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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
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    <region left="54" top="117" width="159" height="35" color="#000000" fontSize="18">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-family: Times New Roman; font-size: 18px; font-weight: bold;">VORHABEN</span>
            <span />
            <span style="font-size: 18px;">:</span>
          </p>
        </content>
      </text>
    </region>
    <region left="342" top="117" width="275" height="98" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span style="font-size: 14px;">Anbaubalkone als</span>
            <br />
            <span style="font-size: 14px;">Aluminium — Konstruktion</span>
            <br />
            <span style="font-size: 14px;">01662 Meißen, Fellbacher Str. 3+4</span>
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="351" width="225" height="35" color="#000000" fontSize="18">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">AUFTRAGGEBER:</p>
        </content>
      </text>
    </region>
    <region left="342" top="351" width="271" height="122" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span style="font-size: 14px;">fischerbalkone</span>
            <span />
            <br />
            <span style="font-size: 14px;">Reglerbau Klaus Fischer GmbH </span>
            <span style="font-size: 14px;">
              <br />Gewerbegebiet  „An der Mulde" 9</span>
            <br />
            <span style="font-size: 14px;">04828 Bennewitz</span>
            <span />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="603" width="146" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">LEISTUNG:</p>
        </content>
      </text>
    </region>
    <region left="342" top="603" width="279" height="98" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span style="font-size: 14px;">Genehmigungsplanung Statik</span>
            <span />
            <br />
            <span style="font-size: 14px;">DOPPELBALKONTURM</span>
            <span />
            <br />
            <span style="font-size: 14px;">(2 x 3,572m x 1,744m —6 Ebenen)</span>
            <span />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="63" top="900" width="100" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 14px;">Goslar, den</p>
        </content>
      </text>
    </region>
    <region left="342" top="900" width="98" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 14px;">02.07.2021</p>
        </content>
      </text>
    </region>
    <region left="216" top="1116" width="304" height="50" color="#000000" fontSize="18">
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        <content>
          <p>
            <span style="font-size: 18px; font-weight: bold;">INHALTSVERZEICHNIS</span>
            <span />
            <span style="font-size: 14px;">   </span>
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="477" top="1179" width="51" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 14px;">Seite</p>
        </content>
      </text>
    </region>
    <region left="90" top="1215" width="182" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 14px;">    Inhaltsverzeichnis   </p>
        </content>
      </text>
    </region>
    <region left="495" top="1215" width="23" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 14px;">1</p>
        </content>
      </text>
    </region>
    <region left="108" top="1269" width="560" height="400" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="line-height: 1.5em;">
            <br />
            <span style="font-size: 14px;">pos. I               Gelánderholm vorn                                                  13 - 26</span>
            <span />
            <br />
            <span style="font-size: 14px;">Pos. 1.1           Gelànderholm seitlich                                              27    </span>
            <span />
            <br />
            <span style="font-size: 14px;">pos.2               Gelànderpfosten                                                       28    </span>
            <span />
            <br />
            <span style="font-size: 14px;">Pos.3               Bodentráger                                                              29    </span>
            <span />
            <br />
            <span style="font-size: 14px;">pos.4.1            Vorderer Balkonlángstráger                                     30    </span>
            <span />
            <br />
            <span style="font-size: 14px;">Pos.4.2            Seitlicher, mittiger Balkontráger                             31 -  32</span>
            <span />
            <br />
            <span style="font-size: 14px;">Pos.4.3            Eckverbindung                                                        33    </span>
            <span />
            <br />
            <span style="font-size: 14px;">Pos.5.1            Wandverankerung                                                   34 - 40</span>
            <span />
            <br />
            <span style="font-size: 14px;">Pos.6.1, 62      Balkonstützen                                                          41 - 50</span>
            <span />
            <br />
            <span style="font-size: 14px;">Pos.7.1, 7 2     Positionsplan    Fundamente                                   51 -  52</span>
            <span />
            <br />
            <span style="font-size: 14px;">Anlagen:         Aniage 1, 2, 3, 4.1, 4.2, 5, 7, 8  </span>
            <span />
            <span>      </span>
            <span />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="180" top="2169" width="365" height="50" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>
            <span style="font-size: 18px; font-weight: bold;">STATISCHE    BERECHNUNG   </span>
            <span />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="45" top="2241" width="177" height="77" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-size: 18px; font-weight: bold; font-family: Times New Roman;">OBJEKT/BAU-</span>
            <span />
            <br />
            <span style="font-size: 18px; font-weight: bold; font-family: Times New Roman;">VORHABEN:</span>
            <span />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="324" top="2241" width="275" height="146" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span style="font-size: 14px;">Anbaubalkone als</span>
            <br />
            <span style="font-size: 14px;">Aluminium — Konstruktion<br /></span>
            <span style="font-size: 14px;">Gröze: xxx x xxxx</span>
            <br />
            <span style="font-size: 14px;">01662 Meißen, Fellbacher Str. 3+4<br /></span>
            <span style="font-size: 14px;">DOPPELBALKONTRUM</span>
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="45" top="2439" width="141" height="63" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">AUFTRAG-<br />GEBER:</p>
        </content>
      </text>
    </region>
    <region left="324" top="2439" width="271" height="98" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span />
            <span style="font-size: 14px;">Reglerbau Fischer </span>
            <span style="font-size: 14px;">
              <br />Gewerbegebiet  „An der Mulde" 9</span>
            <br />
            <span style="font-size: 14px;">04828 Bennewitz</span>
            <span />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="45" top="2601" width="121" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">SYSTEM:</p>
        </content>
      </text>
    </region>
    <region left="324" top="2601" width="254" height="91" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span style="font-size: 14px;">fischerbalkone</span>
            <br />
            <span style="font-size: 14px;">Reglerbau Klaus Fischer GmbH</span>
            <br />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="45" top="2727" width="182" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">PROJEKT NR.:</p>
        </content>
      </text>
    </region>
    <region left="324" top="2727" width="53" height="25" color="#000000" fontSize="10" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span />
            <span />XXXX</p>
        </content>
      </text>
    </region>
    <region left="45" top="2817" width="130" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">HINWEIS:</p>
        </content>
      </text>
    </region>
    <region left="324" top="2826" width="416" height="359" color="#000000" fontSize="14">
      <text lang="pol" width="411" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-size: 14px; font-family: Times New Roman;">Die Balkone werden als sechsgestützte DT-Anlage ausgebildet. </span>
            <span />
            <span style="font-size: 14px; font-family: Times New Roman;">Die Balkonebene wird aus einer Aluminiumplatfform hergestellt </span>
            <span />
            <span style="font-size: 14px; font-family: Times New Roman;">Die Ebene wird oberseitig mit edelstahlbewehrten Betonwerksteinplatten belegt. Die unterseitige Abdeckung erfolgt mit einem Aluminiumblech. Die Stützen werden aus Alu gefertigt und befinden sich seitlich an den Randträgern, wobei die vorderen Stützen ca. 35cm eingerückt sind.</span>
            <span />
            <br />
            <span style="font-size: 14px; font-family: Times New Roman;">Die mittleren Stützen stehen auf den Randträgern auf.</span>
            <span />
            <br />
            <span style="font-size: 14px; font-family: Times New Roman;">Es kommt eine gewöhnliche Rückverankerung zum Einsatz. </span>
            <span />
            <span style="font-size: 14px; font-family: Times New Roman;">Eine Vollverg/asung wird NICHT eingeplant!</span>
            <span />
            <br />
            <span style="font-size: 14px; font-family: Times New Roman;">Die Lage am Gebäuderandbereich ist nicht zu berücksichtigen. </span>
            <span />
            <span style="font-size: 14px; font-family: Times New Roman;">Es werden 1 Balkontürme mit je 6 Ebenen.</span>
            <span />
            <span />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="3222" width="138" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">Allgemeines</p>
        </content>
      </text>
    </region>
    <region left="54" top="3249" width="684" height="113" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-family: Times New Roman; font-size: 14px;">Der statische Nachweis berücksichtigt das Aluminium-Balkonsystem, die</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Stützen, das Geländersystem, die Wandverankerung am Gebäude, das Dach (sofern vorhanden) sowie das Fundament. Die Aluminiumbauteile werden nach DIN EN 1090 in Ausführungsklasse EXC 2 eingeordnet, für deren Herstellung die ausführende Firma zertifiziert sein muss.</span>
            <span />
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="3366" width="149" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">Maßangaben</p>
        </content>
      </text>
    </region>
    <region left="54" top="3393" width="324" height="315" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span style="font-family: Times New Roman; font-size: 14px;">Höhe über Gelände    </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Balkonlänge: (Außenkante)   </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Balkonbreite : (Außenkante)     </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Randprofil - Höhe </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Randprofil - Breite   </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Geländerhöhe   </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">maximale Stützenlänge Erdgeschoß         </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">maximale Stützenlänge 1. Obergeschoß   </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">maximale Stützenlänge 2. und weitere  </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">AW aus VZ-MW und Stb.RA       </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Wärmedämmung   </span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Verblender/Putz   </span>
            <br />
          </p>
        </content>
      </text>
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    <region left="423" top="3393" width="205" height="315" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="line-height: 1.15em;">
            <span style="font-family: Times New Roman; font-size: 14px;">HuGel  &lt;   12,50    [ m ]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">BL =            3,74    [ m ]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">BB =            1,74    [ m ]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">KrgH =        0,20    [ m ]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">KrgB =       0,130    [ m ]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">HG =            1,10    [ m ] </span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">GH &lt;           1700    [mm]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">GHI             2800    [mm]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">GH2            2800    [mm]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">MW ≥           365    [mm]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">Dam =               0    [mm]</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">putz =              20    [mm]</span>
            <span />
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="3699" width="157" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Wandverankerung:</p>
        </content>
      </text>
    </region>
    <region left="378" top="3699" width="350" height="92" color="#000000" fontSize="14">
      <text lang="pol" width="341" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-family: Times New Roman; font-size: 14px;">Abkippsicherung mittels Edelstahlformteilen</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">GLEITWANDWINKEL in Eigenfertigung aus Aluminium, </span>
            <span />
            <span style="font-family: Times New Roman; font-size: 14px;">sh. Pos. 5</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;"> </span>
            <span />
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="3771" width="82" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Material:</p>
        </content>
      </text>
    </region>
    <region left="378" top="3771" width="349" height="50" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Edelstahl / AIMg 0,5 Si (T66) (ENAW-6060-T66)</p>
        </content>
      </text>
    </region>
    <region left="54" top="3825" width="192" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Horizontalverankerung:</p>
        </content>
      </text>
    </region>
    <region left="378" top="3825" width="334" height="50" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Gem. Bemessung Rückverankerung Detailangaben sh. Pos. 5 oder gleichwertig</p>
        </content>
      </text>
    </region>
    <region left="54" top="3879" width="279" height="35" color="#000000" fontSize="18" isBreakable="false">
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        <content>
          <p style="font-size: 18px; font-weight: bold;">Berechnungsgrundlagen :</p>
        </content>
      </text>
    </region>
    <region left="54" top="3915" width="686" height="50" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Die zur Zeit gültigen Baubestimmungen, ECs und DIN-Normen, insbesondere ECI, EC2, EC3, EC9 sowie DIN 4113-1/A1.</p>
        </content>
      </text>
    </region>
    <region left="54" top="3978" width="125" height="35" color="#000000" fontSize="18" isBreakable="false">
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        <content>
          <p style="font-size: 18px; font-weight: bold;">Baustoffe :</p>
        </content>
      </text>
    </region>
    <region left="54" top="4014" width="159" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Hauptkonstruktion:</p>
        </content>
      </text>
    </region>
    <region left="369" top="4014" width="382" height="50" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" width="377" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-family: Times New Roman; font-size: 14px;">Aluminium        Al Mg     Si T66(EN-AW 6060),</span>
            <br />
            <span style="font-family: Times New Roman; font-size: 14px;">                          Al Mg     Si T66 (EN-AW 6063)</span>
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="4059" width="120" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Eckverbinder:</p>
        </content>
      </text>
    </region>
    <region left="369" top="4059" width="335" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Aluminium        entfällt, Ecken geschweißt</p>
        </content>
      </text>
    </region>
    <region left="54" top="4086" width="88" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Geländer:</p>
        </content>
      </text>
    </region>
    <region left="369" top="4086" width="382" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" width="377" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-family: Times New Roman; font-size: 14px;">Aluminium     </span>
            <span style="font-family: Times New Roman; font-size: 14px;">   Al Mg     Si T66 (EN-AW 6063)</span>
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="4113" width="75" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Stützen:</p>
        </content>
      </text>
    </region>
    <region left="369" top="4113" width="382" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" width="377" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-family: Times New Roman; font-size: 14px;">Aluminium     </span>
            <span style="font-family: Times New Roman; font-size: 14px;">   Al Mg     Si T66 (EN-AW 6063)</span>
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="4140" width="99" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Stahlbeton:</p>
        </content>
      </text>
    </region>
    <region left="369" top="4140" width="297" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">c 20/25        BST 500    (Fundamente)</p>
        </content>
      </text>
    </region>
    <region left="54" top="4167" width="109" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Außenwand:</p>
        </content>
      </text>
    </region>
    <region left="369" top="4167" width="357" height="92" color="#000000" fontSize="14">
      <text lang="pol" width="354" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">VollziegeI-Mauerwerk unbekannter Güte mit Stahlbetonringanker<br />=&gt; ohne Eintrag zusätzlicher Vertikallasten<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="4311" width="114" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">Gebäude:</p>
        </content>
      </text>
    </region>
    <region left="54" top="4347" width="668" height="155" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" width="663" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Die vorh. Außenwände sind aus Mauerwerk unbekannter Güte und erhalten/ besitzen<br />140 mm Dämmung. Annahme: Die vorhandenen Decken liegen auf den Außenwänden auf und dienen der Horizontalaussteifung der Außenwände. Weiterhin wird vorrausgesetzt, daß ausreichend Querwände vorhanden sind und die Außenwände stabilisieren. Es werden lediglich Horizontallasten aus den Balkonen in die Stahlbetonringanker in Deckenhöhe eingeleitet.<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="4545" width="207" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">Kontaktkorrosion:</p>
        </content>
      </text>
    </region>
    <region left="54" top="4581" width="663" height="71" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" width="663" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Zur Vermeidung von elektrolytischer Kontaktkorrosion zwischen unterschiedlichen Metallen (Aluminium und z.B. Stahl) werden, falls erforderlich, elektrisch nicht leitende Zwischenlagen wie z.B. Kunststoffbänder oder -beschichtungen angeordnet.</p>
        </content>
      </text>
    </region>
    <region left="54" top="4716" width="191" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">Gesamtstabilität:</p>
        </content>
      </text>
    </region>
    <region left="54" top="4752" width="663" height="155" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" width="663" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Die Aussteifung der Balkonrandprofile erfolgt zum einen durch das unterseitig kraftschlüssig verklebte und lt.System verschraubte Abdeckblech. Zum anderen ist durch die umlaufende Verschweißung der Profilecken eine biegesteife<br />Rahmenkonstruktion gegeben. Angreifende Horizontallasten werden über die Wandverankerungen abgeleitet. Die Stabilität der Stützen wird in Position 6 nachgewiesen.<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="4950" width="107" height="35" color="#000000" fontSize="18" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 18px; font-weight: bold;">Prüfung:</p>
        </content>
      </text>
    </region>
    <region left="54" top="4986" width="676" height="344" color="#000000" fontSize="14" isBreakable="false">
      <text lang="pol" width="663" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Die Beschaffenheit des Mauerwerkes / des Verankerunsgrundes (vgl. u.a. angenommene Druckspannung) ist nach Ausführung der Wandbohrung vom verantwortlichen Bauleiter auf seine Zulässigkeit hin zu überprüfen. Bei Abweichungen müssen die Wandanker gegebenenfalls neu bemessen werden.<br />Die Ausführung der gesamten Arbeiten soll nach den gültigen DIN-Normen bzw. EC, den anerkannten Regeln der Bautechnik und den Ausführungsvorschriften der Herstellerfirma, erfolgen.<br />Bei Anfertigung der vorliegenden statischen Berechnung wurden eigene Programme verwendet. Die Datenausgabe entspricht den Richtlinien für das Aufstellen und Prüfen elektronischer Standsicherheitsberechnungen.<br />Jegliche Montagelastfälle sind nicht Bestandteil der Statik.<br />Bei event!. Unklarheiten oder fehlenden Angaben ist unser Büro zu benachrichtigen, um kurzfristig diese Belange zu klären.<br />Der vorliegende Nachweis zum Balkonturm ist auf andere Bauvorhaben nicht übertragbar!<br /></p>
        </content>
      </text>
    </region>
    <region left="216" top="5373" width="385" height="32" color="#000000" fontSize="16">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 16px; font-weight: bold; text-decoration: underline; font-family: Times New Roman;">Pos. G01 Einfachverglasung Balkondach</p>
        </content>
      </text>
    </region>
    <region left="126" top="5409" width="306" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 14px; font-family: Times New Roman;">
            <span style="text-decoration: underline; font-weight: bold; font-size: 14px;">-Belastungen</span>: angelehnt an Vordächer</p>
        </content>
      </text>
    </region>
    <region left="207" top="5454" width="110" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 14px; font-family: Times New Roman;">-Windlasten:</p>
        </content>
      </text>
    </region>
    <region left="126" top="5481" width="227" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 10px; font-family: Times New Roman;">max cp = +0,7 / +0,3  (Druck von oben)</p>
        </content>
      </text>
    </region>
    <region left="612" top="5481" width="61" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 14px; font-family: Times New Roman;">Druck</p>
        </content>
      </text>
    </region>
    <region left="126" top="5499" width="219" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 10px; font-family: Times New Roman;">min cp = -1,9 / -1,3 (Druck von unten)</p>
        </content>
      </text>
    </region>
    <region left="612" top="5499" width="43" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 14px; font-family: Times New Roman;">Sog</p>
        </content>
      </text>
    </region>
    <region left="54" top="5508" width="67" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px; font-family: Times New Roman;">Summe:</p>
        </content>
      </text>
    </region>
    <region left="126" top="5517" width="169" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 10px; font-family: Times New Roman;">max w = (-1,9-1,3)*0,5 * q =</p>
        </content>
      </text>
    </region>
    <region left="378" top="5517" width="35" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px; font-family: Times New Roman;">w=</p>
        </content>
      </text>
    </region>
    <region left="612" top="5517" width="71" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 14px; font-family: Times New Roman;">Gesamt</p>
        </content>
      </text>
    </region>
    <region left="126" top="5535" width="189" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 10px; font-family: Times New Roman;">min w = (0 , 7+0,3)*0    , 5 * q =</p>
        </content>
      </text>
    </region>
    <region left="378" top="5535" width="35" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px; font-family: Times New Roman;">w=</p>
        </content>
      </text>
    </region>
    <region left="378" top="5553" width="31" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px; font-family: Times New Roman;">q=</p>
        </content>
      </text>
    </region>
    <region left="126" top="5589" width="456" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 14px; font-family: Times New Roman;">entlastend bzw. nach oben gerichtet wird nicht maBgebend</p>
        </content>
      </text>
    </region>
    <region left="234" top="5661" width="453" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 14px; font-family: Times New Roman;">Schneelast:    <span style="font-weight: bold;">mit Schneeerhöhung aus Norddt. Tiefland</span></p>
        </content>
      </text>
    </region>
    <region left="234" top="5688" width="477" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px; font-family: Times New Roman;">(It. Balkonstatik, Pos. D1) =&gt; wird als auBergewohnlicher LF gerechnet</p>
        </content>
      </text>
    </region>
    <region left="396" top="5715" width="31" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="28" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px;">s=</p>
        </content>
      </text>
    </region>
    <region left="126" top="5751" width="96" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold; text-decoration: underline;">-Lastfälle:</p>
        </content>
      </text>
    </region>
    <region left="324" top="5751" width="403" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Überlagerungen Winddruck + Schneelast+Eigenlast</p>
        </content>
      </text>
    </region>
    <region left="324" top="5787" width="142" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">LF1 = g + s + 0,5 w</p>
        </content>
      </text>
    </region>
    <region left="522" top="5787" width="128" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">nicht maßgebend </p>
        </content>
      </text>
    </region>
    <region left="324" top="5823" width="89" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">LF2 = g + s</p>
        </content>
      </text>
    </region>
    <region left="522" top="5823" width="82" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">notwendig</p>
        </content>
      </text>
    </region>
    <region left="126" top="5859" width="164" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold; text-decoration: underline;">-statisches System:</p>
        </content>
      </text>
    </region>
    <region left="324" top="5859" width="139" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Rechteckscheibe</p>
        </content>
      </text>
    </region>
    <region left="324" top="5877" width="383" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">zweiseitig an den langen Seiten gelenkig gelagert</p>
        </content>
      </text>
    </region>
    <region left="396" top="5931" width="154" height="181" color="#000000">
      <picture>
        <raw format="png" 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</raw>
      </picture>
    </region>
    <region left="234" top="5985" width="111" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">&lt;= 1740 mm</p>
        </content>
      </text>
    </region>
    <region left="423" top="6093" width="101" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">&lt;= 660 mm</p>
        </content>
      </text>
    </region>
    <region left="126" top="6129" width="206" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold; text-decoration: underline;">-Material / Querschnitt:</p>
        </content>
      </text>
    </region>
    <region left="414" top="6129" width="107" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold; text-decoration: underline;">Einfachglas</p>
        </content>
      </text>
    </region>
    <region left="126" top="6165" width="104" height="71" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Glasaufbau:<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="288" top="6165" width="55" height="30" color="#000000" fontSize="14">
      <math>
        <input>
          <e type="operand">12mm</e>
        </input>
      </math>
    </region>
    <region left="414" top="6165" width="186" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">VSG aus 2x6mm Float</p>
        </content>
      </text>
    </region>
    <region left="126" top="6201" width="167" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Gasschichten, SZR: </p>
        </content>
      </text>
    </region>
    <region left="288" top="6201" width="18" height="23" color="#000000" fontSize="10">
      <text lang="pol" width="18" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman;">-</p>
        </content>
      </text>
    </region>
    <region left="126" top="6219" width="67" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Folien:</p>
        </content>
      </text>
    </region>
    <region left="288" top="6219" width="165" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">0,76mm PVB-Folie</p>
        </content>
      </text>
    </region>
    <region left="126" top="6255" width="165" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Rechen-Programm: </p>
        </content>
      </text>
    </region>
    <region left="288" top="6255" width="164" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Glastik professional</p>
        </content>
      </text>
    </region>
    <region left="126" top="6291" width="85" height="29" color="#000000" fontSize="14">
      <text lang="pol" width="82" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 14px;">Hinweis:</p>
        </content>
      </text>
    </region>
    <region left="288" top="6291" width="429" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Die Scheiben sind ausreichend in der Lage (uhd gegen Herausrutschen) sowie mittels Klemmleisten gegen Windsog zu sichern.<br />Nachweis nach DIN 18008<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="6498" width="135" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; text-decoration: underline;">Eingangswerte :</p>
        </content>
      </text>
    </region>
    <region left="108" top="6534" width="160" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Gebäudegeometrie:</p>
        </content>
      </text>
    </region>
    <region left="108" top="6552" width="222" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Einbauhöhe des Vordaches:</p>
        </content>
      </text>
    </region>
    <region left="432" top="6552" width="159" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">h1 =           12,5[m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="6570" width="223" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Gebaudehohe (Mitte Dach):</p>
        </content>
      </text>
    </region>
    <region left="432" top="6570" width="168" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">h   =           16,5 [ m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="6588" width="239" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Vordachausladung (Bautiefe):</p>
        </content>
      </text>
    </region>
    <region left="432" top="6588" width="163" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">d1 =           1,74 [m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="6606" width="126" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Vordachbreite:</p>
        </content>
      </text>
    </region>
    <region left="432" top="6606" width="163" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">b1 =           3,74 [m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="6651" width="133" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Windstaudruck:</p>
        </content>
      </text>
    </region>
    <region left="432" top="6651" width="214" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">qp =           0,67 [KN/m 2 ]</p>
        </content>
      </text>
    </region>
    <region left="108" top="6696" width="130" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Scheibengröße:</p>
        </content>
      </text>
    </region>
    <region left="432" top="6696" width="31" height="29" color="#000000" fontSize="14">
      <text lang="pol" width="25" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">I=</p>
        </content>
      </text>
    </region>
    <region left="504" top="6696" width="97" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">1744 [mm]</p>
        </content>
      </text>
    </region>
    <region left="432" top="6714" width="34" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">b=</p>
        </content>
      </text>
    </region>
    <region left="504" top="6714" width="88" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">660 [mm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="6750" width="236" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; text-decoration: underline;">Ermittlung der Randbereiche:</p>
        </content>
      </text>
    </region>
    <region left="180" top="6777" width="41" height="70" color="#000000" fontSize="42">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 42px; font-weight: normal; font-family: Times New Roman;">{</p>
        </content>
      </text>
    </region>
    <region left="261" top="6777" width="41" height="70" color="#000000" fontSize="42">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 42px; font-family: Times New Roman;">}</p>
        </content>
      </text>
    </region>
    <region left="216" top="6786" width="57" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">d1 / 4</p>
        </content>
      </text>
    </region>
    <region left="360" top="6786" width="72" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">d1 / 4 =</p>
        </content>
      </text>
    </region>
    <region left="441" top="6786" width="47" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">0,44</p>
        </content>
      </text>
    </region>
    <region left="495" top="6786" width="46" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">[ m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="6804" width="71" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">e = min</p>
        </content>
      </text>
    </region>
    <region left="216" top="6822" width="57" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">b1 / 2</p>
        </content>
      </text>
    </region>
    <region left="360" top="6822" width="72" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">b1 / 2 =</p>
        </content>
      </text>
    </region>
    <region left="441" top="6822" width="47" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">1,87</p>
        </content>
      </text>
    </region>
    <region left="495" top="6822" width="46" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">[ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="6903" width="365" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; text-decoration: underline;">Ermittlung Windbeiwerte im Bereich A und B:</p>
        </content>
      </text>
    </region>
    <region left="126" top="6957" width="355" height="134" color="#000000">
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      </picture>
    </region>
    <region left="54" top="7182" width="232" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; text-decoration: underline;">Winddruck auf Dachscheibe:</p>
        </content>
      </text>
    </region>
    <region left="126" top="7218" width="255" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Wdruck =    qp * (0,7+0,3) I 2 =</p>
        </content>
      </text>
    </region>
    <region left="369" top="7218" width="138" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">0,34    [KN/m 2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="7290" width="215" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; text-decoration: underline;">Windsog auf Dachscheibe:</p>
        </content>
      </text>
    </region>
    <region left="126" top="7326" width="239" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Wsog =    qp * (-1,9-1,3) / 2 =</p>
        </content>
      </text>
    </region>
    <region left="369" top="7326" width="140" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">-1,07    [KN/m2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="7551" width="218" height="116" color="#000000" fontSize="12">
      <text lang="pol" width="218" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Kundendaten</span>
            <br />Kundennr.:<br />Name:<br />Straße:<br />Ort: - Bennewitz<br /></p>
        </content>
      </text>
    </region>
    <region left="270" top="7551" width="311" height="134" color="#000000" fontSize="12">
      <text lang="pol" width="311" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Objektdaten</span>
            <br />Objektnr.: 220.116<br />Name: Balkondach<br />Straße: Flämingstraße 2 - 1O<br />Ort: D-14770 BRB<br />Berechnungsposition: Dachscheibe<br /></p>
        </content>
      </text>
    </region>
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      </picture>
    </region>
    <region left="441" top="7695" width="175" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Geometrie und Lagerung</p>
        </content>
      </text>
    </region>
    <region left="54" top="7983" width="232" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eckpunkte (alle Angaben in mm):</p>
        </content>
      </text>
    </region>
    <region left="342" top="7983" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Randlager:</p>
        </content>
      </text>
    </region>
    <region left="486" top="7983" width="222" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">FreieAuflager(Angaben in mm):</p>
        </content>
      </text>
    </region>
    <region left="54" top="8019" width="39" height="404" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">    <br />P1:<br />P2:<br />P3:<br />P4:<br />PS:<br />P6:<br />P7:<br />PB:<br />P9:<br />P10<br />P11<br />P12<br />P13<br />P14<br />P15<br />P16<br />P17<br />P18<br />P19<br />P20<br /></p>
        </content>
      </text>
    </region>
    <region left="90" top="8019" width="220" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="219" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">X        y       Xm     Ym         DR</p>
        </content>
      </text>
    </region>
    <region left="342" top="8019" width="125" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Rand    Lagerung</p>
        </content>
      </text>
    </region>
    <region left="504" top="8019" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Von</p>
        </content>
      </text>
    </region>
    <region left="594" top="8019" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Nach</p>
        </content>
      </text>
    </region>
    <region left="90" top="8037" width="202" height="98" color="#000000" fontSize="12">
      <text lang="pol" width="200" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0         0        0        0            0<br />660     0        0        0            0<br />660    1740   0        0            0<br />0        1740   0        0            0<br /></p>
        </content>
      </text>
    </region>
    <region left="342" top="8037" width="128" height="98" color="#000000" fontSize="12">
      <text lang="pol" width="128" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1              frei<br />2           gelenkig<br />3              frei<br />4           gelenkig<br /></p>
        </content>
      </text>
    </region>
    <region left="495" top="8037" width="74" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="74" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">X       y</p>
        </content>
      </text>
    </region>
    <region left="585" top="8037" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="88" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">X          y</p>
        </content>
      </text>
    </region>
    <region left="54" top="8658" width="236" height="134" color="#000000" fontSize="12">
      <text lang="pol" width="236" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Kundendaten</span>
            <br />Kundennr.:<br />Name:<br />Straße:<br />Ort: - Bennewitz<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="288" top="8658" width="271" height="134" color="#000000" fontSize="12">
      <text lang="pol" width="271" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Objektdaten</span>
            <br />Objektnr.: 220.116<br />Name: Balkondach<br />Straße: Flämingstraße 2 - 1O<br />Ort: D-14770 BRB<br />Berechnungsposition: Dachscheibe<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="8802" width="162" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">Punkthalterdefinition</p>
        </content>
      </text>
    </region>
    <region left="54" top="8838" width="629" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Pos. X    Pos. Y    Hersteller    Bezeichnung    Produktlinie    R. Konus    R. Teller    R. Bohrung</p>
        </content>
      </text>
    </region>
    <region left="54" top="8874" width="631" height="203" color="#000000" fontSize="10">
      <text lang="pol" width="631" fontFamily="Arial" fontSize="10">
        <content>
          <p>    <br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="9180" width="171" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="156" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">Klemmhalterdefinition<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="9216" width="561" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="561" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Pos. X    Pos. Y    Hersteller    Bezeichnung    Produktlinie    Radius    Breite    Hohe</p>
        </content>
      </text>
    </region>
    <region left="54" top="9252" width="597" height="173" color="#000000" fontSize="10">
      <text lang="pol" width="597" fontFamily="Arial" fontSize="10">
        <content>
          <p>    <br /><br /><br /><br /><br /><br /><br /><br /><br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="9747" width="236" height="134" color="#000000" fontSize="12">
      <text lang="pol" width="236" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Kundendaten</span>
            <br />Kundennr.:<br />Name:<br />Strarße:<br />Ort: - Bennewitz<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="306" top="9747" width="292" height="134" color="#000000" fontSize="12">
      <text lang="pol" width="292" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Objektdaten</span>
            <br />Objektnr.: 220.116<br />Name: Balkondach<br />Strarße: Flämingstraße 2 - 1O<br />Ort: D-14770 BRB<br />Berechnungsposition: Dachscheibe<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="9855" width="256" height="80" color="#000000" fontSize="12">
      <text lang="pol" width="251" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Vorgaben zur Berechnung</span>
            <br />Glasart: VSG aus Floatglas/Floatglas Einbauwinkel: 5°<br /></p>
        </content>
      </text>
    </region>
    <region left="306" top="9855" width="237" height="80" color="#000000" fontSize="12">
      <text lang="pol" width="237" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Vorgaben zur Lastannahme</span>
            <br />
            <span style="font-weight: bold;">Wind</span>
            <br />Vorg. Windlast: 0,34;-1,09 kN/m2<br /></p>
        </content>
      </text>
    </region>
    <region left="540" top="9873" width="208" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Schnee</span>
            <br />Vorg. Schneelast: 1,31 kN/m2<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="9999" width="153" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Konzentrierte Lasten:</p>
        </content>
      </text>
    </region>
    <region left="54" top="10035" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Punktlast: 0,00 kN</p>
        </content>
      </text>
    </region>
    <region left="288" top="10035" width="219" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="219" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Linienlast: 0,00 kN/m<br />Höhe vom Boden: -1 mm<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="10053" width="237" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="237" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Aufstandsfläche: 100 X 100 mm Position: X = O mm; Y = O mm</p>
        </content>
      </text>
    </region>
    <region left="54" top="10107" width="703" height="98" color="#000000" fontSize="12">
      <text lang="pol" width="703" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Die Glasdicke wurde nach folgenden Normen und Richtlinien ermittelt:<br />DIN EN 1991-1-1, DIN EN 1991-1-3, DIN EN 1991-1-4,DIN EN 1990, DIN 18008-1, DIN 18008-2, DIN 18008-3,DIN 18008-4<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="10179" width="331" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Berechnungsergebnisse für Einfachverglasung</span>
            <br />Produktionstechnische Möglichkeiten beachten!<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="10215" width="183" height="134" color="#000000" fontSize="12">
      <text lang="pol" width="183" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Windlast:<br />Schneelast:<br />Linienlast:<br />Punktlast:<br />Eiqenlast:<br /><span style="font-weight: bold;">Vorgegebene Glasdicke:</span><br /></p>
        </content>
      </text>
    </region>
    <region left="234" top="10215" width="73" height="134" color="#000000" fontSize="12">
      <text lang="pol" width="73" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[kN/m2]<br />[kN/m2]<br />[kN/m]<br />[kN]<br />[kN/m2l<br /><span style="font-weight: bold;">[mm]</span><br /></p>
        </content>
      </text>
    </region>
    <region left="324" top="10215" width="59" height="134" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,09<br />-1,31<br />0,00<br />0,00<br />-0    30<br /><span style="font-weight: bold;">6/FF/6</span><br /></p>
        </content>
      </text>
    </region>
    <region left="414" top="10215" width="403" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">F = einfache Folie (0,38 mm)                                                  FF = doppelte Folie (0,76 mm)                                Eingestellter Schubfaktor: 0,00</p>
        </content>
      </text>
    </region>
    <region left="414" top="10305" width="184" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Glasgewicht ca.: 34,45 Kg</p>
        </content>
      </text>
    </region>
    <region left="54" top="10341" width="785" height="80" color="#000000" fontSize="12">
      <text lang="pol" width="723" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maßgbende Flächenlast (Tragfahigkeit) : -2,37 kN/m2                                                                                                          maßgebende Flächenlast (Gebrauchstauglichkeit): -1,61 kN/m2<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="10395" width="333" height="134" color="#000000" fontSize="12">
      <text lang="pol" width="322" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Grenzzustand der Tragfähigkeit</span>
            <br />Materialfestigkeit: 49,50 N/mm2<br />Modifikationsbeiwert: 0,40<br /><span style="font-weight: bold;">Bemessungswert: 15,84 N/mm2</span><br /><span style="font-weight: bold;">Berechnete Hauptzugspannung: 11,84 N/mm2 Ausnutzung: 74,76 %</span><br /></p>
        </content>
      </text>
    </region>
    <region left="378" top="10395" width="301" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Grenzzustand der Gebrauchstauglichkeit Bemessungswert: 6,60 mm</span>
            <br />
            <span style="font-weight: bold;">Berechnete Durchbiegung -1,77 mm</span>
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="10503" width="623" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Maßgebender Lastfall (Tragfähigkeit): 1,5 * Schneelast + 1,35 * Eigengewicht - ohne Verbund</p>
        </content>
      </text>
    </region>
    <region left="54" top="10539" width="697" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="697" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Die Berechnung der Glasdicke basiert darauf, dass die Mindeststeifigkeit der Auflagerkonstruktion eingehalten wird.</p>
        </content>
      </text>
    </region>
    <region left="54" top="10611" width="701" height="68" color="#000000" fontSize="8">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 8px;">Die Berechnung erfolgte aufgrund lhrer Vorgaben und nach obigen Rlchtlinlen und Normen. Bei Verwendung sind die ortlichen Verhaltnisse am Bau sowie die produktionstechnischen Moglichkeiten zu prOfen. Die hier getroffenen Aussagen befreien nicht von tiehordlichen Genehmigungen. Unsere Haftung beschri!nkt sich auf Vorsatz. Die Haftung fOr Folgeschaden isl ausgeschlossen.<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="414" top="10791" width="250" height="128" color="#000000">
      <picture>
        <raw format="png" 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</raw>
      </picture>
    </region>
    <region left="54" top="10800" width="161" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-size: 14px; font-family: Times New Roman;">Statisches System:</p>
        </content>
      </text>
    </region>
    <region left="54" top="10908" width="103" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Belastung:    </p>
        </content>
      </text>
    </region>
    <region left="54" top="10944" width="158" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht VSG 12<br />Eigengewicht Sparren<br /></p>
        </content>
      </text>
    </region>
    <region left="432" top="10944" width="23" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=<br />=<br /></p>
        </content>
      </text>
    </region>
    <region left="468" top="10944" width="144" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="144" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,30    [kN/m2]<br />0,03    [ kN/m2]<br /></p>
        </content>
      </text>
    </region>
    <region left="414" top="10980" width="170" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">g   =       0,33   [kN/m2 ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="10998" width="328" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Schneelast          (gem. DIN EN 1991-1-3 (EC1))</p>
        </content>
      </text>
    </region>
    <region left="108" top="11034" width="589" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="589" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">SLZ:             2    =&gt; Standort :                        32    m 0.NN =&gt; sk =        0,85 [kN/m 2]<br /></p>
        </content>
      </text>
    </region>
    <region left="108" top="11070" width="599" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="599" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">DN : a= 5° =&gt; µ1 :    0,8                        s1=µ1*sk=&gt;                s1 =        0,68 [kN/m2 ]</p>
        </content>
      </text>
    </region>
    <region left="108" top="11088" width="621" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Es wird davon ausgegangen, dass sich Ober dem Balkondach zum Bestandsdach ein max. Hohensprung von &lt;50cm ergibt und somit gem. EC <span style="text-decoration: underline;">kein</span> weiterer<br />Formbeiwert der Schnee/ast zu ermitteln ist. Es wird tar die Schnee/ast auf Grund des<br />Norddt. Tief/ands eine Erhohung mit µ =2,3 auf s = 1,96 kN/m2 angesetzt. (Schneeanhaufung)<br /></p>
        </content>
      </text>
    </region>
    <region left="486" top="11160" width="220" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">µ * Sk  =               1,96 [kN/m2]</p>
        </content>
      </text>
    </region>
    <region left="459" top="11178" width="251" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">g + (µ * Sk) =               2,29 [kN/m2 </p>
        </content>
      </text>
    </region>
    <region left="54" top="11214" width="132" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 12px;">Lasteinflußbreite</p>
        </content>
      </text>
    </region>
    <region left="234" top="11214" width="197" height="68" color="#000000" fontSize="10">
      <text lang="pol" width="197" fontFamily="Arial" fontSize="10">
        <content>
          <p>a = (BL+0,2) / n<br />q tr= a *[g + (µ * sk)]<br />q tr,d = (1,35*g+1,5*µ*sk)*a<br /></p>
        </content>
      </text>
    </region>
    <region left="459" top="11214" width="309" height="68" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>a=    0,66    [ m]              (Sparrenabstand)<br />q tr =    1,51       [kN/m]                                           q tr,d =    2,23    [kN/m]<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="11277" width="237" height="71" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">Auflager- und Schnittkräfte<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="216" top="11304" width="171" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Av/ B v = ( I * q tr) *0,5<br />M, Ed = q tr,d * 1"2/8<br /></p>
        </content>
      </text>
    </region>
    <region left="441" top="11304" width="86" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Av    =Bv=</p>
        </content>
      </text>
    </region>
    <region left="513" top="11304" width="96" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="96" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,32     [ kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="459" top="11322" width="63" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M,Ed =<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="513" top="11322" width="42" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,85<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="558" top="11322" width="61" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="11358" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="144" top="11358" width="100" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">ALU - Profil</p>
        </content>
      </text>
    </region>
    <region left="432" top="11358" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Legierung:</p>
        </content>
      </text>
    </region>
    <region left="558" top="11358" width="98" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Al Mg 0,5 Si</p>
        </content>
      </text>
    </region>
    <region left="144" top="11376" width="103" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">Dachsparren</p>
        </content>
      </text>
    </region>
    <region left="315" top="11376" width="74" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">QR 60x4</p>
        </content>
      </text>
    </region>
    <region left="558" top="11376" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">EN-AW 6060-T66</p>
        </content>
      </text>
    </region>
    <region left="198" top="11394" width="401" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Ix=    45,90  [ cm4]                             W x =    15,30 [ cm3  ]</p>
        </content>
      </text>
    </region>
    <region left="90" top="11430" width="220" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; text-decoration: underline;">NW gem: DIN EN 1999-1, EC9</p>
        </content>
      </text>
    </region>
    <region left="162" top="11448" width="120" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">M, Ed/M, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="324" top="11448" width="333" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">       y M1 = 1,1                     f o = 150 N/mm2 = 15 kN/cm2</p>
        </content>
      </text>
    </region>
    <region left="90" top="11484" width="203" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">(M(O),Rd) M, Rd= W el*f o/ y M1</p>
        </content>
      </text>
    </region>
    <region left="324" top="11484" width="293" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px; font-weight: bold;">        f oly M1 = er Rd = 15/1,1 = 13,64    [kN/cm2]</p>
        </content>
      </text>
    </region>
    <region left="153" top="11520" width="187" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">σ Ed   =    5,55 [ kN/cm2] </p>
        </content>
      </text>
    </region>
    <region left="351" top="11520" width="225" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">&lt;    σ Rd =    13,64    [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="171" top="11574" width="359" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">σ Ed/ σ Rd            =             0,41                       &lt;=    1</p>
        </content>
      </text>
    </region>
    <region left="54" top="11610" width="194" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; text-decoration: underline;">
            <span style="text-decoration: none;">max f =</span>  <span style="text-decoration: underline;">  5 *q tr *I "4 *100</span></p>
        </content>
      </text>
    </region>
    <region left="117" top="11628" width="110" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(384 * 0,7 *Ix)</p>
        </content>
      </text>
    </region>
    <region left="234" top="11628" width="458" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">    <span style="font-weight: bold;">maxf=    0,57    [cm]    =   L / 308   </span>           (1-Feldträger gelenkig) </p>
        </content>
      </text>
    </region>
    <region left="54" top="11682" width="704" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Da der Sparren an den Auflagern verdrehsicher befestigt wird,<br />stellt sich unter Vollast eine kleinere Verformung ein, als hier ermittelt.<br />Es kann auf einen Windverband verzichtet werden, da die Sparren mit dem Rahmen                                      verdrehsicher verschraubt sind und somit in horiz. Ebene ein aussteifender Rahmen entsteht. -</p>
        </content>
      </text>
    </region>
    <region left="54" top="11835" width="140" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Statisches System:<br /> <br /><br /></p>
        </content>
      </text>
    </region>
    <region left="414" top="11835" width="282" height="111" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="54" top="11871" width="131" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">walm=    0,00    m</p>
        </content>
      </text>
    </region>
    <region left="54" top="11889" width="162" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Dachlänge =BL+ 0,1 =</p>
        </content>
      </text>
    </region>
    <region left="234" top="11889" width="86" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">    3,84    m</p>
        </content>
      </text>
    </region>
    <region left="54" top="11907" width="189" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Dachbreite = BB+0,05*0 =</p>
        </content>
      </text>
    </region>
    <region left="234" top="11907" width="86" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">    1,74    m</p>
        </content>
      </text>
    </region>
    <region left="54" top="11943" width="87" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Belastung:</p>
        </content>
      </text>
    </region>
    <region left="270" top="11961" width="65" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">s. Pos D1</p>
        </content>
      </text>
    </region>
    <region left="54" top="11979" width="314" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">aus Sparren Pos.01                     F = (Av,Bv), a</p>
        </content>
      </text>
    </region>
    <region left="414" top="11979" width="284" height="116" color="#000000" fontSize="12">
      <text lang="pol" width="89" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">F=<br />F gl=<br />qe=<br /><span style="font-weight: bold;">q</span> d =                                                           <span style="font-weight: bold;">q</span> d,d =<br /></p>
        </content>
      </text>
    </region>
    <region left="486" top="11979" width="137" height="116" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,99            [kN/m]<br />0,00            [kN/m]<br />0,10            [kN/m]<br />2,09            [kN/m]<br />2,95            [kN/m]<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="11997" width="238" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Lumonverglasung    entfällt, dafür:</p>
        </content>
      </text>
    </region>
    <region left="54" top="12015" width="148" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht Riegel</p>
        </content>
      </text>
    </region>
    <region left="270" top="12033" width="111" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">q d =    ε, F gl, q e</p>
        </content>
      </text>
    </region>
    <region left="117" top="12051" width="268" height="53" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">q d,d = 0,5*[1,35*g+ 1,5*(µ *sk)] * Dachbreite<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="12105" width="205" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Auflager- und Schnittkräfte</p>
        </content>
      </text>
    </region>
    <region left="270" top="12123" width="377" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">AvlBv=qd*l/2                    Av=    B v=        4,02      [kN]</p>
        </content>
      </text>
    </region>
    <region left="270" top="12141" width="379" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q d * I "2 / 8    =    maxM          maxM =    3,86     [kNm]</p>
        </content>
      </text>
    </region>
    <region left="270" top="12159" width="379" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q d,d * I "2/ 8    =    M, Ed          M,Ed =    5,44     [kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="12213" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="144" top="12213" width="557" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">ALU - Rahmen (4seitig)   </span>                                 Legierung:             Al Mg 0,7 Si T66</p>
        </content>
      </text>
    </region>
    <region left="144" top="12231" width="183" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">aus </span>   140x105x2,5+3,5+4</p>
        </content>
      </text>
    </region>
    <region left="567" top="12231" width="142" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(EN-AW 6063-T6E</p>
        </content>
      </text>
    </region>
    <region left="144" top="12249" width="139" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Ix=    534,54 [cm4]</p>
        </content>
      </text>
    </region>
    <region left="450" top="12249" width="152" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Wx=    68,82  [ cm3 ]</p>
        </content>
      </text>
    </region>
    <region left="90" top="12285" width="220" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">NW gem: DIN EN 1999-1, EC9</p>
        </content>
      </text>
    </region>
    <region left="135" top="12312" width="120" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">M, Ed/M, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="360" top="12321" width="80" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γM1 = 1,1</p>
        </content>
      </text>
    </region>
    <region left="522" top="12321" width="214" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o = 200 N/mm2 = 20 kN/cm2</p>
        </content>
      </text>
    </region>
    <region left="90" top="12357" width="233" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(M(0),Rd) M, Rd= W el*f o/y M1</p>
        </content>
      </text>
    </region>
    <region left="360" top="12357" width="319" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">f o/γ M1 = σ Rd=    20/1,1 = 18,18  [ kN/cm2] </p>
        </content>
      </text>
    </region>
    <region left="162" top="12393" width="509" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ d =    <span style="font-weight: bold;">7,91    [ kN/cm2 ]</span>            &lt;    σ Rd =                      <span style="font-weight: bold;">18,18     [kN/cm 2]</span></p>
        </content>
      </text>
    </region>
    <region left="324" top="12411" width="344" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">              &gt;    σ (haz),Rd =            <span style="font-weight: bold;">6,82      [kN/cm2 </span>]</p>
        </content>
      </text>
    </region>
    <region left="108" top="12447" width="408" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="408" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">σ Ed /σ Rd             =         0,43              &lt;=          1<br />σ Ed /σ (haz),Rd    =         1,16              &lt;=          1<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="12501" width="544" height="74" color="#000000" fontSize="12">
      <text lang="pol" width="544" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-size: 12px; font-family: Times New Roman;">max f =  </span>
            <span style="font-size: 10px; text-decoration: underline; font-family: Times New Roman;">3 *4,96 * max M * I "2</span>
            <span style="font-size: 12px; font-family: Times New Roman;">       </span>
            <span style="font-size: 12px; font-family: Times New Roman; font-weight: bold;">max f =  1,59       [cm]</span>
            <span />
            <br />
            <span style="font-size: 12px; font-family: Times New Roman;">                            Ix</span>
            <br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="432" top="12501" width="110" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">=    L    /    242</p>
        </content>
      </text>
    </region>
    <region left="54" top="12573" width="686" height="113" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>
            <span style="font-family: Times New Roman; font-size: 12px;">-Der Maximalwert der Verformung ergibt sich nur bei erhohter Schneelast! !!</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 12px;">-Rahmen als Schweißkonstruktion ausbilden</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 12px;">-Profil mit 2x Bolzen M10-A4 + Einschiebling direkt an die Stutzen angeschlossen (Windsogsicherung!)</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 12px;">-Aufgrund der Überschreitung der Schweißnahtspannungen, kann der Sparren </span>
            <span />
            <span style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">nicht</span>
            <span />
            <br />
            <span style="font-family: Times New Roman; font-size: 12px;">auf dem Rahmenprofil verschweißt werden!!</span>
            <br />
          </p>
        </content>
      </text>
    </region>
    <region left="54" top="12906" width="866" height="50" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Wandanschlußprofil mit lnjektionsankern und Wandkonsolen wie in                                                                         Pos. 5 angegeben am Mauerwerk befestigt. (2x je Dach)</p>
        </content>
      </text>
    </region>
    <region left="54" top="12960" width="681" height="50" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Die Vertikallasten werden über die seitl. Randträger in die Stützen eingetragen und wie   Pos.D2 verschraubt.</p>
        </content>
      </text>
    </region>
    <region left="54" top="13068" width="82" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="162" top="13068" width="198" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">ALU - Profil - Rahmen</p>
        </content>
      </text>
    </region>
    <region left="396" top="13068" width="96" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Legierung:</p>
        </content>
      </text>
    </region>
    <region left="504" top="13068" width="146" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Al Mg 0,7 Si T66</p>
        </content>
      </text>
    </region>
    <region left="162" top="13086" width="212" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">aus    140x105x2,5+3,5+4</p>
        </content>
      </text>
    </region>
    <region left="504" top="13086" width="167" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">(EN-AW 6063-T66)</p>
        </content>
      </text>
    </region>
    <region left="162" top="13122" width="310" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Ix=    534,5 cm4    Wx =    68,82    cm3</p>
        </content>
      </text>
    </region>
    <region left="144" top="13176" width="499" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">==&gt;&gt; ohne rechnerischen Nachweis, da Pas. 02 maßgebend wird</p>
        </content>
      </text>
    </region>
    <region left="90" top="13212" width="309" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Je Ankerpunkt: im Stahlbetonringanker</p>
        </content>
      </text>
    </region>
    <region left="54" top="13239" width="82" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="198" top="13239" width="511" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">2    Würth  M 12    W-VI /A4 + WIT-VM200    lnjektionsanker</p>
        </content>
      </text>
    </region>
    <region left="225" top="13266" width="158" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">(oder gleichwertig)</p>
        </content>
      </text>
    </region>
    <region left="396" top="13284" width="152" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Güte Edelstahl A4</p>
        </content>
      </text>
    </region>
    <region left="54" top="13977" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Statisches System</p>
        </content>
      </text>
    </region>
    <region left="270" top="13977" width="171" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="146" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">vertikal:                          horizontal:</p>
        </content>
      </text>
    </region>
    <region left="378" top="13977" width="115" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Mehrfeldträger </p>
        </content>
      </text>
    </region>
    <region left="378" top="13995" width="98" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Einfeldträger</p>
        </content>
      </text>
    </region>
    <region left="54" top="14031" width="119" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Stützenabstand :</p>
        </content>
      </text>
    </region>
    <region left="270" top="14031" width="108" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">GL     =    0,92<br />Glh    =    3,69<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="378" top="14031" width="121" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ m ]    (vertikal)</p>
        </content>
      </text>
    </region>
    <region left="378" top="14049" width="137" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ m ]    (horizontal)</p>
        </content>
      </text>
    </region>
    <region left="54" top="14085" width="132" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Vertikale Lasten </p>
        </content>
      </text>
    </region>
    <region left="54" top="14103" width="110" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Blumenkästen </p>
        </content>
      </text>
    </region>
    <region left="216" top="14103" width="113" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">         0,15•0,15•15</p>
        </content>
      </text>
    </region>
    <region left="432" top="14103" width="23" height="116" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=<br />=<br />=<br />=<br />=<br /></p>
        </content>
      </text>
    </region>
    <region left="468" top="14103" width="42" height="116" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,34<br />0,04<br />0,50<br />0,88<br />1,26<br /></p>
        </content>
      </text>
    </region>
    <region left="522" top="14103" width="65" height="116" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m]<br />[ kN/m]<br />[ kN/m]<br />[ kN/m]<br />[ kN/m]<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="14121" width="74" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigenlast</p>
        </content>
      </text>
    </region>
    <region left="54" top="14139" width="186" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">angenommene Auflehnlast</p>
        </content>
      </text>
    </region>
    <region left="360" top="14148" width="42" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q o<br />q vd<br /></p>
        </content>
      </text>
    </region>
    <region left="180" top="14157" width="71" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(Vollast)</p>
        </content>
      </text>
    </region>
    <region left="54" top="14193" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Horizontale Lasten</p>
        </content>
      </text>
    </region>
    <region left="54" top="14211" width="229" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Windlasten auf Geländerfüllung !</p>
        </content>
      </text>
    </region>
    <region left="54" top="14229" width="364" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">(ET ist nicht im Gebauderandbereich und    ohne Vollverglasung)</p>
        </content>
      </text>
    </region>
    <region left="468" top="14229" width="86" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q wsn    = -</p>
        </content>
      </text>
    </region>
    <region left="594" top="14229" width="105" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,29    [kN/m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="14247" width="187" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Verkehrslast in Holmhöhe </p>
        </content>
      </text>
    </region>
    <region left="468" top="14247" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q hol     = ±</p>
        </content>
      </text>
    </region>
    <region left="594" top="14247" width="105" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,50    [kN/m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="14265" width="154" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Gesamthorizontallast:</p>
        </content>
      </text>
    </region>
    <region left="468" top="14265" width="92" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q h        =  ±</p>
        </content>
      </text>
    </region>
    <region left="594" top="14265" width="105" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,68    [kN/m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="14301" width="372" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">(Die /eiteinwirkende Holmlast wird mit 60% Windlast Ober/agert.)</p>
        </content>
      </text>
    </region>
    <region left="54" top="14319" width="283" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Maximale Auflager- und Schnittkräfte:</p>
        </content>
      </text>
    </region>
    <region left="54" top="14337" width="62" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">aus q o</p>
        </content>
      </text>
    </region>
    <region left="324" top="14337" width="246" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">aus q h</span> (sh. EDV-ebenes Stabwerk)</p>
        </content>
      </text>
    </region>
    <region left="72" top="14355" width="149" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Av=    0,4*q o*GL =</p>
        </content>
      </text>
    </region>
    <region left="234" top="14355" width="96" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,33    [ kN ]</p>
        </content>
      </text>
    </region>
    <region left="342" top="14355" width="253" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Ah=                                1,95    [ kN ]</p>
        </content>
      </text>
    </region>
    <region left="72" top="14373" width="140" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Bv=    1,2*qo*GL=</p>
        </content>
      </text>
    </region>
    <region left="234" top="14373" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,98    [kN]</p>
        </content>
      </text>
    </region>
    <region left="342" top="14373" width="244" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Bh=                                1,95    [kN]</p>
        </content>
      </text>
    </region>
    <region left="72" top="14391" width="174" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Mv=    0,117*qo*GL"2=</p>
        </content>
      </text>
    </region>
    <region left="234" top="14391" width="101" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,09    [kNm]</p>
        </content>
      </text>
    </region>
    <region left="342" top="14391" width="256" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Mh=                               0,83    [kNm]</p>
        </content>
      </text>
    </region>
    <region left="63" top="14409" width="196" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Mv,Ed = 0,117*q d*GL"2 =</p>
        </content>
      </text>
    </region>
    <region left="234" top="14409" width="182" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,13    [ kNm]    M h,Ed =</p>
        </content>
      </text>
    </region>
    <region left="486" top="14409" width="117" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">   1,24    [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="14445" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="180" top="14445" width="157" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">RBFischer-Handlauf</p>
        </content>
      </text>
    </region>
    <region left="468" top="14445" width="221" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Legierung:    Al Mg Si O, 7 T66</p>
        </content>
      </text>
    </region>
    <region left="216" top="14463" width="46" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-size: 12px; font-family: Times New Roman;">2013</p>
        </content>
      </text>
    </region>
    <region left="549" top="14463" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(EN-AW 6063-T66)</p>
        </content>
      </text>
    </region>
    <region left="54" top="14481" width="92" height="92" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="450" top="14499" width="90" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">siehe Anlagen</p>
        </content>
      </text>
    </region>
    <region left="180" top="14517" width="39" height="26" color="#000000" fontSize="10">
      <text lang="pol" width="37" fontFamily="Arial" fontSize="10">
        <content>
          <p>W<span style="font-size: 12px; font-family: Times New Roman;"> x</span></p>
        </content>
      </text>
    </region>
    <region left="252" top="14517" width="108" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> 6,80   [ cm3  ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="14517" width="125" height="26" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>I <span style="font-size: 12px; font-family: Times New Roman;">x </span>    25,03  [ cm4]</p>
        </content>
      </text>
    </region>
    <region left="180" top="14535" width="39" height="26" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>W<span style="font-size: 12px; font-family: Times New Roman;"> y</span></p>
        </content>
      </text>
    </region>
    <region left="252" top="14535" width="108" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">22,37  [ cm3  ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="14535" width="125" height="26" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>I <span style="font-size: 12px; font-family: Times New Roman;">y </span>   100,92 [ cm4]</p>
        </content>
      </text>
    </region>
    <region left="108" top="14589" width="427" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">==&gt;&gt; NW gem. EC mit Lastfaktoren sh. EDV- ebenes Stabwerk</p>
        </content>
      </text>
    </region>
    <region left="90" top="14625" width="220" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">NW gem: DIN EN 1999-1, EC9</p>
        </content>
      </text>
    </region>
    <region left="99" top="14643" width="120" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">M, Ed/M, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="333" top="14643" width="80" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γM1 = 1,1</p>
        </content>
      </text>
    </region>
    <region left="486" top="14643" width="212" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f <span style="font-size: 10px;">o</span> = 200 N/mm2 = 20 kN/cm2</p>
        </content>
      </text>
    </region>
    <region left="72" top="14679" width="265" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(M(0),Rd) M, Rd=   W el*f o/γ M1 CJ </p>
        </content>
      </text>
    </region>
    <region left="378" top="14679" width="331" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> f o/γ M1 = σ Rd = 20/1,1 = 18! 18,18 [ kN/cm2] </p>
        </content>
      </text>
    </region>
    <region left="90" top="14697" width="225" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ x,Ed   =        <span style="font-weight: bold;">1,85  [ kN/cm2 ]</span>  </p>
        </content>
      </text>
    </region>
    <region left="360" top="14697" width="231" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">&lt;    σ Rd   =    <span style="font-weight: bold;">18,18    [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="90" top="14715" width="217" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="215" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ y,Ed   =       <span style="font-weight: bold;"> 5,54  [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="360" top="14715" width="231" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">&lt;    σ Rd   =   <span style="font-weight: bold;"> 18,18    [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="81" top="14733" width="225" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ max,Ed =      <span style="font-weight: bold;"> 7,40  [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="360" top="14733" width="231" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">&lt;    σ Rd   =    <span style="font-weight: bold;">18,18    [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="162" top="14769" width="127" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maxf=    1,6    cm<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="342" top="14769" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">= L / 238</p>
        </content>
      </text>
    </region>
    <region left="54" top="14823" width="608" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">-    Verschraubung Holm/Pfosten It. Fischer-System<br />-    Abtrag der Horizontallasten Holm / in die seitl. Stützen mit Verschraubung M8-Edelstahl<br />-    Eckausbildung des Handlaufes biegesteif (Holm voll verschweißt)<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="15066" width="650" height="851" color="#000000">
      <picture>
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</raw>
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</raw>
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sgPz8p9r//Fv+BfvSeAGAFAghgOZ3x8B84UIr9698ydPBgAggAKxBAAMvpEsy0wEApX6asjBw+nPbfAKxAAAEspzMeo0aMlOL//kL69elLDQiAd6IfYrKzsj740QgEEMByL5Zg/ORf/+9/pT8BBMA7yszIkLjY2A++nEsAASynbxIjh4+QYjoD0rsPAQTAO/sYB0MSQADLad+Pgf37yxf/739lsP8gTxah6puhl07KBUAAAaynAaRv795S4otiMnP6DE/+RZ2UlGQuAN5BAAEspwGkX58+JoDMmjHTkwEkLS3NXAC8gwACWO7lAOLVGRAA3kMAASxHAAFgIwIIYDkCCAAbEUAAyxFAANiIAAJYjgACwEYEELwxPXuE80bcgwACwEYEELwx7bSpf+nBHQggAGxEAAEsRwABYCMCCGA5AggAGxFAAMu9HEC82gkVgPcQQADLJSUmSueOnaRMyVKydMkSZxQA3O2DBxDdMQHgw0lISJBOHTpI2VKlZdWKFcL8BwAbfLAAkuj7VBYXFydPnjwxuyYAfBjR0THSrk0bE0CWLVlCAAFghfceQHQ9+vHjx3Lp0iV59PChpKenMwsCfEC3bt6URg0aSoWy5WT9unXOKAC423sNIBkZGXL82DG57AsfWVlZBA/gIzABpH4DqVzxSzmw/4AzCgDu9t4CiIaN06Gn5eCBgyZ8APg4CCCA+6SmpsqjR4+cV3iV9xJANHxcOHdOAqZMld27QuSm7w0xMzPTuQvgQyKAAO6TnJwsDx48cF7hVd4pgOh5IFFRUXLwwAE5dvSoHDp0SI4eOSIXLlwwyzEAPjwCCAAbvXUASU5OMvUeOuNx6sQJSfGlPaVNkGiEBHw8BBAANnqrAPL0aZpsWL9eTviCBzMdwKdFAAFgozcOILk5ObJu7VqZM3uO2WIL4NMigACw0RsHkEsXLkqHtu3kwL79zgiAT4kAAsBGbxRAnj97Zs6aaNywkZwLD3dGAXxKBBAANnqjAKL7mkeNHCEDBwyQ2NhYZxTAp3Tr1i3TCZUAAsAmbxRAdMutHno1YdwEswUXwKd39epVqVe7jlT5spIcOEAAAWCHNwog9+/fl66du8jK5SvYagu4xIXz5+WPX38jgACwyhsFkJiYGBk6eIisWbmKAAK4xM0bN6RhvfoswQCwyhsFEN12Oy0wyBz5DcAdKEIFYKM3CiB65kvw1q0yYtgwc+Q+gE/v9q1b0pgiVACWeaMAouLj42X2zJly4vhxZwTAp3Tp4iWp/fsf1IAAsMobBxAVGRkpGzdsMEWpAD6tQwcPSY2vvpJqlauYgyE/VzpDy+48wB5vFUBUaGioaUamP/AUpAKfzt49e0z4qF6l6mcdQHJzcyU7O9t5BcDt3jqA5Pl+2NNSUyU6OtrUgxBCgE9j3969JnxoCDmwnyMSANjhrQNIvuTkZImPiyeAAJ+IBhANH99/W1NOh4Y6owDgbu8cQAB8WvkB5Iea38mZ06edUQBwNwIIYLn8JZjPvQYEgF0IIIDlCCAAbEQAASz3cgChCBWALQgggOVeBJAq8k31r+TokaPOKAC4GwEEsFx+EervtX6Vq1euOqMA4G4EEMByLwJIZan7Z22JuB3hjAKAuxFAAMvlB5A6f/wpt2/ddkYBwN0IIIDlCCAAbEQAASxHAAFgIwIIYDkCCAAbEUAAyxFAANiIAAJYjgACwEYEEMByBBAANrI2gOTm5sqzZ8+cV8Dna8/u3VK1EgEEgF2sDCAaPu7duydpaWnOCPD5Wrd2rZQvU1bq1a4jt28TQADYwcoAojMfGj40iACfu1UrV0r50mWkrgYQZkAAWIIaEMBy8+fOk1LFS5hW7Ldu3XJGAcDdCCCA5ebOmSslixWXZn81lfv37zujAOBuBBDAcvkBpF2bthIVGemMAoC7EUAAy81zAkiDuvXkTgSn4RbF8+fP2UkHfGIEEMBy+QFEi1CpASkaAggKo39G8GERQADLzZ09xwSQDu3aSyRLMMA70/CRlZVFQP3ACCCA5UwA+aKYDOw/QBITE51RAO9CZ8iYBfmwCCCA5fIDyIB+/SUhIcEZBQB3I4AAliOAALARAQSwHAEE+DBycnLMhQ+DAAJYjgACfBhahEoh6odDAAEsRwABYCMCCGC5eXMIIADsQwABLKa9CsaPG2f6gOg2XAIIAFsQQACLZWRkyKgRIwkgAKxDAAEspo2SZs2cZQIISzAAbEIAASxnzoKhBgSAZQgggMV0BmT2rNkvlmAIIAAsQgABLPb06VMZOmSolPyCGhAAdiGAABbLzMyQMaNGU4QKwDoEEMBiebm5EjBlKkWoAKxDAAEslpSUJP369JUSX7w4jp8AAsAWBBDAYqmpqTLYfxBLMACsQwABLKYndU6ZNNkXQIrJgL79JD4+3rkDAO5GAAEslpKSYmY+dAlm+NBhkpqS6twBAHcjgAAWS0xMlN49e0mJYsVl9qxZHB0OwBoEEMBiGkD69OptZkAWzF/gjAKA+xFAAIv9I4DMm++MAoD7EUAAi70cQGbNmMESDABrEEAAi/0dQIoVl8CpAZKbk+vcAQB3I4AAFtO+Hz279zABRE/F1cPpAMAGBBDAYtHR0dK2VWuKUAFYhwACWOzvGRBfAJlPESoAixBAAIvFxMRIh3bt2QUDwDr/o2dJALBTbEysdGzfwZwFwwwIAJv8j54lAcBOUVFR0vyvpsyAAHit5ORkiXz0yFVb9VmCASx2584d+fWnX8wMCAEEQEF0tSMyMpIAAuD90ADy28+1CCAArEMAASxGAAFgKwIIYDECCABbEUAAixFAANiKAAJYjAACwFYEEMBiBBAAtiKAABbTAKLbcL8sX0HWrV3njAKA+xFAAItpAPnlx5+kaqXKErxtmzMKAO5HAAEspgGk1k8/S6UKFWXThg3OKAC4HwEEsNjde/dMAKlR/WvZu2ePMwoA7kcA+Q+5ubmmZ75+Bdzu+vXr8tP3P0qNr76SvXv3OqMA4H4EkP+QlpoqERERkpGR4YwA7qQhednSpVKtchVThDpz+gzJzspy7gKAuxFA/oMe1JOdne2qA3uAV9GwPLD/AClXuoyUKVlKOrRrb07HBQAbEEAAS+Xl5ZneH1W+rGRCyLgxYyU1Lc25CwDuRgABLHbt2jX58fsf5Jtq1SVk1y5nFADcjwACWOzevXumD8i3X30j+/ftd0YBwP0IIIDF8huRaQDZt3efMwoA7kcAASx29+5dAggAKxFAAIvplnECCAAbWRdAdHtsTk6OPH/+3BkBPl+hp07JdzW+lW+/JoAAsIt1ASQrK0vi4uLMFkTgc6c7X76uVl1qflODAALAKlbOgGgIYQYEIIAAH1pyUpLExMTQnPIDoAYEsBgBBPiw4mJjTbG3Lv3j/SKAABYjgAAfls586LlLzLq/fwQQwGIEEAC2IoAAFiOAALAVAQSwGAEEgK0IIIDFCCAAbEUAASxGAAFgKwIIYLGXA8jePXud0c+bNimkVxDgfgQQwGL5AUTbsXMc/wsaPOiUDLgfAQSwmAaQr6pWk99r/Srh4eHOKAC4HwEEsJgJIFWqyZ+//S4XL1xwRgHA/QgggMU0gFSvXFXq1a4jV69edUYBwP0IIIDFNIBUq1xFGtVvIBEREc4oALgfAQSw2O6QXVK9SlVp6Asgt2/fdkYBwP0IIICldLfHyuUrpFKFitKoQUMCCACrEEAAiy1csEAqlC1HAAFgHQIIYLEdwdtNDQhLMABsQwABLLZ502apWqkyAQSAdQgggKW0BmTWzFlSvkxZacwSDADLEEAASz179kyCAgKlbKnSBBAA1iGAAJbSADItMIgAAsBKBBDAUgQQADYjgACWejmANGqgRai3nDsA4H4EEMBS+QGkXOky0rF9e3ny5IlzBwDcjwACWOpFAAk0AaRn9x6SmJDg3AEA9yOAAJZ6eQmmRdNmcv/+fecOALif6wKI9jbIyMiQnJwcZwSfM/3zkJ2dLXl5ec4I8v2jBkQbkd36PGpA9M+EXoDSnwO9YB9XzoCkp6ebv3QA/YuGPw+vlh9AdAmmbes2EhUZ6dzxNv2zwJ8H5EtJSZGEhARCqYVYgoHr8Yn31V4OIF06dpLY2Fjnjrfx5wEv09nR3Nxc5xVsQgABLPVyAHlRhJro3AEA9yOAAJZ6EUACpVyp0tK1U2eJjfk8ZkAAeAMBBLCUBpDp/5gBYRsuAHsQQABL6br31MlTTADp37efpKWmOncAwP0IIICl0lLTZLD/ICldoqT079NPUlNSnDsA4H4EEMBSWVlZMm7MWClTspT069OXAALAKgQQwFJmCWbSZClfpqwMHzrM9EsBAFsQQABLaeAYPnSolClZWoYNGSLpT586dwDA/QgggKW0AdPUyZNNEapf/wGSlubeIlQ9WkGXjGggBiAfAQSwVFpamgwZNNgEkPFjx0lWZqZzx33i4uLkcVSU2ToMAIoAAlhKz7/Q/h+lipeQYUOHunoJJtMXjvSQSQDIRwABLKUBpFePnlKyWHHTB4RdMABsQgABLJU/A6LH8U+ZNMnUWACALQgggKVeDiDTp02XPE4EBWARAghgqfwlGK0BGTVipGSkU2MBwB4EEMBSL8+AzJw+Q/Jy85w7AOB+BBDAUvkBRLfhLpg/nx4bAKxCAAFcQMOD9sh4kxDxcgCZP28eAQSAVQgggAto+MjOzn6jRl0EEAA2I4AALvGmAYIAAsBmBBDAUgQQADYjgACWIoAAsBkBBLAUAQSAzQgggKU0gPQggACwFAEEsJQeb9+xfXspTwABYCECCGCpJ0+eSKcOHaVc6bKygAACwDIEEMBSiYmJ5iwYlmAA2IgAAlgqKipKOrR7sQTDDAgA2xBAAEtduXxFGtStJ+XLsAQDwD4EEMBSly9dlvp16hJAAFiJAAJYigACwGYEEMBSBBAANiOAAJZ6OYDMnzuXAALAKgQQwFIaQOr5AkiFsuVkyaLFBBAAViGAAJYyAaR2HfmyfAXZvGmzMwoAr6cfVrKzsz/5hxYCCGCp/ABS0RdANqzf4IwCwOtp8MjJySGAAHg7fweQcuVl/bp1zigA2IEAAlhKA0jdP+tI5QoVZe/uPc4oANiBAAJYKj+AVKn4pRw5fNgZBQA7EEAAS70cQA4fOuSMAoAdCCCAJbRgLCsrS/Ly8sxrAggAmxFAAEvk5uZKTHSMpKenm9cEEAA2I4AAlsifAXn27Jl5TQABYDMCCFAInXnIX/ZwEwIIAJsRQIBCaADRy20IIABsRgABLEUAAVAUunz7qbuevgoBBLAUAQRAUaSmpkpCQoLrQggBBLAUAQRAUejBc8nJyX8XsLsFAQSwFAEEgM0IIIClrly+IvVq1zVnwRw6eNAZBQA7EEAAS4WdCZNaP/0iNb/5RkJPnXJGAcAOBBDAUnv37JFKFb+UhvXry82bN51RALADAQSw1K6du6RCufLSpFFjuRMR4YwCgB0IIIClQnaFSMXyFaRxw0YScfu2MwoAdiCAAJYigACwGQEEsBQBBIDNCCCApQggAGxGAAFcRrsVFqVjIQEEgM0IIICL6FkNUVFR8uTJE2ekYAQQADYjgAAuk5mZaa7CEEAA2IwAAliKAALAZgQQwFIEEAA2I4AAliKAALAZAQSwFAEEgM0IIIClCCAAbEYAASxFAAFgMwIIYKn8ANKoQUO5feuWMwoAdiCAAJbaHeILIOXKS8tmzeXBgwfOKADYgQACWGrrli1SoWw56dKpk8TFxjqjAGAHAghgqY0bNpoA8lejxhJxO8IZBQA7EEAAS61ft17KlykrbVu1kcjISGcUAOxAAAEstWzJUilbqrT07d1HUlNTnVEAsAMBBLBQbm6uzJk1W8qWLGVqQGJiYpw7AGAHAghgoZycHAkKCJTSxUtI7569JDk52bkDAHYggAAW0gAyLTBISpcoKQP7D5D09HTnDgDYgQACWOjlANKtS1eJj4937gCAHQgggIX+DiDFSzADAsBKBBDAQi/PgPTs3l0SExOdOwBgBwIIYKGXA0i/PmzDBWAfAghgoZeXYAb5+UlmVpZzBwDsQAABLPRyAPEf6AsgmZnOHQCwAwEEsNDLAcRvwEACCADrEEDwQWinTr3wYZgAEhAoZUuWltEjR/HvGoB1CCD4IPQvxLy8POcV3jf99zs9aJqUL1NOAqZOdUYBwB4EEMBC2vdj1MhR5jTcGb4gAgC2IYAAFrpy+bI0qFvPbMNt26q13Im449wBADsQQAAL7dq5U76p/pWUKl5CvqpWTY4eOeLcAQA7EEAAC127dk2aNGokJYsVly6dOsvjx4+dOwBgBwIIYKGsrCwZP3aclC1VWiaOnyDPnz937gCAHQgggIU0gGjwKF+6rNkNQwABYBsCCGChlORkcwhdudJlZNHChc4oANiDAAJYKCkpSTp16GiWYBYtWOCM4mPSWSdmnoC3RwABLKQBpHPHTiaALF7ADMinkJ2VJRnp6c4rAG+KAAJYKD+AlClZSubOmu2M4mPSbrTaEh/A2yGAABbSANLFF0C0EZkeSgcAtiGAABZ6eQlmwbx5zigA2IMAAljo5QBCESoAGxFAAAsRQADYjgACWIgAAsB2BBDAQgSQt/Ps2TNJS0uT7OxsZwTAp0IAASxEAHk7eXl5Eh0dLampqc4IgE+FAAJYiAACwHYEEMBCBBAAtiOAABZ6OYAsnD/fGQUAexBAAAvlB5DyZcrKsiVLnVEA+bRVvl5wLwIIYCENIHoabqUKFWX92nXOKIB8GekZkpGR4byCGxFAAAvlz4CUK11Glixa7IwCyKdbrvWCexFAAAuZANKho3xZvoKsXb3aGQUAexBAAAtpAOnYvoNUq1JFdmzf7owCgD0IIICFTA1I+45StVJl2bZlizMKAPYggAAWMgGkXQf59utv5OjhI84oANiDAAJYKCYmVlq1aCE1v6khx44ec0YBwB4EEMBC9+/dk/r16pkZkGNHjzqjAGAPAghgoTt37ki92nWk5jcEEAB2eq8B5Pnz5+YC8GHdvnVLav/+h3z7tS7BEEAA2Oe9BRA93vrSxYumOA7Ah6VHyrds7tSAHCGAALDPOwcQnfF49OiR3Lh+XaIeP5acnBznDoAP5f79+9Kwfn2nCJUAAsA+7xxAzp87Jzt37JDIyEhnBMCHdu3aNfn1l18oQgVgrXcKIA8fPJDNGzfJw4cPnREAH8P1fwQQtuECsM9bBxCt+di0YYOcO3vOGQHwsRBAANjurQPInYgIWbxosUQ+euSMAPhYXg4gRylCBWChNw4gKckpcvXKFbl79648iY6m6BT4BDSA1PIFkO9qfCuhp0KdUQCwxxsFkKTEJNm2davs37dP0tPTnVEAH5sJID//LD99/4NcvHDRGQUAexQ5gMTHxcv6devl+PHjkpGR4YwWjW7VzcvLo0kZ8J6YJZifX8yAnDpx0hnFp5KcnCyJiYm8xwFvoEgBJDs7WxYvWiRjx4yR+Ph4Z7To9Ify6dOnkpPLcg3wPuTXgNT46ms5wmm4n1z0kycSFRlFAAHeQJECiHY4bdemjWzbuu2tf8CePH5stus+e/bMGQHwtkwA+ekXswRz4fx5ZxSfir4vEj6AN1OkALJ2zVr58bvvZXfIbmfkzaWmpJhqfWpHgHennYe1BuSXH3+SK5cvO6MAYI9CA4jOWMyaMdO0fN6/b68z+uZyc3NN98asrCxnBMDbunTpkvz8w48vilDPX3BGAcAehQYQDQ4Txk+Q77+tKaGnTjmjb4cpSuD92LN7t1SrXEXq1q4tj6OinFEAsEehAeT5s2cyd85cU3EfFhbmjALvRsOoFjfr7qjPwfsO31s3b5Evy1eQBvXrSVxcnDMKeIe+N7zpjkvYpUg1IBvWrzdTvfv27XNGgHejfyHr7JrXi5L1nzPT9yb6vpcet23ZKpUqVJQG9epJbGysMwp4h74/6JEf8K4iBRDd5vfLjz9K8LZgZwRAUelMj76Zvk8aQCpX/FJq//6H3L1zxxkFvIVle28rUgB58OCBdGzfXpYuXuyMAPiU8gNInT9rcxo1ACsVKYDoNHlISIiMGTVKYmJinFEAn8qLJZgvWYIBYK0iBRClU8haA7Jt2zZJTkpyRgF8CtSAALBdkQOIysrONltxtfNiUmKiCSWs0QEfHwEEgO3eKIAoXY559OiR3ImIkISEBHMAU2RkpCQlJZl7Gkzodgp8WAQQALZ74wCST2c+crKzzeF0oaGhcvfOXcnMzJTwsDC5ceOG2T71viv/AbxAAAFgu7cOIPl01kObxehWQ/11WlqaOfdFj6fOzeH0W+BDIIAAsN07BxAAHx8BBIDtCCCAhQggAGxHAAEsRAABYDtPBpDr16/Lls2bZc3qNbJowQJZv3at2akDeAUBBIDtPBdAdDvw6FGjpEe37jJpwkQZNWKkTA+aJhEREc4TgP0IIABs57kA8jgqSoYMGixHjxwxrzMyM81JpLpDB/AKAggA23kmgOTk5MjFCxdkw7r1ZvZjyqRJcuXyZbl965Zc8I0nxMc7TwL2yw8g9evWJYAAsJJnAkh62lNZMG+edGzXTtq0aiUtmzWXAX37ySA/PxnQr7+cDQ93ngTst3XLFqnyZSVp3aKl6UgMALbxTADJy8szx5LrrMfVa9fk4vnzcu7cOTl29KicOnnSdGwFvGLL5i1SvUpV8R8wUJ6mpTmjAGAPz9WAKD0sL3jrVomKipLFixbJju3bTUABvCI/gGi9U/pTzl4CYB/PBZC42FgZPnSYzJ0z10xNz5k1W7p36So3rl13ngDst3XLVgIIAKt5LoDcvn1bhg0ZKmfPnjWvb1y/7gskQyX0VKh5DXjBhvUbTA1I7x49JSUlxRkFAHt4LoAkJSbK5ImTZLC/v8yaOVMG9u8vY0aNlujoaOcJwH5zZ8+R0iVKSpdOnX1/5pOcUQCwhydrQO7cuSMLFyyUyZMmyawZM+T8+QvOHcAbZs2cJWVKlvIF7UHyNO2pMwoA9vBkAImLizM7YMLOnJEzp09LeFgYWxXhKTrLV+KLYma5kRoQADbyXADRoDFxwgRpWL++NG7YyHwdOmSIPHnyxHkCsN/E8ROk+L+/IIAAsJbnAoie+aK7YAKnTJXePXuZjqiBU6eaFu2AVxBAANjOcwHk3r17JoDs2rnThI8Z06bL4EGDJCwszHkCsB8BBIDtPBNAtNFYenq62ZI4d84cWbt6jSxdskSa/dXULMnQCRVeQgABYDvPBBA9hn97cLBcu3bNnIR7/+4906L6yuUrHNYFzyGAALCdZwJIQkKijB87ToYPGSb+AwfKls2b5dixY7Jv7145dPCgpHFeBjxkwvjxUqpYcQmYMlWys7OdUQB4e8+ePXN+9XF4JoBkZWXL6pWrzOmgP9T8Tnp27y4jhw+XXj16ysgRIyUmJsZ5ErCfBpCSXxQzvW4IIADe1fPnzyUzM9N8/Vg8VYSam5trdsFsXL/BfNWakPi4OHn06JEvoGQ5TwH2y1+C0YJr/XMOAO/qY4YP5akAAnwuJowbLyV1CWYqSzAA7EQAASw0UWtAipeQaUFBkpOT44wCgD08F0CSk5PMCbgXL1yQRw8fydNUik/hPToDoofRLVm0+KNPmwLA++CpABJ+JkzGjhkjPbp2k04dOor/QD8ZN3qsnHOO5ge8YsK4CWYJJiggkBkQAFbyTAB5+vSpTJ002WxL1G23Rw4fNltwR40YIcOHDpVEjiyHh+gMSKliJWRaIEswAOzkmQCSkpwsAZOnyI7g7SZspKamSpLv65rVq82ZMI+jHjtPAvbTAKLH8a9cscIZAQC7eGcJ5vlzCQkJkT69eputidp+XbtE6nLM2jVr2IYLTyGAALCdp2pANGSEh4dL8LZt5toRHCwXzp+XZ3l5zhOAN2gfEAIIAJt5KoC8yvlz52Tb1m20YodnaOMxvwEDpWyp0gQQANbydADRvvZr16wVfz8/DqSDZ+ixAp07dJRypcsQQABYy/MzIMlJyRJxO4IaEHhGRkaG+PUfwAwIAKt5JoDoVsT0p08lLy9Pnj17Ls/ynpkZEL10jGZN8AoN04P8/KUsNSAALOaZAPLk8WMJCgiQMaNGm94IgVMDzDkZultg44aN5pQ/wAt0CUYb7bEEA8Bmngkg2ohMg8dvv9Qy52SsWLZMli5ZLLNnzZLtwdtZgoFnvAggHaRShYqyedNmZxQA7OKpGhAtNNUZjxXLl5uj+ZUuwejyDEsw8Ir8AFKxXHnZsH6DMwoAdvFcEertW7fl1KlTtKeGZ728BKNhGwBs5LkAAngdNSAAvIAAAliGAALACzwbQB49ipQzZ86YngmAlxBAAHiBZwPIoYOHxH+AnzyJjnZGAG8ggADwAs8GkOPHjsnA/gNMfxDAS14OIKtWrHRGAcAu3l2CefhQQnaFSGpKijMCeIMJIO07SPUqVWVPyG5nFADs4ukiVO0BQv8PeI0GkI6+AFLzmxpy8sQJZxQA7OLpAAJ4UUxMrFmC0QBy4vhxZxQA7OKpAJKTmyupqan/aEKmZ8DQhh1eoju8WrdsJd/VIIAAsJdnAoi2Xt+0caP06d1bZkyfITeu3zBBRMf00hNx8f4lJiZKfHy88wofw8ULF+X3X2r5Asi3cuzYMWcUAOzimQBy//4D8es/0JyG26N7D+nepaucOnFSpgcGyZzZs009CN4vra95+OCBPPBd+HjOhofLzz/8KF9Xqy57d+9xRgHALp4JIDrjMWzIULly+bJER0ebo/h7du8u3Tp1kbVr1jhP4X2j0PfjO3f2rPzy40+mBuTIocPOKADYxTMBJCkpSYYNHWpOw1VaCzJzxgyp5Xujnjd3LjMg8Iz8APL9tzXZBQPAWp4qQg09dcrUe+QfxZ+SkiLr1q4zYxSiwiteDiAUoQKwlacCyKvozEd6ejozIPAMAggAL/B8AAG8hgACwCZaJ6irEP9ZL0gAASxDAAFgEw0e2hbDswEkIiJCli5ZIiuWL5fVq1a9uFauklUrV8rp0NC/60IA2xFAAHiBZwLIhQsXpH/fftK5Yyfp0bWbufz6D5Be3Xv4QsgqycrMdJ4E7EYAAeAFngkgyUnJcuvWLbl7567cu3fPXLGxsXL37l1zJD+9KuAVBBAAXuCZAHL50mWZFhgks2fNMn0/9NJfTw+aJqGnQp2nAPsRQAB4gWcCyLVr12T+3HmyZPESs+SyetVqWb5smQQGBMjRo0edpwD7EUAAeIFnAoj2+dAqW72Sk5IkKTlZYmJi5GxYmAknLMHAKwggAGynfyd7JoDk0zfkUcNHyPChw2Rg//7SpVNnOXzokHMXsB8BBIDt0tLSvBVAMjIyZPzYcTKgX3/p0K699Ovb1/z6zJkzzhOA/QggAGyXmZnpvQAydvQYWTh/gSlAnTFtuowYPlw2rF/vPAHYLzQ0VH787nsCCACreaoGRNeUtm3ZIlMmTZJdO3dKt85dpGmTJrI7JMR5CrCfFlXXrFHDBJDjx445owBgF08EEA0fx48dl9OnT0voyVNy5NBhefr0qZw6eVL27d1njuoHvOJseLj8/MOP8uvPv0h4WJgzCgB28UQA0ZmPWTNmySA/fxk3Zqzs3LlTbt68IdeuXpUbN25IYmKi8yRgv1OnTsl3Nb6VZk3+kjsREc4oANjFM0swIbtCpHOHjvLLTz9Lk0aNpXu3F+3Yu3bqLMeYpoaHbN26VSpX/FJat2gpD+4/cEYBwC5WBJDUlBSJiooyPT4KkpWVLTdv3JRRI0bK4sWLzczH1atXZXfIbnNQHeAVhw4elBpffS2tmreQ+/fuO6MAYBcrAsixo0dl8aJFkuILIgXRw+YePnwoEydMkJ3bd5iwEhsXK/PmzpOQXbucpwD7XTh/3tSAaAB58ODDzIAkJiTIvbt3fcE+yxl5Ib/hH439ALwrKwKIzmIsW7rstUfq61r4yBEj5Yea30nrli1l3Ngx4jfQz/frVrJn927nKcBu2dnZsnL5Cqlepao0atDAdPl939LT0825Si2aNpVDB//ZxC8/gADAu3JVACnoM9X+ffvM2S7PnhX8qUt3vehzg/0HyeKFi+TAvv3m9ckTJySBIlR4hAaORvUbSukSJeWrqtVk1YqVzp33R2c/unbuLMX//YXMmD7dGQWA98tVAeTx48dm+eTA/gNy+NBhOXL4sFl+0Z0tupSin74Ko8swD+7fl+TkZAkPDze/BrziyuUrUuf3P6WELxyUKVnKdPy9e/euc/f9SPIF9t49e0q50mVk+rRpzuiL3Wa5eXksvwB4L1wVQK5euSID+vWT/n37iv9APxk8aJA500XPc1m0YKFkZ2U7T76aLtGsXLFClixeLMuXLZd6derKIN/v8+TxE+cJwG7a7XeF7892h7bt5Otq1aVC2XLSt3cfuXXztvPEu3s5gLw8AxIfHy8HDxyQhIQEZwQA3p6rAkj606fy8MEDiX7yRGKio00fD33Du379usTGxEie79PX6+hOGQ0w8+bMlV7de8iQwYPN15MnTjpPAPbTGgydLZwze7ZZhilZrLj06dVLoiIjnSfeTUEBJNL3+y9dskQePXzojADA23NFANGllVctr9y6dUtGDh8hdyLuOCOvp+FFm5GNHjVKOnXoKKtWrhK//gMIIPAk7fA7dswYqViugu8qJ+PHjZOEhHevd3pVANFll9Ohp2XBvPmyfu06szRKh2EA78IVAUQr+19VWX/+3Dnp0a2bWZopCj1db/bMWdKkYSPzxrxo4SJfGBkt0dHRzhOAtzyJfiKTJ02SqpUqm0t3r7xrCHlVANEPAxPHT5AN69bLrh07ZcK48bJjxw5zD+6iS9FFqZcDPjXXzIC8qrDtyZMnZhbj0RtMLcfGxMqZ02dMf4Tr166bT2052WwbhHclJSWaQu3ypctKpYoVZXrQNElLTXXuvpi9uHThoty8edO81poo/dnISE83r//TywFk5vQZZuzCufNmh9mypUtl29at5n9P++tQkOou+t8jLS3tv/q3AG7kqhoQTe76w6PXU9/16NEjmT9vvun8WNREfzYs3HxqC5waIOPHjjNvxnfvvN9dAoDbaKgYOmiwCQ3aI2TWjJmSmvJ/IWT9unW+n4excvjQQTN70a9PX9m8ceMrZx5fNQOSEB/vCx7bZM6sWTJzxgxzwjRnLLlTQUvagNu4KoDcvnVbBvv5S7s2bUzxqJ7joid+/vn772Z7bmH0jXPYkKHS7K+/5NdffpH6depK3z59zEwK4HUa2HUHmfYIqVa5ii8szP47hMTFxcna1Wtk5IgRsm7tOgmYEiDjfIEk9aWZknz/CCDTXgQQ7aezdfMW88maWQ8A74OrAojufhk7eozUrPGttG/bzqxnd+7Y0Uz9ak+PwkTcvi1DfM/u37vP9C9YvXKlORtGz4QBPgd6BlLH9u2lxBfFzA6ZWTNn/R0ytLfOmFGjZdPGTTKgX3/Zt3evGf9PJoD0eBFAdCZFaYg/euSIXLhwQW77fs5edywCABSFqwKI0sp6bb0+Yfx4mR4UJN27djVdTYsiNjZWRgwfLqt8wWPhggXSt3dv6dali1w4f8F5AvC+ixcvmuMIdHuuFqYGBQSYZU1tYjZi6HCzFHPo0KG/jzbQLe8v72jRANKzW3epWK68LFuyxIxp74+5s+fIpIkTZdKEiWYL8O1bt8w9AHgbrgsg+W76PslpH4/6dev5Prn98zyKgui65+nQUDl16pS5Bvn5mZ4g2qYd+JycP39e2rRsJaWKl5AqX1aSmTNmmjoOPT336OEjfx9ip0XaI4YNk1EjR0qo72dGZWdlmS29euT//LnzzVh4WLiZPTlx/LgcPXJUhg4ZIps2bjT3AOBtuDaAqIcPH0hQYKAJE29K16lvXr9h+hbcpx07PkPnzp6VNq1amZmQalWqmILujMxMOXz4sGzZssUEDu2iqh2Hx44eLSuWL/+7KFV3zPTq0UOWLFpsXmuRq/4sTZowQSZPmijTpk2TSxcvmXsA8DZcVgMSLRvWrzet1HW7n075tm7RUvr17Wc+0b0p7RbZv09f0zQJ+ByZENKy1d81IXqkgRakam8cDRSTJ04yIV+XLcPDwmTXzh1y+fJl8716ivS6NWvMr7UF/M4dO+XIocPm9wwNDTWn5gLA23JVAIm4HSGtfIHj6+pfSbs2baVPr97SqH4DaVivvgkmb+rB/QfS1/d7nDxJJ1R8vrShX2tnOeanH36QHdu3mxnCbdu2ycD+/WXEsOEmXGitiM6YjB45ysw6zpszR4K3bjO/x8ULFyRgyhRzGu9ZXwDRRn+nTr75zCQA5HNVANEtfseOHDH9DHT3ytYtLxoe7QkJee0BWFr7odX/Wnynyy16Aq6eiqun6g7sP8BU7QOfswvnz5vCVJ0JqfXTT7IjOFgSEhMlLCxMDh04KMePHjNLMNo7Z+niJdKsyV/yy48/mWCiQk+FmqUaDSl+AwaYnTZ6ThMAvC1X1oDExMTIEt+bYKf2HaRu7TqFLqHounXg1KnStlVr8ffzM+fBDPL3l86dOkmPrt1N4R3wuTsbHi5tfD8jGkJ+/eln2bhhgxnX8K4dT9esWm12nemBjtpHRLfh+g0YKI8ePjIn4a5euUpWLl9hmpBp+EhOTjbfDwBvw1UBJNcXJPK3BurOFV120SniM2fOmLGC6HTy3Tt3zBr2+XPnzZSzfj1+7JjsCdlttucCEDkXflaaN20mxb/4Qn7+4UfZHhxsDnvUbeu6vbZ9m7Zm14xuwdWj/rWrqs6IPPP9jOnPp57bBADvg8tqQG6bIjkNEPk0iLyqXTSAt6Nb1bW4u1ypMqbTsB4ypwWnOhOiSy5fV6tuwodeVb+sLMuXLhN6nwJ431wVQHQGo87vf/o+oTWV5cuWyr1795w7AN6nsDNnpHHDhqYw9cvyFcxsiG6xPXbsmPzx629SvkxZswTz2y+15BRF3AA+AJcFkDPSs3t3WTB/vgwfMlj69e5jajsW+l5rEV1RaddHPSgrMyOTQ5mAV0hJTpaO7dqbc2N0pkODiM6G6HH7nTt0lLKlSpsAos9wlhKAD8FVAUQ/afXv208iH0VKfFyc7Nu7z/QpaNW8haxfu855qmAaNrTuQzs76mm4IbtC5Gz4WecugHypvpCuhdoaMvTSmo9KFSqaw+x051jpkqWkoi+YjBk5iiVQAB+EqwLIlcuXTeC4d/f/ll608O3u3bumcVJh7vme06LVdq3byKCB/qbzo27j1bMtAPyTbk8f5QsY31T/Ssr4Aocuu3xfs6bU/uMPE0q0AFVP0AWAD8FVASQzM9N0L83MynRG3oy2lh41fLg57VMPs9uwfoP07tlLbly/4TwB4GUpySmybes209ejcoWKJnhoTYiGEW0AePUKJ0kD+DBcFUC0/8etW7dMMzHdERMRESF37tyRa1evFWkd+tHDhzJm9GizjNOyeQvp06uXKazLP44cwKvdv3fPzD5+/21NqeALHxXKlDNdhLWhHwB8CK4KILoVUJuJdWjX3pxkq+vR2hhJ+xasXVv4VLD2KNi1c5dpLd2jazcZ7OdPt0agiLQTsTYb+84XQnSLri7NzJ83z7kLAO+XqwKInripn8Lq1q4t27ZuleNHj8qmDRtkzZrVcvnSiwOyXkUbkenyjbaVXrl8ucTGxUlCYoKcPn3aHLilx5ADKFxsTKx0bN9Biv/7C7NDptlfTeXWzZvOXQB4f1wVQNTdO3dl2JChcuTwYWekcHm5ubJ1yxZzkN3vtX6VkcNHyPhx46Vb167SpVNns6sGQOFysnPMybiNGzUy7di1FqRvnz5mKRQA3ifXBZDnz55LZGSkmQ3RkzevX7teaC+PvLw8s/22f79+0rTJXzJk0GATYoYPGyYbN2w03VQBFI0uxWjtx7TAIKlaqbLZkqvF3A8ePHCeAIB357oA8jI9IEvrObSx2Ovcu3df1qxeLXv27JHgbdvMGyiAd6PN/EaPGmUalZUvXdbMKiYlJTl3AbiRfmDXvwO1NMHtXB1Apk6ZIn169S40gNy+dVv6+D6hde3cRbp36SpbNm+WXTt2yuaNm2T//gOSTSMl4K1ERUXJ8KHDzNZcnQ0JCgxkVxngYnqgq/6M6sqA27k6gOzdu1eWLllS6AmcGRkZ5sCsJg0bSb06dc023M4dO0rbVq1k4oQJNCID3oFujx85YoSUK13aF0KqyPy58yQjPcO5CwBvx1UBRFNbcnKyPE1LM7Mex44ek6mTp5jTcQtbVtHppgvnL5itvLpWffPGDdNZ9dbNG2aHDIC3d//+PTO7qGfG1Pjqa3N8P7VVAN6FqwLIvt17TLGb34CBMmzIEGndsqV8V+Nb0xtEw0hBdAbkttPATLfvLl282MyIzJwxQ9auWSPp6enOkwDeVsTtCLMkWtoJIcuXLeecGABvzVUBRGc62rRsbY4A146mfv0HSMvmzc2U7/Xr152n/ptW7Gv/EK3ab9+2nTnLovbvf0iDuvVk7pw5zlMA3tWVK1ekdYuWUuKLYvLzDz+Z7e+cOA3gbbgqgOgyyq1bNyUoKFDGjh5jit+GDR1aaBFqfHy8rFuzVgKmTDVLNksWLZYJY8fJ6lWrZd7cuWaGBMD7cTY83ISQkl8U931Y+FU2btgg6eksxwB4M64sQk1JSZEtvk9W2pK9b+/eEhcb69x5tcjIRxIwNUCmTJosE8aNl5CdO2Xo4CHSo3s3GTpkSKEBBsCbCQ8LkxbNmkvJYsXlh29rmh1nFuz6A+Airgogz579c9vQieMnJHDKVIktJIBowAg7c0ZOnjghixcuksuXLsnyZcukd8+esssXRtxCZ2J0ixTgBXr0gYaQEv/+wnQg3rplK3++ARSZawKILr8cPXxEVq5YKZs2bpTNmzbJxPHjpU2r1rJ61aoidWHUwDJj+vS/C+OeprlnWljXyR8/fkxBLDzl5MmT0qxpUzMT8vOPP5mj/fOoCQFQBK4KIOvXrZOff/hRfvG9kXXq0EGaNGokP3z/vfTo1k1Oh4Y6TxZsx/btZtnm6JGjcuXyFTMTokf0u4H+82k/Ewr24DUnT5w0Bd96gN2vtX6RnTt2EEIAFMpVSzDJyUmycf0G6dWjp8ybO88UkA4cMMDsgClKIenukBBp3KChNG/aXNq1aSttW7cxBan6lz+AD+f40WPyV+MmUrJYMfmt1q+ywxdCCNsAXseVRahnzpyRSRMmmi21fXv1lqdFXLa4cOGCacF+8MBBOXzosO+T2E45sH8/69LAR3Dq5Elp5PsAUMypCdGfP0IIgIK4KoC8HBT0RNzZM2fKgvkLinz2xMGDB+X06dPm19nZWaYJ2YL585kBAT6SPSEhpg+P1oT8/utvsnP7divOpADw8bkmgOgnpRDfm5eeahsfF++Mvjhqv6j27d1rOqiuXb1Gxo8dZ5ZydgRvd+4C+ND051W3wf9Wq5YU+9e/pc4ff5pCVQD4T66aAdGaDy1CHeTnb5ZOUlOKNvOR9yzPnPeiDcnmzvH9Hj/+JH169ZKLFy5KTjatooGPSQtQQ3btMt2ItWNqq+Yt5fy5885dAHjBNQFEl0kWLVxoZi2mBU2Tzh07SZ/evU179Y0bNppwURA9hM5vwACZOG68jBszVr6p/pU0bdxERo0YaQ6nA/DxHdx/QP749TezHNOmRUs5d/accwcAXBRAtHfH+HHjZNjQIWbHy6VLl2TWrFnSvVs36dunj1y7etV58r9dunhRxo8dK5MmTJDAqQEy3RdgpvuCy4hhw0x4AfDxPct7JsFbt5lZTT3ATg+V1J9rAFCuCSC6dqwzIPPmzHVGXkhMTDSn3Gp79oLo92oB65EjR2Tbli3O6Iu6kuysbOcVgI9Nfy6XLl4i1atUlVLFikvPbt3l9u3bzl0AnzNX1YBEP4mWGzduyNOnT02ouBNxx8x8ZBfxyO91a9eaE3QfR0WZ4JKUlCQ5OQQQ4FPSXWyzZs6Ur6pWkzIlSkq/Pn3NCdYAPm+uCiBnw89K7169zAFy8+bM8X1a6iHNmzaVpUsWS1Z2lvNUwXQHjXZRbdG0mbRs3kLatm4twVu3OncBfCoaQmZOny7VKleRCmXLySB/f7l3755zF8DnyFU1IEEBgeI3YKCMHjnKFJGuXbPW9PIY0K+/3Lx503myYFeuXDE1H3p2jJ4ps2b1GnNqJ4BPLzk52RdCZki1SlWkfJmy4u/7WX/08JFzF8DnxjUBRM9JmTxpkgRNDZC7d+6Ybbjamn3vnj3Sr3dfuXbtmvNkwXS9+eKFC7Jj+w7zvDYze5M+IgA+LF0aHTNqlFTwBZDypcvI8KHDJCYmxrkL4HPimgCi23B3794tQwYN+ntqNsX3iWnooMFmh4vWcxTm8KFD0rlDB2nZrLk5S2aKL9CEFuEQOwAfT1RUlIwaPkIqVawoX5avYPr+3LvLcgzwuXFVDYjOgkTcvm3ChgaS8+fOmfbq0dHRzhOvt3jRIpk8cZI5R2bDuvUywvfpavq0ac5dAG7x5PETmTplilStVFnKliotg/0HmWBSFPrewBkzgP1cFUBe9mKqdrQc8gWQolqzapUMHjRYBvYfYBqSdevSVVauWOHcBeAmCfHxZgmmbOkypjB1yODB8uhRpHO3YFovph9WANjNtQHk7t270qN7d9kTUvROpjdu3pT+fftJ0yZ/ScvmzSVg6lRJTEhw7sKN9C8TvfB5evjgofgP9JNyvhBSvmxZGeL7ABH56PWFqToDohcAu7l6BkSLSd+kSl6/58Tx47Jr5y7TlOyR741Mu6oyXeteWiTMf5/P24P7983uNw0heg0fOpTCVOAz4NoA8jb05NtOHTqYmRN9Q9MTcbWAdcP6DZKenu48BcBtdCZEmwhqPYgWpgZMmWK27QLwLtcEkKdpabJ/335ZvXKVqeVYtWKl6eexfOlS2R4cXKSllPXr1knfXr3N10kTJpleIsOHDJUe3brL8aPHnKcAuNHDBw9MbxDtEfJ1teoyZvRo38/+dtMhGYD3uCaA6Gm3uv5b5ctKUr9uXenQrr20a9NWGjdqJN27div0/AgtSls4f4GE7Ap58TorWyaMGyfbtm0z23FXUYwKuJ7OhPTr08eEEC1O1TNkKCR/M7qsqXVV1MnA7VwTQPSH5vq1a2bnijYqeuD7NBQbG2vekG7dvGXOh3kd/YGbMW2aDB08WLZt3SqbN20yb2Qrly83nVS3+4IIAPcLPXXKnKD7xf/+S0oVLyG9evSQuLg45y4K8/jxY9M5muJuuJ3rakCOHD7iCxLTJSH+zXevnA0P94WNftKpfQfp0bWbzJ87V/aEhJjtvLqrBoD76Wyongf1XY2aZmeMLsfMnztPsrMKPw8KL87d0cBGF2i4nesCiP7Q6NH72lb9TeluiujoGImMipLoJ08kxvdrrbDXTwRMRwL20OaDx44elb59+pqdMTW/qSHr1qyl/wfgIa4LIO8iLCxMJo6fILNmzJRZM2eZmY/Tp087dwHY5k5EhHTv3MUsxXznCyGLFiw0BesA7OeZAJL+9KkETJkqfXr1ko4dOkqfnr3NUszly5edJwDY6ML5C9KqZUsp/u8v5Kuq1WTenLlmmQEfHj168CG5MoBo8enVq1flzOkzpiDtxvUbhRZUaVtnPQNme/A2mR4UZNaMR44YIcePH3eeAGCr8LAwc8hkyWLFTQhZumQpNQ4fmIaPzMxMlq/xwbgugOgR+iOGDZcuHTtLl06dpXnTZjKuCKfhZmVlmeJVPeBq2dKl0rplK2n211/mWH8A9gs/4wshzVuYEPLbL7Vk544dhJAPjBkQfEiuCyB7du82/T/06+1btyQ8PFzOnTtXpOIzPUlXD6/ThkYLFyyUJYuWmIp6AN7w8kzI77/+Kju2b+cvScBSrgsgGjhGjxwpN2/cMK+zMrMkLS2twDcZnR7UJRrdvht25oycDg2VM76vJ0+cNGfCcKYE4C06E6Izo1oT8sevv5sPKwDs47oAoiGiYf0G0rlDR5kwfoIM8veX2bNnm625BdG27Q3q1Ze2rduYpRd9c2rW5C9p16adqSUB4C162GS92nWlxBfFpG7tOrJ7V4jvQwq1CoBNXBdALl+6JNODppmttJMnTZIxo8eYs10KOkxOZ0bWr10ngVMDZMvmzWYJ5vz5c3Lu7FlTxFpY7QjenvZqyaXbIj6RvXv2mFoQDSG///qb7Nqxk5oQwCKuCyAaKOJi42Tfnr2mpfolXyDRI/ULos8vmL/AnKSpu2B2bt8h169fNzMfN6/fkPSnnIL7oeh/lwxOGcYnomEjeFuw/PrzLyaE/OELIVqYCsAOrgsgiYmJEhQQIB3btZfePXrKgL795MSx12+l1aDSsH59+fH7H8wJuB3atpO2LVtL9y5d5dbNm85TeN+0/oYCQHxK+udv65YtUuvnn6XYv/4tjRo0lFOnTrF1FLCA6wKIFpNqcAg9FSqRjyJNP4/xY8aZQtSC6PLM0aNHZeqUqbJr507TEVX7h+g6MUswgLdpCNm2Zav88uNPpjC1cf0GcvLECecuALdyXQAJDg6WIYMG+QLHi9Nvt/k+3QwdNFiSEhPN64LoQVW6Brx502bZt3evWR8+fuyYJCcnO08A8CpdjtnqCyG6HFOqWHFp1byFnD933rkLwI1cF0AunD8vPbv3kPFjx0rA1KmmJ8iSRYslr5DD6XSmY/LESVK/bj2zi0bXg1u3aCn3791zngDgZVoUrcsxuhSrfULatW5r2rgDcCfXBRB5/tz3yeWcTJk8RUaNGCWrV66SmJhY52bB9BOQNh17HBVlWrmfOnlSRo0caZqSAfg8aAhZsWy5adde/N/FpE3LVnLhAiEEcCPXBBCt8Xhw/4FZann08KFcuXJFLl68KHfuREhcXFyh2+v0fpwveERFPjJH8V+8cF6GDRnCYXTAZ0Z3vs2ZPUe+rl7dnKLbtnVrZkIAF3JNANGgMHXyFNm4foN07dLFvGloY7GWzZvLtKCgQk+/1N0zeg5Mi2bNTDOyJg0bySA/P3niCyMAPi8pKamyYP58qfHV16YmpG2r1nLp4iXnLgA3cE0A0UPoDhw4IGGnz8iK5csleOs2c86DNhhbsnixOWzudbQnxYkTJ8wa8PZtwbLN9/1aCf+6HiIAvOtpWposnL9AqlWuYmpCenTtJrdu3nLuvn96fMSG9etNM0UAhXNNANHD5uITEmTf3n2m82lqSrJpv75p4yZZuXyFPMsrer+JxMQE2bN7j8ycPsPUhAD4PD19+lRmzpgh1apUkdIlSkqnDh3l2rVrzt33a/GiRVLly0oybOiwQmdsAbgogGidx/hx46XWjz/L9zVrSqsWLaRF02ZS58/aMn/u/EIDSFZmppw5fVqmT5suXTt3lvZt2srcOXPe+Y1AGxrl5OTQ2AiwlH6QmTVzplStVNnUhHRo116uXrni3H0/tAZNj47QmZYunTpLbCyHYAKFcU0AUboFV7ff6jbcpUuWyJrVq2Tjhg1y+/Zt54n/pjMnx48flymTJkuPbt2ke7fuphvq8qXLTHB4Vxo89H+Djp+AvTSEzPB9OKmuyzFfFJd+vftI1HucHc3JzjE1bGVKlpLuXbv+HUD0fUN35b3uME3gc+WaAKI/oFGRkWb99OiRI2bqNDMz0xynrz/ABc1A6DqvHt9fvUpVmThhgpz3hZjJEyfK5o2bnCcAQMxs6CyzHFNVypUuY3bJae3Z+6L1JmVLlf5HANGZWT0q4uzZs+Y1gP/jmgByYN9+GTdmrMyeNcvsXhk+dJgMGTzYFI5pL5CCtuHqJwydTp07a7bpmKpdVFs0ay6LFy6S7OzXF64C+Ly8CCG6HFNFypcpK0P8B72XOjF9fwqcOlXKlNQA0s18aFJpT9Nk06ZNcvjQIdNioLB2AsDnxDUBRLfIaeGoNg3SGZDDBw/JwQMHTGt1PVa/sCUQrRG5e+eOLF+2THp262623U0LDGQbLoB/0NnWgClTpWLZ8mYmRGdQ8wPD20pNSTVhRgtdu3Xtamra9D3r4IGDMn3aNJk/d67MnD5djh05ynIu4HBVDYjS490vXbxowsTuXSFyYP9+s8zyJvQTzfq162TC+Aly9+5dZxQAXoiOjhb/gQPNksmX5SvIiGHDJMY39rZSklNkkO/30wDSq0cP05dIl5H1eAj9UBR25ozMmzNXpkye/NqDNYHPiesCyM7tO2To4CGyaMFCc6ZL44YN5cTx1x/HX5CMzEymPAG8kh7ToEu9FcuVk4rly0tQQMBb75rTAOI/wM8UoY4ZPdoUrmtb+B3B282ZVgsXLJCZM6bL7pCQ91IcD3iBqwKI/mDqGTCjR46SIN8PrRaVTpwwURYtXMg2WADvne6EGdCvv5QuXtIUss+fO8/UbbypFwFkoJT1BZCgwEAzpu9nJ4+flNBTp+TWrVtmVlcL6wG84LoAolvZdAqzT69esmzpUhkzarTvk8PMIs1k6NoqQQXAm7h+/bp0aNfOhJCvq1WX+fPmmeWTN/FyAAkMCHgxlpIiq1auem0bAeBz5qoAotlhT8geadumjfj7+ZmttLocc/LESeeJgiUkJMj27dvl8ePH5vXVK1dl7+49b/xGAuDzc/PGTdN/SGs49CRd3UVX2PEPL3tVANEPQxEREbJm9Wo5HXpa8p6xHAy8zHU1ILp2evr0admxY4c5wVLfGIoy+3H//n0ZNWKk6QOitmzebLbkxsfFmdcA8DpXLl+Wdr4PP1qY+u3XNWTFihVFrtd4VQBRN27ckBHDh8sgf39Zt3atxMfHO3cAuC6ARD56ZNZQtZV6ty5dZPnSpZKcnOzcLZhOd+pUaqpTYR4TE2323qelUnEOoGj0VO5O7TtIsX/9W37+8SfzQaYodRuvCiB6EKYWoGqo8RswQNq0bCXB27aZewBcFkB0pkP3y/fp3dv0ANETcQf5+ZvK8cJqOzR8hPie02lT/cHXX+thdAnxCc4TAFC48LAwad60qZT4opj8UPM7cxxEYb07XhVA9HuOHjkqSxcvkSOHDpv3sSvv+QwawGauCiBZmVkyfsxYswU334L5un1tRqFvANpSedyYMaZgddzYcaaD6vbgYLOkAwBvwoSQv5qaw+V++6WW7Nq567VLwa8KIDpzsn/fPnPp8svUKVP+XiIG4LYZkNw8mT1rtjlUTmtANqxfbwrDtLi0ILrXPr/Q9Mjhw1L7jz+kQ/v2cunSRXPPC7ti9I2vKHUwAN4f7cDcpFEjsxzz52+/v7YfUfrTdBns528CyLSgIDOm3VD1WIn+ffuZBmTjfR+MVixbbu4BcGENyMOHD80PcIe27aRNq9ame2BSUpJz979FP3kiQQGBZpZkxvTp0qBefXMWjK69Llu6zPpTKHXmR//52c0DfHxaR1bnjz+l+L+/kLatW5ujIv6TfnA6f/acOf5Bd9H4D/Qz3Zv1A9DiRYukpe/9aGD/ATJ29GjZs3u3810AXBVA9BOD7pm/d++uaaF+7+49U8/xOokJibJy+QoTWjSIzJszz3QdnDRhovlqe9tjncHRSnxmQIB3o8ux+n5S2HLuf9rtCw2//vyLlCpeQtq1biMXL1507rxw/dp1UzRfueKX5oC7Wj/9bM6w0gCSEB8vp06eNLOz53whhQ8SwP9xTQDRo/j1NNxWLVqY3h83rl937hSNnoirTX+SkgrfMQPg86O9gvSDzZuGeX1ed8NoQaqGEJ3RCA8Ld+6KhJ48Jb/8+JNpw16pQkUp6XumV4+e5n8PQMFcE0C2bd1q6j102US/6nLKm7xRnA0Pl16+79u3b585VEp/+HXp4k0/7QDwJp0B0RnRt6kL09kMbdNerXKVF8sxrVrL5UuXzD0tgG/dopUJJxXLlTeH200PCqIAHiiEawLI6lWrXoQOX2DYvGmTTBw3/o1+gG/euGGmR5s3bSb9evc1R/KvWrHyjboZAkBBtB/R9GnTTQjRsNGtS1d5+OChCTQ6a6v1H3q8/3c1vqXWAygC1wSQtatXm06mp06eksCpU2VA//5y7OgxU/QVF1t4N9PYmBjZu2ePrFuzVtavW29mUg4dPFTkToYAUBgtag8KDJIqX1YyHVNHDBsujx49MudW6ZgGkwZ167/xEjLwOXJFANFPEHpegnYK1E8VrZq3kBZNm0nnDh2lu+/1ieMnnCdfT9se6xuBLsOYrqhvebQ2ABRE31cmTZwolSpUMEWno0aMkBXLV7yoESlW3Cwhx8XFOk8DKIhrZkBu3bwpR48eNUdXh505Y66TJ07I4cOHzZHZhXny5ImZBq1Xu47Z7jZ50iRTOKZrtwDwPsUnJMjokSPNkstX1aqbwtRvfF91VmTyxEm87wBF4JoA8q6OHD5i9t9PHD9Bdmzf4QsfW8ySzut6iADA23rw4IEM6NvPzIKU8wUPDSM///Cj2XILoHCeCSB65oLughnsP0jmzpkjkydNloApU02HQgD4EO7fu2tCiG6/1dmP32rVkgP797P7DigCVwaQnNxcczT2w/sPnJHCaRMzDRz169SVxg0bSt/efSQ8/P/26gPAhxAREWHq1rQAVUNIn169mXkFisCVASQxMVFGDBsmO4ILPgPmP8XExMixo0dl/959cjo0VJ48fuzcAYAPa8b0GWYpRg+v02LUdWvWsAMPKIQrA0hcbKyp59BttUWlO2W0+6CeHXP0yBFzpgxvAAA+hmvXrpni07p/1jYzIdq6XfsZZWfThwgoiCsDiJ6XsHH9BrnkdBosCu18eujQIXPkdcvmzaVJo8ayfu06uhEC+Cj0A8/JEyelaZMmUvKL4qY9+47t2z1xIjfwIbgygOgPrHYwfZNW7LoNd93atTJq5Cjp17uPdOvSRTZt3MgsyFvSf2+3bt4y7aa1yRuAotFWAn/5PgCV/KKY/Pn7H7Jv717nDoCXuTKAvA2t//i+Zk3587ffZcmixWZKlEZkb09PDT108KDs2rnTnHUBoOg0hDRt8pc5N6ZenbqmKzM7Y94P/ffIrJI3uCKA6B8mrft4l5Ns9fu3bt5iTtTt1a2HqQcJ2bmLhkBvSf+bZGZmmosfduDNhYaGStPGTaTEF8VMbYi2CsC70fcinZ190xON4U6uCCD6B2rxgoW+T9u7nJE3p2c07N+3T0aOGGF+6H/9pZYsW7KUJRgAn4z2BNGCVN0d06zJX3L+3DnnDt4WH4i8wx0BJDvHdDCdM3u22U6rNQf6Ndo5Vj83p/BZDN0x061zF3OQnU53Xr582XwvAHwqebm5sj04WH5zQkiHdu3kypUrzl3g8+aKAJKbm2cCyJ+//WEOoOvSsZN07thROrRtJ6NHjJQHRWhIdu3aVQneFmxO0L129aokJ6c4dwDg09Fl4O3B26XWTz+b3THtfe9rb7LDD/AqdwSQnFyZNGGiaaW+YtlyWbl8hfmqSyjbfaEiIT7eebJgEbdvm7NfunXuKu1at5Ehg4fInYgI5y4AfDpas7Bu7Tr59utvXsyE+ELIVd8HJeBz5ooAojsuxowaJWtWrXJG3tzypUtl+NBhcuXSZVOBrkWoK1esoPIcgCukpqXK7Fmz5Kuq1UwI6dm9u1y6eFFycuhVhM+TKwJIeka6bNm0Wc6cPm2akOk5CunpRTtEzlREP8uTtWvWyMIFC82Yfu/c2XPM7AkBBIBbpKWlyfSgaVKtchWpWK68NGrQUBYvXCTJyW+/AxCwlSsCiFY1JyYkmBmQQX5+MrB/fxkyaJCZsizsUKewM2dkyuTJ0q9vX2nRtJlMmjBB/AcONNveDh066DwFAO6QnJRsat6+LF9Bvvjff8nvv/xqZkKAz40rAojS7WpaIa5LMbNmzJDxY8dJh/btZcVrllE0uOwOCZGunTqb02+HDh4iUyZNkqCAAOnvCyR6KB0AuM3Z8HCzPbfYv/4tDerVN4XzwOfGFQEkOztHpgUGycqVKyXb6duhoWPjhg2mmFR7fBREl2B0ycUs3SQkmhkTnc68eeOG2coLAG6jdW9LFi8xM7e6e08b/gGfG1cEkMzMLLMOeurUKWfkhdOnTpsZkaKsj54+fdp0QR0+bLgMGzJUOnfsJMePHXPuAoC76IcnfW+jTg2fK3cEkKwsU5g1d84cCQsLk4P798uekBCznOLv5/faGRD13PcDPH/ePLMM06ZlK7OdV3fB6BH9AADAfVwRQLQyfNLEidKpQ0cZNmSY+A/0kwH9+pvXw4cOlfhC+oDoHvuli5fIsiVLJGDyFFm0YKFMnTxZDhw44DwBAADcxB01IDk5ppHYzZs3TddTvR4+eCh379yVG9dvFGlLrm65nTl9hqxasUI6tu8gbVu3YQkGAACXckUAeR9u+wJMaOgpefz4sWzetEkCpkyR69euOXcBAICbWB9AtIhLz1VYvGixbNq4yRxgFxUZKaNGjJA9IbudpwDg3elsrC4ZA3h3rgwgenhT/qX1Ha9z9+5d8RswUL7/tqb8+fsf4td/gAzy85fGDRvJwYM0IgPw/mhBvJ6yzZHwwLtzVQDRXh7B27bJjGnTfNd0mRYUJDu2b5es7Cznif+WnZ0tFy9clMCpAbJk8WIJDQ2V0FOhcv7c+UJ3zwDAm9DgQfgA3g9XBZAjhw9Ls7+aSs/uPcxMRr8+fc2OlrTU1095xsbGmsZjT548kfCwMDl86JBZigEAAO7kqgCisx3DhgyRRw8fSmpKijkfRjub6lJMQSIjI825MatWrJS1a9ZK6xYtpGnjJjJ61GhCCAAALuWqAKJbcUcOHy6BAQGyfNkymTd3nmzeuElysgs+rnrdmjXSo1s3OXLosAz2HyQTxo2XXbt2Sd8+fSTsTJjzFAAAcBNXBZBjR49Km1atfIGiuwwdPNgswcybM7fAcxJ0ZiRwylRZtnSpL7xESLcuXeVsWLhkZGbIxAkT5eSJf7Z2BwAA7uCqAKIFqHqi7b27dyU1NVVioqPNMkxBRV96hsLSJUtl5PAREjQ1QPr7Aot+r56Q27tnL7lw/oLzJAAAcBNXBZC9u/dIy2bNZfyYsTJr5kyZMH6CbN2yxRzaVJDr16+bsNGudRtTQ3L+/Hlp1uQvs4NGd9UAAAD3cVUA0cPjhg8dJqNHjpRxY8dK/779ZOaMGebo6oLo7MjDhw/kzp07JqjouTEnjh2TuLg45wkAAOA2rgggGhwSExPlwf37Jkg8evBQHj18JFevXpVrvovjqgEA8BZXBJAbN26Y7qW9e/aUYUOGmlmQoUOGSId27WTK5MkFFqECAAA7uSKAREVFyfp162TL5s1y9MgROXTwoOzdu9f09djn+6rdTguTlZVlaj5SklPMTIoWsQIAAHdyVQ2Iuu8LD6tXrZalS5ZIeFh4oWfBKK0D2bhxg6xeuUqmBQZJg3r1Zf7cuRwaBQCAS7kqgNy9e0/8B/pJ185dpFf3HtKpQ0c5dOiwc7dg6U+fyohhWrw6yve9nX2/x0Dz+1y8eNF5AgAAuImrAkjw1m0yZdJkc6aLHrOvsxnaUr2wGhBtxz529GgZ5QsgA/r2k/1798ngQYPk5MmTzhMAAMBNXBVANm3caLbdavjQeg4NIGN8AUTrO15H6z3Gjhkjf/z2u0yaOEkWzl8gfXr1Nss5AADAfVwVQM6dOyd+Awaaw+UGDfQzzcUOF2EJRulyy7y5c03dyN49e2T/vv1Fqh8BAAAfn6sCiPb7uHnjpixcsFACp06Vk8dPFLkHyIMHD2TunDmydvUaOXnipFy+dMm5AwAA3MZVASQtNVVCT52SNatXy/ZtwbJ9+3a5VIRCUq0R0eWaFs2amdoP3b47edIk0xUVAHQrvzY7pKkh4B6uCiAhu3ZJm5atpEvHTuI3YIB069JFVixf4dwt2J2ICBk6eKjMmDFDggIDJTQ01Jyme+XKFecJAJ8zDSBxsbEsywIu4qoAosWjgVMDTPGoNie7ffu2RPq+FkZPzdXzY7RmRLfwThg7Tsb7rmjfOACo58x+AK7iigCSnp4uN2/ckKCAQJk5bfrf23C1riMpKcl56vW0g2q/Pv2ka6fOpieIzoIAAAB3ckUAuXzpsvTt3UeaN21mjuMfMniQjBo50izFbNy40Xnq9TSoHD58WLYHB8vxY8fMLEph23cBAMCn4YoAosstWv+xetUq0wtkz549EhISIhvXr5fz5887TxUsMyNTFsybbwJMqxYtpUnDRjJm1CizNAMAANzHNTUgep7LiuXLZfGiRc5I0d2/d8/UgKxfu06OHz8uhw4ekosXLjADAgCAS7mqCDVgylT5q1Fj2bp5izkR9+CBgxJxO8K5+980tOgW3OvXr5vdLxcunDfV7ho8cnJyzH2v0H8WL/3zAAA+b64JILo/X0/AbVS/gbRt1Vo6d+hors2bNjlP/Dc97Xb5smXSr29faeILLu3atpUh/oNkYL9+smTxYklJSXGetF962lPJymRGBwDgDa5agtFts2fDw+XI4SOmm+nZs2clKuqx88R/090zmzdvNue/TAsKksCAANNBVbfgLvOFGd1J4xWZvvChszoAAHiBq5ZgHj54aIpJJ02YYGY+9oTsNt1RX0cbC+Xm5pptvNeuXjUFrUcOHzZbeVmyAADAnVwTQDRELJg/X/wHDJSRw0fI7FmzZbCfvxzYv995omB6Gu6EceNMaNEg0qVTJ9POPScn23kCAAC4iWsCiBaOaiHpti3bzIFymzdulHFjxsriRYudJwp2NjxMBvYbIDd84UMtX7pMhg4ZYmZBAACA+7iqBkT7gPTs1l3atWkrrVu2kh7dupnD6Qqjjcy0+HTnzp3mWP7pQdNk4viJRe6iCgAAPi5X1YDoaZWrV66S0aNGScDUADl54oQ8K8LhUc/ynsmmjZtMN9XuXbuZpRstZKUGBAAAd3JFANEzX3aH7DYNxLTwdMP6DbJt61bTUj0+Ls556r9p3cjTp09N7w/tehp+JkxOh56Wu3fvmroQfF50K7f+d9c/DwAAd3NFANkevF0a1m8gtX7+RX71XS2aNZd6tetI3T9ry6kTJ52n/psGjflz58nmjZtl0oSJMth/kARMniJTJk2S4K3BkpfL0dufEw0gSYmJBBAAsIArAkhcXJw582XYkKGyYtkyuRNxR06fPu17PUTOnyv4LJhHjx7JqpUr5cC+/bJ86VKZMW262T0zLTBQdoeESG5OrvMkAABwE9fUgGRkZMjY0aNl75495pPsw4cPZeTw4aanR0G0Dbsu3+ilz+vX+/cfyN07d80OGO0RAgAA3Mc1AUTrOZYtXSod27eXEb7g0atHTxk6aLAJEwW5ffu2DPLzlxZNm0mbVq3/vvRU3Lmz55j6EAAA8OnppIBOMORzTQBRum02ODhYFi1cJPv27DWt2V8nIT7BzJhs3LDRFK1qLUnwtmDfr7fIhfMXTKgBAACflgaPqMgoiY2NdUZcFkAe3L8v69etlyWLFsvqVatly+YtEhMT49x9vfi4eHMEv56Me+nSZVNHQgABAODT07YYiQmJkpryfztUXRNAdPZj4oQJ0rJZc2nfpq20atFSunXpInfu3HGeKNjVK1elX58+Zvmla+fO0qF9e1OcyuFtAAC4k2sCSFRkpEydPEXCw8PNKbYJCQlmrChbKvft2SP+AwbIkSOH5dy5c3LmzBl5+OghjcgAAHAp1wQQDR1BAYGya9cu82tdJ7p3716RZjFuXL8uUyZPloMHDsiNG9fl6pUrnIYLAICLuSaAxMfHi//AgdK0cRMZPmSo9OvbV/r07i2PHj50nijY9WvXzZJNnT/+lNYtW5plnDWrVrMNFwAAl3JNAHmani5HjxwxsxjHjx6VkJ27zJH6RQkghw4clBHDhsv+ffvk1MmTcvTwEbkbcYcZEAAAXOqTBxANCdqELDMjU+Jj4140E7t3zwSJHcHbTXGqbt95XZjQZ8eMHCVhZ86Y7qiXLl0yvw8BBAAAd/rkAUTDxcGDB2XVipUyfuw4afZXU/mrcWP58/ffxX/AQHNCri6lvG455eiRo1L79z+kzp+1zRJOPd/XhQsWsAQDAIBLuWIJJiwszBwqN3rkaJk6abL06tFDxvnCyLgxYyU+vuDTcPNFRkbKrh07ZPOmzbJ7V4iE7NolV65c+U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</raw>
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</raw>
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</raw>
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</raw>
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</raw>
      </picture>
    </region>
    <region left="54" top="30006" width="305" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">POS.    1.1    GELÄNDERHOLM (seitlich)</p>
        </content>
      </text>
    </region>
    <region left="54" top="30042" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Statisches System</p>
        </content>
      </text>
    </region>
    <region left="306" top="30042" width="95" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="79" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">vertikal:       horizontal:</p>
        </content>
      </text>
    </region>
    <region left="432" top="30042" width="114" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="114" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Zweifeldträger Einfeldträger</p>
        </content>
      </text>
    </region>
    <region left="54" top="30096" width="492" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Stützenabstand :                                     GL    =     0,85     [ m ]     (vertikal)</p>
        </content>
      </text>
    </region>
    <region left="306" top="30114" width="254" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Glh    =    1,69      [ m ]    (horizontal)</p>
        </content>
      </text>
    </region>
    <region left="54" top="30150" width="128" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Vertikale Lasten</p>
        </content>
      </text>
    </region>
    <region left="54" top="30168" width="254" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Blumenkasten               0,15*0,15*15</p>
        </content>
      </text>
    </region>
    <region left="342" top="30168" width="154" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=        0,34    [ kN/m ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="30186" width="74" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigenlast</p>
        </content>
      </text>
    </region>
    <region left="342" top="30186" width="154" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=        0,04    [ kN/m ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="30204" width="186" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">angenommene Auflehnlast</p>
        </content>
      </text>
    </region>
    <region left="342" top="30204" width="150" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">=        0,50    [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="180" top="30222" width="71" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(Vollast)</p>
        </content>
      </text>
    </region>
    <region left="288" top="30222" width="34" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q o</p>
        </content>
      </text>
    </region>
    <region left="342" top="30222" width="154" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=        0,88    [ kN/m ]</p>
        </content>
      </text>
    </region>
    <region left="279" top="30240" width="46" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q v,d</p>
        </content>
      </text>
    </region>
    <region left="342" top="30240" width="154" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=        1,26    [ kN/m ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="30276" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Horizontale Lasten</p>
        </content>
      </text>
    </region>
    <region left="54" top="30294" width="368" height="53" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">Windlasten auf Geländerfüllung !<br />(ET ist nicht  im Gebäuderandbereich und    ohne Vollverglasung)<br /></p>
        </content>
      </text>
    </region>
    <region left="495" top="30294" width="240" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="240" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <br />   q wsn      =   -           0,29 [kN/m]<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="30330" width="183" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Verkehrslast in Holmhöhe</p>
        </content>
      </text>
    </region>
    <region left="504" top="30330" width="227" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q hol        =   ±          0,50 [kN/m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="30348" width="154" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Gesamthorizontallast:</p>
        </content>
      </text>
    </region>
    <region left="504" top="30348" width="227" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q h           =   ±          0,68 [kN/m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="30366" width="444" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(Die leiteinwirkende Holm/ast wird mit 60% Windlast Ober/agert.)</p>
        </content>
      </text>
    </region>
    <region left="54" top="30384" width="283" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Maximale Auflager- und Schnittkräfte:</p>
        </content>
      </text>
    </region>
    <region left="54" top="30402" width="58" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">aus qo</p>
        </content>
      </text>
    </region>
    <region left="342" top="30402" width="212" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">aus qh (sh. ebenes Stabwerk)</p>
        </content>
      </text>
    </region>
    <region left="72" top="30420" width="173" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Av  =     0,375*qo*GL =</p>
        </content>
      </text>
    </region>
    <region left="252" top="30420" width="273" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">   0,28    [ kN]            Ah=    0,5*qh*Glh</p>
        </content>
      </text>
    </region>
    <region left="576" top="30420" width="108" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">       0,57 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="72" top="30438" width="164" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">B v =     1,25*qo*GL =</p>
        </content>
      </text>
    </region>
    <region left="252" top="30438" width="284" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">   0,93    [ kN]            B h =    0,5*qh*Gl h</p>
        </content>
      </text>
    </region>
    <region left="576" top="30438" width="108" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">       0,57 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="72" top="30456" width="195" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M v =    0,125*qo*GL A2 =</p>
        </content>
      </text>
    </region>
    <region left="252" top="30456" width="310" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">   0,08    [ kNm ]        M h=    0,125*qh*Glh"2</p>
        </content>
      </text>
    </region>
    <region left="576" top="30456" width="121" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">       0,24 [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="72" top="30474" width="200" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M v,Ed =  0,125*qd*GL"2 =</p>
        </content>
      </text>
    </region>
    <region left="252" top="30474" width="344" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">   0,11    [ kNm ]      M h,Ed = 0,125*1,5*qh*Glh"2</p>
        </content>
      </text>
    </region>
    <region left="576" top="30474" width="121" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">       0,36 [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="30510" width="64" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">gewält:</p>
        </content>
      </text>
    </region>
    <region left="180" top="30510" width="157" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">RBFischer-Handlauf</p>
        </content>
      </text>
    </region>
    <region left="504" top="30510" width="235" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="235" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Legierung:    Al Mg Si 0,7 T66<br />                    (EN-AW 6063-T66)<br /></p>
        </content>
      </text>
    </region>
    <region left="216" top="30528" width="46" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">2013</p>
        </content>
      </text>
    </region>
    <region left="54" top="30564" width="109" height="113" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="207" top="30564" width="529" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="529" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">W <span style="font-size: 10px;">x </span>        6,80  [ cm3 ]                      I <span style="font-size: 10px;">x</span>             25,03 [ cm4]    siehe Anlagen<br /></p>
        </content>
      </text>
    </region>
    <region left="207" top="30600" width="424" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="424" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">W<span style="font-size: 10px;"> y</span>        22,37 [ cm3]                       I <span style="font-size: 10px;">y </span>           100,92 [ cm4]<br />  </p>
        </content>
      </text>
    </region>
    <region left="198" top="30654" width="427" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">==&gt;&gt; NW gem. EC mit Lastfaktoren sh. EDV- ebenes Stabwerk</p>
        </content>
      </text>
    </region>
    <region left="90" top="30690" width="224" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">NW gem: DIN EN 1999-1, EC9 </p>
        </content>
      </text>
    </region>
    <region left="117" top="30708" width="120" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">M, Ed/M, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="342" top="30708" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γM1  = 1,1</p>
        </content>
      </text>
    </region>
    <region left="495" top="30708" width="222" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o = 200 N/mm2   = 20 kN/cm2</p>
        </content>
      </text>
    </region>
    <region left="72" top="30744" width="252" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(M(O),Rd) M, Rd= W el*f o/γ M1 er</p>
        </content>
      </text>
    </region>
    <region left="342" top="30744" width="324" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o/γ M1 = O' Rd = 20/1,1 =    18, 18 [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="81" top="30762" width="222" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ x          =    1,67   [ kN/cm2 ]   </p>
        </content>
      </text>
    </region>
    <region left="324" top="30762" width="286" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">&lt;             σ    zul    =    18,18     [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="81" top="30780" width="218" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ y          =    1,63  [ kN/cm 2 ]  </p>
        </content>
      </text>
    </region>
    <region left="315" top="30780" width="298" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">  &lt;             σ    zul    =    18,18      [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="81" top="30798" width="205" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ max     =    3,29  [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="324" top="30798" width="298" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">&lt;             σ    zul     =    18,18      [ kN/cm2  ]</p>
        </content>
      </text>
    </region>
    <region left="180" top="30834" width="135" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">max f =    0,1    cm</p>
        </content>
      </text>
    </region>
    <region left="360" top="30834" width="81" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">= L / 1694</p>
        </content>
      </text>
    </region>
    <region left="54" top="30888" width="604" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">-    Verschraubung Holm/Pfosten It. Fischer-System<br />-    Abtrag der Horizontallasten Holm/ in die seitl. Stützen mit Verschraubung M8-Edelstahl<br />-    Eckausbildung des Handlaufes biegesteif (Holm voll verschweißt)<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="31077" width="242" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">POS.    2 GELÄNDERPFOSTEN</p>
        </content>
      </text>
    </region>
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      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Statisches System:</p>
        </content>
      </text>
    </region>
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      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">''Pendelstütze''</p>
        </content>
      </text>
    </region>
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</raw>
      </picture>
    </region>
    <region left="54" top="31167" width="89" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="89" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">V            =</p>
        </content>
      </text>
    </region>
    <region left="162" top="31167" width="109" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,26    [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="31203" width="83" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="83" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Vres       =<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="162" top="31203" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,46    [kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="31239" width="19" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I</p>
        </content>
      </text>
    </region>
    <region left="108" top="31239" width="27" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> =</p>
        </content>
      </text>
    </region>
    <region left="162" top="31239" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,1    [m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="31257" width="245" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Stotzenabstand l,eff   =    0,92    [m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="31275" width="83" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">w,q         =</p>
        </content>
      </text>
    </region>
    <region left="162" top="31275" width="105" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="98" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">-0,53 [kN/m2 ]</p>
        </content>
      </text>
    </region>
    <region left="306" top="31275" width="90" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(  Cps* q b)</p>
        </content>
      </text>
    </region>
    <region left="54" top="31311" width="187" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">Schnittkräfte + Bemessung</p>
        </content>
      </text>
    </region>
    <region left="54" top="31347" width="86" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Profilwahl:</p>
        </content>
      </text>
    </region>
    <region left="162" top="31347" width="108" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">QR 40 x40 x 2</p>
        </content>
      </text>
    </region>
    <region left="414" top="31347" width="133" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">AL Mg 0,5 Si T66</p>
        </content>
      </text>
    </region>
    <region left="414" top="31365" width="146" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(EM-AW 6060 T66)</p>
        </content>
      </text>
    </region>
    <region left="72" top="31401" width="74" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">A:    2,94</p>
        </content>
      </text>
    </region>
    <region left="135" top="31401" width="56" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> [cm2]</p>
        </content>
      </text>
    </region>
    <region left="198" top="31401" width="90" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">W x:    3,47</p>
        </content>
      </text>
    </region>
    <region left="279" top="31401" width="56" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> [cm3]</p>
        </content>
      </text>
    </region>
    <region left="360" top="31401" width="46" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">W y:</p>
        </content>
      </text>
    </region>
    <region left="414" top="31401" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">3,47</p>
        </content>
      </text>
    </region>
    <region left="450" top="31401" width="56" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="47" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> [cm3]</p>
        </content>
      </text>
    </region>
    <region left="108" top="31437" width="290" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">resultierende   Gesamthorizontallast(Pos.1)</p>
        </content>
      </text>
    </region>
    <region left="126" top="31455" width="170" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q h =      0,49    [ kN/m ]</p>
        </content>
      </text>
    </region>
    <region left="324" top="31455" width="132" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γ M1  =    1,1    [-]</p>
        </content>
      </text>
    </region>
    <region left="117" top="31473" width="168" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M qh =    0,05     [kNm]</p>
        </content>
      </text>
    </region>
    <region left="333" top="31473" width="168" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o    =    150   [N/mm2]</p>
        </content>
      </text>
    </region>
    <region left="108" top="31491" width="176" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M qh,d=     0,07    [kNm]</p>
        </content>
      </text>
    </region>
    <region left="351" top="31491" width="149" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">    =    15    [kN/cm2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="31527" width="176" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Ed =    N / A +    M / w</p>
        </content>
      </text>
    </region>
    <region left="414" top="31527" width="184" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Ed =    2,649 [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="31563" width="138" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Rd =    f o / y M1</p>
        </content>
      </text>
    </region>
    <region left="414" top="31563" width="185" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Rd =    13,64 [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="216" top="31599" width="199" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="199" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">σEd             &lt;=    σ Rd<br /></p>
        </content>
      </text>
    </region>
    <region left="162" top="31635" width="296" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">2,65 [    kN/cm2 ]    &lt;=    13,64 [ kN/cm 2 ]</p>
        </content>
      </text>
    </region>
    <region left="180" top="31671" width="233" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">σ Ed/    σ Rd          =    19,43    %</p>
        </content>
      </text>
    </region>
    <region left="54" top="31725" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="126" top="31743" width="110" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Normalpfosten</p>
        </content>
      </text>
    </region>
    <region left="396" top="31761" width="214" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Legierung:    Al Mg 0,5 Si T66</p>
        </content>
      </text>
    </region>
    <region left="162" top="31779" width="106" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">QR40 x40 x 2</p>
        </content>
      </text>
    </region>
    <region left="477" top="31779" width="138" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(ENAW 6060 T66)</p>
        </content>
      </text>
    </region>
    <region left="126" top="31815" width="90" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Ecikpfosten</p>
        </content>
      </text>
    </region>
    <region left="396" top="31833" width="214" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Legierung:    Al Mg 0,5 Si T66</p>
        </content>
      </text>
    </region>
    <region left="162" top="31851" width="110" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">QR40 x40 X 2</p>
        </content>
      </text>
    </region>
    <region left="486" top="31851" width="138" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(ENAW 6060 T66)</p>
        </content>
      </text>
    </region>
    <region left="153" top="31905" width="178" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">ohne weiteren Nachweis</p>
        </content>
      </text>
    </region>
    <region left="54" top="32148" width="319" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-weight: bold; font-size: 12px;">POS.    3    ALUMINIUM-BODENTRÄGER</p>
        </content>
      </text>
    </region>
    <region left="450" top="32184" width="250" height="113" color="#000000">
      <picture>
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        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Statisches System:</p>
        </content>
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    </region>
    <region left="54" top="32292" width="87" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Belastung:</p>
        </content>
      </text>
    </region>
    <region left="54" top="32328" width="251" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht Betonplatten, s = 4 cm</p>
        </content>
      </text>
    </region>
    <region left="486" top="32328" width="162" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=      0,92       [kN/m 2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="32346" width="252" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht unteres Abschlußblech</p>
        </content>
      </text>
    </region>
    <region left="486" top="32346" width="162" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=      0,06       [kN/m 2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="32364" width="185" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht Bodenträger</p>
        </content>
      </text>
    </region>
    <region left="468" top="32364" width="174" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="171" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">     =      0,04      [kN/m2]</p>
        </content>
      </text>
    </region>
    <region left="468" top="32400" width="174" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">g   =      1,02      [kN/m2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="32454" width="95" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Verkehrslast</p>
        </content>
      </text>
    </region>
    <region left="468" top="32454" width="170" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">p   =      4,00     [kN/m2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="32472" width="176" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">BB*BL =    6,53    [ m2 ]</p>
        </content>
      </text>
    </region>
    <region left="459" top="32490" width="223" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="189" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">g+p =      5,02     [kN/m2]           </p>
        </content>
      </text>
    </region>
    <region left="324" top="32508" width="99" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">1,35*g+1,5*p =</p>
        </content>
      </text>
    </region>
    <region left="441" top="32508" width="199" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">gd+pd  =      7,38     [kN/m2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="32544" width="123" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Lasteinflußbreite</p>
        </content>
      </text>
    </region>
    <region left="459" top="32544" width="171" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="171" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">  B  =      0,40      [ m]<br /></p>
        </content>
      </text>
    </region>
    <region left="324" top="32562" width="83" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">(g + p) * B =</p>
        </content>
      </text>
    </region>
    <region left="459" top="32562" width="173" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">q tr =      2,01     [kN/m]</p>
        </content>
      </text>
    </region>
    <region left="315" top="32580" width="107" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">(g d +pd)* B =    </p>
        </content>
      </text>
    </region>
    <region left="441" top="32580" width="190" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">q tr, d =      2,95     [kN/m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="32616" width="205" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Auflager- und Schnittkräfte</p>
        </content>
      </text>
    </region>
    <region left="342" top="32634" width="57" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">q tr*  I=</p>
        </content>
      </text>
    </region>
    <region left="441" top="32634" width="180" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">A   =B=        1,65     [ kN]</p>
        </content>
      </text>
    </region>
    <region left="324" top="32652" width="100" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">1/8*q tr * I "2 =</p>
        </content>
      </text>
    </region>
    <region left="441" top="32652" width="187" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maxM =     0,680     [kNm]</p>
        </content>
      </text>
    </region>
    <region left="315" top="32670" width="117" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">1/8 * q tr,d * I "2 =</p>
        </content>
      </text>
    </region>
    <region left="441" top="32670" width="186" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M, Ed =     0,997     [kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="32724" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="162" top="32724" width="143" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">ALU - Bodenprofil</p>
        </content>
      </text>
    </region>
    <region left="504" top="32724" width="214" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Legierung:    Al Mg 0,7 Si T66</p>
        </content>
      </text>
    </region>
    <region left="162" top="32742" width="46" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">RBF</p>
        </content>
      </text>
    </region>
    <region left="585" top="32742" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(EN-AW 6063-T66)</p>
        </content>
      </text>
    </region>
    <region left="162" top="32760" width="159" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I x =    1 08,04 [ cm4 ]</p>
        </content>
      </text>
    </region>
    <region left="450" top="32760" width="148" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Wx=    21,61 [ cm3 ]</p>
        </content>
      </text>
    </region>
    <region left="108" top="32814" width="220" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">NW gem: DIN EN 1999-1, EC9</p>
        </content>
      </text>
    </region>
    <region left="144" top="32832" width="133" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M,Ed/M,Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="378" top="32832" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γ M1 = 1,1</p>
        </content>
      </text>
    </region>
    <region left="522" top="32832" width="232" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o = 200 N/mm2 = 20 [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="108" top="32868" width="248" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(M(0), Rd) M, Rd = W el * f o/γ M1</p>
        </content>
      </text>
    </region>
    <region left="378" top="32868" width="315" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">f o/γ M1 = σ Rd= 20/1,1 = 18,18    [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="162" top="32904" width="168" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ d =   <span style="font-weight: bold;"> 4,61 [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="414" top="32904" width="215" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">&lt;    σ Rd    18,18    [ kN/cm2 1</p>
        </content>
      </text>
    </region>
    <region left="72" top="32940" width="179" height="26" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>max f = <span style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;"> 5 *q tr *I "4 *100</span></p>
        </content>
      </text>
    </region>
    <region left="126" top="32958" width="114" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(384 * 0,7 *I x)</p>
        </content>
      </text>
    </region>
    <region left="270" top="32958" width="120" height="80" color="#000000" fontSize="12">
      <text lang="pol" width="120" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">maxf=    0,30<br /> <br /><br /></p>
        </content>
      </text>
    </region>
    <region left="396" top="32958" width="121" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">[cm]    = L / 548</p>
        </content>
      </text>
    </region>
    <region left="54" top="33219" width="85" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">POS.    4.1</p>
        </content>
      </text>
    </region>
    <region left="144" top="33219" width="218" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Vorderer Balkon-Uingstrager</p>
        </content>
      </text>
    </region>
    <region left="54" top="33237" width="198" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">(gilt auch fur hinteren Randträger)</p>
        </content>
      </text>
    </region>
    <region left="414" top="33237" width="255" height="113" color="#000000">
      <picture>
        <raw format="png" 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</raw>
      </picture>
    </region>
    <region left="54" top="33291" width="233" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Statisches System: (vereinfacht}</p>
        </content>
      </text>
    </region>
    <region left="54" top="33327" width="215" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Trägerlänge: ~ BL-0,1 =    3,64<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="261" top="33327" width="41" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="33363" width="87" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Belastung:</p>
        </content>
      </text>
    </region>
    <region left="108" top="33399" width="326" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht    aus Gelander (ohne Auflehnlast)</p>
        </content>
      </text>
    </region>
    <region left="504" top="33399" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,38</p>
        </content>
      </text>
    </region>
    <region left="576" top="33399" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="33417" width="336" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht    GelanderiOllung (Trespa 0. VSG)</p>
        </content>
      </text>
    </region>
    <region left="504" top="33417" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,28</p>
        </content>
      </text>
    </region>
    <region left="576" top="33417" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="33435" width="282" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht    Lumonverglasung (8mm)</p>
        </content>
      </text>
    </region>
    <region left="432" top="33435" width="59" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">entfällt</p>
        </content>
      </text>
    </region>
    <region left="504" top="33435" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,00</p>
        </content>
      </text>
    </region>
    <region left="576" top="33435" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="59" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="216" top="33453" width="291" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="291" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">EG-Träger</p>
        </content>
      </text>
    </region>
    <region left="504" top="33453" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,10</p>
        </content>
      </text>
    </region>
    <region left="576" top="33453" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="324" top="33471" width="38" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">g lo</p>
        </content>
      </text>
    </region>
    <region left="450" top="33471" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="504" top="33471" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,76</p>
        </content>
      </text>
    </region>
    <region left="576" top="33471" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="135" top="33489" width="66" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">aus Pas.</p>
        </content>
      </text>
    </region>
    <region left="198" top="33489" width="184" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="181" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">     3                        q =g+p</p>
        </content>
      </text>
    </region>
    <region left="450" top="33489" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="504" top="33489" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">5,02</p>
        </content>
      </text>
    </region>
    <region left="576" top="33489" width="77" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m2 ]</p>
        </content>
      </text>
    </region>
    <region left="261" top="33507" width="136" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q d =1,35*g+1,5*p</p>
        </content>
      </text>
    </region>
    <region left="450" top="33507" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="504" top="33507" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">7,38</p>
        </content>
      </text>
    </region>
    <region left="576" top="33507" width="77" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m2 ]</p>
        </content>
      </text>
    </region>
    <region left="108" top="33525" width="132" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Lasteinflußbreite :</p>
        </content>
      </text>
    </region>
    <region left="252" top="33525" width="50" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">B 1 =</p>
        </content>
      </text>
    </region>
    <region left="396" top="33525" width="213" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="181" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(BB-0,1)/2  =   0,822                <br />B 1*q+g lo   =    4,88      <br /></p>
        </content>
      </text>
    </region>
    <region left="576" top="33525" width="41" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ m]</p>
        </content>
      </text>
    </region>
    <region left="252" top="33543" width="49" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q tr =</p>
        </content>
      </text>
    </region>
    <region left="576" top="33543" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="288" top="33561" width="259" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q tr,d = 8    1*q d+1,35*g lo   =    7,08</p>
        </content>
      </text>
    </region>
    <region left="576" top="33561" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="33579" width="205" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Auflager- und Schnittkräfte</p>
        </content>
      </text>
    </region>
    <region left="432" top="33579" width="114" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">A = B  =    8,89</p>
        </content>
      </text>
    </region>
    <region left="576" top="33579" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN]</p>
        </content>
      </text>
    </region>
    <region left="414" top="33597" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Ad=B d   =   12,91</p>
        </content>
      </text>
    </region>
    <region left="576" top="33597" width="52" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="48" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN ]</p>
        </content>
      </text>
    </region>
    <region left="423" top="33615" width="125" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maxM   =       8,1</p>
        </content>
      </text>
    </region>
    <region left="576" top="33615" width="61" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kNm]</p>
        </content>
      </text>
    </region>
    <region left="423" top="33633" width="123" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M, Ed   =   11,76</p>
        </content>
      </text>
    </region>
    <region left="576" top="33633" width="61" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="33669" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="144" top="33669" width="141" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Aluminium-Profil </p>
        </content>
      </text>
    </region>
    <region left="396" top="33669" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Legierung </p>
        </content>
      </text>
    </region>
    <region left="540" top="33669" width="127" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Al Mg Si 0,7 T66</p>
        </content>
      </text>
    </region>
    <region left="162" top="33687" width="106" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">RBF-RT2009</p>
        </content>
      </text>
    </region>
    <region left="324" top="33687" width="87" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Times New Roman; font-size: 12px;">h =200mm</p>
        </content>
      </text>
    </region>
    <region left="540" top="33687" width="140" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">EN-AW 6063-T66)</p>
        </content>
      </text>
    </region>
    <region left="144" top="33723" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">A=       32,00      [ c m 2] </p>
        </content>
      </text>
    </region>
    <region left="396" top="33723" width="180" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="174" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Wx=        134,31  [ cm3  ]<br /></p>
        </content>
      </text>
    </region>
    <region left="144" top="33741" width="170" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="161" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I x=    1564,3   [ cmA4] </p>
        </content>
      </text>
    </region>
    <region left="90" top="33777" width="224" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">NW gem : DIN EN 1999-1, EC9</p>
        </content>
      </text>
    </region>
    <region left="126" top="33795" width="120" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">M, Ed/M, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="342" top="33795" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γ M1 = 1,1</p>
        </content>
      </text>
    </region>
    <region left="504" top="33795" width="244" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o = 200 N/mm2 = [20  kN/cm    2]</p>
        </content>
      </text>
    </region>
    <region left="90" top="33831" width="236" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(M(0),Rd) M, Rd = W el*f o/γ M1</p>
        </content>
      </text>
    </region>
    <region left="342" top="33831" width="297" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">f o/γ  M1 = σ Rd= 20/1,1 =18,18    kN/cm2</p>
        </content>
      </text>
    </region>
    <region left="162" top="33867" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Ed =    <span style="font-weight: bold;">8,76 [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="378" top="33867" width="265" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">&lt;    σ Rd           =    18,18     [kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="33885" width="268" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">&gt;    σ (haz),Rd. =    6,82      [ kN/cm2 ]<br /> <br /><br /></p>
        </content>
      </text>
    </region>
    <region left="162" top="33921" width="391" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ  Ed /σ  Rd             =           0,48              &lt;=                     1</p>
        </content>
      </text>
    </region>
    <region left="162" top="33939" width="392" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ  Ed /σ (haz),Rd    =            1,28              &lt;=                     1</p>
        </content>
      </text>
    </region>
    <region left="72" top="33975" width="674" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Da der Randtränger keine Schweißverbindungen aufweist, ist die Überschreitung im NW bedenkenlos!</p>
        </content>
      </text>
    </region>
    <region left="90" top="34011" width="178" height="26" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman;">max f = <span style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">5 *q tr *I A4 *100</span></p>
        </content>
      </text>
    </region>
    <region left="144" top="34029" width="110" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(384 * 0,7 *Ix)</p>
        </content>
      </text>
    </region>
    <region left="306" top="34029" width="261" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">maxf=    1,02    [cm]    =    L    /    356<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="34308" width="250" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">POS.    4.2    Seitlicher Randtrager</p>
        </content>
      </text>
    </region>
    <region left="360" top="34308" width="329" height="131" color="#000000">
      <picture>
        <raw format="png" 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</raw>
      </picture>
    </region>
    <region left="54" top="34362" width="140" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Statisches System:</p>
        </content>
      </text>
    </region>
    <region left="54" top="34380" width="96" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Trägerlänge:</p>
        </content>
      </text>
    </region>
    <region left="54" top="34398" width="131" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">BB=    1,64    [ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="34434" width="115" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I, a=    0,30 [m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="34452" width="119" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I, b =    0,14 [m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="34470" width="151" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I, i = BB-0,1-1, a-I, b</p>
        </content>
      </text>
    </region>
    <region left="54" top="34506" width="87" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Belastung:</p>
        </content>
      </text>
    </region>
    <region left="108" top="34524" width="292" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht    <span style="font-size: 10px;">aus Geländer (ohne Auflehnlast)</span></p>
        </content>
      </text>
    </region>
    <region left="540" top="34524" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,38 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="34542" width="306" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht    Geländerfüllung+Sichtschutz</p>
        </content>
      </text>
    </region>
    <region left="540" top="34542" width="101" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,40 [ kN/m] </p>
        </content>
      </text>
    </region>
    <region left="207" top="34560" width="197" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">EG-Träger und event. Verst.</p>
        </content>
      </text>
    </region>
    <region left="540" top="34560" width="101" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">0,10 [ kN/m] </p>
        </content>
      </text>
    </region>
    <region left="306" top="34578" width="35" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p>g lo</p>
        </content>
      </text>
    </region>
    <region left="450" top="34578" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="540" top="34578" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,88 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="234" top="34596" width="143" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">p = 4,0kN/m2  * 0,4m/2</p>
        </content>
      </text>
    </region>
    <region left="450" top="34596" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="540" top="34596" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,80 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="207" top="34614" width="166" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">p = 1,5*4,0kN/m2  * 0,4m/2</p>
        </content>
      </text>
    </region>
    <region left="450" top="34614" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="540" top="34614" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,20 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="34650" width="86" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">aus Pos.4.1<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="234" top="34650" width="69" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">F =~ F 1</p>
        </content>
      </text>
    </region>
    <region left="486" top="34650" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="540" top="34650" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> 8,89  [ kN]</p>
        </content>
      </text>
    </region>
    <region left="234" top="34668" width="89" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">F d =~ F 1d</p>
        </content>
      </text>
    </region>
    <region left="486" top="34668" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="540" top="34668" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">12,91 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="34704" width="205" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Auflager- und Schnittkräfte</p>
        </content>
      </text>
    </region>
    <region left="432" top="34704" width="94" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maßg .    A=</p>
        </content>
      </text>
    </region>
    <region left="540" top="34704" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">12,62 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="34722" width="342" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">(am Auflager A wird Faus Pos.4.1 mit Faktor (1+la/Ii) erhöht</p>
        </content>
      </text>
    </region>
    <region left="432" top="34722" width="106" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maßg.    A d =</p>
        </content>
      </text>
    </region>
    <region left="540" top="34722" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">18,28 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="34740" width="158" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">wegen größerem Kragarm)</p>
        </content>
      </text>
    </region>
    <region left="477" top="34740" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">max M =</p>
        </content>
      </text>
    </region>
    <region left="540" top="34740" width="93" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">2,74 [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="477" top="34758" width="63" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M, Ed=</p>
        </content>
      </text>
    </region>
    <region left="540" top="34758" width="93" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">3,98 [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="162" top="34785" width="157" height="71" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">Aluminium-Profil<br />RBF-RT2009<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="34794" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="468" top="34794" width="214" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Legierung:    Al Mg 0,7 Si T66</p>
        </content>
      </text>
    </region>
    <region left="378" top="34812" width="91" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">h = 200mm</p>
        </content>
      </text>
    </region>
    <region left="558" top="34812" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(EN-AW 6063-T66)</p>
        </content>
      </text>
    </region>
    <region left="162" top="34848" width="165" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">A =       32,00    [ cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="468" top="34848" width="50" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">W x=</p>
        </content>
      </text>
    </region>
    <region left="558" top="34848" width="116" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">134,31   [ cm3 ]</p>
        </content>
      </text>
    </region>
    <region left="162" top="34866" width="165" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I x=    1564,3    [ cm"4]</p>
        </content>
      </text>
    </region>
    <region left="468" top="34866" width="53" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">A, st=</p>
        </content>
      </text>
    </region>
    <region left="558" top="34866" width="116" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">  15,00   [ cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="90" top="34920" width="220" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">NW gem: DIN EN 1999-1, EC9</p>
        </content>
      </text>
    </region>
    <region left="126" top="34956" width="132" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">V, EdN, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="360" top="34956" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γ M1 = 1,1</p>
        </content>
      </text>
    </region>
    <region left="522" top="34956" width="234" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="234" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o = 200 N/mm2 = 20 [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="126" top="34992" width="240" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">V, Rd= Av*  f o/(Wurzel(3*γ M1))<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="432" top="34992" width="306" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o/(Wurzel(3*γM1) = 20/(WURZEL(3)*1,1)</p>
        </content>
      </text>
    </region>
    <region left="576" top="35010" width="149" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">= 10,50    [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="126" top="35028" width="442" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">τ Ed =    <span style="font-weight: bold;">0,91 [ kN/cm2 ]</span>          &lt;     τ Rd =       <span style="font-weight: bold;"> 10,50    [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="189" top="35064" width="349" height="80" color="#000000" fontSize="12">
      <text lang="pol" width="349" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">τ Ed / τ Rd      =          <span style="font-weight: bold;"> 0,09 </span>      &lt;=            <span style="font-weight: bold;">  1</span><br /><br /><br /></p>
        </content>
      </text>
    </region>
    <region left="126" top="35100" width="141" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M, Ed/M, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="324" top="35100" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γ M1 = 1,1</p>
        </content>
      </text>
    </region>
    <region left="486" top="35100" width="218" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o = 200 N/mm2 = 20 kN/cm 2</p>
        </content>
      </text>
    </region>
    <region left="90" top="35136" width="240" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(M(0), Rd) M, Rd = W el*f o/γ M1</p>
        </content>
      </text>
    </region>
    <region left="378" top="35136" width="283" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o/γ M1 = σ Rd = 20/1,1 = 18,18 kN/cm2</p>
        </content>
      </text>
    </region>
    <region left="144" top="35172" width="181" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Ed =    <span style="font-weight: bold;">2,96 [ kN/cm 2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="378" top="35172" width="250" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">&lt;    σ Rd    =         18, 18  [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="35190" width="250" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">&lt;    σ (haz),Rd =      6,82 [ kN/cm2  ]</p>
        </content>
      </text>
    </region>
    <region left="180" top="35226" width="327" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Ed /σ  Rd             =    0,16              &lt;=         1    </p>
        </content>
      </text>
    </region>
    <region left="180" top="35244" width="328" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Ed / σ (haz),Rd    =    0,43              &lt;=         1    </p>
        </content>
      </text>
    </region>
    <region left="54" top="35379" width="257" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="257" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">POS.    4.2.1    Mittiger Randträger<br /></p>
        </content>
      </text>
    </region>
    <region left="360" top="35379" width="356" height="145" color="#000000">
      <picture>
        <raw format="png" 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IGRDIcFeCDiPNABcOSNAG+PFAxAZaqQT0D8g8E4CPzHe8NiYbdAlgAWwRwACRaHADpudqHenTq707JegMcBqXJUS/c0zoqiRSpQ+9Hj0S5bwy+0D6Pz3k8I451vCeCJ4HuC889H+rihzloVfMvtXcV2Ev9Gh/8iXwLoEHalyS367NdqRpaHO7xOXPKli1bEhBIUN5jQOgb1+E16h+pkqqrXrtefXWqlwzHpLN33nmnvL/5/awj0q37bwsAtMuzNrYSpnal3tI+bg8Jk2q+JvKktHcDaN/Y8EaCrrZTli4heSUgffZ5gj9A0g762fUBQiKvtbf+Jb982YrkQ2Xc8PqGBM03Api0qX562AES24TR6bTf/z5RGyMZBVTe5k2bg5E+TpXGGjY+jrhs8t6XkSdxGKF1CmIzEMFI/gcwnq3xehpJA8lNqDSCalwd2nsxkMbT8EBDg40ItQlT2DpYxZKWAJt7MOvUx6amfYdkZCoCMtpV4AAQrrryyhxl2RxIZWwFXwbDKH/FsA/GCOIbEBBQHo1sBNLgygmQSGM5AkXHAm70dGU2ehLBgToVjKTo+xcsmJ8dNp8b5Vd/njtj+vSUvHxHo+N3SSnEszEolcX9Qv91Vu9g55gS7wMCVFKqhPpWRuD8SYzqJB6ivWcBYSsz6qzbt3+a0tHEJiBpF6CLzHcaeMutWS6qLTD1PqP+qSefUuZHfRqxLzwvVJb7hyc4WkQtgWv3V2nPMOI3yjsnVOBGOygvyYedS3lOOem32bFJL1QVHVcev1CPkXaswO2h+FadXedWRsBDqqFyH3fMMTmA6eDqC7ghgFjxwaxZs3KdJQTAqay7d3+RZekTnXvHzh3pSaamGdgMjFYhoA3g/RFRv9dc1TXbiH2KKrkx6hQv4ON33g4Qiry61yeUhdTtG5SZdHVNABfeX7V6VUrrBlYDar8YtA0+AMUg7d0GcBK3c/rbeSFtaSM84RqS5EcBSOxFFSBpL9/fAKTlWcYPtnyQ5hLq6nvvvZvXHJYSUmPqSL/y29+clB/56ScxMkQnhvIvr305xNWPQs+/J0EKamNio4j77o3zC2Lk8tGYUKMagTAKcCNVqGSSE0a3PCnGX7++waBAi+3Hs24PQKLWYHwNQjzNLbyjQ1MnBGxu27otmfWxRx9LJgMAkyZNzO8wmgIHZcHIRPJN8T6jGPsYkNLhqB86vvdgYh0csTUZkXYFUxqt+vftl4380kurE8S2BBMaec47+5xkDh3RSOab1cvDMYLpsACVWkH1NIfI97kOs9sSWR1jSox01ulnZFk/DtC/OkY2MWCeSypSRtcxwIrABUiMqNTh7Tu25yhLQqVaUGHOPPW0tJEZADDlY48+mkytXYj7SLnYqpD3agv1RaoBxjqhTvy7AHCApOMZ4QG9zmbEBUji1CpAcj9bXAUIC0MKYxdiZLdULZuIjq1T+vYKkPr26d0CjvsCpEUxWLGtADffe3Lw6JOLnkwV7rJLLk1AQQCJRIimh5r8R0BaGoMG0PwqJfwbevdOXvOsM6K+tCMeufD887ONtZF2MwCqO+WmRhuIGoDUULMqQLKuE+nF2uB4EX/pE4BX27mfxETyMYCYouW89lLf+hYDPHsYwPLcc8/ukvVComQO6dunbwDSRykB6hNACK9eG/2zAUjLktfdS0IykOLVwxuQbghACpXtuq5ds8J0PGrSq6HrG50G3TYw1ZhdoddinEUh7pMKSA7zo8PoRAyPRMedcT9DLjEUsrcGJJVGinrh+ecTrDQiCeTz6NC33nJLdiLPIv6rfNesWf1SghspQMP2jM42NTrYntDFqWhVRwBI4i7EV+m4VweIYdwtASpEch1Fh8PgbAwaitfD4mFIIyu/+li9cnWORpgV87oHSBuBSB+YHjPo7CRJjMheVI3YOr568j4SHmPjZ/HcxTG6s4lhfAb+c0LawjiYn02Cd0T5p0Y9qE/XtQBSAJ16N5pWIHRrDA4YlzpA1PcuWwtdcuFFqZZ6v29VtqpcrQGJKqq+1RcVStsDJKEgjz/+eLYXQALauwOEDgSQSEgkKs99LtSrY359VKrqG9/amLYaxnqAamAjCaO9A9IXWV5q3sfbPk7JjyubRC1/RYAADxPSjpVa6h4dmhS5NDorHkXPB8/dFICAbwHFxVFHc4JnSIFXXH552msMRpMCMEk1BmbXsVFSOfGeusAH8lQpNpsEpJCQSLSezUbGwL0jvvGlGNjwu+srCUmbaC82V+dJSJdefHGU74Wy+f3N5fxzzisPRP0BbXYiIOo6Ejee9A7ahnfIA6SrQxtIQNqwISUqA/9hC0iMZzf06lP+6//9Z4DQVekixuzXxGimslQMzwxAUQGDYiSZG8wqj9kxIOajvhg1NCobiwYzAlCbWiSkyGt4tiXPpbc/F6K0Z7FT6dAqUOMCBx3PLhVG1lUhZrsfOJGQvvryqxwJq45AbcgRPzr0c0uWtBhDjcxdzjy7zJoxMztv7+t7pl0BoAFT4MnnrwF9w+dffJ7S2HXXXBed+90EJBIkkNbgpC2ABJyVn4QEUEgRmF9d6OzAceeunekutmoidzpJhNj/cahZ1gCiNvAauv/SUOWGxPu/itHcdB5gXUlIOilAcj/JDVM3gLJvdgjtxQOkjkmVvn1MAK3rdHrlRa0BSZ6EBYAZszkWrIHtGb8LQNLGBhNgXqlsByQhBT94J0BgHzvh2OOyjdUfdQQgaYd9AdK0UNt1Yuo1+5s8CUkn5I1atOiJ7HAM+pWExKlAKkNUc7bJRmddnu8hbbHZ6awGWEDD42WQ+jD4g0RD1VLfj8Zgh4/xHj6tAEmHV6+VtJSAFHn1T2WjflofnDTcO4DDs4AXo3oDkF5KScgg93K0FzWL9M4m5X7l81z8BZDwi2+8PsBRP1JvPSJvIGSwVpZKQgJIpCL86VveCcBmgjhsJSQNwBtCTWPRZ9+4LTqaDs1bAZCWBaOqAEDxaIzggCxVttaAFI3keew5KkwFtwYkv1NCCkZNCSk6rZGDhESEJQmowNGjRqao++n2TzM8gCTBBqBhjV5sSDoPKULHQMR2Ll+MqOOSODZv3pQqzOkhnmNaHZ9NgqHXe9i/MHX09QAGksyI/BbSWLdruzUAKSQ4TKUuWgBp2vTs7OqNa1gHA6KVDYrxuDKwA7r77r0v43zYQRhpP47reb0YfKkS26NcF4Ta4JsZ2HUUdYupdTBqDkDiKVIWdaze1DEG18EYonXgD6KDMJwDoVQhYtCgcidQxnNbA5JQAXUCNLWfuiMhsbn5//1ou0suuig7WVtAAuTfAKSmDcl96peEQxL+3W9/m4BJnVBG3wIE8FELIEW9V4A0M9Ta2wJEqLt2LKHWKxcJ9oTjjsv6+uyzXSk5CItA2pbXErGTDQxpe3d8u8FMG6l74SQ6LrsNQKCysVlyqOj0yqy+SKe8uEBA/FNrCQlAOCdPaubMMQDwzmaZ43420p7demTbkQrxOL4HSGxC2V5rX85yATPxUyQvgKuvCDng0MAT2peUpL6EEZAWvYOUiL/3Bkiepa4TkKK9DkNA+ixXjDzx+OMTkKhZAElFqiAVTvLQMVVAwxs2PTuFTmO3Ep0IQxm9d0TjEy/p4e7fvDlGlqjIBKT4jVmoKwBp+LDhOUJ4LtsIw7COM2nipBYXLVFb/IVO4x4NREJyD2mLpwwBJI0MKHU8cS6Me/R8HZ/URgWiCt4dYnVDklmYXiudXQOyQRlNSUgVIOn4xHCSFpWNJFJ1du8nIemsOtLIB0Y2nzu/ZQF7zwV07Ey8LhiXdAhE2JCAojJ3j/exY5AsdD7u4507d+W7qIbex6hNulPGyqhNnfEsE6SpRtqLJMCozZs18JaBLQC8T0AKCYnHUp2+8MLz2VmVwTfz2N0fgOq70ssWAEd9Y9j3/S2AFL8RyYqEQnUHbkBE25MmqLsASTuKRSIJIMBSqVYCB0mkvpfnkq0kVdSQCH9zwokpgakj6k+lIlNJK1sg1d3340+AlOAS71M3gAcIAKQzTz89B1Yd+cqQUG4fOCjeuTttNTq4e9oCEknGvWyLJKQ0asfzgIhwmV0BnCQ17wFIb4cEJOarLSCxzRoYDXLUPh7hFSHNpYQUAxOTBV41wGljNqRxY8eW7t27hQT/RYKyvtoWkHjsrrj08nQiHNZetn4BBieecELpGh/Ja8P1b+QnUmpAqE99cy31gwRi1MJEOh9AEqwFLEgOxEuAAJA0QO9evVN8lh8cIzGXdQOQ7k+xFoMPjvt5v3Q2YjOxVwMR9xOQQtIgqmtUEpLGAIIVIGFeDahcjKEYaVM0uFHslJNPThD1H9cvW83Xeyw6Py87xZ6v92QDylOZGhJSQ2VTVgGBRrL1617LTqUDkBJ0TiCizEZbqofOorOzGznP3QzQSVHPP/t8QxUNQFIfVCOqpnrViTwLOJIs1Dmm9K3sVL73uWefy6BM72B4p7IBJJ1Ep9Jp1dmVl19ZRoWUSboFZg/Es9zzXYCk/ZRjabz7jFNPLU8F01fqCE8kFZdalmpp5AEDNQdQcUa0qEwhofgWoAsQDAaA+K0330q7zYRoL6ApfIQBGQkTYc9CaUMKsFF31OwrAhC5+TdG5z8peNTzSTXXdu0agNRQ2bR9ZdTmEPDsyk7HNulZ2rR3z175TSQ2UjNXOs+vDm1g8S2ez3WujPsCJHZJQPHWxgYgsY3hRfWHj4EF00VuZrAXCckzrrn6moxnAkpdr7w6tQbv4PHDV0AYP5D6PwwpX7t3DxAD1D95QPLRDJk6IUBiaNbgGoToinF4A1zLE8RjVQESxtaQ3PYYESABCd4JDaEBiLeYQ6UZ/YBLAlJ0FJVHkjCKk6w8a8L4cTlqWHuZ21xIgo5NwqL+kZAACq9W61gUYOdZGpdq590YRgCie5SZhFR5s8QFjRk1JkFAmaimvIQr04Z0bQIS24fREDBWgATc1BPDIuDWqe8PcMWk1E8qFwZVF56r47qe1JExLgFOOqlyqUv3i2XRKTAQFYRUpryArpJeRLmTBBKQooNhSqDP1iE4T11hamqleCH3sEV5fyUhjY/BArUGJDFHVGltQqo5MyS3HADi2Ub/SmVrcfvHs6Y3Az0NRtrA/erRc0nKnguQzjjtjKxPEhLpUkSxzk7l0v7IQEBlRH8EpC/KXOAWIELa2hy8A9zSOfHp9mzfypBN+iVdoxZACkkdz1WSF5XIeYBEomS/EyvGTsZLJnZKfQNXbb83la21hKQdgaznkSK11+dxPx6kTukr62Kw5SxwbwVI6tQz2EUN+EALANIEgFC3uMazALpBwiALNGdbBTLaCyDhI20v7xsBkmsEbwIkfTUDIw9HQEqjdnQ44rBKygaLhhAta/It5kkJKdQVDcY9TyqST5VtYcOGpPK4HDGLKRHcsgDk/fc3h07dPW1QGkalkmAqQCJ56DgDbropmQpTk5R4ija9uylHNhHRPEEas0eof9zYrmNzqlzaVLbKhiNCGTgCJGoHCWvmjOnB5PYAuzFtT8psxGdIbgDSkw1VY9fOVId6XNc9AQlTMqRT49RBqmwBSERyzxoUgAR4NL56VJ86DZAnajNaswkkI8XIplwkJKApGJWKwSODqdjtgI1RWkdSx6RFnf3zz79IG5SO61lZxiiX0VN7ASG2BSqwqQTsVu43UDRc34z487LOfa82BEjKDpBclxJStBPXM/XQtta+l+SX7RLtasRHAhUrqYbKVnkrBdUqLwlFO5jKQEUhDfAmUbNIi9p7VDOY8luBkVF3PA1L2YCiToEbPiTV6IwkHh2SaoN42aoQAt+ID9mggDbVF5nGZNBDeI6KO3fe3BwctBvQ13mFtOAxIGi6FJWRpK3MPM/q95NPPs22B2bqT9tV72dLBJbqW7vQGgxGALlv7xuSHw3CBn8Drv5meknVD4RskEh9o8GEiURZqP7eSYKX11eVl/dbWAwA5X288rIrchBlcz1sJaQbgjGP+tWvU6RWQXRjqo0OCKk1KtRVSVSOyoZDPzbCY1YdBfAYmcwTExvhWVKP7t0TyeWpGWJzMJmAQTq0SmNTyFEunsVQzQvx0UdbYzR7JTrIOTlif/jhB9lgMwIQkMDGCpBE3bKFUaWMNgyARg3AR3rQAQHSTf0HtIzM84IhqTOIOmQ046Vj+LwjGFR517++PjsIcRhjkmRmxIj8VTCcTkQSIVUZrb0fIz61uBFCgFlfeP6FeF/DS0UV1imq0VOQJaDd/eXuLG/V2d2vboATG5Jyff31H4LJnk/gqJhdRwKM2obkZlT0zTo+Q7HrRHPrbEhn5RlE3ntjtIV29O1VpLKgwd+ffEoa09m9SBXalmfwwWBwXqtPY9BhQCfRqSOOAeWlSlGzdKL339+Sbcaz5vmkbuUaPnx4qtHUj0qKpNKqL53eFBAdmmTLiM8eY+QHaqbtmBriP2AMBPARdUa9uJ/qpl62xPvZ5zgR8LFBhKud4VcZ2ckAmlgpAOQ69kLgC5B1aOBkPhmQJX0CRLFk6rkKJXkupFbX4wW8asB1z4plK3LAIwXzlJJ6LwkQNFeRPYiEBuDZzMyLM2jxruJVktTMAFmDsoHdO8XPnXXGGVkm7cFZMGvWzDTmywuBGB/94beh6XgWr6n6wQMdRR1n1I5KFAwHdalZbBFUq9dCRSHVmBYCRDAPQGF01vgYqTJwk040EpROG1IgNRAitlO/AAbkxngqj5fJPVzv7EjEXBVoJMXcGXsU6D9nzuxy1ulnZhAbsZvrE9MSo0loOjtJxghNvNbRqTlGQKM81UgUs46pwQGKdxlpqT9GMBIbvd1ozh7BRsQ9j4mUVb1gdCOxDoYhMNmVAbo6T+UN8s75AXyARV14H9BmYzC1xRQMTCYSG7P+PlQQo+G8AAoGbnYgAYm3BgCRAIAoCazLGWelR0o7iTfSkagY1f0647FHH5MdjvRnioVnue78c89PKcfcNGqSCaWAPDtO81kC9jA71Uxk83FHHxv1wsZzf7zjd6kqieG5PNQBsUBUcPXmHXfcfkeCBhVf+7mfIVnbMPSqB5IftREgMeaS/tSJeXLe70j64DonLaTdKgZBgGdg8o08kAzReNGA4lne437zCUkpwMR3VRILID+nS5cEe2oVoFCH2q9v8DHbHA+k8AfOFqojG5BnDIuBBs8YmDkSXKds2labGqQclc0zB982KO/XP4C48wYCPD58mHq9JQfs224ZmJKLgVA58B0J0YAG2MeObqwEQPrH08I3OAzkfZ++ZcK1PsJB4Lz6cA+Veli8yz1ACagSFjqKOgSQIKjRFDLrrDxNdFjuw6ywaIjL4zxxkS0J4zBSy1979TVpfB4WjEwPN9lVR4HwOif1hF1G3v0qSjAfUDI6mn0N+Y0ubEOu8X6NSBLS0XiljGCew82sowyI/zG4xsc87scg3ks90aGB081xZBjE1P7DEJhdRyIRsHX4HgypM+iQOq6EuQCfWA6MoOE1uvM6gcBD54fHPRgMuJGWxgZT+B8DJxM5H0yHQdxr5OLClTA3xnKdb7jrjjtT5HedWeWj4xrvUFd3RF1guLmh4vFk7SuxoQB/ap9j5kPaScNvSJMGEIAL4IGsIzWpJV+dDylXR3h4SuOogxjN2XiM8kCVCrkgwFQ0PRsbG5ejjkCKIH1QTZ2T5P2X50OKJfG5jrRF0jYwOO9/6qeye49Jsr4H2EskhvwvAF8e8MvPrvJxT5UnDRmgTNuRSBjex6lQlYdqKMk7ZyKsslFlGZBNV1Ee9Us6lth0Wud5Wad7ftQze6Z3sW0ZcOe5z/vjN/VWvXk+G5nvIdGTIqn3zqurKi9lPq5RNwZJ36O8nm2SN8+gNhsRfId/ABR+I4l2JHUIIEFQIi0RHiOo/NmzZ6V4jwk0asUYmY/KnRO/v3U+JBm/KwaR3E9lwWyezZjHJuO4NtQXxkXSmJCC6ry8Y/4X1/i/9T3yPAtZhua7NHyWAWPIx/mqLC3M21LORt6xkcfMs1MaIYL7bmlvede4B2BhgieirryPIZRqhRmmTJmSnVmeSA5EgA7AAy7ACuD4zYaS/8Vv+db/VecxF/AnMSQQBkBSUYyS38gHKHpX67z/qAc5Zy+AE4BbXcCgwc5CtTFo7C3vaDUAeaBPonA/4DdgsAGRQG7O44BmfkCC+17zkeSr31VeEr3eWI6kW0oSbHmkGi7wc89urAJBdTFgkqxIc2LTJBLjd+XFCBlsGeeFopBQmSbMKfxW8vxmXqCq+zhUzjjt9LRDWqbHqqpH/1o6qnn8dUaj//H3Uc3fzfNx/bFHHZUaCPXNKhQkW0m+9e+WdEqb363OmVEhyXumdcxOOuHEtEcKsRCIeuzRR2csmT7XkdQhgIRMXO1zfe9kOqK3BsAMGk7jt6RQK/aVJw6ffaZ0VuQbzEC3pgZVx4pZWvKtz+8v30yepWGPPeroctSvftVgkBYmaear33v575hgDg16/LHHlqP++1dxPC49jAznZoBTyaqEIb/x+9xz8zoOAPYE0b5VHVhKBcNSbzCZvPmB1CdlpVIdSHKfOVsnnXhi3udbtQN3cKZoF22jo8k3jvtPF4T0quzqz6ReHfZAknZ1/+XRmaneJEqgRKWnPuWxddrbuVYJ2Hzj3Hc8w5pLrm+dWl/n/9a/v5HiGaL/SapUM8DOzW+1A9LDQ5Mn5++WY+u8Y+YdW/9udd3+UvNanmPLzQi8ZeQX4+fYOjFttD3XNrkm733xxcbvZp5ZI8/Jr1zZ+B3/MYkwq3QkdRggsfrTgRsjYN+0NRgV2QqMkI1RsnFsSa1+N/7rHSPnjRmzM6D/jalD04upOdVx/IPNY/U7jvlfy//Na6rzLddWqXGN/xi+qQ6TJkgT95uEIkycEPdNnJgiLymGPk5dIUUxwKa4HKNKI4XaUeWpIlLzfEOtoJY0fj+3hBoSqkrzfF5D3HYujqTE/C3f5nfb5D9MhQH9XrfutfSkseUxqkvvb9qUhnfzsEz2JJqzveWxmZw3r+3ttxu/N775Zv6urudullrfs7f0xhsb8tlsi1u2RIojRuedYlDetnVbOj54Dh3958iZICLd0W/Gb3mR5I4Sz5nrubsFcVb3eq58PiPOV9dL+W7/R8rf8X+jLG3TpxntzNtn6gk7p+R5yqK8+U2R5D/a+lHGBL0TdcQmyUMr0vrdd6O+4xrnG/XViB16L87vM8X/vGqk+Xc8671N2X48bNkmkTiO2FRJ/rx57Kg8bQz4K1esLC+vWZvOChoDYzkvoevFY/E2vxlHHj/3sKc6ihW0GKJrPN859/DKdgR1GCBxD3NhvrcpKn/z+5k0CKZP130kFaminXf0oT5aZYtg1lgaTqW7X6PzhiRjNRnPQleY0H8YTzyHZ7mPi5xXTZi892lYQX+8JRqzalDP4klyjcA/XiJMqZHc35p5W6eKkbwT8zuXjB15z8G8W7dtzbJ4ts6ogdWBvOf7LstPYFTfi0l1VvEorvNMzK2s6sY9gjnlPdO3qa+WuvJNbVIjwG1D3lP9di1QMiWAeo3hzGUzkKwLRs6RMZJRUeLuxsAYkurLI0fN5aTA5NTgvCY6g+dJrq9W+GxJcS1w1Cl4p/yuOkF2gLjGc3inxNnIe5ffIqOVsRr9gblznCPOyVsvifeMZ0+gp46X74rn6qCkAGUVG8Xmw0EiFEUZHD1Dh25dprap6uiZsvyv5z3qLcsdzxeKQK3lNPFO5fA/zcERuKhrSRto32zbfSR8YrCowCNT9C/tiB/wSsU76jDBLq41WOB7ZQRMznt3NTjgIX0AACsDfvZsfOc/g5VzFc/rKwC4o1z/HQZIQEIjqXCdQWWoUI3JLe+jNR4QMnqoSP9hUh301WhA9zVG5LfznN+Yxv3rm8/xOztRk6lEQXvuq6+8nMyisf2vEzlvbWUMXjGDa4wGnr127ZqUfNiFdHD/a0CNvbfkf893rUZzTmevgFcD56gY/28MgPEuIxyGUFbngRr3f4Ox1+d/6qQCEIADhD1H3VTvka9GyUbdNEIIWpi1TXK/1PocEHc/ps5j8xzGS+CKJO/9mFabAn0MKTQAcwJgi87xlsqTHoQjSKb8SNXvKgkFkNqer1L1f8t1zaNRueUYyVEygFT5/K/VtUI28tjm2a2vb/3ulvtanfuupGO2TuynQNl8PfPsgKpQC46e1scqWRu9I71Whxt1GCBpLFGmVaNrZI2R+UgaAyNpxD3SHqmxAH3jd6t8yzXRmJLGbB7znN/N1Pq3hm6d9nZOqgiAsm2w8wharKmm70vAneGd95c3+ZZbbk5JvqYDow4DpMONSAZiW3iiRAubiFszUk3fhwy24n949azPRMLkWTQ/rvXAV9O+qQakIFMCuLDFM1VGyj59eqeBuqaaDpSEt3DirFv3avNMYxG367o2Niuoaf9UA1KQOCDzzNa/tr55psFI4lYYYGuqaX9kOeY+vfrk1JLWRDLi1RXWwB5X03fTEQ9IPBK9r78+p1e0JvYmUzGEKjBs11TTvgjQCMwUVMpW2pZ4dk15EVjKtlrTvumIBiQeIwuCVSsxtiWqm6jfXMDsi28zWk01AaDRo0dlZLhwj32RUAPz64Qo1LRvOmIBiQQ0cfz4DLzk0t4Xccdb1sHE15pqaksWorPKgLCS/dHUqVNzBQChGzXtnY5YQBIZLSJc4N3+SFySXWzFCdVUU0X4wSwE8xgRe1HbkJPqN+K1JXGb7C3kpaZv0xEJSBveaCxZYoJuaxKkZqH/Knaqip+iulk2AiMJAKypJiBjxYWzzzqrWPzPjHlTh6pk/a7Wv02cdo25c9aZqge3vdMRB0hsRVbNs/a0RfMxSzVh0dId1t6xjo04pGrm+OBBg3P9IrOzTUOoqSYBvVZZtCpDrg5haZBIs3K5kFnFGuvikWZMm5bzGvP/GTPyt1UwzI2r6dt0xAGSSG7zmMw1wkxGLdvUTH20sXBaris0enQuGCeZQOs6a9hYgK123dZ0IDR21Jhcc4qUXdOB0xFrQ0KVni9Vv83AX/L0M/m7ppoOhkwst7A+idr8wZoOnI5oQGpL7AIWMLPNzZdf1fEiNR0cmXR9/DHHlv/1z/+cC/DVdOBUA1IrMpvd6n9WzbMCQE01HQzZNODv//bvyl/86Z/lksa1R+3AqQakVmT9n//4t38v/xDMZH+170sYz2xvKxPUdGSSJVh69+pV/vavf1l++fNf5IqndaT/gVMNSK3IypGY6E//5H/mGs97mwbwXWSv92ozzJqOTAJIdi+2UaPNH6ZNm5aS977I+lFi4njmcsH+OXNynawjlWpAahJDpC1y/u1//2v5l3/651zn2eJwB0rcwBa6t562hfgrQ3lNRybZMcaWXry630VWsrQRgNgke/DZmceWS1baPBKpBqQmiU+yAqXF283yf/nltbkUyYGSdYetCT5q1Ki0G1jlsqYjlzhHbPm1P0Ayufvii+y+OzlVfnxz8YUX5rSmI5FqQGpD4pPsu/Z9ycoAw+69N8Vt+8pVO+H+lMj6zHZ+3deMdUvd2musjtX6IyCRnL+L2JdsDmqbqvc3b8r6taHnkmfaP/QkQ1ya+c5KNSC1IeqWrZ2txXygZH1p+4/ZKUVw5YXnXVBsUGkJ358S2ROvZ48eqd7ujQARN7d1xY90OlBAYl8CQOedc04ZMnhwbkZqR1yhAwdL1pW3mUBbs4GF/O1es6/26wzUaQFpczC1hegPNR0MIIn8ZnOyjrKJlqMeGJEbEK5evbp5xU+DTIGw8sG+GNo8PwzP03ik04ECkqWTbfFuR+PtMbDh+YE335Lz5A527SSzD2yx3lZdJMGazrJq1crceWfP1x23R//BUqcFJFM5TEisZkq3pRQ/O8Bw/H0BSee03/r9993XPNMgz7B9+E9p6gBAYl/bFyDpTLb+PpClOH7qZBPJAwEkE7ft72+78Yqsv0XCPlhJRr8ZPmx4ANI3+471mrpde23p39dmmTeWhfMX7Ld8h5o6LSCp1IkTJnwL5QGU7YzsW29f/pfaebLr9wUkWwcBniVtFt4y7+2uIUNyJPqp0BMLnyi9el6/z45CMrI9dx32UHKziAMBJI4Tm6eSkky+ZUuym/CsWTMPesAVQmCL9bZ9x4KEBpRZM2aWxx59NDdi/a61wH4M6rSAZJM9+8m3lZCMKBpt0MCBuW+7WdXtSd8XkDQ6G1Jb8RojUmG+OkixuzOSdcatDf3ZPryPAOn+YcNqQAoyIdtOy/uLZfO/Nd3HjhmTg7BVJ6wi8EOiu9n6hB20JfvoWWqXmmjvP7Yqm0l+X8p9+rZs6RANpdMCki2tc9ePNh8tkExj05G52QUwticdjA3pSCEdpU+vXmVXLSHtl2yjPnb06B9FZZ/7+OMxMNzfsjFoBRx2QL7skktyNYuHpkxOcDoYjyhzytjRYw7axvVd1K6ABHmJ9d8VmXqgNHvmzDJl0uQUaVtLSSp4yO135DIhNuQT89OeVAPSvunZJc+WAf37p5iP6S3v25oAEmNuDUgl3fcjR4z4UeaxvfD8CzFoT0sHy4Rx43ObL6QsymRqi9AWpo+DkXLsPWedsI4A23YFJO5GXhhbwvxQWrhgQSDx1DJ92rRvrOwI9alrDMmWoLWgGqmpvagCpD1fNfTvzh+5cejI1t2mOViKdezYsWXp0qXNfxq0K9ph1Ysr6zikIAOzAZPdBum8+3LQtDex8e3csTMBZ8H8Bd8ADqBkQCE8HKzKRToyq4FZwrPZUfcXAHqg1K6AJNzdHB7Lc6p8AGVuz8GQ0dYe9gCJAa4ilWjP+2eeeSZXbxR6f7DeiL0RQBpy++DyXrz7uWefLTu272j+U1NFmNqmiBte39A8U1NbWhSAZOVRgPTiihXl4SlTfpTlj/XD9rb1ACSLz+3cuSv755TJU9pNfWtfCWnty6V7SEiCsmbNnFXuDCnmh3qZ7NBgS+JDRZMnTiy9evRM97XJtp/taj+w+6mQ0VDn+r6Tj48kssKoNdgNnFddcUUarb/8idSX/eesSf/Q5IdS9Vu37odrRBW1KyC9tu61DAi8vkeP0qtnzxgZlh8yMbW9aMqkSeWE445PXdsGfzXVdDDE3sbFLnp/UvBUZcfpbKR/tk0GHOpY29RQy/6Qdqmj/vtXORF4xfLljQe1E7UrIJnHdebpZ+ayC9S1w4247/v17ZtLiNDBDzXtTbT+wx+I3N9kGMxBRP7yS8dDl7yXVMRuIKkjdbY91HKqOalJYmMC5kI0MoXa4neeb/W7/dK2nJS68a2NZcOGDenSZiNhdF+7dm0Gav4xvdKSx6PtnRj0lYGXWKcVX2Q6zfLouOyiXPwcAtITCxamfdR5KnCu296R6ckn832M3bb8ZvimfrVNAMcUqNZJOEK1e0rXq64q//6v/ycEj57lsUcejXp+vcmtP5x+ECDpHHRkTLht69YyauTIcvaZZ+XiZgzNjF1UNv9Ru95++52c3bz+tdfSzsT+g2n87vAU71mzZk0aZe0iyj701OKnkjFXrVpVnnn6mXLbrQPLP/7d3+eqkU8seKIsjkZbGEzT0WnRwkWphw8fdn8Gg86ZPSfPY+p777knI3e5cYU6PHB/XDN+QmMTggkTD2lSnjGjRqUnjaeF8f/Gfv1SfOdcsAmiOCX2Bd9CynQUjyM+6b74lvtCFR52z32RHNsveT/PjwFFFPLQO+/OsBCA0LN7j2+k6yOZQnFP1KspGve0U/Is3yvQ8dijji4nHn9Clsm72JM4YXRi2oN0Z9TT0LvuKrcPGpQTs6vYu45MQhFGPvBATlXRJkPuGPLNFGUSFjA7QAtwOUqAVOp3Q9/yd7/8m9SEZs2alWD71pvfP5ZpX/SDAIlL3hZCN990U24TdMyvfl3+8//+R7oVRS9rAHFC9ExMK4hRxetkt9w0ICcV2m4IY9iaqCOTdwyOhteBRHirWBNFdZLbbr21/PY3vykXBRB1Oevs0iVAVej/yOh0Im47Po3ITquc90X9DI8O7/x9ce7uYFh7winPqOjgOjn7HOawmNehTN7p3bmtz4yZWYc3RzvOnjW7zJ87L50PdmcF+mKWtPP8efPLK2tfzqBK9S+KmPODnbFd0+oqrdrLudZpVXqfLFHMG2hAdWyP5FlLX1gaalrfYn0jYMQrTDL0X0qHpMRPHD9Or6Q+RMpkq/xi9x/3A+yoRMJtnRqS9jfTvozga1a/lMBv3qZB0j6G7U0/CJDolM8uWVIuvuCiDEMn6p3X5ZxkStLIyhdX5rKwjnaIJcpWwVrEaoxhDSLnDkXaLMW7M096C6lt3bp1KRkZVd8MJiUJGPk/j8bTMK1VpY5KexxTNYv3tX5n5J3rjKEHOredNYjxeyPeSuD+Sqgwu6MuSX7nnt0l+eKnTIsWLcqlaObOeTynbwCBnwrpx88ueSa1m5dDFcaj7U0/CJDYFERNm1cmLP3dd95NkY/L/HAhdi9681tvNBb1nxQdB0BVcUg1fZuMosuXLs0gydaTQitatnRZ6Xr11TFQXZgqsWkGvJcmdgKynzKRePSLJxctTumxPYKEOwt1BAC1pR8ESBhzzUtrWtYA9pvUQRQ8XEhZMVFFdaT2/qmSHKlorWPE0MaNb+fyGePGji3dr7uuPP/cc3meTfGeUOFIzEcCzZ83L+1VJPGaDpx+ECD9FEm8CHtXDUj7p0cDjB5pA0hsTBedf0Ha5X5zwglpM6y8gkOHDj1iAGnZsmXpALDkR00HTjUgtSHGV8bbWmXbPz3y8COZkFnjIuffeGNDxuCow57duocE9VjaGtlScpmWDliatTMSGyTvc0cYfn/KVANSG6qCwmraP5ECJGTu1uBBt7dM4yERPfXUk+Wdtxs7tzDcL168OD1uNdW0L6oBqaaDJuDdiN5tROnPmD7jG7Pb/dfahez3oTCM1nT4Ug1INbULcQ6QjloDUE01fV+qAammmmrqNFQDUk011dRpqAakmmqqqdNQDUg11VRTp6EakGqqqaZOQzUg1VRTTZ2GakCqqaaaOg3VgFRTTTV1GqoBqaaaauo0VANSTTXV1GmoBqSaaqqp01ANSDXVVFOnoRqQaqqppk5Cpfx/qhXbC0e0rbIAAAAASUVORK5CYII=</raw>
      </picture>
    </region>
    <region left="54" top="35415" width="140" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Statisches System:</p>
        </content>
      </text>
    </region>
    <region left="54" top="35433" width="96" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Trägerlänge:</p>
        </content>
      </text>
    </region>
    <region left="54" top="35451" width="44" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">BB=</p>
        </content>
      </text>
    </region>
    <region left="126" top="35451" width="81" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,64   [ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="35487" width="143" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I, a =          0,09 [m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="35505" width="143" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I, b =          0,14 [m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="35523" width="151" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">I, i = BB-0,1-1, a-I, b</p>
        </content>
      </text>
    </region>
    <region left="54" top="35559" width="82" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Belastung:</p>
        </content>
      </text>
    </region>
    <region left="108" top="35577" width="106" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht </p>
        </content>
      </text>
    </region>
    <region left="216" top="35577" width="188" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">aus Geländer (ohne Auflehnlast)</p>
        </content>
      </text>
    </region>
    <region left="486" top="35577" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,38 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="35595" width="106" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Eigengewicht </p>
        </content>
      </text>
    </region>
    <region left="216" top="35595" width="206" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Geländerfüllung+Sichtschutz </p>
        </content>
      </text>
    </region>
    <region left="486" top="35595" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,40 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="216" top="35613" width="197" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">EG-Träger und event. Verst.</p>
        </content>
      </text>
    </region>
    <region left="486" top="35613" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">0,10 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="324" top="35631" width="38" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">g lo</p>
        </content>
      </text>
    </region>
    <region left="414" top="35631" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="486" top="35631" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,88 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="243" top="35649" width="139" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">p = 4,0kN/m2 * 0,4m/2</p>
        </content>
      </text>
    </region>
    <region left="414" top="35649" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="486" top="35649" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,80 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="216" top="35667" width="166" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;"> p = 1,5*4,0kN/m2 * 0,4m/2</p>
        </content>
      </text>
    </region>
    <region left="414" top="35667" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="486" top="35667" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,20 [ kN/m]</p>
        </content>
      </text>
    </region>
    <region left="108" top="35685" width="86" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">aus Pos.4.1</p>
        </content>
      </text>
    </region>
    <region left="234" top="35685" width="69" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">F =~ F 1</p>
        </content>
      </text>
    </region>
    <region left="450" top="35685" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="486" top="35685" width="80" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">8,89 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="234" top="35703" width="89" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">F d =~ F 1d</p>
        </content>
      </text>
    </region>
    <region left="450" top="35703" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">=</p>
        </content>
      </text>
    </region>
    <region left="477" top="35703" width="92" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> 12,91 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="35739" width="205" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Auflager- und Schnittkräfte</p>
        </content>
      </text>
    </region>
    <region left="324" top="35739" width="54" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maßg.</p>
        </content>
      </text>
    </region>
    <region left="396" top="35739" width="38" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">B =</p>
        </content>
      </text>
    </region>
    <region left="486" top="35739" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">10,23 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="324" top="35757" width="54" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maßg.</p>
        </content>
      </text>
    </region>
    <region left="396" top="35757" width="50" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">B d =</p>
        </content>
      </text>
    </region>
    <region left="486" top="35757" width="88" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">14,81 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="396" top="35775" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maxM=</p>
        </content>
      </text>
    </region>
    <region left="495" top="35775" width="93" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">0,81 [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="396" top="35793" width="63" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M, Ed=</p>
        </content>
      </text>
    </region>
    <region left="495" top="35793" width="96" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">1,17 [ kNm l</p>
        </content>
      </text>
    </region>
    <region left="54" top="35829" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="144" top="35829" width="516" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Aluminium-Profil   </span>                                          Legierung:    Al Mg 0,7 Si T66<br /><span style="font-weight: bold;">    RBF-RT2009    </span>               <span style="font-weight: bold;">   h = 200m</span><br /></p>
        </content>
      </text>
    </region>
    <region left="486" top="35847" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(EN-AW 6063-T66)</p>
        </content>
      </text>
    </region>
    <region left="144" top="35883" width="169" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">A  =       32,00    [ cm2 ]<br />I x =    1564,3    [ cm"4]<br /></p>
        </content>
      </text>
    </region>
    <region left="396" top="35883" width="54" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">W x =</p>
        </content>
      </text>
    </region>
    <region left="486" top="35883" width="124" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">   134,31 [ cm3  ]</p>
        </content>
      </text>
    </region>
    <region left="396" top="35901" width="57" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">A, st =</p>
        </content>
      </text>
    </region>
    <region left="504" top="35901" width="104" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">15,00  [ cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="108" top="35946" width="220" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="text-decoration: underline; font-family: Times New Roman; font-size: 12px;">NW gem: DIN EN 1999-1, EC9</p>
        </content>
      </text>
    </region>
    <region left="162" top="35973" width="132" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">V, EdN, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="360" top="35973" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γ M1 = 1,1</p>
        </content>
      </text>
    </region>
    <region left="504" top="35973" width="232" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o = 200 N/mm2 = 20 [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="162" top="36009" width="244" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">V, Rd= Av*   f o/(Wurzel(3*γ M1))</p>
        </content>
      </text>
    </region>
    <region left="432" top="36009" width="310" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o/(Wurzel(3*γ M1) = 20/(WURZEL(3)*1,1)</p>
        </content>
      </text>
    </region>
    <region left="576" top="36027" width="149" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">= 10,50    [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="162" top="36045" width="484" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">τ Ed =          0,87 [ kN/cm2 ] </span>            &lt;  <span style="font-weight: bold;">  τ Rd =         10,50    [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="162" top="36063" width="373" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">τ  Ed / τ Rd             =           0,08                 &lt;=             1</p>
        </content>
      </text>
    </region>
    <region left="144" top="36099" width="141" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">M, Ed/M, Rd &lt;=1,0</p>
        </content>
      </text>
    </region>
    <region left="342" top="36099" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">γ M1 = 1,1</p>
        </content>
      </text>
    </region>
    <region left="468" top="36099" width="218" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">f o = 200 N/mm 2 = 20 kN/cm2</p>
        </content>
      </text>
    </region>
    <region left="108" top="36135" width="240" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(M(0), Rd) M, Rd = W el*f o/γ M1</p>
        </content>
      </text>
    </region>
    <region left="387" top="36135" width="289" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">
            <span>f</span> o/γ M1 = σ Rd = 20/1,1 = 18,18 kN/cm2</p>
        </content>
      </text>
    </region>
    <region left="144" top="36171" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">σ Ed =  <span style="font-weight: bold;">  0,87 [ kN/cm2 ]</span></p>
        </content>
      </text>
    </region>
    <region left="342" top="36171" width="244" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">&lt;    σ Rd    =        <span style="font-weight: bold;">18,18 [ kN/cm 2 ]</span><br />&lt;    σ (haz),Rd =   <span style="font-weight: bold;"> 6,82 [ kN/cm 2 ]</span><br /></p>
        </content>
      </text>
    </region>
    <region left="162" top="36225" width="367" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">σ Ed / σ Rd                 =           0,05             &lt;=            1</p>
        </content>
      </text>
    </region>
    <region left="144" top="36243" width="386" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">   σ Ed / σ (haz),Rd         =           0,13             &lt;=            1</p>
        </content>
      </text>
    </region>
    <region left="54" top="36468" width="370" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">POS.    4.3    Schweißnaht für Pos.4.2/Pos.4.1</p>
        </content>
      </text>
    </region>
    <region left="108" top="36522" width="527" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Va   =        12,62 kN                                                           h=    20 cm</p>
        </content>
      </text>
    </region>
    <region left="108" top="36558" width="167" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Ved =        18,28 kN</p>
        </content>
      </text>
    </region>
    <region left="54" top="36612" width="209" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">Schweißnahtdicke = 3mm</p>
        </content>
      </text>
    </region>
    <region left="90" top="36648" width="128" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">A = 2*0,3*20=</p>
        </content>
      </text>
    </region>
    <region left="252" top="36648" width="69" height="71" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">12 cm2<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="90" top="36684" width="125" height="92" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">
            <span style="text-decoration: underline;">NW gem: DIN</span>
            <br />τ =Va / A<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="252" top="36702" width="178" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; text-decoration: underline;">τ =     1,05      &lt;     4,2</p>
        </content>
      </text>
    </region>
    <region left="441" top="36702" width="163" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">[KN/cm2]   erfüllt!!</p>
        </content>
      </text>
    </region>
    <region left="252" top="36738" width="200" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">(DIN 4113 Teil 2, WEZ)</p>
        </content>
      </text>
    </region>
    <region left="90" top="36774" width="255" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; text-decoration: underline;">NW gem: DIN EN 1999-1, EC9</p>
        </content>
      </text>
    </region>
    <region left="90" top="36792" width="562" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">τd(haz) = VEd   / Av=    1,52  kN/cm2    &lt;    τ Rd(haz) =    3,46  kN/cm 2</p>
        </content>
      </text>
    </region>
    <region left="423" top="36819" width="175" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">(Wärmeeinflusszone)</p>
        </content>
      </text>
    </region>
    <region left="54" top="36873" width="658" height="71" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px;">-    Die Randträgerecken werden voll und umlaufend im Gehrungsschnitt verschweißt.<br />-    Die Stützenkonsolen werden am seitlichen Randträger verschraubt.<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="37521" width="329" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">POS.    5.1    Balkonverankerung am Gebaude</p>
        </content>
      </text>
    </region>
    <region left="54" top="37539" width="679" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Annahme: Balkone stehen nicht am Gebäudeeckbereich,d.h. ohne den Einfluß des erhöhten Windsoges.</p>
        </content>
      </text>
    </region>
    <region left="54" top="37557" width="509" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Es wird keine Vollverglasung eingebaut,    jeder Balkonrahmen erhält <span style="font-weight: bold;">2 WA.</span></p>
        </content>
      </text>
    </region>
    <region left="54" top="37593" width="128" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Vertikale Lasten</p>
        </content>
      </text>
    </region>
    <region left="234" top="37593" width="320" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">kein Eintrag --&gt; nur Abkippsicherung It. Skizze</p>
        </content>
      </text>
    </region>
    <region left="54" top="37629" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Horizontale Lasten</p>
        </content>
      </text>
    </region>
    <region left="252" top="37629" width="407" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">Windangriffsflache je Balkonebene A=1,74m*2*2,8m+3,74*,13=14,6m2</p>
        </content>
      </text>
    </region>
    <region left="54" top="37647" width="215" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Maximale Hohe Ober Gelande:</p>
        </content>
      </text>
    </region>
    <region left="396" top="37647" width="150" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">H    &lt;    12,50    [ m ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="37665" width="106" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Windlastzone:</p>
        </content>
      </text>
    </region>
    <region left="162" top="37665" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">2</span>    (DIN 1055-4 (03.05))</p>
        </content>
      </text>
    </region>
    <region left="396" top="37665" width="182" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">q =          0,67    [ kN/m2 ]</p>
        </content>
      </text>
    </region>
    <region left="594" top="37665" width="94" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-size: 10px; font-family: Times New Roman;">genau ermittelt</p>
        </content>
      </text>
    </region>
    <region left="54" top="37683" width="131" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Geländekategorie:</p>
        </content>
      </text>
    </region>
    <region left="216" top="37683" width="115" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">3</span>    q b =    0,39<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="37701" width="115" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Windbelastung:</p>
        </content>
      </text>
    </region>
    <region left="216" top="37701" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">c,pd  =    0,8    [ - ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="37701" width="52" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">c,ps =</p>
        </content>
      </text>
    </region>
    <region left="450" top="37701" width="87" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">  -0,5    [ - ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="37719" width="47" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">quer:</p>
        </content>
      </text>
    </region>
    <region left="270" top="37719" width="148" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">w,I = (c,pd+c,ps) * q</p>
        </content>
      </text>
    </region>
    <region left="450" top="37719" width="116" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> 0,87    [ kN/m2</p>
        </content>
      </text>
    </region>
    <region left="54" top="37737" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">c,ps =    -0,8    [ - ]</p>
        </content>
      </text>
    </region>
    <region left="270" top="37737" width="106" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">w,q = c,pq * q</p>
        </content>
      </text>
    </region>
    <region left="450" top="37737" width="122" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">-0,53    [ kN/m2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="37773" width="490" height="220" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="54" top="38007" width="95" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Balkonlänge</p>
        </content>
      </text>
    </region>
    <region left="396" top="38007" width="158" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">BL             3,74    [ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38025" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Balkonbreite</p>
        </content>
      </text>
    </region>
    <region left="396" top="38025" width="158" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">BB             1,74    [ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38043" width="290" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">BrOstungshohe (Windangriffsflache) vorn:</p>
        </content>
      </text>
    </region>
    <region left="396" top="38043" width="157" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">h,v             1,30    [ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38061" width="185" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Windangriffshohe seitlich:</p>
        </content>
      </text>
    </region>
    <region left="396" top="38061" width="159" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">h,s              2,80    [ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38079" width="353" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(nachtragl. Sichtschutz geschosshoch berucksichtigt)</p>
        </content>
      </text>
    </region>
    <region left="54" top="38097" width="261" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Abstand zwischen den Verankerungen</p>
        </content>
      </text>
    </region>
    <region left="414" top="38097" width="138" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">a,ges~    3,24   [ m]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38133" width="577" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Stabilisierungslast:</span>    <span style="font-size: 10px;">es wird 1/100 der Stotzenlast in Rechnung gestellt</span>                               vgl.<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="38151" width="260" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">durchschnittl. Stützenlast je Geschoß :</p>
        </content>
      </text>
    </region>
    <region left="396" top="38151" width="138" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">N,g                12,62</p>
        </content>
      </text>
    </region>
    <region left="540" top="38151" width="102" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN]    Pas. 3</p>
        </content>
      </text>
    </region>
    <region left="54" top="38169" width="224" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">N,g = 2*(V,a+V,b)/4 [aus Pos.3)</p>
        </content>
      </text>
    </region>
    <region left="54" top="38187" width="137" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Anzahl der Stützen</p>
        </content>
      </text>
    </region>
    <region left="378" top="38187" width="155" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">n,St                           4</p>
        </content>
      </text>
    </region>
    <region left="540" top="38187" width="38" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ - ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38205" width="197" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Anzahl Verankerungspunkte</p>
        </content>
      </text>
    </region>
    <region left="378" top="38205" width="154" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> n,A                          2</p>
        </content>
      </text>
    </region>
    <region left="540" top="38205" width="38" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ - ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38223" width="214" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Horizontale Stabilisierg.-last    </p>
        </content>
      </text>
    </region>
    <region left="297" top="38223" width="137" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">S,h = N,g*n,St/n,A</p>
        </content>
      </text>
    </region>
    <region left="459" top="38223" width="70" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">       0,25</p>
        </content>
      </text>
    </region>
    <region left="540" top="38223" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38259" width="361" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Lastfall I:    Windanströmung parallel zur Fassade</p>
        </content>
      </text>
    </region>
    <region left="54" top="38277" width="470" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">max. Zugkraft: Z,max = ( wl*h,s*BBA2/2)/a-wq*h,v*BL/2+S,h    2,70</p>
        </content>
      </text>
    </region>
    <region left="486" top="38277" width="46" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> 2,70</p>
        </content>
      </text>
    </region>
    <region left="540" top="38277" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38295" width="448" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">max. Druckkr.: D,max = ( wl*h,s*BBA2/2+wq*h,v*BLA2/2)/a-S,h</p>
        </content>
      </text>
    </region>
    <region left="486" top="38295" width="47" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">-0,61</p>
        </content>
      </text>
    </region>
    <region left="540" top="38295" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38313" width="321" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Maximale Querkraft:    Q,I = w,l*h,s*BB/2+S,h</p>
        </content>
      </text>
    </region>
    <region left="486" top="38313" width="46" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;"> 2,37</p>
        </content>
      </text>
    </region>
    <region left="540" top="38313" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38349" width="385" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">Lastfall 11:    Windanströmung senkrecht zur Fassade</p>
        </content>
      </text>
    </region>
    <region left="54" top="38367" width="540" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maximale Druckkraft:    D,max = wl*h,v*BL/2+8,h                           2,37      [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38385" width="538" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">maximale Zugkraft:        Z,max = -wq*h,v*BL/2-S,h                         1,55      [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38403" width="542" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Maximale Querkraft       Q,I = S,h                                                       0,25      [ kN ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="38610" width="494" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Die horizontal wirkenden Kräfte werden von den Ankerstangen übertragen</p>
        </content>
      </text>
    </region>
    <region left="54" top="38628" width="416" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Je Ankerpunkt:    ==&gt; im Stahlbetonringanker der Außenwand</p>
        </content>
      </text>
    </region>
    <region left="144" top="38646" width="237" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Zulassungsnummer: ETA-12/0164</p>
        </content>
      </text>
    </region>
    <region left="54" top="38682" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="144" top="38682" width="580" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px; font-weight: bold;">2       Würth    M 12               W-VI/A4+WIT-VM250          lnjektionsanker           A4</p>
        </content>
      </text>
    </region>
    <region left="144" top="38700" width="409" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">(oder gleichwertig)                                 Ankerstangengüte A4</p>
        </content>
      </text>
    </region>
    <region left="54" top="38754" width="602" height="134" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">-    Dübeinachweis sh EDV-Ausdruck Würth<br />-    max. Auslastung ergibt 75% fur das Dübelsystem in der Zugzone<br />-    Annahme: Dübel befinden sich in der Geb.-außenwand im tragfähigen Stahlbetonbauteil<br />-    Mindestverankerungstiefe 70mm mittig im Stah/betonringanker<br />-    var dem Baubeginn sind diese Voraussetzungen auf ihre Richtigkeit hin zu prüfen<br />-    es ist sicherzustellen, daß es sich nicht um Spannbetondecken handelt !!<br /></p>
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      </text>
    </region>
    <region left="54" top="38898" width="595" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">ZQ =    max.Q*h/e =           <span style="font-weight: bold;">1,73    kN </span>   (h=WD+Putz=14+2cm, e=DObelachsabst.=22cm)</p>
        </content>
      </text>
    </region>
    <region left="54" top="38916" width="383" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">max. Z = max. Z*0,5 (aus LF1 ... LF2) + ZQ =    <span style="font-weight: bold;">3,07 kN</span></p>
        </content>
      </text>
    </region>
    <region left="54" top="38934" width="549" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">aus LF I </span>   (max.Z2 + max.Q2)" 0,5 = Z,vorh. = (Querzug) =          <span style="font-weight: bold;"> 3,30         [ kN]</span></p>
        </content>
      </text>
    </region>
    <region left="504" top="38952" width="85" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">= (j Dübel)</p>
        </content>
      </text>
    </region>
    <region left="54" top="39006" width="711" height="206" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">
            <span style="font-weight: bold;">Es ist eine Verankerungstiefe von &gt;=70mm im Stahlbeton zu verwenden!</span>                                                  Die Belastung liegt unter der zulässigen Belastung für die Dübel gem. Zulassung.                          Vorbemerkungen im Bezug auf den Verankerungsgrund beachten!<br />Es ist in jedem Fall eine Zugprüfung vorzunehmen, da ein evtl. vorh. 815 nicht in der                           Zulassung erfaßt ist. Das Verankerungssystem ist vom Metallbauer mit dem                                      Dübelhersteller vor Ort abzustimmen und schriftlich zu dokumentieren!<br />Das Protokoll über die durchgeführten Zugversuche ist dem Statiker vorzulegen.                                            Die Verarbeitungshinweise It. Zulassung sind zu beachten!<br /><span style="text-decoration: underline;">Sollten die Zuglasten nicht aufnehmbar sein, ist eine Neubemessung der Wandanker erforderlich!!</span><br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="39699" width="124" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">Eingabedaten</p>
        </content>
      </text>
    </region>
    <region left="54" top="39735" width="96" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Untergrund. </p>
        </content>
      </text>
    </region>
    <region left="234" top="39735" width="494" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Beton: gerissen I C20/25; fck,cube = 25 N/mm2 I h = 160 mm Temperaturbereich: 40 °C / 24 °C (Benutzer) 140 °C / 24 °C (Bemessung) </p>
        </content>
      </text>
    </region>
    <region left="54" top="39771" width="92" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Bewehrung </p>
        </content>
      </text>
    </region>
    <region left="234" top="39771" width="347" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Flächenbewehrung: Keine I Randbewehrung: Keine<br />Spaltbewehrung: Nicht Vorhanden<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="39807" width="90" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Ankerplatte</p>
        </content>
      </text>
    </region>
    <region left="234" top="39807" width="519" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">ENAW6060 T66 I E = 70000 N/mm2 I fyk = 150 N/mm2 I µ = 0,30 I y = 1,10<br />ly x lz x t = 280 mm x 100 mm x 8 mm (Nutzerdefinierte Ankerplattendicke)<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="39843" width="115" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Anschlussprofil</p>
        </content>
      </text>
    </region>
    <region left="234" top="39843" width="380" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Fl Benutzerdefiniert I Höhe = 1 0 mm I Breite = 280 mm</p>
        </content>
      </text>
    </region>
    <region left="54" top="39879" width="174" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">lnstallationsbedingungen<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="234" top="39879" width="503" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Bohrverfahren: Hammerbohren I Bohrlochzustand: Trocken Dübelbiegung: Keine</p>
        </content>
      </text>
    </region>
    <region left="54" top="39915" width="232" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Gewählter Dübeltyp und Größe    </p>
        </content>
      </text>
    </region>
    <region left="270" top="39915" width="235" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">WIT-VM 250 + W-VI-AJA4 M12</p>
        </content>
      </text>
    </region>
    <region left="522" top="39915" width="219" height="92" color="#000000">
      <picture>
        <raw format="png" 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</raw>
      </picture>
    </region>
    <region left="54" top="39933" width="68" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Material</p>
        </content>
      </text>
    </region>
    <region left="270" top="39933" width="62" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">./A4 70</p>
        </content>
      </text>
    </region>
    <region left="54" top="39969" width="196" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Effektive Verankerungstiefe</p>
        </content>
      </text>
    </region>
    <region left="270" top="39969" width="59" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">70 mm</p>
        </content>
      </text>
    </region>
    <region left="54" top="40005" width="80" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">Zulassung</p>
        </content>
      </text>
    </region>
    <region left="252" top="40005" width="207" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 12px;">ETA-12/0164 (WIT-VM 250)<br />gültig ab 12.11.2015<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="40077" width="656" height="523" color="#000000">
      <picture>
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CgoKDgoFBEREFBQUFBQcFBoYiIgoKCgoKCgoNCEREFBQUFBQUFB4UiIgoKCgoKCgoOCkVEFBQUFBQUFBwUiogoKCgoKCgoOCgcNyLCbI5Hat4E5z3oc+fjGprJsqCgoKCg4FjHIYsIq2TOnjkzjX5idKxr8fKKl48oae5+a3esIbE3pj89LRb8OhJCYs6cObHuRXVu60VYJdTCXaNHjYrrNlQmeHXDhliddH9nlbR2xpvbttV9KygoOBgcKYOioKDg0zgkEWF9iuHDhqUWdzSLRa9atWgZy16vWrkyfn/n7bdDZNRfH2N3Jsm33/7PAlqW37behvUl7IdE66/HYN84x0cfx/Usn/3wwIdriz+9/0G+xjuxhsPjw0ekwYMejc4DyW9/c/uedTHqo1o0qlqHwjl99/fOXTs/de13c5lcu8/996ce9/TYI46ssWHRqw53to+lym++8aZYIOyTf38S++zYsT29V3dti3E1yr9v2rQpyuZ8b2UhVHVyb+/enXZs354+VKZ8PCFmAS7lUNZq7Y+qrNV29VX//t7Px1d1997778W6JPaxb0HBiQTvgD6loKDgyOOQRMTaNWtT21atY1ls2LhxYyxr/eqGV2OlSkt+t2/XLixxL/XTTz8dS25369wlzbZ65br1scx257vvjiW8rZZp2e7u3bqHNb5ixYp0V8eOsaT2iGHDY+nxSy++OF1x6WVp5syZ+fx9Y0nvoY8NTQP69Y+VOV3XMtsIvlfPXlGmCgib2Jk+bVqU8YEsAHgUhj32WOrR/Z4QBvf16hXXfuH552PJb9+vvfrqdF/P+/aICKuS3tm2XZRpyZIlqWP7Dvn3XmnXzl1p7JixqUvnzrEUutVHrXFx6823pJeWL48VTTu2bx9Ln8+cMTM9v3BRLmPPXNY7Q4zMnTs3BMfFF14U62L0z/dkFU+Ldg3N9zb32Tlp1MhRqUunzrFEuaXO3e/WrVtjlVF1cVeHjmlUru+Nr72WuuZ6nvb0tChzQcGJAkaBT0FBwZHHIYmIRYsWpca33BqrSr7yysuxVLelt5+dPTvdf9/9Qf53ZmK75sqrsriYlFo0ax5kz2q/vXHTNGnCxHTLTY2CQK+56uogW8R56cWXpNmzZqUH+/ZNdzS9Pd2ZBcbV+RxjRo9ON15/fYiOF154IZP7NUGULzz/QhD5vZn0iYSbbrghC4OhQciW+K6s/q1btqTLLrkkPTxwYFq2bFm6+aabMsk+HfdwR9OmQdw3XX9DELfzEjBz5jybbs+/3ZfvqxIRSL19u/bpqsuvSLc3aZIuvuDCWEnzxRdeTNflMiH0G667Pt2TiX76tOmpad6H0Bo65LEQVheef35q07pNCIjrrrkmhArvyqIsKtrm7YSWEMn1114X9cbz0bJ58wifqCsi6vHHH083us+hQ9PgRx9NLVu0SOOygFHX3bp0jfDJ2LFj0/IsXgoKCgoKCo4EDklELF2yNDW9rXFat3ZteAm4/S/417/CSm7dqlW6uVGjTGhdUuNbbwvCbNGsWRCivAmCASl2ztb/a6++mvpl8me9r1+/PpN/o/TwQwPj3Eidl+DmRjenx0eMSHdnYkeaWzZvSU0bN0lzsnUOPXvcm4XLfXE+gmTUyJHZMm+THn1k0J5wypYsIggPYoToaZ5Fzvz589Mdt9+er/dQ2pCv3bZ16zQpE3ezvO3JsePiOJ4NZdsjIt56KwTT+CfH53JsTqNHjgriF2q58F/np25du4b4uadb9zR54qQQIYRJn/t7pz69e0f4w2+zZs4KwueJcMzypcviOmNGjwkRoN6IJWEV3osJ48fHEuC33Xxz2rZ1a+pxzz0hKu7u0DENeXRwlI1wIUoKCgoKCgqONA5JRIjvs7oR4dQpU9PQxx5LV11xZRqYBQCS7dG9e1jo3btmi3z69AhZyKFA9i2bNU9TpkxJbbLYQN4P9R8QxLpu7bpw5/ft3ScIlfsfqd6ThcSSxYvDi8DDsWTxknTbLbdGqASQMCHBom+SyRfBP9j3gfBSVEDMhIP9eEOuvOzytGD+gtTohkzquawrX1mZmt9xR5o9e3aENuR4TJk8NV13zbUhZCoRIfega6fO4VWxr7CCa47LosMxT4x6IvYfN2ZMeib/TgzwiFx37bXhOfCdp8My3rbL5bjskkvThAkT4lyd8od4uKNJ09Q7CzPHXJDFiXsl0Jrcdlvavn177Os+1LEwxvhxT4Ynovd990cZiTQhoYKCgoKCgiOBQxIRsGr16vAy8Dzc1aFDGpFFAi8BkkdmyG3okKHhgZCLwOq2bc6zz6b169eFqGBVPz31qUgq3Jwt+/t69UzPzZ2bVq5cmR7o2zdEyGODh0Tsn+eBVT5j2vQID8zM4gRGj34iTZo0Mb322sZsnT8QORFCB5s2borfgUdCXsbdHTvsCb3IW3iof//05Lhxkfw4eNCg8KrIYSBqkD1BMXXylD0iQuLW2NGj04P5OoQEgTN/3vwYOcLL4RjnfuXll9OqVauC6IkCXgjXdT7hFqEOIRjXIZpef/31CK8IzTw1dWqakIWQuiKmnHPec89FyMX51OcTI0elWTNnptWrV4VHQkLmDddelx7I970l11WvHurxuShzQUFBQUHB4cYhiwgwSgABs47rA6kKIXz00UfxHQkTDDvrhjv6LjSA3I0k2DNCIxOkkQiwa+fOOEdF4B9+8GHa/MbmINF33nk7CB0kblajFYwK2bjxtQYztJ1f4mRtlMjb6cNcNlZ7dW35DlV5bTd003mr64CyvP9+bZSE7Z8aJZG3vfHGG3u2SfBSVsc4n3upRla43s7tOyL503XBteVu1MqhrG/G30Z7OJdjqxEv/v7www9iBAhvECHRrOntaeKECXG9nTs+PdqkoKCgoKDgcOKwiIiCLxa8N+OffDLySKZOmRJDRgsKCgoKCo40iogoKCgoKCgoOCgUEVFQUFBQUFBwUCgioqCgoKCgoOCgUEREQUFBQUFBwUGhiIiCgoKCgoKCg0IREQUFBQUFBQUHhSIiCgqOU9TmM3l/z9ox9WEeloa27w3n+Lz9/G6V3fr7+ds1Pvr4Pyv4FhQUHH8oIqKg4DiFScmsbDvokUdiMjhA7KZnN916/UnSGoJ9LQC3qd5KuA3BBGoP9X8oLV26tG5LiknarNC7cMHCui0FBQXHI4qIKCg4TsGLMP+5eenG62+IhejM9vr4iMfT+ef9KyYn8/tnwYyopl234u1ngUC55aabY72aCq+99lpqettt6dnZz9RtKSgoOB5RRERBwZccpjivpmI/GDz77LOxto31Wm668cZYY8UU6p8HoRAr2C5dsqRuS8Mw3b31bMaP+4+I2Lz5jdS+XbtYU6agoOD4RRERBQVfchAR1VoyBwP5CY88/HAs02+NFR6G/YHjTKlerXWzL+wREfU8EUIglv4vC8AVFBzfKCKioOA4BzHw2JDH0r/O+2d4IarF3vYHn3z8+YmVDYmI1159LZbVnz9vXt2WgoKC4xFFRBQUHOdYsmRxuuWmRqljhw7p1ptvSXPnzK375bMhhPL8ouf/a3XevSGJsmWzFmnypMl1W1xzSbq9SdPPDYUUHBrktXxebktBwZFEEREFBccx3nn7nfRAn77pvp69Yil6IyZat2yZXn11Q90e+wZy2pD3+7zwh+Xmu3TqnLp365ZFx6I0f/781KF9+/B81B+xUXD48dqrr37u6JmCgiOJIiIKCo5TGML5+PARqU2r1mnxiy/GttWrV6VGN96YHhrwUCROHi4sXbI0devSJbVs0Ty1bN4ide3cJbVr2y69tGx53R4FRwKG8e7atavuW0HB0UcREQUFxyl4CJYvWxZDMOuP7njj9dfTmtWrPzdZ0zHPzJ6dtm7dWrfls7H7rbfS6/lar+fz8168lcntg8MoVAoKCr58KCKioKCgQRACHdt3yEKkeBMKCgoaRhERBQUFDYInwzwRq1evrttSUFBQ8GkUEVFQUNAgDO3csWPHIc1RUVBQcHyjiIiCgoIGQUQY0XE4EzALCgqOLxQRUVBQ0CDMlPniiy+mN954o25LQUFBwadRRERBQcE+8e/8r6CgoGBfKCKioKCgQZhs6tUNr+73WhsFBQUnHoqIKCgoaBDvv/dezHa5auXKui0FBQUVJByXKceLiCgoKNgHzHjZtUuXtOKlFXVbCgoKAv/+d8wUWkYuFRFRUFCwD5ixcsH8BZ+7AFdBwYkIiceft8LtiYAiIgoKCj4XxW1bUB8s8A8++KDuW8GJjCIijnNQylb5s57B/sIxhTQKtIHNmzdHWMNcEaVNFFTQFkp7KIAiIo5zeNFffvnl9Er+7K/rjZuOlVFcdSc2WJtz5sxJ27Zti++lPRQUFOyNIiJOIOwvBRRPRAFoB7t37/7UCqAFBQUF9VFEREFBQYPgkVowf37a/uabdVsKCgoKPo0iIgoKChqEVTy7d+sW4bCCgoKChlBEREFBQYPYtnVb6nHPPem1V1+t21JQUFDwaRQRUVBQ8F+QDzFl8uTU+NZb05rVa+q2FhQUFHwaRUQUFBT8F97YvDndcO116Uff/0F68IEHSqJtQUFBgygioqCg4L8wfvz4dMrPfp6+9pWvpjP//Ne0cMGCul8KCgoK/oMiIgoKCj6FrVu2pJtvapS+/c1vpW+fVPt07dw5ffxxGepZUFDwaRQRUVBQsAdyIR4b8lj62Y9/kr7zrZPT97/z3fTNr309nX/eP9O6dWvr9iooKCiooYiIgoKCPVi3bl0Ihm9945shIHyICaJi8KBH0ydl1sqCgoJ6KCKioKAgYH2Mvr17p5/84Ifpuyd/e4+I8Dn5myelf/7jH2npkiV1excUFBQUEVFQUFCHZ595Nv3xD6eHYPjet7/zKRFBVPBItG7RMqbCLigoKIAiIgoKCiIXYuDAgenHP/hh5EBIpqyEBAEhvOFzw3XXpTc2bao7qqCg4ERHEREFBQUhIlavWp0GPzo43d6kabr4wosiD+Lb3zo5/f6036YrLrs8dWzfIT2/aFFZkKugoGAPiogoKCjYg2rlTgtv/eWPf4p5Ipre1jimvn7nnXfq9iooKCiooYiIgoJjEQZJHMGREuvXr09nn3lW+ur/73/SLY0apbfe2lX3S0FBQcF/UEREQcExCF6BJ0aNStOnT08fffhh3dYaNmzYkB4fMSJtOoTchTVr1qSz/npm+ur//G9qdOON6c2yHPgJBR6pgoIKu996KxsSb4XtsjeKiCgoOAaxY/uOdMVll6W/nXNuWrbXsMuFCxammxs1SkuXLq3b8vn4MAuR+utjFBFx4oKAsAx8yX0pqPBuNlr2Fc4sIuIEhM7BnAAFxy62v7k9pqY+4/enp6aNm8RU1RVWrVqVevboGSGJ/QHS2LVrV/rggw/qthQRcaKDoCzeiIL9QRERJyCQxdtvv106iWMY27ZtS+3btksPDXgoXX/ddemJkaPqfklp2dKlMZKCEDhYFBFRUFCwPygi4gRFERDHNrZt3ZZat2yVZkyfnoYMHpzuaNJ0j+dh0cJFmfhvSksXL47vB4MiIgoKCvYHRUQUFByDICJaNGueZs6YkTZv3pwa33JratqkSdqxfXtaksVD8zuapdWrVtXtfeAoIqKgoGB/UEREQcExCCKiZfMWacb0GfF9zpw5kWT58MCBWVjMTLfc1Ci9/PLL8dvBoIiIgoKC/UEREQUFxyC2bt2a2rVpG5NCwccff5weHTQoXXD++alLp86RL2FFzoNFfRFx0w1ZRGwrIqLg4CF8umH9+rRl8+a6LQXHC4qIKCg4BlGJCNNQVzCO++677kqn/upX6fprrk1vvP563S8HjhARf/lriAjTYEvELSg4WFQiYvMbb9RtKTheUEREQcExCCKiyomoj00bN6Ybr7s+nXvW2YcczjizTkQQJiURt6CgoCEUEVFQcAzC+hZmrFy+fHndlv9g6ZKlMfRzf+eJaAif9kQ0SW+X5b8LCgoaQBERBQXHIHgGPvzgg0/NMlkfJhSTJ3Gw+HROxA0xL0VBQUHB3igioqCg4L9Q80QUEVFQUPDZKCLiCKGaWrrEkguORdQPZ7Rp1aaso1BQUNAgiog4QiAeDsWdXFDwRaK+iGjVomUs0FVQUFCwN4qIKCgo+C/UD2c0b9YsVnUsKCgo2BtFRBQUFPwX1q5du8cT0bZ1m+JVKygoaBBFRBQUFPwXXnn55fTXP/85RMTtjZvEkNKCgoKCvVFERMERhSGIGzduTG+UmeqOKcydMyf97rTfpq995avprg4dS4JwQUFBgzhsIkInUzK4C/YGN/j6devSa6+9Vrel4FjAwgUL0um/+3362v9+NWbGfP/9khNRUFDw3zhsIoKAMHf/via/KSgoOHawcuXKdOaf/xLhDPNEvPlmmSeioKDgv3HYPRHF7VlQcOzDCqBnnXlW+sr//E9ZCrygoGCfKDkRBQUF/4UVK1ak03//h/T/+X/+v9J111xTZqwsKChoEEVEFBQU/BcWv7g43XTDjenv5/4tde/WPe3auavul4KCgoL/oIiIgoKC/8I777yTlixenIY8OjitX7e+5DoVFBQ0iCIiCgoKGsS2rVvT9GnT0wcffFC3paCgoODTKCKioKCgQRieaxG5goKCgn2hiIiCgoJ9QhijjLgqKCjYF4qIKCgoaBAExM6dO9MnZd2MgoKCfaCIiIKCgn3iIwKieCIKCgr2gSIiCgoKGoR8CPNFlLyIgoKCfaGIiIKCggaxZvXq1Ld377Rjx466LQUFBQWfRhERBQUFDWL5smWpR/fuRUQUFBTsE0VEFBQUNIjt27enZ595Nr377rt1WwoKCgo+jSIiCgoKGoRJpnbt2lWGeBYUFOwTRUQUFBQ0iFWrVqWZM2aUxMqCgoJ9ooiIgoKCBvHm9jfThg0byroZBQUF+0QREQUFBQ1COGPr1q3pww8/rNtSUFBwPOG9995Lb7755iEZCkVEFBQUNIg1a9akhwcOTDu2b6/bUlBQcDxh544dae2atenDDw7eUCgioqCgoEGUIZ4FBcc3/v3JJ7HQ3qEkTxcRUVBQ0CC2bN6c5jzzbLg8CwoKChpCEREFBQUNQpz0o4/K4lsFBQX7RhERBQUFDUIY443Nb5TRGQUFBftEEREFBQUNQhjDZFMFBQUF+0IREQUFBQUFBQUHhSIiCgpOYOzcuTNt2rgpzZ0zJz0x6ok0dvSYNGzYsNTjnh6pS+fOqU/vPqlH93vSoIcfSWOeGJ0mjB+fVrz0UnrrrbdiJssyJXZBwYmNIiIKCr4EOJpkLEyxYsWKNOyxoanxrbelC88/P/3p9DPSKT/7efrlz09JP//pz9J3T/52+vlPfhrbv/+d76af/PBH+bdfpF+f8st07jnnpKuvuiq1btUqDXrkkbR8+fL0zjvv1J29oKDgREIREQUFRwiEwdNPPZV6339/WrRwYd3W/8AQygH9+qfhQ4el3bt31209cuA9mDplSrqzbbt0zplnpx9893vp5G+elL71jW+mb37t6+n//vcr6av/87/x+dpXvppO/eWv0pl//ksIiuo327/5ta/F/id/46QQGOeedVZq3bJVGjd2bNq+vcwpUVBwIqGIiIKCIwSTuLRo1jx946v/lzrddXf66KOP6n6pYfasWem73/52uuCf/4qwwpHEunXrUvt2d4Yn4Rv/97X4EA/fywLhB9/7fvr9ab9NN91wY7rj9ttTk8aNU8sWLdJ9PXulfg/2S/d0756a39EsNW3cJF11xZWx769OOSUEhHN8Pd+fz69+cUq6s027tHLlyrqrFhQUHO8oIqKg4AiBiGjbuk363W9OS61atEyvb9xY90sKQYGkf/SDH6QrLrssPBH2f/fddz8V2pB3cKiraK5fvz7ddsutWbB8Z494+O2pv0k3XH996t+vX3pq6lPhKXlz27b09ttvh8dCeMK6GY51fdt3734r38OmvO+i9NzcuWnoY4+lJrfdlv54+ukhKHgnvvOtk9M1V12VXnjhhbqrFxQUHM8oIqKg4AjBwlUd27dPdzS9PTXLFv6UyZPrfknp5RUrUsvmLdLNN92USffqtDuT9IIFC8Ly3/5mba0KYkL4of5xBwrCpG+fPkHyBMRPf/TjdN0110aC5Pbt2z8zF8MKnsr0WfNEEBzz582Le3Huk77+jRApNzdqlDa/8UbdXgUFBccriogoKDhC4G1o27p1atuqdYQz+j344J556h8dNCh17dw59ezRI1195dVh6Y8ZPTpdfsml6dUNr8bxyLvHPfek7t26xffPg/O+9+676eN6YRPTVkuO5CXgMXhowID0xn6Su/N9vJ8TTfFa9M/3J9QhtHHGH05Pzy9aVPdrQUHB8YoiIgoKjhCICBZ6h3Z3punTpqeO7TsE2RIMze64I40YNix16dQ5XXHZ5end996LYZa33XzLp0REr549071ZaOwPkL6wSLV0t+/3ZAHy7ZO+FR6CO9u2Te82MIpC6GL6tGnpheefr9tSw6ZNm9JTU6fu98iLzZs3h1eFx0PuxZTJU+p+KSgoOF5RRERBwRFCJSIkNLL+iQi5BAsXLkzNmt6eli5Zkrp17Zouv/SyGHaJxO9o0vRTIuK+Xr3CG3GwGDdmbPrNr34dIYa//unPafCjj0YIoj5mzZwVHoS/nX12mjRhYvrggw9i+7KlS1O3Ll32axVPM1sKxRjRQUT85Y9/Sgvmz6/7taCg4HhFEREFBUcIlYgQ0iAIBvTvn7p36x5hDeJAwqLkykpEcP/f3rhJ2lgvAbPnvffGvgeL3W/tDm+EYZpCGuZ6IGYWv7g4vBZv7347dbyzQwz15K047dTfpKGPDYljjeh49JFBnzn8lLdjwYL5qVWLFjHHxEn5GgRL65at064jPOKkoKDgi0cREQUFRwhERLPb74iRGfDsM8+myy65NDW68aY0dcrUIODOd3dKl1x0cYiIF194Id1w3Q0xERS89NJL6frrrotJoQ4Fa9euiRETyB3JS7I86y9/DW8ILwmvAZHxvW9/J33r699MZ/z+DyEeXn311bRzx2cnXyq3Yazf/L+vhQgxOuPKyy6PeykoKDj+UUREQcERgrCBkRkdO3SIhMqdO3amm264IV1x6WURsvjogw9i4qcbr78h8iTeeP31dHuTJqnpbY1jqum7O3ZMV19xVRo96om6Mx48li5dmm7K4sXMk8QEr4T/kT7xQFhUn++cdHL60fd/mMveNG3a9B+vSEMglOR1EBBmvGyeRdNLy1+q+7WgoOB4RxERBQVHCMIVLz7/QuQ+VMmOK195JS1evDi+C3GseGlFWrRo0Z75IZYtW5buv+++9ECfPmnxiy+mJYuXHDZSlvgoJ+KG666P0RNmrPzOt779KQFRfSRjfufkk7OQuSvKSOTsC+6RWDI6481tb9ZtLSgoOBFQRERBwZcMrHueiyMBQkWS58IFC1P/fv3T2WeeFaGMvUWEbfIkeC7sM2TwkChXg8jnNLeF0EZBQcGJhSIiCgpOMFQzYJpqu/Ftt4XXoQppVOLh+/k7AXHOWWen25vcniZNnLhvEVFQUHDCooiIgoITAIZtWvCLcOAxEEohCnrd2zNyI06WdFmXGPn3c/+WeubtfXr3jgXCdu3cVXeWgoKCgk+jiIiCghMARIQwxt5zRIwdPSb9+Ac/jDkkLLD1YN8HIi9DOMUQzxHDR0S+RkFBQUFDKCKioOAEwd5DNf+d/1kfY/iwYWnOnDkxYVT9XAzJn2+++WZ4LQoKCgoaQhERBQUnKD5r/gcgIj5vn4KCghMbRUQUFBQ0CMM6D3UZ8oKCguMbRUQUFBQ0CCt4HqmhpgUFBccHiogoKChoEGvXrk1LlywtQzsLCgr2iSIiCgoKGsSM6TPS8GHDS0ijoKBgnygioqCgoEE8//zzacL4CUVEFBQU7BNFRBxhlOz2gmMVlgC3kmfJiygoKNgXiog4wrDo0dxn56T33i/rChQcWzA/RJkjoqCg4LNQRMQRhlkCHxs8JK1ft75uS0HBsQGeiLKoVkFBwWehiIgjDOGMrVu2xmyABQXHEnghSjiuoKDgs1BEREFBQYPYumVLDPMsOREFBQX7QhERBQUFDWLhgoXpybHjyuiMgoKCfaKIiIKCggbx4gsvpKmTp8QKoAUFBQUNoYiIgoKCBmHZ8O1vbi95EQUFBftEEREFBQUNwgJcO3fuLMM8CwoK9okiIgqOCbz77rtp7Zo1da71f6cd27fvGX745ptvpq1bt8bfBYcP5jhZuXJlWTujoKBgnygiouCYwMaNG9NdHTumNVlIvP/+e6nfAw+mOXPmBMENefTRNGP69Lo9Cw4nSiijoKDgs1BERMExASMEBj70UJo4YUJa/OKL6bJLL00PDRiQNm3alO7p1i0tW7asbs+Cw4X169en5bleiyeioKBgXygiouCYwXNz5qbuXbuloY89lrp27pw/XdLo0aPTgP79IwmwPsxtUKzoQ8PkSZNittUyxLOgoGBfKCKi4KjgnXfeSStfeSUtW7o0vfzSS+mVl19OmzZuPKCkvY2vvZZat2yVWtzRLM2eNSv1vr93uqXRzWnYY0PTJx//5zzEA+IrkyQdGp6ZPTtNnTKleCIKCgr2iSIiCo4KhB0GP/po6tunT+rWpUtqcuttQVANiQjJk6tXr047duyo21IDMuvaqXO6+IILYy2Sx4YMSRflv5ctLaGMIwFrZ0hoLSgoKNgXiogoOCr48MMP0/bt22Np6QH9+qUH+z6Qtu1jRMX7772f5s2dF/H4+t6ET/Lfs2bOjHDGm9veTIsWLUoTJ0xMO7Z/WmwAwdGQQHE+ZSmhjs/H66+/npYuXlImmyooKNgniogoOKp49tlnU+/774/VTT8LchzGP/lkWrVq1afEAPKv/2kI9h8xfESaPHly3ZYabJ88cWKakrcXEfH52LB+fRZzzxURUVBQsE8UEVFwVIC054SA6J1WrVxVt/WzsfmNzXnflZE/caBEJgHzzrbtPrWU9ZbNm/O2tjHCoyEvRX0UkVHz2nxePRUUFJzYKCLiKEKHzMI+0RLV3Pf06dPTNVddnR4Z+HBMDGX44Jq1az63LsTkV2YRsWHDhgMitOcXPR8JmC8tf6luS0qPjxiR2rRsFWtCPD7i8T3ekBfy97lz5qaPPvwo7di5M02fNj1t27otfjuRsWLFisg3KUKioKBgXygi4iiCZWcWQNMJn0j48IMPY06Hq6+8InW+++7U896e+f9OafjQYZ/yFOwLvBCS/A7EO+C8MRx0yGPxXT5G41tvTQMHPBQjRC6/9LK0cMGCOGez2+9Il19yWQgHeRZtWrWO53Sig8dm8KBB6YP3SzijoKCgYRQRcZTBqjvRhh4i6l3ZwjekU5x93dp1af26dQe8uNO/8z+jPF7d8Grdls/GM888kzrc2T4EyNw5c1KzO+5I6/J1388C464OHdK4MWNjFMitN9+Szv/nv0JAjBo5MnVs32GP9U2M8B5JxqwPHhSzaO49guR4wtIlS6LePvq4DPEsKChoGEVEFBxTsE7GyldWZkGyqW7LvoHkWzRrnp6bOzf16d0nDXpkUN0vKU0YPyF1uuvuNHzY0NS9W7fUvt2dadDDj6Qe99yTxoweXbdXSjOmTU93NGma5s+fX7elBmtKOPfTTz1Vt+X4A4FXQhkFBQWfhSIiCo45CE0sX7Y8bXxt42d6deRTPNC3bwiELp07pyWLl9T9ktKyJUtT8zuapbat20SuhAmrrr/mutT0tiaRzFlh8qTJ6ec//Wl6eODAui01TBg/Pp31l7/ut4g4Fr1Pm994I4bkFiFRcDRwIF7Jgi8PiogoOCZRGwI6PsIjn5WcuWjhovTHP5yeenS/J33wwX+mb373nXfCk3DG7/+QZs2aFWGOs/761whlyOGoMHPGzDjediuHwrvvvpO6dema/n72OTGr45LFi2MBMLNk+oweNSotWrAg9jVT55TJU9JLL/0nwfNYgeRXI2NOtPBbwZGBcKR1b0Y+/nisyFsf2ti4sWND0As/nsjQhzCU6ov3t3btSrv3mtr/y4IiIgqOSXjBhCvkSDSUs1DBSJB77+kRk1TtjUkTJqQOd94ZZPlRPr5P794xDLU+iIhrr7o6Nb/9jsgPAKMWJG3aNv3paXmfGanRjTdFnodRJH/505/TXR06hmX1ct5XzsWxOKumhNYyR0TB4YL34aEBD6Wf//in6aF+/eu21uAdNnrr7L+emQ2DDXVbDz8Q9No1a9POnTvrtvwHJlf7vPlrjgb0WQ8/NDC98PwL8V3eldl+n5v7XHz/sqGIiIJjGjomCZsmpWoIxIbRMA2JDARJ4Vt3w3lYQIZ51geR0LJ58/A8WOjLMZIve917754RJlu3bEnt2rQNAcIj8dc//SlGfJhVc+TjI9N9vXqFSDnWwGp0TyfakOSCI4N/f/LvGB3161N+GSOgWNsV5C01va1xuvbqq9OSFxenhQsWRrgStL+FCxfu8x0/EOzK73uve3sGKX9cz9J3jb69+6SRIx6v2/LFQVn6PfBAuq9nr+i/nl+0KPqgw3H/RwJFRBQc83gni4SGLIvDgaemPpU6tG+fxowZnZrcdlvMMdHprrvSkNwJde/aNT3Uf0DsNzBbDjqgRx8ZFKuLysVwLHExfdq02OdYg3CRZNMyxLPgcEDIYvCgR1PLFi1i1NS852qWtZDfvffck+7pfk+8LxbXE2qshmfzUtyTRfzkiZPi+6FC/tPtTZqmrdv+M+3+mjVrYl6ZZ595Nn3y70/nADEwjnZekBBpzx73RrjWDLv9HngwvChfRhQRUXBc4ZVXXjms+QeEQJvWrWMdD6EPVky7Nm1iron7e90XngiwbHarFi2zxdAiOoChuaO69qprwuIyouRYBE/E7Fmz/8s7U1BwMCAiTDbX89570yNZnBotZZv3xRwuw4YOjUTnl1e8HB4L7xryFgq8u2PHIPrDAecnZF544fm6LSk9OXZsat+uXcymK2m6mieGV2D2zFl7QplHCwQDwfXEyFHhATX8/MuKIiIKjitYblzs8K1dhycJ6cknn0x3NG0ang6d3J/P+GMMFxUesQaI9T1gzerV6Z9//0e67OKLIwFTR/S7007bY00di3CP+zMZWEHB/oBgGPjQQ+GlM2TatPTykUYMGxaT0Zn8rVnT22OF3hXZEJB3JM9ozBOjw7V/uPJzlMNqwv0ffDC8DO+9+254QkYMGx5z10jCfnLcuNjXu9yh3Z1p3Jgx8f1oYub06anxLbemLp06H7b+7EigiIiC4wu5U2D5m+5akhQSlBMhGZJlzcL4+ABi/JYrFys1IkPHdlt+qac9/XT8ptOpQhVGe/S+7/7U5/7esQrpsmXL0u1NmqS5eyVqFhScqAgRMeChEN/eQ3lGQx4dHP+//PLLkYQsL0Li4/sfvB/v0+PDR2QS7ZSefeaZurMcHvCwmSdGjsSSJUvCg7hmdc3T4Z333W8vvvBirLcj7+pow4ixG665No0dffQFzIGgiIiC4xKs6KlTpqbOWcULR/zzH/9IZ/7lr+nqK68Kj8L+WjXitRIkJYX9+5NPYu6Et3fXpi3XyZiLosLuvH33W7XhadyRsr1P9OFqBQUViAg5RPf26JE+Sf+OIZ2XXXxJ6tqlS/owC3shQ5Z3tUCfHCPvK++E5OXDCe+15OgZM2ZEjoQk6crrJiR6802NIrmT6JGb8EWAiOh8V6fwxnwWhHx4VL4oFBFRcNziqaeeSqf9+tR00te/kU7+5knpW9/4Zvq///nfdMbvT0/P1SV1Fewb4sE+BQWHA0SEOD9vHby0fHm66IIL0vBhtbwi3juCoRIRr732Wrrh+utTvwcfTFlzHHZIGr4jX69b126fyjlgAPit453tU4vmzY96PoR6Msqr0913p0kTJ33qHfQbMGDmz5sfdfTqhg0x3P2LQhERBcctvPyn//4PISC+/53vxuc73zo5f76dO6Z+dXsV7Avzn5uXpj319D7n4CgoOBDEcOxNm/bMA2ENm/nz5mUCfC2+mx/BO2vYdQUhSHOvHAm8tGx5uvSii1OzO5r9l8dQ6PIff/t7JEbX9zYeDagnRs7QIUNCLBAOr296PUJAJn/bkv+XZDp2zNgI2b6dyy5kKwFaWSuvBPHB43KkR5YUEVFw3MIcB2f84fT07ZO+tUdEEBSn/Ozn4Uot+GyYjIvlWCacKjge8cH776cnRo5MT02Zkj6ps/ArvPvOu+nhgQ+nKZMmf2Ghgm1ZVJmC37BTYRVDYuVmyPkiEPYW9/YVqq3m3zAcXfmP9NDQIiIKjluwJs4+88wIYxAQ3z352+mbX/t6hDiq5MiCfcMKp0uXLN3jQi0oON7w4Ycf7NNSlyNxtIY3K4P5WN7cti0tXbo0PAhEBOEgR8OCf7Z9FlavWhUjSdauWxfCZ0D/ATHU/Ei/v0VEFBy3MF1soxtuCBHh86Pv/yD95Ec/Ds/EpRdeHEuBH6tzOBwNfNEJWwUFxzO8Wzu274g+aMuWLemZ2c/EnBnW4xHGgAMJRRAL5q0xkkVeSds2bbMImVf365FDEREFxy28gGKLJpG5pdHNMTaci/LsM88Kj8RPfvDD+M3Y8IL/xrq162LM/oF0ZAUFBQ2DaBCGEF7Ytm1bGDnyGoQczMpJSMhpOJT37dlnn40Ju/R1QiByJY40iogoOO7hxRQn/Ojjj2KYpkltzPfAI/HD734vlgrnMiz4NCS6sZKKN6Kg4OBAEJioTihiwfwFsRCgZEiTbPE2vLrh1QhhHC4QJ6b0vvqKK9Nzc+bWbT2yKCKi4ISEF7nZHXdEouVJ3/hm+td5/0zz5h1519+xhFdfffVLsarh/oLYKYKn4IvGJ7kNEuAWzDK/hcXDiAZDMhcvXhy5FuFtOEJtdcjgwTFU9o3XX6/bcmRRRETBCYu1a9bEehen/vJX6Zv/97V06SWXxNLfXIsHCp1C9TleiGzShImxYumxMleEch7LI0lYqzxiZm/k2ja8UYb9sVL/xxN4L5cvX56ef/75/RLSIQoyDEc1DHPSxIkxJT5Pnv7kaLZLE+IZAnq02k0REQUnNLzg48aOSX8+40/p61/9v/SbX52aHnzggc9dM4JQ2LZ1W5qYida0vB3bt093degQ/5vr3mQ1L2QC+OSTY1dQWAbdlLvHyjwRnknVmX/pkZsF0SAuLtSGZIhakwwN6Nc/kutk5ps3YWfex36G8B3tOQtOVMgtOO/v/4j1b6696uroE5YuXdLgCIkF8+enCRMmRF9i0qeNr70WIyt8PxE8Y0VEFJzwkNU8bNiw9Mc/nJ6+9pWvhmdiyuQpdb9+GgjVcKtHHn44XX7pZelXvzglZsTkyZCs6f9qJIhptq1WuHXLf5YcPpagE/QpODxAQCY14uoWC2epVpMpEQlr164NC3LOs3NizQbtxjBbrnCu8dGjnkirV62OZ8Jj4Zhj0UtBoG98bWNal+/XxEn1k/+Q7hftTVIGU3N7n0/KH7lTP/7BD+N9vu3mW9LDDw1Mzy96fo9o5S0y2+aJ6jEqIqKgIIM4YPldefkV6TsnnxwiYW9IkHqgT9+Ye+IH3/1eCA4dzK9+8cv021N/k07Ln9+eelp8NycFz8ZPfvijdHvjJunll1fUneXYAZe6kSsngjV1JPDe++9Fotsrr1hc6uUQB0sXL4nF4XipXswCQt6JKZdfq8s/WU1EzJkb8XPHGKpn3gCf6dOmxzTHhMfEiRNjmfqpU6fGyrWI2cyFH3yJvUbeMTOgGnp4+SWXpgv/dX667pprUqsWLdKUSZP2CNYvmow9MwuBeX/NL/O9b38n3ueYOj8bDGf8/g/hoSvvRQ1FRBQU1MPSJUti/X6xULHNarw2Qu3SuXOM5vi///1K7ly+l6664spY1pjXYvbs2WnWrFkx1tv3+++7L114/gUxzTZPRaMbbwyr8liCJDCEVzrLz4c6QpL+59L2rFmnckoGP/pozDq4YMGCIH0LuqlXE3mZF8Awv7lZOEQ8PQuCsWPG1LL4X389t8FX0qOPPBq5Os5pArVFCxdGvJ4b/bHBQ2LZ+WpiIm54ORVVu/2ywAJ2E8ZPSKf/9nfpK/+//4l36Otf+b/01f/53/S1//1qTABniukvYpTUxx99HO/33Llz0uBBgyJP6g+5nPVnuq1muzUDrtDFsRLiOxooIqKgoAGw7JCAGLTO+9abbwkBIVRxzllnR9z6tUwW+yJYIRIWog7pu9mS0QlZGtzKnscK1MGRnjL3WEUlGrjirQUxOwtI4/15EywtTYBZ2ppQIBisCKk9zZ07NzL2n8v/G2q8KbeHrVu3RJiC12HD+vXpySefTNOmTQtPhuMHDx4c54tz5//X5PYolOH5ID+5FKx4/5vq3WgAZGwVSOstfBkIb2oW1n/5458iRPCrU34Zq3Na/Mr/v/z5L9I3/u9rQdI8E8KFRxpCS+rHKp6d7u4Uq4nyJvI4VAv2MQB4Iby7laCw2ueHHxUBUR9FRBQUfAaQRN8+fXMH8p3o6K647PL0/KJF+22ds0pvadQoOs/amh3j6n758sPqgFy7BZ+GOuEJEI6oPE/CXzwIPFi8WQjKfpaHX77spTRq5Kg0dcqUNHXqU0FcQx59NLwNRAABsPjFxfHxnYCYM+fZ2C6MYT/5A0QHEbF86bJolwSCpEtiQj4FL4TETCLDCplCH4sWLjpiC1jtL3hFmjZunL72P18Jon58xOMxaoFAlx+i3iyE9e2TTg7yvrNtu/T6pk11Rx8+qCdeGqOOOtx5Z/rrn/6cfvbjn6RvymnK7+cPv/f98EDwMLZs3iKdc+ZZtRBGNhx+mvdr16ZthJ8KPo0iIgoK9gEL9PTudX9YTt/6+jejo9OpHyjEt0//3e+jo2rdstUxk2E/atSocJkX1Mb+I3jPDgHyMkiCXL5seVq7Zm14mJD8pEmTgtDlz8gnWbN6TXgFXsjiYvKkiVlwTA4RIDHPfs5ndIaJiIiI5zPpGx7odyMzCILn5j4X+Q8Ewrr16/aES0YMHx6hDStjTs+/PTZkSBy7TA5FFjLEAw8IMfFFQr386fQz0smZjLt37dZgzoN64pn47re/HRZ/s9vvyHV6iHOU1D0zdfPwwIGpXes26e/n/i2SnuU7EAe/zu+2sKMJ58Y8MTotzM+Bx4cHjnfpX//4Z3gjCJtqYauCT6OIiIKCfcBa/qf+6lcRv/3b2eekhx96KPIkDhTvvfteFg8tw5Pxl2z9IJRjAaNzp8rrciKBh6kaHWBUBG+D8AMLVihi8xub03uZYHZkQhFSIBCEERAjgYmsQhAsXhzJk/OzCGO98gyMfuKJCDUQIXIb1q9bF657vyP8FS8tjzCHcMbUKVPThCfHR1uxWJzkS+P/JU86l/wH6ySYII2gIDiIDaLP+QgHZV6RxU5DwxKPFoT1+vfrFxY9K99Ihn1BmW+47ro9CckjHx+53x6/+uChGZWP7XT33em6a6+NEVTCFN6/b3/zW+k3v/xVuuTCi1Kvnr1CKPC48VI0BOUdPnRotIWChlFEREFBA+Bmtd7GN772tbBWhg8bFp1zuJSzlXegw9BYjSwgIQ1u7WMBu3bu+kIJ6GjAEL3qWQofII05mZDlERABQg9CCEIK8g2EB5YvWxbbfJA3YVnlQjyVyX/ypMmZnMzzMC/mexDikPsQCZFZKBAl9iMOnpo6NeZ/EK4gIFatsvTzM2lmvu7iF15M87IwiHDGurVBdAhv2GND4zhDRJ8cNy48EcIbu3P5n7WIUy4HkeJ8vBeu90VBncoFIsSvuerqzy2LUM4fflvz2l3wr/PDQ7E/IDa01fdzHUngJEKMnnKen//kp+kff/t7anTjTalnj3vTM7l+1dmJOiTzcKOIiIKCvaBDGvrYYxEvZRU1bdwkxvcDsuAeffmVl9PueuPbPwsy01lj3KKsIgTwZYc6eOP1N4IEjke4P6KwEgVE47Jly9PTU5+OkILfhSR4CIQPWPgI21wNvADCBIZaImyhDN6A1ZnwbOONmD9vXggSgkB+BIKz3/oN68ODMWvGzDR+/PjYR9tatnRZFguzIhQhVOK8zsEjQbiyhB3HyiYMCBDhC4SpnATGtm1b47vQB6veeb/oCarUq/lUiIgmtzWOsn4WhBH63N87kholMw565JHPXMqaECD4XMdIGKJO/Zz91zPT+f84L93Ztm3ko3iOnoG1cwoOL4qIKCjYC4bLXX/ttdHx8UKMHTu27pcadFpi2yw9HTTC+Sywdvs/WBMRv/z5MSIicplZs9z3xwM8M+EDZMwjIEzg+Rmaa7XSZUuWRo6D+RoQOcI3LHPKlClpbf79uefmBUHb3/HEAaIXTpB/YCim0ITtAwcMCKEh7CDpMiaI2rUrRnHYrxb2eDgNHzYivBREirDR5s1bopwWZNqYy7F8+UshXHx4JggZ+wpTEBEjH388vB2u7/cnRo2K8IkJnIRYTFA199k5cU8SFY38IHaOpqhA3n86448xjLPJrbeFEPo88Mqc/89/hoC/+IIL9uR0VO8ZMUAcvbXrrTi/57Vr5470Um6vmzZuipCPMJT731eYouDwoYiIgoK9oFOSuc0davKphkYoSLKSGKdD35/Qhni4We8MZzsWRAS8l8mGZfh5Iumz8FlW5JGEZ8JqR+RI1lDJ6dOmpckTJ0Xyo78l3Ume5dpGXKYrJiSefuqp+JjcCXGzbIcPGx6eAefc/uab4V1AboQD70PlRTASgVDgPTD3gzwFQ315OyRhInhEZ64BpD9j+oz8+8rIrXBuIQkuf6Qv0ZLgIEx4LAgf50CW7smcEzG7JY9I/vibp+zDfO+u45ybsujQTpWd6OBFM9RUmeVtCLcgW2U6EuJCHsdFWQh4lxrvp4jQ3ngjqsRHoSFwP/JNhJHGjB4Tias8ZTFs+hDaaMGhoYiIgoK9MO3paenH3/9hJGHd0637Ptdj0NmxinRk3Kn7AkLrfPfdMdudBE3u6mMBiBb5HIqIQFCsbBZ2BcKCODlcAsPzYXEiE+d9N/9NBDwxclTkMShDzPyYiVeCIuGHkOU8EAPjs6VvHoMXnn8hCGpyFhnPPDM78hB4L3idhg0dGoKChY/ka8s4bwj3PHLj1RAa8bdzymN49JFBkbcwY8b0eOa2KwMCHzN6dCT18UQokzISJPF94cLYlwh5cuy4yKcxDPKhAQ+l3vfdn885PsrE60DgEAnuXx1/+NFHkbjJ4yKJ033Om/dcCI/nnnsuQjiGp86aMSPOOWrk4+nBvg+kh/oPCMGiLoUIDuWZ14chqIY4H4iIAPVnAipCwtBKglbZeX/U+fEaZjsWUUREQcFe4LbWeRk3rpP+PLBoddA688orUd87gdwMDzVT37VXX/O5ceEvC4Y8OjjXxfhDIhTWNS+M+P3MbHUjqnGZtCWqspoPB9ZnMid4JByyrIUFhCG4+j0bBP3ue++G69v1JSEalikkIMl14oQJaXC+V8MqiQ0Ehth5JoR0kD5PBQHhfDxTxEXljUD8I0eOTOPGjk3jxoxNkzPBm7NBOxo54vHY5toI1FTWvAmmTSY6iFCeCgIlPAy5fIQGEcCL4R5GPT4qn39UPAvC5PERI0JEKI8cAPenLpXJaAz5FXI2CAhCxRTZRA5vjHMTOu5NuVfnY5+e+lQIFfdKhLnfw0XS7tlsrZ8lImrJre9HvRKcwi5vvPF6vCtf+9+vxEgKIZmCLyeKiCgo2AtW5jQkTfiBOPg8IFlTFHMV68x1ijp55CFua0Ki3592Wpzzvp69vjAX/4GCKPI5UBHh/rnGudKRpmTEf513Xjr1lF+mHt3viXpiUR6M+5ylLS+AK158n6XrO9I3BJMwWGP2x0yOCCvCTlkwvP3O20GMCJvXyHaJeCaJEhaQDCl8ICRBRBAlvktSfGTgw3GtKoQlHCXvAYEja56LIYMHx3nM0/B0LgNrn0dBYiRhQ0giQuLByIwnxz0ZAkN5ED8hY1psf29Yt35PYubut3ZHXoqQi/ILsRB3RJL7JjqIUmLAkEi5EUIhvBHLsyjgdanCKeE1yd8RNVFE4K3J/yu/cgr9SKaNesj7q79DHcHgHLfefHOIiNtuuXWPiPDsiQZeo0o4uSceGnXNq9L57s4xe6QkSeUv+HKiiIiCgr1woCKigg5XQp1ku34PPJh+95vTIpnsumuuS9/51rciWQypHiv4JIud/RUQH+V9Weli1oiA58G6DpZZnzxxcibrQenujh1jtkIksb8guIQChBrkC5ifAdkiaAKgT+/eQfgxu2YmTsSEsO3Ds+BvggKZKh+SlRxpZIS5BHiabBfGePHFF/bM0slzAZs2bYwRAjffdFO68brrU5/770+PZ6t9aL4/HgX3+2K26JWRqJAbgRSFJlj7iNv5WPjwbL62fAmhCMtL81jYl/dCTgPPBOEQnpTcjpA+DwQvAXEmF+D+XvfF+i7CMX7n9ZLTMH5cbbTHC/m+iQBlInx4OQij8LDkeiO8lImY8v9zc+amMU+MiXJZIEsYRf0Ih9gHoVtf4mDg2K5duoaIMLU0gSMUxDtFxHmmvDREuLLUD3s9lIWaURq/O+23URcFX04UEVFQsBeqcAYRYZz+gYClasVOMXThkJjg5qRvxd8y8o8lEESsVuS1N4gLljH3fxVK6HPf/UHsTz31VLjKEcPbb+/eI0TE7ZH5o4MGhXVeP+RToTZUsUa6RBkrnKtdjgNLHgEJI+zYvmPPSAghCfFy5eUJct2wvpcvC4LmFfC/ayNZ80DIK1BGIyZi/o9MtJbflhTJIicOJuZ2YNlnXgprOvzmV7+O6ZKJEqMDELs5B5CzUMTKfKxzIN+ZQdiLgsRZ+1u3bU0rsoDk2pfgKITAo8Fjdcftt6crL7s8XX/tdalv7z5hdfsYZnxbFqFXXHpZrN0iKVSOh5CGpExhCSELRC9cMejhR0IU8cYQNLYTJQTdZZdcmn77m9+kv/75z6nJbbelG/K1iDweAPVGUPGqEDfuRZiGNwOpeyav5no6mBCHVUUH5jokBsxa6Rl4ht6rtfk5ftaQS+X7wXe+l37+059FImrBlxNFRBQU7AWkZOpdHx3wgYKbOFb8zMKBgDBbnqXDG91wU1hgwhtLFi8JsqzwUe5sWdvi3Tr2LwMQyZat/5kcCCGx1Fm2MU9BJrle9/aMmTxZ92L0rNzPgxEQciJMM4zAgWBYt359ELRzI3VudWGKyZMnBWmzsNXZm29au2JZECavB2FgEidkv2zZ0phwiJhgWddyAWqTL1m3JMh1y5bwULgf3gQiaOaM6ZFoyMIfmO8HmUtkRLBb8zWFC7j9kbfftRH34fzKIZQivGB4ppCG/eRIEBQxmmDM6HRnuzvTuWedHdexcqewhoTbe+/pEffrvgkKnoeXc3lNA/1Qvpbje9/fO918401RDz6EEQEk/KIc6oAgIaD8LTwinKFeiSI5H7c3bhoTL8nNMfGZ8nlmBBMRuGDe/PCcmOBp3nNzIxxFBG3bui3f44zweuwv5GeoW96dgbke/5gFhGsSUFmC1nb6HBCO5lXxHo0YPqJua8GXDUVEFBTsBYlpZ/75L+GCvZQLNnfM+wsx7fZt26V//eO86PyqVQD9zxozgZUFflo0ax6u8XfqJqxCALc3aZpuvP6GdPNNjYJQrNfwRYKIQFAIFNGK+z+Srd1+Dz4YUzMLzbBWPz7AuDkPRG2J60GpY/sOe6zmKZmkWcFE2LJM/OL/6sXICSEQdWJbTCedCY9VjgifmTU7yM42yYgIjLVLJHDzs+q5zHkNEL5wg/CB3Ay5CYSb5bpZ8u6rEh6Ocd6Un4NcDOdxzzwUxJOl3+UWiPMrs2OEApTTyBChiqenTo2/O7bvGLkVzbJIMHzRNXkiWtzRLEQDsYJ0CQplIVKa5zbifISIMvNGzJ45M+7PyqDaKRHgGRBXyuC+eTy0Q7+p61g9NJ9HHROxEhW1M56SqszuWTsnhIhZokHdV5NxqWeCbl/PmrdqxUsr0rSnptVyL16pDcck2Ag775F5H268/vpPiefPArHN+1NExJcbRUQUFOwF5NOmVavo9H6crafuXbrulytXh92zR49s8TVJd3foGFPvEg48ESef9K0Ij3Tt1DlIAKE1vvXW+JurPdzVLMlsQbOArXpo0qujCWEHYQShABMcETrdu3SL0AyLX5lf3fBqJMMdCN559520ecvmcL3zCHBpP/3U00FOiKrnvfemsWPHRIijlpuwOISLpbWfMOohl6UaCfHKKysjZIQkWf/I2KqMJnOyXR6EeRNk+L/37rvxLLdv3xEeFMMtH+jbNz3Uv3/kFQwa9EiEruRPvJ7rneUtKVI+gmdCICxatDByC0wY5f+t+T6UG/HzfMS6CrlsRj48NuSx2E4UEV3I0j2btAo5I9dOd90VuRA8FcSGdkYwCM0oe4977kkP9Okbwy579ewZ1x02dFis6mkRKF4fngX3tXZtbXEv7WTjaxsjTGNUR5U0KXlRKEJZHG9Uyq5cBuJIaMjiXtqb/Xl3HMuLofxm3+QVUifEhX15jYgF7YRwIUqqUJfcFaKBd8V91sfHH38UuSvehdqMrU/V/fLZMAV25Yl4vIiILy2KiCgoaACs3DP/8tcQEia8kRD4eZnq4seGxyHhLp06pZO+9vXIrdARNmt6e7r2qqvDotMJI53m2QpFTCzVtq1bx0x7sGLFS8m6HVYUPNIgfJAzq5oFfG8WQUgsCDf/L3bPRf95914f1TnlHCB67n9WpbUgfBd3RyRGaKgvBNG1c5fIATAKgdXNTY+AhZP8xiUes0Pm7UhXgiQr2kqjiAux2h9xExPOy1qfNu3pGM1wT/fuafCgR4NQCZnXXn0triVxVjn8zRMip+Ol/EzCW5G/G/FALCB5z2r9uvVhqfN6IF9JuDwL9vM3i96wzGVLl8RES4SBURtEjecrzKUNcNUbEdG2VesQbEZtOI4IJSD6ZtJ9oE+fEAjE1fMvPJ/atmkbORqIH6E7r+dkpAqPikREAsD9EU3OF8NPH388jc+/21cohVfHlNgEiPvmSfHdM/ObsAXvhe8EATFBBBEfJrEimkZk8aaO60MbqfJf9gYvxhm/Pz1yhEIg74c3wgRfBISJ33hjCr6cKCKioKABsKysoigznJCwlDcXNktNZ6ojrTLu98bbb7+TbrmpUfrf/+//NwRI30wGiFhG/4X/Oj/d3fGuiH2zwHXSsv0ltlVg4SEM4/sPN1inCE1+Adf+k2OfTP0f7B9JbBIieQK4oBtKptwXJMe5D6TDnY7cEe/QbJkLPyBXxGZkxeo1a4JYTeiFxJB/zSMxJTw+kih9F0ZwDomMvA3t8//+lnthddEXM5G7F9a15xATOdUJD2QpNMHi90HSprUmTAg81jU3vURCw095EIwUmJnrg7ufF8LCW/ffd39+VndnQdg5QirEBi/Folx+JGs/IzuIgrs6dEgD+vUP8UkgIe3XN26qyyeYnhbla7kn9+E3f6sn4rLmQdgQYYjwRGQRITfDstksfvUqrNThzvYxUkQip2svWLggyk8oEBJGXhBQwiJEBrFTm7RqTmwTBrKOBNHGu7EoHz975qwQKdq1cxpR4rmYAdOzMZumJFSjNQipGfl5VvV4IMKSSDFxG1EgpOf57H08ES6sI1eGSGyTBZacoisuu+yAQooFRxdFRBQU7APIiSv/nLPOTl/9n/8Nr4KlvAkBQ/64mhuCkQOmy/7h974Xa2ZwPRMlLGEeB5axRLlOd90d1tyIYcOCDCqwWAkW5Hs4gGxZmDpmJC0XQ3zemiAITIiiIQuSS1yYoCFwkyMcZMhC58ZHbgjT/xMmjK+FAfJ15Sz4mzUrB4QAs58ETeTA8kWoiHmM5MZMxsjEXAnCFshGsqKcEfsQd1bK3P7mjlrYIxM7jwVyZL0SBDwFXPauz2NAHIVQyGUjRAYPGhRLaSPRUVmkEBu8FAhzRD6H+xG+8ayc06gL90AMIVveFILBFNq10R5PxgqR6tV5uP/lJMh7ICpeeaW20idi5HERcnFc8zvuiLAGEAyt8+9VWOTWRjdHiEDZeUhatWgZng6ihUfHkFAeDXkfRrEQcK5r5IOyVu2OWPIhDiVkTp08NTwSRt5EzkPe5rzEBqEkcdN5lU+Oiuu5j8idyM/Fs7CNaHO9/R214bzeH+/SGX84PURr1e78z8NknQ3Cgfj+xU9/lk7+xkkxtJYALfhyooiIgoLPgLkSWF9XXHZ5+u2vfxMd3P/8v/8/MQcE668h6Jgte0wI6MgBUbZs3jysPPjk409CRJh8avAjg8IlXln/XL1+k/h3MEDwiJO7XBjGSIhBmYR8ECirFuF8HpALqx24vJEVi5IYECpgmSJVgkBug3sMAZGJmABCthIoeSSQt1yIdWvWhmua9cyaRabIyfFmV0S0LGoxdAKLkEHWd3XsmNq3uzPIE6EibAmeQi72rSUBLowkPmVTB45lfbuPyZn4WPcEB3GBJIkoIz/kezyRRVxtRselISKIAUIGwRvlwRvguSBMdYfwhQIIDfeJbIkiQrHz3Z3i2SHcavQI7xISJYR4ViIksWFDeKNatWwZSZjEQ+sWrSIM4ZySTtu0bhN5HCZqcq88Le7VtYgIz8ACYs6nTbnvt3e/HddSv+/m9udvH8cKKxBKhA5PA4/L9KenxTNTj+61Np/GzMgVISzknBBJvDSelWMH9BsQ9ad+rEhKMKkfIpFobQjKIqz0kx/+MEQCL1glIqxh0rTxbenrX/lq5BDJn/AxX8t111y7X+GPgi8GRUQch9hXXLLg4GApb7FgpKKjJRCEJLbWG/5YAQGY3nfSxEl7BARxwLUseVJ8udrWuVOnCHXIF5Atz6oGhMLNbajd58GzRhxIzrV1/izu/plgCYjnnpsbZIJQ7XcgQJbyG4QqWP4ECNKvZotE8ojJiAiWqSGUvAc+hJf7IRiESiQsInfENyiLpl5ZPLGwucZZoJJKiRH3gQSrSZ+QmjyC+++7L9zuCFTsH5GxmgkTBP7+e++HVyPIbtToqAsELx+AJ8Czk/MhtKEuXnppReyPhJEjD40hpa7H1S/EpOxECy/JwoULQhj5bthijFrJdcATgzRjWGUWKo4lHHg2eEeIGKEsz3tTvt4jAwcGkYM2xQMgZ4RgMNyT8HNMiI5cf0RGs9vvCO+M5EkeDYKAmKvCKzwCO/Iz4jlzHc+McELwnk94m3K9EjWejdCE+lafhJtRFZ6NeSj87t60I8mf6tP/niHxQ9DJ1ZCnYgSHsIlyERGuw8MmhLUvuK9BgwbF9eu3R8m6115Tm+a6Gl7tUyVj8tZVIrvgy4UiIo4ziCvuj5VZcHDgHraKY7hw9xJrrFPuajPzsd6M/efuJihY5Cxp0z4jGaRgHgDktil3wn6T1Dg2/8ZtLS6ODBqCzlcmPasZ8ZoDABEhLa7myNjPxKWs+wszEhI9rPQtm7eE6xt5CCcgdu57ZCW5kRdBwh/CNR8B4kHU3NPEAnKVgGg4pIS/bl26hjdCLgC3OHd+506d87meqyX05WvyaBAdPCjKjpzcizyA3vffH8IFAaljhEWAmOjKyAdWv2OQvXwJrnvnkhjpO2ua54FY81yIAeV4admyNFHYoo5MESRBMycLC2ET4kT9mtODh0UCLLHxxKiRmZDn5fJsi2dEQFhpkmWvfuR7EI1jRj+Rn3O/+Ns7SbzESIdcfp6d1VkMIGJCyLoiSN+1iDP3z9PBKyBk4Bn4EC3yHmzXBnmFlIGQ0ZaInGfzfZovwmyQQmNVvgrB5H55Ax584MG4Vx6PnTt3xXkJGs9Sefxt5Ek821x34dUaPiKeJw+QCcO0gyW5DfJAeR6evXNKKD1QuAfDX01zXQ2LroZGCyP6Tf5LwZcPRUQcZ0Ac+yKfgiMLBIG4dKZGNXA561SJCB05UkKghn/yaLAW39z2Zpr+1LRINiQu7uvZM0YcIMz6eOftd4J8kNmQQY+me++5J1znrF85B5IlDyTRjQfjgw9Nl7wxk9uWcIcboYFsEQdC6ti+fVj+RAHicn33gGSICDF11nttBMDIuHfEj3hZy4gcYRNMr2RBgWx5HpyDuEKgq1atjPCP+Rl4KLp16RJzJZg23DThZ/z+DzFbpJkeeW2UjXVsiChS5AVRRvkZkhdZ0KxvokJ4Y8SI4ZFX4FrEhFwBZRr86KBw4wv1qFMjHSQtOrf78OyUK2bfjCTU2nTZxMaEvA/C55VRnptuuDEsc6M7CAbCBUnzIlxy0cXp1ltvjeOQrTwa+RoEGdFBnBFFI7OVzyNSyz2YE2IkvD75414lODqe0CNICAjPnOggIHbt2hkeDuVW/5WAIPKII8/Q8/Bch+U2GM/wzW1xnZVZjBFx6tG1eWAMr5Qz4n6c1/36TZl4ypRLcqt7lWvjeO3QiCKiR3s/EPAyENhEw3e/dfIeERHDo795UmrX1kqeB+ZJKzg6KCKioOAwoX4Y6bNCSmZUrLwEiF9Mm6VoXQEzVwIhaDEkJDFpwqTImeDS555HngiBZXYgoSvXNE8AImIVI8xePXqGx8E8AuH2z6TCon8+E4Rlp40aQRLIF6HwgLCSzUyJCIklYRP5H/I7eFKIBQJDCMRU34QTrwVPQGX5ctWH27/vA+Fp4Jm44brr03l//0dMtmW7JaBNzNW+XbuYT0FugETXCBNkocC788LzLwb5Rm7AunXhARHnJyAqMaTMhFxNIEwOq5pHwTYeEmTJxW/yK/WLMB2LaJGvcxhaaX9kaXQOS5+o6t6tW/r9ab+NOlR3JqIStmrbuk1MzMViN8/FgP4DIkRCrHn+kkt5V4iIIPAsQFzbtYgs3hFCklAgAoRveBmIozjH+++H94C3gjdCWdStj+fIG+AZ8ZBYCM7z4/2IUSz5+TrP7FnPhHDQ9ng2tCn7OB8xQ1A6n+vZrk0KwXj+K3PdeMYhenK5tCkhqEqoCLUcCIgIeS7CFyd97RuRe+TDC2G+FXOnyPko+PKhiIiCgi8BCAhEOD93wCxJCy0hHrFoVjCL3z77G6IgLoS2kAOi0fHLETBsklWMqAylQ5zIwjZhAH+LjbNoiQdDA1mm3O1VsiRBIL5ORCBbuRD9HnggSJCFKuRQI6lZMQpiFks1k479WJsDBgyI8Mtd7TtE6IZYITaEgoR4eCF4NoQ/eGwkRCq3+SDu6tAxBAcC40I3qoW4IGSUR7mVQU6E6/N8uCf1SQQgbqSNlHkgeETkMbD0JQ1W4Q9hHFZ3bQKlWv24Z3W0Snjh1ddibgdzHlx68cWRa4GglYcYktdAICJXhI+oiSZJm84hXEDQKANLX726Bi8Fz4dwinpE3M5rpkqeLlNws/RtJwyETohQk2YJaxFARATvEKH23rvvhtfC9YkRz9Iz82wJRN4wAqGaiIpXw9+uLw9EaMyxrim3xiyZPD5yW3hqCC11auIreRXE0aQJE8IDciACF4yCMSfEWX89M5179jnpnDPPjvyj/v36RR0UfDlRRERBwRcEbukqsVBiooRBLnuJaTpxQy8PJg7MlYykuN+56bnNa1MXjwuXPe8GUrA+Avc/a5h4YUmb1AnRIafBgweHKx1hI9BhQ4dHWAPxGee/IpMG69P5EQqSU16ChesdwRAEhIAhhWZrvO2WWyLxlFggIOQ8xKd9+5hoSW6INSIkGhIM9m10002x7gjPhL+FORAgEiUQiA3eBUmGwhuseNtZ56xo1jLhMDf/hmSRrrUihIJY6upanUkMFEpi/auvmTNnxP372E8eBDc/TwRLu2mTJrGct5VaHx30aFyD1+WqK64ITwrPDAIkSHh+lEfdST7k/fA8CAtkLy9EmR7LdU7E8QZoHx9++FGIAIKCKCQ2CBvzTzyV73dIFpmuy/OijgkhglNoynfn/Thb+e9lIWOFUcKIkPDMDCOVT+LcyqAeCJ/XN70e5bICKwHquao3IsS9uD4BZLvfnZdnqMrTiHBern8elwMBzwtvl3IQN/4XbjtQMVJwdFFEREHBUcC/879duYNl2RnuSDSIx7PgZeyzoHXKb+3eHR25znh/wDOBALjxJVz+x6MxL3f6z9Ti+PkT8ewXXoyRG0RCLZlwdljQCPO13FkjIuECKyaaUAnhcU3LERAKCOs2kxgrk/AhFhAQono1W+YbN24KLwUCEXqRE9C6ZctIGH0yvBUPhkD48x//mM4792+xxoj9TOYk2c80zxeef0GsOGlf341aITJM+SzU4bshkcI7RInkUqEFs0zWLPzncllrkyPxSLBgkTeyUwcSAxG6e7kpn8vCUASMdUGEZHg8eDSIBKQZdZMtcZNBOc79EndGX4zMdcnj4h6FVNS9e1dWIsIcE0ZWGNqrHuVtSBzlESKsDNlU54YRI1D1ymNC1PFkGFK7dvWaEJqehW08R0/mtqOtqHdeB0ND1S9PhvPwHnmucj7M2BnJsXlfz/yFF2rTgvMYOJ+cD6KIl8F9Ciu4/wf79o3yrVpVy2+Qt7Fm7Zp4vtqDMIj6EFJRv8pI1BE5xBgRdCA5OgXHLoqIKCg4QmA5SkBk4XN9Dx8+PMgHYfEQ6NwlwO0NHTmrjnUnJt+QJSZ3guuZW1sOgFAD0kREyMKYfLkJ/mZxspCRjEmgWJVEAmsS2RAhrFkWu9CBoXxvZnIQ354/f16EV7i/58ydE2IHufpfSATJ9u/XP4jePZrPwVLTEuG6d+0aRG8oqzCGYbFXX3lVuuCf/wqvAkFjFkOzNBIFdzRtGp4KFryRATwRlcdCvLx1y1ZByi0yKftOUNyef+cdIGgIBgKKy51IQ+zyMHhlEKX7UA8xDPOJ0SFG/vLHP6WLLrgg3derVz722SBEz4UlrP4c+0DvPqlV8xaRaMpbJFH0lptvDqvZWh5yIIgPngPPG7H6GOFCrDTKwqkKdyBuS8VPzSRMQPXKQosQ8rzlKgjDSE4V7jEk1ZwY2oqyuy/hFp4k7YL3x3MjXBzDcq9yJhC6nBqrh3r+rq2O5uR7tIIoQeV58zjxJlXWv9CL9iB0RPjwBAiJOF475j2R/zEm16125JzuWT1pe9qJNuec2ub+ht8Kjl0UEVFQcJigAzZzIEuPC1yGfswXMHhIttym7HFrv//+57t5db5i+Aia65qQsA05sF518IiABWlSIImCCJQbG8GbvAdBsFrtb1ieEQnc1AiBRW0uB65zMW35BWLx3Om9M7khmIf6D4iRCKzWauEmwkJ8nscCSSO72zP5X3PVVem+bMm3aNYsXXLRRdn6blHLF7joknRzo0YhnHgmJCIiYcMFJcsRGF07dw6x0bZVq5guXAjDiIwL/nV+OvuvZ6Y//PZ3sSrqne3aRVIlS//yyy5L52cxcvrvf5/uzseOGvl4WNWGcLLEiQEEbsTAQMSfxZFQkfKaSEpMnwjivUB6LG+jFrjykbRkxKX5f0JOyGLgQwNj9IgZSJXvH+f+LSaOkgRqBImyKpt8AxZ9lexoGGrjWxvXprresSPImlggCtQ/cWFRNvkA9q2FhhZGCMnzVEY5C0SJpEZeCt4M7cxvpsomPAhIHgMeLOK1mmdDu+NFIjg8P6Ey530jn4tXgTDgveB58X316lUhIp5/vpZzUi3KxRNCuBCQcb06gSq8FaGgXJ/qWdvTtgzd1Va9C8RuwfGLIiIKCg4SSF0WvM5S58mCZyETDmL0YsfcwLwN+xvX5YXgBt7+Zs2aRYJCB0igJk6eCqHAq8CaZhVyJfusylaxPASJmCYQkmzI6iYyWKOTJk6oLVaVyQdZsR6JhdmzZ0WYAukZJRCekrxf6xYtw1uAdFiZ/bMQ4fpv1aJFuubKqyLc8NTUKeE14GUgAIgJngghDN6GW7PFzuImHNTNbdlqvzNvZ/nLf+BtIEZ4G4Q6LBktx+DKyy9Pfzv7nPSv885LV19xZTr3rLPTeX/7e4zSQNY8GI43bbThrhIaCRv1waNgBVBiwcgP4aLRWTzJgTB3hQ+hgAR5KpAkwmT1y/WQM8BLI29kUxYE9ufWBzkfteNmhxhQN2ZU5FFQn+5R+GJuJttdO3dFAqeltwkcIQgCx7MximNaFprc/wSOcvLmGNUhzBX13a9fhESET7Zs2Rr7svwRN0FAkGhj1TBXAo+A4AEgZIQlIociP38fYtE2woDXRHtyj6aU5tEQ7pLLsjC3NaJJWEI9ETSuu3PHztiHoHAfhEes6ppFgu/aKS+Ic2/ctCk8NepEObXrguMTRUQUFBwAdJA6cUSDxI0s8JHExkpjtSOaA0kGk8HPcgOi47k5c4OIhASa335HkDYr2igEBM99j2Qezpb8jBnTQxQgNMJAdj8PhM5/xvRpaehjQ8PaRnZc/MiV8OEVmTh+YpAUAkYmrFnkSFhw+xMBrodcDVWUt9C1S5cgN2R3Z13IQlkvueDCCDWEGKgboskdTySYQ8EKptdedU38FuGJTLrc4QSEUAYibpYFAZHSL1v7RAlL3zWsVSJZ8aYbbkg3Xn99HEMsGJ4pTNIhiwnltbiV+STMNeH6XOs8CYQVjw3PjfqxnRdk/Lhxca88ECz4devXpcGDH417lhy4dOmyCEk4h5CRhEvCDlEiZKEcx6kLYk1OiOGOllC3WBgR457M8Chk4bkReIShabYJOtdQHt95XaxyqX7s65kROK7xwfsfRBvhySIaiD7tEEnLbbGwFu8UMSkswdPBK1PzKtRGexACRpYQBfZTJ5457wkRtfvt3dGOfDcyyLTWRq2YOZX4cC5tnIgTVuF98J2wlX9hFtDK+6J9RZ5FvqY8IMfWTxImlHkw3s5t/3DnTqgvwr54QI4OiogoKPgMEAOEg1i2ZD3D6MS/DWeUgChRjYV5oHBebl+LJZlGGSFVpMBtb6z8//5//r8xbv7Pf/xTuiGTJ4Ll/kZoYuo6ah3xhg3r60ZbPBeEgiwJBd+NxkBEzo2oCAlJmKzMmdNnBmlwnztvp7vvDgtU0h/xYnjdvdmydq8EE/FAUDz00EPhbRByMCyTV6BN69YhdOQwSI5UVr9dc+XV4bUgAsw6yNq+/trrYmVG5EuYmFzKtfxGFBAVlkn/za9PTeeedU767am/Saf/9vfp1F/9OpIxCTjCrUP7DiG05Bz4n3eja5fOUTaWvYmdEJx7Uyf+JqiQKGvfd4JBGdQDskO0rHbhH0TJ8ibY5CVoA9WoAeKDd4cl7n+iRmgBgfFaCIE81L9/JLFuyPVNfCB2Io0HwvXNZmk0jPp1Pl4fz0AIi/hTTqEGuQ2eNYKuiaG54Tmo5nYw+ZPyExdVzkp88j3zGkgqJT6EQSR/xsRT+WM6bmVRD7wS2jER5Dd14ZohArIIIzZWuXb+Xf6Ntu++CR35GNqtDy+Z+Tusp0EcxT3k6/ht46baOiwgCVhozXO0pgvRRuzwXvCyEBYH672QkOqZqfOCI48iIgoK6kHnJf7PDcyi17Hr6FlfOkwWHFcx78GBgqtZB7lzVz5/7pDlIBjWZ4z/c3Nr615wS194wQXptEycfzv77HDf8xTouCUuIiJx7QWsxzqrsYptIwMiAVG9uW1rEIpcCZ25IZqIjhWPbCTXcT+7dt/efYL05RhcfullkafAE2DUgdk1LdHNzY/skTP3u6GQPA33dOsW4kLIwkgT4Qv5C5dfemkkQhIaLGxhDmTdsUOHEBF/O+ecdNXlVyQLjcnLkExJPPTM10BK8g6qlVOrhZjMXnhDPhbx8M6oG9fn6eBREfuXWyH08ecz/pjLdH+EmGJkSSYzs0IiPoLCEEvE5lpm/kTkclB8R4T+583g/bG/8BHiRqqRR5JJNYbH5npH0ISgel+/dn08V8So3okSc0ogZsQm3NEnl4vl7lkaSaJdycXQPngbCJV41vl4XhTneyK3Q2VyHyx9lraERnkSSJuVr83KgyAuiAKhFNcwc6X2at9q3gr7EJxjR48NkcnToD24H2IFmWtX5rCoZh9VLvdKFKxc+Uq0VW2QiHWfRKpnLHdE+bVHv8vfcA6iuQIRzTthim4rqRJpnhUhqj2ZJ8S7p70aDeI+iDdi2TMgENSVe9kbRuvIBSHoCo48iogoOKEh6KCzQe7czEiYFdg/E+Uj2YpnpXNfH2yHZJSEjs4iRTwAYu2GXCII5KKz44q2HenrqFnOLEkduiRIVpu4vDwFsXVuZJ2u4YrCKI7nntfx82hwhSMfLmriAvHIqudluL/XfZEceO3V18SaFggUKRve2LZNm4jts4bbtm4bk0FZjlo4gYCQA4H0zY/AI4GcjazokYnDyArET4BInkTschbMNnnTDden5s2axfEdsyhp26p1atq4SYQ6bs//EwIISZ6AmSElNTa6qVH6xlf/L6Y+/vEPfph++L3vx98SN907L4H5FngdutzdOcpvqKjyXpGF0Jl/+nO64brr4l5Y46x5IsHzRUZIHHkjJGQsYRGJIX8eHAQq9NMnCywCidWMzJA0IuXpMVrCM+LlsV0b4TlQfuTHWh8yZHAIEQuOaVeel/NUM0MSkYj0vffeT2+/83bkJxgRoT1qC8SACbGibWSid35uenkNQi0EAgLnOVj5So2oHWseDWEa7U5Ojjkb/MazYpv2ZB+5NgQtQid03IfP8uXLok16xq4tpOE61o1RBqKUB0Q740Xxv7CaNkiEIHiCXH6GNkmAEUn7Aq8DgaNePI+qjgkhbY1g1W61LSNkiD5tQB1rD9q8Z+jen8h136Nb96hf1yz5GEcWRUQUnHD46MOPwuXJAkPYw4cPC/cyAtNp6gyrHIUDhY5z91u78zlqyywjcR2iuSFktSMnHgHfddy1/IOhQW46WnF33g5Wsr9ZnLbrJBHQzBnT09wsIrjbWW2sYRMGERG2uwbX8Iy8nZcBoUk4RPZc/o1vvTVCBchXOMEIDCEPnoD7e/WKjpmQqImCWyNBEpEiaQKAmHAcwUGU8Ez0z2VhOfbs0TOGeMqRuOj8CyM8YRQGccEDYWIki1ixxokM4gUpOAdiVQfKIpxy+SWXRn7At77+zVhPgTfCNMiWxDYRFZHh/ya3NQ5xQhwRETwcf/zD6emXP/9F/G8xNMKDgJD8F9ZsJjmk59moZ4S6ds3a8FT0zdeWW0J4jchll3ipXBJDeUp4hDwfnhz3TFwIkbDkiUP3wYLul61px/AEEYTrsoDUrggCFjtPgHCBe9UGEbjfCT+JlwRO9d3IjphpM5eLoOUJQ8zInUfEgmEEEKtfyEKeBXGqLPbVhtyjMA1hwLNBiPo/xEOuD+d2D/I/lMt1hU20KZ4Y3g+CWtjEb2YdHZnrB1FHyCITf0OQfMxLg+A/S0TsDxxPqPFCqC/lFV7xnEwxzrskPMUT9Ztf/Tra/LD8Xo/IdcOjYnXYgsOPIiIKjnvoyFhhOk1ErMMxzTJ3NdJECjrB+ksTHwhYUGH1Z+uMy5k1hjBrQwmfjaF91bA/HaAYMwuWmJCwaPSAcfdDsrWlQ+RmjpEEeT8JeYZZCiGYpKiyppGE7+LdrFLix6RDQhMmHuKdQKzXXX1NTMP8cLbmHs/Wm+GUtbkYasTr4xheAUmMAx8aEB2xfQzNJFQILPu1z6LAvg/1GxBJlEgbUTqnXAh/S3bs0qlThDLkKCBeoy0IjhgWyuWdrUTiRV35vRqlIRdEEqL7k0vQJQsN4RE5D+ZiqImfxhGyaNmsefxdS2JsH+fsfHendO7ZZ6ez/vLXGMlxRy5juzbtYpSHxM1wvy9eEvcnEVJZiC4eIc9fvkBM4ZxJldiwj/o3wyXxhJiEZljExAQBQcwRYISQkJecDu54hMvLgeRjuuz83ZBO7Y8Vjbw936n5ORIAzsWzFCJ2+UuxH9JHksSu47UroQuWNjJXNmKCGPLskarEXvdBCBCv2p/hxoQRT4IPUaoeHKud+O58LHoeDau4Cgm89lptX8Ji6pTJEVKQZ2FfXhIekwq8IupMO5dbIb9B20T8ITTyd16JIwGhEdeJydbytbUH7V4OUxXi8z8vR8HhRxERBccdKtdoTJCTO3CdM5eyhEgjAnRoOlPzLxAY+wMdlQ9LiLuX5Vqz3F4Ii3DevPlBikgeEelQuYkRhXCGBLywLOs6YCJCuZAHS49FHAmMo8dk4lkcnb7ZCMPqDNfypLD4EAL3PDJxf0gCcSNQRGaxJ+chTriAW2Ti1aka4igUYsQFAcBalizJ7es48yewiiVIyoMQZqjIvSJwx/JOsOx5HGLNisdHJHNC/PbXp4YHwnkiTyKTK8vQrIdGTzyayyJ0oiw+QindunYN8nddIYPaHA4Da1NvZwseQRt1YRtidr6O+VjXc9yVl18ZE1ddetHFkbxpvghzU/BiyOlgiRI36oDnxBDSv5/zt/BSWF3TvfICeUbCCIRmeAjyc+KqVz+EhPLxnlxx2eXpzD//JepP2XhSeCM8c6EPz5tQ4GlAtISE50OoEJkImiDwrJG958fjwNqv5ViYNGxCWpdFTHW89orwlyypLbWtbM4Z7WvlyvjOhS/pU7szSZj7kc8jIdg5tDWeB4mmPGy8FdqgY3gItCvl421QD/bnMau8Q94X+zneaIqGwgNyFYg0yaVCLMol3FOF8gj4IyUi9gYRTSjWh3e34MigiIiC4wISy8SmdchctuK9LGOdvbgqq/BghnzpdFlciJ3Fz73NOmSVic1KItN5+l3yXXTG2cqsYtNIwAgK8X7hAtYqq4hbW4IkIWHYH4tUwp7zspDFrgkG5LJu3doQQ5ICeQK4/M0B4d4MJUSo5miQdIjYJbex+h/LBIxMESDLmZV7V4cOQd5c5Dwl3bvIX+gcXoDbmzQJsWANC8MkDcc0sZNQhFwI3/9+zrkxsgKR8wK4llAHQkX4xIkJrljSxNGEJ8fH7yx5nh9ET4TYhoDlefCQuBejGQyJJIiEW67MpO2avAjWzDDHRNfOXdO111wT80kIqxAjvBm8AbwmhpzKi+ClkCxKZDjOsElzTpxz1tkxDFQ4pXvXbnEP2glrW/0SLyYHM7xRXoPnpZ4G5Q8PhJCX8/LMIGrPjqv8pWUmfloRyYnaAGJWF+pBXROHiBmBEw6G8ZrPYsTw2igRoRZtxUcSIsHx3HNz43xEB4HRJ4s97eDdd96Na8SU5rNmx7GEBs/F+vXr8rG1CaiIBM9gSW6bfiNaCAueC4LXbzxjRAnPjzYnhKYdqg/CgUdC++XVkFvhHSK0eB7qQ3uXWOocvAJVzof9hfeEYfZXsB8KXNsz9M4XHB0UEVHwpcWHH30UM+PVH19eH6wcwgHZsjx08EIVOmLWGLfugS4C9M67tVEXxANrSrxaTHn609PDmmZxcn2bdnrdmtrqiTphIoGHgLeBh0KHGtntCxeF1RgLWGWrF7HYnwdCuWMa4bxNx4fEWI4IwXnivNkyZQ0i605ZEBABCNBKlhI/I3yS60iMnteAO109sNpZ2hIoiQwER0hUYQbhlseHmTWyfxAlUu98992RGOlvuQqs+Gr4pLwDc0RwvTsf8rWOAwuZW1xyIJe78svDQEo8C8iWaCEyfBeW4VVA3L4TONag4E2RzGk9i7Zt2kZyJG+BsMQ/8seQUx9zTVhb45YsFAgGddE4Cw5iwrl4UK7PouPsM8+M0SbEg5ECvDK8HcrOi9LohhsjZ+LnP/lpTJ9tSOaYTPjqUfjGfRJi9/e6Pzw1xA4iR+4IlHCYlQncMyIikZYwFXGo3SB5oo13QLvgraiR7AshDF/KxI/M/SZ0JaT28ku18AbRQIRoA0Ir2ptz+ptAJT60CaNIli9/Kc4hdKBsixe/GM+A8HW953P7M3spIo+yb90W3i2il0AhSpT9wQceDEFCMOzaVZv1soK/nYMHwt/ejYbeSZ4GHhYJoEQDHO2kRmJGmyOYCo4Oiogo+NJCB4TEddJbt2wNK2pN7kh1djr6/g/2j9UTdfw6Tp1t/c5vf8BSIkYQAxIUFxZX5XVgIVYrFD7zzOxY4njGtBkR0rCY0sL5CzJRjI/EOiRKPBAOOmUhDsTAzYtoTHKEHMRphRskpen8dfTIh3CIoZeZ8FiIkjLlDSB2/yMyHgJ5E5ITWbjyIoQ8ZKgTE0gSmfbt2zfCGaZy7nzX3WGlc02zrIkCYoP4eTof63wI1ugJyZRGTQShZpFDdNS8C0Z/DIhwECLlXTDFsYRORCh5jYdE6IJ3oPEttRkreVTUn9yPvvk3Exi5ByERoRFlJHaIGNe9KRM7TwhL3zoV7lluBhFRW7uiJqAMQzXqwzLjjvnlL34RU2Of9Zcz0zlnnhVeDELIfAvIliDgTREn/33e7/Tf/T799Ec/jkTNH37vB1FHQex15E/oaF+8DKtXrg5rnSdLO/BsPGOiULvURjyHak4JdeJYCbPCIZ6j8xKThK7yOJ4wReCEpPL5Xy6Ec9We69QYVoms/T8tX2dhblPakuOExYQziGjtltWvrW3KbddICuE24k7bErqT1+Ha5jmZNGFStEXvDJHjvUG+QoDeuervfYFAIUQct3HjayFuXJP3wbvD22IURwXvmN+ORkhBPke73AbVTcHRQRERBV9aGOlANLB6zT2AJB/O1qs4tdizTltHdkCdU973448+TptzZyPv4Omnn4owhA5VzJlo0dnqxIUMWJNIASHU8hjGhavYaAjkSgiwEo32QES+I1ZWn7K/+LwRIE8GaVs6m0dAHoVRC2LNYt88CYQHTwWPhP0RqNBETOWcLXUeCMTLYjcnAs8EMWIf8zm0a9MmPAcmeOKlePhhaz3URjqYhpsXQZhA2AMxGzbnY5ZHoQseCgmYziEs0KVz5ygPIWBFTQKAiOBR4EVwTtcW7mjdqlWQPnc/65ioIQx4XVyj8S23xmRSQhM9M7kLnQg33J3Jm4hAwMp20fkXxHbladqkaVyHR6Pyrgh3SKq8+MKL0tVXXhFzUBANhqCae0LOg9Ebd8vXyKJF2OLiCy9M5/397+lnP/5JiAYjPX73m9PCA2HI6M9/8rN8T/dF/ROE1pzw7Ig7Q36JCqIRMVozhBiwjYAgpgiEDTHh1IRoG7VlxGtTWxNpvC4EHs8C4cFLRpARAUY/EGrEivskUAzpRPqT8/mJO21Jbor6FRJyn6OfGBUkHuI1iwrtiMgxVbqyGkpMtAphEAu8INoqceJvba6+J6H+++NvYp2wbgh+JyJ8hDWUVcjDOdWX/AfeP+EPXg1ei8dzmxam8+4daZiTQn159wqODoqIKPjSgRWEsJEk8rjh+hvSL376s7BEdfIfZRFwICBGYsKcbKmZcIdLWd6EBCyWpNg2K1OyGbc1S19cX4cf61RkQlGe2u9TYn/xdATAqmTlEwYS68S7eUqID+fReSILlj1vBbfz6pWrwpWPTBCPRELeAnkHRARS8DsRwLLlgr/6yivDnc/zgnDUi7wP1i2Ct69REcSNa/IOmEdB3gGL3HYjJPpnQSBx0rURCpInEnyXtGgWxQ7t74w5FoQW1IekUaLH+Vj05oUg6Ez2hPD9FsNWs9WNEOU+8KDwejTLosS5iAQJiQSE8AaxYiQGjwGhwiMiRHH9tdfGlNiuZQQNocJTgEBd76y//jWd8Yc/xOyXhI4yE0q8B/6W/PiXP/05nfKzn6cfff/7MUEV8fDdb50cfxMTv/rFKSEgfvT9H6TTfn1qjDrxrIWO1L2JnzwX9RICJosn9SMnQXKokTTEnWeAqHkqtAMhLc+XsH39jTdCNEzP5yVIta9Vq1eFOHFfhIbkWN4qIQpCkgueWHEOYkVZiFLhFiL3zW1vRn1LYJXkSMwuyM+G10z4AIH633WJmmg/WRzxcPEISQiOHJ/XN8VIBkIA0RMk9UUDYSAs4b7CO/Hxx+FNqEIT/pffUIkPa2rwaLif8OzlcyuHGTF5JAgYvx8NMAy0H0Ko4OigiIiCLx1YOAgeGSJ/rljkLAbPmiIKPg8ff/JxdILbd2yPNQF4G+RLCDlUAgUJI3ehAf/zPAzN5GBKaaTIkq7Fp5/Pnf8z0RH6DUlaFArRIRPu/2lPTQtCkDNRxftZto6blcm1Fo/vFjM/GsZZjTYQYuB1MGzPug29e98fv/koi3kghAp0jIZU8ig8mMlt8uRJcV25DX4Pz0W2voUzkJmheM5tJIQlr3kJuM2RsU/37t1q+2dCJ0KcU/mMLJAE6Ng7mjSN60p6JGQkRQpTuGfEqA7H5brjdSASlE9YBOnxHpmRUgiBRwAJuw7xcPNNtYW2Il8il5d4atOyVZw/lg/PYkguh9wGS3Ubonne3/8RyZWsTGtq9Mj3gOAtLS734fen/Tb95Ic/ivkk4pOFAyHB4/CD734vhmf62/9/P/dvMYGV2TAJC96bmoiYGM8UAXvWazKhyzlAxLwCVf31zfuoT6M/fDfCQ9uUk0HUxcqtuU60G251AkG74+EQjiAihC6QP8+DobpbsvBA2EQuoaqNvfDCi+GduKVRo0hy3JHJmheqw50dwuKX80NUEx9Vsi+vx4gRwyMsJtThHSAY3sznJyDkLQh9+LtaC0QCcCUinHfJkqUhtIVCTPzEu2HkRrUPEVG9g84ttFcJEefdEwrJIiMEfBZJVY7EkYb3lTj98INDm5OiYP9RRETBlxKV1VMf3LUsatnj+xISLBAxXR04bwBrm2tTvNhUzdzEkhmJCh9uaUly3L+IcWwkPD4VMWikQUj4WKpZKMGy11zKXPSRHzB+fFitCMg5Nry6IU2ZMjksVm59oRd5AA9kUpADwGp+6qmpYWlydzsnghI7RwCSEhGQDzFA8LgH+yBtnoORj4+IJEBkg+BGj34irE7lCAGT68j6Fr7zWsRwxCwyeAxY/srBQyEEwpXPi7JmzdogIdft90C/yJswigLREwATnpwQXgkWv5wFCZidsnCQo+B3YQR5DcIjRIswh23mebBolo4dwfIsEAJCMBI87WcGS0M0CYXLLr44nXPWWen03/+htvBWFiKGbRIYPCryPKzcSVgQDQQCT0MVqvjVKaekH/+wNsOlj232ISjs7zsxQTyc9uvfxGgTHhwi1ZBEk4CZvtu9meBL/fIICJ2ty6RbzRKJOInGOc88G+EYI0QQf5WDQQSqZ5+++ZnzSmkf9pM0qt0RFTwZnnFF8NWcH5Y2F/KQcyCMdVUWrbw4V11+eRo9anQQvWvx/PCgKJ+2/2puf4SBkRTOtzmXtxoVgfD3vDeZ4F2zCj041jsXi2e9tCLOUaFKpvR7hDOyeCE2wPHEg/PaT5iESPEOgmsTGLwSRwNERN8sxA80N6rg4FFERMExBR2YVR4Nm6usHh0vy07HJTuddYdguVFlsrMG5SvwLhAKrM6Y8S530ohcuEKy2tw5z4YHQUgBqSPaSP4bVvMY6Nz79+8XpGkhKBnukte4qAkUxzk3i17IAEkiAG5vIQ1uZlY8AuH+Hjr4sSB9CYLc1oZ8IgVhD9cgRKzEWCVFyssgJIRihj6WRUb+jRAiZIgReSJGB0RORxZBw3N5JGU6nvhAZJFjkc9FXLD6eQd4FyynLTxgwillcpw4PM8JQjQ6A4mzvg3vZHWbP8LKmgSB3ATeB67/8Fx07R4eEt95POSyuM8QQnmbvAVDRQkGiZKOF6Y45ec/j3CEESFCJ0SK88rXMImUcAQhUHkRCAWiwFoZvz7ll+m0U09NP/3xjyNxUgiMx8H+Pj/83vciH4Io4Q0gEoyc0TaQMAIiDHkLDPNUH61atkj98/0QT54JT8CQ/Fx4gYg0XixzMHgO2iDi1iYlEhIJ6p540+7kL/DEuNfwSOV2RVQQta+/8Xq0bYJC2xNSEGogbnhK7mh6RwzX1Z4MOeW2t+8rr6wMkt5j/WfUH0opKdP7sXPnriB45IrQCQf/R+jh9df3iAhhEnXiXarCFdX/4G/Xe23Dq3VbahDGqASKe1d+1yIweBOFTo4GPL9RuY0djeGkBTUUEVFwTEDnpS/bsWN7dKwsUx076xkpxxDJJ8dni7xG+ohdx87d6+M7ESFfwcqbOvwF82txbB28z5QsPEbnfXT2fjMyQWdPPDgeuchRYNVzt7ueayDlPn16Z6u9V1jaQgTc9HIH5Do4viojAuXpIGB4PZC6NQ4IAX/zOhA9kyZOCMtdQh7LjkWM2GxD0s4xbuyTIS4qD4XjXZ8lrKy8E8IZyk6k8HQIHSAiVrPyCLkQDY88PDCI0T2rC3kKvAfOxxuBuCRVOs45kZ/whVU6eSwMxyQonAtBE29btm4JK5l4UA/IkAfHfBaXXHhRTAr1z3/8IzwLRluYfpxwMUKDZ8KICyt5EgrVtNf+Jwh4FogE3oVTf/mrGK5ptU95DvaT88AD4X+LmckjcD/qmqs+yDQTZcxOWRfiemXFiggfxHTjL78c7UWZeYG0FwJP+KiqFx8JrjxNwj7qk2eBKK1W0CTu1LFn+t6778VzNnxW/sLWLVvDIyXc4Rkj9irhkidNsiSvTpMseggVxEw88N74bj0QQzd5GHjbnIOIAaJACEEuhiXHXePd996NvAhtSnjlvbrwRLxYGYTAtKefivBIfVFArDtfhdq7+B9h4TcCyLl3bN8RdesY5SIo1IkQ5ZEGEeSZMSIKjh6KiCj40kJHFR1h7gB1rm/lzgohIkxWIDIXm0aYXO0hHGaa8MkaAuvCstS5SUhDHEY5iBPr2FhoYtGGdHJX284bEesMZAJh5euoiZRx48ZmC39idOCSKuUHnP/Pf4ZViWCRNiLnKSBSWKfCFqxwZMzlzfOgfMQA4mIx+S77ntfEh2WKdAkT5yMQiArHOg4hICbeAN4BHgmeFJbu8MeGRQjC8ElCgGBwvG28KQQScWAIJuue4JBoGUNG837yM5yLqOJNIRR4ZXg1iDWeFWJBvF9SqXO4PxNUEXSRoJnFjfowkoTnAsnKj/jXef8M74L8BvM3mE67Y4f2URaCIUIfMSFUi5gcihcB+VdJkcSCD/HAE0Ec/OVPf4qhmlWIwr41b8P3069POSVmlrRmhxySlvm86teCTtaVUJ+etefOSifofEeeyM4qroiWWCX+PEvPlGeBACVSJTRKGiQOeH2IOs/OnBdCQrxQ8mAMhVVPhIihyDded32MFhFWk4ugHfBWSGREvNqe4cFEm+s3y/VDsJmnAUwmZQir9i/sIImTx0JbNVIE+YPRQkYCIXjXUc5db70VXgSehvqioAJPhXMQMwRAJR4iPJL/3he8owSM/YQ5KoFRhTKIr6MBXg8jeDzPgqOHIiIKvlTQEenEdAgsi2rcPQLduWN7WDUSIHV2SFhyHdIV+0UAOlTn0CnrvBwn3m8fxCmMoaO14JCx+RI4dcgEABKQYR6TJ+UOHOlKmBOH58o2YkOHjpgb3XBjiAmkbvZB7nohDeUieCRgPp2Pr4ZkEjqGwOnsJXGaL0KSKGETozuyyLHN77wgEuPctxAH6xUJ+l5LzBwe9eJ+Ze3zUNQSOvsFmRMgBBSrOoaNDhse3gDEzkOi3IRG7fqj4nghB2KBCDAqQTjBaAhk6Lr33dsrvAXCGHe2aRsfZCnkwtPiHlzXmhZCIuZ2OOP3p6dzzz4n/f6036V//v0fMXyzWkBLiIK34Z//OC/99tTTYqnvr3/1/+J/3oaf/eQnEXqQMGlaa+JCaILAIBhMXV2FNr5bJyJ4LiRoep7qHUEbmeDZEEQEIPFIxBF22oZnpT55UCqhh8SJTs9wfD6XuhfSIFhrs4yOi2dCYEjA5MngrmeJmycBeRMl2oZryo1xDcLBkujuxVBXniLn5N15Nl/XbKvq0vUlTUpoJBYl8Wo7hDExInnVSCCeDCEJ+Rn1wxlI3PfKK+E98tkbIbCzECIAvBP+fj8fI+/DhzggrmvhkJ11R/0nsZIY93kni4/6v3/w/gexeq39nMO7dzTgvuUu8SQWHD0UEVHwhUEnoxPS8erQfBA3K1onzApiacnu5vZF0KwMFuPbb+/OnfiksPQRgOx02yOmnAlWR4wQWJuON1SzGpKpczfG3jW4mhE8UpCV7zidEOudu96EVpIRK/c/km3Tqk3kBRAWyoukkRTBYfgfAiI4jFxAZLwIs2bMDMHiHEiNZ4AnAfkiJW5YRM6jQsggKPdRzSmB7MV6eT2MnuA9YFG6H4LB3AW1cE5NZDiv/7nb5WSMHy9Zz8yYI2KaaWEf263Yqew8DAhLLoTFnBzrHmvDTkdEHkokQWbxQGyE+MqfPr37hLUvP8I01X/9059ToxsbRZ1J2qxGlRAfkRB5zrmRu3DKT3+WTv3lL0MwEA48D7wNZqg0gkJug1EX8iSEKRxjnxASWTwIW7iWIZ29stDx/NSz508ceO7qxTNxL+6B54MgNIwSubGSERyPDU+DZ8kDITSgrXkG0YbytpdfXhFeKyKMeDKKhYBi5Wu3ki21Vd4K53Fty40r18J8vHNpowSF581jpR3K7fGcebnWr98QOQnCGAQJUiQmPBvzeEhI9Tych1AmVpSNkFyb234VfnAcz0GVXFht9765ZyLd78QDUS1MQrSHYMjn8U76X64EcaSdeUfBOb2X9leH9uG1qD/vhH1sA3XCO3g0oNwSmOW3FBw9FBFRcFShI9PJsHx0wKxcbnAdOSsPgbMAkaAMcx2Djpm1zP3+1FNPxwx9rPAg2nwMCw9ZVpY7oeEYnS3CNdkNciUMCA0dJ4vU2HneiTnP1tbD0OEjeN4NZOMYwoP1L46N6M34xy3NwkQWrDTeEWRPPLgPVj5vg7g4V7dEOWLHeUxuhaRYsI4zGkD4wLWFFpAPb4TYO6JhcUpMQzIECat31swZUReEyOzZs0JIiAPX1o7oFucjjCR48iZ0uvvuyGdAekYePPBA3xiSKWTBu8AzIbmyW9cuedud6f68L8+MpEsu+SDCXOeON0OkMI5whqGHciHMA2EiKV4AnothQ4dHnUu4tP/55/0z8hYIAOGJk77+jfAk/OmMM2KbkIQcB4mTciXsWyVM+p+HwjG+O5/QCmI1qob731DEXbmdmPRLuYVm5BQgV/WOBCUvPlY3/FIdmFjMEMoqpOW5aT/q0vm0L8NzjbzgzSEidu3aGV6Je3L7EG5wLYJEe3JtIY35z80L4aFd+J8gluwq9GYa8nZZiBGiRAihgoi9D0SDa/qf6NVGKhAF2q324p0JT8Pb70ToTW4Dz5n/63sjzO1AKCBzXgIfYsd79XJuU0SAd4sQQfSVd4Eo4FnYkAWN0SrqUI6I0ITzEx6uRcQoR/0ExvfyO+2c9UUFjwYxdTRABGmv6qjg6KGIiIIjDp2KzlHH9W7+W6fEWjR5k45Wx01UsHC4QXXASIsY8L9ENWSrs0fcLGAWp7+FAd7IlpXfESH3tE7VuVlcRkQYRSED3/5+4zLmhUAwOnOd/4zp0yK8oZMVwzZMk/eCpecarHg5A8pLeHArO47o4VHgxWDxEhgsesMs5RcQE/bzPxGDkOzLAuVy5w0wDJTYQFDKRLjYZ9TIJ+L6yuw7gmZtEwmuJQnU8c6v3MgJufNY8JKY3MlU1kQRbw3XOUtaOYz6cH8I1zmcT7kN0XR9ExnxSNzb496YMKpLpy7hUeBt+MVPfx5DMK+9+upI0pSj4dnwaBAORlLwHHz3W9+uzdlQlxTJe0A8VCLBdx/7VnkPvA1GXghTnJGvQViYU4JwcR+EGeI1f4F2wuMwc/qMmM+BqCDuiC71RAQSdJ63+tXOfHh8zDPhWJa2+iXQ3AMhSJggJF4p9eJ5R9gqtxnX5C3iYeFRsH3lKyuDuJ7M13F95M4zJOQ0euSo8FQpt6ROHhllQ+rCFRVitFAmZ+epb9WD90Y+h3ZIHPsu98C7IdcBoVfehgrIvcpT4H1wXkKEOPHxPno/DOl0z/JATBlN2BAChIUVPf3t3VTnxI1yx3uat9VHNZeE+xB2qYSY757L0YCpvo0IsrR7wdFDEREFhx2smvfefy8y0HViRkcgTcKBNWNaXp2MeR9YKvZhNenkCA5/6yAnZguYhWjUAMJDAIj2mVnPpEV1f5szgmDQsSF04kI+gw5ZR6mTZd2zps2iyFo3QRDvBQIgAMTNiQyeDcP+uPtZj0RHJN3lc7JIYx6HsWODdJGTbQTHY48Oib+5uZ2DYEA+QhAsYNeRL8CSN2yUB4EL2/wO7s3y3VbclB9Ru24tWZInwCgHpOM8jhM3R3iEBOEgvMElP3XqlDRl0pQIcwx6+OFkSulWLVuFN2Jg/9qcEepAuZEbcRJhnEx8yoX8H82ka/VK3hb5FUQIQSAR8K9//nP6x9/+FgmQV19xRcTlWzZvGcMlb7n55hjFILxgZshvf/OkCFHIU6hCEP7/4+lnxERPkisrD4T/eRj8Lsfh5/kjF0JSJBFAzIRo2PZmkDuPkYmX1IHyaweeIa8NrxNBxWvjmXsO2o1Qhe+eg+fMVW9qcaNntBW5ALHIWq4Xnh+hrsqF75nbLsGVSOBB0h58POOLLrgw3d64aQgzwkRoh+jlmSI8jcDRPhEqT8C0LFSfyWVC8pIlQ0zsqs3pQBxUH9+9R+B9IY4RMnHj9y1bNoegsQ2h2yY/gphw7k/+/e84v7/rf+ynHNXwzmVLlobY9Q4agaIuiQ917X0EQkJ9eA68DzwnzlUfjlFO7676VHchxrJgIUiOBlxL2LGIiKOLIiIKDhk6rl07d4U1opPRaZgNErGy5nT8LDCW6s46d6fhZWF95c5Rgp+On+uUlcTaR+ASA7mJddyItLKsWFVcuxWpExMsKRYPFzMXrc7W3yMyyerskYZwgvMgcKTKEh0zZnRMl4z8nYfQIUCQl/wGHaxQAJc/C53nwjlcXwghLMxsqVazTyINRD0IqWSS6tu7d+QqGJqJpBHLiy++kM81IQSIchEB3Owy+ZUD4QltCKlUdUFk+I1VbZjokCxYeCeICMmUrsnbQIgQLMojxMBToAwImadC4qNZGYVYnNcy4Hd17JCt/YsjlGD9CatkIkcfwzAlQF571dXxv5EYZpw0UsOy2rwHxALRwKvAy/CzLAqMxvC3303oZHppXgiLZfE88E4YZSEZUs6DiaYkXCJ8ZK9+hbmQPmK3ABrRQEAQVEZ+KL97NR01UcX69wzdK8HkGROezkUYaGu8BoSZtiFnpUvnLuFVkMyqzSBSbSDCYfnZ8jghQ22a8PWszCQq9KEMfzr9j+m3WfSwgIVGzBapjASsa0+cOCE8AUhV+SJUkdu9UB3vgjaIfCt4J7wz7rnySNRmsZwa3jZiBKqcBgtfEcquodwIXx6F6/ubaCAyKkFCACiDfWwzTHRRrhvv1Vu7iZlaHkUlcIiFyvNTQciDUKiPSrxUMD7DtkocHQ2oX2LOfRccPRQRUXDAIBQIBhYUq0acHikZ3267zo9bV3jA7zoonbuPTHIWjo7Iy/7yipejQzeSwvTQ5hhAuCxKHx0x0UBgsDCcW4cuLKKTnzBhfIgC1iV3JiEhCdMoCuSv83Ue5XFeORTWruDlkD9hQibxapYmAiNMEDeicpzYOqImHNwnlz/ylwUeK2wOeCg8FwgLyVUETizwTFjmmafDbIW8BHI7lJcLHSEhIyKE4OIVcB7lcjxhQIDNzedVdt9tVxZeCP+zkhEmD4Z7JmTcg7kBJEJaY4JXw3BA17EPIeRZCI+YCbFt69bpqiuvjHUphA6MhjAUkcCQIGmIpKGjRAYvAbEgHEE8+PAmCD/UkipvijCERbL+dPoZsR8h4Zjv5X3t57sJl6yV4fzyC+SnGJYYLvBMcohY+EV9G42DzNWdURVEmZAWsiXGHEts8iqoB/dXq8daaIMV7fn6XV0JL6hvRI14a8NT+4V4k+OAoLUhwoSHR7smQjy3CG/k52DEDfHLI8F7Y+4Io2uU/623dgcBI38eCaEHeQbKSyRXeQpVWyYAvAs+3hXH+Z3XribQd+b9tqSVL78SgsP751PlMTiPxE7H+k40EC28c84pZONv50ToysBj5x0UghDGcC4fIY5qX+/Utq21MCQ4vzJV190fhKGQ35ujAcKf987zKzh6KCKiYL+g49AR6uDMkoeUZV0jd2Qrrvr6po0hGqrYrQRBogEifp0JWQeG/OUksHB0uv5m0euodfDIToetw0eiOvZXs4B4443Nkb0+z4JCmYCNJDCLH7EgF4GLW0wXobCUxdFZlsQBS58Fb18kz4VfrZ1h5AKPgHUqkKsRG76z9FnFhAhxIJHw17/8ZTrjD6dHgp8Jjkw6JeHSNZSbFUwYmLaYaGAdEULqxD7CGc6L/JGm6xlSabs6nTplclzLvSE3ZKcsiLYK7SBQpDo6l10dxdTaRlkMGBChCCKISKomhjJclIhxr3IlGt92W6xuiex/dcov0z/O/XuEI6qVQtXb5ZdeGvv86Yw/ph99ryYaQix8pzb7Y30BceZf/hLeBeEIQzJtM4Lie9/5buRC8FL8+Ic/ikmmWO9EmNEqLGjzLWgn8laQug8RRCz1y+XnNTHzqHVP5DLwAggnEQ48QWYZXbdubW57r4cIMF05EWb68Pnz54UXS/0TqkSYYa6ev/wGpK6uEC0vU5WvoO0SeLw+8kLU4b333BshOfsvXbI06pnw4A3hESBePUeeE89IyIyIfDHflyGPH2UrHQEjYqKA10P7F+ogNGvCcHK8H0INQoA8H0jd3/DJx7WFryoQEu+//17Mn8Kroe6qfAVi3jvrWs5hTguE7m/XVE5Cg1hQJp4HYkR7Inw8D/em/dqHB4OIJugrb0VDcO1KvPA6WmjsaIkI/QoRQVAVHD0UEVHQIHQGLKY3cwejs0N4kv50ztyqOhgdrY4rPAa5Q5bNrWNGADqqZ2bPCoGg42L5IHQdmQ7M71565Io8iQ+Wj/0ICB2ozoy7l7eCaGAF6qjD4s5lsR8rUafPZT3vudq0xTp56yFYrZF40PFz6YtXI/yKpJExa1P53Uu4+PPfSAqB2IbkkTiCsV7DWX/+SybNv6ZLLrpozzLURIN4PLHBw0AM8cLUwh+jcp0sCO+LTpgl+UQmNJ4CVigR5ThWNiHEwxGWcr4/VrX/EZZ7JwIQlGMR4cABA9OwIUOjvhEzjwPiev75Wr4DS15CpGN5JSy1/cfTTw8Pwdl/PTPIsVXzFrGglSW2LWblN4JAqKEafkksyF8QdjB/g9CET+WREKbwN8Hwza99Pf7//W9/my7IdWNiJMSNwDdl0kJuyB5pen7aEQJmRUpcVQcWtDKMVBKqOiMKCSjPQt6L3z278MRkwUDAClNoT54hcaENyPsg6oSkliypiQnPZ8VLy/OznR1hBQStnduuvs496+x4zvf2uCfKIJmT4ESEQnaEsBEW1UJo8kEMb3VNbVfIyHBMM3QaASOxVXsnNBAw4vduVXkDMc9EvnaIvNwuvEMxCuK1V+O+qkTHCspazf/AGyAs8nH+f1s+H69IhH+yOHM/RksQ70RATXC8vyfX48N8jipHQgIl4re/cgh3rMr1KYTx73/XvA68Q+5BfQmF7A3n8myJIOFEz02eiWfL03Gk4f7G5+fs3SZ4Co4eiog4BuEl4QL14h9OsFy4N1kfXOssc52ShDI5C8gNmesAdSY6CZ0gy1EHr9PT2SBOHfjChQuCoHkrjI9H8M6no2LpID9k6MXX6bGIECuSsS9r24iLXrlD5vYWVkCOOkIdo2N0eASJuLXx9USLODF3MyKUtGfGQdsRLNLym/kDhFBcB5kpL1LiLZBbwB1OENmH1Tp06GMR2298y23J/AeIkcWOdEwcVLunF6NOWJSu5d6V17mrJE/7EAORwb+kNhTVPUiYZAVWk1M5B+K8N5OY8rPEiRuiSH35IEjufnFg3gbeDPM/KBsSs1CYWR0JBvkMym69CqMtEJ0ppv/1j/PCe1DlNhAA/icO1B/xQCT4bt6G3/zq1PA0/PqXv0o/z8cYSVGb56G2r+GcRIlQiedCGFZk7flqW+pZexF2QJzuhXgwpJLlqt6RsdkfbVOHQgWOQaqEg/wQIq82qmVqPEf1KlxlmOWKFS/t8WzZHyFW+QTbt78ZbVsiHk+T9uqZ81IJ7wjrmD9DKMTzQbKsaitDanvNb28W24ljopqwFFZZvXpVhGh4SV7d8Gp8DJklWAkI7weifTW3U+JZW6+sfMIBARPjfhO24aGJJcPztcC+6o+oB8RZiYPK+1AlNi7J7czfttun2t/xEj/95roECk8fcQIh7LNwV1/EA3GgX/Buecc8w2pfcA77vZ3L731kVBgtpb525v6JgFUPRxruTdiL+K/ut+DooIiIYxCGQSKjrVsOT9azzum117KVkTsKyY+S9iKunglXx8eKRHA6f501AkQOMrtZ3LHaYXgPXonfKmuQNYKM/c1TgKyJjmqxI/kIOnGdrtEYyNr+yLFbtvR4HByDjBEL0RTzO2QCICh4EdSDeD9r1dAyIQpkg7jv6tgxloSWvKezVwbXmzbt6SBdgsH5EY3x5QhZ8uXAhwaEwOEFmDp5SpTZ/fNsIFsTIv3t3HODXEOk5HLGVNu5TpAcy9X0u4iF1YZETZdsH52sa/ofiflbverIkalzEVbqEMF269wlQgC1UMeUECc8H/IwkCgy5akwEdE/YuTDWeFNkKjIQhaCYS2zqFnGt2aSu+Bf/4qREsIPRAMhwOvgO4+CxEiTQvE8uGfn+1EWDu5VKMP+sQDWt74dIuWm62+IcwufRIjgmdmRL8DFjhx5gmKmzVzPleenmmxLQqLhsM9mwuTiX77cnA5jswjqGeKJkBo1amTsE4mnU6zCOjafa1gkqtZyKTbGs+S5ke9CTHnO2gYPhfwKzwW5ssynTZ8W5TFxkzZi/ght3X68FYhUiIiItY2QdF/eE8/zxedfiL8RqnZCoJlRUpvjeanl8WTSXfFyeM6sf4GAETgrnSegcrlb+4K44V2wD/FuoTMiR9KjMA1xQchoR6tyu1GnFYgEAtU24Q74qE6UEArOrZyEhvu3jQhB/shWCCM8E/m7D2NBCJIgMV28xeB4BQkF76j3Xv9TwXDtKk9DuNP5XMP1/e0dIJaONAgdeS88TAVHF0VEHIPwwladwIGg/nEsDC87q4fbnSWGKBG/PAQdh05HR1CzGkcF8emMWWjVXA8I1sQ9vA4IHqmFaJifCTtIbkpaEXkJ3NSPxf6sUtaV46rRBTwNJkXq26dveC6QgKxxVgyXKELgfWHtsdojhJBJNoZF5vILa3CJs0onZwHE7b0mk5Lkx++e/J2Yhtk13AuLST6H5EluakMqhz0mj2FUkLQ8BGVzTRYhkhdCMNrApEfV3Acs8J/86Mepd6/7w+p1T8IvhIFkSqJAPaiXGNqXO2SEFBZzFgnKQawRNFUIhBeC+x1hIKXJEzNp5rqbk+/Pc3F/8hqEa6w7IZwSIYozzog5FUwvbdiliZ/837xZ8/CY8BCY0IlQMJyy8jgQDTwK/rcSJuHAo/C70367Z18JkcSTmSRtIyoa3XhjJKSqG6Me3HOsmJpJW84H7wiyJxrMLMoTxPsU3oNM2H7XNtQ10eQePTP1o61ob3JYhGnUj2RKoo6lGcNdczvzsT9h4BlKnFSH9tXGtG9ChgAQ/pAQybNlWm5t0bVX5XqWIPzWW7XRRYhe2I0HQF0Tnt4PeTjeBe1f2xd64XG57JJLwvvzwYcfRFvhpQjXfxblCI0QMfpHKMBwZuE8YtO5WPREt3IT64SDZ0+E8niA95XHQ1skJng0iI3aCIw34x3k0SIECAbndG7iwv6uKyzIC0ZsC0sqK5L3fjvOOdy766g3fQBh5tqem3a7KYsZXgvbEHYF4sQHCCHX9h74eF89r+07/rOs+JGCvBPtRH9WcHRRRMRxDC97/Rdep8GyqjobHY2XTqY/Iq6S8nx09NzIjtdxSTbUkbLSfNeBsx514DwHSF8n4xjH6uhZIb5bW4K7n0X897/9LaxPbntuXoSqs0amzvHC84siP0KHtnb1mrB8eC4Ih5dyxypUsXSpBbbWRhm4MBENwuVNWbt2XXTg7ktnrZNEpid9/Zvp5Gw9WzBKWQgOBMcdXrPyp+6JtZu8SOfOpSvUEMSXxcevs1VeTYRUETHCNZsl8lKPLFikwzsjyUvHpm4RG8IjYtSPfXhNxj9pkirDUEeEF0ZeAyuZyEEqXPEEiHi9dSf+dd55MQrC6pd/OeNPMe8CIWGlR6uHClGY3pmYQPg//H5tBUwfooFnIXIb8m/KblEsCaLCFb77hECq8zYQSkTGJRdfnNrl88otUR+sZKQhR4BHyfwbkhCRoNk0JYJ6xsIwvFeerY/n7ZnZh1jgQUCaPDAIR/6JdsEDIeRkIitiRLvVnuRJGBFDNAiXqEd1rP49MwLG/Bw8U0QXEuch6dTxrjhWiAC5KTtCZLVv53rfuTO2eUd4iDx7xC6UV0sQ3hjEy1vCsvZs3KPE3ltuuinXw8LYr2luX8S2OVIQsTqQe8IbwAuhPRHwVT4C0UJEGA1CVKk/JO7dVBbvFA+f9y6s+/whrN2re+bR4zEgAnjqqne+ylH4oE6EyLXg1SBW3b/y8wS5F8JCf6CMnpF2Szz4jRCJBNAsqtTL/oCnwvmIE++oej3S2L377RCjRFrB0UUREccZeBl0ToZDevGNXZepzwPAu+CjY2It6Uxefe3VTFgzo7N4MhPdf0h9UlhtiLFKhtTB6JB1QJLOCAWdolg9EYCUjVAwHFFnFbH+3PkhRUPgeAMQsPkLvPDIkZuWC1XnrAwEjuOUUUfJkvQb4mKdR8Jl7txZPBLZZLYrh6FowjEsIB2wGC4rTKcrPm6Z6m994xtBlpIJlYtYQjY8J8IxhAWB4bqVG5iVx9rWGcp/QKzEA3LllTjtV6eG1cySNlOkumOR1wTF0EiE9LuRGkgQ+YXQyuKFF8bzQYa8LU8+aZjonCAvhMozY/iliaBY/8ift6HRDTeGGDIM0zNq2rhJDNGs1pqowg4SJHkfTABFHAg9SHgkRHgufvKjH4V3gRfCPtW9+W7kxm233BIJl7wjwgaEjefAi4JkiAN1J+QjsVSbcd9RX/l/7YV3yzb3rg6r0Sk1b0IWVLkeTPGtLuxju5Aa8eRZEFbaJJGoLZigDBkTlkSiEBjBpr0hLV6tVi1axhwTPE9CKDwlymKEwr8/+bT3ztLVCJzHoco1QN6s/RgGmbcRtQsXzA/BzJrnUTCZGmgnN11/fYRzZs6YHm1b+5wxbUZ4NLQJi5Wx8NUdMaTtVrkGyqaOlAGp895VoS5igjAgRtw3VN5HxxvFQSgQQNq6d5y4dp+u4QOu4zyRiLm7NhW2e5k3d14IjPnzFqRNr28K8ufhEI55beNrER4khlzTOyXx8kAQ72p+Jsp6pOFehbj0IQVHF0VEHOPQQci01kkQDwgfibHkdEZIVafMOuOi11napmPSOep8zJPPTctSrrnzn4jsdv9Xwy11qKYFFgO2HyuIpcclj5CFIJC/zl9ugU4bKcuvqKxGx7GoTcLExbwwd5zKiGS4/xECgWI/nSkC0ZEqs47WuHaCwn3YF8mwUg0P1YG6hnvTibLQhBaIER2g8t10442ZKGurRBqtgKyRgMWLCC7XNoxvej6/hDC5CMIrrFkdKzFgxkZDGi1FbSImq1Fy08/IRIbolAOhuZ6VNYMYcl24J3XJekUk6pfwQjhc18qKrFned9/VMf0hCP93kW9gbQqjQQy7vCWTVMvmzUMwGCFhJslfZKEgCdIKl0Iu1RBMginER96vEhE8EKf8/Ofx3TGRE5EFkWN5OFzP81MuAko9ElvInUjgVYlEyCwaDLecPLk2s+eYMWOifhA+AWR+hSDi3Abct7YUbTMLKGLTJExG+RADtsmT4KUxwoBIcb05WWDV1q/I7TATRDVUUJtHnkhOkiAvjpyPuzt0SI888kjkUhBzzm1IsLwDcX4ipCLhCkiUR0TipmeAKL1HSInl71qV6JZ7oJzWJ9FuQdvyTKxQ6pnLTdHutQF5Eb163BvDPUPM5nfMeRC5uvAOugZvmTagDM6h3qw94r61T++n/IoPP2zYomfpK4d3mVdDW3YtYgiIB2Wv7xEw0mT50mUxPFRd8spU+PCjWsiC2Pjww/2bD2JvqGfPh5A6GiLCvfJI8pIWHF0UEXEMwksZFkoWAdyhOnkkzHrRqerodNQsNR0Lyxdp6+S521mKCN/viJQVpPNiIcqK52I2PBPJEQoIO7LLs9WJzFljy3MnhbB1bjwALBuWe2WF62R1XNVv/uYi1mmLJ3NfI1i/sU55ApAw8uIit03eA8vIvdpPR8HF6l7cow+ClxvhmuYFUF77vpDLysq3v05aGMR9X3fNtUGc5kfginb/6lAYgdXN9SwZriZs5sbvEvbMbFkj1GeC5HTWCIq7G2mZuprbmZVMNNhXByou7p5sY3Fz1atH3g7udSM97s3CQd5CbbbHn8TQUcmgwhdGWfA8GCpoAScCxugIImDPaIq6UAXRQAwItfhd6EKegwmi/B7DNk86OX39K18NoUFU/Ou8f8Zqne4ZqXsGVduoRKN6IySFHUYMHV6b0CnXufZiFABB6VnxTvEAGHXBy6ANsr55i2bNmhmCz37aKxIlLpG9tiF3ZPr0aUGm6oxgIdzUIVJ2Tc/Es1eex0eMTNb16HT3XTGbqHCRaxGc8cxzuxGmkPS3Nl+LRWwyMvXu/ak8dtrGK7kNRzgjf9fWiAa/G2FA8LHGWdW8L5J6r7r8itx+7485Lu7v1SuLrz+F981ohM6dOsfzNCspEXDrzTeHMNqVhcyy5cuiDBJstVETpqlnHjk5C66tjb+VRYa2K8/HvXj3eNa8O/WB6OsLA2KAmCAatm7ZGvdsbhVwbs/VPdtHW3VNHg5iwaq4n0f2+hLX+Cwo07ZttZEwys04ORoigsAcMKB/PLuCo4siIo4xeNl1BohfvoCOTZIYq13nrTObP++56CxZI37XGSEI1jDy0wmzmHUIPAk6dmQxKouMmD8hn4slKNfB/jpO1qIO9clxYyP8QJBYrIlV3Pz2ZuHORcZhhWaLcnDdCIt7stXmuoQMYnE9Vo8OH+kEQWSSQb6sIh2PGG3Ev7PgQTQsRdn8CJ2A0ek6Rna+snOFP/ccr0jNm6AciFo9ORdxIxlUqACBcTnzRiBgYQBJfs5jSCFh4hrc2OqQC15yJg/BjHxu26rEOcSifuQi3NXhrrBk58yxemb3IBBkId8CAevQ3atr8HBYFvvv55ybfvGTn4Zn4G9nn5vOPfucdOH558fMkFdcelndpFAXRQjjN7/8dfrRD36Qvv2tb4VIEHIgGAiKmNwp/10NyfR/JSiENggI9+sY+Q9COw88ICxVWxUUOUhidT/InZCohkxqFwiet4kFHvka+dl5NjWim7NnyCyPVyyPnutQvWlnTz9l0bSnov2ZyrtKuAzPVn6mSGb50uXR7rQdSYAsb8+ORR5JsPmZqTPtTe6Fv41+4V3zTHmkHOM+jCAgXJEmsiQmhIrsR5z6DRAtj1V4AZbUchB4BbjDvS/CDMqonRPrr2bSR/jOq/wmG7OCqdAYzwyBDNpAi/xO3Hj9DZF86n10bqRqUixJnEQJQaAsyiwZ1XmFSdStMhA1CJFHRFvkvXh7938W5vp3/mcbMeA9tmonLwoSB8LAe0LIIXHHen/MK0FImLvBNXyINftVnosKhFTlufG/duE+6sN216z2U+ZX87PwP2LXnqrfjiT0V55Ddf/14dnwqnkOFdSJ56ltaAP14RkJ32ovwq0Fn40iIr5kqP8S+Bupcn0jJB3Pa6/Vxp/7jpiQmo54wYL5QfJeFrFSn7CiM9kiSC7lidm683JULmMvkA6R+1qYgatdZx7Z8NnKlH1PSIjry0BHEkhF52pxJkQn/sxSNi0yckVKXLumW0Y4hhQ2z/siFB2VIWzKjNwtydyhfYcgbh2qRYXEjsV1WZYSDw13M1MhSx+xIWWiSdjBBE22CXHoAHXELDydIi9JJMrlevA7YcT70e/BB1LHDrW1Imrk+u3IO5Bxz73Mk4H0ldf9EB3u//ERw0OUEVDuA1kgSpa3cqgHngwEyuWP/LhzeXFMVIWAjaawLoUVMOUqXHj+BemOJk0jMRM5Eh9mwBSmIAB8lLEaGVEldBINRAJBIFzB01CFKngzHCO/gZgQohB28bx4mVjz2sXqNauj81RfxIJwgLwOwsB35Mk7wyMk38E2w/3ct7ZjkS/7WCOkV6+ekUBo/8ozxBODiIksok6Yi0DwbDwL9cL7JYnVs3YuISxiUx0LTRGHymX4rTkceCeITe3dfbiWZFjl4yHa/Pob4Y0jQJBohZjlNF+PSHLP2gqi9nyFwjZt2pjW53bHC6K83g9krp68T/XPBUjRO6keIkSStyF0JGXhK9dH4IR6ZYUrl7ZdweJXxDlPjHdcm1c37ptoAeerPGkVCHDXN9eFZ2cSLd4Z75NhpubJkOvEi2J7lSNg9ALxIAdEu1W2CkSK9u8+K0Gg3AROfcvec+S98L9+hMhTVsaMe3acvCXPXX0I8yn/0YB69GkI+jPLt+sfwL1NykZKsyzkGRS3N20a7QDUV/f8HprvwxTujCNJxAX7RhERXyJ4yXV20cnnl1KnJraKmHWSLDdJbMgM2bH+/O/F1mkTF6wR1oJO8OmpU+N3QxerORF0GBS44WjI2IeCj0mLsmAwHl/IQqevs/dysRCd33f5CEIWSJOQYQHp2HR0OhIJeIiQMNBx6pQt3mTUg86mio/XXP2zItvfWH0ufx4D4RHHxFoRmZgQtk5PnSi3jjMs5nytqKvcmakn2ec6NdNyIxoWGm/NyMdHhBiS2Om66qPmZXg5wgW8EcjWMtc6c0mYwgxc9zoUnaSOnTWuXMjONXX6Zj7U8es0EZu6cx2udzkVxIdhgESBpEgzOF5/7bXpumuuDlJv16ZNJEdensUYQWAfyZDf/+53Qwj4EA0EAxFhgifeBEKBwPB35Xmwb4yk+PFP43rEinwNwpAA9Fw8H/XMI8KDQCh5pkjY6BsWv/rWVohL5E4QEWrEqGGwPBCEnLqcOL42lFadmL9Be1BnLHleIXXjGoQB0p+anyNPkdCOZ6/N6NjVnedrX94pHgdTcGuX1XwSRJn24dk5P++W9qz8RG2EAbKVLTTi2b//3vvhbSAkWfgIX/mMUNAuHKtdKRchIH/Ce8Qb5j1koUtOVj5WvzaOfBDtrrdqHjOei3fefifeN8f4EB3eD1a7cyJtxzk3Mes4uT1Q8wIYzjwrPDWEGoLW5twHS1ibR8gIGsH72/nMUqk+tHVE79rEubbpvESB30GdeVeEONSL+lEGdeO8FZyfh009KoPj1GElLNw7wyXyNvK1vIM8Ja5defzUEzHOmzc9txNC+miA2Ncm6kM9SGi2kJzJz9Qb6E+1MUaXdlObBff+SCyVjHtXNmz0Xeq+TatW0WfVr6eCT6OIiC8JdFg6dp0ia2L8k+Pibx2eeCjhUGW666h1SrwF3LesEQQqD2HevOeig2f9ikW/kvdDCjoololJbiRV6fj8jkB01kgPsevQCAAv2urVrKdXc2ebhUsmV/FmHb5heFdcenmsMmklRMSkE/FSVlZ5WPH5XMja6oy8CcifaOEZUX4dKmtFQlS3Ll3DuhEPdz3WoIQ5nf2Y0eYbmBYkrmMgFBARcaO8ysUD4GVHfrwnriehrSIZpKYsLDCdgzpcku9RLgKr3cRRvAU6SeSnHP5HbsSbkIqOijBTN8uysEAANcIdF/elAyIKzBBJGEi4u+KyyyOJU8iD65tgMmskT4gREIQAIUMAEAI8FNWwTALhl784JXIbfE756c/2CAa/K/c3/u9redt3w7VOFBEyyFi9IjH1p74RL2LzbN0PEnePY54YE3VnMiwjG+wbRJH3jUmeHnoovA48QTwD8j88L6EEz4TAMoeGZ8CThJzkUiAgVikxqm0SWoiciLBNXToGkfMQdencObfZHlF+5SNa1S+XOGIlZJCqdsajURMAk0PcEEeux5OhLXq+3PXEAze+sEUsvLZqddqUSVL+UCRu5veN1V7N6aDNIkxkGImPmUiRKPLRVhG7OtU2/c7LZV8ub4TMc6BeiSaCTH0jeUMwtVsf5SOIACn72316N4cMGRwil1Deum1rlJ2HzjtXEb5zGJYKtikjIrfdtSVnKiOhoNz2cb/xnsybv8djgjy9D/W9LPZX1up313ZuosJxUI16siaHsvsb3nv3vRBV8TehlcWXd+xoTHltLY/KK1kfvGpCgq2at0yDspj2bEFfZ4l8dSe0JF9K7gxPr5lcJQpXEFa1Do82VNAwiog4CHjZdIxU9sEoVC8p69mLSsWzUIyn57ZlScjk1iHoSHXEOjeuUCT6Yu7g47uM7dxRsCBZjF5asdVqXDwyWF5nKRMJxAJ3H/JFgl54Ha9z6gx0XIidENCRsTa4W3X2xI0OV+e5JJOT81vqWWxdKOCaq65OXTt3CesEwXDb68B1zjr4GzKxdmh3Z1qWLUGW7ssvr4iORt15kXXkhuKZQdCEQshJuRFhdPy5o7Kfl1t96NAIEmIDmbFezR3gnnUk7oEFi7CUCSnq2BGJjlSHbZZC94mkhBSQsvkQLPikPJ6vuSkMayRCPA+eFBaea7N6EJ5hkMISEh6JBh2OvAZZ+n2zyPJMdUwI3nTKPA7CETwMlSDgaTAjpHCFkIRkyNNO/U0IDKKCh0JuA7HhY38hDgl+6kxyZoil5+ZFPe3e/VaQF5I12sbICZ299qRT9Gy1J8KC10T7E14ghDxvJCxx0nl5hNw7DxTxqH4JB8cgFB4Z7wEi9AwlgPK4IDO5CuZxQCbEBeJF+j26Z7Egf8Jz6z8gxNfgfB1tUJusCBsRmobd8F3tgDeIuOFJIY6QpY4f0WvPSE8b9kxNvex8ZifVLlzXe+djZkVudn8DonSeiqi1zcqqdm7vqfpE1EiHiHXf7v/D/LtjfBy/OJdJ2ZVTsnAI/rqcB+dRDqNaCCpeHIJPO/Z/bd2Md8O757rK71nwnrg/52cosJJ5cWzzvz5EmT0TIpHA0kf4nXhWh+p09szZe8ILzuWeK2KtD/fivFWdOL8P70cFdVdrazVx4f6qv/WPru05OM+Rxs4dOyPcpX3Uh/dYfalbXlvlAu+EnBaTjrXK72bXbMAop2feOhtA+qgK2rV5ZuqHogo+jSIiPgdeKC8Qyz1INhMK4tXh6iT9vi/oCLyEXijHhrcg/y8k0f+BfkFuvjsfL8Ps2bOCPHWGOk2dUdXZ6ei8FDoiHZOOxEvM+hKDNuKBBUdUeHm9PDog12Cxh4cjE5/z28aKeve92nl1JDohJOODXJVHwhwLNIbwhQipzRJoQhzJcs6PVLntjSjgCUCaciJ4TvxO5VeuddaoBEflZ11yeeqcdZZmotTZW9jIkuB+t/xxuE0z+ejAuYp1vu4zvC333hu5HBJKddjq17mCMLPo0Rm4D+WtJUotyiT5TAginbx6R6gsNd6Tb3/zpCBnyYHEik6JoOENClGXiVaM/uZGjWKKaRM9WbTK1NLXXn11FhUDInHwvlwHd3fsmK7J20xDbRXMyntABBALBIKPbTFUM4sy1+Z9ELrgGTm5TjA4luAgLCzVLfTk/p/NhK/eiBvPRZ4Iz9QLmchY+f1y3fDMyD0RotEOfOQ1aDvqXh1oS7UE3FxnucMlJNyHdTrkwPjuOdhXPWiXyJ4Ydc+GvZom+2c//mkswKVuvCeeG7KfOGF8eBvUibwPQtM5tVPEo417v0JA5OfHW6StI0VtVlvQiSsnIcz7ow24hnbm/ZKLAO5JO+BBQqiEr/wFCZYs6iD+LA7M2siDQMyri3X5ukjEfghFG3VeQpgVqpyOQ6z6A65veQdCCd6dCjFsM79TzqGtv5tFgesSHrZ5J5RPvRAR6pOoqBL/HC+J03wWQiHeT+Tnfda2hSOcD2nrW/QHFTnqi4h39+Q45Vef2jLvDW+aNWwcL4TjHr1XPvX7MX87v/usvn+c+wj7u1/PKwRI3TTboOxVPahHdapfaUikHG4QEX0aEBEV5N3Iz6rqiWeN0OWNIkSN0iJkJedaxVa7qaCPNyeLdlPQMIqI2Ae8LFxciF1jo165c310wjpSnUpD8MJVnZ6OkaXGG8CaQ4Liyg8+8GC4j4UZEDQSkFAmXKFjefPN7TU34lu1ue51qOK1XlRhB9aFTjoS4caMjqGJXgZT+XJ3eom5K50TOYvxs8xtR5zuQWfjHF6eGmnOj9iszoYwEK4gDNwzF6AEJZYoMeD+ddhV3BaRiI0jN2sFuAfX1ZkLGZiGmXjiaXGOMXk/OQ/Or24IFedFSuKXOlnfTWGtA5C0Z1Krh7P1z4p1fgTi+ty9iF75eWWcT6KifACW7qP53hEsQeD6iJao8Cxc16gL12ty621B7Jb6vrNdu3DzIyrWu3OJoxot8a/z/hXhijvb3RmLb7nPHvd0j5EqvBBGWchbIBB8nJNwIAR4GuQzEAffz9tsN3U2AVHlOpi3gbfCaqHIWaiCNeQZ86Sw6gklBKvOdXosXHXvnogknZ92RRiI9/KaEAamN7dSKI+UugiBmEnZPTqeu533yPkICM/P3+qbACUktFGdrlwXSaLuyX1+7StfTSdlEWHkifMRY0Ren959IoyjnEFgmYAQEaKqyEs75BHT1rVbQhrpul4trLcwjiNyzL9R/Y4k1QVLW3vgJSGSq7IiXuSH5JCi91qYAPkiO+RQlcc+3gN1Kkmx8lgol7KC45Az2OZ+akRZuw+LdH1kboX81buGoMG17e/8yuac3j9lfTGLJILAO1Xl+xBVFfQzjA3Cam9U91XB/RG7/ldH3iEi0wgFf2sPfnMNwsW+3uPPQiXwqnsnnj5rue3YJ983IbOvPvJwQvmEJ7TVhsADWV9E6BMkTFZtz/O49ZZb4l33jtX3RBAmNU9EERH7wmeKCJWscVeVfTzDPWr0Ola5BrLSERxy8bIjSsOjeBf2BXVVuWLDIswdhI5NR2abl1DHguyQOLe7v7naddhyFMRSg9jydasMdhaLfYw48DKzMv0uZ0BnzXsgcfGxR4eEpaaDIGBYiiw+VqgpiXlPvCAsfR2683ANIxYeBCMNCByhgGn5d+So0+GZYD3Zn/UofICUxJF1ighAMiUvCIFgCmZWmAl+hCSsjHhfr/vCKvTCsvwJGp216Y+VSx2bJc/LKj/C7JDCAHIblJ1rnvVJLOj0EYMENsLEdZUVMYZAycJM+dQpIuHOJIQICSRpm3MhJ6Skzjwn55S/gBBNk115VNQ/8SBJUlnVlzpt2aJlzLNgimkCoH6+AuHgO5FAMER+w89/ER6HX59ySmyPT95fPoSP/f/wu99FzoQcCs9eB6/trV23Np41kTQ23597EsLxzLQlFjQLXtvxXLjb1ZU2YB4H9es+CYkI8+TnqR7MHCp5kjAQgiDIeB20E94JbdQ5ebqENmpzSTxfN5HWpKhDoSH186cz/piuv+ba8M4QUv/8x3kxBwWPlvMiFO+Z9tWmVesIe5kHA6FWlra2JJ9HQtuD+d6IIu8UUnK8+ySoWdLhZcj3hyS1dySgzhA/se19RvKeKwJ2Dr+J0/OQVcKgPnbkfQgIbcy7TiBU4bS93/2tW7LAqAvteOecmwhY+fIr+X5qiZSuywuBwJzLPXpfER6SZxh4Vurc/oSNMnt/lMHfVRJkQ3APrlGVjcdkXhaQyqa/8Pzcf/W7//VDyqS9qDP7WPK/Itn68LyIOn0Z7516rsBTorwNQTm0Q0LvSIPXVj6TdtIQ9hYR3mHvV+Ul0W8wdPT9Zhet74kYkY0p/ZBhnwUN47gUETqbz3Oj2Yea9uLqTI3fZ8ESD4gFOVqU50DuXSelU/WiseYiDp87QcS5Y+eOeHmJCdaTOC8rglXgRUb2vAo6VB0IK1hHo8OxVoTO1XkdjwAQSlhM+bhI9Msf+/vNy84DgXyQkJCHIYomO+IK5tJWJp2jTg1JImnXEp/Vyc/PBOKcficeEJX9dNJdOncJS5xljxwQATc70aNjQiK8GDqQofmaJnjSUVXlcm1ldV86GlauUAOCZCUjHjkD1151VdynrHod7eIl1hl4NurIEC2jDogCsf2RWSSwmNWHc/u475X5OQhpyBVxfmT45NixcU31jowJJVYacmTxIbcq/+DmG2+M+rrgn/+KJbMN/bLE9mX5flngRANxoLz+9j+vQpXTQBgYVSEXwv9+C2/DN2rrUoRwiImlbomOzcyM1XOuXP07c9vheVq2bHmITOIohuZmK58Y0pGrv0rcadMsz+l1QkD75p0Iwh8yJNfRM+nll1bEb75by0QSqtE5nrO6IyK0H8epU+KMmBRa0C64x5/JdUiEEDKm6LYv78iVl10RYSnPzm+GAo/OwkcnbpgmwWm4KSEmX8Zqoxs3bop3xpwczZs1i5lC27drl26+6aYQ5Ai18jIQEtz2yuKYiiC9f8pc/933G6INws6EbB/l8KnebX+ra30d4SEXw3fn9h387/11jrDyM2Gpd++Hc0uMdhzBxItHtFUeDkLBNZTLNZSHMVCd2zvLMyZp1Lnt59ruVx+lvt1XQzBBlv7ChFqgfDyeRE1NlK2K/qZ+aIKnQJk8Z+1Iv2d/z97/ewuWzZuN7pgXZEtMVXAtz0B7cw2izjtvO0L2/rmfIw2Crec99+5TsBhuy4tZzb6pz2jTutUeA6x1FqzeHfUihHfXXXeFcaf8jbMhoY4K9o3jMpyho9Hh1UfVURAH5vVnuSI0BILsEZyOQQzzYKFz0FHrtJGjvxGb8ugkWLXIQeegk2Z96CzE7HXoCBiZ2aYD0AHp8JG3srK6ah6O2hBQ5yM8dCIbNqxPu9+uDQXTgTmfF1iZnEtZRmSi9T+LkvW5Ukgkn0cHoJNi8SBVgqq2ENCyKBM3t/U31JGOjjCRyGSFyEa5kzdUEbk7zzP5f5Z6qxYtYk0HQxl5C7gclZ11pONxn+6HEHogk1hl3fOECF2wFpCbay9auCAEyuTJk8MKV3fOZQQLwcc69rzVtUmn1AeLUCeAdMOTkX8jhpRd3egwCSLzVjhOvRAb6tSzuqd79/TbU08LwhfjNwU14v9hFgZEA+8CEUAomHbad54FIkISpITIKmxRhTC+/c3ayplyHqxfIfxheJlyISKzGWqLPjphz90iZ8rjHlhIL79Si6fztiBo9UJUWRq8a+fOkcOiE9fm1JXEU8RGIDmvZ8+DoD2xYNWP+7fuQBXO8Ky4ur0P2rK6Jq48O/knhsPKcZBMK99CHboH4PEhDKqsfcMjJWhKwHU+AtF8GkgNkRGtwjXuiRCyKqbnj7Rc02JiBIpnql0rr2dUwb0iNp4H52sIYTBkwkaO9fMX9AmEgfdDO/c3AvfOEB/eVfv7eDcIEOVGNpWg8L7pVyKckttW5N+88GIIHduqUIJ7Jyrs79z+dj4iwXUQsXJ4D+Urbcvn5zFRHuToPa1ED7g+IWLhKW3dsWAbciREhWPcs//dk3ryu3kP9A3KwIpX1565/sjIGeXZGyGG8v2CchidwQiSL+I3x8ydm8V4fqcJXsSr3VYC70iCiOjVo+c+RUSM5slG0scf1TwR6oR3Tf6DuSCEltULqKMeWVBfefkVkSeFJ6r7LmgYx6WI4L5DAixvL7bOhzUpL0CHal56ZKlxVC7WwwGdCYJDAF5QHTVPhPJw4bPSNFIdIuJjXUesMr94LDR5ETwF1LEyK7sO3jwPGj0SQCRI0LV4J4iI6HzyuVhGOjkEUMU+dU7K5NwsSoTDCnce15BYZBIhVgb17ThhEqGR8WOfjP2EWViZ4Q3J50N4OiIWkrLqIN0Hy55Hw0urDlyzsqB0vCwfQmT48GHhiicY3JdO0Hh7z0IZlFHnSbAYCeJZ7c4doXtEnoQHb4bO0jXCbZ+PUXZkqZ7dj07MhxAzciE8DbnDEQd3LmU3wZL/iRBDFVn2CFEey4Bs6UuerJIhq4/REmecfnqEKCrhUP9jm5CGvx3rbwtfmaFS6MM9qUuhG0SpTSCcWq7I6GinyNizVxbuZPWmrnTyPEXIVE4J8UYsuffRuV6IryrWrS6JWatmqgPHOjdBQhBILESePp6relBflbWMrL0v8kvkofTq2TPEA6+Oc6vz8Fatq1njyFYbMAEUQVBZtIQGoUkkaa8SHd2v9iAUJcnN9OE+JsYiLNSDMhMsJgVCuIDsGAIVhBi9axWxI636OQII9LUsaLwbQiD1RUQIhnxeAkF7MN2033no/FbB+Xg+tE/wW5Bzvqa/CRSCzHm8CyaS8n4qs3MxCoT2kC3h4t0RTtH/2Hfr1m0honiYxOCRofNpg+7Ntfcmds/H/frf6I3K07F1y9YQ/8pUn8Ddw5Z8ffWnvXn2yuceKu8g75SEae8J74h7QK6uUR/6S+Kner7uTT/CA2JmUCJCW9ZfVfscSXg3vFP7MgA9U/eydz+vnvWx9dsLqBd9imdQvx0UNIzjSkR4ybe/uT0sJ8MOzUYo1hXZ+5mIWAVeiCOljnUKhrk980zNWmJJyqtgdfM+yBLWyVDvtgkFIEq/IT4E/MhDAyM+rJMnFnQuJkwRz9bpsuIdp5OwkqBOBgE6RoM3zlvni/ztozPgNWDFsypfWrZ8jxdAR84F+Xx+YZ5++qkY4YDcWBHc1JIJH3igb+QtPJBfUnMEmIMBKUna48L1YiJCpML6RXoE0+LFS7KQeCE6Ela+Yy0gZZpprkMdl7IrKyLx0flxCbsXnb/7UR6jDNTDzh3bow51GNzhvBfi+EuERWbOCq9EeCyypa0sxIL2oKNQXqISQVVhDNuMFCAceCHMvqgTdf/EHOHENW1WyEpI8CiYHdKKpOZusE0SpLBEFQLhbbAfsWH6Y8MwiQIdLYHGg4BYTPilPrURXgCLlREBnpd1IZRRB61ePCtDLNUTUUf8OJ4HwX0RpZ65oWzKrp3wtBBT4sGOlQ/hb4mOksvUAxGgzl9/4/UgDwKQeCEUPH9hDnVNhBMniAsha+sEIs9FzP3w9LQ9RG1YnOvrnOUXXHX55eEh8Uy0R8/U364tN0KCJhGjjq658qq4b94r5ydizL0RZcydvnpwDvsjBqRYH66JBLRLfyuHOlBuJI5QbNcPON45ESlSr0iVIPo8w8LvCJKHgHiogMz1L9V5Qb9ku2NcnwhSLnXlWN83ZmIX8mMQ2M/QUeWRRK2ulPXz4BqV0KlApKgj1/XMeA+ctyJHZUSW2oL3RN16frXnsywL+uWfmw/gHe/WtVv0s4SPa+hjCImjISK898J4BV8MjmkR4cXwgiAx1rTEOe5acWUxWVafiY72VtJHCrt27QxCQELKoYOXpMkj4GVl5REHOkfeAB0Q64zrl1sRCZjq2UvN8rDKXkx5nV9IL7iO0HaWic50frZavKxVbM99bs2WCMEhXOE8SJo4YWlMmjQx6shoBMl2iFynwROA1IgfVimPBWsfISHaGTOmZ2vXtieCbBGZhEeEpDPU6bpHVr7jx48zQmJkWK3c9maMs5y1OQSM3EAWvDG8CDdef33MKGn6a3MpuAaidV7WoU7VwkUSP4dlglVW7tcIe+TzIM9a3snCuEd1VFmEOjf37nxyLTwLFjvrfOaM2gJj7sWIlpkzZ0RdSQTluSF0iArlcB1TS1fhiwhTfLcWvuBlIBp4JU479dRYYvv2xo2jnqt5Kri2Dbv0HAkTuQx3Z2FhAiD3oi0ow2NDaiNVIpST61f96MhZdwQgIYDoiUjtxHE1cWD651q4wxA+HgvE6VkRmEbWcG/r1AkMXq8qudJz1yZZkYSDdSk63d0pEtW45tetXxfvFxd7ZbH5nxCWnOf9cw6WG9GKxLR1REgMGPHinXCMdq6dIDHPkUjhMua1QPCElDYgEc69ECWe0c033hQkT/ia7MtzJtJdz7N+L5NWBVY2EgMExpL2Hign0ibYeQZ9975oJ/oRZVNGpEugOBYpQ1V2+Qf14V7t6x0kesOzkPchItSJ98u2CvbxHCKclu9ZHfgwbpRDWYmH+tCeeXr2ZRG7V+WvD/WhP7Gd+PB+aNtEmzpT/3uLjfrw/Ny7urQvqI+9j1EmhgTRz3Dwf7UP0addfZ4YOxwgvvR3BV8MjjkR4aXhIkR0SIwCFbfS4Ypz6yC8uF4eZI1AWMJHozF7QXXgXJIEgw4LqSJCnbBkQITA2mXh8QDoVLm1V61aGcSN3N2HFx6JIjXfDYlkWepAhQoQEm+B++Yi5lHQEbl35PncnLkhOJCU8uh0kSPLsBIePBvO5fxcorXkvWXxUiIcRESc6RBZVojffekADTWcO6e2rLPri8nf26NHeA3kNkgM5XKXGEeI6Fx0RJ5LZX1JnOMJ8Jt6uKtDxxgKWs2G6PrzcudkJkT1WA3tdI+eP8vafagjlpP60nm6H/VkX+XnfUDOSIrYYnXZRrD4mxdIWdW/uQwM/3IPyDdyAvK5DCGTGCkv4qSvfyM+whXyG6687PIkH4FwRNyIBcEiB/Wujg25VB4TWPk+OFvYiFo4wnPgDXF9Fr8OkUhApJ4l74vnTNAgU/dqIrDxuV2L9RJGfuedICqU2TZWvPambQgRER+upQ6cy1BeYlu+gtyMas0L4haR+Hhe2vGuXOeeE4L0Lnle2rv30f88JggU/E84mIxMeYgQs1gKp2zJIpen0EgXybnaJ3LlnbAvocmrRYAgVULj9sZNgpQqQUSYAaLTNtWn9qks8iI++qhGZAhQKIjHyzuojCzlyEXKZfI7Eqxv5SNgoqMSA6C9KTtRYNl9rnxtbefOmnFCnBDv3iFlECKxb7xfWTzyiLm2MhARflud/58Ts4g+H0MmtQ3ttiJhdVx5L5SjEjSgbOrMdnOtECKVyHC8Z2175X0gxLzPru1YdeX5OcY53G/96wKR5bmCfoTHtH4ZgAhTv+rPefS36tp1ebRc50hDeQli73DBF4MvvYiwaqUOWWesMxI35A42wyNLTkdNrVcvwd7wYnMZe7GONDRoL5AXSdyaxaED1yki3ydy2XXUXIReOGJI+XSOSAwxCgfYNyzE3DmwaBETYtUp2Yf1rWNgnRMSrCTuUB0R9Y9kuJcRSeRo5OOUBTHqnBG48yBfHQiS4E0gInSOW3OnwXJxPJLzkuqcdRoEG/I2s+TwTBQd72wfGc3i8khqwfyai1wdEHQS45AhK0UnZiEgE/XYZtY498sKRVjEBmGBBHlzhIaQLy+DfdwnIUFcuCeWM3Hg2Tofy1kmtpCG+yW61AXXuBCH7TpsLvix+fwytiXxGV0iSfDRR7MoyfWK8FautPbGwhCg6k1OhXkPeCQMXZSQdfUVVyV5CdqgepdTwdPguSm/MvnI4zA7o4mqWNmeO68NkvcMeUiIRyIi6veRQXFNwoIwsWiYdq8ehFd8jDTxHvBqVJ6gSkgQeYSAelS/ylfLH6mtvUIoGQ3Cm8SjQ1wtXbzkUyRB8DknckRInn3NKs5Wc76e83sm3jvE6W8zLTpO6OqqK66INgjmIYl2nAUS0dahffsYhaF+TRRkFlSEpV0bkVOLU9cSGg33NR02cSj2vSa3T6StrK5NDBHuRDUy07b0F/42URQyQ4hyAKpkQGV3De+YfCMiW3vVNvJLHGWuD9fR9lxXPbDQ7e9vQMbK75pI2ruCQIkMBOz62sTrmYjBfvEeT58Z7YWo0LcxJtQfIGXn938YRflTwXfeSCJIGyGi9D3KwXvjXI4D9+t9r7wL9vFc5TDZx+9Er9/97T5s9/57Ph9//FHULe+dsgkPqkfXI/wqT4XjGSeEkvpS7+r/SEOZGSL6qoIvBl86EVG9NIgN4dUmY6pbkjh3iMSEl2BvVfxZQNrIB3EfDXjhlR3Z8Qjo6LzoxIHYPRLxoumIEGAkx+XtYS0ufyk6E8MWdbg+CIa7sGb97IxObNGihWEdebltrwmsUWHFhnjJH9ab/5UlrNdcHkLBtY2HZ92zfggN12O1Igx1a30NYgBh6Bg8D67/+3r2jAQ7xIuEeSRYWp6JjpYlrWNzrwj4nLPOSldefnlqelvjmKZZopypgwmjiy+4MMpX67AWBZmatIpAmJ4tJ1YnkkeAniG3LlLmKZCEZztrWtkfzhar0RxEmnZCsCD2l15aXksgzeWxHeHIIVB2ngAeIffz9NSn01u734r6EL7gAVA2daPtuS/igyBVl+oFYcstUDc8BOp3+LARUWbPRadKTAbxZ7GjHVcjVHR6QhXEidAJMTJ10uQoHwHiHEifSDQBlzLxTkgKJiBMV61MyqdNIFz1h5hcV5vSPizvLrQUIaMs+ISYnEt5tClkxLL2/JBEZX3ajggQnPcRiAREilyqHBzwzhKMSJnF+8fTz0i33XprTbjke/KslYk3zjwc5/39H/FsiQzeFN5Cz9e7bY4R9UGUCL1cetFFEZ7bvmN7EJh7rWL3PBVCHNqsNg2I1/tjkjbvl3uqxD3yDi9aFvUbclvyv2dL2K14eUUQv3t0v+7N/gjWNT0z7wFC9rvrVXVVH0hNfUSuU36+yuC7MjiP0BaPoXZGzKhL+T4IF7F7lytxUqESb8rjPBWcT9tXD66h/J5b9Vwagndb/+RYf6sfH8JLefzt3rQdopmwIt4ezv0n4RvvVG4TyqhM7hecj3dHH0BQCHdVz+RIwrMwc612UPDF4EshIqIRb90SHY2OVseDLHSSLCQNUydwsPCCsS7793swLIMjDR0By5d40JnrJHgkEBuhoFNQDqTkpTSUC+ETAshXh0I4qA8vN1JFPixLHYXOTCdEBIT7efWqvO/SID77mFfBUED76gTVKbcxQeIaQIjoRFkuOgLWkyGaiFpHpKNzLtn8Jv0Zkq1+3gfnQpbKhjh0ikgUAUgkFW9XNqSKBBAXEuD2ZFWbkAipIZhLLrwoiJrwYUUjzvP+/vcQIZ4/lzjLWbyfp0Z9agujRj4eQoLnwr7EIQEkweqlTCjuS/nUh7+Vg8CQkOmc9b0zXNvuiVcDQZgu2/WUhYWuHMIJ4sqeqXtXDnMksCZ5Lu69557YpmMltHhmnn1mdojFefPnBWGzslm8OmcEjDy0hQULFgb5m21UaM7z0GmbEVJuj2NNJOYeEB7BZX/PUzuKXIX8/mjjPBXEKIEl0c18F0J+hI76Zc1rT0YrEA3IWHtA2NqA8qtfROV88nUMjeWKRwz1gSAQrn0dqy27d8muRltYeOzmG26KHAfhHnNQqCPDP/0umdJ8In7jkTKvyAv5vtW3Yxrnj+Ge3bp0iTIKC5hbRTmQl/fK89UG9yZdUCZtvCo3AiYmicBnn30m7l09e0cq0Vl5MBAnglUX3kdCQIjP39oMC9z51UF9v4Xvrlf/WG2q6rt4JJCd6wCx4/030ZM+g4iwj+cKhIi/PQuitXo2e0P/qd3oF5S9oX0qKBvRoe1VgoMYinaX26S+yPV27toZ77F32ztmDRRl8L54d71fe0OY0kfbcu/OeaTheXlXeEsKvhgccRGhQXtRkFkFLxvlirB0iF5sk95Q1Vz7VYavBn+4wM1oaFuV5HW4oazuSYejY0NUOi0dlGmpTYakDoQcWMX21ZFFWCN3duau4M5GxI4hKrzkzoGYJQgSFsIPLGEvuBdaJ286aol5IzO5sgZ1NshTiEHHzWIOV38uEzJ2bXH+WMo7dyI6Lm7VOXNqM2ciXFMlC1tIZNO56BQQoY7XfejAncM1WJ8EijKaItxcDSxLnYi5/l0jhGK+juF6Dz/8cJAaovG8lZ3IQ9K33nxznI+lrrNSl+4Reas798MKZSXd36vX/7+9O/H2q7ruBP8HdVVS3WtVd1d3qmtVr6qudKUTJ65UyknsxCa2Exsb2xgbm8EOmMEYzGgzCMQogRiEJNAAYtSIBGhCYhSaAIFmxKABCfj1/uz7tnx5eQIh8fT08Nlv/dbv/e5w5ru/373PPudmOayppwjdgxDwgLDsufuBqGPAG9GgaHlYxKAABFYVT403ViJkyqAdEdgu1iZIUdRZe2tD7QNQHEMieHRspHTeOecGkQoLbfeb2S7OedNnkTseBl4peetTpAtgunf58hXZtlZxICeUNcKm/vram1m1LyLBiwCst4ayB55Px3FtKYj3t2GR2XtC8Kq+Q0CMB2Myn6cABwCifN7Kqhzq7vkEfhSy64j/AZjyIpgi9MUPaGf5GgOmKXJpb7QHsOyObcrxgvggasgkbwwlr+8QUx4Q/e5jrOdy1PgGrnSD9Ez16A/lQGi1nzHlf8+AepTVrpzGGPDzNkn/u09ZjDtiWWUGZj7a7dS6clW3IRmCpG2BquepD3zqw/OiTRB7aXpWBTXzvpUesc01XaadPXv17fqtkS/3v2trWWWRCuWVnzZFYgCwumgHddAvyqTOiKd6jyR0j3oqJ1IvnfKmaE+/eR94crRXEufQSfpCjEfuSxEEDRE0Xhg4ykh3u1bQLcKj3kgq4qxtXNPX0fJzj+9+PUdTEOAJ1157yDhqcvzluHgiWMzemGYe3+ATGT9t6rRUrpQ7N5gHz4AfTRHUdVNYZZTWZy2UsPpg7QnyoUiXhnICaCxx7n8WLpCiEMwFsybFGwAL0y1AizXN64BcUD7IANeva7i/KxqacqOUAYr03Qc0gB/l6xXdpk6AJNc9gqLtPdydG7jbS4IitymRuefLL7sslT/gAwqstHKxUrSInhULiAMQNAXhvQuID5cy5SwPDzTQT/AOBcRyY7k45+2WOQUQgGAzKorLeUqXB8oLmigudQM2lJr/KfuORKzuFHJYO5a+slitZECwvIsE+eH2rzldc9EUzSHysPblIctqThIqdQHmruV90AfKo12kh9DoT94S55HBJVEu0xX6U1l5WX598cW5FJLC1ub6HdEQ2Gn8ixVRV22lf6Wrb40Z4JbnwrpGjHhfeK/kq+wIHEXvPm0n2FAgmZiRiy785eDC88/PoFb9j2QgPNXP4lQQMeCkjfUj8Neu8kQKjSXpc2frd22lbF4jn+AUY1vbGVsATSCtseDZVXdLg212Zkkv4ASMCEpHAF5NaxYAaQ99qF7GKO8OwASOBZCeI+1nRQ5A8jF2EB/lAeLDxTVEHY0xoFz3Kr9xjMD6Vgfj0+9umnDJ4OWoc3qh4n/EUh6AUDru15bOFzHhUfI8aV+CuHgWtJv2Vk9eIfdpawShxqB7pENMufAOOWca03nthNAY48rvvPrrO8+M9lGukQwsJMJYQg6MGdfYf0VfalPeHHqF/kPUBC0jFvsiL2XgLTVuEWXlIEVElMXYYfC533hBdtWn9LYyF2k7XmLM8hiO5I1qcnxkVEmEh4hCZp16J8BfffG/pfKmuOwvP9qkYSShQMyfA5PPWrB/SozSoPBZX1YpeOh+fckl6ep1DGBR7B2B6HZL5MrmKUAyWOXdlMEzCXDazENNIQFRAMeL4dsDxNqWh9eES4MySuvXNMKL3fyxelMgLFAAxdIV7Gc1hTQov62hWCk4wZ62IWYJURzOAVv7QwCPOVFm5aY4gZb29NvcNwUoYNNy0nwt9Je/EnXuVpoALW/0pIiMDRH6vAWUO6vQHvX2MAD82qhWFii/+7UBJap8otrvDnJl90hLLW0ZzWICBK6jdLNtY+whXcBem65a0a1IASYsewDPba/ftJmP35a0msoRY6Ecyq6ftBvy4l7BrnOHvET6xf+CIgEeIoAo6H+eFJZ0xTtQ0s5pa0rXMwJYnbdR0y/O/UUSEmTHlMiKZUC3i3ORJ9f/xAmCKm9IEqm/lV9/+Z/VKV336GuAUdN4iB4CD+h4mZAJAoCAArA03ngy1BshQUiVW/4AzDjX/gW2+gTJ49UwxiyX/V0fdLsnUvLy0oZA0XJiY9195s+RL9/Iof/VBxlBDOSbXofIF+Fh0buO0CHKRICYspSw9I0tY9817kFcjC1jAhFWZiQHmVHmJG/R1+4lwLMIWekrzx4CsmdPl6/jSIn8RxJpIGLDz2srelDbaE/Ey+oQv/UHEqDtlFf/MTwYFtp1OIlQXue0l+dHrBLCp1w+PCfqtWPnjvRW0CWeI+2jD00na29xMGJx5Ot3X0fzjGo39zhvzNJj2lUdGYKMCe1ljFQbjqbQ43SePXOajI2MCokwwHM+ffLtwdinp4Vp1zpR1pTGWIvBz/L3MH5Wwl1K8bEEbLTE5ScfIMyaMNAB2sNz5yaAUfZYNNCiuChpVhogqv89kL5ZFbbSZX0uXfJEWoDSYw0BM1MhwIGipYhZS5Q/YEYAKCFEAzDZOMqUjmWm0nctVyZlod8ocESHUjONwltBiSMplBxgBWSW43Vlt/fA/Wn5IzXaQH4IBS+ErWV5Hy664MJ8RwJPQ7X7lBgfJ/3913LDoTOCcIjoB8gsJO3DI5KrW55+Kr1V6iNPXh0vaRJjwTI/64wzcqUBBchK1p5AWltql0ULF2dbKdOOHdsTtBEKv5EL4MFaAyg+8+c9nvUD0KYKgJ32trEVLwfS5ZhrKl7B9AVrDmHWRoDStBwlKw9xFenKj3aUt3ZTFwqYB0LMAMAF5Opw8re+lbtlevvlVZdfmXW2DDM3MwuCo420NYVdAtSNlXrGKFhKXxnKQgTkAjN5d3y4nAEv69pvIKTNrPrgfeE5QTj0qXYCFmT/fpH6OzNdgAFYtJG6ag/tA6Tl7X5Ard6ItH4SXGvevUiUj/La9AqomXoxHpVP3wMtHyTROADA9m1gEQNJgCUt3+6TBhBURmk4DsRd67lE9ICidkTe1M85Sy99S6sAFNkzDoE4AfB2fywg91v5i8wMF21mSgiR6Is8tOkbQVAESiNt2svzYXVK9SdPDz2g7+RZ4CzdD6OexP4Wm2PsGBOeV8+jfqxyWRIqbXXzbXdH9zunntVuCIzzxg3iUVMS2lP+PJPqi1RJ20u41IMYO7yliC8dUkRvNGVZ6AYez8MRuCajL6NGIjLYLhSKB89gdYxFybKuh+/TSimwvhjcBrHvkcTD0WfTxLXm4Vl9n9W8nchlL3YS7AfAgK8Hn/UOsJ23/BDAJZsPK8D/lr6x5m0YxEI1FwzIgJqHmUKoaH3/e3Br/tb9PAPyoWCBWCke77+wfPCiCy9Mi5XrPb1Ay5ZHGusTHCgaCpTVaWUHwExCECCmLAAaaJqvN+VhPlQkOyUslgVgUvzusyQRWLB6rUbQz8qEKFnOZ1mhjZAqolufUXimYQAWix9x4QVgdQEmdaGslBVw8wJQ/tqWQquYEfW98oorBjdOnJgufcSN9T/ptluTjKiLCG4EDlCaRkII9BPgA+6m2rQlC5MXwTJFqwS8zZSSksYDD3Svy9Ze+gQJkJ57tSOAM0WiPWzalKAcddGfmUa0ZZKLaAPgoeyUrn5Uf+0KIJGXr5900uAP/qd/NfiLL3whCRJQ1ucUtTHbKew1OWW1fVu3RFa99QFrHYD6rT31gTZjbVt1o21NM8gfaQRaSIw+NJa0ufQ2xDhBDP3vGSqiibj0lba+1M5IgmceGGoDUz8vhqVtzBg/PEDaAdFGMPQ/cEUokDDPpM2tiGdUHvVc7wpAMvYXx3VeogagkCXEmQB69dA26scbIw/TJIARWPofwVEGXiuWs2exC3p9KtOUnusOxQV88GH2F++pqYG+OK98pd9G0k8lyjcS0Gk73gfl40kyPpAm/WI8eOaNOWPI802qTdwLsJUbodIv+sjzJb9NMcbEOslX+RAI44ZOVFbtZex63qVFtJ3r0xvSIz1qpk36deAZenXTKzkt47jybQkSiLjx/lSaoyXqpC+NtY9r+yajK8clJqKEQuXKBgSfRjwYXLsesr5wRd8Yls2Vl1+engWKucSgBlCW7wEQezRQrCUGvKheoHGs4qGmuFkMQJgiZgWL+LeckMUMoIADkKA81WdaAB7w8SB0AXPeVfFouh1ZAU9lZP+9CQYASbqsZ1YsILREzjVYv2PSsDLAtsmXXHxxeh9Y4MAOYABYDxzQlS8AdZx1bFtsewaIA5g7t3uPh3X9ygn4Cxi5o5EJ3gzfAIc1J2jVmz+V/dprrs3ycKdS1O4BglnvAGgeDorZHhD6FNmgSClpxwESRY4osFpNpfBKAClKHnh0HpTteT0ypH2RNe5q9TXG5AssAQZyZ3xoR1a3+rA+gReA5blJEHz+hWxPsRGIBCW+MsiNa4rAUeraGokyXaEtfbJvoy6AnKeE9w2oUtzGo2/jjpLd9EpXR+1CkRsDrPRuOefUjDXRF/avkF/f40BhGnNATBsBEh4M9VEG/asuygiItLvjxo82B+bqoR3Mlb8XzxcwNX61h+s/iDzkaZy5z/+Vp7bVLuoCvChz/YiUeSYF8iI8XdDnQ+mtAfyeR/E9+k47GdfA21y9sosz0cZJkKJ83PKAT947d+7IdlU+404/Ou480NQmBY71v7GhfY1JIM0rZ6y417PgWTJWHC9wVR5eB8QLeXKfdpKPepZUPp8kphikYxwat/IoAdSIjucLYWY0ML48M6ufiTaJ+gJ1JEFb+xifxiOSIC3TldpKWptfjfSjL/WTNnG+QB8hUM/Skc5rT7E0xpmX9xH30rcIat9r7DhyY/UHcQ19rt/WDXm8tJln0jHtOtqiDHSs57vJ2MlxJRHEQAZu5uWORLDfW2+5efD3X/lKWF3zh47awGbT4PQf/Thf42qzEW8HtOyPtUUoJPPvlhheH8rckjIExsArARxiFZ4NgDoWoWhYkzm1EOAE6Chx8+O2W3bcPDrAcZyb8a4pdw0B38NJFJANcRSUBOBmlVPKYgZY9RRfrmS5dVJYJY8nSAuwmxQKgAXOahYDYB6c0qQgTKNQpO5nOQMjAMlSVA5gAsgoa/dYPUChcNMDY+WVbxEa3gqESDtaLik/nod5AQ6UMsCibOfMmZ3kRb7mx4GQdqFYrDqh9FwnKA/RENjFHQ5AlFsZvWuBVc9aotDUSzsiBhQVRUu580YgMhQwhQxUTYksXLggSZL0lj+9LMkZBV3zxMpijCgbL4Nv5S9Coj5eaMWi4m2xQyRwpXyBqL4AjHbqZCUqG/DeGvVAsPw2LgVKijMAeFuizPpbvUx3iW342VlnJ3nQ17xQQLJv7QEYng+gDyiAR19YewCQ5a1NCoTFDSCy4h7kt2FDgHb01fR7pyeoq+f2bdszPXUCdNpZfzv27jvvJrCpp/Zg0SLKQApBsIxU+2pzz7L+5dkzdm64PsZsnAOg2lu7LIu+uv++GUlUHfNc63Pjb8P6ddnnAFwfaCN9Qlc4Zn5f+/DaWcGFvPGQGNv6kbel32ZE+sio+ng2lR9p0M/SRy54oLoYCd6brQnYymR8lp4AnmVR+7ZfhX7QXiXIhekCeqBfDteouzT9j+xV/1kVYWzmFFA8fwwcIKzO0heYrQ2MfyRiRTyfPCZ0BZ1i1QsS8/bbb+XYUrbylCB68lR218hTGdXJt+PKKU9Tk97QK48S1yiH8vaJk3Trt3sRQcHjngvXIqTyNYbnR5uPtnQk4vaMIWsydnLcSYQBDLw9QP0BOpJQUOeec87g6187afCVv/1yzh2XGDjWnCMThIveNrsUu4fGPLu19/XQArVv/+M/JciUeMBYX+aaPYhHKx56SokSBriAx7wzBQfwC9CAtimFW2++NYMCkSlgxToTnFi7EWLXvBL33nNvWvgAhKUHQAVgcv9bhmmKAtBbnbH2pW7HOwrRkkEWvI8HnYJgOQIRZaNQkQZ5AFLkgPXw0ksv5nw+JTUpCBCgeyuUFOUBnFzLO8Hi52Jn6bLQlYHCA0zaE8BwZQMfREd9bFZjamD79m2ZLkXuZWAsGMBBCZkO0B7ut/QxSUecF5XvOhY7Tw9wAC6IGcVNoQEE23CzUgG4TZwefmhu3uPaXJ4adcyYkQAx40c95KldEB5WNLJiqmP69GkJWtzLLEJvHkXEXK/s0gPW3vxI4RrTyCOPAJClSI1Nfev9ID/58enpIRITwrtgoyvLUIEr0mjKx/g99QenxnicmPkgRix9/4srOe8Xv8hXrKtfgRUSBexNCwBO+SrPwXi2/NY/+gXIcD8bo9qg85h0e41oY8+iZwX58I1QZloBDL6RBCsIWJ8sUn2wMT7IaI7tGE/aWVmQFu3h+fK8J0DG+NFHxiSwLive/0itMgIeaZvucD/LWzmtcFn+9PLUByxqx62o8Kxpa2XxESyIlACynBaIZ91x3hS6w9syEVfPpimyzVFWxEuZebqMYV4v6bO4y2sAnMUcIArIizb1zOsb9UAQNkR5xEV1XpPuJWVJAOLbGHXcPQgv0sbYkQ8y4JnUj3SivjVmEUBtjrjJQ6wG0iRN7SMNYrw5Lg91yXJGefRh159v5nn9Kx3trU9K7Ejp+XaP8+rsvOt9PJfq0je+iPGnjzxHtTOl612Xr+uP52m0RZmnhPGFZDYZOznuJIIY8Cw4bvSPE6AJLLlgbZwjQLPEUkO733mQyZ69ewZn/fSMwaUXX5LuUV4KiqKEQkYiKIq+eGhY6B7e/sP1acSOfx5syoOiA0oUAAsjgX35slS0C8LqSRIRwMplzcK8M6xWAEaRs0SAJcXAggJygJi1AOgt1QTkrGrKGyjyagBO0xGsLGlZlUFxstqUo9zbzlt6pjyOa4taVcFaY+0hMc4ppykg5IMyZsUrI6vbSgSEiLU58/77BjdbnhoWpvu0JbBVDm+ZtGMiIAX48jD/yppirQMxAC1WghdG+r61gXbUZtJCKvQl93dHkpbn/65DkJRFHRzz4VlBrJCVBQFoa5IcLMk0tAsgAWgUIKICJI1FFpW0H330sZzO0D+AESjePnlSEiL9gTCqp/4FqtqNdwJIGNsUNe+H46aXvGPj3/+ff5Svp1cnAK087wY4UeDILqLRTWvcl2+ttORWe/Bi2GL7WzF2TQ3Y8fNLf/U/sn4FYD7yBYaCLo0F5QHcCBolDwwAFa+Ba+WLbOgPbmtpOQ4wEI5aIWEcGieIzoYN3ZbX5XZHxvw2rljv+qIAUlrk/XimlENd3K89gTzx7CI1PAtAHjirA4Dy3Bhr+tX4FkMkbeTIM+t508/2ZwC++kJ/a19kkhfO2Pac8VhpIyTDMW2jrfVB7uoaxBH5cE6Qcq2aAvL60ooeYK/cHYF9Mv9XVm1Fb/gGotrVc/lskBgg3gdk5dZGrvVRHwaCKT5963nn5TNFKyAdQXIfca17jDfjFWFVNuWQpjbzBl+/00iLD+8ZnaJPpaMN9FfpuUq7JPcRifvVoUS7GEPIT1+MF+3jOUVsinBJk2fSczTaIl/E3FhpMnYyJiSCUELAwUNxOMHsRRFz2XnbX5EID4E9DUSs1+D1gNnd7p/P/lkqI9MbrJES15137rmDm+MBHS4ePK5nqyqORqRNaXrQKTZR+cCXEpY2pQXEKS3KmGVe8Qe33357WnHup5zzldYBwLYp9vpt0xmWYop/YFkSCnPJ4iUZ8U/peA+E3Q2BlrQoZESCxQXAWc5Tp3Y7MFKy2sWHcuYpYe35bari+uuuS0IlSNS1lAhFpOzaVRpAtAiLOXwxJzNn3p9l5F2gWB5+uHt3CA9QWniRFwJg4yGkyLw5QNdWQGT27FmZF7ADXBQ0gEE85KGOCJQ0fdT1+VDAiJKpHWV75plVWW8vuRIkOPv+WakAKVkWpg9CZK+Njmg8lPXQRmn57tie1wtiRRa8mrv6zPiQv350zkoXZE45Wcr6WD4CJXl4xEToQ94a8To/O/vs/AaGfTF95XX1SFuJ8njniGkX5furL/5lgimRx/eCcNhUynijSJXBHgLSAJoAydQfkNem5NUAP3Ux378iQNEulwUs9QyxluXpt3QRMi9C00+AGuAlSQ5Sz3pGQLSnfgIoBAD5jVABuVqOCYQAPxCWB+veOEfiXCtvoKtMPqastm3prHXeEv2iXIg6YoUAlfdQ2sojfe3F8iYdWVx86LlxnXgcdXPMOEAwjAsbenkGtBEXOQLpWXoxyA+S9VKkBbiRMOPf+NP+wNRHvQuUHecRGG692+GzphSIOhk3xjxCydMhf88hIqhttZWdK+VtrNARdqilW5Ad5IzoZwTSb88lAuajLTx32lg5q0zaTvsgHn3vhHT9LkFO9OfroceGi3GnzzZu7KYziOkuz5b8RlvU7fIg5jwwTcZOxoxEGNAYuwfpk0RQFVJQJMJDesEvzg9le0/+JkiE9yCYxvAg/jxIBzDqy8W/+lWuOBhJKCXTGlykRyMUg4ecUvLwm+P1QFNclC+FZAoByLCIWZyC6dKLEEoJ0CJF1wSzZqXzPLhWgOSf/cn/N/jSf/+rDLazpOvlUCKsaPVkrcjLagxAyjKjCCgSLyljUQM1lhdAlxflsmL5slSo4gdy+WbkRVkDSFMKyoZEaMOyOLznAIiqH3c+T5F4DGRI+vIEPBSs3+abKUkA7D7z9oBN+ogN8OcRYFkhM8pBGaULOixWILV6dQcgvBzIBgKiDqy3iu0wxaFOANK8vPx4sG6+6ebcrpvHRJm86KkAZ+3abn25HQwBNABWf94N1rIyIXHax6oB4LxyeRcUi8SJFUAqeE7mRln0LQ8UciQvfYEol/IGpsDBx/ilxCl032ui7YGjMQQseNi8pEpZTHn93Ze/nP2AcJleEEdx0le/ln2NpCJTrjUdxbK2m6X8eHpMz0h7X+SZwIkUBggXaJT4DbCqvFZDbIz0C/y1M4DWF9IwzeV47jcQZVBXRNhzaHzoD+1jPIjr0LYMBvlU/RkRVm64njeJxUyAPEvc1IdNrBAkY0N9eIW6OIj1CdzqZOpBOYEiAJOX+iIdjgMb/8uTBwcxNe5MYbjflIGxlJu2BTFMUhrPlvGBkGkHcTHaXz9PuX1KXltteOC9A2kNq7+2I3vC+JGvZ0feRYz27g3SFv3Oc2qMmCICxMicTau0bXl4lAGBVVbTPMaiOqqbsaO9aptqbVFTJ8Yo4g9cERNlKOKifPLiWaGrEIQiQ/vf6+Ik+h4U3iLtJn0feZUYK65FEn2USf6eA79HW7TTlaHzG4kYWxkzEkHeessc7bOHlMfhZDiJMMBZgiy9GtSUl2V+3pRo/tQcNAuqxHXmlE0JjCQeGMsCWbAehE8rHibgYxkfRet/QErpe4gRCsrbVIDjNlUSCArszLdTKCwslg6lSrkA/7/8iy8O/vBf/ev8/M2XvpSKnKJESgSoud7DJE+KBhmiQFjrFLTr1XnyrZMSuJUrFVMoYnP/3fTIIwnMzrmmCIHttBEP+Ym5cKzAkaIALAgMVzay0E2PdNuYuzfLGvWuGA+gpy2QCOnylABJwXjcx9pO+YEAbwivh7woe2WTnnoBffEg0nC9vRPEieQqgFD8vDLmSm+Lcmjf66+7PreFBh6ma3h3Zt0/azArAF/cg7wFiiq/PJBbQGLZpfxMvwiSNS2knykt7U258xqYmuNlUE/eGIBDSQMnACtoz33IJAsXUQWy2tVY40L2v2Om4UxXAFjKW+yE3/oboAmgtSnX10/6h2wnYAP8TWshlkgpaxUZQXz0M7BnNXqviH5ESAoAfQMKUx1iW1auWJXHjSXtBQiBtn7QLjYh0w6OaQcxClZ3eP9DTucFqeW90H+AFYgbj2Wpek5fjHJ4FpSLNY246oMCAySSgWAKDAnhJVI//+t7niKkg5VcUzTGVQJatJmxaZyyqIGjNuJ1oAPe3P1m9gOyqS+WLV+edWUAeOYQUf3x7p53E2C1qT4U/AtEASfiAYgJvQGETeE4XqDqOVfHCjZMj8JQORF/KywQP6QE6fT8mc5A7HlgpaUftZtxYErKNK329CH6jpfCc6Uc70aZ1FVf+egj5F99ywOhfEiwshnDPtJGTOolZLy/6qQ/9J37ld+zrI+JdkXukC/jgg5Sv9deezWNG2UebfHM3HCM8WxNjl3GlEQQDyqGXYN8JBlOIggr+4Lzzz90H2V8zs9/noCy7uW1g3/8xjdCOU3JcwSDF4gJHA4n0hDsBiw/rVBkHjgPrjpRYqxnCtsHiAIcAYvmycUQeIA9iIIAWWuEtcYdz6L1lsv/+Q/+cPBv/vUfDP6XP/w3+fkff/nfE6gpJ8qcuxYp8CCbCgHQ5iOBYRfk+VIqXSsA1A0w8CBoJ652bmrldRzpWhUgQvEsXrg4N7gSkwCwtSWly+rnERD4lZseBcgiItIxt6zeE66dkJ6MdAPHgw6oCyhMSyAZgjenT7t3IJATeXA/LwMLnxcGmaNYRd4jC95aKfBOvQCJNKaEVW86w/XuQ366jXnshjg3wcy0Ee+TaSNABNyAkj0QtKO2UNZrr7468pySxMVvgG4cqJ/r7ozyC+ACqgBdmwggSw9BHJMmBU756kN9a0WEtuVlEffBbe6affv2ptIty9xHXymbvGxjbWxvCfKBLP9NkAh9oyzaSbzEP379G0kITGkZWwBQHIB0kXIbiJWnoqxLBMMKEHUGdIDAq/YRQH1dY8pxdbIkmTUOIMsSzXNBUDIAMYCFADAAAmABt/OCdxE8sSFIpuPICtDkXrekEBAjHerMs4TEIB6mAoBVga9rTFXxICkfjxAwRiIIclB6AKAgGwg2ANa2ZSET/6uPsiHBrHHlkTYw5wHxTCmv9N1XFrl81F8aPl37vZvtps5At87tDrKi/DwLjAJ7KfASGb/6UNshVNogvSFxr+eOh0w7IxrITRlJvDPq7r4iMNLXd0iHeupT9TcGPNvqI+AW6bCJl/yUTX5JcPRP1N0z5j5jpNpUnf3Pk1FtkecjDf8rl+O7ht6sKm35m66ji9R3tAUBtTpN3k3GTsacRFA8lIQBejhBIs4648zB3DkPDh0ZJJD88NRTkx1T3ADmlJO/E0DxVA4qgZg/Pu20VDYedB4K54vFH04o+RvDUmW1fRrx8FAmlCkXLwC67ZZb00Jl+dozAJiwUAGPh9iDzyqguFjRwIl1RjFQNKL4v/EP3xj8w9dOGvxVkIc/+eP/d/DH//n/SY8LxWuqQlQ7jwNyZLtpngHeBCDLSqDAWTfOU/wUkeWaygEgpOMaimf7tu1pRUvTvYDLg2p1ySOPcP3bmGlx3oMQLFqwKABXNPmDaTWxuHPL6/htTwCkSrqsIu5o7mn3aQd55iqIsP5NHWzbtjXrUVMs3MXaCSmhDFndyBVrLb0T0U7IAqVMGWp3wKXdBY8ic/4XRMqyZbnKnzLWV8qlnoAE2TOekAdkB0EwFWNsSZdSZBk/EOMPkPMYGSdIgHHLUrNagFCu7jOmgbg2TLCKPnVcn4sHABC7dnV7E3SgszuJC9BUp7/4sy8kkbIK5m+/9NfZb/ICMOefd/7gq1/5u8GmDZ2XoKaBlInyt8dDeamMf2DnmUgLNcqqDTwz0mOhA1DgJG2eBc+L41zl0s1PpCUdog7KqQ8AmrSBvjTJgQPd5lO8Mto8ATxuBbTasp5B6QJY7nckynj0PAAjesF1ngPjQ15AS34MAnWRX4E2yXIFGGs/7aAu0qkyus5xgK3/X4k8ecOQMJ4BgK8cxop0xDAQ5XdMn/EuaW9EBcDqP+PPWNd+JY77rY096+ruGTHWeMV4ISr9EgHaOd3xfjcNg4CrN0KnvRFS5ZIvMWbEcWhHfVMf+RoL8vYRwyIdx320seccmUAw1dv/7hUjoewjifZ1Tl37e0gQ9yKuxlKSnKEtNBxXTitj9u7dF2TsswN848VUavV/k7GRMScRxIPtYS8WPFwoqPPPOy/nK0soSNHupigoWtMXNo/CvAmXmjdGTriOO3vC4JthubHE5fVJwiKy0VC57j5JPDRAg4LgYbC1NOLABQ6QzEsDYw8vzwPrkfL0ALvP2n1eCpYoYAQYlAalyVLgxnzooS5tYMaN7hrXd1tYeyeDtf8L0wKWnwcMMeFJsAcFq75b+bA27/f/1MgTEaHYKUZK7vkoD6AukgLAAQ+A4+Xg8vedb9586KH0TrBY5Z2AFu0OFDqLc1kqOYQBGehWi3TvlADGPA/6hCJ3veW5PCLiBpCJtdFGiEDFfVDcvCzaTR6IDdc1gAA82jjnj8Mi78hT55ng5bHxkUBIdeRqNr+uzLwk2lI/yFu78CogE+qa8/VRNsAEeChRypTi8m3MAiXleWJRt20xAEAkH5lrt8v7stwsTOmzNkXN85Kw/rUHL4jjpvbc75vHSTyHfigSQQ4cOJgeN6/LNj6AtfgAgKp86o0QAANp+h+YUuYlBQYAE7FRF7+NT3EVgEbaLF07XLIqHZOGVNRZe6fHI8DHXiD6Vz8hVkBXekDRffJzr/s8U4iB++TrWnkBJuTM/47pU+Cjf5HJIiiOIWRFRAoEgSXCBJyNGS5648+zAeTFC9AxyoNEuVYdEBJ9Wys4iDx4DZL8hCincjtv/wztrD9KX0lTXWs8KIvzAFVfImCmHYx/z6P6y6NWmriPsOo9F8ZcpZV6JZ4zY9gS3bx+SIfRZeqfZCnSc636W8LrnDp6/hB3xFzbylO57CTM46MsCJI6qp9+0C7ur7LpC20hH79zrMX4dp2P9jXuKnal2pG4nlF008Sb0iNIF5kyQmr0o7KYPqq2/DSin+m/I9HpTUZPTggSQQw8lnIph754SCl3xKEvBjDLmHIGtG++uSuU1dDJEAqZtYl8AIb+4P448cCYUwfs8h5JXOMBQDgE8tkHgYu+s36Xp8LgMqcAAXq++yCIhcAwZfLgUQ7AnSXEzQxEMz4gwG9NPJSUXben/uJcASDQUH4eVHsQUBDuVw7kIWMenn4qgUea9iBgvZuCUBexBZROVz57RaxKQF0c4MeN323m80QCsTS8+joj1iM/0wIUIGXLHW7joCRNQTSQDseQCwSB5USxr1yxPOvPgyGmgcIG9B581yuH47we+goISdPUAUVaQJbuZ/PVUQ5TNkCdhcuTof+5wFn7d07pdq00FhAI0yDqwaJTJ6TB9doZ6Bs/2k3buofiz3Sj7ZRPfSlHeYuXAR4EALqf8mL1E4oVMVAOwI7IIZBIIasN4ZIeMmSuH+lTRpbU3/713+QUBe+BKRDTXZZ8AgXlM6112aWXpcVpLHz35JODnEzPfLUPEoN0aj/EEnkwbpUXqQZq2szYNFZ8tIlPH8x5pwAB97b6AHXjpQSo7I70Oi/KriQXwEi62kd/eE6VW7qAQTrGQ6UDkPzuu7tdB1T0c1+QIx5GfUcvuFe6XktOWPdAUNrqq57+R4Z43hBB4zEt5yBM+ltAIysdcUgP1yrboHfPk7Iql7y0aQEbgpBlju9suwBq/es3cZ2P8WDcIhz6HPl+6MGH8vnnpXsu6qgfpK/t5ams8iL0kzFQxovxz6NnPKpnTXkSpEx/eKb0hzoa61mPSCfLHO0jPcTe+PP8u85x9wp0tkKGp0L5jQPPrWdeG5enzTntrg2ME23McKCvxZIgBdpU+40k2l2ano30iMYzLF/PR0csGA1eRDgrY6noR/raeNfniEg9Z33xDCHoTcZWThgSYQBTgBT8iSA2aTEdYb7eYPaAePiBipUJBr93UwAG1hJFIBiLC5uFxwry0Hj4KSkPCfCkNACJqQ+EAmj7HzhQms651oO2dGm314NjwJaSpii0E3CpwC1LE4EgRcGVL5hOemlFDikTxygwlop8KDFlA+oeXnmKO/Cw81ZQEoiFfSD8j4RQNvJEXFxPIQBd9RPDAXgffeThSHdFWmDOaRsWPQLEIgE46iZv9WKFAF3lZCkCZ8vpKGG/kRDkCPgDc+VVd5HuZZVSsqagbrYUNNqGB8ayUFM690UdWIKAVdmVSf9pA22EBFmFoY5c5IBUO+XW1FEu5eHa94ZUlh2h3ClYYq68FB0FS6GbCpGG+rKITQsoj5ie16O+XV91e1Qgitrt+6d8L6fsvNmUl0GdbWRFYVuV861v/uPgpz8+fXDKd76bK3aABXAF9ESZAByipE2RCspY3p4t9XgywEQbyNN5ZEEdAYpr1IMHQz8j5sYCJQ3cETX9YZzrb6DiIx3AaTwoC8DQNgXm+gko7ovnRx7GQU3rlDhumkCby6POqZN0TGd69vxvBYNrlMuYQJSUwXnl1a/u5643JgVQ2pFRfZSx3PquK8BOchHAa3ypp/oZV545sQ1p1UcevBPq5LnWd8AVmMtPmtpRWegAbaMPxSJZwVRTS9pPfV999ZWsM3LBoFB+sQ01xohr6Rv1Mp6kSZQXGTCukRn6pnYsVVZl8FubK5O+z2f35XVhVNiQbX6urrFrprLaz8Uzz8uiPtrE1EMtU5Um8micerY82+KhkArtJo9PI9Lz3HhetIvyPff8c0nCkYjcnC50r7itjN26u1uebsqR7kF0jTnv40GQpNdk7OSEIRHEQ8G1ZnCdCMKK/OIX/jwj4Q1kVuN111yTYG0Qe+A9ZCUeCA+rQb5o8aK8vwgDUrFy5YoEM+fNb1IOAJEr3wdw+g1gPLCA24PzXCg3YEDZOM9L4jzCAJCVhTIpRenBco6SBBKUh98AhgIBoh5GSlK+rHfz7x5U91JQndu/WyUBpHkIKG7xDCLW3euYaQ5LP61k8HvVqu5dF7w/gJl3glKQDqWKSCFPQJAVuD4UCLAtjw8yoW1KQVH62uHBB+ZkkB7g0KaU+guh0JEjbaItWZbeR+K3/Fg4lnlSrhTj0iBspZCQN5aQaRPXl6dDvuoOaClVgEXBa+NSVqx/ZAF4AN4aA0CFS7oAN4E70uQhkB8QsryvXNsUONfZ+x+8n/1jkyFWK4sReEiDyEdfaF/1B67y1AcAo64BqPIBNn5Lg2dAexXAaSdjkF3nOVM3ZAygbdq08dC4BpaWnuqbZ6JPlY+HQf2kL3/XOea5BcrKpQSqfYwAAHHDSURBVMyeYW1u3CMg2hMB0H7aWbtot77oa23q2QBgH7zfTbmUqI9rECXPGC+WfnCNMQOUWP4sWGMJ0LKOLc9U5+zbyFeZVqxYnvVUB6QaofXseq61ledFubWXZZbqbCx4/owj6SIZnq8iZa4zJglvhnYxdj0LvIfSdK/xpb2VTxupk/Z0DwKnH9RVHRAm01fS1zbaz4dBUx/p9D0A0tMviJzxIC/1l6/6IhfKqQ7aQhwDD5zpnhL5G4P1DBpHT9Nf0bY19fBpicORSvUzD5oy6QPtZPzbxdZqLlOgV11xxeBP/+ufZMC9mDL7w9Btrm1yfOWYSIQ33AEpiuhwQqmYr+sLtmvwszwoHoOmhGKwdr9/7HgJxUapsCSBsS2mv/Cnfzb43//t/5r/U5YFdsPFg8xasEmMwWwunNJxfTLt557NBxdAizsAlK5jmXtAKKVlyzrrR4Ag6x3gdp6H+9N6pdgpQxY2Jcp6AOIebselDWikwUrNucdQIAgC1+7vPAiPZ9m8s8DWxYgExs8SAEIsWMoa0IvJEHCYKzkiHwGOjgFv0xT2XgDeLIjafIli5YalPHkOgDaLX96zoz7OU3C8FGIWxFesD6uYgqLQgRAlTKEDBvO5SNPsWV1bAEZeGvOr0mTZ7oixxCJDVARpzp9npcq9eb02MS+MNFgNos0oKFMHFDcwpeT1CYWtnyjOWnfPmubmrXl9LlyWbio3U0QBMsY5wNXeAEpbqaPyA37ADXSAnTS8/rmEBarOyJI+0z7S6D8De2McAQH3EmDCmwSoPEuAVJvxplTgnTIjbNqRfPBh9xIlhLYIETDwDHqGjYPcOyDKbAw+FfXRP7wHxpPxAwhL1BlBUj918OwiAUiwftAGjknDGPeMIBvKqy7KwMsH2ICHdtb+CIdxVHUD/q5zD2ArbxrwdZ1nwf/6Uxtw8ef9UW9joYiNZ8xYYAzIR38iR1b2eHZ5FcX4ePa6qY5VOUW5Ksa4aRugK38kUB3Xx5gx9pBsAcLAWT1e2cAb+VoC+IMxdrUF692zY0xoQ2OHx057qRehf5TV787I6AJXHdM22kv6yk22b+u2BT/0O64xfpRJO3getJ8dN8swK/A3xvWxvufxIvJSNwSKUUCXqZP2l/aJIgimMfrjH56WU8m5CiuebfqSrm1yfOWYSASXvw2evKJ5JPEQCVAEACUedssczz7zzGSR5/zzObl1abF4A5kFyyoohXm8RHmT7QZIG5iUGKXzywsuTKArxTuSeDgpf7EDVmSYr6MgKDIKQfwDZULhAX0KjUWPsAAMD/+iUMYUB6vGA+5eFmu3sdGCLM+SJXaBnJ6KghLKne0CGCg84Kicr4QlDIxr5US+CCweMHsMUJAIgLIpC+KBCPrYYIiyFuwnT9MVvBZp4cd9PBHIB7e8OnJpAn4K2V4UpnjkK4Zi5sxZ6YYv0oKIIBTA1G/bC3OtLl26JEkJ8POqbm2EXDy1ND4UYihDqzZMK6mbumgLgMelrM0p9/SqRLsCrMceezQA+Z4EUNfxniBZyAclboz1vV361dr4Egpee1K+0i+hzFnVyBtvA2Ay/nmDkAVWJ6UOBN2f7u8ANHEnCARARaiBu/ebCLDUx2JPEDBl9FIu5ItyBzZAWnoFFMYZYmqsAr57gtxRqK4tj4kyK4/4EWTwrbd2Z3rqDsy9bbVvSfpf23hOxZHw4PAkGZOAT/7aRDBd3Ye0KAfgQ2bUCdC9/PLanHYrL4kYBCTkhegjXhjlLpEWsJcW0Q/yUg9l3RCArV7GN09BgS05EPfqC9NTT0T62smY1u76AGFBgm1EJU1BvJYEexaBq7S0qXGgbsqqjzyT9Vp2Y904Mv61sToqFyvZVKExA7SMQ3oC0EoTMQXS0vR8Ip3PRv0904iY/s0xHGWXd/Wt7yIJ8rITpHI6Zv8L7UQneubSKxg6ilcGyBub6m68KYe8iSkJ7af/tXfpMGm6x5g0jkxl2l+FXkrSHCRIOh+n88ZS1ocBZG8XfUu0mbKqV5PjK0dNIjx8tvb9b3/+F+leH0lYp3/9pS9lIFkJd6Z5X4qK0gVWrMS+cvEQAmNs+niKAehh67sHCUUGwEwZfJxQqMgQ8EjADcXB28CDkHsFhHLlrl4ZQEspAVMAiVjZE+DBaAf7MbBqKHsK1kNupzxpUFQ5Dx5K0jnTATYlolT2RJmdZ21TWqxDc52+vRET0bsr0kZSvBFQ3qwqyoryYYnrA/+bS+YeZEkiBMoM3FnayAYyQ7Eq0/oALQrTb2+9RGQeefihzLMCLSlk9wBfSrxWYQBN5aG0uF9ZmJZEaisEADixpEzDmJ7gtTH14jfFrawUHVBwTN5WsGgjBEt9CnhMFbGybRmsfylj7wooSZdyKGn9r7137NiegGEMUvTS0l48EBR1ur6jjxApU0B1rfYk0gYUCJe8AK7xJW9Ey7MB2FyTc71B9jZvfi3bFLEDAjwG6VkI0mNsKWNZpsojXUCHKAFZxwEoMPStfUyZqJf7uK5Ni2mvUrasTr/l03m3uvd1yMsYk0eBXInfrgfc6quNffQhd7w6COxzXffsBOmNNqMz9kX9tbFzPq5TNwLkKi11ca1j+lgdjfs+SAAQZNpzpj30jSBdZVNubehe8/nGhI/riDbRTkWK9A8wNpaBar6BNP737hXE2nPYEYnNXTmjzK43NuS1fdv2LK8dZYsMySOJY+Svz40/zxRyxrPYJ659UUd5IOfGP8+SugiY1Dbq7NnRT54RRIW3CUE3BWJ8agNpGIf6xYZgRJtLX795hip2y7OD0GqH8SCePTFpxmmTsZWjIhH79+0fmJf6zrdPHpz87W+n9TJcWEQXXfjLwQ++9/0MbioBxP/885/nVMbHCbACYB7EE0EoVC+aAoaHEw8nhUJYKMCTtQqEKQ8ganoiV0GEsgPsXNg1Z8wt6jewNK3AImchAkjKggeCtc7yBVgsTpYmBeNDsZh2qM2ZKDlWvjeGytf0w7ZQdq4FVNpWviwaBAagKBci4np5KgsPBgvKag5AkAo4FCxFRBmqHyXG4mEZuXdWAOOMGdPTCgV0wAuwVWBkbZ5E4QEVyphny3EBrVyTrNllUX4eEVMsgFt+rCVkQb1qhQtPByUN2AAqq5eiL6GQESpxKuWFQF4AGGDRHsqhbYCgzZC0jbyUk5JFFqovjGP5ASaeG8QR+TDuCxRF0+snIIA8U9jIhvu0EQIhXdM1+l19LbE0VvQ74FRWoOQ+4CFvwJhTAgEQouhfjLyL4AESlry+EbznW72AOYKQVn0AW4lxrZz6NMdEXAuoEA73yd9xQOhD1Ec9EUKEVX2NfW0nPefkYTy5Rxt5IZX+B87vxP2eE9NFyorgEPVSDkCHGPMk+A0opJn9Er+Bo2v0j74xLqRTRM918s+g1iiTugNIXi/tSNQrx0mkRbSlsktDmvJ27wNB7qSHQCDExg8SwFJP8hb5qIvxJZbDODZOPPc1FcOw8KzqI20mPXkhlOoxXPQ3QqK/9alxY1wjKES9jV2/9ZHzymT8KE8+N5EX4uwZUFcf+SLv9JBn0HOb00S952S8CHKMfKt/k7GVoyIRHhRWJiVo62kPcV8olauv+k1uN8zNbQ6yhMtUpDngYlV6EEcSD5IHw052Jwo7Ns3gZVPmQkeSshIoPHOrgMIDT9F6qCljCkawn42azJOaLkAWkAHWCjD2MR0iqhvb1n7AocCGB6gCIYEai4rngIXPgufZQXa4kgGzY8oObLS38rDesPmas1dWCobHwU6M5odZKFZuXP2b3yRoqxuFXmClnly0dg+166b6C2Sr6RCudukpF/CntJEjIMkKAnDSo9y4eOWlDPaNUB5TE6ysnIeOe3mnBGkiD1ZU1BJM5dAGXjIFqFyLxGlPGztR1I7x3GQw45BQ7gAAcPS9TwiuMiEGFBUAQAZ4JwADwDQ+AYkxbEqKUieUmjY/eOB3Xg7PAxKh7urMgvS/9gAAngVALq5A7IzxwIugzEDO+HceEOgzbWQqBHAaX+oFOPSXdLWpfKSj7PJhjVadgGuJ9JVPfQC0bx/5ywuQakdkoKx492iH2umQIInSVybjz7hUFwQScCMOyupengF7pTgH9BxP8A3wVm5WszGq/kiPttNPyIb8Xn+9IwfqJk9Wt98l6iNd8/sMHn2CoCA1wD3jfV55dfBCpKtspkGKTGhj+szHM+vZ8MxatQNwkb6Z992XafhohyQeoauQFfEFyoQs+NT0lzrKW1o8P523q9vgaSQxDaEtlUcZq37qpp9yq/HIzzUIjz72vzEpr9WRF/3M02d8MQwsMbcU11Sc9jSOx6voryRh47gOnxf5VCQi2WwoU51nVzW/r58wIdl5icFJ0f/zz36WCv7uADvL24gHxjkb6VgXf+H5F6Q3A9CMJCKWaxMlADXWYuACcvEAHtTh4jxlbx651qhTMhSj1z+bG/dgawNgS5G4BqAKAJw9q1uRYapHIKe55YyPiPMsBwDBStIe7mN982ZkuvMXpAcC+CIIXrvMmqNoACrgp2x5BiglCto3F7CpjKVLumBOUyLmhJEDCm/mfTNzxYMpBvVwjzpQspQoS4tFAwylyeLzBtC0sCMtdTBtpdwUqvuQCPlIDzHJZZ9xjXR4ItRJHvLyNlDXAzIE1BIzhIOHwPjzqmnKUzuzvKSFGHFJ8xbkNdEvFK3yldUrwBGJoEiNy/3738t0KGhjjacFyCElrqPwgTnrGZhoV8flpV7ScK9yGBvc2+bOXec4D4K2MkbsWaBOgE29gL3nRlkF8LH0ta0+r/KWuA6wamfLAxHOnL6Ja31rP3kCNqBlikIdSHpn4lPAJa0iGPJB1pTJkkpkQ58ZN+IKkAjko4DHb30nPXUyvw+s3M8bpZ+BKKJh/BmL2kkdTXkAaOVM0hXpu8+zI13XGtOm6PyP0CAFXRley3RNS/GseGcH74ZvfaqftQ/PABKhz+WhDuqqHzyf2hcJAc4IizYgQBqZsQpgir1bYkwiaPolpymjfZVJH2kv16t/joNIz/jQ74ioMaS+xpV2NJ5sDc+YUC7jokQ62lJ5jCtpyYfQt4fGbVyHhOlD9VKndUFwlB+gStP9dAQjwzhJ713UAYkaz8ShyYkpn4pEUDoshhqIBjFLmcIoMVjtqMd6IOIlJk+anP+7T1Afi3PLli7IzMN61k/PyAdyJPGwmaOncE4EESU/adKktFBLGZd42Ck4yteUhXluysWDbloBaaAQtZH6IhbIgp02WQlAFHgCQCCMPKh7veSGFwFhW7RoYRIvQav2jjcv7zovmxJsRGkDYMF6pg+0obln34DJt7YHdt023KtyigRxAM62CDdFoDxei1zxC7wP7qW8V0R50hIMUgkElU0wqiWUl/zqV0mEbPV9a5TPderCUkZ+gJv0KMyt8aHQKTpTFyx7dRBfwRJWBuCo/409IFIC1NJzE4DD8tf+FDXFSQkDWURFPdULgBjDRFraUN68CMDOOObVoKgpZYofyVJu0z3OsYK1g/Z1D6vS9ax3oCrdnbt2Zr7KnOM8lH61X18ofERN2dTDdJEye64S5CI/5QVS2h3Y6b9XX+veNGv8aVvtJCBQfVwDvJAKQMJLwuNFMlYixgYBWCzmHItxDIivizxZzf7XN+qsTQCY+vDiqDdgVDdg7ZlGWEw/sdDlzdK1OkedvPMCQTSG9LHnQx3krT30lbFI9KHxaKwoF+Lm4z7jS9som37wJlvtrW+BNuBUP6Sbd0/dWeXGp6khU4WIC0Ilf7s/lugf/SBtZAEJmhbjTxCveqyJ9tXGxqFnGNmpOuhD/WPsiVlAVvSb8hgX2sdH2sqDiGgDeSqvb2nwXhV5rW3ZtblxxUNlXPXFc6D++kn6VggxEjy35TXR/srWpMloylEHVhLKDgAKeiOUy4UXXJivMfbQCeyzcc4vzjk3gdGDNly4ib/2919N0B1JSlFSCuU6HWtRnok3TEyC0BcPLMUiYI5VzzOgfhQFBY94+Pgf+FuehGSpG+WGWBRwUnosb4rM2xitcsiNrZ7sorKd4wVKyz6sTaTjtltuTfCmSC0XlQ6LP+dGQ0FR1kgMrwKw8T/liRRQ9JZhZgBjlM+5NWtW53mWmfIAJtMklDolyepzPc9KeQdMZXCdit8w5QIMEsTjm2cCGaLUpV9WbueN6LwQPDi//c1vQ0l3+2a4l6ucF4CCpRjdZ6xpWy/F4rEqgptgEtf5nQo4rECuYb+NV8BFebOK07UdeSMc+jT/D2LAipUWsFJWQGw1SYEGQEgvRZK1j0b6y9M4V24f4F8ub9a0WIMqi/HiG7nRh+omME4eLFnpEVYv0PIM6VvfygDcrZjQRzwwxpF2BfDaFDEE0vLQfuoHXIg26gJN1+VY0E7AOC3gID7KJg2AJx+ge+DggYHYhizn/m4bbKK++k7++qYDfq+973Zo1PfKpT7SB3baUtnUW/tIS3si0b7Lo6NcDA/EwnMkR6Dpf+eJKQRWu/v0q3sBsFd0b9++LdtHIKvz+kGd5SewUT977pRRuym7FVHqiByrl3ZDIJRbXZEE40J/6kvtI3/nlAspVdc+gMvPOdfwCBQZVweE1RiXTpEO5azxZBzKk8jP+NA3nlfPpbE498GH8jnl/ZWH/Eba5bFJk89ajolEGMyWuLE+iQfjZ2efncGWPz39J4Mffv8H+SIhn4vDOvVgmpNjmZdQJv/0jW+mBXo48TDlXPidd50w8RHWl/Me9C0EZaPkxYtYNWH7ar8pQZaY11BbqogIsDSB8ty5ovI358Nv0ybEA1nwQQJ8HJs3ZMWb0gDSYi7s0Ag8kJKKaWA159LPAL2777oz2wzZ0VeUGLIiDWACUJGAtBDjGkGKpkgoVdfbe4G1qQ4sTdeKU6BcKX/AxrrzZk7nlQNwSF95EBOWoKV6ANtvY8T/6iTeJadlps8IJb04AGpNtI3pmkVpxVWbUvqUKoVLyVOggBF4A1OivEiFdmW1lgKXn3MCONOdvHRJgjbAIBS29mfREWAnXkW6QBG4sASBGMImfe0DRLSnMgwXZE2+PqaWEtii7ECMh0555Ckt4wd4AAtlKdDg1VlspUH0izQArnKrv3duiHNRDqROn+cYib5BeExPabdaEUNY2Cx5MSLaMoEp2tU0QK4kirZhAes/HillU34g7h7lWLc+rt+xM5d/Kk+RCC9V0r7azlQFaxvoStcxxFnZWNfKpd3UH2npw5wxKP/qe4J0IRZiQPbu+6gRYt8LhEHZfNRruH4QeOoa6Rg/8i3Ph9+8NNoC6SD6U1pIlv+RNPfQWchcLS2tcUe0g37x4U3y/BWQG2c1FpVN/zruvPT1Of2mnbWdseG8cVFERL97DrWLqRjjUgCuZ84ybuNeHfukpUmT4yXH7Im46sorA1zuz98eAMoHULFIKDOu8ct/fWm6fiktMRCmMOphsgTu8ssu/8hDOZJ4qG4Jy33d2o6Rj7V4YE3LeIlVRTd7kE0fAFBKnVcAGciHPhSraQd7YHh1NcAur8PviMHkfGU15eB+XgSAW6QD8AMMFj5vB/LmZV8sEFaSdhdkR2ELQgTyLCleC/tF8GZIy2/pIwLeteF6yp4ysjmO9IA/5a0OgF567slgxyAo6ohM8CRQlNy+6omY8HT4Hxmw74Z+41FBrngs1I/HwYY9CAHLjTJVR++x4DKu8eF4H6hNYbAA04oMUDSmigAQ1pd2AoCUtvoDJta2+nnD5MdJxgeE8iaAVfp+I3xIod/KNZLCVtYqL5DwfJS7mZQVXeKc60rqHNDWjzwJC5MUem/CpsHzz9phcHta88i38ea5AXoZnR+EDrEAZgTo+A0EifQBZ7nJgRSwZBHzZCFy+hJRkKe+kS/vDgLFi2Q+nvfHFJJ2MA+vrWsaBNiaujG2lU9MhrgCFjMy4TnWD8amaRRxD8rJ6+R6adqDQZrEt6kaU4NVZ20AcF9/o8vr9RgTAg3lrays9QTx+JO2cYCoaW+A7F75EG3iuH6lv9SB90TZ9KO2QzJ2SDfS8SkPhPPGGs8WkEdijH8kQrmTHMS1NX791u7ZD9HO0iiRL3Kj3AinfJXbB/mkT7XlTWE4IHnaUX5Nmoy1HBOJ8FBYrdBfwjlcWMuAjnh4WKteZX3lFVfmt6kPIHokwn1OgXoQTwShcHP5Y4ALcLdJlb3yr7/uunwh15NhVbMwKG5KilIGRKx9CpniBNSmPnzssFhTClYoAHsu5zmhgG3cBOjdd/ttk3MaRNCpa7QJ6wjAUzQZm3DP1CQWq1etTmsFcIszePDBB3IPhzlBAihH21QLwPKadQqZFS8fVixrUj1MTVjSizQhRQ8//EgqMvlSfJQ7j0Q3PbB2IKBRxDuwQFqMAW+qtNdGbQUO6CjtvlD4ALRAmMVKCfvO4L4AF+2hDQAB65eyBfb6Qn1Ys1y/gJGSdi+QMFYBqjw+TgpcuJz1aSrwAAnAYpdJfUnqOmI8IhX1rezqBqyBVpEDAhTUo3+/cgIO5TPGBS0LEtS22sI9AFJdgaG6+nauCzjcPXg3fgMa5XSOuM6z5VgfNOv5kRcPi35HWGq57Ydh4Wsn1wlK1RaISrnhEeICQOkCUv2hvO73cZ33TiC22t9YQeZcY2fJjqB0hMeyUmPHMyJdJKaIj/Y0jhFWhBu55TExvtTNuKu6aSPeDvVXJvUn+t7/6qMtlc03UU/PjrGqb7WnMSdNH78Bfq2OIZWfsqqHe5VLmspt7Bk3w/s5JX5LX55VBiKOwTFp0hnqzNuDsCPc8tGOxnr/viZNxlqOiURQYiwOFuRIQmFRDD59RfrKK5vSzc4jwT1XCumTRH4AkoXbT+9IhXLxkA8HEkGHFAG3fpKUYVamh1aAHeuLomYNpRJbsiS3xb3isssPWUqAowK57rn7rpxuAHrprg8lCoRZ/hQNAjFv3uNp1fufBW+fh4ynuHdaEoQCRKsqWIeUy4xpM3LZp5UcCIm8TZP89je/GdwWREb6lI/z0mJFAhIfKx94S7zh0y56rn08lLOphYnX35BxFSxGsQ3KajWENG+8YWKmSZFzmYthcC8AEjRKmcuPV4rlCIBN41g1AkiUXbqu1b7AwacUIgUPeK22AEgIi/prO32CmMhLG7Ne3337nUMeGkpZuQT5IkTSqfFBiRs3vvX7cKWuDJRz3yNAkCnLk1mWiAiwc6/rpdeXIiq+vQeDqI9xPfxaYAYsqnyuATj6xhjQfkBYkF6tGCBIlLl9wKLeRRS03/Zt3f4KdgA1fgQ2Kiew5YFx73BxXrtq346IvJXWt+uBsfrWKgPtXtNr6ikeghXMQ6MewNUzDmjVT3rGined8EgVMVVG+bqW50Tbul6/yD+nmYba2Set8ii7+ghgRa6fe3ZN5g1U7VQpLW3MM+Ue7alNpJtjJdrJb21KXAOkjRnvw+ABQB4cc2+mMXS/dOWvns475lp1KFF/v7VBEtrnns9nVp7SKjEujFV19DI3eqTGgLHiHRlIsHgMyzIRvEUxHrSffurn2aTJiSTHRCKOVfoP2ZEKK4KitFTKw3ekQoFd/durB2efdfYhK4dQSNddc21uinXaD384ODW+AWjJ7rAmrrj8ssFX/vbLg5O/9e3Bj+Iae2AkWMZ13JiU/+2TJmVahAKmIBEeJEnQqKkKc8mAVPmBP2+CgC/kxXEbRHG/m4c3hVCKm0Jhvc+L9BAOezBwP/PqcHcDF+vuxVx4n4QpAfeLI6n9PFia0kviMX1GEIu5h5SaqHwkwH4PFLV7pVc7V5pqybLGOXsAKIM6ISIIDoCg7HgZ7p9xf3ouAE+C784daWUJzAMuLG5WNrDgki2Q1XY5Lx/XLFi4ILeCNvWBrPGKaFOuat/7h0CH9Ve7/ulfRIU1X8r5SERa+gioDJeNAfbKY5wdHBprwKEs0hJ1UB4AUyTCNICylgBEHx4DwFUC5IwV4zoBM8BSHuU6L3Hd8ugjcSPqXcQbAfZbmZTB+EFKXO+jvbVtn1gRxIJnQf8hfDwSvA2MAla8tICme6UHkHmmpKk9gLKyIs3yBoqANqeToi52XvUciXUS01Ftpm4rVqxMsE3Px9BrvaWb5L6nE5TBxzkifWTCVAiPm7qpk3YV80Hy/yizb2Xi5VAPxKhEOowChIjnAlHqewZcm78jDf3PM8L74jlU32r7EnpMngie9hdHUW2NiKm7tGvKSfqu1f7KwLgwJpAP07t+K/8Hn0K/NWkyVjKmJOJoBWO/Y/LtIyr+kcQDatngf/ijfz/48t/8bSqOEiD5ve+eklY1QsAS/1kQDQqDEppy+5TBV7/ylcFll/w6QdJ0xWk/ODUVaAmAsVU1kAUEQLveW4EEsMpyyoDHIK7jnhTXYCrEi69q6oI1SqlQ4gLnxCCYT1YOrlvkwQoHhIN3wR4KvAKUvDoBd+kiALbT5u1BWFzPGkwgCILBayHWQfrA3xSB8t40cWK2g7eGCoJ0DvGYfNvk+H9RlkE8B5KQK1AiHXEbXM0bN22MsndWXVl9BMACMGCAtFCQYkh4HIBsWViUreu0H0uMK1ha5pe1SaXDAqWw3Wfq45CyjjzTdR+EpjxNwKdIyuEEZLm+yuFbfsorTYBhGao2LtIKNFzn438g1ScGgAuwK6+0lVddROCz1hHCItDyUWZTWyXOqZdxlcQkvtXDuJd2XTP823VeCw+ACI+Od48YP8Cw6kiQB+PMMecfmNMFP1Y55AtspWWjKGKfCe1hNYS24RVTd/8jhCXqBCT14fbtOzIffaEdfIjyCnZUH30OnHM89NpYmwJg6deSTAQUGItRqVUQzitHno/21naIAbIhXXU03tTF8b5oV/1dL1HTTgKBlWU4iPuNyOaYivLpX79rXBD/d96IdVk2XiPtZNwrJ0Ei6ASEgiGCxGlrpMiul02ajCcZlySCYPxA45NAgtfh3HPOydgL7+w47dRTDykcD7kNry779a/TUqDMuPoFfyIL9jj48l//zWDihBtyDTuhBM8799wE175QRPZFAOoUh6BByoT3gXJGFIAFYBb7cHMQCFMSSEWRCK5/e0ewTFmEAFrsAcuOq5nrFtFAIAC5ja/EAFhFoewUP7c/wiTgUwwED4L8Taf4prSc45GwRwWQpjydv3HiDUksrLZAMnKNfCg/Fj7gYJ0575xASYGaAJH1n9ZzKPgCvD5gEYCgL1wLSIGEfijAK0GGkCDK3HJHfVRAoY7+J8BCu8iz0jIeKGx9JC99QjG7r6zHfrlYmoCgL0CG9Yz8IVfARNpFIgCU7wSm+FYe0zXq57cPAoq0Ecd5llwPNJEg5SGsdsel/dRTTx4qp/qon7QRKm3rGKD2P0DWbj76Tplcry7yVV7Htg9tcf72251Fr2z6BqACWPkSaetHU3quIUgyoOYl0w7AUrr6hWfB2K4NyNRBfiXqwMr2rf4sbO36zDPdxliIg3Om/bRVkpWok3opZ7Ut0ilP9Tb29bdrlBtJ482qt7dy+RPlUB/fxpnrSkcYE/qq8vLRv4iTYF4eBM+d8hjrvDU17qSJRBWR83GvoMq+Dspyv7Q2vSzqktM8UUfjifdQ2p4nRoKxrj31o/SbNBmPMm5JxJ49e8PKnpoK7uOE9X3N1deksrPC4KwzzkxFTCin8879xeCySy8d3HnnnYMrLrss92445TvfHVxw3vnp6j/1+z9ID0IJZX1mpHFpEI/hAuCv/s1vM16AdU4pIzuUCMvMSggKJMlBKFOK3HshnDc3LY6ChYJsIAMLF8zPMlBsztl0yhQFILchjrojFOIlKFz1oghZNsiJlSCmCKTNS5IBlZGO/62aEPCI0FCM2kk9KTvnBcsiOuI+1oVC9c3DYuWGdgPW8kQKrDRR1yIPBdiEMvcbINYc+v73uvMAjiJ3TLsCLtM8d95xR8ZTIEXEOWBSAKOePsrhtzQQBwratAzQMp0CdNRde1jVoQxVTsIjIk0b/fimyIGA/yl3xE0ZbXMOFAmFXxYl8Vpi1rH73O9jfwJlIo4X8XGvcvotDde+F23hf/0GmAGLugE212m7TDPKbEwhjfrAmHGNT+UrT+PBmJGXKSwfe25I1wqGXFYZ17rfp4TlrK4l2lVbmtLiUcutueN65RE3gQDwZnC/i1lQTyJtY8I4Rzy0f654ibIZr6bceNSSXATAAuMqf5KsKHu/35UDOZIX0mqMuFZcjSBN1yIHQF/Z+qTQdaaEpEN81zgz5uXPGPBcvfHGlqy/PsgxFu1nDPAgqGvpDOeMRXUcCfbd4xlCPNSZQcELafrTM1WEu088mjQZzzJuSQQxT2netVykI4mHvh5YgPmT009PdyiFZB7Y9ts8DuIKKEkP/69+eVEep6DOPvOsVMwlFMBZZ5w1uOLyy4eO/E6A4b0B3s5ZwYAgcP+bc3/xRcvaVqbFt2A+b4VXV68MRb0sFfv2sBpZkQIxeQx8U2CmWFivQJGCE3DIsmXZUfK8GN26/TWp3HgOWIqufzrq6X7/z54zOz0XrqU4TX1YCSJmgoJWb4GjGSB51925fNQ+GFZ8aBdlcB9lTXxrP1YhgC1gffvtd9KTUkQCuPi/LFLg5hhlXoqZxafurERKVllYeZR6AbC+YOE5riyAQxAaQLBDofdzqLu2lB8FLh/lAlTy1cYsYfm5xkc51BkBLLBxnzojH/rOlJe4jqMRbnhtZBxyYwNJMSTPRH7azUoFVjCyqR5iQJAf47FPVgiABMrIHlKqTYuAAUukx32sclMIgF/cjOWiBGlCvIrglPg93CNDLMs25mwy5RkzvvSHdizSYKMv5S/gR8DEAiGlvABd/E23Bbbr9BeSbbyKZ/FsqsOH7wex2fDROBJtBuiNMx4zYM/rgBy4x1gR2+AeBFL7ep6UUZu4hpj2EjtCAL90iTpYNuuZQqo9J54BefKQGGN1bV+MG32jPcRimLYhymXK0yvxtbl+R+SRb1NLTZp8HmVckwhiV0zgeDihpIARK+7aq6/Jd3oAQ0GMPAG/uuiidNuXALaLLrgwX/BESdg0qx9oSTmd/qMf5xtKRxIKjLvfy8eQCNZ/rqyIvFh7LBWKnuJCJFh1LDXeBsofEHCRsuQoXsrIt9dEA3tlByKAj8Vj2sS9vAKUHnJkqsP9CATAElcxNciCOAcBaaYybLIDIG+fNDmtJYSMwlu8uIt9cE4aNloC6toFuAELbeq3mBTHKGsK2XH1EfMBQPoCwAALj4ZvwFBgBgCUDSgWyO3a9Wa+CIzVLX3KXNsiA8pDiSNkuZthlFfbaQPnS5RHuQp0pIv8uBcAKYd6yFe/FGC4Fqiy8oGiD+CQXhENUvU+nEhPsKIXhskP0KsrK1h5eUW0rzIDaeVQtiqT/Epco0zZdjHmlY13wTFpAVdAawxYlbE10lVubeVeZbGvhnv6HgjSud+7/pJ3lifuVWblVWf9ru3875p+2fxfbafcXPX6Yn4QUARMgCwPivrz+qgD0oaMKJ9yQvfqrxJtjjR5jpBZ6XomiT5VDmPCR/5+I6raUrv4X9raynNlU6wKNK28kEPpG/OIO69B7XlCZ6iPfu6L6RDPIoLFI4cQ+ehXRJCHFLlRnn1RhyZNPs8y7kkEhSi2YMWy5aH4OuVA4SEOAFOsgb0OrCo486dn5OqKsgpYMKYzAG+JAKsfnPK9wRWXX5GWhOkMirBE+kjELy+4YOjIvxTWljdtCjzkNRCpz3JEJChQFg9PgGkLXgekgTICrK4TMGYagiVs6oNnwDl77yMPVlEATorY/g/SYv3woKhrkouwQIEsUDaVg0ywwuWNUMy6f1aWUf1N87DAKEEeAeUnNhJiLcuTZcatu+QJS1WfTSUObJAIHgR1cS0rTrvpAyBAufOaqBcy46M88nGu0gEm2hYgUuZenkSRS6vEtcCANV/7SQBNij5BMvIHKCWUP1DWvsDP/b6Bh+sAjP8BqxUpZU0T54wpwZAlLGnAKl8g5T7590U5fIh6JgGMb+DnuDLxEvAWPRftCLy103DvgDwqHeIanpbckTLaSPsBZ2VWVlMBYkl4vgC27biBqHZVR+1mnt5zoQ7ZFgGqgJ03Icsa9xkfxlW3xHdmBgwDcm/DVAdtLB39UyL9ri25+nclOTcukOYkxpGfZ63iCGpcqDNA57lSLm0qLWUjjukXgKyP+31LtKW0fANs6Umj+ppuMG49S8Yf4DfNZ6rQuOK5QEzUlyBMtnpHlrpVLhuTpHo2+6Ju2skUiHayzJuXRJsYy6azmjT5fZFxTyKIYMivn3TS4MwzzkgrmIueS9WqBEq8FPjPzjorrvuHBGlCwZ77z+fkKokSCv7b//RPGYNAIfzoh6flNEjJu3vezXusDhlJKC/KjkXDy2E1BCUFZFOpBaHgOeCNoHjEH1jfD2jlyVJnzVPqFDAFTvEB1gSe+NR0jNgIwZDOm7tGBJCUZ597NsGaJe9+YIBAmLumSJErc+W8ENLgmbBkliKmgEsx+4hjoMx9r4n0AQ2ywYIGZua505oMMHCvNuuA8vUkX6YZlGFl5AlAtA3QAjrEb16AAg7gCViUob4LFIpkAAZl8uFF6RONApRKz7d0KH73Dxfn1a1IDKk2ULaqk74Ddix+5IGVqtzc2a4pQSoE9Blv0uyTA3kBYVY6gleBdo4XePLYAHfkxzH1Ib5N4yCDABHRk5axrU94GRYHIJo+cI7Fr620ERLjJVKu9bvanhWuTuqNoCCj5RHL7aCjnLntd5QRuUYGjGP1R160q7RejfSNS2OYVw154YFBXNwvPaTHt3wQAnWtvnWfcunH11/vAg3VVx6Oub6CZvsiDR+izrxnykQc93+2RfSDfOp15dJ3DuGQr2v8L09t7uMaabhXXXwbD4iRlUw8ZKbFcpfQGBvuadLk91HGLYmgFDz8rGPu+//4f/2HXMIpMJKyotz6lhw5+8wzB1//2kmpOIgH3x4IVmNQbpQpUP3BKackEJDrr5sw+NFpP0pFLE/zuz8/++xURiOJNClbXoQbrr8hd+Y03UJZA4Y3Xt+cBMKmS1ZEiIsAxqz4BPinl6WCkhcAooiBBKJw48SJg+uuvS7/Z4UiAqtXPZOeFeAGpL1wCNkwF07hOy5Y0W6aANcKEMFwr2/u6gMcKWiBfX2QLeBl9QM9bYYIKAvXLQVPsdbrof0vL5Y10NmwcUNaa94Cqm1LAJn8TdO4j2JGOPzfF3UHmsqAtAAcAjjruD5gNSqrPH1Lz3F1I4BAnzhegNMX6bJICwR8F3CV6Bdg6I2UBarag2tcuizPSls7IBfKr2z6hCSpCGDntdE/AA+R0PdVKuRHG4pFQM6k4aNtpA/o/Eai5C2gE0FlWZtakpYXryHO3cqKlfm9fsP67DMWPcuZp4DoQ4TE2HYdgiIdnht1yPLEOUCpPbVVWfrqhRggiMa7cjnOW6bfywOgv7SDPjOWERB56isiD2PGt3FmXMgDiGt3U2rK4HmSBtGWI40XY1Pd9ImP50wZq2/dV/+XSAdp55EQeNoX57pn9o18XqXPK6ed9HOTJk3GKYmgDMQZ8DpY384qtNviJRf9Kq2Gw8l55/xi8N3vnJxAVkLp/fQnP8kpCoD/3W9/Z3D3nXceUlIU3A9/cGpOhdiZ0v/2XhjJqiWUFIBQNsspJ1x7bU45UNiU47PPrslVEbfecmuCN1AyZcGzQOE5RmGyeMwDW4YprVtuvjnJgGBCihVRonBt+uR+HgwAxRthOsPHdIB5d+kiFJS7za0QlbK0bPZjTpxy74s2pkABGteudAA38NB+7gWmLFdL31ifiBdL1LW8HVYesP4K6Il8WcCOayvAQyHLjwAT1rz2dVyb5fK7KJ9rXacMygY4ShBKIAqY3U/hm6bRhvJRXnmPBCIAR/8ASdchoMohP9e/GWUXs2Hpq74tUT71BpjKxRuAlFU68ivys2nTxnR7WxoroFVArLQArXaTj+sRmAyOjDaTv/ZUthKrErS/ugtMFFtjGgPwG2+CFnnTkuTFx/3KoE7uUz7fjhnbpsmQDS/72r6tI07Oud9HujxxrwVZrDGvbvqzI7/dbp/aEQERs8NSd0zfKYPnExFAzHg3eGB2vdnt/KgeyqQ/TdH5GFfaVBt4HpTBda73UY56PvVdtbH2Mg48G4javfGcIgeu1VfSVCbXa0fXI0CeH8+Kl2sR1+uHxQu7HUBNa+V0yjsffTNnkyZNximJ8JCzBFk5dgik1DzclKepDGDq2HAxDSBoCkCUuI41zaq3kZNrKMBDEuela26WR4FCND98OEkF++bunE5gxXv74CUXX5yAT3lTzCxzUy2sOG5j6dofgsI0bWEeWoyD5ZziKlxLubLUWHEIAQUunoIC9F4NpIHyNF8tHQFeyEMBB8+EOgA9ShghqPl8AFOWN6Vsfr2E0q0pA20MDFitLDNgp47S86k2l5706zeApLj99r8pIaRAmqxmBIh1ByjkzTujj3hYuLqBiHyRGfXXhgBguCiDegA4bcW1z/qWr+PaxTmAZcqgL0UY+gLEapypc4LZux1x4THQB8piOoQYN8rpWF+Aqz7jYUJG9D/PlFgZXpYCtnSrR9mQCmlrH9MQVpwQbYK0yVtfmBaq1RyuN1aQzwJY4n/11d41rtXJ2NH2SLd75Z2bd0UbAFuEs6ZOrC7gFajYBm2pTdSDlS4940xbG6umx9SPR4hnQN137tyR5XedcSkNYx9BdD/ioH2MT+f8trMlcu3FdQJ/jU1t1RfkID1VvfGgDWrFDTJhnJt+0w7Kr12VgwfGOf2KzFnWSZApe4Uov/40nps0aTKyfC5iIvoict1c/HBAON4CuIEhhSUwUhCjGAhK0NQFBcfjwMrjRbnh+uvzJVVTpkxJotJ5HLpXepurZjWaE/ab1YSUCBqleClu21/Lk2cDEUGG5MUSpbQpY0oRQLgOCFCqwwWQc7uXcJk/F2DBIlMurnFKm4eCond9H7RKADdQ7y+mBwKsb7EfyqM+6slzIa4F0HF5AxH9V4APWAGltfaIi3RGyrNEzAty89orv9tVVDmBOYAHXkDkk4SXRv6+1VdblgBUddC/6lqkBlDKqy/6AVgjfMic/4u0sG6J+0T7qzvvmPl29UdgXae+2lt+xo/rkCo7iQI5YMgLJR2ClKQnIuqpfZGB7I8QhMBGUe43JuseZcr2jvKazkAukAHlfmXTxszT1IZ0pQ/8EZOM44jPviDX+lAcjFdVK9t906enh0RMjvEsbSBtCsvzgSCoE8KCDGvXas+OSKzI/ipv1XBPAPLD+1TtT9RBWYu0+l0EqmvzbrrEWEA2EQXTPJaHamftUfc3adLk4+VzRyIoylJuYyUUkSBE+zRQ+KwhUxF2x5x4w8R0ZwvmNK0x+bbbMigSIeAp4F5+IQCQAhZp7xpxGuaDuWZ5LXgwAADX8eRJkzKuAyCzUilr5IQbn4IE+OJGgBcFDnAo+lKQBWbazbK+AhQKtq5zn3S5oj/48IMkILwHQIECJtJlWbMklc9HvW04BJAIACjPAhIFTCseQR7IAat7JILgHKAUwNkXYIYU9UHEMeX3XbIrQEh+QJAFrQ7aB0h/HCFxzjSF69QDmSHKbMrkhagjgGbVIy+CG5EVAogE3SkLYte9EXVaBv1KpwBLWv43brW5uhJ9AsSLlKiPc+mWD2DU9jwbGTsQYAuM/W/sA079VWRRu/pfe/PwyNf+BvXOCXk7ruzy1e/yk544IOQOGfH2VySQp4LFf/DggdxZFMlFYpY+sXQw6bZJue263S61tXGifGIPlAEBVnZgri7GMaKs7vpRW/g2XtSd9wChQipqfGozH2V0rAgSMb54OIg0qj1LeBJNCXpmkHBlUX+EqxGHJk0+nXzuSAShvClrADpWQvlTuhQ7RSUG4o/+3f8x+Hf/9n/LvSos0+RRAPwrVywfejPmI0k2uGLFfFCuFDhgpuQAM9BwPJddhrJEFpANHgjkgbKWrukMAXfm8cUncF9T4Cw634TStISNNed/rmfWJ7AUt0C5Dleq7me93jHZdtrz8jeRhoBJJIhrGGCYVmJRZxBggEIf6LmSBQH2lT8pQkEKSJTBcdf2p0kIEGG99gkD4Kn57yIIgNxcPE+O+iEkPDPata7xLZ/hAlxdJ13plADnBHAxKlFXbYGoVJuUZwj4mUq5JQgh74VxIR31MVbVM9MK0NcPyqHsNc3QbyPnjRn3uE49ctOyGBtIZrrlh4CWaH8gatMraSlb/3xJHu8Rb8BdJCDHQ9TPOOIxqO3aldd9yoQU8qpZbeTlWwDafeoprY3rNyZp0IaeDeNE2/EYmaozzsvTs27dyzmG3aeO1faIarWFcaA+JfrNuEBSpWuqp46//U634ZdpFe2sbU3/6Z8mTZocm5wQJAIAlFLIzyuvpnLsuyApFMfrGgB3OG+D9FhLN4XSNhd7PIWSo8CsvLj5ppsH10+YMLj80ssGl17y61xe+pdf/GKusgA85SqmSFlnt4cF522gFCrA894LxIJXA0hQrA/Mnj14JM5TvCw/xxcsWJjXPf0U9/bCJCKsY8rXVEYRC9Y0APOGzJfDirRS4957p2Z7IhYAQznMswM34hwvCIDheueGZjV6jbt0KWJgh3RwBwMO/VJBaiVAD+AUCOs/oAQYHC8gp+D1PQEcaUXHp0iEa4EFa1JeLHLtmLECkSZxLSucdXzwYEcKeIQQM+SFSLtE3Xk4vMtCOZQJMJaoSx/I1ZdnR/ua7nEvoJZviXoY0wiE8eijfI6XyFdsSdVT39RUh+uNeQJ8i5w4J015l/AeAPS6t8T9wFLbKJ/+UwblR7BNT1U9EdIil9oXAeQx4U1yXJ/wtshLjMymuJ7F7xySC6QzmDfamLeiA/3dSTi1Z/UhUS4kWB6mH6WpXXgbkEYrjBA8aRqz6jtcaty4r/SAOoonQXi0pT6XDq+Jsvl2vfr1+7NJkyZHLycEiVi9+pnB9045JV/H/ZMfn557M1gNAYgJpXLRL385+O7JJ+cqCue9aRPoHU5YW4IbKdfRFoobOCqP7XPtvyAwktVpGoDFziK1HJMXwbs8KHYKnAKm2IG8aQ7XIgRAitfBfXNmz0piwVMgAJRirrgJngi7bwIjihN5QExYjFZdsPimTZ06uPGGiTl3/MYbr6cVyTJ23j0UKwWvDiz4vvsXuLj21VdfSbCm+Lnxp0+fliANkATeARmKGXiwQtUNEFLwgAE4+7/IiTzLPZ2WcSh2ohwAAtBoV2m6pw/6AImV7CNN4IMc1NSEazvi5NXVAKZ7QReXvLL0RfrSQ/zcJ39lA0a1VfJwQV4QKVZ/iXz7HhLpImDaRXvyliBNFSRJ5MvtDgyRsApc7JMRxEZayqO/9a80xbwUyZBv1Q+pIcrDAyRexodXSqyQdinvgGWkgNr9juWUQdQN+dEGSa6ivD6mLPSDMeDejpR0wG+cGptIPlKLYCqrcTFj+oz0ABhn+tn16oA48/D47bjyI6u+S0y9PBN9bMql3ybVzuqorNrR/9JCmhEkQbVWLmlT40x5rSJq0qTJZysnBImYM2f24Aff/34CJwudcrMlNCVMtm7bmiscLJXk0neesqA8Pk4ouXQJv/Y7t+dnJRSWtLnHRaObPuHKNS2BIJgHTs9JgDDLPoMfQ6lS4qY2XEdhWk1hSgHhEBdhYyiv8M6gvY1csCvTo8JVDDTFTdhKW9raSJtYcSIdyhnom7ownYFceGU3z8RVV1yZ5EGZERuWIFc3QAKK2pLyBURAQ/1YctITfyFQDqFhzQkAtJmWPqCgLSssckCAP0UPsAFEAbdvEfyICkEyMs9Q9MiAvHwri3ZzHogiLjwgJUBXHb0HhCfC+AB4wAooA0Ygpn1cq8zKnmRlmABoAKUe9bFaB1BKmwemTw5c63XV6gvkgNfhRBoIovZFvASP8txUegffP5htjfzU1EBfkBr9hUQjGbwCrkM89anVOEQdtCMiisC5b/u27q2pxhQrXHCiNtGuRFsbN0gpYqkP9KfAVdfoK2OgT7rUvTZqK9GmyuRZ1e/Ka3dY5TDOBNJ6Zv2OiufKEuNS2tpa2Yl2UK++p4rnY2M8A+JYpFuir8WpKJvngOdBuXnvxOroG1MaltU2adJkdOWEIBHW81915VVDv/6lsOAuvODCUBa/25nwSIV3wLssKoDsWIQ1A/iB5oQJE3L/Bmv/eQ8AF9AjvinWnKIJhcylumjh4tzwCegDcwp2dZQNOCA5QLGU7k0TJ+bW1BQ75cx9DCBXrXomwZSCBQKzZ81MAsMzwXsBLCleBMT/wEne1rnPnz8vp3gsXaNsxWlQ7pSvfFiGPDc8HixCCl4+XOQ8QixfHgmkiZubZUl5m/7IFwyFYlfvkYgd17u0gAyALrJjy2WbXBWJALDmxQEMAKz2dC3QKAHC8nkhyMxTSRCeHry5u9vsysqGXTt5VF7JtgKoCJN26VuzfZHeO+++k6AEmLWL+4jyFNCR7pr1mddI4toiFoBROR1TV997h4jMu4B+CJDVk+XfF4RCnyv3wgXzss0RA+J6BE+aRLvW9IS2dN7UBa+CWIUqqzzEDJRHSN/n1ESArfGKrCE8LPYigcMJlH0hTBUhJUS/a39pIQrA3jiTnv7cvmN7kkYeMcS5I6EdGTLWq519KxfRftI3dpEUz5B8SjyDPG2eO2NT3oi7dPuejCZNmoy+jDmJoFivufq3g9N/9KN8TfBNN96Uqw0AcMnsmbMH//TNb+ZGPdzIzosJGD7vPpK8G+BgrwYKrO+mPxKhjO1bwIU7497pOUVBGT4ogDCUF6usDzAllC3wp5CBEoAGnqYyBEHyJvBOULgsJmDMUyFWAdgKkDQlgZgAB79NHXQWZRfo5sNydI5VyjtBuQM9wA8IxVJYX48UIAGuV34v7QKs3q/hfgoaKFHM3NKASN7c4Sw991Wchvt5TqzEANRImj5xDeAHVFz2LMoCIGmrl7ZyXNtU/9qXwD11rbYDKDwi1V/6AalRTmnwMAEcx7jpM4YjwCo9BwE6jiMewLPvKQAw2rsPjMMliV/cB5h5ErQzwO3vnWHqyDbhzklTHgDXtzFZeaqztEYS5USWeFq0N8CscvlWfpa5tvDNs6V93YdM9PcqUVbeof7UFFEO9xp/6oIk1PbkhCcK0dG+NY6VyRSQNPwvTWOBOKa+64Z2vnQcUSjyywtkWglJRGCrL41zAJ9bukd6SKU+8xwgOcogf+U1bWMsSVs76HN5aEdjG0l0De+EMb1+/boRiWuTJk2Oj4w5iaBAfnzaaYMvfuEvBlddcUUuWbSt9KW//vXg9VDSdpa77uprBv/1v/zx4LdX/SZftX3WT88YfO+7p6RCOhKhZHIqZPnyoSOHF8Al3aeWPpm7CopvqBfsADZK8cCBTyYv7x/siASCYEMe8+emFngcbApk2gIheOCBOUEC7svyISksTsp+eShJ+fm89EK3vbMd+BAGbvEiClzSyAVFTtnaWdDGOrZoVm7EjCtd/q7npTBlxCK8aeKNqbCHEyFK3tw2YKPMxU7IAzggFZb2AUjHAQRLUNqmVACB44I+hwuwYl0DnFL8+hf4DxfXfvB+B8bABDgVEXG9flBfdfPp4j1ivARwiW+wtLQffAifC1DTmxDtyVMBxEsAMNBynvAGWGWijVjORQ4Qii1btiZBQwDkqbw2sEJuqj42oeJxUNdy08ut0iHOdXEuXfxPSd8L4Pqdcb/yKRMSg8R5dlyHVLjfuEEQlKcEKfLRFvoTEPfTJv3/c5phaGMmnowXXng+yYv2lr/01dG+GbwYBfL+NwYdd95177zTbUGOePiNjPmYZkLC9Ed5oUp4FIwz8RLaUb/y/CG4xpoVKNKQ3of9TUiaNGkyJjLmJIJyEk/weIDngQOdhURhf/Mfvp4bMLFqbXQ08YYbBjuHrMGdO3bmigerH0rhf5IgBnfeMeUjFmVJxk6EQqPAuGJtMS0GYQniEEqOwvq04p7cBfOBB9PljzQgD5QhJWrlhd8PxnkegQcfmDu4I455jTCAn/fYvNzOWJldB/gzSC7K5x7LQsWQ8MgAROCMiCi3fF3/7Oo16X4uAe7aGkFAYKbefffAior3A6RYqGl1RlrcxwBK3wAtIAUwvQIZiVj7khcsdZZkeRSAJKACSACIxUjZ9wGKAB3eCx4WXhobW0lD3rwtSJz7gbJrpastlaffD37zOCib/32I+6VnWR+LVZmAqvIgUlm2ICM8GOrOsnePceScaQDjS17yNhYBHjJRdQFu6rZ790dfsGXKTD7pYYg21Xb+V4+F87styJWHN8T98kzrOsojL+Uc3l5EGsiPNgG42l5dkKb0aES+h3sOnD9EfngjghQiBf186l75a0dxO9uifJ4LdXWt49rHtzGgvLwl0jSerrn66sENE67P8eh8EbAHgrSKHdm3v/MQaR/vfTFe+2RK3trplSDeyIupM4GRngXkX17kSJ/3Jk2aHB8ZcxJBKfQtEWLe2OqLyy69NBUn63M4kCMWp37/+6lgj0QoLNH6XtAl6PDNnbtSkc8KULa9NLBm1QP5LVu7ZXnHInv27kmvg3lbUxncr0iAnQJZZ+IpvAmUd4KVvySUpfOsXooTyJUVJsIdiAjctMMf8HsxQJ1C134+rDfTCguHzltqxwLsW2vAVUwDMEMabAiEKFHgFDwCJX0EA9AlIAZAsUD9VgbW5tKl3fbTyAAAZrkiBKY3BCICN3UGWPpN/wJjgMNqdR/CwIMAMJCbnNeONIGPa13HY1EufIBkzp+FSgCOMktf3wI6/QlsTN+Y3uAq58mp65VHeWvaBTiZqgLsBWjSE/Ogbd96q5seQXSQlRJgytPhg3S5hshfOZ2XnrrU9AHgNyUBUPW/+hnXHbC+mm3k+j6wlmg391c+YhaQl7pW/0mrPAZ1TH9rQ23NKyYP4K8MxHkfbYZwKZf/kVLlU+7yUmm/dXFc+trCOaL8prqQU6RSXyJGnkvtiGDwThwc8t4pV594ietAOhwzpjwzxh9CL9biSJ/vJk2ajI2MOYkwV8qCobRKzPda4nnVlVemYrYSgILpi2kPcRRA4UiEAqbE//xP/2zwn/7j/z24+KKLEkQtkaQ8eSg+ayuHMhXwKIaAUpQPV7R4hDmz5xzanEesgZUXAJqXwm9kxoqCirrnyrWUDjEQ+4Bw+C4BegUy+/e/l9dR2H0RAGmnTOAK6ATCIQYAFQiziAEIYJCfsppG8FvZ3I+EIF4IgPuQLcBUbVcxDvJOyznAARABSBY+zw6vj7KbylBm3pLaDwAwIzkA0ZSMerlXjIiYkieXLslrpA3YeKrM7Su/sQB0ipQ6Jn0AiugAzAJF5/SHttAGe+IeoOzjmiNZDihvaSNNAha1qSkSYxlhMeXgGFEuhEX7KpP8Aad2NnXGswDAlVF9AbVyAGt1HWlsOi9/gZHa1HSStifeKaMcYiWkKy5F29uYqla6IHAIlCBGxI53AIHTjsiRMSRfbaKu2ruIizeXamfjw1QKT5X8xQkhXcYxMpAkJchl9Yn7lVEdlbkb50/nVJBjAn6NgyZNmowPGXMSQZH89PTTB9f+9upDS+YsKfzWN/9xMOv+manQLE+89tprD1kwlONZZ5w5uCOsecr4cEIBA8bFCxellW2520l//9XBf/lP/zljCz5r0jBcXgyLWMAjMsA9K2hR2YEkJSs+wQvDWHHKI64A0Zk8aXICtqh2Sp6VD2yAgeWFyIm6CDBNb0O0AWVd72FwTL2Htw1L/6GwGpEH1i3wM3XRV9oV5Y8YADuxHUQ/aUMfYF6vN9cnBcyIQ4FFSZVBXwBU/Qlwi3j4v7wSuRohvpEsngn9rx6vvfZqkrHZQZzuueuuzFc+gBowuk9ZxUKoewEpUT5eHe0v7bKgS5xnrWsPbVsgSfzfb8NqZ8CNuNTLuJRfTECtDtBfPEqIIfB2Hw9KrSKoNtK3xoOARPUAwPpZDI1j2mp4e5Iqk3rqKx4VBNMUlj6uVRLS1rd1vfZO4hTt5X/5qzfwRnIQCWOTKDeSoW8PfYbajrcJUdCWxmIG8Ua+zzyzOurn+5nB1LvvyXG//mWvIV+dW6oT+SAtPHNWCll2arrPclfSb+8mTZqc+DLmJII8EVbuV7/yd4PTTj01d3j8zrdPTi9ELctk6XgF9wXnnT+4a8qdg58E6bjw/PNT0X2csJyAntdfU56Ai8K3LNKLgco1PhrCegRyQBlQU+6iySlpIAzUKHvxEHb4u3fqPYN77pmaQZa8E1zDgAXwUfYsaaAGpAC6e01fsOj7ZEidKXEAUgqZsmfRs+55drSD11t7lTRPASBlaXKrCyDlggb4gBnAWOHif9NAs2fPyj5QTlZkEQiA535l7QNxCbApNzoPhPn28pQoJ7Bk1SI2gFr0PxDyG0CzoH1nHEbUQ/sqN5BMCzoIm3OAz/0F9ur9YpAO7vrhnhlt9V6Uvw9cyr592/b0TADLPulwnaBSJEa782Boe31rnBmn+kddjDexBW9E+aRRhMQHkBq7jq97udtp0ku+qh87K917Kbrf2lZ/S9v9gF//qI9+0Z88RMaNDcvE3yCmVuGoS19cWysnpGE5bNX/jc1vZJsQZTBetDNRJ4GiPsiKsWDqQrsjTciRMSGmB6nQPkivKTEeinrWcpVGEAd1ESfRpEmT8S0nBIkARIIEr7vmmtxZEbBStCXAAqDYP8EbL4EwcPkkkS5r7b2hgM0SFqc4BJZhKdDPWliqFCtlyQoDPEgEt7W3UbLkgS6l7ZtyXb2623a6m/ZYluSDSxjxYG1KCwkC1EBgdwACEAXOgAVBkB7lD3hKAIcpAKTMOcSG8vc/orI1zimDqR2WvnIDJwDiOmSBFwVA8ZiwMgGJPIEKUlCvXy7i1xcAqryIg76sfumTDWWUF/AB/kBLwCegc4yXRXlq7l69EQb1Un9ueFMuvDdIFAKnTV2DdPXJAEEuvOsDWPZFuYCj81Xuj0gMF8dtp63N9A0SsSAIjGko1rx7Wd/GdK2Y6I8z/Wdao+pjTJT3xLXSMzYrb4SDZwpYiyFAmrRRibZTd9MUiI3pIWPFNujuUd6OBOzJ9P1P9IPr6rfzfmt3zxciWkSm0nBMzA7SZNWQaQxjlHfB6qLfXHVVrqDwvNp0CrkR8LshykGkr7xNmjT5fMgJQSJKKNoPP/yXVmyJ8+8PuT2PVShTgDZaJAKQABWBioIpueYXBRAAvHIfA0LAScraRBK47VndrqWsBX7yVvBKIBYUeyl3dWB1W46KmAB10gfojDcIUBBpX+5rAOb/tMbjf8odeFH4yAJrEUCaRkB67NHBg6MeVpawnrWhciMH5t6VQTBdiTyQEdcBRJ4GgY7KDjSrDqTIAje8OIUCd8cBLQArEFNu7ZAkKNKTh/RZ1ZYF+92NlW56oj7SBGDiNoCrPTJ4YojrtR3rGRGRF++Mj3ooq3PIYYk21U8IgX4D9KYXlKvAGVCrQ7+u8qr+QSj0n+uU271FKvL+aDvlRg5Mdb0bQO93nyRKz7XqVstLpS/WwB4p+ti0lDwqH6IdkZ5sk7hePdVPu/kfKVV2dZGu8bBu/bpMTz8RaSFLXsrFQ3XRhb/MlVQCJBGIVStWJuHpl7dJkyafHzmhSMTnSUqxAx5gZTUJCxk4UMpWTVDeovnreorbMQGf7gEmtgi24oKL2o6SrF9pAANEpACy5uilAwT6oFVgane/fPlWgPVwAV5WNSASYjXq/Qf2rbD8lvUJJAEZr8TK+AZAtrHOYMIAet4JACMvYt4cSBZoKYcPQLFqQVlLtIn8kSLg5eNa6SIyFeDJK5IekLjOb99FBPrST5sgCLxBrGblq7KUaC8ud+VCTJRb3sgGzwTgNj2BxJQohzKoM8tdn0jHNTwjfhP5DS8PcdyHp8HYALYIl7zWDHml/G91g7auKa3hJILY5IqHCZkTR6I90zsUREIZS4wZ5SXSUkbfym1caWekEnmQj/FoDPNYma4xzlxfJEP8BiL18ND0k9VGxo/yVf2bNGny+ZVGIkZRAAIFzMNgCqaLwH81wQH4JeBs3JQg6/8DBzsrEQhZkUH5b4zzCEVtR40IiA8ABlzeBSYFBD7+Hw5afrvXXLlyZH49AJGvKQAfgGV/C0vvWMmIAmJzy003J4EAxDax4h3heWDlAnIWOWtVutJ7e4jsyKPEb2DFG9AXgK4cQAug+p90ROv5BDRtBriBpd00i0whCAibNnEMoPMmuKfyFt+grfQJcdw9/bJlmaKdimD4AEsES7rqBPC1peOmVXyc85soY3keXF/5EddUvYj0eVQQSSt49Ksy6gNLgPW5sYPMDScCSE6lpTzu4y3grbKUGdkk6tcfC37LdyRRdvcpJ9KgrjxqCIltx5XT8utXg2gYw+IfEFwxD/rJOf3Rr2OTJk0+39JIxCgKBQwcBLyJwTB1Ybnqg3MeSKsTIFqJAqQodqCHKAhsfOzRsL7jOOuXZcwa9g4M+y9s32Yb5u3pUQBULH7z/8BFOkBtuCJXlpn3zcylpSxReUkfYPgUuGwI8EBiXAMQWL9WUAAnBITVyWJn7QKaAii/AVsfYJGK4YCFlNQUzkhiGaipAaSkD/DKD6jUSz2BL4BFKLjW/bbRkXa+byjAkOdE+xDf0gDwxDfC0wd5yzrFy0g/PRxDJCO9NAGU0nDOTprqClx9eAr0h+sRGP3qPn1Ze0641/THW7u7VQqu9f+a1c/kskbEwbdVHe4XX4JIanevs1dW/eIefafO+kf7JlF91vsoXkoCKAaER8F5+fTr2Bdl16amgWqDKB9pIg1iL3gX7Dkib+2gfsrGKyEf1zdp0uT3VxqJGEWhvCn7e2w/PXVqzhOLObADZb5RM5QwoAV+lD2AZFFS7E89uTQtUXEOgtYocIQD2HQeiUVJLg7NVUc+BRbSAeR9AAeQQNX0SBEEwAbszPsjHgS4Ai5gBMgBjDIBQu59yyUBtzwKoIn/ywoFtCxnIKVM8vBRHgC5Od32+5P8DCcZvBrqBHDrtdbElAn3vLaRl0DLWr2izMqnXgDVR9uypEuQG4Cn7fwvX0RBmdWdm573QjsjMciOdt0RAC5tu3/yIpnuUAf3SgOZ2B6kzv/S0Y/aC1Hi8XkhyIe4GMRLXj7aQlkFXbL8TRUZB8qsfRES6Vd6+k4AKS8Qb4A09C/xrQ3Uy74eyASAF4/TeZHWZhlL9I/7rZZBCAXwWm7sJXiIAjE1Io7GRmTyFCCZb22N/5VbDEzl36RJk99vaSRiFIULXUCcFQ1WPgB9QYOUuykKFl1Z7Cy8suoBLwIhjsLUAfAEbpYwWloHYNN9HOkDL0od6AM3aXDvv/RSBx6VJvHOjeuvm5CA0xdgXWCPKCAkSIA57wTDsPitRpAvIqJO9cKn4aIeymmpKK9JkpQAecRCHgBWuQA1sO+Xry+Ars5JQ5sV4PJ6bH1jS64MkB7JqZhox744V14ZxMO3NuvnqVyWQvIOmcIRDKgOyqze27Zvy/bK92fEN8+QvtOX0kPAAD4PgfogC+r9bIC5vhNsKuDQfTYBUy9lUif9pcxFONRP/Idxoa2qDRAoMRJI2UjgjXQgoo8+/EiuODHNpY8QBH0B+OXnIw3LLruXs3XTMaY/BPC63jhDRAT3TrljSqaFiChrIw5NmjQZLo1EjLIAzAIGStr8tuV/PBM2lXIOqAAigAE8BOXZA4JiB56OAz8eCVZnWcFc+EAQaPkUSAIkaSRIBdgBEXlwuyMxrgMoBVS7wgpn1bNOLfcEvlYFIBG8Dj6CJufOnXsoYJBXxEoEYOt3CbDeuHFDB5RRRvlIT54AzCZDgEu5qgzOq6PfhyR+fxi/pYE0eAfDokUL05vgOvWs/90rfe2CAPAoKPv0adMHM6ZNy/ZmRVc55cfqfnPonRPqID2EQPmlyRI3XfJOXGvqSRtoa16J+ugb1/ES6Bv/K4s03KPv5X3HZO9EuSfBWT76Tr7E9cos7kNbKIvzYmVWRZn1ob5xbri4Tl48RgiI6Qdt61pLbZUPqan291E37eAbKUBGTVcgRjZGM2UlLddIxz0j07wmTZo0aSRi1AUoAGAbalkqyTXMy2CZpLds5lbWO3Ye8iIABla6bb3FUtiUyjHngCbAKQDlMbCaAuDUboKUPwBjBfMmsCwBtvtshVwCIICIb4CPQPBoAGBWr5d/8W4gJM/Fd87R5xTKxgRo//M2yAuglgA1FjkvjLIoO8Cqc4BNeSpQULkAumkMZVFP4j77TwigXLxwYVrGdtss1zxCUnEB0uV9AfK8OggD4mFJ6pQpU7KsFUxKXGfPDoRK3Ym8lcU30R/6Rv14HRAK0w3KrYzyd01Xx995OohzyiHQ0Lf+FlugDXk1aqqi6oqE1LRDERHEj6dHuj5xMPOqD9F/yme8WEXzxKIn4v8Xsz/E0Oh7xKI8T8rn3vrWRsiLqQ/lQ0CQjqpHkyZNmnySNBIxygKUKHrK3JTGjRNvHMwMMgEk7APhGNArEuHjHhs+sfYBT3kjKHeeACCBnFjF4DfQQiyAgLwAg/Sl4+Mc0ABGBVxlwfeJBQHG3gLqHRvAE1kB8oL+7A2BWJhL594HjubTC9SI/70HQdremQAc+25w+VZ5utiPJ9PK75MNUuU01SK2YUt8xC3UOy1cX5snvRakBekxNQCgpW3poR0UBamuXLkqwbzSdK8yaFd7HKyJdjSNo82Icrhee/IwmLpBMOw+CfxZ9kU+RhJlkj9y8M473T4LyNdjjzyacTHAu8pCxFkgi8imfHgR3KutKx/vduGF0qamcWo7ctdbdaPft2yJMka+pj94ptQRkdDORJ8hHDndEvXi4TAmylPRpEmTJp9WGokYZQH4At4ocEqbSzuDBgNoKHhEIYEjgATYsOJZ364DsLV7JEDwds6nA7SBH4Azz+44UJQGgDHFwavgA4Ckx8IFWsCch6DEMQAj7yIVCdiRljyAEeCq9zioC4seeUF6WMqsecfdrxzysqKDyE/+5t5LWPLSk6+VC+oHPL0GHvj3wVV6BW68En2SUaJtlNc7G+xhgUQQ5aglk9q6T2RKCmSLGNTUj7J5FTbyxNthGmrGtOmD2bNmZ330o2sPJ9LNaYko86uvvZqeEO+VMA70W8WbqB+Rp2kuJAh58Vs9kA2/tQFS4T512be321zL7pXazPblrlcXH9cn4XzppUPxG8YUooWwVoBq5d+kSZMmRyuNRIyy8DbYgMdUBpADEKxeVj0wpuAdAzzAnMscUHExL1wwP4GEAEXz1cCSVS7gzXLGslQREP8L8AMgQBHAAngA4xiAQTb6wsIF8u4nwMZ9hIeApwMgAnf3Z9DeSy8moJvvt5rA9TWdkERl6H4CLG0QVeLtj0Cw6pvkaUf3xtHhJAFR2RhArvxrI09TLXWN600j+FZHhArI2xxKHu4p7457fPcJiv/dpxwl2phVj6yps/O8H/rHK9m5/Hlm/JaP/0mBdpKVqLv8fLSJ1R2mm6TJ+tceCCLPDq+BeAa/TXMhDOkdeeiRbNt9+7qVHv1yl1h2i8QVOcq+jrbkhZKHvhJvYwpIHyI+SRyGPBhNmjRp8llIIxGjLMAMiHqvwIzpM5Ig5Gu15y9IK5dFS8EjD4CoA56deY2o+QJkBAHYA5eX4z7nzdO7Z7gAMAQAaNRvMRIi9YFtxSMQrnpBnMiBa3gwiHttm2y5JXA0beFecRC+gZT0kAiinq4D6ogK8COsYVM5ZCQwLCkyUIBPALxjymLVhN0XXUfEDggUVX8BmLwb2gTREBcgf2Dqo52RJB/pl/TzUnbtyTsC1DfEt6kYREGfeXcJ8odkmU5A4JxXRqRCm1oloVwlPBnukaY3emoXZeAJ6IJcV+Xujj5WV3jHivroEwGoylTif2PBOJAHcomAVfl92xvC9uSTbrttMGPGjPTyIEG8Ff16N2nSpMlnJY1EjKIABAofwLIQeSIsGwRswBowsBJNWwDlAkgrEkxNcD0DCjEGQBGgPTR3bsYiIBO8GXv2dqs6gISPNPyWRwG5434DScACZBNQ4zrfOZ8eAAfklJXrXFwEEsEaBkLc8EAPwEmL1c5qttcDYJOGeAVA51rkQ1mkL1gv4wuivO4rUU5tVGV2r9+sa799iD0hrFSxvLWICrIlT1MhpliUu4iMdsq4iKiPJanqbKpAufvEoS/yRpTc45Xiu9/sVmBIT7raUnyKlQsAHKFzXv15Ut56+61sN4SiRLsgkEhDpYV0yMvbQ8Un2Mk041oiDfkQ5ZOPNnO93875X9sIgK220r4IDK8WEqiNEUj1MJ3SpEmTJqMpjUSMolD6QMRbFd94Y0u6yIF1SQGTl1oBxL4gD8AFWAA+IAIEbT41z9z2ypWDJUuWJIC6ljcDYQFYwKsICQFCAAyAi2EAMrwJLOe+uM50CJAEvIgMK1y6pgaQD9sdAy4eFO535UaMAB6gVE7Xrg9LG6jxDEjrvukzcpmmYEECAJUb+L322kfrrhzaRnn9zwUvLkFMQU5xRF3VT9sInESopEeSPAS5QRoQHh4ewAvg3ese+WrTvrhPW/JmIHXIQUldK8ZCunaQNHVA9LHVDz6ro26mKIh7eFDqXR9EmR33zUPBu+H8u9FmRaaIa6y2EQDpOsGZ0lBG35bk8nJUm7wS16hfkcYmTZo0OV7SSMQoCsvc1sXTp09Plz6gAOYVYwDQWOmsRsBGAAUwANgvBDD7TQALgAbqlnUCaODOu4FcIARc7QgL8K35+hLpuN90hPl8gCnvEi8EQwjM3wuuBEruAZqmJJQVOZFXkqG4t1z4AikdB6hFDrzWHNDlCpTHHs8dOnOjqkgricEQCWBx82g41hfALx0eDasVlFce7gHO2sM9ytIHT0Rm6t135yoI6b79VrfNtfTcq05l3fdFeZAnxOy5555Ni17adU5+yiIvK0aqX5xDqoA7L0TeE2m7zm/H5U2k4UN4meSlLHv27M3righJTz/rL/VRbnVR/2VPPZVEUTyEaZpKu0mTJk3GQhqJGGUByILoAC4AAQS8CSzevuubACSWu3dkmEpgcRfolPgNiHkwpMlqBjrEdsXSByyuA5SmQrzrAeAAdVMC6WUIkPqIJyIwFWgDLmThrSEANW0AyEqkC0CVU/mQDPUQIFr7P/A2eO05TwC3v3gGJML0S5GlEl4GFneBoW/5lwBZwYdI0XDgJ4BXngm2cS1Cg0QAaeURxNm/D7gjISOlpV7akqdG3YC39BE6001iDpSlrnXOR92RIYIkShkp0MY7d+2M9l6dJCjLGoQRsdJPykFyFUjkqQ48D8pg0y+kjvfGpl5IBLJZ+ziMVP4mTZo0Od7SSMRxFvPtTy55Mj0J3oNQgY7AmRXLiwBMAI24BBbxcCIBwNyT0fybX0/gIsCF1Q6IC2i8GXT9hvW5DwGg4/6Xt/M+w8U9gB5oux4Y9kVZkB0AyKNhKoFFLQgUOUEU7L1wx+TJgwXz5icoepkTQC3LnkinPsC5tgMvb0GWPb77XgP1smVz1c3H/aZS7LfhnRGPPfJIbjKlHM/Hx/19KQ+BOvSl8pCe+td5v/UJQAf8tU+F612j7TPmItpCm+g3sSbKjuwJoHQvzwHShiBJX7pEm0hX8CXCpU8RCrESgjd5nbSdvOqeJk2aNDlRpJGIMZACA+AyderUtFIdAzC+AYZzlhRaAcEC5cIG7AlkQ+BvyaC3LxbgATZA617AR1zLkhXER4CrlRisdOkCuxL3IxiseHk5XyTCb1Z0vnwpgL6Oud4HGQKUQBQQ+t83zwYBhGIKlF9QIeu9PC28NZZAIgMIBZBXLmVXBtcC3vSmxD3gXt7lyQHE4kcQGstgJ1x7bZKm1aueyev6sjOA3nU8LH15M9KXF9LhntoBVPm8Cl19qq20MTKC9Ghn5eA9UDbxIa7TJ2IeEMHXI10EA6nYFO2gvpZoOmaqSGzDnVPuzJezWdqrrcRK8H40adKkyYksjUSMoQBtYAR0gFVZzUAKwNqIijUKTAAoD4VlhSxfYOg148hAkQhpAFtAjJA4brrBqgwBeKZA/P/Q3IfScwA0694SgO14X4AeomPZoW9lQQYQG3sRKIN8y9MAXLugv2XpSRG3MWvWrPQUlDXPLQ98tQGiAbj37d+XaSujuhDtA6i1DULjevfbPbKmcUqSQEXdlUf9vYHUqgf3EO1nS2/TB+W9KXEOeVI+5UcIeEWItPoeDWXVRsqFfEhfDt69IU/l0BbaxOoRK3P056PRl8iI4zxJCF23H8iCJBuInliUJk2aNBkv0kjECSbAxz4QrHsvbQI8b721O8BtWwK+4D5u7+0BqKxvoGu5aIEu4YkAWix5li7Q8huRQDCA2pu7uxiDcrEjKkBRWsoAvMUYEMAGXAHn00EMcpOsSC9jM+I3zwbLmgB6+x4sXLgwATOnGB59LANLnQPG8vMpkFZ2+SMo4hFY82/HeXscAHvnHPeNcGkDxGM4EegLgqLuSIR81MmKC1MrfXFcvkjNliAPCABCYROu8jyUaE9llbePe7RtibrVOW1p/wrtiyzwBvEs8YL41j48L1bA1BRJkyZNmow3aSTiBBOgJFaCK/yO228fTLt3WnokAHLf41CAJpaAFQu4SmobZCBoG2wWckm61QO8pAX0ACggtVlTvnchgJQrXZpWOPStffm5HkkBhspos6kJ116XOy6+d6BbebJkyRNZXmUEpv5nvcsPOSmg7YM0EiJ+QH5IhHgLJABBsbrFCg/TI+5HaHgblFVQJpGW1SmIkXLK0xSL4/JyLxLzwYfd2ytdQ6QnBgF5sq+CtqpyKf+6uA+pcH3dh5T4SM9S25pWUT/1RG60L9KCPN07tVuZoszyQoj0c5WhSZMmTcarNBJxgkm6xuPDUmfxA2ueg82bX0twE5eQYDgEQIDWVs3A1319cQ2QBIIAELj5n0VvOeOuNwUCvpF5ffhBB77m41etWJnxFjlt0iMRQJX3wY6NixcuGsyZPXtw55QpubUyMEUulA0J8C6I7du6+A1eC1MFVikgAEBduQCp8vi/xLF1a9fmdILpkgo2rM2rlNH92sUKF/VXL98+zqkDoOapcY/JBqCPmFQcQ7WfNpWnb5t8AXleIGSI54UXwd4Y3jthMyrlKKn2QhyIdEz9IBXSmD1zVgaZ8sa4Dsngnfgkka52a9KkSZMTXRqJOIElpxt2dDtNAmQgNfm223IeHXACfzslAmGAx+swkgi+rBUg3PuWnLLSgSmAt7dECS+EaQ8gimg4f8gyP3Awz9n74onFSwbz5s0bzJ07N4D2uYzP4DERb8DitkSVq54ot3gMQY/iKqQpWHHL1i3pGSkQJggTVz8yYhlpn2D0RdmlaapFGlaIWE3i+vI61OoSBIlYTiqvisUg2tG0BJKFcAB7JEjb2n5cmyInpiByg65ID8BrH4SFaFceGl4h9eOhmTv3ocGDDzz4L+JLjkSUQ7mGk8ImTZo0OdGkkYgTWAAJS5grHBADtvvvuy8DFlm1gggteQy0SaAHfix49xFgBASRgQJjLnbz89ICfmmpD4GV/1namwN8ATPysiLysiLD/YIGgb/rAClA5i14dvWawYwgCAhIyf59+3O5qdUaPBSsfF4UngCEJqcQAqR5C6SrfuI1EvzjW9nkWXETXf47D1nypi6k5bj28f4PpAQZKOBWTuTLPhmfRpADbchjU+1G1FUcg7LZj6Kryxvp4Zgze04GRvqfd6VJkyZNfh+kkYgTWIAVEAaqANEHyLK+gRywy30JhoAVsQDQgJd1DQQBbFnMBPiz4odbutJwTpCffJzzO938cQ6Ysr6BJ5BETqSzefPrSQCs6gCqSIg9D3hIpJHTI2Gh26TJ/YiHNPcOxRRYveGYbaTtwClv4ls9qozyF7eASLiOx6Pbh2F9TpXwRMjfPb7rvn4dj0SUQz7IiPbrE4JXNm7KvlBeZEJQq7LoD3WrfmjSpMnRSembJuNHGok4wYVVbX6/LGJgJR6gvxTQg1eeBfsfWFUBVE0nAMODAciAD3Fwn1gL3gG/KyZBGrwPjvufOCfYsW+Nk1fiGi8CEwfB41DAT6x+MB0BiIny5lssV63Kcku/RP7OjyTyVua+qB/wfmD27CQmiATyUkpHud2nHsiAFRakCFFf7HWhjIiX67MOcR0SZhoF8dLu4jhMzzz/7HMZdOk6ZZB3tVOTJk0+GxEzVbvCNhkf0kjECSzAm6UOeFn7ljwCLyBuiWeBJxAUp7BmzepczcBDADjff39oR8iwls3rS890h2BFQIh4VNwAsiEfKzJMSzjnvvtn3JdpZ1Bi/JY2gEUgZs2cmWTCttAsdOXLaZZIh5VuOoOYQrHaQ0DmR7baPoyoj8BM3g55maZBiJKQrF+fdQD22qQv6iDegXfGdIlriTaQpukTJErbSJfHAunoEyfneE/s73DnHXdkYCTys3De/Kx7XdOkSZPPXjyHfaOkyYkvjUScwMICtvIBOxdPIPLf/5sD/FjLANlDB1wtq+QBEO/gGgIcWdvuq2WewNNqgdrB0guqTBFYVgokAbSNqAD4wYMH0oNgnwebXglktC+EmAyEwLLLWTNnDRYuWJjkRRnFNSAiwFcAJcA1tWLqQcyCFR+8K7wQJaYglA8JcD3AR0yqbnbtXDB/fpIbryMv8tQXBEndnPOxGZV8pI1s5DROtIPpj+EkwPXy0t5IFfLhXR9WfyBThGJr5KFJkyZNPiqNRJzAggRYQvlwEAnvUGBlA+ECTCD5wnPPp/UP5EwlAD0WN2+D3STrmGkHArwRAu554pxpA+TDtIP9FawuAKCbNnVLM70EyjbSa19am/kWqXEuPQJxfwY9BsgiIYJBnWflO6Z8ysry97pspICXQ1nyldfxf9WrL4Bd+YC8nTqtkKg9GYYLQtWf/kCeeE8QI16XSruIAFKR8SbRxtpOGe68Y0rW0728M400NGnSpMnHSyMRJ7AAN6ANSH0XeSgp6xqwAmhgye1visEUAAscGIqPsJkUYe2bnrDKwv3AG+h78ybSYfmoHSen3H7HYM6s2el5MHXBvc87kOWJcljqidzwMAimBPRAlzW//OllOe0CwJVZPmI13Ct/BIYnRNl5LiyPfHLp0qwnwsErIT2EhvdBuu5XR++hcG64VP4lCIq0iPaxCkT6BDlB0O6bMSP3ulAueSISytekSZMmTY5MGokYBwIgAWB/CoD4jQDcN316LjEE2oIBeRpMCbgPyFuqCaz9tvqCtW3jJHP/rHteB2Ri+r3T0vPhXReIxC0335weBMLF7wVagNY0xdoX12bMg7SlUdMlgP+OybcPpt59z2De4/NyCsTUiHgKhML0AmLAi6GMyiB+QczGC8+9kPnxOvAqCABFSgjvgCBK9/u4F0k6nLcAMaj9Ivbu3ZMkiDfH9AhSwVODSAwP3mzSpEmTJkcujUSMAwGUZX2zroEokGRRIw6zZ80azH3wwTznunoDJXFNHhv6JjwHvBY2RhJbgaDYgGrW/fenN8IrvKWJIABrxMQLtGbePzNJhPRNH1gFwvPBs/F6kBTyxpY34t7Z6VnYuHFDeiQqyPHAwYNZdsRHDMb+SMeUh3OObdq4KcuIHLjP/hFAv8ruwztjGsKqCdeU8HYUyfK/dOfPn59xIq6fG6RIgKS0lcE1TZo0adLk2KSRiHEkrHZTCLZUFsxoBQSr3dSFKYEKTHznnd9tdU2Ab2eRd+59GzWx+H1MK5gqYKV7V8e9U6emi1/wJK/C448/nvkgD7bIdi1QB/ymFwB3Py//K1+3VffmjJUQQ6F8yAhC8VgQFdMhCIpyiZHgzfBbGQVPPhikSP7IjnIWgVB2aQsIRQYQIHWWF1JhH4uMydiyZTBnzpzBk08+mWVL8tCmKpo0adLkM5VGIsaRAO1FixYlgANJ0wOCKIFngbhjTz/9VHomgGl5LQB7La+spY52u0RMWOXc+qx20xhWQgB7Xg7eCEAPxIE8sPdmUTtEKo97P+hNKQD1Pe/uyePIBsA3fYHoIAdWR7wVeSkncmDKw3SKwE4v8RLPcf11E9KT4X4ExPSJvEyBmN4oT4KgUatEtm7dltMhiJCttb3ngrdEeeXTpEmTJk1GRxqJGEcCyHMZ4muvJWngBXCsHy8BYAG391gAXh4AZAHRcB1BKhAJ1jmA3rpta14nLgJJsMHUMwH4c2bNORQ74VpgP2P69JxK2LXrzcyLB6CWlBLeg3Uvd2++VEZ5iYfwUi/p2qmyRN61nBRR2bVjZ3pWxF64DwHYsnVr5q3snSdjXd5r5YXpidWr1wzWrVufHhLpWE5aHpcmTZo0aTK60kjEOBTLJ230xHoHsPZosLri/Q/eT0C3DwSSAEyBtOkIoIxwENc4lh6J+B9oIwvSsLmV34iC2AjTHQiGFR68BNOm3ptAzcoXs4BI8Bh4jbb/kQdxDAAf0Cufc/Ln2TAdUZKbQsU1Aia9KXPf/n3pAXn9dS8TezX3yEBqpKWc6m1VCY+DKRcrR5AjLxVr0qRJkybHXxqJGIfCKrfqQjCkPRwEQ9oUas/ePenGL48Dlz/LHoCTfXv3JegCecdcx9pfE9a81R0LFixIsgDQxRyw7q3q4PngpQD4pj3KwyB9IiZhdeTfeSmeyXNWQCAQCEaJqQxEIKdAgtDUdIVrM8YBiYg8lE85vQXTvhPSUQbEyXQOYsEDUvVq0qRJkyZjI41EjFMBvoDWx7bSgLdeeV3gTipWQlBibU8N9Hkp3trdvQsCGNszwRtC1728Nj0URNwFLwAPg095MsRkmOIgjomvsMrDzpb2lEAOHK/rSxAW6VSMQ8Ut1FSMKQ2eD++14LVAjLr9KV7Ia5RdPYen26RJkyZNxkYaiRinwmJft+7l9CKINwD4vAS8DTwMALkIBEEWWO9IgSkF1n/fkhdHYfrB1IKAR9fzAAB8wA3s3SeAccG8BYN58+ZlUKMpCR/XIyaVprSWPrHkkFeEAH8ExjXyEd/B02EFBlJhKuSpJ58cPPzQw3lMfcRTKE+TJk2aNDnxpJGIcSq5lPLZNbmZk1gFQAvwbUGNPCAVphb6MQiA2WoLx00NPLlkaZIRXgXgjVj4LeYAaUAM5AP0AbrVEbfecsvg9smTB7fddttg0m2TBk8sWpTnhgsSoWw8DyV2qCwvx7uRpv+tGHnskUcHD855IPNetGBhxjrIv0mTJk2anNjSSMQ4Fe59Uwi8BaYTWPmmMYA2q96STrsy9kEcSeAZEIh53rm/yOWcvAHSEdBYsRKu48ngNSDyQhSQj7vuvHOwfPmy3MhJDIUYB+dtK40EZIzDtq05VSGgskTaAjKlg0yYgiGWgyIwL730YhKWgwfaJlBNmjRpMl6kkYhjFEDLYv/gw+M7T480iHEA3uIibGddIvbA9ARQHkkEZV57zbWDB2bPzukNsQbDl0X63Q+c9L90kQ3EhBcBMShBDjoScCDLg8gQ924LUvHE4idyOsX0xW233jp49JFH02Pi/P79H93Ou0mTJk2ajA9pJOIYBbhufm3zRwD1eIkpAV4D4FxeA988A28NWxnRl71xH4+CYEqrMSztHF5+ngLvljAtIj2CuOSSzSBNwwU54L0gvut/11v5YRttb8z0DgwEQ7tVmZs0adKkyfiURiKOUT54/4ME3P60wfESIFxeBy+rqjIUyAN920APJxN79u5NYLfkspZ5uoYHocCfpwGJEDQpXaAvvRJ5i8NAMhADGz+ZynANQpLbYge58b84DOn172/SpEmTJuNfGokY5wLcVyxbNli8eHESAm/TzCWUAeA8DpZKmmawm6PzYh7EUJhOsISyAieRAl6N4QGNRVSee/a5jJ3wP1IhluKFofda2NI637gZxGHZU0/nJlFWcYh9aNKkSZMmn19pJGKcC+seiFtuadoBqC+Yv2DwyEMPd4QgSABvgFgGngIegVyN8dRT3dLKIBuOl7wnTqHnMZC++Aj3ICE+AigFQ9rd0nHv2rDhlY2txFsgI22qokmTJk0+/9JIxDgXYL37zd2DvXu6QEiEQcAiIM99IuI8b4NpCh4H3gHHvU/DHhPu6YupiZr+QCAQBjEMCIktp1esWJHLQy335G3YuGFjTnkgF02aNGkyHoWuoycr/qvJkUsjEZ8jQQgEMop58D6JA+91ZECMBA8EoOepQCKQCas7+kGSrvGeDLEQFQdht0j7Noi7eP6553Orba/Xlo4Hr3kcPp1oL+2q7Zo0aXJiiOfRCrM0vJp8Kmkk4nMo4iAef+zx9CCU50EsAxLhQeGt8IKr9evWJ/O2xNPUBMJgmsMbQMU4OOZ6QZP2hdj1ZtsA6liFstL+zeJp0qTJ50Eaifgcil0geQt4FB59+OEMoFy0cGGQg6UZHMmLULEMy5cvH8yfN2+wMM5bgmnfCETCPTwQCAjLGeg16/mzkebBadKkyedFGon4HAqQAvrAf9fOnblq4vHHHhtMnzYtV1WIl7At9VVXXjm45OJLkjT4/UgQjnrttnsPt89EkyZNmjRpQhqJ+D0RxAI5MMXhVdqmO66fMGFwz913ZxyFj02zmoXcpEmTJk2OVBqJ+D2Uio8w3WFPiZF2oGzSpEmTJk0+SRqJaNKkSZMmTZoclTQS0aRJkyZNmjQ5KmkkokmTJk2aNGlyVNJIRJMmTZo0adLkqKSRiCZNmjRp0qTJUUkjEU2aNGnSpEmTo5JGIpo0adKkSZMmRyWNRDRp0qRJkyZNjkoaiWjSpEmTJk2aHJU0EtGkSZMmTZo0OSppJKJJkyZNmjRpclTSSESTJk2aNGnS5KikkYgmTZo0adKkyVFJIxFNmjRp0qRJk6OSRiKaNGnSpEmTJkcljUQ0adKkSZMmTY5KGolo0qRJkyZNmhyVNBLRpEmTJk2aNDkqaSSiSZMmTZo0aXJU0khEkyZNmjRp0uSopJGIJk2aNGnSpMlRSSMRTZo0adKkSZOjkkYimjRp0qRJkyZHJY1ENGnSpEmTJk2OQgaD/x/OTvGJfRNGjgAAAABJRU5ErkJggg==</raw>
      </picture>
    </region>
    <region left="54" top="40752" width="694" height="38" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">Lastfallnummer    Nsk,u [kN]    Vsk,v [kN]    Vsk,w [kN]    Msk,u [kN]    Msk,v [kN]    Msk,w [kN]      y            Belastungstyp<br /></p>
        </content>
      </text>
    </region>
    <region left="90" top="40788" width="717" height="68" color="#000000" fontSize="10">
      <text lang="pol" width="717" fontFamily="Arial" fontSize="10">
        <content>
          <p style="font-family: Times New Roman; font-size: 10px;">1                    2,73                2,40              0,00               0,00                 0,00                0,48             1,50           Veranderlich<br />                                                                                                                                                                               Sonstige     <br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="40860" width="98" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Arial" fontSize="8">
        <content>
          <p style="font-family: Times New Roman; font-size: 14px; font-weight: bold;">Nachweise</p>
        </content>
      </text>
    </region>
    <region left="54" top="40896" width="188" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p style="font-size: 12px;">Resuftierende Dübelkrafte:</p>
        </content>
      </text>
    </region>
    <region left="54" top="40932" width="91" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Dübelnummer</p>
        </content>
      </text>
    </region>
    <region left="180" top="40932" width="59" height="53" color="#000000" fontSize="10">
      <text lang="pol" width="53" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>I N Sd,x<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="252" top="40932" width="63" height="38" color="#000000" fontSize="10">
      <text lang="pol" width="57" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>xi ) Sd,y [kN]</p>
        </content>
      </text>
    </region>
    <region left="324" top="40932" width="85" height="38" color="#000000" fontSize="10">
      <text lang="pol" width="83" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>01Mx)ISd,z  [kN]</p>
        </content>
      </text>
    </region>
    <region left="414" top="40932" width="51" height="68" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>01Vy I<br />) Sd,y<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="486" top="40932" width="52" height="68" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>01Vz)I<br />Sd,z<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="558" top="40932" width="51" height="68" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>I<br />V Sd,y<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="612" top="40932" width="50" height="68" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>I<br />V Sd,z<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="684" top="40932" width="45" height="38" color="#000000" fontSize="10">
      <text lang="pol" width="45" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>yiSd [kN]</p>
        </content>
      </text>
    </region>
    <region left="90" top="40986" width="643" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>1                        5,666             0,000            0,000                    1,800            -0,736           1,800        -0,736            1,945</p>
        </content>
      </text>
    </region>
    <region left="90" top="41022" width="641" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>2                        2,660             0,000            0,000                    1,800             0,736           1,800         0,736            1,945</p>
        </content>
      </text>
    </region>
    <region left="180" top="41076" width="59" height="53" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>r N'sd X<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="252" top="41076" width="71" height="68" color="#000000" fontSize="10">
      <text lang="pol" width="58" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>f.. 01 Mx/ Sd,y<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="324" top="41076" width="71" height="68" color="#000000" fontSize="10">
      <text lang="pol" width="70" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>L  01M/x, Sd,z<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="414" top="41076" width="63" height="68" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>L 01Vy I<br />)sd,y<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="486" top="41076" width="59" height="68" color="#000000" fontSize="10">
      <text lang="pol" width="57" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>L 01Vz-/Sd,z<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="558" top="41076" width="55" height="53" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>r vIsd,y<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="612" top="41076" width="60" height="68" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>1<br />L Y sd,z<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="684" top="41076" width="43" height="68" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Jr 1<br />Y sdl<br />[kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="72" top="41148" width="658" height="53" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Summe                    8,326            0,000             0,000                 3,600             0,000             3,600         0,000            3,600<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="72" top="41184" width="118" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Zusammenfassung:</p>
        </content>
      </text>
    </region>
    <region left="72" top="41220" width="165" height="173" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Beanspruchung<br />Zug<br />Zug<br /><br />Zug<br />Querkraft<br />Querkraft<br />Querkraft<br />Querkraft<br />Zug/Querkraft Komblnation<br /></p>
        </content>
      </text>
    </region>
    <region left="252" top="41220" width="239" height="173" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Nachweis<br />Stahlversagen<br />Komblniertes Versagen Herausziehen und<br />Betonausbruch<br />Betonausbruch<br />Stahlversagen ohne Hebelarm<br />Betonausbruch (D0belgruppe)<br />Betonausbruch (Dubel)<br />Betonkantenbruch<br />lnteraktion<br /></p>
        </content>
      </text>
    </region>
    <region left="486" top="41220" width="78" height="173" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Ausnutzung<br />17,93 %<br />74,85 %<br /><br />51,53 %<br />10,26 %<br />10,70 %<br />7,37%<br />11,62 %<br />68,72 %<br /></p>
        </content>
      </text>
    </region>
    <region left="594" top="41220" width="94" height="173" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Status<br />nachgewiesen<br />nachgewiesen<br /><br />nachgewiesen<br />nachgewiesen<br />na"chgewiesen<br />nachgewiesen<br />nachgewiesen<br />nachgewiesen<br /></p>
        </content>
      </text>
    </region>
    <region left="72" top="41400" width="212" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Nachweise erfolgreich durchgefilhrt!</p>
        </content>
      </text>
    </region>
    <region left="72" top="41436" width="68" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Hinweise:</p>
        </content>
      </text>
    </region>
    <region left="54" top="41472" width="690" height="38" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>•    Nachweisve rfahren: ETAG 001, Anhang C: 2010-08 J ETAG 001, Anhang E: 2013-04 J TR 020: 2004-05 J TR 029: 2010-09 J TR 045: 2013-02 I fib (CEB - FIP) Bulletin 58: Design of anchorages in concrete. 2010-11</p>
        </content>
      </text>
    </region>
    <region left="90" top="41508" width="148" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Verbindliche Bemessung</p>
        </content>
      </text>
    </region>
    <region left="90" top="41526" width="506" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Die Artikelnummern des D0bels entnehmen Sie bitte der zugehorigen Produktbeschreibung.</p>
        </content>
      </text>
    </region>
    <region left="90" top="41544" width="576" height="38" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Die Artikelnummern der Zubehorartikel 01erarbeitung und Bohrlochreinigung) entnehmen Sie bitte der Produktbeschreibung des D0bels. Die Montageanweisung entnehmen Sie bitte der Zulassung des D0bels.</p>
        </content>
      </text>
    </region>
    <region left="90" top="41580" width="665" height="38" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Es werden hier lediglich die Ergebnisse des zugrunde gelegten Bemessungsverfahrens aufgefOhrt . Bitte wenden Sie sich bei Bedarf hinsichtlich der pr0fbaren Nachweise an den zustandigen Planer/Statiker.</p>
        </content>
      </text>
    </region>
    <region left="90" top="41616" width="667" height="38" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>•    Die Ergebnisse des Gebrauchstauglichkeitsnachweises werden hier nicht aufgefOhrt. Bitte wenden Sie sich bei Bedarf an den zustandigen Planer/Statiker.</p>
        </content>
      </text>
    </region>
    <region left="90" top="41652" width="662" height="38" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Diese Berechnung gilt nur, wenn die Durchgangslocher nicht groBer sind als in Tabelle 4.1 in EOTA TR 029 angegeben ist! Bei groBeren Durchgangslochern ist Kapitel 1.1 in EOTA TR 029 zu beachten.</p>
        </content>
      </text>
    </region>
    <region left="90" top="41688" width="643" height="53" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>•    Die Bemessung erfolgt auf der Grundlage umfangreicher d0belspezifischer Kennwerte. Bei einem Austausch der D0bel oder Anderung der Eingangswerte ist eine neue Bemessung notwendig. Die Auflagen bzw. Bestimmungen der D0belzulassung sind zu beachten.</p>
        </content>
      </text>
    </region>
    <region left="54" top="41787" width="472" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>lnnerhalb einer Gruppe konnen nur Dubel gleicher Art und Gror..e eingesetzt werden.</p>
        </content>
      </text>
    </region>
    <region left="54" top="41805" width="606" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Die zulassigen Verbundspannungswerte sind von den vorliegenden Kurz- und Langzeittemperaturen abhangig.</p>
        </content>
      </text>
    </region>
    <region left="54" top="41823" width="279" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>•    Die angesetzte BaustoffgOte ist nachzuweisen</p>
        </content>
      </text>
    </region>
    <region left="54" top="41859" width="691" height="53" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Die Ankerplatte muss ausreichend steif sein und darf sich unter den einwirkenden Kraften nicht verformen. Linter dieser Voraussetzung erfolgt sowohl die Ermittlung der Schnittkrafte als auch die Ermittlung der Ankerplattendicke !min (Spannungsnachweis). Der Steifigkeitsnachweis wird vom Programm nicht gefOhrt und ist grundsatzlich gesondert zu fOhren.</p>
        </content>
      </text>
    </region>
    <region left="54" top="41931" width="708" height="53" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Die Weiterleitung der Krafte im Bauteil ist nach der Bemessungsrichtlinie TR 029: 2010-09, Abschnitt 7 nachzuweisen. Im Falle einer UnterfOtterung wird davon ausgegangen, dass sich unter der Ankerplatte keine Luftblasen befinden und die UnterfOtterung var der tatsachlichen Lastauftragung erfolgt und ausgehartet ist!</p>
        </content>
      </text>
    </region>
    <region left="54" top="42876" width="292" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>POS.    zu 5.1    BalkonverankerL1r1a am Gebaude </p>
        </content>
      </text>
    </region>
    <region left="54" top="42930" width="186" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Detailskizze Wandankerkonsole</p>
        </content>
      </text>
    </region>
    <region left="90" top="42966" width="544" height="345" color="#000000">
      <picture>
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</raw>
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</raw>
      </picture>
    </region>
    <region left="72" top="44001" width="150" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>D =        160    [mm] </p>
        </content>
      </text>
    </region>
    <region left="54" top="44019" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Z I 2 =       2,70    [kN] /2</p>
        </content>
      </text>
    </region>
    <region left="108" top="44037" width="108" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>     1,35    [kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="44055" width="179" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>QI 2 =        2,37    [kN] /2</p>
        </content>
      </text>
    </region>
    <region left="108" top="44073" width="108" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>     1,19    [kN]<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="44127" width="218" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: underline;">Nachweis Aluwinkel (t = 8mm)</p>
        </content>
      </text>
    </region>
    <region left="54" top="44163" width="195" height="81" color="#000000">
      <picture>
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      </picture>
    </region>
    <region left="306" top="44163" width="308" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Z d=    1,5    *    2,70    kN    =    4,04      [kN]</p>
        </content>
      </text>
    </region>
    <region left="306" top="44199" width="328" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Md=    4,04         *5cm          =    20,22    [kNcm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="44253" width="335" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ d    ( Aluminium t = 8mm, ohne Schweißinähte)</p>
        </content>
      </text>
    </region>
    <region left="54" top="44271" width="193" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ d    =      <span style="text-decoration: underline;">  20,22   [kNcm]</span> </p>
        </content>
      </text>
    </region>
    <region left="378" top="44271" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>=</p>
        </content>
      </text>
    </region>
    <region left="432" top="44271" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>6,77</p>
        </content>
      </text>
    </region>
    <region left="477" top="44271" width="84" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>  [kN/cm2]</p>
        </content>
      </text>
    </region>
    <region left="99" top="44289" width="182" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>( 28    *        0,8´ 2    /    6)</p>
        </content>
      </text>
    </region>
    <region left="54" top="44325" width="291" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ Rd    =    f o/γ M1    (ENAW 6060 - T66)</p>
        </content>
      </text>
    </region>
    <region left="54" top="44361" width="169" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ Rd    =    <span style="text-decoration: underline;">15 [kN/cm2]</span></p>
        </content>
      </text>
    </region>
    <region left="378" top="44361" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>=</p>
        </content>
      </text>
    </region>
    <region left="432" top="44361" width="128" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>13,64    [kN/cm2]</p>
        </content>
      </text>
    </region>
    <region left="144" top="44379" width="54" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="54" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>1,1 [-]</p>
        </content>
      </text>
    </region>
    <region left="144" top="44415" width="273" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ d / σ Rd    =          0,5            &lt;=         1</p>
        </content>
      </text>
    </region>
    <region left="54" top="44451" width="287" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: underline;">Nachweis Edelstahl - Flach t &gt;=  Sr 10mm</p>
        </content>
      </text>
    </region>
    <region left="54" top="44487" width="396" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Q d =    1,5    *    1,19        [kN]        =                1,78    [kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="44505" width="414" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Md=    1,78    *    16          [cm]        =                28,5    [kNcm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="44523" width="410" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ d =    28,5       [kNcm]    /        (    8    *    1      `2   /   6    )    </p>
        </content>
      </text>
    </region>
    <region left="54" top="44541" width="338" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ d =    21,37    [kN/cm2]                                        </p>
        </content>
      </text>
    </region>
    <region left="54" top="44577" width="360" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ Rd=    20 [kN/cm2]   /    1,1    =    18,18    [kN/cm2]</p>
        </content>
      </text>
    </region>
    <region left="117" top="44613" width="108" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(Edelstahl A4)</p>
        </content>
      </text>
    </region>
    <region left="144" top="44649" width="265" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ d / σ Rd    =    1,18            &lt;=           1</p>
        </content>
      </text>
    </region>
    <region left="54" top="44703" width="324" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Die Konsole wurde an der TU - Dresden geprüft</p>
        </content>
      </text>
    </region>
    <region left="54" top="44721" width="501" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Laut PB-Nr. 2009/176 vom 5.11.09 kann die WA - Konstruktion wesentlich</p>
        </content>
      </text>
    </region>
    <region left="54" top="44739" width="622" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>höhere Lasten übertragen, als hier angegeben sind! (Auszug des Prüfberichtes sh. folg. Seiten) </p>
        </content>
      </text>
    </region>
    <region left="54" top="44757" width="673" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Jedoch wurde bei der experimentellen Untersuchung die "Brille" auf einer Stahlplatte montiert, sodass </p>
        </content>
      </text>
    </region>
    <region left="54" top="44775" width="575" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>eine Endeinspannung simuliert wurde, die tatsächlich nicht in dem Maße vorhanden ist.</p>
        </content>
      </text>
    </region>
    <region left="54" top="44793" width="700" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Um die hier rechnerisch ermittelte Lastaufnahme zu ertüchtigen, ist zwischen der Gebäudeaußenwand und </p>
        </content>
      </text>
    </region>
    <region left="54" top="44811" width="678" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>der Rückverankerungskonsole eine Aluplatte anzuordnen!! Samit kann sich eine Momentenumlagerung</p>
        </content>
      </text>
    </region>
    <region left="54" top="44829" width="499" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>einstellen und der Spannungsnachweis wird im zulässigen Rahmen bleiben.<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="45018" width="205" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">POS.    6.1    Stützen seitlich</p>
        </content>
      </text>
    </region>
    <region left="198" top="45072" width="116" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>aus Längsträger</p>
        </content>
      </text>
    </region>
    <region left="594" top="45072" width="94" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>vgl. Pos. 4.2</p>
        </content>
      </text>
    </region>
    <region left="342" top="45090" width="225" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="225" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Vg =    4,21     [ kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="342" top="45108" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Vp =    8,41     [ kN]</p>
        </content>
      </text>
    </region>
    <region left="198" top="45126" width="146" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Eigengewicht Stütze</p>
        </content>
      </text>
    </region>
    <region left="351" top="45126" width="133" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>g =    0,11      [kN]</p>
        </content>
      </text>
    </region>
    <region left="198" top="45144" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(je Geschoß )   Ng =</p>
        </content>
      </text>
    </region>
    <region left="396" top="45144" width="92" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>4,52    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="297" top="45162" width="47" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Np =</p>
        </content>
      </text>
    </region>
    <region left="396" top="45162" width="92" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>8,38    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="171" top="45180" width="128" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lastangriffspunkt</p>
        </content>
      </text>
    </region>
    <region left="360" top="45180" width="129" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>a          50    [mm]</p>
        </content>
      </text>
    </region>
    <region left="234" top="45198" width="326" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>M,Vg = Ng*a          =      0,23    [kNm]      LF: H</p>
        </content>
      </text>
    </region>
    <region left="234" top="45216" width="267" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>M,Vp = Np*a          =      0,42    [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45234" width="145" height="150" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="234" top="45252" width="323" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-size: 10px;">Auflagerreaktionen aus dem EDV Obertragen: (sh. Pos.1)</p>
        </content>
      </text>
    </region>
    <region left="216" top="45270" width="116" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Holmbelastung:</p>
        </content>
      </text>
    </region>
    <region left="360" top="45270" width="169" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Hph,x =    0,46     [ kN ]</p>
        </content>
      </text>
    </region>
    <region left="360" top="45288" width="161" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Hph,y =    1,08     [kN]</p>
        </content>
      </text>
    </region>
    <region left="216" top="45306" width="115" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Windbelastung:</p>
        </content>
      </text>
    </region>
    <region left="360" top="45306" width="164" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Hw,x =      0,03    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="360" top="45324" width="168" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Hw,y =      0,65    [ kN ]</p>
        </content>
      </text>
    </region>
    <region left="288" top="45360" width="294" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="294" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>HBh                          1,100     [ m]<br /></p>
        </content>
      </text>
    </region>
    <region left="234" top="45396" width="243" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Mx, Hph        =           0,307 [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="234" top="45414" width="259" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>My, Hph        =           0,721 [ kNm]    </p>
        </content>
      </text>
    </region>
    <region left="234" top="45432" width="243" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Mx, Hw         =             0,02 [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="234" top="45450" width="243" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>My,Hw          =           0,434 [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45486" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>aus Dach (Pos.D2)</p>
        </content>
      </text>
    </region>
    <region left="54" top="45504" width="496" height="26" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-size: 10px;">Die Auflagerlast aus Pos.D2 wird mil Faktor (1+1a/li=1,25)  </span>  Ng,i    =    0,96    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45522" width="494" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-size: 10px;">erhöht wegen größerem Kragarm (siehe auch Pos.4.2) </span>           Ns      =    4,20    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45558" width="242" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lasten aus ständigen Einwirkungen</p>
        </content>
      </text>
    </region>
    <region left="54" top="45576" width="341" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für EG     sk =    1,70 [ m]      4 *Ng+Ng,i = max N</p>
        </content>
      </text>
    </region>
    <region left="324" top="45594" width="112" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>EG.  =     19,04</p>
        </content>
      </text>
    </region>
    <region left="450" top="45594" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45612" width="327" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für 1.0G. sk1=    2,80 [ m]    3 *Ng+Ng,i=max N</p>
        </content>
      </text>
    </region>
    <region left="324" top="45630" width="111" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>1.0G.=    14,52</p>
        </content>
      </text>
    </region>
    <region left="450" top="45630" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45648" width="327" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für 2.0G. sk2=    2,80 [ m]    2 *Ng+Ng,i=max N</p>
        </content>
      </text>
    </region>
    <region left="324" top="45666" width="111" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>2.0G.=    10,00</p>
        </content>
      </text>
    </region>
    <region left="450" top="45666" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45702" width="276" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lasten aus veränderlichen Einwirkungen</p>
        </content>
      </text>
    </region>
    <region left="54" top="45720" width="343" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für EG        sk =    1,70 [ m]      4 *Np+Ns = max N</p>
        </content>
      </text>
    </region>
    <region left="324" top="45738" width="112" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>EG.  =     37,72</p>
        </content>
      </text>
    </region>
    <region left="450" top="45738" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45756" width="329" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für 1.0G.    sk1=    2,80 [ m]    3 *Np+Ns=max N</p>
        </content>
      </text>
    </region>
    <region left="324" top="45774" width="111" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>1.0G.=    29,34</p>
        </content>
      </text>
    </region>
    <region left="450" top="45774" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="45792" width="329" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für 2.0G.    sk2=    2,80 [ m]    2 *Np+Ns=max N</p>
        </content>
      </text>
    </region>
    <region left="324" top="45810" width="111" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>2.0G.=    20,96</p>
        </content>
      </text>
    </region>
    <region left="450" top="45810" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="46089" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="162" top="46089" width="337" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">EG      1    QR        100x3+4                Werkstoff:</p>
        </content>
      </text>
    </region>
    <region left="162" top="46107" width="386" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">1.0G    1    QR        100x3+4</span>                 AL Mg 0,7 Si T66</p>
        </content>
      </text>
    </region>
    <region left="162" top="46125" width="397" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">2.0G    1    QR        100x3+4     </span>            (EN-AW 6063 T66)</p>
        </content>
      </text>
    </region>
    <region left="162" top="46143" width="216" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">3.0G    1    QR        100x3+4 </span>   </p>
        </content>
      </text>
    </region>
    <region left="234" top="46161" width="170" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(als Mindestquerschnitt)</p>
        </content>
      </text>
    </region>
    <region left="72" top="46197" width="239" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Rohr</span>          A          13,91    [ cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="46197" width="255" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Rohr  </span>             A         13,91    [ cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="72" top="46215" width="233" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-size: 10px;">100x3+4</span>       Ix       213,89    [ cm4]</p>
        </content>
      </text>
    </region>
    <region left="378" top="46215" width="249" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-size: 10px;">100x3+4</span>             Ix      213,89    [cm4]</p>
        </content>
      </text>
    </region>
    <region left="144" top="46233" width="163" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Wx       42,78    [ cm3 ]</p>
        </content>
      </text>
    </region>
    <region left="450" top="46233" width="183" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>    Wx        42,78    [ cm3 ]</p>
        </content>
      </text>
    </region>
    <region left="144" top="46251" width="149" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>ix           3,92     [cm]</p>
        </content>
      </text>
    </region>
    <region left="450" top="46251" width="165" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>      ix          3,92    [cm]</p>
        </content>
      </text>
    </region>
    <region left="72" top="46269" width="37" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">EG</p>
        </content>
      </text>
    </region>
    <region left="378" top="46269" width="51" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="19" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">1.OG</p>
        </content>
      </text>
    </region>
    <region left="72" top="46287" width="235" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Rohr</span>           A        13,91    [ cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="46287" width="255" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Rohr  </span>             A         13,91    [ cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="72" top="46305" width="229" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-size: 10px;">100x3+4</span>       Ix      213,89    [ cm4]</p>
        </content>
      </text>
    </region>
    <region left="378" top="46305" width="248" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-size: 10px;">100x3+4  </span>           Ix      213,89    [cm4]</p>
        </content>
      </text>
    </region>
    <region left="108" top="46323" width="199" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>         Wx       42,78    [ cm3 ]</p>
        </content>
      </text>
    </region>
    <region left="450" top="46323" width="183" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>    Wx        42,78    [ cm3 ]</p>
        </content>
      </text>
    </region>
    <region left="108" top="46341" width="181" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>         ix           3,92    [cm]</p>
        </content>
      </text>
    </region>
    <region left="450" top="46341" width="169" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>       ix          3,92    [cm]</p>
        </content>
      </text>
    </region>
    <region left="72" top="46359" width="67" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">2.OG    </p>
        </content>
      </text>
    </region>
    <region left="378" top="46359" width="51" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">3.OG</p>
        </content>
      </text>
    </region>
    <region left="54" top="46395" width="325" height="273" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="468" top="46395" width="218" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Die Bemessung mit dem neuen Sicherheitskonzept gem.<br />EC erfolgt mittels EDV.<br />==&gt;&gt; sh. Ausdruck<br /></p>
        </content>
      </text>
    </region>
    <region left="468" top="46485" width="206" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>==» Obrige Stotzen ebenfalls </p>
        </content>
      </text>
    </region>
    <region left="468" top="46521" width="188" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>aus QR 100x3+4 ausbilden</p>
        </content>
      </text>
    </region>
    <region left="54" top="46683" width="217" height="80" color="#000000" fontSize="12">
      <text lang="pol" width="217" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: normal; text-decoration: underline;">Nachweis Stützenanschluß<br /><br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="46719" width="549" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Stützenverbinder:                SV "leicht" t=2,5mm                         W=    14,76 [cm3 ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="46737" width="490" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ Ed=    M / W =      <span style="font-weight: bold;">6,33    </span>[kN/cm2]    &lt;    σ Rd =       <span style="font-weight: bold;"> 18,18</span>    [kN/cm 2]</p>
        </content>
      </text>
    </region>
    <region left="54" top="46773" width="551" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>zw. Stützenverbinder + Stütze ist Formschluß -&gt; Lastübertragung über Formschluß </p>
        </content>
      </text>
    </region>
    <region left="54" top="46791" width="185" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lagesicherung konstruktiv</p>
        </content>
      </text>
    </region>
    <region left="54" top="46809" width="505" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>-Stützenverbinder, 1=50 cm, steht in beide Geschoßstützen mind 150mm ein</p>
        </content>
      </text>
    </region>
    <region left="54" top="46845" width="655" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lasteinleitung aus Stützen in Fundament mittels Fußplatte 150x200x15, aufgeschweißtem Einschub<br />+2x M10 Fischer FAZ-A4<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="46899" width="498" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Für Stützen des obersten Balkones zur Aufnahme der Dachlasten/Geländer:</p>
        </content>
      </text>
    </region>
    <region left="54" top="46917" width="633" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Stützenverbinder &gt;50cm in oberste Stütze einstehen lassen u. mit M10 verschrauben! (Windsog)<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="47160" width="397" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: underline;">Lochleibungsnachweis (bei wahlweisem Schraubanschluss)</p>
        </content>
      </text>
    </region>
    <region left="54" top="47196" width="263" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Fb,Rd    =    k1 * ab  * fu * d * t I yM2</p>
        </content>
      </text>
    </region>
    <region left="360" top="47196" width="39" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>t   =</p>
        </content>
      </text>
    </region>
    <region left="450" top="47196" width="66" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>4 [mm] </p>
        </content>
      </text>
    </region>
    <region left="594" top="47196" width="134" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-size: 10px;">(Mindestkonsoldicke) </p>
        </content>
      </text>
    </region>
    <region left="360" top="47214" width="39" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>d  =</p>
        </content>
      </text>
    </region>
    <region left="441" top="47214" width="78" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>12  [mm] </p>
        </content>
      </text>
    </region>
    <region left="576" top="47214" width="150" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-size: 10px;">(Schraubendurchmesser) </p>
        </content>
      </text>
    </region>
    <region left="252" top="47232" width="149" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(Aluminium)    fu   =</p>
        </content>
      </text>
    </region>
    <region left="432" top="47232" width="120" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>24,5 [ kN/cm2 ] </p>
        </content>
      </text>
    </region>
    <region left="315" top="47250" width="83" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>d(Hülse) =</p>
        </content>
      </text>
    </region>
    <region left="441" top="47250" width="70" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>16 [mm]</p>
        </content>
      </text>
    </region>
    <region left="261" top="47268" width="139" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(Edelstahl)    fub  =</p>
        </content>
      </text>
    </region>
    <region left="441" top="47268" width="104" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>45 [ kN/cm2 ]</p>
        </content>
      </text>
    </region>
    <region left="333" top="47286" width="65" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>yM2   =</p>
        </content>
      </text>
    </region>
    <region left="432" top="47286" width="70" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>1,25 [ - ]</p>
        </content>
      </text>
    </region>
    <region left="108" top="47340" width="209" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: underline;">Skizzen zur Geometrie/ Maße </p>
        </content>
      </text>
    </region>
    <region left="108" top="47358" width="218" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Anschluss Balkan an QR Stütze</p>
        </content>
      </text>
    </region>
    <region left="378" top="47367" width="76" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Ansicht 2<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="108" top="47376" width="76" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Ansicht 1</p>
        </content>
      </text>
    </region>
    <region left="90" top="47403" width="415" height="210" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="54" top="47637" width="179" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Ermittlung van k1 und αb</p>
        </content>
      </text>
    </region>
    <region left="288" top="47655" width="137" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-size: 10px;">6,8 / (3 * (d [cm]+ 0,1)</p>
        </content>
      </text>
    </region>
    <region left="171" top="47673" width="49" height="88" color="#000000" fontSize="54">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-size: 54px;">{</p>
        </content>
      </text>
    </region>
    <region left="216" top="47673" width="153" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>e1 / (3*do)    =    1,74</p>
        </content>
      </text>
    </region>
    <region left="324" top="47691" width="64" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-size: 10px;">45 /  24,5</p>
        </content>
      </text>
    </region>
    <region left="72" top="47709" width="55" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>αb    =</p>
        </content>
      </text>
    </region>
    <region left="144" top="47709" width="39" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>min</p>
        </content>
      </text>
    </region>
    <region left="216" top="47709" width="316" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>fub / fu          =    1,84                         =&gt;    1,00</p>
        </content>
      </text>
    </region>
    <region left="216" top="47745" width="42" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>1,00</p>
        </content>
      </text>
    </region>
    <region left="171" top="47781" width="49" height="88" color="#000000" fontSize="54">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-size: 54px;">{</p>
        </content>
      </text>
    </region>
    <region left="396" top="47781" width="157" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: none; font-size: 10px;">2,8 * 5,0/ (d[cm] +0,1)-1,7</p>
        </content>
      </text>
    </region>
    <region left="216" top="47799" width="123" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>2,8 * e2 / do -1,7</p>
        </content>
      </text>
    </region>
    <region left="378" top="47799" width="115" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>=                9,07</p>
        </content>
      </text>
    </region>
    <region left="72" top="47817" width="55" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>k1    =</p>
        </content>
      </text>
    </region>
    <region left="144" top="47817" width="39" height="26" color="#000000" fontSize="12" isBreakable="false">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>min</p>
        </content>
      </text>
    </region>
    <region left="396" top="47817" width="137" height="23" color="#000000" fontSize="10">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-size: 10px;">1,4*0/ (d[cm]+0,1)-1,7</p>
        </content>
      </text>
    </region>
    <region left="594" top="47817" width="97" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>    =&gt;    -1,70</p>
        </content>
      </text>
    </region>
    <region left="216" top="47835" width="124" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>1,4 * p2/ do -1, 7</p>
        </content>
      </text>
    </region>
    <region left="378" top="47835" width="112" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>=                -1,7</p>
        </content>
      </text>
    </region>
    <region left="216" top="47871" width="34" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>2,5</p>
        </content>
      </text>
    </region>
    <region left="198" top="47907" width="226" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Ermittlung fur eine Schraube==»</p>
        </content>
      </text>
    </region>
    <region left="468" top="47907" width="190" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>    IFb,Rd    =    15,99 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="486" top="47943" width="165" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>IFv,Ed    =    9,34 [ kN]</p>
        </content>
      </text>
    </region>
    <region left="198" top="47979" width="142" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Fv,Ed    &lt;=    Fb,Rd</p>
        </content>
      </text>
    </region>
    <region left="198" top="48015" width="140" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>9,34       &lt;=    15,99</p>
        </content>
      </text>
    </region>
    <region left="108" top="48213" width="504" height="500" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="54" top="50373" width="198" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">POS.    6.2    Stützen mittig</p>
        </content>
      </text>
    </region>
    <region left="198" top="50427" width="116" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>aus Längsträger</p>
        </content>
      </text>
    </region>
    <region left="603" top="50427" width="94" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>vgl. Pos. 4.2</p>
        </content>
      </text>
    </region>
    <region left="360" top="50445" width="185" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>2*Vg    =        7,60    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="360" top="50463" width="185" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>2*Vp    =      12,86    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="198" top="50481" width="349" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: underline;">Eigengewicht Stütze       g =                   0,11    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="198" top="50499" width="351" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(je Geschoß)     Ng=                                7,71    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="297" top="50517" width="253" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p> Np=                              12,86    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="198" top="50535" width="350" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lastangriffspunkt            a                         30    [mm]</p>
        </content>
      </text>
    </region>
    <region left="225" top="50553" width="386" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>M,Vg   = Ng*a            =                   0,23    [ kNm]    LF:H</p>
        </content>
      </text>
    </region>
    <region left="225" top="50571" width="335" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>M,Vp   = Np*a            =                   0,39    [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="50607" width="182" height="166" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="252" top="50625" width="381" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Auflagerreaktionen aus dem EDV übertragen: (sh. Pos.1)</p>
        </content>
      </text>
    </region>
    <region left="252" top="50643" width="295" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Holmbelastung:      Hph,x =     0,00    [ kN ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="50661" width="166" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Hph,y =    -1,58    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="252" top="50679" width="294" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Windbelastung:      Hw,x  =     0,00    [ kN ]</p>
        </content>
      </text>
    </region>
    <region left="378" top="50697" width="166" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Hw,y  =    -0,96    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="306" top="50733" width="231" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>HBh                           1,100    [ m]</p>
        </content>
      </text>
    </region>
    <region left="252" top="50769" width="76" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Mx, Hph </p>
        </content>
      </text>
    </region>
    <region left="342" top="50769" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="23" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>=</p>
        </content>
      </text>
    </region>
    <region left="414" top="50769" width="101" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>0,00   [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="252" top="50787" width="76" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>My, Hph </p>
        </content>
      </text>
    </region>
    <region left="342" top="50787" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>=</p>
        </content>
      </text>
    </region>
    <region left="414" top="50787" width="102" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>-1,06  [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="252" top="50805" width="71" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Mx, Hw </p>
        </content>
      </text>
    </region>
    <region left="342" top="50805" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>=</p>
        </content>
      </text>
    </region>
    <region left="414" top="50805" width="101" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>0,00   [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="252" top="50823" width="67" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>My, Hw</p>
        </content>
      </text>
    </region>
    <region left="342" top="50823" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>=</p>
        </content>
      </text>
    </region>
    <region left="414" top="50823" width="102" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>-0,64  [ kNm]</p>
        </content>
      </text>
    </region>
    <region left="54" top="50859" width="134" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>aus Dach (Pos.D2)</p>
        </content>
      </text>
    </region>
    <region left="342" top="50859" width="169" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Ng,i      =    1,53    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="342" top="50877" width="171" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Ns         =    6,72    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="50895" width="242" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lasten aus ständigen Einwirkungen</p>
        </content>
      </text>
    </region>
    <region left="54" top="50913" width="349" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für EG       sk=    1,70 [ m]    4    *Ng+Ng,i = max N</p>
        </content>
      </text>
    </region>
    <region left="360" top="50931" width="163" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>EG.   =    32,36    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="50949" width="343" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für 1.OG. sk1=    2,80 [ m]    3    *Ng+Ng,i=max N</p>
        </content>
      </text>
    </region>
    <region left="360" top="50967" width="164" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>1.OG.=    24,65    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="50985" width="343" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für 2.OG. sk2=    2,80 [ m]    2    *Ng+Ng,i=max N</p>
        </content>
      </text>
    </region>
    <region left="360" top="51003" width="164" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>2.OG.=    16,94    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="51039" width="276" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lasten aus veränderlichen Einwirkungen</p>
        </content>
      </text>
    </region>
    <region left="54" top="51057" width="339" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für EG         sk=     1,70 [ m]    4 *Np+Ns = max N<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="360" top="51075" width="163" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="160" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>EG.   =    58,17    [ kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="51093" width="333" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für 1.OG.    sk1=    2,80 [ m]    3 *Np+Ns=max N</p>
        </content>
      </text>
    </region>
    <region left="360" top="51111" width="164" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>1.OG.=    45,31    [ kN]<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="51129" width="388" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="388" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>für 2.OG.    sk2=    2,80 [ m]    2 *Np+Ns=max N<br /></p>
        </content>
      </text>
    </region>
    <region left="360" top="51147" width="164" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>2.OG.=    32,45    [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="51444" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="162" top="51444" width="413" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">EG        1      QR    100x3+4                                   Werkstoff:</p>
        </content>
      </text>
    </region>
    <region left="162" top="51462" width="459" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">1.OG    1      QR    100x4,5+5,5      </span>                        AL Mg 0,7 Si T66</p>
        </content>
      </text>
    </region>
    <region left="162" top="51480" width="466" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">2.OG    1      QR    100x3+4 </span>                                  (EN-AW 6063 T66)</p>
        </content>
      </text>
    </region>
    <region left="162" top="51498" width="196" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="192" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">3.OG    1      QR    100x3+4</p>
        </content>
      </text>
    </region>
    <region left="270" top="51516" width="170" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(als Mindestquerschnitt)</p>
        </content>
      </text>
    </region>
    <region left="72" top="51552" width="269" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Rohr   </span>          A              13,91    [ cm2 ]<br /><span style="font-size: 10px;">100x3+4</span>          Ix            213,89    [ cm4 ]<br />                    Wx             42,78    [ cm3 ]<br />                      ix                3,92    [cm]<br /></p>
        </content>
      </text>
    </region>
    <region left="432" top="51552" width="265" height="98" color="#000000" fontSize="12">
      <text lang="pol" width="265" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Rohr</span>          A            18,55     [ cm2 ]<br /><span style="font-size: 10px;">100x3+4 </span>      Ix          274,73     [cm4]<br />                 Wx           54,94     [ cm3 ]<br />                  ix               3,85     [cm]<br /></p>
        </content>
      </text>
    </region>
    <region left="72" top="51624" width="37" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">EG<br /></p>
        </content>
      </text>
    </region>
    <region left="432" top="51624" width="51" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">1.OG<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="72" top="51642" width="268" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Rohr</span>              A             13,91    [ cm2 ]<br /><span style="font-size: 10px;">100x3+4 </span>          Ix           213,89    [ cm4 ]<br />                     Wx            42,78    [ cm3 ]<br />                      ix                3,92    [cm]<br /></p>
        </content>
      </text>
    </region>
    <region left="432" top="51642" width="251" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Rohr</span>           A            13,91    [ cm2 ]<br /><span style="font-size: 10px;">100x3+4 </span>       Ix          213,89    [cm4]<br />                  Wx           42,78    [ cm3 ]<br />                    ix              3,92    [ cm l<br /></p>
        </content>
      </text>
    </region>
    <region left="72" top="51714" width="51" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">2.OG<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="432" top="51714" width="51" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">3.OG<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="51750" width="384" height="290" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="486" top="51750" width="218" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Die Bemessung mit dem neuen Sicherheitskonzept gem.<br />EC erfolgt mittels EDV.<br />==&gt;&gt; sh. Ausdruck<br /></p>
        </content>
      </text>
    </region>
    <region left="486" top="51840" width="203" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>==» übrige Stützen ebenfalls </p>
        </content>
      </text>
    </region>
    <region left="486" top="51876" width="188" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>aus QR 100x3+4 ausbilden</p>
        </content>
      </text>
    </region>
    <region left="54" top="52074" width="257" height="29" color="#000000" fontSize="14">
      <text lang="pol" width="257" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: underline; font-size: 14px;">Nachweis Stützenanstchluß</p>
        </content>
      </text>
    </region>
    <region left="54" top="52110" width="128" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Stützenverbinder:</p>
        </content>
      </text>
    </region>
    <region left="270" top="52110" width="149" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>SV "leicht" t=2,5mm</p>
        </content>
      </text>
    </region>
    <region left="522" top="52110" width="38" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>W=</p>
        </content>
      </text>
    </region>
    <region left="612" top="52110" width="91" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>14,76 [cm 3</p>
        </content>
      </text>
    </region>
    <region left="54" top="52128" width="108" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ Ed= M /W =</p>
        </content>
      </text>
    </region>
    <region left="216" top="52128" width="252" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>6,04      [kN/cm 2]       &lt;          a Rd =<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="468" top="52128" width="127" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>18,18    [kN/cm 2<br /> <br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="52164" width="647" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>zw. Stützenverbinder + Stütze ist Formschluß-&gt; Lastübertragung über Formschluß,                         Lagesicherung konstruktiv</p>
        </content>
      </text>
    </region>
    <region left="54" top="52200" width="392" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>-Stützenverbinder, I=50 cm, mind 150mm einstehen lassen</p>
        </content>
      </text>
    </region>
    <region left="54" top="52236" width="724" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Die Mittelstuüzen werden mittels Kopf- und Fußplatte BL10 (Alu) + aufgeschw. Stutzenverbinder                    SV "leicht" t=2,5mm auf die direkt nebeneinander liegenden seitl. Randprofile gestellt und mit                 2xM12-A4 gegeneinander verschraubt. Die Kammern der Randprofile sind druckfest zu füllen.<br />Die Randprofile sind 2x mit 2x M12 A4-50 miteinander zu verschrauben.<br /></p>
        </content>
      </text>
    </region>
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      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Lasteinleitung aus Stützen in Fundament mittels Fußplatte 150x200x15, aufgeschweißtem Einschub<br />+2x M10 Fischer FAZ-A4<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="52362" width="633" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Für Stützen des obersten Balkones zur Aufnahme der Dachlasten/Geländer:<br />Stützenverbinder &gt;50cm in oberste Stütze einstehen lassen u. mit M10 verschrauben! (Windsog)<br /><br /></p>
        </content>
      </text>
    </region>
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</raw>
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e1sR1vf4/yTd55ESODhgFXd2OrfqcZOoJj6XfB6sXKxZsDDA4Mj4LA4+zYrl24LwgdoopFixE0V6JOMzLCRPM4QkzLCNeF6HHPEGa8XzxTWi0KAu+eaDdcH4YfhhWePmmyjefFdtImTSok7ktUIeGtU364LzTD42XjcTOWgW4StrNUGS0tpEHf/FgZluSTMQ4YUdwfxJUPgn1a2/EcIu/Zcb5o6FaLWgaBcs67AJR1WqkiaFLu3bNnaAXiHYwcGFpleOcixyJqpaGlKurCop7BUy5MeOdoUXucKFzRlbju/fnPreJbb1llVZBtK1Wyq2++afv/4z+scbFiVoKmh9des9M//aklv/OOdZQHW6Z6dev3wgt25Yc/tGvvv2+d9UBr6+/AH/zALn/zm5akiqiPvJiKJUvarO9/39J/+Us7IMFtrwp9sgrH0n/9V8v5859tuqyd8vXq2SptP/Ctb9mR3/7WNkisakmYW/3sZ3bs3//dzlasaFRlyyT2vb/zHTv5f/6PXZbAnFWF2rZRI9v80ku282/+xjaqcoT5qnzXab/t//IvtkYFaq0KXNMXX7SjTz9tO5Re+7fftpsxz6og8J7e07XSD0l/M4N7qIDpx35XXin9kTRXFwQeMgOwyiiNRfI271YZ84KMUT7vtg+iTUxV+g1pamd/jID3lBeEFREgTir98rxc5d59NwywGiyL9l4vDE1RI+Kaokg/irtK3qPBRTSTFzTCGdFkMFhJlReafvGwy+u+0SqCaGFd04TFCiYYeXiIRK+pVL58MBoQWbxK7vm7pUoFASwIRLeK7gXPBZHEUOT83Ae2YZBQifC8hqgc0r3Becg/IJQ0TeOR49Xmaj/OjbDS9IxxQHoMHOMe0N/LiGzySMVWqnjxUC6iZvtdMjDxdume4ffIq3ecLwrKNoY242YowxjDdAsyXuWwHCXeP949Wqd4F/iLZ7lfdSF/m6kOx7ulbqCFje6fKTKWoyZfvGiaomkFowWNQYiFBe8+XTjUB4y3oU/6caBQRTdPlWqaPJTkBg0sU9ZTigQ1S55KioQlWZUN4b8SVRlmTJ9uqarIMyRA6XrICapkMuQhpaiiPS4x2teihW38zW/sLBW9xDZXDz9JlWJKhw6Wroo1SRVYjoQqVRVwpjzU1MaNLUUPNKSvtLJIS5Vjus6doYecrHNlqqJMfP11y1HBytJ5E2vUsCxZYGmq+LIlNKnKd7oq9SxVmknaP1eFLq1WLUuXKKUo/WTlKVvpYyxkrlhh2fKkEwmZFhtMUBCRH0zhpgKO507bCoJ9C5P48/J/QR+433PTtItVeyluehYGQLwRcExCzColdyOcN18+4vOQ36jgO79H2/l7p+MK4k77sI3jI+LTjv6PiN+vIPKfI39eI/gefy2O80WC90nXDGMImqmeY1xENN4CzxWjGaOfwa3RSj40KTPOBiOXcTqHYuNHEGz2Z0BVtOwe6bM/3S0Yq/fzPt4vLLKAYYxRwHieaLnBR51C79PNkydF5JKEH/0oCFTYJgskrXlzS/zudy0tNjIuR1YKk68T5JVmxpovsmVF7ZZnuen//r/toqwv/Kqs2bMt6Xe/C5+8K7f609L1EBPxliXIkCfvifQTlH6qLC/IPXHCkuUBhfRj/bDZmzZZ4quv2k15zNmyvCBTnmii0k6UZ5wbE4v0QYPsJukTjUXkyeNIVb5vKm9psfQhQwLNx/kLNCFfPH8+9u3T4Onea+qR4zjOl5VCF13IS0qyzOXLLSeuCTH36lXLlAWVe/0vCxEjvFnyRPPimy2pkPMNAspav96y4ypq9s/Kl35eQemvWvWJ9LOVdoj9GedJhPTjPNY8WWdZ8mZzTp2KbdG2a9dupR/rswjgDRUwsMlxHMdx8vOFiK7jOI7jOJ/GRddxHMdxiggXXcdxHMcpIlx0HcdxHKeIcNF1HMdxnCLCRddxHMdxiggXXcdxHMcpIlx0HcdxHKeIcNF1HMdxnCLikRJdVoxglRfHcRzH+TJS6KK7adMm69yxo7Vr3TqsAHGvYPAsY8Yao8TjZQkpVlxhLdh7rd1aEMT27d61a1gH9k7rkbLCC0G6Wcg+WlA/IuRh9Oiw0HJqSkpYUo79otV1WI2jRdOmYXv+dWLzcnPDMnGsGkQgbtiwfn24FwQA53P+LjGJHcdxnC8/hS66XSUuLLXEGrDF33orLArOclAsV8ayZ6yesm/vXmtYr15Y5Jx1UuvXrWtdO3UKy7mx2gXLyrEqBUubNW7QwBrpc/z48bCUE9vLv/deWMcUMZw8aVIQN0DAWZaNRe8b1a9vB2OrX0RgAEyXILKMFcuxxS+4zmLLLZs3t+effTaclyWtalWvbrV0Laxpy9qzLMPGdtabZYH+eEbre+0aNUKarHyxYMGCsAj8oP797fe//rXNmjEjGASO4zjOk0uhi24/CWabli3DMlCIIwuWt23VKohwy2bNwsLgY+QRIp4Vy5e3jz76KCzLxILlLNE0fdq04KXyPyLNslN4kKzduGThwrCm6UiJNR4lTdEsNh6tO4pny/qpLHzOeo+sL8tfPiwxBWzD261ds6atW7s2CCN5IB2Mg9IlSgRPd+CAATZK52F5K/KGp4onjnCz7mSUPmvRslAzgst2YE1JlskCFmSvoPuQEb+og+M4jvNEUuiii1j9+cUXrYG8VxYuP3TwYPif5toeEk48RdZVZOFxFhr/SILFeo3z5swJzb4bJXws8N5UHi/ijUhv27rVWskLnSsvEg8ZTxnRPhW3ChCwnmtrCTgLjePJ7tmzJyymzAeBBLxjmogRbsBjZgFzlqRDIN8pWTLs+8HgwTb8gw9sxNChNn3q1PB9mL6zCHy1SpWC6B85ciQYDKwXyXqTi2RgwEgZCjSvA8YHC8SzALTjOI7zZFPootuta1fr3bNn7JtZcnKyDezfP4gs4nvu7NnQBFujWjWrKvFixf+G9evbLAkx/acd2ra1wRIxmoc3b9pkNapUudUUPGuWrV65MjTx7ti+PTRhHz16NIg434EFkpctWWJVK1a0MqVK2V6JbgTCTR/zyGHD7Dvf+EZoso4804hd8njfev11u3H9eti/jMTyXaWDV0u+8WbbK38IPnlF5CPWrl4dmtBZ3LlC2bK3z831lXjrLbuWrw/YcRzHefIodNE9ffp0+MRDcy6CF63sj1jhwSJINNfiYTIwiYFGNNXSD0yzL6xft87Wr10bjklKTLTDSoNRzgguHimDn87EnY/9aMpmMBZ9vBGnlCYeMn23NCMvXbw4nCceDAQENjMzMwyMQpS3bt58ezBYEPkFC2z5smWfGoQFu3ROPHbOEUFeyWO8QDuO4zhPJoUuuo7jOI7j3BkXXcdxHMcpIlx0HcdxHKeIKHTRZTATfaP048b3qRYE/aVRfyfzYc+dOxe+k85nJSU11VYsXx77VjD07TKq+E4wujkKhsEUpCg98kReyVeU3xXLlt0xAEdBcD+iY5mvTH8vfccRfOe+FXTtCTdv3p7rS14S9T+jwpky9Vny4TiO4zwcCl10x40da8XeeCOMVm7dsmWYH4sgbN+61S7EIjIxZ5XRvdeuXbNLly6FYBWMTuaY8TqeKE4EvED8GFiFEMPFCxeCWB49cuSWCEqwCIDBQKpcCRWjpplqhOgzECsauHX58uWQjxRt53xMO+rauXOY53vs6NGwDzBqmZHSdWrWDMdPUF4YWU2ULEZVM3hq1vTpIXgHg7EYIb1b+bl65Uo4nvMghueVX/KJsALbGFxGuswhRlQJrvHmq6+GOcjAwC7OzYhp5iST1wgGdk0cPz6Mjq5epYotXrgwnINgHq++9FK431EULMdxHOfRpdBFl7m4TBGCEsWK2ZYtW4LQEHSCaFMXJJxTp0yxt9980zp16BBGI7MdwURAEE2mCy2SsAwfNszKly0bpvdckaA1a9LEXvjjH+3dkiVt8+bNtmfXriA49SWi++W9MqWHObFjx4wJadZ7//0QxYqAGx0k7Ig7nivTgCqXL2+rVq68PV8XtijNl55/3np26xa8YUSNqFoD+vWz+nXqhOhZiCUCPGXyZHvm178OotmlU6cQAIT8kg+Oq1m9evCEEVhEl7nJCCriyfQjrmXmjBkhj/v37w9zi5mzjFB/OH/+bUMDGOWNQXJWx2FgMF3q4MGDQYy5ZuYvf56WAcdxHKdoKXTR7T90qL0toWrburU1kvCtlkdYv1kzu3rjRoiJ/OGiRTZeIljyvfesHPNZJVKNmza1hStWWG2J55rVq0MgjGEjR1otie21xMQQNGPOnDnWTuI2Xh5dF6VDUIs9Ora00ildrpxtkrizbdCQIdZZAl6yTBmrWrmyDRk40BJTU+1VGQCNlS4QdGOc9s1PkjzrPjr2pRdesIPygGd9+KH1lFfLPOAmjRvbjZQUmyTx7CrDAsFvIOMAX3a2DISnnnoqeN1z5s2zV3X97+va6yv/6XHNvniw42UQ4KnTCrBPYsvc5WlTp1qHdu3CtKnZ8viZA0ywDmI941X37dPHOup3yJTHTuANwlICBsqSWFAOx3Ec59GmcEVXArngJz+xuvLEFi5damflxSZIeJZ+61t2WOLbukcPWypP8fjLL9u8X/zCKrzzji3dtMn6STT36biBP/6xLZR32Fye5GSJ6f4f/tAuyDNsI5FdvHixLZO3fFDHtZWojZRQ7du61Qb9wz/YgP/r/7I98lpnLFlivSRCO375S5v7s59ZOXm0UyWIN9eutZX/5//YTJ03Vd5htwEDbJDSz1q1ypJjISSzJG7rJGzzJfoNZAQMeuUVO6F0Zkq4t8urbCbD4Yi2b/iP/7D5XbrYfoliI3mZl+Wp7vrtb63U739vs5T3rTIOen/lK+EzomNHuxV88hYIK8E5mI+Mp0tTfD150ETWIuDGauVnqa6BVgCCfhBRa5WMEZqeCQrC/N992lZOBgVzm/GKabJmwQjHcRzn0adwRVce5c7f/c52VK8evubIs8uUgGZKXPt85zvWVqJ1XYL8sX4/+N3v2iiJ7XEJzXoJ5GWJ5VGJbEf9Nlmfk2+8YZf0d/H//J/WuX17uykPdtsf/2inJLjjtG3W3LmWLFFbIBFe9s//bGkS0s0S1wXf/77tl6Ce+OlPbbBE+pw84D3PPmvnate2U/JG90vUNujYOX/1V7Zf4tk31hSeJxE//uKLVlZebleJ82md55oEcdu3v207lMZOebpTvvY1m/Ov/2o3la9zly7ZvGeesbXK07qvf912VKliA3v3ttO61tkS7GnK1/Xy5S031t8LIyS4hLhELKdMmhSarqdNnhx+I1gITcVE6cKrpTk9HiJ2EcuaPl36mGmypp+6hwySdTGv13Ecx3m0KfTm5Rx5hcny1BKef94SJV55RHf6+GNLqFrVEiTIqfoLmRLIFIlSorzJ9G7dwrbs6dPt5ttvW6LEMVveG3GgUvr0sSSll/TrX1u2POc8lt1r2TKknaxPbnq65Sj9VIlq4h/+YCkSLY7LXL/ekiXqpJ/auXNIP0uCl6RzJr/6qqV16mS5WVl/GWEtIUyXgXBDAn1dRkBObGnBdIky50/W+TP37bNcnT+tdetb53/ppfA958QJy6xXzxI4f4UK4fw0O6crn+mDB4d07kT+fli+009bEAweu58R4Y7jOM6jSaGLLuQeP26pEtKs2JJ7kHvgQBDXnNiIYsiWl5vWq5flxXmDWfI4M0aOZO7OrQ3y5jLl5WbMmnXru8iTF5jeo4dlrVsX2yLB2r/f0uT1fSL91atvpR/nNWYqfYQUr/xT6JxZ8jwzR4ywvKgvViKYofNnzphx67vIVXpp8uKz488vYyOd8+tvRF5CQsiX4ziO48AXIrqO4ziO43waF13HcRzHKSJcdB3HcRyniHDRdRzHcZwiwkXXcRzHcYoIF13HcRzHKSJcdB3HcRyniHDRdRzHcZwiwkXXcRzHcYoIF13HcRzHKSJcdB3HcRyniHDRdRzHcZwiwkXXcRzHcYoIF13HcRzHKSJcdB3HcRyniHDRdRzHcZwiwkXXcRzHcYoIF13HcRzHKSJcdB3HcRyniHDRdRzHcZwi4okV3czMTEtNTbWkxETLysqKbf1s5ObmWlJSkqWkpIT/IScnx9LT08P/kJeXF87D+T4vpJ+Wlhb+Jz3SZ1tKcnLYFpGdnW1ZdzhPsvbjt3gyMjLC537gnNn3uEdcP+dJ1v3Ify6O53M3OIZjSSO6l3ciXL/uRaKeW5R/tuXqvsfDM+We8Xyi55ujc3Dv2MYzieCeRfve6/zA+Tg3zzqC7/mvuzCh/NxPGeK67ve5xsM9okzlfxe4X9zv6PmF64zbh2uOL+93gncs/z73ez3sE5X9uxFffh6E6NlGdQP/s418UC74n/vE9dypnLAfeYgvG2yL6gCOzbyP58P1UMbjz0EadypjpMlv0TPi3OT9bkR5StMn/vkC/yckJHyqLHCe+3kWzt15YkV3wrhx9trLL9u7pUrZoAED7llx3IkPFyywurVrW49u3ezixYth25UrV2zu7Nnhf6Dwtm7Rwho1aGCXL1+Obb0/KPz79u61KhUqhPMcOXLEMpTPNi1bWqnixa1qpUq2aePGsC8vRNcuXax5kybhO3D8kcOHrXyZMjZ0yJDwksH5s2etsfLTsnlzu3HjRthWELz0QwYOtAH9+8e23JmpkydbiWLFrP7779te5TmeAwcO2MYNG2LfblXwN2/evF2BcI6+vXtbsTfesBZNm9rVq1fD9jtx+vTpcO0Vy5Wz+fPmhW1UTrNnzQq/Raxbu9beKVnSSr39tnXTfeH+HDl0yCrpXpZ/7z2rWa2a7d+3L+w7ZdIke+v1161OrVpWpWJFmzhhQtheEFRSpNmscePwfc/u3fbaK6/Yro8+Ct/vBJXcg7Bz505br2u6Gzzvtq1a2fu6jgvnz8e23h+UozKlS1udmjU/8S6MHDHCKuue7dyxI3znvalepYqdO3cu7Me9ZFtBLPzww1BOq+gzSfc1qsh379pla9esCf8XBOm3a9PGGtSta8eOHo1t/TTs17N7dyv+1luhTN9JmO4XntPAfv1CGaute1FB5ezUyZM2buzY8A6e07vD9ddXni5cuBA76i+sXLnSyr7zjjVV2UD4eCa9evQI17940SJr3LBhuKa7cVHPrmP79uHentd9Bu5/japVrV+fPp+4vr179th7Ol/fXr3Cfbhx/br10btUUuV+6eLFd7wX1FUN6tUL7yvXWfbdd8P7AhgM1BWlS5SwLZs3h22ZembLli4N78aQQYPuaGw4988TK7pUlL179rTrKqQfzp9v69etsysSxZUrVtjBgwdtoQQ1EiS2Txw/3rZt3Rq+A5UGlckAvaArli8PLxeV/ozp04NQRrD9jLZzruPHj8e23ircVHR3qxypAPr17RuOo9Lt3rVrqLRWr1pl8+bODRVA186dwzk+/vjjcG7Ow3fAKv1AL9DJEyds3Jgx4cXlhZk3Z44tW7LEli1bFq6d/Xds3x6E8aiEnXsQCd/ZM2esYvnyNmb06E9Y7/kZPnToJ+5PBC896W1Yvz62xezUqVM2SEIeXXumKouBEvWDEmeI8n8nDkk4qXjiYf+ZM2bYbj3TCPJK5XFC9wWDgMqfax/2wQdB8HneoyQogJEwWPnZJxE+oXtFBXMvuCZEnQqZMlCrRo3Q8oAYTZ0yJQhKJDA8L4yRDwYPtlU6LgIRpVxF4s918PtHetZbNm2yj2IifuzYMZs8cWJ4xhF45YsXLrQ5MjauXbsW2yqDSuenkj+uYyIoR1u3bAnXVhDcr2lTp1obiXa8uGOsjBg2LJRxoDxQWW9W/rhPxd9883aLC2WIsrV//37bqgqbMt6hXbvw20Y9/xnTpoVngIByPfF5vBMLVDaXq4wiCOMlegVV9rynlB/KbmGwWXnHoKPsjNV7c0kiheGIEPFsuM7JMtTuVE4p77zXZWXoUkfAEonfXN0XIE2upSDwrEfqfq9dvTp85xwYlaNHjgx1AOUlMoAw8DE2IoMftusdxOi/pve3t8oB5TE/7I/DMF3Pe8Tw4cEYwGDkXJQntsdD/dNDdU98OXM+P0+s6B6SsCIUQIWyShUj4tiofv1gJVarXNnWqeK8KGt2kF7odq1bBy8sqgipSLES28tqjTxb0mwiS7abhDCeq3o58KbjK81Deol/+fOfBy+rIKicZs+cGftmNkkVFd4qFV5UqfdXhR9VRnwfrhc2EsdgtUpkAE8QoaGyRoAvX7oUxI/fOX6IBKGZvGREGM+Yl5UKhBcSK3+8vJm7iS6CElnCXG8EXjWCHd/chYeAMUDFAJwH6597Plb73o2juid4xJ06dLgtVkDFzDOJzyMeGNdLxU3FBzwHvKHWLVve9r55Lg0kim+8+mowsO4H7mWLZs1spCotvBf+JkjM1ygPiDDidVgGAsxR+cCbaNWixe3njYdCuUIgqTipjKn0MApefuGF4LHi/VPhUiHihcZ7lAckbNxrjsXYisDTCWUtzsDjmp7/wx+sjwyyuzFLZQ3jaL4MugieDeddJQ8OLqncVJIRxv3sL+MHbxC4nvZt24bngsfJbzRdUqnz7sSXY4QL7+xez3qUhIaKHmOWdzUxISH2yyehnPM8a1WvHrzpBwXjC08WozryZjEkMPa4F9QB8a1Z8ZCXJTJoed+i8oUxwPszTcYYhgoGYEHwvHmu3D/uWWSkcN48/c97P13GC3Ae3qM+8nLjW5d4/2gNQzwxmgqCd2ZC3P2i/GEQ9Jehj8hTngGDjZadLp06BQPeeTCeWNHlRcCDo3mZQov3A1Q6WM28PFjQ+1WYERRAlBGnyMKNby6LYB+8pngQONKMF128UDziuzWlrpG1i+cQwYtLExJ5xNtApPDYI8jzMFVOdxJdKlQ8B66JFwuPiIq5j15urofrwEumaTISC36n0uRFx2vMf63xYJzgHYyXoON1RpAGoh3BbzRX0hxL/rG4IRgYqqg4T3xTdH7IAwKARU5FHFnfeMBUTFxzBCL3tgQaI4jKDAHhWWIEcF+osGiux5JH5PBWEZX7gXuCp0wzHRU+AkIZWikDDvHBK4qEJlUVH9d9M040xo4aFYwU9i0p442WCyCNzh07hudE10TUh4ZnPSvuviK63eR9kGfOH4EhE8panOhyz9j/bq0qGCfkcYe8qDHKG98BL5nyEokuni6tK7wHiGnUVIoQRK0ZvWQIbJJhCFwDz4oKG4MuYo3uH57v3eA54ZVhHHJN8cZcfuhGwbjB4Nm2bVts6ydBhGpKmGvrnnENBT1rWkzoqsFwOqPrBd5VygweOp+CRBcDh5YVjFbyT3k8rfyTFsY83TQYHbyjiCtNxnR1RO8X5Rljnt+ibqtTEjqeAWMPKAfUA8AxGBoYJ4gkBhdwzzHe6Brg/4LASCUt3osI0qNpmzoRj5+6gWeHM0Idwrmibirn8/HEii6VEp4ElRFNzBE0HeHhRiBANBcCAyCoqCPRpakn/6AVmhsRqniw+BGI+D5dXjqE4G59fZwbrxQ4J2JOJUzzEnmikokq64h4geOF58UHmre4No7HM7qul5vKLPodi7qzXq6Germ4BsDDQhgRkBqqGKL8UznQtB0JAi9t9HJzL6kwIvKLLhUdFQdig6VNExnpRBY558ZwAK6Z/aNmfogqFsCjO6t8QPAmdJ5ILAAhxLMgP+QX8DQj44HmekQK651niThGz/Ze0IRI5cs17JGXx7mpcKlUMUCoEKNmOs7BfcbA4pmQRwwEnu15CSHPIhoAx77xRksEXQF0eUTQFIy3ST6oFCMoo5S1eI+dZ3unwUzxIDQIOB4oXh5N2hEI6hZ5O4CxRmVOVwAtDZGBiUEQNe8jsog05SIq37TOzFS5i+4vvy+I9ckXBIKQqrLBPeJZRvnnHpKPyLik/ERCwLsxQc/yTtBMTL7pPqJloaB3D08XQYIw2Ejp8y7S148IY8zlf+8iEGf6Yun3RUw5x0mVab4jZA1lpH2se8t9IK2QH30wZsK2WGsbcM9Ij/c0KkurZYgvWrgw/E+5jsSfssE7EDkPwPtxt75w+mzjW0koJ3SDkGcMBd5T7jkGT2Qw0dp2r0Fazt15YkX3Q730NNnRLxbZeadU4WHlUeiXqnAjKRdV4dOsRGHrK+txo14QoL+GQRZDtX1HrILihe8lIa+oSutDCTeVAy/6SFUYFZXmEFWyUWV2RBX9s3/6012tfQo856X/lcqNpl4qGl4CRAuh6y6LnLxQodN8hfeOx4hYIS5Yp4gDBkbUp0zfEBUAn90SVs5Dxc3gDzxrmm95+akEEIje2g+LPPIqebmf/tnPQrMtsA8VwEC95FjnCEIE6YyW5xRf4SOUfXVPI2GgwuEceKHt27WzzRISIP8l3norPBMgP9wDxBKPhkoFwwUQn6W6T5GgIvbkecO6dcHYoBmWJkKMCvKK4HXVNXM8A07KlSkTRCE+nwXB6F1ElUqVyhuPtty774bKk+Z+DBwEjAoMIaccDOjbN+QbD4pKH8+cZjwEjRaIyHhAjKvK0ME4iDyxDfL8GYhXr04dW6LrB54r5yJNPGUqSYwixJ9KnzLLcwI8xD+/9FK4Z3ciUULdRs+N8kBzan+VtW4q6+dVvmiJ4Dpbd+hgOyUey2Rk4IlRmR/SOUvptz26Hprbua+TJaQ1mja1jRJpjI8a8pymfPihddf92hXr49y0das11X2o17x5EBAq+zuB0CM25DsSGsoA9417y4A24Np79expw5XntvK+t+t5f154v3jnMDx4rgyWW6R7TpMw7xZCSEsERlp+MJ54h8gv5a+57gPv5F4ZI9wz3mOarKNm2zuB8UkLGu9CD5VZjEXuD6JKdwTlOCorlD26J7jvlBsMUsoKLVYMfuSdjze+4qFs0RVQXe9I/FgMyhf1C+eJBlLRikDzMveF94bWIefz80SKbpYEcXmzZtZFFc1oFaJEFapUidhHqqgGqQD31ks9QhXcRX3yZPWuU4XSWYVwqF6cJL3UubK8V0mUeSnafuMbNvv55y1PL8uy5cutlwSi+1e/an2fftpu6CU8KdHpqYq+29/8jfV44QXbJa8IrqoCmtCwoR2WENwNXvy//au/sq/98z+HwUcIHIWfSpUXh35kmjp5ORFmKk7ED+sa8EY66+VCkKiwgKYvKq6JelGBF33K5MlBrDEcSIc+Z0CE+I0KLfJ0ebnxQqJzAOfHy2PQTbxw8YIilNvjmvywxvke75UyUAUBiTdCqAARsPwjn6nIqPjiB5DgecQPpMIQodLBm8JTwSuk+ZOmUyoqKpHDeu6AYLBtmIQBgbwXeJM0pZM+rQGco6fKEl469w9DiOY+jJ3IKKDi5ZzRgCSgKRpjhwEvtLgAx/EM2R7dX1o02EZlGg3+QmgwOniOlAfuH32fVJhs415ibADXj0ERfc/PBT2fIX/+s03Sfb2iZztCxw7+13+1fSrfY2Qw9qMSlqc2+6mnbLmuAYHbruvZpOvv9F//q61UnmGWnlXPX/3Kxv3kJ7ZDXlKanv1oed2t/+mfbNRvf2spsdaQOXoGnfU+dNW2EboeJDdXAp2tyj8vZjQB5RJBoak0MvjwPBG2eMMOuH/cs2jA0ucF7xyBZTQwwsP5GfBFiwbPeKvyiNcb360TgcHC/niPPDueFX39vDekye8MKMvfOpYfrpXyiOHFswMMOprEeZfioZke4zF6v3hnKHcdZbwiygVB/hB2ylT8wEEEnpYSjMr4ljkMbEQ6fpCo8/l4IkU3U+KSI6tVJQzT2VIlwInFilm6Kp6AvEZr0sSSX3nFkuQBBRBLWb+Jf/iDpUZD/rG+tS3ruecsQ8IUoAKqVcvsxRctl2NowtLLavJerEQJVMzytC1NHoKpkrsXiBmiSnMX4hDf//K4QPNr1Cf4RcAAGyqa+CZR5/7JZaRsuXIMA0Z1zCQ4JpFN++MfUblbH5X57FKlLDvufciinMsQzdX7A+clMGu+/W1b9f/+v3ZTwh9goI680tw//clyJFzhnZOgmDxge+MNRg6F3VK0TxrbY03GBUHLESOiaR1xnMeRJ7N5WS92ql7cJAlt0rvvWkq9epYnMUyT1ZcirzRRYpsmSy9PVmaKrGo+CRLWTIkfFnmyKoyUBg0sUZUSXm820yMkqik1a1rS229bniqpDFni7IdoU6GE9FWppLRoYSkS6iRVarlxfZVfZugjup9m288LhgiBEQpqpnTuge5bmrzWxNdes+SKFUNZprymyxNKVtlNfPNNS5WXxbaU1q1vvQ/PP28ZMl7zZPAk165tKY0a2aVf/tIuyZO7qfchjXeEY/Uu5SUnW6YM1OSqVS25UqVwjih9jktp2tSS3nvPcuNaLgqCZx3fb+k4jxtPbJ9unirpNFnjvOw5Bw/e2paRYakdOliyLPjcWHNW3pUrlqLvbA9egMg+cCCIafrov0x5yFq+3JJKlrTMWD8nZIwZE0Q9J9Z0GDxcVV5JqtRyTv8lkIPjPGyCCA4bZkmlS1v2jlvzQCMxRoRzY/2IiGxKw4aW0rx5MC4h58QJS65QwTIG/WUAXfbGjZYkzzgzbpRv5vTpt9KPuhry8iydd7BsWcuJNfU7zpedJ1Z0HcdxHKeocdF1HMdxnCLiiRNdRvcRw5jpCP7xj3/845/P/yEQSTSy3Lk/njjRZcpBly5d7M033/SPf/zjH/88wKdEiRK2PhaJzLk/vHnZcRzHcYoIF13HcRzHKSJcdB3HcRyniHDRdRzHcZwiwkXXcRzHcYqIJ1Z0CZxPaEKCqhcUopAFAghuHw/HMe2oIMIxmZl3DUkYhUWMFiBwHKdwYFWn/PHJeWfZnh8WE8i/+ADvNnWCv5vOF8UTK7qs+Vn8rbfs/Zo1rXzZsmHtyPzwQvJ7tCQaK5iw8Pi9VtpgRZj4Bcfzw9qULLW211fseKJg6TeWF6T8sDpUtILMnWDZOlZh4oMIACs2xS9Kzrqmn3cBDIw+Vq6JFolgzWKMwccVhJUl8cq++25YtSkypFkpp1XLlmE7C4ZgDCOoLCBSuUIFa9qw4e17yqpIrN71bqlSn1h32XEKkydWdFlAmuWrWHOUZdpYd/VOsIQY65OyOHub1q3DGpnA+rUIN0t+RbBe7fy5c8NC94g4a46ynBrHsrRetA4mLzNCztqczpNDh7ZtrYIMvPdr1bLWLVqEMngnEAbK0ZrVq23c2LFh0XTEdc+uXWHZRUSDNXJZa/Zuwl0QlL8JSrfsO+9YrerVw3qplH+Wn7vXsnOPKh/t3BkW1+cdmzNzpi2PLVfHspQrli0L21nKDsOHJSH5n3ef5R4nS2CBJe5431kHmDWgWR7ScQqbJ1Z0EUIWBS9dosRdxY+1XCvLu2VdURYNxxJmjdQhemlbSICpEFkEGo+kV/fuoWItUaxYqMAQXBYzP3/+vNV7/32bGef9sm7q1i1bYt+cJwEW6L/GspH3gHV5x6q84X2ylu5rL78cjLaTH398u9WFcokos4Yw67ayNjJr9bKeKyIKmzdvDt/Zl6UPWaOVYxBWyjxldpN+GzF8eBDygUo7MgwfN1hnlrWMgbVluV7gvc2JtQYMGzo0XB9rD7M4P7AmNWsQA+J7/ty58D/3fdUdWr8c50F5YkUXT7VV8+ZWt3btEM4MWLu2ZbNm9r628WGRcSqnZk2aWP169WzihAmhCYtKDAsaqOAQUPZjIXWYOmXK7cW0Wege+D1+AXMWt3bRfbJo36aNVSxXzurUrGn9ZbwVtEQd5W5UbGH4RQsXBmOuR7dutkiG3Ihhw8J2DDjK1CiVo/Yy9Nq2ahXKKQLKou9QX4Yei/ZjANasVs3GjRljTRo1ut2MjMfLwu8YjYDQs3bznaA1qHqVKo9syD/ePd5LoBl5jK4VMI6j1gAMZloX6NZhoXngO4vVAwJ98sSJ8D/Ny8tk6DhOYfNEe7o0JWWq4sHyjwZUHT50yPbv2xc+eCU0P1HB0XxFhTRj2rTwl6YooClqurbhQUSiSjxSmpfxHrp16RK20VwYHQMTx48P53CeHDrK06UZ98zp00G8Chqsg7gOj4kr4kC5WrJ4sdWpUSM0L9NEOnvWLDshgaAc7dq1yxbMnx/2pekUIYW2rVvbDZVz+pBpToU2EmdENzk5OaS1Pq57ZK68OwzGO+WK5taf/vCHwTB92ND8fuH8+XAfIrhHuz76KPyPJ8t7ChN0f/JigxrHjxsXPFlir+MZA97+cHnAEO6f3megZWEti/s7TiHzxIouVnG1ypVtnjzSFvJu8WDvBB5Gk4YNw0tO/1rN6tXDYBg8igl6ifEkqPBopurXt294cfEmmsvrwJPp3bOnDR4wIPQLd+7YMWxDoDk3lSNWufNk0Kxx41DBI6p4sAU1Ncd7upRLxg4gNKEvuGXL0NeI6OKpDpdXu1WeKgYkZe/o0aOhPAPjDxB4PFnKYaqElrKJ0DSqX99qS8RpRmVAFdzN08VAoF+5IEOhKDl58qQVe+ON28IKH3/8cWgF4H7xXtLEDFzPsCFDbJqMCbYzaAqDm1ar8Xqf2b5UBg3gATPOg6Zp7sXx2CAzxylMnlzRlQdLsxKi2qlDB9uzZ0/sl79ApTZGlR9NVFRMk/Qy0v9z5fLl4PnSrBcGZ+glBrxbhJVtNE8hxHghXbQNbxlvF08E74RKsHvXrsGzcJ4MVq9cad06d7buXbqEJmME8U6EPl0Zc3jDlDtaX4CBeXRJnD1zJgzag10qh4wZYDT0Ie1HP3AknBh3jD+4IO8N4c2Sh8vAP9JlEFZPlX3KIPsjqPQXPw59ulwXA9LyN8/TT8sYC4Q36sdlFHi/3r3DWIuozxf4H68fbz9+RDhN8G1k2NCy4DhfBE+s6DrOowpeLS0wRTmQh3M9DqOXmUfLyGvGUTjO44iLruM8gjD4h3m4RQV9v4/DPF2at/FwH9epTY7jous4juM4RcQTLbqMeOzTs2cYTEE/WX6wphmoEg3KYHQkA6foIysIjmGAR0FRq+gnZjoR8yfxLhzH+Www6r9zhw7hHYqmA9FHy8BExmgMHDDg9iAoPGMGmDGLIH7kNX3XTCFiMFU8q1auDOMyGLPhOF8ET6zofqSXtGvnzmFEY5nSpW3WzJmxX/4CAsn8RkadAiM+mavIwAte5tTU1E/EYeZ/mr4GDRxos2fMCMfTP8d2xDgaAbpl8+YwVzMSc+fJgnLD536h3FCO4mEbn4j8v38WonjDEfFl+lHj0sWLQRQZCDaof/8wo4D7QB8vwWpm6z3u07t3mMYHK1assG5du4ZR4wQRSUlODqO3EWwGUTFfOhp4xmDKrhJu5tAzqOz0qVNhu+MUJk+s6DItYEdsNCNCiEDeCUYdE02KaQVM12C+IvtjIb9bsmSwrLG22UZEH6YUNZQ4MxVowbx5QdgPHjwYYr/u2b07lqoFsUd8nScH+kxHqPKvWrmylStTJoxiv1ffZJiTKyE5sH9/GFXL1BhAbHbGvDGmEDGf/PNAOEmCxLz3zjs2ecKEMLKZ812+dCm2x6MF9+uK8gy8d3irbENMIwjkQdAaxHjsmDGWGBudjPAy9Y9pVVFsdESc2QlAC1UUzYspWfEhXh2nsHhiRZcm5Sj4PPMm+UuTFNMOmBdJxUOFxDSgpvJ0iVBFTGXmNTLHl/l8BFPnRWXOJQJKMxYRbohqxYtPsI0O7doFzwGR/ig2eR88ItWTB1PGmKaGWFAmqPjjAzzkB9EgQAPRlhAahLGlBJJjEZtNGzcGD5eytn3r1lCeKYtMH+K3KNIUXjWiTOsO04qItETXCtsxCBEYphYxrYZpbpTlKIziowr3gLCOTMOK9/jJfxSRC0OYdzYybPr37WunT58O83Gjli2ameMjUkXe7dTJkz0ilfOF8MSKLvNj8R6Y81elQoUQl3b79u2hMmMeJR4q8yipnHhZh+pFnqYXkYqTfp/ly5aFdHhJZ0ydGl5iKjugsmMfKsQoIhVeb/yqQjSHefPykwXNosyvZV433hXicLfxAbS+MC8c7xbPk9WrMABpdcFoo/wglkyhQXAJdkEXCF0izANv3KBB8ADZj5VzWN2qnYSVNFjoID5CGkYn5Z5mZvKIUUnajyLksbfuBcEwcvI1q+/dsycIJiC6tExFrVi8w1HsZQLaAPefPmAg9nLU74vR7bGXnS+CJ1Z0eenwaLGS8VzvtLQf0ASIV5yclGSL5AXTLIygcjwvP01QzG/Es1io3wmvR2VKbGZeesQbj7hB3bq2ZtWqIMR4OlSmfH+cl1NzPht0RdAUjOeF4NHEzBJzBYEnimdLeSEABmWG1hECbNAkzGCfExJkBAJhxmDEk+N3ol2xP8dhWEbeH+MNMBQJgzhJZRsIwNGja9fbXh5NsBiad4vIRAAPuluIJ/0g/cmfFQwWrh0jmSA18XOLyQctSlGgG74zaJGgIqyny3vMu0hrFK0HjM3g/yhAzXIZ2LQY8F4THMONYueL4IkVXSoyBLGMPAACxVN55YfmYdbPrVunjm3dvDl4CAykopJiEEbJt98OIfdIC2uaZioqUj4d2rcPFR79SKzbycApKsXjqgAa1qsXjqWfl8hVzpMB4tdR5YLyQysKy/uxyk9BICZ4xzQtEzOY8oog4IH96he/CKJAjGBEJSqTtLbgEdM1QsQlPDsMSgYOAR4wS9oRNhKP8PDhw1alUqUgXoRXpNmWv4Pk/d3NC8cg4FxEy4pv3v2iwZP984svhveSdxGjBOMW+EvUuPhBaniuVXV9NM1jnHB9oWlf/7MaGMYw9w9436kLShUvHu5XJOaOU5g8saILCCUjGVkc/E5QmfAi8vKxb/g/tu/tY+NeTLbhEUf7Y2nzoaLkRWcbf/lOWlQO/mI/WdBdwZKSNatWvd3yURD8Nmv69NCKwmAgxhNQZjDyiM1M90gUu5spb3hn5yTOtMKwP2MM8Az37dt3O74wYxbwZFmhiBaedToegxBDkAUSKJchtjhNtyqrjxrcE96jNN0HWpX4P5473U/uGe9q/G/8z7Z4gQaun+3503WcwuKJFl3HedShiZdY3vHxgb9IMBoZRLXNB/k5zheCi67jPMLgbdJ/Gj8l5osELzpqbnUcp/B5okU3WsWFhatpVgKamxLyrV7yIBA/9+Pjxz/VjOU4TtFA0ztRrKL5uhEMoqJPOr4ZnYGNNNuzGpjjfBE8saLLS8Wat7Vr1rQXnnsuDCQBRpUy4KmwIIDBc888ExYId76c0C9P/yjPmBG1+cGgow/1Tr/lh8FADH6iz5KBSkeOHAnThRhti3BE/ZI3b9wIo43v1Id5vzC2gD7eaMk7xjAw8OjLNKKe948+awZTEW2K5nNgFHnd2rXDNCvm6UcQ5rVG1aphgNajsGC/8+XjiRVdggWwEDaBBRgRSZMalRsv4luvvx7mLOIFUwERUo6wc1R8TMNgHuPVq1fDZHpGii5euDCW6i3RZmoIo0QJRqCaLKyn27d37zD9iMEwgIXNPgg8aRCtirmSo0eMCGnQj4chwPmZpE9YOga34DlTGTAFJDqeeYdAGhxHHpnaxEATKmWmLxEti/NH64w6hQcjgJk+w7qtp2LTbuKhyZaoZvezRivliueEV0aZY9Ttbj1Xop+NGD78tldGQAtGHz/IYCemzDH6ngAu0ShkAmOw1vSXAa5ng4yhaO1h5h4zhx4jiKlFvG8YOWFN3Zs3Q2AN/gemcvGu+oAqp7B5YkU3Wd7JmnXrQkXJ1I0Dqjhv6mVs1759CJbB/L7z8kyQqClTptgzv/qVPf+HP9hMCe+J8+etTevW9h//8i/2ta9+1Z56+mnbKeEm4tT7sqrnap8GqsxGyGrmxe/do4f9+Mc/thZt29pWCTGi2bRRIxs6cqQ1Vzq//uUvQ/g5pmq889579v0f/SgEMaCCYD7lj3/2M/uXf/1X+8a//VtI65q8nHfKlbN2EnMEtpPyDGNVCb8hQ+InP/hBCMqRqgpjvPL+rf/8T/v6175mP/jud23KzE/HmHY+P4wOxjNCHAcPGBC+U7kjmBhyTPkh7GAIK6jy1lcGFgZYQaPWaQqdEJs/Szkh0MXmjRttvYQwCvuIMcWUFjxfYH8CPGCEMRWGqUl4arTkUD7wsBGTxg0bhuMoGzStRiElWciD8g4YnhiTd4MR/Bh9GHJRt8yjDoYPEazo6uEaMVgwbBBVrhfDm1HiK5cvD/sTqQsjp6gGsDlPDk+s6K5XJTgGy3f7ditTtqyNlxcpN8WWzZ8f5uNevHbNks+dMzt92o7KC/jdM8/YUHmhuRcvWvqxY1Zex/RUBbp67VrbvWCBJWjbAv2tU6dOaPpL3b/frp44YddUCTdUer+UEDYrVsyuKc1du3ZZnbp17bgqu7WqMGurYo1mOnbV9salStnxWIU4bsIEa6Dj9snyXiIPeL0qhjx5r/2130Z5TimqTEao0kiUh3Rt2zZ77623rJS8ombyvA5s2mS95bk3UJ44dpnSOKKKP9cHyhQatEQQdIF5rTQHI6ZM2UFkCchAqwdTUKjk8ZzwiGmZKKhZmFHDhBYFBlDhieKR0gy8JTaimPITP48U0SxVokQQD1pHaDql24QwkwS5OKTzIfQIMXNbyRPhIgGjkLxFASXOqnwyHeluzdYE4Pi1DM1f/fznwTN/1CGyFsY1UeEAwwZPl/eU54e4cg+ZfrVERi4wbYqoYSxg4jiFyRMruimy+nt8+9tWs1Ur66lK6ES9epb105/axxKoJh06WB15LsvknWZq255OnaxBu3bWXOK35Vvfsszf/tZ2jBljrfQid3rxRTuidLLffNPSZUH3lnh3lWd65hvfsLPaf6teZirANQiuto374Q9tr8R9rSqAFU89ZRe++U2bKpEl4F6OxPCgKrN9//iP1kee7FkJapqE8uxPfmI75eW2kDiPmj7dLsnLOCIve6v2PX3hgvWQh7P53XctU+cd+vWvW015OM2qV7fjxYvbVaU/XHlsqGtqS1OlPPYUGRAZ48bduhHOA7NDHmh8F8NJVdRr5ZkekCc6TwIM01SZ/+mPf7R1sRVtCgIxjKKj4ZX17NHD1suwoz9yt8oSMOd2pspBBIEzCOx/QyICiArTfmgyRawxBggMwRxhjANENgqDSL6jaFVAIA5E925imq5ySTp41o+6p8u85V7duwfDCM8WEeXvQl1/NGCS8I+M8WBAZTSfGU+X7iSfR+8UNk+s6Obs3m2ZEiqjOUmVTlqjRpap/1PkMciVsNwWLSxTFUvG1KmWWr682d69llO1qmXrRUyTSGc2baradodlvfee5ahSTJZHmUHUnyVLLLNiRcuW1Zyi9HN4iWVJZ8nbzV292tIksLZ1q2Up/bHyFPpJAPfpkyKPm/PkSIyz5J1kycPJkVebrP1zlX5a/fqWhzeu9JPLlLHcDRssTd52NoNAtJ3fs1autEz9Zrq2vDZtLKNPH8uSl0R+5MpYtrwc8p8jMUjSdWZ4NKwHIk+Ck6t7uFUCuyTWLJkhcctUOZiv7Z0kmOfkrZoEcZ4Mnlq6/xvp5ydYyrZtlqe/+SHEKOFEAREgdjACUFFlg8UKaCYdL4OJ/scIRHcq5TQ2Qp5oVzRvs14znm8UKjJEppL3hiDzP94d60kjOKy2A/yP6H5ZRts30Xv97O9+F5rXK+h9Wb70Vrxp+myb6x1mDd6JEyaEbYAhQfM7gUKisRKOU5g8saILmRKkRL2QN+VJZse8CIQrUZ5s4vPPW17Mc0gfP95uykNNRnxFnqzftM6d7aa8yLSOHcO2XHkGKTVq2A1ty1SFBzmqLJPkAd/80Y8sOzZCNFsve6JENvG552y59psvD+iGRDNZXnWSKoVAZqalde0a0kqN9deG9CXsnDMSyxxVwklvvRXyli3Rhmx5UlxT4rPPhmMgU54NeUiSgcDALsiWUHCOO1X8zn2i55RcvLgN+NOf7HXd2wU1awaDyF54wZboWXaRMZcgw+fqG2/Y5v/232yj/n+nVi1bpu8YYXkS0PwQopGmT2AwXHE9XwbytW/bNgzsIzQjzaEReGL0277+5z/b+0qbfmSE5WXyIIOvjrYR2pAxBISFrFGtWlgIgeZm9iccaXUZkyyGAIQuRXS/LNAPjhFDk31YrSk2gpzpggyipMWA/u0I+skJzYpRgoHjOIXNEy26kHPqlOXERjdG5Kjiy5X3cJucHMvZv9/y5DlE5MkTyJb3y9+IPIkcQmtxI4Rz5XXcM32RrZf9U+mzLT59VRQ5WN/x6avCyMkXmD6kHz/dITc35D833zJyeQRceIDRr450d9MmOyKDZssrr9jRH/wg3PskbVv67W/blpdessRXX7VM3fcUGT7XKla0fTLMTv7mN5arsnMn8GDxRBFTvE4G2LF4Af2SNOsSOjJasg/oe6WPFa+M0bgMsqKZGfHgOJqoEXL2YYoRHzxhQkHS9Mp+HBfNYWVfwkc6jvPF8MSLruM8MBs3WjZN/YNvLYb+kYRrgDzIKy++GLoLIrLlQWXGugsKArFlMBWieCeyv8ApLAyqYr5xtJC74ziFj4uu4ziO4xQRLrqO4ziOU0S46DqO4zhOEeGi6ziO4zhFhIuu4ziO4xQRLrqO4ziOU0S46DqO4zhOEeGi6ziO4zhFhIuu4ziO4xQRT7TospYmEYBYyLooYeHxuy2dlh/2L+o8Oo7jOIXPEym6iBjBzqtWqmRVKla0CuXK2dIlS2K/fvGwPmrZd9+1y7Hg6/fiwP79Ni+2yHjE6JEjby9qHsGycKwm80WzedOmcH7HcRzns/FEii6rilSuUCEsWp2QkBAWHGfZL1ZlYQHw48eO2eJFi26vSMIao2tXrw5xaS/HllRjkes12kZarNDCguNAMPpFH34Y1imNgsgTyxbRXLZ0qZ09ezYEtWcx8T69eoU0CGTP+qXRItqc+3ps8YOTSpfFz/fs3n3bOyZQ/bulS1uHdu1sxbJlIcg9xzdv0sRqVqsWlnNjNRogX6yjSh5Jg3OwrBnLvRFQn/MT5B6vf/v27eE3vgMrzqxds8aOHj1qmzZutK1btoT71a1zZytXpkxYq/XEiRNhX9Li2E0SZFZwiWBlHI7NcU/dcRznyRRdBKd58+Z26tSp8J11RRs3amS9eve28u+9F8SDpdFmymtMTEkJAv33f/3X9g9/+7dWTuJ8WQK3XGL3i5/+1F5/9VUrX7687VQax48ft1/85CchrSEffGBXtB+iU+/9961jhw5WRkI1YMAAS1GaDevVs5o1algleduIPnlhGbeqEuMKOt+A/v2DUO3cscPKyxNv0rjx7QW1EfyXX3op7Ms6odclcohztapVw1JtLMqP0OdIpCvKk39TeWTRcZYrq6i0v/4f/2H16tQJa4n+7je/CWuxjhkzxr721a/af/+v/9We0jXsU74PHDxoZZXnp378Y6uifE6dNs0uymCor+t567XXrFvXrrZN+UPgy77zjv31f/kv9g9///dWq1at28LL+rCsmpOVmRm+O47jPMk8kaLLMmfVJSK75PnBMnmClfX9pESzYYMGwZsbNHhwWOLs6KFD9qIEePiwYTZX3iIe7M2YF0oTcW2JV3ps+b1TSne6jmnTpo21atrUzkuMWK+TNOGGRPiExJVm5YYNGwYv8bQ+02fMCL93kge5Tp7lzRs3wkLlV+Vhw6b168NaqDdv3rTc2Hq4vSR4a+W1wq0tZlMnTLDhI0bEvt1a9m2D0ustY6KR8jBH+T8kIUXc//D739tvf/lLKytBv6l8vSfR7Ni+vS3QPrPklR+PrTTTt0+fcP1n4pYKxODo0qVL7JvZWuXvpeeftzHK84J582zF4sWWwLKBjuM4zid4IkWXQUnH5SU2+uY37dcvv2zP/elPNvWNNyzp17+2oX/4g1WSkJbQ90k/+pElyhMcV726Va5f39rIg9vxzDOWU6KEndu82SrKW60lsdkvjze3dm1bJUGuLQ+67L/9m834ylcsWeJ7RULZpHVrG6TjLmu/U/JCN0jsX3j2WVsqMTuncwyT8E1bssRqlixp877xDbv63HPWUUbAFpqlJZhbtG3u//k/Vl+e7OGLFy1P5z4jb3Tcd75jVeQtz1u61HLnzrVT3/qWdf/hD61stWo2evjwsEg9C/I3evpp++7Pf24T5e3myWNe/Hd/Z50qV7ZO8pI7yfNN1/Ws+/73rbWusU7LljZU3vzFX/zCMtq1s649etibytdYectXdM5cebv7ZThUUp4nKc2bv/qVpUj8P5A3S/4/kgeeovt5U/kBDJdeSiPy0h3HcZ5knkjRhRR5c9P/5m/sXQlJix/8wPZJAFP79rUkie2N/fvtWseOliiBSu/QwZIlUDfk8V6QUCdKyFIkaskSpDR5qVfkISbLK05++21LlKd5XV7fDXnAefL6Ul57zXL37bNkCc/lMmUstX9/u/HnP1uGjrsmTzGxUSNLUTrX9VuKtl2X2KdIoJIl8tck3pkSt6vvvWfpH3xgycWL2xV5sRm7dlly+fKWO3q0XVeer8mTTVT6yRLkbO13TUbEtb177Tr5bNLEUuS9XlN+0pUW3zMk4unvv2+p2p57/rwlStwz5MWn6zpujBpl1zZssIvFilmq0kp65RVL27LFbsoTv6w00iTaiW++GRbIv6l8XlN+03SfUnV/spXWBd2XxJ49LXP2bEvQ/chcudLS09MtRV4va7U6juM86Tyxogs58vSyX3zRMuQJ5kggIEvCmaJtyfJw886cYWVvS5fApMhjTJUgQ+7ly5baoIEl/exnll63btiWfeCApchrTJKnmSlxgqzly4OIJ2pbzrJlYVvm+PGWJE8wRV51roQwbJNQJel8Ka+/Hs6Xd+2apUvwE2QQpMq7hlyJfpoEMuF737M0CSfkrF5tqRK3BBkNmfKyIWvyZEuVt5n0y19azscfh22ZffpYijztJAl+Xk6O5V2/bmkS4ER53qk1a4Z9cuVVp0k8k+V5Z8r4gKxVqyxF6SdpW/aiRWFbhjzaROWf9POOHw/b0sg/90dGhqWlhW2ZMgRSmjY1qW747jiO4zzhoovAZUlsg2BFo2u1LXPuXMuSxxeRl5RkGVOmWI484Ijcc+eCAPE3IkceZobEJi8xMbZFwiVPNPPDDy0vK+vWBtKfN8+y5BFH5MkTDOnLK44I6U+aFLzKCH7PmDbN8mKjoiFr7dpPpz9/vmXF+nshLyUlpJ+t/EXg5Yb0MSxicH2fSl/pZC5Y8On0dd6IkP7UqZa9Z09si9B+uadPS319AJXjOE7Eky26juM4jlOEuOg6juM4ThHhous4juM4RcQTJ7qpqanWvXt3K1GihH8e0mdGbF6y4zjOk8YTJ7rM0T1w4ICtW7fOPw/pQ3ASx3GcJxFvXnYcx3GcIsJF13Ecx3GKCBddx3EcxykiXHQdx3Ecp4hw0XUcx3GcIsJF13Ecx3GKCBddx3EcxykiXHQdx3Ecp4hw0XUcx3GcIsJF13Ecx3GKCBddx3EcxykiXHQdx3Ecp4hw0XUcx3GcIsJF13Ecx3GKCBddx3EcxykiXHQdx3Ecp4hw0XUcx3GcIsJF13Ecx3GKCBddx3EcxykiXHQdx3Ecp4hw0XUcx3GcIsJF13Ecx3GKCBddx3EcxykiXHQdx3Ecp4hw0XUcx3GcIsJF13Ecx3GKCBddx3nEyMjIsLGjR1u9OnVs7Zo1sa33Zvu2bXbzxo3Yt/vj6tWr1qhBA+vds6ddu3YtbDt29GhI63EmLy/PcnJyYt/uTtg3O9tyc3NjW26Rq+NJg98dp7Bw0XWcRwwq+qNHjtj7tWtbsyZNYlvvzjWJ55TJk+16TDizJSJnzpyxC+fPW3p6ehDjS5cuBZFNSEgI+3GeqVOm2OKFC234sGH24fz54dh9e/fauLFjg/jfD4h1ampq7FvRwTk7tGtnDerWDdcZceLjj4MhUaViRdu4fv1dRfPDDz+0SuXLW0V9xsjQYd+UlBTr1qWLlX3nHasrw2fbY26AOI8WLrqO8why8+ZNmzB+vPXq0eO+BG3F8uW2dMmS8D8e20KJSdVKlaxMqVLWv29fmzBunL3x6qtWoWzZIOSIFWKZlpYWjtmxffvt4zMzM23e3Ll2+NCh8P1uIHC/+vnPrUG9ekUuvHtlHIyVcdC5Y8dgpAAGxtgxY2zjhg3hPvTo3t2Sk5PDb3di8qRJ4VrZNyfm6Z47d8769uljx48dC9vze8CO8yC46DrOI8imjRvt4IEDdvLECVuyeHFsa8HMnjXLtm7ZEv4/feqUDRs61K7Iq90vYeL4QxLQvr1729AhQ4JXO3P6dNu7Z0/YP1GeL/sfOXw4fAeECOG6F6Tx1X/6Jyv+1lu3m6eLEgR18MCBoUkc8M4XyeDo2rmzDRk0yIYMHmxZWVnhtzuBQNOiMLB/f9v10Udh2+XLl61p48bWrnVrG6ffr1+/HrY7TmHgous4jyBT5IFVrlAhNJ1279YttrVg5syefVt09+zebRMnTAj/R+zatcvmz5tnSyXAeMWI7hF5h9kSpAESHEQ7vhkW0UX470WWvOJFCxfeFvCi5saNG0EwI9HlGj7ascP69OwZBJXroqm9IE6fPm3Tp0610SNHWusWLezsmTPBs92yebONGTXKBg8YYIP0cZzCwkXXcR4xqPg7degQhBOh7N61q52Qx3s3EN3NmzaF/69cuWIfyKPlO94bwkFzMx7htClTQpPqaAnKBnmyfXr1so7t2wdveN3atbeFl/NG6T3K0BQ+7IMPbvfpIsLxBgf/R83eiC992lGTOtealJQU/oeBuk+HDh4M3jKDqIB96d91nMLCRddxHjHwRN97553wd/369WGgD/27dwPPbMH8+WEULjD6uE7Nmtaofv0gvJMmTgwDi6bJq8NzGz50qE2SIHVo29ZqVKsWflu8aFE4loFWeIhn5AU+ypw/d87mytioXrWqjRoxIjSP09w8a+bMcJ30UXOt0YAwvpcqXtz279sXvjOQjN9pQp43Z441b9zYrly+HNLpJEOE+4mhMrBfv7C/4xQGLrqO8yUgXR4Zo5cvX7oU2/L52bZ1q40fO/aRH0D0kYwJBlEhkDQNRwPBMBZaNmtmbVq1suVLl4Zt0Ktnz+DVxzejM1K5i9JoJsGNmucBL7+hDJbePXp85mlYjnM3XHQd50sC/ZOFMYKY5mmmG32ZoJm4VfPmtlUGheM8TFx0Hcf50kN/7sULF2LfHOfh4aLrOA8ZpvgsW7rU1q9bZ6tXrbJzZ8/GfnHuxb49e8IUoePHj4fviCtzjmlW5sO0q3jor77X/GP6ddesXm3Lly0LEcGYQuQ4hYWLruM8ZJia07BePSv+5puhL3KnROPzwtSgu02RKQiCShCR6uTJk+E7o4AZyZt5lzmuD5uPdu60xvXrW+MGDaxju3Z2SnknMlexN96wtq1aWbs2bUJkqvjIWt06dw7b7gaBREIarVuHUJxEqnKcwsJF13EeARh1zGjiDIkfMH0HMSEkI6N0GRTEiNy7xRNmruxECUb8Pvc7GIqR0m9L9DesXx++4xESSCM+vOKjRrg3sfwxYpmBVEwhioJ8ENWLUduR6DKKu33btjZi+PDwvSAYiHX1ypXw/8oVK+5rvrLj3C8uuo7zCEAsZKa90LQJCAfeL94bc0mJsMQUlviRt/khGMTHcc2sLJpQsVy5MCWIYBvdu3QJoSEZwdtV/1erXNkSJEw0ZzOflQARB/bvD8cDU4hWSXQKAjE7q2NPnToVPgzAehgjnvHKPxg8+FNNycxdpskeEOPp06YF7xjj5X4holVy3Fxex3lQXHQd5xEgv+jC3DlzgugSA3jG9On3bDYm4AVxg4G+4RHDhgUhpH+SqE0bJEB4zERgIuAD81O3b90aPD9iMRPneeL48beFfeeOHSGYRkHeNQLPVJsaVauGubJ4xjRTFyVMkSJ4CAZJPHkSf+4H9w8I9tFa1z5DwtuSyFP30W+OmI/UM4lvnnacB8VF13EeAfDEaBpOiUVLgmvXr9sHgwbZ/IULbf19hFlEIKLmVgQ7fo4qXLh40T5csCAMDpo/d25owmZuKmEcme9KgIxe3bvfFt1NmzaFZttHdb7uMRkjGAsILkZL/Ohkmojx9G/E4ibTFN25Uydr07JlWPRh9+7dYTvXRhPyyuXLP9WKwLUTdMRxChMXXcd5mEgodlepYvUaNbI3S5SwjvIcT8lrzJL4wcjJk61L9eqWVLOmpXbubHaXgU00p0b9j3iAXSQy9d9/P0SlGi9B79O7t9WsVi14gAR+YPUhmpyBMJPl33svHBOJD/2hDyum8v3AoKhfPvVUMBhYQSkKjgGMBl+m7/kNhpHy6ku9/XZoZgaa14sXKxYWR8gPLQCMLHecwsRF13EeInnyTM88+6ytl8f20bZttlmCcLVSJUv4/e/t2owZtnjWLFv79NOWJcFMqVEjCG+evOI7wcAhmoejVXXoq0WE+Rw+fDj0E9Nni0fI/3iD0UIBxCSmOZkRy4juBe1DhKvExMTw+6MIA8xY3AFvlChaSXF5pWk4irEcD/2+XCdrCwPXW07GBqOe88PqQrRAOE5h4qLrOA+Z3BUrLPuNNyynXDnLKlOGSPx2c+FCW/qtb9nkr3zFTpQsaUl4nxKVJO2TOWdO7MhPQ/9j/mbSzwOjqe+2JN6XhS2bNtnsmTNj3xzni8dF13EeBWjGbdnSTN5uRPaSJZbesKHlxrxRyDlxwrJ37Yp9cxznccNF13EeIoxInjFjhjWR4Dbv1s1m5BuFe78cPHjwc68KhEfLyOloEXemyGxcvz40OT8OFDTQ604e/2cZFFYYLQaOkx8XXcd5iCACTAlq0axZmNbD/4AQXrx4MSxicO3atXtOFyIUIn2VEfRnMl2GIBc0OfOXgA/0U9JPG79yztEjR+yVF14I04yAc9OfSzjFe8G+9J9m3SN/XwRcR4c2baxMqVJhPm00tYcwjyxrWLlCBfv444/DtlkybIq/9VaY3lSnVq0wcrsgWEuXEc0sqciIZ58y5BQmLrqO8wjAfNjNcdNTmMbzTsmSoeKvXaNGEN6CYGAUwS0YWASsKcso3bLvvBOOnSnBYU7um6+9FoJlNG/aNIRNTJQQIzBMuWnVooVt3LAhHA/M7WUA1r08Q/L91I9/HNIvahidTOhKYiNzvStXrgxzilnUngFjDJbq369f2LZk0aIQ7OOSDJl58+aFKVUFwfxjDKD9SoN9P5RB4ziFhYuu4zwCEO8XoYtgVC4e2yoJCfNF7wZzUFnkPhppy2heRJDmUYRm90cf2YEDB6xPr14hctOwoUNt5vTpQZjwctesWWMLFyy4Hb0J2J8pQwj43UCc/vav/sq6yiN8mOCZs2wfnjcDo1gHd4Sukyhb8SOQie7FvY7CPN4J5vAynxkQ7gG6RscpLFx0HecRYLIELop7HLF7164QJSrxHmEIEV083Uhc8FDnzZ0b/o9ASIjKtHTx4hBnGSFH1Il0Va1KFXunRAnr3bPn7abUkydOhLCSNB3fjbNnzoRzPcz1d5mfi/jT3Mw9wGPHwBgzalRoMYhvmqfJ/l6xl3fs2BHuC5w5ezZEvHKcwsJF13EeJhKENAlB7759beqUKXYDgb12zQ5u2mT16tW71RSqz9lt2ywvFl0pP3isBL+IQjAyIAqP9sTHHwevj6bUzUpv0IABIQTkVHmFeIBso9kakaIPlGPwFAGRxhsujEXxvyjIK2EdCY5BRCrAM8UAieC+xF8DfbmRFxuBN0+QjAhaGZbGonkxmOyDIUPC/45TGLjoOs5DJE/CuOW737VKZctatQYNbEKTJpbx+uu289//3RqUKWOVGza0bs8+a1d/9ztLLlbMcuKmD0XgjSLYiCzQhzl39uwwwKhzhw5BVCaNHx/6hxFcvEIiMLGqESAsDerWtZ7du98WqOXyhgk48ShDbOkX//hHWyCjhLxvkPGQkpJi48eOtRXLloU+3+HaJ/LeuS9cN9G3Irje92vVsh7yZqPRynj53Bua5mmKju9rd5wHxUXXcR4ieRLE1KZNLat1azN5rCkS38z58y1VIpgtz1M1vqWVLm058r4yJk2yJP6PBfGPhybW+xltfD+kSYjoI2Zt3kcZxJZYysRfZuEFoksBo7ibyXhp3aKFrY9rskd0161b94nmZiJvlS5RIni38SxeuNAa1KtnfXv1im1xnMLBRddxHjK5p09bSsWKdvNb37KU2ALreVeuWGqdOnbzm9+09LjmzfQ+fSw71t8YD+LBdKDCgOlGhId8lJuWC4u1q1eHxe4Zxe04RYGLruM8CkjosjZu/ES/be6lS5a1ZYvlxS2Xl5eVZenajtf2eWAKEHN2o6ZUBh7Fj+590qAv+F6DxRynMHHRdZyHCOvnstTeaXmq90NCcrItWLjwcy9EQF8vKw9FiwPQrBqN1H0coamYaVXbt237RLMxTc3Lly0Lc3gjWGs4/8IIBYG3T9M0I8o/SxQrx7kXLrqO8xDZJk/2zy+8EII3MO3mXs2crCHLoKkIhIaBQ4xK3ibhYfQuwTCm6Tujkhm9HE3nYXQzgTE6degQViQCptAwwvdx9HZZK5epQW1btrR6derYksWLgwePIdG0cePQz9sjtkQii/kzyvmt11+3TXFBQO4EgssULowT+oxJ13EKCxddx3mIEBVq5rRptm/PnhCicPCAAbFfPg2CwnQXPDvAA2MeKuvKduvSxWrVqBGW7Ktds6a9W6qU1ape3brqtymTJoX9mZ9L9ClGL0dTZOi3JUTioUOHwvfPA/mKmquLEkJZMu8YVq9eHdYJzpLxwMhjBkwBQTNYE5gR2izrR+SqzRtvrTlcEBg2A/v1i30z69+nTwiq4TiFgYuu4zxE6FMcN3p0CD1IaMbVMUG9E4gsHm00SpmpMANi4oDo0VTNNpqQEWOCWxA4g8hSTKXp27t3aHJFoAkdGTswjAKOhPyzQNMrcYyrVqoUDIaD+/fHfilaCF5BnGWuFTAixsn7J3BH29atw32IYGGHe3m658+ft34SWkZB75FgV9P1RTGcHedBcdF1nIcInu40eWP8Zd5p/EIE+SlIdKO+zJMnT4YmV+aoEtKRwBr79u2z2bNmhZWD2rdpE+bqEn0qmg6EWH9e0aUZluZsmqiJaZwZmw9b1GC4zJ87N3j0NJPTdN6zWzerWrFimDqEtwtcK57uvUSX/egjrlu7tlWvUsXatmp1ew604zwoLrqO8xAh1CPzRBFJRJcFBApqqmU7MZJZAQcQYfobO7ZvH8JFEm+YwA80Kw8eODD0YdLU2qh+fbsWW6aPUJAlihWzj3buDN+j5uXDhw+H748TCGHk3bLYA/23ePvx4OVzjyMIdhH/HWh+ptmd1oD8XJZRQUCNe8Wgdpz7xUXXcR4iCAchGffLIz196lRY9KAg0YXjx4/f9tyAqUPTp02zoUOGhH5avrPYAYOoGBW9dcsWW/jhh7dFlyZhhIh5uMD8XgZSReEfHyfw7FkdCaOCiFo0neP1s+BDk4YNrbm8XEJbAssc0r/NSkvl3n033COuGcOFYxtr/0h0MUSI28z2hkqb1gLHKSxcdB3nMYI5tixn93mnDOWHPst7rWL0KMM0IOIpY7RE0F/NNgwPmu2B+0WTMR8GUjGoCsFlSlHlihVve/6AGBPPmsAZ+b1ix3lQXHQd5zECLzjy0AoD0vq8gTa+DDBoiiUA79a64DiFiYuu4zxEEDyalBlVyyd+Td3PAgOlaKrO/pzNxAT3p5k76rsk6D+DpBzHKVxcdB3nIYLoMoiqYrlyoR+SZtHPA02mq1et+syii6dLsA0WDZg8YcJt0SW4Rv71fR3HeXBcdB3nEYARxNtjU4GOHzsW5p2yyDzUr1s3/F4QNDXPmT37dr8k3xnlzPSg1q1a2bKlS8MqRFWUZpNGjcJ83S6dOoWBVwweYhBWtEJPBKOCF334YZgWdDcYvFSqePGwKs8XCaEbWaaQKFN3yxPNxOS9wnvvhfnKUdM5wS0YzR2Oj1vIgUFkzDWmrxc4fj/Hly1rc2bNeqKb3p0vBhddx3kEYCpL1LSMt8lC7Js2bbo1WnnSJNt6l7VtWYge8Yjmkh44cCAI6dEjR0KTMYvYE3yDUb6M4GW5uunTpweRZmBW7Ro1rOw774SQitEIXpqrOfZ2EI0CYJrS//f/+/+FuaxfFAghC+oTjWuFDAjCXBYEKy0xxQfhZdrUyVOnwnbiSzMAjahcUazpEKFqxIgwBWvE8OFh3jMDrjieaUQs+h+/9q7jFAYuuo7zCDBx/PgwxSeCYPsEZ6gob3W2PLaMu8RGJq4wosuUI2DU7ry5c8P/EQgyTcaIDiKD97tjx47QtE00KabJsMB9FKcZCKvIVJu7wehePND40b+FDQEvMEKOHj0aRiMjpgXBaGYCYABRqRjVjGhz/BEZIXjMiCkg3ni4eL4YGBgmiDYCDEwr8tHLTmHjous4jwAIBH2yEQslihUqVLCWzZvb+Fjs5IJAdDk+EkiiTTEoKyM9PTRRI8BnTp8Ows6AKZqaaX5GcE5JqGluZn4rzbGM5gWacEkDEXvYILrMLSY+9FVdK4FACoL8R6JL+Mc1uqc0t7OAwcGDB8N85Z6xRRBosmceM1493i2eL9GsItEdO3p0MFIcpzBx0XWch4lEb+tzz1mx4sXtnUqVbKIEJbNyZdvy9NPWrFYtm6VKf2qLFpZWsqQlV69uebGFCuJBMPHadn30UfhOMyki866OYREEAvgTJvGNV18NgtS1U6cQJpH4wkAISKJi0c8bBfYneAYinPIIRGJCdPHSMSoQyCjgBXCt8dGiEF0MEMD7ZwEI4HhGZNN8PiR2PM3u3DOMEwT2tAwTPN2xcccjxI5TmLjoOs5DJE+e17V33rGznTvbJXli58uXt/RevSzxzTftxqhRlimhuF66tGVOn25pHTta8vvvW94d4jPTNL1+7drbA38YlYwAISKA2OAR04xMvyXiGgXYoPmVMIrxK+kQMIP0HhU2bdwYmr8Ja8ngrQiMB5YqjOCaiE/NPqymRExoiD9+Wex4vHi+I9L0qXPPuE8cT/xqjidil+MUJi66jvOQyd2509LeeMNSn3nGUiW6YZsEOK1qVUv82c8svW3bsE2qYCn161uGRCE/NLuyjmxhrYtLE3U0MOtRgL5mRh+zolAExgKDwPL3X7NSE2vhRsv+Acd34fguXcJxEcS7bt2yZYhAFcGAtgb5jnecwsJF13EeAfKOH7ds+hLjhC5HwpcuUciND+JPU+rZs7EvTzaMrG7coEFYZchxHhdcdB3nIZKakhKaRPG9rssDuypRTU9Pv/XjHbh8/bol3mPubARebxQuknNE04GAfmCWEeQv21mej+Zl9qefNDruUYamcvLtOI8TLrqO8xBh+k6Z0qVD9CcGNr31+uu2e/fu2K+fBCGk2bRurVqfGDx0J4hMxTJ+zOEF+iejBe+BqTf16tQJ52Ta0Gsvv2xDP/ggjFqmWZWVeh4XiOLFgvMYEBE0ja/Svb0QG43NfGSuib7vDbpeluy7G/SNb9u6Nay9W1hN9o4DLrqO8xDBA61ds2boW8TDHDVypJ07ezbMo12yaFGYthONSgYG/zDl5cZdFruHrRIY0ogEY+fOnTZj2rQwGnf82LFhRDNTZqpWqhRGBLOeLIONALHh+91ggBGjmx/mOrzcA4yGVs2bhznNXC9iiQHTtFGjsFxfuzZtggfPOsXvvfNOmIJVpWLFsHRfQWCQDNfzaFivnrVo0iSMBHecwsJF13EeIniizBFFdIkgNXnSpOCFNW3cOIgEc2h79uhhZ2P9uIxIJnLUvUSXKUSIZ8RHEm6myEwcN86qV60aRJcwjwPl/eLpMnd3c8y7ZboQgnw3b5ooWf/wt39rdeUtxw9MKkq4B4ti4SejRSOCh7ply+0Qmizwz6htQmtGfb87tm+/q1GB6NICgcHCPWjbunXsF8d5cFx0HechcvXq1SAWTFkhcAVNvMC0lSWx0bM0n0YjdPF070d0Edj4JuK9e/cGr69ls2ahLxSILTx+zBibrb9EX9oWiz/MSGi+s0h8QeBVPvOrX1m/vn1jWx4ePbp1C2viMno7gib6qpUrh3sVD9ceAmXcx/xb5jSXK1MmRPhynMLCRddxHiLXExNtwKhRwbulCbS9PDOYJg8ODxS2SAznxUJE0hw9ZOBAy7iHd5lfdI9IrMtLQJjXGjFLoo6gfywvsOb779vuWBjJ+xFdPEqabZnb+rAhvzR1Mw83yg9eKsEuEN2oXxfwemk6vh/vnDnOGBe0Qni/rlNYuOg6zkOCav/k1q02+PXXbc6HH9osCWW7Vq0sa8YMm12litXUZ8DQoTagUyc707WrndH2gRLct995x+YNGWIJPXtabpywxvOJ5uXjx21248bWV150mbJlbezgwZYlUR2l9NvK+90qr7BrnTq2v25dKfwWOyaBnjlz5j0Haz1siDAVza9FWHvpfpw9cybElKZ/HIg0tVD3NoLVlCaMHx/7dgtWFaKZOhrdTRM+feDASPKoX9hxCgMXXcd5SCC6VyVyB7/3PVsuQbyQkGAfNW1qKRLh09/4hs2T2A6TOK4tVsxy33zTDn3rWzZBgjm6f3+b/4Mf2LUSJSyleHHLusO6t3i5YSAVX1atso1Kb5u85cVLltjcZ5+15BdesB1f/apNHzHCjkt0z5QrZzcl5nkS5Y29e9uCuKhPjyqsAMQgKgZMNZDBwPUStpLmcpbrYxk/AmpEKyXhnY+RCHNcRJY8WAZMsQJTvOgShOP92rWteZMmt1clcpzCwEXXcR4yuZMmWU7JkpZNIH+J3jF5qONfecU2PPOM5bZvb3k1a1rO1auWRdOwBNEkJtalC3OILHPxYkuUKOfkG0VMMytThq7Q9ythydWxOZUrm0lM8mrUsFyll0t/pz6ZEqhMeXOkl7tihe364Q9tz+zZsZQebVjIgUFP8asBMXUIo4PIVPSZRzDlCkGNhzCRjGZmylE8HIeIxzfRO05h4KLrOA8bCWTGyJGWIA80c/z44J0mJCbadQZMaVtWtORfWpqlyLNLfOMNy4kP0SjvNTtuWlFBINoJzz9vWbF1ey093VJbtLBEedY5x47d2ibyGMBVwFzhLxuI8LAPPnhoI7CdJw8XXcd5ABjYxPQa+hKBQPksF5cfPCcG+kRzYQuLq9eu2fFTpyxHXtwyiS9rzgL9sXhqfGd5u3ETJtiFOK+vIJCe85cv2/V7jI52HOfz4aLrOA8Aosuo4BFDh4bF0F+SJ8nI4fyENW/HjAmDcuIjJz0INJcyzYhgEPRXMp90amztXfo2iV7VqWPHMB2pcoUKdur06fDb3cDj27Bhg62KW9v3ywZ9t6y1SwCNZk2ahEXxo8hdp2XAEECDhREu3SNqleN8Hlx0HecBmT5tWqio+UtQC+bXtm7RwupJ9Fo0bXp7JC0w/aSg2MpDhwwJ4Rpp8mRg0I7YvNmCYBoLc0kJ3QgsTD9z+vQg7P379g3RmrpKPFj8fcG8eZaZlWXdOne29m3bBkEmfQYM1de5yr77rm2NjXZmDite+f1Mk7l86bI1b9JMXnXRD7wi6hb3Kcp3/u8FQbzmzp06hTV2CQpCAA2CZwBTqli4HgOJ53m3ONiO83lw0XWcBwDPkEXgG9avHwI0dOzQwXbt3Bk8SwSQebATJ0wI+1KBI6zxIhzP5k2bwnzTK5cvBzH9+B5L65EOC7pH4jhHxw4eNCiM2CW6FcLBerFEvCIEJHn9SHkj0hV5Irwk4RB79+wZIjoxf5U0mX7DsfeKTwzMJf7JD39sPbp1t7zcou0XZbGI/jIsoiAiBL6I/14QtBBE83nT9EzwemkpoAUCMY5gji/TkhynMHHRdZwHACFbKdHFW0K8uslzJBrSIAkdwSVYyQcBBQSNQTsFeZD0y86fPz9Ej5o3Z47lSgjuBunFizie22uvvBLCO8K4ceNs4cKF1kVCgucKl69csbFjx4b/Ybm8uvXr14dRvMxfRbiSEhNDk/S9RB+I2zx0yNAwN/ZhgFGBZxqR//u9IFxkNG8X4R08YIANHzo0GC5EoyICmOMUJi66jvMA4NstWLTIPpTQEUBhoMR2p0S3nSrtXfpLvN+Ro0eHfYkiFTzTmJeFpI6SlxVNS2ExvYVLlthoCd6dBmPl57anGxPdGbNmhUXdaRaFkRLXdfKeabLu0K5d2HZeojsqTnSXSKBWS3TPyLsdr/OmKS2mGY3TPvmn1zyKILKr4/qf83+/GxhMEyW48Yv1Y0QQUAMDpkf37mFKkuMUJi66jvMgnDplC37wA2sjT3e2BLPWm2/arl/9ypZ+73tW8733rJG275WXmV2ypC34/e/tjTfesNbyhk+NHBkCVLT493+3KbG4ynJB7ehPfmKTJJzpDLaSKGRMnGjZcXNQ44lEN0i4vOnev/ylDZdY/Pmtt2xalSp2TPn6UN7a8g0brHffvpY4cKCd+fnPrbH269C7t12QJ77h5Zftwh//aOPatrVXlceDEvtTXbrYAnnQKTExf1TJSE8PzclE36LJmBaE6DtNxTdv3rxtkNwJvPqB8mwJkBHBwDj6yBllTvdA+n2uXew494uLruM8AHnyHG+8846dZ07tiRN2WWJ3sGZNW/h3f2d7JGTntm2z1KpVLb1nT7vwm9/Y+WXL7Kw80htly1pap052TcKbfu6cZU2aZCdLl7ZVf/iD7dV+earsM+fMuTWHtoB+RZpDWft295Ejlqd0L7zyiiXJu74we7ade/tty5andpl5uRcvWqK8t6RatSylaVM799prdvHQIUuSN57UvLmlVatmF+rUsYtnzliq8rn+Rz+yVQsWxM7y6MKAr2qVK4eoVHioTI/ie5uWLUNzOX3Zs2fODB7tnWA1JaZVxY8m76vnWEHPprnuE7GbHaewcdF1nAckb/t2S5M4Jj/zjJkE95C837GNG9u+Z5+1hKeesnSJL+QsX24Z8n5T5W1mxqb2ZI0fbynyfpOfftp2SBh79OhhW+VxXpNoJkqQbwfGKACatLfH+lOz+ve35OeeszSllRPrwyXYRkj/F7+w7Nh+2fJyUyXQiRJ4uXaWe+2apTdqFPKWIk99vzzvQ3HBMh5XiLnMIDeME8d5VHDRdZzCQN5o+sCBlhcfjnHPHksfMsRy5XVFZMuzymFR9KjZkyZkCXBG/Nxe/ZbBgKvPGv9YaWVKaLInTPhL+jS7Tp0qBbq17myA9IcPt6y1a2MbtNvZs5bWr999RbZ6XKCvPCEhIfbNcR4NXHQd5wFgGlDP7t2tjwQXLt64YRXLlfvEAvLxLFm/3qrLC14bW7avsGBh9hPysGlI7SePeUGcyO4/fdpqNW1qJ06eDIviV61e3Q4UMEjqsjznuy3w/qhBvzajreObkPmfUeP3A/23ly9f/lTAEpYL9Dm6zheBi67jPABU8CwLV6JYMTt/7lwY2FStSpUwXYgpN3vl7SLA0cLxCMSUyZPDajcFgQCwZN3mjRtt396996z8GfzDSjjR+rfMU2UEM1GWCOTPtJiqFSuGqUss9E7gDOaf7t+3L/SLMkJ3n/7nvASOGDVy5H2tk4sXeUSe/cPyJrkvnTp0CEFIuAdAvletWGGl3n47zEm+G+zbs0cPK1O6tE2dMuX2NXPP6NcdoPvkwusUNi66jvOAIKply5QJlTVBMggruEdiSxCKKhUqWN3atcNI2KhSJ2BG/jVd42FRedbVLVOqVEiDxdTvBuKCaER9l9u2bQvxlidPnGi15NUSJnL82LFhvi5BM+bNnRsCcbz28stW/r33rEG9emF5vMOxpnGiVxE4414QXetbX/96GHz0MMCoIMhHCOMYiytNiMe1a9aE+dD3inONwYEhQlxsjJTjx48Hz3fY0KEhlvboUaPCc3ScwsRF13EeEKIydevSxfr17h3WXyX8InRo2zZ4ulnyIInNHM0HZXDP3USXub2ICIEv8HbvRYhkFdcnvGvXLuvauXPwaBEUptYQ8AEhImoV83Hxapm/SxjEkSNGhDxFIoVoIcz3gvS+8W//Zr1YkvAhkZKaaqPlmdMcHM+iWEzqu0FrwihdO1ONSCPqA+Z+ANHBokAjjlNYuOg6zgOySqI7ZdasEEpxvbzYDyRGMFSe0o1Y3+LEyZNtX2zqz8YNG0LwhXhoxoxvylwpT3WIPLjcuL7KgkB0EdOIg4cO2TO/+lUI/QiJEtiREhWaqnvLMPhAXi/DrGbMmGEH5O0tkvAuQHRj84EJzMFc13vBtdFEHV3jwwBvF+HML7r0S99LdBFb+uMJ2VmtUqXQDI/oEg4T5uiZMuXIcQoTF13HeQAycnNt0ejRNqx1a7uWlGQrJbzNGzWyNAlru8qVbagEeP7ixTZu8GC7IXE7+dFH1q9fP2vZrp2d3bnTchhwJbFt1qyZNdInT97wxWXLrBJ9igMG2JgxYyzr8uWwlm5B4KHNRBwYvSxhRYA7duwYomLtl6d2dcWKkKel+jtTvw2tXdsuylAgTvTCpUvtg0GDbJXEZ4vEmAZqvN/7jer0sEE4aUbPH1qT0JzxC9sDIR3vFGEK4eae0T9NQI0oVvZsiW5hL8XoOC66jvMA3MzKst1t2tiH//IvtvfIEZukirrf00/btR/+0Pb9+MfWQb+1kJhue+cdy/zZz2zmf/6ntejc2ZpVqWKLf/ADS/rWt8L0oKkS5vGtWllKqVJ27B//0Xq98kqIZtVd4ptUo4blnT0bO+OnOXXqlE2dPt0SL12ymy+8YOMksAvWrLHRTZrY6v/4D/v4n/7JurFd3t/1efPshPK2W+fooXQXyBsc/ac/2fU//tHOyjs+I/GZrn0Y0fuoQx7pk6VfeqAMmQsXLoTtLHf4fq1aIcBFFGKTJnZGldO0HkFAjVkyVugOIPQjyyEyGppmZZr2aaInyIbjFCYuuo7zoKiyzm7Y0DKJb4zHWaeObZ461aZ89at2XMJpqsCzGje2LHlemRUrmjE/VgKbw3aJXlLp0mYSyRz9liFhzJoyxax+fTMCVMgrTevRw/LuEuCBEdQIzd4DByxPx2eXKWMmbzlPwp6n7Vk0ZTdogPtnyW+/bXnko1s3M3m3NmeO5UiM8hCsTZvs6C9+YTNjwTwedcIiDRJRmpeHy3CJFieYL6MBMWagV9TEjBfLKlBnzpwJ34GR5MReZsT5sbhgIAw2Q4g5tqBoVo7zeXHRdZxCIEcVdbLE68b3vmc58nbPSYgPSUhPvvyy3fzpT/8SDWr37hBpKkHeZW6sHzJTwnhTYpdcoUL4DukSjZvymFMk5nn5mk7vBH2RyUxLkjin9+9vN3/yE0tG4GOkS5jIW2qHDuF7nvZNbd3abnznOyE4R0SqROzGXQZ5Pa7Q3464RmsPO87DwkXXcQoJ4iUTfSovl/WCYqSk3BbXiNyrVy3v5s3Yt1uE42JzeQNKgyhReVFkqc9ISE/nvg3pERAjNm0J8tLTLRcPN7839yUMm0jzcrQEouM8TFx0HcdxHKeIcNF1HMdxnCLCRdcpcpiWQTAJ5kcyCIa/hPMjmtCdIFjE9KlT7zqilukd75Yq9dBCEhYWBK1gyso7JUuGZfviIQgHfZP3Yu/u3SGqlOM4jx4uuk6RQ7hCpmo0adgwxL5FLAnYf+jQoRBKcdOGDbfjCDP/ku8ElIgXZdY6RYTYnzCJjEp967XXQmzhbVu23J7qcfbs2ZA2xzOlhNB/RIliKsl2bY8WP2dtVQI98Jf8EYOYUIgEniCoBGJ45cqVcOxWHUvoRcI6sh9BFcgP5yZIA0YFvxMekjSiuMscz7xPfuPDfsnJyWE+KSNlSYfzcD1Es2I92Aiuj7VfyR8kyrggv5yDYBZ8B+I/r1y+PFxnBNdDbGW2kYc7gbFCPhjlC+d03wgLyf15UOhLPX7sWMgvI4M9nrHzJOOi6zwUNkp8iCv8w+9+11ZIJKB716727O9/b7Vr1LAqFSuGKSCJSUnWtHFje7d06duCgxgwD7NhvXpW8u23QwQhpnZULFs2BPbnt60So2yJzWuvvBJEHc96hwSav0//7GfWoG5dq16lSlgogIhKpUuUsL/+//4/+/EPfmA7JYgbJOi//81vQuziMu++a8uVRwT05T/9yWpUrWoldN4PFywIeSdgPqEDq1SqZIMllAjzc7/7nVWSB1/uvfdCXF/CMbZt3TrEOS725pv2+9/+Nghcj27d7Lk//MG6dO4c5odG8ZnDlBd9IjjP66++GlYJAkJK4g1zbWV0H4l/jGCvXbvWSml721atwn4YFIMGDLB//Pu/t//5d39nb8owYV5vfog7/I6uo0a1auE7ATKYcsM9zA/nWb1yZfidD/chf3CKeFjxp6zu4V//l/9iP/jOd8KCBI7zpOKi6zwUVkvUKlaubF06dgyiei0x0bbLU2wbm9IyTUK19+DB8H+CvMGWzZrZgdj3yTNmWGMdA5ckZocIVC+PrGTx4vatb3wjhFwEFmsjnGGP7t2tG4vDSzRPyoN7V6KESOyR51deQrlN21s1b27jxo2zKhLZaXPmhCXyEOYkealbJcILY2vbtmjSxI7LCz9y4oTN0H54jh3atbNd8uKI7jTwgw9CkIV28lT3SVTPXLpkcyRKLHJQp06dkMbo8eOtmc4Ha+WBDxwyxLr07BmuOfICh0jMho0aFf6PmD1/vvWRgEb07tvXFkvAbsgwGTtmjF29di1sXyfPt1VMdK9o2ysS6/YS9SlTpthU3ZsTcXNV4zkmb711+/Z2/vx5W6l0U+NGOseDYUDT94B+/cKHUIl3E939+/eHmNTjlEcMFubGOs6TiouuU+Scl8BukQfY5Ze/tBkSs7YShIF//rOdeuop6/zTn9qeY8dszrx5NvPll+2KvMBub71lL7zxhlXXMbvlYZ7QtubynMpLxDrWrGnn5TlukFdaSmlMlDDV1e8n5EmeadTIOkjUf/PHP1rxv/5r2/uf/2mH5U2/pLSaSsSH6/x7v/1t2yWBq6F9WzVoYLN+/GM79swzNlbi/yelO0b7Z8gj3i0Pd5pE4xUJdh/mv8qrniNv9oJEtb+O7ywPnbTGSeCmzp1rz2v/OToP+R+kvH4kL32IvNQNuqb18vaGSnRpdJ4oD3WFvrf/ylesl4Sa+b0jlY/NX/+6jfrud62rzn9J25Zp/53Kf5cf/cg6SqAX676N0vk/1v26rHvVRGK5QUJ5vnZt26r0Kui3mhK6szIojuq+bNH96ajv7ZSHfTJEsuUdbypWLISaxDjJI+yjrm2o8ltewrh0/XrLkhGRVQheKc3mNeVBN5OhVELPkhaGO3nbjvMk4KLrFDlZOTmWror/wmuv2Y09eyxJlfsZCUC6hOOSBDJF3ug1eX+XKlSw5Hr17KTE6+KRI3a8Vi27LnFMl+hdlmie2LXLjsq7TdRxl3XcpREjzC5etIsSj0SJ5vVnn7XTEqdzs2bZdYmkSayW/+M/Wn152Mfl+ZJ+njxCgkhck+d6WMKQIGFK0/ez9evbJZ3zbPnylilP+YbE8uLw4XZR5zwr4WfbJQl7przzJAnTaQl0us555YUX7Lo879MS0yvyopOVzlnlP/vGDbvWurUt/vWvbc33vme7y5SxlIQEO1OunKV06mSpEqOUSZMsS17oKdLq1s2uSPzPLlkS4jhfKFHC0mVAXJAonpdXfUUe9XWJV6bE+KbSuihRvy7RTlT+E5XmWYnvqb17LVH3z/r3t2svvWTHdf2nt22zKzICSP+i8n9e6RP/+ZrS+EifhTJO2srDT9FzSZEBkXUfA7fuB5rwT0toL164EFoH7uYZO86XGRdd56GRJRFIef55S/rFL0IUp7Bt1ChLlkglPf205UlcCNyQJW8vXQKQJuEj8D+BHzIaNrQ0CS0CDLkSvwx5aIlKKzPWRJ21cKFlSEhSSX/69LBtu7zjVf/8z3ZO3qDRXK300xA9eYNpL74YglnkyXtNl7inKW+piLUg/VSJXKpEM4PQjiJbgpVUqpQl/exnlhNbNShL3nCqDAj2y5VAAwKd8sordlUi11Hp9mvRwq5Wr27JMgrSovR1rakyBhKU14w2bcK2HBkMafLuE37yE8uKRY3KHjfO0mVoJP3855a789Yi7Wm6P2m6P8nPPceIKMu7etUymzYN+U8mxKTI3b/fMnTOVHm8aTo/5CxfHtJPeeopuyAPeODYsTZPaW/44Q/ttK6JZ+E4TuHious8PLKzLXP2bEuXUBHNKSAvOIOl57Q9ipRE9Kb0QYNCnOKIHHmmaX37Wnasnxey5cWlDRhguRLNiMwPP7T00aM/Ee0pTwKZxfqzsZG5eRKqkP66deE75Jw8eSv9uFHAt9OPjYyGTAl7usTpdvQn8j9+vGVgRETpJyZamtLPJuZyjLzTp2+lLzGMyN6+/Vb6scD9QIjI9JEj/5K+0gzpE+M5Lv30wYMta82a8B1yo/QxXGIQijKkT2SqGFmLF4cQkfGrGOVNm2aZEyfeNd6z4zifDxddx3EcxykiXHQdx3Ecp4hw0XUcx3GcIsJF13GcT0HgDgKJtGvTJgTwiI9w9Xkh2EmfXr2sY/v2IYCI4zyJuOg6jvMpFsyfbxPGjw+xsYkQRmjKO3Ht2jWrW7t2mIfL/FuiXxW08Pv2rVtt2pQp1rtnzxBZKzExMfaL4zw5uOg6jvMpsrOyQmSqgf36hZjSxIi+E4SEZP7tqZMnQ7zsy3Ejx/PDohTElH5fIt2udesCF7hwnC8zLrqO43wKVir65VNPWdNGjULzMuE0H5QhgweHsJE9u3e30sWLF0qTteM8brjoOo7zKVhZiUUXhn3wgY0eOdLOnD4d++Xzc0AiO3zo0JDm0CFD7OSJE7FfHOfJwUXXcRzHcYoIF13Hcb5UENeZZRhZTvF+YK3hs/lWXqK/mbWK8fgdpzBx0XWcJwhEZPKkSWFR/C8jLI3IyOsXnnvOxo0dG9taMIyofuv1161927ZhsX9IS0sLSyCyDCFrNtMs7jiFhYuu4zxB7Ni+3erVqXNfgvQ4gmDu3rXLZkybZjNii1wUBFObmC+8fNkyGzZ0qGVmZITtx44dC9/hyuXLNqB///C/4xQGLrqO8xixbOnSIJrMh71582Zs6yfJkLc3ZOBA69yxo9WvW9e6d+liSUlJsV9vCe/4e4ju3NmzrXHDhmFJPubrklZCQkLs10efJYsX29QpU2Lf7s6B/fttyKBBt0U3NTXVJo4bZ+XKlLEG8nRXrVwZtjtOYeCi6ziPCbm5ucErQ0xatWhhW7dsif3ySdhvwbx5VqFsWTt48KB9uGCBzYzz+tasXm0TJCp3A2FGiNLlOS5dssRGjxp1u/k1Hs515vQZeZe7w+fQoUMFBscoShZ++OF9iy6ecbzoXrp0yZYsWhTu3f59+8L1O05h4aLrOI8J2RK9wfJg27ZubSWLFQviWRDr1q612Sz/J3ZJVGbF/oe1a9YE7/VezJs7144fPx7SKWjKEMExFi5caN27drNu+owYNuKO4lzUrF61KuQ/nsuXL9tiien5c+diW25x/NgxGzVyZOyb2XYZHIg2ZOn6xo4eHf53nMLARddxHhPSJWb9BgwI//fv188WL18e/ofNGzfaaIlDWmyN3bUbNljfXr0M+dspb22WvN2Iddp3bGxR/IhN27bZ8LFjLVUiE7Fz714bPXGiDXuMFrPPkLdKfzVNw6VLlLBePXqEfllgANmbr79uJz7+OHyHD+fPD2Eui2l721at7OiRI3b92rUwl7hZkybWWtvmsLaz4xQSLrqO85iQ0qKF9XrvPatar569/fbbNvnll+3miy9a3p49NmLyZHv7lVfsfN26llepkq2XWNZu2dJaVatmq3/6U7ug4/KSk637kCFWX8ds/ta3bE+FCpYcW9x/Vdu2Nvn/+X8sLc4Dzp0wwbb/x3/YjkGDYlskatOnW/bu3bFvjx543niqeLq0BPAhhCVN3rQQjBg+PLbnLYiKtXLFitAysHzpUrty5UrY/rE8fLxd0qFf23EKCxddx3lMSO/fP4jn8a1b7aw83isSzZT69S1FIpt66ZJdlMgmyzvLrlrV5v3mNyGi1N4337SENm0svVgxy5g2zc599JEdf+01S+vUyS4/84xl6nu2vNwkpZHdubMlv/qq5V2/blkzZ9r2P/zBRvzP/2mXixdn8qtlLlxoifo959ixWI4eHxgcRb8t8aEd52Hious4jwl5Eo50iWy6PNxUiWrujh1he6oENEVimPanP5klJFj2xYu286WXbOpXvmIX5P0C3mlmjRpmElyTuIZtS5ZYUunSdlOecGZsNHP6yJGWJIFOfvppGyJRbynv+qw86zSJcsLzz1umvEHHcT4/LrqO8ziRkmI548ZZ9qxZDB0Om/IktGnyfLPip7ZIeO2DD8wOHYptMNs8ZIi1+R//w9bL443I+vBDSx86NDQ9B5Rm5vjxlhM38Mr0W5q87My4fmHHcT4fLrqO8xiRKVG8npNjabHvd4IwiBl5eUZv7Y20tDCtB85eu2b95NEORIzvAhN+WOn2xs2bd11+LysrK0SAepTgWom6VeG992zRwoWxrQXDICsGUo0YNuz2VCf+MjCtWuXK1rxJkxBww3EKCxddx3lMQAzmz5sXgmN079pVzqy82TuwV6JDUAwWla9UrlyYoxsJys4dO0Jf791Yv3atvfSnP1nl8uWtSYMGt0U7Hua0EiLxzy+9ZNfuM8ZxUcCgqXlz5li7Nm1s0sSJsa13hnvCvGeWGuzdq1cwVoAQmSxDePTwYduyebON8SlDTiHious4jwmIHxGpxowaZXVr17YN69fHfvkkzJNt3bJlCA5x4/p1+0ACEsVa5ph7iS4Rmgi8MX/u3DCl5k6ie/PGDXtZwvwv//t/2+5HcDQzAS3uJzgGwksADO5RFBwDY4blDJmfO27MGJs+dWrY7jiFgYuu4zwmZEkg+vTpE+aQVq5QwVbLI70TNEFPHD8+xBCGmbNn29bYoKvNmzZ9IhBEQdBE261bN0uJCdGdIDzitPuM+lTUfJaIVHtkNMRHpKLJHIOjY/v2Idzmpo0bw3bHKQxcdB3nMSFNXmuf3r1DX2r7Dh1s3qxZlpeUZOkSi25dutgYQjvq/xxt69ixYwj/eEUe6VgJyoWTJ8Oc3AXaNkBCkk3c5lggjLFjx4bm6nSCSEjYiWBVt149+2j7dlsxY8btZtfHiRXLl9tsBpvFgVebpnvA/Yvn8KFDoU83Ys+ePbY4rj94woQJsf8c58Fx0XWcx4SU6tVtaOnSVrlBA6tarpzN+c1vLPEnP7FEeXQt5ZUObNvWUrVP2rPP2qRmzaxi48bW7K23bPt//qflvPuuDZFQl6xa1ZrpuCPf+pZlSVhhyKhR1vXHP7akp56y7H79bOGaNfbmq6/alKefthM6Nr1Xr9sC/ahD0zoi2rtnT+vQrl1YVzcaCLVq1SorW6bMJ9bIPSVjhFaBRrqnmzZsCItIEJVqkoSWVoFly5aF/x2nsHDRdZzHhEx5nckSz/SdOy29Tx9LkbAy3Ye5tnknTlhao0aWPnCgJbZoYRO/9jX7cORIu/nee5YlUU6pUsWS5eFm6tikd96x9KlTw3zcTIlK1vz5lioxzpg8+VbwC4lWWt++lqz08nbssBT9lioPO+8x8HhpGh46ZIg1rF/fGunTvk0buxQbcNZX94yFIohaFTFT9xTBbdKwYVhViQhVwGCsWjJgWjZv/kj2WTuPLy66jvO4IC8uvXt3S5IHmqhP7tGjYTMBLfieRCAM7ZN89artlBCv+8pX7HrFimGf3HPnLLVWLUv49rctA89V5OzaZUnFi9vN73zHsmMB/jMXLbKkP/7REuX15h48GLYhwil16z6WkagiEGNiKa9fty62xXEeDi66jvM4kZtrWevXW3ZsYFQgK8uyli+3nCNHYhsE82dXrbK8S5diG3To6dMhohT9wBE5e/da1po1n2g+zt640bK3b499u0XetWt/CaDxGEI/7scff/wJL9dxHgYuuo7jOI5TRLjoOo7jOE4R4aLrOI7jOEWEi67jOI7jFBEuuo7jOI5TRLjoOo7jOE4R4aLrOI7jOEWEi67jOI7jFBEuuo7jOI5TRLjoOo7jOE4R4aL7JeL0qVN2NrZYueM4jvPo8ViLbkZGRlhouv7774cVQmbNmGEzp08PK4ewxFdycrKlpqaG/6OYq9FfYrEuXbzYJowbF35PSUmxq1evWr8+fezQwYMhQHq29uGTS7xb/WU/ticmJv4lnczM8J01R1mvMzovbNmyJax4wjbyCklJSeFckKM02Jc0+YTtSmPcmDHhOqJ0Zs+caRPGjw95SNbxXFNEks5N2uSneZMmYRkyjl+9alX4nbyRNtzpeMdxHKfoeKxFF0F5+803rVOHDjZtyhTbv2+fdWdd0X79bKyE57nf/94qV6hgSxYtCuLH+piROPfp1csaSKy7dOwYhOrFP/7RBg0YYBXKlg1CPmTgwHBc21atbO/evWHb/LlzrUypUvb6K6/YAJ0DkW7auHFYAoxlxFjHc/jQoVa6RAlbrGOXLlli5d57L+SPtFi7k/RrVasW8jpyxAh79eWXrXaNGlanVi0r+fbbtnvXrpCnp596yt4rXdrWrl59a23Qtm3DQuPsX7FcubDf2rVrrUrFimH1lCUyIF554QUrr/OxVNn0qVNtw7p1IS+N9f36tWshnVdefNEqKg/btm2L3UXHcRynqHisRTdZnuEbZcpYlUqVrGWzZrZ582brPWyYDZL32qdvX2vXurX11t/Rs2bZYG3r2qWLvf3GG1aufHnr0L+/de7d23r16GE9u3e3phJX/Mq3Spa0n/3wh7Zp40bbvHu3vStB3CnRxZseNXKkla9Z0xZu2GDNW7SwSfI+G0jQDl+8aNX1d+vWrUEw31GeWkvUZy9dar/42c+sxFtvWZq85TbyohcuX24zpk2zThLxthLRjhL6ljp3L+Whl0RxjAyC1spTb+VtwZw51qlTJ+vxwQfWQd9bNG9ug7V/GwnwWP22RKLbStsQ2q179lht1lGVh8waohNlSLwvMd5y+LD10j0gr507d7a+uj+tlP6I0aNv3UTHcRynyHi8m5flaU56/nk7sH9/bIvZ4nfesT1Vq1oXiVF/eZ0TJFjz5PFukFiWLl7cWknEyj37rH34q1/ZdO3XDbEbNMj6SLjSdUwzeYLF5B1OkOd8TNuX/e53tklCWLNuXZsyaZKNfOYZ2ydPtZW+j5CwNdL/qRLz0Upz986d1kGC9r6874W//KWtlCHwkjzT9+UN75HoLf/Nb+ywPND58kpbS3Rn6djtr79uHSpXtjFKG1GfXayYjZZQT9P/KyTubeRBr5Vor9Y+TSTsE2VAjJLnvFD5WtW0qbVs2dLKValimySmq5S3tfLAW0qURylvYyX+V3X8QJ2f9PF0F8tLnvbTn9p87e84juMULY+16OYmJNjWb3/bukuAqsgTXVmxou3+9a/t2Ne/bh3lrQ6RN7dZnuuOp56ymxLBihKzBfIyZ3/ve3ZSYn30Bz+wXhKoD+X1Lvv+9y1V4rZD+0yYPdsmKK2z8ooP/ud/2milV7J6dVsjkVyn/a7/4hc2RmK6Sd7lLAndkn//d9v03/+7XVu1yiaMGGHzdO79Tz9tB5W39o0a2dbJk22ZzpkuQV2vbdUk2Ct03j069pjSG/y//peNnjvXdjRsaFt0/hPf/a51/8lP7PVSpWzla6/ZXon17v/9v631K6/YJF3T+uees70yGnZ87WvWSILbRZ7+If12+Oc/tz06bxsZAVNr17Yzyv/sr3zFVug8h2WgrNB+23SvtnHtStcuXIjdScdxHKcoeKxFl4FLCUuW2PEf/9h2/ulPdkbCmnb6tCWuXGkXJFiX5PXelJBmSJyzZ860s9p2Q8KXJNHLTk219N697UKFCnZdIpQqj9jS0y1V3ul1CdZVCV366tWWdOyYnZfHeOLdd+26POa0kyctd9s2u1a2rJ0vXdp2SRyHDR9uw156yW5K1BLkJV/S33SdM1XpX5R4J0sQkyTsOTrnVRkHR3VcojzjlGXLQn6vlC9vl+R1J/3xj5au9FlA/LTyuf+FFyxZ6aVev2435Slf0PVclmd8Q157ZlKSZQ4YYIfkVZ+WAKfLK0/Rfgnyas/LK74o8c3Qfbhx5Igla/8UCfpNiXW6vqenpFiyPOTUNm3CAuiO4zhO0fBYi+5tNm+2LAlNljzKiLw1ayztvfcsW8IZkTtpkqVKBPMkPAEJTma3bpZav77ZjRu3tl27Zun16llG9+46IPfWtqNHLVPpZ0r4brN2raVIBBfIk60tQZsxa5aljxlj6dqP/QPZ2ZaldFIk8rfT198sHZPeufNf0pewpylfGWPH3voO69dbpgyC7BUrYhvMcqZMsTRtyz106NYGpZ8rYc9o0MDylO+AhDdT+cmQt8vvkKf0k8uVswzl7zbKR+bSpZbnI5kdx3GKjC+H6DqO4zjOY4CLruM4juMUES66juM4jlNEuOg6juM4ThHhous4juM4RYSLruM4juMUES66juM4jlNEuOg6juM4ThHhous4juM4RYSLruM4juMUES66juM4jlNEuOg6juM4ThHhous4juM4RYSLruM4juMUES66juM4jlNEuOg6juM4ThHhous4juM4RYSLruM4juMUES66juM4jlNEuOg6juM4ThHhous4juM4RYSLruM4juMUES66juM4jlNEuOg6juM4ThHhous4juM4RYSLruM4juMUES66juM4jlNEuOg6juM4ThHhous4juM4RcSXQnSzsrIsOTnZMjMzw/+PA3l5eZabmxv7VjAZGRmWmpoa9o/gOtl2P8c/KOnp6ZadnR379vngmUTXkZKSYjk5ObFfbl3f531m3Ac+BcH9If9FcZ8+D9m67pDHtLRP5JH7Tb6B6+P/u13n54HyxL2Pf7bR/QKeUZryxT53gn0ftFw4zpPIYy+6Jz7+2EoXL261qle3N1591ebMnh375dHmwvnz1rN791DxFgQV46SJE+3Vl16yWTNmxLaaLfzwQ3vjz3+2D4YM+YSAfRH06dXL6tSsaVcuX45t+eyQ39dfeSWkU6Fs2fA3qsyXL1tmW7dsCf9/VtavW2fr1q6Nffs0l5Xn8mXKWL/evWNbHh3mz5tngwcOtLNnz1ql8uWtd8+esV/M9u7ebc//4Q+2fOlSGzVypL30/PM2cvjw2K+FA+LatlUrq1mtWmyL2bWrV0NeenbrZhs3bAhlrP7778d+/SSUh5bNmtnBAwdiWxzHuR8ee9HdsX27lXv3XVu5fLm1bd3ably/HipxPvxGpX7p0qWw7/59+2z+3Lk2ZdIkO3HiRNi2bs2aULlt3rTJkpKSbNvWrbZo4UJbsmiRLdbfj3butO1sk3AsXbzY5un4w4cOhWMPHTxoy5YssdWrVlmKPO3LOs9SfZ87Z074pMqrgzNnztgCVbIzp0+37du2BQ9h5rRpoVIb/sEHYRucUwW8auVKW6xzX7lyJWzDCxw5bJgN6Ns3fAeEeuL48datS5eQFvuS39OnToW87961K2xbo3yR3xk613mJPCQmJtpcGSZs53p2ad87cVL3Z8rkydZDFfC7JUuG+0r6K3SfuV83btwI+/E/92iPhALDIMp3PFdVmdeoWtXGjx1ry7Q/Qk6lzzOaNXPm7WeBAPE7926ePsePHw/Ph3vHvT1z+nS4N6eUj0N6BlOnTLHDhw+HYyES4aNHjtj0qVPt4sWLNn7MGGvRtKnt3LEjlAWEhXvFM+T+UEYSbt4M/1M2Zs+adTs/CQkJQRy5Xxyzb+/eUEbWrF4drpvzYDysVR4/XLDAZuj5xuenIBCsKhUr2soVK4LHOE3X0bhBg3A/KHM806YNG9orMrZIu0mjRiGfd4L7zj6IH8dSljZv3BjKK+WNslAQa3UdVSpUCGlQHrg3HPPrX/wi3AsMgWEy7CjT3Hc+/H/hwoVgEA7Vb61btPiEl+44zt157EX3qsRgtLyBZo0bh8p6mwRgqESqkiqTSRMmWJnSpW2eKsRMVWTFXn/dypQqZf0kYAdVYQIexd/9t/9m3/yP/7A9+/dbjx49wrY/q8Ir9tZbVl0edJfOnYO38eIf/2gv/OlP1kAV5HZVgi/r/7/77//d/uF//A/r2LFjqNjf1jEN6te39957z6ZLhKiUG2n/Pz33nA1SJbVKlTtNhSOGDrUXdXwreRtLVYFfVEVWsVw5+4e//3v7q//6X4PHEXmXk1UpDxo8OPwfMVti0DvmwSHqJd5+28aOG2cdO3SwapUrB4GsUqWKlVc61SV43SWeNyUuffr0saYSobp16thvnn46VLb5ofWA+9mhXbvgzZSVUYOwvvfOO/YPf/M39vd//ddWTx5QkgR80IABIZ03X3vN2uhaEMb8JMkgaaz0nvvd76yz7lPEhxKJksWL26gRI8L3/RLCN994I3hXlfX8uKdv6PuPvv9966i8tG7Z0p579lnbJ4HZJnEpqWtGwCMQ2p/84Af2FmnoGZyWiCM+v//tb612rVo2QcbWed3nd0qUsL46bqieAc/p6rVrVl33rKyur5mul/uDcdJdRk1XfXjev9Q1ztTzZNs//8//aX/3t39rv3vmmVAOEHXO2VNpVpPneK/WB8S1SqVKt+/VchlazyotntvoUaPCtu7du4f7gCdKnrg3d4Ky8+rLLwehbNqkiS3Wd8rrn1980bp06hSe/xW9I3di10cfhTJcltaA/v3tosrbauWFvDXXNVH2x6lMlShWzF5+4QV7Qe/AK6+8YkNUjoHyzj2jGdpxnPvj8RZdWdtX5MF1l1DiIU2SOPXu2tWOyQNtqQr6sIS1twR2vqz3TFUMK1WhtGnTxurWrWvLJDab5BG0aN7cFqhiLl+2rG2WIC6TN9SwXj1rJa95gEStnSqf2RLzlvrbSMLRT+LVRMcjXqVUec/Sb8sl6hvlZV2T99e2bVvbqoo4WV4DHvU1VegbN2+2gRKnxqr4MRDgnCr/FkovQ5U7bJKn/edXX7UZOmaVvImF8iquK70MGQsTJUoDdb40eYe5uuZMVeozJ0607rrWyOMcLgGZKSMDL42m9nR5wyNkfHDtOTpmmrzdj/bssRoSs9PyILfIe6+qSj411ocnd+XWX7FC96CGKnu87OPHjgWRwtsuJmGZrPMumD8/eD30z16VZ/vbX/4ynOtO0BN9XZV5CwnC6NGjg9GBUXQ95nkjfAMHDrRMnStPz6iDjIb1GzZYsv6nq4B7i8f3zK9+Zc9ImBrr3vPcAW8focuh0o8J3fMybigPynz4juH1Q4l2sTfftIsyRACRHzZ8eMh7wxo1jCsfMmiQTdS9z5WRNE1Cc+To0WBkXNH9Pbpvn9WSAXNKIllOIt1JorZa14+gnzt3zmbKWx8g0Qpp69rI+93AgMHTPXXyZPi+VMbHN7/xjXB/j+n55eqZtFP5nSfDqrOE8w3lfb8ELrrubD2rHJ6X9kPgMVBq1qwZWltguTxoDBSYLUPkiPIfkanjSF/udChz3Nff/uY3ti3WTD9e195NZXyh8vS8fuP+0aLSQum10rvSUe8BBhw52apyXUH3I+oHdhzn3jzeoivB2qMKv7gs8KrybKqr0lrzve/ZNXmqXVRJlpJw1Pr9723bv/2bnZOX202C+5K8o/Jf+5rt/ed/tjOqcGvKm6jbsKH1+9nP7KS83VE6tkLt2lZVIjxFXtO+//2/rZU8tHeVVh2Jz7JvfctWyRvdLjHrIxFpo/TO/PrXdkHpL9S2khKyvvo/R57BvKeesm27d1tviUo3pbX4K1+xhfK0ISs11dbIQ9n79a/bMHmSByRCUyTMO5TWaeVlsPJ0RMI9TAbApn/9V1v41a9aJ3k8pxISbK48r73aNvrf/92aqCI8LVE70r69HfyXf7EhP/+5va2KcOQHH9giXfsJVeanJU4d+vWzBWPG2AVdw3Hlpbq89rdU8V/bu9eyJRi5Eo8IKlFE9J2SJYP3VVzeO820Q+Rt4301kPDR7HxdHhRNk2/Jy60kL53m6PxNjfTcXpfIDdc9r6xnVFnHN1Mln6DPvB//2Moor2/r+icqjRs//al11jV10304LMNpibywq9qnm55vN527D60Cer439DwG6768JS+uhkR2x3e+Y9n6/4BEoJS8+ja6ttO6xot6ZlX16SvPbIP236k8fNyihW2U8fGOPOxJus8H9HwX6Lc6uo81db3XlM4e5WGXxGrVrl3WqnRp26VzrlHZuCQhXqNjO8oIuKpyt1X5Wykjoi5CpLSu69kt0v2fLsPkbtBCUFtlb7oMvxw990UqA7S+9FQ+a6rcHJbXukT5aiAx3S4Dqbee2Zkf/chylMePJdS1VDb26nln6/le1N/aMt4wEObruq/rfg3Ve1BMz2O/jMqTOvaKvHTT/USSO8uLPaq8p2h7Rz2PunonNuv5b/pf/8v2yeirqvemuJ7JEhlu5777XVut/UqpnNByNFbXtk95nSzj55gMGIybXvrED/JzHOfuPNaimyevJEWVaIIqoZRDh+yGKrIMVVxpqtiT27Wz5AMH7GaZMpYp6z1RFWrC2LGWJi8qRRVStirGFIljmjy+GxKUJFXOmRKHG6p4MuTdJcmbSZW3myVP6oYqoYyPP7ZEiXGGKv90VdLpVHrySq5KRNMkvomqnJJ1njR5DzdUUWfo/4Q//9kylH6iRC9B4mX6m1KsmOXouHSlm64KLxXxkujkyItKk5imSByT6tSx66rIs1ThXtNvmcp3sirVBHnJmfJ4SD9TaSUqr0nysNMl9mnydLJGjbJrr7xiGfLwE+SdpMo7yZS3noA3orRSlf41ecerVOlOVyXeTtd3XpVsps5ldxgdy2hjBJg+xkhMaUqMtlPZ8sHb4ntBI2xz9GySlecEeZJJ69dbIs9E+b8uoyN1zRpLlhd+XWKXoeu7yT1T/lOU72R5xxny8FP0W97Zs5aufGZKIFL0vG/oWtIOH7YbMo5SdVyy0kzV88uUEXCdZ6J7lighT1m92rLpXmDwlu4P6efq/idILCg32TKIbqhsZOj+3JQxkabzpjZqZCk6V7YE7pjuZ3cJ2Yz/8T8sV/k3XUuU/g3yL9FNmTXLEpWPbD2LFOX5po7Pi3mdBUHf6ziVwVSJbpqed0bPnpanMnBNZTNN15Oqa06Q952rMpyitDPlcabJwFuqMtND4ppOWVe5S1AZyJIxkKD7dJNyqfJzU9fD805SPtJUztJkrGVKsDfLM18uAyLcL50nUcZNttLPVNkkfdJKWbrUkuVhJ+j8JiMqSfcwDcHWfU/V/ZJ7bOl6V06p7NDlQb+54zj3z2Pfp5tLpSVLPEleJdY75MlDTFPllyRhSaOiEDmqoFO1X6IqnUx5gZClCjnlzTct8Yc/tGz9H7bJw0lWpZYkTywv5v1lyAtJwjuQxwd58vBS5V1wHEIJOar4UuQNhPRj/a9UwsnyOhLldWWvXBm2ZSr9hGeftQR5H7lnztzapvQT5N0kywiAvJs3Q0V5U8el0pwqcmUIpMpLuSmvLkNCATkSMPJ0k3MuWxa2ZUmAk+UZkt/cWJ8hFTHf0yX4l1VJTh8+3LZLfA7Ja0+UmHO/vmiylyyxFHlxSbqmDOUHcuSZpkpIwv3R75AlASP/CfKqcmXoANeb+KtfWZLyTDNynjzFNBkUST/5iaXWqhX2ydG+KTIguP8INWRJIFLk0SZwfyS8kIlAcn90//MkTJAhceN5J0tgQ7O0BDNNonJZ9/qwtnVRfjdPmWJZehY3v/1ty4j1pWdv2WJJ5P/737fs+fPDNtO95Jlx7vslF1EjnyqvqfIwwzZ5kmn6n+ed3r172Mb5Tsi7Pf3Vr94+X+acOZb84ouWxP2K9ftmDB1qSb/9rSXpfssasryUFEtv29YO/tM/2XUZYJCj9FMl3InyZtNkoIVt27dbigwKricrNgsgUwKcLM+e9ys31kydu3+/pcpQsFgXgeM4989jL7qASFH5IHwRuRKXTFUcubGRy5Cjyo3Kl0ooIluVY9aKFZYX6xOELAlAdmxEMeTJs8ukKTA2+ApC+qrA+RuBR5epyjDey8mWsHwqfXkT2fKAI26nHzfylXyH/Menr9/vmP7y5frnL3MmsyTAn0hf3inpZ8cq5UBCguXpnkXCXBTk4FWpEs9LSoptUbaVT/Ib9cEC15Ol64rIw4vWcTy/iNwrV27dn7iKP0eGCdeJKEfwHO+Yfpwo0mLCfSV/EbkST8qUxZWfbJWvT6UvoeJ5xqdPeeT4z0LuhQu3ypM8+ohcGQXhfHpWEXm7dlku5SmuVSFLBl3Wxo2xb9pHv4XrkThG5F67Zrnc+7huBIyakL7yG5G9Y0co//EtHyH9DRti326Re/nyJ+6D4zj3x5dCdB3HcRznccBF13Ecx3GKCBddx3EcxykiHmvRXbx4sRUrVszefPNN//jHP4/Yh/nwBGRxHOcvPNaiS8jBHTt2hKhA/vGPfx6tz/79++1xWYDEcYoKb152HMdxnCLCRddxHMdxiggXXcdxHMcpIlx0HcdxHKeIcNF1HMdxnCLCRddxHMdxiggXXcdxHMcpIlx0HcdxHKeIcNF1HMdxnCLCRddxHMdxiggXXcdxHMcpIlx0HcdxHKeIcNF1HMdxnCLCRddxHMdxiojHXnTz8vIsOzvbMjMzLS0tLfz9vJAOn/shJyfnC1u2jHQzMjLCtaSnp4drdJwvI5RtynpEVO55Bwoq94X17vGuk1Y8fM/Nt+1ukMe75fWzsGL5cmvXpk1452HL5s3WqnlzO3jgQPh+P3Bs/759beGCBbEtn58zp09b29atrVrlyrZk8eLYVudBeexFNzkpybp26mQl337bKpcvb80aN7YTH38c+/WzsXXrVtu0aVPs2y0KermPHT1qy5YuLZSXP57Tp05Zhffes4rlylm5MmWs7Lvv2rgxY2K/3j8u1M7jwPVr16x08eI2dMiQIHg9u3Wz1155xfr16ROM6Duxe9cuq1yhgh09ciS25fOxaOFCq16lSsgDIFS8d0cPHw7f7wfy2KFdO5s6aVJsy+eH9cEr6PxTp0wJ33v16GHv6f2/fv26Xbp0KYjv4UOH7Pz5858yFiJyc3Ntga5j7OjRoW6iLvxYn4L2vxtpqam2ccMGa9msmV3W+SOSVOce2L/fzp49G9tyy4A5eeJEyF9KSko4384dO2zwwIHhL/mHPbt328D+/cPxbMvRcadOnrQbN24EY+uc0iRdfrt48aIdUnoJCQnh2C8LXwpPd+mSJTZIDzc5Odm2btli/WTpwUk9zDmzZtky/Z6qAgQUjk0bN4btO7ZvtwsqwLBNgjtrxgw7JdGLYFvjBg1CAWZ/LD84rJdy+tSpYZHueDiW/chPVGFQaElntraTt3tBoeP4devW2dTJk8M5EHfYt3dvyCPfKdiwYf16275tm505c8bW6xjOce3q1VB5dZExMmvmzHC9n+elc5wvGkRi1YoV9uwzz9helW8q366dO4eyXpDhiDc3oF+/4Anu3bPH5s+dG8p+5CHeL3jVdWrVsjGjRoX3o7Pel/dr1w4G9Tylefny5bB90YcfBqG/E+Rxg97xaRJK3snly5bZ6lWrLOtztrh16tjRPpABwnvcvWvXcJ2IbLMmTaxKxYrhU7VSJUuNvf93Yt++fbZg/nxL0L0sU7q0derQ4XZ98VlJTEz8hNHP9fK8GtStG7zyqL6kjmuuPNaoWjXkG8HGGXrxueesQtmyoV4E8vKCtrEfdWLCzZtWCUNDdR3GD0bQyBEjrEXTpsHhYL/+GGCx+vvLwJeiT3fd2rU2OWZpnj93LvwfNY10ViGmMPAgEeX9KpBtWrYMljQv2ABZXUChqF65cnh5IhbMm2fvlioVmnhIh4oAELraNWqEFyJqzsaipBB2VqFqrgIzeuTIUNCbNGpkpUuUCIWtZvXqdkDnvx/wuufOnh37ZsHi66I8YP12VFpTVEg5d59evey1l18OFRae8Yjhw8O116tTJxTgju3bB8s5u5A9cscpLDB+27RqZdNkyNLSM2zoUPv4+PHYr58GIcQQRnB5D4sXK2YTx48PHthnBcOUd3W+3vW+vXsHwVu6eLG98eqr4V3FSMfbHDRgQIFGwEcffWQLJcxX5akiisOV//QCvPS7QfrDhw2zuXPmBE9+xvTpNloGwYULF0K9hdB+MHhwqH/uBqI7SteEWK5V3fgg4H2PVJ0SzwYZON1kGHHv5ymvQNM49SzPcVRsf7zjCePGfeK+JcprHRsn4rn6bZOMlnVr1oTnOkL3DhDhwbrnOjjUX/e65seJL4XoYmWVf++9UAiaSuR4GedIsCIPkYfOS3P82LHg/TaS99pWhQPRpYBG7JE1S4GPoKjw8JNk7eUHcZ8icY8sSApGfL8HnvfBgwdD3saPHRu2kfbihQvD//dis6z42fJSo+brDwYNsmJvvBHEn3yXeecdO6c8APmgWWyUDIsILH+8bMd51MFo5n3FO+M9Qlh4VwuC95kmyhIS24F6r1M+pxdEJY+Xi2BSf+DR8g7hAVN30FTK/xgD9/Ise8v47SEPD3F8EHAYMKAnTZgQDBDqkUiycBSmT5sW+/YX8hsDNCe/KkO8ScOGD9z9RdMuBg6slIeLx49RQetCazkvM5Qfzn9THitePvVl5BnT+ha1IrAPrRoYJjhAwHe2U48tXrQo1J9L9Bd4Jog70HJA2fiy8KURXV7CY3pRsZB5kJMnTgyiF0HhoD+BZmb6Hk7og7dIU27ERzt2fOI7gjpClmfU50NTNAUITsubpKk3YpLOF//CzdRvFFD6LiiMQOHZvHFj+P9e8OLFC/SwDz4IViN5pzBfU56ivKxZvTo02UxRHiIotLwkQJPdl61fxPnysEGe4kx5dXmqhJs1bWqtJV4fx/oAGdR08fIVS8j9pLD0lxi9Wrq0Dc7nhX0WGDI5WfUCdQae1nm9Uz31nsGBAweCwC2Xh7VA71dEukT4hIQjSXmNOKrjXylRwtp26RLb8vm4oHe0ZZs2ofsKD3vzzp3WVEb2JeWLwVE0uR5WvdNfXuzHch5gp+7dn99+25bEPEGEbKnqmyGqKzr27Bk8eITu88Dwtm1Kv13r1nZIdWnr9u1txbZt9oHuOU3eHdq2tT4ykDB5xo0fHwx9DJUechDgop4hHvFK1XvDZUydvno11EM4DrtUVw6RYXEm1oSP4VXz/fftTKyeov6mpXLv0aM2WnXpIf39svDYi26mXoKhelHer1UrNHFEfbfbt2+33j16hH4DHiBNSGclVjS/9lZhpAmJptm1etloduZYmobpO0HsKKg03yK6eMkUepp2KTQbJZw0LddXIaGyQMB3SLD5PTofFvPFCxdCkxV9VAh2d72U9LUWNEAkgoEEFMzGslQpjMBghF7KN03eWIT00+KBd2zXzt6WB4xVXKp48XDN9G1hiHTSSzJGViqDy+j/cpxHDhm2KySyterUsRMqwx/K02nxm9/Y+ViL0xW9byXfeNNmVK1mubFRvOf0bnZs0MB26b1qIQ+1scr3QTxjvVe5sTEa90OG3qHGlSvbpi1bLF2G+ha9y2PfeccuxIz10XqPO5cqZWkYv7FupC0Snff+/d9tS6xbKlPHzZMoLKpf37qVKWMDVFccIi/yMHMZAyLxvF+m6H0v/9proeUqgQFaylvNr33NpsmzpD6op99r/va31vxnP7MLMdE9dOSIVfve92yN6hV5G8Eo6Ks6YGWzZjapeXOrWL58MMBVKdzKz2fwfE/oulrXrBm6xd7X9bWtVMnOqv6cpzqFba1U93QsWdKuyTgZpzq4UoUK1lTn3T1kiGVJgDGiqAdr6Drmq67MlBGRrW1jx461Cm+9ZSv0DLNi3Qgf6dkObtHCEpWWKmTboX2rqUzU+v3vbZTuSZ486S8Lj73oIrL0w9Jpj+gxECmC/gb6NGlKju+PRQQRWPqBAE8W4WZ7DxXefhJKRtQBVjD9Pr26dw+d/liSNAFF29gfQQQEMf/5EGuaZ7Be6Ruh6YzBCXeDwVOIaTeJNC9gBJ4rLx/9w6TFCD/So/ma5jj6ShgtyIhu8jlB22kCWr1yZSwFx3m0yJMQHPj2t61DtWq2VRVvjkT39M9/bklPPWU5Ej8adReWKGmnv/99S3nxRcuTeBzW9un6PemnP7Wl3/ymtdN7skbGc7rKekbc+3IvkqtUsWE614cybK/K81r/q1/ZRaV3VHmBzXrHdvzoR5YoUcuUIMNZvWOHfvADS9FxOToG83kxQv3jH9u2r37Vekh01u7ZY5l6D9NUn+R9hgFVGbVrS+lvNeXmyWDPbtTIMiSwWaprAqqLsiRs6TpXFuIkcuUs5MjTTdZ+2RKqwOTJlvqHP1j6Sy8FsYU0OQmpqjfyJMr3S6rykxfrYzXqPnnaCboX2aqDAh9/bNkS4pt6fha7PyaxTZVI3vjhDy1bjk9Av6U+95wlSkDzbty4tU1GS9rTT1tS6dK2bPVq61C3ri3XM03TtV3U/3V1zcPr1TPT/1mvv24pMqxuH/uY86VoXnYc5zFFnlf2yJFmVauaSTCTVMHaiROWJmMyWZ5Qprym3IoV6SC0FAlaqgzrrLZtzSSwuTKMc+QNGUYlxqwq8NyLF2MJ35scpgaVLWs2apSlSmhzhw2zPBmvN5TOInmIq//lX2ykBDVx/nxLlbiky4hNfeMNpkVYusQoWaKQIWM9W/uajIccGcqkZXPnWuIrr1j2Rx/FznR/5MhrTXrzTUunn1r3A6HMVX6S5M1nTJhgScWKWZaMkmxdbxLiq/wk/vnP4TrS5VEmS6DIV1Lx4uHepMr4T+vZ0zIk0AnkJxLl+yScm/xIIFNq1LC0Xr0sh226Z1F+MhcssCyJZrLuQQaD2SS4GEvpeqbJ8m7TdU9v50fPLVVimibxT1Z6GFxJ+rte937Jd75j5+Xpkv45lYFZuuYNX/+6pc+cGVpDUlQWUnQ9GF2POy66juM8VPLS0kKFflOea1rv3rc2Zmff3pYZG8Wfl5hoKRLZm7/9rWXHpvDkyNvCW0JUEK3PStaqVZb48suWqIo+N9b3SbPzse9+1y6o4j8nsWfkROasWXZT3m1q9+5hH8vJsbQ+fezmT35iGbGxHXlJSZbSsKElKH+ZsUGcnxUEDMFOlHjlxvq1s7dts4Rnn7VkPPDcW33JGXPmWAL5ifqRlR/EMeQn5gXnJScHDzHkJzZA6bOStXZtEHY+ufK+IXvHDkv44x9DS0FerPk8c948S/jFL4KoBpTPdHn7IT/yvCFP4pkq7/3mr35l2bHurtyzZy1bRlWOhNkuX761bfduy3vrrWBQRZ557rlzli4DJze2z+OMi67jOI8EeflHIefl3W4evY0q+U81ker7Z2k2zU84Nn9f5x36Pu+UPwyGT0D+8u9XCITzxAQ34k7n+VR+xBeWn9hAzoj7yo+O+ZS3ShN8vvt9p/QDlInHHBfdJwhGCRLUg5GIEcyRfNBpDsBgMvqZGcjVU97A+tgAMOB8DOz6vNBnzsjzu8FoU+Y1RgPpnIcPAQ0YiMj8cqbxAWMNGLxIOWEMxv0M8JslL5MyFQWygXP6n8GMzBr4srFh0ybr1Lmz7bqP5umDhw+H8Szxsy4yJWCMvGZMyCGa0B+QqXqvunbrFqZR8Ryz7ySGzn3jovsowihEWYNUUMBfok5t04ft0VQhpkbxPX4uHr+xf/7oPGxjlDYDrZhLB4zO5iXKHzaT7exP+tG5mMKQP814mMBft3btMDiNqQSM0ma6B8cf0YsfHz+WbXw4D+eItkXXwbn5n984L3mMn7fJtvh8AQPfmFIRhcjjeH4jjSg9iK6J3zh/PAQQifaL0nc+P8zRRHQZSMiAwygcIRGL+M68dcrG3Vi5cqV1kQANGTQopMd8WYJgDBk8OAxS7NOzZ5iq8mWBKTcEmGB6ILMs4geG5ocZFgTKYU4vsySiqFkfLlgQBnpikHB/7jVb4m5gyDJ4k3M0ql8/DMyM3jnn8+Gi+4jBFCimIdWqUcMa1atn2+UhMie4bJky9vILL4SwaKtio5EZid1QL0J7iVwUjg1vk6g45bU/kX2CAOulY2J9pfLlg3fBSwm82ISUI+QkIEjEsyUaDi9t3Tp1wtxiYqASbQtRJXgBad6JiXoxsbjxphmhTXprV68OcbGjAOwIHRUmoeFqVa8eRl9TEeO1dGjfPuxDkALC8yHkzHcmP/EVK1MgwpSFFi1CRRAZDcGLV6VVs1q1EBWHkd+MSGfkONG69km8mfLFNXMfuR/xo9Qb6n5zbMvmzUOwBufBwACKoNLGcKTs9NezXrRo0e14vAVB5c6I/Gi0P3PVKYtHVEajOfKUEcrQlwHeFwwR4gUA3irvT0HQYkCIWyAQDu9KFFsA8QYMlc354snfLxig1Bs3Y6OGeU8/bzhJ5y+46D5iEOkKC5d5xYgcMVgp7MSCRQiogCIPjfBpeK2ITyQSNEk1bdw4BM8gHebyMvGfaVWEYOM3Il0BFjDCy8safWfuMt4HEWeqVakSzofIcRz7IlTRdKj8YG0TPo/5yBHkFWuZY4GKhbnHWM94r4ThpPJFrNfLiCBt5kkjvMFgkHdNfifEpncBUYIwHhBH7k8UVQwvm/Mg4FwL9wBjgcobg4CmdM6PF05MakQAL4z0qKioxDYqDwj03SIiOZ+ErgVClhI1iHKIgRTvDfEdwWQqGzDlrrqMnto1a9roESMK9Jyo9AnLGJV3PFvm2u+R8cR8eCBQDM/zywBlc4zKI7GfAQGOD8CTH+4BdQAgrMyJpUmfd4fmeJ5JVRngNM9/HjBIeT94B3erXsFYpzvAW4EeDBfdRxBeIPrBEKZjMS+O/hQCjceDFctcYTy3ibEmYyJWEWkLRup3LFMCaRAMBLbv3Hk7XirMmzfP5khgISU5OcxXBhp9id9KHGdErM7771tPCR2rwRS0itN4iR4VRjRvOQLPnFB6EazkRDAS+P+3d+bRVVXXH3f5X4c/urpWa1urrVptq1WrtcsZ0VpFcEIUFWWWWWQIs6AIijLPZYhhDMqMzEOYJaBImBEhzEOAzHNe8pLs3/d7vBcf+RFUtLeP8P2slZXkvvvuu/e+e85373322YcT5VMgurTMKa68Fk6w/yxiDHg1vO1pMBoi4XnvqLDgBD3lJ2vVOutBUXj7eQbAUlz/dm9ceBY+Zw8MCxYvoTdMj2wKRDkjK8t19PSuWC5UfDdozHBeOY0trrjDeeM0ZAif214wCvlcng8+55V5T/wuWHu4xBNlCjCNUs5jX+SVBeR3x+ezKkDRZdv1DT6KLgW0MmgM+2PibFM0OFmQgveNx+G97Q+DxG9r3xdWsqOQ8/theUZGghh1Ut7ED0OiG2UcQ2e/whPXaRCqxRAXuHyutBtLWR7A67MgQGxYrMtKYYmHcHyIDokwaelDiCUDwLGcuwjvgg1yARooPYq4sWOd6LDQeAmOOxvHpDXNSjFsTCNGjbLM1FSXmNSnTx/3/qXwQld/2xQIvJ+CzdJvFK9F8FYzWOINn0MvfRI6BJeAgZ+18HzoEdFeZhiY3gvfQ1GPgUcdA4H3E6fo5bBK0TR05DxnGgM81+k47y/g5fqBbh6L1v1bXbvaOnirLhSGjp9CkINjd4OQr8R95fs/hsCyzCbHGFmhrBCfMRUW/XZ4UEzQ6YF9j3p1rcXFwwgHozWMvlCYKSYM77MjZ61eDptw8RE+w4TGIUXbT5jid8jnhN8TvS0ObaTimaIhyGeKnjOrt/lGZlWAIkojldfL++ePefO+MbrD6/ahocroAvdl4RxGFCjckcM/49AvRC7B931hbWs/8ZL3ntEk//sSF4dEN5qAp7m7enVr8OST1gSd1XsxMXasbl0reuYZS4HAdILl2q5mTdv0pz9ZSfPmNnXcOGuE/Trfe6/tvv56K3r7bRsG0WzToYMl4mfvNdfYVhwjDeLTjwkXd91lm371K5vYpIkdysiwob162Sc33GAbsd9UeIkcOTu+bp3tv/tu23bffdaldWu3LQuie/CWW2zOnXdax44dbceRI1aGjsHNv/O8kFIIXt9bb7VG7drZqw0b2vAHH3TzGhfi/F9t1sytmTrvoYcs5/77bTI+/zVYzcshnAl33GEZjzxiZRDePsOH238gul/gs3JeecVK0DG/M3Sodcaxtl93nW2vU8dy0eBnoqPp8/e/2/4bb7REzl0EDDPPrlbN9lx7rXXD+Sfu2mVlMCK216hhO2+6yXriPPrBCDmK60vE+9Kef96G4H41wfnuh9GSic+YhfNvg2vuwdq/8LDKcH7lMG7E94eebkd8x1wblwt0MGTPRB8aixQKLjnHRQY4rOCLBPMIuDpWZKfO8DFzFLjMGyMhFGL+MO/hRTwP9L78cGxVgOLKRVt4vQyn+/diy+bNVvvpp53x4sP7RkOzQb16LvnKj/AwDMycCd63yKzmi4G5IlzEnmuV85ic6UBhFxePRDeagMeV36OHZUAwM3fvtkwIQggNL79NGyuC4BbAUziNzioMQch76SUroFhs2GAZ2FYCTy0XHVwuvIVsiEVm48ZWAq82EwJeDks3C40zA8crhqBkorMrQWeWiuPmDxzojp/epQuzUiwTjesTCNIqiNwsHDcDXmMIjY7HT3v0Uctcs8ZCOA9O4C+OCFOH4YmnP/ec2z8d55WNBh+ClZ0G0cuBpZzxwQfuelgaj+ebh2Nk4jpZMacAnm3BW29ZCF58TtOm7vry0emwwk02OptUCGYxtmU+8YQVQ1xz4f2ksyoOjp+Obawpm4v75CoY4XjpL75oRegsCrp3t+LBgy0XnX4uPODCAwcsG8cPwbvl8bNYvQdeWA4EoWDiRPsSQr4c5zce53ISBkIpr08dzEXBjplRCkZPmBfA35GdNfMLIpfi49BGWxg8XLyjIsy6pxhFjiXyb27ja1UNJj7y2vyxbMKQPRMmI7cR/s99Iw0VGjzc5ieg/VD43VT8vsTFI9GNMliwvRCCmXfPPZbPknMMF6Wnu0o3rDVbCAEh4b17rQDClnf77VYMD5Gwuk4+vUFsK/HGcIshgDkQy1x4w+XeuFpoyBDLhieb99RT7vjl8HoLIUp5//ynnYQgjoDAfQzPOBcCzONTGEnp2rVWCLHLgSAVQuQqwpJ9+Q8/bLnwiMNeBZyS6dMtH8KYx8/3xoJpSOTBK82F105PmTVV8yH6OfDE8z3PtRTeSx6uL/e22yzkVSkKr19vuRD2bHikYW+sqxgGRs5jj7nqPOVeRSLejxx4rjkQfLhWrm5sIYyZXByfVXQIj1/QvLm7V6EBA9xKKTsgwgnw/DdfdZWFR4xw+4lgYP1z1ghXduz5YdKfn5EsLm0kutEILMuyOXOsNDJR6MwZC3G6TsT4DF9nCTqWx/MJw9MsXrz4m7AoPY6FC60E288CLyE8e7aFI4pisMRbEcPF3ngaKYOHGpo508ph5frwOCGcW2WF3EsgzMUQxMiwLP/nqiM+rFzD44YjsqBZM5fh6lJ44D6s4eo+H6LpE4Ynz+uJ/HxeL8vV+bCajTv+jq8LMhCW1HPHh1fsU4pOjPuVRRzfWJ92wYIfVOFICCEqQ6IbZTBsdjI11fxADhd45hzS9B8ptMNsz4NHjri1MoUIAnqxfviTIWZmjdNr45zwiuHSivC9TCZiMo8/5YiwSAYLrjCMWtVgKJfX9l28/rS0NJfRHTntiqF8Jp9xfjqT0n7oGGxGRoa7/2e+pe4xp+jxu+L5fNv3yn3Zr/EZ4Jj85ZScJdGNMtjQOLf09Vat3FKCnA7xr4cecpnLlcHklO+Sxs/Gx8zRV1566QclWPiT5YX4NtgBt2rR4us1XUEqDEom5rAICYuvXKgjZ6JQ965drWWzZm6+qV9xiVNZxowaZfXr1XOVrfzpSVUBti0uD9qkQQM3t/lC7Zr3jolkTEiLnMbHqUbPPfOMKz7DKVeR2czfF2Y+v9mtmzVr2tR9lvsOKhFxTivid13jscdcNvWFYMb5kzVquOeA0wRZ1Oe79GFVAYluFMIpFo3Q6FgsglamX7iB8/B8y5+VYtJh5dIi5gL+7JhYDMOfk3cAViRLPrLYBYWbU4B8ODXD7wQJGy+LcfD9rHLlw4bMY3Bu7hJOAcK5sEGzs+NUD54D1zYVojK4pvNoCKQ/1YXPFJ+b7wLFlBnNFeH4Jp9XwiInbBtVARrFCStWuGsivMbIbOWKsI2zYtzI4cPPGe9lG10U0b5/COPR9/jrcSclJbkKbyzAURmc3/4OnAaeOxPCKoPlLVmwhzBR6wMc93KZGy/RjUIofJyjx+IUnK9KK5ALBnAKBjsczlNkmUQ2AhYdoGXMqlS0Hv1GyjmNnHLArEeK5JqIrFBWhKKI+iTv2+fElZ/HY/mFDCj2FFzWveUUBlZ+Yrm59m+84fZnwQu//KS4fGGkhQLp//ihTlaOWjR/vqsytoDzzcGZ06edZ8NniIYbDbnKoIfG6TN81lnu1BcWZjhTbAgLsVAYqgIUXdZL9tsfDRVOr7oQLBvLthgpuqxU9fyzz7r+gtXmLja8zHm57AMiPWWe34WymFn5jX0CK+X59dZLiovPeT44hMbpTZ07dnSVyRjx+AjH5WuXAxLdKGQdhJMT5BnKGTN2rA2D6KbDaozHg7n5s8/cPgvQ8WzxEq0otGu8cnA+nErBVKZpaLQzK5SBWw+xZvEKwua4BZ5zTM+eriNsXL++bfMSkD5ZutS6xMRYk4YNbTSn12AbR2oY6s68QGcpLh/YUbL2MSsVufmc+M0a2Oyo3+3Tx4kjhYPlBH0x5pguDUZWRqNRd6HxPxbR2Lp1q4vg0ENmZ82//YgO52dXpdrLrIbGcU7CwiB+ydbK4PjvqBEjzhFdGkEcg92Kezygf/+LXuGLRWtYvIbH86FhXtlUJOaLvAnjnx44HQVWIyOMVjTDc9Ecz4dfO57GF0vAMkpBJ4CLWvgrUVV1JLrRRmamrYaHugEeLeHk9wl4YLPwYLLS1DZYj1yPMqFrVzvkhX0S1q+3BejUDB1c8saNlg1LlM1kCTzUCfByU2F5pvkiica4kWFkLyTnahvD4tyKxl6EDnQ4OrBtOEb5ihWWAiFnFahCdKBTcU77cbzs5GSLi4uzFByv/PBhlz3tL/4tLj8oFExqojgyqYl5CEyKoRhzuIIVqSjGb/fq5TwkFrug6BLuHzkmy8QaRnJ8z4zDJ5E1sAfheOysv8Qz7IeUKSh+SchLHV73Mhi6fhUqFrmgUUFosGyDEc7kqIpQ4LjwA6EBw/vjwygARe1ioOHEceXTp065/zkMNQz9gD/2ugdGf+SSm6x8161zZzfcxbraY9GX8JrcPGs+H94zwu+b3+O8CGeAkb3IIa+qjEQ3ygjDOl34s5/ZOxDCTTt32o6+fW3FT3/q5tUujY213uikNjRqZAlXXGFHq1d379mBhjnphhtsKbbN/fOfLQUP+R403tif/MQ2X3mljbvrLhs3f76VwWNY/4c/2GLsNwUd4VCIeMbkybYL7937xz/adHRq9Zs1szWvvGIZd95pa66+2o0XTULD21K7tmXefLPlt2tncbDAR6JxJd57r5158EFX3KLsAgkx4vKFiyEwWsLCDhRj5iuwY6bYMqzIYQ52zAw5Mi+hZ/fuZ0WXBfe5lNzQQYNcKJLjhPS6WD6SywPyh/XJq1LU5SgMZFaXGoBro9HCLF/CDN9nnnzynIRKerPcp26dOtalUydbC6Ob461cNIHJTywb2a1LF7cy08VCb5kRCw4xcehpk1frmcMC/FyKMr8vCjBXE+OiJ/yfY9MvPPfc2YVOKrIQ/RGr1HEslwtWsPSqX26yqiPRjTJK0WhO4gFcCMFLQueUjweZHmceHs5cdEDLn3nGlYo8CC/3RIMGFkZHlNehg+2DEO+YN89CLP4we7Yrc7i3d287CE901wMPWPKwYZYP4dyB/Q+iYWyCiE9GI06vWdOy0REew2et+te/LBGCe7hWLSuERc1KTnPx+ie3324Z6PTcHF6Ibgos2OXXXWf74L2E6dmgQ+U5lEPshYiEwslwM+sC+x4tSwmyhi87Zh+KCssM+l6eDz1jLkrB5CB61IReH3ML2KEzKbAqQe+S4VdeG8erfQOEIXqObUdOm+K9Zd103huOofoLjXBdaO7P8VcaPT8Ejsc+hn7h17/8pd0D4515IoT3n+FiZqMTfg4NAnrqXEebxhX/5/cTOSbsw3F+jj1zHz4LHP+/XJDoRhlsYuG0NLMRIywEYczyVlAphLjtfvVVO33rrWZ+hjEe+FOwFnMeeYRpg8Yl5k/B2j189912CA0lnJ1tGRDCk2iQ+yGSORBGn6K4OCu+/35XSpGchveQDMEOQaDLvHT/FDSMAxDgrGrVXLWnUziH5IULbQc83kxYseaFmRheLoIQsxyjEBcDw8VM2vm2+Z3/DSjiDIGeTxwi4bn550cDgkMzhO/3x6v/W3BtXY6Bfy3BwcExYwoqQ/8cN2b4n/fJH28+3z3jmO/3vR9B3MNoQaIbZbAhT4SVywXoB8KDnIuHmyG1KbD2G7z0kr0dE+PGbEke9h0/cqTzjgk9h/r161tMixbWB14xV9VpAg+4GcS0CTzfpIjpB5yWsNUTb06gHzxkiPWAt7vOKx9JK7ovvOvG+Mz3cCzCcF6Nxx+3lhD/DV726Dl8S6clRGWUosP1vbqgoZfNeb9+KLcy2J78pCR6ehyT5HlzrJXLDjJkGjme+mPyvxAkhqoZ0uc1+syA+HNsvrLzoYdNb3ci3sdErMpg0tXgAQPctCGurxyPPq8q1tE+HxLdKCOEh3n4+PHWtm1ba9W6tc1fvNi2JSfb5Fmz3BJ0XLZurpc4kldaav+BOEcuKd0f4rkA3ujxU6fsREaGjZo0yXbCQk1YtcoWREwTmgHRTfJCOsfhwcbGx9tQeNV9vHmRn6PzeOeDD6x37942Hg2IfJWSYsM8z1iIqgJD2iOGDnXVnS4Ek30YJif8zcxehns5rsnxy64wWnvDUL6Q2FxKcOoSk7R8j55MRn9S2ZQhiuZ/vP5hxbJlttlLBqWosl4Ax3sZnqaRwrA0x5v5w6ljg/G6n2BX1ZHoRhmsp5z44ot2IjPTPoMozp8wwQ69/LIdbd/evX4iO9smdu9uZW3aWCYe8LGeIJaiE8iGV7qoUydL9zzfMKzIXdWrW+H27bb6s8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</raw>
      </picture>
    </region>
    <region left="54" top="55728" width="480" height="29" color="#000000" fontSize="14">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold; font-size: 14px;">POS. 7.1    STREIFENFUNDAMENT LINTER POS.    6.1</p>
        </content>
      </text>
    </region>
    <region left="162" top="55764" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(SEITL. FUNDAMENT)</p>
        </content>
      </text>
    </region>
    <region left="54" top="55800" width="585" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">Abmessung: </span>          B               H                 L               G              ax         aus EG:           F</p>
        </content>
      </text>
    </region>
    <region left="144" top="55818" width="500" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: underline;">      [ m]            [ m]            [ m]       [kN/m 3]       [m]                            [ kN]</p>
        </content>
      </text>
    </region>
    <region left="54" top="55836" width="599" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">gewählt:  </span>     &gt;=    0,50            0,80            1,80            25,0            0                             18,00</p>
        </content>
      </text>
    </region>
    <region left="162" top="55872" width="470" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(Mindestabmessungen können ggf aus konstr. Gründen größer werden)</p>
        </content>
      </text>
    </region>
    <region left="45" top="55908" width="590" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Belastung aus Stützen (mittig):               ax=    0    [m]                      (auf Fundamentachse)</p>
        </content>
      </text>
    </region>
    <region left="243" top="55944" width="236" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Vg           Vp        Vg,d      V p,d    </p>
        </content>
      </text>
    </region>
    <region left="153" top="55962" width="294" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>LF Nr.             1              1            1            1</p>
        </content>
      </text>
    </region>
    <region left="63" top="55980" width="136" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>maxN=2*N    [kN]</p>
        </content>
      </text>
    </region>
    <region left="234" top="55980" width="238" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p> 38,1         75,44      51,40    113,17</p>
        </content>
      </text>
    </region>
    <region left="126" top="55998" width="328" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>    H [kN]               0              0            0              0</p>
        </content>
      </text>
    </region>
    <region left="486" top="55998" width="132" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(vernachlässigt)    <br /></p>
        </content>
      </text>
    </region>
    <region left="135" top="56016" width="319" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>M[kNm]              0              0            0              0</p>
        </content>
      </text>
    </region>
    <region left="135" top="56034" width="319" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p> ex [cm]               0              0            0              0</p>
        </content>
      </text>
    </region>
    <region left="144" top="56070" width="46" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[kN]<br />Vg,d<br /></p>
        </content>
      </text>
    </region>
    <region left="306" top="56070" width="46" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[kN]<br />Vp,d<br /></p>
        </content>
      </text>
    </region>
    <region left="405" top="56070" width="64" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[kN/m']<br />     G<br /></p>
        </content>
      </text>
    </region>
    <region left="486" top="56070" width="84" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>           [m']<br />*          V<br /></p>
        </content>
      </text>
    </region>
    <region left="594" top="56070" width="66" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>        [-]<br />*    1,35<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="56088" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ E,d    =</p>
        </content>
      </text>
    </region>
    <region left="243" top="56088" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="23" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>+</p>
        </content>
      </text>
    </region>
    <region left="369" top="56088" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>+</p>
        </content>
      </text>
    </region>
    <region left="369" top="56106" width="26" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>A</p>
        </content>
      </text>
    </region>
    <region left="342" top="56124" width="63" height="27" color="#000000" fontSize="12">
      <text lang="pol" width="55" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>  \[REGION[c655dfafd07249abba46f86987917195]]\[m2]</p>
        </content>
        <regions>
          <region id="c655dfafd07249abba46f86987917195" left="10" top="0" width="17" height="26" color="#000000" fontSize="12" />
        </regions>
      </text>
    </region>
    <region left="54" top="56142" width="193" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ E,d    =    209,85 [kN/m2]</p>
        </content>
      </text>
    </region>
    <region left="477" top="56142" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">σ    =~    210,0 [kN/m 2 ]</p>
        </content>
      </text>
    </region>
    <region left="468" top="56160" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>B,zul</p>
        </content>
      </text>
    </region>
    <region left="126" top="56178" width="161" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p> σ E,d       &lt;=    σ B,zul</p>
        </content>
      </text>
    </region>
    <region left="396" top="56178" width="339" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(Annahmen sind vom Baugrundgutachter var dem Baubeginn zu bestätigen)</p>
        </content>
      </text>
    </region>
    <region left="126" top="56196" width="148" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>209,85     &lt;=    210,0</p>
        </content>
      </text>
    </region>
    <region left="54" top="56232" width="253" height="361" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="342" top="56268" width="213" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">BEWEHRUNG:</span>
            <br />
            <span style="font-weight: bold;">gewählt: </span>        C20/25, Bst 500<br /></p>
        </content>
      </text>
    </region>
    <region left="441" top="56304" width="44" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>XC2</p>
        </content>
      </text>
    </region>
    <region left="342" top="56340" width="400" height="62" color="#000000" fontSize="12">
      <text lang="pol" width="364" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Betondeckung nom c=5,0cm                                           <span style="font-weight: bold;">konstruktiv:</span>    umlaufend                                                      allseits geschlossener Bugelkorb</p>
        </content>
      </text>
    </region>
    <region left="342" top="56412" width="207" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">Bewehrungskorb       Q257A</p>
        </content>
      </text>
    </region>
    <region left="342" top="56430" width="242" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(allseitig geschlossen+ Zulage o+u)</p>
        </content>
      </text>
    </region>
    <region left="378" top="56448" width="67" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>3    rn    </p>
        </content>
      </text>
    </region>
    <region left="342" top="56484" width="392" height="98" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">Es wird davon ausgegangen, daß die Fundamente          vollständig mit Erdreich überdeckt sind.<br />Sollte dies nicht der Fall sein, ist die Betonrezeptur auf C25/ 30 (XC4, XF1) zu ändernll<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="56610" width="473" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Fundamentsohle gleich oder tiefer als UK Kelleraußenwandfundament!<br />=&gt; gleiche Grßndungshöhen je Balkonturm<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="56646" width="580" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Fundamentsohle ist von einem Sachverständigen zu begutachten und zu dokumentieren!<br />Der Fundamentuberstand des Hauses ist mit einer Fuge &gt;= 5,0 cm zu überbauen.<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="56700" width="389" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Randabstand Stützenachse / Fundamentkante &gt;= 200mm!!</p>
        </content>
      </text>
    </region>
    <region left="54" top="56718" width="703" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">(Die Fundamentmaße sind Mindestmaße, können / müssen ggf. aus konstruktiven                                 Gründen größer ausgeführt werdenl [örtl. Gegebenheiten, Aufmaß...])</p>
        </content>
      </text>
    </region>
    <region left="54" top="56799" width="461" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="461" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">POS.  7.2    STREIFENFUNDAMENT UNTER POS.               6.2</p>
        </content>
      </text>
    </region>
    <region left="126" top="56835" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(SEITL. FUNDAMENT)</p>
        </content>
      </text>
    </region>
    <region left="54" top="56889" width="98" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">Abmessung:</p>
        </content>
      </text>
    </region>
    <region left="162" top="56889" width="472" height="44" color="#000000" fontSize="12">
      <text lang="pol" width="472" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>  B             H               L                    G               ax         ausEG:       F<br /><span style="text-decoration: underline;">[m]          [m ]           [ m ]           [kN/m3]        [ m ]                      [ kN]</span></p>
        </content>
      </text>
    </region>
    <region left="54" top="56925" width="107" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">gewählt:</span>    &gt;=</p>
        </content>
      </text>
    </region>
    <region left="162" top="56925" width="470" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>0,70         0,80            2,10               25,0             0                          29,40</p>
        </content>
      </text>
    </region>
    <region left="162" top="56961" width="474" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(Mindestabmessungen können ggf. aus konstr. Gründen größer werden)</p>
        </content>
      </text>
    </region>
    <region left="54" top="56997" width="213" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Belastung aus Stützen (mittig):</p>
        </content>
      </text>
    </region>
    <region left="306" top="56997" width="328" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>ax=           0    [m]              (auf Fundamentachse)</p>
        </content>
      </text>
    </region>
    <region left="216" top="57033" width="244" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p> Vg            Vp        Vg,d      V p,d    </p>
        </content>
      </text>
    </region>
    <region left="126" top="57051" width="302" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>  LF Nr.             1              1            1            1</p>
        </content>
      </text>
    </region>
    <region left="54" top="57069" width="136" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>maxN=2*N    [kN]</p>
        </content>
      </text>
    </region>
    <region left="216" top="57069" width="234" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>64,7       116,33      87,37    174,50</p>
        </content>
      </text>
    </region>
    <region left="126" top="57087" width="64" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>H  [kN]</p>
        </content>
      </text>
    </region>
    <region left="216" top="57087" width="230" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>   0               0            0            0    </p>
        </content>
      </text>
    </region>
    <region left="450" top="57087" width="116" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(vernachlässigt)</p>
        </content>
      </text>
    </region>
    <region left="117" top="57105" width="315" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>  M[kNm]            0               0            0            0</p>
        </content>
      </text>
    </region>
    <region left="117" top="57123" width="315" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>  ex [cm]              0               0            0            0</p>
        </content>
      </text>
    </region>
    <region left="135" top="57150" width="46" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[kN]<br />Vg,d<br /></p>
        </content>
      </text>
    </region>
    <region left="288" top="57150" width="46" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[kN]<br />Vp,d<br /></p>
        </content>
      </text>
    </region>
    <region left="387" top="57150" width="205" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="text-decoration: none;">[kN/m3]         [ma]            [-]<br />      G       *       V       *    1,35<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="57159" width="77" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ E,d     =</p>
        </content>
      </text>
    </region>
    <region left="225" top="57159" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>+</p>
        </content>
      </text>
    </region>
    <region left="351" top="57159" width="23" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>+</p>
        </content>
      </text>
    </region>
    <region left="342" top="57195" width="26" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>A</p>
        </content>
      </text>
    </region>
    <region left="333" top="57213" width="45" height="26" color="#000000" fontSize="12">
      <text lang="pol" width="40" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>[m2]</p>
        </content>
      </text>
    </region>
    <region left="450" top="57213" width="177" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">σ    =~    210,0 [kN/m 2 ]</p>
        </content>
      </text>
    </region>
    <region left="54" top="57222" width="189" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ E,d     =    205,1 [kN/m2]</p>
        </content>
      </text>
    </region>
    <region left="468" top="57231" width="48" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>B,zul</p>
        </content>
      </text>
    </region>
    <region left="432" top="57249" width="309" height="80" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(Annahmen sind vom Baugrundgutachter vor dem Baubeginn zu bestatigen)<br /><br /></p>
        </content>
      </text>
    </region>
    <region left="117" top="57258" width="145" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>σ E,d    &lt;=    σ B,zul</p>
        </content>
      </text>
    </region>
    <region left="117" top="57276" width="136" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>205,1    &lt;=    210,0</p>
        </content>
      </text>
    </region>
    <region left="54" top="57303" width="255" height="340" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="360" top="57321" width="127" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">BEWEHRUNG:</p>
        </content>
      </text>
    </region>
    <region left="360" top="57339" width="73" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">gewählt:</p>
        </content>
      </text>
    </region>
    <region left="504" top="57339" width="122" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>C20/25, Bst 500 </p>
        </content>
      </text>
    </region>
    <region left="504" top="57357" width="44" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>XC2</p>
        </content>
      </text>
    </region>
    <region left="360" top="57393" width="203" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Betondeckung nom c=5,0cm </p>
        </content>
      </text>
    </region>
    <region left="360" top="57411" width="188" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>
            <span style="font-weight: bold;">konstruktiv: </span>   umlaufend </p>
        </content>
      </text>
    </region>
    <region left="360" top="57429" width="223" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>allseits geschlossener Bugelkorb</p>
        </content>
      </text>
    </region>
    <region left="360" top="57465" width="195" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">Bewehrungskorb    Q257A</p>
        </content>
      </text>
    </region>
    <region left="360" top="57483" width="236" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>(allseitig geschlossen+ Zularge+u)</p>
        </content>
      </text>
    </region>
    <region left="396" top="57501" width="54" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>3    10</p>
        </content>
      </text>
    </region>
    <region left="360" top="57537" width="356" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">Es wird davon ausgegangen, daß die Fundamente vollständig mit Erdreich überdeckt sind.</p>
        </content>
      </text>
    </region>
    <region left="360" top="57573" width="381" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">Sollte dies nicht der Fall sein, ist die Betonrezeptur     auf C25/ 30 (XC4, XF1) zu ändern!!</p>
        </content>
      </text>
    </region>
    <region left="54" top="57663" width="477" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Fundamentsohle gleich oder tiefer als UK Kelleraul1enwandfundament!<br />=&gt; gleiche Gr0ndungshohen je Balkonturm<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="57699" width="580" height="62" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Fundamentsohle ist von einem Sachverständigen zu begutachten und zu dokumentieren!<br />Der Fundamentüebrstand des Hauses ist mit einer Fuge &gt;= 5,0 cm zu überbauen.<br /></p>
        </content>
      </text>
    </region>
    <region left="54" top="57753" width="393" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Randabstand Stützenachse  / Fundamentkante &gt;= 200mm!!</p>
        </content>
      </text>
    </region>
    <region left="54" top="57771" width="667" height="44" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p style="font-weight: bold;">(Die Fundamentmaße sind Mindestmaße, können / müssen ggf. aus konstruktiven                        Grunden größer ausgeführt werden! [örtl. Gegebenheiten, Aufmaß...])</p>
        </content>
      </text>
    </region>
    <region left="18" top="57888" width="720" height="938" color="#000000">
      <picture>
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</raw>
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        <content>
          <p>Statische    Werte</p>
        </content>
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</raw>
      </picture>
    </region>
    <region left="396" top="58977" width="55" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Profil:</p>
        </content>
      </text>
    </region>
    <region left="396" top="59013" width="72" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Material,</p>
        </content>
      </text>
    </region>
    <region left="540" top="59013" width="98" height="27" color="#000000" fontSize="12">
      <math>
        <input>
          <e type="operand">Alumlnlum</e>
        </input>
      </math>
    </region>
    <region left="396" top="59049" width="305" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Flache                         A      =    17,378    cm2</p>
        </content>
      </text>
    </region>
    <region left="396" top="59067" width="300" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Abwlcklung                Ea    =    484.85    mm</p>
        </content>
      </text>
    </region>
    <region left="396" top="59085" width="314" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Dichte                                  =    2,70       g/cm3</p>
        </content>
      </text>
    </region>
    <region left="396" top="59103" width="309" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Gewicht                      G       =    4.692    Kg/m</p>
        </content>
      </text>
    </region>
    <region left="396" top="59121" width="91" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Trägheltsm.</p>
        </content>
      </text>
    </region>
    <region left="540" top="59121" width="57" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>Jx     =</p>
        </content>
      </text>
    </region>
    <region left="594" top="59121" width="58" height="26" color="#000000" fontSize="12">
      <text lang="pol" fontFamily="Times New Roman" fontSize="12">
        <content>
          <p>534,54</p>
        </content>
      </text>
    </region>
  </regions>
</worksheet>