw86NcU56cAKe5GAVJEBlRERARr1qxh7dq1JCYmOs4rnT59mrfeeouXX36ZgwcPDuuGXCJivPr6esrLywFISkoaknPV/aM9AMdoD/1ZJd9FAVLcjcezzz77rNFFiIjr8fPzIzY2lqSkJMxmM3V1dVitVtrb2zl27BgHDx4E+s4eDXRTDBFxfjt37qS2thaTycSqVavw9fUdkuuOGjWKrq4uampqaGlpAWDKlClDcm1xTjabzTGnNDIyUkc2xOVpBVJEBlVAQACLFy9m/fr1LF68mMDAQACam5vZsWMHzz33HLt27aK9vd3gSkVkuGhtbaWkpASAuLg4goODh/T6S5YsISwsDIDMzExqamqG9PriXDTGQ9yNAqSIDAkfHx/S09N5+umnWbZsGaGhoQB0dXWRmZnJxo0b+eSTT2hsbDS4UhExWl5enmPraHp6+pBf38PDg1WrVuHp6Yndbmfz5s10d3cPeR3iHLy9vR3/rC2s4g4UIEVkSHl4eJCYmMjPfvYz1qxZw4QJE4C+T23379/Ppk2beO+996itrTW4UhExQnd3N/v37wdg0qRJjBs3zpA6Ro8ezZ133gngGO0h8k36VyEVIMUdeH73S0REBp7JZCI2NpbY2Fiqq6vJysqivLwcu93O0aNHOXr0KJMmTSIjI4OoqCijyxWRIbJ//356enoAyMjIMLSWWbNmcfz4ccrLyyktLaW4uJiZM2caWpMMT15eXlgsFgVIcQtagRQRw02YMIEf/OAHrF27lpkzZ17WufXNN99U51YRN2G1Wh3NSMLDw4fFh0crVqy4bLSHttnL1fR3YlWAFHegACkiw8aoUaNYvnw569atIy0tDR8fHwDq6ur44IMP+P3vf09ubq7+ghZxUQcPHqSjowOAuXPnGlxNHz8/P8doj97eXjZv3ozVajW4KhluFCDFnWiMh4gMO97e3kydOpVZs2bh6+tLXV0dPT09dHd3c+LECfbv3093dzdjxoy5bP6WiDgvu93O1q1b6ezsJCAggGXLlmE2D4/PuUeNGkV3dzdnzpyhra0Nu92u0R5ymQMHDtDe3k5ISAjTp083uhyRQTU8/mQWEbmK/s6t69at43vf+x6jR48GoLOzk8zMTJ577jk++eQTmpqaDK5URG5WWVkZDQ0NAKSlpQ27+bCLFy++bLTH6dOnDa5IhhOtQIo7UYAUkWHPw8ODpKQknnzySb7//e8zfvx44G+dW59//nl1bhVxcnv37gXA19eXlJQUg6u50qWjPQC2bNmi0R7ioAAp7kQBUkSchslk4tZbb+WnP/0pjzzyCDExMQCOzq2vvPIK//3f/83x48cNrlRErsfp06c5d+4c0Nf5dLhuTR89ejR33303AG1tbRrtIQ4KkOJONMZDRJzSpEmTmDRpEg0NDWRmZnLo0CFsNhsnT57k5MmThIeHk56ezrRp04bNOSoRubr+zqtms5nU1FSDq/l2ycnJlJeXO0Z7FBUVkZiYaHRZYjAFSHEnuqsSEacWGhrKihUrWLduHXPnznV0bj1//jxbt27l+eefZ9++fVgsFoMrFZGrqa+vp7y8HIDExERGjBhhcEXfbcWKFQQEBACwfft2jfYQBUhxKwqQIuISAgMDufPOO1m/fj133HGH4+auubmZzz77jOeee46vvvqKzs5OgysVkUtlZWUBfVvUMzIyDK7m2vj5+bFy5UpAoz2kjwKkuBON8RARl+Lp6cmkSZNITU0lMDCQixcv0tnZicVi4fTp0+Tn59Pa2sott9yCr6+v0eWKuLXW1lY+/PBD7HY78fHxJCcnG13SNQsODqa3t5fq6mra2tqwWq1ERkYaXZYY5NSpU1RXV2MymZg3b57R5YgMKp2BFBGX5OHhQUpKCsnJyZSWlpKTk0NNTQ29vb0UFBRQWFhIXFwc8+bNIzw83OhyRdxSbm4uNpsNgPnz5xtczfW74447qKyspLa2luzsbKKjo5k0aZLRZYkBtAIp7kRbWEXEpZlMJuLj43n00Uf50Y9+RFRUFAA2m40jR47whz/8gf/+7/+msrLS4EpF3Et3dzeFhYUATJkyxSk/yPHw8GD16tWO8LBlyxZtk3dTl3YOVogUV6cAKSJuY/LkyTz00EP8/Oc/Z8aMGY7urCdPnuRPf/oTr7zyCocPH3asiIjI4MnPz6enpweAtLQ0g6u5cSEhIZeN9vjggw8MrkiMoAAp7kQBUkTcztc7t3p7ewNQW1vL+++/z6ZNm8jPz1fnVpFBYrVaycvLAyA8PNyxM8BZJSUlOebSlpeXs3//foMrkqGmACnuRAFSRNzW1zu39o8PaGpqYvv27WzYsEGdW0UGQXFxMR0dHYBzrz5e6tLRHjt27KC+vt7gimQoKUCKO1GAFBG35+vry7x581i3bh333Xcfo0aNAqCjo4M9e/bw3HPPsX37dpqbmw2uVMT52e12x+iOgIAApk2bZnBFA+PS0R4Wi4X33ntPoz3ciKfn3/pSaveKuDqN8RAR+Suz2cy4ceOYPXs2YWFhNDc309rais1mo6amhvz8fOrr6wkNDXWsNIjI9SktLeXAgQNAXxfTCRMmGFzRwAkODsZisVBdXU17ezsWi4WpU6caXZYMgebmZkpKSgCYMWMGQUFBBlckMng0xkNE5Gv6O7fGx8dz6tQpsrOzOX78ODabjcOHD3P48GEiIyNJT0/X3DeR69S/+ujr60tSUpLB1Qy8hQsXcuLECWpra8nJySEmJkajPdyAtrCKO9EWVhGRb9HfufWJJ54gISHB0bm1srJSnVtFrtOpU6c4d+4cALNnz77spttVaLSHe1KAFHeiACkicg3CwsK4//77eeqpp0hNTXXcLPR3bn3hhRfUuVXkO2RnZwN928XnzJljcDWDJyQkhKVLlwIa7eEuFCDFnShAiohch6CgIO6++26eeeYZFi5ciL+/PwCNjY1s376d5557jj179mjFQeRr6uvrOX78OADJycn4+fkZXNHgSkxMJC4uDugb7VFQUGBwRTKYFCDFnShAiojcAF9fX+bPn8/69eu55557CAkJAaCzs5OvvvpKnVtFviYzMxPoO2PsKqM7vsvy5csZOXIkAJ9//rlGe7gwdWEVd6IAKSJyEzw9PZk1axY///nPWblyJWPHjgX6biDy8/N5/vnnef/996mrqzO4UhHjtLa2cvjwYQDi4+MJDg42uKKh4ePjw+rVqzGZTBrt4eK0AinuRGM8REQGgMlkIiwsjOTkZCZNmkRbWxuNjY3Y7Xbq6urYv38/Z86cITAw0LFaKeIu9uzZQ3V1NQAPPvigW43BGTlyJFarlaqqKtrb2+np6SEqKsrosmSAeXh4sGfPHgAmTpzI5MmTjS1IZBBpjIeIyACbMmUKU6ZMoa6ujszMTI4ePYrNZuPEiROcOHGCsWPHkp6eTlxcnKOrq4ir6u7uZv/+/UDf743w8HCDKxp6CxYsoKKigtraWvLy8oiKitJ8SBfk6emJxWLRCqS4PN25iIgMkrCwMB588EGeeuopZs+e7Tgjc+7cObZs2cILL7xAQUGBzsuIS9u3b5/jhjo9Pd3gaozx9dEeW7dupaOjw+CqZKD1//tVgBRXpwApIjLIgoKCWLp0Kc888wy33367o/tkY2Mjn376KRs2bGDv3r10dXUZXKnIwLJarezbtw+A8PBwt151CwkJ4b777gOgo6OD999/3+CKZKApQIq7UIAUERkifn5+LFiwgGeeeYalS5c6zkJ2dHSwe/dunnvuOT777DN1bhWXUVxc7Fhpy8jIMLga4yUkJDhGe1RWVpKfn29wRTKQFCDFXegMpIjIEPP09GT27NmkpKRw9OhRsrOzqa2tpbe3l3379lFQUMD06dNJT08nLCzM6HJFbojNZiMrKwuAgIAA4uPjDa5oeFi+fDk1NTW0tLSwY8cOIiMjGT16tNFlyQDoP6agACmuTiuQIiIGMZvNTJ8+nccee4yHH36YyMhIoO/Gu6SkhJdffpk333yTU6dOGVuoyA04duwYTU1NAMybN08No/7q0tEeNptNoz1ciFYgxV1oBVJEZBiIjIwkMjKS8+fPk5WV5ejcevz4cY4fP05ERARpaWnExcVhMpmMLlfkO/WvPvr6+pKYmGhwNcNLREQE8+fPZ8+ePdTV1fH555+zdOlSo8uSm6QAKe5CHweKiAwj4eHhV+3cWlNTw3vvvccLL7xAYWGhOrfKsHbq1CnOnTsHQGpq6mVD1qXP/PnzGT9+PAD5+fmcOHHC4IrkZilAirtQgBQRGYYu7dy6YMEC/P39Abh48SIff/wxGzduJDMzU51bZVjKyckB+m6oU1NTDa5meDKbzaxcuRJvb29Aoz1cgQKkuAsFSBGRYczPz4/bb7+d9evXs3TpUoKDgwFob29n165dbNiwgc8//5zW1laDKxXpc/78eSoqKgBITEx0jK2RKwUFBbF8+XJAoz1cgQKkuAsFSBERJ9DfuXXt2rU8+OCDjBkzBoCenh5yc3PZuHEjH3zwAQ0NDQZXKu6uf/XRZDIxd+5cg6sZ/uLj40lISAD6Rnvk5eUZXJHcqP4AqSMG4urUREdExIn0d26dPn06lZWVZGVlcfLkSWw2GwcPHuTgwYNERUWRnp7O5MmTjS5X3ExrayuHDx8GYNq0aY4Vc/l29957L6dOnaKlpYWdO3cyZcoUwsPDjS5LrpNWIMVdaAVSRMRJRUZG8nd/93c8/vjjTJs2zTEm4fjx47zxxhu8+uqrHD16FLvdbnCl4i5ycnKw2WwAZGRkGFyN8/D29r5itIdCiPNRgBR34fHss88+a3QRIiJy4/qHtM+YMQObzcaFCxew2Wy0trZy9OhRDh06hIeHB+Hh4ZrFJ4Oms7OTrVu3YrPZiIyMJC0tzeiSnMrIkSOBvg62nZ2ddHV1ER0dbXBVcj1qamqorKwEID09HQ8PD4MrEhkcupMQEXERwcHB3HPPPaxfv54FCxY4mpdcvHiRTz75xNG5tbu72+BKxRUVFBQ4Vl7S09MNrsY5zZs3zzHao6CgwNGMSJzDpeNqtAoprkwBUkTExfR3bn3mmWe4++67CQoKAqCtrU2dW2VQWK1W9u3bB/TNMo2MjDS4Iud0tdEe+n3qPBQgxV0oQIqIuChPT09SU1N56qmnuP/++x1NObq7u9W5VQbUgQMHHDMMdfbx5lw62qOrq4stW7YYXJFcKwVIcRfqwioi4uLMZjMJCQkkJCRw/PhxcnJyrujcGhMTQ1paGpMmTTK6XHEyNpvNMbojODiY+Ph4gytyfvHx8cycOZPi4mKqqqrIycnRmVIn4On5t9tqjfIQV6YAKSLiRqKiooiKiqK2tpbMzExKS0ux2+2Ul5dTXl7O+PHjSUtL49Zbb8VkMhldrjiB0tJSmpqaAJg7d64aNQ2QpUuXcurUKZqamvjyyy+ZOnWqRnsMc1qBFHehP+VFRNzQmDFjWLVqFU899RTJycmOT87PnDnD5s2beemllzhw4ABWq9XgSmW4y8zMBMDX15fExESDq3Ed/aM9zGazRns4CQVIcRca4yEi4sZ8fX2JiYlh1qxZmM1m6urqsFgsdHR0UF5ezoEDB7Db7YSHh1+2PUsE4OTJk47tqxkZGWqeM8ACAwMxm82cPHk+tmqtAAAgAElEQVSSzs5OOjo6iImJMbos+QYdHR0UFhYCfduQR48ebXBFIoNDK5AiIoKfnx933HEHzzzzDHfeeadjJl1bWxtffPEFGzZsYOfOnbS1tRlcqQwn2dnZQN/Ky+zZsw2uxjVlZGQwceJEAAoLCzXaYxjTCqS4CwVIERFx8PLyYu7cuTz99NOsWLGCsLAwoK9za05ODhs3bmTbtm1cvHjR4ErFaOfPn+fEiRMAJCYmOuaOysAymUysXLkSX19fQKM9hjMFSHEXCpAiInIFs9nMjBkzeOKJJ3jooYcc3VmtVivFxcVs2rSJt99+m+rqaoMrFaNkZWUBfQFHozsGV2BgIA888ADwt9Eedrvd4Krk69SFVdyFAqSIiHyrqKgoHnnkER577DHi4+Md3VnLy8t57bXXeO211ygrK9MN7XXKzMxkwYIF+Pv7ExISwpo1a6ipqbnidb29vfzyl79kwoQJ+Pr6kpSUxEcffXTF60pKSli0aBFxcXH86le/GtQGSK2trRw5cgSAadOmERgYOGjXkj7R0dGOJkX9oz1keNEKpLgLBUgREbkm/Z1b165dS0pKiuPT9urqat555x1efPFFioqK1Ln1Guzbt49FixbR1dXFH//4R373u9+Rk5PD7bfffsU503Xr1vEf//EfPPbYY7z33ntMmTKFFStW8OWXXzpe093dzfe+9z1+/OMfs3XrVnbv3s2LL744aPVnZWU5PjDQ6uPQufvuuwkODgZg165dnDt3zuCK5FLe3t6Of1aAFFdmsusjYxERuQHt7e3s27ePgoICurq6HI8HBgaSmppKSkoKPj4+BlY4fC1dupSCggJOnjzpWL07ePAgiYmJ/Pa3v+Wf/umfgL4up1FRUfzLv/wLv/rVr4C+bcSJiYl4e3uzf/9+AA4fPszDDz9MUVERAB988AFvvPEGf/nLXwa89s7OTjZs2EBvby+RkZE8/PDDA34N+Wbnzp3j1VdfxWazERwczBNPPHFZcBFj/eY3v8FisZCens7ixYuNLkdkUGgFUkREbsiIESMcnVvvuusugoKCgL7tjf2dW7/44gt1br2KvLw8br/99su2fs6YMYMJEybw/vvvOx77+OOPsdlsl4U0Dw8PHnroIQoLCzlz5gwAkydP5uzZs+zZs4fm5mb+9Kc/kZSUNCi15+fnO1ZXtPo49MaOHcsdd9wBQFNTE5999pnBFcml+rexagVSXJkCpIiI3BQvLy/mzJnDU089dUXn1uzsbDZu3MiHH36ozq2X6OnpuerqrK+vL4cPH3b8+siRI/j4+DB16tTLXnfbbbc5ngcICAjgjTfe4O///u+ZOHEiQUFB/OIXvxjwuq1WK3l5eQCEh4czZcqUAb+GfLe0tDTHaI+ioiKN9hhGFCDFHShAiojIgLi0c+sPfvCDyzq3FhUVsWnTJt55552rNopxN7feeisFBQXYbDbHY+fPn3cMjO/s7ATg4sWLBAcHOxoX9QsJCXE83+/uu++mvLyc5uZmXnvttUHZPnzgwAHHduV58+YN+PvLtdFoj+Gr/2y4AqS4MgVIEREZcDExMTzyyCM8+uijxMXFOQJQWVkZr776qtt3bv3Zz35GRUUFTz31FOfOnePEiRM8/PDDjkBpNvf99Wy3268Ij0ax2WyOzp/BwcHExcUZXJF702iP4UkrkOIOFCBFRGTQREREsHr1atauXUtSUhIeHh7A3zq3vvzyy27ZufUnP/kJ//Zv/8Zrr73GuHHjiIqKwsvLi3vvvZeQkBDH6uGoUaNoamq6Ihg0NjY6nh8qR48epampCejbQtkfcsU40dHRJCcnA32jPfpnc4pxFCDFHehPfxERGXQhISF873vfY/369aSnpzu23l24cIEPP/yQ3//+9+Tk5NDd3W1wpUPnX//1X2loaKCkpIQzZ87w8ccfU1ZWdlljmmnTptHV1cWJEycu+97+c5LTpk0bsnr7w0n/LEoZHu666y5CQ0MB+OqrrzTaw2AKkOIOFCBFRGTIjBgxgsWLF7Nu3TqWLFni6ELa2trKzp07HZ1b29vbDa50aPj5+XHbbbcRERHB66+/TllZGU888YTj+fvuuw+z2cybb77peMxms/Hmm2+SlJTE+PHjh6TOyspKzp8/D8CcOXMcK8liPC8vL1atWoXZbMZms7F582Z6enqMLsttKUCKO/A0ugAREXE/Pj4+pKWlkZqayqFDh8jJyeHChQuOzq15eXkkJCSQkZExpNs0h0pxcTGbNm0iJSUFs9lMdnY2f/7zn/mHf/gHli5d6nhdZGQkf//3f8+///u/4+XlRUJCAm+88QaHDx9m+/btQ1ZvdnY20HdzPHv27CG7rlyb8PBwFi1axM6dO2lqamL79u0sX77c6LLckgKkuAMFSBERMYyHhwczZ85k5syZlJeXk5WVRXV1taNza3FxMbGxsWRkZBAREWF0uQMmKCiIkydPsnXrVjo7O4mNjeXFF1/k8ccfv+K1mzZtYvTo0bz00ktcuHCBuLg4tm7dyp133jkktZ4/f57KykoAkpKS8PPzG5LryvVJS0ujrKyMqqoqiouLiY6OJj4+3uiy3I4CpLgDk10tu0REZBipqakhMzOTsrKyyx6fOHEi6enpxMTEGFSZe3r//fc5fPgwZrOZdevWObYdy/DT2trKSy+9RFdXF97e3jz55JMEBQUZXZZb+fTTTykoKMDf359//Md/NLockUGhM5AiIjKsREREsGbNGtauXUtiYqLjvF1VVRVvv/02L7/8MsXFxZfNUJTB0dTUxJEjR4C+hj0Kj8PbpaM9enp62LJli36fDDGtQIo78Hj22WefNboIERGRr/Pz8yM2Npbk5GRMJhN1dXVYrVba29spKyujuLgYgLCwMMfwbhlYu3fvpqamBoAHHniAgIAAgyuS7xIaGkpHRwdnz56lpaUFs9nM5MmTjS7LbVRXV3P69GlsNhu333670eWIDAqtQIqIyLDW37l1/fr1LF682LEK1tLSwueff87GjRv58ssv3aZz61Dp7OykqKgIgKioKMLDww2uSK7VkiVLHKM99uzZ4/gQQAZf/wokaBVSXJcCpIiIOAUfHx/S09N5+umnWbZsGaNHjwagq6uLrKwsNmzYwMcff0xjY6PBlbqGffv2OW6A09LSDK5Grseloz3sdrtGewwhBUhxBwqQIiLiVDw8PEhMTOTJJ59kzZo1TJw4EQCr1UphYSGbNm1i8+bN1NbWGlyp8+rt7WXfvn0AjB07lilTphhckVyv8PBwlixZAvSt1n/yyScGV+QeFCDFHejQiIiIOCWTyURsbCyxsbGXdW612+2UlpZSWlrK5MmTSUtLIzo62uhynUpRURFdXV0AZGRkGFyN3Kg5c+ZQUVFBZWUlJSUlxMbGarTHILv0PLbFYjGwEpHBoxVIERFxet/UufXUqVO89dZbvPzyy5SUlKgj5TWw2Wzk5uYCEBwczK233mpwRXIzHnzwQfz9/QHYtm0bzc3NBlfk2rQCKe5AAVJERFzGqFGjWLZsGevWrSMtLQ0fHx8A6urq+Mtf/sLzzz9PXl6e09/YVVdXk5ubS0dHx4C/99GjR2lqagIgPT0ds1m3Cs7M399foz2GkAKkuAON8RAREZfj7e3N1KlTmTVrFr6+vtTV1dHT00N3dzcnTpygoKCA3t5exowZc9kNn7P4P//n/5CVlUVWVhYWi4Xx48cP2M+xdetW2tvbHcFDAdL5jRo1is7OTmpqamhpacFkMmm0xyBpa2tzjBiaPn06ISEhBlckMvAUIEVExGV5enoyceJEUlNTCQ4Opr6+ns7OTiwWC6dPn2bfvn20trZyyy234OfnZ3S51yQ3N5esrCy6u7vp6uqivLyc7Oxszp8/z4QJExzbFW9EZWUlOTk5AMybN08hw4VERkZy7Ngx2tvbqaqqIioqipEjRxpdlsvp6OigsLAQgPj4eEe3aBFXogApIiIuz2w2M3bsWGbNmsWYMWNobm6mpaUFm83G2bNnyc/P5/z584SGhhIQEGB0ud/q5Zdfprm5mVWrVpGenk59fT1nz57lzJkz7N69m4sXLxIaGkpQUNB1v3f/GBQvLy8efPBBp1ydlaszm81MmTKFwsJC7HY7x48fJykp6bKmL3Lzuru7KSgoACA2NpawsDCDKxIZeAqQIiLiNkwmE6NHjyYpKYnIyEg6OjpoaGgAoL6+nsLCQk6fPs2IESMcg9iHk/Lycnbu3ElAQADf//73GTVqFCkpKSQnJ9PW1kZ1dTVVVVVkZWVRUVFBaGjoNf8c58+fZ+fOnQDMnj1bzXNckL+/P35+fhw/fpzu7m4aGhqYNm2a0WW5lN7eXvLy8gCIjo5m7NixBlckMvAUIEVExC0FBQVx2223cdttt9HT00NdXR12u52mpiYOHTrEsWPH8PLyIiwsDJPJZHS5ALz++uvU1taSlpbG1KlTHY/7+fkxffp0kpOTsdlsnDt3jnPnzrFv3z4OHjyIl5cXEyZM+Nb3/uyzz7hw4QJms5lVq1Y5GhCJa4mIiKC6uprGxkbq6+sZNWoU4eHhRpflMqxWq2Mb+NSpU4mIiDC4IpGBpwApIiJuzd/fn1tvvZXk5GQALly4gNVqpb29nWPHjlFcXIzJZCI8PNwxHsQI5eXlfPTRR3h4ePDQQw9ddXupn58fsbGxzJkzB7PZTHV1NfX19Rw8eJB9+/bh7+9PaGjoFd/b1NTExx9/DEBCQgIzZswYkp9JjBEdHU1xcTG9vb2cOHGC6dOnO80ZYGeQlZUFwOTJk7/zgxsRZ6QAKSIiwuWdW318fLhw4cJlnVv3799PT0+PYZ1bP/roIyorK5k/f/53bi/18vJi6tSpLFy4kKCgIKqqqqivr6ekpOSqnVt37dpFTU0NACtXrrypRjwy/Hl5eTFmzBjHbNTTp0+TmJiojrsDwMPDgz179gAwceJENaISl6QAKSIicolLO7eOHDmShoaGyzq35ufn09LSQlhYGL6+vkNSU0NDA6+//jo9PT386Ec/uq4AO27cOObNm0dwcDCtra2cO3eOiooKmpubMZlM+Pv709jYyMSJE0lKSmLKlCmD+JPIcDFq1Ci6u7s5c+YMbW1t2O12/bsfINnZ2dhsNiIiIoiMjDS6HJEBp9ZbIiIiV+Hh4UFycjJJSUkcO3aM7Oxsampq6O3tZf/+/Rw4cIC4uDjmzZs36GfIPvroIywWC8nJyTe81TAlJYWUlBROnDjBhQsXuP/++x3PzZs3b6BKFSeyePFiKisrqaurIysri9jYWJ3ZGwBeXl5YLBZ6e3uNLkVkUJjsdrvd6CJEREScwalTp8jJyaGiouKyx6dMmUJaWhpRUVEDfs2Ojg7Wr19PZ2cn//RP/8SoUaNu+j3Hjh3Ll19+yZtvvnnV5729vfnDH/5w09eR4a++vp5XXnkFi8XCyJEjefLJJ9VA6SZt2LCBlpYWEhMTWbZsmdHliAw4rUCKiIhco8mTJzN58mQaGhrYu3cvhw8fxmazcfLkSU6ePEl4eDjp6elMmzZtwM6Tffnll1gsFpKSkgYkPH7dD3/4Q4KDgy97TGfh3Mfo0aO58847+fTTT2lpaWHbtm2sXr3a6LKcWv9sTa1AiqtSgBQREblOoaGh3H///SxevJicnBwOHDhAT08P58+fZ+vWrXz55ZekpaXd9KD2jo4Odu3aRW9vLykpKQP4E/zNtGnTCAkJGbLznDL8zJo1i+PHj1NeXk5paSlFRUUkJiYaXZbT6j+jrAAprkofMYqIiNygwMBA7rrrLtavX8/ChQsJCAgAoLm5me3bt7Nhwwa++uorOjs7b+j9c3NzaWlpYcqUKZfNfRQZaCtWrHD897t9+3YaGxsNrsh5KUCKq1OAFBERuUm+vr7Mnz+fdevWce+99zq2mnZ0dLBnzx42bNjAp59+SlNT03W9b//21SVLlgxG2QB0dXVhs9no6OhwfHV3dw/a9WR48vPzY+XKlUBf8Nm8eTNWq9XgqpyTAqS4Om1hFRERGSAeHh6kpKSQnJx8RefWgoICCgsLr7lza25uLnV1dQQFBQ3q6uP//t//+4rHEhISWLdu3aBdU4anSZMmkZaWRk5ODrW1tezevZvFixcbXZbTUYAUV6cAKSIiMsBMJhNxcXHExcVd1rnVZrNx5MgRjhw5QmRkJOnp6d84J65/dMdgrj4C/PSnPyU0NPSyx/q3Mor7ueOOOzh+/Dh1dXVkZ2cTHR3NpEmTjC7LqShAiqtTgBQRERlE/Z1b6+rqyMnJ4dChQ9hsNiorK6msrGTs2LGkpaURHx/v6H5aXl7OhQsXGDly5IA3z2loaGDs2LGOX0dGRl72a3FvHh4erFq1yjHaY8uWLTz55JM3PH/UHfUHSIvFYnAlIoNDZyBFRESGQFhYGCtWrGDdunXMmTMHb29vAM6dO8f777/PCy+8QH5+PhaLhY8++oje3l4yMjIGvI6PP/54wN9TXMvo0aO5++67AWhra+ODDz4wuCLnohVIcXUKkCIiIkPo651bR4wYAUBjYyPbt2/n17/+NaWlpXh5eQ346mNLSwsVFRUD+p7impKTk4mJiQH6VsQPHDhgcEXOQwFSXJ22sIqIiBigv3NrWloaxcXF5OTk0NjYyMWLF7FarZjNZnbs2MGiRYsIDAwckGt+9NFH2Gy2yx47cuQINTU1V7x25syZNzXDUpzfihUreOmll2hra2P79u1MmTKFkJAQo8sa9hQgxdXpbwYREREDeXp6kpKSQlJSEqWlpWzbto2Ojg5sNhv5+fkUFhYSFRXFfffdd0Wzm+vR1dVFRUUFJpPpssffeuutq75+w4YNBAUF3fD1xPn1j/Z4/fXXsVgsbN68mUcffRQPDw+jSxvW+gMk9IXIS38t4goUIEVERIYBs9nMtGnTmDZtGqWlpXzwwQecPHkSi8VCWVkZx48fJyIigsWLFxMVFXXd7//FF1/Q09ODh4cH586dY9GiRSxatGgQfhJxJZMmTSI9PZ3s7Gxqa2vZtWvXoHcGdnYKkOLqFCBFRESGmf4RIHV1dbzzzjscPnwYi8VCVVUV/+///T9uueUWlixZQlxcnKNz67fp7e2lsLAQk8lERESEuq7KdVm4cCEnTpygtraWnJwcYmJiNNrjW3w9QIq4GjXRERERGabCwsJ46qmn+N3vfsfChQvx9/cHoK6ujj//+c/853/+J3l5eVit1m99n/z8fLq7uzGbzaxYsWIoShcX4uHhwerVqx3BaMuWLXR2dhpc1fB16dlhjfIQV2Sy2+12o4sQERGR79bZ2clHH31Ebm4uzc3N9P8VHhAQwMyZM7njjjvw9fUF4PDhw7z88su0tLRQU1NDZGQkcXFx/O53v7viHKTItSgqKuLDDz8EICYmhh/84AcGVzQ8HTt2jHfffReAxx57jDFjxhhckcjA8nj22WefNboIERER+W5eXl5MmzaNxYsXExwczJkzZ+jq6qK3t5eqqiry8vJoamqiurqan//85/j4+DBq1Cigr9vq4sWLB2W2pLiHsWPHUldXR319PQ0NDQQGBjJu3Dijyxp2mpubKSkpAWDGjBlqRiUuR2cgRUREnIynpycLFy5kwYIF7Nu3j+3bt3P27Fl6enr4+OOPycvLY/ny5Y7XBwcHEx0dzYYNG0hLS1OIlBu2fPlyqquraWtr47PPPmPSpEmMHj3a6LKGFZ2BFFenM5AiIiJOymw2M3fuXP7t3/6NZ555hsmTJ3P06FFmz5591dfPmjWLX//610NcpbgSHx8fVq5cCfSd73vvvfe+8wyuu1GAFFenACkiIuIC4uPj+eUvf8mIESO+cUUoMDCQHTt26KZWbsqkSZOYN28e0NfQ6YsvvjC4ouFFAVJcnQKkiIiICzGZTDQ3N1/1ufb2dkJDQykuLlZ3SLkpCxYscDSHycvL48SJEwZXNHyoC6u4OgVIERERF/Lwww9TW1t71eeOHz9OUlISn376KRs3bmTv3r10dXUNcYXiCr4+2mPr1q10dHQYXNXwoBVIcXUKkCIiIi7kF7/4BdHR0Rw4cMCx+mGz2SgrK2PcuHHcd999QN9q5O7du3nuuefYsWMHra2tRpYtTigkJIR77rkHgI6ODt5//32DKxoeFCDF1WmMh4iIiIvx8fEhPz+fzz77DIAvvviCe+65h3feeYdZs2Zxyy230NTURFtbGzabjTNnzrBv3z4uXrxIaGgoI0aMMPgnEGcxZswYx2iPxsZG/P39iYiIMLosQ3l4eLBnzx4AJk6cyOTJk40tSGSAmez9U4hFRETE6bW3t/Pcc89hs9mIiYlhxowZxMfHX/W1lZWVZGdnU1lZednj0dHRpKWl6cZXrkl3dzcvvfQSLS0teHp68thjj7n9aI/f/OY3WCwW0tPTWbx4sdHliAwobWEVERFxIfn5+dhsNgDS09O/MTwCREZG8vDDD/P4448zbdo0zOa+24KKigreeOMNXn31VUpLS9FnzfJtfHx8WL16NSaTSaM9/qp/G6u2sIor0hZWERERF9Hb28uWLVuwWCyMHTuWO+6445q+LyAggPj4eGbMmIHNZuPChQvYbDZaW1s5cuQIhw4dwtPTk/DwcEfIFLnUyJEjsdvtnD59mvb2drq6uoiOjja6LMPk5+fT3d1NWFgYsbGxRpcjMqD0t4CIiIiLKCwsdHRVXbBgwXV/f3BwMPfccw/r169nwYIF+Pv7A3Dx4kU+/vhjdW6VbzV//nzGjx8P9AUodx7t0T/KQyuQ4ooUIEVERFyA1WolOzsbgNDQUGJiYm74vfz8/Lj99ttZv349S5cuJTg4GIC2tjZ2797Nhg0b+Pzzz9W5VS5jNptZuXIl3t7egHuP9tAWVnFlCpAiIiIu4MiRI7S1tQF9Zx9NJtNNv6enpyezZ89m7dq1PPDAA4SHhwPQ09NDbm4uGzdu5C9/+QsNDQ03fS1xDUFBQdx7772Ae4/2UIAUV+ZpdAEiIiJy8/bu3QuAv78/CQkJA/reZrOZ2267jdtuu40TJ06QnZ3NyZMnsdlslJSUUFJSos6t4pCQkMCxY8coLS2lsrKSffv2kZqaanRZQ0oBUlyZAqSIiIiTq6iocKwCpqWl4eHhMWjXmjp1KlOnTuX8+fNkZmZSWlqKzWajoqKCiooKIiIiSEtLIy4ubkBWQcU5LV++nJqaGlpaWvj888+ZPHmyYwXbHShAiivTFlYREREnl5OTA4C3tzcpKSlDcs3w8HBWrlzJ2rVrSUlJcdww19TU8N577/Hiiy9SWFjo9uMc3NWloz1sNhvvvfeeW4UpBUhxZRrjISIi4sTOnj3Lrl27AEhNTb2p5jk3wtfXl5iYGFJSUvDw8KCurg6LxUJnZyfl5eUcOHAAq9XKmDFjHJ0pxT2MHDkSgFOnTtHZ2elWoz0qKiqora3F29ubOXPmGF2OyIDSCqSIiIgTy8rKAvrOKaalpRlWh5+fHwsXLmT9+vXcddddjvDQ1tbGrl27HJ1b+xv9iHuYN2+eY7RHQUGB24z20AqkuDIFSBERESfV1NREaWkpADNmzGDEiBEGV9R34zxnzhyefvppVqxY4Tj31t3dTW5uLhs2bGDbtm3q3Oom3HW0hwKkuDIFSBERESfVv/oIGLr6eDVms5kZM2bw+OOP88Mf/tDRndVms1FcXMwLL7zA22+/zenTp40tVAZdUFAQy5cvB9xntIcCpLgyHUYQERFxQu3t7RQVFQEQGxvL6NGjDa7om0VHRxMdHU1tbS179+7l2LFj2O12ysvLKS8vZ/z48aSnpxMbG6vOrS4qPj6ehIQESkpKqKysJC8vz6XPBvYHSOgLkZf+WsTZaQVSRETECeXl5WGz2QCYP3++wdVcmzFjxrB69WrWrl1LcnKyo6nOmTNnePfdd3nppZcoKipS51YXde+99xIcHAzAzp07OX/+vMEVDZ6vB0gRV6IAKSIi4mR6e3vJz88HYOLEiYwbN87giq5PSEgI9913H8888wzz58/H19cXgPr6ej788EM2btxIdnY23d3dBlcqA8nb25vVq1djNptdfrTHpR2HLRaLgZWIDDyN8RAREXEy+fn5lJeXA7B06dJhvX3123h5eTFlyhRSU1Px9/envr6e7u5uenp6qKyspKCggM7OTsLDwx1NWMS5BQYGYjabOXnyJJ2dnXR0dAz56JmhUF9f72hwlZKSgr+/v8EViQwcrUCKiIg4EavVSk5ODgChoaEucfPd37n1qaee4v777ycsLAzo69yak5PDxo0b2bZtGxcvXjS4UhkIGRkZjtEehYWFVFRUGFzRwNMWVnFlCpAiIiJO5NChQ45Ziunp6S7VdMZsNpOQkMATTzxxWedWq9VKcXExmzZt4p133qG6utrYQuWmmEymK0Z7tLa2GlzVwFKAFFemACkiIuIk7Ha7Y3SHv78/CQkJBlc0eKKjo/nRj37EY489RlxcnCMol5WV8dprr/Haa69RVlaG3W43uFK5EZeO9ujq6mLLli0u9e9SAVJcmc5AioiIOImKigpH85wFCxYwadIkgysafAEBAUybNo2EhAQsFgt1dXXY7XZaWlo4fPgwR44cwcvLi7CwMMxmfS7uTG655RZaWlqora2lubkZLy8vJk6caHRZA6Kjo4PCwkKgb4SJs55TFrka/UkrIiLiJLKzs4G+bpYpKSkGVzO0+ju3rl+/noyMjCs6t/7+979X51YndPfddztGe+zatYtz584ZXNHA0AqkuDIFSBERESdw9uxZqqqqAJg1axY+Pj4GV2SMESNGsGjRItatW8edd97JyJEjAWhtbeWLL75gw4YNfPHFF45zojK8fX20x+bNm10icGmMh7gybWEVERFxAp9++in19fWYzWZWr17t9mMtPD09mTBhAqmpqYSEhNDY2Eh7eztWq5Xq6mry8/Npamrilltuwc/Pz+hy5VsEBgbi6elJZWUlXV1dtGFPy5wAACAASURBVLW1ERsba3RZN+XSbslTp04lIiLC4IpEBo7nd79EREREjFRfX8+xY8cAmDFjBiNGjDC4ouHDbDYzc+ZMZs6cSXl5OdnZ2VRVVWG1WikqKqKoqIjY2FjmzZunm/hhLC0tjfLycqqqqigqKiIuLo7o6Gijy7ph2sIqrkxbWEVERIa5/pUM6LvRlquLiYnhxz/+MY8++ii33nrrZZ1bX331VUfnVhl++kd79J9tdfbRHpfuEFCAFFejACkiIjKMtbe3c/DgQQBiY2PVzfEaRERE8P3vf5+f//znJCYm4uHhAUB1dTXvvPMOL730EsXFxVitVoMrlUsFBgbywAMPAK4x2qP/HKQCpLganYEUEREZxvbu3etonvPAAw8QGBhocEXOw8/Pj9jYWJKTkzGZTNTV1WG1Wuno6KCsrIyioiLsdjthYWGXNT0R44SGhtLa2sq5c+dobm7G09PTaUd75OXlYbFYGDt2rFNvxxX5Oq1AioiIDFPd3d0UFBQAMHHiRMaNG2dwRc5pxIgRLF68mPXr17NkyRJHCG9tbWXnzp2Ozq3t7e0GVyrQN9ojNDQUgN27dzvtaA+tQIqrUoAUEREZpgoLC+np6QEgPT3d4Gqcn4+PD2lpaTz99NMsW7aMW265BegL6tnZ2WzYsIGPPvqIxsZGgyt1b15eXqxateqy0R79vw+cSX8jHQVIcTUKkCIiIsOQ1WolNzcX6NvWpy1wA8fDw4PExESeeOIJ1qxZw4QJE4C+/88PHDjApk2bePfdd6mpqTG4UvcVHh7OokWLAGhqamL79u0GV3T9FCDFVWnDv4iIyDB06NAh2traAMjIyHB0FJWBYzKZiI2NJTY2lpqaGjIzMykrK8Nut3Ps2DGOHTvGpEmTSEtLIyYmxuhy3c7cuXMpKyujqqqK4uJioqOjiY+PN7qsa6YAKa5KK5AiIiLDjN1uJysrC4CAgABuu+02gytyfREREaxZs4a1a9de1rn19OnTvP3227z88sscPHgQm81mcKXu4+ujPbZt20Zzc7PBVV07BUhxVQqQIiIiw0x5eTkNDQ1A3ypMf5iRwTdq1CiWLVvGunXrSE9Px8fHB4C6ujo++OADfv/735Obm6tQMEQuHe3R09PDli1bnCbEK0CKq9IYDxERkWHmww8/pKWlBW9vbx588EGNmDDA/9/enX9Vfed3HH/ee9lFRVCuSwyLYARJFNlB1GTc9RxNNHY6OZmTZtomPdWM+HN/yF8g1niSSds5M80kndYlMW3UaFKN4gVBlIAKARRwiwKiyHZZ7tIfKN/oZEMFvnB5Pc7JOc5E7veFGrlvPt/v6x0QEEBsbCxpaWkEBQXR3NxMb28vPT09XLlyhbNnz9Lb20tkZORDS+Nl6EVERNDR0cGtW7doa2vDz8+PqKgos2P9rOrqapqbmwkMDCQ9Pd3sOCJDRieQIiIio8i3337L9evXAUhLSzNOwMQcgYGB5OTkGM2tA+sluru7KSgoYNeuXXz22Wdqbh1mq1atMn7tv/rqqzGx2mPgBNLlcpmcRGRoaYAUEREZRU6dOgWA1WolKyvL5DQyYKC59R//8R8fam51uVycO3eOd955h3379nH79m2Tk/qmsbjaQ7ewiq/SACkiIjJK3Llzh+rqagAWLlzIhAkTTE4kf2mgufX111/n9ddfN9pZvV4vlZWVvP/++/z7v/87ly9fNjmp77Hb7axYsQLoX+1x6NAhkxP9NA2Q4qv0UIWIiMgoUVhYaPw4NzfXxCQyGLNnz+av//qvuXv3LgUFBVy4cAG3201DQwMNDQ1ERkaSk5NDUlISVqu+Zz8UMjMzqa2tpa6ujoqKCp555plRu9pDA6T4Kv1tJiIiMgp0dnZSXl4OQEJCAmFhYSYnksEKDw9nw4YNbN++nezs7IeaWz/55BN2796t5tYhtGnTJkJCQoDRvdpjYIAEDZHiWzRAioiIjAJFRUXGeoLFixebnEYeR2hoKCtWrCAvL4/ly5cTGhoKwP379zl27Bg7d+7kxIkTOJ1Ok5OObSEhIWNitYcGSPFVWuMhIiJisp6eHg4cOIDb7SYqKkq3r45xfn5+PP3002RkZDB58mTu3r1LV1cXLpeLq1evUlxcTFtbG9OmTSM4ONjsuGNSeHg4TqeTmzdv0tbWhsViITo62uxYD2lsbKSmpgaAjIwMNSqLz9AzkCIiIiYrLS01GiWzs7NNTiNDxWazsWjRIpKTk/nmm28oLCzkxo0bRnPr+fPnSUhIIDc3l+nTp5sdd8xZvnw5V65coaWlhVOnThEfH8+sWbPMjmXQCaT4Kt3CKiIiYiK3222U50RERBitnuI7LBYLCQkJ/OY3v+G111770ebW2tpak5OOLQ+u9vB6vezdu5eenh6zYxk0QIqv0gmkiIiIiSoqKujq6gLUvDoeREVFERUVRUtLi9Hc6vF4jOZWu91Odna2mlsHyW63s2rVKo4cOUJbWxuffvopW7ZsMTsWoAFSfJf+ZhIRETGJ1+vF4XAA/QUsSUlJJieSkRIREcHGjRvZvn07mZmZxvNxjY2NRnPrmTNnNHgMQnp6OrGxsQBUVVUZbcZm0wApvkoDpIiIiElqampoaWkBICcnB5vNZnIiGWkTJ05k1apV5OXl8cILLzzU3Hr06FHy8/PV3DoID672OHTo0KhY7aEBUnyVBkgRERGTnDx5EoCAgABSUlJMTiNmCgwMJDc3l+3bt7Nu3TrCw8MBcDqdnDp1ivz8fA4fPkxra6vJSUenB1d79PX1jYrVHn5+3z0p5nK5TEwiMrS0xkNERMQE169fp6CgAOhvXo2LizM5kYwGVquVmTNnkp6eTmRkJPfv36e9vR2Px8O3337L2bNnaW5uJiIiwjitlH7h4eF0d3cbqz0AYmJiTMvT19dHcXExAPHx8WraFZ+hEh0RERETDDz7aLVaycjIMDmNjDYWi4XExEQSExNpaGjA4XBw+fJlPB4Ply5d4tKlS8TExJCTk8OcOXPMjjtqrFixgvr6epqamigoKGDu3LmmrfbQLaziq3QLq4iIyAi7c+cO1dXVACxatIgJEyaYnEhGs+joaF555RW2bt3KggULjHbW+vp6PvzwQ95//30uXrxo+i2bo4HNZuPll1/Gz8/P9NUeGiDFV2mAFBERGWEDp48Wi4WcnByT08hY8WBza1ZWFgEBAQDcvn2bAwcO8M4771BSUjLun7ebOnUqK1euBDBWe5hh4PcHNECKb9EAKSIiMoI6OzupqKgAICEhgbCwMJMTyVgzceJEVq5caTS3Dpxgt7a2cuTIEfLz8/nqq6/GdXNrWloac+fOBfpXe3z99dem5Bgo0tEAKb5EA6SIiMgIKiwsNG411OmjPImgoCCjuXX9+vVGc2tXVxcnT54c982tGzduNFZ7HD58mHv37o14hoHbWDVAii/RACkiIjJCenp6KC0tBSAqKoqZM2eanEh8gZ+fHykpKWzdupWXX37ZKI3p6+vj7NmzvPPOOxw4cIDGxkaTk46s4ODgh1Z77N27F7fbPaIZdAIpvkhrPEREREZIcXExtbW1AA+dGIkMBYvFwrRp01i0aBFRUVF0dnZy9+5dvF4vTU1NlJaWcv36dSZOnMiUKVPMjjsiwsPD6enp4caNG3R0dOD1ekd0tUdpaSlOp5OpU6eSmJg4YtcVGU5a4yEiIjIC3G43hYWFQH8ZivY+ynCKiYkhJiaGpqYmHA6H0dJaV1dHXV0dM2bMIDs7m8TERKPV1VctX76curo6Y7XHnDlziIqKGpFr6xZW8UW+/TeGiIjIKFFeXk5XVxcAubm5JqeR8SIyMpIXX3yRt956i4yMDGOguXXrFgcOHGDPnj0+39z64GoPgP37949YwZAGSPFFGiBFRESGmdfrNU4fQ0NDSUpKMjmRjDeTJ09m9erV7Nixg2XLlhnlMvfu3ePIkSPs3LnTp5tbp06dyurVqwHo6Ojg4MGDI3JdDZDiizRAioiIDLPq6mpaWloAyM7OxmazmZxIxqugoCCWLl1KXl4ea9euNZ6FdDqdnDx5kp07d3LkyBHu379vctKhl5KSYqz2qKmpoaysbNivqQFSfJEGSBERkWF26tQpoP/Ne2pqqslpRPrbQdPS0ti6dSubN29mxowZALhcLkpKSti9ezcHDhygqanJ5KRDa+PGjYSGhgJw5MiRYV/tMTBA+vItwjL+aIAUEREZRlevXuXWrVtA/3LzgTeUIqOB1Wpl/vz5/P3f/z2//vWvmTNnDgAej4eLFy/y3nvv8ac//Ym6ujqTkw6N4OBgNm/eDIzMag+dQIovUguriIjIMBp49tFqtZKRkWFyGpEf92Bza0FBAZWVld9rbs3JySEhIWFMN7dGRUWRk5ODw+Hg9u3bnDhxguXLlw/LtTRAii8au//1i4iIjHJ37tyhpqYGgOTkZCZMmGByIpGfFxkZyaZNm3jrrbdIT0832ktv3brF/v372bNnD2fPnh3Tt2U+//zzTJ8+HQCHw8HVq1eH5ToaIMUXaYAUEREZJqdPnwb6F7wvXrzY5DQij2by5MmsWbPGaG4NDg4G+ptbDx8+TH5+PidPnqS7u9vkpI/OZrOxZcsWY8AbrtUeGiDFF2mAFBERGQbt7e1cuHABgISEBMLCwkxOJPJ4goODWbp0KTt27GDNmjVGc2tXVxdfffUVO3fu5PPPPx9zza1TpkxhzZo1wPCt9njwmWcNkeIrNECKiIgMg6KiIjweDwBLliwxOY3Ik/Pz8yM9PZ2tW7eyadMm4xbQvr4+iouL2b17Nx9//PGYam5NTk5+aLVHaWnpkL6+BkjxRRogRUREhlhPTw/nzp0DIDo6GrvdbnIikaFjtVpJSkrijTfe4NVXXyU2Nhbob269cOEC7733Hh999BH19fUmJx2cB1d7HD16lDt37gzZaw88Pwpa5SG+QwOkiIjIECspKaG3txeAnJwck9OIDJ/Y2FheffVV3nzzTZKSkox21suXL/PBBx/wr//6r1RWVuL1ek1O+uMeXO3hcrnYt2/fkK320Amk+CLb22+//bbZIURERHyF2+1m37599PX1YbfbWblypdmRRIZdaGgoiYmJLFy4EI/HQ2NjIx6Ph/b2diorK7lw4QI2m43IyMhRuQIkLCwMt9vNtWvX6OzspK+vz9iJ+STu3bvHpUuXgP7bZQdOOkXGstH3X7CIiMgY9vXXX9PV1QVAdna2yWlERtaDza1Lly4lJCQEgLt373Lo0CF27dpFQUHBqGxuXbZsmfFcZ1FR0ZCs9tAJpPgiDZAiIiJDxOv1Gqs7QkNDmT9/vsmJRMwRHBzMsmXLyMvLY82aNUYLcWdnJ8ePHyc/P5+jR4/S3t5uctLvDMdqDw2Q4os0QIqIiAyRqqoqWltbAVi8eDE2m83kRCLmGmhu3bZt20PNrb29vZw5c4Zdu3Zx8ODBUdPcOmXKFNauXQsMzWoPDZDii/x+/qeIiIjIYAycPgYFBbFo0SKT04iMHgPNrUlJSVy5cgWHw0F9fT0ej4fy8nLKy8uJj48nOzub6OhoU7MuXLiQmpoaqqqqqKmp4ezZs6SlpT3Wa6mFVXyRBkgREZEh0NDQwK1btwBIT09/6ORBRL4zZ84c5syZQ2NjIwUFBVRVVeHxeKitraW2tpZZs2aRk5PDvHnzsFgspmTcsGEDN2/epK2tjWPHjhETE8PUqVMf+XV0Aim+SLewioiIDAGHwwH0n7RkZmaanEZk9LPb7WzevJlt27aRlpZmDFs3b95k79697Nmzh9LS0iFbqfEoAgMD2bJlCxaL5YlWe2iAFF+kNR4iIiJP6M6dOxw9ehSA1NRUEhMTTU4kMnYEBQURHx9PamoqNpuNpqYmXC4XTqeT2tpazp8/j8vlwm63P3RL6HCbNGnSQ6s9ent7iYuLe+TXGbi1PTo6mtmzZw91TJERpxNIERGRJ1RQUACAxWLR6g6RxxQcHMzzzz/Pjh07WL16NZMnTwb6y2xOnDhhSnPrg6s9zpw5w5UrVx7p4wMCAowf6wRSfIUGSBERkSfQ3t7OxYsXAUhMTDTWFYjI4/Hz8yMjI4O33nqLF198EbvdDjzc3PrJJ5/Q0tIy7FmsVutDqz0+/vhjY8/rYA2cmmqAFF+hAVJEROQJFBUV4fF4AMjNzTU5jYjvsFqtPPfcc7z55pu88sorRjurx+OhoqKCPXv28B//8R80NDQMa44pU6awfv16ALq6ujhw4MAjfbwGSPE1amEVERF5TD09PZSWlgIQExNjnJSIyNCKi4sjLi6O27dvG82tXq/XaG596qmnyM7OHrbm1ueee45vvvmGqqoq6urqKCkpIT09fVAf6+/vT3d3twZI8RkaIEVERB5TcXGx8aYwJyfH5DQivm/69Om8/PLLtLa2cvr0acrLy3G5XNy4cYO9e/cSERFBVlYWCxcuxGazDem1H1ztcfToUaKiogb1TaOB2181QIqv0C2sIiIij8HtdlNcXAz0ryOYM2eOyYlExo+wsDDWr1/Pjh07yM3NJSgoCICWlhY+++wzdu3axenTp+np6Rmyaz642sPj8Qx6tYcGSPE1WuMhIiLyGMrKyrh06RIAq1evJjIy0uREIuOPv78/MTExZGRkEBwcTHNzMz09PfT29lJfX8/Zs2dxOp3Y7faHGlEf16RJk/B6vVy9ehWn00l3dzfx8fE/+THl5eW0tbUxefJkFixY8MQZRMymE0gREZFH5PF4jN1uoaGh2vsoYjJ/f3+ysrL47W9/y8aNG41v6PT09FBYWEh+fj6ffvrpkDS3LlmyhKeeegqAkpKSn13toRNI8TUaIEVERB5RdXU1ra2tQH/zqtWqL6cio4HVamXBggX8wz/8A6+88gpRUVFA/zd9vv76a/bs2cOf//xnrl279kTX2Lx5s3Gi+XOrPTRAiq/RVzwREZFHVFBQAEBQUBDJyckmpxGRHxIXF8drr73GG2+8QWJiotHOWlNTwx/+8Ad+//vfU11djdfrfeTXnjx5Mhs2bAB+frXHwADpcrke47MQGX30DKSIiMgjaGhoMG5fzcnJUXmOyCgXGhrK/Pnzee6553C73TQ1NeHxeGhra+PixYtcvHgRf39/IiMjH+lugmnTptHa2kpjYyP37t0jMDCQ2bNnf+/n1dbWcvv2bfz9/cnMzBzKT03EFDqBFBEReQSFhYVA/6lCRkaGyWlEZLCmTJnCunXr2L59+/eaW//7v/+bXbt24XA4Hqm5de3atYSFhQHw5Zdf0tjY+L2fo1tYxddogBQRERmkxsZGamtrAVi4cCHBwcEmJxKRRzVhwgReeOEFduzYwcqVK5k0aRIAHR0dfPnll+Tn5/PFF1/Q0dHxs68VEBDwvdUefzkoaoAUX6NbWEVERAbpiy++oLGxEYvFwubNm40TDBEZe2w2G7NnzyYjI4Pw8HDu3r1LZ2cnbreb69evU1JSQmtrK9OmTfvJbxZNnDgRi8VCQ0MDTqcTp9PJ3LlzjX9//fp1rl69isfjYdmyZSPwmYkMLz+zA4iIiIwF7e3tXLx4EYD58+cbt62JyNg20Ny6YMECampqKCws5OrVq7jdbsrKyigrK+OZZ54hNzeXWbNm/eBrLF68mNraWm7cuEFpaSlz58419kMOnEBC/ynkg/9bZCzSLawiIiKDUFhYiMfjAfrfLIqI75k7dy6vvfYaf/u3f8u8efOM5tbq6mr+7d/+jT/84Q8/2Nz6Q6s92tvbAfDz++68Rk2s4gs0QIqIiPwMp9PJuXPnAIiNjcVut5ucSESG06xZs/irv/ortm3bxqJFi7DZbABcu3aN//zP/+Tdd9+lrKwMt9ttfMyDqz26u7vZv38/Xq/3eyeQImOdnoEUERH5GUVFRVy5cgWA9evXM2XKFJMTichICA4O5plnniElJQWLxUJzczMul4uuri6qq6spKyvD4/Fgt9vx8/Nj2rRp3L9/n9u3b3P//n0CAgIIDg6mqqoKgNTUVEJCQkz+rESejE4gRUREfoLb7aa4uBgAu91ObGysyYlEZKRNmDCB5cuXs337dlasWMHEiROB/mejB5pbv/zySzo7O1mzZo3xjPT//u//PtTmqhNI8QUW71/exC0iIiKG0tJSDh06BMCmTZtISkoyOZGImM3tdnPhwgUKCwtpbm42/n+bzcZzzz3H3Llz2bdvHx6Ph6CgIJxOJxaLhddff53Zs2ebmFzkyamFVURE5Ed4PB4cDgcAYWFhJCYmmpxIREYDm83GwoULWbhwITU1NZw+fZrr168/1Nw6YcIE7t27R29vL06nk8mTJ+sEUnyCBkgREZEfUVVVRWtrKwBZWVlYrXryQ0QeNnfuXObOncvNmzcpKCiguroagM7OTtra2vB4PPT19REYGKgBUnyCvhKKiIj8iIKCAgCCgoJITk42OY2IjGazZs3il7/8Jdu2bSM5ORmbzcaUKVNwu9243W6am5upqKgw1gGJjFV6BlJEROQH1NfX88EHHwCwbNkyli5danIiERlLOjo6OHPmDCdOnODWrVtYLBYCAgKIj48nMzOTlJQUAgMDzY4p8sg0QIqIiPyADz/8kCtXruDv709eXh7BwcFmRxKRMeju3bv80z/9Ez09PVitVsLCwggNDSUoKIjU1FQyMzOZMGGC2TFFBk3PQIqIiPyFxsZGY+9jcnKyhkcReWyhoaFERkbS1NSEv78/TqfTOHk8ffo0RUVFLFiwgMWLF2vHrIwJGiBFRET+wkDzqsViYfHixSanEZGxLCAgAIvFQnh4OL29vUyYMAE/Pz+mT5/OjRs3cLvdnD9/nrKyMubNm0dOTg6zZs0yO7bIj9IAKSIi8oD29nYuXboEwPz5842F4SIij8vPr/8t99NPP82tW7dwuVxMmzaNlStX4nA4qK6uxuv1UlVVRVVVFVFRUeTk5BAfH29ycpHv0wApIiLygNOnTxstiTp9FJGh4Ofnh8vl4qmnnsLf359r165RVlZGXFwcv/zlL7l79y4FBQVcuHABt9vN1atXuXr1KpGRkWRnZ/Pss89qjZCMGvqTKCIi8v+cTidlZWUAxMbGYrfbTU4kIr7A398fAJfLxebNmwkKCgLg008/pb29nfDwcDZs2MD27dvJzs42npFsamri4MGD7N69mzNnzmiPpIwKGiBFRET+X0lJifEGLScnx+Q0IuIrBgbIvr4+Jk6cyEsvvQRAb28v+/fvZ2ApQmhoKCtWrCAvL4/ly5cTGhoKwP379zl69Cg7d+7k+PHjdHZ2mvOJiAC2t99++22zQ4iIiJjN7Xazd+9eXC4XdrudFStWmB1JRHxEWVkZnZ2dTJkyhaSkJCIiIujs7OTbb7/l/v37WK1WoqKijJ/v5+fH008/TUZGBmFhYbS0tNDV1YXL5eLatWuUlJTQ3t7OtGnT1BItI07PQIqIiADnz5+nu7sbgNzcXJPTiIgvefAEcsDKlSupr6+npaWFkydPEh8fz4wZMx76OJvNRnJyMgsXLqS6uhqHw8GNGzdwuVyUlpZy7tw5EhISyM3NZfr06SP6Ocn4pVtYRURk3PN4PBQWFgIQFhZGQkKCyYlExJf80ADp7+/Pyy+/jNVqxePxsHfvXnp7e3/w4y0WC/PmzeM3v/kNf/M3f8PcuXMB8Hq9VFZW8v777/PHP/6Ry5cvD/8nI+OeTiBFRGTcq6yspLW1FYDs7Gy1HYrIkHqwROdBdrud5cuXc+zYMVpbWzl8+DAbN278ydd6+umnefrpp2lpaeH06dNUVFTg8XjU3CojRn+qRERk3Dt9+jQAQUFBLFq0yOQ0IuJrfugEckBWVhaxsbEAlJeXU1lZOajXjIiIYMOGDeTl5ZGVlfW95tZ//ud/pqioSM2tMuQ0QIqIyLhWV1dHY2MjAJmZmdhsNpMTiYiv+akBEmDTpk0Prfa4f//+oF87NDSUlStXkpeXxy9+8QujubWtrY1jx46Rn5/P8ePHcTqdT/hZiPTTACkiIuOaw+EA+t/gpaenm5xGRHzRzw2QISEh31vt4fF4HukagYGBLF68mO3bt7N+/XoiIiKA/v22BQUF7Ny5k88++8y4XV/kcWmNh4iIjFuNjY188cUXAKSlpak8R0SGRUNDA9evXwd+vOU5IiKCrq4uvv32W9ra2rBarURHRz/ytaxWKzNnziQtLQ273U5rayvt7e14PB5u3bpFSUkJTU1NREREGKeVIo9CJToiIjJuDTz7aLVaycnJMTmNiPiqnzuBHLBixQrq6uqM1R5xcXHMmjXrsa5psVhISEggISGBhoYGCgsLqa2tNZpbKysriYmJITs7m7i4uMe6hoxPuoVVRETGpfb2di5dugTA/PnzmThxosmJRMRXDQyQ8NND5IOrPbxeL3v37qWnp+eJrx8dHc2vfvUrtm7dynPPPWe0s9bX1/PRRx/xu9/9zmhzFfk5uoVVRETGpePHj3Pz5k0AXnrpJd3KJSLD5tatW8aOxqysrIcGyr8UGhpKYGAgV65coaenh7a2tiG7vT4kJISEhAQWLVqE1+ulqakJt9tNZ2cn33zzDeXl5VgsFqZPn64VIPKj9CdDRETGHafTSVlZGQBxcXHY7XaTE4mILxvsCeSAzMxMY7VHRUXFoFd7DNbEiRNZtWoVeXl5PP/888Y30O7fv8/nn3/Ozp07+eqrr9TcKj9IA6SIiIw7xcXFxpu47Oxsk9OIiK971AES+ld7hISEAI++2mOwgoKCWLJkidHcGh4eDvR/k+3kyZPk5+dz+PBhNbfKQzRAiojIuNLX10dxcTEAdrudmJgYkxOJiK97nAFyKFZ7DJbNZiMlJYWtW7eyZcsWo7inr6+Ps2fP8s4777B//35jZ66Mb3oGUkRExpVz587xzTffALB27VqmTZtmciIR8XX379+noqICgAULFjB58uRBfVx4eDhOp5ObN2/S1taGxWJ5rNUeg2WxWJg2k7BVggAACr9JREFUbRqLFi0iOjqarq4u7t69i9frpbm5mdLSUq5du8bEiROZMmXKsOWQ0U1rPEREZNzweDwUFRUBEBYWxrx580xOJCLjweOcQA5YuXIlDQ0NNDU1cerUKeLj4x97tcejiI6OJjo6mqamJhwOBxcvXsTj8VBfX099fT3Tp08nJyeHxMREFe6MM/rdFhGRcaOystJ4licnJ0dvekRkRPj5fXdm43K5HuljbTYbL7/8Mn5+fkO62mOwIiMjefHFF9m+fTuZmZnGMHz79m0OHDjAO++8Q0lJySN/XjJ26RZWEREZNz7++GM6OzuNZ4s0QIrISOju7ubs2bMAzJs3j8jIyEf6+JCQEIKCgrh8+TI9PT20tLQwf/784Yj6owIDA4mLiyMtLY2AgACam5vp6+uju7uby5cvc+7cOfr6+rDb7T+5pkTGPn3lFBGRcaGurs4ogMjMzMRms5mcSETGiye5hXVAenq6sdqjqqqK8vLyIcn2qB5sbl23bp3xLGRXVxcnT55k586dHDlyZFhaY2V00AApIiLjgsPhAPrfyKWmppqcRkTGk6EYIOHh1R6HDh3i3r17T5ztcfn5+ZGamsrWrVvZvHkzM2fOBPpv0S0pKWH37t0cOHBAza0+SAOkiIj4vMbGRurq6gBISUkhODjY5EQiMp4M1QD54GqPvr4+9u7di9vtfuJ8T8JqtTJ//nz+7u/+jl//+tfMmTMH6C8tu3jxIr/73e/405/+ZPwdLGOfWlhFRMTnFRQUAP1vdLKzs01OIyLjTUBAgPHjJxkgAebMmUNWVhZFRUXcvn2bU6dO8fzzzz9pxCERExNDTEwMTU1NnD59mkuXLuHxeKirq6Ourk7NrT5Cv3MiIuLTWltbqaysBODZZ59l4sSJJicSkfFooIn1SQdIgF/84hdGEc+pU6e4efPmE7/mUIqMjOSll17irbfeIj09/XvNrXv27FFz6ximAVJERHxaYWEhXq8XgMWLF5ucRkTGq6EcIB9c7QGM+GqPwZo8eTJr1qwhLy+PZcuWGc9v3rt3jyNHjrBz505OnjyJ0+k0Oak8Cg2QIiLis5xOJ19//TUA8fHxTJ061eREIjJeDZzCDcUACTB16lRWrVoFQFtbG59++umQvO5wCA4OZunSpeTl5bF27VqjudXpdPLVV1+puXWM0QApIiI+q7i42HizpmcfRcRMQz1AAqSmpjJ37lygf7VHWVnZkL32cPDz8yMtLY2tW7eyadMmpk+fDny/ubWpqcnkpPJTNECKiIhP6uvro7i4GIAZM2YQHR1tbiARGdeGY4AE2LhxI6GhoQAcOXLE1NUeg2W1WklKSuKNN97g1VdfNfZbDjS3vvfee3z44YfU19ebnFR+iAZIERHxSWVlZXR3dwOQm5trchoRGe+Ga4AMDg5m8+bNxmuPhtUejyI2NpZXX32VN998k6SkJKOd9cqVK3zwwQf8y7/8i9HmKqOD7e23337b7BAiIiJDyePx8F//9V/09vYSFhbG2rVrsVgsZscSkXHs4sWLtLa2EhoaSnJy8pC+dlhYGH19fVy/fp2Ojg7cbrdxqjdWhIaGkpiYyMKFC/F4PDQ2NuLxeOjo6KCyspILFy5gtVqx2+1aAWIy/eqLiIjPuXTpEh0dHQDk5OTozYaImG7gBHK4Vle88MILxmoPh8PB1atXh+U6w22guXXHjh0sXbqU4OBgoL+59fDhw+Tn53Pq1CnjDhMZefqKKiIiPsfhcAAQEhIy5N/pFxF5HMN1C+uAv1ztsX///jG9HiM4OJhly5axY8cO1qxZYzS3dnV1ceLECXbu3Mnnn3+u5lYTaIAUERGfcuXKFRobGwHIyMjAZrOZnEhEZPgHSOhf7bF69WoAOjo6OHjw4LBda6T4+fmRnp5uNLfOmDED+K4obffu3XzyySdqbh1BfmYHEBERGUoDp4/+/v5kZGSYnEZEpN9IDJAAKSkp1NTUGP+cO3eOlJSUYb3mSBhobk1KSqKurg6Hw0FdXR0ej4eKigoqKiqIi4sjJydHrdvDTAOkiIj4jMbGRqP2PSUlhcDAQJMTiYj0G6kBEvpXe7z77rt0dHTw+eefExUVxdSpU4f9uiMlNjaW2NhYGhsbKSgooKqqCo/Hw+XLl7l8+TKzZs0iOzubhIQEFagNA93CKiIiPqOgoADo/051dna2yWlERL4zkgPkg6s9XC4X+/btG1OrPQbLbrezefNmtm3bRlpamvFrfPPmTfbt28eePXs4d+7csBUXjVda4yEiIj6htbWVzz77DIBnn32WBQsWmJxIROQ7N27cMO6QWLx48bC3Q4eFheFyubh+/TqdnZ24XC7mzJkzrNc0S1BQEPHx8aSmpuLn50dzczN9fX04nU5qamo4f/48brcbu91ulAzJ49MJpIiI+ASHw4HX6wUgNzfX5DQiIg8bOB2DkTmFBHj++eeZPn06AIWFhWN2tcdgDTS35uXlsWbNGiZPngxAZ2cnx48fJz8/n2PHjtHe3m5y0rFNA6SIiIx5TqeT8+fPAxAfH+9Tz/qIiG8wY4C02Wxs2bLFuPZYX+0xWAPNrW+99RYvvfQSdrsdgN7eXoqKiti1axcHDx6kpaXF5KRjkwZIEREZ886cOYPH4wHQs48iMiqZMUACTJkyhTVr1gC+s9pjsKxWK88++yxvvvkmr7zyCjExMQB4PB7Ky8vZs2cPH330EQ0NDeYGHWN0E7CIiIxpfX19lJSUADBjxgzVt4vIqGTWAAmQnJxMbW0tVVVV1NTUUFpaSmpq6ohmMFtcXBxxcXFqbh0CGiBFRGRMO3fuHN3d3YCefRSR0cvMARJgw4YN3Lx5k7a2No4ePUp0dPS4vN1/oLm1tbUVh8NBeXk5fX19RnNreHg4WVlZJCcnY7PZzI47KukWVhERGbPcbjcOhwPobxycN2+eyYlERH6Y2QNkYGAgW7ZsAXx7tcdghYWFsW7dOvLy8sjNzSU4OBiAu3fvcujQIXbt2kVBQQE9PT0mJx19tMZDRETGrIsXL1JRUQHA8uXLmTlzpsmJRER+WGdnp1H2NX/+fCIiIkY8w6RJk/B6vVy9epXOzk76+vp8drXHYPn7+xMTE0N6ejohISE0NzfT09NDb28v9fX1nD17ls7OTux2O4GBgWbHHRV0AikiImNWYWEhACEhISxcuNDkNCIiP87sE8gBS5YsMVZ7FBUVceXKFdOyjCb+/v5kZmby29/+lo0bNxrNrT09PZw5c0bNrQ/QACkiImNSbW0tjY2NAGRlZelZFREZ1UbLAPmXqz0+/vhjurq6TMsz2litVhYsWMCbb77Jr371K6KiooCHm1v//Oc/+/xOzZ+iAVJERMakgdPHgIAA0tLSTE4jIvLTRssACf2rPdatWwdAV1cXBw4cMDXPaBUfH89rr73GG2+88VA7a01NDX/84x/5/e9/T1VVFV6v1+SkI0sDpIiIjDnffvutsbcrJSVFz6WIyKg3mgZIgAULFpCQkABAXV2dsQ5Jvm/69Ols2bKFbdu2kZqaip9f/yKLGzdusHfvXt59913Onz8/bkqJNECKiMiYc/r0aaD/VqOsrCyT04iI/LyAgADjx6NhgIT+1R6TJk0C4IsvvuDOnTsmJxrdBk5ud+zYwZIlSwgKCgLgzp07/M///A+7du3C4XD4fHPr/wGBnhakODZFYAAAAABJRU5ErkJggg==</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>il Baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il Circocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>l'Incentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>l'Ortocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210840  -->
  <question type="multichoice">
    <name>
      <text>Punti notevoli del triangolo 8</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/8/8f/IncentroOttusangolo.png" alt="incontro altezze" class="img-responsive atto_image_button_text-bottom" width="400" height="188"><br></p><p>In figura è rappresentato...<br></p>]]></text>
<file name="Baricentro mediane.png" path="/" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAvQAAAI2CAYAAAA//BypAAAABHNCSVQICAgIfAhkiAAAABl0RVh0U29mdHdhcmUAZ25vbWUtc2NyZWVuc2hvdO8Dvz4AACAASURBVHic7N15fJT1vf/91yyZmSSTEJhJ2DIzCQgiQRGIbBE0UFwQu7enx+6n7e93qrVVWx/3475/92lrl9P29CyPu6enp8ee9vTU2p6KUrW11VKJyiaYAi6ALMkEEgiZhDWTzHpd1/1HhFZFZElyzfJ+/oVkljcYkndmPt/P5bAsy0JERERERPKS0+4AIiIiIiJy8VToRURERETymAq9iIiIiEgeU6EXEREREcljKvQiIiIiInlMhV5EREREJI+p0IuIiIiI5DEVehERERGRPKZCLyIiIiKSx1ToRURERETymAq9iIiIiEgeU6EXEREREcljKvQiIiIiInlMhV5EREREJI+p0IuIiIiI5DEVehERERGRPKZCLyIiIiKSx1ToRURERETymAq9iIiIiEgeU6EXEREREcljKvQiIiIiInlMhV5EREREJI+p0IuIiIiI5DEVehERERGRPKZCLyIiIiKSx1ToRURERETymAq9iIiIiEgeU6EXEREREcljbrsDiIiIiAy3P0X7+fe1nTy/7yTH4hkqfC7m1FXy4SUTuXVu0O54IsPKYVmWZXcIERERkeHyny2H+D//s5/pE8v44MIJhIM+TiWyPLf7OL/5Uy8/u2MWN1wVsDumyLBRoRcREZGC8ULbKVb9w3ZumRPk/s/MxO1yvO7jO7sGyBoWsyN+mxKKDD+N3IiIiEjB+P5TnXjdTv7po5e/qcwDNNSW25BKZGTpUKyIiIgUjPWvHmfRtDGMLddrllI8VOhFRESkIJxKGMSTBuFgqd1RREaVCr2IiIiISB5ToRcREZGCUFnqwu9zcbAvYXcUkVGlQi8iIiIFY8mMsWzed5LjA1m7o4iMGhV6ERERKRifuzFEKmvyxQf2kDXevJl7Z9cALx6I25BMZORoD72IiIgUlP9cd4j/86v9XD6xnA8uGk844ONkIsv6V0/weGuMB+64khVXjbM7psiwUaEXERGRgtPafoofru3i+X0nORrPUFnqYm59JR9dMpGVc4J2xxMZVir0IiIiIiJ5TDP0IiIiIiJ5TIVeRERERCSPqdCLiIiIiOQxt90BRERERC5Ea2sr27ZtA2DevHnMmzfP5kQi9tKhWBEREckLg4ODLLr+Rrp64wz6QgCUJQ9RP2ksW9f/AadTgwdSnFToRUREJOcNDg4ybc51DEz7MJ5Jc173sXTnVgJda9izfT1ut4YPpPio0IuIiEjOmz1/CQdq3vemMn9acv/TLCjbzdrfrh7lZCL203tTIiIiktNaW1vp7I2/ZZkH8F22nBf3H2b37t2jmEwkN6jQi4iISE7btm0biddm5s/l+LHjfP/73x+FRCK5RYVeRERECoIFuFwuu2OIjDoVehEREclp8+bNw5foetvbBcaN5bOf/ewoJBLJLSr0IiIikrMsC15NTMZ0uEkf+tNb3i65by1zLq/liiuuGMV0IrlBW25EREQkJx2LZ/j7R6Ps6OgnnUrQ+pM78Mz+GJ7axtfdLnVwM8FDj7LvxU3aRS9FSYVeREREcs6Ojn6+vqadEwMZDBMmVnmYMbiW++//ESeSYFZNA8A80cGc6ZN4/tmnbE4sYh8VehEREckZhmnx389288tN3RiGhWHBslnjaKo5yjNrnwCgbsp0Xmzr4akX+6iqncmP/q93MjtSYXNyEfvocmoiIiKSE47GM3x1dRu7Dw2QNS08bid3rqhl/pRyHvjxGgACwWpWvfu9LOzP8tJPXsXtdNDWk1Chl6KmQi8iIiK2e37fSb79WJT+hIFhWoSDPr54ax0Txnj409bNxONxAJqWLsPhcFJd6cHrdpA1LaKxhM3pReylQi8iIiK2yRoW9z/dxZqtMQzTwrTg5quDfHTJRNwuB6lUktYtmwCoDUWI1E89c9/6mjL2dg8Q7VWhl+KmQi8iIiK2OHIixZcfaqOtJ4FhWpR5Xdx5U5i59X8en9m6eQPpdAoHsKR5xevuHw762Ns9QIdeoZcip0IvIiIio27jnhN8+7EogykTw7SorynlS6siBCs9Z24T7+/n5e2tAEy/ooFgdc3rHiMc9GFZkMyYHDqWYvI476j+GURyhQq9iIiIjJpUxuT7T3Xy+x19Z0Zs3tVYzYcWT8DldLzutpvWr8MwTVxOJ4uXLHvTY4UDPk6v6ovGEir0UrRU6EVERGRUHOxL8pXVbRw8msQwLCpK3dy9MkxDyP+m2/b1xti7eycAV85pxF/x5i02dTWlOBi6mmx7bJBrZ1SN9B9BJCep0IuIiMiI+/2OPr7/ZCeJzNCIzYzJ5dyzMkxVeclZb7++ZS0W4PF4mb/o2rPexlfiJFhZwrF4hmhvcgTTi+Q2FXoREREZMYNpg3/6zQGe3X0cw7TA4eCDiybw3muqcb5hxOa0A9E2ujoPANC4YDFer+8tHz8S8HG0P0N7z+CI5BfJByr0IiIiMiLaegb58kNtHDmRxjAtqspLuPuWMDMmlb/lfSzLZONz6wDw+/3Mntt4zucIBUv5U0c/h46lyBgWJa6z/5AgUshU6EVERGTY/fqFGPf/sYtU1sQwYXakgi/cHMbvc53zfnt27eRoXy8Ai65txu0++0jOaeGgl9MnY9t7Brn8HD8siBQqFXoREREZNgMpg79/NMqWfScxTAuHAz62dBKr5gbf9r7ZbIbNG1oACASruXxmw9veJxwc2nRjWRCNJVXopSip0IuIiMiw2NU1wNfXtBM7OTRiE6ws4Yu31DFlfOl53f/Fba3E43EAmpYuw+Fwvu19Jo/z4XaChaUrxkrRUqEXERGRS2JZ8D+bjvDTZw+TMYZGbOZPHcMdN4Yo9bx9KQdIpZK0btkEQG0oQqR+6nndz+lwEAqWcrA3QZsOxkqRUqEXERGRi3ZyMMvX17Szo6Mfw7RwOx38zbJJrLgqcEGPs3XzBtLpFA5gSfOKC7pvOODlQG+C/UdU6KU4qdCLiIjIRXmlM859D7dxLJ7BMGF8lYd7V9URCr71msmziff38/L2VgCmX9FAsLrmgu4fCviwLIgnDY7FM4zzn/sgrUihUaEXERGRC2KYFg88182DG7sxDAvDguuuGMunl0/G6z6/EZu/tGn9OgzTxOV0snjJsgu+f6S69PSiG6KxhAq9FB0VehERETlvR+MZvrq6jd2HBsiaFh63kztX1LJ4etVFPV5fb4y9u3cCcOWcRvwVFRf8GKffEbAsaI8lmDel8qKyiOQrFXoRERE5L63tp/jGmnb6EwaGaVEb8HLvO+uZMMZz0Y+5vmUtFuDxeJm/6NqLeoxx5SWUe10kMwbRmDbdSPFRoRcREZFzMkyL+5/u4pEtMQzTwrTghtkBPr5kIiUXMWJz2oFoG12dBwBoXLAYr/fCZu//Ul11KbsPxWlXoZcipEIvIiIib+nIiRT3PdzO3u5BDMuizOPi9htCXDP10sZaLMtk43PrAPD7/cye23hJjxep9rHrUJyOWALTtHA6HZf0eCL5RIVeREREzmrjnhN8+7EogykTw7SorynlS6siBCsvfsTmtD27dnK0rxeARdc243Zf2kHWcMAHFmRNi85jKSIXuGlHJJ+p0IuIiMjrpLMmP/hDF7/d1ntmxObWedXc1jQB1zC88p3NZti8oQWAQLCay2c2XPJjhgO+v9h0M6hCL0VFhV5ERETOONiX5L5H2ujoTWIYFmVeF3etDDM7cuHbZ97Ki9taicfjADQtXYbDcfFz+KdFakpxMLTpJhpLcv3MS35IkbyhQi8iIiIAPPViH//6ZCeD6aERmxmTy7l7ZYSx5cNXF1KpJK1bNgFQG4oQqZ86LI9b4nIwocpD7FRam26k6KjQi4iIFLlkxuS7j3fw7O7jGKaFBXxw4QTeO7962A+Xbt28gXQ6hQNY0rxiWB87FPTRczJNe2xwWB9XJNep0IuIiBSxaCzBV1a3cehYCsO0GFPm5p5VEWZMKh/254r39/Py9lYApl/RQLC6ZlgfPxL08cL+Uxw5kSaRNin1XPooj0g+UKEXEREpUo+1xvjh2i5SWRPDhNmRCu68KURl6cjUg03r12GYJi6nk8VLlg374//lwdi2nkFmhfzD/hwiuUiFXkREpMgMpAz+/tEoW/adxDAtHA74yJJJvHNecMSes683xt7dOwG4ck4j/orhO2R7WjhYCgwdjO3oTarQS9FQoRcRESkie7sH+crqNmIn0ximRaCihC+tqmPK+NIRfd71LWuxAI/Hy/xF147Ic0wc68XtBAto79EcvRQPFXoREZEi8atNR/jJM4fJGEMjNnPrK/n8TSHKvK4Rfd4D0Ta6Og8A0LhgMV7vyO2Irx9fRvuRQW26kaKiQi8iIlLgTg5m+dajUVrbT2GYFi4HfPz6Sdx09ciN2JxmWSYbn1sHgN/vZ/bcxhF9vtpxXtqODLLviF6hl+KhQi8iIlLAXumMc9/DbRyLZzBMGF/l4d5VdYRG6Uqqe3bt5GhfLwCLrm3G7S4Z0eeLBEuxrOMkMyaxU2lqKj0j+nwiuUCFXkREpACZpsXPNxzhgfWHMQwLw4JF08Zw+w0hvCWjs84xm82weUMLAIFgNZfPbBjx5wwH/7zppr0noUIvRUGFXkREpMAci2f42iPtvNIZxzAt3E4H/3v5ZK6fOW5Uc7y4rZV4PA5A09JlOBwj/4NEXXUpDoY23URjCRZOGzPizyliNxV6ERGRAtLafopvPRrlxEAWw7SoDXi555YIk8eNzojNaalUktYtmwCoDUWI1E8dlef1+1xUlZdwKpHRFWOlaKjQi4iIFADDtPhxy2Ee2nwEw7QwLVhxVYBPLJ1IiXv0r5i6dfMG0ukUDmBJ84pRfe5w0MfLBzN09CZH9XlF7KJCLyIikud6Tqb56uo29nYPYlgWXreTO28Kc83USlvyxPv7eXl7KwDTr2ggWF0zqs8fDvh46WA/Hb0JMoZFicsxqs8vMtpU6EVERPLY8/tO8q3HosQTBoZpEQ76uPfWOmrG2HcYdNP6dRimicvpZPGSZaP+/OHqUrCG5ugP9iWZOsIXzRKxmwq9iIhIHkpnTX64tovH/9R7ZsRm1dxqbmuagNvGV6T7emPs3b0TgCvnNOKvqBj1DOGAF4uhQt8eG1Shl4KnQi8iIpJnDh9P8XcP7aejN4lhWJR5Xdy1MszsyOiX5zda37IWC/B4vMxfdK0tGWoDPhwOsLA0Ry9FQYVeREQkjzyz6zj/+JsOEmmTrGkxbUIpX7q1nrHl9n9LPxBto6vzAACNCxbj9Y7uZp3TSlwOJo/10n08RXuPNt1I4bP/X7+IiIi8rWTG5Hu/P8gfXjqKYVpYwPsW1PD+BeNxOe0/9GlZJhufWweA3+9n9txGW/OEg6UcPp4iGkvYmkNkNKjQi4iI5LhoLMFXVrdx6FgKw7QYU+bmnlURZkwqtzvaGXt27eRoXy8Ai65txu0usTVPOOhl817o68/Qn8hSUarKI4VLn90iIiI57Dd/6uXf13aRzJgYpsWskJ+7VoapzKGCms1m2LyhBYBAsJrLZzbYnAhCAR/Wa79ujyVy4nyByEjJna8GIiIicsZg2uA7j3Wwcc8JDNPC4YDbmibyrsZqHPZP2LzOi9taicfjADQtXYbDMfoXsnqjuuqhzTZDm25U6KWwqdCLiIjkmL3dg9z3cBtHTqQxTItARQl3rYwwfWKZ3dHeJJVK0rplEwC1oQiR+qk2JxpSXenB63aQNS3N0UvBU6EXERHJIQ8/38OP1h0iY5gYJsytr+TzN4Uo87rsjnZWWzdvIJ1O4QCWNK+wO87r1NeUsbd7gPYeFXopbCr0IiIiOaA/keWbv47S2n4Kw7RwOuET109i5dVBu6O9pXh/Py9vbwVg+hUNBKtrbE70eqGAl73dA3T0qtBLYVOhFxERsdmurgHue7iNvv4MhmkRrCzh3lvrzsyB56pN69dhmCYup5PFS5bZHedNwtWlWNbQys/Dx1NMGuu1O5LIiFChFxERsYlpWjy48QgPrO8m+9qIzaJpY/jbFSFKPfYfLD2Xvt4Ye3fvBODKOY34K3Lv0Gk4+OdNN9FYQoVeCpYKvYiIiA2OxTN87ZF2XumMY5gWbqeDz6yYzLKGcXZHOy/rW9ZiAR6Pl/mLrrU7zlnVV5fiYGjTTVvPIE2XV9kdSWREqNCLiIiMsh0d/Xx9TTsnBjIYJkwc6+XeWyNMHuezO9p5ORBto6vzAACNCxbj9eZmbl+Jk0BFCccHMtp0IwVNhV5ERGSUGKbFT1oO8avNPZimhWHB8lnj+OR1k/CU5PaIzWmWZbLxuXUA+P1+Zs9ttDnRuUWCPo7FM0R7k3ZHERkxKvQiIiKjoOdkmm+saWdX1wCGZeF1O7lzRS2Lp+fXGMieXTs52tcLwMKm63G7S2xOdG7hoI9tHf0cOpYkY1iUuHLsqlwiw0CFXkREZIQ9v+8k33osSjxhYJgW4aCPe2+to2aMx+5oFySbzbB5QwsAgWA1Mxpm2Zzo7YWDpWC9dsXYnkEun1RudySRYadCLyIiMkKyhsUP13byaGsvhmlhWrDy6iAfWTIRdx6+Uvzitlbi8TgATUuX4XDk/phQKODFYqjQR2MJFXopSCr0IiIiI+Dw8RRfXd1GWyyBYViUeV3ceVOYufW5t97xfKRSSVq3bAKgNhQhUj/V5kTnpzbgw+0EC0tz9FKwVOhFRESG2TO7jvOPv+kgkTbJmhbTJpTypVvrGVuev992t27eQDqdwgEsaV5hd5zz5nQ4qA346OxL0h4btDuOyIjI368sIiIiOSaVMfnXpzp5ckffmRGb98yv4YMLx+Ny5t+IzWnx/n5e3t4KwPQrGghW19ic6MJEgqUc7Euyr1uFXgqTCr2IiMgwONiX5Cur2zh4NIlhWFSUurl7ZZiGkN/uaJds0/p1GKaJy+lk8ZJldse5YLXjvFgWxJMGx+IZxvlzezOPyIVSoRcREblET2zr5Qdru0ikTQzTYlbIz+dvClFVnv/Fsa83xt7dOwG4ck4j/or8OwMQqS7Feu3X0VhChV4Kjgq9iIjIRRpMG3znsQ427jmBYVrgcPChxRN5zzXVOPJ3wuZ11resxQI8Hi/zF11rd5yLEgoOXcn29KabeVMqbU4kMrxU6EVERC5CW88gX36ojSMn0himRVV5CV9cFWH6xDK7ow2bA9E2ujoPANC4YDFer8/mRBcn4C+h3OsimTFojyXsjiMy7FToRURELtCarT3c//Qh0lkTw4TZkQq+cHMYv89ld7RhY1kmG59bB4Df72f23EabE12aumofuw8NqNBLQVKhFxEROU/9iSzffryDLftOYpgWTid8/LpJ3DInaHe0Ybdn106O9vUCsLDpetzu/J47DwdL2XVogI5YAtO0cObx1iGRN1KhFxEROQ+7uga47+E2+vozGKZFsLKEe2+to6661O5owy6bzbB5QwsAgWA1Mxpm2Zzo0oWDPrAga1p0HUsN/bdIgVChFxEROQfLgl9s7Oa/n+smawyN2MyfOoY7bgxR6nHaHW9EvLitlXg8DkDT0mU4HPn/54wEfWc23bTHBlXopaCo0IuIiLyFk4NZvr6mnR0d/Rimhdvl4FPNk3jHlQG7o42YVCpJ65ZNANSGIkTqp9qcaHhEqktx8OdNN9fPtDuRyPBRoRcRETmLHR39fPPX7RyLZzBMmDjWyxdviZxZgViotm7eQDqdwgEsaV5hd5xhU+JyMH6Mh97+NNFY0u44IsNKhV5EROQvGKbFfz/bzS83dWMYFoYFzQ3j+NT1k/CU5P/oybnE+/t5eXsrANOvaCBYXWNzouEVDvqInUpr040UHBV6ERGR1xyNZ/jq6jZ2Hxoga1p43E7uXFHL4ulVdkcbFZvWr8MwTVxOJ4uXLLM7zrCLVJfyQtspjpxIkUibBXsGQoqPCr2IiAjw/L6TfPuxKP0JA8O0CAd9fPHWOiaM8dgdbVT09cbYu3snAFfOacRfUWFzouEXfsPB2IZav615RIaLCr2IiBS1rGHxo3WHeGRLD4ZpYVpw89VBPrpkIm5X8ewqX9+yFgvweLzMX3St3XFGRGicF/jzwVgVeikUKvQiIlK0jpxI8eWH2mjrSWCYFmVeF3feFGZufeG9On0uB6JtdHUeAKBxwWK83sI8+DtpnA+3EywsHYyVgqJCLyIiRWnjnhN8+7EogykTw7SorynlS6siBCuLY8TmNMsy2fjcOgD8fj+z5zbanGhk1dWUEe0ZJBobtDuKyLBRoRcRkaKSypj82x86+d32vjMjNu+6poYPLRqPy1k8Izan7dm1k6N9vQAsbLoet7vE5kQjKxTw0d4zyN5uFXopHCr0IiJSNA72JfnK6jYOHk1iGBYVpW7uXhmmIVScs9SmabB5QwsAgWA1Mxpm2Zxo5EWCXiwLkhmT2Kk0NUX2jowUJhV6EREpCk/uOMq/PnmQRGZoxGbG5HLuWRmmqrywX5E+l+2tW4nH4wA0LV2Gw1H4axxDgdIzm26isYQKvRQEFXoRESloyYzJdx/v4NndxzFMCxwOPrBwPO+bX4OzCEdsTkulkrRu2QRAbShCpH6qzYlGR31NKQ7+vOlmwWVj7I4kcslU6EVEpGC19Qxy38PtHDqWwjAtqspLuPuWMDMmldsdzXZbN28gnU7hAJY0r7A7zqjx+1xUlZdwKpGhvUdXjJXCoEIvIiIF6dcvxLj/j12ksiaGCbMjFXzh5jB+n8vuaLaL9/fz8vZWAKZf0UCwusbmRKMrFPTxysEM0ZgKvRQGFXoRESkoAymDv380ypZ9JzFMC4cDPrZ0EqvmBu2OljM2rV+HYZq4nE4WL1lmd5xRFw76ePlgPx19CUzTKurRKykMKvQiIlIw9nYP8pXVbcROpjFMi0BFCV9aVceU8aV2R8sZfb0x9u7eCcCVcxrxVxTXRbQAIgEfWENz9B19SabU6PND8psKvYiI5D3Lgl9tPsJ/PXOYjDE0YjN/6hhuv6GWMq9GbP7S+pa1WIDH42X+omvtjmOLcNCHxdDnTXvPoAq95D0VehERyWsnB7N8fU07Ozr6MUwLt9PBJ5dN4oarAnZHyzkHom10dR4AoHHBYrxen82J7FEb8OFwgIWlOXopCCr0IiKSt17pjHPfw20ci2cwTBhf5eHeVXWEgsVZVM/Fskw2PrcOAL/fz+y5jTYnsk+Jy8HksV66j6eI9ibtjiNyyVToRUQk7ximxQPPdfPgxm4Mw8KwYNG0Mdx+QwhvSeFfHOli7Nm1k6N9vQAsbLoet7t4L6gFEA6Wcvh4Sq/QS0FQoRcRkbxyNJ7hq6vb2H1ogKxp4XE5+NvltVx3xVi7o+Us0zTYvKEFgECwmhkNs2xOZL9w0MfmvdB7Kk1/IktFqSqR5C999oqISN5obT/FN9a0058wMEyL2oCXe99Zz4QxHruj5bTtrVuJx+MANC1dhsOhdzFCAS/Wa79ujyWYHSm+bT9SOFToRUQk5xmmxf1Pd/HIlhiGaWFacMPsAB9fMpESt8rpuaRSSVq3bAKgNhQhUj/V5kS5IfLaOQvLgmhvUoVe8poKvYiI5LQjJ1Lc93A7e7sHMSyLMo+L228Icc3USruj5YWtmzeQTqdwAEuaV9gdJ2fUjPHidTvImtp0I/lPhV5ERHLWxj0n+PZjUQZTJoZpUV9TypdWRQhWasTmfMT7+3l5eysA069oIFhdY3Oi3FJXXcb+IwO09wzaHUXkkqjQi4hIzklnTX7wh05+u63vzIjNrfOqua1pAi6nw+54eWPT+nUYponL6WTxkmV2x8k54aCXfUcG9Aq95D0VehERySmHj6f4u4f209GbxDAsyrwu7loZ1ozzBerrjbF3904ArpzTiL9Cf39vFAr6sCxIZky6j6eYONZrdySRi6JCLyIiOeMPLx3le78/yGB6aMRmxuRy7l4ZYWy5vl1dqPUta7EAj8fL/EXX2h0nJ0WqS89suon2JlToJW/pK6SIiNgumTH57uMdPLv7OIZpYQEfWDCe9y2owakRmwt2INpGV+cBABoXLMbr1ZVzz6a+uhQHQ5tu2noSLJ5eZXckkYuiQi8iIraKxhJ8ZXUbh46lMEyLMWVu7lkVYcakcruj5SXLMtn43DoA/H4/s+c22pwod/lKnAQqSjg+kNEcveQ1FXoREbHNY60x/uOPh0hmhkZsZoX83LUyTKWu2nnR9uzaydG+XgAWNl2P211ic6LcFg76OBZXoZf8pq+YIiIy6gZSBv/weAcb95zAMC0cDvjIkkncOjeIQxM2F800DTZvaAEgEKxmRsMsmxPlvkjQx/aOfrqOJckYFiUufQJK/lGhFxGRUbW3e5CvrG4jdjKNYVoEKkr40qo6powvtTta3tveupV4PA5A09JlOBy6iu7bCQV9YL12xdhYgukTy+yOJHLBVOhFRGTUPLT5CD9uOUzGMDFMmFtfyedvClHmddkdLe+lUklat2wCoDYUIVI/1eZE+SEc8GFxutAPqtBLXlKhFxGREXdyMMu3Ho3S2n4Kw7RwOeDjzZO5aXbA7mgF44XnN5JOp3AAS5pX2B0nb9QGfLidYGHRHkvaHUfkoqjQi4jIiHqlM859D7dxLJ7BMGF8lYd7bolQV60Rm+ES7+/npW0vADBtxkyC1TU2J8ofToeD2oCPzr6kDsZK3lKhFxGREWGaFj/f0M3PNxwhmzUxLFg0bQy33xDCW6LZ7uG0af06DNPE5XTStHS53XHyTjhYysG+JO2xQbujiFwUFXoRERl2x+IZvvZIO690xjFMC7fTwf9aNpnmhnF2Rys4fb0x9u7eCcCVcxrxV1TYnCj/hMZ5sSw4MZDl+ECGseVa9Sn5RYVeRESGVWv7Kb71aJQTA1kM06I24OWeWyJMHqerlY6E9S1rsQCPx8v8RdfaHScvhYNDB2MBorEkY+tV6CW/qNCLiMiwMEyLH7cc5qHNRzBMC9OCd1wV4JNLJ1Li1ojNSDgQbaOr8wAAjQsW+6TBFAAAIABJREFU4/Xqh6aLEQ4O/b2dXl05t17vckh+UaEXEZFL1nMyzVdXt7G3exDDsvC6ndx5U5hrplbaHa1gWZbJxufWAeD3+5k9t9HmRPkrUOGh3OsimTE0Ry95SYVeREQuyfP7TvKtx6LEEwaGaREO+rj31jpqxnjsjlbQ9uzaydG+XgAWNl2P260xkUtRV13K7kNx2rXpRvKQCr2IiFyUdNbkP/54iMdaY2dGbFbNrea2pgm4XQ674xU00zTYvKEFgECwmhkNs2xOlP9CAS+7DsWJ9iQwTQunU5/Dkj9U6EVE5IIdPp7i7x7aT0dvEsOwKPO6uGtlmNkRzR6Phu2tW4nH4wA0LV2Gw6EzCpcqHPSBBVnT4tDxFKGAziNI/lChFxGRC/LMruP84286SKRNsqbFtAmlfOnWesaW61vKaEilkrRu2QRAbShCpH6qzYkKQyRYembTTXtPQoVe8oq++oqIyHlJZUy+9+RBnnrxKIZpYQHvWzCe9y+owaXxhFHzwvMbSadTOIAlzSvsjlMwQkEfDv686ea6mWPtjiRy3lToRUTkbUVjCb72SDsH+5IYpsWYMjdfuDlMQ8hvd7SiEu/v56VtLwAwbcZMgtU1NicqHL4SJzVVHvpOpbXpRvKOCr2IiJzTb7f18YM/dJLMmBimxayQn7tWhqks1beQ0bZp/ToM08TldNK0dLndcQpOJOCj92SaaG/S7igiF0RfjUVE5KwG0wbfeayDjXtOYJgWDgf8ddME3t1Yg0MTNqOurzfG3t07AbhyTiP+Ch1AHm7hoI8X2k7RfTxFIm1S6tFhY8kPKvQiIvIme7sHue/hNo6cSGOYFlXlJXxxVYTpE8vsjla01resxQI8Hi/zF11rd5yCFA76zhyMjcYSzKwttzWPyPlSoRcRkdd5+PkefrTuEBnDxDBhbn0ln7sxhN/nsjta0ToQbaOr8wAAjQsW4/VqA8tIOL3ZxrKgPTaoQi95Q4VeREQA6E9k+eavo7S2n8IwLZxO+MT1k1h5ddDuaEXNskw2PrcOAL/fz+y5jTYnKlyTx/lwO8HCokNz9JJHVOhFRIRdXQPc93Abff0ZDNMiWFnCvbfWUVddane0ordn106O9vUCsLDpetzuEpsTFbZIdSkdsQTtPdp0I/lDhV5EpIiZpsUvNh3hZ891k31txGbRtDH87YqQDgTmANM02LyhBYBAsJoZDbNsTlT4QoFSorEE7bGE3VFEzpsKvYhIkToWz/C1R9p5pTOOYVq4XQ4+s2wyy2aNszuavGZ761bi8TgAi5c043Doh6yRFgl6sSyIJw1ip9LUVHrsjiTytlToRUSK0I6Ofr6+pp0TAxkMEyaO9XLvrREmj9Nhy1yRSiVp3bIJgNpQhLopl9mcqDj85aabjt6kCr3kBRV6EZEiYpgW//XMYf5n0xFM08KwYNmssfzNdZPxlOjV31zywvMbSadTOIAlzSvsjlM06mvKcPDappueQeZPrbQ7ksjbUqEXESkSPSfTfGNNO7u6BjAsC6/byZ0ralk8vcruaPIG8f5+Xtr2AgDTZswkWF1jc6Li4fe5GFNWQn8yQ1Rz9JInVOhFRIrA8/tO8q3HosQTBoZpEQ76uPfWOmrGaJwgF21avw7DNHE5nTQtXW53nKITCnrZ2ZmhvUeFXvKDCr2ISAHLGhY/XNvJo629GKaFacHKq4N8ZMlE3C6H3fHkLPp6Y+zdvROAK+c04q+osDlR8QkHfbzSGaejL4FpWjid+rciuU2FXkSkQB05keLLD7XR1pPAMC3KvC7uvCnM3HoVxFy2vmUtFuDxeLlmQZPdcYpSXbAUrKE5+o6+JFNqdD0GyW0q9CIiBeiZXcf5p992MJgyMUyLyyaUcvfKCEFt7MhpB6JtdHUeAKBxwWJ8pSqSdggFhjbdWBZEYwkVesl5KvQiIgUklTH516cO8uSOo2dGbN59TQ1/tWg8Lo0N5DTLMtn43DoA/H4/s+c22pyoeIWCPhwOsLBo7xlkua7NIDlOhV5EpEAc7EvyldVtHDyaxDAsKkrd3L0yTEPIb3c0OQ97du3kaF8vAAubrsftLrE5UfEqcTmYVOXlyImUNt1IXlChFxEpAL/b3se//aGTRHpoxGbG5HLuWRmmqlylMB+YpsHmDS0ABILVzGiYZXMiCVf76D6RItqbtDuKyNtSoRcRyWODaYPvPNbBxj0nMEwLHA7+avEE3tNYrc0ceWR761bi8TgAi5c043DoIl92Cwd9PL/3JL2n0iTSJqUe/T+R3KVCLyKSp9p6BvnyQ20cOZHGMC2qykv44qoI0yeW2R1NLkAqlaR1yyYAakMR6qZcZnMiAQgHSrFe+/Xe7gFmR7QdSnKXCr2ISB5as7WH+58+RDprYpgwO1LBF24O4/e57I4mF+iF5zeSTqdwAEuaV9gdR14TDniBP2+6UaGXXKZCLyKSR/oTWb79eAdb9p3EMC0cDvj4dZO4ZU7Q7mhyEeL9/by07QUAps2YSbC6xuZEctr4Ki9et4OsaWmOXnKeCr2ISJ7Y1TXAfQ+30defwTAtgpUl3HtrHXXV2pGdrzatX4dhmricTpqWLrc7jrxBpLqUtiODRGODdkcROScVehGRHGdZ8MtN3fz3s91kjKERm/lTx3DHjSEd1Mtjfb0x9u7eCcCVcxrxV2ikI9dEgqXsPzJIe49WV0puU6EXEclhJwezfH1NOzs6+jFMC7fTwaeWT+YdV+pCN/lufctaLMDj8XLNgia748hZhAJeLAuSGZPu4ykmjvXaHUnkrFToRURy1I6Ofr7563aOxTMYJkwc6+WLt0QIBX12R5NLdCDaRlfnAQAaFyzGV6qxqVwUrv7zpptob1KFXnKWCr2ISI4xTIufPdfNLzZ2YxgWhgXNDWP51PWT8ZRoxCbfWZbJxufWAeD3+5k9t9HmRPJWptSU4mBo7K09Nsji6WPsjiRyVir0IiI55Gg8w1dXt7H70ABZ08LjdnLniloWT6+yO5oMkz27dnK0rxeAhU3X43brar65ylfiJFBRwvGBDNGY5ugld6nQi4hcoqeffpoHH3zwzH97PB4qKiqIRCIsXLiQefPm4XC8/VVbW9tP8Y017fQnDAzTojbg5d531jNhjGck48soMk2DzRtaAAgEq5nRMMvmRPJ2QgEvx+IZHYyVnKZCLyIyTD760Y8ybtw4MpkMx44dY8eOHfzgBz+goaGBz3/+85SUnP2V2Kxh8aN1h3hkSw+GaWFacNPsIB9dMoESt0ZsCsn21q3E43EAFi9pxuHQ/99cFwmWsuNAnK5jSTKGRYnr7X84FxltKvQiIsNkxowZTJw48cx/33DDDbS0tPDAAw+wevVqbrvttjfd58iJFF9+qI22ngSGaVHmdXHnTWHm1muFYaFJpZK0btkEQG0oQt2Uy2xOJOcjFPSBNTRH3xFLMG1imd2RRN5ELw2IiIyg5uZmZs6cyTPPPEM6nX7dxzbuOcFn7t91pszX15Ty3Q9PU5kvUC88v5F0OoUDWNK8wu44cp4i1T4shgp9tFdjN5KbVOhFREbY1VdfTTabJRqNApDOmvzL7w7yldVtxJMGWdPindfU8M0PXUawUvPyhSje389L214AYNqMmQSra2xOJOerdpwPhwMsLNp6dMVYyU0auRERGWGBQACAkydPksqY3P6T3XT0JjEMi4pSN3feFGJ2RK/KF7JN69dhmCYup5OmpcvtjiMXwOlwEA746Dqa1KYbyVkq9CIiI8yyrDO/3ts9SDSWxDAtZkwu556VYarKtbawkPX1xti7eycAV85pxF+hH97yTTjoo/NokmgsaXcUkbPSyI2IyAg7evQoAFVVVRw+nsICPrhwPF993xSV+SKwvmUtFuDxeLlmQZPdceQihIOlWBYcH8jQn8jaHUfkTVToRURG2I4dO3C73dTV1XF8IMtX3z+F9y8cj9Op9XeF7mBHO12dBwBoXLAYX2mpzYnkYoSDQwdjAfYd0Ry95B4VehGREdTS0sLu3btpbm7G4/HQdPkYZkwqtzuWjALLMtnw7NMA+P1+Zs9ttDmRXKxwwAu8tulGc/SSgzRDLyIyTF599VVisdjrLiz16quv0tDQwPvf/34G0wYeXSiqaOzZtZOjfb0ALGy6Hrdb41X5KlDhodzrIpkxaNccveQgFXoRkWHywAMPAFBSUkJlZSWRSITbb7+defPmYVgQj2dsTiijxTQNNm9oASAQrGZGwyybE8mlqqsuZfehONGYRm4k96jQi4hcouXLl7N8+dlXEWZNi/6kQSJtjnIqsdP21q3E43EAFi9pxuHQOzP5LhT0setQnPaeBKZp6QyM5BQVehGRSzSYMtiw5wRHTqSxLIvBlMHUCWXMm1JJ1rDe/gGkoKRSSVq3bAKgNhShbsplNieS4RAOeMEa+iH90PEUoYDP7kgiZ6jQi4hcglc649z3cBvH4hkME8ZXebh3VR2hoE9lvki98PxG0ukUDmBJ8wq748gwCQdKz2y6icYSKvSSU1ToRUTehmVZPPHEE7S1tTF16lRuueUWLAseWN/Nzzd0YxgWhgWLpo3h9htCeEs0XlGs4v39vLTtBQCmzZhJsLrG5kQyXMLVPhz8edPN0ivG2h1J5AwVehGRc+jr6+Pqq6+moqKCyspKTp06xR13fI5b/u817O2zMEyLEpeDv11ey3X6Bl/0Nq1fh2GauJxOmpae/VyF5CdfiZOaKg99p9K0a3Wl5BgVehGRt3Dq1Clmz57N0qVLKf2LCwL19/fz8//nZuZ+4QlqA17ufWc9E8Z4bEwquaCvN8be3TsBuHJOI/6KCpsTyXCLBHz0nlShl9yj94VFRN7C5z73Oa688srXlXmAiooK5s2eSXrr/8e3/3qayrwAsL5lLRbg8Xi5ZkGT3XFkBIQCPiwLuo+ntLlKcooKvYjIW3jiiSeoqqo668fGjh3Li8+swe3S6jqBgx3tdHUeAKBxwWJ8b/ghUApDpNp35mBsR69epZfcoZEbEZGL5HCozAtYlsmGZ58GwO/3M3tuo82JZKSc3mxjWdDeM8gVk8vf8rZPP/00Dz744Fk/5vF4+OEPfzgiGaU4qdCLiJxFOmsyfV4zx48fp6ys7E0fP3bsGIuariWZTFBa+uaPS/HYs2snR/t6AVjYdD1ud4nNiWSkTBzrxe0EC4voec7R33bbbW96p8/p1ICEDC8VehGRNzh8PMXfPbQfz4IvsPkHH+DmqirKy//8StzJkyd5+eWX+ewdd/LgT+/nxpXvIhSptzGx2MU0DTZvaAEgEKxmRsMsmxPJSHI6HISrSzkQSxDtTZ7XfRoaGpg4ceIIJ5Nip0IvIvIX/vDSUb73+4MMpk1wl/Kev/s1f/ynv8JfVkZV1RiOnzhJOpXiu//yr7Tv30ticJBHH/4lV109j6aly3CX6NXZYrK9dSvxeByAxUuacTj0ymuhCwdK6YglaOsZtDuKyBkq9CIiQDJj8t3HO3h293EM08IC3r9gPO9fUIPjE/t4eu1TRNv2MeWyaSxfcRMA0bZ9rP3946RSKV7a8ScOdrSz8l3vIxDUxYSKQSqVpHXLJgBqQxHqplxmcyIZDZHg0KabeNKg91Sa6spzb7lKJpMMDr6+/LtcLrxe70jGlCLjsCxL1yYXkaIWjSX4yuo2Dh1LYZgWY8rc3LMqwoxJb33g7bSBeJy1v3+MzoNDG06cTgeLrm3m6nnzNSdb4DY8+zTbW7fgAD70sU/rqrBF4uWD/Xx9TZQSl4O//9BlzL9szFlvd65DsVdddRV33XXXSMaUIqNX6EWkqD3+p15+uLaLZMbEMC1mhfzctTJMZen5fXks9/t59wc+zIvbX2DTs+vIGgYbn1tH+/493LTqvbq4UIGK9/fz0rYXAJg2Y6bKfBGprynDwdCmm2hv8i0L/Wmf+tSnCAQCr/s9v98/ggmlGKnQi0hRGkgZ/MPjHWzccwLDtHA44MPXTuSd86q5mG2Us+dcQyhcz1O/fZS+vhjdhw/x4E//g+YVNzN9RsPw/wHEVpvWr8MwTVxOJ01Ll9sdR0aR3+eissxNPJk9r003U6ZM0aFYGXF6P1hEis7e7kE+/R+72PDqCbKGxTh/Cd/8q2m8q/Hiyvxp4wJBPviRTzL3moUApNNpnnriMX73+COkUue3EUNyX19vjL27dwJw5ZxGvQtThMLB0jO76EVygV6hF5Gi8tDmI/y45TAZw8QwYW59JZ+/KUSZ1zUsj+9yuWhauoy6KZfxhyceJR6P07ZvDz3dh7jhlnczuTY8LM8j9lnfshYL8Hi8XLOgye44YoNw0Mcrnf0c7EtimhZOpy4yJ/ZSoReRotCfyPLNX0dpbT+FYVq4HPDx5sncNDvw9ne+CJNrw9z2if/F0089Qdu+PcTjcX790IPMaVzAwqbrcLmG5wcIGV0HO9rp6hw6AN24YDG+0lKbE4kdIgEvWJA1LQ4cTVJf/dafBzt37uTQoUNv+v2rr74at1s1TIaHPpNEpOC90hnn64+009efxjBhfJWHe26JUHeOb8LDwev1sfKd7+PVXS/z7NNPkU6n2fbC8xyMtnPzO99L1dhxI/r8Mrwsy2TDs08DQ4caZ89ttDmR2CUULMXitYOxscQ5C/0vfvGLs/7+v/zLvzBmzLkP1IqcL62tFJGCZZoWP9/Qzc83HCGbNTEsWDRtDLffEMJbMrpHiOL9/Tz52zV0Hx56pc7tctF03XKumqNSmC9e3fkya5/8DQDvuHEVV8y6yuZEYpeMYfGR77+MywF/3TSRTy+bbHckKXI6FCsiBelYPMM9D+zlZ891k8mauJwOPrsixN23REa9zAP4Kyp47199lMVLmnE6HWQNg2fX/YFHVz/I4ODAqOeRC2OaBps3tAAQCFYzo2GWzYnETiUuB5OqvFhwXptuREaaCr2IFJwdHf185v5dvHywn6xhMaHKy3c+PI3mhrG25nI6ncybv4gP3PZJqqqGsnQePMAvfno/0bZ9tmaTc9veupV4PA7A4iXNOBz69lnsQq9dMVaFXnKBRm5EpGAYpsVPnjnMrzYdwTQtDAveceU4PrF0Eh4bXpU/l2wmw8bn1vHSjj+d+b2GK2ezdNkNuN0lNiaTN0qlkvz0/n8jnU5RG4rwng9+2O5IkgM+///+A08+/FM8bic1lR7uueduPvWpT9kdS4qUCr2IFISek2m+urqNvd2DGJaF1+3kzpvCXDO10u5o53Qg2sbaJ39DYnBon/WYMVXceMu7GT9xks3J5LQNzz7N9tYtOIAPfezTuiqs8N1vfY3f/eZRLps6hWAwSF9fH/v37+czn/kMd999t93xpAip0ItI3nt+30m+9ViUeMLAMC3CQR/33lpHzRiP3dHOSyIxyNrfPc6BjnZgaDTnmgVNNC5swunMrXcWik28v5+f/ee/YZgm02fM5MZb3m13JLHZf/3o3/n5T/+T+fOvedPH1q1bx3e/+10+8IEP2JBMipkKvYjkrXTW5D/+eIjHWmMYpoVpwaq51dzWNAG3K/8u9PLKi9tY/8wfyWazAIyfMJEbb3k3Y6rsnf0vZmt//ziv7noFl9PJxz59h64KKyxdMJvLp08jGAy+6WM9PT0MDg7S0tJiQzIpZnrpR0Ty0uHjKT7749082hoja1iUelz8n/fU87GlE/OyzAPMmj2X2z7+GaprxgPQc6SbX/7sP9n1yos2JytOfb0x9ux6BYCr5l6jMl/k0ukU+17dRTqdOmuZBygrK+OZZ54Z3WAi6MJSIpKHntl1nH/8TQeJtEnWtJg2oZQv3VrP2PL8/5I2pmosH/zwJ3nh+Q20btlEJpPh6aeeoH3fHpbftIrS0jK7IxaN9S1rsQCPx0vj/MV2xxEb9PefIrp/L+3799J5sAOAxOAgfX19Zy31g4ODNDc3j3JKERV6EckjqYzJ957s5KkX+zBMCwt434LxvH9BDS5nfr4qfzZOp5MFi5dSV38Zv//NmqFS0b6fB396PzeufBehSL3dEQvewY52ujoPANC4YDG+0pG9qrDkjp4jh+lo30/7vr309cXe9PF5jdewZ8+esxb6V155hX/+538ejZgir6MZehHJC9FYgq890s7BviSGaTGmzM0Xbg7TEPLbHW1EpdMp1resZdcrL535vdlzGlm8pBl3idZbjgTLMvnlz37M0b5e/H4/H/3UZ7VKtIAZhkFX5wHa9+8hun8fAwPxN93G5XIRrpvClMumM2XqNH7wvX/mt4+tYcqUeqqrq+nt7WXP3n187o7b+fznP2/Dn0KKnQq9iOS8327r5d/XdpFImximxayQn7tWhqksLZ43GaNt+1j7+8dJpVIAVFWNZeW73kcgqBWKw+3VnS+z9snfAPCOG1dxxayrbE4kwy2RGKSjfT/Rtn0ciLadOYj+l8rKy5kydRr1U6cTCtfhcr/+683P/utH/ORHP6T3VIqs4eBDf3MHP/yGyrzYQ4VeRHLWYNrgO491sHHPCQzTwuGADyycwHuuqcFROBM2520gHmft7x+j8+DQKIjL5WRh0/XMaVyAoxj/QkaAaRr894/+jXg8TiBYzV9/7FO6KmyBOHH8GO3799K+fw9Hug9ztvoTCFYzddrl1E25jJrxE8/r39Vnf7ybEwMZmhvG8XfvnTIS0UXeVvG8vCUieaWtZ5AvP9TGkRNpDNOiqryEL66KMH1i8R4KLff7efcHPsz2P23h+fXPkDUMNj63jmj7Pm5c+W5tYRkG21u3Eo8PjVwsXtKsMp/HTNPkyOEuou37ad+/lxPHj73pNk6ng0mTw0yZNp2pl824qH9D4aCP4/EM0VhiOGKLXBQVehHJOY9sifGjdV2ksyaGCXPrK/ncjSH8Ppfd0XLCnHkLiNRN5XePP8LxY0c53NXJgz+9n3fcdAtTp82wO17eSqWStG7ZBEBtKELdlMtsTiQXKpNJc7AjStu+PRzsaCOReHPJ9nq9ROqmMuWy6USmTMXj8V7Sc4bHednR0U/n0SQZw6IkT9fmSn5ToReRnNGfyPLNX0dpbT+FYVo4nfCJ6yey8upqu6PlnHGBIH/9sU/z/IZn2Na6hXQ6xe8eX8O0y2ey7IabL7mkFKMXnt9IOp3CASxpXmF3HDlPA/H40IHWtn10HezAMM033WbMmCrqp06jfuo0JtWGh/UKzKGgDyywLDjQm+CyCcX7LqLYR4VeRHLCrq4B7nu4jb7+DIZpEaws4d5b66ir1rrAt+JyuWi6bjl1U6fx1G9/zcDAAPv27KL70EFuWvVeJk6utTti3oj39/PSthcAmDZjJsFqHTbOZX2xHtr376Vt/176envOepvxEyYy5bLLqZ86jUBw5F4UiFSXYjFU6NtjKvRiDxV6EbGVZcGDG7v52XPdZI2hEZv5U8dwx40hSj2aXz4fk2vDfPgT/5un//AEbfv2EI/HeeRXDzD3moUsWLwUl0ujSm9n84YWDNPE5XTStHS53XHkDf5/9u40uq06zff9V5JtWbZjJ7E8W5I1OYaEBIwz4JCQkMo8FIRuuguqq1N9a7irz6VPNV2sdd/crqquns704p4+555TVHU3NQAFgRACIQkhCSHzQBIgBGxJW/Jsy05ix7Jlydp73xcOLlgOkMH29vB8XrHwP9bjRJYe7f38f//PoiUjoQDhUIDe3msj1qSlpeFwVuD2+vH4KrFlZY9LbY78TEwm0NFRZI5eGEQaeiGEYa7EBvnHnWEuRHpRNZ00i4nvP1zGw/NmG13apGPNzGTDlseo++Qi776zl2QyyfunT9CghFi/ZSszZ8nf6Zfp6oxSd+kiAPOrF8rm4gliYCBOQzhEKFBHU0OYZDI5Yk1WVtb1UZpKnC73iGjJ8WA2mXDMzqTlygBKR/+4P74QIA29EMIgFyK9/HyHQnffIKoGJbOsPLPZRdnsTKNLm9Tm3DWPkjIHb+/eSVtrC11dUV78za9Yuvxh5t9XY3R5E9KRQ/vRgYwMKzWLao0uZ1q71tNNKFBHOFRPW2sL2g3m4Wfn24fn4YtLyiZEZKvTnknzlQEinQNGlyKmKWnohRDjStV0njvcyovH2tE0HVWHh+fN4i8eKiMjXUZsRkNubh5b/+TPeP/0CU6feI9UKsXhg2+jBOtYs/ERssZpFGEyaIwoNDcN5frXLK4l0yZ7NsaTpml0tLcSDgUIBeq+NFqyuLQcr38OHt8ccnPzDKj0qzntmRyrG7rr2BtPMWMaHXonJgZ5xgkhxk1HT5K/36FwqbkPVdexppl5anU5tZUzjS5tyjGbzSxcshSX28u+N1+ju/sqTY0NvPDcs6xauwm31290iYbTdY2jhw8AkJOTw4JquYMxHlKpQRojYcKhesKhwA2jJTMyMnC5vbi9fio8PqzWiX3nzmnP5LNjqoLtce5zy9iWGF/S0AshxsXJQA//9HqYWFxF1XSc9kye2VxBYV6G0aVNaYVFxXzrO9/j6HsH+OjCOeLxOG/u3M7cexaw/OE1pKWlG12iYeoufczlrk4AlixdMa3/LsZaf1/fF6IlU6o6Yk1Ozgy8/jm4vZWUljsm1WZup33oA8dQ0k2/NPRi3ElDL4QYUylV5xfvNPPamSiqpqPpsH5BPn+2vJQ0OYBlXKSlp7Ni1TrcHj/7975BvL+fjz/6gObGBtZufISiklKjSxx3mqZy4ughAPLtBVTNnWdwRVNPV2eUcChAOFRPR3vbDdcUFhXj9lbi8fqxFxaNc4Wjxz4jA2uaiZSmE5Y5emEAaeiFEGOmvTvB374cItQRR9V0sqwWnlrnpFquXhnC5fby5LYfsP+tXTREFHp6unnl979m4ZJl1CyuHdXDdia682dPE4vFAKhdthKTafr87GNFVVVamxsJhwIowfobRktazGbKnRXDV+KzsqfOfg5vURaftvZJ0o0whDT0Qogx8e6lq/y3NyP0JzRUTcdXbOOvN7iw58qIjZFstiy2PPanfPzheQ4H1pr2AAAgAElEQVQffBtVVTl1/D0iSoB1m7dOyA2Hoy2RGODsqeMAlDtcVHh8Blc0eSUSAzSEQyiBehoioRtGS2ZmZuLxVVLh8eNye6bsaJPTbuOT1j6UDsmiF+NPGnohxKhKDGr8y75G9l64PDxi88jCQv7kgSIsZhmxmSjmzr+PcmcFe97YQWe0g472Nl547lmWP7yGu+ctMLq8MXXm5DGSyQQmYNnK1UaXM+lcu9ZDKPAp4VCAtpYmNE0fsWbmrNnXr8L7KSounRZ3fxx2K+iQ0nSaLw9Qnj+xN/KKqUUaeiHEqGnsGuAn20M0Xh5AVXVm2NL46w1O5jpyjC5N3EDezFk8/uR3OXPyKGdPHWdwcJAD+3ajBOpYvX4L1syp15DEenv58NwZAPxVd2MvKDS4oolP1/XhaMlwKDC8kfjzzGYzxSWleHxz8PrnkJs3/ZKrnPl/SLoJd0pDL8aXNPRCiFHx1vku/ufbTcSTQyM2VWXZPL3ByczsqXl7faowm80srl2O0+Vh3+6d9PZeI6wEef65X7B6/RYcLrfRJY6qE0cPoWoaFrOZpctXGV3OhKWmUjQ2XI+WVIL09/WNWJOenv6FaMnMzOmd4e8qsGFiKOkmHI2zrGr6fagRxpGGXghxR/qTKv/tjQYOf3IVVdPBZOLxB4rZurAAs4zYTBolZeU8se37HD7wNp9e+oi+vj52vvIiC+6rYelDqyZVhOCX6eqMUnfpIgDzqxeSM0M2Z39evL9v6ICnYP1QtGQqNWJNTs4M3D4/FR4/DmfFlHhejJbMdDMFeRlc7k0Sko2xYpxJQy+EuG2hjn7+9uUQ7d1JVE1nZnY6f7PJRWVJltGliduQkWFl9frNeHx+DuzbTSKR4IPzZ2lsCLN+86Pk2yf3eMqRQ/vRGfo5axbVGl3OhHC5qxMlWP+V0ZIFhcV4vH7cPj8FhcXjXOHk4sq30nUtSTgqG2PF+JKGXghxW3acjvLsgWaSKQ1VgwWuGfzH9U5yMuWK3WTn9VdRXFLO3t2v0drcxNUrl3npd//GAw+u5N77F2EyTb47L40RheamBgBqFteSaZue4yGapg1HS4ZDAXp6ukessVjMlJW78Pgq8fjmkJ0je2BulsOeyVmll9arCeJJDVvG1N8MLCYGaeiFELekL6HyjzvDnAr0oGo6JhP8+fISNlYXGF2aGEXZOTlsffzbfHD+DMcPH0RVNY4ePoASqmfthkcm1biKrg/VDpCTk8OC6hqDKxpfyWSCBiWEEhyKlkwkEiPW2Gw2XG4fbu9QtGR6usTL3g6X3Ta8MbahK05V6dTJ2RcTmzT0Qoibdqm5j5/vUIj2DI3Y2HPT+ZuNFXiKpufVzqnOZDJxb/UinC4Pb+16latXLtPa3MTzzz3LN9ZtxOuvMrrEm1J36ePhZJYlS1dM2Rz0z4v19qIE61CC9bQ0N9wwWjJv5iy8vkoqPD5KyhzTIlpyrDntQ8k2ug5KhzT0YvxIQy+E+Fq6Di8eb+PXh9sYVIdGbBZ58/gPax1yS3kamJ1v51vf+R4nj77LubOnSCYTvLVrB5VVc1m5eh0ZGVajS/xSmqZy4ughAPLtBVTNnWdwRWND13WiHW3DozRdndERa0wmEyWlZbi9lbi9fmbNzjeg0qmtZJaVNDPo6DJHL8aVNPRCiK/U05/i5zsULkR6UTWdNLOJ/2NVGd+4Z7bRpYlxZLFYWPrQKiq8fva9+Rp9fX3Uf/oxrc0NrNu0lZKycqNLvKHzZ08Ti8UAqF22EpNp6nwAVVMpmhojhJUASrD+htGSaWlpOCs8109q9WGzyYb1sWQ2mXDYbTR2xlGiknQjxo809EKIL3Uh0ss/vKZwJTaIqkHRzAye2VSBwy4HpkxXZeVOntz2Qw68vZtQoI5YLMarL/2W6oVLWFy7fELFGCYSA5w9dRyAcoeLCo/P4Iru3EC8HyU01MA3RhRUVR2xJjsnB4+vErfHT7lES447lz2Ths44oQ65Qi/GjzT0QogRVE3nN++18sKxdlRVR9Vh5dxZ/MXKMqxpU+cKp7g91sxMNmx5jE8vfcThA/tIJpO8f/oEDUqI9Vu2MnPWxLh7c+bkMZLJBCZg2crVRpdz265c7iKiBFGCdbS3taLrI+fh7fZCPP6hq/BFxaUGVCk+48zPRNchNqDS1TuIfcbU37MhjCcNvRDiCy7HBvnp9hCftPSR0nQy0sw8tbqc2ko59VB8UdXd91Ba7uTt3Ttpa22hqyvKi7/5FQ8+tIp77r3f0Npivb18eO4MAP6qu7EXTJ4MfU3TaGtpGp6H7+6+OmKN2Wz6QrTkZEodmupcBX9IuglH49LQi3EhDb0QYthZ5Rp/v0OhN66iajrl+Vae2eKmOE8i7MSN5ebmsfVP/oxzZ05y6vhhUqkU7x7YRzgU4BvrN5OVZUzKx4mjh1A1DYvZzNLlqwyp4VYkkwkawgrhUICGcJCBgYERa6xWK84KL15fJS6Pd0JvRp7OyvOH/l2Gkm76WejNNbgiMR1IQy+EIKXq/PJgC6+e6kDVdDQd1s7P5zvLS0iXERvxNcxmMzWLa3FWeNj7xg56erppiCi88NyzrF6/BZfbO671dHVGqbt0EYD51Qsn7NXrz0dLtrY0oqraiDV5eTOHN7SWljslWnISmJWdTrbVwsCgSqRz5AczIcaCNPRCTHPt3Qn+9uUQoY44qqaTZbXw1Don1e6J2QSJiauwqJgntn2fo4cP8NGFc8TjcXbteIl58+9l2crV45b/fuTQfnQgI8NKzaLacXnMmxXtaCMSCqIE6+ns7BjxdZPJRFFxyXC0ZL5dDmybjDxFNj5uiknSjRg30tALMY0dq+vmn18P05/QUDUdd6GNH29yYc+VERtxe9LS0lmxah1uj5/9e3YRj8e5+OEFmhoirNu8lcKi4jF9/MaIQnNTAwA1i2vJtBl76JmqqjQ3NaAE6wgHA/T1xUassVgsw9GSHq+fTImWnPScdhsXm2I0dA6gaTpms8noksQUJw29ENNQMqXxP99uZve5zuERmy01hXyrtgiLvPGIUeBye3li2w94Z88bNEQUenq62f7Cv7NwyTJqFteOyeiIrmscPXwAgJycHBZU14z6Y9yMgYH48IbWxojC4ODgiDVZ2dm4PT7c3kqcLjeWNHk7nkqcs62gQ0rTaegawF0op2mLsSWvIEJMM41dA/zs1RCRzgFUVWeGLY2n1jlY4JIRGzG6srKy2fLYn3Lxg3O8d2g/qqpy6vh7RJQA6zZvJTc3b1Qfr+7Sx1zu6gRgydIV4zbiA3Ctp5tQoI5Q4FM62tvQtJHz8Pn2guF5+KLiUkwm+fA8VTmvJ93oOkQ6paEXY08aeiGmkb0XuviXvU3EB4dGbKrKsnl6g5OZ2RKrJsbOvAXVlDsr2Pvma3RGO+hob+PFX/+S5Q+v4a6580flMTRN5cTRQ8BQ41w1d96ofN8vfzyNjrYWlOtX4q9euTxijdlsorTcidvrx+e/a8JuzhWjz2nPZOjzmo4S7Wfl3FlGlySmOGnohZgGBgY1/suuCIc/uYqq6ejA40uK2LqoUGY7xbiYOWs2jz/5XU6fOMLZU8dJJpO8s/dNQvWfsnr9FqyZd3b68Pmzp4nFhubTa5etxGQa/ZGeVGqQiBIiHAoQUQI3jJbMyMigwu3DI9GS01q6xUTpTCvtPQnCUTkxVow9aeiFmOLC0Tg/2R6i5UoCVdPJy0rj6U0uqkqNyQcX05fZbGbJ0odwVXjZt3snvb3XCCtBnn/uF6xevwWHy31b3zeRGODsqeMAlDtcVHh8o1Zzf1/f0IbWUICmhjDqDUZpcnPzcHv9uL1+yhwuiZYUwFAefVt3AqVDGnox9qShF2IK23kmyi/eaSaR0lA1WOCawVPrHOTa5FdfGKekrJwntn2fwwfe5tNLH9HX18fOV17k3uqF1C5/GIvFckvf78zJYySTCUzAspWr77i+zo52wkoQJVhHZ3RktCRAUXEJHt8cKjy+SXUKrRg/rgIbp4PXiF5LEk9q2DLkg54YO/KuLsQU1JdQ+cedYU4FelA1HZMJvv1gCVtqJNNaTAwZGVZWr9+Mx+fnwL7dJBIJLpw7Q0NEYf3mR8m331yTHOvt5cNzZwDwV919W821qqq0NDcSDtYTDgXo7b02Yk2axYLD5cbt9ePxVWIz6ARcMXm47Jno1/872NHPPY4cQ+sRU5s09EJMMfVt/fxke4hoTxJV08mfkc6PN1XgKZKUBTHxeP1VFJeUs3f3a7Q2N3H1ymVe+u2/8cCyldx7/6KvTYI5cfQQqqZhMZtZunzVTT9uIjHwhWjJZDI5Yk1WVhYVHh8e3xyJlhS3zJk/tC9E14dGH6WhF2NJXp2EmCJ0HV4+2cG/HWphUB0asal25/JX6xxkWW9thEGI8ZSdk8PWx7/NB+dOc/y9oQb96OEDKKF61m18lOycGzdCXZ1R6i5dBGB+9cKvTZG5dq0HJfApSihAW0vzDaMlZ83OH46WLCktl2hJcduKZlqxpplIaaB0yImxYmxJQy/EFNDTn+LnOxQuRHpRNR2LCbatLGXtArvRpQlxU0wmE/fevxhnhZe3dr3K1SuXaW1u4vnnfsGqtRvx+qtG/Jkjh/ajMzS+U7OodsTXdV2nrbWZiBJECdZ/SbSkmZKycjxePx5/1ahn44vpzWm3oXT0E+kcmYgkxGiShl6ISe5iU4yfvRLiSmwQVYOimRk8s6kCh/3OYgCFMMLsfDvf+s73OHHkEOffP00ikeCtXTuouvseHlq1ZjgGsjGi0NzUAEDN4loybUMjZWoqRUNEIRyqJ6IE6e8feWU0IyMDZ4VnOJnGapXfFTE2nPZMQh39BNvlCr0YW9LQCzFJaZrOb4+08bujbaiqjqrDA/48/nKNA2u6pCmIyctisfDgim/gcnvZv2cXfX19fHrpI1qaGli78RGKS0s5evgAADk5OVRW3c3FD84RDgVoboyQUtUR3zMnZwYeXyVuXyVl5c5bTtIR4na4Cmzo+tBZIB09SYryMowuSUxRJl3X9a9fJoSYSC7HBvn5qwoXm2Komk66xcT3VpXz0F1yGqGYWhIDA+zfs4uwEgSGRnPKHS7CoQCJZIL8/AIGBm6c811QWITHNwe3x0dBUfF4li0EAB83x/jZKwrpFhN/97iX2sqZRpckpii5Qi/EJHNWucbf71Dojauomk55vpVntrgplis/YgqyZmay6dHHuXTxA97Z8wa9sV5ONzcBOhlWKwMD/cDQxlWL2fy5aMk5ZGVLtKQwlstuw8Qfkm6koRdjRRp6ISYJVdP51cEWtp/sQNV0NB1Wz5/NtuWlpKfJiI2YepLJBA1KCCVYTyQcRNN1Bgbi6PpQOo2aSpEaTDFvQTVur58Kj5e0tHSDqxbiD3IyLczOSaO7P0U4KhtjxdiRhl6ISaCjJ8lPt4eob+tH1XWsaWaeWudkoTfX6NKEGFWx3l6CgU8IhwK0NjeiaX+YCjWbTJiA9PR0TCYTebNmY0lLI97fR2m5Q5p5MSE5C2xcjfQSjsrGWDF2pKEXYoI7VtfNf34jQuz6iI270MbTG10UyoiNmAJ0XaejvXU4WvJyV+eINWazmeKSUlKpFJquk2axsGbjNzl59DA9Pd00RBReeO5ZVq/fgsvtNeCnEOLLOfMzuRDppfHyAIPq0J4nIUabNPRCTFDJlMb/2t/MG+93Do/YbKq28+SDJVjM8oYgJi81laKxIUw4VE9YCdLf1zdiTXp6Oi639/oojY/UYIrf/Op/YrFY8FfdTWXVXDy+So68+w4XPzhPPB5n146XuOfeah58aJVcrRcTRnl+JuhDc/QNnXF8xVlGlySmIGnohZiAWq8m+H9eDhLpHEBVdbKsFn60wckC11efhCnERDUQ70cJBVCC9TQ1hEmlUiPWZGfn4PFXUuHx43BWfCFacv+hXaiahsVsZunyVQCkpaWz8hvr8Xgr2b9nF/F4nI8unKMxrLBu81YKJdlGTAAuuw2doYZeiUpDL8aGNPRCTDDvXrrKf30jQjypkdJ0/MU2frzZzaxs+XUVk8vlrk7CoQDhUD3tba03XFNQUITHV0mF10dhUckN13R1Rqm7dBGA+dULyZnxxQ+2LreXJ7b9gHf2vEFDRKGnp5vtL/w7ix5Yzv2LHsBslk3jwjhOuxWTCXR0wtEbR6wKcaekQxBighgY1Ph/32pg/0dXUDUdHfijxUU8trhQRmzEpKBpGq3NjcPz8D093SPWWCxmSsuceHyVeP1VZOfkfO33PXJoPzqQkWGlZlHtDddkZWWz5bE/5aML73P08AFSqRQnjx0mHKpn3eat5Obm3emPJ8RtMZtMOPIzabk8gCINvRgj0tALMQGEo3F+sj1Ey5UEqqaTl5XG05tcVJVKjraY2D6LlgwF62mMhEgkEiPWZGZm4nL7hqMl09NvfkN3Y0ShuakBgJrFtWTabF+5/p5778fhcrP3zdfojHbQ0d7Gi7/+JcsfXsNdc+ff2g8nxChx5FtpvjwgV+jFmJGGXgiD7Xq/k/+9v5mBQQ1V05nnyOFHG5zk2uTXU0xMsd5elGAdSrCeluaGL0RLfmbmzFm4vX7cXj8lZY7bGnvRdY2jhw8AkJOTw4Lqmpv6czNnzebxJ7/LqePv8f7pEySTSd7Z+ybhUIBVazZizcy85VqEuBMuu43jdT1ciQ3SG08xQ17fxSiTZ5QQBulLqPznXRGO1XWjajomEzyxtIRv1hRgkgkbMcF0tLden4cP0NUZHfF1k8lEcUkpHt8cKjw+Zufb7/gx6z65NBxjuWTpiltKrjGbzTzw4Aoq3D72vrmDWCxGKFBHe2szazc9Slm5847rE+JmOfIz+exjb6gjzr0VEnAgRpc09EIYoL6tn59sDxHtSaJqOvkz0vnRBheVJZJ+ICYGVVVpbowQVoaSafpisRFr0tLScLjceHyVuL1+bLbRe/5qmsqJIwcByLcXUDV33m19n5Kycp787g9595191H1ykb6+Pna89Duqaxaz5MEVX0jSEWKsuAqG7goNJd30S0MvRp009EKMs+0nO/jVwRYGVQ1Vg2p3Ln+1zkGWVRoLYax4vH94Q2tjRLlhtGRWdvZQA+/x43C5x6whPn/2NLHrHyJql63EZLr9pJqMDCtrNmzB66/knb27SSYTnDt7irASZMOWx0blboIQX8U+IwNrmomUpsvGWDEmpKEXYpz0xlP8w2thzirXUDUdiwm+s6KU9fdKMyGMc/XK5eFoybbWFnR95Dy8vaBweB6+qLh0zGtKJAY4e+o4AOUOFxUe36h8X6+/iqLiMva9tZPW5iauXrnM73/zK2qXr2RB9SJMMusmxpCnMIu6tj7C0QGjSxFTkDT0QoyDi00xfv6qQldvElWDopkZPL3RRUXBVyd2CDHaNE2jraWJiBIkFKynp/vqiDVms4mychceXyUe35wRue9j7czJYySTCUzAspWrR/V758yYwdbHv82F909z4ughVFXjyLsHCAXrWbfx0ZuK0RTidjjtmXza1keovd/oUsQUJA29EGNI03R+d7SN3x1tJ5XSUHV4wJ/HX65xYE2Xw27E+BgcTNIQVgiHAkSUAAMDI68QWq1WnBVevL5KXB4vGRlWAyodStD58NwZAPxVd2MvKBz1xzCZTNxXsxhnhZs9b7zG1SuXaW1u4vnnfsGqtRvx+qtG/TGFcBbYQIeUptN8eYDyfElbEqNHGnohxsiV2CB/96rCxaYYqqaTZjbxg4fLWTl3ltGliWmgLxb7QrSkqmoj1uTlzRw6pdXjo7TcOSFOVD1x9BCqpmExm1m6fNWYPla+vZBvfed7HH/vIBfOnSGRSPDWrh3MuWseK76x1rAPNWJqcsy2DifdhKNxaejFqJKGXogxcCHSy893KHT3DaJqUDLLyjObXZTNlhdwMXY6o+2EgwGUUIDOaPsN1xQVl+D2VuLxVZJvLxjnCr9aV2eUuksXAZhfvXBcRn0sFgvLVq6mwuNj/55d9PX1UffJRVqbG1m78RFKysrHvAYxPVQU2jAxlHQT7hxg2V1GVySmEmnohRhFqqbzb4daeOlEB5qmo+rwjXtms215KRkyYiNGmaqqNDVGiCgBwsEAsVjviDVpaWmUOyvwfhYtmTVxTx8+cmg/OkOpNDWLasf1sR0uN09u+yH79+wirATp7b3Gjpd/R83iWhYueXBC3L0Qk1tmupmCvHQu9w6iRGWOXowuaeiFGCUdPUl+uj1EfVs/qq5jTTPz9DonC725RpcmppCBgTgRJUg4FKAhHGJwcHDEmqzsbNweH25vJU6XG0vaxH+pb4woNDc1AFCzuJZM2/hvGLdmZrLp0ce5dPED3jv4NoODg5w+cZRwKMC6TY8yc9bsca9JTC2ufBtd1wZROiS6Uoyuif8qL8QkcDLQwz+9HiYWV1E1Hac9k2c2V1CYl2F0aWIKuNbTTShQhxKso72tFU0bOQ+fby/4QrTkZIpg1HWNo4cPAJCTk8OC6hpD67l73gLKnRXsfWMHHe1tdEY7eOHXv2T5ytXMW1BtaG1icnPYMzmrXKP1aoJBVSfdMnl+T8XEJg29EHcgper873ea2XkmiqrpaDpsvM/Okw+WkCYv1OI2aZpGR1sLSihAOBTg6pXLI9aYzSZKyhy4vX68/ipyc/MMqHR01H1yictdnQAsWbqCtLR0gyuC3Nw8/uhbf87ZU8c5c/IIqqpy6J29KMF6Vm/YMqqn4orpw2n/w8bYUEc/VaUTdwROTC7S0Atxm1qvJvjp9hChaBxV1cmyWnhqnZNqtxzpLW5dKjVIRAl9ZbRkRkYGrgovHn8lLrcXq3Xyb7LWNJUTRw4CQ3cZqubOM7iiPzCbzSx64EEqPD72vrGDnp5uGiIKzz/3LKvXbcbl9hpdophknPahUTJdH0q6kYZejBZp6IW4De9eusp/fSNCPKmR0nT8xTZ+vNnNrGz5lRI3r7+vj3ConlCgjubGCOoNRmlmzMjFc31Da2m5E4vFYkClY+f82dPEYjEAapetxGSaeJtPC4uKeWLb9zlyaD8XP7xAvL+fXTteYt6C+1j20DdISzf+joKYHEpnWUkzg44uc/RiVEn3IcQtSAxq/Pe9Tez7oAtV09GBrYuK+OMlhVjMMmIjvl5XtOP6KE090Y6vjpZ0e/1jcrDSRJFIDHD21HEAyh0uKjw+gyv6cmlp6axcvYEKj58D+94kHo9z8YPzNDdEWLvpUQqLio0uUUwCZpMJh91GY2ccJSoNvRg90tALcZPC0Th/96pC4+UBVFVnhi2Nv97gZK5DjooXX05VVVqbm4avxN8wWtJiodxZgdvrx+ObQ1b29LgNf+bkMZLJBCZg2crVRpdzU9xeP09s+wFv795JU2MD3d1X2f7Cv7PogeXcv+gBibcUX8tlz6ShM06oQ6IrxeiRhl6Im/DmuU7+1/5m4kkNVdOZ58jhr9Y5mJktt9rFSInEwBeiJZPJ5Ig1NpvteipNJc4K94TYCDqeYr29fHjuDAD+qrsn1Z2IrKxsHvnjJ/nw/FmOvXeQVCrFyWOHaQgHWbPxkUm9QVmMPUd+JroOsQGVy7FB8nOm1+++GBvS0AvxFfqTKv/p9QjH6rpRNR1MJv60tphHFxYyiVIBxTi4dq0HJVhHKFBHe2szmqaPWDNrdj4eXyUVHh/FJWXT+mruiaOHUDUNi9nM0uWrjC7ntsy/rwZnhYc9u3bQ1RWlrbWFF3/9Sx5atZaqu+8xujwxQbnsmcNJN0pHXBp6MSqkoRfiS4Q6+vnbl0O0dydRNZ2Z2en8zSYXlSUSVydA13Xa21oIX4+WvHK5a8Qas9lMSVk5nuujNLl5Mw2odOLp6oxSd+kiAPOrF5IzY/ImQ82cNZvHv/1dTh1/j3NnTpJMJtm/5w2UYD2r1mzEmjn5k4jE6HLYh54TQ0k3/XL4oBgV0tALcQOvnurglwdbSKY0VA2q3bn8X2sd5GROrYQRcWvUVIrGhjDhUD3hUID+/pEzsBkZGThcbrz+ObjcXjIzx//E04nuyKH96EBGhpWaRbVGl3PHLBYLtctW4vb42fvmDmKx2PCdmrWbHqWs3Gl0iWICmZWdTrbVwsCgSjg6Mp5WiNshDb0Qn9MbT/EPr4U5q1xD1XTMZvjzh0rYeF+B0aUJg8T7+1CCQw18U2OEVCo1Ys2MGbm4vX4qvH7KHa4pFy05mhojCs1NDQDULK4l0zZ1PvCUlJXz5Hd/yKH9e6n/9GP6+vrY8dLvuO/+RTywbKU8L8Qwd6GNS80xwp2SdCNGhzT0Qlx3qbmPn70Soqt3EFXTseem88zmCioKpk7DIW5OV2eUiBJECdbR0d52wzX2giK8vko8vkrshUXjXOHkpOsaRw8fACAnJ4cF1TUGVzT6MjKsrN34TXyVc3hn726SyQTn3z9NJBxiw5bHmJ1vN7pEMQG4Cmx83BwjEo2jaTpmiT0Wd0gaejHt6Tq8cKydX7/XSkodGrFZ5M3jP6x1YMuYvpsWpxNN02hparh+SmuQnp7uEWssZvMXoiWzcySu9FbVfXKJy12dACxZumJKJ/t4/VUUFZex762dtDY3cfXKZX7/m1/xwPKV3Fu9CJPsqp/WnLMzQYeUptN4eUAuHIk7Jg29mNauxAb5x51hLkR6UTWdNIuJ760sZdU9+UaXJsZYMpmgQQmhBOuJhINfGi3prPDi9c/BWeEmPT3DgEqnBk1TOXHkIAD59gKq5s4zuKKxlzNjBlsf/zbnz57i5LF3UVWNo+8eQAnWs27jo/KhcBpz2K3ofLYxVhp6ceekoRfT1oVILz/fodDdN4iqQcksK89sdlE2W1IppqpYby+h4KcogXpaWxpvGC05c9ZsPL5K3B4fxaXl0zpacjSdP3uaWCwGQO2ylZhM0+Pv1WQyUb1wCS63hz1vvMbVK5dpbW7i+ed+wer1W3B7/UaXKAzgKrAxdGJD9M4AACAASURBVI9GJxyNs3LuLIMrEpOdNPRi2lE1necOt/LisXY0TUfV4eF5s/mLh0rJSJ8eTcZ0oes60Y42IkqQUKBueNzj80wmE8UlpXh8c/D4Kpk5a7YBlU5ticQAZ08dB6Dc4aLC4zO4ovGXby/kW9/5HscOH+CD82dJJBK8uXM7VXffw0Or1pCRYTW6RDGO0i0mSmZZ6ehJEI7KibHizklDL6aVy7FBfro9xCctfaQ0nYw0M0+tLqe2UvLBpwo1laKpMUI4VI8SCtDf1zdiTXp6Os4Kz1AyjceHzSZnC4ylMyePkUwmMAHLVq42uhzDWCwWlj+8BrfXz763Xife38+nlz6ipamB9Zu3UlRSanSJYhw57Jm0dydQopJ0I+6cNPRi2jgZ6OGfXw/TG1dRNR2nPZO/2VxBcZ7MRU92A/F+lFAAJVhPY0RBVdURa7Kzc3D7hja0SrTk+In19vLhuTMA+Kvuxl5QaHBFxnO43Dy57Qcc2PsmYSVIb+81Xvn9b7h/0QMsemCZjHlNE858K6cD0NGTJJ7UJIRB3BFp6MWUl1J1nj3QzI7TUVRNR9Nh/YJ8/mx5KWkWSZqYrC53dX4hWlLXR87DFxQU4fFVUuH1UVhUYkCV4sTRQ6iahsVsZunyVUaXM2HYbFlsevRxLl38gPcOvs3g4CBnTh4jogRZv3kreTNlpnqqc9ltfPaqFeroZ55DNkmL2ycNvZjS2rsT/O3LIUIdcVRNJ8tq4al1Tqrdk/eo+elK0zTaWpqG5+FvGC1pMVNa5sTjq8Tjm0PODPl3NlJXZ5S6SxcBmF+9UP49buDueQsoK3eyb/dOOtrb6Ix28Pxzz/LQw2uYO/8+o8sTY8hpHwpgGEq6iUtDL+6INPRiyjpW180/vx6mP6GhajruQhs/3uTCnisjNpNFMpmgIaygBOtpCAdJJBIj1litVlxuHx5fJS63RzYXTiBHDu1HZ+iwpZpFtUaXM2HlzZzFH33rzzl78hhnTh1FVVUO7t9DKFDH6g1bZI/HFFU804o1zURKQ+boxR2Thl5MOYlBjf+xr4k9F7qGR2y+WVPAn9YWY5HT+Ca8WG8vSrAOJTgULamq2og1eXkz8frnUOHxUVLmkJnjCagxotDc1ABAzeJaMm2Ss/1VzGYzi2qX4XJ72bd7Jz093TREFJ5/7llWr9uMy+01ukQxBpx2G0pHP2Fp6MUdkoZeTCmNXQP8ZHuIxssDqKrODFsaf73ByVy5lTmhdbS3Ds3DB+rp6oqO+LrJZKKouASPb6iJz7cXGFCluFm6rnH08AEAcnJyWFBdY3BFk0dRSSlPbPs+7x18m48/+oB4fz+7drzEPfdW8+DyVaSlT93TdacjR34moY5+gu0SXSnujDT0YsrYc6GL/7G3ifjg0IhNVVk2T29wMjNb3gAnGlVVaW6MEFaGkmn6rh849HkWiwVnhWdoHt7rJ1PGDiaNuk8uDWf+L1m6grQ0+R28FWlp6Ty8ZiNubyUH9r1JPB7nowvnaIqEWbvpUQqLio0uUYwSV0Emug4DgxodPUmKJHVN3CZp6MWk159U+W9vNHD4k6uomg4mE48/UMzWhQWYZcRmwojH+6+n0gxFS6ZSqRFrsrKz8Xj9uL2VOJwVWNLkJWqy0TSVE0cOApBvL6Bq7jyDK5q83F4/T2z7AW/v3klTYwPd3VfZ/sK/s7j2IaoXLpFRsynAac8cTrpRonFp6MVtk3dLMamFOvr525dDtHcnUTWdmdnp/M0mF5UlcjV3Iui+egUlWE84VE9ba8sNoyXz7QXD8/CFRSWYTPIhbDI7f/Y0set3XGqXrcRkkqbzTmRlZfPIHz/Jh+fPcuy9g6RSKU4cfZeIEmDNxkfIzc0zukRxB1x2GyY+S7rp5wG//HuK2yMNvZi0dpyO8uyBZpIpDVWDBa4Z/Mf1TnIy5cAgo2iaRntrM+HrV+K7r14ZscZsNg1FS/or8fqqJMpwCkkkBjh76jgA5Q4XFR6fwRVNHfPvq8FZ4WHPrh10dUVpa23hxV//khXfWMecu+QuyGSVk2lhVnY6PfFBwtEBo8sRk5g09GLS6Uuo/OPOMKcCPaiajskE31leyqZqu9GlTUuDg0kaI2FCgToaIyHi8ZFpDVarFVeFdyha0uOVaMkp6szJYySTCUzAspWrjS5nypk5azaPf/u7nDr+HufOnCSZTPL2W7sIBepYtXYjVmum0SWK2+AssPJhw6Ak3Yg7Ig29mFQuNffx8x0K0Z6hERt7bjp/s7ECT5FE4o2nvlgMJVhHOBSguTGCqt04WtLt9eP2+iktd8q87xQX6+3lw3NnAPBX3Y29oNDgiqYmi8VC7bKVuD1+9r65g1gsRihQR0dbC2s2PkJZudPoEsUtcuZn8UFDjIauOIOqTrqcYC5ugzT0YlLQdfj98XaeO9zKoDo0YrPIm8d/WOvAliGN4njoinagBOsJBevp6uy44Zqi4hLc3ko8vkqJlpxmThw9hKppWMxmli5fZXQ5U15JWTlPbPsBB/btJhSoIxaLseOl31Fds5glD67AYpHRw8nCYbeCPvQ+19gVx1ske8DErZOGXkx4Pf0pfr5D4UKkF1XTSTOb+IuHS1k9P9/o0qY0VVVpbmogEgoQDgXo7b02Yk1aWhrlzgq8vkrcXj+2rGwDKhVG6+qMUnfpIgDzqxfKvohxYrVmsmHLY9R/+jGH9u8hmUxy7uwpGiNh1m56hNn5MoY4GbiuJ93oOijRAWnoxW2Rhl5MaBebYvzslRBXYoOoGhTNzOCZTRU47DIrOhYGBuI0hEOEAnU0NYRJJpMj1mRlZ+P2+HB7K3G63BItKThyaD86kJFhpWZRrdHlTDuVVXMpLXOy980dtLW20NUV5aXf/isPLF/JvdWLjC5PfI2y2ZmYTKCjyxy9uG3yTiwmJFXT+c17rbxwrB1V1VF1eOiuWXxvVRnWNBmxGU3XeroJBeqGoyW1G8zDz863D8/DF5eUSbSkGNYYUWhuagCgZnEtmTbZz2KEnBkz2Ponf8aF909z8ti7pFSVI4feIRIKsHr9N8nOkdOyJ6p0i4ny2Zm0XhlA6ZATY8XtkYZeTDiXY4P8dHuIT1r6SGk6GWlmnlpdTm3lTKNLmxI0TaOjvZVwKEAoUPel0ZLFpeV4/XPw+OZI1rX4UkcPHwAgJyeHBdU1BlczvZnNZqoXLsHl9vDW66/S3X2VpsYGnn/uF6xevwW31290ieJLOO1WWq4MyBV6cdukoRcTylnlGn+/Q6E3rqJqOuX5Vp7Z4qZYTs+7I6nUIA1hhYgyNA9/o2jJjIwMXG4vbq+fCo9PIvDE1/r00kUud3UCsGTpCtLS0g2uSADk2wv51ne+x/Ejh/jg/FkSiQRv7tzO3fPms2zlaomNnYCc9kyO1/VwOTZIbzzFDJu0Z+LWyDNGTAiqpvPsgWZePRVF1XQ0HdbOz+c7y0tIlxGb29Lf10c4VE8oUEdLUwMpVR2xZsaMXDy+StzeSkrLHZKMIW6apqmcOHIQGDrtt2quHG40kaSlp7P84TW4vX72vfU68f5+Ll38kKaGCOs3b6WopNToEsXnOPNtfHaOthKNs8AlG8vFrZGGXhiuvTvBz15RqG/rR9V1sjIs/OUaBwu9uUaXNul0RTtQQgHCoXqiHe03XFNYVDwULen1Yy8sGucKxVRx/uxpYrEYALXLVmIyyQfvicjhcvPkth9wYO+bhJUgvb3XeOX3v6FmcS0Llzwo50NMEM7rQQ+6DqEOaejFrZOGXhjqWF03//x6mP6EhqrpuAtt/HiTC3uujNjcDFVVaW1uJBwKoATrbxwtabFQ5nDh9c/B7a0kK1uiJcWdSSQGOHvqOADlDhcVHp/BFYmvYrNlsenRx7n00QUOH3ybVCrF6RNHCYcCrN+8lbyZs4wucdoryM3AmmYipUnSjbg90tALQyRTGv/f2828ea5zeMRm8/0FPLG0GItZElS+SiIxQEM4hBKopyESumG0pM1muz4L78fl9shssxhVZ04eI5lMYAKWrVxtdDniJt19z72UOVzs272TjvY2OqMdvPDrX7J85Wrmzr/P6PKmPXdhFvVtfYQ7paEXt04aejHuGrsG+NmrISKdA6iqzgxbGk+tc8gtxq9w7VoPocCnhEMB2lqa0DR9xJqZs2Zfvwrvp6i4VG6lizER6+3lw3NnAPBX3Y29oNDgisStyJs5iz/61p9z9uQxzpw6RiqV4uD+PYQCdazesAWbTQ41MorLnkl9Wx/BNomuFLdOGnoxrvZ90MW/7G2iPzk0YlNVls3TG5zMzJYryJ+n6/pwtGQ4FBhOEvk8s9lMSWkZbm8lXv8ccvMk1lOMvRNHD6FqGhazmaXLVxldjrgNZrOZRbXLcLm97Nu9k56ebhoiCs8/9yxrN3wTh8ttdInTksOeia5DStNpuZKgbLakEYmbJw29GBcDgxr/ZVeEw59cRdV0dODxJcVsXVSAWUZsAFBTKRobwoRD9YSVIP19fSPWZGRk4HC58frn4HJ7ycyUQ3zE+OnqjFJ36SIA86sXkjND7qpNZkUlpTyx7fu8d/BtPv7oA+L9/ex85UXm33s/S5c/TFq6XGgZT878zOGkm3A0Lg29uCXS0IsxF47G+cn2EC1XEqiaTl5WGk9vclFVKpsz4/19Qwc8BetpboyQSqVGrMnJmYHHV0mF10+5wyXRksIwRw7tRwcyMqzULKo1uhwxCtLS0nl4zUbc3kr279lFIpHgwwvv0xhR2PDNx8i3y0jVeKkotGFiKOlGifbzYJXcdRU3Txp6MaZ2nonyi3eaSaQ0VA0WuGbw1DoHudP40IzLXZ0owXrCoXo62ttuuKagsBiP14/b56egsHicKxRipMaIQnNTAwA1i2vJtMndoanE7fXz5LYfsn/P6zQ1NtDdfZXf//ZfWbJ0BffVLJY9OeMgM91MQV46l3sHCXcOGF2OmGSmb1clxlRfQuUfd4Y5FehB1XRMJvj2gyVsqSkwurRxp2nacLRkOBSgp6d7xBqLxUxZuQuPrxKPbw7ZOTkGVCrElzt6+AAAOTk5LKiuMbgaMRayc3J45I+f5IPzZzh++CApVeX4kUOEQ/Ws27RVRqzGgXN2Jl3XBlE6ZGOsuDXS0ItRV9/Wz0+2h4j2JFE1nfwZ6fx4UwWeoulzRS+ZTNCghFCCQ9GSiURixBqbzYbL7cPtHYqWTE+X7H0xMX166eLwxuwlS1dIDOoUt+C+hTicbva9uZOurihtrS08/9wvWPGNdcy5S04EHkvOAhvvh3tpuZJgUNVJt8geM3FzpKEXo+ql4+3827utDKpDIzbV7lz+ap2DLOvUn/uO9fYSCn6KEqintaXxhtGSeTNn4fVVUuHxUVLmkNvYYsLTNJUTRw4CkG8voGquNHTTwex8O49/+7ucPHaY82dPkUwmefutXYQCdaxauxGrNdPoEqckR751eGNsqL2fqjLZayZujjT0YlT09Kf4p51hzirXUDUdiwn+fEUp6+61G13amNF1nWhHGxElSChQd8NoSZPJNBwt6fb6mTU734BKhbh958+eJhaLAVC7bCUmk3wInS4sFgtLlz9MhcfH27t3EovFCAXq6GhrYc3GRygrdxpd4pTjtA99UNJ1iHQOSEMvbpo09OKOXWyK8bNXQlyJDaJqUDQzg2c2VeCwT70rOGoqRVNjhHCoHiUUuGG0ZFpaGs4Kz1AyjccnB7WISSuRGODsqeMAlDtcVHh8BlckjFBW7uSJbT/gwL7dhAJ1xGIxXnv5ee6rWcySpQ9J8tYoKpudSZoZdHSUaD8gF4HEzZGGXtw2TdP53dF2fnukFVXVUXV4wJ/HX65xYE2fOlfxBuL9KKEASrCexoiCqqoj1mTn5ODxVeL2+Cl3VsgbnJgSzpw8RjKZwAQsW7na6HKEgazWTDZseYy6Ty7y7jt7SSaTnDtzksawwtpNjzA7f+rejR1PZpMJh91GY2ccJRo3uhwxiUhDL27Lldggf/eqwsWmGKo2tHHnhw+XseLu2UaXNiquXO4iogRRgnW0t7Wi6yPn4e32Qjz+oavwRcWlBlQpxNiJ9fby4bkzAPir7sZeIHnkAubcNY+ychd739xBW2sLXV1RXvrtv1L70MMsuG+h0eVNCc58Kw2dcYLtknQjbp409OKWnVWu8U87w3T3pVA1nfJ8K09vdFE2e/KO2GiaRltL03C0ZHf31RFrzGbTF6IlJcJNTGUnjh5C1TQsZjNLl68yuhwxgeTMmMHWP/kzzp89xclj75JSVd47uJ9wsJ7V678psbt3yJGfia5DbEDlSmyQ2TmSKiW+njT04qapms6vDraw/WQHqqaj6bB6fj7blpeQnjb5RmySyQQNYYVwKEBDOMjAwMiDPKxWKy63D4+vEpfbQ0aGHMUtpr6uzih1ly4CML96oXx4FSOYzWbuX/QAFR4vb73+Kt3dV2lqbOD5537B6vVbcHv9Rpc4abkKbMNJN0o0Lg29uCnS0Iub0tGT5KfbQ9S39aPqOtY0M0+tc7LQm2t0abck1tuLEqxDCQ5FS6qqNmJNXt5MvP45Ei0ppq0jh/ajAxkZVmoW1RpdjpjA8u2FfOs73+PYewf58ML7JBIJ3ty5nbn3LGD5w2vkzILb4Phc0k04GqfGM7neZ4UxpKEXX+tYXTf/+Y0IsbiKqum4C208vdFFYd7kOAgp2tFGJBRECdbT2dkx4usmk4mi4hI8vqEmPt8+/U6zFeIzjRGF5qYGAGoW15Jpmz4Hwonbk5aezkOr1uLxVbLvrdeJ9/fz8Ucf0NzYwNqNj1BUInuMbsXs7HSyrRYGBlU5MVbcNGnoxZdKpjT+9/5mdr3fOTxis6nazpMPlmAxT9zT61RVpbmpASVYRzgYoK8vNmKNxWIZjpb0eP1kSrSkEAAcPXwAgJycHBZU1xhcjZhMHC43T277Afvf2kVDRKGnp5tXfv8bFi5eSs2SpXK38xZUFNj4pCVGuHPkKKgQNyINvbih1qsJ/p+Xg0Q6B1BVnSyrhR9tcLLANTFnaePxfiJKkHAoQGNEYXBwcMSarOxs3B4fbm8lTpcbS5o8/YX4vE8vXRw+IG3J0hUyLiFumc2WxZbH/pSPPzzPe4f2k0qlOHXiCJFwkLUbHyFv5iyjS5wUXAWZXGqJEYnG0TQd8wS+iCYmBuloxAjvXrrKf30jQjypkdJ0/MU2frzZzazsifV06b56BSVYjxKso6O9DU0bOQ+fby8YPuCpqLgUk0leFIW4EU1TOXHkIDD0e1M1d57BFYnJbO78+yh3VrDnjR10RjvoaG/jhV//koceXsPd99xrdHkTnjM/E3RIaTpNVxK4puBBjWJ0TawOTRhqYFDjv+9p5O0PL6NqOjrw2OJC/mhx0YQYsdE0jfbWZsLK0Dx899UrI9aYzSZKy524vX58/rsknUOIm3Th/TPEYkPjabXLVmIyyXiEuDN5M2fx+JPf5czJo5w9dZxUKsWBt99CCdazat0mOUX7KzjzM/+QdNPRLw29+FrS0E9yP/p1HS8ca+eH3yjn5497b/v7hKNxfrI9RMuVBKqmk5eVxtObXFSVZo9itbducDBJYyRMKFD3pdGSGRkZVHwWLenxSrSkELcokRjgzMljAJQ7XFR4fAZXJKYKs9nM4trlVLh97HljB7291wgrQZ5/7lnWbvgmDpfb6BInJFehDRNDSTcRmaMXN0Ea+kksntTY9f7QvOurpzr4yWMe0iy3fiX9jfc7+V/7mxkY1FA1nXmOHH60wUmuzZinR18sRjhUTzgUoKkhjHqDUZrc3DzcXj9ur58yh0s2WwlxB86cPEYymcAELFu52uhyxBRUVFLKE9u+z5FD+7l08UPi/f3sfOVFFtxXQ+2ylaSly36Nz0u3mCiemUH0WlKSbsRNkYZ+EnvrfBexAZVV82Zz4OIVDn58hTXz82/6z/cnVf7T6xGO1XWjajomEzyxtIRv1hQw3qPmnR3t10dp6uiMjoyWBL4QLSnH0AsxOmK9vXx47gwA/qq75XdLjJmMDCur1m7C45vD/j27SCQSfHD+LA3hEBu++Rj5dnnufZ7DnklHT5JwZ9zoUsQkIA39JPbSiXbystL4l+9WUf1/n+TlEx033dDXt/Xzs1dCtHcnUTWd/Bnp/GiDi8qS8ZlpVFWVluZGwsGhK/G9vddGrEmzWHC43Li9fjy+SmxZxo7/CDEVnTh6CFXTsJjNLF2+yuhyxDTg9vp5ctsP2b/ndZoaG+juvspLv/s3lixdwb33L5I7rte57JmcCV6jvTtJPKlhy5C/F/HlpKGfpNq7kxz+5CrfWVaKfUY66++1s/t8J939KWZmffU/6/aTHfzqYAuDqoaqQbU7l79a5yDLahnTmgcG4l+IlkwmkyPWZGVlXR+lkWhJIcZaV2eUuksXAZhfvVA2kYtxk52TwyN//CQXzp3mxHuHSKkqx947iBKsY92mrfJc5IsbY0Md/cxz5Bhaj5jYpFuapF4+2YGuw+MPFAHwJ7XFvHYmys4zUbY9dONT+XrjKf7htTBnlWuomo7ZDNtWlLLhXvuY1XntWg9K4FOUUIC2luYbRkvOzrcPz8MXl5RJtKQQ4+TIof3oDI1C1CyqNbocMQ3dW70Ip8vDvjd30tUVpa21heef+wUrV6+nsmqu0eUZymkfOqVZ14eCK6ShF19FGvpJ6uUT7bgLbSz05gLw0F2zKMrL4OUTHTds6C819/GzV0J09Q6iajr23HSe2VxBRcHoHuuu6zptrc1ErkdLXr1yecQas9lEcWk5Xv8cPL455ObmjWoNQoiv1xhRaG5qAKBmcS2ZttF9LRDiZs3Ot/P4t7/LyaPvcu7sKZLJJPt2v06w/lNWrd2I1To9IxtLZllJM4POUEMvxFeRhn4SOh/ppb6tn6fWOejpTw3//03VBfzroRZCHXG8RUNvzpqm8/yxdn57pI3U9RGbB/x5/J+rHaM2j6emUjRElOFkmnh85AtPRkYGzgrP8JX46foCLcREcfTwAQBycnJYUF1jcDViurNYLCx9aBUVXj9v795JLBYjFKjj/2/vzqOjOs88j/9qU60qARJIbBICsdjGmNUmxgZssAEbE0LSTjpJpxMnE0/cM+nMmSxjz+k+3X26p09PepKZxJ50J57ETjqOs+LGJmYxtgFj2ZjFGBsMQhL7IhBCW+1Vd/6oRVUqCSQMqK70/ZxjMFWl0mXV773v+zzPuTOntHzlGo0eO26gL3FAVJd71HA2oAYCPa7AYhiGceWXoZD8t+fq9NPXT/f6/DceqNQTq6t1qTOqv/ldg94/0aF4wpDdatEj947VvbeM+MjXEAx0qr7ukBrr63Ty+FHF4vG81/h8xZpYM0XVNVM0dlylbLbre0YfQN98eOB9bX55nSRp6bKVumn6jAG+IqBLOBzSlo3rVV93SJJksVg0e9583XHnwiH3deRHm09o64EWeZ02vfSdWQN9OShg3KE3mUjM0Np3mjS7ulh/tWZi3vN/9Zt6/fatc3r849Va+8557T/erngiuXX3rYeqNHbE1d8Zv3C+SY31dWqsP6xzZ8/0+JqRo8o1sWaqqifWaGR5xVV/LgDXRyIRV+32VyVJpWUjNe2W6QN8RUAup9OlB1Z9Uh8e2K+tWzYqEolo985aHWuo14pVazRs+Ee/KWUWVWVuGUaLQtGEzrVGVF5SNNCXhAJFoDeZTe81q6Uzpr9dNFYLpg7Le/4LC0fr27+s047Dl7RiZpme2XpaS6aP0JcWjVGRo39HbBKJhE6dOJYK8XVqa2vNe43Nas1qLTlVHi+tJYFC9u7ud9TR0SFJuvPue2Sx0AoPhWnazbdqzLhKbVr/gs6cPqULF5r0q2d/ogWLlmjGrKFxTKyyrKvTTWNTkECPXhHoTebXtWflddq0au7IvOdC0YTW3F6uv/5NvX795ln98EvT9Pjqas2a0Pf2X5FIOFnQWndYx47W99ha0uVyacLE5Fn4CRMnyW5nwh9gBuFwSO+8tUOSNG58lSZMrBngKwIuz+8v0ZpP/5n2vPOW3n5zq2LxuLa+ukkNRw7p/gdXyzPI55NMGOmWRclONw1NAc2fTBMJ9Iwz9IPEW3Wtev7Ns/qHz9TIm+on39QaUV9+czva23Wk7qAajhzWmVMnlEjkf9TwEaXJu/CTJqt89FgGfwAm9MbWLdq7621ZJH3mC19hKixMpencWW18aa0uXWqRJLndbi1ZtlLVkyYP8JVdX4/+5KDaglEtmT5C//0T+UdtAYlAb3qxuKF/2XxCL+w6r3jCkMdp0xOrqzWjsliBSH6hqpRsLXnu7OlMa8nmC+fzXmO1WlUxeowm1kzVpMlT5S/JP94DwDw62tv186efUjyR0JRpN2vZg6sH+pKAfotFo9qx7VW99+7uzGO33HqbFt57/6DdLf6HtY3af7xdk8o9evrRmwf6clCgOHJjYqdbwvqb39arvimoeDwZ5v/TskrVVHjywnw8FtPxY43J1pINRxTo7Mx7P4fDoarqSamjNDVyuehLDQwWtW+8pngiIZvVqgULlwz05QBXxe5waNGSZZowsUabN7yoYCCgD/bv08njx7TswdUqH93zYEUzqyx16b3j7Tp2Iaho3JDDxvBF5CPQm9TrB1r0zy8eVTCSUCxhaHKFW998qFrDvV2/paFgQA31dWo4clgnjjUqFovlvY/PV6zqmsmaMHGyxldOGHItwYCh4ML5Jh068L4kacbsefIV972uBihEVdWT9LkvflWb/7hOx442qLX1kn73/LOad8ddmjt/waA6Flo50i0ZyXP0xy8ENancM9CXhAJEoC9Qu3bt0p49eyRJc+bM0Zw5cyRJ4WhCP9x4QhvevaB4wlDCkD5x+yg9PL9cNqtFzRfOZ1pLnj3Tc6/6kaMqNHHSZFXXTNbIUbSWBAa77a9tliGpqMipubffOdCXA1wTbrdHqz75Gb2/5KTqvgAAHatJREFUb4+2v/6KYrGY3q7drqONR7TswdUqGTZ8oC/xmqgsdcpQujCWQI+eEegLTCAQ0McWL9PJ8x0KuMZLkjyhf1X1mOH63dp1+tvfN+p4c0jxuKFit13fWDFOw3RRtdu2qOHIYbW2Xsp7T5vNqrHjqjSxZoom1kyV1+e70T8tAAPk+NEGnTxxTJI094475XJzlA6Dy/TbZmt8VbVefvEPOt90TufOntGvfv60Ft57v26efttAX95HNq7UJYtFMmSosSk00JeDAkWgLyCBQECTZy1S5+TPqWjmLGVvih85sVPT596luY/8SDISmua/pNmll/TmupcVDofz3svlcqmqukYTa6aoqnqiHA561wJD0Rtbt0iSfD6fbps9NHp3Y+gpGTZcD3/uS9pZu127d9YqGo1qy8b1aqg7pCXLV8rtNu9dbYfNorHDnTrTElZjU2CgLwcFii43BeS22+/WsVGfVNGYnsc7h45skefkBn1q1TIN8+SfdR82bLiqJyX7w48eO35QnSEE0H8fHnhfm19eJ0laumylbpo+Y4CvCLj+zp05rZdf/IPa29skSW6PR8se+LjGV1UP8JVdvf/z8nHVHr6k8pIiPf+X/D1GPu7QF4hdu3bpxPkOFc3sOcxLkqtmiTqPvKRY4KLkSQ6WGjN2nCZMTHalKS3LHzYFYOixWSWLDNkSId2zeJE6A0Hdcuut6mHEBDDolI8eo89+8T9o+2ubdeD99xQMBPTC736l22bN1YJFS0zZ/GF8qVNvGtKF9qjagzEVu4lvyMWfiAKxZ88eBV3jdaXeE6FQSK+9tV93P/xN+UZVqcnvUyBs1/FGQ8VnmlXsdqjYZZXXZVexy65it40WV8AQYbdZVOK2y576O3/XgtwC2HA0oY5wXLE4yR6DW1GRU0uWrdTEmqna/PI6hcNh7du7S8ePNWrFQ59QaZm5hqpVlrkzgyIbmoK6rYpOVchFoDcZQ1Jn0WjVR8ZIJ6OSkhPz0genevoy7bRbVOyyy+e2q9hlywT9YrddPrdNxS6bfK7kc/7UY54i893BAIYyn8smr9Omo0ePauPGjaqrq1Nra6scDocqKio0Y8YMLVmyRMO8xWruiIjDlhgKqidN1ue++Kg2rF+r0ydPqOVis379bz/V/AWLNWvuHbJYzHHDq6rMJamr0w2BHt0R6AvEnDlz5An/yxVf5y0eptWfeUTOUr/agzG1BWNqC8YViSVyXpf9xTqWMNQSiKqlM5oT+I3MNz0vBPzuZNBPf1/stsuXXhC4rKnHbKmFgj2nBz6AG6fIbpHXadOWLVv03HPPqaKiQosXL9aoUaMUjUbV0NCgzZs368CBA3riiSfksFkUiZHoMTR4fT6tefjzenfPTtVue03xeEI7tr2qxoY6LXtgtSnmMoz0F8lptyiWMNTYFBzoy0EBoii2gMyav1iNpatUNHZOj8+H6jbrTn+dNvz7r/OeC8cSag3E1B6MqTXQFfTbgjG1B+NqC8TUGohmHmsLxtQRiue9T/afBiMV87v/CbncboCnKBn0fS5rclcgtSBI7gYkdwEy36f+YzcA+GhKix062lCvf/zHf9ScOXP06KOPymazqbMzILfHI6sl2UVr+/btWrZsmVo6owR6DEkXmy/oj+t+r5aLzZKSR3OWLn9QkyZPG+Aru7K//k29Dp/p1C3jfHrykcK/XtxYBPoCEgwGVTNrkTonflpF43Lby4WP16rs1Auq2/fmNetek0gYag8lA356EdCetRBoC8bVGogmFwRZr+l+/ranRYCM3MCf+5pcdptSR37smfP/JR575hiQz2VTsduRWSQUu2zyumyyWc2xVQpcT0V2i4Z7HfrhD3+oDz74QN/73vfU1tamnz3zrD712S/JXzJMNqtU4nEonjAUjMQJ8xjS4vG4are/pr27d2YemzLtFt1z33IVFTkH8Mou7+lXT+mV/c3yOm166Tu9N9DA0MQZiQLidrtV/+42LVz6gOo2PauQuyr5ePCEpldXaMf+t67p57NaLSrxJMPz+NK+f1wgEs/c9c8O/pndgGDuDkFbIKbOcG+7AYYMQ2pPLSayFwJXOhLkdXYd+8neDfCmFgbFqWNCmV0Bt01OO608MbjYrBYZhqGDBw9qypQp8ng8WvvCOk25eYZGjBie+TMfjiaP5dHpBkOdzWbTXYuXqrpmija+tFadnZ06/OEHOn3ymJavXKPRY8cN9CX2aHyZS4YhhaIJnW4Ja8zwwl184MYj0BcYl8ulnW+8qr1792rXrl2SpLlz52rWrMJZjXuKksdkykv6PqwqnjByjgK1dwv9mZ2AbseF4t3Sh5H1TSiaUCga0YW2vu8GFNksqTv+dnldyYJgv8fRVRfgtuccGSp22+QtssnKbgAKlM1qUSgUUigUUllZmSTpQvNFPXz/So3wOhQO506W9Hicagnk77QBQ83YcZX63Bcf1ZZN61Vfd0gdHR36/a9/odnz5uuOOxcWXHvLqlJX5mtaY1OQQI8cBPoCNWvWrIIK8R+VzWrRCJ9DI3yOfn1cZzg/5KdrBbIXA9mLhGAkkfc+6ZAfNwy1BmNq7cdugMUieZ221N3+rtqA4kzRcLpYOL07YJPfbZOD3QDcIN1PTs6YOUf+YrfC4ZAee+yxnOe+//3vy+XyqSOev2sGDDVOl0sPrPqkPjywX1u3bFQkEtHunbU61lCvFavWaNjwEQN9iRkTRrllUfLrWf25gBZMHTbQl4QCQqBHQfM6k634RvfjTkQsngzt6eM+3RcE2eG/NZD8ryMcV+IyuwHBSFzBSFznLuV+rssVCBfZLPK77andAGtyQZBuHZrpHOTIWiQkdz5M0kUNBSKeMFTsdsvlcqm5OVnoN2PmbYrGDXncTj3++OOSpNraWr3++usDeKVA4Zp2860aM65Sm9a/oDOnT+nChSb96udPa8HCezVj1twrv8EN4HJYVeZ36GJHlE43yEOgx6Bjt1lU6nOotB+7AYYhdYSyQ3/q/1O1AdmPd3UNiikcu/xuQH/bhVqtFvlStQF9bRfqd1MgPJTFE4YsFoumTZumAwcOKBAIqMTr1sWOqNpD0oSJNXLYLDp8+PBAXypQ0Pz+Eq359J9p985a7azdplgspq2vblLDkUO6/8HV8ni8A32Jqix1qbk9qsbzoSu/GEMKgR5Q8lhN+g76WPV9NyCSahea3A3oqSA4mrdI6AjF8luBZr5JHjPqDMd1th+7AW6HNXnePxP8u2oD0rsDvqxiYYaHDR6hSExNnZe0YsUK7du3T88++6y++tWvapS/SPFE/nEcAL2zWq2aN3+BqqonaeNLa3XpUotOHD+m5575sZYsW6nqSZMH9Poqy9zac7RdJ5tDisYNJsEjg7aVwA2WSBjqCMfzi4QDqY5BmeNC0ZxFQvRq2oVmvslfCNisyrQGTXcC8mfvBrjTdQK2zGLA57KzG1Bg9rzzlk4fb9CXH/miNm/erOeff14VFRW68847NXLkSMViMTU1NWnHjh0KBAL67ne/K8Pm7HEOBYAusWhU27e+ovf37c08Nn3GTN19z32y2/tXD3at7Dh0ST94+bjsNoueemSapo4Z+F0DFAYCPWASwUgiZ1ZAa9ZxoPZux4LShcO9Dw8zJFl6XAhcqV2op8iadQyoqzA40zXI7Ui1ErXJm6oZcDkoEL4ewuGQnvnxU4pEwlq9erXmzp6phoYGbdq0SYcPH1Z7e7scDofKy8s1c+ZM3XPPPfL7/brQHlE8/7QYgB4ca6zX5g0vKhgISJJKSoZp+UNrNKq84oZfy4nmoP7rL+pkt1r0rYeqtHxm2Q2/BhQmAj0wiMUTRrepwcmjQa3dagNyuwb10C4080NDRrLPQr+Ghzmsypz597mtyWLgdIFwqk2oL1UY7E897nXSLvRK3ti6RXt3vS2LpM984SsaM7pcxW677L38uoVjCXWE4rSsBPopGAxo8x/X6djRBknJeqd58+/W3DvuvGbDHvsiYRj6/A/3y5D0J/Mr9LX7CrNnPm48ztADg5jNmpwiOtzb/3ahPd/1z20Vmr1ICER62w2QEjIy76OLfd8N8KUnBWeCf7I2IPsIULprkNdlV8kQahfa0d6u9/a8I0maPO1mlY0cpUjMUHN7VDZr8ve+KPVrEY0bisUT3JUHrpLb7dGqT35G7+/bo22vbVY8Htfbb27T0YY6LX9ojfz+khtyHVaLRePL3Dp+PqiGpsAN+ZwwBwI9gDzpdqEV/WhznB4elq4N6HlqcDR1XCj5eEcoftnhYel2oedbe94N6LFdqN2SKQz2utP1ALau+gC3I3VUqGt3wOu0m65daO0brymeSMhmtepjdy3OeS6eSP5+RGKckweupem3zda4ygna8NJanW86p3Nnz+i5Z36shffer5un33ZDrqGy1KVj54OqO0OgRxeO3AAYUB2h3OCfnBqc3TUo6/nUQiAU7b1dqNHtln9fdgOsVou8qdqAdNj3e+yZY0DFmYWAVd5UzUCxyyb7Deww0d7Wpie+/Q1t2bRBhmFowoQJWvHgSs2eN193LVpyw64DgJRIJPTOW29o19tvKpFI/ntUPbFG961YJafLdV0/97pdTfrlG2dlt1n0m2/M6PfARgxOBHoAphONd+0GtHdbDPS2O9AevFy7UKMr+Hd/zWV2A1wOS6o1aPIIkD+rNsDr7ioaLk7VBlxtu9Dm5gtaetc8zZhxq4YNS26btLS06O23d2rHrv0qGzmq3+8J4KM7c+qkNq5/Qe3tbZIkr9er+1as0viq6uv2Od892q7/8UKjHDaL/umzkzVnov+6fS6YB4EewJBgGMoJ/zmDwjJTg6M5k4TbgnFFug0PuzbtQm1Z5/+TR4KSOwDJI0DpegGfyyaf06Z7b5+qRQvvltvtznmv5uZm7X//A9XuOXAtfokAXIVIJKzXX9moQwffzzw2c/Y83bnwXtls137ex8XOqP7jTw7KbrXoa/eN06fml/f62qdfO6UnfnUk82OLRSovKdL8ycP0+McnqHqUu9ePhblwhh7AkGCxSH6PXX5P//7ZC0UTOcd9cu/6p6cG5w4Q671daFJHKK6OUFxn+rAb0Hx4u6x2V16Yl6TS0lLJYtf3n3lRt3/s7ky9gM+dXBi4HQwPA663oiKn7n9glSZNnqItG9crHA7r3T3v6NjRBq146BMqLbu2O2gjvA55nTaFonE1NAX79DH/83OTNWa4U/GEVH8uoKc2ntCu+lZt+5t58rn4d2IwINADwGW4HFa5HEUa5S/q88ckEkbehOC2bq1Cu+8OtAVjee0kDUMKt5zS2IrSXj/XhabT+r//6+/01pf/X95ugN2mzJyA9B1/f2ZqsC1TJJzeFUg/RrtQoP8mTZ6mitHjtGH9Wp0+eUItF5v163/7qT521z2aOed2Wa5h5f2EkW4dPNXR50C/YOowTa7wpH5UqvKSIv3FTz/UroY2Lb55+DW7LgwcAj0AXGNWq0XDvHYN8/bvn9hAJJ65698WjKk1GNOrvln65ZP/rlt6+Rj/iNEade9f5BToZu70G4baU/UD/Rke5nV2HftJFwT7PV3Dw3JaiaaODDmHSLtQ4HK8Pp/WPPx57duzU29ue03xeEJvbN2ihvrDWvbAavmKi6/J56ksc+nAqQ4dbQoqkTD6vQhPtzJmJsXgQaAHgALhKUoWzZaXdO0G3HPzZ/Wzf/62AoGAPB5PzusvXLggT5GhV37wpW5Tg7MHhUXVntUqNL0zcLl2oaFoQqFoROfb+tEu1GZJ3fHPmhrsceTsDmQvEtJ1BGZrFwpcicVi0cw5d6hywiT9cd3v1XKxWadPntAvn/mxli5/UJMmT/vIn6OqzCUZUixh6OTFsCrLLt9ZJxhJqDMczxy5+ad1R1UxrEgfm9KP3sQoaAR6AChgFotF7733nqZPn65bb71VI0aMkGEYamlp0b59+1RfXy+fz9Hv1nWd4fT5/9zagPZui4HsRUIw0nu70LhhqDV1fEjq226AxZJdIJzeFUjVAWQdFSp22brahbptctzAdqHA1RpRWqY//cJX9NYbr2vPrrcViYT1x3V/0NSbpmvx0mUqKnJe9XtXlrkyf58amgJXDPRL/3537seXuvT8X86Q18nO2mBBoAeAAldaWqr6+no99thjWr9+vSwWix588EFt2rTpqt8zPTxs9PC+h4pY3NClzOCw3FahmeAfyF4QxNQRjitxmd2AQDiuQDiuc5dyP9fldgOcqeFhvlSL0HQxcLHbLp87NUE4NTcgvSvgdVL4hxvPZrNpwaIlmjBpsja+tFadnZ06dPB9nTpxVMtXrtHoseOu6n2rRrplUfLvSWNTUItvvvzrf/TlmzSu1CnDkM5cCuvHr5zSw//7Pb34rZl0uhkkaFsJALhuDEPqCMV6KRKO53QIyt4dCEevfbtQrzN95z89PMzR1T40tVPgc1kzuwPFbptsFAjjGgmHQtqyab3q6w5JSu6+zZ43X/MXLJLV2v875V//2Yc63x7RXVOH6+8entTja9JtK3f83bysolipNRDTrd+q1ao5I/XkIx/9CBAGHnfoAQDXjcWiVK99u8aq77sBkVhCl9KDwwL5g8LaurUKbQ1cuV1oZziuznBcZ/uxG+B2WFXstqXqAuyZ2oDkQDFramCYPasu4OqGh2Hwc7pcemDVJ3Xwg/e07dVNikQi2r2zVsePNmj5yk9o2PAR/Xq/ypEuNbVF+tzpJluJx67Rw506cKqz3x+LwkSgBwAUnCK7VaP8/W8X2h7KbQWafdc/ZzGQtUiI9tAuNC0ST6i5I6Hm9miPBcJSz7sByYnBydoAb049gD0zTCy7fsDnsrMbMETcdMsMjR1fpQ0v/kHnzp7R+aZz+tXPn9Zdi5bo1plz+vw+VWVuvXOkTWcvhRWMJOQu6vtd/gvtUZ26GNLHJlMUO1gQ6AEAg4LValGJx64Sj13je2/dnycYSXSrC4hlagPaux8VStUJdIZ72w1IHgi62nah6aLgdIGw350sCE7XAxSndgO8qe9dDooazcjvL9Gn/vTPtXtnrXbWblMsFtPrWzaqsb5OS1c8JI/He8X3qCx15hTG3jLO1+trdxy6pMamoAxDOtsa0c9eO6VIzNCX7x17jX5GGGicoQcAoJ/iCaPb1ODk0aDW7gPEArmLgcu1CzWyHuzrboDDqtSRn2RBcLE72So0vTvgSw0SywwPc9vkLWJ4WCFpOndWG178g1pbk2fB3G637luxSlXVPZ+LTzt9MaRv/Pyw7FaL/suDVVo5uyzvNekz9NnKih26eZxPX19eqYU3cYd+sCDQAwBwg6TbhfY+NTiat0gIRHqvDTCUm/b72i40WSCcNSAsp0jY2jVNOLUT4Hfb5GB42HUTi0X1xtYt2v/unsxj02+bpbsXL5Xd3ntL2s/+4D0Zkj4xr1z/efn4G3ClKFQEegAAClg80dUutC2Qf9c/e1ZApnYgdPl2oZng3y0BXGl4mD9V4Ox1WTPFzpnpwW5H1iTh5K6A18nwsP441livzS+vUzCYLHQtKRmm5Q+t0ajyih5f/8TzR9R4LqDbqor1/T+feiMvFQWGQA8AwCBjGKndgKzz/8mpwenQ3213IDVkLBzrfXjY1bQLtVot8hYlw78/NTCsOLtA2NVVN+DLHBWyyT6Eh4cFAp165eUXdexog6Tkr+G8+Xdr7h135rW3/NHmk9p64KK8Tpte+s6sgbhcFAgCPQAAkJRsF5oO/O3dFgM9FQkn24XG8u/0Z77pWgj0ZzfA5bCkWoMmQ7/f7cgqCLalugZlTRh2D752ofvf3a3tr7+ieDx55Kq8YrSWP7RGfn9J5jV/3Htez249I7vNoue+fmu/ukJhcCHQAwCAq5ZIGOoIxzPHfXqeGhzNWyREYtd+eFjOoDB3eoKwI3MEKF0v4MuaMFzI7UIvtVzUhpfW6nzTOUlSUVGRFt57v266ZYYkaf/xDn37yZcUPHtIq+eN0qdW3KU5c/re+hKDB4EeAADccKFoIqsTUG6HoPZuRcOtqSFjvQ8PMyRZelwIXKldqCd1JMiXNTHY77anhonZ5Hc7UjUCtlTXIKvcjhu3G5BIJLSzdrt2vf2m0pGtemKN7lq0VKvXfEqN59pkKZmQ/LmETql6zHDt3L7pqqbPwrwI9AAAwBTiCSN/NkC3VqHp8J+9IIj1OjzMkCGL0iuAvrYLtduUCf7pO/7JCcJdBcG+dPeg9FEh50drF3rm1EltXP+C2tvbFI1G9a+/WCvN/KqKxuSenY+c2KnSk3/Qob3bZbczbmioINADAIBBrTOcf9c/sxgI5D/eHrzc8LCraxcqJYeHpY/9FKc6A/k9XbsBvsyugD01Ydimoqx2oZFIWFu3bNI3v/24QjMeywvzaaEjW3SH56A2v/Tbfv9awZxYugEAgEHN60zeIa/o5xyl5o5ov9qFtgZiee+R3S40FE0oFI3ofFvPuwG9tQtNHvlJBv/O0xa1xZ3y9RLmJclVs0T7tm3RwYMHddNNN/XvJw1TItADAAD0oNTnUKmv98FOPekI5bYEvZRqF5r8/5j62y40bhhqzVosnNq1W4a/+orX0XKxRU8++aSeeuqpfl0/zIlADwAAcI2kz9SPGe7s18edb4uoLRhXR6hrVkD3dqEdobiCH9p1vA/vZ0iy2QZXK0/0jkAPAAAwwEb6izTSf+XX7Z6+Svf/yYtXfF3piOH62te+dg2uDGZATyMAAACTmDNnjipH+RU5tbvX14TqNmvW1HGcnx9C6HIDAABgIsFgUDWzFqlz4qdVNG5uznPh47UqO/WC6va9SS/6IYRADwAAYDKhUEgLlz6gupMXFHJXSZLcwRO6qbpCO17bMMBXhxuNQA8AAGBSe/fu1a5duyRJc+fO1axZvbezxOBFoAcAAABMjMNVAAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJkagBwAAAEyMQA8AAACYGIEeAAAAMDECPQAAAGBiBHoAAADAxAj0AAAAgIkR6AEAAAATI9ADAAAAJvb/AcvUqCEADhu1AAAAAElFTkSuQmCC</file>
<file name="Circocentro esterno assi.png" path="/" encoding="base64">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</file>
<file name="Ortocentro esterno angoli retti.png" path="/" encoding="base64">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</file>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il Baricentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>il Circocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>l'Incentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>l'Ortocentro<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 210836  -->
  <question type="truefalse">
    <name>
      <text>Punti notevoli del triangolo 10</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="@@PLUGINFILE@@/IncentroOttusangolo.png" alt="incentro" class="img-responsive atto_image_button_text-bottom" width="500" height="234"><br></p><p>In un triangolo ottusangolo l'incentro cade all'esterno del triangolo<br></p>]]></text>
<file name="IncentroOttusangolo.png" path="/" encoding="base64">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</file>
    </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: 1048  -->
  <question type="truefalse">
    <name>
      <text>Punti notevoli del triangolo 11</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/5/51/Inradius.svg/513px-Inradius.svg.png" alt="incentro" class="img-responsive atto_image_button_text-bottom" width="400" height="202"><br></p><p>L'incentro cade sempre all'interno del triangolo<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: 210841  -->
  <question type="truefalse">
    <name>
      <text>Punti notevoli del triangolo 12</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/32/Circocentro_esterno_assi.png" alt="incentro" class="img-responsive atto_image_button_text-bottom" width="400" height="352"><br></p><p>In un triangolo ottusangolo il circocentro cade all'esterno del triangolo<br></p>]]></text>
<file name="IncentroOttusangolo.png" path="/" encoding="base64">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</file>
    </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: 210842  -->
  <question type="truefalse">
    <name>
      <text>Punti notevoli del triangolo 13</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/3/32/Circocentro_esterno_assi.png" alt="incentro" class="img-responsive atto_image_button_text-bottom" width="400" height="352"><br></p><p>In un triangolo ottusangolo il circocentro cade all'interno del triangolo<br></p>]]></text>
<file name="IncentroOttusangolo.png" path="/" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAA5cAAAGvCAYAAADPIyEMAAAABHNCSVQICAgIfAhkiAAAABl0RVh0U29mdHdhcmUAZ25vbWUtc2NyZWVuc2hvdO8Dvz4AACAASURBVHic7N13dFzVofbh31RVq9jqzWruFffeC9UYNyDl3nwhuQmQm0IaKSSkAklICCGQCwFCJxDAFeNuudu4d0lW79XqmpGmfH+43HAxzSPrqLzPWl6sJR2d844ZyXrP3mdvk9fr9SIiIiIiIiLiA7PRAURERERERKT7U7kUERERERERn6lcioiIiIiIiM9ULkVERERERMRnKpciIiIiIiLiM5VLERERERER8ZnKpYiIiIiIiPhM5VJERERERER8pnIpIiIiIiIiPlO5FBEREREREZ+pXIqIiIiIiIjPVC5FRERERETEZyqXIiIiIiIi4jOVSxEREREREfGZyqWIiIiIiIj4TOVSREREREREfKZyKSIiIiIiIj5TuRQRERERERGfqVyKiIiIiIiIz1QuRURERERExGcqlyIiIiIiIuIzlUsRERERERHxmcqliIiIiIiI+EzlUkRERERERHymcikiIiIiIiI+U7kUERERERERn6lcioiIiIiIiM9ULkVERERERMRnKpciIiIiIiLiM5VLERERERER8ZnKpYiIiIiIiPhM5VJERERERER8pnIpIiIiIiIiPlO5FBEREREREZ+pXIqIiIiIiIjPVC5FRERERETEZyqXIiIiIiIi4jOVSxEREREREfGZyqWIiIiIiIj4TOVSREREREREfKZyKSIiIiIiIj5TuRQRERERERGfqVyKiIiIiIiIz1QuRURERERExGcqlyIiIiIiIuIzlUsRERERERHxmcqliIiIiIiI+EzlUkRERERERHymcikiIiIiIiI+U7kUERERERERn6lcioiIiIiIiM9ULkVERERERMRnKpciIiIiIiLiM5VLERERERER8ZnKpYiIiIiIiPhM5VJERERERER8pnIpIiIiIiIiPlO5FBEREREREZ+pXIqIiIiIiIjPVC5FRERERETEZyqXIiIiIiIi4jOVSxEREREREfGZyqWIiIiIiIj4TOVSREREREREfKZyKSIiIiIiIj5TuRQRERERERGfqVyKiIiIiIiIz1QuRURERERExGcqlyIiIiIiIuIzlUsRERERERHxmcqliIiIiIiI+EzlUkRERERERHymcikiIiIiIiI+U7kUERERERERn6lcioiIiIiIiM9ULkVERERERMRnKpciIiIiIiLiM5VLERERERER8ZnKpYiIiIiIiPhM5VJERERERER8pnIpIiIiIiIiPlO5FBEREREREZ+pXIqIiIiIiIjPVC5FRERERETEZyqXIiIiIiIi4jOVSxEREREREfGZyqWIiIiIiIj4TOVSREREREREfKZyKSIiIiIiIj5TuRQRERERERGfqVyKiIiIiIiIz1QuRURERERExGcqlyIiIiIiIuIzlUsRERERERHxmcqliIiIiIiI+EzlUkRERERERHymcikiIiIiIiI+U7kUERERERERn6lcioiI9DKVlZUcPXqU1tZWo6OIiEgPYjU6gIiIiHSOhoYGvvKVn3Ly5DlCQ0fS3n6Wu+5axN13f9noaCIi0gOYvF6v1+gQIiIicm01NjZyww13Y7c/SHBw+uWP5+b+nLvvHsG99y4zMJ2IiPQEmhYrIiLSC9x7788/VCwBUlN/wbPP7uPAgQMGJRMRkZ5C5VJERKSHq6+v5/33j32oWF7i9Y7k6adf6eRUIiLS06hcioiI9HAVFRWEhgz5yM+3t9eTkbG1ExOJiEhPpHIpIiLSg3lcLizFp2mtPojH03bFY+z2viwdFkp+xmrc7Vc+RkRE5JNoQR8REZEeyOvxUHpwO+fee5WWmnK2nKliXf5YBgx+8gPHtbaWknV8Lk8tT8ZkseAX0pfkWbeSNO0mrH7+BqUXEZHuSOVSRESkh6k89T7Z616ioTQPr9tFUFQCafOWs+lYNc+8cIK29usICOhPY+MZHK3Psmv901Qe2k7hvo24na2YLVbswaH0n3EL/Wfcgi0gyOiXJCIi3YDKpYiISA9Rl59J5urnqM09jdftwi+0H2lzlxI5fCImkwmA/QcPkbHzAFVVrYwamcAX7lhx+etdTgelB7ZQuOc9XK1NmCxWbIHBJE27ieRZi7EH9THqpYmISDegcikiItLNNZUXkbXuRSpP7MPjdmP1DyJ51q3EjZ2J2Wr9zOfztLdT8v5Wivasx9lUj9lixeIXQNLUG0iZswS/PmHX4FWIiEh3p3IpIiLSTTnqqsl+9xVKD27D7WrDYrWTNPUG4icvxGr38/n8HpeLsiM7KNy5DkdDLWaLBYs9gISJ80iduwz/8IgOeBUiItJTqFyKiIh0M+3NjeRsfpPCXetwOR2YTCbixs0mZeYirIHBHX49r9tN+fE9FO5cS0ttJSazBYvdj/hxs0mbv4KAftEdfk0REel+VC5FRES6CZfTQcGO1eRtfZv2lia8Hg8xIyeRMncpfiF9P3R8RWUlVdU1tLW10dbeTntbO23tbbS3u2hrc9Le7sJkMmGz27BZbdjtNuw2Gza7HZvVir+/HzHR0fQNDwcurEBbeXI/+TvW0FJdislsxWKzE3vddNIW3E5QVHxn/5WIiEgXonIpIiLSxXndbor2biBn4z9x1NfgcbuIGDia1HnLCYqKo7qmhqLiEopKSiguLqGwuJjiklKcTmeHXD8oKIjE+HgSE+JJTEggIT6O4OYqqg9vpamsAJPFitliJWbUFNIX3kFwbP8Oua6IiHQvKpciIiJdlNfrpfzoLrLffZnmyhK8bjf2iDgYOInCBifZ53I4l5tHS0vLFb8+ol8/oiIj8fPzw2azYrfbL49M2m02/Ox2PF4PbW3ttLtctDmdtLtcOJ1O2tracDicVFZVcb6u7ornDw0JZWhkILGOMgLbmwju0werzU7UsAmkX38noYnp1/KvR0REuhiVSxERkS6o+uwRsta9SE3uGaqrq6hrN5PtDaeg9YPHBQcHMyAtjZjoKGKio4mJjiI6Kor4uNgOy9LW1k55ZQVl5RVUVFZSUVFJWXk5WedyLo+OhrgaiXNWEGVtJzg4mJDQMNInzmbwjZ8nPG1Yh2UREZGuS+VSRESkC2koOsfplX8n9+AuqquqqKxvocg/mmprOJhMBAcHM2zIYIYOHszwYUNIjI+/vIdlZ/N4POTm5XPqzBlOnj7DmcwsbM21xDvLCXU1YrFY6NuvH4kjJzLpc/cSOWSMITlFRKRzqFyKiIh0Ac2VJex76c/k7NlIVVUlrS4o84umwh5Beno6UyZNZNjQwaT079rPM2ZmZXPqzFn2bdmAtfg44e31FxcNshM1YARTv/hNBs+4HoCHHnqIM2fOEBcXx/33309YmPbPFBHpzlQuRUREOsn+/fvJyckhOjqauXPnAuCoq2HL0w9zdstKmhsbcGOi3C8Sb9Iopk+fzoxpU4iM6J77SRYUFbFzw3rytr2Nf0PZhRFWkwn/qCRezW7CbPcnICCA1tZWHA4HO3fupF+/fkbHFhGRq6RyKSIi0gmefvppXn31VaqqqggICCAuJoYvzxhO1qZ/4WhuxA00hSSQNncJ02fOJi01xejIHcbj8XD8/b0ceut56rKOsDq/GVvSMIKCgi4f43A4CAwMZMOGDQYmFRERX6hcioiIXGN//etf+ctf/kJiYuLlj1VUVEB1IUv7+9HeN5GJd3yNWQtuwGKxGJj02isvzGf+ottIHTLiQ587fPgwTz/9NEuXLjUgmYiI+MpsdAAREZGe7vnnnyc6OvoDH4uOjqbGZcV/1ue5//lVzL3h5h5fLAFikpLBHsCV7m2b3G1UnzqAx9Xe+cFERMRnKpciIiLXkMvlwtnShM1m+9Dn2r0mTEGhmM2965/jZYsXUVNd/YGPVVZWkhBkoWLDC/ztzqmcXvcqnvY2gxKKiMjV0LRYERGRa6TizBHW/vHHPPPeXkwJQwgODr78Oa/Xy/maGratX43VajUwpTG+/5OfsffAQdweD263m5jIfvzn5MHk7lwH7jasVhuJaQOZcsfXSZ65CKt/gNGRRUTkE6hcioiIdLCG4ly2/O03ZO7eRJvTSYvXysoKK8F9IwkMDMThcFB3/jyv/uMZhg4aZHRcw2zYtIWikhKio6K45cYL25NUV5Tzxp9/Tf3JvdhwERAYRNqgoYy46XOkzF6MNSDoE84qIiJGUbkUERHpIK21lZxZ9Ty733qB87U1tGPGkzicz333QRISE/nZrx8iNy+P4OBgvv/tbzJ44ACjI3dZx44e5c2//JbAqhzsuImNiyU5bSBJ024kZfZt2INDjY4oIiL/h8qliIiIj9qa6jm34XWytq4k8/QpWhxtnA+JZ/YXv8GChQsv7O8on1l7u4uVq1ax+60XiWwpoW+gnfT0AQT2CSVh0gJS5i7FP7Sv0TFFROQilUsREZGr5HK0krf1bfIzVlFWVEB+QSGV1jDsgybx3R/8gPCwMKMj9gjFJSU8/Ps/4i3NJNFdy5D+sYSGhWP18ydu/BzS5q8gIDzS6JgiIr2eyqWIiMhn5HG5KNz9Ljmb3sBRX0Nubi7nGr0U+8cy54Zb+I/P3dErthXpTK2trTz+1P9w8NBhItvrmBLnT3xoICaLFYvNTtzYmaQtuJ3AiFijo4qI9FoqlyIiIp+S1+Oh9OB2zr33Ki015TgdrRwrquJUewiuwHC+dc/XGT92jNExe7Q169/jldfewO12MT6hL1Pj/GmrLb9QMq02okdPJX3BHQTHJBodVUSk11G5FBER+RQqTx4ga91LNJbl43W58AaHsyarhqIWL/Fxcfzwvm8RGxNjdMxe4WxWNo8+/gR1dXUkJiRw723zOX90O42l+ZgsFkxmK9EjJpK+8E5CElKNjisi0muoXIqIiHyMuvxMzqx8hrr8TLxuF/5hEZA6hr+u3IbD6WDo4MH8+Pv34efnZ3TUXuV8XR2/evj3FBUXExYWxs/u/wGBrbUUZKymvij7Ysm0EDV0HGkL7iAsufdu+SIi0llULkVERK6gqbyIrLUvUHlyPx63G6t/ECmzF5PdauWpZ5/H4/EwecIEvnnP17BarUbH7ZVaW1t5+NHHOH32LAH+AXzvW99g5IjhnM87S0HGKs7nncFksWA2W+g7YCRp81fQb+Aoo2OLiPRYKpciIiL/xlFXTfb6Vyh9fxtuVxsWq52kaTcSP2kBb65aw9ur1gCw+Jab+fztyw1OKy6Xi8ef/B/2HjiA2Wzmv778/5g7awYAjaX55G1bSU3WUUxmCyaLhfCUIaTNX0Hk0HEGJxcR6XlULkVERID25kZyNr1B4e53cTkdmEwm4sfPIXnGLVgDg/nLU0+zY/duAL7ypf9k4bw5BieWf/fciy+zfuMmAJYtvpXbly25/LnmymLyt62k8vRBTGYzJouV0MR00uavIGrEJO1DKiLSQVQuRUSkV3M5HRTsWE3e1rdpb2nE6/YQM3oKKXOW4BfSF4C/Pv13tu/Yic1m4zvfuEcrwnZRa9dv4MVXX8Pr9fKFO27n1ptv/MDnW6rLyd++isqT+8EEJouVPrH9SZu/gpjR0zCZzQYlFxHpGVQuRUSkV/K4XBTt3UDOxn/ibKjF43YRMXA0qfOWExQVd/m41//1Nm+tXIXZbObH37+PUSNGGJhaPsmW7Tv429+fA+C/7/4vZkyd8qFjHOeryM9YTfmxPYAXk8VKUGQ8qfOWET9uNibtUSoiclVULkVEpFfxer2UH9lJ9vpXaK4swet2EZKYRtqCOwhNTP/AsRs3b+WZf7wIwLfu/TrTJk8yIrJ8Rm+8vZI3334Hs9nMj753H6NHXvmGgLO+loJd6yg9lAFeDyazhcB+MaTMXUrCxHmYrbZOTi4i0r2pXIqISK9RdeYw2e++RH3RObxuFwH9Ykmbv5yIQaM/dOy+A+/z6ON/BeCrX/oPFugZy27lqWeeY2tGBjabjQfu/wFDBg38yGPbmhoo2LmWkoPbwO3GZLEQEB5J8uzbSJxyPRabvROTi4h0XyqXIiLS4zUUnePsqueoOXcCr9uFX59wUmYvIXrU5Cs+Z3fsxAke+sOfcLvd3LboFj63YpkBqcUXHo+Hx554ir0HDhDgH8Cvf/5TkhITPvZr2luaKNrzHsUHNuNuc2K2WPEL6UvyrFtJmnYTVj//TkovItI9qVyKiEiP1VxZQta6l6g4thuP243FP4DkGYuIHz8H80fsTVleUcH3fvwATqeTWTOmc+9/faWTU0tHcbvd/PqRP3Dy9Gn69u3LHx/6DUFBgZ/4dS5HC8V7N1K4byNuZytmixVbUAjJM26h/8xF2AKCOiG9iEj3o3IpIiI9jrO+lnMbXqN4/2bc7U7MZiuJkxeSOO3Gjx19am9v5/s/+RklpaWMvW40P/jOtzBrBdFuzeFw8LNf/Za8ggJGjxzJT37w3U/9tS6ng9IDWyjc8x6u1iZMFiu2wGCSpt5I8uzbsAf1uYbJRUS6H5VLERHpMdpbmsjb8hYFO9fS7mgBIG7sTFJmLcb2KYrApef0EuLjeeRXD2K361m7nuB8XR3f+9FPaWhs5PO3r2DxLTd9pq/3tLdT8v5Wivasx9lUj9lixeIXQNKU60mZuxS/PmHXKLmISPeicikiIt2eu72Ngh1ryN3yFu3N9XjcbqKHTyR13jL8wyI+1Tn27j/AH//yJDablT8+/BtioqOvcWrpTCdOnuKXD/8ekwl++cBPGDxwwGc+h8flouzIDgp3rsPRUIvZYsFi9ydh4nxS5y7DP/zTvddERHoqlUsREem2vB4PJfs3k73hNRznq/C4XfRLH0HqghUER3384i3/rrikhPt/9gucTid3f/Uu5syccQ1Ti1Feef0NVq5dR2hoKH965Lf0CQ6+qvN43W7Kj++hYMdaWs9XYjJbsNj9iB83m7T5KwjopxsTItI7qVyKiEi3VH5sD9nvvkxTeSFet4vg2P6kL7yDsOTBn+k8TqeT7/34AcorKpgycQLf+e97r1FiMZrb7eanv/g153JzGTZkCD//8Q8xmUxXfT6vx0Plyf3k71hDS3UpJrMVi81OzOhppC+8g6Co+A5MLyLS9alciohIt1J77iSZq5+jrjAbr9uFf3g0afOXETlk7FWd77kXX2b9xk1ERkTwp0d+i5+fXwcnlq6kuqaW+374Y1odrdz1n1/k+vnzfD6n1+ul+uxh8jNW01RWgMlixWyxEj1yMgOuv5Pg2P4dkFxEpOtTuRQRkW6hoTiXrHUvUnXmEF63C1tQKCmzFxN73fQr7lX5aRQWFfPdH/0UgF///KcMGpDekZGli9qasYOnnnmWAP8AnvjT7wnp03GrvtZkHSNv+yoaS3IxWSyYzBaihk0g/fo7CU3U+0tEejaVSxER6dKaq8o4t/4Vyg7vwON2Ybb7kTLjZuImzMdis131eb1eL/c/8CC5+fnMnjmDe756Vwemlq7uJ7/4NVnZ2UydPIlv33t3h5//fO5p8ravor4g83LJjBh0HWnzV9A3fXiHX09EpCtQuRQRkS6pramec++9RtG+jbjbHJhNFuInzaf/jJux+gX4fP6Nm7fyzD9eICgwkL/+6VGCggI7ILV0F6VlZXznhz/G4/Hysx/9gBHDhl6T6zQU5ZC3/R1qz53EZLFgNlsITx1G6vwVRA4Zc02uKSJiFJVLERHpUlyOVvK2vU3+9lW0tzaD10vsmOmkzF6CPTikQ67R2NTEPd/6Lg6nQ6vD9mKXVo+Njorisd89hNVqvWbXaiwrIH/7SqrPHsVkNmOyWAhLGkjagtuJGj7hml1XRKQzqVyKiEiX4HG5KNy1jpzNb9LWeB6P20XU0PGkzFlKYERMh17r8af+h5279zBwwAB+8/Ofdui5pftoa2vjm9+7n5raGlYsvY3lty2+5tdsriwlP2MlVafeB5MJk8VKn7gU0uevIHrUlKt+flhEpCtQuRQREUN5PR5KD20n+91XaK2twON2EdZ/IOkL76BPXEqHX6+ouIT77v8JZrOJPz3yW+JiYzv8GtJ9HDl2nN/+/o/Y7TaefOxRQkM6ZnT8k7TWVlKQsYryY3vBBCaLleDoRFLnLSdu7EyVTBHpllQuRUTEMJUnD5C17kUaS/Pxut0ExSSSNm/5NV3w5NE/P8G+999n3uxZfO2u/3fNriPdx89//RCnz57ltkW38LkVyzr12o76Ggp3rKH0yC7wejBZrARGxJI2dxlx4+dgvoZTdUVEOprKpYiIdLq6vDOcWfUsdfmZF/aqDIsgde5SIodN8GlT+09SVl7ON793PyYT/PVPjxIZ0e+aXUu6jxMnT/HLh39HgH8ATz72KMHBQZ2ewdlQR8GutZQezACvG5PZQkDfKFLmLCFh0gIsNnunZxIR+awsDz744INGhxARkd6hqbyIE689Tuaaf9BaU4HNP4i0+SsYsvgugmMSr2mxBHj+pVcoLCpixrSpzJ4x/ZpeS7qP6KgoDh0+SlV1NX5+doYNGdzpGax+/vQbMJL4cbPxer00leXT1lhP9dnDlOzfDF7oE5eikUwR6dI0cikiIteco66a7HdfpuT9bXjc7VisdpKm3kjilOsx+7BX5WdRWVXNN+77HgCP/+ERYqKjO+W60j0cOnKUhx/9E8FBQTz52KMEBPi+3Y0vXI4Wiva8R9G+TRe24rFY8esTRv+Zi+g//Ras/sbmExG5EpVLERG5ZtqbGzm38Z8U7VmPy+nAZDIRP2EuydNvxhoY3KlZnnrmObZmZDBl4gS+89/3duq1pXu47/6fUFRczBfuuJ1bb77R6DgAuJwOSvZvomjvBlytzZgsVmyBfeg/42ZSZi3GGtD5U3hFRD6KyqWIiHQ4l9NBQcYq8ra9Q1tzI3g8xIyaQsrcJfiF9O30PLXnz3PPt7+L2+3hjw//hsSE+E7PIF3fvgPv8+jjTxDSpw9P/fmP2O1d5zlHV5uT0ve3UrR7PW0tjZgtVmwBQSRMuZ7UOUuwB4caHVFEBE3cFxGRDuNxuSjau4Gcjf/E2VCLx+0iYtBoUucuJygqzrBcGzZvxe12M37sGBVL+UgTx48jNiaGsvJy9uw/wKzp04yOdJnV7kfS1BuInzCPssMZFO5ah7Oxjrwt/6Jw5zoSJi8gde4y/EM7/+aNiMglKpciIuIzr9dL2eEdZK9/hZaqUjxuF6GJaaQtuIPQxHSj47F95y4AFs6bY3AS6cpMJhM3LpzPsy+8xO69+7tUubzEYrORMHEecWNnUXFsN/k71+KoqyZ/+yqK924gfvwcUuevICA80uioItILaVqsiIj4pPrMYbLWvUh90Tm8bjeBkXGkzltGxKDRRkcDIDP7HD/9xa8IDQnh6Sf+jFmb08vHaGpq5q57vgHA//zlMcJCu/Z0U6/HQ8WxveTvXENrbTkmsxWLzU7c2JmkLbidwIhYoyOKSC+ikUsREbkqDUXnOLvqOWrOncDrduHXJ5yUOUuJHjX5mm8p8lns3rsPgKmTJ6lYyicKDg5i5PDhHD1+nL37D3DDgvlGR/pYJrOZmOumEj1qMtWnD5KbsZqWymKK9m2i9OB2okdNIX3hnQTHJBodVUR6AZVLERH5TJorS8he9xJlx3bjdbuw+AeSMm85ceNmd7k9+DweDzt37wFg2pRJBqeR7mLalEkcPX6cnXv2dflyeYnJbCZy+AQih0+g+uwR8jNW0ViaT+mh7ZQd2UX0iImkL7yTkIRUo6OKSA/WtX4LEBGRLstZX0v2e69SvH8zHlcbFouNhOm3kDj1Bqx+/kbHu6LjJ0/R1NxMdFQUA9LSjI4j3cSEsWOw2+1kn8uhvKKi2+2JGjH4OiIGX0dN9gkKMlZTX5RN+bHdVJzYR+SQsaQvvJOw5EFGxxSRHkjlUkREPlZ7SxN5W96iYOda2h0tAMSPm03yzFuxBfUxON3H23F51HKywUmkOwkICGDcdaPZs/8Au/buY9niW42OdFX6DRhBvwEjqMs/S/72VZzPO0PlqQNUnzlEePoI0hfcTr+Bo4yOKSI9iMqliIhckae9jfwda8jb8hbOpnq8HjfRwyeROm8p/mERRsf7VN4/eBgwMbsLrvopXdu0KZPZs/8Ah48c67bl8pKw5MGM/tJgGkvzydu2kpqso9RkHqX23AnCkgeTvuB2IoeOMzqmiPQAKpciIvIBXo+H4v2byNnwOq3nq/C4XfRLH0HqghUERyUYHe9TKywqxuF0EB0VRXR0lNFxpJsZNWI4FouFc7m5tLW1YbfbjY7ksz5xyYz8/Ldpriwmb9tKqk4f5HzOSQ4+fZbQxHRS5y0nemTXWpBLRLoXlUsREbms/Ohust99maaKIjxuF31i+zPghs8TmjTA6Gif2emzZwEYPGigwUmkO7Lb7aSlppKVnc3ZzCxGjhhudKQOExSVwPDbv0FLdTn521dReXI/dflnOfL8Q/SJ7U/qvOXEXjcdk1ZXFpHPSOVSRESoPXeSzNXPUVeQhdftxr9vFKnzlxM1ZKzR0a7ambOZAAwZqHIpV2fIwAFkZWdzuoeVy0sCI2IYuuxrpM5dQsGONZQd3U1DcQ7HXvoDORteI2XuMuLHzcZksRgdVUS6CZVLEZFerKE4l6y1L1B19jBetwt7cBgpsxcTM3patx+1OH7yFACDBqYbnES6q8GDBrJq3buXb1T0VP7hkQy69cskz1pMwa51lB7KoLGsgBOvPkbOhtdJmbuUhInzMFttRkcVkS5O5VJEpBdqrirj3PpXKDu8A4+7HbPdn5TZi4mfMB+Lrfv/AllWXk5TczPBQUEkxMcbHUe6qWFDBgMmMrOzcbvdWHr4CJ5faF8G3vRFkmfeSuGudRS/v5XmyhJOvfFXcje9QfKsxSRNvQGzrfs/fyoi14bKpYhIL+JsrCNnw+sU7duIu82B2WQhaeqNJE2/CatfgNHxOszps1kADBmsvfzk6gUEBJCUGE9hUTGZ2ecY2kveT/bgENKvv5P+M26haM97FB/YTHN1GWfeeYbcLf8ieeatJE27Cat/mxLTZQAAIABJREFUz/mZISIdQ+VSRKQXcDlaydv6FvkZq2lvbQavl9gx00mZvQR7cIjR8TpcfkEBAMn9+xucRLq7/klJFBYVk19Q0GvK5SW2wGBS5y0jcdqNlOzdSOG+jTjOV5G55h/kbn2b5Bm3kDxzEdaAIKOjikgXoXIpItKDeVwuCnetI3fzmzgbz+Nxu4kaNp6UOcsI7Ndzt+cor6gEIDYm2uAk0t1deg9dek/1Rjb/QJJnLyZh6g2U7t9M4Z73cDbUkr3+FfIzVpE09UaSZ92KPTjU6KgiYjCVSxGRHsjr8VB6cBvZ61+ltbYCj9tFWP+BpC+8gz5xKUbHu+bKKyoAlUvxXWxMDPC/76nezGr3I2n6TSRMWkDJwW0U7X73wlT7Tf8kf8caEicvJHXeMvz6hBkdVUQMonIpItLDVJ48QNa6F2kszcfrdhEUk0Ta/BX0TRtmdLRO4fF4qKyqAkzEx8YaHUe6udjoCzcoKiqrDE7SdZhtNhInLyB+/BzKjuygcOc6HA215G17h6I964mfMI+0ecvxD48wOqqIdDKVSxGRHqIu7wxnVj1LXX4mXreLgPBIUuYsIXLYBEwmk9HxOk1lVRUej4fQkBACArTgiPjmwsiliYrKSrxeb6/6XvokZquV+PFziBszk/LjeyjYsZbW85UU7FxL8f5NxI2dRfqC2wnopxkEIr2FyqWISDfXWFZA1toXqTx1AK/bhS2gD8mzbyVuzMxeufn55ectY2MMTiI9QWBgAKEhfahvaKCyqproqEijI3U5JouF2OumEzNqKpUn95O/Yw0t1aUU7d1A6cFtxIyaSvr1dxIUpW2BRHo6lUsRkW7KUVdN1rqXKDu4HberHbPNTvL0W0iccj3mHrBX5dW69GxcTLRGS6RjxMREXyiXlZUqlx/DZDYTPXIyUSMmUX32MPkZq2kqK6Dk4DbKjuwkZuRk0q+/k+BYreIs0lOpXIqIdDPtzY3kbPwnhXvW43K2YjKZSJg0n+QZt2hLAKCuvgGAuBiNXErHiI2JITMrm9q6OqOjdAsmk4nIIWOJHDKWmqxj5G1fRWNJLqVHdlB2bDdRQ8eTfsPnCE1MNzqqiHQwlUsRkW7C5XSQv30l+dtX0tbcCF4vMaOmkDLnNvxC+hodr8twOBwAhIb2vP07xRhhIRfeS06H0+Ak3U+/gaPoN3AU53NPk5+xmrr8s1Sc3Efl6feJGDia1Pkr6DdghNExRaSDqFyKiHRxHpeL4r0bOLfxnzgbavC4XUQMuo7UucsJioozOl6X09p6oVz6+fkZnER6CrufHYDWizcu5LMLTx1KeOpQGopyyNv+DrXnTlJ19hA1WUcJTx1G2vwVRAwZY3RMEfGRyqWISBfl9XopO7yD7PWv0FJVisftIjQxjbQFd2g62cdwOi8UAH+VS+kg/n7+gMplRwhJTGPUF79HY1kB+dtXUn32KDXZx6nNPUVY0kDS5q8gasREo2OKyFVSuRQR6YKqzxwmc+0LNBTn4HW7CIyMJ23+cvoNHGV0tC7vUgGw2+0GJ+na8goKOHjoCP7+/sybPVPbtnwMv4vvJYfKZYfpE9ufEXd+i+bKUvIzVlJ16n3O553m0LO/JiQuhdT5y4kZNRWT2Wx0VBH5DFQuRUS6kIaic5x55xlqc0/jdbvwC+lLyuwlRI+arP31PqVL5dLfXyOXH+XwsWN890cP0NLSitls5uFH/8T6d/5FSEgfo6N1SZenxbaqXHa0oKg4hi2/h9a5lRRkrKL82F7qi7I5+sLvCI5OJHXuMuLGzVLJFOkmVC5FRLqA5soSsta+SPnxPXjdLqz+QSTPW07cuNmYrfpR/VlcWnTFz65yeSUnTp3mrru/SVL//oSEhl3++Nhps8g6dlA3Ma7g0sjlpSnX0vEC+kYx+LavkjxnCQU71lB2ZBeNpXkcf/VPnNvwGqnzlhE/fq5+Hop0cfoOFRExkLO+luz1r1ByYAvu9jbMVhv9ZywiYcr1WC8+5yWfzaWRSz9Ni72iV//5JoFBH96yxj8ggN8/9md+8J1vG5Cqa/P31zOXncU/tB+DbvkSyTMXU7BrLWWHdtBcWczJ1/9CzsZ/kjJnCQmTFmCx6ftbpCtSuRQRMUB7SxO5W/5FwY61uJwtmEwm4sbPJmXmrdiCNDXRF263GwCzRdPorqSuoQGbzfahjzudTt4/dNSARF3fpb8vl8tlcJLewy8kjIE3foGUmbdSuGc9JQe20FJVxul//Y2cjW+QPHsxSVNv1E04kS5G5VJEpBN52tvIz1hN3ta3cTbV43W7iRk5mZS5S/APizA6Xo9w6VlLh/YkvKLZ06dx7MSpD308PDyMH33/OwYk6vouLeSj7W06ny2oD2nzV9B/+s0U7XmPon2baD1fSeaq58jf+jb9Z9xC0vSbsQV8eDReRDqfyqWISCfwut0UH9hMzobXaT1ficftom/6SNIWrCA4KsHoeD2K38WRDIeej7uiFUtv49DRY+zau5/AoCDcbjdNTY3c+9W7GDNKqxFfSavKpeGs/oGkzFlC4tQbKdm3iaJ9G3DUVZO17iXytq2k//Sb6D/zVuya+SFiKJVLEZFrrPzobrLffZmmiiI8bhchcSmkX38noUkDjI7WI13a31Ijlx/tkV89yN/+/hybtm3HbrPx9S//ByuW3GZ0rC7r0iJR2jvVeFY/f/rPvIXEKddTfGAzRbvX42w8z7kNr5OfsZrEKdeTMmcJfn3CPvlkItLhVC5FRK6R2nMnyVz9HHUFWXjdbgL6RZMybxlRQ8YaHa1HuzQt1ulUufw4X//Kl/n6V75sdIxuwXHxvRQQoOf7ugqzzUbS1BtImDifskMZFOxeh7PhPHlb36Jw17skTl5Ayuwl+IfrcQORzqRyKSLSwRqKc8lc8w+qM4/gdbuwB4eRMuc2bQjeSeyXto1oazM4ifQUl6ZY+2nxmC7HbLUSP3EusWNnUnFsN/k71+KoqyZv+yqK9m4gbtxs0hbcTkB4pNFRRXoFlUsRkQ7SXFVG9vqXKTu8E6+7HYtfAP1n30b8hHlYrrA6p1wbARe3jdC0WOkomhbb9ZmtVmLHziTmuulUHN9H/o7VtNaWU7j7wkqzsWNmkL7wDgIjYo2OKtKjqVyKiPjI2VhHzobXKdzzHh5XGyaThaRpN5I07SasfgFGx+t1Li26og3vpaNcWtDn0o0L6bpMZjMxo6cQPXIS1acPkpuxmpbKYor3b6bsUAbRo6aQvvBOgmMSjY4q0iOpXIqIXCWXo4W8rW+Tt30VLkcLeL3EjZlB8uzbsAeHGB2v1woLDQWgrq7e4CTSU9TXNwAQGqrv6+7CZDYTOXwCkcMnUH32CPkZq2gszaf00HbKjuwiesRE0hfeSUhCqtFRRXoUlUsRkc/I43JRuHMtuVv+haPhPF6Pm6hh40mZs4zAflFGx+v1YqIv/D8or6g0OIn0FGXl5QDExsQYnESuRsTg64gYfB21506Sv30V9UXZlB/bTcWJfUQOHkP69Z8jLHmQ0TFFegSVSxGRT8nr8VDy/lbObXiN1poKPG4XYf0Hkn795+gT29/oeHJRTHQ08L+FQMRXpeXlgInYmGijo4gP+qYPp2/6cOryz5KfsZrzuaepPP0+1WcP0zd9BGkLbqffQO31KuILlUsRkU+h8sR+st59icbSfDxuF8Gx/Umfv4Lw1KFGR5P/Iy42BjBRUlZmdBTpAWpqa2lvbyc8PBybFubqEcKSBzM6eTCNpfnkbVtJTdZRqjOPUnPuBOHJg0mdv4KoYeONjinSLalcioh8jLq8M5xZ9Sx1eWfxut34h0eSNncpEcPGYzKZjI4nV2C32wkNDaG+vp7a8+fpGx5udCTpxsrKK4D/nW4tPUefuGRGfv7bNFcWk7dtJVWnD1Kbc5Lz+WcJTUgjdf4KokdO1s96kc9A5VJE5AoaywrIWvsilacO4HW7sAWGkDxrEXFjZmKyWIyOJ58gNiaa+vp6yisqVS7FJxUXn929NN1aep6gqASG3/4NWqrLyd++isqT+6kryOTI8w/RJ7Y/afOWE3PddO1TLPIpqFyKiPyb1tpKste/QunB7XhcbZhtfiTPWETi5IWYNSWu24iJjuZsZhZl5RUMHayFOuTqlVdcHLmM0shlTxcYEcPQZV8jde4SCnasoezobhqKczj60h8I3vAaKXOWEj9+jm4winwMlUsREaC9uZFzG16ncM963G0OTCYzCZMWkDzjFqwBQUbHk88oOenCHnZ5+fnADEOzSPeWm18AQHL/JIOTSGfxD49k0K1fJnnWYgp2raP0UAaNZQWceO3PnNvwOqlzl5IwaT5mq244ivxfKpci0qu5nA7yt71DfsYq2pobweslZtQUUucsxR4SZnQ8uUpDBl0YrTyTmWlwEunO3G43ZzIzMZlMDBk00Og40sn8Qvsy8KYvkjzzVgp3raP4/a20VJVy6s0nydn0BimzbyNp6g2YbXajo4p0GSqXItIreVwuiva+R87GN3DU1+D1uIgYPIbUOcsIioozOp74KLl/EgH+ARQWldDY1ESf4GCjI0k3lJOXR3t7Oyn9+xMQEGB0HDGIPTiE9OvvpP+MWyja+x7F+zfTUlPOmXeeIWfzm6TMWkzStJuw+us9IqJyKSK9itfrpfzwDrLefZmW6jI8bhehiWmkLbiD0MR0o+NJBzGbzQwaOICjx49z5mwmE8aNNTqSdENnzmYBMFijlgLYAoNJnbuMxKk3UrJ3I4X7NuKsqyZzzT/I2/o2SdNvJmXWrXqUQno1lUsR6TWqzhwia+2LNBTn4HG7CIyMJ33+cm2a3UMNGTTwQrnMzFK5lKtyaVq1psTKv7P5B5I8ezEJU2+g9MBmCndvwNFQy7n3XqVgx2oSp9xAyuzF2INDjY4q0ulULkWkx6vLzyRz9XPU5pzC63bjF9qX1DlLiRo5SfuX9WCXRptOnzlrcBLpjjweD6dOnwVMDB821Og40gVZ7X4kTbuJ+IkLKD24jaLd7+JsrCN38xsU7lxL4uSFJM9Zgn9oX6OjinQalUsR6bGaK0vIXPsCFcf34nW7sPoH0X/mIuLHzcZs1Y+/nm7QgHQsFgt5BQW0trbqmTn5TAoKi3A4HcTGxOiZXflYFpuNxMkLiB8/h7IjOyjcuQ5HQy25296hcM964ifMI3XeMgLCI42OKnLN6bcrEelxnPW1ZK9/heIDW/C0OzFb7fSfsYiEqTdgtfsZHU86icViYeCAdM6czeTwseNMnTTR6EjSjRw8cgT435WHRT6J2Wolfvwc4sbMpPz4Hgp2rKX1fAUFO9dSvG8jcWNnkbZgBYERsUZHFblmVC5FpMdob2kiZ/ObFO5ch8vZgslkIn78XJJnLsIW1MfoeGKAsaNHc+ZsJjt371G5lM8kY+duAMaNGW1wEuluTBYLsddNJ2bUVKpOHSAvYzUtVaUU7dtI6cFtxIyeRtqC2wmOSTQ6qkiHU7kUkW7P095GfsZqcre8RVtzA3g8RI2YROrcJfiHRRgdTww0c/pUXn79DY4cO05TUzPBwVrFUT5ZTm4eFZWVBAUGct2okUbHkW7KZDYTNWISkcMnUn32MPkZq2kqK6Dk4FZKD+8gZuRkBtzwOYJj+xsdVaTDqFyKSLfldbsp3r+Jcxtex1FXhcftol/6KFIXLCc4KsHoeNIFhIWGMmLYUE6cOsWefftZMG+O0ZGkG9i5Zy8A06ZMxqrns8VHJpOJyCFjiRwylpqsY+RnrKahOIeyozspP76HyKHjGHDD57UdlvQI+okpIt2O1+ul4tgesta9RHNlMR63i5C4FNKvv5PQpAFGx5MuZsa0KZw4dYode/aoXMon8ng87LpYLqdPnWJwGulp+g0cRb+Bozife5r8jNXU5Z+l8uR+qk4fpN+AUaQvvJ2+6SOMjily1VQuRaRbqT13kjMrn6GhKAev20VARCyp85YROXiM0dGki5o4bixPP/cPMrPOUV1TS0Q/bQsgH+3EqVPUNzQQFRnJoAEaSZJrIzx1KOGpQ2koyiE/YxU12cepzjxMbfYxwlKHkjZ/BZFDtD+vdD8qlyLSLTQU55K55h9UZx7B63Zh7xNGyuzbiBk1FZPZbHQ86cICAgKYMG4su/fuI2PXLpbeusjoSNKF7dyzD4CZ06cZnER6g5DENEZ+4T4aywrI376S6rNHqc0+wfnc04QmDSBt/gqiR0wyOqbIp2byer1eo0OIiHyU5qoyst99ibIju/C627H4BZA84xbixs/FYrMZHU+6ibNZ2Tzwy98QHh7GU489isViMTqSdEENjY3c/a37cLvdPPnYo/QNDzc6kvQyzZWl5O9YRdXJA2AyYbJY6RObTNqCFbqZKt2CRi5FpEtyNtZx7r3XKN67AXd7G5gtJE27kaRpN2H1CzA6nnQzgwcOYPCgAZzNzGL7zt3MnTXD6EjSBa1Zt562tjbmzJypYimGCIqKY9iyu2mds5SCjFWUH9tLQ/E5jr7wO4KjEkidv5y4sbNUMqXL0siliHQpLkcLuVveIj9jNS5HM3ghbuxMkmctxh4cYnQ86cYOHz3GQ3/4I5ERETzxx99j1i9n8m+am1v4+je/g8Pp5PE/PExsTIzRkURw1NdQsGMNZUd2gdeDyWIlsF8MqXOXEj9hHmatZixdjMqliHQJ7vY2ina9S87mN3E21uF1u4kaPp6UOcsI7BdldDzpIb77o59QWFTMN+/5OtOnTDY6jnQh/3zrHf71zkomjR/Pd7/1DaPjiHyAs6GOgl1rKTu0A6/HhclswT88kpQ5S0icvBCLzW50RBFA5VJEDOb1eCh5fyvnNrxGa005HreL8JShpC24nT7aWFo62M49e3n8yb8RGxPDn3//MCaTyehI0gW0trZy97fuo7mllUd+9SCpKclGRxK5ovbmRgr3rKfkwBY87e2YLBb8QvqSMnsxiVNvxOrnf/nYiooKDh06RENDA2lpaYwfP97A5NJbqFyKiGEqTuwj+92XaSzNx+N2ERydwIAbPk9Y8mCjo0kP5fF4+MZ936equprvfeu/mTh+nNGRpAt4Z/VaXn3jTUYOH84D93/f6Dgin8jlaKFo93sU7d+Eu82B2WLFHhxK8sxFJE2/mZ17j/PLX75IfX0kVms8gYH5jBhh4Yknfm10dOnhVC5FpNPV5Z3hzKpnqcs7i9ftwj88irR5y4gYOk4jSXLNbdy8lWf+8QLRUVE89ruHsOqZpV6tsamJ/77v+zS3tPCz+3/AiOHDjI4k8qm5nA5K9m2iaN8GXK3NmCxWTle38OzBZNIHPfeBY/PynuTGG9t45JFvG5RWegPLgw8++KDRIUSkd2gsK+Dka4+TufYFWmsqsAX0IX3h7Qy+9csERSeoWEqn6J+UyK49+6iorMRmszF08CCjI4mBnnn+BbJzchg6eDC3L1tidByRz8RstRKWPIiEifOxBgRyviiXxzafJ3nImg8dGx4+npMndzBgQDvJycmdH1Z6BS2VJyLXXGttJcde/iO7f/dNKk7sxWS2kDpnKZO//Xvixs3GpD0HpRNZrVa+dtf/A0y8tXI11TW1RkcSg2RmnyNj525sNhv3/NdXjI4jctXMNht900diu24+rcR95HH19U6eeOJvnZhMehvNBRKRa6atqZ6cjW9QtGc9LqcDTGYSJi8kefrNWAOCjI4nvdiIYUOZPnUyO3fv4ennnufH3/+u0ZGkk7ndbp58+u+Al9sW3Ux0VKTRkUQ+kbOhjpaaclprymg9X0VzZSmtNWW01JSDyURhbTMed7+PPYfForEluXZULkWkw7mcDvK3vUP+9pW0tTSCF2JHTyVl9hLsIWFGxxMB4Etf+BwHDx3hyLHjHDh4iAnjxhodSTrR2vUbKC0rIyoyksU332R0HJHLPC4XzdWlOKrLaakpp7m6nJbqUlpqynE7HWAyXXiM5OIfEyYs9gD8w/oxelAMfU8f+chzh4TYuffer3fiq5HeRuVSRDqMx+WicM96cje9gaO+Fq/bRcSQMaTNW0FghDYkl64lpE8fPnf7Mp594SWee/EVRo8cgd2uveJ6g+qaWt54+x3AxN1fvQubzWZ0JOllvF4vzvoaWi4WyNaacpqrSmmpLsfZUHu5NF4ukBf/6xcSTmBkHEGR8QRFXfwTGU9wdALmi3td/m70Tu65525SUp76wDVzcx9n0aIgZsyYYcRLll5Cq8WKiM+8Xi9lhzLIXv8KLdWleNwuQhPTSVtwB6GJ6UbHE/lIXq+XH/3sF+Tk5TF31ky+/pUvGx1JrjGPx8MDv/otWdnZTJ00kW9/4x6jI0kP5nI6aLlYGltrLxTJpspSHLUVeFztHxyBNJnBZMJssRLQN+qDBfJiifQL7fuprpuRcYAHHniWhoZIrNYEAgPzGT3aj8cf/8U1fsXS26lciohPqk4fJHPtizSW5OJxuwiKSiBt/nL6DRhpdDSRT6WsvJzv/uintLe7+M437mHKpAlGR5Jr6PV/vc1bK1cRGhrKnx75LX2Cg42OJN2c1+OhtbaSluoyWmsrLo5CltFcVUZ7Sz2YzJdL5IVV0S+OQgaHEnixNP57gQyMiMXcAVskVVdXc/DgQerq6hg4cCBjxozx/cWKfAKVSxG5KnX5mWSufo7anFN43S78QvuRNncpkSMmaUsR6Xa27djJk0//HT8/P/7w218REx1tdCS5Bk6ePsMvfvsIJhP88oGfMHjgAKMjSTfS3txIc/WlUcgKWqovFEjH+Sq8Xjdwafrq/5ZJi81OYETsBwpkYGQcwTFJ2LSwnfRAKpci8pk0lReR9e5LVBzfi9ftwuofTPKsRcSNndUhd1pFjPLYE0+ye99+EuLjeeRXD+r5yx6mrr6e+374Yxqbmrhz+TKW3HqL0ZGkC/K4XBemr1aV0VJTQWvNhQLZUlOOy9FyxcV0TGYz/qH9LhbHSyOQcQRGxhPYLxqTWauzSu+h3wRF5FNx1teSvf4Vig9swdPuxGzzo//UG0mYegNWu5/R8UR8dvdX7yI3v4DikhL+/sJL3PPVu4yOJB3E4/Hw+8f+QmNTE8OGDOG2RTcbHUkM5PV6aWs8f2ExnepyWqrLaKkpu7CYTn0NXryYMH9oMR17cOjlqasfGIWMTsSifwdFAI1cisgnaG9pImfTGxTsXIe7rRWTyUTc2NmkzLoVa6CeVZKepai4hB8+8HPa213c+7WvMGv6NKMjSQd49Y1/8c7qNXrOspdxt7fRUlVKa3XZhe08Lo5INleX4f2oxXTMFvzDIwmOTrjw/OPFUcigyHj8wyOMfkkiXZ5GLkXkijztbeRtX0Xe1rdpa24Aj4fokZNImbME/zD9Ays9U2JCPF/50n/w1DP/v707j5KzvO48/qu9urp676pWb2gFxCIwYbHYN7GYxchsxkMyceIZzwQfx3Ym9jjJOD52nDhxMpPFJ8PYjnHM5gUTNgkQYJBZZRaDwYCWloSQ1FXdVdV77e8yf7zVrS4hYaDU/Xa3vp9z+tBILbiPjjjop/s8935f3/n+D9QRj+uYo49yuyzU4NlNz+ue+9fJ4/HoTz/3WYLlAmNblgojaaf7mK6s9EgnlEsnVJoYqXr/OPkm0uPxKFi5xjoVImNdU11JnngAHxydSwBVbNPU7k2PaPsjP1F+OCXbMtR25Ie07KJrFY33uF0eMCt+cNsdenDDI6oL1+kbX/1fOqKXX/vz0Wuvv6G//tY/yDQt3fTpT+n8c852uyR8QOXsuHIZZ5WHsxsyoVwqMfX/qQMN0/H6A4q0LXJCZLxnX4CMdysYbXL7SMCCRLgEIMl5gzLwyjPa+uDtyg7ukWUaauxaqhWXfkJNRzBREYeff/3uv2njk0+pqalJ3/zaVxVrb3O7JLwPO9/apa/81V+rWCzqxo9fr7VXXu52SfgtnGE6A8pmkipU3kJm05VhOvls1fvHyZUeHq9XoYYW5/rqfiEy0raIYTrALCNcAlBm66+1Zd0PNbprqyzTUKS9U8vXXKf2lSe5XRrgGsuy9K1//Ge99PIr6ojH9c2vf5UrlfNEcmBAf/7Vr2t8YkKXXXKx/uD3bnS7JExTHBuudCATlS6k83lxJH3QYTq+YNh5+7j/XsiOXvlDYbePBKCCcAkcxsb27NDme/9NmW2vyjZNBRubtfT8j2nRiWfyp72AJMMw9Fd/+/d6Y/NmLV28WF//yp8rHOY3snPZyOio/uwvv6Z0JqPzzjlbn/n0f3G7pMOSVS4rl+qfGqKTq7yFzGeSMkvF/bqQ3qm/1rXEnK5jvFvRyYE68W6Fm9vZoQzMA4RL4DCUTSW07cHblHj5adlmWf5wRIvPvkLdp61hkAGwn2KppK9+42+0fcdOnXD8cfqff/IFBYMBt8vCAUxMTOgvv/FN7d6zR6ee/Dv60hc+53ZJC9rkMJ18ZmDqPWR2sF+5TEKl8eF97x9V3YUM1EX3dR6ndyHj3fL6+W8LmM8Il8BhpDg+or6H7tTuTY/IKhclr1+Lz7xEvWdeJn+ozu3ygDlrYmJCX/mrv9GevXu18qij9OU//YLqIxG3y8I0maEhfe1v/k6JZFInHH+cvvLlL7ld0oJhFPPKDexVbmhAuUxC+XRSE6l+5YcGZZvGtJUe04bp+PxTw3Qmu5CTn4camt0+EoAZQrgEDgNGIacdP79bOzfeJ7OYk2yp65TztOTcqxSMNrpdHjAvZLM5fePv/l59O3aou6tLf/lnX1JrS4vbZUFSfyKhr/7132pkZEQnnXiCvvj5P1YgQAfs/bBNU7nMgPJDA8pnnLeQ2VRC2UxCRm7ioMN0gtHmqa5jJNalaLxn3zAdn8/tYwGYZYRLYAEzyyW9/dR67fj5z1QcH5FtmoqvOk1Lz79Gkba42+UB806pVNK3/vFf9OvXXlNba5u+9r/+TB3xmNtlHda279ipr3/zW8rlczrrjNP12f/+aXl5M35QxbER5YemrfQmlYcRAAAgAElEQVRIJ5XPJJQfSsmWdeBhOoHQ1DCdSKxL9bHKfsiOXvnD3HoBsA/hEliAbMvS3hceV9/DdyqXGZBtGWpZeqyWX/xxNXQudrs8YF4zTVPfvvk7embTL9XU2KivfPlLWnxEr9tlHZZefe03+tv/808ql8tae+UVuvHj17ld0pxglsvKZRLOOo9KiMym+5XLJGUWC1XBUR6PPPLI4/Up3NI+9QZyeogMt8QYpgPgPSFcAgvMwGubtG39bRpP7JJlGmroXKwVl9yg5iUr3S4NWDBs29Ytt96uhx99THXhOv35l/6HVh7FPtjZ9Oym5/XP//dmWZat//rJ/6yL11zgdkmzyrZtFUczVas8cpWdkMXRoanQuH8XMlBXXx0gJ4fqdPTIFwi6fSwA8xzhElggRna+qTfv+75Gdm52dlW2xLVszbWKHXeq26UBC9Y996/TnT+9S35/QL97w/W6/NKL3S5pwTMMQ3f85C6te+hheb1efe6mP9IZq09zu6wZYxQLzkqPdFL5oX1vIXOZAdlmuboDWVnp4QzT6VAk1j3tOmtlpUdTq9tHArCAES6BeW48sUtbHvh3pV5/wdlVGW3UkvOuUudJ5zBMAZgFL7z0K3375u8qX8jrxFWr9PnP/JGi0Xq3y1qQBgZT+od/+he99fbbam5u1hc//1kdtWKF22XVzDZN5YdTU53HfKYSINNJlXOjVVNYp6/2CEab9g3QmdaFjLR3slYKgCsIl8A8lR8a1LYHb9feFzfKNsvyBcNafNbl6ll9sbxMSQRm1cBgSv/7n7+tnbt2qbm5WX/y2c/omKOPcrusBeX5F1/St2/+rgrFwrwN8aWJMeUqk1hzmaTy6aRyqX7lh6cP01FVmPQFgoq0dyoa76m+xrqoV4G6+XV+AAsf4RKYZ0oTo+p75Cfa/ezDMot5yeNT7+kXafFZl8vPbzQA1xiGoVvv/LEeeuRR+bw+XXf1Wn3so1cwubRGpVJZP7jtdj32xEb5vD7dcN01Wnvl5W6XdVCWYTjTWFOTITKhbDqhfGZARiF3kGE6XoWa2qbeQk59xLpV1xqXh19DAOYJwiUwTxiFvN7aeK92PnGPyvkJyZY6P3Smlp5/tYKNLKQG5ornfvm8bv7eLcoX8lq2ZIn+26f+QMuWLnG7rHnptdff0M3f+75S6fScugZr27ZK48PT3j8mlE87YbIwmjn4MJ1wZGoK6/QAGV3UKy/DdAAsAIRLYI6zDENvP/uQdjz6UxVGh2SbhmLHnKxla65TpH2R2+UBOIDM0JBuufV2Pf/iS/J6vbr4wgv0ieuvVaSOnYDvxfDwiG657XZtev4FeTweXXTB+brxhutn/efPKBWVTzvBMZtKKDc0GSaTso2DDNPx+hRujas+3q1orFuRaSEy3Nw2q/UDwGwjXAJzlG3b6n9xo/oevlPZVL9sy1BT7wod+ZEb1dC11O3yALwHL738ir77gx9qaGhITY1N+v0bP6Gzzzzd7bLmLMuytO6hh3XXPfepUCiop7tbN336Uzpy+fIZ+3falqXCSLqyyqNyjTXlBMpStnqYjrSvCxmsb6zqPk5+HmnvYpgOgMMW4RKYg1JvvKgt627V+N4dskxD9fEeLb/oOrUdeYLbpQF4nwrFon569z168OFHZFqmjjrySH3m059SV2en26XNKZu3btN3vv8D7dm7V6FQSNdfvVZXfOTSQ/ZmtZwdd/ZBVgbpZNP9yqYSKgynZNum9gXH/YbptC1SJNblDNSZFiaD0cZDUhcALCSES2AOGXlri7bcf4uGtr8u2zQUam7XsguuVnzV6sr4eQDz1c63duk73/+Btu/cKZ/XpzNWf1hXX3Wlerq73C7NVb95403dt269Xnn1NUnSiatW6aZPf0qtLS3v+5/lDNMZ2DeJNZPQxGC/cpmkzP2G6Uyu9PB4vQo1tk6t85hc7VEf71ZdawfDdADgfSBcAnPARHK3tq6/VQOvbZJtGvKHo1p63lXqPPlcrlcBC4ht2/rlCy/q7vse0Fu7dkmSTlx1vNZeeYWOP/YYl6ubPZM/D/euW6/tO3ZKkk44/jhds/ajOnblyt/644tjw04XMp2ohMiksql+FUczsmVXVnpUD9PxBcOKTu6DjHUr2jHZieyRPxSe6SMDwGGBcAm4qDCS1raH7tTeFx6XVS7KGwjpiDMuVc8Zl8ofDLldHoAZ9NLLr+jue+/Xtu3bJUnLly3V2isu12mnnLxg15eUy4aeePJJrXtogxLJpCTp5JNO0vVXr33HRF2rXFYu1V+1FzKbTiiXTsgql/brQk4bptMSU32sywmOlRBZH+9WqKmNGyAAMMMIl4ALyrkJbX/0p3r7qXUyigXJ41HPqRdoybkflT8Sdbs8ALPotdff0M/uuU9vbN4sSWptadHpHz5NZ52+WiuWL3O5utpZlqXX39ysZ57bpE0vvKhsNiuPx6MPn3qKrl37UcWj4UoXMql8pRuZSydUHB8++DCdSMPUNdbJYTrRjh5FYt3c9gAAFxEugVlklUva+YSzq7KUHZUsWx0nrNayNdcq1NjqdnkAXLRnb78e/8WTeuqZZzUyOipJisdiOuuM1Trz9NU6oqfHtdoMw9ADDz6sXD6n4489VieuOv5dv962bW3Zuk3PbPqlnvvlC5oYHVKdWVB3c71WLenW0niz7NyI8kODsk1j2kqPfWHS6/Mr0t5Z1YWcDJHBaNMsnRwA8H4QLoFZYJumdm96RNs3/Fj5kbRs01DbUR/SsouuVTTu3m8YAcw9lmXp16/9Rr94+hk9/+KvVC6XJEntbW06duVKHXvM0Trm6KPV1Tk7e27Hx8d19sWXyx8ISJJampv05T/5nC4879ypr7FtWzt37tQbL72gHW++or19m2VPjChsFxX1GIo3NaitrVUNDQ3vGKYTjDYfZKVHJ8N0AGCeIVwCM8i2bSVfeVp9D92hiYHdskxDjV3LtOLST6jpiCPdLg/AHJcvFLTp+Rf0+MYntXnr1qrvi0ajOuH443TM0UfryOXL1BGPKRo9tNfqTdPUqedcoN4jFld9e9+2LfrSjWtVXx7XwFt9GhvYLV8pL4/HlkfOu8ampia1t7erta1N/mDY6UJOBsepLmSv/OG6Q1ozAMA9hEtghqS3vKKt636o0be3yTINRdo7tXzNdWpfeZLbpQGYhyYmJrR56zZt2danrdv6pt5oTldXV6furk51xOPqiMe0qKND8VhMoWBQ/oBfwUBQwWBAwUBQgWBAdWFnSmoun5dRNlQsFVUqlVXMZ5Ud7NfDGzboJ489re7e6nCZTqc1sXurfu+oqOSRfD6/6uujaoh1Kr70KPWuXKWWnqVTnchwS4xhOgBwGCBcAofY2O4+bb7vFmW2vSrbNBRsaNGyC65Wx4lncMULwCG1fcdObdnWpz1792pgcFDJgUENplLv+ceHrJLCZlFhu6A6s6iwWVDILipklSWP9GqqoDf83erZ773n4OCgErt26P/9xWe1fNXJWrrqd1Qf75YvEDzURwQAzCOES+AQyaYS2vbgbUq8/LRssyx/OKLFZ1+p7tMuZHohgFk1GTKTAwPKpAaVSyVUGBpQeTQta3xIVnZE3sK4zHJJXq9Xfr9fPr9Pfn+g8nlAgcZWJc2Q7n75LcV7qjuXyWRSX/jCF/SHf/iHLp0QADAXES6BGhXHR7TtoTu0Z9OjsspFeXwBHXHGxeo983IWcwOYFbZpKj+cctZ4ZBLKp5PKphLKZQZUzo3ttxPSGaYjj0ehhuaqITr1sW5nMmt7pzw+nyRp/fr1+uIXv6j6+noFAgEVi0Wdcsop+s53vuPuoQEAcw7hEviAjEJOOx77mXb94n6VCzlJUtcp52nJuVcpGG10uToAC1FpYkz5TEK5dFLZtPPXfDqh/HBKtix55JU8qlrp4QsEFWnvVDTe4wTHSoiMLuqVPxx5T//ejRs36rvf/a5M09S5556rm266aWYPCgCYlwiXwPtklkva9dQ67XjsZypNjMg2LXWs+rCWnH+1Im1xt8sDMM9ZhjHVfcxlJjuQTpA0i/mqLqQ8HnkqKz1CTW1OaOzoqVrrEW6NM0wHADArCJfAe2RblvY+/3P1bfiRcpkB2aah1uXHadlF16uhc/Fv/wcAQIVt2yqODVU6j0nlMgllU/3KZwZUGM1MhUZNv8rq8SgQjigS69p3lbWjZypQehmmAwBwGeESeA+Srz6nbetv00RylyzTUEPnEq245AY1L1npdmkA5jCjWFC+cn01l0lMdSLzmaQso1zdgfR4JY9HXp9f4ZZYVfcxWgmRoaZWt48EAMBBES6BdzGy8029ec/3NLJrq7OrsiWuZWuuVey4U90uDcAcYVvW1DCdfCapfCapiVRC+XRCpexo1fvH6cN0gvWNVQEyEu923kW2dzJhGgAwLxEugQMYT+zS1gf+XYOvv+Dsqow2acn5a9V50jnsqgQOU+XseGUaq/MWMpdOKJtKqDCckm2bkiavr+43TKdtkTNIZ9pU1mi8R4H6BrePBADAIUW4BKbJDw1q6/rb1P/SL2SbZfmCYS0+63L1rL5Y3kDA7fIAzDDLMJQbSk69hcxnEppIOYHSLOQOPkynsbWqC1kf71Yk1q1IWwd/IAUAOGwQLgFJpYlRbX/kJ9r1zEOySgV5vH71rr5IR5x1mfx19W6XB+AQK44OVbqPTgcyPzSgbKpfxdGMbNmVlR7Vw3T8oTrVx7re2YXs6JUvGHL7SAAAuI5wicOaUchr5xP36K2N96qcn5BsqfOks7T0vI8p2NjsdnkAamCWS8ql+p2rrOmkEyDTCeXSCVnlUlVwnBqm4/W9Y5jO5Ofhlna3jwQAwJxGuMRhyTIM7X72IfU98hMVx4Zlm4bix56ipRdeq0j7IrfLA/AeOcN00spX9kDmp72HLI4PV71/3Pcm0qNgpKHq+ur0EMkwHQAAPhjCJQ4rtm2r/8WN6nv4TmVT/bItQ82Lj9aKS25QQ9dSt8sDcBBGbsLpOlausuYzSWXTCeWHBmWbxrR3kPvCpNcfUKRtUVVwnPw8GG1y+0gAACw4hEscNgZff0Hb1t+msb07ZJmGoh29Wr7mOrUeucrt0gDIuVGQHxpUNpNQIe10ILOV9R7l3MR+11grnUivV8Fos7MHshIgI5MdybZFDNMBAGAWES6x4I28tUVb7r9FQ9tfl2UaCje3a9kFVyu+anXlN6gAZlNpbES5oaSyqf5KF3JAuUxCheG0bFkHHqYTDKuuvbMqRDpdyB75w3VuHwkAAIhwiQVsIrlbW9ffqoFXn5NtmvLXRbXkvKvUdfK5vKkCZphVLiub7nfeQKYSymUGlM04XUizWDjgMB2Px6twc3tlAmvPvi5krEvhlhh/GAQAwBxHuMSCUxhJa9uDd2jvC4/LMkryBkJafOZH1H36JfKzLgA4ZGzbVnEk7azzmBykk+pXLpNUcWy46vrq9DAZqItOrfSYDJGTbyG9fvbJAgAwXxEusWCUs+Pa/thd2vXUOpnFvOTxqvvUC7T03I/KH4m6XR4wbxnFvHKD/ZUA6Uxlzaac3ZDVw3SmrfTw+VXX2rFvF2S8pzKZtUuhxha3jwQAAGYA4RLznlUuaecT92rH43ernBuXLFuLTjxdSy+8RqHGVrfLA+YF2zSVGxpUPpOcWuuRTTnTWcu58QMO05HHo1BD81TnMVIJkZFYl+rbO+Xx+dw+FgAAmEWES8xbtmlq93MbtP2Rnyg/kpZtGmo76kNaftH1qo93uV0eMCeVxked7mNlpYfzkVBhODVtmI6qVnr4AiFF2jvfsdIjuqhX/nDE7SMBAIA5gnCJece2bSVfeVp9D92h8eRu2Zahxq5lWnHpJ9R0xJFulwe4zjIMZdP9zjqPoQGnA5l2rrXuP0xHHo888sjj9Snc3FbVhayPdSsa71a4Nc4wHQAA8FsRLjGvpDe/rK3rb9Xo29tkmYYi7Z1avuY6ta88ye3SgFll27aKo5mpYTr5zL7VHsWxoanQuP9Kj0BdvXNtddoQnfqYM1jHGwi6fSwAADCPES4xL4zt7tPm+25RZturskxDoYYWLbvwGnWccDpL0rGgGcWCM4E1nVR+yAmSE4P9KgwNyDLK7zJMJ14dICshMtTEO2QAADAzCJeY07KDe7XtwduVePmpyq7KiBaffaW6T7uQXZVYMGzLUn5oULm0M4HV6UImlE0lVM6NVr1/rBqmE22aur46PUBG2jv57wMAAMw6wiXmpOL4iLY9dIf2bHpUVrkojy+gI864RL1nXiZ/KOx2ecAHUs6OK5ue7EIOKJd2AmRhOCXbNiVNXl+dPkwn6AzTmRYgI7EuRRcdoUBdvdtHAgAAmEK4xJxiFHLa/uhd2vXkAzIKWUkedZ1ynpaet1aB+ga3ywN+K8swnOurqYRymQHlM4mplR5GIXeQYTpehZvaKsFxsgPZpUisW5G2Dq5+AwCAeYFwiTnBLJf09lPr1PfoXSpnR2WbljpWfVhLzr9akba42+UBVWzbVml8uGqVR66yG7I4mpEtu7LSo3qYjj9UV7XKIxLrclZ6dPTKFwy5fSwAAICaEC7hKtuytOeXj6lvw4+UHxqUbRpqXXG8lq25Tg2di90uD4c5s1yqDNNxgmOu0pHMphOyDzZMx+tTuCWmaEeP8/6x0oWsj3Ur3NLu9pEAAABmDOESrhl49TltXX+bxhO7ZFuGGjqXaMUlN6h5yUq3S8NhxLYsFUbSUwEyn0kqm04ol06oNDFS9f5x35tIjwKRhkrXsRIiK13I+lg3w3QAAMBhiXCJWTfU9xttuf8WjezaKss0VNfaoWVrrlX82FPcLg0LWDk7rlzGWeXh7IZMKJdKKD+ckm0ZOtAwHa8/oEjbIidExnv2Bch4t4LRJrePBAAAMKcQLjFrxhO7tPWBf9fg6y/IMg0Fo01adv7HtOiksxlYgkPCGaYzoGwmqULlLWQ2XRmmk89WvX+cXOnh8XoVamhxrq/uFyIjbYv4tQkAAPAeES4x4/JDg9q6/jb1v/QL2WZZ3mBYS86+XN0fvli+QMDt8jAPFceGKx3IylvIyufFkfRBh+n4gmHn7eP+eyE7ellvAwAAcAgQLjFjShOj6tvwY7397MOySgV5vH71rr5IR5x1mfzs58NvYZXLzjCdqbUezlvIfCYps1TcrwvpnfprXUvM6TrGuxWdHKgT71a4ub3SrQQAAMBMIFzikDMKee18/D/01sZ7Vc5nJdtW18nnaMm5axVsbHa7PMwhk8N08pmBqfeQ2cF+5TIJlcaH971/VHUXMlAX3dd5nN6FjHfL66cbDgAA4AbCJQ4ZyzD09jMPavujP1VxbEi2aSp27CladuG1irQvcrs8uMgo5pUb7K8EyITy6aQmUv1T62f2rfSYNkzH558apjPZhZz8PNTAH1IAAADMNYRL1My2LPW/uFF9D9/p7P8zDTUvOVorLrlBDV1L3S4Ps8Q2TeUyA8oPDSifcd5CZlMJZTMJGbmJgw7TCUabp7qOkViXovGefcN0fD63jwUAAID3iHCJmgy+/oK2rrtV4/07ZJmGoosWa9mF16rtyFVul4YZUhwbUX5o2kqPdFL5TEL5oZRsWQcephMITQ3TicS6VB+r7Ifs6JU/XOf2kQAAAHAIEC7xgYy8tUVb7r9FQ9tfd3ZVtsS07IKrFTv+wwxNWQDMclm5TMJZ51EJkdm0c63VLBaqgqM8HnnkkcfrU7ilfeoN5PQQGW6J8esCAABggSNc4n2ZSO7W1nU/1MBrm2Sbhvx1DVpy3lXqOvlcef1+t8vD+2DbtoqjmapVHrnKTsji6NBUaNy/Cxmoq68OkJNDdTp65AsE3T4WAAAAXEK4xHtSGElr20N3aO/zj8sySvIGQlp81mXqXn2x/MGQ2+XhXRjFgrPSI51UfmjfW8hcZkC2Wa7uQFZWejjDdDoUiXVPu85aWenR1Or2kQAAADAHES7xrsrZcW1/9Kfa9fR6mcW85PGq57QLteScK+WPRN0uDxW2aSo/nJrqPOYzlQCZTqqcG62awjp9tUcw2rRvgM60LmSkvZNONAAAAN4XwiUOyCgWtOvJ+7Xz53erlB2XbEuLPnSmll5wtUKNdK7cUpoYU64yiTWXSSqfTiqX6ld+ePowHVWFSV8gqEh7p6LxnuprrIt6Faird/tIAAAAWCAIl6him6Z2P7dBfRt+rMJoWrZpqv3ok7RszXWqj3e5Xd5hwTIMZxprajJEJpRNJ5TPDMgo5A4yTMerUFPb1FvIqY9Yt+pa4/J4vW4fCwAAAAsc4RKSnOEuyVee1rYHb9fEwB7ZpqHG7mVa8ZH/pKbeFW6Xt+DYtq3S+PC0948J5dNOmCyMZg4+TCccmZrCOj1ARhf1ysswHQAAALiIcAml3vyVtj14m0bf3irLNBRp79byNdeqfeVJbpc27xmlovJpJzhmUwnlhibDZFK2cZBhOl6fwq1x1ce7FY11KzItRIab29w+EgAAAHBAhMvD2NjuPm2+7xZltr0qyzQUbmzV0vOvVseJp3ON8n2wLUuFkXRllUflGmvKCZSlbPUwHWlfFzJY31jVfZz8PNLexTAdAAAAzDuEy8NQdnCvtq6/TclXnpZtGvLV1WvJOR9V96kXEGreRTk77uyDrAzSyab7lU0lVBhOybZN7QuO+w3TaVukSKzLGagzLUwGo41uHwkAAAA4ZAiXh5Hi6JD6NvxIuzc9KqtclMcX0BGnX6Lesy6TPxR2u7w5wRmmM7BvEmsmoYnBfuUySZn7DdOZXOnh8XoVamydWucxudqjPt6tutYOusAAAAA4LBAuDwNGIaftj96lXU8+IKOQleRR1ynnael5axWob3C7PFcUx4adLmQ6UQmRSWVT/SqOZmTLrqz0qB6m4wuGFZ3cBxnrVrRjshPZQzgHAADAYY9wuYCZ5ZLefmqdtj96l0oTo7ItUx2rVmvZmmsVbm53u7wZZ5XLyqX6q/ZCZtMJ5dIJWeXSfl3IacN0WmKqj3U5wbESIuvj3Qo1tVW6lQAAAAD2R7hcgGzL0t5fPqZtG36k/NCAbNNU64rjtWzNdWroXOx2eYfU1DCdTFK5dFL5Sjcyl06oOD588GE6kQanAzltmE60o0eRWDfvTgEAAIAPgHC5wCR//ay2PXi7xhO7ZFuGGjqXaMUlN6h5yUq3S6tJuZBTvvL2cfI6azadUH5oULZpTFvpsS9Men1+Rdo7q7qQkyEyGG1y+0gAAADAgkK4XCCG+n6jLfffopFdzq7KutYOLb/oOsWOOdnt0t4zZ5jOoHJDSeUraz2yaWcnpJGbOOgwnWC0+SArPToZpgMAAADMEsLlPDe2Z4e2rr9VqTdelGUaCkabtPT8j6nzpLPnbLAqjo0401gn30JWprIWhtOyZR1wmI4/GHa6kJPBcaoL2St/uM7tIwEAAACHPcLlPJUfGtTWdbeq/6VfyDYNeUNhLT3nCnWddpF8gYDb5ckql5VN91feQDof2UxC+UxSZrFQFRzl8cgjjzxen8LN7fu6kNM6keGWGMN0AAAAgDmMcDmLymUpn5dKJalYlEIhKRyW6uokn++9/TNKE6Pq2/Bjvf3sw7JKBXm8fvWsvkiLz7lC/tDsdvBs21ZxNKNsKlHpRCad6axDAyqODlVdX50eJgN19VXXV+tj3ZWVHt3yBYKzegYAAAAAhwbhchaUSlIyKY2NOX9v25LXK1mW8/derxSLOR8Ha84Zhbx2PvEf2vnEvTLyE5ItdZ18jpacu1bBxuYZrd8oFpRP9Tshcmj6VdYB2Wa5ugM5udLD51ekrWPq+ur0LmSosWVG6wUAAAAw+wiXM2xiQtq1ywmQ73ZbteDcFNXKldVdTMsw9PbT69X36E9VGh+WbZqKH3eqll5wjSLtiw5ZnbZpKj+cctZ4ZBLKp5OVjuSAyrmxAw7TkcejUEPzgbuQ7Z3yvNd2LAAAAIB5j3A5g3I5acsWqaHh/f2Y446TvB5L/S9t1LYH71Auk5RtGmpecrRWXHKDGrqWfuCaShNjU4N0spWJrPl0Qvnh1LRhOqpa6eELBBVp71Q03jN1fbU+1q3ool75w5EPXAsAAACAhYNwOUMKBamvz3lT+X4l39wsvfGvGtu7Q7ZlKLposZavuU6tK45/Tz/eMoyp7mMuM9mBdIKkWcwfZJiOV6GmNic0dvRUD9NpjTNMBwAAAMC78rtdwEK1Z8+Br8H+/OcPaP36DSqVDLW0NOn3f/+TWrHiGEnSeP9b2rnxXmX2DKjBM6x4vFXLLrxGseNOe0e4s21bxbGhSufRWeWRTfUrnxlQYTQzFRr3X+kRamhWJNa17yprR89UoPQyTAcAAADAB0Tncgbk807Xsm6/4a0//OGd2rDhLYVCFyoSWa6JiTeVSn1bX/+LP1Y0tVmZvt/INg35w/VqXbVGZ195jGyrrHzl+mouk5jqROYzSVnGwYfphFtiVd3HaCVEhppa3flJAQAAALCgES5nwMCAlEpVX4m9++4f6c4739TixV9/x9f/6vlz9fmze9VcX6fm7uUKNbdrdKiglvLzUj5Z9f5x+jCdYH1jVYCMxLudd5HtnfL6aUoDAAAAmD2Eyxmwa5czmGf6tdiPf/wqtbd/T6FQ/B1fn0r9XI1jX9MNq493Jqx6vCpbEbWGdqs+MKb6SmBs6FqiSHvnVKAMRhtn8VQAAAAAcHC0t2ZAqVS9TiSTGVQk0n3AYClJllXU09tf1k2/e4NCze2KtMRV8PWovrVFZ17YNktVAwAAAMAHR7icAaGQ07n0ep2/b2uLK53eomh0VIFA0zu+3usN6YqrPqvjrrtp6ttyOam7e7YqBgAAAIDaeN0uYCHy+yXDqP62Sy+9UsPDDx3w64eH79THP/6xqm+zLCekAgAAAMB8QLicAU1N0v4vWT/zmc+rs/N1DQz8WKXSsCQpn9+r7dv/VJ/85DU64YRTq77e58A1xqoAAAPiSURBVHvntFkAAAAAmKsY6DND3nzT6WDut55SN9/8bT388P1qbl4q0xzRjTf+rj7ykY9WfU2hILW2Sl1ds1gwAAAAANSAcDlDJiacqbEHu9o6OjqspqaWA35fLicde6wTTgEAAABgPuBa7AyJRqWODml8/MDff7BgOT4uHXkkwRIAAADA/ELncoal09LgoBMWve8S5Q1DKpelFSt4awkAAABg/iFczoJs1rkiaxhOwPT5nA/TdD4sS6qvl3p7pWDQ7WoBAAAA4P0jXM6iXE4aHZVKJecjFJLCYamhgW4lAAAAgPmNcAkAAAAAqBkDfQAAAAAANSNcAgAAAABqRrgEAAAAANSMcAkAAAAAqBnhEgAAAABQM8IlAAAAAKBmhEsAAAAAQM0IlwAAAACAmhEuAQAAAAA1I1wCAAAAAGpGuAQAAAAA1IxwCQAAAACoGeESAAAAAFAzwiUAAAAAoGaESwAAAABAzQiXAAAAAICaES4BAAAAADUjXAIAAAAAaka4BAAAAADUjHAJAAAAAKgZ4RIAAAAAUDPCJQAAAACgZoRLAAAAAEDNCJcAAAAAgJoRLgEAAAAANSNcAgAAAABqRrgEAAAAANSMcAkAAAAAqBnhEgAAAABQM8IlAAAAAKBmhEsAAAAAQM0IlwAAAACAmhEuAQAAAAA1I1wCAAAAAGpGuAQAAAAA1IxwCQAAAACoGeESAAAAAFAzwiUAAAAAoGaESwAAAABAzQiXAAAAAICaES4BAAAAADUjXAIAAAAAaka4BAAAAADUjHAJAAAAAKgZ4RIAAAAAUDPCJQAAAACgZoRLAAAAAEDNCJcAAAAAgJoRLgEAAAAANSNcAgAAAABqRrgEAAAAANSMcAkAAAAAqBnhEgAAAABQM8IlAAAAAKBmhEsAAAAAQM0IlwAAAACAmhEuAQAAAAA1I1wCAAAAAGpGuAQAAAAA1IxwCQAAAACoGeESAAAAAFAzwiUAAAAAoGaESwAAAABAzQiXAAAAAICaES4BAAAAADUjXAIAAAAAaka4BAAAAADUjHAJAAAAAKgZ4RIAAAAAUDPCJQAAAACgZoRLAAAAAEDNCJcAAAAAgJoRLgEAAAAANSNcAgAAAABqRrgEAAAAANSMcAkAAAAAqBnhEgAAAABQM8IlAAAAAKBmhEsAAAAAQM0IlwAAAACAmhEuAQAAAAA1I1wCAAAAAGpGuAQAAAAA1IxwCQAAAACoGeESAAAAAFAzwiUAAAAAoGaESwAAAABAzQiXAAAAAICaES4BAAAAADUjXAIAAAAAaka4BAAAAADUjHAJAAAAAKgZ4RIAAAAAULP/D6hZ2RCBzsVeAAAAAElFTkSuQmCC</file>
    </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: 1047  -->
  <question type="truefalse">
    <name>
      <text>Punti notevoli del triangolo 9</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/5/5b/Circocentro.jpg" alt="circocentro" class="img-responsive atto_image_button_text-bottom" width="400" height="410"><br></p><p>Il circocentro cade sempre all'interno del triangolo<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/Geometria/Triangoli/Classificazione attraverso gli angoli</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 890  -->
  <question type="multichoice">
    <name>
      <text>Triangolo angoli</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/1/14/Triangolo_acutangolo.png" alt="triangolo" class="img-responsive atto_image_button_text-bottom" width="396" height="234"></p><p>Il triangolo in figura 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>Acutangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Ottusangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Equiangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 891  -->
  <question type="multichoice">
    <name>
      <text>Triangolo angoli 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/0/0b/Fermat_Point_Obtuse.svg/320px-Fermat_Point_Obtuse.svg.png" alt="triangolo" class="img-responsive atto_image_button_text-bottom" width="400" height="218"><br></p><p>Il triangolo ABC in figura è ...<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Acutangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Ottusangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Rettangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 892  -->
  <question type="multichoice">
    <name>
      <text>Triangolo angoli 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/9/9c/Algebra1_trg_fig001_trg.svg/158px-Algebra1_trg_fig001_trg.svg.png" alt="triangolo" class="img-responsive atto_image_button_text-bottom" width="400" height="131"><br></p><p>Il triangolo ABC in figura è ...<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>0.3333333</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <single>true</single>
    <shuffleanswers>true</shuffleanswers>
    <answernumbering>abc</answernumbering>
    <correctfeedback format="html">
      <text>Risposta corretta.</text>
    </correctfeedback>
    <partiallycorrectfeedback format="html">
      <text>Risposta parzialmente esatta.</text>
    </partiallycorrectfeedback>
    <incorrectfeedback format="html">
      <text>Risposta errata.</text>
    </incorrectfeedback>
    <shownumcorrect/>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Acutangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Ottusangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="html">
      <text><![CDATA[<p>Rettangolo<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 0  -->
  <question type="category">
    <category>
      <text>$system$/top/Default per Sistema/Geometria/Triangoli/Classificazione attraverso i lati</text>
    </category>
    <info format="moodle_auto_format">
      <text></text>
    </info>
  </question>

<!-- question: 211448  -->
  <question type="multichoice">
    <name>
      <text>Riconosci triangoli</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p><img src="https://upload.wikimedia.org/wikipedia/commons/a/a5/TriangoliIsosceliAngolo30.png" alt="tiangoli dal centro alla circonferenza" class="img-responsive atto_image_button_text-bottom" width="400" height="340"></p><p>Cosa possiamo dire dei due triangoli in figura?<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>Sono tutte e due isosceli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sono uguali<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="0" format="html">
      <text><![CDATA[<p>Sono tutte e due rettangoli<br></p>]]></text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

<!-- question: 1060  -->
  <question type="truefalse">
    <name>
      <text>Triangolo lati 1</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il triangolo scaleno ha tre lati diversi<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: 1061  -->
  <question type="truefalse">
    <name>
      <text>Triangolo lati 2</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il triangolo scaleno ha tre lati uguali<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: 1062  -->
  <question type="truefalse">
    <name>
      <text>Triangolo lati 3</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il triangolo equilatero ha tre lati uguali<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: 1063  -->
  <question type="truefalse">
    <name>
      <text>Triangolo lati 4</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il triangolo isoscele ha due lati uguali<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: 1064  -->
  <question type="truefalse">
    <name>
      <text>Triangolo lati 5</text>
    </name>
    <questiontext format="html">
      <text><![CDATA[<p>Il triangolo isoscele ha tutti e tre i lati uguali<br></p>]]></text>
    </questiontext>
    <generalfeedback format="html">
      <text></text>
    </generalfeedback>
    <defaultgrade>1.0000000</defaultgrade>
    <penalty>1.0000000</penalty>
    <hidden>0</hidden>
    <idnumber></idnumber>
    <answer fraction="0" format="moodle_auto_format">
      <text>true</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
    <answer fraction="100" format="moodle_auto_format">
      <text>false</text>
      <feedback format="html">
        <text></text>
      </feedback>
    </answer>
  </question>

</quiz>